diff --git a/.gitignore b/.gitignore index 9ed8e86..2ad9ccc 100644 --- a/.gitignore +++ b/.gitignore @@ -20,6 +20,7 @@ notebook/static/lab/*bundle.js notebooks/itslive/data/*.nc notebooks/iceflow/data notebooks/*/Outputs +notebooks/SMAP/data .python-version node_modules *.py[co] diff --git a/notebooks/SMAP/01_download_smap_data.ipynb b/notebooks/SMAP/01_download_smap_data.ipynb index 59c0039..a2a6ad6 100644 --- a/notebooks/SMAP/01_download_smap_data.ipynb +++ b/notebooks/SMAP/01_download_smap_data.ipynb @@ -21,7 +21,7 @@ "source": [ "## **1. Tutorial Introduction/Overview**\n", "\n", - "We will use the `earthaccess` library to authenticate with our Earthdata Login credentials and to search for and bulk download SMAP data. For this tutorial we wil use SPL3SMP version 008 as an example, but the same method can be applied to any other SMAP data sets archived at NSIDC. \n" + "We will use the `earthaccess` library to authenticate with our Earthdata Login credentials and to search for and bulk download SMAP data. For this tutorial we wil use SPL3SMP version 009 as an example, but the same method can be applied to any other SMAP data sets archived at NSIDC. \n" ] }, { @@ -31,7 +31,7 @@ "source": [ "### **Credits**\n", "\n", - "This tutorial is based on the notebooks originally provided to NSIDC by Adam Purdy. Jennifer Roebuck of NSIDC updated the tutorials to include the latest version of SMAP data and use `earthaccess` for authentication, seatching for and downloading the data in order to incorporate it into the NSIDC-Data-Tutorials repo. \n", + "This tutorial is based on the notebooks originally provided to NSIDC by Adam Purdy. Jennifer Roebuck of NSIDC updated the tutorials to include the latest version of SMAP data and use `earthaccess` for authentication, searching for and downloading the data in order to incorporate it into the NSIDC-Data-Tutorials repo. Andy Barrett refactored the notebook to use `pathlib.Path` and updated the version of the data set used.\n", "\n", "For questions regarding the notebook, or to report problems, please create a new issue in the [NSIDC-Data-Tutorials repo](https://github.com/nsidc/NSIDC-Data-Tutorials/issues)." ] @@ -85,7 +85,7 @@ "metadata": {}, "source": [ "### **Import libraries**\n", - "We need just two libraries, `os` for creating the directory to store the downloaded data in and `earthaccess` to authenticate, search for and download the data. " + "We need two libraries for this tutorial: `pathlib` for creating the directory to store the downloaded data; and `earthaccess` to authenticate, search for and download the data. " ] }, { @@ -95,9 +95,7 @@ "metadata": {}, "outputs": [], "source": [ - "#Import libraries \n", - "\n", - "import os # needed to create the directory to store the downloaded data\n", + "from pathlib import Path # used for creating paths and listing directory contents\n", "import earthaccess # used for authentication and searching for downloading the data" ] }, @@ -131,14 +129,16 @@ "tags": [] }, "source": [ - "### **Search for SPL3SMP data using spatial and temporal filters**\n", - "We will use the `search_data` method from the `earthaccess` library and the following variabes to search for granules within the SPL3SMP data set:\n", + "### **Search for SPL3SMP data using a temporal filter**\n", + "We will use the `search_data` method from the `earthaccess` library to search for granules in the SPL3SMP data set for March 2017.\n", + "\n", + "We use the following search parameters: \n", "* `short_name` - this is the data set ID e.g. SPL3SMP. It can be found in the data set title on the data set landing page.\n", "* `version` - data set version number, also included in the data set title.\n", - "* `cloud_hosted` - NSIDC is in the process of migrating data sets to the cloud. The data set we are interested is currently still archived on-premises so we will set this to False.\n", + "* `cloud_hosted` - SMAP data are available both from NASA Earthdata Cloud on AWS and from the severs on-premises at NSIDC_DAAC. We will access the cloud-hosted version.\n", "* `temporal` - set a temporal filter by specifying a start and end date in the format YYYY-MM-DD. In this tutorial we will look for data for the month of March 2017.\n", "\n", - "It will output the number of granules that meet the search criteria." + "You can find the number of results returned by getting the number of elements in `results` using the `len` function." ] }, { @@ -148,14 +148,13 @@ "metadata": {}, "outputs": [], "source": [ - "#Search for SPL3SMP files \n", - "\n", "results = earthaccess.search_data(\n", " short_name = 'SPL3SMP',\n", - " version = '008',\n", + " version = '009',\n", " cloud_hosted = False,\n", " temporal = ('2017-03-01','2017-03-31')\n", - ")" + ")\n", + "print(f\"Found: {len(results)}\")" ] }, { @@ -174,11 +173,8 @@ "metadata": {}, "outputs": [], "source": [ - "this_dir = os.getcwd()\n", - "DATA_DIR = os.path.join(this_dir, 'data/L3_SM_P')\n", - "\n", - "if not os.path.exists(DATA_DIR):\n", - " os.makedirs(DATA_DIR)\n" + "DOWNLOAD_PATH = Path.cwd() / \"data\" / \"L3_SM_P\"\n", + "DOWNLOAD_PATH.mkdir(parents=True, exist_ok=True) # creates parents if they don't exist and fails silently if path exists" ] }, { @@ -196,7 +192,7 @@ "metadata": {}, "outputs": [], "source": [ - "smap_files = earthaccess.download(results,DATA_DIR)" + "smap_files = earthaccess.download(results,DOWNLOAD_PATH)" ] }, { @@ -236,7 +232,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.15" + "version": "3.10.14" } }, "nbformat": 4, diff --git a/notebooks/SMAP/environment/environment.yml b/notebooks/SMAP/environment/environment.yml index 6688db2..a2e44b0 100644 --- a/notebooks/SMAP/environment/environment.yml +++ b/notebooks/SMAP/environment/environment.yml @@ -9,9 +9,17 @@ dependencies: - xarray - rioxarray - h5netcdf +- dask - matplotlib - cartopy - affine +- numpy<2.1 + +#- vaex +#- jupyter-offlinenotebook +#- sidecar +#- geoviews + - pipreqsnb - conda-lock>=1.2.1 - mamba>=1.0 diff --git a/notebooks/SMAP/smap_as_datatree.ipynb b/notebooks/SMAP/smap_as_datatree.ipynb new file mode 100644 index 0000000..6a734d7 --- /dev/null +++ b/notebooks/SMAP/smap_as_datatree.ipynb @@ -0,0 +1,51708 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "e55a759f-e465-41d7-9674-71b73e4f8412", + "metadata": {}, + "source": [ + "
\n", + "\n", + "\n", + "# 2.0 Read and Plot SMAP data using `xarray.DataTree`\n", + "\n", + "
\n", + "---" + ] + }, + { + "cell_type": "markdown", + "id": "3e5b1d2e-04df-40f1-a9f8-f4fb48e32656", + "metadata": {}, + "source": [ + "## 1. Overview \n", + "In this tutorial, we will read the SMAP data we downloaded in 1.0 Download SMAP data notebook, read the data into an `xarray.DataTree`, create a map of soil moisture and plot a time-series soil moisture for a location on Earth.\n", + "\n", + "`xarray.DataTree` was created to work with hierachical datasets. Hierachical datasets are those datasets that use tree-like, nested, directory structures to group and store complex data. The SMAP Level-3 is a relatively simple hierachical data structure, with only two groups; one group for data from AM satellite overpasses and one group for data from PM satellite overpasses. To make working with this data easy, we also add meaningful names for the dimensions of the data and geospatial coordinates. " + ] + }, + { + "cell_type": "markdown", + "id": "6060c844-782d-4510-b643-0b78273f069d", + "metadata": {}, + "source": [ + "### **Credits**\n", + "\n", + "This tutorial is based on the notebooks originally provided to NSIDC by Adam Purdy. Jennifer Roebuck of NSIDC updated the tutorials to include the latest version of SMAP data and use earthaccess for authentication, seatching for and downloading the data in order to incorporate it into the NSIDC-Data-Tutorials repo. \n", + "\n", + "For questions regarding the notebook, or to report problems, please create a new issue in the [NSIDC-Data-Tutorials repo](https://github.com/nsidc/NSIDC-Data-Tutorials/issues)." + ] + }, + { + "cell_type": "markdown", + "id": "56a6afe4-c559-412e-86bc-3f9530dc3d36", + "metadata": {}, + "source": [ + "### **Learning Goals**\n", + "\n", + "1. Read in SMAP data and navigate the metadata\n", + "2. Create a map with SMAP data\n", + "3. Plot a time-series at a location on Earth. " + ] + }, + { + "cell_type": "markdown", + "id": "c275f5c7-fa1b-4423-9967-03f46344ade0", + "metadata": {}, + "source": [ + "### **Prerequisites**\n", + "\n", + "1. The nsidc-tutorials environment is set up and activated. This [README](https://github.com/nsidc/NSIDC-Data-Tutorials/blob/main/README.md) has setup instructions.\n", + "2. SMAP data that were downloaded in the previous notebook tutorial 1.0 Download SMAP data. \n", + "3. The EASE-Grid 2.0 longitude and latitude data sets. The binary format of these files have been provided within this repo for use in this tutorial, but please note they are also available in NetCDF format from the NSIDC website at this [page](https://nsidc.org/data/NSIDC-0772/versions/1). \n" + ] + }, + { + "cell_type": "markdown", + "id": "a0b23d36-8b5a-4bcf-b8a7-5dbc235853bf", + "metadata": {}, + "source": [ + "### **Time requirement**\n", + "\n", + "Allow 15 to 20 minutes to complete this tutorial." + ] + }, + { + "cell_type": "markdown", + "id": "e7eb2e5f-39e1-4bad-8fc2-65984e8527ce", + "metadata": {}, + "source": [ + "## 2. Tutorial steps" + ] + }, + { + "cell_type": "markdown", + "id": "3b14efdc-c8d6-4831-93a3-0ab7d8f9a491", + "metadata": {}, + "source": [ + "### Import libraries\n", + "\n", + "As with all Python code, we need to import some libraries to read the data, add coordinates and plot the data." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "3cf68262-b0d5-4601-bc52-7aa3c68670aa", + "metadata": {}, + "outputs": [], + "source": [ + "# For opening the data\n", + "from pathlib import Path\n", + "import xarray as xr\n", + "import datetime\n", + "\n", + "# For adding coordinates\n", + "import numpy as np\n", + "from affine import Affine\n", + "from pyproj import CRS\n", + "\n", + "# For plotting\n", + "import matplotlib.pyplot as plt\n", + "import cartopy.crs as ccrs\n", + "\n", + "DATAPATH = Path(\"data/L3_SM_P\")" + ] + }, + { + "cell_type": "markdown", + "id": "672a11e2-7fef-4ac6-9809-c0ed276bf3ee", + "metadata": {}, + "source": [ + "### Get a list of HDF5 files in the data directory" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "4f43e868-aeb1-499d-8db9-54eec5a6791d", + "metadata": {}, + "outputs": [], + "source": [ + "filelist = sorted(list(DATAPATH.glob(\"*.h5\")))" + ] + }, + { + "cell_type": "markdown", + "id": "403ba053-0e4e-412d-9513-3dccf4941ec3", + "metadata": {}, + "source": [ + "### Load a data file into an `xarray.DataTree` object\n", + "\n", + "`xarray.DataTree` objects allow us to work with hierachical data structures and file formats such as HDF5, Zarr and NetCDF4 with groups. The SMAP level 3 files are hierachical data structures.\n", + "\n", + "We use `xr.open_datatree` to open a SMAP HDF5 file. We add the `phony_dims=\"sort\"` because data variables in the SMAP files do not have any assigned dimension scales. `xarray` names dimensions `phony_dim0`, `phony_dim1`, etc." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "f3f729bc-41df-4420-9e2e-b7f8467364d5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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... nan nan\n", + " vegetation_opacity_scah (time, y, x) float32 49MB nan nan ... nan nan\n", + " vegetation_opacity_scav (time, y, x) float32 49MB nan nan ... nan nan\n", + " vegetation_water_content (time, y, x) float32 49MB nan nan ... nan nan" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "def preprocess_file(f, x, y):\n", + "\n", + " time_string = f.stem.split(\"_\")[4] # Get date string from filename\n", + " time = datetime.datetime.strptime(time_string, \"%Y%m%d\") # Create datetime object\n", + " \n", + " ds = xr.open_dataset(f, \n", + " group=\"Soil_Moisture_Retrieval_Data_AM\", \n", + " phony_dims=\"sort\",\n", + " decode_timedelta=False)\n", + " \n", + " ds = ds.rename_dims({\n", + " 'phony_dim_0': 'y', \n", + " 'phony_dim_1': 'x', \n", + " 'phony_dim_2': 'igbp_class'\n", + " })\n", + "\n", + " # add coordinates\n", + " ds[\"x\"] = x\n", + " ds[\"y\"] = y\n", + " ds[\"time\"] = [time]\n", + " \n", + " return ds\n", + " \n", + "datasets = [preprocess_file(f, x, y) for f in filelist] # Use x and y from earlier calculations\n", + "\n", + "ds = xr.concat(datasets, dim=\"time\")\n", + "\n", + "ds" + ] + }, + { + "cell_type": "markdown", + "id": "cfccdc72-3889-4e9e-beec-014e6a61ec0c", + "metadata": {}, + "source": [ + "#### Plot mean monthly soil moisture for March 2017\n", + "\n", + "We can now use `xarray` to calculate the mean soil moisture for March 2017 and plot the data on a map." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "e3632e36-555b-4554-908a-3afcad89bb7b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "cbar_label = \" \".join(ds.soil_moisture.name.split(\"_\")).title() + f\" ({ds.soil_moisture.attrs['units']})\"\n", + "\n", + "p = ds.soil_moisture.mean(dim=[\"time\"]).plot(\n", + " subplot_kws=dict(projection=EASEGrid2, facecolor=\"0.9\"),\n", + " transform=EASEGrid2,\n", + " cbar_kwargs=dict(shrink=0.5, label=cbar_label),\n", + " figsize=(10,7)\n", + ")\n", + "p.axes.coastlines()\n", + "\n", + "p.axes.scatter(-113.5, 37.5, transform=ccrs.PlateCarree())" + ] + }, + { + "cell_type": "markdown", + "id": "8b2fb93b-10ad-4af4-a709-c457bab891f8", + "metadata": {}, + "source": [ + "#### Calculate and Plot a Time series for Four Corners Region\n", + "\n", + "We can use the time series of SMAP data to generate a plot of mean soil moisture from SMAP for the Four Corners of the western USA. The region of interest is defined by the latitude and longitudes in the code-cell below. These need to be transformed to grid coordinates in the EASE Grid 2.0 Global coordinate reference system (CRS).\n", + "\n", + "There are several tools that can be used to do this. Here we use the `transform_point` method of the `cartopy.crs`, `EASEGrid2`, we defined for creating the maps above. This takes a longitude and a latitude for each corner of the region of interest, along with the CRS for the latitude and longitude coordinate system." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "53b7f6e2-424f-40f1-9748-5db4c5d1aee9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(np.float64(-10951192.808476754),\n", + " np.float64(-10613490.827598616),\n", + " np.float64(4457063.374682719),\n", + " np.float64(3986270.2078663567))" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "N_lat = 37.5\n", + "S_lat = 33.0\n", + "W_lon = -113.5\n", + "E_lon = -110.0\n", + "\n", + "x1, y1 = EASEGrid2.transform_point(E_lon, S_lat, src_crs=ccrs.Geodetic())\n", + "x0, y0 = EASEGrid2.transform_point(W_lon, N_lat, src_crs=ccrs.Geodetic())\n", + "\n", + "x0, x1, y0, y1" + ] + }, + { + "cell_type": "markdown", + "id": "d1e9f690-28cb-4e6f-ab82-b740347e25f5", + "metadata": {}, + "source": [ + "We can now subset the `soil_moisture` grids along the `x` and `y` dimensions using the `.sel` method. We then calculate a mean over these dimensions and plot the result, all within `xarray`. The EASE Grid 2.0 CRS is an equal area projection, so grid cells do not need to be weighted before averaging them." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "1637358c-5161-4da2-954b-9f06f68ac15e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "p = ds.soil_moisture.sel(x=slice(x0,x1), y=slice(y0,y1)).mean(dim=[\"x\",\"y\"]).plot(\n", + " ls='', marker='.', ylim=(0,0.25), \n", + ")\n", + "p[0].axes.set_ylabel(f\"${ds.soil_moisture.attrs['units'].replace('**','^')}$\");\n", + "p[0].axes.set_title(\"Soil Moisture over Four Corners Region\");" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a5758aac-a13b-49f8-80b5-f3eebbbd6dae", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "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": "3.10.14" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/SMAP/smap_issues_and_solutions.ipynb b/notebooks/SMAP/smap_issues_and_solutions.ipynb new file mode 100644 index 0000000..ce50771 --- /dev/null +++ b/notebooks/SMAP/smap_issues_and_solutions.ipynb @@ -0,0 +1,960 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "91ebd94c-fb02-42a7-9cfe-b02a0da5967a", + "metadata": {}, + "source": [ + "# Read and plot SMAP data\n", + "\n", + "## Overview\n", + "\n", + "This has become an overly long notebook. It was started to demonstrate some more _pythonistic_ streamlined workflows than we show in the SMAP tutorials for accessing, loading and plotting SMAP L3 data. However, what should have been a short and simple demonstration of workflows became an exploration of the shortcomings of the L3 SMAP HDF5 files and workarounds to deal with them. What follows is a hybrid of a tutorial, critique and suggested improvements. I summarize the problems with the data set in this overview section. Please see the code and plots below for examples.\n", + "\n", + "The tutorials use the SMAP L3 Radiometer Global Daily 36 km EASE-Grid Soil Moisture, Version 8 (SPL3SMP, DOI:10.5067/OMHVSRGFX38O).\n", + "\n", + "[Data set landing page](https://nsidc.org/data/spl3smp/versions/8) \n", + "[User Guide](https://nsidc.org/sites/default/files/spl3smp-v008-userguide.pdf)\n", + "\n", + "### Problems with the L3 SMAP Data\n", + "\n", + "This list is not exhaustive. It is informed by trying to describe workflows to open, read and plot the data contained in the files using current, standard tools in the geospatial python stack. I suspect that the same problems and frustrations would be encountered if other software tools and programming languages were used.\n", + "\n", + "The critique is also inspired by the belief that self-desribing file formats, conventions such as CF and COARDS, along with software tools designed to take advantage of these file formats and conventions, are there to make the working with data simple, allow scientists to start analysis sooner. Ad-hoc file structures and incomplete (or inaccurate) metadata _\"break\"_ these tools, workflows. Often the _forensic investigations_ required to track down the necessary information to \"fix\" problems introduced by non-conforming files is time consuming. The following quote from the CF Conventions makes this point well.\n", + "\n", + ">The purpose of the CF conventions is to require conforming datasets to contain sufficient metadata that they are self-describing in the sense that each variable in the file has an associated description of what it represents, including physical units if appropriate, and that each value can be located in space (relative to earth-based coordinates) and time.\n", + ">\n", + ">An important benefit of a convention is that it enables software tools to display data and perform operations on specified subsets of the data with minimal user intervention. It is possible to provide the metadata describing how a field is located in time and space in many different ways that a human would immediately recognize as equivalent. The purpose in restricting how the metadata is represented is to make it practical to write software that allows a machine to parse that metadata and to automatically associate each data value with its location in time and space. It is equally important that the metadata be easy for human users to write and to understand.\n", + "\n", + "1. **The HDF5 files do not contain sufficient information for the data to be geolocatable**. The data are in a projected coordinate reference system (CRS) - EASE-Grid 2.0 - on a 406 x 964 grid with a 36 km grid cell height and width. Although `latitude` and `longitude` 2D grids are included as Datasets, these grids are masked, so that coordinates are not available for all grid cells. Coordinate grids **should not** have missing values. Furthermore, standard tools in the Geoscience stack, such as `xarray`, do not allow coordinate variables to have missing data in accordance with conventions such as CF and COARDS.\n", + "2. The data have a projected CRS, the projected coordinates should be included in the file. These would be vectors containing `x` and `y` in meters.\n", + "3. There are no named dimensions. Standard tools (and humans) have no way to associate dimension variables (dimension scales in HDF5 terms) with data variables.\n", + "4. There is no information about the CRS contained in the file. It may be in the xml but modern tools expect to find it as a variable. It should be included at least as a WKT string and an EPSG code.\n", + "5. The names of Datasets have an inconsistent naming convention. Datasets in the `Soil_Moisture_Retrieval_Data_PM` Group have the suffix `_pm`. Datasets in the `Soil_Moisture_Retrieval_Data_AM` group do not. This makes programmatic workflows more complicated because users have to \"code around\" the differences in file names. For example: `if spass == 'PM': filename = f\"{variable}_{spass.lower()} \\\\ else: filename = variable` instead of `filename = f\"{variable}_{spass.lower()}\"`.\n", + "6. Some of the attribute data is incorrect. See the `landcover_class` for an example. The `long_name` attribute is used to describe the dimensions. This is the wrong place to describe this. `long_name` should be reserved for the name of the variables. If named dimensions had been created there would be no need to describe the dimensions. Moreover, dimensions are listed as longitude, latitude and IGBP land cover type. Longitude and latitude cannot be dimensions. The data arrays are in projected coordinates. Longitude and latitude are 2D arrays and, therefore, it is impossible to assign them as dimensions, which by definition, are 1D vectors. The dimensions should be x and y or easting and northing. \n", + " \n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b35a4034-033a-419c-97a1-fb3a4234e799", + "metadata": {}, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "\n", + "import earthaccess\n", + "import h5py\n", + "import rioxarray\n", + "import xarray as xr\n", + "import numpy as np\n", + "\n", + "from affine import Affine\n", + "from pyproj import CRS\n", + "\n", + "import matplotlib.pyplot as plt\n", + "import cartopy.crs as ccrs\n", + "import cartopy.feature as cfeature\n", + "\n", + "from pprint import pprint" + ] + }, + { + "cell_type": "markdown", + "id": "58a65b4d-42a7-49b7-807f-150daf3928e5", + "metadata": {}, + "source": [ + "## Search for SMAP data\n", + "\n", + "We will use `earthaccess` to search for SMAP Level 3 files for March 2017. The first step is to authenticate using `earthaccess.login`. We can then use `search_data` to search for data." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "04c73ccc-c8dc-4dcb-84bf-962f8b0e6c84", + "metadata": {}, + "outputs": [], + "source": [ + "auth = earthaccess.login()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1b04c8b8-fe00-4452-9989-8a32012ed338", + "metadata": {}, + "outputs": [], + "source": [ + "results = earthaccess.search_data(\n", + " short_name = 'SPL3SMP',\n", + " version = '009',\n", + " cloud_hosted = False,\n", + " temporal = ('2017-03-01','2017-03-31')\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "dd8b84a6-6085-40a1-bebf-792ad2605549", + "metadata": {}, + "source": [ + "## Download files\n", + "\n", + "If you haven't already, we'll download the files to a local directory. This is defined in the `DOWNLOAD_PATH` constant. In this example, we'll use the `Path` object from the [`pathlib`](https://docs.python.org/3/library/pathlib.html) package to build a path to a directory `smap_data` under the current working directory. `Path` objects have methods to return the current working directory `.cwd()`, make directories `.mkdir()`, and search using globbing `.glob()`.\n", + "\n", + "
\n", + "Tip: If you want to download files to a different directory change the cell below to \n", + "\n", + "```\n", + "DOWNLOAD_PATH = Path(\"path-to-download-directory\")\n", + "```\n", + "
\n", + "\n", + "`earthaccess.download` checks if the files already exist in the local download directory." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "b9f11521-54ff-4dd0-8823-cea9d8bba6d3", + "metadata": {}, + "outputs": [], + "source": [ + "#rm smap_data/*.h5" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4d7cb4e8-0854-4dfa-b2a0-28fffca94305", + "metadata": {}, + "outputs": [], + "source": [ + "DOWNLOAD_PATH = Path.cwd() / \"smap_data\"\n", + "DOWNLOAD_PATH.mkdir(parents=True, exist_ok=True) # creates parents if they don't exist and fails silently if path exists\n", + "\n", + "smap_files = earthaccess.download(results, str(DOWNLOAD_PATH))" + ] + }, + { + "cell_type": "markdown", + "id": "2696e5a4-92be-4860-a84b-7ea387ea25bf", + "metadata": {}, + "source": [ + "I then use `.glob('*.h5')` to get a list of SMAP files in the `DOWNLOAD_PATH`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a474c513-0473-43eb-b2d1-f386c52272b5", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "smap_files = list(DOWNLOAD_PATH.glob('*.h5')) # .glob() returns a generator list() turn it into a list \n", + "smap_files" + ] + }, + { + "cell_type": "markdown", + "id": "4f49af27-5890-4b0e-807c-d7394594d008", + "metadata": {}, + "source": [ + "## Read data from HDF5 file using `h5py`\n", + "\n", + "HDF5 files are hierarchical data structures that consist of _Groups_ and _Datasets_. Groups contain sub-groups and Datasets. Datasets are equivalent to Variables in NetCDF files. Both Groups and Datasets can have attributes. Datasets are multidimensional arrays similar to numpy arrays and have `shape`, `ndim`, `dtype` attributes the same as numpy arrays.\n", + "\n", + "The best way to explore an HDF5 file is to use a \"viewer\". [MyHDF5](https://myhdf5.hdfgroup.org/) is one such tool. You can upload a file from your local machine or point to a URL for a file." + ] + }, + { + "cell_type": "markdown", + "id": "83ea9670-0d39-4ab2-bc10-bcfb2d05fa46", + "metadata": {}, + "source": [ + "We open an HDF5 file using `h5py.File`, which returns a file object. This file object is also the _root_ group for the file. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2113e065-5aa3-4a9f-a537-170cd92e69ec", + "metadata": {}, + "outputs": [], + "source": [ + "root = h5py.File(smap_files[0], 'r')\n", + "root" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f16419b2-304b-4d38-978c-e47ba23d9c31", + "metadata": {}, + "outputs": [], + "source": [ + "root.keys()" + ] + }, + { + "cell_type": "markdown", + "id": "ce4f263a-0233-42e4-a904-658c94a7cb07", + "metadata": {}, + "source": [ + "_Add examples of accessing Groups by path, accessing attributes and data arrays, as well as dimensions_\n", + "\n", + "A HDF5 `Dataset` can be accessed using a similar syntax to how you would access a file on your hard drive. For example we can access the `soil_moisture` data set for the AM pass with the following command. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "bf41372e-df90-4a42-adf4-ebab4b210909", + "metadata": {}, + "outputs": [], + "source": [ + "root['Soil_Moisture_Retrieval_Data_AM/soil_moisture']" + ] + }, + { + "cell_type": "markdown", + "id": "8a4b57b9-593e-4634-9c85-91fd150e4c72", + "metadata": {}, + "source": [ + "We can see that this is a data array with shape 406 x 964 containing 32 bit floating point numbers (`\n", + "Tip: The non-numerical data attributes are byte strings, these can be converted to strings using `decode`\n", + "" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "adc57f9e-6f08-460f-b15b-eadfde6d3d74", + "metadata": {}, + "outputs": [], + "source": [ + "for key, value in root['Soil_Moisture_Retrieval_Data_AM/soil_moisture'].attrs.items():\n", + " print(f\"{key}: {value}\")" + ] + }, + { + "cell_type": "markdown", + "id": "1c6b8ff0-e329-4505-a8e1-3e607a9887ea", + "metadata": {}, + "source": [ + "## _Optional_: An alternative way to access Groups and Datasets\n", + "\n", + "An alternative way to list `Groups` and `Datasets` in the file is to use the `visit` and `visititems` methods. Both these methods iterate over the objects in a file. They take a function name as an argument. `visit` takes a function with the form:\n", + "\n", + "```\n", + "myfunc()\n", + "```\n", + "\n", + "This function can be used to return a list of all Groups and Datasets in the file. In the example below we create an empty list and then pass the `list.append` method, which is a function, to visit." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "91d27b73-0d8b-4ebe-baed-c3c5324836ec", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "with h5py.File(smap_files[0], 'r') as root:\n", + " list_of_names = []\n", + " root.visit(list_of_names.append)\n", + "list_of_names" + ] + }, + { + "cell_type": "markdown", + "id": "5e44f69e-1dd6-44eb-9aaf-744aeb888f76", + "metadata": {}, + "source": [ + "We can also write a function to look for members with albedo in the name. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "147e1bd7-07ee-4609-9943-cec5ca527a93", + "metadata": {}, + "outputs": [], + "source": [ + "with h5py.File(smap_files[0], 'r') as root:\n", + " soil_moisture = root['Soil_Moisture_Retrieval_Data_AM/soil_moisture'][:]\n", + "soil_moisture" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "06263ffa-d2fb-4e12-86d3-e2cfff25677e", + "metadata": {}, + "outputs": [], + "source": [ + "list_of_names = []\n", + "def get_albedo(name):\n", + " if 'albedo' in name.lower():\n", + " list_of_names.append(name)\n", + "\n", + "root.visit(get_albedo)\n", + "list_of_names" + ] + }, + { + "cell_type": "markdown", + "id": "17dc5739-e32f-42e0-af28-55e66bf6eebe", + "metadata": {}, + "source": [ + "`visititems` not only takes a function with the member name but also the actual Group or Dataset object.\n", + "\n", + "```\n", + "myfunc(name, obj)\n", + "```\n", + "\n", + "we can use this to get particular variables or do some form of processing based on whether the object is a Group or a Dataset.\n", + "\n", + "In the example below, we will extract the data arrays for albedo variables for the AM pass. I first look for `AM` in the name and then check if the name contains `albedo` as in the `visit` example above. I only want `Datasets`. `Groups` do not contain data arrays. To do this, I use the `isinstance` function that is part of the standard library. `isinstance` take `obj` as an argument and checks to see if it is of the type `h5py.Dataset`.\n", + "\n", + "If all three of these conditions are `True`, I then want to write the variables to a dictionary. I want to use the name of the `Dataset` as the key for each data array. I can split the `name` string on the `/` character and take the last element of the list that is returned. To assign the data array and not the `Dataset` object, I use the `[:]` syntax. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c17e3b4f-5283-4d1d-96e1-965a623e361c", + "metadata": {}, + "outputs": [], + "source": [ + "dict_of_vars = {}\n", + "def get_vars(name, obj):\n", + " if ('AM' in name) & ('albedo' in name) & isinstance(obj, h5py.Dataset):\n", + " dict_of_vars[name.split('/')[-1]] = obj[:]\n", + "\n", + "root.visititems(get_vars)\n", + "dict_of_vars" + ] + }, + { + "cell_type": "markdown", + "id": "084a4e87-ad0b-4379-af68-bfd8faf5f9bc", + "metadata": {}, + "source": [ + "The `h5py.File` opens the file. The file needs to be closed, otherwise it remains in memory. If you are reading multiple files, this could lead to memory problems." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ded43124-14cc-4be6-b690-be4f7f3bcceb", + "metadata": {}, + "outputs": [], + "source": [ + "root.close()" + ] + }, + { + "cell_type": "markdown", + "id": "1304aa23-5196-4c6b-b92d-d2ed050f3fe0", + "metadata": {}, + "source": [ + "## Creating a georeferenced `xarray.Dataset` for a subset of variables from an HDF5 SMAP file\n", + "\n", + "Fully georeferenced data sets are required for Earth science analysis workflows. This may be as simple as plotting a map. You may want to transform the data so it can be used with another data set, or you may want to perform some geospatial subsetting.\n", + "\n", + "Unfortunately, the SMAP HDF5 files do not contain sufficient information to geolocate data on the Earth surface. This is is the case both for using the data with software tools to display or manipulate the data, and for humans trying to understand the data. The following example shows:\n", + "\n", + "1. how to read a subset of `Datasets` (variables) from the HDF5 file and create a geospatially aware `xarray.Dataset`;\n", + "2. how to mask missing data;\n", + "3. how to add coordinate information to the dataset;\n", + "4. how to add a coordinate reference system information the dataset." + ] + }, + { + "cell_type": "markdown", + "id": "aa714ea3-2dd2-4831-b482-a0421e0979f9", + "metadata": {}, + "source": [ + "`xarray` can read a group from an HDF5 file. In the following example, we read the `Soil_Moisture_Retrieval_Data_AM` group." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "759e1df8-eb4f-472d-8175-69e634c30503", + "metadata": {}, + "outputs": [], + "source": [ + "gds = xr.open_dataset(smap_files[0], group='Soil_Moisture_Retrieval_Data_AM') #, decode_coords='all', decode_cf=True)\n", + "gds" + ] + }, + { + "cell_type": "markdown", + "id": "05d558e4-448d-4c7a-a188-ea5cf27dc124", + "metadata": {}, + "source": [ + "53 variables are loaded from `Soil_Moisture_Retrieval_Data_AM`. However, we can immediately see some issues. The dimensions are named `phony_dim_0`, `phony_dim_1`, and `phony_dim_2`, which is not much help. This is because no dimensions are assigned to Datasets so `xarray` has to generate some dummy variables. The same problem arises if the Python binding for HDF5 library, `h5py`, were used.\n", + " \n", + "Let's change the names of the dimensions to something useful and meaningful. The first thing is to figure out what the dimensions are. This is more diffcult than is should be. Some of the metadata is wrong. Some is confusing. The description of the `landcover_class` offers some information, albeit misleading, but it is a clue.\n", + "\n", + "> An enumerated type that specifies the most common landcover class in the grid cell based on the IGBP landcover map. The array order is longitude (ascending), followed by latitude (descending), and followed by IGBP land cover type descending dominance (only the first three types are listed)\n", + "\n", + "This description states that the dimensions of the landcover_class array are longitude, latitude and IGBP land cover class. The data are in projected coordinates (EASE Grid 2.0) **so longitude and latitude cannot be dimensions**. Longitude and latitude must be 2D arrays for a projected dataset. However, x and y or easting and northing are likely candidates. However, the 3rd dimension appears to be land cover class. Plotting the `soil_moisture` variable also shows that `phony_dim_1` is the x-dimension and `phony_dim_0` is the y-dimension in cartesian coordinates. So we'll rename the coordinates:\n", + "\n", + " - `phony_dim_0 --> y`\n", + " - `phony_dim_1 --> x`\n", + " - `phony_dim_2 --> igbp_class`\n", + "\n", + "We can do this using `rename_dims`, which takes a dictionary as an argument, where keys are the old dimension name and values are the new dimension name." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a445433e-d160-4ca2-9a58-a0b74ccf348b", + "metadata": {}, + "outputs": [], + "source": [ + "gds = gds.rename_dims({'phony_dim_0': 'y', 'phony_dim_1': 'x', 'phony_dim_2': 'igbp_class'})\n", + "gds" + ] + }, + { + "cell_type": "markdown", + "id": "de673df1-483f-47b0-9e9a-c1aadd711629", + "metadata": {}, + "source": [ + "Another issue is that there are no coordinate variables, again because the HDF5 file was not created with any. Inspecting the variables, we see that there are two possible candidate coordinate variables: `latitude` and `longitude`. So let's plot them." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "96f26e1e-2c6d-4f57-bf51-72653e2c76d9", + "metadata": {}, + "outputs": [], + "source": [ + "gds.latitude.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fe9bc187-b64d-414d-9074-5bc5e33c3774", + "metadata": {}, + "outputs": [], + "source": [ + "print(gds.latitude.min(), gds.latitude.max())" + ] + }, + { + "cell_type": "markdown", + "id": "ba404a65-2dd2-4f1b-a538-40861dfcd199", + "metadata": {}, + "source": [ + "If we plot both latitude and soil_moisture, we can see that latitude values have been masked with -9999. where there are no valid data values. **This is not a good or sensible approach because latitude and longitude are coordinates. As long as latitude and longitude values are between -90 and 90, and -180 and 180 (or 0 and 360), they are valid coordinates. Under NetCDF and CF conventions, coordinate values should not have missing values. We also need coordinates for all grid cells for plotting and other operations.** " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "18d8326c-fea7-4fb5-a7bc-e38f4bbfdd05", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(2, 1)\n", + "gds.latitude.plot(ax=ax[0]);\n", + "gds.soil_moisture.plot(ax=ax[1])" + ] + }, + { + "cell_type": "markdown", + "id": "43d5222c-82ba-4c58-83b5-0b13c1919ec2", + "metadata": {}, + "source": [ + "Neither the plot of latitude nor the minimum and maximum values look as we would expect. We expect latitude to be in the range of -90 to +90. The maximum is actually in this range but the minimum is -9999., which is suspiciously like a `_FillData` or missing data value. We would also expect the image to show a smooth field that only varies in the vertical direction, e.g. from -90. to 90. or some similar range. Instead it shows a set of lozenges.\n", + "\n", + "Let's set the `_FillValue` attribute for latitude to `-9999`. In `xarray`, we have to use `where` to apply a mask everywhere a condition is not `True`. Here we set the condition to be _not equal to -9999._ To save time and errors later, we also set the `encoding` entry for `fillvalue` to -9999.\n", + "\n", + "
\n", + "`encoding` is a dictionary of parameters that defines how data are \"encoded\" in the file. It includes information about how data are compressed, chunked, the _FillValue, and data type. Saving the `encoding` is not strictly necessary unless you want to write the data to a new file. We'll follow these steps here to demonstrate how to preserve the encoding data. \n", + "
" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c65618de-eb3d-4f07-804c-81f0199a3ed4", + "metadata": {}, + "outputs": [], + "source": [ + "print(gds.latitude.encoding)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "efc06b5a-fe82-4732-8753-f589485bb3f5", + "metadata": {}, + "outputs": [], + "source": [ + "fillvalue = -9999.\n", + "\n", + "# `where` does not preserve encoding, so we have to copy first\n", + "encoding = gds.latitude.encoding\n", + "# Apply fillvalue mask\n", + "gds['latitude'] = gds.latitude.where(gds.latitude != fillvalue)\n", + "# we copy the encoding back to DataArray\n", + "gds.latitude.encoding = encoding\n", + "# ...and update encoding to include fillvalue\n", + "gds.latitude.encoding['fillvalue'] = fillvalue" + ] + }, + { + "cell_type": "markdown", + "id": "511b2d12-c6ce-4fc4-b924-d5b3e4b13cf9", + "metadata": {}, + "source": [ + "Now when we check the range of the latitude values, we see that the range is between -83.63... and 83.63... as we expect." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ec868a8e-bf13-4967-bde6-02cc2b07738e", + "metadata": {}, + "outputs": [], + "source": [ + "print(gds.latitude.min(), gds.latitude.max())" + ] + }, + { + "cell_type": "markdown", + "id": "5acf9bca-d60d-4d34-9618-7d33e7236772", + "metadata": {}, + "source": [ + "Plotting the data again, we see that latitude values are within the expected range but that hasn't solved the missing data problem." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c7d6df08-b03f-465a-bb21-d6a68665fde2", + "metadata": {}, + "outputs": [], + "source": [ + "fig, ax = plt.subplots(2, 1)\n", + "gds.latitude.plot(ax=ax[0]);\n", + "gds.soil_moisture.plot(ax=ax[1])" + ] + }, + { + "attachments": {}, + "cell_type": "markdown", + "id": "efc6edf9-0555-4256-86c7-c6527c9746c7", + "metadata": {}, + "source": [ + "#### Adding coordinates\n", + "\n", + "There are no useful coordinate values. If we plotted `longitude` we would see the same problem, and beside we need both latitude and longitude. As noted above, the files do not include complete information about the coordinate reference system or the grid definition. So we need to do some data sleuthing.\n", + "\n", + "Tables 4 and 5 in the [User Guide](https://nsidc.org/sites/default/files/spl3smp-v008-userguide.pdf) provide geospatial information. Further information on EASE Grids can be found on [A Guide to EASE Grids page](https://nsidc.org/data/user-resources/help-center/guide-ease-grids).\n", + "\n", + "
\n", + "Note: The ATBD for the L3 SMP data gives the data array dimensions as 406 x 963.\n", + "
\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "3d642bf9-c8fb-431d-8467-7720a3378081", + "metadata": {}, + "source": [ + "The CRS and grid definition are independent. The CRS defines how projected coordinates, usually in meters, relate to geographic latitude and longitude. The grid definition relates how image coordinates (columns and rows) map to the projected coordinates. The Guide to EASE Grids has 8 grid definitions, ranging from 1 km to 36 km cell sizes, for the Global EASE-Grid 2.0 CRS (EPSG:9633). We could define many more grid definitions. For more information on CRS, map projections and grids see [_Link to be added_]().\n", + "\n", + "In the [table](https://nsidc.org/data/user-resources/help-center/guide-ease-grids#anchor-10) for the 36 km Global EASE-Grid 2.0 we are given the height and width of each grid cell, and the x and y coordinates of the upper-left corner of the upper-left grid cell. We can see that the 36 km grid cell size is not exact. In fact the value the table gives is not exact. The actual value runs to 9 decimal places. This is because the grid cell height and width of the global grid were defined so that an exact number of cells span the equator {@brodzik_ease}. This is not necessary for polar grids.\n", + "\n", + "
\n", + "Tip: Exact definitions of CRS, projection and grid parameters can be found in the Grid Parameter Definition (gpd) files in the [`mapxmaps` GitHub repository](https://github.com/nsidc/mapxmaps). These gpd files have a somewhat esoteric format, so might take a little bit to understand. It is important that the grid definition is exact because we cannot merge datasets if the coordinates do not match, even to the 9th decimal place.\n", + "
" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "78dc5886-d10a-4ca7-b2df-e10ac1de0c8d", + "metadata": {}, + "outputs": [], + "source": [ + "grid_cell_width = 36032.220840584\n", + "grid_cell_height = -36032.220840584\n", + "x_upper_left_corner = -17367530.4451615\n", + "y_upper_left_corner = 7314540.8306386" + ] + }, + { + "cell_type": "markdown", + "id": "927e8b99-28d0-46d0-9c0e-8f9fd6223861", + "metadata": {}, + "source": [ + "The projected coordinates of a grid cell can be found using the following formulas:\n", + "\n", + "$$\n", + "x = (grid\\_cell\\_width \\times row) + x\\_upper\\_left\\_corner\n", + "$$\n", + "$$\n", + "y = (grid\\_cell\\_height \\times column) + y\\_upper\\_left\\_corner)\n", + "$$\n", + "\n", + "This equations assumes that the origin of the image coordinates start at row=0. and column=0. in the upper-left corner of the upper-left grid cell. So the center of the upper-left grid cell is row=0.5 and column=0.5. Adding 0.5 to row and column indices solves this problem.\n", + "\n", + "We could write a function to return (x, y) coordinates for (column, row) image coordinates using the equations above. Or we can use the `Affine` class from the `affine` package to define an affine matrix. This is what we'll do below. " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "feed97dc-b521-4240-9446-8811c8694aeb", + "metadata": {}, + "outputs": [], + "source": [ + "transform = Affine(grid_cell_width, 0.0, x_upper_left_corner, \n", + " 0.0, grid_cell_height, y_upper_left_corner)\n", + "transform" + ] + }, + { + "cell_type": "markdown", + "id": "08669cb5-4848-41e7-a08b-0b3e71d21f40", + "metadata": {}, + "source": [ + "This then allows us to calculate x and y coordinates from column and row indices using matrix multiplication." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "98bd706e-78fc-4cc5-a11a-ff0cb22ca93c", + "metadata": {}, + "outputs": [], + "source": [ + "transform * (964, 406)" + ] + }, + { + "cell_type": "markdown", + "id": "549fc024-b032-406a-acdc-f7a76dea9e49", + "metadata": {}, + "source": [ + "We'll define vectors for the row and column indices of the grid cell centers, and then use the `transform` matrix to get x and y coordinates. These only need to be vectors as well because each column will have the same row indices and each row will have the same column indices. We'll use the `numpy.arange` function to do and start the range at 0.5 to offset the row and column indices for grid cell centers by 0.5." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4a314543-1a0c-482d-86d3-5905b6b11b2b", + "metadata": {}, + "outputs": [], + "source": [ + "nrows, ncolumns, nclass = gds.dims['y'], gds.dims['x'], gds.dims['igbp_class'] #data_vars['soil_moisture'][1].shape\n", + "row = np.arange(0.5, nrows)\n", + "column = np.arange(0.5, ncolumns)\n", + "\n", + "x, _ = transform * (column, 0.5)\n", + "_, y = transform * (0.5, row)\n", + "igbp_class = np.arange(nclass) # Add attributes" + ] + }, + { + "cell_type": "markdown", + "id": "85c7ee2c-05e7-4f00-a30c-e8697c91499e", + "metadata": {}, + "source": [ + "We need to assign `x`, `y`, and `igbp_class` as coordinates. This should be sufficient for plotting. However, if we want to reproject the data we should define the CRS and spatial coordinates, and transform. We do this using `rioxarray` accessors." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4fda308a-6433-4174-b14e-b162a71ae729", + "metadata": {}, + "outputs": [], + "source": [ + "gds = gds.assign_coords(x=x, y=y, igbp_class=igbp_class)\n", + "\n", + "gds.rio.write_crs(6933, grid_mapping_name='wgs84_easegrid2_global', inplace=True)\n", + "gds.rio.set_spatial_dims(x_dim='x', y_dim='y', inplace=True)\n", + "gds.rio.write_coordinate_system(inplace=True)\n", + "gds.rio.write_transform(transform)\n", + "gds.rio.write_grid_mapping('wgs84_easegrid2_global', inplace=True)\n", + "gds" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "29cb574a-7f44-4924-b275-0fce25606569", + "metadata": {}, + "outputs": [], + "source": [ + "print(gds.latitude.rio.grid_mapping)\n", + "print(gds.rio.bounds())" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "70f54aaa-a1fc-46a2-826d-737bd71aa386", + "metadata": {}, + "outputs": [], + "source": [ + "EASEGrid2 = ccrs.epsg(gds.rio.crs.to_epsg())\n", + "\n", + "fig = plt.figure(figsize=(12,7))\n", + "ax = fig.add_subplot(projection=EASEGrid2)\n", + "\n", + "ax.coastlines()\n", + "gds.soil_moisture.plot(ax=ax,)\n", + "ax.set_title('Soil Moisture');" + ] + }, + { + "cell_type": "markdown", + "id": "ae67f0aa-b858-4ee1-aa29-3961df9c54cc", + "metadata": {}, + "source": [ + "## Extra Stuff to be refined" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1d00eaa2-7b6e-477a-b71c-6d90d09aa0a2", + "metadata": {}, + "outputs": [], + "source": [ + "grid_mapping_name = \"WGS84_NSIDC_EASEGrid_2.0_Global\"\n", + "datasets = ['Soil_Moisture_Retrieval_Data_AM/soil_moisture', 'Soil_Moisture_Retrieval_Data_AM/retrieval_qual_flag']\n", + "data_vars = {}\n", + "dims = ['y', 'x']\n", + "with h5py.File(smap_files[0]) as root:\n", + " for dataset in datasets:\n", + " ds = root[dataset]\n", + " path = ds.name\n", + " name = path.split('/')[-1]\n", + " attrs = {k: (v.decode('UTF-8') if hasattr(v, 'decode') else v) for k, v in dict(ds.attrs).items()}\n", + " attrs['grid_mapping'] = grid_mapping_name # Add so that dataset is CF-compliant and geoferenced\n", + " data_vars[name] = (dims, ds[:], attrs)\n", + "\n", + "data_vars\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "39afd220-8f13-4993-a25a-5ec0513476be", + "metadata": {}, + "outputs": [], + "source": [ + "plt.imshow(data_vars['soil_moisture'][1])" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1d7878b4-eec8-4214-8479-df2a8aab1016", + "metadata": {}, + "outputs": [], + "source": [ + "data_vars['soil_moisture'][1].shape" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "5329fb83-8b95-42db-8ac1-7efe555a0c4f", + "metadata": {}, + "outputs": [], + "source": [ + "plt.pcolormesh(x, y, data_vars['soil_moisture'][1])" + ] + }, + { + "cell_type": "markdown", + "id": "083d7efa-0fb3-418b-93b6-04132a0375fe", + "metadata": {}, + "source": [ + "We also need to define the CRS. We know that the CRS has the EPSG code 6933. We can use `pyproj` to get the CRS definition." + ] + }, + { + "cell_type": "markdown", + "id": "fcbd0150-c72c-453b-8045-489f702b8349", + "metadata": {}, + "source": [ + "Base on [CF-Conventions](http://cfconventions.org/cf-conventions/cf-conventions.html#grid-mappings-and-projections), we add the CRS as a variable with the same name as we used for the `grid_mapping` attribute of each data variable. We define this variable as an integer. The grid mapping information is then copied as attributes for that variable. We use the `to_cf()` method of the `pyproj.CRS` object to do this." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "037dc012-8f52-4144-b929-fb3169dcebeb", + "metadata": {}, + "outputs": [], + "source": [ + "ds = xr.Dataset(data_vars, coords={'x': x, 'y': y})\n", + "ds" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "667dbefd-1a3e-4b9f-94a7-dfc0cb314961", + "metadata": {}, + "outputs": [], + "source": [ + "ds.rio.write_crs(6933, inplace=True)\n", + "\n", + "#ds[grid_mapping_name].attrs = crs.to_cf()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "58167732-336b-49a1-b915-2b3683336226", + "metadata": {}, + "outputs": [], + "source": [ + "ds =xr.decode_cf(ds)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f479de98-57b8-401d-8ae6-f5372c835dc1", + "metadata": {}, + "outputs": [], + "source": [ + "ds.soil_moisture.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "c98fef70-b2eb-4e17-90f1-58d8e93c2f56", + "metadata": {}, + "source": [] + } + ], + "metadata": { + "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": "3.10.14" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/SMAP/smap_rasterio_issues.ipynb b/notebooks/SMAP/smap_rasterio_issues.ipynb new file mode 100644 index 0000000..8f35355 --- /dev/null +++ b/notebooks/SMAP/smap_rasterio_issues.ipynb @@ -0,0 +1,266 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "12d41e1b-020f-431d-8916-44b79b9bab33", + "metadata": {}, + "source": [ + "# Issues reading SMAP with different xarray backends\n", + "\n", + "This notebook explores [Issue 650](https://github.com/corteva/rioxarray/issues/650) for rioxarray. The user finds that the y-axis is flipped when they use `xarray` with `rioxarray` to read SMAP L4 data but not when they use the `netcdf4` backend.\n", + "\n", + "They use https://n5eil01u.ecs.nsidc.org/SMAP/SPL4SMGP.007/2015.03.31/SMAP_L4_SM_gph_20150331T013000_Vv7032_001.h5 as an example." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "e157b689-ed9b-49dc-83cf-ed046f57d5ef", + "metadata": {}, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "import warnings\n", + "\n", + "import xarray as xr\n", + "import rioxarray\n", + "import matplotlib.pyplot as plt\n", + "\n", + "print(xr.__version__)\n", + "print(rioxarray.__version__)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ad25ca3c-9aa4-4123-8af0-5a09ccf5bf46", + "metadata": {}, + "outputs": [], + "source": [ + "filepath = Path(\"smap_data/SMAP_L4_SM_gph_20150331T013000_Vv7032_001.h5\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f31063b9-0b3a-4a3c-b34f-86a3ce59c898", + "metadata": {}, + "outputs": [], + "source": [ + "engine = \"netcdf4\"\n", + "ds = xr.merge([\n", + " xr.open_dataset(filepath, engine=engine),\n", + " xr.open_dataset(filepath, group='Geophysical_Data', engine=engine)['precipitation_total_surface_flux'],\n", + " ])\n", + "ds" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "2fe7bdca-12de-4674-b1c3-e55ac24e7627", + "metadata": {}, + "outputs": [], + "source": [ + "ds.precipitation_total_surface_flux.plot()" + ] + }, + { + "cell_type": "markdown", + "id": "7cd943e4-7c2e-41c6-9ed1-ea45c90ff015", + "metadata": {}, + "source": [ + "With `h5netcdf`" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fd8a2568-0893-4375-8b34-0b2e8b816ac2", + "metadata": {}, + "outputs": [], + "source": [ + "engine=\"h5netcdf\"\n", + "ds = xr.merge([\n", + " xr.open_dataset(filepath, engine=engine, phony_dims=\"sort\"),\n", + " xr.open_dataset(filepath, group='Geophysical_Data', engine=engine, phony_dims=\"sort\")['precipitation_total_surface_flux'],\n", + " ])\n", + "print(ds)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "105606bc-6c6b-4ffd-8bbc-23e40db3f065", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "%%capture \n", + "# Avoid a string of NotGeoreferencedWarnings\n", + "# /home/apbarret/mambaforge/envs/nsidc-tutorials/lib/python3.9/site-packages/rasterio/__init__.py:304: NotGeoreferencedWarning: \n", + "# Dataset has no geotransform, gcps, or rpcs. The identity matrix will be returned.\n", + "# dataset = DatasetReader(path, driver=driver, sharing=sharing, **kwargs)\n", + "engine = \"rasterio\"\n", + "ds_rasterio = xr.open_dataset(filepath, engine=engine)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fe9df3a8-b6f9-459f-b74c-44c6b1495fcb", + "metadata": {}, + "outputs": [], + "source": [ + "print(ds_rasterio.x, ds_rasterio.y)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "ca842d36-9d4e-4ce7-8005-94cdf96875af", + "metadata": {}, + "outputs": [], + "source": [ + "ds_rasterio.cell_lat.plot()\n", + "plt.savefig('smap_h5_cell_lat.png')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "66ea978b-26ae-496a-9bdf-e94843dfd035", + "metadata": {}, + "outputs": [], + "source": [ + "ds_rasterio.cell_lat.squeeze().plot.imshow(origin=\"upper\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f2d01026-e6dc-49a2-963f-6143157eabca", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "!h5dump -d x {filepath}" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0b5c0ea7-5693-4745-ae37-152b354504d5", + "metadata": {}, + "outputs": [], + "source": [ + "ds_rioxarray = xr.merge([\n", + " xr.open_dataset(filepath, decode_coords=\"all\"),\n", + " xr.open_dataset(filepath, group='Geophysical_Data', decode_coords=\"all\")['precipitation_total_surface_flux'],\n", + "])\n", + "\n", + "print(ds_rioxarray)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a70d9fbf-9087-49c5-8e14-c978fba84b26", + "metadata": {}, + "outputs": [], + "source": [ + "ds_rioxarray.precipitation_total_surface_flux.plot(vmax=0.001)\n", + "plt.savefig('smap_h5_precipitation.png')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "1119929c-2e50-4053-bb84-e5cf441c2526", + "metadata": {}, + "outputs": [], + "source": [ + "ds_rioxarray.rio.crs" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a44c287c-c490-4e91-a7a9-c6643c01897f", + "metadata": {}, + "outputs": [], + "source": [ + "ds_rioxarray.rio.transform()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4056a4fe-3f45-4617-a73e-bc8ba52a8dc2", + "metadata": {}, + "outputs": [], + "source": [ + "ds_rioxarray.rio.reproject?" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "7b855823-9181-4100-ba58-6b8fad7a7dd1", + "metadata": {}, + "outputs": [], + "source": [ + "ds.cell_row.plot()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "02710743-1835-495f-8d40-a8750ab029b7", + "metadata": {}, + "outputs": [], + "source": [ + "ds.precipitation_total_surface_flux.plot.imshow()" + ] + }, + { + "cell_type": "markdown", + "id": "2074ce5c-7ef5-4458-a52d-d7211ed2231f", + "metadata": {}, + "source": [ + "Try writing a dummy geotiff and then read it back in" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f79ff594-0a8f-44cf-9eb8-731d2e714eec", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "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": "3.10.14" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/notebooks/SMAP/working_with_smap_in_xarray.ipynb b/notebooks/SMAP/working_with_smap_in_xarray.ipynb index d67b2ec..669860d 100644 --- a/notebooks/SMAP/working_with_smap_in_xarray.ipynb +++ b/notebooks/SMAP/working_with_smap_in_xarray.ipynb @@ -11,15 +11,11 @@ "\n", "### Introduction\n", "\n", - "This notebook demonstrates searching for, downloading, reading and plotting SMAP L3 Radiometer Global Daily 36 km EASE-Grid Soil Moisture data using `earthaccess`, `xarray` and `cartopy`. `earthaccess` makes searching for and downloading NASA Earth science data easy. `xarray` is a commonly used, high-level package for working with n-dimensional gridded data. It makes reading HDF5 data easy and simplifies common Earth and atmospheric science workflows. `cartopy` provides a simple plotting interface to display geospatial data and create maps complete with country, state and outher topographic features. Finally, we demonstrate how to transform and resample the data using `rioxarray`, an add-on for `xarray` that brings many of the geospatial functions from `rasterio` to n-dimensional data.\n", + "This notebook demonstrates searching for, downloading, reading and plotting SMAP L3 Radiometer Global Daily 36 km EASE-Grid Soil Moisture data using `earthaccess`, `xarray` and `cartopy`. `earthaccess` makes searching for and downloading NASA Earth science data easy. `xarray` is a commonly used, high-level package for working with n-dimensional gridded data. It makes reading HDF5 data easy and simplifies common Earth and atmospheric science workflows. `cartopy` provides a simple plotting interface to display geospatial data and create maps complete with coastlines, country and state boundaries, and other topographic features. Finally, we demonstrate how to transform and resample the data using `rioxarray`, an add-on for `xarray` that brings many of the geospatial functions from `rasterio` to n-dimensional data.\n", "\n", - "To enable any of these functions `xarray.Datasets`, one of the two data structures used in `xarray`, `rioxarray.Datasets` expect to have information about the coordinate reference system (CRS), also known as the spatial reference system (SRS), and the coordinate system of the grid. Many datasets that conform to CF-Conventions already contain this information. Unfortunately, the SMAP data files do not contain this information. The tutorial shows how to add this information. It also shows how to fix some other issues with the data.\n", + "To use `xarray` and `rioxarray`, we need information about the coordinate reference system (CRS), also known as the spatial reference system (SRS), and the coordinate system of the grid. Many datasets that conform to CF-Conventions already contain this information within the file so that `rioxarray` can read it. Unfortunately, the SMAP data files do not contain this information. The tutorial shows how to add this information and add additional information that makes working with N-dimensional data much easier.\n", "\n", - "These issues are common to many datasets. These sections of the tutorial can be thought of as a guide to working with and fixing datasets with missing or inadequate metadata.\n", - "\n", - ">The purpose of the CF conventions is to require conforming datasets to contain sufficient metadata that they are self-describing in the sense that each variable in the file has an associated description of what it represents, including physical units if appropriate, and that each value can be located in space (relative to earth-based coordinates) and time.\n", - ">\n", - ">An important benefit of a convention is that it enables software tools to display data and perform operations on specified subsets of the data with minimal user intervention. It is possible to provide the metadata describing how a field is located in time and space in many different ways that a human would immediately recognize as equivalent. The purpose in restricting how the metadata is represented is to make it practical to write software that allows a machine to parse that metadata and to automatically associate each data value with its location in time and space. It is equally important that the metadata be easy for human users to write and to understand.\n", + "These issues are common to many datasets. These sections of the tutorial can be thought of as a guide to working with and \"fixing\" datasets with missing or inadequate metadata. You can also think of it as a guide to producing CF-compliant data.\n", "\n", "The tutorials use the SMAP L3 Radiometer Global Daily 36 km EASE-Grid Soil Moisture, Version 8 (SPL3SMP, DOI:10.5067/OMHVSRGFX38O).\n", "\n", @@ -32,7 +28,7 @@ "By the end of this tutorial you will know how to:\n", "1. open the SMAP data with `xarray`;\n", "2. add CRS and coordinate system information;\n", - "3. fix metadata issues with dataset;\n", + "3. add dataset metadata;\n", "4. plot the data on a map;\n", "5. transform and resample the data to a new CRS.\n", "\n", @@ -55,9 +51,7 @@ "id": "433b3975-71ab-4189-9453-1d38a250b842", "metadata": {}, "source": [ - "### Import libraries\n", - "\n", - "We'll be using tools from the following libraries." + "### Import libraries" ] }, { @@ -83,11 +77,11 @@ "import earthaccess\n", "\n", "# For reading and working with the data\n", - "import rioxarray\n", + "# import rioxarray\n", "import xarray as xr\n", "import numpy as np\n", "\n", - "# For defining CRS and coordinate system\n", + "# For defining CRS and image coordinate system\n", "from affine import Affine\n", "from pyproj import CRS\n", "\n", @@ -119,23 +113,15 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 6, "id": "1b04c8b8-fe00-4452-9989-8a32012ed338", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Granules found: 31\n" - ] - } - ], + "outputs": [], "source": [ "results = earthaccess.search_data(\n", " short_name = 'SPL3SMP',\n", " version = '008',\n", - " cloud_hosted = False,\n", + " cloud_hosted = True,\n", " temporal = ('2017-03-01','2017-03-31')\n", ")" ] @@ -162,24 +148,17 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 8, "id": "4d7cb4e8-0854-4dfa-b2a0-28fffca94305", "metadata": {}, "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Getting 31 granules, approx download size: 0.93 GB\n" - ] - }, { "name": "stderr", "output_type": "stream", "text": [ - "QUEUEING TASKS | : 100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 31/31 [00:00<00:00, 6426.30it/s]\n", - "PROCESSING TASKS | : 100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 31/31 [01:28<00:00, 2.85s/it]\n", - "COLLECTING RESULTS | : 100%|████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 31/31 [00:00<00:00, 174997.88it/s]\n" + "QUEUEING TASKS | : 100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 31/31 [00:00<00:00, 7531.04it/s]\n", + "PROCESSING TASKS | : 100%|██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 31/31 [00:00<00:00, 161519.78it/s]\n", + "COLLECTING RESULTS | : 100%|████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████| 31/31 [00:00<00:00, 370437.11it/s]\n" ] } ], @@ -195,12 +174,12 @@ "id": "2696e5a4-92be-4860-a84b-7ea387ea25bf", "metadata": {}, "source": [ - "We can use `.glob('*.h5')` to get a list of SMAP files in the `DOWNLOAD_PATH`. `glob` returns a python generator object. If we want to see the filepaths we can pass this object to the `list()` method, which converts the generator to a list." + "The paths to the downloaded files are written to `smap_files`." ] }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 9, "id": "a474c513-0473-43eb-b2d1-f386c52272b5", "metadata": { "scrolled": true @@ -209,46 +188,45 @@ { "data": { "text/plain": [ - "[PosixPath('/home/apbarret/src/NSIDC-Data-Tutorials/notebooks/SMAP/smap_data/SMAP_L3_SM_P_20170323_R18290_001.h5'),\n", - " PosixPath('/home/apbarret/src/NSIDC-Data-Tutorials/notebooks/SMAP/smap_data/SMAP_L3_SM_P_20170326_R18290_001.h5'),\n", - " PosixPath('/home/apbarret/src/NSIDC-Data-Tutorials/notebooks/SMAP/smap_data/SMAP_L3_SM_P_20170325_R18290_001.h5'),\n", - " PosixPath('/home/apbarret/src/NSIDC-Data-Tutorials/notebooks/SMAP/smap_data/SMAP_L3_SM_P_20170304_R18290_001.h5'),\n", - " PosixPath('/home/apbarret/src/NSIDC-Data-Tutorials/notebooks/SMAP/smap_data/SMAP_L3_SM_P_20170330_R18290_001.h5'),\n", - 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"execution_count": 6, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "smap_files = list(DOWNLOAD_PATH.glob('*.h5'))\n", "smap_files" ] }, @@ -259,12 +237,14 @@ "source": [ "## Create a georeferenced `xarray.Dataset` for a subset of variables from an HDF5 SMAP file\n", "\n", - "Georeferenced data sets are required for Earth science analysis workflows. This may be as simple as plotting a map. You may want to transform the data so it can be used with another data set, or you may want to perform some spatial subsetting. Each of these tasks requires that the coordinate system of the dataset is known and that there is sufficient information to relate the coordinate system to an actual location on the Earth. The coordinate system may be spherical (_latitude_ and _longitude_) or cartesian (_x_ and _y_), and it may include a _height_ component (sometimes _z_ or atmospheric _level_). _latitude_, _longitude_ and _height_, and _x_, _y_, and _z_ represent the dimensions of the dataset. Other non-geospatial dimensions may also be included. The relationship between the coordinate system and a location on the Earth is defined by the coordinate reference system (CRS), sometimes called a spatial reference system (SRS). This includes a reference ellipsoid and datum, and, if the data are in a projected coordinate system, information about the projection method and projection parameters. Ideally, this information is included in the data file so that software tools can use this information directly to plot and manipulate the data. Including this information in files also makes it very easy for users to undertsand the data.\n", + "Georeferenced data sets are required for Earth science analysis workflows. This may be as simple as plotting a map. You may want to transform the data so it can be used with another data set, or you may want to perform some spatial subsetting. Each of these tasks requires that the coordinate system of the dataset is known and that there is sufficient information to relate the coordinate system to an actual location on the Earth. The coordinate system may be spherical (_latitude_ and _longitude_) or cartesian (_x_ and _y_), and it may include a _height_ component (sometimes _z_ or atmospheric _level_). _latitude_, _longitude_ and _height_, and _x_, _y_, and _z_ represent the dimensions of the dataset. Other non-geospatial dimensions may also be included. \n", "\n", - "The SMAP HDF5 data files do not contain sufficient information to geolocate data on the Earth surface. We need to add this information so that we can work with the data in `xarray`. We also need to make some changes to how missing data is represented, as well as change some of the attribute values. In the following sections we will:\n", + "The relationship between the coordinate system and a location on the Earth is defined by the coordinate reference system (CRS), sometimes called a spatial reference system (SRS). This includes a reference ellipsoid and datum, and, if the data are in a projected coordinate system, information about the projection method and projection parameters. Ideally, this information is included in the data file so that software tools can use this information directly to plot and manipulate the data. Including this information in files also makes it very easy for users to undertsand the data.\n", + "\n", + "The SMAP HDF5 data files do not contain sufficient information to geolocate data on the Earth surface. We need to add this information so that we can work with the data in `xarray` or other geospatial-aware tools. We will also make some changes to how missing data is represented, as well as change some of the attribute values to make the data CF-Compliant. In the following sections we will:\n", "\n", "1. read a subset of `Datasets` (variables) from the HDF5 file;\n", - "2. add meaning dimension names;\n", + "2. add meaningful dimension names;\n", "3. mask missing data;\n", "4. add coordinate information to the dataset;\n", "5. add a coordinate reference system information the dataset." @@ -292,12 +272,12 @@ "\n", "`xarray` can only read one group at a time from an HDF5 file. Multiple groups can be read with multiple reads and then concatenate the `xarray.Datasets`. See xarray tricks for HDF5 data [To be added]. Or you can use the [`xarray-datatree`](https://xarray-datatree.readthedocs.io/en/stable/) package.\n", "\n", - "In the following example, we read only the `Soil_Moisture_Retrieval_Data_AM` group. This is done by passing the group name using the `group` keyword. If you wanted data for a subgroup or a dataset one or more levels down, the argument passed to `group` would look like a filepath; for example `\"group/subgroup/dataset\"`." + "In the following example, we read the `Soil_Moisture_Retrieval_Data_AM` group. This is done by passing the group name using the `group` keyword. If you wanted data for a subgroup or a dataset one or more levels down, the argument passed to `group` would look like a filepath; for example `\"group/subgroup/dataset\"`." ] }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 10, "id": "759e1df8-eb4f-472d-8175-69e634c30503", "metadata": {}, "outputs": [ @@ -334,13 +314,14 @@ " --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n", "}\n", "\n", - "html[theme=dark],\n", - "body[data-theme=dark],\n", + "html[theme=\"dark\"],\n", + "html[data-theme=\"dark\"],\n", + "body[data-theme=\"dark\"],\n", "body.vscode-dark {\n", " --xr-font-color0: rgba(255, 255, 255, 1);\n", " --xr-font-color2: rgba(255, 255, 255, 0.54);\n", " --xr-font-color3: rgba(255, 255, 255, 0.38);\n", - " --xr-border-color: #1F1F1F;\n", + " --xr-border-color: #1f1f1f;\n", " --xr-disabled-color: #515151;\n", " --xr-background-color: #111111;\n", " --xr-background-color-row-even: #111111;\n", @@ -385,7 +366,7 @@ ".xr-sections {\n", " padding-left: 0 !important;\n", " display: grid;\n", - " grid-template-columns: 150px auto auto 1fr 20px 20px;\n", + " grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n", "}\n", "\n", ".xr-section-item {\n", @@ -393,7 +374,9 @@ "}\n", "\n", ".xr-section-item input {\n", - " display: none;\n", + " display: inline-block;\n", + " opacity: 0;\n", + " height: 0;\n", "}\n", "\n", ".xr-section-item input + label {\n", @@ -405,6 +388,10 @@ " color: var(--xr-font-color2);\n", "}\n", "\n", + ".xr-section-item input:focus + label {\n", + " border: 2px solid var(--xr-font-color0);\n", + "}\n", + "\n", ".xr-section-item input:enabled + label:hover {\n", " color: var(--xr-font-color0);\n", "}\n", @@ -426,7 +413,7 @@ "\n", ".xr-section-summary-in + label:before {\n", " display: inline-block;\n", - " content: '►';\n", + " content: \"►\";\n", " font-size: 11px;\n", " width: 15px;\n", " text-align: center;\n", @@ -437,7 +424,7 @@ "}\n", "\n", ".xr-section-summary-in:checked + label:before {\n", - " content: '▼';\n", + " content: \"▼\";\n", "}\n", "\n", ".xr-section-summary-in:checked + label > span {\n", @@ -509,15 +496,15 @@ "}\n", "\n", ".xr-dim-list:before {\n", - " content: '(';\n", + " content: \"(\";\n", "}\n", "\n", ".xr-dim-list:after {\n", - " content: ')';\n", + " content: \")\";\n", "}\n", "\n", ".xr-dim-list li:not(:last-child):after {\n", - " content: ',';\n", + " content: \",\";\n", " padding-right: 5px;\n", "}\n", "\n", @@ -667,56 +654,75 @@ " stroke: currentColor;\n", " fill: currentColor;\n", "}\n", - "
<xarray.Dataset>\n",
+       "
<xarray.Dataset> Size: 99MB\n",
        "Dimensions:                      (phony_dim_0: 406, phony_dim_1: 964,\n",
        "                                  phony_dim_2: 3)\n",
        "Dimensions without coordinates: phony_dim_0, phony_dim_1, phony_dim_2\n",
        "Data variables: (12/53)\n",
-       "    EASE_column_index            (phony_dim_0, phony_dim_1) float32 ...\n",
-       "    EASE_row_index               (phony_dim_0, phony_dim_1) float32 ...\n",
-       "    albedo                       (phony_dim_0, phony_dim_1) float32 ...\n",
-       "    albedo_dca                   (phony_dim_0, phony_dim_1) float32 ...\n",
-       "    albedo_scah                  (phony_dim_0, phony_dim_1) float32 ...\n",
-       "    albedo_scav                  (phony_dim_0, phony_dim_1) float32 ...\n",
+       "    EASE_column_index            (phony_dim_0, phony_dim_1) float32 2MB ...\n",
+       "    EASE_row_index               (phony_dim_0, phony_dim_1) float32 2MB ...\n",
+       "    albedo                       (phony_dim_0, phony_dim_1) float32 2MB ...\n",
+       "    albedo_dca                   (phony_dim_0, phony_dim_1) float32 2MB ...\n",
+       "    albedo_scah                  (phony_dim_0, phony_dim_1) float32 2MB ...\n",
+       "    albedo_scav                  (phony_dim_0, phony_dim_1) float32 2MB ...\n",
        "    ...                           ...\n",
-       "    tb_v_uncorrected             (phony_dim_0, phony_dim_1) float32 ...\n",
-       "    vegetation_opacity           (phony_dim_0, phony_dim_1) float32 ...\n",
-       "    vegetation_opacity_dca       (phony_dim_0, phony_dim_1) float32 ...\n",
-       "    vegetation_opacity_scah      (phony_dim_0, phony_dim_1) float32 ...\n",
-       "    vegetation_opacity_scav      (phony_dim_0, phony_dim_1) float32 ...\n",
-       "    vegetation_water_content     (phony_dim_0, phony_dim_1) float32 ...
" + " tb_v_uncorrected (phony_dim_0, phony_dim_1) float32 2MB ...\n", + " vegetation_opacity (phony_dim_0, phony_dim_1) float32 2MB ...\n", + " vegetation_opacity_dca (phony_dim_0, phony_dim_1) float32 2MB ...\n", + " vegetation_opacity_scah (phony_dim_0, phony_dim_1) float32 2MB ...\n", + " vegetation_opacity_scav (phony_dim_0, phony_dim_1) float32 2MB ...\n", + " vegetation_water_content (phony_dim_0, phony_dim_1) float32 2MB ...
" ], "text/plain": [ - "\n", + " Size: 99MB\n", "Dimensions: (phony_dim_0: 406, phony_dim_1: 964,\n", " phony_dim_2: 3)\n", "Dimensions without coordinates: phony_dim_0, phony_dim_1, phony_dim_2\n", "Data variables: (12/53)\n", - " EASE_column_index (phony_dim_0, phony_dim_1) float32 ...\n", - " EASE_row_index (phony_dim_0, phony_dim_1) float32 ...\n", - " albedo (phony_dim_0, phony_dim_1) float32 ...\n", - " albedo_dca (phony_dim_0, phony_dim_1) float32 ...\n", - " albedo_scah (phony_dim_0, phony_dim_1) float32 ...\n", - " albedo_scav (phony_dim_0, phony_dim_1) float32 ...\n", + " EASE_column_index (phony_dim_0, phony_dim_1) float32 2MB ...\n", + " EASE_row_index (phony_dim_0, phony_dim_1) float32 2MB ...\n", + " albedo (phony_dim_0, phony_dim_1) float32 2MB ...\n", + " albedo_dca (phony_dim_0, phony_dim_1) float32 2MB ...\n", + " albedo_scah (phony_dim_0, phony_dim_1) float32 2MB ...\n", + " albedo_scav (phony_dim_0, phony_dim_1) float32 2MB ...\n", " ... ...\n", - " tb_v_uncorrected (phony_dim_0, phony_dim_1) float32 ...\n", - " vegetation_opacity (phony_dim_0, phony_dim_1) float32 ...\n", - " vegetation_opacity_dca (phony_dim_0, phony_dim_1) float32 ...\n", - " vegetation_opacity_scah (phony_dim_0, phony_dim_1) float32 ...\n", - " vegetation_opacity_scav (phony_dim_0, phony_dim_1) float32 ...\n", - " vegetation_water_content (phony_dim_0, phony_dim_1) float32 ..." + " tb_v_uncorrected (phony_dim_0, phony_dim_1) float32 2MB ...\n", + " vegetation_opacity (phony_dim_0, phony_dim_1) float32 2MB ...\n", + " vegetation_opacity_dca (phony_dim_0, phony_dim_1) float32 2MB ...\n", + " vegetation_opacity_scah (phony_dim_0, phony_dim_1) float32 2MB ...\n", + " vegetation_opacity_scav (phony_dim_0, phony_dim_1) float32 2MB ...\n", + " vegetation_water_content (phony_dim_0, phony_dim_1) float32 2MB ..." ] }, - "execution_count": 12, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "gds = xr.open_dataset(smap_files[0], group='Soil_Moisture_Retrieval_Data_AM', phony_dims='sort') #, decode_coords='all', decode_cf=True)\n", + "gds = xr.open_dataset(smap_files[0], group='Soil_Moisture_Retrieval_Data_AM', \n", + " phony_dims='sort', engine=\"h5netcdf\", decode_coords=\"all\")\n", "gds" ] }, + { + "cell_type": "markdown", + "id": "50443520-2522-40b5-853a-2e238969161a", + "metadata": {}, + "source": [ + "We can already see some issues with the dataset that need to be addressed to allow you to take full advantage of `xarray` and other tools.\n", + "\n", + "First, the dimension names `phony_dim_0`, `phony_dim_1`, and `phony_dim_2` are not meaningful. A user and a software tool needs to figure out which dimensions are spatial dimensions, as well as what the third dimension is. This is because no dimensions were assigned to datasets when the dataset was created. `xarray` generate some \"phony\" variables.\n", + "\n", + "_look at what `xarray` is doing when it assigns `phony_dim`_\n", + "\n", + "A second issue is that there are no coordinate variables. Coordinate variables are necessary for tools like `xarray` to subset and transform data.\n", + "\n", + "```{note}\n", + "Actually the file does contain some coordinate variables `latitude` and `longitude` but `xarray` does not recognize these as coordinate variables because the dimensions are not defined _I think but check_.\n", + "```" + ] + }, { "cell_type": "markdown", "id": "05d558e4-448d-4c7a-a188-ea5cf27dc124", @@ -735,23 +741,81 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 11, + "id": "f81b6e40-a56b-4632-9560-8c3333f43427", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 0., 1., 2., 3., 4., 5., 6., 7., 8., 9., 10.,\n", + " 11., 12., 13., 14., 15., 16., 17., 18., 19., 20., 21.,\n", + " 22., 23., 24., 25., 26., 27., 28., 29., 30., 31., 32.,\n", + " 33., 34., 35., 36., 37., 38., 39., 40., 41., 42., 43.,\n", + " 44., 45., 46., 47., 48., 49., 50., 51., 52., 53., 54.,\n", + " 55., 56., 57., 58., 59., 60., 61., nan, nan, nan, 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", 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", 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<xarray.Dataset> Size: 99MB\n",
+       "Dimensions:                      (y: 406, x: 964, igbp_class: 3)\n",
+       "Dimensions without coordinates: y, x, igbp_class\n",
+       "Data variables: (12/53)\n",
+       "    EASE_column_index            (y, x) float32 2MB ...\n",
+       "    EASE_row_index               (y, x) float32 2MB ...\n",
+       "    albedo                       (y, x) float32 2MB ...\n",
+       "    albedo_dca                   (y, x) float32 2MB ...\n",
+       "    albedo_scah                  (y, x) float32 2MB ...\n",
+       "    albedo_scav                  (y, x) float32 2MB ...\n",
+       "    ...                           ...\n",
+       "    tb_v_uncorrected             (y, x) float32 2MB ...\n",
+       "    vegetation_opacity           (y, x) float32 2MB ...\n",
+       "    vegetation_opacity_dca       (y, x) float32 2MB ...\n",
+       "    vegetation_opacity_scah      (y, x) float32 2MB ...\n",
+       "    vegetation_opacity_scav      (y, x) float32 2MB ...\n",
+       "    vegetation_water_content     (y, x) float32 2MB ...
" + ], + "text/plain": [ + " Size: 99MB\n", + "Dimensions: (y: 406, x: 964, igbp_class: 3)\n", + "Dimensions without coordinates: y, x, igbp_class\n", + "Data variables: (12/53)\n", + " EASE_column_index (y, x) float32 2MB ...\n", + " EASE_row_index (y, x) float32 2MB ...\n", + " albedo (y, x) float32 2MB ...\n", + " albedo_dca (y, x) float32 2MB ...\n", + " albedo_scah (y, x) float32 2MB ...\n", + " albedo_scav (y, x) float32 2MB ...\n", + " ... ...\n", + " tb_v_uncorrected (y, x) float32 2MB ...\n", + " vegetation_opacity (y, x) float32 2MB ...\n", + " vegetation_opacity_dca (y, x) float32 2MB ...\n", + " vegetation_opacity_scah (y, x) float32 2MB ...\n", + " vegetation_opacity_scav (y, x) float32 2MB ...\n", + " vegetation_water_content (y, x) float32 2MB ..." + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" } ], "source": [ @@ -818,23 +1285,23 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 14, "id": "96f26e1e-2c6d-4f57-bf51-72653e2c76d9", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 20, + "execution_count": 14, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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wPHjwAJ6enqhXr57M6x07dqy1j/v378PFxUWu3tnZGZmZmUrf9+zZM8TGxsLW1rZWGwzDIDAwEBUVFbW2BUiYEQShZehHguYR23gJ9ZEYGUGiwDumqM7Q+PDDDwEAwcHBbJ1EIgHDMJBIJJyEkIODA1JTU9GyZUuZ+itXrqBRo0Y1vnfUqFFwcHDgNNagoCBO7QASZmpDDw39RwzTaQBdHwShzxiZmcDYTP5RbQTdbbItFDIyMurcx6hRoxAcHAxra2v06tULAJCYmIiQkBCMGjVK6ftU3SS9sLCQc1uS3IROEVrcUvU2+ec2qC141DkuMcTliEWs6iNiE99i+O6I4XqWGClZlUkeMzg7O9dYuBAREYFu3bqhX79+sLS0hKWlJfz9/dG3b98aY8y0CX2yIkFoAuZVxPbQqAkx3KwJzSP075g2+hCiLaHD973OyNQERqamCopqE16LFy+GRCKRKY6OjuzrDMNg8eLFcHJygqWlJXr37o2rV6/K9FFSUoKgoCDY29ujXr16GDp0KB4+fCjTJi8vD2PGjIGtrS1sbW0xZswYPHv2TO3jr40ffvgB3bt3h5OTExtcHxsbi//7v//j9H4zMzPs2bMHN2/exM6dO3HgwAHcuXMHW7duhZmZGedx3Lp1C9999x0iIiKwdOlSmaIqOhVm33zzDTp27AgbGxvY2NjA29sbv//+O/u6pi4UbUE3K92gzRtjXbxkhoLQBYEYPI+6Qmzj5QOh38eNTU2UFlXp0KEDsrKy2JKWlsa+tnLlSkRHR2P9+vW4ePEiHB0d0b9/f5kpuNDQUBw8eBC7d+/G6dOn8fz5cwwZMkQmlisgIACXL1/GkSNHcOTIEVy+fBljxoyp20lQwjfffIOwsDAMGjQIz549Y8fRoEEDxMbGqtSXq6srPvjgAwwZMoSzt62KTZs2wc3NDV988QV++uknHDx4kC0///yzSn0BOhZmzZo1w/Lly3Hp0iVcunQJffv2xbvvvsuKL01dKEKCHhq6ReiiQgy2CILgD00mmDUxMYGjoyNbXnvtNQCVTpDY2FjMnz8fI0aMgLu7O7Zv346ioiLs2rULAJCfn48tW7Zg9erV8PPzQ5cuXbBjxw6kpaXh6NGjAIDr16/jyJEj2Lx5M7y9veHt7Y1Nmzbh119/xc2bNzV3Uv7HunXrsGnTJsyfPx/Gxv+tXPXy8pIRndomIiICy5YtQ3Z2Ni5fvoyUlBS2JCcnq9yfToXZO++8g0GDBqFt27Zo27Ytli1bhvr16+P8+fMau1AI9TBEUSGUcRCGgdiuN0O8JwgBIxOT/01nvlJMKj1mBQUFMqWmhKu3b9+Gk5MTXFxcMGrUKNy9exdAZRB9dnY2/P392bbm5ubw9fXF2bNnAQBJSUkoKyuTaePk5AR3d3e2zblz52Bra4tu3bqxbd566y3Y2tqybTRJRkYGunTpIldvbm6OFy9eaNyeMvLy8vDBBx9orD/BxJhVVFRg9+7dePHiBby9vTV2oWgbulnpD4bmYRSL95a+Y8oR23i1CZ/X88Oj0bzZqs1j1rx5czaey9bWFlFRUQr76datG77//nv88ccf2LRpE7Kzs+Hj44OnT5+y2xo1btxY5j2NGzdmX8vOzoaZmRkaNmxYYxtF6SMcHBw0snXSq7i4uChMMPv777/Dzc1N4/aU8cEHHyA+Pl5j/ek8XUZaWhq8vb3x8uVL1K9fHwcPHoSbmxsrrBRdKFUBflwuFEWUlJTI/KooKCjQ1OEQPKFu6hG+belrwkxK0UEQ/GCsJF2G8f/SNTx48AA2NjZsvbm5ucJ+Bg4cyP7fw8MD3t7eaN26NbZv34633noLQGUOsOpU5QOriVfbKGrPpR91+PzzzzFt2jS8fPkSDMPgwoUL+PHHHxEVFYXNmzdr3F511q5dy/6/TZs2WLhwIc6fPw8PDw+YmprKtK2eZ40LOhdm7dq1w+XLl/Hs2TPs378f48aNQ2JiIvu6Ji6UV4mKisKSJUvqNnBCo5CoqIRPwUloBrH8SNBkH3zYontCJRIjiZIEs5XPuKrFc6pSr149eHh44Pbt2xg2bBiASmdH9c27c3JyWOeIo6MjSktLkZeXJ+MMycnJgY+PD9vm33//lbP1+PFjOSeLJvjkk09QXl6O2bNno6ioCAEBAWjatCnWrFlTYw6y1NRUzjaU7R4QExMj83f9+vWRmJgoo1+ASg2jqjDT+VSmmZkZ2rRpAy8vL0RFRaFTp05Ys2YNu4z3Vc+XsgtFWRtFhIeHIz8/ny0PHjyo0zEI+UEqlukqghAKYps6Fdt4CdUwMjNRWupCSUkJrl+/jiZNmsDFxQWOjo5ISEhgXy8tLUViYiIrujw9PWFqairTJisrC+np6Wwbb29v5Ofn48KFC2ybv/76C/n5+WwbTTN58mTcv38fOTk5yM7OxoMHDzBx4sQa39O5c2d06dKF/bemooyMjAxOpSqOTxV0LsxehWEYlJSUaOxCUYS5uTn7K0PdXxu6gm7CRE0I+fqgHwkEoToSiRG7LZNMkaj2+J41axYSExORkZGBv/76C++//z4KCgowbtw4SCQShIaGIjIyEgcPHkR6ejrGjx8PKysrBAQEAABsbW0xceJEzJw5E3/++SdSUlIwevRoeHh4wM/PDwDQvn17vP3225g8eTLOnz+P8+fPY/LkyRgyZAjatWun8XPTt29fNkeavb09G99WUFCAvn37Kn1flWDKyMjA/v374eLigg0bNrArKTds2IDWrVtj//79nMaxdOlSFBUVydUXFxerlcdMp1OZ8+bNw8CBA9G8eXMUFhZi9+7dOHHiBI4cOSJzobi6usLV1RWRkZFKL5RGjRrBzs4Os2bNkrlQhAhNVxGEagh5qonQD4R6jRmZmcLYzFS+vkK1LYEePnyIjz76CE+ePMFrr72Gt956C+fPn2dzds2ePRvFxcUIDAxEXl4eunXrhvj4eFhbW7N9xMTEwMTEBCNHjkRxcTH69euHuLg4mVQVO3fuRHBwMLsob+jQoVi/fr06h14rJ06cQGlpqVz9y5cvcerUKaXvq56n7IMPPsDatWsxaNAgtq5jx45o3rw5Fi5cyE7z1sSSJUswZcoUWFlZydQXFRVhyZIl+OKLLzgczX/oVJj9+++/GDNmDLKysmBra4uOHTviyJEj6N+/PwDNXSgE8Sqq3oTFEitDGCYUj6W/KMtZpmoes927d9dsRyLB4sWLsXjxYqVtLCwssG7dOqxbt05pGzs7O+zYsUOlsalK9Rixa9euyYQ8VVRU4MiRI2jatCmnvtLS0uDi4iJX7+LigmvXrnHqQ1lc+5UrV2BnZ8epj+roVJht2bKlxtc1daHoG/p6E6YbfiViCc4mNIO+X/d8/qjRx+u5Km+ZXH25MJOo80Hnzp3ZbaUUTVlaWlpy1gTt27dHREQEtmzZAgsLCwCV8XcRERFo3759je9t2LAhO462bdvKiLOKigo8f/4cU6ZMUeHIKtH5qkxCv9DHGyOhHH0V7kIWS/QdMywkRhLFHjMjzaefEAsZGRlgGAatWrXChQsX2B0MgMoFhQ4ODpxnzTZu3Ih33nkHzZs3R6dOnQBUerokEgl+/fXXGt8bGxsLhmEwYcIELFmyBLa2tjLjaNmyJby9vVU+PhJmGkLIN3J9RUwPKBIV/COm64MglGFkYgojEwUxZiaG6zGrihGTSlWLs1PEm2++iYyMDOzYsQM3btwAwzD48MMPERAQgHr16tX43nHjxqG8vBwA4Ofnh2bNmtV5PAAJMxkeHo1G8wFzebFFDw2C0B/E9n0W03gN/keNkXFlUVRP4NatWzhx4gRycnLkhBrXoHsrKyt8+umnatk3MTFBYGAgrl+/rtb7FfapsZ4IwVLXm7C+3hgFeRMmCIKohsTUFBJTeY+ZxNRwPWZVbNq0CVOnToW9vT0cHR3ldiBQJsx++eUXDBw4EKampvjll19qtDF06NBax9GtWzekpKTIrPasCyTMNAiJCkJT6OsCAPqRoD1bYhsvwRHymCklIiICy5Ytw5w5c1R637Bhw9h9PWtKhyGRSFBRUbsADgwMxMyZM/Hw4UN4enrKTYEq2z1AGSTMCEIPoYc0YaiIaZqWCxITE0gUxJhJTMp1MBphkZeXhw8++EDl91Wf8tREnNqHH34IQHZPTIlEwqbR4CLuqiO4zP8EoQqUTZ4gCE0iOFEnMf7Pa1a9SMhj9sEHHyA+Pl7t95eVlaFPnz64detWncahbCsmdbdkIo8ZITj01dtDniX9RghTwqpcY0IYL1E7EhNT8pgpoU2bNli4cCHOnz8PDw8PmL4Si1fb5uGmpqZIT09XmBxWFTQVW1YFecx0iCZiSvTRFkEIBSHuPWrrHSgIkSPEc6OXKPKWKYs7MzC+++471K9fH4mJiVi/fj1iYmLYEhsby6mPsWPH1prsngt37txBUFAQ/Pz80L9/fwQHB+POnTtq9UUeM4IgeA3KF9MCACFg0KKE+N+qTDMF9eQxy8jIqHMfpaWl2Lx5MxISEuDl5SUXuB8dHV1rH3/88QeGDh2Kzp07o3v37mAYBmfPnkWHDh1w6NAhdptJrpAwewV6aBCE/iDmKTSxjpvQMCamlUVRPQGgUlxlZGSgdevWMDFRTdakp6fjjTfeAAC5WDOuU5xz587FjBkzsHz5crn6OXPmkDAjCFURqreHfiQYHiTGiFeRGBlDomDaUlGdoVFUVISgoCBs374dQKWwatWqFYKDg+Hk5IS5c2tPGH/8+PE6j+P69evYu3evXP2ECRM4T6lWh2LMCIIgCLUQapxrXRGSQJYYm7ILAGSKMXnMwsPDceXKFZw4cYLdgByo3B5pz549vI3jtddew+XLl+XqL1++DAcHB5X7I4+ZAUHeHoIgDAExT2HLYWSkJMEs+VV+/vln7NmzB2+99ZbMtKObmxvnwPvhw4crnLKUSCSwsLBAmzZtEBAQgHbt2intY/Lkyfj0009x9+5d+Pj4QCKR4PTp01ixYgVmzpyp8nHRJ0uIHhJwhoehek+4ILbxEjVTtSWTomLoPH78WKFH6sWLF5zjw2xtbXHs2DEkJyez70lJScGxY8dQXl6OPXv2oFOnTjhz5ozSPhYuXIgvvvgC69atg6+vL3r16oX169dj8eLFmD9/vsrHRcJMC9BDgyBqRl8TA4vtR4LYxmuQULoMpXTt2hW//fYb+3eVsNq0aRO8vb059eHo6IiAgADcvXsX+/fvx4EDB3Dnzh2MHj0arVu3xvXr1zFu3Lgat32SSCSYMWMGHj58iPz8fOTn5+Phw4cICQlRK0caCTMF0I2c0BfoRwKhTxji9awwvkxJ0llDIyoqCvPnz8fUqVNRXl6ONWvWoH///oiLi8OyZcs49bFlyxaEhobCqNrUsJGREYKCgvDdd99BIpFg+vTpSE9P59SftbU1rK2t1Toe1n6d3k0QWsQQb8KvQj8SCMLAoS2ZlOLj44MzZ86gqKgIrVu3Rnx8PBo3boxz587B09OTUx/l5eW4ceOGXP2NGzfYPS4tLCxq9Hz9+++/GDNmDJycnGBiYgJjY2OZoioU/E8QPEMLG8SH2D4z2mpMjxYAGBkDRgoe1TSVCQDw8PBg02Wow5gxYzBx4kTMmzcPXbt2hUQiwYULFxAZGYmxY8cCABITE9GhQwelfYwfPx6ZmZlYuHAhmjRpUuctnkiY6QFCvQnTXnwEQRB1g5EYgZHIT24pqjM0Dh8+DGNjYwwYMECm/o8//oBUKsXAgQNr7SMmJgaNGzfGypUr8e+//wIAGjdujBkzZrBxZf7+/nj77beV9nH69GmcOnUKnTt3Vv9gqkGfLEGoiBC9A0JBqNPPNCWsHDo3AoeC/5Uyd+5cdrqxOgzDcEouCwDGxsaYP38+srKy8OzZMzx79gxZWVmYN28eOw3ZokULNGvWTGkfzZs3B8Mw6h2EAkiYaQl6aBAEQYgbQXjhjYyUFwPn9u3bcHNzk6t//fXX8ffff6vcn42NDWxsbFR+X2xsLObOnYt79+6p/F5F0CdLEP9DqN4egiAMF8bIRGkxdGxtbXH37l25+r///ltuM3Jt8uGHH+LEiRNo3bo1rK2tYWdnJ1NUhT5ZgtBzKC6Q0DZCjXPVCyRGlUVRvYEzdOhQhIaG4uDBg2jdujWASlE2c+ZMDB06lLdxqLMfZk2QMFMCPTSUQzdhQojQtULoI4yRsULvGEMxZli1ahXefvttvP7662wM2MOHD9GzZ0989dVXvI1j3LhxnNotX74cU6ZMQYMGDWpsR5Kb0Bv0NVaPxIZyqv940vZ5EtsPNaHGuRIqUuUxU1QMHFtbW5w9exa//fYbAgMDMXPmTPz55584duxYreJHF0RGRiI3N7fWduQx0yLkWSIIw4Q87sqh6XIVUbYCkzxmACq3Q/L394e/vz/n96xdu5Zz2+DgYHWGpRCuKzdJmBkgdGMUBiSmCYKoDcpjpnliYmJk/n78+DGKiopYL9uzZ89gZWUFBwcHjQozrtAnSxAGgFBXnNKUMKEOQr2etYKRCWCsoNCqTLXJyMhgy7Jly9C5c2dcv34dubm5yM3NxfXr1/HGG2/gyy+/1Mn4SJjVAD00hIFB3YQJgiCqQzFmWmXhwoVYt24d2rVrx9a1a9cOMTExWLBggU7GRJ8sQYgA+pEgDMQm3OlHjfipWpUpX9SLMduwYQNcXFxgYWEBT09PnDp1SsMjFhdZWVkoKyuTq6+oqGC3aOIblYXZ+PHjcfLkSY0Yj4qKQteuXWFtbQ0HBwcMGzYMN2/elGnDMAwWL14MJycnWFpaonfv3rh69apMm5KSEgQFBcHe3h716tXD0KFD8fDhQ42Msa7QjZEgCEIW+qGhAhrckmnPnj0IDQ3F/PnzkZKSgp49e2LgwIHIzMzUwsD54c6dO1iwYAE++ugj5OTkAACOHDkipxOU0a9fP0yePBmXLl1ig/MvXbqEzz77DH5+fhoda8+ePWFpaVlrO5WFWWFhIfz9/eHq6orIyEg8evRIrQEClTu2T5s2DefPn0dCQgLKy8vh7++PFy9esG1WrlyJ6OhorF+/HhcvXoSjoyP69++PwsJCtk1Vgrndu3fj9OnTeP78OYYMGaJwDy1CM1AckfigHwkEIUI0OJUZHR2NiRMnYtKkSWjfvj1iY2PRvHlzfPPNN1oYuPZJTEyEh4cH/vrrLxw4cADPnz8HAKSmpmLRokWc+ti6dSuaNm2KN998ExYWFjA3N0e3bt3QpEkTbN68mVMfycnJSEtLY//+v//7PwwbNgzz5s1DaWkpW3/48GE0adKk1v5U/mT379+PR48eYfr06di3bx9atmyJgQMH4qefflLoDqyJI0eOYPz48ejQoQM6deqEbdu2ITMzE0lJSQAqvWWxsbGYP38+RowYAXd3d2zfvh1FRUXYtWsXACA/Px9btmzB6tWr4efnhy5dumDHjh1IS0vD0aNHVT08guAMiUBhQCKQ0Da6vMZq25KpoKBAppSUlCjsp7S0FElJSXJpJfz9/XH27FmtH4c2mDt3LiIiIpCQkAAzMzO2vk+fPjh37hynPl577TUcPnwYN27cwL59+7B3715cv34dhw8fhoODA6c+PvvsM9y6dQsAcPfuXYwaNQpWVlbYt28fZs+erfJxqRVj1qhRI4SEhCAlJQUXLlxAmzZtMGbMGDg5OWHGjBm4ffu2Ot0iPz8fANi9pTIyMpCdnS1zIZmbm8PX15e9kJKSklBWVibTxsnJCe7u7kovtpKSErmLGQAkDCNXNIGifg3JlibskS39vT74tFVw9mtR2dIEQjw3+vDd4QtGIlFaAKB58+awtbVlS1RUlMJ+njx5goqKCjRu3FimvnHjxsjOztb6cWiDtLQ0DB8+XK7+tddew9OnT1Xqq2XLlmjXrh0GDx6Mtm3bqvTeW7duoXPnzgCAffv2oVevXti1axfi4uKwf/9+lfoC6hj8n5WVhfj4eMTHx8PY2BiDBg3C1atX4ebmJpcnpDYYhkFYWBh69OgBd3d3AGAvlpoupOzsbJiZmaFhw4ZK27xKVFSUzIXcvHlzlcaqLfi8kQvloSFEbHym6aUtgtA2dD1rngopo7QAwIMHD5Cfn8+W8PDwGvuT/E/QVcEwjFydWGjQoAGysrLk6lNSUtC0aVNOfRQVFWHixImwsrJChw4d2Hi74OBgLF++nFMfDMNAKpUCAI4ePYpBgwYBqBTNT5484dRHdVQWZmVlZdi/fz+GDBkCZ2dn7Nu3DzNmzEBWVha2b9+O+Ph4/PDDD1i6dKlK/U6fPh2pqan48ccf5V5T50KqqU14eLjMhfzgwQOVxkoQ+g79SCCEjqGIQKaGAgA2NjYyxdzcXGE/9vb2MDY2lnNY5OTkyDk/xEJAQADmzJmD7OxsSCQSSKVSnDlzBrNmzcLYsWM59REeHo4rV67gxIkTsLCwYOv9/PywZ88eTn14eXkhIiICP/zwAxITEzF48GAAlbN+6pxblYVZkyZNMHnyZDg7O+PChQu4dOkSpkyZAmtra7bNgAEDVNqnKigoCL/88guOHz/ObkQKAI6OjgBQ44Xk6OiI0tJS5OXlKW3zKubm5nIXszLE9tDQV2+PodyECYLQPGK7j1enNo8ZV8zMzODp6YmEhASZ+oSEBPj4+GhyyLyxbNkytGjRAk2bNsXz58/h5uaGXr16wcfHh3MOsp9//hnr169Hjx49ZJw5bm5uuHPnDqc+YmNjkZycjOnTp2P+/Plo06YNAOCnn35S69yqLMxiYmLwzz//4Ouvv2bnVF+lYcOGyMjIqLUvhmEwffp0HDhwAMeOHYOLi4vM6y4uLnB0dJS5kEpLS5GYmMgerKenJ0xNTWXaZGVlIT09XbQXG1E39NXbI7aHi74Kd7H9SBDbeAlZpIzyoiphYWHYvHkztm7diuvXr2PGjBnIzMzElClTND9wHjA1NcXOnTtx69Yt7N27Fzt27MCNGzfwww8/wNiYWzqRx48fKwzyf/HiBecp3o4dOyItLQ35+fkyq0FXrVqF7du3czuYaqi8p8OYMWNUNqKMadOmYdeuXfi///s/WFtbs54xW1tbWFpaQiKRIDQ0FJGRkXB1dWVTdFhZWSEgIIBtO3HiRMycORONGjWCnZ0dZs2aBQ8PD43nIFEXG59ponuoEgRRdwrOfi0qYcTneMV2bnSFlAEqFIgwdYTZhx9+iKdPn2Lp0qXIysqCu7s7Dh8+DGdn57oPVIe0bt0arVu3Vuu9Xbt2xW+//YagoCAA/4VObdq0Cd7e3pz7efbsGX766SfcuXMHn3/+Oezs7HDt2jU0btyYc7xbFTrdbKsqd0rv3r1l6rdt24bx48cDAGbPno3i4mIEBgYiLy8P3bp1Q3x8vMzUaUxMDExMTDBy5EgUFxejX79+iIuL46yYDRW6CQsDPoW7rn8k6No+QYgNhmHYxKev1qtDYGAgAgP1I8VMRUUF4uLi8OeffyInJ4cNwK/i2LFjtfYRFRWFt99+G9euXUN5eTnWrFmDq1ev4ty5c0hMTOQ0jtTUVPTr1w8NGjTAvXv3MHnyZNjZ2eHgwYO4f/8+vv/+e5WOS6dbMlVdcK+WKlEGVKrXxYsXIysrCy9fvkRiYiK7arMKCwsLrFu3Dk+fPkVRUREOHTokmJWWBEH8hzJRRlPChDoYwhR2BaO8GDohISEICQlBRUUF3N3d0alTJ5nCBR8fH5w5cwZFRUVo3bo14uPj0bhxY5w7dw6enp6c+ggLC8Mnn3yC27dvyywgGDhwoFo7JdH29Bwgz5Jy9NXbQ54dgiCEgLJ4MnWmMvWN3bt3Y+/evWx6CnXx8PBQKxasiosXL+Lbb7+Vq2/atKlaOeJoE3OCqCP66u0RmzAV0w8avjEEz5K+UsEwSouhY2Zmxq6AVBeu2ynVhIWFBZuovjo3b97Ea6+9pvKYSJjxBN0YCUJ/oO+YZqAfGrXDAGAYBUXXAxMAM2fOxJo1a9SOtwPkt1P68MMPVd5O6d1338XSpUvZbSklEgkyMzMxd+5cvPfeeyqPiaYyCd6gKWFhQNO0BCEelHnHDNVjNmLECJm/jx07ht9//x0dOnSAqampzGsHDhyotb9Xt1Py9fXFrl27cObMGYwaNQqxsbG19vHVV19h0KBBcHBwQHFxMXx9fZGdnQ1vb28sW7aM87FVQcKMIAitIVQRSMJdOXRuhAXFmMlia2sr87eivTJV4dXtlIYMGQJAte2UbGxscPr0aRw7dgzJycmQSqV444031E7ZRcKMI/rq7RHbTVioD3qCUIbYvmOEcnRx/5Eq8ZhJDdRjtm3bNo32V7Wdkp+fHxITE9k0Xupsp9S3b1/4+PjA3Ny8TvuPUowZQShBqHGB+hqXQ4KbIORRGF/2v2Lo9O3bF8+ePZOrLygoQN++fTn1oYntlKRSKb788ks0bdoU9evXZ3c+WrhwIbZs2cLtYKpBwkxPoV/oBKFdxPYdE+oPDT5tiVH8V0iVF0PnxIkTCldOvnz5EqdOneLUhya2U4qIiEBcXBxWrlwJMzMztt7DwwObN2/m1Ed1SJgRdUaoDyjy9hAEIXakYJQWQyU1NRWpqakAgGvXrrF/p6amIiUlBVu2bFF5G6RXsbCwkFtMoIzvv/8e3333HT7++GOZHYc6duyIGzduqGybYswIgtAqlBhYfHFmFOcqHCqkDCoURPorqjMUOnfuDIlEAolEonDK0tLSEuvWrePUV0VFBWJiYrB3715kZmbKeeByc3Nr7ePRo0cK86lJpVI2hYYqkMeMR4TqctdXWwRBEGKnrIJRWgyVjIwM3LlzBwzD4MKFC8jIyGDLo0ePUFBQgAkTJnDqa8mSJYiOjsbIkSORn5+PsLAwjBgxAkZGRli8eDGnPjp06KBw6nTfvn3o0qWLKocGgDxmBFEj5O3RX+8JeWoIMUCrMuVxdnYGALlNy9Vh586d2LRpEwYPHowlS5bgo48+QuvWrdGxY0ecP38ewcHBtfaxaNEijBkzBo8ePYJUKsWBAwdw8+ZNfP/99/j1119VHhN5zFRAiA9NQjiI6fogQUJoG6EuABCTLQAoq1DmNeN1GHpLdnY2PDw8AAD169dHfn4+AGDIkCH47bffOPXxzjvvYM+ePTh8+DAkEgm++OILXL9+HYcOHUL//v1VHhMJM0Ij0IOeX8QkAgmiNuh6Vo6UYZQWou40a9YMWVlZAIA2bdogPj4eQOXG5Obm5rW+v7y8HEuWLIGbmxsSExPx/PlzFBUV4fTp0/D391drTCTMCADiijMTaqweIQzoR4Jy6NyI755QxjAokyooJMw0wvDhw/Hnn38CAEJCQrBw4UK4urpi7NixnOLUTExMsGrVKlRUaM6FScKMIAhBoa8/EsSG2ASMvlK1KlNRMUTWrl2Lly9fAgAyMzPrtIE5ACxfvhzz5s0DALz//vs4deoUpk6din379mH58uWc+vDz88OJEyfqNI7qUPC/itQ1YFiVAG8+bREEoV1osQGhDuX/85ApqjdEwsLCMGrUKFhYWMDFxQVZWVlwcHDQWP9vvfUW3nrrLZXeM3DgQISHhyM9PR2enp6oV6+ezOtDhw5VqT8SZgQhUuhHgvBtE/yhr5+zsngyQ40xc3Jywv79+zFo0CAwDIOHDx+yHrRXadGiBac+b968iXXr1uH69euQSCR4/fXXERQUhHbt2nF6/9SpUwEA0dHRcq9JJBKVpzlpKpMgCL1GHx/WRN2o6zXRtP9MDY2kdsoqpEqLIbJgwQKEhoaiVatWkEgk6Nq1K1xcXGRKy5Yt4eLiwqm/n376Ce7u7khKSkKnTp3QsWNHJCcnw93dHfv27ePUh1QqVVrUiT0jYUboBDEtABCqLUIzkHBTDp0b3VPBKC+GyKeffoonT57gypUrYBgGCQkJSE5OlikpKSlITk7m1N/s2bMRHh6Oc+fOITo6GtHR0Th79izmzZuHOXPmaPloFENTmQKHEm4ShLDhc0pYEwg1abIQzo0QKa+QolyBd0xRnaFgbW0Nd3d3bNu2Dd27d+eU1kIZ2dnZGDt2rFz96NGjsWrVKk59rF27VmG9RCKBhYUF2rRpg169esnso1kTJMz0HKHehAnxQQ9OguAfqRLvmIHG/sswbtw4AEBSUhIbH9a+fXu88cYbnPvo3bs3Tp06JbfX5enTp9GzZ09OfcTExODx48coKipCw4YNwTAMnj17BisrK9SvXx85OTlo1aoVjh8/jubNm9faH01lqgGJD4JQHZoSJgjVKZNKlRZDJycnB3379kXXrl0RHByM6dOnw8vLC/369cPjx4+Vvu+XX35hy9ChQzFnzhxMnz4dO3bswI4dOzB9+nTMnTsXw4cP5zSOyMhIdO3aFbdv38bTp0+Rm5uLW7duoVu3blizZg0yMzPh6OiIGTNmcOqPhJkOoIcG/4gpN5ZQbRGGCV1jukUqZZQWQycoKAgFBQW4evUqcnNzkZeXh/T0dBQUFNS4x+WwYcPYEhgYiCdPnmDDhg0YO3Ysxo4diw0bNuDx48eYNo3bs3rBggWIiYlB69at2bo2bdrgq6++Qnh4OJo1a4aVK1fizJkznPojYUbIQKJCMfq6Fx/9SOAfMVz3urou6P4jD2X+V86RI0fwzTffoH379mydm5sbvv76a/z+++9K31fTKkp1VlRmZWWhvLxcrr68vBzZ2dkAKtN8FBYWcuqPhBlBEIJEHx7SYhW+VedDE+OnHxp1o4JhlBZDRyqVwtTUVK7e1NQUUh6nevv06YPPPvsMKSkpbF1KSgqmTp2Kvn37AgDS0tI4p/AgYaYm+vDQ0AZ0E+YfMV0f+s6r16TYPxuxj18fKCuXolRBKSunGLO+ffsiJCQE//zzD1v36NEjzJgxA/369eNtHFu2bIGdnR08PT1hbm4Oc3NzeHl5wc7ODlu2bAEA1K9fH6tXr+bUHwkzgiA4I6YHtS6Eu5jOj1ChH72y0F6Zylm/fj0KCwvRsmVLtG7dGm3atIGLiwsKCwuxbt063sbh6OiIhIQEXLt2Dfv27cPevXtx7do1xMfHo3HjxgAqvWr+/v6c+iNhVg0+szmTt6cSfb0Ji+GGT2gOsX2fxTZeQ6a0nFHoMSstJ2HWvHlzJCcn47fffkNoaCiCg4Nx+PBhJCUloVmzZryPp1WrVmjXrh0GDx7MeTsnRZAwEwl1edCrehMmUaF7aEqYf0i4K0ds49UnyGNWO/3790dQUBCCg4Ph5+fHu/2ioiJMnDgRVlZW6NChAzIzMwEAwcHBWL58ucr96VSYnTx5Eu+88w6cnJwgkUjw888/y7zOMAwWL14MJycnWFpaonfv3rh69apMm5KSEgQFBcHe3h716tXD0KFD8fDhQx6PgiAMC/qRwA19ErxiOhYxjZULZRVKYsy0mPm/ZcuWkEgkMmXu3LkybTIzM/HOO++gXr16sLe3R3BwMEpLS2XapKWlwdfXF5aWlmjatCmWLl0K5pVFC4mJifD09ISFhQVatWqFjRs3au24lCGVSnHr1i2cPn0aJ0+elClcCA8Px5UrV3DixAlYWFiw9X5+ftizZ4/K49GpMHvx4gU6deqE9evXK3x95cqViI6Oxvr163Hx4kU4Ojqif//+MktOQ0NDcfDgQezevRunT5/G8+fPMWTIELU2DlUVMT809AU+H/RCFhV0LQoPfdopQZ+vL6Efm+JpzMqiTZYuXYqsrCy2LFiwgH2toqICgwcPxosXL3D69Gns3r0b+/fvx8yZ/4UDFRQUoH///nBycsLFixexbt06fPXVV4iOjmbbZGRkYNCgQejZsydSUlIwb948BAcHY//+/Vo9tuqcP38ebdq0Qfv27dGrVy/07t2bLX369OHUx88//4z169ejR48ekEgkbL2bmxvu3Lmj8ph0KswGDhyIiIgIjBgxQu41hmEQGxuL+fPnY8SIEXB3d8f27dtRVFSEXbt2AQDy8/OxZcsWrF69Gn5+fujSpQt27NiBtLQ0HD16lO/DIQhCDfgWL3zaq0mc6VoQ0A8NcVAuZZQWbWJtbQ1HR0e21K9fn30tPj4e165dw44dO9ClSxf4+flh9erV2LRpEwoKCgAAO3fuxMuXLxEXFwd3d3eMGDEC8+bNQ3R0NOs127hxI1q0aIHY2Fi0b98ekyZNwoQJE/DVV19p9diqM2XKFHh5eSE9PZ1NUltVcnNzOfXx+PFjODg4yNW/ePFCRqhxRbAxZhkZGcjOzpZZxWBubg5fX1+cPXsWQOX+WGVlZTJtnJyc4O7uzrYRMkL+NU03YYIv9OXzF6oAUxUbn2kavzcJ+V4ndGpLl1FQUCBTSkpKNGJ3xYoVaNSoETp37oxly5bJTFOeO3cO7u7ucHJyYusGDBiAkpISJCUlsW18fX1lNhgfMGAA/vnnH9y7d49t8+pKxQEDBuDSpUsoKyvTyHHUxu3btxEZGYn27dujQYMGsLW1lSlc6Nq1K3777Tf27yoxtmnTJnh7e6s8JsEKs6psuVVLTato3Lgx+1p2djbMzMzQsGFDpW0UUVJSIncxq4tYBAwFk+sGsTyUhXx9aPoc1tSfWD4vbaLJ5LJE3aktwWzz5s1lhERUVFSdbYaEhGD37t04fvw4pk+fjtjYWAQGBrKvZ2dnyz2bGzZsCDMzM5nns6Lnd9VrNbUpLy/HkydPOI31zp07WLBgAT766CPk5OQAqNwR4NV4dGV069YNf//9N6e2yoiKisL8+fMxdepUlJeXY82aNejfvz/i4uKwbNkylfsTrDCr4lU3IMMwtboGa2sTFRUlcyFX3+2dbkaEWBHLjwQ+oe+z6lSdM11/xnQ9V1JbjNmDBw+Qn5/PlvDwcIX9LF68WC6g/9Vy6dIlAMCMGTPg6+uLjh07YtKkSdi4cSO2bNmCp0+fsv0pesa++uxV9Px+tZ5LG2UkJibCw8MDf/31Fw4cOIDnz58DAFJTU7Fo0SKl70tNTWVLUFAQZs6cibi4OCQlJcm8lpqaWusYAMDHxwdnzpxBUVERWrduzeYvO3fuHDw9PTn1UR0Tld/BE46OjgAqFXWTJk3Y+pycHFZhOzo6orS0FHl5eTJes5ycHPj4+CjtOzw8HGFhYezfBQUFMuKM4B8+A6XrYsvGZxpvN3E+bRH/IZZrUVvU5lEU2nj1HWWpMarqbGxsYGNjU2s/06dPx6hRo2ps07JlS4X1b731FgDg77//RqNGjeDo6Ii//vpLpk1eXh7Kyspkns+vzlxVebRqa2NiYoJGjRrVekxz585FREQEwsLCYG1tzdb36dMHa9asUfq+zp07QyKRyKwQnTBhAvv/qtckEgnnhYQeHh7Yvn07p7a1IViPmYuLC5tNt4rS0lIkJiayosvT0xOmpqYybbKyspCenl6jMDM3N2cvZq4XdU3o6y87EgUEoTnEJmjEHGcmtnNdE2UVFSgtly9lKmYesLe3x+uvv15jqZ7qoTpVe0BWOUm8vb2Rnp6OrKwstk18fDzMzc1ZD5G3tzdOnjwpE5sWHx8PJycnVgB6e3vLPL+r2nh5eSncA/NV0tLSMHz4cLn61157Tca79yoZGRm4e/cuMjIyFJaq1+7evau0j1fDoWoqqqJTYfb8+XNcvnwZly9fBlB5si5fvozMzExIJBKEhoYiMjISBw8eRHp6OsaPHw8rKysEBAQAAGxtbTFx4kTMnDkTf/75J1JSUjB69Gh4eHjoJMmc0NHXG6M6tvRVdOqrcBfz56WNYHq+EOu41UGo1xjfCWbPnTuHmJgYXL58GRkZGdi7dy8+++wzDB06FC1atAAA+Pv7w83NDWPGjEFKSgr+/PNPzJo1C5MnT2YdHQEBATA3N8f48eORnp6OgwcPIjIyEmFhYew05ZQpU3D//n2EhYXh+vXr2Lp1K7Zs2YJZs2ZxGmuDBg1kxGEVKSkpaNq0qdL3OTs7s+X+/fto2rSpTJ2zszOaNm2K+/fv12i7YcOGnIqq6FSYXbp0CV26dEGXLl0AAGFhYejSpQu++OILAMDs2bMRGhqKwMBAeHl54dGjR4iPj5dxWcbExGDYsGEYOXIkunfvDisrKxw6dAjGxsY6OSaCeBWh3vB1idCFuzZsKbsOdHl9cD031dvVdbyqfB703QFKyhmUlEsVFO0IM3Nzc+zZswe9e/eGm5sbvvjiC0yePBk//vgj28bY2Bi//fYbLCws0L17d4wcORLDhg2TSXNha2uLhIQEPHz4EF5eXggMDERYWJhMGJGLiwsOHz6MEydOoHPnzvjyyy+xdu1avPfee5zGGhAQgDlz5iA7OxsSiQRSqRRnzpzBrFmzMHbsWE599OnTR2FajPz8/BrzmB0/fhzHjh3DsWPHsHXrVjg4OGD27Nk4ePAgDh48iNmzZ6Nx48bYunUrp3FUR8K8mobXACkoKICtrS1MPD6GxNissk7FG0Jdbv7q3HzUtUe2yJYmbfFpj8/vmFi+z5rg1fFWxTYqGpM2V2wqO29C/O4wFaUoT9uJ/Pz8OofCKKPquTQgNgGmlvXkXi8rfoE/QvtrdQxCp6ysDOPHj8fu3bvBMAxMTExQUVGBgIAAxMXFcXLQGBkZ4d9//8Vrr70mU3/r1i14eXlxmors168fJk2ahI8++kimfteuXfjuu+9w4sQJlY5LsDFmYoN+2RE1wafo0YYtIUxpaeM7pi+5xzRJdVGmjVQlVX1W/z+hnNrymBkypqam2LlzJ27duoW9e/dix44duHHjBn744YdaRdmIESMwYsQISCQSjB8/nv17xIgRePfddzFgwIAaY9Wrc+7cOXh5ecnVe3l54cKFCyofFwkzolbEICrUgR4K3NHXc6Wvx6UJqp8bTYuoKvFX/R6haZEs9PsPV2gT89pp3bo13n//fYwcORKurq6c3lOVLothGFhbW8uk0HJ0dMSnn36KHTt2cOqrefPmCvf4/Pbbb9XK+CDYdBlixNCX2esSSmOhXyjz2Kh73avzmYnBliZQNN6q8SgTZJo4N9WnRel+ppyKCikkCrxjFVrcxFzIVI9Rq43q+3K+yrZt28AwDBiGwbp162Ri11UlJiYG7733Hv744w82tcj58+dx584dtfb9JGEmAEhUEJqGfiQQYkFo9yOhXc9V4kFRvSFSlbqjiqSkJFRUVKBdu3YAKmPDjI2NOSV2ZRgGu3btwvz58+skzAYNGoTbt2/jm2++wfXr18EwDN59911MmTJFLY8ZTWUSgkNfpzOF9gBShJBWMArhfBny9VFboL8mx1vbdSe0c8MnFeVSpcUQOX78OFveeecd9O7dGw8fPkRycjKSk5Px4MED9OnTB4MHD661LyMjI7i6utaY80wZqampkEr/+wyaNWuGZcuW4cCBAzh48CCWLVsmI8quXr2K8vJyTn2TMFMC3yvbyFbdEdKvXEODrkV5xH498pl/TShCXIgwUuXF0Fm9ejWioqJkcoU1bNgQERERWL16Nac+Vq5cic8//xzp6ekq2e7SpYtKgs7b2xuZmZmc2tJUJmHwqDN1oe6UsNBtCQm+p921YU/VPnX1mSmLM6sNTY63tnNlqNPzFRVSSBTEkxlqjFl1CgoK8O+//6JDhw4y9Tk5OSgsLOTUx+jRo1FUVIROnTrBzMwMlpaWMq8rynEGVE6DLly4EFZWVpzsVN8BoTZImGkBod9ASFQQYoDvh7SyfF58XveGgLJzo610KGL/HBgpA0bBCkxFdYbG8OHD8cknn2D16tUyQfeff/45RowYwamP2NhYtWz36tULN2/e5Nze29tbTvQpg4QZQegx+vojQR3U8V4RwkLo17M2kFZIFXrHpOQxw8aNGzFr1iyMHj0aZWVlAAATExNMnDgRq1at4tTHuHHj1LKtatJYVaAYsxoQSiB0behrfA/Z+g+6FnWL0K8PXaKt8QpBFAkBhmFYr5lMMdBVmdWxsrLChg0b8PTpU6SkpCA5ORm5ubnYsGED6tWT3y2hNoqLi+u8AbkmIGGmJcR2cyX09+Grr9eivh6XIcBFdGnq8xX7D42KckbJqkwSZlXUq1cPHTt2RKdOnVQWZC9evMD06dPh4OCA+vXr13kDck1AwoxQGSHvOygWzxKhGYTw4NQGYjguTW5srgpiODeaRFrBKC2GTp8+fdC3b1+lhQuzZ8/GsWPHsGHDBpibm2Pz5s1YsmQJnJyc8P3332v5CBRDwkyLkIDRDPp60ydb/EPfMeWoOl5dfs6GdD1LpYzSYuh07twZnTp1YoubmxtKS0uRnJwMDw8PTn0cOnQIGzZswPvvvw8TExP07NkTCxYsQGRkJHbu3KnlI1AMCbNaqOvNVV9vILq+WRGqo8pnRp5HxRj6d6y2pMBCRUzX2KtIy6VKi6ETExMjU9avX4/Tp08jNDQUpqamnPrIzc2Fi4sLAMDGxoZNj9GjRw+cPHlSa2OvCRJmeoa+Pjj4FBX6aotPhHpt8I2YftgB3DLwa0qcienc6PIakzKM0kIoZvTo0di6dSuntq1atcK9e/cAAG5ubti7dy+ASk9agwYNtDTCmiFhxgNCfXCQV0QY6OsDhmzpJ4Z+/HwjrVDiMaN0GUo5d+4cLCwsOLX95JNPcOXKFQBAeHg4G2s2Y8YMfP7559ocplJImHFAE6KC682MT1uagGwRmoC+Y8KwpQn09dzo6nNglMSXUYJZYMSIETJl+PDheOutt/DJJ5/gs88+49THjBkzEBwcDKByMcGNGzfw448/Ijk5GSEhIdocvlJImOkp+nrDEqItfRUVYhMwfCPEa1EoCPEaE+v1LK2QKi2Gjo2NDWxtbdliZ2eH3r174/Dhw1i0aJFafbZo0QIjRoxAp06dNDxa7pAw4xGx3VxVgcuxiXHqlB6+dUeI51CMU+t87pCgCYT4uYvNFkCrMmsiLi4O27ZtY8uWLVuwfPly+Pv71/reQYMGIT8/n/172bJlePbsGfv306dP4ebmpo1h1woJM47webMSoy0+qdq/kE97QrKlqV/++not8v151WZPk98xsYl3oX13NMWjhNW82ZKWlyothk6rVq3w9OlTufpnz56hVatWNb73jz/+QElJCfv3ihUrZDYsLy8vV2kvTE1CwkwH6OvNSmgPDT4fiGJ9+OqDLRufaXLnX2jXoiYR27EJabxi/CHKSKVgpBUKCk1l3rt3DxUVFXL1JSUlePToUY3vfXVLKyFtcUXCrBp8/gqq7Ze2mEUFn8elD8JC6LaEfi0quw709bqvsqdN+ByvmO8JfCAtL4W0TEExYI/ZL7/8gl9++QVApeer6u9ffvkFBw8exJdffomWLVvqdpB1gITZK/B5c+UTEjHatyXWh1lttjSNGG0p8srpGrEJEDF+7kJAsbesshgqw4YNw7BhwyCRSDBu3Dj272HDhmHUqFFISEjA6tU1O1okEgkkEolcnRAgYaYAocWoaNqeIrTx0DE0W9rAEG1pQ3TW9di49iGU77Mm0NfvqdAEdm1QjJk8UqkUUqkULVq0QE5ODvu3VCpFSUkJbt68iSFDhtTYB8MwGD9+PJtq4+XLl5gyZQr794QJE3g6GnkkjJAmVnVEQUEBbG1t8W92NmxsbGReU/Ql1masjD7aUmSPbNXdljbt6astRfb09bg0gT58Dops1dVeQUEBGjs6Ij8/X+6ZoSmqnkuvvbMcRqbyyVKlZS/x+NBcrY5Bn/nkk084tdu2bZuWRyIPCTPULMyqqP7F5ju+Q19vjmSLbCmzR98xzdjSBPp6bsQizOwGLlUqzHJ//8LghNnatWvx6aefwsLCAmvXrq2xbVXiWLFBwgzchFkVVV9uPqYr+LTFtz2yRbYM1ZYu7NUVff0s1LXFpzBrOGCRUmGW98cSgxNmLi4uuHTpEho1asRuPq4IiUSCu3fv8jgyzUHCDKoJsypsfKbxKpj0KZiV0Cz6ei3qqy2+EVvGezF87nwKswb9wiExkRdmTPlLPPszyuCEmSFAwf9qoi8BvoT40ddrUV9t8Y0mFiTwGTBPn7sslMdMOUuXLkVRUZFcfXFxMZYuXaqDEWkG8phBPY8ZQRCE2FFVcIlByPABnx4z655hkJiYy73OlJeg8FS0QXvMjI2NkZWVBQcHB5n6p0+fwsHBQWHyWTFgousBEARBELrhVaFVm1DT5ylfocJIKwAFOcsMOY9ZFQzDKMw9duXKFdjZ2elgRJpBb4TZhg0bsGrVKmRlZaFDhw6IjY1Fz549dT0sgiAI0cBVdJFA44+K8lJIIC8+GAPOY9awYUM2QWzbtm1lxFlFRQWeP3+OKVOm6HCEdUMvhNmePXsQGhqKDRs2oHv37vj2228xcOBAXLt2DS1atND18PQCuhFrBjqPhD5A1zB/SMvLIGEUCLOKMh2MRhjExsaCYRhMmDABS5Ysga2tLfuamZkZWrZsCW9vbx2OsG7oRYxZt27d8MYbb+Cbb75h69q3b49hw4YhKiqq1vezMWZZ/xjsXD1BEATBjYKCAjRu4sRLjJlZl08gMTaTe52pKEVpyjaDjjFLTEyEj48PTE1NdT0UjSJ6j1lpaSmSkpIwd+5cmXp/f3+cPXtW4XtKSkpQUlLC/p2fnw8AKCws1N5ACYIgCL2g6lnBh19DWvICMFYwbWnAHrMqfH192f8XFxejrEz2nIhVsIpemD158gQVFRVo3LixTH3jxo2RnZ2t8D1RUVFYsmSJXH2btu20MkaCIAhC/ygsLJSZRtMkZmZmcHR0RPa1vUrbODo6wsxM3ptmKBQVFWH27NnYu3cvnj59Kvc6rcrUMa+uzFC2WgMAwsPDERYWxv797NkzODs7IzMzU2tfMkOgoKAAzZs3x4MHD0T7S0Uo0LnUDHQeNQOdR1kYhkFhYSGcnJy0ZsPCwgIZGRkoLVUe5G9mZgYLC/nks4bC559/juPHj2PDhg0YO3Ysvv76azx69Ajffvstli9fruvhqY3ohZm9vT2MjY3lvGM5OTlyXrQqzM3NYW4unxfG1taWbjoawMbGhs6jhqBzqRnoPGoGOo//wcePeAsLC4MWXrVx6NAhfP/99+jduzcmTJiAnj17ok2bNnB2dsbOnTvx8ccf63qIaiH6zP9mZmbw9PREQkKCTH1CQgJ8fHx0NCqCIAiCILRJbm4uu1+mjY0NcnNzAQA9evTAyZMndTm0OiF6YQYAYWFh2Lx5M7Zu3Yrr169jxowZyMzMFHUeE4IgCIIglNOqVSvcu3cPAODm5oa9eyvj8Q4dOoQGDRrobmB1RPRTmQDw4Ycf4unTp1i6dCmysrLg7u6Ow4cPw9nZmdP7zc3NsWjRIoXTmwR36DxqDjqXmoHOo2ag80gIkU8++QRXrlyBr68vwsPDMXjwYKxbtw7l5eWIjo7W9fDURi/ymBEEQRAEYdhkZmbi0qVLaN26NTp16qTr4aiNXkxlEgRBEARh2LRo0QIjRoyAnZ0dJkyYoOvhqA15zAiCIAiC0BuuXLmCN954Q7R5zMhjRhAEQRAEIRBImBEEQRAEQQgEEmYANmzYABcXF1hYWMDT0xOnTp3S9ZAEQ1RUFLp27Qpra2s4ODhg2LBhuHnzpkwbhmGwePFiODk5wdLSEr1798bVq1dl2pSUlCAoKAj29vaoV68ehg4diocPH/J5KIIiKioKEokEoaGhbB2dR+48evQIo0ePRqNGjWBlZYXOnTsjKSmJfZ3OZe2Ul5djwYIFcHFxgaWlJVq1aoWlS5dCKpWybeg8EoQOYAyc3bt3M6ampsymTZuYa9euMSEhIUy9evWY+/fv63pogmDAgAHMtm3bmPT0dOby5cvM4MGDmRYtWjDPnz9n2yxfvpyxtrZm9u/fz6SlpTEffvgh06RJE6agoIBtM2XKFKZp06ZMQkICk5yczPTp04fp1KkTU15erovD0ikXLlxgWrZsyXTs2JEJCQlh6+k8ciM3N5dxdnZmxo8fz/z1119MRkYGc/ToUebvv/9m29C5rJ2IiAimUaNGzK+//spkZGQw+/btY+rXr8/Exsaybeg8EkJk+PDhNZY+ffowRkZGuh6m2hi8MHvzzTeZKVOmyNS9/vrrzNy5c3U0ImGTk5PDAGASExMZhmEYqVTKODo6MsuXL2fbvHz5krG1tWU2btzIMAzDPHv2jDE1NWV2797Ntnn06BFjZGTEHDlyhN8D0DGFhYWMq6srk5CQwPj6+rLCjM4jd+bMmcP06NFD6et0LrkxePBgZsKECTJ1I0aMYEaPHs0wDJ1HQriMHz+eUxErBj2VWVpaiqSkJPj7+8vU+/v74+zZszoalbDJz88HANjZ2QEAMjIykJ2dLXMOzc3N4evry57DpKQklJWVybRxcnKCu7u7wZ3nadOmYfDgwfDz85Opp/PInV9++QVeXl744IMP4ODggC5dumDTpk3s63QuudGjRw/8+eefuHXrFoDKlWynT5/GoEGDANB5JITLtm3bOBWxoheZ/9XlyZMnqKiokNvsvHHjxnKbohOV8SZhYWHo0aMH3N3dAYA9T4rO4f3799k2ZmZmaNiwoVwbQzrPu3fvRnJyMi5evCj3Gp1H7ty9exfffPMNwsLCMG/ePFy4cAHBwcEwNzfH2LFj6VxyZM6cOcjPz8frr78OY2NjVFRUYNmyZfjoo48A0DVJiIPy8nKcOHECd+7cQUBAAKytrfHPP//AxsYG9evX1/Xw1MKghVkVEolE5m+GYeTqCGD69OlITU3F6dOn5V5T5xwa0nl+8OABQkJCEB8fDwsLC6Xt6DzWjlQqhZeXFyIjIwEAXbp0wdWrV/HNN99g7NixbDs6lzWzZ88e7NixA7t27UKHDh1w+fJlhIaGwsnJCePGjWPb0XkkhMr9+/fx9ttvIzMzEyUlJejfvz+sra2xcuVKvHz5Ehs3btT1ENXCoKcy7e3tYWxsLPfLLicnR+5XoqETFBSEX375BcePH0ezZs3YekdHRwCo8Rw6OjqitLQUeXl5StvoO0lJScjJyYGnpydMTExgYmKCxMRErF27FiYmJux5oPNYO02aNIGbm5tMXfv27ZGZmQmArkmufP7555g7dy5GjRoFDw8PjBkzBjNmzEBUVBQAOo+E8AkJCYGXlxfy8vJgaWnJ1g8fPhx//vmnDkdWNwxamJmZmcHT0xMJCQky9QkJCfDx8dHRqIQFwzCYPn06Dhw4gGPHjsHFxUXmdRcXFzg6Osqcw9LSUiQmJrLn0NPTE6ampjJtsrKykJ6ebjDnuV+/fkhLS8Ply5fZ4uXlhY8//hiXL19Gq1at6DxypHv37nIpW27dugVnZ2cAdE1ypaioCEZGso8AY2NjNl0GnUdC6Jw+fRoLFiyAmZmZTL2zszMePXqko1FpAB0tOhAMVekytmzZwly7do0JDQ1l6tWrx9y7d0/XQxMEU6dOZWxtbZkTJ04wWVlZbCkqKmLbLF++nLG1tWUOHDjApKWlMR999JHCJfXNmjVjjh49yiQnJzN9+/Y1+CX11VdlMgydR65cuHCBMTExYZYtW8bcvn2b2blzJ2NlZcXs2LGDbUPnsnbGjRvHNG3alE2XceDAAcbe3p6ZPXs224bOIyFkGjZsyFy9epVhGIapX78+c+fOHYZhGObUqVOMg4ODLodWJwxemDEMw3z99deMs7MzY2ZmxrzxxhtsKgiCYQAoLNu2bWPbSKVSZtGiRYyjoyNjbm7O9OrVi0lLS5Ppp7i4mJk+fTpjZ2fHWFpaMkOGDGEyMzN5Phph8aowo/PInUOHDjHu7u6Mubk58/rrrzPfffedzOt0LmunoKCACQkJYVq0aMFYWFgwrVq1YubPn8+UlJSwbeg8EkJm5MiRzOTJkxmGqRRmd+/eZQoLC5m+ffuKOl0GbWJOEARBEITo+Oeff9CnTx8YGxvj9u3b8PLywu3bt2Fvb4+TJ0/CwcFB10NUCxJmBEEQBEGIkuLiYvz4449ITk6GVCrFG2+8gY8//lhmMYDYIGFGEARBEAQhECiPGUEQBEEQouTWrVs4ceIEcnJy2BXFVXzxxRc6GlXdII8ZQRAEQRCiY9OmTZg6dSrs7e3h6Ogok9RYIpEgOTlZh6NTHxJmBEEQBEGIDmdnZwQGBmLOnDm6HopGIWFGEARBEITosLGxYRN06xMGnfmfIAiCIAhx8sEHHyA+Pl7Xw9A45DEjCIIgCEIUrF27lv3/ixcvEB0djcGDB8PDwwOmpqYybYODg/kenkYgYUYQBEEQhCh4db9mZUgkEty9e1fLo9EOJMwIgiAIgiAEgmBizKKioiCRSBAaGsrWMQyDxYsXw8nJCZaWlujduzeuXr0q876SkhIEBQXB3t4e9erVw9ChQ/Hw4UOeR08QBEEQBJ8sXboURUVFcvXFxcVYunSpDkakGQThMbt48SJGjhwJGxsb9OnTB7GxsQCAFStWYNmyZYiLi0Pbtm0RERGBkydP4ubNm7C2tgYATJ06FYcOHUJcXBwaNWqEmTNnIjc3F0lJSTA2NuZkXyqV4p9//oG1tbVMHhSCMESePHmCt956C1OmTMGsWbMAAJcuXcKAAQOwd+9e9OvXT8cjJAjdwjAMCgsL4eTkBCMj7fk3Xr58idLSUqWvm5mZwcLCQmv2hY6xsTGysrLk9sR8+vQpHBwcUFFRoaOR1RE+d0xXRGFhIePq6sokJCQwvr6+TEhICMMwDCOVShlHR0dm+fLlbNuXL18ytra2zMaNGxmGYZhnz54xpqamzO7du9k2jx49YoyMjJgjR45wHsODBw8YAFSoUKFChQrn8uDBA808CBVQXFzMWMG4RvuOjo5McXGx1sYgdCQSCZOTkyNX/+effzL29vY6GJFm0PmWTNOmTcPgwYPh5+eHiIgItj4jIwPZ2dnw9/dn68zNzeHr64uzZ8/is88+Q1JSEsrKymTaODk5wd3dHWfPnsWAAQMU2iwpKUFJSQn7N/M/p+GNW7dZT5y2MCKPnFag06odJLp3qOsnjLT2NoTKSHg6r4WFhWjdrr1WnxelpaUoQgU+kTSDmYKoo1JIsS37IUpLSw3Oa9awYUNIJBJIJBK0bdtWZqaroqICz58/x5QpU3Q4wrqhU2G2e/duJCcn4+LFi3KvZWdnAwAaN24sU9+4cWPcv3+fbWNmZoaGDRvKtal6vyKioqKwZMkSuXpra2vY2NiofByqQMJMO9Bp1Q4kzLSECISZTfcgFJxZp9b7AKj13rrClzBj7fFw46lnZAxzibwwK2EkgEhn6upKbGwsGIbBhAkTsGTJEtja2rKvmZmZoWXLlvD29tbhCOuGzoTZgwcPEBISgvj4+BrV/qsXPsMwtX4ZamsTHh6OsLAw9u+CggI0b96c48gJgiD0n+rCqkpsqYK6wo6QxVhSWeTq+R+KYBg3bhyAytQZ3bt3h4mJzif/NIrOjiYpKQk5OTnw9PRk6yoqKnDy5EmsX78eN2/eBFDpFWvSpAnbJicnh/WiOTo6orS0FHl5eTJes5ycHPj4+Ci1bW5uDnNzc00fEkEQhF5ScGad2uJMWX8EN8yMJDBT4GhgGJom8PX11fUQtILO0mX069cPaWlpuHz5Mlu8vLzw8ccfs3tfOTo6IiEhgX1PaWkpEhMTWdHl6ekJU1NTmTZZWVlIT0+vUZgRBEEQqqFJMWXTPUimEMoxlkiUFkI/0ZnHzNraGu7u7jJ19erVQ6NGjdj60NBQREZGwtXVFa6uroiMjISVlRUCAgIAALa2tpg4cSJmzpyJRo0awc7ODrNmzYKHhwf8/Px4PyaCIAh9Rl3PWW282id51P7DRCKBqQIRVgESZvqKoCdmZ8+ejeLiYgQGBiIvLw/dunVDfHy8zEqYmJgYmJiYYOTIkSguLka/fv0QFxfHOYeZprDrPg25Z77m1SZBEATfaEucVad6/4Yu0ijGTJbU1FS4u7trNX+crhFEglldU1BQAFtbWzzKyq7zqky77tMAQKlI09SqzAY+gQCAZ2c3aKQ/IdlTx5a6p9XWu9JW/jntH5cYbXFZlWnjU3nNF5zl54cJn/a0ZktLqwf5XBHJ1xRkdSFY23FpYlWmdY8QAEDh6TXKx1RQAAenZsjPz9faSv6q59Kyeq1gIZGXYS+ZCsx/cVerYxAi1ZPKtmrVChcvXkSjRo10PSyNor+SU8dUCTRtUSVaGvgEskKGD/iwVf3Y+MLWO5AVM/pgq0qQ8WGrSrTY+ExjhQwf6KstTaAvcVuvCjE+YtKqBJl1jxBWpOkSijGTpUGDBsjIyAAA3Lt3D1Kp8FPPqAp5zKAdj1l1qnvPNJ3HTJF40ZZXS8i26nJaFQkXbXm1xGZLlTxmr4oXbXq0RG9Li/m2+IzXUiSSquypI6BqGmtNtqrQVB4zRYKsugeNT4/Zaps2sFTgMStmKjCz4G+D85h9+umn+P7779GkSRNkZmaiWbNmSkOX7t69y/PoNAMJM2hWmAHKvWW5Z77mRZgB2hFMQrZV19MqNsHEl626CDNAe4JJmQdLG/a0YotHYVaFtgQaF8HEly1NJpitSZzxKcxibZULs9B8wxNmAHDkyBH8/fffCA4OxtKlS5XuwBASonuPpzqQMAN/wgzQvIipabpPCIKJL1vaEGaAdgSTmGzVVZhVIRrBxJctLWeo51OcCcmWtoUZUCnO+BRmGxq6KhVmgXm3DVKYVfHJJ59g7dq1Wtkaa968ecjOzsbWrVs13ndtUIyZFqhpdaam46ZqEkT6FntW3RZf9sQee6ZMgGnDVk0iRV/jwSj2jF9bysSeNmLPlAX/W/cIgdOAORq1VRPG+G9lpkzhbQTCZdu2bawoe/jwIR49eqSxvh89eoR79+5prD9VIGGmA/RZMGkSvlacArV7kDQpYvi0VRt82hKzYBKK6OSKqrFa2rSlLwsRdIWpkaQy+/8rxdTIMIP/qyOVSrF06VLY2trC2dkZLVq0QIMGDfDll1/WeVHA9u3bcezYMQ2NVDVImFXD2X+mxvqqLaeZJkVMbQJGrLZqg+8VqfoqmDRpq7apPU2KGD5t1YYQxVlN8C2Y+LKl6ZWUNaXM4AtFoqyqGDrz58/H+vXrsXz5cqSkpCA5ORmRkZFYt24dFi5cqOvhqY2gE8zqAj4TxTbwCeQ1D5k+2tIk+ec21CpSbL0DNRILpq+2uGDjM43XnGf6aEto8JF01lBRlhrDUNNlVGf79u3YvHkzhg4dytZ16tQJTZs2RWBgIJYtW6bwfWvXruVsIzg4uM7jVBUSZgogcVYzz85uqNVTxbctvkQFoRn0VTCJTZzZdA/iLbO+pmxxEYHWPUIE4e3SBMYmRjBWkOXeWGrw6/aQm5uL119/Xa7+9ddfR25urtL3xcTEcOpfIpHoRJjRVKYW4SruNDEdx1UEiTnmrCbEOPXHRUyK8bj4hKsI0sRUI5+2NAFXEaSPU5qA8lWVYsPIWKK0GDqdOnXC+vXr5erXr1+PTp06KX1fRkYGp6KrPGgkzJSg7cz9hObRVxGjCVtcPYqasCU2AaMNxHZsYhNnXEWnJsSZrj1vElNjGJnJF4kprctcuXIltm7dCjc3N0ycOBGTJk2Cm5sb4uLisGrVKl0PT21oKrMGaEpTGLa4TGdqCi7xWLqAzxgwijdTTsHZr0UluviM/VLFFp9TqGKf1lTmHTMCecx8fX1x69YtfP3117hx4wYYhsGIESMQGBgIJycnpe8LCwvjbCM6OloTQ1UJEmZaJvfM15y9b3UVMXwKGFVs8SkE9VXAEJpBbEJQjDFghGYxNjVWuOWQMc13AQCcnJyUBvkrIyUlhVM7iY4WWNBHWwv6OqXJZ/wX34htmpEvW6qIyLraUkWQ1NUDJeRgezF51wDxTWlypa5Tmrr0uEmMJUoLoR7Hjx/nVCiPmYAhcSYuW3WFTy8YedwqoZxjyhFTGgryuGkeYzMjGJsZKyj0+NYkf//9N/744w8UFxcDAHS5WyV9sgKjrgKGz/xh+mpLVcTkNROqLUIx+i506iI6VT03Yl2lKZFIIDFSUCiPmUZ4+vQp+vXrh7Zt22LQoEHIysoCAEyaNAkzZ2ou6bwqkDDjCJ9eM331ZOlr+gy+Ecs2SnxOMapqi8/j0oSHjk8BIyYPnSGg2FtWWQwZhmFw//591sOlLjNmzICpqSkyMzNhZWXF1n/44Yc4cuRIXYepFiTMeICvlZ2ELGLxLtHUaSVim2LkGxJMdUeMXjOKMVMMwzBwdXXFw4cP69RPfHw8VqxYgWbNmsnUu7q64v79+3XqW11ImAkUsXiyVJ1iFFOsGVGJvsZ/6astTSCWRQB8TvXqagGAkRJvmZGBe8yMjIzg6uqKp0+f1qmfFy9eyHjKqnjy5AnMzc3r1Le6kDBTAX1dBCAW+IwzU8ezJBYPHUEQ4sFIIoGRkYJCMWZYuXIlPv/8c6Snp6vdR69evfD999+zf0skEkilUqxatQp9+vTRxDBVhoQZT/A5namOgBGLh05VSMCID3W9S0KOaauTLQ3tL6kq6nqy+LSlDmKbzqQYM+WMHj0aFy5cQKdOnWBpaQk7OzuZwoVVq1bh22+/xcCBA1FaWorZs2fD3d0dJ0+exIoVK7R8BIqhBLMqoq+7ARDiQ90Et+rsbqBuslShZ8qnhLOE0FEWTyaRkscsNja2zn24ubkhNTUV33zzDYyNjfHixQuMGDEC06ZNQ5MmTeo+SDUgYUboBNoNgCDUg8RZ3VF3m6bC02t497gZmxnBWMG+mMYSKa/jECLjxo3TSD+Ojo5YsmSJRvrSBDSVKXD0dYpRXYQeZyYGW+qir8Hy+mrrVYQ+xUirThWjMIfZ/woB3LlzBwsWLMBHH32EnJwcAMCRI0dw9epVTu/ftm0b9u3bJ1e/b98+bN++XaNj5QoJMzUQwyIASv4qi74G5lMMne4QW5wZn/A5XrGdG1UxNlUSY6bAi2ZoJCYmwsPDA3/99RcOHDiA58+fAwBSU1OxaNEiTn0sX74c9vb2cvUODg6IjIzU6Hi5QsKMkIE8dISm0degfHURcsydIvTVayaWRQASYyOlxdCZO3cuIiIikJCQADMzM7a+T58+OHfuHKc+7t+/DxcXF7l6Z2dnZGZmamysqkCfrJqo4zVTd9EACRjCEDGUKUZ1oGk/w8HY1ERpMXTS0tIwfPhwufrXXnuNc34zBwcHpKamytVfuXIFjRo1qvMY1YE+WYKoAXVWMPJti88FB3yuYiQMEz4XN6i7CIBPJKYmMDKTf1RLdLjJtlBo0KABsrKy5DxeKSkpaNq0Kac+Ro0aheDgYFhbW6NXr14AKqdIQ0JCMGrUKKXvW7t2rcrj/eSTT2BtbV1rO/KYETpFaDnNbL0DNSLEhB77JYbFBnzDq4dODY/Xq2JF6FOM+hpnxreQkxgZKS2qsHjx4soN0asVR0dH9nWGYbB48WI4OTnB0tISvXv3lgugLykpQVBQEOzt7VGvXj0MHTpUbkukvLw8jBkzBra2trC1tcWYMWPw7NkztY+/JgICAjBnzhxkZ2eziWHPnDmDWbNmYezYsZz6iIiIQLdu3dCvXz9YWlrC0tIS/v7+6Nu3b40xZqGhofjqq68QExPDqYSFheHx48ecxkTCTCQIPfZLnxYbkGghCEIoGJmZwMjMVEFRfcKrQ4cOyMrKYktaWhr72sqVKxEdHY3169fj4sWLcHR0RP/+/VFYWMi2CQ0NxcGDB7F7926cPn0az58/x5AhQ1BRUcG2CQgIwOXLl3HkyBEcOXIEly9fxpgxY+p2EpSwbNkytGjRAk2bNsXz58/h5uaGXr16wcfHBwsWLODUh5mZGfbs2YObN29i586dOHDgAO7cuYOtW7fKxK0p4tKlS8jIyOBULC0tOR+XToXZN998g44dO8LGxgY2Njbw9vbG77//zr6uKQWvLcSwOpNQDRJltSP02C9abKAcfV/BqA5CXwRgZGSktKiKiYkJHB0d2fLaa68BqHzWxsbGYv78+RgxYgTc3d2xfft2FBUVYdeuXQCA/Px8bNmyBatXr4afnx+6dOmCHTt2IC0tDUePHgUAXL9+HUeOHMHmzZvh7e0Nb29vbNq0Cb/++itu3rypuZPyP0xNTbFz507cvn0be/fuxY4dO3Djxg388MMPMDZWbdWqq6srPvjgAwwZMgTOzs61tl+0aBHq16/Puf958+Zx3o1Ap8KsWbNmWL58OS5duoRLly6hb9++ePfdd1nxpSkFLyT0ybMkRvQ1lYXQp04JecQWwC/0qVN9pdJjprioyu3bt+Hk5AQXFxeMGjUKd+/eBQBkZGQgOzsb/v7+bFtzc3P4+vri7NmzAICkpCSUlZXJtHFycoK7uzvb5ty5c7C1tUW3bt3YNm+99RZsbW3ZNppk6dKlKCoqQqtWrfD+++9j5MiRcHV1RXFxMZYuXapxe9VZtGiRws3PlREeHo4GDRpwaqtTYfbOO+9g0KBBaNu2Ldq2bYtly5ahfv36OH/+vMYUPKEeQp86JeoOn95BsXmWCEIoSCRKYswklY/vgoICmVJSUqKwn27duuH777/HH3/8gU2bNiE7Oxs+Pj54+vQpsrOzAQCNGzeWeU/jxo3Z17Kzs2FmZoaGDRvW2MbBwUHOtoODA9tGkyxZsoTNXVadoqIiXjP59+3bV2EcXUFBAfr27atyf4KJMauoqMDu3bvx4sULeHt7a0zBK6KkpETuYlYXPqczScAQhojQp051CXmW/oPPadp//uBvc+vaPGbNmzdnA+1tbW0RFRWlsJ+BAwfivffeg4eHB/z8/PDbb78BgEx2e4lEdjcBhmHk6l7l1TaK2nPpRx2U9XvlyhXO04aa4MSJEygtLZWrf/nyJU6dOqVyfzoXZmlpaahfvz7Mzc0xZcoUHDx4EG5ubhpT8IqIioqSuZCbN2+u4aMitI1YtmZSdYqRT1t1QWwChhAflGy2EiNjI6UFAB48eID8/Hy2hIeHc+q3Xr168PDwwO3bt9nVma8+N3NycthnsKOjI0pLS5GXl1djm3///VfO1uPHj+We5XWhYcOGsLOzg0QiQdu2bWFnZ8cWW1tb9O/fHyNHjtSYPWWkpqayOdCuXbvG/p2amoqUlBRs2bKFc9qO6ug8j1m7du1w+fJlPHv2DPv378e4ceOQmJjIvq4JBf8q4eHhCAsLY/8uKCggcaZj9HVTc0L/KTj7NW9CteDMOjnBomreL0V9aAs+bekrRqbGMFKQTNbof3HUVYvnVKWkpATXr19Hz5494eLiAkdHRyQkJKBLly4AgNLSUiQmJmLFikrvoKenJ0xNTZGQkMCKnqysLKSnp2PlypUAAG9vb+Tn5+PChQt48803AQB//fUX8vPz4ePjo/rBKyE2NhYMw2DChAlYsmQJbG1t2dfMzMzQsmVLeHt7K32/ooSyyujYsaPS1zp37symHlE0ZWlpaYl161T35OpcmJmZmaFNmzYAAC8vL1y8eBFr1qzBnDlzAFQq+CZNmrDtlSn46l6znJycGi8Cc3NzmJuba+wY7LpPUzurv6qoKmCend2g9hQon7YIQijwmUSXz2SqmkBs49UHlG2/pOqWTLNmzcI777yDFi1aICcnBxERESgoKMC4ceMgkUgQGhqKyMhIuLq6wtXVFZGRkbCyskJAQAAAwNbWFhMnTsTMmTPRqFEj2NnZYdasWezUKAC0b98eb7/9NiZPnoxvv/0WAPDpp59iyJAhaNeuXR3PxH+MGzcOAODi4gIfHx+Ympqq9P4qQcXF0VPTQsKMjAwwDINWrVrhwoUL7CpXoFLbODg4qLw6FBDAVOarMAyDkpISGQVfRZWCrxJd1RV8FVUKXpPqnCDEgpCnM+sidvi0RRgmQp3ONDIxhbGpfDEyUU2MPHz4EB999BHatWuHESNGwMzMDOfPn2dTQ8yePRuhoaEIDAyEl5cXHj16hPj4eJlM9TExMRg2bBhGjhyJ7t27w8rKCocOHZIRHzt37oSHhwf8/f3h7++Pjh074ocfftDMyXgFX19fGBsb49atWzh9+jROnjwpU5SRkZGBu3fvIiMjA/v374eLiws2bNiAlJQUpKSkYMOGDWjdujX2799fo31nZ2e0bNkSUqkUXl5ecHZ2ZkuTJk3UEmWAjj1m8+bNw8CBA9G8eXMUFhZi9+7dOHHiBI4cOaIxBS9EyLOke/iczqSpU4Ig1EVTHrPdu3fXbEciweLFi7F48WKlbSwsLLBu3boap+fs7OywY8cOlcamLufPn0dAQADu378P5pUtqiQSiVJvV/U8ZR988AHWrl2LQYMGsXUdO3ZE8+bNsXDhQgwbNqzWcWzfvh329vYYPHgwgEqR+91338HNzQ0//vgjp7xo1dGpx+zff//FmDFj0K5dO/Tr1w9//fUXjhw5gv79+wPQnIIniLrCp7DSV1uEYjQRg6WvOcYoPg0wMjVRWgydKVOmwMvLC+np6cjNzUVeXh5bcnNzOfWRlpYmt9cmUDlNeu3aNU59REZGspn9z507h/Xr12PlypWwt7fHjBkzuB/Q/9CpMNuyZQvu3buHkpIS5OTk4OjRo6woA/5T8FlZWXj58iUSExPh7u4u00eVgn/69CmKiopw6NAhvQ/k19ccY+RFFB+UyoJ/xBbjpc/7WPJBlcdMUTF0bt++jcjISLRv3x4NGjSQybZQfUFATbRv3x4RERF4+fIlW1dSUoKIiAi0b9+eUx8PHjxgY+V//vlnvP/++/j0008RFRUlznQZ+gJtz1QJ7WxA6AMkAgmhYGRirNhjZkKzQt26dcPff/9dpz42btyIo0ePonnz5vDz84Ofnx+aNWuGhIQEbNy4kVMf9evXx9OnTwEA8fHxbCiVhYUFiouLVR4T+UIJggcopo1/eE1jwaMtTSCmNBaGvhJUYmQMiZG8CFNUZ2gEBQVh5syZyM7OhoeHh9zqzJpSXVTx5ptvIiMjg91nk2EYfPjhhwgICEC9evU4jaN///6YNGkSunTpglu3brGxZlevXkXLli1VPi4SZtW4H78aLQdyS85XV/hcAFBXW3zmGOPTFkEQRHWse4QIbzrUxLSyyNULcz9oPnnvvfcAABMmTGDrqqfB4LpntpWVFT799FO1x/H1119jwYIFePDgAfbv349GjRoBqNyd6KOPPlK5PxJmhMEiZM9S/rkNtDG5AvjMMSY2+PQsGboXi08kxsaQKFjMpqjO0MjIyFDrfb/88gsGDhwIU1NT/PLLLzW2HTp0aK39NWjQAOvXr5erV3e/ThJmGkTIiWYJQhl8ikAxTflRollxUnh6jWBzkqmFiSlgYqagnjxmqqahqGLYsGHshus1pcNQxesGVG6enpmZKbdvJpcp1epQ8D9B6CFCTjRLEAR3JEZGSgsB/PDDD+jevTucnJxw//59AJVbNv3f//2f0vdIpVI4ODiw/1dWuIqyx48fY/DgwbC2tkaHDh3QpUsXmaIq9MkSgkOVeLi6eg1VETB1nfakqUlCSPDpoROTN1Bw3jZjs0qP2avFWIEXzcD45ptvEBYWhkGDBuHZs2eskGrQoAFiY2NrfX9ZWRn69OmDW7du1WkcoaGhePbsGc6fPw9LS0scOXIE27dvh6ura61TpYogYaZDaCqSIISNKt5APmPflAkdfU3+KpYVpNpAYmKqtBg669atw6ZNmzB//nyZpPJeXl5IS0ur9f2mpqZIT0+vdb/M2jh27BhiYmLQtWtXGBkZwdnZGaNHj8bKlSsRFRWlcn8kzEQMn54lPm0RhCFSm/iw6R4kUwgDwcgIMDJWUOjxnZGRoXCq0NzcHC9evODUx9ixY7Fly5Y6jePFixfs1KidnR0eP34MAPDw8EBycrLK/VHwP0EQdV4AoEqgfF0XAPBpS9eQACMkpqaQmMp7xxTVGRouLi64fPmy3CKA33//HW5ubpz6KC0txebNm5GQkAAvLy+53GXR0dG19tGuXTvcvHkTLVu2ROfOnfHtt9+iZcuW2LhxI5o0acL9gP4HCbNXyD3zdZ2y+PO5MpMgCP2DxBghQ5WHTFG9gfP5559j2rRpePnyJRiGwYULF/Djjz8iKioKmzdv5tRHeno63njjDQCQizXjOsUZGhqKrKwsAMCiRYswYMAA7Ny5E2ZmZoiLi+N+QP+DhBlh8KiSz6yuniWh2iKEgdhEGeVO0z4SY8XxZBJj8ph98sknKC8vx+zZs1FUVISAgAA0bdoUa9aswahRozj1cfz48TqP4+OPP2b/36VLF9y7dw83btxAixYtYG9vr3J/NElNcIY2NCcIQl3EtJm5kFZmVm3JpKgQwOTJk3H//n3k5OQgOzsbDx48wMSJE3UyltLSUty8eRNmZmZ444031BJlAHnMDAoxbQMlVFuEMOA1+avIdhswVM+S3mJiomRLJnp8Z2RkoLy8HK6urjIi6Pbt2zA1NeW0T+Xw4cMVTllKJBJYWFigTZs2CAgIQLt27ZT2UVRUhKCgIGzfvh1A5ZRoq1atEBwcDCcnJ8ydO1el4yKPmRaoS4yaqpAgIcQIr6klRCSq+IYEnPCp2pJJUTF0xo8fj7Nnz8rV//XXXxg/fjynPmxtbXHs2DEkJyezAi0lJQXHjh1DeXk59uzZg06dOuHMmTNK+wgPD8eVK1dw4sQJWFhYsPV+fn7Ys2ePagcFEmYKoeB9Ql+gpLb8QiKQ0DiKkstWFQMnJSUF3bt3l6t/6623cPnyZU59ODo6IiAgAHfv3sX+/ftx4MAB3LlzB6NHj0br1q1x/fp1jBs3DnPmzFHax88//4z169ejR48eMt43Nzc33LlzR+XjImGmYyjnF1ETYgreF3NaCkIc8Lk4QihxZrQlk3IkEgkKCwvl6vPz8zlvp7RlyxaEhobCqNr5NDIyQlBQEL777jtIJBJMnz4d6enpSvt4/Pgxm8esOi9evFAreS19soRg4XOalk/PklC9WGISgQRhMBiZAMam8sWIYsx69uyJqKgoGRFWUVGBqKgo9OjRg1Mf5eXluHHjhlz9jRs32H4tLCxqFFhdu3bFb7/9xv5d1XbTpk3w9vbmNI7q0CdLaA0Kyif0BVoAIAxbqlB4eo1gvF51QmJUWRTVGzgrV65Er1690K5dO/Ts2RMAcOrUKRQUFODYsWOc+hgzZgwmTpyIefPmoWvXrpBIJLhw4QIiIyMxduxYAEBiYiI6dOigtI+oqCi8/fbbuHbtGsrLy7FmzRpcvXoV586dQ2JiosrHRZ+sHkBpLPj19pBniSAIvmCMTJQWQ8fNzQ2pqakYOXIkcnJyUFhYiLFjx+LGjRtwd3fn1EdMTAxCQ0NZkdezZ0+sXLkSM2bMYLP++/v7Y/fu3Ur78PHxwZkzZ1BUVITWrVsjPj4ejRs3xrlz5+Dp6anycdEnSxCExhBqGgs+t2YS2zZQBWfW8Ra7xactvUEiqSyK6gk4OTkhMjJS7fcbGxtj/vz5mD9/PgoKCgAANjY2Mm1atGhRaz8eHh5sugxlLF++HFOmTEGDBg1qbEceMy2hSsoMPhcA0GIDgiAIbghhKpQxNlFaCM1iY2MjJ8o0SWRkJHJzc2ttR8KMIP6Hvi4AUMUWTdMShMCoijFTVAhRwTAMp3b0ySqBcpkRhHbR9JSnmKYP9Q0+pycNbirUyER5IfQSEmaEygh1sQF5ewwbMa2aJAiuMBIJGImRgkIxZvoKCTOCUANaBSoM+PSSqWJLCCJRFc8Sn+kuxLSZuSAwMlZeCJSXl+Po0aP49ttv2WSz//zzD54/f67jkakP+UK1iF33abxNiTbwCeQc2E/5xQiCIEQC5TFTyv379/H2228jMzMTJSUl6N+/P6ytrbFy5Uq8fPkSGzduVPi+tWvXcrYRHBysqeFyhoQZoVVIBCrH1juQN28Yn7ZeTWMhtuSsBCEkGCPFKzApjxkQEhICLy8vXLlyBY0aNWLrhw8fjkmTJil9X0xMjMzfjx8/RlFREZvG4tmzZ7CysoKDg4NGhVnPnj1haWlZazuS3ARBaJWaRBmfgo3Eof5gUHtmUvC/Uk6fPo0FCxbAzEx2Q3dnZ2c8evRI6fsyMjLYsmzZMnTu3BnXr19Hbm4ucnNzcf36dbzxxhv48ssvOY0jOTkZaWlp7N//93//h2HDhmHevHkoLS1l6w8fPowmTZrU2h8Jsxrgc2Um5RdTjr7umUkQBFErGk6XsWHDBri4uMDCwgKenp44deqUhgfMH1KpVOFm5Q8fPoS1tTWnPhYuXIh169ahXbt2bF27du0QExODBQsWcOrjs88+w61btwAAd+/exahRo2BlZYV9+/Zh9uzZnPqojk6FWVRUFLp27Qpra2s4ODhg2LBhuHnzpkwbhmGwePFiODk5wdLSEr1798bVq1dl2pSUlCAoKAj29vaoV68ehg4diocPH/J5KAShVWixgTAQW0oOSmMhfhgjYyVbMqke/L9nzx6EhoZi/vz5SElJQc+ePTFw4EBkZmZqYeTap3///oiNjWX/lkgkeP78ORYtWoRBgwZx6iMrKwtlZWVy9RUVFfj333859XHr1i107twZALBv3z706tULu3btQlxcHPbv38+pj+qoLMzGjx+PkydPqmxIEYmJiZg2bRrOnz+PhIQElJeXw9/fHy9evGDbrFy5EtHR0Vi/fj0uXrwIR0dH9O/fn119AQChoaE4ePAgdu/ejdOnT+P58+cYMmSIQiXNN6rsAFBXhJrGgiAIojq0MlMFqrZkUlRUJDo6GhMnTsSkSZPQvn17xMbGonnz5vjmm2+0MHDtExMTg8TERLi5ueHly5cICAhAy5Yt8ejRI6xYsYJTH/369cPkyZNx6dIlNgHspUuX8Nlnn8HPz49THwzDQCqVAgCOHj3KisLmzZvjyZMnKh+XysKssLAQ/v7+cHV1RWRkZI3zuLVx5MgRjB8/Hh06dECnTp2wbds2ZGZmIikpCUDlwcbGxmL+/PkYMWIE3N3dsX37dhQVFWHXrl0AgPz8fGzZsgWrV6+Gn58funTpgh07diAtLQ1Hjx5Ve2yE5uBzmpY8S8rhc5pWqGksCEJsaGoT89LSUiQlJcHf31+m3t/fH2fPntXkkHnDyckJly9fxqxZs/DZZ5+hS5cuWL58OVJSUuDg4MCpj61bt6Jp06Z48803YWFhAXNzc3Tr1g1NmjTB5s2bOfXh5eWFiIgI/PDDD0hMTMTgwYMBVMayNW7cWOXjUlmY7d+/H48ePcL06dOxb98+tGzZEgMHDsRPP/2k0B2oCvn5+QAAOzs7AJUHlZ2dLXMhmZubw9fXl72QkpKSUFZWJtPGyckJ7u7uor3YCILQDrTYQDl8erHEhk4XANQSY1ZQUCBTSkpKFHbz5MkTVFRUyAmFxo0bIzs7W+uHoS0sLS0xYcIErF+/Hhs2bMCkSZM4rXys4rXXXsPhw4dx48YN7Nu3D3v37sX169dx+PBhzuIuNjYWycnJmD59OubPn482bdoAAH766Sf4+PiofExqLeto1KgRQkJCEBISgpSUFGzduhVjxoxB/fr1MXr0aAQGBsLV1VWlPhmGQVhYGHr06AF3d3cAYC8WRRfS/fv32TZmZmZo2LChXBtlF1tJSYnMxVu1o7yu4TO1BKWxUI6+prEgCEJ8SCGBFPLTllV1zZs3l6lftGgRFi9erLQ/yStToAzDyNWJiVu3buHEiRPIyclhpxOr+OKLLzj307JlSzAMg9atW8PERDVp1LFjR5lVmVWsWrUKxsaqxwLWKfg/KysL8fHxiI+Ph7GxMQYNGoSrV6/Czc1NLk9IbUyfPh2pqan48ccf5V5T50KqqU1UVBRsbW3Z8uqFTRCGDp9iUWyeJUI5tNhA80gZRmkBgAcPHiA/P58t4eHhCvuxt7eHsbGxnMMiJydHrek2IbBp0ya4ubnhiy++wE8//YSDBw+y5eeff+bUR1FRESZOnAgrKyt06NCBXQgRHByM5cuXcx7Ls2fPsHnzZoSHhyM3NxcAcO3aNeTk5Kh8XCoLs7KyMuzfvx9DhgyBs7Mz9u3bhxkzZiArKwvbt29HfHw8fvjhByxdupRzn0FBQfjll19w/PhxNGvWjK13dHQEgBovJEdHR5SWliIvL09pm1cJDw+XuZAfPHigdGxi28xcXxcAkHePqAsUh2bYiHkBQAWjvACAjY2NTDE3N1fYj5mZGTw9PZGQkCBTn5CQoNZ0mxCIiIjAsmXLkJ2djcuXLyMlJYUtycnJnPoIDw/HlStXcOLECVhYWLD1fn5+2LNnD6c+UlNT4erqihUrVuCrr77Cs2fPAAAHDx5UKpRrQmVh1qRJE0yePBnOzs64cOECLl26hClTpsjkDBkwYACbQbcmGIbB9OnTceDAARw7dgwuLi4yr7u4uMDR0VHmQiotLUViYiJ7IXl6esLU1FSmTVZWFtLT05VebObm5nIXM6E/0AIAYSCkBQCG7JUzFM+SvsIwjNKiKmFhYdi8eTO2bt2K69evY8aMGcjMzMSUKVO0MHLtk5eXhw8++KBOffz8889Yv349evToITPL5ubmhjt37nDqIywsDJ988glu374tI+4GDhyoVhYLlYVZTEwM/vnnH3z99dds3o5XadiwITIyMmrta9q0adixYwd27doFa2trZGdnIzs7G8XFxQAqpzBDQ0MRGRmJgwcPIj09HePHj4eVlRUCAgIAALa2tpg4cSJmzpyJP//8EykpKRg9ejQ8PDw4L3XVNnymzCD0FxKBwkCfvW/6upm5mJEq8ZZJVddl+PDDDxEbG4ulS5eic+fOOHnyJA4fPgxnZ2fND5wHPvjgA8THx9epj8ePHysM8n/x4gXn2LuLFy/is88+k6tv2rSpWgsrVA7+HzNmjMpGlFGVO6V3794y9du2bcP48eMBALNnz0ZxcTECAwORl5eHbt26IT4+XsZDFxMTAxMTE4wcORLFxcXo168f4uLi1Aq6MyRoAQBBaJeCs1/rtZAjtI9UiQhTR5gBQGBgIAIDxXvfr74BeZs2bbBw4UKcP38eHh4eMDU1lWnLZZ/Lrl274rfffkNQUKVnuUqMbdq0Cd7e3pzGZGFhoXAR4c2bN/Haa69x6qM6Ot1si4srViKRYPHixTWuMrGwsMC6deuwbh39AhMqJAKVQ6tACUI9bLoH6b3nrYJhUKHgWamozhB4dWFh/fr1kZiYiMTERJl6iUTCSZhFRUXh7bffxrVr11BeXo41a9bg6tWrOHfunFyfynj33XexdOlS7N27l7WdmZmJuXPn4r333uN4ZP9Be2USBKFzKL8YIXR0lcuMYZQXQ6T6BuQ1lbt373Lqz8fHB2fOnEFRURFat26N+Ph4NG7cGOfOnYOnpyenPr766it2SrS4uBi+vr5o06YNrK2tsWzZMpWPkYQZB2gzc+Xo68pMVbLkkweKIAhtUSFllBZDZ+nSpSgqKpKrLy4uVikzhIeHB7Zv34709HRcu3YNO3bsgIeHB+f329jY4PTp09i/fz+WL1+O6dOn4/Dhw0hMTES9evU491MFCTOCEBG04lQ5QloFKjQov5h4kdZQDJ0lS5bg+fPncvVFRUVYsmQJpz6Sk5NlksP+3//9H4YNG4Z58+ahtLRUpfH07dsX06dPx+eff16nxYckzHhCXzczVwV93TOTIAj1oM3Ma6eCUeIxM9S5zGooSyR/5coVdmvH2vjss89w69YtAMDdu3fx4YcfwsrKCvv27cPs2bM59SGVSvHll1+iadOmqF+/PpuVYuHChdiyZQvHo/kPEmYEYWDo62bmBKGPMDUUQ6Vhw4aws7ODRCJB27ZtYWdnxxZbW1v0798fI0eO5NTXrVu32NRf+/btg6+vL3bt2oW4uDjs37+fUx8RERGIi4vDypUrYWZmxtZ7eHhw3gi9OjpdlUkQBKEL+ExjIbaUGQVn1mllOlIfVlBa9wjh3fMmlQIVCuYtpQY8lxkbGwuGYTBhwgQsWbIEtra27GtmZmZo2bIl51QXDMOwe2wePXoUQ4YMAVC5B+mTJ0849fH999/ju+++Q79+/WSS9Xbs2BE3btzgelgsJMw4knvma96mI2kzc+U08AnkbUpUqGks8s9t4NXrRRB1oUqQiV2U6QopGEgV+McU1RkK48aNA1C5O1D37t1V3nS8Ol5eXoiIiICfnx8SExPZ/KoZGRmc9xB99OgR2rRpI1cvlUpRVlam8phoKpMgCKVQGgv9QVcLAEiQ1Y0KqfJi6Pj6+tZJlAGV3rfk5GRMnz4d8+fPZwXWTz/9xHkP0Q4dOuDUqVNy9fv27UOXLl1UHhN5zPQUPj1LfNpSBfIsEdrExmcaiUkBoMoUaeHpNTrLR6YulGBWu3Ts2FFmVWYVq1at4rx70KJFizBmzBg8evQIUqkUBw4cwM2bN/H999/j119/VXlM5DEjCA1Aq0AJgtAGlGBWN1hYWMht8aSMd955B3v27MHhw4chkUjwxRdf4Pr16zh06BD69++vsm0SZgJFiB4oglAHyi8mvmla2sxcOJRVMEqLIZKamsoG62uCiooKfPXVV3jzzTfh6Ogos8KTS8qN8vJyLFmyBG5ubkhMTMTz589RVFSE06dPw9/fX60xkTDjET5zmakCnyJQbIKTpkIpzowgdImUYZQWQ6RLly7saslWrVrh6dOndepvyZIliI6OxsiRI5Gfn4+wsDCMGDECRkZGNe7RXYWJiQlWrVqFioqKOo2jOiTMVIDPrZkIw4NPEUiCk0SgtqEdADRDuZRBmVQqV8oNdEumBg0asAlc7927V2fv2c6dO7Fp0ybMmjULJiYm+Oijj7B582Z88cUXOH/+PKc+/Pz8cOLEiTqNozoU/E8QGoLPxQa0sIEg/oPPHGnWPULw6PCXvNgClK/ANNRVme+99x58fX3RpEkTSCQSeHl5KQ3S57KReXZ2NrsvZv369ZGfnw8AGDJkCBYuXMhpTAMHDkR4eDjS09Ph6ekptz/m0KFDOfVTBQkzQiPQKlCCINRFW0ltFSG2lZlVHjJF9YbId999hxEjRuDvv/9GcHAwJk+eDGtra7X7a9asGbKystCiRQu0adMG8fHxeOONN3Dx4kWYm5tz6mPq1KkAgOjoaLnXJBKJytOcJMwIAPqb1JY8S4YHn2ksxJYyQx+y7xsaUgCKZi0NU5ZV8vbbbwMAkpKSEBISUidhNnz4cPz555/o1q0bQkJC8NFHH2HLli3IzMzEjBkzOPWhycUIAMWYqUxd48z4zLIvpoz+BFGFvi42EJOAA2i1pFAor5CiTEEpN9S5zGps27aNFWUPHz7Eo0ePVO5j+fLlmDdvHgDg/fffx6lTpzB16lTs27cPy5cv1+h4uUIeMwEjtu2SCHHB55ZThGFDnjr1qWAqi6J6Q0cqlSIiIgKrV6/G8+fPAQDW1taYOXMm5s+fDyMj1X1Pb731Ft566y2V3rN27VqF9RKJBBYWFmjTpg169erFOWEtCTOCECl8TtPWdSNusU35EZqFD1Fm0z2I8wbjdY0zcxowR+33qkqVh0xRvaEzf/58bNmyBcuXL0f37t3BMAzOnDmDxYsX4+XLl1i2bBmnfm7evIl169bh+vXrkEgkeP311xEUFIR27dpxen9MTAweP36MoqIiNGzYEAzD4NmzZ7CyskL9+vWRk5ODVq1a4fjx42jevHmt/dFUJqET6hq8z9WTSF4hgiDEDOUxU8727duxefNmTJ06FR07dkSnTp0QGBiITZs2IS4ujlMfP/30E9zd3ZGUlIROnTqhY8eOSE5Ohru7O/bt28epj8jISHTt2hW3b9/G06dPkZubi1u3bqFbt25Ys2YNMjMz4ejoyDlmjYQZoddoQpSp4pWqqz1aqMA/hhZnpsrqx7p6uvi0pa+USRmlxdDJzc3F66+/Llf/+uuvIzc3l1Mfs2fPRnh4OM6dO4fo6GhER0fj7NmzmDdvHubM4eYZXbBgAWJiYtC6dWu2rk2bNvjqq68QHh6OZs2aYeXKlThz5gyn/kiYCRy+PEuasEUQhohQt4Ei9AOplFFaDJ1OnTph/fr1cvXr169Hp06dOPWRnZ2NsWPHytWPHj0a2dnZnPrIyspCeXm5XH15eTnbh5OTEwoLCzn1R8KM0Bi0UEG/MTTPEkEIgXIl3jJDzfxfnZUrV2Lr1q1wc3PDxIkTMWnSJLi5uSEuLg6rVq3i1Efv3r1x6tQpufrTp0+jZ8+enPro06cPPvvsM6SkpLB1KSkpmDp1Kvr27QsASEtLg4uLC6f+SJipAW3NJD74jDOjmDbF0GbmBKE6FQyjtBg6vr6+uHXrFoYPH45nz54hNzcXI0aMwM2bN2sUVb/88gtbhg4dijlz5mD69OnYsWMHduzYgenTp2Pu3LkYPnw4p3Fs2bIFdnZ28PT0hLm5OczNzeHl5QU7Ozts2bIFQOWuAqtXr+bUH63K1AGUuZ7QFJRAV3zUdYUr3/CZlZ92AJCnTMrAREFuDIoxq8TJyYnz6ssqhg0bJle3YcMGbNgg+1yeNm0apkyZUmt/jo6OSEhIwI0bN3Dr1i0wDIPXX39dZlVnnz59OI+PPGaEDHwKRjGJU33dYJxEnXYRkwBTBG1ErntoVabmkUqlnIqqWym1atUK7dq1w+DBgzmn2lAECTM1oelMgtAu+hDTJvZYOU2slORT3InBA6YqZRVSlCoolMdMOBQVFWHixImwsrJChw4dkJmZCQAIDg5Wa/cAEmYiQEyeJdpyin/4jGkTu9DQNmL3kBHCo0LKKC2EMAgPD8eVK1dw4sQJWFhYsPV+fn7Ys2ePyv2RMCMIQi/RxWIDsQhXIU9R8pnPjOtOAbqktJxBablUQSFhJhR+/vlnrF+/Hj169IBEImHr3dzccOfOHZX7I2FWDWf/mbzZIs9SJXx6A2llJlETYhFVhGGhWJRVFqIyV9jRo0fx7bffsnnC/vnnH3bvTD54/PgxHBwc5OpfvHghI9S4QsJMJFBQvmGhrwsADGmqr6ZjFVuWe7GNV5+QKpnG1GaC2ZYtW0IikciUuXPnyrTJzMzEO++8g3r16sHe3h7BwcEoLS2VaZOWlgZfX19YWlqiadOmWLp0KZhXFi0kJibC09MTFhYWaNWqFTZu3Mh5nPfv34eHhwfeffddTJs2DY8fPwZQmd9s1qxZah696nTt2hW//fYb+3eVGNu0aRO8vb1V7k+nwuzkyZN455134OTkBIlEgp9//lnmdYZhsHjxYjg5OcHS0hK9e/fG1atXZdqUlJQgKCgI9vb2qFevHoYOHYqHDx/yMn5aAEAYIvoQlE/oL6ouABD6dGZphRKPmZaD/5cuXYqsrCy2LFiwgH2toqICgwcPxosXL3D69Gns3r0b+/fvx8yZ/806FRQUoH///nBycsLFixexbt06fPXVV4iOjmbbZGRkYNCgQejZsydSUlIwb948BAcHY//+/ZzGGBISAi8vL+Tl5cHS0pKtHz58OP7880/OxyqVSnHr1i2cPn0aJ0+elClciIqKwvz58zF16lSUl5djzZo16N+/P+Li4lRO5QHoWJi9ePFC6ZYKQKXqjY6Oxvr163Hx4kU4Ojqif//+MtsahIaG4uDBg9i9ezdOnz6N58+fY8iQISovcyXEiarTtHWZYlTVs0RTp4ZNlajUFy8hec10g66C/62treHo6MiW+vXrs6/Fx8fj2rVr2LFjB7p06QI/Pz+sXr0amzZtQkFBAQBg586dePnyJeLi4uDu7o4RI0Zg3rx5iI6OZr1mGzduRIsWLRAbG4v27dtj0qRJmDBhAr766itOYzx9+jQWLFgAMzMzmXpnZ2c8evSIUx/nz59HmzZt0L59e/Tq1Qu9e/dmC9fcYz4+Pjhz5gyKiorQunVrxMfHo3Hjxjh37hw8PT059VEdnQqzgQMHIiIiAiNGjJB7jWEYxMbGYv78+RgxYgTc3d2xfft2FBUVYdeuXQCA/Px8bNmyBatXr4afnx+6dOmCHTt2IC0tDUePHuX7cPQKmjol9BVtCSVV+9W10FG0AEBbiwJU7VfX50ZIlJRLlRZtsmLFCjRq1AidO3fGsmXLZKYpz507B3d3dzg5ObF1AwYMQElJCZKSktg2vr6+MDc3l2nzzz//4N69e2wbf39/GbsDBgzApUuXUFZWVusYleUae/jwIaytrTkd55QpU+Dl5YX09HTk5uYiLy+PLVw3QgcADw8PbN++Henp6axo9fDw4Pz+6gg2xiwjIwPZ2dkyH5q5uTl8fX1x9uxZAEBSUhLKyspk2jg5OcHd3Z1to4iSkhIUFBTIFF2grwsAhLzYgBAfmp7OrKk/bUydimk6tkoQ2XQPEvTKTUOithizV59lJSUldbYZEhKC3bt34/jx45g+fTpiY2MRGPjffT07OxuNGzeWeU/Dhg1hZmbGbtqtqE3V37W1KS8vx5MnT2odZ//+/REbG8v+LZFI8Pz5cyxatAiDBg3idKy3b99GZGQk2rdvjwYNGsDW1lamKOPV815TURXBCrOqD07Rh1b9QzUzM0PDhg2VtlFEVFSUzIlv3ry52uPkM86MPEviQyzTmapO09ZFbNCemcKGBJmwUJRctqoAQPPmzWWeZ1FRUQr7Wbx4sVxA/6vl0qVLAIAZM2bA19cXHTt2xKRJk7Bx40Zs2bIFT58+ZftTtNqQYRiZ+lfbVE1hqtpGGTExMUhMTISbmxtevnyJgIAAtGzZEo8ePcKKFStqfT8AdOvWDX///TenttVp0KABGjZsyKmoiuD3ylT0odX2gdXWJjw8HGFhYezfBQUFrDiz6z6Ngvp1wLOzG8jTRhACQNF+lTbdg3ifXqR9MytRFk9WVffgwQPY2Niw9dWnDqszffp0jBo1qkZbLVu2VFj/1ltvAQD+/vtvNGrUCI6Ojvjrr79k2uTl5aGsrIx1pjg6Oso5SHJycgCg1jYmJiZo1KhRjWMFKmfILl++jB9//BHJycmQSqWYOHEiPv74Y5nFAK+SmprK/j8oKAgzZ85EdnY2PDw8YGpqKtO2Y8eOCvs4fvw4+/979+5h7ty5GD9+PLsK89y5c9i+fbtSoVwTghVmjo6OACq9Yk2aNGHrc3JyZD7U0tJS5OXlyajSnJwc+Pj4KO27avd3TZF75mvYdefnlzkJmLpTl42/bb0DefOC8WmL+A8+NxnnU3yowqsirOpvoY5XnymtqADK5eOoSv8XW2VjYyMjzJRhb28Pe3t7tcaQkpICAOyz2NvbG8uWLUNWVhZbFx8fD3NzczbY3dvbG/PmzUNpaSkbnB8fHw8nJydWAHp7e+PQoUMytuLj4+Hl5SUnkJRhaWmJCRMmYMKECZyPp3PnzpBIJDKpO6q/v+o1iUSidCGhr68v+/+lS5ciOjoaH330EVs3dOhQeHh44LvvvsO4ceM4jw0QsDBzcXFhd2zv0qULAKC0tBSJiYmsi9LT0xOmpqZISEjAyJEjAQBZWVlIT0/HypUrdTZ2odLAJ1Cl6VASgeKjLqJTVXgVMDza0gZi2hlAW94xPr1u1j1CBJ8GgytSJR4zbeUxO3fuHM6fP48+ffrA1tYWFy9exIwZMzB06FC0aNECAODv7w83NzeMGTMGq1atQm5uLmbNmoXJkyezIjEgIABLlizB+PHjMW/ePDaW64svvmBntKZMmYL169cjLCwMkydPxrlz57Blyxb8+OOPSsf3yy+/cD6WoUOHKqzPyMjg3AcXzp07pzD/mpeXFyZNmqRyfzoVZs+fP5eZ283IyMDly5dhZ2eHFi1aIDQ0FJGRkXB1dYWrqysiIyNhZWWFgIAAAICtrS0mTpyImTNnolGjRrCzs8OsWbPg4eEBPz8/XR0WAdVFYF1tqepZ4lPA8GlLLNj4TBOFSNEEVccqFmFZfQFA1d+aFFW6mBblglCnM0vKGUgVrMAs09KWTObm5tizZw+WLFmCkpISODs7Y/LkyZg9ezbbxtjYGL/99hsCAwPRvXt3WFpaIiAgQCbNha2tLRISEjBt2jR4eXmhYcOGCAsLkwkjcnFxweHDhzFjxgx8/fXXcHJywtq1a/Hee+8pHd+wYcNk/n7V81VVB0Cpt8vZ2Zn9/8mTJ+Hj4wMTE1k5VF5ejrNnz8q0VUbz5s2xceNGrF69Wqb+22+/VSuGXafC7NKlSzJ5Qqo+sHHjxiEuLg6zZ89GcXExAgMDkZeXh27duiE+Pl5mGWxMTAxMTEwwcuRIFBcXo1+/foiLi4OxsbHa4+IzzkwdAcOnJ0tfbRGGA58iUJGtqr+VjUGX04OKRJIy4VRVX5fxVr2v+vtrEmk0dVoZS2ZUQ4yZpnnjjTdw/vz5Wtu1aNECv/76a41tPDw8ak3S6uvri+TkZM7jk0r/E6lHjx7FnDlzEBkZCW9vb0gkEpw9exYLFixAZGQkp/769OmDrKwsuS2V8vPz0adPH045UWNiYvDee+/hjz/+YOPxzp8/jzt37nBOllsdna7K7N27NxiGkStxcXEAKlXv4sWLkZWVhZcvXyIxMRHu7u4yfVhYWGDdunV4+vQpioqKcOjQoTqtsiQIgjv6uguAoXjzAPlVmIqEmqZQFLtGqTlqhvbKVE5oaCjWrFmDAQMGwMbGBtbW1hgwYACio6MRHBzMqQ9liwWfPn2KevXqcepj0KBBuH37Nt59913k5ubi6dOnePfdd3Hr1i3OaTuqI9gYM7HB5wIAQnyoO52pzgIAbdjSZYyUIU176gJl3rGq1zQ99VjdC8ZFkKnrNVMnzkyI05l8x5iJiTt37ijMNWZra8smsVVGVWJ7iUSC8ePHyywIrKioQGpqao2LCFNTU+Hu7g4jo0r/VrNmzWrcfunq1ato166d3JSpIgSbx4wQDurGiqkzLamuLXWEiLorHg0xXqzg7Nc6E0fV7ZLXjB+qpiy13X91G+Q1U0x5hRTl5QqKlvfKFANdu3ZFaGgosrKy2Lrs7GzMnDkTb775Zo3vrcr7xjAMrK2tZXLBOTo64tNPP8WOHTuUvr9Lly4yed1qw9vbG5mZmZzaksdMg6jrNRN6nBkhPsS+OlPTHjpdx5nVhtDizKrXK3pN3fEqs0WxZMqRVsvy/2q9obN161YMHz4czs7O7IrRzMxMtG3bFj///HON7922bRsbPrVu3TrOWzhVwTAMFi5cCCsrK07tq29pVRskzAwMPldL1oaysfApOml1JkHUTPVpTW0gNFEmtOlMaYUUUgXeMUV1hkabNm2QmpqKhIQE3LhxAwzDwM3NDX5+fpx2DmAYBrt27cL8+fNVFma9evXCzZs3Obf39vauMeltdUiYiRixr5gUikAk/oPPpLY1eZaEMo1oyMlmaxsPn+MV2rnhE/KY1YxEIoG/v7/cZuhcMDIygqurK54+fQpXV1eV3nvixAmV7XGFhJkS1E2ZQYsAdIe6okIdT5a+2lIXSjYrj5iSyiqDr3xjhiy8akNawUBaoUCYKagzNJYuXVrj61988UWtfaxcuRKff/45vvnmG7msD7qCgv8JzvDp4SJvmrDQhRB61aa2x6DJ/qu8gerEmukCdUWROuPl05a6U5JC2jWgymOmqBg6Bw8elCl79+7FihUrsHr16lpjzKoYPXo0Lly4gE6dOsHS0hJ2dnYyRReQx0wLCH3vTL6z8pPI0h2a8ppxERjqeLJUmc58dXWmpoWamD1b+oAQdwMQAky5VGHmf4bymLF7eFanoKAA48ePx/Dhwzn1ERsbq+FR1R0SZjUg9B0A9B1aBCBcxJhbTN0xi2Xq1BDgc8pTKIsAKqRSQEGgf4WUhJkibGxssHTpUgwZMgRjxoyptb2qG4zzAU1lagm+BB1AU4yGAJ9CjostIQTt660tkXmO+JzOVIe6iCshTGkyUkZpIRTz7Nkz5Ofnq/y+4uJiFBQUyBRdQMKMUBlVxRmf+dbqImD4Wo2oz7YIzWAI4kwMtoRARQWDigqpgkLCbO3atTJlzZo1mDt3Lj788EO8/fbbnPp48eIFpk+fDgcHB9SvXx8NGzaUKbqAhJkW0VevGZ8I+bjEPh0pRFSdMlTVk1WXKUk+bekCWhUpTBip8mLoxMTEyJS1a9fixIkTGDduHL777jtOfcyePRvHjh3Dhg0bYG5ujs2bN2PJkiVwcnLC999/r+UjUAwJMwHBp2dJTLsG8CnO9NWTpaqtuojOuggYocet0ZSmcvTVa6br6cyKcqnSYuhkZGTIlDt37uD8+fOIjIzknDD20KFD2LBhA95//32YmJigZ8+eWLBgASIjI7Fz504tH4FiSJjVQl1XV+qr10zInixCMXwKQX2N/yLESV2D+HUpzijGTDkTJkxAYWGhXP2LFy8wYcIETn3k5ubCxcUFQOXCgdzcXABAjx49cPLkSc0NVgVImPGAUMVZXb1mQhWCdZ1iVEXAiMmWJuEyTaev4kwVW3WdzuTba8ZlOrO23QA0aasmxOZRVBfF8WWVxdDZvn07iouL5eqLi4s5T0O2atUK9+7dAwC4ublh7969ACo9aQ0aNNDUUFWChBlRJ7gKJk1MndKUpnBsaVoIiS0ey5ARkiAyhClNhlHiMWMM12NWUFCA/Px8MAyDwsJCmVWUeXl5OHz4MBwcHDj19cknn+DKlSsAgPDwcDbWbMaMGfj888+1eRhKIWHGAU0ki+XqNRObgCHEh5CnNG18pqkt0rja0oQIpFgz5YhtvKqgC3EmVeItM+RNzBs0aAA7OztIJBK0bdtWZhWlvb09JkyYgGnTuH3PZ8yYgeDgYABAnz59cOPGDfz4449ITk5GSIhu8tiRMOMRoU5p8mWLT9GpiWk/rgJGbLa4oilbqogYLtsYVQkrRQJLU4JJcFO1IhM7XMeriZWgXG0JIVmsOlCMmTzHjx/Hn//f3r3HRHX2eQD/DpcBRGRVKogIhbTbEalAQRqVvqhtqUqjSNJYU++a1nopSOOlouslIrSmhu1asRjURmt0a021rqsCXlJ0IxaDoDZqIwWlGEQUMMp1nv2j75yXgRkYYWbOmZnvJzmJPHOY58evFL4851ZQACEEjhw5grNnz0pbYWEhKisrkZaW1qv3DgwMRFJSEsLDw81ctekYzExkzQeT29IVkzpKDILmYIuHGZU2l7npAlFfbnLbU/AyNXSZYy5TWSucmeu2GbxK0zza29qMbo4qLi4O48ePR3l5ORITExEXFydtY8aMgb+/f4/vMWXKFL2b0Kanp+PJkyfSx48ePUJoaKglyu8Rg5mVWTvA9DSfOUMgw5l15jLXSpYpc5ktVLzAStiLMnT4U6kXA/R5LjtdObPWXOZaNfvr9JdmeR9TCG270c0RlZaWQvvPx1HV19ejrKwMpaWlBrfunD59Gs3NzdLHX375pXRFJgC0tbXh1q1blvkiesBg1kHFma+tMo89nwOmpHBmzsN+PYUYa85lTra8cgZ0H+aUFM7MeXGDNcKOOW8221O95pxL7nuOWYK2tRXa1hYDW6vcpckiIiICtbW10r8jIyMRERHRZYuMjOz2fTpfPKGkiykYzDrp7jwwcx7O7Gk1y9wrWdaaSzefEuYyN3sNTPX/t7Pb+cwaKnpYOevNnf+7e09zzmVKLdbClTPj7C2cCWFkxUw45opZeXk5XnrpJenfd+/e7XKjWd24rWIwM8ART9K35cCklHBm7hPzuwtMlrgIQMlXa3IuA3PZUTgz9+OgGgv/02hAs7WLALRtLUY3RxQUFASVSiX9u7utOyqVSnqfjmNKoBJKWr+TSUNDA7y9vVFV/QADBgyQxo2tkPUluDkZ+Q9vLBhZInTY41y6thoKLJYKHI40l6UCh7FVK0vMZ6m5Boxd2uU9epzLjA86tOQzLi0R/ozVa465VJ36aiyE9XVVraGhAUP8A1BfX6/3O8OcdL+Xhkz7Ck6uHl1e17Y+R82xVRatQemOHz9ucFylUsHd3R2vvPKKdFf/zpycnDB58mS4ubkB+PuGshMnToSnpycAoLm5GadOnUJ7u/VXJhnMYDyY6XQOaJYIZjqdg4wlV4PknMvc83Vua+dwYQ+BydB81pzLkqtB1jx535K32TB5Lgs8gdpSAc1SK3OG6u3rXJ2DWUedQ1pfwpk1g9nghHQ4ubp3eV3b2oRH/5Pm0MHMyckJKpWqy/lhujGVSoXY2Fj8/PPPGDhwoN4+8+fPN2mOvXv3mq1eUzGYoedgptMxoPU2nPUUzHQ6BhlLH6qzh7kMtbVjsLD0YTpHmAuwn3DWeT6rz2WBYCbNZeaAZulDph3rtWQwA/TDma0Es0GTNxsNZnX/+x8OHcwKCgqQlpaG9PR0xMTEAACKioqwbt06rF+/Ht7e3vjkk0/w5ptvIjc3V+ZqTcdgBtODmY4uoPUmnJkazHR0QcYa51FZcy7dfOaaq6e2eo9ZYrVzqOxpLlWHHw+GDtlZii7IWHM+q85lZ1dWmsuAccv7NFdPwawjr9jkXoczawazge+sg8pAMBOtTXicv8Whg1lYWBhycnIwduxYvfGLFy/i448/xo0bN5Cfn48FCxagsrJSpipfHIMZXjyY9cWLBjMyDdtqGSr+eLAMC66YGeIoDwx/kWDWF9YMZv/29hdQuRgIZm1NeFKQ4dDBzMPDA1euXEFYWJjeeFlZGWJiYvD8+XNUVFRgxIgRePbsmUxVvjhelUlEZOcaLv5Xn8KVJS8woO5p21qNXJXpmPcx6ygqKgorV67Ew4cPpbGHDx9i1apVGD16NADgzp07CAgIkKvEXnGRuwAiIrIOY+HMlOCl28dWVs/shbatFSoDayiCwQy5ubmYNm0aAgICMHz4cKhUKlRWViIkJATHjh0DADx9+hTr16+XudIXYzfBbOfOndi2bRuqq6sxcuRIZGVl4a233pK7LCIixTMUtoyFtb6eB0YvRmjbAQOPX3LURzJ19Nprr+H333/H6dOncfv2bQghoNFo8O6778LJ6e8wm5iYKG+RvWAXwezw4cNISUnBzp07MW7cOHz33XeYPHkybt68icDAQLnLIyKyOQxfytDe2gqV6HoSLVfM/qZSqTBp0iRMmjRJ7lLMxi6C2fbt27Fw4UIsWrQIAJCVlYXTp08jOzsbGRkZMldHRETUO0IYWTFz0EcydVZQUICCggLU1NRIDzfX2bNnj0xV9Y3Nn/zf0tKC4uJixMfH643Hx8fj0qVLMlVFRETUd3wkk3GbNm1CfHw8CgoKUFtbi8ePH+tttsrmV8xqa2vR3t4OX19fvXFfX188ePDA4Oc0NzejublZ+ri+vh4A0NjYaLlC/4m3y7AMttUyeLsMC7Hy7TIchbVul6H7XWGNu02J1ibD55O181Dmrl27sG/fPsyePVvuUszK5oOZTueHj+oex2BIRkYGNm3a1GVc8++vWqQ2IiKyP42NjfD29rbIe6vVavj5+eHBzf82uo+fnx/UarVF5rcFLS0tXW4uaw9sPpj5+PjA2dm5y+pYTU1Nl1U0nS+++AKpqanSx0+ePEFQUBAqKyst9j+ZI2hoaMDw4cNx7949h73hobmwl+bBPpoH+6hPCIHGxkb4+/tbbA53d3eUl5ejpcX4IUu1Wg139643n3UUixYtwsGDB23udhg9sflgplarERUVhby8PEyfPl0az8vLw7Rp0wx+jpubm/RE+Y68vb35Q8cMBgwYwD6aCXtpHuyjebCP/2KNP+Ld3d0dOnj1pKmpCTk5OcjPz8eoUaPg6uqq9/r27dtlqqxvbD6YAUBqaipmz56N6OhojBkzBjk5OaisrMTixYvlLo2IiIgsoLS0FBEREQCA69ev671m7FQmW2AXwWzGjBl49OgRNm/ejOrqaoSFheHkyZMICgqSuzQiIiKygHPnzsldgkXYRTADgCVLlmDJkiW9+lw3Nzds2LDB4OFNMh37aD7spXmwj+bBPpLS3b9/HyqVCsOGDZO7lD5TCWtc70tERERkRlqtFlu2bMHXX3+Np0+fAgC8vLzw+eefIy0tTXosk62xmxUzIiIichxpaWnIzc1FZmYmxo0bByEELl68iI0bN6KpqQnp6elyl9grXDEjIiIim+Pv749du3Zh6tSpeuPHjh3DkiVLUFVVJVNlfWOb63xERETk0Orq6qDRaLqMazQa1NXVyVCReTCYERERkc0JDw/Hjh07uozv2LED4eHhMlRkHgxmAHbu3Ing4GC4u7sjKioKv/76q9wlKUZGRgZGjx4NLy8vDBkyBImJibh165bePkIIbNy4Ef7+/vDw8MD48eNx48YNvX2am5uxfPly+Pj4wNPTE1OnTsX9+/et+aUoSkZGBlQqFVJSUqQx9tF0VVVVmDVrFgYPHox+/fohIiICxcXF0uvsZc/a2tqwbt06BAcHw8PDAyEhIdi8eTO02n89b5J9JCX76quvsGfPHoSGhmLhwoVYtGgRQkNDsW/fPmzbtk3u8npPOLhDhw4JV1dXsXv3bnHz5k2RnJwsPD09RUVFhdylKcJ7770n9u7dK65fvy5KSkpEQkKCCAwMFE+fPpX2yczMFF5eXuKnn34SZWVlYsaMGWLo0KGioaFB2mfx4sVi2LBhIi8vT1y9elVMmDBBhIeHi7a2Njm+LFkVFRWJl19+WYwaNUokJydL4+yjaerq6kRQUJCYN2+euHz5sigvLxf5+fnijz/+kPZhL3u2ZcsWMXjwYHHixAlRXl4ufvzxR9G/f3+RlZUl7cM+ktJVVVWJtWvXiqSkJDF9+nSRlpYmqqqq5C6rTxw+mMXExIjFixfrjWk0GrFmzRqZKlK2mpoaAUBcuHBBCCGEVqsVfn5+IjMzU9qnqalJeHt7i127dgkhhHjy5IlwdXUVhw4dkvapqqoSTk5O4tSpU9b9AmTW2NgoXn31VZGXlyfi4uKkYMY+mm716tUiNjbW6OvspWkSEhLEggUL9MaSkpLErFmzhBDsI9muyspKMX/+fLnL6DWHPpTZ0tKC4uJixMfH643Hx8fj0qVLMlWlbPX19QCAQYMGAQDKy8vx4MEDvR66ubkhLi5O6mFxcTFaW1v19vH390dYWJjD9Xnp0qVISEjAO++8ozfOPpru+PHjiI6OxgcffIAhQ4YgMjISu3fvll5nL00TGxuLgoIC3L59GwBw7do1FBYWYsqUKQDYR7JddXV1+P777+Uuo9cc+j5mtbW1aG9vh6+vr964r68vHjx4IFNVyiWEQGpqKmJjYxEWFgYAUp8M9bCiokLaR61WY+DAgV32caQ+Hzp0CFevXsWVK1e6vMY+mu7u3bvIzs5Gamoq1q5di6KiInz22Wdwc3PDnDlz2EsTrV69GvX19dBoNHB2dkZ7ezvS09Mxc+ZMAPyeJJKLQwcznc4POxVC2PQDUC1l2bJlKC0tRWFhYZfXetNDR+rzvXv3kJycjDNnzsDd3d3ofuxjz7RaLaKjo7F161YAQGRkJG7cuIHs7GzMmTNH2o+97N7hw4dx4MABHDx4ECNHjkRJSQlSUlLg7++PuXPnSvuxj0TW5dCHMn18fODs7NzlL7uampoufyU6uuXLl+P48eM4d+4cAgICpHE/Pz8A6LaHfn5+aGlpwePHj43uY++Ki4tRU1ODqKgouLi4wMXFBRcuXMA333wDFxcXqQ/sY8+GDh2K0NBQvbERI0agsrISAL8nTbVy5UqsWbMGH374IV5//XXMnj0bK1asQEZGBgD2kUguDh3M1Go1oqKikJeXpzeel5eHsWPHylSVsgghsGzZMhw9ehRnz55FcHCw3uvBwcHw8/PT62FLSwsuXLgg9TAqKgqurq56+1RXV+P69esO0+e3334bZWVlKCkpkbbo6Gh89NFHKCkpQUhICPtoonHjxnW5Zcvt27cRFBQEgN+Tpnr27FmXZwk6OztLt8tgH0mpkpKSut1WrFghd4l9I9NFB4qhu11Gbm6uuHnzpkhJSRGenp7izz//lLs0Rfj000+Ft7e3OH/+vKiurpa2Z8+eSftkZmYKb29vcfToUVFWViZmzpxp8JL6gIAAkZ+fL65evSomTpzo8JfUd7wqUwj20VRFRUXCxcVFpKenizt37ogffvhB9OvXTxw4cEDah73s2dy5c8WwYcOk22UcPXpU+Pj4iFWrVkn7sI+kRPPmzTNps1UOH8yEEOLbb78VQUFBQq1WizfeeEO6FQQJAcDgtnfvXmkfrVYrNmzYIPz8/ISbm5v4xz/+IcrKyvTe5/nz52LZsmVi0KBBwsPDQ7z//vuisrLSyl+NsnQOZuyj6X755RcRFhYm3NzchEajETk5OXqvs5c9a2hoEMnJySIwMFC4u7uLkJAQkZaWJpqbm6V92Eci6+NDzImIiIgUwqHPMSMiIiJSEgYzIiIiIoVgMCMiIiJSCAYzIiIiIoVgMCMiIiJSCAYzIiIiIoVgMCMiIiJSCAYzIiIiIoVgMCMiIiJSCAYzIiIiIoVgMCMiPQ8fPoSfnx+2bt0qjV2+fBlqtRpnzpyRsTIiIvvHZ2USURcnT55EYmIiLl26BI1Gg8jISCQkJCArK0vu0oiI7BqDGREZtHTpUuTn52P06NG4du0arly5And3d7nLIiKyawxmRGTQ8+fPERYWhnv37uG3337DqFGj5C6JiMju8RwzIjLo7t27+Ouvv6DValFRUSF3OUREDoErZkTURUtLC2JiYhAREQGNRoPt27ejrKwMvr6+cpdGRGTXGMyIqIuVK1fiyJEjuHbtGvr3748JEybAy8sLJ06ckLs0IiK7xkOZRKTn/PnzyMrKwv79+zFgwAA4OTlh//79KCwsRHZ2ttzlERHZNa6YERERESkEV8yIiIiIFILBjIiIiEghGMyIiIiIFILBjIiIiEghGMyIiIiIFILBjIiIiEghGMyIiIiIFILBjIiIiEghGMyIiIiIFILBjIiIiEghGMyIiIiIFILBjIiIiEgh/h/TA83335KTlQAAAABJRU5ErkJggg==", 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", 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" ] @@ -859,7 +1326,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 15, "id": "fe9bc187-b64d-414d-9074-5bc5e33c3774", "metadata": {}, "outputs": [ @@ -887,23 +1354,23 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": 16, "id": "18d8326c-fea7-4fb5-a7bc-e38f4bbfdd05", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 24, + "execution_count": 16, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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", 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", 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" ] @@ -934,7 +1401,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 17, "id": "c65618de-eb3d-4f07-804c-81f0199a3ed4", "metadata": {}, "outputs": [ @@ -942,7 +1409,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "{'chunksizes': (1, 964), 'fletcher32': False, 'shuffle': False, 'preferred_chunks': {'phony_dim_0': 1, 'phony_dim_1': 964}, 'zlib': True, 'complevel': 2, 'source': '/home/apbarret/src/NSIDC-Data-Tutorials/notebooks/SMAP/smap_data/SMAP_L3_SM_P_20170323_R18290_001.h5', 'original_shape': (406, 964), 'dtype': dtype('" + "" ] }, - "execution_count": 31, + "execution_count": 20, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -1080,7 +1547,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": 21, "id": "78dc5886-d10a-4ca7-b2df-e10ac1de0c8d", "metadata": {}, "outputs": [], @@ -1112,7 +1579,7 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": 22, "id": "feed97dc-b521-4240-9446-8811c8694aeb", "metadata": {}, "outputs": [ @@ -1123,7 +1590,7 @@ " 0.0, -36032.220840584, 7314540.8306386)" ] }, - "execution_count": 27, + "execution_count": 22, "metadata": {}, "output_type": "execute_result" } @@ -1144,7 +1611,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 23, "id": "98bd706e-78fc-4cc5-a11a-ff0cb22ca93c", "metadata": {}, "outputs": [ @@ -1154,7 +1621,7 @@ "(17367530.445161477, -7314540.830638505)" ] }, - "execution_count": 28, + "execution_count": 23, "metadata": {}, "output_type": "execute_result" } @@ -1173,10 +1640,19 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 24, "id": "4a314543-1a0c-482d-86d3-5905b6b11b2b", "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/tmp/ipykernel_599548/13705710.py:1: FutureWarning: The return type of `Dataset.dims` will be changed to return a set of dimension names in future, in order to be more consistent with `DataArray.dims`. To access a mapping from dimension names to lengths, please use `Dataset.sizes`.\n", + " nrows, ncolumns, nclass = gds.dims['y'], gds.dims['x'], gds.dims['igbp_class'] #data_vars['soil_moisture'][1].shape\n" + ] + } + ], "source": [ "nrows, ncolumns, nclass = gds.dims['y'], gds.dims['x'], gds.dims['igbp_class'] #data_vars['soil_moisture'][1].shape\n", "row = np.arange(0.5, nrows)\n", @@ -1197,7 +1673,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 25, "id": "4fda308a-6433-4174-b14e-b162a71ae729", "metadata": {}, "outputs": [ @@ -1234,13 +1710,14 @@ " --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n", "}\n", "\n", - "html[theme=dark],\n", - "body[data-theme=dark],\n", + "html[theme=\"dark\"],\n", + "html[data-theme=\"dark\"],\n", + "body[data-theme=\"dark\"],\n", "body.vscode-dark {\n", " --xr-font-color0: rgba(255, 255, 255, 1);\n", " --xr-font-color2: rgba(255, 255, 255, 0.54);\n", " --xr-font-color3: rgba(255, 255, 255, 0.38);\n", - " --xr-border-color: #1F1F1F;\n", + " --xr-border-color: #1f1f1f;\n", " --xr-disabled-color: #515151;\n", " --xr-background-color: #111111;\n", " --xr-background-color-row-even: #111111;\n", @@ -1285,7 +1762,7 @@ ".xr-sections {\n", " padding-left: 0 !important;\n", " display: grid;\n", - " grid-template-columns: 150px auto auto 1fr 20px 20px;\n", + " grid-template-columns: 150px auto auto 1fr 0 20px 0 20px;\n", "}\n", "\n", ".xr-section-item {\n", @@ -1293,7 +1770,9 @@ "}\n", "\n", ".xr-section-item input {\n", - " display: none;\n", + " display: inline-block;\n", + " opacity: 0;\n", + " height: 0;\n", "}\n", "\n", ".xr-section-item input + label {\n", @@ -1305,6 +1784,10 @@ " color: var(--xr-font-color2);\n", "}\n", "\n", + ".xr-section-item input:focus + label {\n", + " border: 2px solid var(--xr-font-color0);\n", + "}\n", + "\n", ".xr-section-item input:enabled + label:hover {\n", " color: var(--xr-font-color0);\n", "}\n", @@ -1326,7 +1809,7 @@ "\n", ".xr-section-summary-in + label:before {\n", " display: inline-block;\n", - " content: '►';\n", + " content: \"►\";\n", " font-size: 11px;\n", " width: 15px;\n", " text-align: center;\n", @@ -1337,7 +1820,7 @@ "}\n", "\n", ".xr-section-summary-in:checked + label:before {\n", - " content: '▼';\n", + " content: \"▼\";\n", "}\n", "\n", ".xr-section-summary-in:checked + label > span {\n", @@ -1409,15 +1892,15 @@ "}\n", "\n", ".xr-dim-list:before {\n", - " content: '(';\n", + " content: \"(\";\n", "}\n", "\n", ".xr-dim-list:after {\n", - " content: ')';\n", + " content: \")\";\n", "}\n", "\n", ".xr-dim-list li:not(:last-child):after {\n", - " content: ',';\n", + " content: \",\";\n", " padding-right: 5px;\n", "}\n", "\n", @@ -1567,29 +2050,29 @@ " stroke: currentColor;\n", " fill: currentColor;\n", "}\n", - "
<xarray.Dataset>\n",
+       "
<xarray.Dataset> Size: 99MB\n",
        "Dimensions:                      (y: 406, x: 964, igbp_class: 3)\n",
        "Coordinates:\n",
-       "  * x                            (x) float64 -1.735e+07 -1.731e+07 ... 1.735e+07\n",
-       "  * y                            (y) float64 7.297e+06 7.26e+06 ... -7.297e+06\n",
-       "  * igbp_class                   (igbp_class) int64 0 1 2\n",
-       "    wgs84_easegrid2_global       int64 0\n",
+       "  * x                            (x) float64 8kB -1.735e+07 ... 1.735e+07\n",
+       "  * y                            (y) float64 3kB 7.297e+06 ... -7.297e+06\n",
+       "  * igbp_class                   (igbp_class) int64 24B 0 1 2\n",
+       "    wgs84_easegrid2_global       int64 8B 0\n",
        "Data variables: (12/53)\n",
-       "    EASE_column_index            (y, x) float32 ...\n",
-       "    EASE_row_index               (y, x) float32 ...\n",
-       "    albedo                       (y, x) float32 ...\n",
-       "    albedo_dca                   (y, x) float32 ...\n",
-       "    albedo_scah                  (y, x) float32 ...\n",
-       "    albedo_scav                  (y, x) float32 ...\n",
+       "    EASE_column_index            (y, x) float32 2MB ...\n",
+       "    EASE_row_index               (y, x) float32 2MB ...\n",
+       "    albedo                       (y, x) float32 2MB ...\n",
+       "    albedo_dca                   (y, x) float32 2MB ...\n",
+       "    albedo_scah                  (y, x) float32 2MB ...\n",
+       "    albedo_scav                  (y, x) float32 2MB ...\n",
        "    ...                           ...\n",
-       "    tb_v_uncorrected             (y, x) float32 ...\n",
-       "    vegetation_opacity           (y, x) float32 ...\n",
-       "    vegetation_opacity_dca       (y, x) float32 ...\n",
-       "    vegetation_opacity_scah      (y, x) float32 ...\n",
-       "    vegetation_opacity_scav      (y, x) float32 ...\n",
-       "    vegetation_water_content     (y, x) float32 ...
  • igbp_class
    PandasIndex
    PandasIndex(Index([0, 1, 2], dtype='int64', name='igbp_class'))
  • " ], "text/plain": [ - "\n", + " Size: 99MB\n", "Dimensions: (y: 406, x: 964, igbp_class: 3)\n", "Coordinates:\n", - " * x (x) float64 -1.735e+07 -1.731e+07 ... 1.735e+07\n", - " * y (y) float64 7.297e+06 7.26e+06 ... -7.297e+06\n", - " * igbp_class (igbp_class) int64 0 1 2\n", - " wgs84_easegrid2_global int64 0\n", + " * x (x) float64 8kB -1.735e+07 ... 1.735e+07\n", + " * y (y) float64 3kB 7.297e+06 ... -7.297e+06\n", + " * igbp_class (igbp_class) int64 24B 0 1 2\n", + " wgs84_easegrid2_global int64 8B 0\n", "Data variables: (12/53)\n", - " EASE_column_index (y, x) float32 ...\n", - " EASE_row_index (y, x) float32 ...\n", - " albedo (y, x) float32 ...\n", - " albedo_dca (y, x) float32 ...\n", - " albedo_scah (y, x) float32 ...\n", - " albedo_scav (y, x) float32 ...\n", + " EASE_column_index (y, x) float32 2MB ...\n", + " EASE_row_index (y, x) float32 2MB ...\n", + " albedo (y, x) float32 2MB ...\n", + " albedo_dca (y, x) float32 2MB ...\n", + " albedo_scah (y, x) float32 2MB ...\n", + " albedo_scav (y, x) float32 2MB ...\n", " ... ...\n", - " tb_v_uncorrected (y, x) float32 ...\n", - " vegetation_opacity (y, x) float32 ...\n", - " vegetation_opacity_dca (y, x) float32 ...\n", - " vegetation_opacity_scah (y, x) float32 ...\n", - " vegetation_opacity_scav (y, x) float32 ...\n", - " vegetation_water_content (y, x) float32 ..." + " tb_v_uncorrected (y, x) float32 2MB ...\n", + " vegetation_opacity (y, x) float32 2MB ...\n", + " vegetation_opacity_dca (y, x) float32 2MB ...\n", + " vegetation_opacity_scah (y, x) float32 2MB ...\n", + " vegetation_opacity_scav (y, x) float32 2MB ...\n", + " vegetation_water_content (y, x) float32 2MB ..." ] }, - "execution_count": 30, + "execution_count": 25, "metadata": {}, "output_type": "execute_result" } @@ -1663,7 +2158,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 26, "id": "29cb574a-7f44-4924-b275-0fce25606569", "metadata": {}, "outputs": [ @@ -1683,13 +2178,13 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 27, "id": "70f54aaa-a1fc-46a2-826d-737bd71aa386", "metadata": {}, "outputs": [ { "data": { - "image/png": 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aC91q164NUOyl1EIIIW4MmZMqLkXKfYUQ4ioZjUbefPNNJk6cyL59+wBnxhUgISGB8uXLF3p+fHw8ISEhxT4Ob29vHnjgAcaMGYO/vz933333RZ/3z7H9W3x8PDqdjqCgoEvup27duvz8889omsaePXuYOXMm77zzDl5eXrz00kuXHaOnpycAFosFDw8P1/2XCiwv1mQpJCSEevXqXbJcOjIy8rJjEEIIIUTpIkGqEEJcRkJCwkWzewcOHAD+HyB17NgRgO+//56mTZu6nrd161YOHDjAq6++6pbxPf7445w7d4727du7AsJ/q169OuXKlePHH3/k+eefdwWCubm5zJs3z9Xx90oURaF+/fpMnDiRmTNnsmPHDtdjHh4e5OfnX/CagvLjPXv2FHpfFi5cWORj7NWrF4sXL6ZKlSqXDaaFEEKULg5Nh8ON2U53blu4lwSpQghxGd26daN8+fLccccd1KhRA1VV2bVrF+PHj8fX15dnnnkGcAaCw4cP57PPPkOn09GjRw/i4uJ4/fXXqVChAs8++6xbxtegQQPmz59/2efodDrGjh1L//796dWrF48++igWi4Vx48aRkZHBhx9+eMnXLlq0iClTptCnTx8qV66Mpmn8+uuvZGRk0KVLF9fz6taty+rVq1m4cCERERH4+flRvXp1evbsSXBwMEOHDuWdd97BYDAwc+ZMTp8+XeRjfOedd1ixYgWtWrVixIgRVK9eHbPZTFxcHIsXL+bLL7+8IHsthBBCiNJLglQhhLiM1157jQULFjBx4kQSEhKwWCxERETQuXNnXn75ZWrWrOl67hdffEGVKlWYPn06kydPJiAggO7duzNmzBhXye3N0q9fP3x8fBgzZgz3338/er2eFi1asGrVKlq1anXJ11WrVo3AwEDGjh1LfHw8JpOJ6tWrM3PmTAYNGuR63ieffMKTTz7JAw88QF5eHu3bt2f16tX4+/uzdOlSRo4cyUMPPURgYCDDhg2jR48eDBs2rEhjj4iIYNu2bbz77ruMGzeOM2fO4OfnR3R0NN27d5fsqhBClFIaCqobu/tqbty2cC9F0zTtZg9CCCGEEEIIcWvIysoiICCAlzb2wMPX6Lb9WHJsfNhyCZmZmfj7+7ttP6L4SSZVCCGEEEIIccPJnFRxKfKdE0IIIYQQQghRYkgmVQghhBBCCHHDqZqCqrlv3qg7ty3cSzKpQgghhBBCCCFKDMmkCiGEEEIIIW44BzocbsyZuXPbwr3kOyeEEEIIIYQQosSQIFUIIYQQQgghRIlR5HJfs9mM1Wp151iEEEIIIYQQRWQymfD09LzZw7hm0jhJXEqRglSz2Ux0dDSJiYnuHo8QQgghhBCiCMqWLcuJEydKdaAqxMUUKUi1Wq0kJiZy+vRp/P393T0mUYppmobZbMZms2G32wHw9PTEw8MDvV7vln2eOXOGqVOn4uXlhbe3NyaTCT8/P3x9fYmMjKR58+aXfO2PP/7I448/XqzjefbZZxk+fDh6vR69Xo9Op0NRFBTFeTVPURSWLl3K8OHDC72uRo0aANjtdlJTU13voc1mw+FwXNNYvL29MRqNGAzOX/XU1FQABg4cSGRkJAaDAaPR6BqnXq9HURR0Op3rdjFWq5WcnBzMZjOenp54e3sX+qppGhaLBavVisViwWKxYLfbiYuLY8aMGRdsb8aMGXTu3Bmj0YiiKGiahqZpAK6vAF5eXtf8c3T27Fn69+9PZmam69j+edwF36eC97zgfTebzeTn57vel7S0tItuv0uXLqxYseKaxvZPq1evpmHDhte9nRvJbrdTpkyZSz4eHh7u+llKSEi44HGdTkdAQAA2m42cnJwLHm/atCnvvfcemqbh4eFBrVq18PDwcP1OCSHErSgrK4sKFSpgtVpLbZCqokN14+xDd25buNdVdff19/eXIPU/KD8/n+PHj3P8+HESEhJITEx03QoCjNzcXCwWCydPnsRqtfLbb7/RvHlzTCYTJpOJY8eOUa1atcvuZ8iQIQwePBhfX1/q1q3rCpyuhqZp5OXlkZaWRlZWFjqdjj/++INPP/20SK+vXr06X3zxhev/NWrUIDY2lkqVKuHj48Pu3btZsWIFOTk5vP3225fd1q+//kp+fj5ZWVl4enpSpkwZgoKCaN26tevk+ciRI9x3331s3779imNr0qQJer0eh8PB999/X6TjuZxdu3ZRv379695OcZs+ffpN2a+/vz87duwo1m1qmsbKlStdFxT+HaR6e3vz6quv0qtXL7y8vAgJCcHHx8cVjP9XqKpK//79+eGHHy76+Llz51z/bt68ObVq1cLLywtN09ixYwebN28mPT39ktvfunUr3bp1u+hje/fupU6dOtd3ALcwh8OB3W7HbDaTnp5Oeno6GRkZ5OXluS7W2Gw2QkJCaNSoESEhITd7yDeUpmnk5+ejaZrrYuOePXvYsWMHJ06cIDU1lezsbLKzs8nJySEpKYnDhw+7Xl+mTBnGjBlD9erViYyMJC0tDVVVXY8XfA7odDr8/f0JDg4mMDAQo9F4w49VCPF/U6ZMYdy4cSQkJFC7dm0mTZpE27ZtL/rcwYMHM2vWrAvur1WrFrGxse4e6n+Wov0zTXEJWVlZBAQEkJmZKUHqf4y7T5QLsmL/Vr58ecqVK4fBYCAvL4/k5GRatGjBzz//fEGm7P333+e1114r0v7q1q3L3r17r2msLVu25PDhw65s47UoyJ4ajUZMJtMlT7xnzJiBn58fgYGBlClThpiYGHx8fADnSdHs2bPZvHkzqqpy7Ngx/vjjjyKPoXr16q5M5D9vBZnAf44xKCiIMmXKEBwcTHBwMGXKlOG2226jcePG/6kgyl1mzZrF4MGDL/n4Tz/9xAMPPHDjBlQCaJpGeno6p0+f5tSpU+zbt49XXnnlks/X6XTcfffdREdHU7lyZXr16kVISAgeHh58+OGHrtdGR0ejaRo2m43ExERX9vv48eNERETcqMMrUaxWK8eOHSMlJYXk5GRSUlJISUlxBZr//Hrq1ClSUlKue59FOGW4ofLy8oiPj0dVVWw2GykpKSQlJZGUlERKSoqriuOfFRJHjhwhKysLh8OBw+FAVVUcDgcmk4nQ0FDXdlJTU11VLf9mMBioWLEioaGh+Pr64ufnh5+fH4mJicVSUVEgODiYBQsW0KZNm2Lb5o2SkZHBU089xd69e/Hy8sJsNmOxWApVFxX8TfL19XW9jwX/tlqtJCUlMWnSJHx9fZkwYQKBgYGEhYXh5eWFp6cnXl5erltBFVXFihVv9qHfMKX5/Lxg7I//fTcevu67KGPJsfFF21+v6j2aPXs2AwYMYMqUKbRu3ZqpU6fy9ddfs3///ov+fGVmZpKfn+/6v91up379+jz99NO89dZbxXUotxwJUm8hv/zyC0OGDKFZs2bUqFEDh8PB9OnTXX+c/f39CQwMxMvLCw8PD3x8fPD29sbHx4e5c+fekDHGxcVRqVKlQvd99dVXF5TGXsrjjz/OqVOnLhvUBQcHX7Jk0x3atGnD0KFDCQkJITQ0lPr16191WY7dbichIYEzZ85w+vRpEhISSEpKIjU1FUVRLlq2+s8TgYKAs+CkzOFwYLVaSU9PJy0tjdTUVNLS0jhx4gTgLKutWLEiXbt25e6776ZNmzbXlPn+r0tPTyc4OPiC+xctWkSPHj0uWS59K7NYLCQnJ2O1WtHr9fj5+V30PRQXOnnyJJs3byY1NZUzZ87wwQcfFPs+AgMDKV++PGFhYQQGBhIUFERAQAAOh4P777+fli1bFvs+C+Tm5pKVlUVubi65ubnY7fZCn2c6nQ6Hw4HNZuPpp59m06ZNl9yWyWSiTJkyeHp6uqY8FNwqVKhAWFiY64Jdwc1sNpOUlISHhwdlypShTJkyhISEEBgYiE6ncwXoYWFh3HbbbUX+TFRVlTVr1gDOvz8Gg4Fjx47Ru3fvIr3+xx9/pEuXLuTl5QFgNBovuBkMhiteWMzJySEnJwdPT0/XNBx3Xox86623rliRVBQ//fQTf/31F1999VWRnp+QkEDZsmWve7+lQWk+Py/JQWrz5s1p1KhRocq7mjVr0qdPH8aMGXPF18+fP5+7776bEydOXHBOK4pOgtRbhNlsxsvLq9B9TZs2dc1J1DQNh8NBVlYW2dnZWK3Wi84d+6eCP/YnTpzAy8ur0FUkcP6SV6pUCbvdTm5uLr6+vpQtWxa73c6cOXMoV64caWlpnD179oJtf/DBB7z88ssApKSk8Msvv7B27Vpmz55dpOPt3r0769evJzs723WfTqcrVGb1bzVr1sRkMhEfH09OTg4Wi+Wizw8PD3fNtyy4Ol/wa6QoCoGBgZecW/dvQ4cO5euvvy7SMd0IZ86cYdOmTZw5c4bDhw+zcOFCzpw5Q2hoKPfccw/t2rWjT58+F/ws/dcVZLRjY2O56667XPcXlGf/29dff83QoUNv5BDFf5TVamX27Nns2bOHjz/+2HW/r68vXl5eJCcn06NHD06dOsXhw4ex2WwEBARQq1YtV8VK+fLlXf8uW7YsAQEB+Pn5XXWQsmXLFlavXk1SUhJGoxFvb+9CtzZt2lClShXAOY3kxx9/xMvLi969e7sqRS5l586dNGrU6Jreo8WLF+Pr64teryckJITw8HD8/f1LdDXI9OnTGTZsWLFtz8fHhzvuuAMfHx8MBgN6vb7QV0VRGDt27AWv+2egXfA3PSoqiujoaB588EFuu+22ax6TzWZjx44dxMfHc/r0aU6fPk1qaip2u53vvvvusq/t27cvtWvXpnPnzlSoUAGbzcbu3bvJz88nOTmZhIQE0tLSyM7OJisrC1VVCQ0NpVu3bjz00EPXPObSpjSfnxeM/dG197g9SJ3abl6R3yOr1Yq3tzdz5swp9Pf+mWeeYdeuXa4LTpdzxx13YLFYWL58+XWN/VZ3VUHq999/T0hICGFhYYSGhhIZGVkqMgUWi4WEhAR8fHwICAjAZDLd7CHdUKNHjy50clOrVi1++ukn6tWr57qvYK7nokWLmDNnDuvWrSs0j+zfjEYj9evXZ9u2bYXu9/b2xsvL64KSWS8vr0LNlAo0aNCAXbt2XbD95cuX06VLFwAmTZrEs88+e8Fz7rzzTmrUqEFISAiJiYlMmDCh0OOenp6YzWYCAgLw9fUlPz/flUE1GAz4+flRrlw56tevT926dZk8eTKnT5+mffv21KlTh2rVquHn54e3tzerVq1i2rRpAHh4eNCjRw+qV69OQEAAgYGBBAYG4u/vz/Hjx1m3bh2//PLLJd+7fwsICCA6OpqqVatSs2ZNevXqhaIoZGdnk5eXR61atahcuXKRt1ecVFVl69attGjRwnVfu3btePnll6lWrRpRUVFua4hVEthsNk6dOkWrVq1ISkq66HOeffZZHA4HZcuW5fnnn5e5ZKJYnDp1invuuafQZ2xYWBgpKSm88cYbjBw50nXBzMfHh65du9K+fXvat29P3bp1i+X30mKxsHv3brZs2cKKFSv4/fff8fPzo2zZsjgcDvLy8sjLyyMrK8v1mqlTp5KVlcUXX3zB8ePHXfdXqlSJSpUqkZCQ4ApUCspsCy6SFpTVenl5sWrVKkwmE5qmoaqq67kFF1ZNJhNGoxF/f3/Cw8Ov+1hvloI5r5mZmWRkZJCZmYmPjw+qqjJnzhzCw8MJCQlxlbQqilJornDBbevWrezcudM1x7jg6z//bbPZePzxx6lWrRpms9nV5LAgmLdarZw+fZq9e/e6Tq7Hjx/Ps88+63qOpmmsXbuWZcuWERERQcWKFSlfvjwWi8U1p9lms7my8EFBQdjtdo4cOUJubm6xBeYFy654eHjg6elJ1apV6dGjBw0aNCAqKoqKFSvi4eFRLPsqySRIvbKCIPXfzV89PDwu+jMSHx9PuXLlWL9+Pa1atXLd/8EHHzBr1iwOHTp02f0lJCRQoUIFfvzxR+67777iO5Bb0FUFqf82YsQIPvnkE7cM7Eqys7PZv38/mZmZpKenk5CQwNmzZ4mPjyctLQ0PDw/MZjOHDx/m5MmThTJifn5+tG7dmsDAQDIyMjAYDOTm5pKWlsbw4cNdJa8FXT19fX0JDg52feD6+Pi4/kAWfP13OeWNCoRVVSU7O9t11TglJYW1a9cSFBREgwYNCAoKol+/fvz0008XvLZmzZp4eHi45jGZzWbXY3fddRe//fbbZff9yiuvkJ2dzenTp6lUqRIhISHodDrKly/Pvffey7Fjxzh79ixVq1alcuXKqKrK/v37mThxIjNnzuSOO+5g7ty5rvcqOzubzz77jLfeeouYmBgaNGhAdHQ0kZGRJCYmuppSHDt2jPj4eM6dO1dozP/k4+NDbm4uRqMRPz8/1/clLy8PVVXx9fXl3nvvpX///nTs2BFFUWjRogVbtmwptJ3Nmzfj7e2Nv78/AQEBnDlzhgoVKlzxj8HWrVsZO3Ys5cuXx8vLCz8/P6pUqUL16tUJDQ0lKSmJc+fOkZiYSEJCAidOnODo0aOsWrXqonO+oqOjqVmzpmv+aMHXmJgYmjRpQlBQ0GXHcz0KTgyvpGrVqmzcuPE/01jlwIEDPPTQQ1dstjRv3jzuvvvuGzSqW4uqqqSmppKVleUq1Sw4IV+7di0bNmwgNzfXVa4JzjmKBWWNqqoSERFBuXLlCA8Px263YzAYqFmzJq+//nqJvqBw7NgxqlatWui+gIAA7rrrLry9vdHr9Xz22WcXvG7btm00btz4uvf/2GOPMXXqVMB5UbJBgwY89dRTPPTQQ4UuThec0F1MnTp12Ldvn+v/BoOBZ555hpCQEFeWT6/Xo2ka8fHx/Prrrxw9ehRwZmJLa7fS0i4rK4vKlSu7Ljb7+PhQvnx5KlSoQEZGBtu2bSMsLIyMjAysVus17aNLly4sW7YMh8PhatBYMGf1Ul8v9ZjZbGbnzp389ddfroouRVGIjIwkKiqKMmXKXDSwt1qtri7uHh4erovsBc0de/bsSevWrYvtfXWH/0KQOnxNX0xuDFKtOTamtZ9zwf1vvvnmReeLFnymbdiwodD0hvfff5/vvvuOgwcPXnZ/Y8aMYfz48cTHx99ySbHidlVBaosWLVxNWHx9ffnyyy+v2NG1OCUlJbF48WLGjx9PbGxsoZN5T09PypUrR7ly5QgODsZms2EwGIiJiSEmJoaKFSuSl5dHRkYGCQkJrFq1iry8PNeJy+bNmy+bObwck8lEYGCg6+QInPN6wsPDXfN6AgMDCQgIcGXegoODiY6Oplq1aoUy0larlT179nD06FFOnjxJenq6a2kVh8PB8ePHOXbsGKdOnSI1NZWMjAw0TaNs2bJUq1aNXbt2uUpcFUWhXr16tGvXDj8/P9avX8/GjRtp2LAh9erVY9u2ba6yLU9PT4KDg6lUqRLNmjWjZs2aKIrCiRMneOyxx676Pfn777+L1OghLy8Ps9mM1WrFYDAQFBTE2rVr+eabbzhx4gQnTpy4oBy4Xbt2rFmzhlWrVvHee++Rm5vLwYMHycvLIyIigqioKNauXQtAp06daNOmDV26dKF58+bY7XZiY2MZOXIk69atAyAkJIRXX32Vzp078/TTT7N69epLjrdgbtQ/y6gMBoPrqm5BIyR/f3/XH9Ds7Gz27NmDl5cXdevWxc/Pj9DQUDp27EinTp0KneCdPXuWY8eO4e/v7yrH2759O3/99RcnT550zR8tuNntdhRFoWfPnjzzzDOu7HNxU1WVhIQEqlWrdkFZ978tWbKE7t27u2UcN0paWtpll1T5p0v9oRNFl56ezpYtW9i8eTNbt27lzJkzJCYmkpycfMnll6pWrUqbNm0IDg4ulJHz8fFxNWDRNM11AfPfnYfLli3rqmCoU6cOderUITw83DUPv+Crp6fnTSsbTU5O5tSpU64M1fLly9m9e7frJDsvL881j7zAnDlzuPfee13/P3jwIHfddRcGg4HKlSu7mtIU3AIDA4mMjKRcuXJUqlSJ8uXLoyhKoW6V8+bNo3Pnzpc8CV6/fj0TJ05k3rx5ri7POp2OxYsXExISwtGjRzl8+DCPPPLILTNX8L8gPz+f9evXs2fPHle5rt1u59FHH6V79+5omkZycjJnzpxxnUMEBQVhMBjIyMggLS2N9PR0FEWhevXqGI1G8vPzyc3NJTw8vNgznTabjTNnznDixAni4uJcX9PT0wslFQpuBf/X6/VYLBby8vLIz88nIyODJUuWAPDuu+8SERHhWlUgMzPT1WxLVVWMRmOhxlk6nQ6r1eq6VahQgXbt2lGpUiWSkpJo3LgxZ86cwd/f31UmX/B54+3t7Zp3XZABNxgMhISEEBIS4pojHRISQkREBDExMQQEBBAcHCxB6mUUBKlFzaReT7mvpmnExMTQq1cvJk6cWLwHcgu6qiC14I96rVq1aN68OX369CE0NLRYB+RwOHj++eeZPn06wcHBrrKX1NRUkpOTAecVuAcffJAGDRoQHBzsCv6K40SioPQmLy/P1T0uJyfH1WAmPT2dvLy8Qh9CWVlZZGRkuMqJ9Xo9SUlJJCYmkpSUVKiMp+Df/yyP8vLyIjg4GG9vb06fPu3KDgYEBFCmTBnMZrOrYUJ0dDRVqlQhKiqKkJAQgoKC8PPzY8eOHZw+fZqqVavy4IMPotfr2bRpE2vXrmXNmjXk5ubSunVrtm/fzsmTJ10BYcuWLfH29sZqtZKcnOwKCv/9Y1Ewp+ViXQ4LeHh4UK9ePQICAmjUqNFFr3zm5uZy4MABMjIyyM/Pv6D8V1EU/P39CQsLw9fXF29vb9avX1/oOYMGDWLmzJkEBAQUeh8vpSBj3qZNG/7++28Avv/+ewYMGAD8vywYIDIykvj4eLy8vKhRowZDhgyhcePGZGVlkZqayqRJk9i9ezcxMTGFfgasVqur9A2c81Zbtmzp6j5Yt25d8vLyiI2NJS8vjwULFrjG1759e+rXr0+5cuWIiYmhRo0aVKlS5YpZnjfeeIN333230H1bt26lSZMmV3xPrtXbb7/N+PHjC831/bc//viDnj17um0M16Mgk66qKjk5Oa7fyX/+bsbFxXHkyJHLNgsLCQmhefPm/PDDDxetMhGXZrfb2bdvHxs3bmTTpk1s3rzZVT4VHBxMs2bNiI6OJjw8nPDwcMqWLYu/v7+rGkLTNOrXr09kZORl99PywfFs/Ok51//j4+MZNmwYO3bsIDMzkzZt2hAREcGRI0fYt2/fJeeQGwwGoqOjXRc8q1Wr5vpavnz5S055+f3335k8eTK9e/d2TQco+EwvuAh4KRaLhTNnznDy5ElOnTrl+vr777+7OvRu3bqV48ePF/qZNpvNxMXFcezYMRITE2nYsCG7du1i48aNrm136NDBtVxKTk4OaWlprs8tcGbNYmJiSElJ4fTp04XG5e3tzbJlyy56AXLAgAH8/PPPrtLdArNmzWLgwIGXPFYhSqJ58+bx0ksvkZmZSXJysquZlr+/PwaDwdXQq6D/RE5ODtnZ2Wia5lqaz2AwuH5fK1asiLe3tysLZzKZeO2118jLyyM3N9f1VdO0QlUGNpuN1NRUV8VbSkpKob+/Hh4eWCyWUh2kDl1zn9uD1Ontf7nqxkmNGzdmypQprvtq1apF7969L9s4afXq1XTo0EGWRismVxWkBgYGkp2dXegPUOXKlWnUqBENGzakYcOGNGnS5LoC140bNxaqAS8QHBzM22+/TZcuXYiJiSnRDRGKwmq1cuLECY4cOcLRo0fJyMggNzeXyMhIWrVqRY0aNdxy8lsw99Tb2/uS76HFYiExMfGCrF3BcgZxcXHk5+df0EG3oJnOvzvLFiwb4evrS05OTqES3WrVqrlKbAqyBjabDb1ej6qqaJrmuuLZtm1bqlatSl5eHtnZ2a61/P4ZxHp7exc64TKZTK5ypPHjxzNq1KiLHvP999/PunXreOCBB2jfvj2bN292dc7csmULy5cv55tvviEuLo7333+fF1988YJt2Gw2V2lHw4YNL1kmmpOTQ6dOnS4oLf5nsOzp6cnAgQOZOHEi3t7eF93OE088UajzXIGCTH1wcDD16tXj3nvvpVOnTsVadrJixQruvvtu14l9dHQ00dHRDB06lH79+hXbfq5Xeno633//PUuWLGHXrl1XbAamKAoVKlSgatWqF73dag2jiovFYmHu3LnMnDmTNRtWY8tzlt3Wr1+fFi1a0KJFC5o3b07VqlVvyme7pmmupi7/PGEsqL45duwYhw8f5siRIxw/ftx1cc3T05M6derQq1cvRowYUajsvnHjxpctFT906BDR0dF8++23HDx40BWInjp16oKf07JlyxIYGHjFMjODwUClSpWoUqUKoaGhbNmyhSNHjrgev1hDL03TyMzM5OzZs5w4cYJDhw5x6NAhDh48yL59+y5YRuuzzz7jqaeeumDfa9eupXPnzhdcyHzyySf5/PPPLztuIUoyh8NxzXO8U1NTWbduHWvXrmXPnj2UKVOG9PR0PvzwQxo2bHhN27RarZw5c4YjR45w6NAhnnnmGQlSL+NagtSCJWi+/PJLWrZsybRp0/jqq6+IjY2lUqVKvPzyy5w9e5Zvv/220OsGDBjAkSNHLtt5XBTdNXX3TUpKYtWqVVitVnbu3MmOHTvYtWsXmZmZrteEhITg7+/vSqd7enpSs2ZNOnToQIcOHShfvvwl93f69GmOHz/O1q1bWbp0KStXrnQ9FhwcTOvWrWnWrBmDBw++7HaEe7300kt89NFH+Pr6UrFiRVdXwYKriAXBZUFmdPfu3axcudI1P3jMmDG89NJLhbZpsVjYtGkTO3fudG0nMTHRVfqbnJyMj4+Pay01RVHIy8vD39+fqVOnEhQURH5+PnPnzmXgwIEMGDCAdu3aERERwe23317kY8vLy2PYsGGuubze3t706dOH1q1bU61aNWrUqIGHh4drTvSBAwfYtWsXkyZNApwfVP/+8Cqwf/9+ateufcH9CxcupEGDBnz66aeMGzcOcC4m/fjjj192rNnZ2cTGxrJz504yMjLQ6/WkpaW55icfOXKEgIAAateujdFo5NSpUwwdOpRXX321yO/HP8XFxREdHQ3A2LFjGTVqVIlpnlSQrd67dy9//fUX8+bNw26306lTJ5o2bUpMTIxrDrmvr6+rCqPgVlCudSmappGWlubqgm0wGKhRo8YFrymYT1cQcNlsNg4fPsyhQ4cKXXjp2rVrqWg+d63OnDnD1KlTmTZtGklJSXTo0IFu3brRqlUrGjdufMkLMDeSpmm88847zJ8/n6ZNmxIVFUXZsmVdWdyCaRsFF3lsNhsnT57k8OHDbNu2jYkTJ5KRkcGjjz7K8OHDSUlJwcvLizNnzrgu2MyZM4dFixYVWuw9JiaG4OBgtmzZQuXKlalYsSKVKlW64Gv58uVdczNXrVpFQkKCq6y5devWBAUFFboo+G/x8fGuKp9rkZGRwaFDhzh16pQr+/zP927x4sV8//33/PLLL67P9urVq7uy4x9//DHPPffcRbcthLg+/4U5qQ+vvg+Tr/vmblpzrHxz29UFqeA8/xo7diwJCQnUqVOHiRMn0q5dOwAGDx5MXFxcoelhmZmZRERE8Mknn/DII48U92Hckq4qSA0KCiI9PZ0ffviB5s2bu7rQhYeHExAQwMyZMxkyZAjgvIrcuXNnLBYLp06d4uzZs2zevLnQdpctW0bXrl3RNI0pU6awcOFCdDodhw4d4vTp05ctLS3w008/8cADD1zj4YsbrSDL6e6TU1VVSUpKuu75T9nZ2Wzbto2QkBAmTJjAzJkzL/ncqlWr0rBhQxo0aMAjjzxy2YqCDRs2sGfPHoxGI4GBgTRq1AiTyUTdunVJT0+nfv36DBs2jKFDh142e7du3Tratm1b6L42bdrQt29f7r77bsqVK8e+ffuYO3cu33//vavb5sCBAwudMF8NVVVp0aIFW7du5d5772XatGlubdxU4Ny5c5w4cYJz585x7tw5EhISiI+PJykpidzcXE6cOMGxY8fQNA1FUahZsyYDBw5k0KBBxTIP7tdff+Wee+654P7AwEBat25NvXr1OHLkCDt27OD48eN4enq6OkweOnToog1G3nnnHV5++eX/1Bq0mqbx999/89lnn/Hbb7/h5eXF4MGDeeKJJ6hZs+Y1bTM/P58FCxYQGxvr+v7n5uZSs2ZNGjRoQIcOHa65A7bVai3S3Ljg4GDCw8Px8/MjOTmZs2fPFrlpzIQJE+jRowfjxo1j06ZNqKrqWoezf//+pbYD5F9//UWnTp0K3RcSEkJUVBTPPfcc991333/6IowQN5sEqVd2rUGquPmuq7vvP/Xu3ZvevXsTEhKC0WikU6dOGI1GduzYcclOgwXNdfLz8y8IWvr370/r1q1p2rQpVapUwWAw8M4775CXl4efnx8HDhxg+fLlPP300/j7+zNy5Eh8fX2v4tCFuLKCspzx48fj6elJbm6u6zFFUYiOjqZBgwa0bNmSxo0bU6NGDcqWLXvRjMaePXt46qmn2Lx5s6uUuWB5hX9TVbVIZY//nFtrMpkIDg4mMTHR9XhkZCQNGjRg//79xMXFERUVxaBBg3jppZeuq3Pm3r17efzxx9m4cSNGo5GJEydeMeN7rTZv3sy7777L4sWL/zFXWqFs2XCyrAbaN6+Lj48PFSpUoG7dutSpU4datWpdcV3GqxUaGuqaX1TAx8eHF198kXXr1rFv3z5iYmJo1KgRderUITMzk1OnTpGfn0/t2rWpW7cuNWvWxGg0kpaWRq1atbBarYSFhTFjxoyryvSXRAXrYn722Wfs3r0bY2gYE998gwEDBlzXicGkSZN47bXXyM3Nda3zGR4eTlZWlqv5GTgzfteaLSzoPL527VrefvttKleuzLx580hMTOTdd99l/vz5hZ7fvHlz9uzZ42oi1qtXL9q2bUvr1q0pX748+fn5HDlyhN27d9O6dWs6dOhwzcdfktntdubNm4fVaiUnJ4du3brdtOWyhPivS0pKIicnB29vbywWC7t27WLPnj288cYbpTIAK4gtBq16wO1B6qwOP5fK9+hWd1VB6oYNG4iJiWHDhg34+vri7+9PdnY2GzduZPLkyYW6sNaqVYvQ0FDS09PZs2cPf/zxB97e3oSGhlKuXDkCAwML7SMvL48NGzbw119/8c033xQ60TYYDK45QIqiEBgYeME8mZLcrEWUfBaLhb/++otdu3a5Gj7t2bOHFStWoKoqTz75JF9//TVPP/00zz//PN9++y0mk4k1a9Zc0GAnKCiI559/nsjISDp16kSFChXQNK3IGQV/f3/uuOMOGjduTJMmTWjYsOFFL8AUrDublJTEwoULWb58OTt37uTMmTOAc77ck08+yYEDB4iMjGTgwIG0bt26WDMbCQkJDB8+nD179rBly5ZiX69Q0zRatmxJQkICr732Gs2bN3etG3ijS4wvtdRG3759+eCDDwgKCiIwMLDQuDRNIzU1lWPHjnH06FGOHj3KsWPHmL9oLXZzEvn5+TRp0oRPPvnkonPxS7qCLpgLFixgyZIlZGdnc/vttzNixAg6d+58zfNLNU3j4MGDLFq0iBdeeAFwLgl09uxZli9fzvLly13rK5ctW5bu3bszZcqUYpkz/PrrrzN27FhatGhBQEAACxcuBHBVDcXFxV1wYenQoUPExMRc976FEOJiLnUOERISQkpKSqkMwCRIFVdyTXNSL8VsNnPq1Cm2bdvG33//7eq82qVLFzRNc5UCFyhYv/KVV14pND8uPz+fgwcPkpiYyLlz51i/fj2xsbEoioK3tzd//vnnBfuWtQrFtbDZbBw9epRWrVqRkZFBYGAg3t7eeHh4UKFCBe69917Gjh3rCvzAOZc2JSWFTZs2sWXLliuWpRf83mzZsoX58+dz6NAh17I/BR2kPT09yc/Pp27duuzYscM1z7ugkdK8efPo0qULfn5+ru02a9aMrVu3AtCgQQMefvhhGjZsSHh4OKtWrWLkyJG0bt2aFStWuLUZzZ49e+jatSt2u50nnniCxx9/vNC8tWtx8uRJ/vjjD2bPns3atWuZMWMGDz/8cDGN+Prk5uZy55138tdff130cX9/f4KCgvDy8uLI0RM47BbXY2FhYa4mTPXq1ePuu+92ze8t6RwOB4cPH2bnzp3s3LmTrVu3sn79eux2O56VI3h50GP8EX2KzQO+vqbtp6amsnLlSv78809WrFhBXFwcXl5etG7dmvz8fE6ePMmZM2cIDw+na9eudOvWjc6dOxf7hZH2c4bSbk+k68JCwe9YwZp5VquV48ePc/ToUQICAqhVq1aRlysSQohrtWzZMkaNGsX+/fsBZyO0e++9l8DAwFIZgBXEFgNWPej2IPW7Dj+VyvfoVlesQerlzJw585InmQVrZ/07MxIfH8+UKVP46KOP0DTNVW7p6+tL79698ff3d3V97dOnT4lp3iJKtszMTL799lumTp1KbGys6/5169bRqlWrCwK6adOm8eWXX3L33Xezfft25s+fT6VKlWjRogWJiYkXrJnVsWNHQkJCXOuXVa9enZ49exIeHs6yZctYtWoVOTk5REREuG6BgYH4+Phw5MgRTp06RYMGDWjUqBG9evUqVNJYqVIlatWqRe3atcnKymLatGkXPcaAgAAcDgfVqlVj+/btbu+YmpiYyPvvv88333xDXr6Z/v0e5M0336Rq1apXtZ3s7Gw6derE1q1bMRgMtGvXjmeffZZevXq5aeTXRtM0srOzXetXXuyWm5tL+fLliYqKomrVqlSpUqXQRYbSID09nenTp/Prr7+ye/du15zyqKgoGjZsSOfOnbnzzjuvq4GdzWajX79+zJs3D03TqFmzJp07d6Z79+60aNGCjh07smf/PsqWaciC36fQpEmTy/48d1szkmXtJ11wfxddX1aoFy7ofiUOh4OUlJRiD4aFEKXTuXPn+PLLL13LNxU0aHSHpKQkYmNjiY2N5dixY3h7e5OWlsaXX34JOJsXvvDCC6UyAJMgVVzJDQtS/y0nJ4cjR44QGRlJWFjYBScds2bNYvDgwfj4+PDkk0/y/vvvuxaI9vDwkKUgxFVzOBx8+umnvP7661gsFvr06UOPHj0IDg6mUqVKRW4Hn5mZSUBAwEXLb6KiotiwYQMRERG88MILri69HTt2ZOHChfj4+BASEkJkZCQJCQmutX//qWDdM6PRSPv27enZsyfNmzfn6NGj7N+/3/UH68SJE5ccY0G29+mnn6ZSpUpX8S5dn4yMDGbMmMEnn3xCbm4uixcvplmzZkV+vdVqpU6dOhw/dZaUxLMXTAsQN86WLVvo0KEDdrudO++8k+bNm9OoUSPX+tTF5amnnmLq1Kl88sknFwS8+fn51KxZk9SEHFKyzhapwdE/3fH30yxs+1mxjVUI8d+SnJzM4cOHSU5OJikpyfU1IiKC0aNHF0p+5Obm8tdff/H000+TlpaG1WrFYrEwffr0CyoFr2Ucy5Yt49ChQ5w7d47Dhw8TGxvr6oNgNBqpXLkyZrOZtLQ011qp06ZNY/jw4aUyAJMgVVzJTQtSryQ6Opq4uDj69+/P999/f0P2WbCm4qhRo7Db7RcsI5KYmMjevXuJi4sjICCA1q1bX3SOmih5Tp06xYMPPsjGjRt5+umneemll667JBWcyyUdO3YMT09PGjdujNH4/7W+VqxYwV133YW/vz+zZ8+mbdu2tGrVitDQUBYsWAA4g7KkpCQyMjLIzs4mOjqasLAwDhw4wKpVq1i0aBGrVq0iICDAteyNh4cHt912G08++aSrJD4xMZHExEQOHz5MjRo1GD58+HUf2/VIT0+nV69ebNy4kU6dOtGrVy9XgFGw/EvBBYJ/OnLkCM2aNaN58+YsXbr0ZgxdnLdq1So6duzI2rVrL+ggXVy2b99OkyZN6NmzJ/Pnzy/0+1Pg66+/5pFHHqHiG29Q65tMcDhYcvbKgec9G57ApLPzU4v/VxtI0CqEANixYweTJk3i559/dk3ZURSFkJAQQkNDOXToEPfddx8vvvgiK1as4N3x0zCnnXR19O7WrRvLly9n5MiRjB8//rLVHQWn2f98jqqqbN++nWXLlvHHH3+wefNmNE2jQoUKhIaGUqVKFWrXru26Va1atdDno9VqxW63Y7fbS313335/9XN7kPpjxx9L5Xt0qytRQery5cvp27cv1atXx9PTk0OHDpGUlMQ999zDXXfdxV133YXFYiE+Ph5fX99iyxCZzWZ++eUXRo4cWagh07Bhw/jqq69cayOGhIQAzg+agretYsWK1K5dmxo1alCjRg0qV66M3W4nLy8PVVVdC6sXZ+ZBXB2LxUKLFi1IS0vj+++/d9sJd1F89tlnjBo1ig0bNtC0adMivebs2bN89NFHpKenY7FY2L59O3q9nsOHD1/yNQXrFy5atIgnnniCunXrFtchFFlBt9fvvvuODRs2uLoZgzOrjUHPXXfcyT333IOnpycWi4X3338fh8PBpk2bJIt6k2VlZREQGMCM6e6bD9yl8RscSlnN2TPrCQ8PZ9CgQbzwwguFljR68cUXGTt2LDpfH0JC61C2YRdUnYNpo+4gMTGR48ePc+zYMY4dO8bZs2cxm82u5meRkZE0a9aM559/XhobCXGLczgc/P7770yaNIm1a9dSqVIlnn76abp3705YWBjBwcGuzOm8efN44IEHsNvt6HS6C5qlVatWjb59+/Luu++i0+lca2a2aNECT09Ptm/fzrZt29i+fTvbt2/HYDDQp08fevfuzcKFC5n2/beoOc7VKrp06UKvXr3o0aPHVS+X9l9YgkaCVHEpJSpIff3113nvvfcK3de1a1eysrLYtGnTBc/v1KkTCxcuvObS35UrV/Lxxx+zfv16V+kEwLhx4yhfvjx///0369at49ixY66lR+rVq8fWrVtJS0tj/fr1bNq0iYMHD3Lo0CGOHjuCduFqIoCz42uVKlWIjo6mRYsW3Hfffdc1j0sU3fLly+nWrZur8cnNtHv3bpo2bUqrVq0KLQJ9NcaMGcP7779PQkLCRec4pqam0q9fP5YvX05AQABWq5UpU6YwaNAgt89NLapz587x008/8d1337Fjxw7X/WFhYaxZs4YaNWrcxNH9N7Vc/hIbu354Va+pXbs2aoyVA78duezzdu7cyZYtW3jwwQeL9Dei7V0fozerGPLs6Cx2Urwzid0+E2tW2gVNssxmM6tXr2b9+vV8+Mk47NmWy2zZSafTFbooEtygHDEfPUT2inD2jXv2iq8XQtwcqqqSnZ1NRkaG65aVlYXBYMDb27vQzcvLi6NHj7JixQo2btyIyWQiKCiIMmXKMHLkSKKiogptu2XLlmzatImaNWvyzjvv0KdPn8uuUT1v3jzefvttjh8/Tm5uLu3ateOee+6ha9eujBgxghUrVuDj44Ovry/nzp274PWRkZGuLv1ZWVn89ttvHD9+HF9fX0aMGOGad3+xCpKi+i8EqQ+sfMjtQerPnb4vle/Rra5EBangPMFev349hw8fpmLFitx55514enpy/Phx/vzzT4KCgoiMjOT+++/n7NmzTJo0ifXr17Nz5050Oh19+/ale/fubNiwgaCgIL777jt8fX357bffLpjPVNARzdfXl82bNxMbG1toUfWqVavSvn17atSoQVRUFBEREdStW/eS74HFYuHs2bOYTCa8vb3RNI24uDjXVf6CjpAbN27EYrHQtm1bHnzwQfr06VMspafi4n766Sf69evHHXfcQUREBLVr1+app5664YvMf/TRR7z22mtER0fz1Vdf0b59+2vazqlTp4iKiqJVq1Y0aNCAQYMG0bRpU5KSklixYgWvvvoqOTk5fPvtt9x222089dRTfPPNN/Tu3ZupU6eWuAYwKSkp6HQ6V5fjG/19+S/QNI1NmzZhNptdc5rz8/Np27btdTVreuWVV/j00085ePDgBRfVcnNz+fnnn5k6daqrA265cuWYM2fORS8G9V73FMd/q4L/KZVzTXV4JUFu3GGyj8VitR8na99ZXnnlFVdm4mKSk5MZPnx4oXVLjWGh6D190XmYULNzsWdngdGBzqjDy7MCPnXqERhdF73JC8UB6CAzxoFHip5Db/w3Atb+mx/hh+Zf3exhCHHVzGYzP//8M19++SWHDh0iMzOTIpyWFhIUFESbNm1QFIWUlBQ2bNiAh4cH/fv3Jycnh7S0NJKTk9m9e7frNfn5+ZdcK/zAgQO8//77/PTTTwQFBTF48GAeeeQRqlevzoYNGxg1ahRbt25l3LhxvLdxNU/XakjdunVp3749y5cvJzAwkMaNG1+QFdU0jX379hEUFFRsSQoJUq9MgtTSq8QFqUU1e/ZsHnjgAXQ6HU2bNiU4OJglS5Zc8vlWqxWj0YimaRw6dIjly5czZcoUDh06xF133cWTTz5JixYtWLduHSEhIURHR7utRDczM5P58+fz888/s2LFChwOB2FhYdSqVQtfX1/0ej16vR5PT098fX0ZMGAAbdq0cctYbgWnTp3ijTfeIDExkeTkZHbs2MGnn37K008/fUPHcc899/Drr79SrVo1XnjhBYYOHXrNmc2pU6eyaNEi9u3bR1xcHDExMa7y33bt2vHtt98WKof/9ddfeeyxx1BVlenTp9O7d+9iOSZx82VnZ/PEE09cdO7+999/T//+/a9528nJycTExJCRkUGDBg1o1aoV2dnZxMXFsXv3brKzs+nevTuPPvooderU4aGHHuLEiRPs2rXrghO0gq67be7+mHNN9dgdeZx8500qRJSjQYMGDBgwgHvvvfey46k1/02mh3d3rSlr9Amg3Auj8TJ7YzCDIRd8ztn5e/5oKk+agHe8gt4CigqqATQ9BB22c7adnrKbVNbPff6a3xshxLU7ffo0X3zxBV999RUpKSl0796dDh06EBgYeMHN398fu91Ofn4+eXl5rltubi4RERE0atTIVaZrt9vp0KEDCQkJhIaG4uPjQ3BwMKGhoYSGhuLp6UmNGjXo06cP4Dw33Lt3L/Hx8cTHx7Ny5Urmzp1LuXLleOmllxgyZIirWm/kyJF88sknNGzYkEmTJrmto+/VKInn50VVMPb7Vg7A5OPGIDXXyi+dviuV79GtrtQGqeD8MAIwGAxomuaasxcbG4vZbOadd97hzJkzHD9+nJUrVzJ9+nQ2bdpEQkICOp0OnU7n2kaBM2fO3NBmSMnJyaxZs4Z9+/Zx4MABzGYzDocDh8PhWnf29LlT7Nm2V0ogi8lTTz3F9OnTWbRoEWFhYZw9exZN06hVqxYVK1Z0W0mspmls3LiRSZMmMWfOHJ544gk+/fTT61o6yeFwMGPGDLZt20a7du3o1KnTJee0JCcn88gjj7BgwQJefPFF3nvvvcuWOomS7baVz7O608f07t2bP1YsoUyvvnhFVODkpx+5nuPn54dOp+Pdd9+95osyiYmJrFixgr/++ovNmzcTHBxMVFQUFSpUoFu3bmRmZjJr1izmz5/PW2+9xRdffEH16tVZtmxZoeqVbmtGcmRHRdRgG7pMA9k7dpIy6wdOnjxJxYoVL7l/s9nMRx99xB9//MG+fft4+umnufvuu2nRogUAld/+EINiwhJux++gAWsQeKaCqgOHN5gyQNOBwxPQwJAPeiuktLBxcsgL1/SeCCGunqZprF27ls8++4z58+fj7e3Nww8/zJNPPnlT5oxrmsa9997Lr7/+CjinCcTExPDss88yaNCgC6rvWrduzYYNG/D19aVnz57Mnj37ho/530rq+XlRSJAqrqRUB6n/pGka+/fv57fffmPevHns2rULcH6olC1blt9//5369evTuXNnypYty8iRIwFngFsQqDZp0oQVK1aUqIYt2dnZtGjRgri4OIYMGcKoUaOIjo6+2cMq1cxmM507d2b9+vUXPObr60utWrVo1qwZ3bp1o2PHjnh7exf7GAo6lv7yyy/07du32Ld/KZqm8fHHH/Piiy8ydOhQvvpKSgRLs127dtGwYUNC+z5IcO2mOBSVhKU/o51JJyCiOnnnTpF5cl+xLJHwT3PmzGHQoEHk5+cXun/UqFH06dOHLl260LlzZ+bOnYunpyfVPpyIpnMGiNZADSXfwdkZX1A3oIyrVBig8fCJbJ/2/xJcVVXp3r07a9euxbtFVbCFkLttIwaDAavVim/zqpRrNRxND47z5ziGfGfmVG8Bqz8Yc0FvBmOehjlYAQ2yozVUHwdxj4wutvdECHFxdruduXPnMnbsWHbu3EmNGjV46qmnGDhw4E1bO/rgwYMMGDCAbdu2MWDAAD766CPCwsIue9E4MTGRjRs38vnnn7vWNL/ZSsP5+aUUjL3vyoEY3Rik2nKtzOn0bal8j251pTaNomkau3btIj4+nrS0NL799lv+/PNPfH19qVOnDqGhoSQnJ7Nt2zaaN2/OG2+8wQsvvIDJZELTNPR6PTNnzqR8+fJ069aNu+6666q7qt0Ifn5+9PmqHKu+U/j6+2lMnjKZRQsX0bNnz5s9tFLL09OTJUuWsHr1akJCQihXrhyaprnWH923bx+LFi3i888/Jzg4mBEjRtChQwdq165NmTJlimUMlSpVQqfTXbTZgjspikLTpk3RNI3p06fTv39/2rRpIxnVUspms+Hl5YV170qo2gijoqdS234YLJCy/k8yT+8nIiKi0Fz74vDoo4/Svn17Ro0aRWhoKCtWrOCFF15gwoQJtGnThscff5wpU6bQv39/DlZrg1EHOWknSdjxFzqHBwZ9Kvbjp/hwWeGLJP8MUAFOnDjBihUrqNC9P371GuOTqJEX2ozMMwdAr8Mvqh6KHezezsBU08O+sf+NeaZClHa5ubnMmDGDCRMmEBcXR5cuXVi2bBldunS56U38Ro4cSWpqKitXrqRjx45Fek1Bk6YzZ85c0JRJCFH8SlUmVVVV9u7dy+LFi/nmm284cuTCjpNRUVHExcVhMBiYMmUKAwYMuOTk+NKk9oK3yMvUKDdtJYfO7WPGhO/o0KEDvr6+N3to/0kFc5cnT57M119/jdlsBpzB5e23306HDh3w8/NzrVvq7+9PUFAQZcuWvWzjn23btvHRRx8xb948unfvzty5c92Sqb2c9PR0Ro8ezdKlSzl79iwVK1bkhRdeoG/fvoSGht70kwdxZQXzsfz8/Jg3bx4PPfQQAIHtO1K+cS/MXmaOjX0LzeZc0+/2229n3rx5F5SvXavAwEBGjx7Nq6++ys8//8yDDz4I/H95rn8u2VC+4e3YPSF//zrCw8MJCwsjJyeHESNGXHFpm9OnT1OxYkUqdRlIcJUG6M0amh4M+RqqUcFhUtBbNTQFDBaNjT8+B0Cjxybi8ABTtsbWGaOK5ZiFEEWTnJzM559/zueff05mZib3338/zz//PA0bNrzZQwOcXfYbNGjADz/8QL9+/Yr0mrNnz1KpSjXKlw2jXLlyDB06tFirU65VSTk/vxYFY7/nz0Fuz6TO6zyrVL5Ht7oSH6TabDb++OMPvv/+e+bNm3fR51SoUIHbbrsNg8GAh4cHnTt3pmPHjoXW2ivt3tl3JxbVwJndqfz95mlOnDiBzseLrz79vER8UP6XWa1Wjhw5QmxsLOvWrWPhwoXExcVd9LmjR49m7Nixrv8nJCQwc+ZMdu/ezcaNGzl16hRVqlRh9OjRDBky5Lpaz18vVVXZunUrn376KT///DOqquLl5UVUVBT16tXj4Ycfplu3bjdtfKIwTdNYt24dY8aMcTWJCwgI4J577mHGjBmu54U9NIAy2SEolSJQcszkJMdxavG33N6jO1OnTiUiIuK6L0Tcc889LFu2jJ07d/LJJ58wefJkDhw4QK9evTh27Bh16tQhNjbW+XcjOwd/Xx+aNWvG3LlzXX9DzGYzu3fvZuvWrRw9epTIyEgaNGhA165dWbVqFePHj2fPnj2cPn0a/+4tqVSzLzor2L3AYHYGoACaAt5JdhweOjS9giVAweqngOIs+TXmaGyZVXyBavueY1mz2D1zWbvo+rJCneOWbQvhbpmZmbzyyivMmDHDNa3mq6++KnFZxxkzZjB06FBSUlKKVB2VlZXFww8/zK+//srkyZN54oknbsAoi0aC1CuTILX0KvFB6qeffsozzzxT6D4fHx/69u1Lt27duO2220pkmW5xmzNnDsnJyQQFBZGbm0vDhg158803Wb16NX///bfrCmXzgRPY/K1kDtxJ0zRSUlIwm81YLBbMZjPp6el07NiRd955h5dfftn13IJugAX/7tixIz179ryuZknuEBcXx44dOzh58iRxcXFMn/ELuTmJ/PTTTzzwwAM3e3i3NLvdzrx58xg/fjxbt27FWD6csGptsVbxRUk/QNK8zVSpUoUmTZowd+5cHA4HAH61GlC+Q198czzJiD/I0ZXfoKnOzpfLly+/rhLvnJwc/Pz8GD9+PHfeeSfVqlVz7tPPj06dOrFz505SU1MpX748Z8NCmP/m27Rs2ZI///yTtWvXsn79erZv347VakXR6TH5BWPNSUdz2NHpdM7fj7BQRj00gHr16jFm5QnyY7xRNPBMAt35br1G5/LVeCU7cHgo2L0UNJ2CagBFA4cH7J4k5b9C3AjLli3j9ttvd30GAbz22mu8/PLLqKrKhAkTOHnyJL6+vtStW5fBgwe7PofmzZvHSy+9xJgxY67Y5ft6nTlzhgoVKlyx+/nJkyep0aItlnNnXMvifPzxxzz33HNuHd/V+C8EqXeteNjtQepvXb4ple/Rra7EB6mpqalMmjSJypUrEx0dTXR0NOXLly9xJ/nu5HA4Ljih/O2336hZsyY9evTgxIkTdO/enbP+TTAM0tjR872bNNJbl6qqREZGct999/Hpp5+67jebzYwdO5Y333yT2bNnF/vcQHcp6Hq4YsUKWrZsyX333ceQIUOkFPgmCLmjKamLtuEdXQ3/29rjG1UDh7+CPl9BPRLP8W8+ZtasWTz00EPMnj2blJQU/v77b+bMmYNf9/ZEV+uNZ4aGIz2DjOTDHNsyh3fefovXX3/9ivt2OByubKfdbmft2rWcOnWKtLQ0Dh8+TOvWrVm3bh179+5l9erVjBgxAoCKFSuS510ODY3sM4ew5qRjMpmwWq0Y/ALxD47Cu3w03mGVMEVEYi9jwO+ESsrxrVitOWheRvwbNsVg8ELTgzlUQ3EoGPKcXXrt3hrGLOV8QyTQ2cDmDTZ/8ExxZlkdRmcp8NZvSsdFu0aPTmTHVAmoRenmcDjIysoiMzOTH374gddeew1FUfD19cVms1G/fn1ycnLYv38/9erVY/LkydSpU4eIiAhXIzaLxYLJ5L6gBaBFixZERka6OvtezPPPP88333zDxx9/TMuWLYmJiSlx63hLkHplEqSWXiU+SBVOPXr0YOnSpYBz3ldqaipBQUHY7XZ6f9yWVWN3UKNreWzlnmLveDnRuRleeuklvvjiC3bv3n1BeVP79u0BWLNmzU0Y2bVJTk7m448/Zs+ePSxdupRvv/2WAQMG3Oxh3XKqvNGX4+/OJaxffwJqN8arXhqZpwIwZunJX7WZs8tnExcXx4EDB+jRo0eh10bdMYxwvxpoOgVTtgOHScepfUtJPLyKDz74gLp161KzZs0Lfl6tVivDhg1jwYIFZGVluS4KhoaG0q1bN3bs2EGjRo344IMPiIyMdL0uLS0NLy8vvLy8qD9iIjoH2E0aln0HyM05h29MbQIIxe6p4PACxQFeKapzHVOjgs6mYfNWcHgoKKqztFc1Ost20SCrioZHuoJnqnNeqqb8/3WaXkE1Ost/NR2gkyyqEDfb3r172bp1K6dOnWLQoEGu1Qm2bt3KE088wbZt2yhfvjxnzpwhMDCQjIyMG/K3ZuzYsbz11lskJSW5entomsYXX3zBhg0bOH78ODt37uSxxx5j4sSJbh3L9SjN5+cFY++9fIjbg9QFXWeUyvfoVidBaimRl5fHp59+6ioljYyMZN++fa55twVlpYFR/jiq1aZCua7EfvPWTRzxrSctLY2mTZvi5+fH+vXr8fHxcT327bffMmjQIE6cOFHi5ucURZUqVbj33nv56KOPrvxkUawOHjxIrbr16P/A/Wyu0Qi9BVTNjm37IU7+9QON69Vl3bp1fPTRR7zxxht89NFHzDxhQXOoeGl+BB2zYPM1YA7Wo7do6PLtHNn2Mynxe9A0FRSFhPj4QtMmXnjhBSZOnMjrr79Ox44dadq0KR4eHmiaVuRseuPhE9HOF7zobBo6G67g1OoHB959luYDJ6AawGDWUOygqBqWQB2qUUGxOwNUu6ezdFdTwOYHHumgszsDUb31/HM8ID8cPNJANTm7/R55ufgC1Jb9xqOzapiyHCgOjb9WvkTrez/G5qO77vmuPaq9wJIjY6/8RCH+YxwOB/379+eXX35h3LhxPPfcc3Tu3BmdTsfy5cvduu+4uDiio6MLlfyuX7+eNm3a0Lx5c6pXr07VqlUZMWIEAQEBbh3L9SjN5+cSpIorKVl1C+KSvL29eemll/j9998BiI+PZ8qUKa7HP/roI3755Rd6tbmT7BUbSWTfzRrqLSs4OJj58+dz5MgR6taty/fff4/D4UDTNObMmUNERAQhISE3e5hXZdu2bQwcOJDjJ+KIj4+/2cO55Zw7d456bZqh2e38uT+JzFVrOPPj1xwZ+xonlkynTfNm/Pnnn8ybN4833ngDgDemjMfD4YOnwR8FhYwqnuSX0YMGphwVUz7UqX4/TRs+gU5nJMDfv9DP5eLFixk3bhwffPABb7zxBm3atHF1Bb6qcm8NFDvoLRo2XwWrv4JmAEsQ+CRoNBk2ATQw5joDVJuPgt1Lh956/rXq+U6+ZufyMl5pGl4pzoAV5fySMzrnc/U2MGU6g1adHWxBjisM7uroLRqKCg5PHapJR/ueY9E5nNncxo8UzrI0GTYBgPojL5196djlQzq3/wBAAlRxy8rMzGTv3r1omuYKHkJCQlydwd0pKiqKNm3a8N133wHOoPX111+nQoUKbNiwgVmzZvH666+X6AD1v0JFcftNlE6SSS2F8vPzOX78ODExMRd0h01ISKBchXJUvq8hxqoPceCd0lPuVuu1iah6OPh26Rnzxezfv59XXnmFBQsWULt2bQBiY2P59ddfueuuu27y6C7N4XCwZMkStm/fzp49e9i5cycnTpxwLSsCzuVrAgMDb+5AbyHHjh3joYceYtvR/TgycjHq9LRp04auXbvStWtX6tevj06nY8uWLTRv3rzQa0OH9iSwRwv8F/ugt4IxT2XdvOddj3/zzTcMGTKEe+65h/vvv5/t27ezceNG1q5dS/fu3fnjjz+ua/5VwycmorOB3qphLqNgzHZmUA2W/wd9ms5ZylvQ6AicJcCaDlBA1YOmV7B7OoNPvUXD4amgO59B1Vud28kpr+CVDPmhztfnVbcSN/DFax77v7W/Yxw6q4qqV9DbnF9Vk7ObsMOooGi4So31Fmfpsc1HuWD5m6ZDJqCdP18qOC7PDE2a3Ylbjt1up3Xr1hw/fpxy5cqRnZ3Nzp07ee211/jll184ceIEXl5ebh3DzJkzefjhh3nooYf45ZdfCA4OZtq0adxxxx1u3W9xKs3n5wVjv2P5ULdnUhd2nV4q36NbnQSp/yGqqtK/f3/27t3rXP6hchD33HYXrVu3pm3btq4OnDdSzdcnYsjjkvNk64+ciKoDhxfOJii5zpO9XZ+V7kAVYNOmTYwZMwZfX18GDx5Mly5divza6O/HcOKhl6/8xGKgaRpLlizhhRdeIDY2ljJlylC9enViY2Ox2+2YTCbS09N59tlnmTBhwg0Zk7iQpmkXbaIGcOTIEe677z527doFgGLQ4dOsFt5qObxsXlgzU8nPT8WRno6iOj/yc2ypeJgMmM1mNE2jfPnyNGnShN69e/Pggw9e15qqzQdOIL+Mgt7iDD5tPs7Mp6KC7ny2UzWeX0ZGcwbQqsHZnRdwzTG1eSsY8zQcRmdQp+mdjykOsHspeGY4A8bN342ifc+xqCaFzMoG9kwovs+P9j3HggI6u+Z671S9c5yqh84ZuFpUZ4myCiiQF6rHkK+x6Yf/dwFtMnQCqklBb9EwBynSO0Dc0mJjY6lTpw6LFi2iZs2a1KlThzfeeIO+fftSvXp1xo4dy6hR7r1443A4aN++PRt2bOPdV19n5MiRhabplAal+fy8YOy3Lxvm9iD1j25fl8r36FYnQep/iNlsvuyVx7Bm5dG3v5f4sTemCUD9Z5yZUUUDcwiggCndOWcMnNmSggyEPt8538zuo6HpNU48XXJavJcWx44d4/HHHyc2NpasrCxsNhuapqFpGt7e3oSHh1O2bFlCQ0MJCAggPT2d5ORkNh06gD05lfbt2zN27Fjq169P+/btSUxMpFOnTq41OFetWsVtt912cw9SXODnn3/mwQcfdP3fy8sLg8GAw+FAr9djNpuJjo6mSpUqVKhQAZ1OR35+PhaLhR07dnA6z8bJHZsJDQ0ttjE1GzwBm4+CJRD8TjsDUSgo4VVwGJ2/+zqbc5kYvRUcRrB7Ozv2KpqGpji786oGUA3ns5UG5xxVncOZgXWYzpcLa86g1eYN+8YVb/DX8sHxGMwa+nyHc8wWBygKqlGHpgPNqHNmWU06dBYVQ44N1dNZXm330qOdD14NuXaODVbQpZuIXKviMCnYPRXnsakaqlHBEgSxYyR4Ff99q1evpkOHDhw+fJhq1apRrlw5hg8fzptvvsmTTz7JrFmz2Ldvn9t7OOTl5eFwOPDz83PrftylNJ+fS5AqruTaF8oTJY6npyc//PADw4YNc7Vyb9++PW3btmXy5Mmkbk/AsWUSoct+Zuqbk+ndu7dbl/IxZWuuzIhXEqD8v/mJojrL8hwewPn1DA15zgDWoYfoz8ZLoFpER44c4bfffuO9994jLCyMRx55BG9vbzRN4/vvv2ffvn1kZmaSmZlJYmIiYWFh+Pr6Eh4eTlRUFE2bNqVTp0707NkTRVEYNWoUO3bsYM2aNbRq1cq1nw4dOjBr1iw2bNhA48aN6dq1K5UqVbqJRy4A1x/doKAgnn32Wfz8/FyLz5ctW5ZRo0bx66+/0qhRI3x9fVm8eDEbNmzA4XBgCitLuS73F2uAWvvFiehCFIw5zgBVNTgzj5oBUBVUk7NqQmd1Zib1FmeGFMUZhJpsGsYclYxqeozZCoZ8DdX0/zmoHpnnS37tmrNU2Kig2DUM+RrGnGI7DABaPDQBzaCgqCqazrkfKBirgs6hoeE8Pr3ZgWLXXAGqomoYc+04PPToLQ4Um0rMFBXN4MDmawD0qMbza7qqYMpxHk/DJyeyc7IEquK/bfv27Xh4eFCuXDk0TSM3NxcvLy9SUlIYMWIEixYtYtiwYaxYscKtS595e3u7bduiaFRNQdXc9z1257aFe0km9T/I4XAQFxfHW2+9xc8//4zd4eCJxx/n+yU/knUiA4PBgN1ux8M7iIBOnTn3+y/FPoZ6z05ENTjLeDU9HHzzWWLem4iigTVQxZitc8490ztPWBWHsyOn4gCHl8bR0TJH60r++usvnnrqKQ4cOOC6LyAgAKvV6rpI0a5dO3Q6HatXry702ooVK3Ly5MlC91ksFsaMGcPbb7/NJ598wogRI9i/fz+VKlXiueeeY+rUqQBUrlyZuLg4dDodcXFxlCtXzr0HKoosJSWFAwcOcPjwYbKysoiOjmbZsmV8+eWXKAYD3h4edOrUiXV+BkI9auNtCmLHF8UbENV5YaJzfqYOvM8571McGjYfZzbUkOf8k6M739vII1PF6qcjN1zB5geeac7PBBRn46XsKPBOdC5HY/cCj0zn/Tp7QQmxM0DV9Eqxz+1s33MsNj89piyHc/6sWf1/ya9J5wxcHRqqhzOLqmgaOqszoNVZHeizzWgmA5pOh2bQoRkUNJ2CatI7y5cNCvll9Ni8lfPHo2Hxd3ZA3v++BKriv6tVq1aEhoayYMECdu7cSaNGjfj9998ZOXIkx48fR6/X43A4mDFjBg8//PDNHm6JVZrPzwvG3mPpI27PpC7p/lWpfI9udZJJ/Q/S6/VUqVKF7777jk8++YQxY8bw8ccfux632+0AxFQpz75Fc6k5/SkODP28WMdgDXRmRxUHoDhPXD3tzqo/fb7OdQKqnS8HRgVjtvPEVme7Na961fztbQ7c9eYVn6dpGp999hnPPPNMofujo6O5++67qVChAv7+/uzYsYPPP/+cMmXKkJ2d7VqvLjY2lmbNmhV6rc1mo0aNGq4Oh08//TQAtWrVAuDLL79k8uTJJCYmUq5cOdq2bcu6deto2LAhp0+fvq75i6J4nD17lujoaGw2G6Cg6PVoDrvr8ehuDxMUVJUzXkYq251rjG4r5gC1Zb/x+AFWHx12H2c5rsMDbL4KPvHny/41BWOuhs4OaBoOo4IpW8WQB5ZAnXN5GQXnPFAblN3swBKox5QN+SGKa/kagKYPT0A1KEDxNx9q3Xc8jiC9cx6tXUVnVZ3j9TKgmnSgOps2AeDQnJ9pNuf7qs+3YQn1wisrH8Vqx1rWD9WooDerGPJsoChkRHnik2inzOZkyMlzbsdoBE1lyQmZ++1O3UOGg6qxNO2rmz2UUqlHrVdYsv+Da379wYMH2bhxI7NmzQKcWVVwNn48fvw4X375JfHx8ezcufOic/CFELcGyaTeIk6dOsWkSZMKLUrt6+tLTk4OIfe2JnnOumLdX403J6J6OE8ydVbn8hAeWRpWX+X8/DHniaij4DkO5wmtajqfJbFd/dyyLm3eZ8W6V4v1OEoas9nME088wTfffANAmTJl6N+/Pw8++CDNmzd3lUUdPnyYOnXqEBUVxbRp0644l3T79u00adIEgBMnThAcHIyiKOTm5pKbm0u5cuXw9PQEYPfu3cyZM4fU1FS+/PJL5s2bx9133+2+gxZFkpmZSWBgIKao8pQt3xLfiKoYdSbyLGk4cnMIiKiOUTVi91Qw5aooDtgwu3hL6lv2G4/dU0HTnV8T1dNZ3q+zOm+aAcwhGp5JCpoRPJOdrzPlqK61UAuaDyl20Dmcf56sfjo8MlWyKuld0wP2jXVvprHtXR+js2uFMqhWP+cJs3a+6bGmUzBl2dH0yvmmUCr6fDsZ1b2xBCpErkxFMxlQPY3n57AqaHoFY4YFzajD5mdEb1Uxpuah5FlA01hydJxbj0tApRljqfnsQZZmzrjZQ7nlbNy4kTvvvJOgoCC2bduGv78/ixcv5vbbb8fb25tOnTq5ltoTV1aaz88Lxt5tyXC3Z1KX9ZhWKt+jW51corpFVKxYkQ8++IClS5dyLC+HqCrdOXFoIeTkEBN/xesUVy3oiLPrJoqz1M8SoMPqp7jmnhrynFlWqz/kRKnoLAoBxxRQAZ3zJLDu8xNRHLBn4pVPRju3e/8/v+rv/v37ueOOOzh+/DgAAwcOZPLkyfj6+l7w3DJlyqCqKs8++2yRmh2dOXPG9e/o6OhLPq9Dhw6sWrUKcK7Vu2fPHiZOnChBagkQEBDAyy+/zIIFC9i/bg4APmFRRDe7F4+KUeitziVb9BYNnd2Z+StuORE619zz/HANzQhKuBlvbwtmixFvLwuOBH/suQYMuTh/Z1Vn0yM05/xSvUVDb9Ww+TvTqRZ/BZ8kDUOuA51VjyXY+dnR4qEJbPrefdMCHEbnG6TPd841dThsWHIyseSmkZuXQmDZ6vjqAp0lvyqgaSS29GD/ey9R462JlN1kxeHnvLBTsKSO4nB+wGkGHYaUHAwJdjDocQT6oLOrKLb/Z77tdjt6vd6t8/FuVSeHvED9XTemgeB/Rfd6r7F0z3vXtY05c+YwYMAAmjZtyvz5810BQ0HTory8PHbu3Mnhw4eJiYm57jELIUo3CVJvIZ6enowePZohQ4eQNyiUuvd0ZMeTP1K9evVi35d3vDNToOoVbH4GjHnOZSNUI1j9FTzSNfQ2Db1NwSu1YD6WisOooJ5f+lVxOP9df+RENB2XXVbC7mNk9ZIXiv04Sorff/+d3r17u/4/a9YsBg4ceMnnlylThg4dOjB58mR++OEH+vXrx2OPPVZo3cvMzEzatm1L3759ef3119mwYQPJycnY7XYcDgcOhwMfHx/27NnDa6+9Bjg7/Hp4eGCxWNi4cSOxsbGXHYe4sT744AM++OAD0tPTWb16Na+88gqxiydSqWN/QsrXBw8Fvdl5Ueqfa6YWlystq9LosYn4eYPfGWedrN7qXHrGEqhDb3XOyVQ0MOY6g7mC+23eClq4EXMZ53xVTe+8+NX63o9ZP/fqjuPIkSPs37+fvLw8HnjggUsGgfnZyVgSz6Ca80lJ3EdqxuFCjz/33HN8/PELtL9jHA69M1McvsVKl9bvEeltQNUr2H2NziZKDg1F00CnYMizoRp1WCP8McVngtWKPgNQFKy2XH777Tdmz57NwoUL8ff3p02bNq4+Ah9//PE1NSvrEfUsS+IkKPun3Z8+SzffQaBpLMv99mYP54br2uIddGY7S3e9U6Tnm8tdXwZq4cKF3HffffTv35/p06cXmiJy+vRpwLlu6eDBg2nbti07duyQfge3CGmcJC5Fyn1vMRkZGQQFBVHz1Z7sf+8PTp8+TWRkZLF2+e3Q9SP0Zjs6qwNzuBcOkw40DRRnR06dRcXhpXOti6iozsyL3lZ4DUKHhzOzop2fm4biLAne9XnhE+H2d4xjzcLRxTb+kmjOnDncf//9PPfccwwfPrxIa97OnTuXvn37XvSxb775hq+++ooNGzYQFhbG0aNHL9mC/9SpUwwbNozw8HBef/111q9fz+jRo0lNTSUsLIw9e/YQHh5+Xccn3MNisTB06FB++OFHolrcS9no5tg9FLZ+454MZONHJuKRqbLhl+fo0O0jZ/fefAc5FT2dQdv5jKlXqsOZcdU57zPmquhs5+d12jVMmTYsZUzOKQEmHebg88u96CEgzo5i17B76zDkqVd1cWrBggX06dPH9f/u3bvTrVs3YmJiaN++PT4+Phw+fJhHH320ULOx+vXrs3v3btf/K9buQbmwxnipXugtDnA4u/payniQF6pHb3V2KNbbNJSC4zo/t9WUlIuSkgE6HXh7YakYSKb5HIe2fU+uOcW1v759+5Kdnc3GjRvR6XRs2bKF5557jnfeKVpQUeC27h+xeumLAPSo8AyYLWjn+xIsTf/a9bweEU+yJGHyVW1blF49ar6M6uuJatSjaBrLN75+yed2bfEOyze9cc37Sk1NpVWrVlSqVIlly5ZdcGFo9uzZPPDAA64LoADz588vdGFWXFxpPj8vGHuXxY+6vdx3Rc+ppfI9utVJkHoLCgsLw7NHDKdmFe881H/q3O59VA89Nh9n4xFN7ww2VYOCMdeBanIGqQUnnppOQdU7y+L0NmdGxe7hLBdG4/wJrTOA3TH15na9jPr2Q+IGvnRTx1AUDoeDTp06sWbNmgseCw8PJy8vj549ezJ79mx8fHxIT0/HaDQWaduqqnL27FlCQkIuuzavuPlUVeWpp57iiy++oEWr59m43n1zHjt1GMPKVS/TsdOHkG8m5eROspVMdIH+BDRqhc5oQjUq7PjS+TvcbNAEdA4w5jic3X4dzkyqIdfGn2tfpV3vcVgC9Kh6yAtTMFicmVSvVBW719V18125ciV33XUXnTp14vPPP+e1115jx44d7NmzB4Dg4GCSkpKYPn06jz76KNOmTeOuu+7C29sbb29vxo0bxwsvvEB4oy5Uie6K3urs5GvMtqE4VFQPA3YvPeYyBjSdQmYVhTKxKnrL+Vu+88KdPjUHFAVz+QDOZO8hLz2epHO7qVU5ihdeeIHmzZtTtWrVC8bfuHFj6tWr55qPfjXa9xyLKcOKITkLHCpk56A5HK7HFQ8TSxIm06Py82CxgMkIio4lxz++zFb/O7oHDLnl5qd2r/86KAqaUY/qYUA16li56uVi38/u3bu56667yMrKYvXq1dSpU+eC55w9e5YKFSrQoUMHunTpwssvv0xsbKyrcZ+4tNJ8fl4w9s6LH8Xg477mi/ZcC39KkFoqSbnvLahixYokp6W7dR8OLwOKqqGzauhtzvmpDk8dOoczYFUN59cHdDjXS1RNYLQUzE3T0NnAcP76iaY/34jlfNDa6NGJ7Jj6LPWfcc5Z/XdmtbhFzfqIuEEvuv5fEKBGzfyIuMEvXuplN1RGRgYzZ87k9OnTJCYmYjab2bFjB3FxcXzxxRecPHmS33//HaPRiL+/P4cOHaJy5crMnz8fgBdffLHIASqATqejQoUKbjoaUZx0Oh333nsvX3zxBXZP962LDDgD1C4fkqvPYceOSdgtuc4HzoLh2CpCO91OaFh9AJoNnoC5jHM9VVWvx5inuUr9NYNC2z7jsPnq0Nk08kJ1GHOdTZhMmc4GbOagopdwLV++nNtvv51OnTrx3Xff4evryzfffMM333zDkCFDAGjatCmKotC0aVMAhg8fzvDhwwttx691KypV6oouV0NxOKtDNL2CajJi8zPgMCnn12u145mhQ7GpaEYddm89ppQ8dPk2yM5BVR0cPPMbieajGMOD6N2tC5MmTaJ8+fKFxjxhwgT27duHn58fR48evebSeq+z2ShpWc4sakQIiuqAHOf3RlF0oNc7s6xens7Fau0OMOroUfn5iwaqPco9DUYD6PT/iUC2KAFqF11fVqhzrntfXU390BwOFJ0Cig7N4WCFY7br8W5eA1iW/9117+dyutd/Hc2od/38anoF1Vj8TR1++uknhg4dSo0aNVi1atUlS9X//vtvNE2jadOmvPDCC7z0Usm/CCyEcD8JUm9B8fHxPHL7I27dx6plFw/eujV8E0VV0Qw6lm1/m3Z3jsNhcpb7GXIceICrAZJi17B76dGMCg6jgqLqUBwanql22tzzMV5eOuxuXPmka7N3ONrPl7iR/z+WKh87l4Y49vwo4ga/SOPhE9k+7cIgudKMsZwccmPmyFosFgYPHsyCBQvQ6XSoqlro8dq1axMTE0NGRgarVq1ylS2GhITw2muv8fTTTxMQEHBDxipujvj4eADWLLz2kr0r6XTbB6BTQK9AaiZ2Sy5z5szBZrPRr18/7OYcEv6YTV7bc9R9zhNHOQWdFay+gK+CJVDBN15FcWisWTiapg87f9d0DjCYIT8EAo85L1w5jLD3MnPUC6Snp9OwYUNOnjxJYGAgCxcuLHQxJiYmhqpVq3L06FGWLVvGkSNH+O67SwcIAboINNWBajSQE6lD04NXit7V7dccpENvAbu3Do9MBx6pZhSrHSXXjBrki2YygJ8vu+J+Idlxinlz517QdOzgwYPs2rWLL774gqNHjzJ48GBycnKoUaMGd95551V+V5yW7n6XHtGjQKegJKfjSElFMRjRBfg5l73xMKF5maCgUVNBllXV6FHrFbTz5ZnK+c8WLTTI+bjDQY+Y/38+Ljn80TWNz516hD8OqlYoc1yw9My/M6jdvAYAXDRIvFKA2tX4ACg60FQUg3MpoX/uU1M1FL3e+bhe7/o3mkJX4wOuxxWd++fPKflWsBtAr2CN8COnnJGtM4peldAj9DGWJH95yccdDgevvPIKY8eO5aGHHmLatGmXrbiZPHkykZGRjB07lqNHjzJz5syLNgQU/00yJ1VcigSpt5jc3FwSEhKoUqXKTdm/PdATfa4NndVOt4Zvsnbn27TvORadXUOfb3cGsHodqlGHatLjkW5BU5yL3qseemcnTYeGpnNmXLdNL94lNAqNNcBEyM7C94Vt19j40//3ebEAFZzdI2u/PBFLsMbR0cU//89ms7Fu3TrmzZvHnDlzSEpKomvXrtx+++0888wzNG7cmFGjRpGdnc2gQYM4ceIElStXpkuXLrz99tvcdtttMo/0FhIfH09gYCDe3t7Fsr3Y2FheffVVDh06RJ8+fXjggQdwmBR0moJiU7HpnXMe09PTGTZsGElJSTRt2pQPPviAP/74g2DPKAKq1iOvLHimQU55Dc2koag6TFkajR+ZiOqtYMrWUPVgyNPwyFQw5DurMgz5RetIvmbNGk6ePMnQoUN54403LqgWaN26NUeOHKFbt24sX76cGjVqUKZMGZ5//nm6detG9erVKVeuHLNnz+bRRx/lzN/zOMOv+JaNJnzQEAj2xhKow5QNXskqBrOGqlecVSQW1bk0jaY5y2c1DRwONA8DSfaT+Pv7X3TO3UsvvcSCBQsAGDRoEO+///51frec1GA/MtqWJ+CnLa7gSbPanOOz2SAjE1QNvL2cWdKCICrfjGK1oVksaDY7iqeHM5DVNDSbHXx90AJ8sAf7FMs4i9uSc1/Qo+wTKJ4eYLOh5uQ6g1G988rCPzOXitGAZrPTzWfgVTdTUgxGVKvV+R+HA83hQGc0uN5r5XzfB8VgdN6nU8CBM7AFFJ2KolPQVI1unv1ZZv6hGI7+EuwOFL0OTefM8qM5u+nv/bhoVUn5TSpf8rGMjAz69evHsmXLmDBhAiNHjrxsh+rs7GzWr1/PtGnTCA0NpX///lSoUIFBgwbRtm1bVq5cyfbt2/n7778xmdw3b1EIUfJIkHqLOXr0KECRGu9cqw5dP2LV8otnUleuepluDd8EmwO8nCeMnsn5KGYr6HTOEiQV9A6VnAqe+Ofa0JltKDkOLBF+6GwqqBp6y/m1atzoXGMP/E8VzkoWBKit7huP3Vthy8xLB6CxY4q/DHnNmjWMHz+e1atXk52dTYUKFejXrx+PPvooNWrU4OuvnY1QRo0axZQpU1i/fj33338/3377La1bt5blLEoxTdNYsWIF3333HaGhoVStWpWQkBAK2gqULVuWGjVq4O/vT1ZWFpqmYTQacTgc/PLLL8VyYWrnzp1MnjyZn376iQoVKtCqVSu+/PJLPvzwQ4Ij61C99WB0dg2voMp4WWszfPhwFi1axLhx44iJiWHKlClUqlSJE39+S31lFP7mCDQF/OIU9BaF3PKgKQp6GxjyNXQ2DWOuht6s4pGpQ1E1DDaNtb9fuVGapmksWrSIihUrun4vLuXXX39l0aJFKIpC7969C3UeBXjwwQe55557mD59OlOnTmX37t3kjHuTSvV7obu7PVZAZ9VhyNfwTndgyHWgaBo6s90ZzOkVdFn5znH5exHT/CEOb/2RYcOGXTDH9LHHHuOvv/4iOzubMWPGXN036F+6NX6TZdvfpnP7D7CV9cE70VYoaNLyzWgWBdVscQakig4yMlD0enQ1q6LYHJCTx5Kzn9Gj7BNoVpszsI0IA01DyTdDbj5LT026rnG6nckEOoUlp6fQ3f9h0OtZmjnD2d1Xr6Obz0BngF5AvfAiSDfP/qDoWJb/HT3CH0dzONDyzc4HFcVZwluQKdUpgB5N1ZwZ0vPZUUWnnM+eqs4AX3P+fVH0etCb4HwZsDsD1B7lR4BBj6bzQPMw4jAqODwVTJlF38almpWdPHmSHj16kJiYyNKlS+nSpcsVt7V161Y0TaNVq1bUqlWL2NhYpkyZwqxZs/jkk0/w9PTEbDazb98+GjVqVPRBilJDMqniUqRx0i3m7bffZuzYsSQkJLjte9nywfGFso3/1L32qwBongZULxO6XCvK+ZM4wFkaZ7GDXocj0BuHpwHN4Fw/VdE0FLvqXJNQ1Vix4TW3jB+g6cMTLtoBtfkAZwmi3UvBYHauN2nKdJ70rfnD+Ye77nMT8TmnFfsajuvXr6dLly7UqFGDe++9l27dutGoUaNCgeeGDRvo3Lkz+fn5VK9enS+//LJI66SKkm3FihW8/vrrbN68GWN4WQzZdvLNafCv0u5LUbw82L5+Iw0bNrzkc2w2Gz/++CMbNmxg8+bNHDp0iHLlylG5cmWqVKmCxWJh1qxZREdH06dPH95++228vLyIi4vj559/5rXXXqN5x1cxefk7yytVldS4HRyP+5MKFULYs2cPnp6eHD9+nF69enHgwAFMlcoRHNOCyr7NQK9n/ZzCnxst+43H5q3gkalhzLajeuhYu6BonbxffPFFxo4dy3vvvcerr75apNcU1aJFi+jXrx/Z2dmE1m1PSPn6xP4x6YKLQO3vGIcx04pm0LkqQOy+BnQWlRPHV3D25BrMZvMF3dXj4+OpUqUKAwcO5K233iIiIuKaxtm97qvOEt7kdBxJyYXKT4tC5+WFrlwEqr+zVFOXa0H1NrFs+9uu57S5+2N8j2cVeSkTd+oeMpylKdMuej82+yXnnnb3fxhNVcFuB4OBZTmzLnhOwVxSncmEztfHmYl1qKh5ec6AX1XRrDaWW3+kR/jjqLl5aBaLK1NaEJBq5wNgV+Cq17tKfbUbEaRWHY3m44k9wBOHp4G0GiZ2f1r0C6p2u51yT92D4/fjbFg9j5iYGE6dOsUXX3zB2M8nERUWyZIlS664zulLL73E999/72rYl5aWVmiJtLNnzzJ37lyOHj3K559/zrRp03jkEfdOUyqNSvP5ecHYb1v0uNsbJ63u9UWpfI9udZJJvYVomsaXX37JwIED3fKL2uq+8c4lJy5z2WNp7Pt0bvc++mwr+qx8V3dBZ7ZBj+ZrQPFwoBl0OLwMznI5h4amKBgyzSg2B5pejz3Qs9jH/086O7TuO56E1grHR/4/2FSNgAZ6i4bNS4HzJ6V2T4UqEyYQcETBL00lq1LxZnntdjv33HMPjRs3ZsWKFXh6Xvz4W7VqRW5uLhkZGfj7+xfr0kLi5rBardx5553YbCoN6gwmKKQaiqKQVs2IZrFizAe7Ccz2LNQziahWKyZMoCk49CoWX1j6+StXXA/5999/Z/DgwdSpU4fmzZszYMAAEhISOH78OBs3biQtLY2xY8cyYsQIjEYjiYmJ3HbbbezatYudO3fy5ptvcuzgImLq34de02OwQ2SZ+sz77R3q1avHyJEj+eyzz6hcuTLbtm1j4cKFzJ07l3nz5hFUYz8WpSrNe+WwedGbNBs8gS0zR6GzanhYNfJD9Gg6g/MCVREcOHCAjz/+2C0BKkCvXr1IS0vj/fff58MPPyR57xp8Gy/l1IoNlClTxvW8fy6N1ebuj13L7dgCDag+JvR6PYcOHbqgi2lkZCRvvvkmr7zyCtOmTaN58+b8+uuvREZGXtU48ysGOOfxqypKWsZVB6mazY6WkoYaFoXNz4hJp3NmV89r8dAE9HqlZASoQcMA51I6aBpaXr7zeB0OFA8PMBroHjQMLT8fFB2K0cDSLGcWe2nWN87H7HZn9+OLKCjX1ew2Z4MpneIsm7VanfvRnIFmV1M/dJ4eKDodnC/tdb5W73xtoY3+P4DVHAX/LFop+7XSfL2wBXmRXdEDnYMi/061un88ox+ozP2PPYotKZmwsDBq1axL3Xq12LVnN/6+fowY9hgvv/wyYWFhl93WokWL+Oijj3jkkUeIiYlh06ZNrF27lvbt26MoSqGLraGhoXTu3JkmTZoUw9GLkkgyqeJSJEi9xRgMBmw225WfeA2MuQV/ZaFtn3H8Pf/iGY8/175KlzbvO7Oo50+a7P6eqEZntkGfr6CzOTBkW1FNzhMDndWBLtsMqopiNLBy1dsX3XZx8chyYPXVYcz+14eb5gxgNT0YLBqKA/RmjbwQHd5nwCNDJaENnHi6eEt9c3NzOXfuHH369GHv3r2uDqQXoygKQUFBxbp/cfOYTCbeffddRo8ejWdYBew+RmfgkaUAHpjyVDxO5KOZ/NBZvFCsdhx+nmg6Z/MxB4YrBqjgnGcaGhrK3r17izSuO+64gx07dqCqKkeOHGHWrFkMGTKEXVunUrvm/Xh5l8GU5Wz4UzmqJ19//TW7du3i66+/JiwsjPvuu4/777+fLVu2MG7cOBYsWMCJw0uIrraBE0eWAc61k+0eOjzTVTS9c93koli/fj2qqnL//fcX6fmZmZkcOXIEm82G4/xnUqNGjS47h9dgMLgCyYULFzJo0CBi7n6AMt164pEG+eGF56Ov+/V517/b9R5HeJWWBKin6dKlC+vWrSM6OrrQ9l966SWGDh3K4sWLGTJkCFOnTqVly5ZERERQv379Ih1XViUjO6c8Sxf9/a5MXpGdD+Sw29FZ7ODrPF3QjP+/8FXc1SLXQzEZnUG1xeoct14Pquosuc3LQ/HwQDEazweBzu9xN5+B/w8+VdVVznvJfRjPnzL5eKF6mtDl5KNYrM7A1+FwBZhawdxU54ZRra4I1NVcCfSFg9N/dPx1J0u4j7O7vhHMZRQM+VBv1ET2XKYRWaP2I9mfOJ+7fzlJt27dGDNmDFWrVmXs2LGkpqby6KOP8tBDDxW52dHXX39NkyZNmDp1KosXL2b06NHMmzePunXrMnDgQD744AOaNm3Kzz//fM1VBEKI0s+9n4aiRFEUhaFDh/LTTz9RhCrvq2bItYMGqknB4VH4R6v9HeNo19u5PmO7O8c5293rzncZBHQ2Fb3FgSHvfACtqih5VnR5NhTb+TIpLxPodM7lEdzMlGHDYNY49HrhP9yaHhQNdDYNRXWu1qAaFDyyNPLKO5sqnXi6cMli1Kzr73hpMBgoX748U6dOpVmzZhw4cOC6tylKj4KlSTRvk7M0XufMyBnzVDQF9ClZGBIz0KXnoORZUBwqljIemMM9+WvFlZdzMJvN7N69G7vdXuQxxcfHc/vttwOQn59Pv379WLNmDWG+OrZu/oTEYxtweBnodNsHVAxsRI2OT5CcnEzdunUJDw+nefPmqKpKs2bNmDNnDmfPnuX5Z58l7uhyfOrUpdGw8dg9dRhzHXim2PA6ZytyUHT//fcTFhbGe++9d8mLcunp6bzxxhs0btyY4OBgmjZtSqtWrWjbti1t27alXLlyjBgxgn379l12X0ajkbvvvptevXqRHRfrXPtZB57JCq3uH0+r+8fT4qEJtOg/nnZ3Oj8D1y4YzdZfX2f58uV4e3vTqVMnTp8+fcG2Q0NDiY6ORlVV3nnnHXr06EGvXr2wWCxXfA9aPjgeU7ZG677j0TWsiT4gAH0RgwhFr0fn6eGcm6nXYw3yRGc731nZp+hLVblb93qv0aWNs7GUZrY4g0O7HTUrBy0/H81q+3+ZrdWGZrVeMC+04IZDdTZXuohuPgOdmVPV2SxKM+icXawBzW4/P6e0cNWK5nCg2uyF5qQ6Hyhc9qv9o/Owpmost/5YfG/QRagGhdyyBmzeCnYvcJjAmHPp569fv55d6ydTCQ8eeughFi9eTMOGDfHz8+Pdd99lypQpPPbYY1fVjTciIoKMjAwWLVrE66+/Tps2bVi5ciWVK1fmhRdeoHz58ixYsEAC1FtEQSbVnbdbgd1u588//2Tq1KlkZ2cDzr/TOTmX+QUv4WRO6i3m22+/ZdCgQZjN5guag1yv2i9NJPbDZ4maPJ64JwsHau3uHIcp04bDQ48xy4Iu14JmMKB56FFNev5c+6pz/pSigEMDw//LyjSjHsVqh9x85zygG7DIfKcOY7D5G1D1ClY/53ISqkHB5qtDU5wnoXorGMwaNh+F/DIKe8c/S+0XJxL70bO06z0OS4Cezd9efabBarXy448/Mm3aNLZv30758uU5efKkK8MDkJqaSnBwcHEesijBVq1aRceOHWlcczD+5apj99Kjs2loChjMDkxHz4HF4mwQ42FC8/FE0+lQHA6W7nnvottMTExk586d7N+/n5kzZ3L48GE+/fRTHn300SKN6dVXX+WDDz7Az8+Pc+f+x955R0lRfG34qQ6TNgdyzhlRUASUKCogIEowYUAMGFDMKIoJAyBgVkyooKgfKvJDkoogiiCIIKKi5Bx2l00Tu7u+P2p2YAWUsLsY5jlnDuxMh6rZnZ6+de99310xi4m8vDxuu+02XnvtNcwqlUmuUJeKkapUSG9CQZqkcNvv/PTdJAAGDhzI0KFDi5XynXnmmfz000/s3r2bMy9/GkcXuHNttIg8rGDLH7Ftm2uvvZbXX1c9iM2aNaNv376kp6eTnp7Opk2bGD16NJFIhAsvvJD27dtz8sknM/iOKVhJBo5lsSP3B/b9uBQnr4DTTjuNbt260bVrV5o2bcqWLVvYtEkp9EYiEV544QU++ugjytVszc513xQbS9sBTyE1MP0qOIkkaCx+Z//1cdOmTXTs2BFN01i8ePFBpZL79u2LVUbMmDGDPn36cNZZZzF16tQ/tY7q1uAe0DVClZL54vN7aHX1ONy5Dklzf8L+w03LPOcDJQykK+9MoWkIn1cFYELDqVoBDA3bZ/LZgnuP6HdQkrQaPI7EbRbejTmQvU+pDKenqvHm5qkyXQDbQQZDOEXB6AFZySLl3AMzykVZVAyVIT1ULyoQK+GNZUh1HeH1qJ7U6Ht5oMWMtO1i59a8HoTLhUhOBK8H6TIQOflKVVlKiAbHszaOL4m36085s89Y/OV0jKAEqVpVlr9y+CxqerVmVElVAkeHazM5Wl555ZWYB7EQgo4dO/LFF18AsHXrVpKTk+P3mkfIP/n+vGjsZ3xyY6n3pC7q9fw/8j06UjZt2sS5557L5s2bCYVCrF27ltq1a3PrrbcSDAZ56aXDW0b9nYmX+/7HyMvLwzBK59f+0xPDqDNuHBtvu/0g/1DPnqAKPgGpa0iXgZXi4fMvhgPQsdtoPKACU9uBgA3hsOrzsW3VA+T1IL2uMul/0oMWeiCCNHTcOVFLHLeG7QEpQLMltqlKpvSwxL0PTrl+PIl+Sbu+Y9E0gVlwlOV1wKJFizjzzDOLPbd+/XpeeuklqlevTrly5WjRokWp/Q7j/D3p0KEDVatWZU/BOlJDdRFm1LbCkTimpsoZi+xVTINQxUSEJTEKw4c8Xk5ODnXq1MHv9+Pz+TjttNN45513aNas2RGN57LLLmPKFCXukl9YwLfffkunTp0ASE5O5tVXX+Waa67hkUce4ffff+enXxdy6pVX8uN3GplVG9K2/X3s2LKEBQsW8Pbbb9OuXTueeeYZTjnlFNLS0nASKtJxwAR2nG9R430VSEQS1JyllKxYsYLXXnuNJUuW8PPPP1O9enUyMjJ48MEHqVixIpdcckmxsuUff/yRPXv2kJ2dTTgcRtd1rr32Wh544AEqVqwY2+77L06hfa8xLJx5J60HjsOqcw7ZO9ewOns5y8Y8yUMPHbrNwFMlneeee46rrrrqoNe+ee92OvQcg2MINEv5PB9IjRo1+PLLLzn11FO56qqreOWVV4r1nqamptKxY0e+/PLLmGLqrFmzuOaaa3j//fcP/0uKWOCP4A6G6Vb3Tsq5TAiGkbWqoq3diBMqUqbVYgGq5vMhpYNdvzpZJyXgyXIwQg6buwvSv9fx7bVpc/FTWF5xVL6ax0OHnmNIAFxZQdiXp8pivR4IhdWipscN2VF9g2iwqrlc0TLbMMIwEaaBEwwd7EEqtJgAUpElzWERAi0pCWlZOAUFKlA+IBDWXDpaURBaUKgeto1wudBSkrFqVkDqAstnYHs0EhwHEYwosSaPO6ZvUBJIKZk7dy4vvPACS5YsYdq0abRr1w6Agso6jg5aRGVVbQ+0uGk8Pzx3cKC6fPlygtk7qdiwRYkFqABdunTB5/NRqVIlatWqxWeffcaqVato3rx5rGokzn8HKQWyFLOdpXnsvwu33HILrVq1YuXKlcV0Efr06cPgwYNP4MiOj/id7n+MBQsWcMopp5R4FhWgzrhxlPseGo4cT+UNxcvR5i6+P/b/s9qPwkoqfv6iDEm3xvdCMLqvpqk+H8tCBEOqHOsI1UyPFxFUNzvCltheN7ZX3YjoIYkoEraQgEAJKKEsM6QGllfDVeBguwXt+j11kGLp4di3b99BAWq7du245ZZb6NevX8lMLM4/Er/fT1ZWFhWrqyDSCNo4hkYkUUdIcNWsDJajyhCBLWeZ1HtllyqR/wO5ubmcf/75hMNhFixYwBlnnFFMVfNIKCrtW7FiBWee158rr7ySTZs2FdumdevW/O9//wPg2WefZezYsWzevJnG4QtIa3QaVb2dWb10A6BKClu2bMn48eOJRCI4kQjBRKj+fzq2KdAjkq//7w5uv/125syZQ8uWLXnrrbdISUnhwQcfZMuWLTz77LMMGjTokGWzjz/+OPfccw9SSgKBALZtk5SUVGybrm0fxXHraG6Ns9qPwucxsBJ0jArNyajWHFd1iwl3d+T3339nzDOL8IlkXn39CgoLCznllFPQNI0unR+PLbwdyIECSm37P3XQ6zVq1GDixIn06dOHKlWqMG7cOIYN2x80tG7dmmXLljF79my2bt3KgAEDuPPOw6scd6t+qypPFUJl2AGZvQ+noBA9JVkFRaEgRkYGMhxGhkJoSYlqUdDlRTgO7lyHQDmNFc/fTstrxseybR3PfZKkDSHOOXkk4fI+5s85tN1YSeFd9CsyEgHbiVWTCDMYs3DREhPBMJSSbrR0Vug6TjjMunFtqHP7EoTL3K+ma5j7e0OLglZNqGDxEJzjHaiysJa13xv2EH2j0rZx8goQEUu9p45UfbAeNyT4sH0GesBGD9ogBE6ih7k/qlLlLp0e5/P5B//dHAsbN27kxhtv5NNPP+Wkk04iOTk5lmE5/9JXkHVM9OhXrDTANuHHP/Sjbtu2jTN638ymVf+jQZ063HrrrSUytiJeeuklPB4PK1aswOPxUK1aNV577TWefvrpEj1PnDj/FRYtWsTXX399kJdwjRo12LZt2wka1fETD1L/YzRu3Jhp06Yxbdo0LrzwwhI7bre6d1KlSXkSfssh7Zswgfrlir/e4B5llyEEeooPx6Uz7+tDWMgEwyqDGl3ZlqEwMhJBBoIIr6dM/PjObvMIAhC2jQRsjx4LSKUA2yMQjir1dXTwBiSBdA2zUAXQjktgmwLT7xDxabQeOI4lb/911qGodK9r16588sknJbpyHeefzYIFCwgEAqRXaUrE5wJbYvgt3PscLK8eU8gWgQgiex/1nt0HgSCz1x5c4jN8+HB++OEHvvzyy1h25Wjp2LEjL7/8MnXq1MFXqQZy169/uv3NN9/MTTfdxAUXXMDHH39IOWcbyZ6K5OSsY+DAgSxYsIDNmzczadIkhg4dyuzZV+P67UO0hF7k13OTsFMFJx9++CEbN27k11/V+XJzc7n55pvxeDz07NmTs88+G1CiTmeccQZut5vMzEz69+8PqNLCw4kh6QVBtIiJsc9BKwxieF24NI2vVhTPnp522mlccsklhzzGHwPUDj3HEEzVkToxT+Vv3j/0otWB9jWbN28u9toPP/xAQUEBzZs359dff/1L1W5ZUKgCr6hSrQwEcKJBnZWVhTBM9KQkZCiEdJxilieduzyBNESsJLlDzzH4DEGXzo+jhWxkupvCqj58O0OlHqACsXJahLa/d9OKxASI7Lx8hCZifaFCCqQVQXO5qP/QGkT5TGShH3Rd9YiGgvvFi4SG0PU/7QMVLhPhceMU+ov7yUKs3/RACxmiwbLqfZXKS3VvNq7sHGRhAN3rwZWZjjQNzmk5EsdjIj0lcyv2wQcfcMUVV5CRkcHHH3/Mnj17uO666+jVqxe5ubns2LKEfWu3UZi7jaT0GqQ2Ox1X5UqcMmQ8lhf0QsnO+R+x87dFgCrHf/nll2Ol/CVFZmYmkUiExMREhBAMHDiQSZMmxYPU/ygOAodSVPctxWP/XXAcp1hLWBFbt249aEH2n0Q8SP2PMXLkSBYvXsy4ceNKNEglFCZh+RZkMIgwDDw7C2MvdWtwD06yV/WhugzmfDcSgLNPe5i5Sx8ofpxIBBmKlijaQgkoaZpSXiwjpK4hfSbC1rG9JoF0HeEowSSkxHZHBTN0gaOrcl/Tr2wy3LlqnMEMDd9uiWYR3VHR5pKnMAKSrz66g0gkQnZ2NiNHjmTWrFn07dsXgCFDhsQD1DgxsrKyuP766/EllMPnzUQP2mhhB6Qq9TXzI0hNgK4jk3RIqoC+ax+z9hwcoO7du5c33niD++6775gDVCB207pixQr2rF7EaUegNiuE4MMPP2TChAncdtttOJWbgRAsXryYr776ikceeSTm/6vrOldeeSV1WtekypaTY5nIIUOGcPfdd3PyySdz5ZVX0r1799hnpShwve222xg7duxBnqV/OT5/CFEQVEFIOMLstUrwrGu7R2MLal3bPYoWtmPXsL9iwYw7ad97DBHfX2eqFy1aRJUqVdi6detBr7344ot07twZ27aPKOstA8FiarHKImX/NbQo2BOZGZC8P2g/q8NjSLe+v1oEiHg1PDmRQ2aIy4RDqd0WPSe0WJCo16pKqEYa7q25WGvXIwxNZSz35eGEw8WD0sjUIz59kbfquWmD92dSD1DplTaxzG3Re6xUgHWI9qYKrwd8XoRhqIxsXj6US1P+37bDF5//tbjZ4fjtt9/49ttv2bZtG/fffz99+/Zl4sSJJCUl0alTJ5KSkjjttNNo2LAhkUiEpk2b0uz0DsyYMYNda78mreGp1Oh8MZ5sSWHOdnb+tojhw4dz6623/qWVzLFSq1Yt8vPz2bNHWdlUrlwZv99fKueKE+e/QNeuXZkwYQITJyqfaCEEBQUFjBw5ku7du5/g0R078SD1P4amaXTq1IknnniC3NzcPxXeOFpkWhJoKZAfUGIQRDOoBYVo0X4fkeenW/27kT43c//QW9qt7p2gawiPW3ncWVZUXVJDmOYhTdpLg0AFN1Y0WyocsLyq91Tq4MoFRxc4LgBJxCcQUmAEJAm7bCIJykbHleegRSTBNI2lb95Gp3OeZP6cu3HlO9gudfN83nnnMXfuXDp06MDmzZsZN24cd999N3369CmTecb5Z7BkyRK2bt3Kqe1uw5VvISIOdoIqHcQBx60TSTTQwo5SnDYFXuvQizqBQADLso7bhqpKlSoAdOrUCek4B/l8Hg4hBEOHDuWhhx4iN2cjaQnV+f3330lMTOSVV16JbXfFFVfw7rvvMm/hxyR2rhZ7/sorr+Tuu+/mu+++Y+nSpcWOffrpp1O+fHmmTZvG448/flDZ01+i6xAOqmvXASvSRQHquS0eYN4PD9Ol8+NHddiF0++kXd+xnHrVOL5749AVFfPnz2fixIlceumlh3y9Vq1a1KlTh88//5z27duzYMGCPw1WD1SLlVaw2GtC19GSkhBeD4H65RCOyp7qQQshBPPnquzoqYPGITVYdpjMb1kREzyK/v+PSEeqHlQh0P1KYE/o+p9ayRwLs3NepVuFIQDYObkgHeZGpnK265L9CwJEM9yOVIGpZSEy0pi1YRxnn/4wuqGDoeF4XDimjpAS+Ve9sH/Cl19+yXnnnUdhYSGGYdC3b1/eeustTNNk0aJFfPnllwCMGDGCYcOG8cADD8SEY/Lz80lOTkaELBJ22oRSNPKSVdb6rbfe4uqrry61IPWjjz6iWrVqpKWlEQwGeeKJJ2jbtm2pnCtOnP8C48ePp1OnTjRu3JhgMMgll1zCb7/9RmZmJu++++6JHt4xEw9S/4P069ePJ598kgsvvJBPP/306G/mDoXjwLbdquQqVX0Jdqt3F+TlI4MhCIWUsEuCDyfJg7DlQZlU6XYhwhFV3mvbKkAFsCzkYQzWS4NgmoblFUrBN4gq89VU747lVbL9UgMtIrDdYCWAb6cgt6aOEQRhC7xZSg146ZvqplQK1csVTjNY/O7t7Nixg7lz5wLwwgsv0KRJE9xuN48/fnQ3wHH+/RTZwmwx11ErIR0nxYuQYAQMPLuCaBEbPWATTjEJJ+lYPsHCTx485LH27dtHamoqn3zyyWFFgI6EVq1aMXXqVJYvX86dd955SKXpIuH4ooymlJJ9+/axdu1aIpEIVsCPk6Jxxx13HHL/d999l3bt2uFf+xH79g0nNTWV1NRUmjZtyurVq5kwYQJDhw6NBWstWrSgcuXK6LqOaR6DTUo0OJ217dmDXurW4B6EJji32X04lZLp2vZRrEQTMy/E3G8foGO30X+qPPz1/93BmX0Or0g+fvx4qlatyqhRow67zbx587jzzjt57rnn/nIqekqyapcIR0ATquTUtver0oYjOPty8SwNItwunCrlEJbKzndt+yjzvhmBb5fFgplqTqddMQ7HBNstiCTA6tEl6wN9pAhdj5XWCo8bGYkgon9ns359otTPP2vXi7H/d6t2C90q3qBUf21bZVhR5cFauQysKhnMW3RfbHs9L4h0Gcxe+Qig+lC1sI04ju+2CRMmYFkW27Zto1KlSsWqB4QQNG7cmJtuuokePXpQvXr1YvvOmaO8iFMSq6EHHJKzwuhV6pHYcyjrF71LmzZtWLVqVTFhsZLgl19+YerUqTz//PPous5ll11GXl7ecV2P4vyzKW2bmP+CBU3lypX54YcfePfdd2P+5VdffTWXXnppiZfrlyVxn9T/IHXr1mX69Ol89dVXnH/++eTm5h7X8bpVv1VlIaQEQwdNY/bKR5j122gwTTANFbxqGoTCiLDF7B/2B6jntBxJt8b3Igr9YBgIw0CYJlp6KsLjVuITrrLx5ms1eByWR6BZKouq2ZJwEjgmhDLA8oErT2VVHaNIIRECmdHtIxLbBf5yOos+vIMzLhhL64HjEBLCyQZ6SN1QXXTRRbFzNmnSBICXX375qEsU4/z76dGjB7169WLnl9PZtfFbtIiyjZAaFNTwEqzoI5jpwvJqaLZEDx/eVeymm26iXLlyTJ8+/bjHNWDAAEaPHk25cuUO2SN51VVX4XK50FOTqVevHklJSaSnp3P66afHSvueeeYZxowZc8jjp6Wl8cknn7Bx48aYkrDL5WLIkCEIIRg2bBizZs2Kbf/999/zww8/0KJFi2PygZY+d7EA9ZxWD+5/zdCZ9fPjzP5xFFrEIVjBg9Rg7rcP0PLa8eyrY3LS0D+3D/nqozsO+1pRueOfVbYIIbAsi1q1av11yW9aCrhcKpgTmhJF0lX5qTBNcJnK7zMUQgZDiPXbENl54DhogQjnNh+BWWDRsdto2lyyX+jJ8EtcudDs9tK3SjkQoYniWVRdi2W75xS+xZzCt47oOOdmXltiY5q15Wlm7XwBir6bot6rQteRiV5EeH82/pxWDyINDWlonHPySM5pORJhOwhHIo/jmv/444+j6zpnnXUWN998M7t27QKIBa5Tp05lyJAhBwWooCykAAJ5u9i5bTmWoTpTklNr0OSsm9A0jUGDBpWop/qSJUvo0aMH1apVY9CgQXzyySe8//77TJkyJZ5JjRPnOPF6vQwaNIjnnnuOF154gcGDB/+jA1SIB6n/WTp0UD0ps2bN4uWXXz6+gxVZxRgGeL04iW7ObXYf3Wrdpnp4CgPg80JiAlgWocp/8KkSAsIRZZkAOAWFypg9vyCm7ivDx1eeeKRITZXy2u5oFhUQlvrZnaUyqI4LzEIVqObVc/DtBD0EZqHECIJnn8RVIDnjQuVHF0oV5Fc1sXyCYLr6yL377rtkZmbGztuhQwcuv/zyMpljnH8Wuq4zffp0zIoVKYhkIw3wZtkIWyKcaJbfrWEEHIQt8e46+LPy+eef07NnT7766ituv/32Q960HgvhcJh58+bx/fffEw4Xt7uZMWOGUtEVmfhlZZJO6UL1xucCUCeqGHrZZZf96fHr1q3LaaedFsv65Ofnc+ONN8ZunPPy8mLbnnrqqTz++OO8/vrr3HbbsdmjdGtwj2pRAILlfXToPhqA2T+Nokvnx2nfawx7m3nIr6ITTlGFSOEkdX04Hm2OK6+8ko0bN9KrVy8mTJhw2IVDx3GOqFTbKpeEVb0cdp3KkJmGVbsyWqUKaKkpROpXwWpSEy0xQQV6to0MhXD2ZBHJSMBK9WCl+ZC6QDgS384wCTsjJG2O4Ntrk7Db5senyjCT+oeeVKEJZCiEXeg/rK/p4Zi9dyLdqg6lW63b6FZzGOemDDru4c3eOxHh9aiF2Gj/rwiE0cIW57aIVgoVBXqaBroATcP2GkSSXMz75hACgkdIo0aNmDlzJqeeeiovvPAC48ePZ+XKlbRt25YBAwbQvHlzzj77bG688UaWL19ebN8HH3wQgJ2blrB21fv8tH4a3m1Blrx1G4lBL2n1z2PWrFnH5a+4cePGmKDLqFGjaNeuHZmZmXzxxRe43e7Y5/e888475nPE+edTZEFTmo//AmvXrmXixIk8+uijPPzww8Ue/1Ti5b7/Yc4++2y6du3K66+/zrBhw46tRK4IISDRh0z2IU0dLSsPgiGc/KgyY4EftAAyHEGLqPKmIruGOcse5JyWI9GEQHpdaFYacl+uMlgvWi0v4f6iwyGjQr5WAkQSwfAL0NTzRT2qoVT1sx4AM08jnASaBaFkpeaoh1UGNpimbq4St9tYXg2kxL1Pzb1y5cq88MILMdXRDz74IJ5FjXNYpJREdu5k795sEtKqkrthFabwkJRenWrpLXE7GtIQ2B4Dx1X8pv7rr7+mR48eNG3alDFjxnDFFVcc8hyO47Bnzx5yc3PJz88nPz+fatWqsX37dp555hl+/fVXpJTUqVOH3r17s3r1at5++2327NkDQFJSEt26deO6666jc+fOPPbYY4wfP55ff/2VUCCH9II6uFEqg2+88cZBdkuH47LLLuPGG29kw4YNsRvmzMxMXn/9dTp37hzbTgjBPffcg2EY3H333Vx77bVH3CvbrdFwZv+sSu3D4TAduz5ObkMPwoaW144nfY0fJ8EgmK4sfzw56nPcdsBT+FzK/9TyCE67chze3RaufeGjCj5at27N+PHj+eijj7jnnnt4/vnneeaZZ2jSpAlVqlQhEonw888/s3PnTtatW0dWVlYxL7wDKSrX7dLpcTQpcRLcOB6dYO1MhJ2BmRvETnAhTAM7YqnFwWgG0F/ZjXdXBKNALTzOWfYgAJ27qlJa2yVifrVlwTkJauFOxmy/1Pt+NMJHB6FpyrLG54a8guMdIkBML6FbhSFqQTUaqBaVIM9Z/hDdGinhKcfnQmoaUoB0Hf972bFjRzp27MjevXt58sknefLJJ2nYsCFfffUVGzduZOzYscybN49NmzbFLKEALr74Yk4++WT8fj9r1qxh4MCBXHTPdQAYAZvUqo24/PLLeeyxx7juuuuO2qZq/vz5dO7cmR49elBYWMiCBQu49957GTlyZOxew4kKIlqWVTJtR3Hi/Ed55ZVXGDJkCJmZmVSsWPGg0v8HHnjgT/b++yLkEdRy5OXlkZKSQm5ubqzpPs6/gx9++IFTTjmFZ555hptuuumYjnFu5rWIIkl+20a4XUr4KNoPJVwu5XMHCJcrFniKtBSC9Sti+TS++vhOutW7C+lzIwqDkF8Q+7JHiJjCYmly0i3jcXRw3CozKizIryVJW6N8GkPJAmlAQTWpsiaaxDElCZt0bA/4dijfOcMvMQslwXSN/Brg2wXePQ5SF5iFDoumqbK/n376iaZNm1KxYkV27NhR6vOL888lHA7j9XpjN3VNmjQhOTmZb7/9ljrNzqdSzTZEsvaw/ueZpGREYjeBtm2zZcsWWrVqxdy5c2P+yI7j8O233/L++++zbNkytm7dyrZt22L9r3+kUaNGdO7cGU3T+PTTT1m3bh0udxLlKzSnanIzfl8/h71+5Xk6cuTIWJZGSsnixYuZMmUKs2fPZv369QCsW7eO2rVrH9Hc/X4/tWrVwjRNzjrrLN58800WLlx42CA3FArRpEkT8vLySEtLIykpiREjRtC7d2/mzJnDrbfeimmapKen8+CDD9KpUyc6nf0kRmGEnc4mNq95H5fLRUFqKq7du5k7dy4jbptHOMWF4xJITRBO1rBdIlZaLYWypFr8rhIZOmXIeDxZDv7ymrL2CMHKZ44s+/j777/Tr18/fvjhBwBM0yxmL3D22Wcza9aswwYN3WrdhpOZguPSQQi0YERZEwVC4Ng4u/bu37jIO1TX1aJg1LZGJCbglE9VC47+MCJiIw0NK82HY+rHpUb7T6Fb1aHM2vrMn29T905m/a7K1c9t8QAibKkF2YjSVjhQ7K9z1yewvDpaRKKFHfSQXaxntSRYuXIlP/zwA/3792fBggXceOONsc9cly5d+Oyzzw7aR0pJ7dq12bhxI+eeey57KnfF9EsSNwXIDm7m+xWv8N1339GqVasjHofjOLRq1YpAIMDu3bvx+XxMnjyZDh06FNuuW7du7Nq1i+XLl8cXaY+Rf/L9edHYW314K0aCu9TOYxWGWHbBhH/ke3Sk1KhRgxtuuIG77y59W7CyJJ5J/Y/TokULrrrqKkaOHMmFF15IpUqVjmr/cxKvINK6EcZXq9ArV1AVb4YBkQiEQsiIErnQEhOQ/gCiQibOxq1qRTyvADMvhBYxOafVg2i2g9Q0RG4+TpHPnxBHXdJ1rNjuqA+qSwWoerSlyEqAoFeAA4FKEs9eQThFqmA2oBFKV72ptlv1rpoF4C+v4c6VJG5RN7LhJA1hw5K39velNWnShDFjxjBy5EiklPEv6TiHxeVyUVhYiNvtZvfu3WRkZGAYBgMGDOCLL77AMiR7fp1HWloavXoNiAWbhmGQlJTE0KFDYwHqmjVruPLKK/nuu++oVKkSnTp14swzz6RatWpUqVKF1NRUkpOTSUxM5KeffiIhIYEuXbrEgqIJEyYQiUTo2XG0spUydRrW6sGin57jlFNO4a679gsICSFo27Ytbdu2xbIsJk+eTHZ29hEHqAA+n49vv/2Wu+66izffVNeCVatWHTZIdbvdTJs2jUmTJqHrOqtWraJPnz40b96cjRs3UqtWLTp06MCyZcvo0qULvXr1YuWqXwmKQiJ7d3DWWWdxyimn8NhjjxEE0tPTCWW4QahKikiCsp4CMAIS9z4LRy/+2RW28kM97YpxqB2PeLrUrVuX7777jt9++40NGzawYcMGDMOgefPmNG3a9K8973QdrTAEuJFCqP9bUf9Oy4op0QqfT2X8khLB41YWRh4TnOh1OGIjXQaOz0U41Y0WkUhDBen/CTx/fdNcFKCeffrD6vothGp7kTIm6ARKd0EkK8FAqYGVqCONkn8fTzrpJE466SQ+++wz+vfvz6mnnsqoUaM47bTTqFWr1iH3EUKQnp5OpUqV2F2uE9IUaBGHwqpetKw0AAoKji7j/M4777BixQoWLVpEo0aNcLlcJCYmFtsmLy+P2bNn8+yzz8a/++LEOU5ycnLo16/fiR5GiRMPUuMwatQo5syZQ/fu3VmwYMFRrTSJujVw/7ING8DlUiq/loUol6HKyMIRnGAI3a1uguwkrxLAsEH6/eh783GqpKkVaNNAy8pFWhbCZSqF3zJU9Q2noGp9BcgwBJPAs0fgRFV+paaC10gCeHYL/JXBna3saYQNwXLgzoFAOYEeVIJKwgYpBBHfoe9T69Spg9/vj/nFxYlzOIr8QCtUqBB77tlnn6VChQrs3fsxAN9++y1NmzbFcZximbaFCxcyatQo5Wu6Zw/16tVj3rx5sezo4ahXr95Bz2mahtvtRt+WBR43UtdJkMlkJNVm165dFBYW4vP5DtrPMAyuvPLKY5p7rVq1+OCDD9i9ezeO4zB79myeeOIJhg0bRiAQICEhoVi7wkknncT48UrcR0rJzJkzmTJlCr169WLIkCFUrlwZx3EYP348n3zyCR3aNCQ1NZVt27ZRvnx5HnroIRo2bMjll1/Ob7/9hhZ2CGYY2C6B5RW4cx2MoIM7J4IWshGOxHbrtO89BiR4ojZTS9+8jbYDnuKb947OxsUwDBo1akSjRo2O/s0KRyAURrMddQ12DjB41zSEaSAjFkJKRIVyOAkerDQPWshW3s+mjha1MCpq5QonGxghB8ujHfVc/qkUBaBHwtxv95fSdWs0XAkIevd7XTtelyrDl2AEbUJpJgvnlHzGY8eOHVxzzTXMnDmT9u3b8/HHH//1ogZwzTXXcOONN9K8UleELxXbLUjaFCQrRV0bnEP4lNu2zU8//cTPP//MmjVr+PnnnyksLOSUU07hrbfeok+fPn/qxezz+UhJSWHz5s3HPuE4/wpKu2/0WI/9wgsvMGbMGHbs2EGTJk2YMGHCn7aphEIhHn74YSZPnszOnTupWrUq9913H4MGHX/v+1/Rr18/5s6dy/XXX1/q5ypL4kFqHCpWrMisWbM488wzufDCC5k9e/Yh1ToPhdi2G3RNiXBEIiqo1DUKGqSTKATs2I2ICnNgGOg7s5F1ayCCEWVPsycLY08WmIaKD4UyYEdK5Y1a8GrpTv4ADH+0J1VXWVGzAAIVJb7tKlC1EtR2WgSsRBXAhjIlZq4KVD17o0GpprKxCEEoTakB+/ZIlrx9sJjLkiVL0DTtsGWWceL8GQsXLgQgo1Iz9kW2cuqpp6LrOoFAgObNm9OmTRuys7N57733aNWqFTfccAPNmjXj3HPPJSEh4ZjP263c9Uph1XHQIhEwDGrUPYvvV0zkl19+oVy5ciU1xWKUL18ey7K46qqrABg+fHix12fPns0555xT7DkhBOedd95B4iyaptGqVSv27t3LE08Uty95+eWXlaiLpjHi5cWk+z0khBwQoAcstIIgwnKQpq4eLgPhSNx7QwhHIsIWHc99kpwGLozksuvh7FZhiOq5dLsgL189qesx1XVM9ZWvJfgQFcsRqpyC7dZU9sytH9ZG55xTH2LOdyPLahr/aGb9fLCNWFFZb6dzngRH4s4ueSFAKSUDBw5k9erVfPDBB1x44YVHnKGsU6cOjuMQ0kKk71aeqR/OGkrjU3qj6zo1atQotn1BQQHdu3fnq6++AtTCWaNGjfB6vUycOJH8/PyDPlMHEgwGefDBB8nPz+f8888/5jnHiVNavPfee9x666288MILtGvXjpdffplu3bqxZs2awwoP9u/fn127dvHaa69Rt25ddu/eXar3ds88s78doW7dutx///18++23NGvW7CCNmaFDh5baOEqTeJAaB4BmzZoxZcoUzjvvPBYvXswZZ5xx5DsbhvoyNAz1FxXtP81vmE5SgR/p90M4ogJVKRGJPqTHRIRc4A8gvB6l4FsYUDdRhqFk/cswiwoqSLW8qqRPCgiUl7hyBGYhhJLBzFdiSlaCxJ0jCFRyEI4gVC+IdDR8O1zoIUl+TYFRCAm7VNmcK08inP2lX1JKli1bxnvvvcdTTz3F6NGjqVy5cpnONc4/n3A4zH333YevVn2aNLqMoB7kgnZuTNPE7XazbNkyFi5ciGVZvPzyywwePPioxU8OS1HJZ5HSrGUTyl4HqC/L0kTTNIYOHVrsC7qIc88996gsM7p06RLr9SzC7/fj8XgwDAMkeLVEtHAIqavPsRaIIPL94EgEIMulKFVwt46ZHQDASnJjJehIDZa/UoZKuMlJBGtl4N5diNi2W1WluKM6AFKCpUpSEQLpMjDywwjbIJJsFrtG/ZF4gFoyzJ9zN53OfjKWqS5Jpk+fzueff85dd911VAEqoHpCPW4yA2lkadtZ/90MUlPvxHEc7rvvPurUqRPbdsuWLVx22WV8vWwJNUb0p+ajQb7cOR3Lsti8eTMJCQmkpKTEKj9WrVrFjh078Pv9+P1+vv/+e958802ysrJ48MEH49YzcZCl7JN6LJnUcePGcfXVVzN48GBAtbnMmTOHF1988ZB+9rNnz2bBggWsX78+5vtds2bN4xr3X1FULVREYmIiCxYsYMGCBcWeF0LEg9Q4/3y6du0a7WnrRYsWLTjzzDMZMWLEn6v+GtFVestSD9ME0yRxbQ75jdIJ16mAa3sucuduZSIfsSB7n+rbAZVBtSxwpMrMgDoOxMzRy4Kmd45HE6CHVdmvsECLCMKpEiEFWgj8FSWuXNWPGkkEJ8HGvd2EfA9mgfKYiyQIXLnR/lZN4MpXPUjfTlElcoWFhZx//vl89tlnpKenc9ddd3HHHYf3T4wT53BMmDCBdevW0fjcYSAESz4pY/U+KdXnVgi2+X/mp+wv6NOnDxUrVizV02qaxtNPP83TTz/Nb7/9xrx580hNTSU1NZWTTjrpqI41ZswYbr/9dqSUdO/enXvuuSfmK7d+/XrQBK7dfnB0jNxCCATVIpplqwU1y0bLDyJdhhJUyvARSdSxPQLLLdBDpfEOHJ5w1TT21XVR8ZcdoGsIl1ctEEaDVRkKK2Ek00A6DmighR0WfnJn2Q70P8qZfcZi2ko4qaQ5/fTT6d69O6NHj+bbb79l5syZB/WBHo5y5cohQ2EWL3kSO2sfDRs25NYXX+TMM8+kYcOGAEQiER555BHGjh1LUlISC+Z+zp49e3itx2ukpqaSn5+P4zg0a9aMVatWIaVkxIgRPPbYY8XOlZGRwZVXXsk111xDgwYNSvx9iBPncBxoWQZKv6BIq+FAwuEwy5cv5557igvEnX322XzzzTeHPPYnn3xCq1atGD16NG+//TYJCQn06tWLRx55pNS8Sjds2FAqx/07EQ9S48RwuVwsWLCAt99+m40bN/LYY48xatQoLrjgAqZMmXLoYFXX1Q2bx60yn7Yq60XYeHcEsZJMArXT8TqOWsEPBJWvaiSiMhG6rnpPpVT7axrScRCaVma2MwCeHEnEp9R7i0p+pQ6ufUL1okpw5SoPValF7Wf2mnj3KLEkT7YkmCqQOiBUoOvKtzECDnk1XAQCAZ566immTZvG77//zscff0yPHj1UtiZOnKMgGAwyevRoRo0aRUaDtlTITkGL+Mt2EBlp6rNs2aBr5Fi7SE9P46abbipTEZR69eodsm/2SBk2bBgDBw4kEAhQrVq12PNr1qxh/PjxVK/VEc3lQYSi4kO2A3Y46nepRx8aWiCCoWvsaeEjr64kYaugsJpERI48q1sSmHsLqDg/D1lQCIDQHZxAAC0lGdxuZP5uhMsEtxtRGEK3VLXHOa0ejNnNxCk9tLCDNATzPi9ZVV9QbTszZ85kzpw5dOvWjffee4+rr776iPbt2bMn1193HampqTRp0oSLLrrooO+me++9l7FjxwKQEEjloosuYtu2bRiGgeM4mKaJlJKtW7dSUFDAkCFDmDx5Mk8++SQXX3wxXq8Xn8+Hx+MpuYqOOP8KJPuthEvr+ECxazwUV6I/kL1792LbdjH9B1Bl7Tt37jzkOdavX8+iRYvweDx89NFH7N27lxtuuIHs7Gxef7303Skefvhh7rjjjoP0IAKBAGPGjPnHWtDE75DjFKNZs2aMHq0M7FeuXMkTTzzB1KlTWbJkCfPmzaN+/frFdzCUzQERC0JhFaxaFoRCGJaNsRPQBE6Sj1AFHwiBe2chWm4hBALISAQhNCQOWnKiKh2OrvyXJZFEpdgZKA9oEhx1o+24ouW92QLHUH2pRqHALADfbrWvo0NBVYEeUP2niTsttB8lubVMXAUS27Ho2LEjq1atokOHDrz44oucfvrpZTq/OP98QqEQr732Go899hi7d++mSvk21ErqSCTZ5MvZR+7Jebyc2+w+dnQtR0E1iTSg/kNrqJTQgGU7VtOlSxdmzZrFueeeW2bjOV4yMzMPem7ChAlUqFCBtatn4na76db4XnUXdYAYjvS6VG99xEJ6XIRTTBJ2ObjzBMFUSNogWDmh7Ep9u9W6DWHZyNw8RIJPBdIAgQDYNtLrVouC4Qj4/YikRCLlkwhmuhDRxF7XM0ZhJRjMn3M3Xds9yryv1d9Vt0bDD9lrGefQdOn0OOEUg8KKBuEkSNrqYLsEPgeMgpLvRz2Qc845hy5duvD2228fcZBavnx5XnzxxYOel1Iyffp0Jk2axPTp02PPBxPzccnkmIdvbm4uPXr0YPr06eTl5VGhQgUsy2Lq1KkMGDCgxOYWJ87xsGXLlmLCoIfKoh7IHxdc/8yFwXEchBBMmTKFlJQUQJUM9+3bl+eff77UsqlFPPTQQ1x//fUHBal+v5+HHnroHxukxpez4hyWk046iXfffZfvvvuOxMREOnTowLZt24pvpEUFlqTcX/prGOCOBqtRGxmtMIh3fTbejTlq8ySv2g5UWVpigtrHZSrRD71s/zSlFi3RNWRM0RIJlk/i3Rm1kBBKNMkIgOVT6r2WV4komQWQ9rtNwi4LxxA4psCdJ9nVPMz6Xz9m6dKlfP7558yePTseoMY5aiKRCD169ODGm27CDmdyasPrqV+hI66Ag1bG2Tp7ze9UfHUF9V/bQ4OX9yADATJEBc5qfg/uWjXp1asXffr0YfLkyXz33XcsXbqUcDh8zOcLBAKsWrWKnJycEpzF4cnKyord4BfdxEghVNY0HFYWLW4DqWnq+qZpYGgYfhsj6ODJsvDtcUjaYv/FmUoJw4heQ3Vl+2WayFAYkb1P2c+4TER0XsEMF/5MnWBaVMXV1JCaoHOXJ2IBqnqhbP/G/sl06fw4VqKBFpYkbrfw7pVYXkEkQZBfzWR3q2MXLDtSrr76ahYsWBATVjtW1q5dS58+ffh06SJeeOEF/H4/V155JQUFBWzfvp3sZJ3du3eTmprKhx9+yEsvvcQPP/xA7969mTdvXjxAjXNEOIhSfwAkJycXexwuSM3MzETX9YOyprt37z4ou1pEpUqVqFKlSixABeUvXlRdUNocLoBeuXJlrEf2n0g8SI3zl7Rq1Yr58+eTm5vLlClTYs936fS48jstUuQFVRLn9yvbA8eBwmgZouOoRyiClpMHlvpZ6DqkJIPPqwJUKWM9qWWJ7VblvTELGnP/TVk4RYkphdIlkSSJEy0JFg648iSeLBW86kEHs9BGD6rAYa+9mR2PjqNg8VLGjx8fF4iIc8wMHTqUz7/8kpZ1L6NZnQtJNNPAAREI496R99cHKEmkKiG1fv0d69ffoyX/FnrY4QzXhdSs1pX5ny9n4MCBnHbaabRu3Zrk5GTOP/98pk+fTiRyZJmk/Px8Bg0aRHJyMieddBLp6elUqVKFSy+9lFCo9Jo9X3vtNQBuuOGG4i8ULZyZBsJWCr5ELAgE0XL9aGEb2xQIW+LJtjD8ZSv8RjiirqluV6ytQrhdKig1DGT0Wiw8bkhOBKHh2RvCt9dGD0k6nvsk4VQTw2+hB/dfg7s1uIdZvx5eqTVOcWyXhlFgEU7RCabpOIYgnCQIpUIwA/yl27INKJXR1q1bc9NNNx2Xumj9+vU5/fTTaZCh/JS9Xi9rJm0B1E154OfNtG3blvXr1/P1118zePBgmjZtyjvvvEP79u1Lajpx4pQpLpeLli1bMm/evGLPz5s377D3ce3atWP79u3FPIXXrl2LpmlUrVq11MaalpZGeno6Qgjq169Penp67JGSkkLXrl3p379/qZ2/tBHyCKQQ8/LySElJITc396g8NOP8u7jgggtYv349K1asQAjBuc1HKLXevfuKNxSYpuo5jSn+6upmLvqcDARV9kEIhGmo50JhlVF1u0HTmLXl6TKdW4NHxisPOyXOiRaGUBo4bglS4M6OWtBIlTXVQ5C4XXklCkupfjqGAE3gz9TJ2b2W7fPfonnz5kyaNCkmPhEnztFSWFhISkoKtap0pmbV9mj+CFphEITASVLlp2XZT9hV228YLgwTLTlRWUcleFVlhWWBbRNwCgn6HNAN9u1bz468n8kL7cTwJbN29Q/UqlXrsOfYt28frVu3Zvv27YwcOZLTTz+dLVu28OOPPzJ27Fjq1KnD0KFDOfPMM6ldu/YhfVmPlW7duvHtig20Lt8XsTsbEhOi1zJd9aRatsqoWla0j15AUiJOWiJaVr4qr/V6kck+Zv/wcImN6y/HXe560ITq8Y9YavEAVOlvJKJ+1pRtUJHCLx51vbXKJWElGEgBmi3RCy20UAQtoMqZZ/02uszm8W/htCvGYbsF4UTQbPWdEcyENY+WTQn48uXLaXXqqdx9111/agdzJMfp06cPW7Zt5XTnLHawCX+5HDZu3MiMGTNo1qwZjRs3LsGRxzka/sn350Vjb/7BHei+Py+9PR5sf4hV/cYe1Xv03nvvMXDgQF566SXatGnDxIkTeeWVV/jpp5+oUaMGw4cPZ9u2bbz11luAsmVq1KgRp59+Og899BB79+5l8ODBdOjQgVdeeaXU5vbmm28ipWTQoEFMmDChWCbX5XJRs2ZN2rRpU2rnL23iPalxjpjBgwfTo0cPvvvuO0477TREIMw35RaTuRvKRcqR4q2ERvQmqEgIyYxayUSFknCbCJcLKR3Vi2rbCF1XK/22rW6iTkAm1fCrmwj3PkkgQxBJ3C+WFEqTRJIFRoEKYoWtbjpcuRZSVxlk260hJISSNfZ5stkwdxLnnt2FadOmxaT448Q5FubNm4dt25RPqq8WdNw65ISRCT5snxnrJzwRCE31o0spEYaOrJChPvtS4rGTcftc4DikGeWp5W5GvtzHkuyPePLJJ3nppZcOe9zRo0ezbds2li9fXkwB9OKLL6ZFixZMnDgxlun0er08//zzVKxYEcdxaNGiBVWqVDnkcbOzs9m6dSsej4e6deseJOCydetW5s2bR5WTeiB25jJr5wt0q3Lz/ioPR0KhEiWSYbXoJgxl8aLl+pH7chE+L0gHURg83rf3qJERa/+CoVTKy4TD+6+r0SBVhiNKYT0cBpcLY7dE95iEKyRiuzSEpSMcB0fTEP6yE8L6N9Cu31P4y2uQKIj4QI+oahzbBeG0svuwtmzZkozuPXjyySdp27YtvXr1OubjjB8/nr59+5L9amN2Dl7E1f2uwufzxct54/xrGTBgAFlZWTz88MPs2LGDpk2b8umnn8Y8g3fs2MHmzZtj2ycmJjJv3jxuvvlmWrVqRUZGBv379+fRRx8t1XFeccUVANSqVYt27dr968Q4/12ziVOqnHPOOdSqVYsxY8bwwQcf4A/mkLd4EXnAeiAhP41mSR1JNSuo4NMwVJbBid7cFVnV6BoCDTxuRGFAbet2Q8BWwWxpyrwdBqNQiSQ5uvJF1WwIJ6msqRQCI6BUfH271U2GEZQIKVXJpSORQkOPOBimYNfij6hRrTLvvvtuPECNc9y89tpreMtXw1OuClpBGC2nALwe7BQvWtBm7tITJ4ggHanKTHUNgiFEIBwN5hywLEQo2osatZhKIp0a5VrzxhtvoOs6nTt35txzzyUhoXif3o4dO6hdu/YhLSr69+8fM03//fffGT58OIMGDSq2zamnnsqFF15I//79qVWrFnv27OGGG27g//7v/2LbpKWl0b9/fwYMGED79u0RQjBo0CBs26Z2QS129azBuSmDEC6Xum45UmUqo2W1RZlKHAf8AXD8KkANhZH+ALOzS2/1/JC4XRAMgi1VMGrbalHDtkHXEbqOU60c2rY9KlAtKpkOhpQ9ja6j+y1wDD6fP5yu7R5VSuZ6PEg9GkLJgoQdNuFkDcsjCGSCNCCSbLPxhrK1G0vo15aCpcuZNm3aMQepoLKpiYmJ7Jm1khABLr744hIcZZz/Oo4UiFL0ST1WD9Ybbrjh4LaPKJMmTTrouYYNGx5UIlxWdOjQ4YSct7SJB6lxjhhd1xkxYgRXX3017apdgcedAggef/wxTj75ZO644w5+3LyEM129VdDpMlW/qhkVGCnKqgYC6kY2GAK3C2HbyFBIWSNIyaxdB6sMliYNHxyPy9hf6msEVWOqrxAKq0L55RaWV8MxBMIB794IRn4YEbJxElw4hiCSbpKXaRJxOfhnrOPaRx78x5XexPl7smjRItKrnEqgnAuXR8eqloAedLB8Gp6s0lUKPSxCZSCVfZQDtobQNGRWtlqcMgzlI2oa0exjPlg20rKoKSsTFnWZNPEdXnjhBXRhcmG/Plx22WWcd955CCFo1qwZkyZNIj8/n6SkpEMOoUKFClSoUIEvvviCrVu3xqwwvvrqKz7++GMeeugh7rnnHk455RR+/vlnTNPkpZde4qSTTiI/P5+zzz6bl19+mZdffhkNnfTMNPbu3Utd18l4Ch08c7aoXnlQwkPR1gThdqnrV7StQQaCyjbLNJH+aN/niVjN1jRVkUK0EsW2Y/ZeQkqklGhZeZCWorKkBYUqkDUMRCCIlpuPpgl026ZbhSHIhsquwUkovTK8fwNdOj7G51/eS9v+T2F7BEk7IxRWNgmmKUV4PQzSAscoewkQz6dZOH7/cWdXLrzwQl588UX2fbiA+++/n3bt2pXQCOPE+e+SlpZ2xJZt2dnZpTyavyfxIDXOUXH55Zfz2GOPsW7HN5xcvicJZho7d+7knHPOYcmSJTw06nFsTwTddEczog5oBjIp2jPmgHBslW2IRNQHVNMQHo/KVpyAmzstDJEEJZ6k+x38G9dRGN6Dvi+CZ106WWGDUGEOFPpJaH4yHpGEleTCzlA3HcIB9z6LwoouXDsC2FboID+uOHGOlbp167JlezYJWwNoYQvDZyJ1Dc2SCPsE1voCSAfpaIhoUpGIpTKNuo5ISlSZPJemMnURVSZrSJ3GvrYI08Dv5LPT2cys6V/y/vvv06pVKwYMGMDDDz/M2WefTWJi4l8OwTAMatasGfv50ksv5dJLL6WgoIAZM2Ywbdo0evfuzY033khGRkZsuy+++ILb+o3Fle+Qy14i+Ra1U9qwZN8ndKt2i1pEi5YuIyUyGFJBt+3EFtRkMKRKbDWhAj4A22Z24VtH9TZmZWXFSsqOC68HEQiqsaGqUoSu7+9B9QcgGMIp9INtI1wutaDoOCoT6/Wo7LeuEU4xEZZkwYJ7j29M/3Jsr0GHnmP4ZsadnHHhWJV9DquFTiFVBY5jgl2ubBeUwuEwGz9+lsqVKnH99dcf17FatmzJsmXLyMrK4rTTTiuhEcaJoyi6zJbm8f+OTJgw4UQP4W9PPEiNc1QYhsF9993HoEGDyPPvxGum8P333yOl5NJLL2XkyJHsCK6jqtEkWlIWRlTIVDeruo6wLGSSTzm6FPWDFfWgageoBJcSUkps2y62shzKkFgpNpsG30li85Mo/HEVmqbhdrsJBALRoWm4XC6Cv82mapvzqVjhZNbt+wo27qFuahvS7QySfTpa2IWRksoPP/zApZdeWqpzifPfoHnz5vz6y2wQIEIRjFAE6TKQun5iSn2jWVShCaSjqf5LTX2epG2rjGokooIltwtha6DpqgddV1lGaVnIiIVPT6S25yRqJ5zC3W+dz913382dd95J3759eeONN454lflQJCYmcvHFFx+2NPG2D34g01Ud6fOT7q6lyndtWwWougYR1Vcvo0JQ0nEgHFFzDOr7DyQdQFfZVF1XdjVHyLp16/jggw945513+PHHHzn77LPZvHkz7777Li1atDji43Qrd72qXAFVraJrsflgGDExKyml+t1oGtIwEG43UjoQtBCpyfvvFr0eHEMg3XEDgCMhmKbTpeNjJO4LktMsFdulMqihdLA9EmEJ9D1mmY7J5XLRunVrdu/eXSJ9anXq1KFOnTolMLI4ceLA/n7SOIcn/g0U56i57LLLqFOnDr8WfkuVpCZ89dVXjB49mjp16nD++efzi1yBhcqKCtOAUAQRslQPpxBIlwFej7qJcqKZoOiX6Kytz5T4eAsLC3nuuefo3LkzycnJJCQk0LdvX6666irOOussCn/6CTNHp/b4cYhyqrwvHA5TWFjIjh07WL9+PcFgkD179nDjkCFs/fpDlk9/iH0L55Oh5bPixzfwB7Iw8yyELXE3qMPMmTM5AuHsOHH+lLy8PL777jsA9MKoAI4Dmj+MvmVXmY+nSNlXBajq73ue88F+JdkDhIhkOAwFhVDU++gyVVbP0PfbT4EKpGybjh078u2337Jz504++OCDI8qiHg+59STf5HzANwXTweeLticIQpECcv071BwsCxkOxwSJpBVRFjzhME44HA1QFULXVQbZPPJg5NNPP2X48OGsW7eORx55hLy8PPbt28dDDz10dJPRhOoxDYX2izzpmhpTtCdVZYGVUB0uJWDnBAJKCbjIB1bTwDSx0nxIDSK+eD/qX/HlrLvwlxOEMlxIUyecpN6ziA8sr8RKcNCDoIfL9r2s8fpo1p3bgvX52bRv3z7+fRQnzt+MvLy8Yv//s8efYVkWhmGwevXq0h5ymRPPpMY5akzTZOzYsfTv359fcrIon1CPe+65h/T0dMaPH8+cxo1Zn7+M+iltweVSN0fhMLN/fYJzm49A2BLH40JoGmJvturtKqUv0OzsbLp37873339Ply5deOCBB5BSxgRUdF1n96Q36H3NNXy4exUFXywBlL9Vo0aNqFhxv6mdaZo888wzVKlShX379nHrrbfi9Xo57bTT+Nb/f5yZczWyYirp1U/m5/97lR9//JHmzZuXyrzi/PspLCykX79+/PzTWk6vdDEiFFH+l1GxsROCUIGP0ATCpQKgc5OvAlCZRoipykrbhkI/wrJVYGqa+xVmiwJUTSAti9k7X1CHF+KwZuklTYPnd7AxmI1EkpNQQKpeHgyD+b+rsZyTcQ0yEkFGLLXYBkqZPBxW848GpRBV1Y0Gg3OOotS3SZMmAHz22We0adOGESNG8MYbbzBo0CBWr159xOW/MhxBpKUq4TnLiikPYxgquxsOx8Yng6HYwoFwuZRvqs+rfmc+N6IggLFjHz5Smff1iCOeS0lxxgVjsXwaoRTBiufLxq7leDj90qcwEzVy6utkN0rGzIdwkuCnJ4dR69mn8G3VETb88lDZzsVIiKDXrIjv5Aakr9l2XFUJceKUJlIKZCkKJ5XmsY+HtLQ0duzYQfny5UlNTT3kZ1RKiRAC+0++8w3DoEaNGn+6zT+VeJAa55g4//zz+eWXX7jgggv4ec06Mn01ueGGG5g3bx59+vTh4/+bRW1XOwxbqAxEkQCJGe2PsqXK4xcFqEUr+SXIjz/+yGWXXca2bdtYvHgxLVu2jL121113AeA4DqNGjeL1119HDwTo3r07LpfrsBYWmqYxfPjwYs9Nnz6dk08+mc3aMqqndqJiSj12eVJ4/PHHeffdd0t0TnH+fdR8cSwbhxRX/fzxxx/p2bMnWzZvo2XGeSSKZMjJVaWnUcpcPRaVQS0K2IqCoCIbqViQCkpEKKyUfaVtE/vqddRnXbhM5Y0M+3s5y5pAkObp57AyezZa0ioirvMIFu6IvSy8XoTPB+GwEhmKLqQJXVcBuNDQ0tNw9uxVvbk2HO2tUKNGjdA0jVWrVsW87IraJkaNGnXE1w/hii4AmKbqK42KVOE4xJb/hIiWAWsgRay1QoZV+S+6pf61bWRyApygxJtwJGahgzvboWO30Xw5664TM5CjwAhJCn0CVy5EElULSc0XxyJ9DtLQ0MreVQ2rwERYGuHNO2KLIXHixPn78MUXX5Ceng7A/Pnzj+tYI0aMYPjw4UyePDl2zH8D8XLfOMdM7dq1mTNnDpWrZILQcCWUo1OnTlxxxRUEHT8r93yKY6tvZxG9wdO27o7eLAlE2EZmpCAzUlT5r1EyQequXbvo378/zZs3p7CwkIULFxYLUA9E0zTuv/9+NmzYwM6dO5k5cyYfffTRUSnzNmrUiPPPP5+d2auJJBqYEY3aNbowdepUfv311xKZU5x/LwcGqFJKVqxYQZcuXdi7L8IZlS4jw1V1f3bMdpQ4UVEJbRkjDFWyK3S9mNpFkYostqOCnHAYHKmetyxVNlsUlLpc6iHE/nL/E4FlUT61IQCLFy8mlL2b7MBWADLqn6auS4k+SEmOzVm4XLEyZ3QNwmFkkYouHHWGu1KlSnTt2pU333wz9pzL5WLkyJFMnTqVRYsW/eUxulW7Rb2fUqry40hEiSAJobKk0d9NzJPajJZd244ae1hZ5hT1rRb1HIfTXEc1l5LgjAvGInWB1FDCYE7ZRsqnX/oUAGeeP+ZPt+tWdWjs/8JRD98OJb4HYBQK9EINI9cgabMk7bcTsxBjbd1L8JdNdOrU6YScP06cI6Eok1qaj78jHTp0iPWLd+jQ4U8ff8UzzzzDV199ReXKlWnQoAGnnHJKscc/lXgmNc4xY9s2mzZtIjExkV0p0DynLUtyJ7N27Vr+98lH9O7dm+XOTKq5TqWiUYdu9e+GjDSCFVW/kx704t5ZgAiqEjWs4/8i37NnD507dyYrK4tXXnmFK664AvMoesSOlS1btuBOLkc4SUNqgoSaDeBX2Lhx4yG9HuPEOZDCwkKuvvpqZs6cSUFBAUlGBq0zu+OyTWRIiXfJIg9hRxbrhSwrznZdAqB6MUEJJum6Cmqi45EHji1aGizDYYRhqmyj0MDvj2XxhGmeELuWbhWV951eGKJWwslsKFzBNz8/j+moa0XW2qVkNWlOWmI1RMRW2eOoknKRsi+WhZ2do+YsNKQjmWe/d9RjGTRoEAMGDODnn3+mUaNGAFx11VVMnDiRIUOGMH36dGrXrn3Y/SO1KyAsByPHH1vEwLIQKUmqR7bovUb12AqXiYwoNeKYiJVlIQsKEf6A6le1LBasfOSo53K8mIU2llfDszdMKN2FsCVnXDCWYJpGJFEQSgV3Dqx8pnRKZ3e3VoGqN+DQuesTfDHvHs7sMxbhSBZOvzO2nUxPpkvHx9AiDp5E9Tejhwwsr0Y4Van5apagxqd+pKHx+RfDD3PG0sP/7TfsfXU6CQkJx+WRGidOnLJh3759vPbaa/z8888IIWjcuDGDBg0iJSXlL/c9//zzS3+AJ4B4kBrnmHnrrbcYNGgQABXuvYm0972kJ9Vm7NixfPvtt7z//vsMHz6cH355n7YtbiXJSEDqOuEkDWGDYwjcjqOyKUIrEdGkkSNHsnPnTr755psyDQ6zsrKwM1PxZNvYbsEXMx6icuVX+PzzzznnnHPKbBxx/nlIKenZsycLF35N7fQ2JGCS4aqCaenIcPDADaNltSegdhAQpqF6L4t+NkwloGTb+7OLUCxoLfp5f4bRVkrA0RJ/4XGfENspdF0tjElJbfdJbChcgbQswlgMGDCA33//nTWrptGu4qWIpGSE14sMBFQQKCXYNk7E2t+bKp1YBvJo6d27NxkZGQwcOJC33347VgL80ksv0bFjR+rUqUObNm2YNGkS9evXP2h/x6UhdIHjNRFhC9wGduU0Cqp7SNwcxNhmQzgSDT5tZG6ees+FUNl5LZplKPqdCO2EeTboQRtHFzguDT3oIHWBZkm82Q5GSEMPC8JJcMr147HdsPLpkg1WRfkQ/vJePFmQX8NF+15jEAIst0bHbqMx88Igwa6QiJkTJJzhRWoC4Ui0iCRhl8T2Kn9UdzbsOs2HU7JdLEdEdnY2zodfcckll/D000+TmZlZ9oOIE+cIcaRAlGK20/mbZlIPZNmyZZxzzjkxnRMpJePGjWPUqFHMnTv3L7OhI0eOLKORli3xct84x0zv3r3x+XwI00XljwuQUtK4Vm+2b9vN7bffTq9evfjuu+9wu91s9a9GmjpajlIpEw5oEYk0jKgaZclkhqZNm8bgwYPLPHvZr18/8n5agdybg3dXENM06du3L1OnTsWJljQ6joOUkq1bt8aVFuPEmD59OvPnz6dFRnfquE+iglkTQ7iKBQ/SUgqs8gSWx2rJSWged0w4CdgvpFQkpnTga9JBWpHYowgZVZONKQGfCEGXqD8zhoEhTOomnArA+++/z9SpU5k8eTIBJ4912d8gsnJUn6fPpxbUDghQY4fTdZVhPQbcbjfTp08nJyeHq666KmZ7dfLJJ7N9+3amTp1KTk4O7dq1Y+nSpcX2zc3NZcf25az5dRrrQiux3KrnP5jpYmcbyGrmU7Y5gaDyfTX0mFWNME2EaSjxpOiDIvXlEmq9OFpExAEBjqkhbInht/BuK8C7w487x0ILS1x5YHvALFBZ1nb9noqV6RbRsdto2vcaQ5dOj9Ol42NHfH6500N+bQd/RRP/eXnkVzNYOP1OzEKbQDmDeV+PQEbHJg0NLeJgeTUiCer9cuXb+HZKEreCHgJhg3dv2V/rH3zwQSKRCOPGjYsHqHHi/AMYNmwYvXr1YuPGjXz44Yd89NFHbNiwgfPOO49bb731iI+zfPlyJk+ezJQpU1ixYkXpDbiMiAepcY6Z9PR0Vq5cycnNmrJizSTmrBvLptYO9Wt2551332XIkCEkJiYydOhQNq/9jBXJy4mUT8bwO4STBGa+hZXqwfG5YsJKx0swGKR8+fIlcqyjYdiwYSQmePghcTFaoeoX7N+/P1u2bGHlypV88MEH6LqOpmlUq1aN9PR0duzY8RdHjfNvJxgMMmLECDLc1SgnKqlAwrKiZbKRmHdwzK7FspC2zZzglDIfqwyFEV4PwmUi3G5VAqtHPVNN5bkJFM+qHnQQ54D/Kh/lWZsnlOawD41tQ3ISaBrC7aaqpyECLfaZbNiwIQ8+8ACbQ6vIj+wFQ0cmJSCSkwDQTEMF6C4XWtRO60D7naOlXbt2vPzyy6xcuTLmbQmQkJDAgAED+Prrr6lfvz4dO3aMlYW/8MILZFSswi8/TyMjLciGn2ewZdNCcBwS1+yl4VNbqTBz037bmSKbII8HkeBT5cAuE5GUiHC71CM5UfWznoDsdtd2j+K4dcwCCy3soAeitj+mjtQ0jEILd54kaUuEtF/CpKwPYRbYBFM1gukaTe8cHzvW9jNMdrY22HKjxc42R/7dYuYJNtx8O9mNBGvOfxBhQcdzn2TBzLsoqCQ47Ypx5NfwABBJdhMo5yKUqqFHJI4hEJYaX8IOG2+2xAjCstduK/H36s9Yv349L774Ivfdd1+ZKWXHiXM8FMkblObj786yZcu4++67i3kaG4bBXXfdxbJly/5y/927d9O5c2dOPfVUhg4dyk033UTLli3p0qULe/bsOeZx3XvvvbGKyRNBPEiNc1zUrVuXZcuWMWHCBAB2TnoBO+SnTtPeTJw4kbVr1/Lkk09y9913s3fBp3xb8CFaWOLNsgmlm1henVA5H7N/GlUi43G5XASDwb/esIRJT0/ntttuo+Cbr3l9tup3y8jIACASiXD99dcX237fvn28+OKLZT7OOH8ffvzxR1q0aMGan36mvudUZCisRGwcR/WdRrN2RaI3RT2RJ6IftVvFG9Q4giE0rzfWS1oU/MhoH6QSUHKKZVgRmvpZE/tLYqNlsydCAKqoH5VQNLMoBG48VPDU5qWXXopVOdxzzz3Uq1ePX/MXQ34hImrrIhIToplHM2bhEltEOA7OOussli5dyk8//cT06dPJz8/H7/cD6vry2Wefcfvtt/PVV19x3nnncdNNN3H5xf2ZM3s26enpNGnShN3+dVD05+GKBptG1JfajJZZm9GfjejCgqZUmjFN9XspY7GiYgiVTdULIwgpEZZEahrCctD9FobfxnFpSF1gu9Xfkm+PhXufxFUALW4eT9O7xmN7JFoYtNWJOEeY4D7plvFEkiV1pj4GmlLnza8Flk/n1KvGYQTU+KQG4RR1UDPfRg+r1hXHBNujNAkcU2C51bZlzYMPPkhmZiY333xz2Z88Tpw4x0RycjKbN28+6PktW7aQlJT0l/vffPPN5OXl8dNPP5GdnU1OTg6rV68mLy+PoUOH/uX+h2Pbtm1s3LjxmPc/XuJBapzjRgjBLbfcQigUYsiQIfyyZRZ2fh7CNJgxYwZCCJ544gllKK6DHnLQQg7hRA3HrRFOKrnSsnr16vH111+X2PGOhmHDhpGamMzw4cNxHCdmwJyUlMQnn3zC66+/znfffccVV1wBELcF+A8jpeS6665j68a9tE3pQ7JMUcJIB6JpBynH/mmWsjQRQmXfEhMgwasCtaRElVkUItabWlTyq7mUMqx0pHouWhob+790kBGrWI9rWc4FTYNQOKY0LEyTaonN+fnnn/nkk08AteB1zz33sDeylXz/ThXgRQM74fWo4NRlRu1oSqZkuVatWgCsXr2aKlWq0KZNGwoLCwHwer088sgj/Prrr6xevZo1a9Ywbtw4Bg4cyFdffUX58uXZ599GgX8nTpHKbzhcfGxFCx1Fz2taTJG5WLrBLvuFEC1kofsjMSV4EbERloOQqrS26G5FOBIkSFPDStBxDIFZ6GB5wTZVYCgsoVpKwmD5juz8nhyJUShgu0cFl14bYakA1PYIQmng6GAEJP5MXYn/hRx1PkdiBNS4bY9GMFUjnCwwC8v287pmzRomT57MiBEj8PmOcOJx4pxgVLazNNV9T/QM/5oBAwZw9dVX895777Flyxa2bt3K1KlTGTx4MBdffPFf7j979mxefPHFmPgeQOPGjXn++eeZNWvWMY/rzTff5Isvvjjm/Y+XeJAap8RwuVw8/fTTXHzxxWTv/pnUjPpMmjQpZjDsOA7hrdvY59+CcNSXvWMoYYySombNmmzdurXEjnc0JCcn8+STT/L2229z3333sWLFCkzTpGrVqrRr146rrrqKVq1aceedd3LBBRdw1llnnZBxxjnxLFu2jMWLF9MwsS1JZmYsUyrDETSvt7iViW3vz24dh0DP8RCzKAEVwOharG9RmKYqJS0al1BenEVZ1f2WLXqxIFtoAs3jLstpKCxbvaeWDYGgmoeUpJuVyHBV5c4778SKzvWiiy6ibt26LM+dhR30q/ffccBUJc94PUpoKFqWfbwYhoHX6+WZZ54hPz+fVatW8fnnnxfbRghBkyZNqF27Nv369YuVBj/++OOYpsHXG19n3rpxfL1jCj/nfsXOwO/4hR9ZVI4sJWjRhcFIRM3HMLCFQ6HMY29oMxcMb8C8efOOez5HgwhF0IJWLDBFCITjICI2WsQGBwy/jRaO2h4JCCeqrGo4WcMxwEoAqYNmq2A1lCH57Z4jE1fylxesvW8YZq5ACwvMhAjuHLA9AmGBHhW1dgyl3htONjD8EcwCFdDrESWe9NVHd2AGJAhYOqnsSn2llNx2223UqFGDwYMHA6qKp2iRI06cOH9fxo4dywUXXMDll19OzZo1qVGjBldeeSV9+/blySef/Mv9Hcc5pJOFaZoxXZR/InF13zglTsOGDZn2/iecnHguS1a/weTJk7niiit48cUXueyyy1jx7QtUbt6V+qILtlvDu8NfIufNz89n+vTp3HfffSVyvGNh8ODBrFy5kueffx6As88+O1aqsX79em688Ubat2/PtGnTTtgY45x4tmzZAkByJBnHDsRKZYVhImXUa9SyVHAaVceVVgSExjz7nbIfsGngFBSC7SASvIikxKjdSQR01dcpdB270A/YKpN1YAms0HCCoWjGlVgZ8Oy8N8p8KsovVFN2LLYdVRcXiIhF/YTWLP5tGu+//z6XXHIJLpeLTz/9lIYNG7K98BeqJTVTAWlRwGfZ6vflOMzOff24x+bxeGKm7A0bNuSXX345ZPtCJBLhoosu4vPP5lMrqSUb8pdToUIFNm7cyE8//cRvv/3G0qVLmT9/Pj9s/gGyIC0tjUBmBgmFPgqMfaQFwuzL3Ydt21iWVUzMbdm1HyGEYNq0afTp0+e453UkiJCFdKN+J5qGdBlgSxyviRa2VKAKGPuCoKsFAbNALXLYLo1AugtPgQog9RAYfnDnHPnCQX5tm2a3j8dXAJEkyM9wY3pV8GoWqKDYX1EgHEHqbzZSExRW9aGHHaQmsKP3h6ddOQ7HBFdu2aZv3n77bebMmcPMmTNxu90EAgHOPvts1q5dy4cffki7du3KdDxx4hwppe1l+nf1ST2QoiTP448/zrp165BSUrdu3SOuiOjcuTO33HIL7777LpUrVwZUqe6wYcPo0qXLIfd55pkjd9Q4npLh4yEepMYpcUKhEFLaePBSLqMR19x7D1dccQVNmjRh2bJlPPjgg4waNYqkag1I99ZkznclI539xRdf4Pf7ueiii0rkeMfKAw88gG3b7N69m1Gj9vfaTpw4kdmzZ7Nw4UJuueWWeDnWf5iFCxeiJyZiSgNhGjjhyH4rk4hV3G7mAN/RE4YjEZqmApmIBcEQMqj6SYXLjNniHNh3KnQ9WgobtaSRDtIpmoMN4gTVYNk2YO7/f0Gh6se0bJK1dMqZ1blq8A10796d1NRU6tWrR7Vq1cjds4tq7pZqv0hkv6+z7RTPfB8nw4YNY/jw4fzyyy8AtGjRotjrUkquvvpqPv5oOiendyfRSGdD/nK++OILrrzySipXrkzXrl254QbVe7t9+3ZWrFjB999/z4oVK8jNzaVGjZZUr16d9PR0TNNE13U8Hg/VqlWjZs2aVKlShYEDB3LppZeyePFiTjrppBKb36Ho2vZRtCQPIqLKjkUgDJYDhoYWiIChYftc6AXRgD0swdAwswMgJYah4ckxcUwBAkKp4MoD7SiqyX3bdISEhN02eyrquHcZ6MFoubBUgW9BTYfETarvVOoQ9gkKqxik/ubgKnCQAoIuZUnjmGV3Y7xr1y5uvfVWLr30Urp3747jOAwcOJBly5YREToTJkyIB6lx4vwD8Pl8NGvWjLy8PObOnUuDBg2KlfAejueee47evXtTs2ZNqlWrhhCCzZs306xZMyZPnnzIfcaPH3/I5/+IECIepMb593DhhRfyxhtvsGj9q6T6qhDZt4fHH3+cu+++G13XefDBB/nss89YunASzVsOLrHzLlu2jPLly8f6uk4U5cqV44UXXjjo+ezsbAD8fj8zZ86kX79+ZT20OH8Dnn/+eZ577jmqJ7eCkIMMB1R2z4yWvpoGRCxkKIR0ZIkGQMeKDIdjPYsyHFGPaDmvlpKsxHfE/gBVOnJ/qa8s3mtbTEDpRKCr8t4iZeIi1WIZXQxo5GvLN/kfMWzYMN54Q2V6e/XqxYsvvkqVwi2k+aqC2w2hfHU8xylR+Ui3283cuXOZNGkS77zzDjNmzKBmzZo4joPP52PhwoW8/fbbnJTSlfJaFRAaFXx1GTlyJOeffz6pqanFjle5cmUqV65Mjx49jmockyZNolmzZjz11FO89dZbJTa/Q1FY1Ysrz8QssBCWjabr0UDVRvrcYDlo0Yw3lqMyqVIiIjbS1BGWg6tAEk6CUIrAnavKcle8cGSlvi2vHU+gmUPFxbC3mY4eAluAO0e1pAQzwZ0D7iwNswCCGRquPAfNhpR1jgpIbYntU2XHtltlX8uCX3/9ld69e2OaZkzA8M0332TatGnUO/0yfv9uKm3atCmbwcSJcwzI6KM0j/93p3///rRv356bbrqJQCBAq1at2LhxI1JKpk6dyoUXXvin+1erVo3vv/+eefPm8csvvyhLyMaN/7StbMOGDSU9jRIn3pMap8Q55ZRT+OWXX+jZqztZBRvAtrn33nt56inlZafrOjNmzODk+g1YueQlFi9eXCLn3bhxI/Xr10ecCN/FI2DMmDGxAPpQKm5x/v0sWbKEW2+9lcpaPepG6quy3qjgEHa0VxKQRUq5ECubFZpgnv3eCRm38LgRbjdaaoqynokiHYmTm6d8OKNjjGVNi5R+i45R5KEaDVDnhk9A2XJsMCJmmSMSE1RWNGIhgyG8jod63lZMmjQpJhhxzz330KBBbZbsmMq6nQtVUJqcBIkJiPRU5hSWbBDXtWvX2ELXHXfcQd++fenfvz/nnXceo0eP5qGHHqKiqB7bvn5GB7Zv3c2pp57KU089xfLly4/bi9nr9TJw4EA++ugj3njjjVJVTTcLbTRbEk42yWmcSCTdi52eAJpQKr9FVjQuQ5UBgyoJjgarUlNiRUZAkrLBxnaBv+KRn7+wElSfbWMWOFRaHEIakLAdHFNge8C3C5I3OqT+5mD6JY4BwTQNs0D97M61MQsieLIipGyIkLrOwrOv9PvAPv30U0477TQ0TePrr78mMzMTy7IYNWoUvlaNo/3tVlz/IE6cvzkLFy7kzDPPBOCjjz5CSsm+fft45plnePTRRw+5T3p6Onv37gVg0KBB5Ofn07VrV26++WaGDh36r/jcxzOpcUqF5ORkpk2bxq233spzzz2Hy0jivvvuo1u3bjRt2pTMzEy++OILzjvvPHr16sXKlStjdfTHSmFhIYmJiSU0g5InJSWFa6+9luHDh1OuXLkTPZw4J4CbbrqJk08+mdSfGymVUqEB+9V7ha7j5O1PwQhNKIXcolLgE4RIin6uIpayK4nsL++VTrQEOFraW1T6e+gDaSd+Lq5oqW9UMMiqXg6EQFuRA0IgHQePlgCoPiFQ2chVq1bx6KOPMnLkSFJyq5CZWh8nNQFZSotiKSkprF27lh9//JG2bdvi8/koKCjAtm2qVavGueMHRwW3bBLMBNrWvIKftszirjvvwZEWp5xyCp999hlpaWnHPIYbbriBpUuXMmjQIJ599llmzpxJpUqVSnCWCrPAwvboOC5B0qYwRl4IaepYaQlooQjClgg7qvprq+yp1HWELZAuA8tnolmScKKGGZB4siXCPvLfS9pvDo5Lw7UvQjDDxPKqkmEjAGaeUvW13QJXvk1hBUOVEUuIJGgkbwggo+rVjqmpsWqUqCDgH7Esi0ceeYRHHnmEnj178vbbb5OcnAzAhx9+yLp166hz6e3kfLeYmjVr0qxZs1IbS5w4x0u8JxVyc3NJT08HlFLvhRdeiM/no0ePHtx5552H3CccDpOXl0dmZiZvvvkmTz755BHZ1RRx221HLuw2bty4I962JIkHqXFKDU3TmDBhAjt27ODDDz/GcSzefvvtmFJZcnIyH374Ic2bN2fgwIHMnTsX/Tj8BgsKCkhJSSmp4R8RUkq+/vprFi1axMaNG1m4cCGVKlUiISGBtLQ0rrrqKjp06BDL7t5xxx1cdNFF1KxZs0zHGefEs3z5cpYtW8YpmT1VgBpFGObBJb3RIE4eqOp7ItF1pe4bCoNtq0Av5AB6LCh1IlYsWyqLAvAiNWLp7PdMlSXbw3nUGAayKCsYDBFOcbG3mUnV5aroTHjcCKmuQwcGZJqmcf/99/Pxxx+z6ecVZKbUw3HphFNcpTbUevXqUa9evdjPRYEIgIxE+5g1DYIhfEnptGx0JQSD7A1uYsWa6dxxxx289tprx3z+cuXKMXPmTFasWEHPnj1p06YNs2bNOqIeqaNB90cQloMW1tEDEdWbGg32hC2RulDPRdV+pa4jHBstGEbaEifVraxo/A62S1m/LHv1yG/AtAiEkjXcWQ6apTKltkf1oforS2yfQ+o6SSRBw/JBQQ2JZ4/AtwukrhEo58KVH11sMgT+cjqldV+8detWLr30UhYtWsRDDz3Efffdh6btL4rLzs5G13Wq7Ernmx0/cfGgK/+21UVx4sRRVKtWjcWLF5Oens7s2bOZOnUqADk5OXg8nkPu06ZNG84//3xatmyJlJKhQ4fi9XoPue3rrx8s7LdixYojGtuJvH7Eg9Q4pYqmadx+++383//9HwCXXHJJsdczMzOZPHkyZ511FhMmTOD2228/5nPl5ORQvXr1v96whFi9ejVDhgxh0aJFxZ63bZsGDRqwdOlS3nrrLVq3bs2MGTOIRCIkJSXFA9T/KEVfCOmRdHDs4gHcgX2af+jhhP1+oyeMcESVVRYFl7quMqqWFcuMHji+WKC6/wk1B1OAozE3MqWMJ7Af6Q8oUSfLQkYiLPj0LloPHIcwDaSjlJWTtTTKly9Pr169mDt3LlWqVFHTEIKbb76ZQYMGURjKwi2SWfDpXSduLratBK1sGyGlCtrcbsq56tEo0pnXX3+d008/ncGDBx/XjcbJJ5/M4sWL6d69O2eeeSarV6+mYsWjqKf9C6xEF5ZXxyyIIDUNx22iBcPgCByfC2E5SCERgWgJvJRIIXA8LtAFRmEEV4FOOElDOJJIgprrmDFjGDlyJNWrV2fYsGFcd911hzy/b0eQcIqJ1ARaWJK8Xul6SQ30sMBKd8ivZuLJkRRWk3j2CsxCsDxCqfxW1gj51efXk+NgeQUrnj+yftg/w+/3s2vXLnbu3MnEiRPZuHEj33//PcnJyXz55Zex8sADqVWrFrZts3PvSqz8XHr37n3c44gTp1SJN6XGhM8SExOpUaMGHTt2BFQZ8OEqISZPnsz48eNZt24dQghyc3OPqi1j/vz5JTH0UuVfFaQWSe+ff/75J3oocQ6gdevWTJ48mZNOOommTZse9Hrnzp258cYbefjhh7nyyivJyMg4pvOsX7+eXr16He9wjwi/30+3bt3YunUrLncy4VBe7LVy5crx1FNPUaNGDb788ksGDhxIxYoVcRyHzMxMPvzww0PeXMT5d7N06VJMwwdhC+HxKDEiAEdTwkNRioK7WNAXDQDnRqaW9ZABODfzWmU3E+2fjZX1WpFiY1WBtAq8VdAtgf2lvUITylLnBGaFz/FcCoA0DJwW9TG2ZdGt3PWkFhSCx40QAmnbuIWb+sEOLPtlFmeeeSaff/55rJ/8oosuYvDgwWQVbKBqsOoJm0tMrMlxVDY1JxcMA7FPBXLV7Grs8dbi2muvpXbt2oe1IThSqlWrxrvvvkuzZs1iVgklhR5U2XipCTTpYCW5kGlutLCjlHJ9JnrIBreBcCS218DIUVY0jstAGhp5NTUiiRCuGiE5XXmDbtq0iUAgQN26dbnlllvo2rUrtWvXLnbuszo8hl4Yxi7vJpTmQTiSpO0WRoGF5dPxZuls6yHRwhBOELj2gVkAoTQIVrCJdA3yU+97aPzxg/h3JKJFRIkIaRUWFnLWWWfxww8/IKWkRo0anHzyydxyyy3ccssth/2ePPPMM6lQoQK/rZ5G9erV4981ceL8A7jhhhto3bo1mzdvpmvXrrHqiNq1ax+2J7VChQo88cQTgFqcevvtt4/5/rmI33//nXXr1tG+fXu8Xi9SyhOaSf1XCSf17NmTPn36MHfuXKSUxy0cEadkEEJw6aWXHjJALWL48OExye1jpX79+vz444/HvP+Rsnv3bhISEti6dSsA4VAer732Gr/++itpaWl8/fXX1K9fn+TkZL7//ns++eQTnnrqKT7++GOaNm1K165d+fDDD0t9nHH+Przyyiu88sor1NaboEmhAgtQQRsgIxYyYsW8RIGYsm+xjOQJQBYGkOFwLIt6oCCS0MQBAaoopupbJPh0osd/KGTjOqzr58XZvRcnEIhmtUXM+gfTIDGxAq1TerFzczaXX355bF9N03AcBx0drTB0AmfB/nLfopuIot9RKIws9JOpqT7/GjVqlMj5HnvsMYQQDBgwoESOV4TUBLYn+vciBEZhGC2iAlRhRQNVl0Y4xUWwnIfCSi4cr4njVuvsUhdohTZsziH76f9jzcWjEULw/PPP069fP9577z3S0tJi6rcHovsjoEHi7/uI+ASG30EP2lg+HT3oYAQdRL6Bq8DB8oGwILeeQ7C8je7XKNydQKOPHkJKgUiK4KRYmNUOL+1rWRa7d+8+7Ot+v5+XX36ZU045hdWrV9O2bVsuueQSVq1axdSpU3n44Yf/9EbU5/Nxzz33IC2bG264AcP4V+Ui4sT519KyZUv69OlTTFulR48eR2QftWHDhuMKULOysujSpQv169ene/fu7NixA4DBgwcfV4Xj8fKvuno9/fTTvPjiizRp0oQbb7yRF198kU8++YSePXue6KHF+QsqV65MixYtePrppxkwYECxHpsjpU+fPowYMYJNmzYd802ZbdssX76cefPmsXPnThITE9m+fTsNGjRg+PDhCCEoLCzENE0ikQgXXXQRL730UqwXdu/evWzdupXffvuNjz76iHvvvRfTNGncuDEZGRn873//4+qrr6Zv3748//zzDBky5JjGGeefxQsvvEB5V02qaw2UOI9l7Q9Qi0poD1Ey+3dAlZKKWPa06LligemB2zsSsPerEhep+qoXT2jQWjRmPT9A/fs34ET2izwJgKioUtHYvWYy9VLbsGjRbHbu3EnFihVxuVwI3SBiByF0cGl2mSKEErUKhZBFpdcAloVjW2wIr+CSSy6hbt26JXK6oUOH8tFHH/Hkk08yZcqUYtfpnJwcLMs6NlE4qXpPw2kufJvzcbyqz1cL29geg5wGHrx7bYyAQyRBwyxUiyQ5DX3kfvkZu7PXkL9gGzL6+/T5fOhJSWRkZHDfffeRkJDABRdcwKxZsw4+t+UgpMTxuNDDqv/VMdS8HJeGv5yOZ4/A9NskbbHJq6Hj264RLC8Rlvq7DuR5SEgNYLhtUhPzyfo185DT/OSTT7j55pvZvHkzjRs35rzzzmPw4MHYts2MGTNYtWoVn376KTk5OZx//vm89957B/nkHgnXX389fr8//v0S559BKQsnlVqD+L+IYcOGYZommzdvLqY5MGDAAIYNGxZz5yhr/lVBas+ePWMBadGX5zXXXMOuXbuYMmUKvXr1+lurv/7Xuf/++7nwwgvZuHHjQSVZR8INN9zAo48+ypQpU7j33nuPal/btnnmmWcYO3Ys27dvRzc9uL2p2HYY2xXGequATp060aZNG2rVqkW4qFTzD2iaRvXq1alevTpdunTh3nvvZerUqSxfvpx33nmHr7/+mnfeeYdKlSpxww03MGrUKAYMGMB9990XU3aL8+9j9W/rqUFthLO/D7VY1rGoJ1U6UdsIO1Zee8L7UdkfeB748/4+WvvADQ/orXX+sD8HPX8iEIkJyD1Zqv+U/YsBRdY6MmKB20AWFCI8bjJ8NSALPv/8cy699FKEEDRp1JC963Yic/adqGmosVoW5BfEPF9jCx9S8oO2GOmyj/pa+GecfvrpTJkyhb59+1KjRg2eeOIJsrOzGTduHE8//TSNGzdmyZIlR3XMs9qPwk4y8VcwEbYkVF4pK1teDd2rYxZYJG2zyKlnkL7GJpSq4cq1sZJMUtaH+GHnQlo0asgllwylUaNG6LpO+/btDxIbadCgAa+99hqRSATTNPe/oIF0BFooQuqaAqShYezNJ1w1Fcujo4fBMdV9bihFI3GHQyBDw50jQIC/boDQLh/OuhQMIFiYwPqnivej2rbNgw8+yKOPPsp5553Ho48+yhdffMHo0aPZvHkza9eu5ZdffqF58+YMGjSIIUOGHNN3YBEej6dEf+9x4sT5dzN37lzmzJlD1arFW1jq1avHpk2bTtCo/mVB6oGMHz+ec845hxkzZvDKK69w6aWX4nK5CAaDcaW7vynz58/H7XaTmXnoVei/IjExkdNOO42lS5ce9b4TJ07ktttvJ63RqTRp1IdUb1WC5V0EMgXB1O9Zf+/kYxpT5cqVue2225BSsnr1aq655hr69u3L5ZdfzqmnnsqXX34Zu8F7/vnnGTx48HEpHMf5e1KjYjl2Ze2lesDCxBULUGNE+zilo0Rw5AGLICfSsuVs86L9PwjtgP8Wv4YWU/SNcshM6wkMUM92XbK/L9ayivcNCg2n0I/wKO/U2OuOJBJSpZtFfnQAQ4YM4cYbb6K2t0UZzmA/56YN3h+QhsMqWx31fUUT7BU72RvYyP/+9z+aNGlSoue+4IILGDduHMOGDWPatGns3r0by7Jo3rw5K1aswLKsoyoxlbpGKNXANsFTKAlkGhhBpbDryncQEQdsSdJmGz1ok7JOfTY0y1ElwaaLLl26/KWdQseOHQmFQvzf//0fF198MQCdznkSU9fR/QGky0BEBagAtKANHp38aoJQeRvLpxFKFfgrCdJ/tgknaeTVEIT2+MAR+GtGSF5t4sovft5AIEDfvn2ZNWsWjz32GPfccw9CCHr27MmkSZNo2rQpU6dO5a233mLgwIFH8ZuIE+ffgZQl0sb9p8eP8+cUFhbi8/kOen7v3r24i75bTgD/qp7UAzFNk549ezJx4kTWrVsHKE+hQ5b7xDnh7Nmzh+eee47MzMxiNgtHS+fOnZk1axarVq06qv3mz5+Pr2pt6rYagLdabQqruQlmCArq57H1uU855ZRTaNmy5TGPSwjBjBkzaNGiBVOnTuX000+nQYMGvPTSS1xyySU0adKEIUOG0L59e3bt2nXM54nz9+SDDz7AoIDfzZ9VoHZAsCY0gTANhMulVGcPk6U/4RyYJf1DtrRYtrdofgdYzRT1rp5IijK/MhQ62AJHE0ocKmKBZcV6hKVtY0X8AJxxxhmxza+99loaNWrID8YSfv/997KchsJx1Jh1DWEYoOtI6SClw/KcT/k+fy6nn346PXr0KJXT33rrrXz88cd0796dG2+8kfXr1/Poo48SCoXYsGHDUR1LizgYAQcjpLxFbReEkwTCAdulISwHsyCCO9fCSjKJJOk4psB2aWwO/4yVm3NE1+bmzZvTvXt37rrrLnJycgCVrbUTTKQZLU23lWpwsFY6WiiCEbRx54AWEoRSBEKC5YWCyjpZzUHq4N2m492p4dlmqjuqP/yZ33333Xz++ed8+umnsZYRgNTUVJo2bcqIESMAjlvYKk6cOP9Ofvjhh1I/R/v27XnrrbdiPwshcByHMWPG0KlTp1I//+H412ZSD6R27dpkZWVRsWJFevTowUUXXcSbb74ZM2qPc+IpWsE58EbwWLjtttuYOnUqF198McuXLz+sv9Qf2bt3L6Y3GceA/BoCK0Hiqp2PnL8Ua+c+3p3/7nH/vVSvXp1JkybRoUMHtm/fzsMPP0xmZiYNGjSgRo0a/Pbbb3zzzTcsX76cnTt3snXrVurVq0dSUhJLly4lISGBfv36HVcZWJwTw8knn8ytt97KQ6Mepb7TUPV4orKkmse9v0/1j5nGaAnwiVL2/SOq51FXpbEuU4kqhZTkvbRR4xV/WPuUDk5k/1L2PPu9shtwsWFIRFGRwgFBqrRtFVcIbX/wGgohXCbCZeLR0yEHtm/fHguGDMPg5Zdfpn///rRs2ZKlS5fSoEGDsptLKLQ/c6rroAmEaZIV2c6eyGYGDRrELbfcUqpj6N27dzF7k23btgGQn59/uF0OSSTRwCi0QUA4SSdpawQjP4LtNdAiNuF0N7ZHw1/eIGGnBRKyq9hkL5jLng1fc/HFF9OvX78jOtdLL71E8+bNGTx4MBMmTECzQQsp31UtGMZJcLPr9CRSNlnYCS7yarjx7rXxLgRPVhCkxF/JTU5DjYyVsLu1jXAEiRs0fJsk4UTB8on7S31nz57Ns88+y9NPP825554be15KybRp0zBNUylKS8kzzzwTU+qME+e/hCzlntRS7XctJXJzc5kyZQqvvvoqK1euxP4Lb3Fd19mxYwfly5cv9nxWVhbly5f/y/3HjBlDx44dWbZsGeFwmLvuuouffvqJ7Oxsvv766+Oez7Hyr82k/pGdO3cSiUTo0KEDU6dOPaTKX5wTR0JCArfffjszZsw46pX4A/F4PEyePJk1a9Ywffr0I9rHtm0Wfv8dHm8aSVsi+HYCVYJIKcj5biM1a9akfv36xzymA1m1ahUbNmygSpUqbN68mR9//JHnnnuOd999l7Zt2zJmzBjcbjdXX301I0eO5JJLLqFnz54888wzPProo9SvX59WrVoVKz2M88/ANE00YSIQKjh1udC8nljGTrhcKuCA/cHegdnLE8Efzu2Ew6ApmxYOEB06cNtY1vRPyoNPOAfOS2jqfZdOrC5MeD3R5yRuIxFNM1i7dm2xQ5x55pn8+uuvVKlShd69ex91cHZcFKn6moYq9Y3+vC+0A83t4dVXX6V58+ZlNx44ZjX9ULqBNASWW0OK/RonZm4QPWARzDTRwhItIkHA9twf2TvjGXK2LGHEiBG8/vrrR9zCU61aNSZOnMiHH35I9erV2efsVuW9ugAhsH0m7lyJsCRWgomrQOLKt3HnWGgRBy3soIck7iwIZArcWTqJGzT0EER8gsTt+z8TUkpuvPFGzj77bG6++eZi43jggQfo168fmqbx8MMPc9555/HUU09hWdYfhxwnTpz/EF988QWXXXYZlSpV4tlnn6V79+4sW7bsL/c73PU3FAodUYKlcePGrFq1itNOO42uXbtSWFjIBRdcwIoVK6hTp85Rz6Ok+E9kUkFlsUzTZMWKFQAH3XDEOfGMHDmS999/n549ezJ58uRjUjUEVdbVqlUrXnvtNfr37/+XNzDPPfccdm4B5VMaEUozCGaoe1WPO4KUHvz+7GMax6Ho0KHDX97Mbt++nR49ejBz5kymTp1Kw4YNad68OYFAgHHjxnH//fdTrlw5Lr30Ut56661jUkKOU/a4XC4cbCBaGqtrSCsaoEpH+Y3bhxAhOpFCQ38QPxKa2K8gCwiXCeHwH0qY9f2eqX881okMuIsQAlD2PkLXVT+wrkd7aqPzi1gqCHSUR1xyUjW++uqrg6T4k5OT+fjjj2ncuDHvvvsu1157bdlMweVSpb5CU6JJ0WucLgycUJBIJPKPqBRq2/8ppEuN3Sy0sd0Gjlv5BktNQ0SUoi8CpAZZOb+z4au3ueCCPowfP57q1asf9Tn79evH66+/zqBBg8irrpFuudCD6nOnhW28ey0Mv01BVTd6WFnfoEsMfwQr0cSdE8HyqtJffYMkv7qONMCd7ZBfdf8t1fr161m/fj0TJkwo9h30+++/8+ijj/Loo49y3333sWPHDkaPHk3v3r3jdjFx/pscuDpVWsf/G7N161YmTZrE66+/TmFhIf379ycSiTBt2jQaN278p/s+88wzgCrPffXVV4uJw9q2zcKFC2nYsOERjaNixYo89NBDxz6RUuBvcMdQNiQmJpKRkUFeXh733nsvzz///IkeUpw/kJSUxP/+9z80TePUU0/lscceO+Zj3X///cybN4/rrruOL7/88qAV6j179jBp0iTOPvtsbr31VlJbtcNTvRZZTTSC5R3kXjeOI7D2ZXP66acf79SOiEAgwOeff47jOLzzzjt4vV6mTJlCs2bNEELg8/kYMWIEc+bMAWDKlCn06NEDv99fJuOLc3w0bdoUV0om4YRoljTa+1jUu1msV7Io4Pu7BHbsz4ZKxwFdR/i8iJTkohdjj2JCSX/MWJ4gYqJJf3hftYrl0RIT9vcBFyl4SKlElKKWNBlU4KuvvsJxDl4wqF+/Pq1btz4uj+ej4dz0a1SAqutg6CAEFhYr983jl/yvEWgEAoEyGcuBFJWZFZX9HhHRe1NHF0hdUFhJICISYdlIQyOS6cXwO4STdULBXH5bMoVzzjmbDz744JgC1CL69u1LuXLl2Lt8PpEEHdutY/tM/FV8KihFBcVINb4Fn96FWPEL5t4AWsjGnefgGIJQqkagPAQzIJygYR/QXbJ9+3aA4krCELten3XWWQC8//77BINBXnnllWOeT5w4cf6ZdO/encaNG7NmzRqeffZZtm/fzrPPPnvE+48fP57x48cjpeSll16K/Tx+/Hheeukl/H4/L7300l8e54033uCDDz446PkPPviAN99886jmVJL8Pe5+yohly5bx+eefM2rUqBOqVhXn8DRv3pxly5Zx5513ct999/HKK68c8sbwr+jVqxePPPIIM2fOpFOnTnTt2pWZM2dy0UUX0aBBAypUqMBVgwYRDAapdkcfKvS4kH0NNCJ1A8jUCOlfFvJjr0cI/bqRzp07l8jc1qxZQ4sWLahQoQKdOnXi0UcfpbCwMPb6q6++yllnnUW1atVISUkhEAgwY8YMdu/eTUFBAcOHD+euu+7inXfeIb1iY9wJGcyePZs333yTDz/8MCY61bJlS8aOHVsiY45TclSsWJHQnu0EqqfihMM4EQtpRZCOjFnNFFH0f6HrzA2/c0LGe7brEvWfQwWXuqbEe2wbIz2tWHa1iKJ5HciJ6keF4u8pRIPuwgCO36+C7qiyb5E1DZYN4QgEgmQalcnOzia9U+dD9vacd955zJo1i927d5f6PISuqwyqFi1TNgzW5C0gX9vG+PHjWfHD9zHf5rKkatWqpKWlHZXIhzvHwrvXQkgIpuuk/War0t8EF8JxsD06wpGIoMXmOW9Tvlwqb7/99nFXjyQlJfHAAw9QsGwZ+cGdOKYSaspuqOPZFSSngQez0MG7O4RvUx7dqt2CVi4TK82j+n8jDrapSnxtl0Q2KkBq4Mrbf44zzjiDtm3bctdddxVbJE1IUBY7EydO5K677uLuu++md+/epKWlHdecDmTDhg2Y5dMx0pO58cYb6dmzJz/99FOJHT9OnJLkgLXBUnv8XZk7dy6DBw/moYceokePHkft7rBhwwY2bNhAhw4dWLlyZeznDRs28OuvvzJnzhxat279l8d54oknDumsUb58+eNKGB0v/6kgtUqVKiUWcMQpPVwuF6NGjeKKK67g2muvpX79+tx7773MmDHjqI4zYsQItmzZwsyZM1m0aBHnnXceHy1cyJ60ClTsfhH1b3iQ3JP7UHNtGwDsen6ko5b2XYX7r2rdunUrkXm9++67rFy5kmrVqiGE4P7776dq1aqxm97DlXp16NCB9u3b88QTTzBmzBgmT55MozppGASpVq0aF110ETNmzCArK4v8/Hy+//577rzzTnJzc0tk3HFKhqJMk529t3h57AH/Cl1HGCaax41wuYpnJcuYA71bi7KkwjARRQGCEKDrKsg7cJ9DcCLnccAg9gfNuo5wuXAKClXpLCiVXLE/WyzDYfWIWKS6K9MwtQO5CxdywQUXHBSoXnfddei6zujRo0t/HpqIPjSCjp/dwQ3sDW7mmmuu4dZbb+Wkk04q/TEcAiEELVq0YOXKlUe+jy0x8yMIR2IWSqQAPeRgFIaRuoajQ8QD65ZMJT97M++99x7lypUrkfFee+211KpZkz0rvsQsUEGksEBIiTvPwfArixssB5maiLM3Gz1goecFKKxkEk5Rfytpv0D6Rz48OY7qmz3g/Xj66af58ccfi2VJa9euzcMPP8zUqVMZM2YMN9xwA2+//XaJzKmIDz/8ECcrn4STT+Glia/yv//9L9bqFCdOnL8PX331Ffn5+bRq1YrWrVvz3HPPsWfPnqM+zvz5849roWvTpk3UqlXroOdr1KjB5s2bj/m4x0u8ASLO3xIhBG+88QZXX301r776Km+88QaPP/44Y8eO5bbbbjtioQxN0+jevTvz58/H5XJxzZuLQBdYPghUkPw6bBhnt3kE365EchsKhCYBB+k1EYbGk489Qd26dUtkTrfddhvLli1j9uzZsef27dvHzp07qVKlCkOGDCE9PZ1FosROogABAABJREFUixbRpUsXcnJySExMpH///gDccccddO/enVatWpGUlMTu3buRUpKWlkb79u2ZM2cOSUlJSCm5+uqrT0g2Jc7hKSrz01xu4NA2M07EQnO5YuWnJzq4U0Gnvr9/ExXAaUViQ5qIjfVAT9Si/x/47wmlaCFAaMhwRPUDRyylUhzNnBb5jco/tAYIXQfToGZaK7yuFD755BPmzp1bbPEqPT2dYcOG8cQTT3DqqacyYMCA0p2PppFvZbMk+yMsK4Bwu7n88stL95xHwEknncT//ve/I95ei9hoIQvh1vFkhXFMJZ5kewzCqSa2sNmw5AN271rJB++/T7t27UpsrC6Xi7POOou3PpmJiDg4Hh09ApbPxJ1j469goFlSjS9iQ+PaaIEIwSrJJOyIEMh0ITSwXQI9BMJxMILFz9GqVSuuuuoq7r//fi6++GJSU1NjC5RDhw7F4/GUSlXXp59+Smp6Hcq1741MOZm1H00o1qsWJ87fChl9lObx/6a0adOGNm3a8PTTTzN16lRef/11brvtNhzHYd68eVSrVo2kpKS/PI5t20yaNInPP/+c3bt3H1SB+MUXX/zp/uXLl2fVqlXUrFmz2PMrV64kIyPjT/ct6os9Gq666qojmtf/s3fe4VGUXR++Z2Z7eiCBhBp671VUUMCCCIIiRRAFqYoQBJSuIEVAAgqCgICiIIggqCC9iIrSRar0Hlr69pn5/hiyEhNSICH4fnNf11xkd+dpy+7OnOec8zuCmg1JvsTERIKCgkhISLinGpY6OvfCkCFDmDx5Ms899xwzZ84kMjIyx33U6BeDKVHFaFcxJsugqqREGhG9cPVJF4KoIkoKnjgn53qPY+HChXTt2jXX1pD6w7Nnzx6ef/55ChcunKUxuX79eqZOncqXX36ZYTiGzn+Dbdu20aRJEx4u2BHLDY/vedFkglte9FQjSXG6QFXYoKTPEblfPGHsoP0hiJpgksmkeRpF0ScwpHq9KMnJvjZ3NEgFMd/ClptL7f+Z0621AGlCkQWDETEoANRboddOl+YxliQEfy08E6MROdDGzr9m0vTZR1m5cmWacdxuN127dmX58uVcvXo1V8M3U3m61CBUVUUxi5yM20lsyj7+/PNPwsLCsnXBz2vmzZtHz549SUlJwWq1Znruk3XeRfDIqKII4q0apUYJZ2EbKeEShstJHP39C+xJ51mwYAEvvfRSrs/3448/pv/AaB6rOxLJK3C9VgCBZz1IDk3N1x1sQraIJBWVKPinE0eYCdGrYr3qwhFuRhUhJUJCUEBQYO+s6HRjXLp0iXLlytG7d+/7loZRqFAhpCI1sXV4kvDfPezaOpbenV7JUa6bzn+D//L9eercS8wdiWjLXrnAu0GxOznbY+x/5j06duwYn332GYsWLSI+Pp7mzZuzevXqTNu88cYbLFy4kGeeeYaIiIh0jpyYmJhM2w8ZMoRly5axYMECHn30UUC7Z+nWrRsvvPBCpr9doihStGjRbIcqnz9/nuPHj2ernKLuSdX5zzBp0iQaNmxIjx49KF26NK+//jpvvvlmjgQ0Cv7pQBXAGWbmZgUjgqIVZA856qH4YglnAQOyEWKr3AC0guu5iSiKPPnkkzz55JPZbvPEE0/wxBNP5Oo8dO4/27ZtQzAaMV53gHDbT29qmLdXU5RNFVPKV6GhWwaqKssg3FKPkWUtJFaWQZJQVS0nNXWeqiynMQbzew2ppDOab5/b7crJqbVqAcFoRPV4EADV4UCwWkEUED0yRW2V+f7777l8+TIRERG+5iaTiREjRvD111+zZMkS+vbtm6vrsNvtXBOvcOTKBuz2a4iCQKtWrR6ouslVqlRBVVWOHj1KzZo1Mz1XvJ4AsoIQ4Ie7cAAoKqJXRRXB76rMwT++wigmsnnz5nuun30nnE4nAhLughZUg4THD2SviwPXv6ekUImCQlmIUxEUC6JHQZVAEQRQVFRJwGMTsF5X8Ni0nNaMiIyM5O2332bs2LH07t071yJzMiMxMZHwEla8YR5Uk4SlXCU2bdqU5+Pq6NwNep3UtJQvX55JkyYxYcIEvv/+e+bPn59lm6+//pply5bRokWLuxrz/fff5+zZszRt2tSXeqYoCi+//HK2clJ3796drkbrncjJhmr+30Ho6OSANm3acPLkSYYMGcKnn35KiRIlKF26NF9++WW26vRJiS4ERcVyzYUxGbwWsBcCr03EHSQhyCr+l7yoCfEAGcbo6+jcDYsXL6ZQwWoY/QK1OqlmC4LBqKn8uj2aBy/Vu3erLMqDgqqokDo/QQvxVR1OLdT3Vn7t7eG+/2p8/yecCanv8b/fX9XjAVnRys8ItzzHJqP22OPRPMgiRAZVRlEU1q5dm67vypUr8/LLLzN27Ni7rhv6bxITE4mOjiYsLIw9J7+iSuWSfDJzJrNnz85QjTE/SS2XkG2RHkVBNUqoklbSBUXFHSCRKN8kOekyL7/8cp4ZqAA7d+7EFlYMr78Bd6CIYrfz169ziD+0ixNn1oPLi5TiwhLrRDEISC4VVHAUtpBYTMRZQOBmJRFnqIBsufON8FtvvUXhwoV57rnn8jy/a9++fTidTjzhFvyPGJFNAt6bl/ItV1lHR+fOyLLMn3/+maEiu9vtplSpUumidjLCZDLd0waYyWRi6dKlHDt2jK+++ooVK1Zw8uRJ5s+fn2U5s9GjR+conWDYsGGEhoZm61zdSNX5zxEUFMR7773HuXPn+Pbbb6lZsyZdunShadOmfP311yTfCj/0er18/PHHNGrUiOrVq1O8xjN4XElIDi+GFA/+lzyoRrBdAVUScISKSC6VG2EuLk9dRtmyZSlXrpxv3MTERL7//nuOHDnCxo0b86XMg85/l8DAQARAqVYW0d8fwWhAtFrShNMKJtM/pVLy0bhLYzCjeSMVzy1j2uv9R1Tolirx7bmoWgeK9ty/xaHymX/K6Ki+OYo2m1aGxunSTpIkBKPhHxVdSbplvHpAAaPRj2rVqrFjx44Mx3j++ee5cuWKrwTJvTJ+/HjmzJnDwIED+eOPP/j111/p06cPPXr0eODqagYGBlKsWLFsGalqgM1X4kdyyCiKzE3hGsf/Ws7+9ZNRAgy5mmqRbnxVZfWW9Zgii2AvKJKSeJnjy6ciWuyMGTOG5OTLJNgvoBpERLcX0auiGAWMDgVnqFZuRnKC5Tp4/cGZSXS3zWZj3bp1pKSkUL9+/TxV2q1VqxYAFqcJyQVXzv6O5+RlHnvssTwbU0fnnlHz8HiAWbRoEd26dcvQEDSZTHTr1o0lS5Zk2c9bb73F9OnT73lztGzZsrRr146WLVtSokSJbLUZPXo0Npst22MMHTo021GKupGq858lJCSEtm3bsnz5ctauXUtiYiIdO3akePHi9OnThxo1atC/f38iIiKoXLkyV49uYvvleVwM0UJ5bQcvEfGLE0GFG1VEFBO4gkTiLv6JkmTn77//xmq1IggCjRo1okyZMrRq1YpKlSrRvHlzwsLCmDZtWv6+CTr/CVwuFydOnMBy1Ym49whyYhKK04XqciFYzAg22z+ePUl6ILyogsGIeMto9s1HVVAcDp8Rq8pyGoNaVdQ0tVJvN2AfBNLMGa0kzk8J81Ecjls5qLc82IIA1ls5UqKgldyRFQS3h7WnptCkSRNWrVrFyZMn042RWh4lMTEx3Wt3w9q1a+nQoQNjx46lbt26OS5RcL+pU6cOP/zwQ5alw1SLCU+xAqgmA1Kig0NHl7H3148QLxzng/HjSTh7gWrVquXpXIuHhBO/bwenNsdw5MfpVC5SjN27dzNs2DBsNhvxyeeR/UwklQrAVcCE6FFxBkuYklRCj8n4X5bxu6IQ/LfK4fHp81Fvp2LFiuzcuZOQkBC6det2V6XVckKoqyDO06c5v20Zr7zyygMhrKWjo5OWzz77jEGDBmX4uy5JEkOGDGHOnDlZ9rNjxw6++uorSpcuzbPPPkvbtm3THP9VdCNV53+Cp556it27d3Py5Em6du3KmjVrKFu2LLt27WL58uUsXryY06dPU79SVY78MpdT1ZzIhUMxxDs5MC0aYxKoTeK5UUPF3KUs/o2qIZiM+DWsQUjrh/nLkIS7XnmKjutJ4Xe6UHRMdwwPVyI6OppXX301125Idf43+fzzz4mLi6OwXATlVoisIApaPqqiaIXcUsNoPV5fyZf8RrDZEG22f4zO20uv/Gt+qcaf6r0lCpW6xlSvan6SOtdbeaj/9hSLVus/mwOS5j1Vg/21mpiSpHlTFQVcmpLxiBEjKFCgAE8++SSnT59OM9SRI0cAKFas2D1N+dChQ7Ru3Zo///yTOnXq3FNf95PBgwfz119/sXRpFjVxvQoefyOC042cksz1m0cZMmQIZ8+eZciQIb56onmFIAgcOnSI2bNn81TF+rzRqze//vorUVFRSJJEsWLFSAh0YC9sweMv4PHTPkPmRBmvVUCQtQKMBoeC6M7e57tQoUJ8+umn/PHHHyxcuDBP1lWiRAkiqjTFEh6B+8J5jEYjs2fPxmLJO2EaHZ17ITUnNS+PB5Vjx47RoEGDO75et25d3zUlM4KDg2nTpg2NGzemYMGCBAUFpTnuB/PmzaNr164sWLAAgKVLl1KxYkVKlSrF6NGj76rPBytWSEfnHilVqhQxMTEZKplFRESwZs0aGjZsyInVn1G0RHcICwbAclMl/mgwp4dou+HlLoQhPa7VzQs9KmOvKJHUNAXlrA2pggejzcP5kfOYO3cuPXv2RJZlvvjii/u5VJ3/CBcuXODdd9+lsFACP24pC6YaTar6j1iP2Qxeb9r6pPmJqmhiTncKKc1IfOj217jNqM3ntQiigCqnCkFlMOewULh6HRQVRFBdLi0H1WjUwnyNhjTvQ8GCBVm3bh1PPPEEDRs25Mcff6R27dqAdtMBkJSUlOOyH/Hx8SxbtoyFCxfy22+/ERUVxeLFi/O+pE0u0rBhQ5555hlGjx5Nu3btMg1JNiV6ENwyCSkXUBQvXbp0yXPj9HYsFgs9evSgR48e6V4rVqwYsSeuIqiQUlgg4AKoNgFToowigTtQAhVN7EnK/k3wI488QqtWrZg3bx7dunXLzeUAmuiKoijEBYDDFUexYsUeuLBwHR0djZSUlEydHElJSb7ydZmRahjmF9OmTWPEiBE8+eSTDB8+nEuXLhETE0N0dDSKovDhhx9SpEgRevbsmaN+83+rXkfnPhIUpNU59Je9/HlyOUmFBOq9MhVjikrxdS6erPseTZuMJ/SoiuU6CDJYr7oIPOshcoGJIttlTBdNyF7tq9OjRw+qVatGXFxcPq8s55T95v38nsL/PC6Xi4oVK3L58mVKq5X+eUFVUNxurdSMLGuiRA6tyKJgNiOYjP+UPskPbhnRWikcVasnmokx+iCjKqqvzqsgSQiioIUxG4w0f3gcT9UYhT0qWFMuNhlBFBGMRoRkB1jMmrFqMmne1NtCsqKiovj1118pUaIEjRs3Zt26dYCWGwSamnNO+O6774iMjKRPnz4EBQWxZMkSjh49SseOHX0hxP8V3n//ff7++2++/PLLO54jKAqi04NqNSHeEtFwuzOuH5wflCxZElfidWLbOZCtYL3mJehIAslFDJgTVWQjKAZwhop4bDnz1DzyyCMcOHAA+fbIhFyiS5cubNy4kT2fD8Yef4lTZ8/o+gk6DzZ5mY/6gOelli1bll9//fWOr+/YsYOyZctmqy+v18vGjRv59NNPSUpKArQSWMm3lYnLKz799FPmzJnDt99+y48//si7777LBx98wPDhwxk5ciQxMTHZClv+N/+tK5+OTi5QpkwZvvnmG24mn+b0xi9QHE4EBRST9nUQ3QqSS8WcoBByQkaQFU39N1jCaxVxF3Gjyv/clBQuXBiPx3On4R5Y/m43Ir+n8D+P2Wz2eUucETYMYf+qc3vLWPV5HFMFiEymfM9LFW4PfxWyuAnPJDRZkKR8rfcKpAk3VmVZE4GSZVQRPMEWVElALRCiGamSdMswNaKE+IPFjGo0aO/DvwgLC2Pz5s00adKEtm3bcvjwYSpWrEjp0qXZuXNn1vNSVVwuF9999x3t2rXjmWee4fz587481KxUFR9UatSowSOPPML3339/x3OEJAei3Y1iMWCxaUbqmTNn7tMMs6Z27do44i/jv86I6AbzdQeOIv7snRWNoKgkFxdQDAKiG/bMyTwf9d/UqlULu13TPchtbq8nW6lYKMgKjz76KEWKFCE6Ovo/uaGqo/O/SqdOnRgxYgR//vlnutcOHDjAqFGj6NSpU5b9nD17lqpVq9K6dWtef/11rl27BmilGwcNGpRhmz///DPbR3bGT1Vir1mzJpIkpQljfuSRRzLUcMgKPQZE5/8lTZs25cdVq3nhhRfYv2IMJksgISFlKB3+CAZrCOabHkzXU/AUsCGbJSzX3dgLm7laW0S8acSUqN20JyQksH37dt5+++18XpHOg8q0adPYuXMnf908RFDRlzHssqPcFr4jGIxaiK8kIogiqteLYDKxNnZWvs3Zp9J7SzAIOZPQXsjUoyoYjHkww5yj3O6lUxVUGc34FgSsl+1glFADbAhx2g60Kgl4A0yYEk2oFgN4FQQ5/Tr9/PxYunQp9evX54UXXmDXrl00aNCADRs2oKpquqLqqdy4cYNnn32W3377DYAXXniBJUuW/M+EZjZs2DBzVUpFBq+MaHdjMlkQTKZ0+b35Sf369UFR8Z4+jyG4NILTjfWSSsWRMQjlJQJPqUgelZsVcr7XX6NGDUArF1OhQoVcnbcgCMyZM4eePXtyulFZzHGx7Nm3l6CmNZk3bx6LFi1i2rRpdO7cOVfH1dHRyTnR0dGsXbuW2rVr06xZMypUqIAgCL4qEo0aNSI6OutNsP79+1OnTh0OHDhAgQIFfM+3adOG1157LcM2NWrUQBCETK9TqWQV9WGz2UhJSfE9DgsLS5fu4r2V2pQT/jeuhjo6d0GLFi04fvw4n3/+OVeuXGHJkiX8ffE0KbZwqp6vjTFe5Mb1awSEl8YmBWK5KRK+24hsEfj9C+1HY8+ePTidTjp06JDPq9F5UBEEgddee42ePXtyqZmXklcitRCW63GaqqzFrJU6MZu00FpB8An05CeqoiJ4vf+UZPF6AOmfvE7tpMw7EUQUlzPP53onnjB2+KfszL+vsaqC8cRlvCULIcYl4y4WiulKohbi6/EgJDswOdyoNjOqyYBiFhCsGRvcfn5+fPPNN9SpU4cBAwbQokULvvrqK+Lj4wkJ0WqTKIrCxo0bOXXqFCdOnOCrr77C6/Xy3nvvUa1aNZ555pn/GQMVoEqVKpw/f56kpKR0xdufLv/OP955WcUbZMHgH+Db/X8QqFKlCjabjUuB+6l6vASKn5nL3jNcO3oSwzkrAWENUEICMd+FYzI0NJQSJUqwd+9eOnbsmOtz37t3L/7+/lyd+k+4deQFB+eqR1HaY2XKlCm6karzACHcOvKy/wcTo9HI+vXriYmJYfHixWzfvh1VVSlXrhzjxo1jwIABGI1Zb/Tu2LGDX375JV30TYkSJbh48WKGbW7fFNy3bx+DBg1i8ODBNGzYEIDffvuNDz/8kEmTJmU5foUKFfjzzz+pWLEiAOfPn0/z+tGjRylZsmSW/fyb/50roo7OXVC0aFGGDx8OaKqUEyZMYPPmzfx6ZgGCyYga74FL0KzqOwheM9eriQTcVos9NjbW14+Ozp1wOBwIkoGwkyKe8ACMxy4At8J6AwP/MfYeAMGk5mI7bSoSIGjhr0pyis8wFU0SiufWjuitGq9qRrust9Zy+oOG92nm6clKVVhNSkZ0FUAJ9kN0yahG6Z/bGZf7lsqygCoKiG4ZMfnOBnfFihX56KOPeO2119IZW263m169erFw4UIkSSI8PJy2bdsyaNAgoqKi7nGVDybly5cH4Pjx4z5RqXQoCoKqarWrBYsvj+pBwGg0MmjQICZMmMD1do8RYgzi760/Ih1Jxm63E1YpFEtYHRyF7q7/okWL+q4fuc3WrVtJTk4BSaRvr97Y7XafmvCeQBtR4ZGkpKTcV5EqHR2djDEajQwZMoQhQ4bcdR+KomTo7bxw4UK6TcJUbq+D2q5dOz766CNatGjhe65atWoUK1aMkSNH8txzz2U6/gcffJDp78m5c+fo1atXFqtIj56TqqNzi+LFizNr1iwOHjzIV199xVtv9ve95jS4EV0yBQ4pGJz/3PgGBmpqrfHx8fd7ujr/IYxGI6qqkBxpxBNo1IR4DBKC2QTmW4+NRjBImmFkyL981NRcVNFqRfCzaorDtwSHQBN2Eo0GxFs7tqkGqi+H9Vb5nNSc2lLDd+fPQiCNwS9IUrrQY1VREFweBLcXw/UkBI+2FtVi1EKdLSbNcPVo/aw9MiHT4bp160aHDh1YtWoVoAkIjRgxgtKlS7Nw4UImT56M2+3m0qVLzJw583/WQIV/jNSMyieoZgMYjahWE6rJgGwErz0Jq9V6v6eZKS+99BIej4eZPZriDhRRUxw0bdoUgITY43jXbuX42wPuqu/ExMQ8Kw0xYsQIQEUymjl48CCzZ89m8eLF1KtXDznRzokTJ5g7dy779+/P83qtOjpZ8v9YOCkVVVXZvXs3y5cv59tvv2Xfvn2oavYn3rx5c6ZNm+Z7LAgCycnJjB49Oo3heScOHjyY4fUoKiqKw4cPZ9m+UaNGvjSGjOjbty9vvPFGlv38G91I1dH5FyaTiU6dOjF58mTWr18PwKmzm5CuxmO96sGU9M9FPdU4zSsPwPXr16lTpw5PPPGEb9ddN4j/e1SuXBkUhSvFrhJbx4AaEoAaGgwhQaiiiGqS/hHn8XpZeyZ9CaX7iXhbLomcYkewmDVBIVWr6SqYzSDeFkIliEiFwv95fFu91PXuxfdr2hmTWq/1lmdXtNkQTSZEs5YHKSQ7EJKdvlq1CAKqwYBqs6KaDCAICKqKYs468EgQBBYtWuTLAZo6dSoxMTGUKVOGmTNnMmjQoHtS6q3z2tS7bnu/CQoKombNmnfMS1UCLFo9WkkgOfYUHkcibdq0yfN51ftpWLbPTS0N0eevRRjsKl7ZSXh4OAUKFOBywiH2x37PU089lS60LTskJCTkmZHaoUMHGjRogOx0ULt2bcxmMx07dmTLli00b94c0HLhatasSb9+/fJkDjo6Otljy5YtlC5dmvr16/Piiy/Srl076tSpQ9myZdm+fXu2+oiJiWHbtm1UqlQJp9NJp06dKFmyJBcvXuSDDz7Isn3FihV5//33cTr/iRZyuVy8//77vhDerPjqq6/YtWsXALt372bx4nu/9utGqo5OJjRv3pyvvvqK2IS/OKH+xan2Ej+v/EcpbevWrRQvXpxy5crl+tiJiYm8+OKLHDx4kC1btjBp0iTGjh1LSEgI+/fvz/XxdPKO6tWrYzabSf52I7IJ4qsEk1AtFEeJYJRAC3KAFSXAjGIxoQbnrLZmbiNarVpJHFlGTXEgWi2oHk9aT6TRgBgaguTvpxl9VgvK9RuaVzW1fuoDgCBJSP7+SMHBSKHBSIULIQYHIYYEI/r7aZ5sSQKHA5wuTSBKVRFdHgSPF8VkQBUE1u0azYYdw7M1psFg4JFHHgG0C/XNmzfZsmULffv2zVb7lJQUunTpQr169dJ5IXfPG5izNyCf6devH2vWrEmnYmsvqRlnitWImOwi9sYhihUr5suFykv+eGp8ts9N3Xw0WAxw7gqK7OGZZ57h+vXreDwO1qxZw6FDh+4qrzQvjVRJkpg1SxNeS819BU3c5Fy9p3yvmUPCWbRoETdu3MiTeejoZIv/x57UEydO0LJlS0qWLMmKFSs4cuQIhw8f5ptvvqFo0aK0aNGCU6dOZdlPZGQk+/fvZ9CgQfTq1YuaNWsyceJE9u3bR3h4eJbtZ8+ezcaNGylWrBjNmjWjWbNmFC1alA0bNjB79uxsraVhw4YMHjwYWZYZNGhQrvyePxh3Ejo6DzCdOnWiT58+nLq4hW9rP57mtcuXL1OqVCmkXC4Xcvz4cerWrcvu3bvp3LkzXq+XKlWqMGPGDADGjRvHtm3b8qTOnk7uExQUxOjRo0k6coDRxcKIL6ngKPjPz69qEDRPnQiKJX/LjgiBt/JXFFXzlqqqdgBIohYia7GA2YRwm0hDurBfyHdjVbRaEQL8wd+mCSKBFkot3hKqAm2dqgoeD6gq3hA/7bFBQnR5EFNclJo2ldJLx2VrzI0bN9K1a1dAE98xm82Znu/1ejlz5gy//PILAwcOpFq1ar4d6VTj4r9Kx44dKViwYBrhjcYtJuG1iKCAKgggy9gtbsqWLfvA1YOtXLkyJpMJec9Bjlc8hsFg8IX7Ajz99NN8+OGH/PLLLxw7dizb/V68eJHExESCg4Nzdb6KovhCBGvUqIHb7SYmJobatWvz/PPP8+abb3JwdD/fzaOsJJOUlPSf/5zp6PxXmTZtGg0aNGDz5s20bt2a8uXLU6FCBdq2bcuWLVuoX78+MTHZi6yyWq1069aNGTNm8Mknn/Daa69lO4WiXr16nD59mnHjxlGtWjWqVq3K+PHjOX36NPXq1cuy/blz5zAYDDRs2JDmzZvz0EMPIUkS586dy7JtZjxYVwQdnQeUiRMnUrd6DVq0aJHmS/f7779TunTpe+4/KSmJZcuWERUVRe3atalXrx6iKDJ+/Hjmz5+PKIr88ssvvqLMy5cvp0mTJrz66qs5ylvQyT8GDBjAQw89RJcuXbiw8gtUtxeD3avlQQqaMaiaDL68yHzD4wGDwReuC6B6vKgeL4LRiGA0/hMWqyoIoqiFAEsSosmEYDZrasAGoy9vNT940r/rPzVPVRW8shZObTL987wkaYa48VZ9VPAJQapGSVunCCW/d1N8fvZ0BuvXr0+DBg0QBIEVK1bc8bwjR44wYcIEKlSoQFRUFA8//DBffvkljz/+ON98o9WVLVToLlV5HhAsFgsjR47ks88+8xlxBoeMagAkAdHhAVHE/oAuMzw8nCZNmnDxt4s0vK7SqFEjnw5BKq1btyYkJMQnTJQVly9f5vHHH6dYsWK0bNkyV+dbu3btNCHTRqORxo0bA/Dj7h18/PHH/PHHHzz77LMAeBO0Uli6kaqTr6hC3h93wSeffEJUVBQWi4XatWvz888/3/HcrVu3IghCuuPo0aOZjrF161YGDBiQ4WuCIDBgwAC2bNmSrflevHiRZcuWMWPGDD766KM0R3aw2Wz07NnTl6bSo0ePbIurjR49mtGjR7N7925+/vlndu/ezejRo3n33Xez1f5O6Oq+OjrZwM/Pj48++ogGDRowcuRIPv/8c0CrBXUnee/sEh8fz+OPP86+ffsAKFu2LA0aNGD8+PEYjUb69euHoigsnP8FEeE1qV2qIYLJTKznDIsWLaJy5cq+Oq0JCQmYzWYsFgug1bY6ffo0cXFxJCQk4Ha7iY2NxeVysWrVKpo2bXrHQs86uYvVauWXX35hzZo1tGnThhOJswms8hpmTJp6rEdFMYps/O29fJvjUyGvoTpdqF6PFtqrqL6/BYsZwWDQPJBOlyaoJIhgtYDDqRm2bo9mtKJ5VH9KXJBva9HCkw3aXK0WzZMqy5rBatKMUtVsQDVKiHYDpDjA48FwLemWJ1VE8CqgqBjsHtb/NjJb4wYEBLBjxw5atmzJ+PHjadeuHQaDgdjYWH755RdOnDjB9u3b+fHHHwkMDOSRRx7h448/pnDhwlSqVAmz2ezL6ylYsGBevkX3hV69ejFs2DBWrFjB0KFDEd0yQQdvIqS4UK1mlCAbiA/mRpvH42HXrl0ENi/N5h82M2rUqHTnWCwWXnnlFWbOnMmbb75JRETEHfvbuXMnHTt2xOPxsG3btkzPzSmnT59m//796VJBbDYb5qAwFFlFFEUefvjhdG0fpNI/OjoPAkuXLmXAgAF88sknNGrUiE8//ZSnn36aw4cPU7x48Tu2O3bsWJqNrLCwsEzHOXfuHFWrVr3j61WqVOHs2bNZznfBggX07t0bk8lEgQIF0tQ9FQSBN998M12b1atX8/TTT2M0Glm9enWm/bdq1SrL8QGeeuopVq9ezUcffeR77l7QjVQdnWxStmxZgDQhaW+99RY9evTg/PnzFCtW7K76jY6O5syZM/z+++9Uq1bNZ2Cm4u/vT3JyMrWrvkZgQBEEWUGKTaCkf1luhFXmnXfeYc6cOdy8eZP4+HiKFCnCli1bKFu2LP369fPlH2XEhQsXdCP1PtOiRQvWrl1L06ZNuRl2mEhreURFAUHAHZR5aGieI4naIYucHl6LqHF7QRA1r6r7lrqv9dbnU9XCgVVZ1ryQt/JRhQB/cHvSCivlA6osgyxr85VEzXMqCCCKqAYJwePVPNcuD6ooIki3BRYZJBQ/M6LdDaKoefxygCRJjBw5ksaNG/PMM8+gqiqbNm1CURQCAwOpXLkyCxcupGPHjunq2gHcvHkTIFv18R50zGYzzZo148cff2To0KH/vOD1IngNuL0OZGcyQsCDZ5AfOXKEuLg41LgQ7HY7Tz/9dIbnjRgxgi+//JIyZcrQsGFDPvzwQ6pXr+57XVVVJk2axPDhw6lbty5Lliy5q5qBmTF37lzf37Is+1JQnE4nroRriElihkq+06ZNo3fv3rk6Fx2dnHB7Rkle9Z9Tpk6dSvfu3X0ieNOmTWPdunXMmjWLCRPurPIeHh6eozD+5ORkbDbbHV+32WzY7fYs+xk1ahSjRo3SNgKzmTbx3HPPceXKFcLDwzMtMSMIQrZSyz755BNq167N008/zc6dO5k1axZ9+vTJ1lzuhG6k6uhkk5CQEACKFCnC6NGjeeutt2jXrh1DhgyhX79+rFy5Ms3uVXb57bfffEIp/+bs2bO+EN+EQCeBigqyli8n+1soG9wQU1hhkiwqtpAKhIlBSEn7qFu3LvXq1WPDhg2YShSn8NPtcNqvcfWLLyhatCgXLlxAkiS9Tl4+kRrud86ylyIpxTWVWbcHUz4bdiha2K6zWWVKf34Zr8vpU8UVZFnzTKqqZvQZNOVbEhI1L2rqDbAkoaouBPKvjA7wjxFd4JY4jawi2B2aR9UgggdUg4jgAkFR/qlRKwia0eqSUWwmBFlFvJFz9e6HHnqIBQsWEBMTQ2hoKLNnz+bZZ5+lUKFCWf5OLFmyhHLlymVbVfFB55lnnqF3797Ex8fjDjIhBBixehUUo8Se4wtw2S9RpF6j/J5mOlKFjZx7DxIZGXlHj0doaCi//vor3333HZ9//jmPP/44mzdv9hmqs2fP5p133uGdd95hzJgxub75cPbsWd+Nc8eOHdNoJLRt25aUlBS2b9/O1atXAe1GWhAEYmNjSUxMzDJvWkfn/xNut5s9e/bwzjvvpHn+iSee4Ndff820bc2aNXE6nVSqVIkRI0bw2GOPZTne4cOHuXLlSoavXb9+PVtzttvtdOjQIUd5/bdvWuVGKaqOHTv6nCzDhg3LlnGdFXpOqo5ONhEEgbp16zJu3DjGjBnDc889R2BgIAsWLGDVqlWMG5deWEVVVbZt28auXbsyzB11u92cOHGCSpUqZTjmxx9/TGBgIBUrVuTKn5sQFBVBVZGD/VBMIgF+kVT2e5Ra7gZUu1Ka0gnFKSw+TXBQTXYfOEdUicdpYmlPpY0iNfcXx79eBS5cuABAcHAwL730Uu6+STrZZsKECTh2HeNg4GJUVUE1iIjOnHnscp1b4bCW7YcgKVkr0yIKSP7+iAEB/4TNpv7rb9NCZ0VBE0uSJNSERAR/P1SHM+vx8oinKg9HKFkMCoX5vKeCV0YNsKFYTAgpTvB4kBKdCF7tvUe55RGWtHMFWUZKcKBKAmtPTbmreXTu3Jk9e/awYcMGevToQeHChbO1kbVz506aN2/+wAkJ3S1NmzZFURTKDx6II8yAKd6FajZyM/k0ifZLLF26lGV7tvtycR8U/G+VYnLeuEKjRo0y/b8rU6YMgwYNYvv27YSFhREdHQ1o+Z4DBgzg9ddfZ8KECbluoMqy7FMXrl27droQu1atWlGmTBmu3bhJwYbNADDVasbMmTMZMmQIFy9eJCEhIVfnpKOTI+6Tum9iYmKaw+VyZTid69evI8tyOk2AQoUK3dGYjIiIYM6cOXz77besWLGC8uXL07Rp02yVkGnatCk1atRId9SsWZNmzZpl2R6ge/fud/376fF4eOyxxzh+/PhdtU9lzZo1/PXXX4BWd3Xt2rX31B/onlQdnRyxbt06mjVrxt69e9myZQsvvvgic+fOZezYsWzYsIFq1ar5Yvfj4+MZPXp0mqT1IUOGMHLkSPz9/VFVlbFjxyLL8h1zk8qXL09ycjKiKGIULXgCTMhWEduJeARFQXR5INnhUybF4cQUFkQ5v8d8wiRCQrKWl2cyUrZqd268cALn4dPc/HIz69ev1+vk5RMvvfQSgYGBtGrVCv9KfxIVWAvB7c23+TwV2sNXK1SQJAgNhuQUBFXShJNkGex2xKKRmhfVq81VuJWLmqruiySB0Zi/+ageL0qgFcGroJgMCKoKHglviA3ZImFWVQSX9p1RDSKqxYSQ4kIJsKH4mVBFUCUR04U4pNj4+zr3pKQkjh8/nm4X/79MVFQUxYsXx777JI6mVQk4b0R0eLiadALQ8rach87wYocOrLZYfMI++c2ePXsAsNoKcv78efbt20fNmjUzbRMcHIzdbqdy5cqcOHGC1q1bU7lyZaZMubuNjsxQVZUBAwbw22+/AfDNN99k6BW9efMmmCRSTv9N5cqVObjmS5+oy6RJk9i4cSM//vgj5cuXz/U56ug8KPw7JSsrYZ9/b0qpqnrHjary5cun+f40bNiQ8+fPM2XKFB599NE7jnH69OlszDxrJkyYQMuWLfnpp5+oWrVqus2wqVPvXGPbaDTy119/3VUk4O00bNiQbt26sWnTJgYNGpQrOan/G9u0Ojr3iZCQEHbu3ElcXByLFi1i/fr1vPrqqwwfPhxVVWndujUDBw5k/vz5FC9enFmzZtGyZUvq1KlDx44dmTFjBu3atcPtdjNhwgTef/99+vTpQ5MmTTIcr127diiKwqFDh7CWLIsrxEBKuAHBKyMm2FElAdViRL0Zj+pygduN4FU0hVhV1QxUjxf8bAhemcALMsV+K0PA048wY8YMfvjhB+Li4u7vm6jj49lnn6Vbt26cPr0Bh9mref3yE0HwGZtyoAWxSARiSDCC0YDqdqO63WB3aIfnlkFtMGifPVlBMBgQJAn1avZClPIMtxshNY9UEm4ZogZUUQAVFIsB1WxENUqoZqNW/udWSLOjkJmUohaSSphxlCmIEhpwX6f+66+/oqoqdevWva/j5iWCINCkSROSrpzAHqkiObxcSP6Lc9f/AGDlypWIJgN+pSvQvXt3UlJS8nnGGjt27MAQZOX1vq+wc+dOatWqlaVaZ3Jysi9apXHjxthsNr7//vt0WgO5wezZs31lyWbPnk1UVFSG502cOBGTAo4rZ+nfvz+CILBw4UK+//57EOBcfCzTpk3L9fnp6GSL+6Tue/78eRISEnxHmhz52yhYsCCSJKXzml69ejVHiusNGjRIVyP635QoUSJbR1aMHz+edevWERsby8GDB9m3b5/v+LeYWka8/PLLfPbZZ9ldWjryqgSN7knV0ckhRqOR4OBgOnfuzI4dO/jyS21XeujQoVy4cMFX06pDhw40atSIfv36ERkZyZEjR5gxYwa9e/emcePG7Ny5M8udvODgYL777jtu3LjB/K8vYbrpwZgkgqKgmoyoFhN4FcTgIHC7Ub1ehCQHgtmIIppQE7RcOsHjgQB/rOcScBbT8qxSc2D79OnD4MGDqV27dt6+cToZMnbsWObPn89V+wlKUjb/JiIKqO5bmxtWC9LZWM0r6u+HIIoIsozq8YLXi+p0Ifj7gcsNLjeC2ax5VkURxeH4p05qfiEIWnivQcQeYcUZIhJ6KBlUFU+AhDFJQL1VIkC2GRG8t+LBZBXRq+KxiXitAopRQDXd38vkihUrKFWq1B1TAP6rtGrVii+++AL3pn2440I4cmY1zz77LEOGDGHGjBmYChcl9MU2XJk0yReKmt8cOHAAY+HiTJo0ia1HrOzdPImlS5cyevToO7YJCAigVatWzJgxg0qVKrFp0yYKFy6c63OLj4+nb9++ALz//vv07NnzjueGhISwbds2xo8fz8aNG3n++ed5/fXXKVq0KKFP1MJ5w8HJkydzfY46Og8SgYGB6UpIZYTJZKJ27dps2LAhTUmnDRs20Lp162yPt2/fvlxV8M6MqVOnMn/+fF555ZW7au92u5k3bx4bNmygTp066fRKMvPEAr7fxAsXLvDzzz9jMBgYPXo0giAwf/78u5oT6Eaqjs49Ub16dT799FMEQaBy5cp0796dhx9+mGLFijFv3jz69+9P27Zt+fzzzwkICGDMmDHs2rWL+fPn8/TTTzNixIgsx0j9UVywejLGs8mYU5xamKLNREI5fwJPpqAUCEJMSIHEREhJAbuAGC9AoL/m8ZIk5LBAEsr6cbOSgPemRMWKFXn88cf57bffaNSoETExMfTu3fueQz50ckZkZCQFChTAaY8DYz6W4lBU8HoRAwLwlimC4WaKVlpGFMHfD9HfDzxelKvXEEQRNTkFFEXL9wzwB5cLJTEZMaxA3ko1ZgdZgcQkBIeRgKMypiKBeILMCIqKM1jEck3EkCIjuLwYHW5UixEsZuRgK+ZrLlDNqJKEK1hC9Nw/URmv18uKFSvo1q3b/9z3sG3btnTq1Ikly5fiDamC2Wxm0aJFBAUF8fLLLxNsLU7UvkASq9Tkk08+YdCgQfmek7t7924cly5R+u3WlPA0orC5HMuWLcvUSAV477338PPzY9q0aVmWoLhbpk+fDsDw4cMZPnx4pufGxsYyc+ZMX5mJVatW4VZk5Eefp8BTVm4sWsupv07lyTx1dLJCULUjL/vPKQMHDqRLly7UqVOHhg0bMmfOHM6dO+dTwh46dCgXL17kiy++ADT135IlS1K5cmXcbjdffvkl3377Ld9++21uLuWOmM1mGjW6e/G5v/76i1q1agGky03NzrVIL0Gjo/MA0rt3bwoWLMiLL77IoUOHGDNmDP7+/owdO5aZM2cSERHB0qVLMRgMREVF4Xa7qVq16l2FVhnsihag75VRQv1RjBK2Kx7cIRYERcVgNWJQZC1k1GIGjxdPkRBEt+zLdVRFKLk6BdUgYOltYdOmTTidTt566y369u3LqVOnmDx5cu6+STpZUrlyZQ66jnGzYvZEEvIEr7aZAeD1M4BiQzQbEdxeTRXXYEANsCJ6QzSvvcOJ6vUi2myaMQuIgf6oQX4I7qzl6vMUkxFcLpBlVEnAFJuMajLgiPTD43/rgiurkJgEViuoBvDKGK4no5oNmIwiScUMWG4qeK33z1DasmUL169f54UXXrhvY94vBEFgzpw5/Pnnn/z11z6GDRvmU8+9cuUKRQtVQJUEwovU5e99M/n1118zrOl5P7l06RIApyd/T4FHy2OqVpnD278mOTnZJ6qUEdWrV+err77K07n16tWLZs2aZXlj6vV6adCgAeeux1KgTRvit27FVq8UBZ9shjEuDI+cwtgnOjNgzQAURcn3jQEdnQeB9u3bc+PGDcaMGcPly5epUqUKa9as8YXeXr58OU0oq9vtZtCgQVy8eBGr1UrlypX58ccfadGixX2Zb//+/fn444/TaKDkhC1bttzzHD755BPq1Kmjl6DR0XlQEASBdu3acfXqVYKDg9m/fz/16tXzhVJduHCBY8eOUblyZV588UXmz5+Pw+HItC7WnTDGuzQhmCA/BI+MqKrIfgYtJFEUUAwmVENBBK+q5aWmFh+TVUS7G0UQUEUwxKWg+P3jHbJYLMycOZPSpUvz1ltv0aRJE5555pncfJt0suCVV16hW7duvDsy/4RLhKBArZyMKGBMdCObJQSvpIlzqarmnVRVzXsqKwgWM7hFlOQUBKNB86aazVp4bH6H+7o9mgdYlm+F/ioISYkQ6YcxRUX0KAgut7YWjwfBa9SMdFXFExmEbBaJq+El6KCBgIv3z+D+4osvKFeuHHXq1LlvY95P/Pz8WLNmDT///LNPkRY01UyXakf0qASFl0T092fDhg35bqR+9tlnvPvuu1gsFo7tWUzBlm0BOHbsWL6nRxQuXDhbYcSbNm3izJkzWlj1Dz8ix8XhuXgV0WLD/4LKjUALRcoWwePxcPXq1TwJTdbRyZTbFHjzrP+7oG/fvr6Q+n+zcOHCNI+HDBmSrykKf/zxB5s3b+aHH36gcuXK6YSTVqxYkedzyIsSNLqRqqOTC6SGdNWtW9enAHnhwgWKFSvm8xa88sorzJo1i4kTJzJmzJgc9f/Ic5NRi9mQ3Crmaw4UgwnBKyOleDHedCB4FTwFbNoNuaqgWA1cq25FUMBrhaIbvHgDzCRGCYT+aWbd7nfTjREdHc2aNWsYNWqUbqTeZ1555RVWrFhB586d+fLLL/Pl/VeTUzRD06R5T5PK+eF3xYPocCGYzSg2M6LTrYkruVz/5J5Kkua5tFlRgv1QTBJSUv6VnwHA7dYUiAHB5b1V21XC78g1FEM4ngAT0mUvqtsDsoxgNIKqIoeH4Aoxcr2ahJSk4myShPOv+yOclJSUxIoVKxg+fPj/XKjv7RQrVoxOnTqlea5w4cKcvGonvowR0QNmcyAnTpzIpxn+Q7du3ejWrRt79uyhXr16+F2/iGiyMGnSJL7++ut8/X+Ki4sjMDAwTU3UjEgtSzFp0iQCAwNp06YNK1euJOCHw7hK1yNxygJ6KNcAuHbtmm6k6ujkE16vl61bt3Ly5Ek6depEQEAAly5dIjAwMNPIDdD0S9q2bXvXY7dp0ybD3zNBELBYLJQpU4ZOnTplqgAeEhLi+9tsNuPxeEhMTExzTnZygm9Hj+vQ0cllatSowXfffcdHH33E3r17KVq0KAAVKlQgJiaGsWPHsnXr1px1KggIsorphgtVFBFdXkSHBynBgZjsQkhxokoChngHAEklLCSVVtk/IxrLTRVvoBmvTcJVzE1yVMY33YIgUL9+ffbu3XvXISM6d4cgCHzxxRc0atSIli1b8uKLL+bKLmSOkGXWXvwYNcCGN8iC9aaMbNHKs6Dc8swDSCJIEoLJhKqoiIEBqMUikEP8EVNcGK4n3995Z0TqLrIsa6HIkojqZ0E1GbFedaGYRe0cWdY8xF4veLwIioLkUlAlkC0KHArAa7s/+bXLly/H4XDQuXPn+zLeg0ThwoXxJCfgd0VBMQJuL+Hh4fk9LR+1a9embt262I8cpppfE5YtW0bTpk1ZtWpVvsxn+vTphIaGUr9+/Sx/J1JvHMeMGUNCQgINGzZEkAxYq1Xm2pld3Ig9zLVrmpEaGRmZ53PX0dFJz9mzZ6latSqtW7fm9ddf930nJ02axKBBg7Jsv2DBgkyPrAgKCmLz5s3s3bvXZ6zu27ePzZs34/V6Wbp0KdWrV+eXX37JtJ/Tp0/zzDPP4OfnR1BQECEhIYSEhBAcHJzGiM0uupGqo5MHtG7dmn79+lGwYME0z7/yyitUrFjRl2yfXUwJHgwOBSnZieFKPGKKS8sVdLm1EyQJySGjGiWSi9vw+AlYrwiUnDWFm9XAE2RCcisE7zERV/7OX/vOnTvzwgsv0L9/fxYvXpzjdevcPSEhIXz//ffMmTOHH374gR49eqDeJwGia9euERfipupDPdnb7ArXrx3F40zGmORF8MiakrQkoBq1GqhIIqLNhmi1oIYGo/iZEN1eFLP22v1WxM0QlxvVrtUQVmwmVIOIoKoYYhMwJHlQgrTIA2RZC/sVtFI1BrtM5M9uSvyoELnDTfjevP8/UFWVjz/+mCeeeILixYvn+XgPGrVr1yYh7jReezKmo1dxuuJ8m3sPCoMHDybx0jFSivtTul57PB4P7dq1Y9euXfd1HklJSYwZM4aAOmU5cuQIAwcOzPT8MWPGsHXrVkaOHAlAREQEquxFcCkoCWm9HAUKFMizeevo3JH7VILmQaZ///7UqVOHuLg4rFar7/k2bdqwadOmbPXh9XrZuHEjn376KUlJWmWHS5cukZyc9cZx4cKF6dSpE6dOneLbb79lxYoVnDx5ks6dO1O6dGmOHDlC165defvttzPt56WXXiIuLo758+ezadMmNm/ezObNm9myZQubN2/O1jpu5wG4k9DR+f+DKIrUrFkzx6FssknEmKwZDCgyxCXcCrM0gaiiWk14/A3Yy1i1OpCSFuYrhbiRTlq5Wc5A4DmR5OIqaiZbUxUrVmTZsmW8+uqrvPrqqyQmJtKkSRP27NnDvn378Hq9PPvsszRu3BiDQf/5yG0EQaBHjx4EBATQsWNHihQpwsSJE/NEzOT06dPMmzePZcuW/fN5PAf8BtcA89mC1Gz0BsbiAdjOJIAg4Cnoh+mKooXHShJCcCCK1Yjo8iLYXchhAbjDbWxZl/mFLM9RVVRV0f6+5VUV3F7Na5qUjDHegjfQjNFkAlHQwoFtVlSDhNcqIbkUzEluRIeHLetyFpp/N2zbto19+/axfv36PB/rQaR3796MGvsef/42G3fCdaJKFqd9+/b5Pa00PP/887zwwgt8v+VnnNev4Ha7efTRR3nsscf46aef7lv+7Pvvv09ycjJFH36DG+Gb+OGHH3A4HGlubG/HarXSuHFj3+OnnnoKRIHr368ktO6jvucHDx6c53PX0dHJmB07dvDLL79gMpnSPF+iRAkuXryYZfuzZ8/y1FNPce7cOVwuF82bNycgIIBJkybhdDqZPXt2pu0/++wzfvnllzT3GqIo0q9fPx566CHGjx/PG2+8wSOPPJJpP3/++Sd79uzJNCw4J+ieVB2d+4woisTGxuaojeVKCoKsoPiZUQoEauq9qTfYHg+uQv44CxgwJyhYr3nZPyOa4BMqXLBgigdBAUeoSKHfFU6+lfnOe6oK59NPP02fPn2oWLEinTt35uuvv2bFihU0a9aMyMhI3nnnHc6ePXsP74TOnejQoQMxMTFMmTKFdu3a4XTmXo7n33//zauvvkrZsmX55JNPaNy4MUuXLuXQoUOcPn2a06dPs2fPHvyMCoHKr9wor3lG7cX8SShl1rylIUGoBYK42iSCdbvfxetnxF00GMUoopjy97LyaKvJKIVDEcILIgQGoIQFIXgV1NRNFaMR4Xo8hgQn+NvAZtU8qgYJ0eHGEpuC5JKRbiRrXtb7wNSpU6lSpQrNmuWjunM+UrBgQUYPG0G1ssX54IMJ/PHHH/fVk+p0Orl48SJutzvT8+rWrYvZo6VUmEwmfvrpJ2rUqEGHDh24fv16ns/zyy+/ZNKkSdhaNMMmBWOpUo5LsZcJKVGIWbNmZet3omDBgny16EuE62e5uUaL6Fm/fj0ffPBBXk9fRydj1PtwPOAoioKcwfXmwoULBARkrYtwr55Yr9fL0aNH0z1/9OhR37wsFkuWefh169bl/PnzWY6XXXRXiI7OfWbHjh05kiV/osEYBKOE19+I4JEQFBXBbUXw3vIUeb0kRJkQVEgsCaYEiUYvTEE0ChgcIqRW3LCCMTl7N90mk4nvvvuO+Ph4du3axY0bN3yejb179/Lll18ye/ZsJk+ezIcffsiAAQNy8A7oZIcBAwZQqlQp2rdvz0svvcSyZcvuKJKiKAqnTp3i2LFjuN1u6tevny6/zOVyMXDgQGbPnk14eDhTpkyhZ8+eGSpNlyxZks8//5xnn32W1zvfZNeVjtgLCfhdVlBsRuQALXzWaFcoPzaGwjYDBoeMoKgkRebvZSUhyoAg27DEguhw4izkhzHZg2T3aCe43ahuj3axlUTNu2qQwOlCMGsCSoJbRjXeH5XiI0eO8P333zN//vz/acGkrBg9enSW9Ufzis6dO/Ptt98iSRJlypShUqVK1KlTh7feeguz+R8l9AsXLqQxnoODg1m6dCnVqlVj5MiRzJo1K8/muHjxYrp3705grXpElG2KKR6sVStTdkYfUr5ZzxtvvEFMTEy6GocZ0alTJx577DHefPNNkpKSaNas2f/rz56OTn7TvHlzpk2bxpw5cwDNWZCcnMzo0aOzdb94r57YLl260L17d4YNG0bdunURBIE//viD8ePH8/LLLwNaxE/lypUz7WfevHn07t2bixcvUqVKlXQqw9WqVctyLrejG6k6OveZChUqpKmvlRWqJGpCLiYRURAQ3TKK1azlpXplVD8boldl92cDqfFGDPG1Pfj/IGJKVgg4I+AOFEgurmJMErhRyZT1gLcRHBxM8+bN0zxXu3Ztateuzfvvv8+oUaOIjo7GZrPRs2fPHPWtkzWtWrVi2bJltGnThr59+zJz5sw0YdbHjh1j5MiRrFu3Lo2KniiKVKpUiZIlS9KrVy8SExOZNGkSR48eZcqUKfTu3fuO4YGptGjRguLFi7NsiYytoxvzaTOWGwKyxYDHJuJ2xKMKBRDd4Ao1oCQLiB4VU0r+blunRILfFQlBtmI0G0iJNKAKRvwvebDIKmKiiOrxICjKLRGoW57fWwq/qlEruyO43ODNeyN18ODBlCxZMp3irc79w2q1IgUHUaD9IzxlKc3crT/w/fffk5iYyMSJE33nRUVF8ffff3P27FlfvcQiRYowaNAg3n33XUaNGkVERESuz2/8+PEMHz6crl27ss9SGUOcgDMUbBdEXLUL4/APwxBwPp2SZmZERET4lH91dPKVB7QEzf0kJiaGxx57jEqVKuF0OunUqRN///03BQsWZMmSJVm2v1dPbExMDIUKFWLSpEm+SL9ChQoRHR3ty0N94okntHSBTLh27RonT57k1Vdf9T0nCAKqqiIIQoZzzAw93FdH5z5TpUoVDh48mO3zVUkAQcBy1YEx3oUhxYNqknAXDsBergAXnypIQlmBJk9PwpygErzHiGwWSI4wYEpSUQwQ9LfAsVHRGB25tw4/Pz+mTJlCv3796N27NytXrsy9znV8PPvss8ydO5e5c+dSp04dNm3axL59++jatSuVK1fmjz/+4O2332bdunWcP3+eS5cuMXv2bBo3bkxsbCzPPvssL730EgULFuTnn38mOjo6SwMVNEO3W7duJGw6hGFbPIqgEus4yuVLu9i9YQJ/bJrADfdpJCe4AwQSSxowxbvZ+WXm4eR5TaFdMnHlRBzhRrx+RhSjgD0CrlcxEvtwMFitWumcVOVfp8sX7otXQYxPQbgej3I5lrXHJmY53r2wdu1afvzxR6ZMmZLGY6dzf3n++eeR4xNQBSNrC5Qg7K3X8H+uKZMnT+bXX3/1ndezZ0/8/f2ZP39+mva9e/fG7XazcePGXJ9balmi0aNHs2DBAuwlDagSIIInCLzXrNj/OkNEcKEs8850dHQeTCIjI9m/fz+DBg2iV69e1KxZk4kTJ7Jv375sKZ2nemJTyaknVpIkhg8fzuXLl4mPjyc+Pp7Lly8zbNgwXwRX8eLFs0zD6NatGzVr1uS3337j1KlTnD59Os2/OUX3pOro3GdOnz5NsWLFsn2+6JQRXR5NfdRkwOtv4mptC+5AcBV3g0PGkChxvaoWVmG8JeQWfNxBQhkLkhtct5S/XTkrUZUlgiAwbdo0Dh8+TPfu3alUqVKuJczr/MOrr75K1apV6dOnjy9vMTIykg8//JBevXr5Cmin0qNHD9/f+/fvx2KxUKFChRyPO2TIEBYvXsypxTMJLCRw84ymGFi/fn1+//13il39izPNSyAlSfifEx6IHWtVEvC7rOKxCbiDDMhmsF0Bg1PFYxXwRgRjcDi0Oqqp4b5WiyaeZBB9ar+qx5un83S5XERHR/PYY4/dU307nXvnueeeo1u3bixY8CWBXctjdYejPNEYx/4jdOnShV27dhEaGoqfnx9VqlRJJ3wXEhKCxWIhLi4uV+d148YNevbsSevWrRk9ejSVRk3j77HR1OoTgyBrqtDO7StwnrlC1adb8Nxzz+Xq+Do69wXdk4rdbsdms/lqM+eUqVOn8vjjj9+1J/Z2clrL9HbOnj3L6tWrKVOmzF33cTu6J1VH5z6TkpLC33//zYULF7J1vuCREdxeZD8Tss3A5YYWkms4cRWSwS7hd07CW9iN1w+SK7tRRfht8VskF7ewe95AChx2cXhcNBVHxXDog+hcX48oirz11lvExcXx4osv5nr/Ohp16tRh586dbN68mR9++IGTJ0/Sv3//dAbqv6lRo8ZdGaighUF+9913vN6zO88378APP/zAlStX2LlzJwsXLmTbtm0UOLoSwaWp/N+o7ndX4+QWjV6YAir4XfJiuybjChKQXOB/0YPlhhdzooJsM6AWKgAWM94iBZCLFECxmSDFgeBwg1cGUUS0Zv6+3ivjxo3j5MmTTJ8+Xc8HfACYPn06ZYqX4PyPi7CddBBy0EJkiy4kJCTQpk0bXC4XAKVKlWL//v0oiuJr63K58Hg8ue4NHzZsGB6Ph08//VQLlbsVALF3VjTJZb0knj9M7LJfGT1iJMuXL8/VsXV0dO4f4eHhdO7cmXXr1qX5bckuRYoUYf/+/QwePPiuPLG5xeOPP86BAwdyrT/dk6qjc59p0KABmzZtytYP0ZM1RyOoKt4QP5KibLj9tRsV4YaZ0/0HEvXVBJyhbgRZwFnSjWiUSXrYQbn3Y6CCQPmxMZiqmik5awqGgLzbk3r66adZtWoVrVu35ujRo3dtFOlkjiRJPPbYY/d1zIoVK6YJI0qlQ4cObNu2jQVTF1B1fGFE7yMIeet8zJJrtSSCj6k4Q43YrsqIXnCGgL2QAUHWVK5NVzRvsFwwANEtI9jdCPGJWq1USYQAP/B4EfKg7E8qBw4cYMKECQwbNoyqVavm2Tg62cff359ly5bx2GOPYTi5ipvlWqMWCcLyYid+nz+Hzp07+8SLPv/8c2bOnEm/fv0AiIuLQ5ZlwsLCcm0+69atY86cOcycOZNChQoBoIpQdWAMshXU4iruX9bQsGFDRo8erW906Px3yetapv+BOqlffPEFS5YsoU2bNgQGBtK+fXs6d+5M3bp1s2zr8XgoX748P/zwg698YH7x7LPPEh0dzcGDB6latWo64aRWrVrlqD/dSNXRuY/cvHmTqVOn0rdvX4oXL551AxE8gVau1bRgTAaPHxhSwFXcQ6XhMahFjVgik7GfC0AADIkmvFEOZJvKyYEDqTA6BncISA4RpWjulTHJiMcffxxJkti2bZtupP4/wGw289lnn3Hw4EGCNyeRHKZws0L+BucYE8HjL+C1QlywhDkOZAt4LQLmBAWDQ9W8pW4P3vAAjPEOVItBE1GyaF4w1SCCYERITsmTOXq9Xrp160aFChUYPnx4noyhc3fUqFGDjRs30qxZM2R1NRUrvIjHGoVhUGu+/WA5PXr0YOHChfTp04dhw4bRu3dvjEYjhQoVIiQkhGPHjt3T+F6vl3379vHzzz8zefJkmjdvTp8+fXyvW2PBHK+SYhEQD8cT/9dlei2coBuoOjr/cdq2bUvbtm1JSkpi+fLlLFmyhIceeoioqCg6d+7MqFGj7tjWaDTicrkeiN+B3r17AzBmTPr64rpwko7OA8xff/1Fz5498Xq9DB06NFtt3AVsJBc1I5vBGQqeQEAAQVKwl/AihbpwHwki6JhI0HERdwEZJc6MUNRO2W/eJ+C8yrGR0aCAIOZtYoa/vz+1a9dm27ZteTqOzoODIAg0a9ZMK33jJ+IJzN/kH9ED7gBIKaaSUlLGWQDcwSrOguAOFHEUkFCtJvB48PpJuAvaUKwm8LNp5WY8XgSvgqAorL08M0/mOHToUPbv38/8+fPTlQvQyX9q167NsGHDSN6zG7uaSHLzZIofrEPhFu35/PPPWblyJe3btyc5OZnffvsN0L4HkZGRORLE+zcHDx6kcuXK1KtXj+HDh1O1alUWLFiQ5sbTlKTiDhQ4PD4aY1AIhsIF+fzzz1HV/0DSnY7OHRDUvD/+KwQEBPDqq6+yfv16Dhw4gJ+fH++9916W7fr168cHH3yA15u/4UyKotzxyKmBCronVUfnvmC322natCkej4cPPvjAF76VFR5/iZQITZDGnABKinYTrrgljAkShss2UMAdDIoBDAkSpkSwG80Ygl3EVRCo9N27SO4g3O68L6fRuHFjFi9e7JMb1/nf5/Tp09wIkhAf8nDm1SH5OhevHxwZE02pmKnYzkkoRlAlcIWqOMq6CdxrRnB6QFUxOGQSoswEngHJ34oqCIhuD7g1kbK8YOLEiUyZMoWYmJhshXHp5A89e/Zk2HsjuPD7asrJnTBHX8R/ex0Cruyld+/e7N27l5o1a/Lss8+ycuVKHn/8cXr16sWbb75Jx44defbZZ3M85vTp03E4HGzbto0GDRpkuIGRVELAlKD9rVoNFOzagi0ffMHy5ctp167dvS5bR0cnn3E6naxevZrFixfz008/ER4ezqBBg7Js9/vvv7Np0ybWr19P1apV8fNLqw+xYsWKdG0++uijbM/rzTffzPa5uYlupOro3Af27NnD1atX2bNnD7Vq1cp2u5QICckNxmSVpOICCHBsZDTl3o/BG6DiLupAcUuoHhFjoAtBALvdyJmub1PmgxgQVexJFqxOCNtigi55uEjg0UcfZfLkyRw8eDDHRZt1/pscPHgQ/5LBmIPyNpw8K8q9H4M5BSq/HYNYQMBVUEVyCpwaMJAS8yYjAIllFMIjgnBXDMMdKGGO1/LCFZMB6eotZVZZ1tR+c5mYmBiGDh3K6NGjGTBgQK73r5N7BAUF8fmcBbz88sscC3MQ9HdnhOIeSvV/gnNvfEnFihWxWq1YrVaeeuopFi1aRL9+/Zg/fz5ffvlltoxUl8vFO++8Q4sWLWjWrBn79+/n8ccf59FHH71jG1McWOJUKoyOwZIEIU8UwfGFlW3btuWakTp27Fi++eYbfv75Z4KCgnKlTx2dTNHVfVm/fj1fffUV3333HZIk8cILL7Bu3ToaN26crfbBwcE8//zzORozJiYmzeNr165ht9sJDg4GID4+HpvNRnh4eLaN1DfffJMyZcqkO3/GjBmcOHEiQ32LzNDDfXV07gPDhg0D8NWbyi6iGwLOyzjCtDqnBjuUnDMZT5CCKqkoXhEEMMZJqIqI1eLmTNe3KbloIp4wD3KEizNd3sEdpJIYlfeezUceeYRChQpRq1Yt1q1bl+fj6eQvN2/e5PDhwxjKlsRzIX+VfQUVZDMoDRLxBskoRhXZpFJ5aAxSkoTtqJmwPQI333GwffVgAk7bkdwKp18Qkf2MYDaDnxUMBq02cS6hKArR0dEMHDiQt99+m9GjR+da3zp5R6dOnVixYgXOPafxbFuHyd+NvCeKTZs2MWzYMHr06EFcXBwRERG89NJLLF++nBdffJEffvgBu92eZf+jR49m2rRpPPHEExQqVIg9e/ZkaqACyFbYtWAgohdELySlGEi85sLpzPkG0alTp+jfvz/x8fG+5zweD6NGjeLgwYOMGzeO69ev57hfHR2dnPPcc89ht9v5/PPPiY2NZc6cOdk2UAEWLFiQ6ZERp0+f9h3jxo2jRo0aHDlyhJs3b3Lz5k2OHDlCrVq1GDt2bLbn8e2339KoUaN0zz/00EN3pUCue1J1dPKYq1evcvToUQwGA1WqVMlRW08AuAMkhFuh/K4QsF4wcGRMNCXmTeZsl3cos+x9xCg3XreE02Wk5BcTEUQV0eJFSTBR8ouJnHnrnTxYWXqCgoI4fvw4hQoV4ujRozz55JP3ZVyd/CE1J69YnVCuJOXvdrXlBqBAwiV/CPCgygZkK3htAoIKgWcUQvZeZ+38CTR+djK2ODuEmTnTczD0hOaN3gdAincguHOeO5MRDoeDLl26sHLlSmbMmMHrr7+eK/3q3B9atWrFSy+9xNatWzEV8kNQoWbNmtSsWROAevXq0aZNGypVqkTHjh1p3Lgxdrudq1evUrJkyTv2e+TIESZPnsy4ceMoXrw4Bw4coEWLFjRp0iTT+Rhu2b6KEQ58FE25cTEEt3mWzz77jHLlyjFkiBZu7/V6efPNNwkJCWHgwIEUKFAgTT/Hjx+nbt26JCYmUrFiRZ/YyeHDhwHw8/MjJiYGm83Gu+++m/M3TkdHJ0dcuXLlnuqT3isjR2plrG6vc1++fHliYmJ44YUXeOmll7LVz40bNzKMwAgMDLyrTS/dSNXRySNUVWX+/PmMHDkSURTZsmVLjj2pXiuYEmH/1GhKTZuKalU5MeQtKqwYg2A0U/KLDxBv2KCIHdGg4HVLgIBoUJA9ImKQG0FSKbPsfbzXrJx5/a28WexteDweVFW9q1pfOv8trl27BsCFA6GYarrzdS6SC1xBaC5V562cbQe4QlREt0B8OYGg4xaeqj4SW0IyyAq2i2aeaDgWr82I6mcEAdxBJmwHL97zfFwuF61ateKXX35hxYoVtG7d+t4XqXPfKDnzQ868/hYvvfQS8+fPp3DgSS6PTium1apVK4YMGcL06dPp1KkTx44do0ePHhQrVizTvvfu3YuiKLz55pv4+/vTuXPnbM0puYRKhXdjcBVQKDshBkvVmwT9XhBXsRDefvttypYty3PPPUe/fv2YPedTBIOBCZMnYYwoQMs6jTAYtFu+rVu3kpiYCECzZs18/f/1118AXLx4kRYtWnDq1Klsv186Ojo5IzExMY1hmvqdzIisDNioqKhMdUCy+i5fvnwZj8eT7nlZlomNjc207e2UKVOGn376iTfeeCPN82vXrqVUqVLZ7icV3UjV0ckjDh06xGuvvUarVq2YNWsWkZGROe5DtoDdDyoPjcEQIHB82EBKfz0eyShQtMgNriYEIJu9BAU4sDtN2BPNGANdiCf8UEs6MJhkFEXAZnXz5+sj8mCVaVFVld69e+Pn50f79u3zfDyd/CW1jJISKKMk5p9SbZnJUzEUFlBFMMVLuIu6+XtoNCVnT0GyayHxohs8wWZMl9yofjZfW1eomfgyRgocdiEbRDz+Eu4yhe9pPl6vl06dOrFjxw5++umnHIVt6TwYpG7oPfroowQEBODcczrD8wYPHsysWbPwer3s2LHDZwhmxpUrV/D398ff3z/b84ma8SHGZBFnuExA0SSSLgbgWnCJ89/Pp0CBAlSuWxeLxcKsWbOYPXs2YY2eJEQO51zC73jOXmLFihUYQvywlSiIS9I2lN577z3KlCnjGyPV43rixAlSUlKwWHI/N1tH598I5K0C74Mq4RgSEsLly5cJDw8nODg4QyMzVYQyK2Xcf+sceDwe9u3bx08//cTgwYOznEvTpk3p0aMHn332GbVr10YQBHbv3k2vXr3SbGRlxcCBA3njjTe4du0ajz/+OACbNm3iww8/zHE+KuhGqo5OnpHqSXzjjTfuykAFrQa116ai3KqHXGl4DCfHDaPq6tEYRRlJVLDYPEiCiiyLSDYPskfixLBoSi8dh9cjIUoKRkPuhC9mxffff8/y5cv56quv7nrNOv8ddu/ejWQxEFnTxM2T+StxoIrgCVIQCzuQVIGScyaDqH2HIn/1ohgETFdTEJJSwGBACfIjKcqfhCgR2QKS3YukApgQlHu7Y3r77bdZtWoVK1eu1A3U/zgGg4FHH32UzQcOZ6haHhoayvTp0+nevTtXrlxh1apVWRqfSUlJBAQE5GgekkPAXVQzLgv4pWC3B+G8voXatWuze/duQLvmpEbrXPtlHdf+1Yc3LoUUlwfZ7qZKlSq+8OBUqlatCkCdOnUA7cZVR0cnb9i8eTOhoaEAbNmy5Z766t+/f4bPz5w50/f7kBnz58+na9eu1KtXD6NRu+H0er08+eSTzJs3L9vz6NatGy6Xi3HjxvlyWUuWLMmsWbN4+eWXs91PKrqRqqOTR8yZM4ewsDAeeeSRu2pfbnwMlhvgcQs4wxQKlbvO1aNhlJ0Yg1ROIs5ho3BQIhaDl6sp/ng9EoIIBqOXst+8z8n2Iyiz7H0EAZLs92dHvFixYphMJt58802mTp1KiRIlKFeuHKNGjcJqtd6XOejcP7Zv305k9YIYjAJ+UQn5Ng9jmSTkI4EYIu2oqoCqgmpQOdttCFUGx+AOlAg6mozg9KAUCEJQVVSjRGx9ATnMzZmX34b34MnaozE4JRTD3RvcW7duZerUqUyZMuWuSpHoPHh0796dH9u25eOPP85Q5bJr167Y7Xb69u3L0aNHfUbenYiMjCQ2NhaPx+O7IcwKb5CMX4iDwoGJnLseSrenNvP+xFhe69XJd87tdVpXrFhB5cqVCQgIwGazIQgCO3fu5LfffqNu3bo0a9YsXZmb2zcW+/btm2kO9bVr1wgNDc1xCouOjo7G7RuYUVFRFCtWLN0mmKqqnD9//q7HePrppxk6dOgdxZNSCQsLY82aNRw/fpyjR4+iqioVK1akXLly2RonOTnZtznXp08f+vTpw7Vr17BarTmKGPk3upGq8/+eJ7cNYF3jabnap6qqLF26lO7du991yJQnQCGo5g1cu8I43e8tyk6MwVQuCe/fAbjsRpyJZuz+JgL8nJQMikNVBZxuA4IANpOb2muHUzBIwaOIGMX7kx9as2ZNtmzZwubNmzl37hxHjx5lxYoVFChQgOTkZDp27JgmMV/nv0tKSgrbt2/Hr+LDJG8KR3IBrfJnLvKRQAwpcPiFkZT7diwmg4zRKFP9h5GYkkIxdIllffMPaNB5KsF/3sRVOADRLXPyrYFp+lm3J+ui6ZmRmJjIK6+8wqOPPkp0dPQ99aXz4NCmTRsGDhzIwIEDqV69eobe8T/++IPSpUtTu3btLPsrUaIEiqJw6tSpbP8eFom6TrLLxMW4YNwJZpadroks70wTBpjqjQkPD+e5557z3fDKssyBAwc4fvw4L774IhUrVsxwDEEQqFatGn/++SclSpTIMIfs+vXrzJgxg/fee49ChQrxwgsv8OKLL/Lwww8jinrBCJ27QBW0Iy/7f8CJioryhf7ezs2bN4mKisoy3PdOLF++3OetzQ4lS5ZEVVVKly6drdSFVAoWLMhjjz1Gq1ataNWqFUWKFCEsLOxuppwG/RdF5/89uW2gAvzwww9cv349S7XGzFANKjeOFsQTpBL11QRNGOaiH4gq0mUzCBAWlEyAyYWiCpQNuY7V7MFokDFICuF+yQSYnViNHgpYU3JvcVnw0EMPMWLECObMmcNnn30GaHlb740dQ4UKFXjooYdYsmTJXf/o6jwYLF68GLvdTmi52jgKqxyYnn9GmVo2hcPjoim1eDyKLOCI9UPcG8CBlmMRvSqx+wvxRIMxmBNkXIUDcAcZUEzpPUC1e8TwUPsP73oeb7/9Njdu3GDhwoX6Dfv/GB988AENGjQgOjoaVU0fDr5z504Afv/99yz7atSoEYGBgXz++efZHj/UYsfhMlE27BpFS1zHcyMJ2e3A6/X6ztm6dSugKcrPnTuXtWvX0qJFC0JDQ6ldu7avlmtmpNZOfPvtt9M8P378eCpVqkRYWBjvvfceQ4YM4aWXXmLVqlU0btyYoUOHZnstOjo6ackolQA0D2V2HB01a9akVq1avqNmzZpEREQwbNgwXwnEzLDb7XTv3h2bzUblypU5d+4coNU9nThxYpbtjx07RosWLfj2228pVaoUdevWZezYsfz5559Zts0M3ZOq8/+e6j+M5EDL7NeByg7du3cnIiLinvLRBK9A0N8CN2t5EWRNFMaYKCKXsSMIKsaTflzwFqBS2YvYvUacgoHigfFcSQnA3+Qi3JLMVac/bq+BH5t9lIuryz6pP67WAkUp3Lsn8p4T/Hl0J506dWL06NEMGzaMl156KdshbzoPDteuXcNms2GvHkBA2fj8ng7Vvh+FyWLA7TJgCHWiXPajwugYzH4CRTe5SSlqQxUFBIuI6FVxFkh/+VMNYEy6u82T5ORkFi5cyMiRI4mKirrX5eg8YBgMBoYOHUrLli35448/qF+/fprXv/nmG9q0aUPDhg1Zu3YtTz311B378vf359VXX2XOnDn079+fQoUKZTp2+99645StuBLM/HWpJG5XLNfeX0RkSCi9evUCNG/ptm3bCO/UGGmHizfffBNFUTCUCsdaqSDs1JRDU/NO78Rjjz3G+++/T7Vq1dI8v27dOo4fP05MTAzPP/+8T8F48uTJvP766yxevJgPPvgg0751dDJEvXXkZf8PKAMHatE8giAwcuRIbLZ/RP1kWeb333+nRo0aWfbz3HPPpXksiiJhYWE0adKEChUqZNl+6NChHDhwgK1bt6b57WrWrBmjR4/mnXcyL2NYokQJ+vXrR79+/UhISGDNmjWsWrWKDz/8kJCQEFq1akXr1q1p3LhxjlIEBDWjLcF/kZiYSFBQEAkJCflax0dH579CzZo1qV+/PrNnz76r9iU//wAh0YBkFzHHg72IgrGwHfWEP5ZK8TgPBSOUSyaq4A0SXRbcskSg2YlJkqkafJlrLn8SPRYMgoIoqCxteHfzuFdUVaXASy0ILtGAkOuBmFIU3H4iV0sdI2HVVpJ+P0atWrX49ddfMZvN+TJHnbvjyJEjVKpUiVKDnkGu+jBnXr4/tXgzotr3o0hOtiDbDZztPoRS06diLZkIO4Pw+EP5R09x8HAJQvdJmJIUEARMSTLbV/2jelhq+lSKbZRxBkv8vmhgJqOlR1VVhg4dyuTJkzlx4oRupP6PIssypUuXpkmTJixcuDDd6x6PhxIlStCqVassf/vPnj1L/fr1EQSBw4cPExIScsdzH944hP5Rmxi8oSNFy1zl3LDPMd7wZ/PmzZQoUQKAv//+m3LlyhH1XC8Cwktx8uePsYSYsQU2RP1rK2FhYWzfvh2bzXZXXv4DBw7QoEEDXC4XDz/8MCtXrvSpAS9atIiXX36Z5ORk/Pz80rT78ccffR7eRx99lJYtW2ZaKkMnZ/yX789T515iwjjEPFSSVpxOzg4d/kC+R4899hgA27Zto2HDhmnyxE0mEyVLlmTQoEGULVs2T+dRokQJli5dSoMGDQgICODAgQOUKlWKEydOUKtWrUzL42SG1+tl8+bNfP/996xevZqkpCQ+/vjjbNdd1eORdHTygOLFi3Pq1ClcLtddtRdNMqYiKYheED0gpYh4XAZks4r97yA8RV143RKxyQHIikhispUUtxmH18iBuEgupARhEBQUBC7bc6YimZsIgkBwveYIBQIwJStILhVVhIDk8hR7rBclJ3Zj34H92Qon0XmwqFixIi1atODyil0IUv6GbifEap9xS4iTiqNiONV/IO4jQRyaEE3pR85g9xoJOCZhvS7jtQp4zSA50uZpF/5FRTYJOS6F4HK5eP755/nggw+YMGGCbqD+DyNJEr169WLp0qXcuHEj3etGo5EWLVqwfv36NGG4GVGiRAnWrFnDlStXOHz4cKbnLqjwJeWMV6lY6TwXjxYi4bqHli1b+gxUgJMnTwIgFA0Ds5ECfftjrlya8z99SfXq1VmxYgX+/v53HYZevXp1Tp06xfz589m3bx/vvfcex48f5/jx474b/9On/ynTk5iYyKuvvkrLli1Zvnw5y5cvp1WrVjzyyCPs3bv3ruag8z+Keh+OB5QtW7awZcsWunbtytq1a32Pt2zZwrp16/j000+zZaDu3bs3jXDaqlWreO655xg2bBhud9Y1zK9du5YuHxY07Yl72VQyGAw88cQTfPzxx5w9e5ZNmzZlW4wJdCNVRyfXUVWVbdu2ER8fj8Vi8eVl5oTqxS/iSrDgjvRgr2vHVD4B0aCgBHuxXRZAFigefpMQqx1JVChe8CYBZidGUSbeoanoXrYHYBK9GMX8NSAUq0LAWQHFIOC1iggqGOxguQFiyVKENSnHvHnzmDRpEj179mTNmjUZFpXWefAYNGgQjlNXUQ/m702nIAsoCSaOtR3FkTHRlB8Tg9dPofLQGNY+Op2kz4vif0VBMQmIHrS6qd60RuqlxmCwK+z8MvteVK/Xy6RJk1i1ahXfffddupIeOv97vPbaawiCwPTp0zN8/fXXX+f06dM8+eSTTJ8+PcP81VRSjcyrV69mOmYh0UCo5OVcXAiCLOByi+lSJLZs2YJkM3EsZjSeAJAUATm4NAAdO3akZMmSOVhlxkRERPDKK68wYMAAPv74Y8qXL0/58uV9oYapRmpiYiK1a9fm22+/ZcGCBZw6dYpTp06xbt06Tlz9k3r16tGzZ0++/fZbrl+/nqM5NN+aee774cOHOXHixF2tT0cnv1iwYME9eXl79erF8ePHATh16hTt27fHZrPxzTffZOu6VLduXX788Uff41TDdO7cuTRs2DDb8/i31sjvv//O9u3bffd0NWvWpG7dutnuT89J1dHJZQRBYPTo0b5cg7lz59K9e/cc9bHvoOaNkUJcKNcsuO02AirfJD7BhKnpdbgegCConD5biKgSsbhkAzuaTaLRhrdJcZmQRBWPInIlH72oqVguSyQXBcUggAD2QiCWTkbc5o/slki56uDqhQu8M3w4Rv9g5s6dS1hYGB06dODpp59GVVWcTif+/v40b95cDxV7gHjsscdo3bo1uxbtJGl4zms/5gYN1g3FGBeOUCYZgFJLxqOWEiDOhHLrCpcYJSA5BQQZgk/KGJNkTGdu8HDbKXj8RYL+TiEq0JRjEcipU6cyatQounXrRuvWrXN5ZToPImFhYfTt25dp06bRv39/X8hrKjVr1mTmzJmsXLmSAQMGUKpUqTuWIgoJCUGSJC5evAhkLJ6iXClHze29Ua6ZKVIxliLV47iSkpzmhjYhIYEpH08jpMbDlPl0On4F91Ng0VFcUSIFHi7L0KFDadu2bbbLgG3atIk9e/aQkpJCREQEDRo0oHr16r65VapUKc35fn5+pKSksG/fPp599lneffddLl26xP79+9N4gfr/fIiCT49CPryVBcu/Ze7cuYgWI906d2XUqFG+PNfM2NAk5o6vnT17lsqVKwPw0Ucf8cYbb+jXi/8AgkqOI1hy2v9/gV27dvHNN99w7ty5dN7PFStWZNr2+PHjvtzVb775hsaNG7N48WJ++eUXOnTowLRp0zJtP2HCBJ566ikOHz6M1+tl+vTpHDp0iN9++41t27ZlOffLly/Trl07du7cSaNGjfjuu+/o0qULa9asAaBs2bJs3bqViIiILPu6Hd2TqqOTB0RHR/tyku5G4Te0eDzYZIxHbZhuihgckHAqGEwKSXYLAUEOEpxWQgsl4pYNqKrAo5sGE2qxE+LnIMDsBMAgKmx5/O7VSnMD//Mqsk1BUNDEn5JBFFUEBUznzBRrX4/w9h2p1mkMdR8dTI0mAxDDKzF77ue0aNGCZ555hueff54nn3yStm3bcvPmzXxdj05apk+fTlxcHG+99Va+jK+oAkqUHeGIP2UnxmA+YkVNMmJIFlFM0OClD7FehZRiMsqtdB/JJYNBQvKomJIUZLOE4FWRrTmr+XjgwAGqVq2ao2LnOv99hgwZgiRJ9O3bN0NPad++fVm/fj3NmzdPp5J7O6IoUqxYMfr160d4eDhms5nhw4dz7tw53nvvPaZPn06ZLV1QVUCAC5cKUMR5Dke8K42w0fXr11EcboTqRShR+hxHhy1l9+7duK4mEvZyc65cuXLHm9SEhATeffdd+vTpw8CBA7ly5QqtWrVizJgxfPbZZ/Tp04eaNWtSpUoV/v77bwBfzcUJEyagqirJycl07dqV0aNH06tXLz766CNGjhyZLkxRrp6MPUrEv9VjRA0aQdk+owh5qBnzlyyhTJkyREdHExsbm8P/jX8wGAy+3N4333yTV199FafTedf96ejcL77++msaNWrE4cOHWblyJR6Ph8OHD7N582aCgoKybK+qKoqiRQdt3LiRFi1aAFrt+uxEKzz00EP88ssv2O12Spcuzfr16ylUqBC//fZbtspqvf3226iqysqVK4mIiKBly5YkJiZy/vx5zp49S6FChRg3blyW/fwb3ZOqo5MHKIrC5s2bCQkJyfQm5U5EBd+kkH8S8YWtqKrA5YshWM8Z8dpNeOONWErHawq/ooLN6CbBadX+dVsINDsRUTFJMnaPKevB8pCafWNIiRIwxQsoElivq7gCBdSfAxBkEBRw+zUgoDbYdqlIXpkgc2FMNVsR1vRZPIlxiKKEQTHiPn6SbdtWUbNmTZYsWcJDDz2Ur2vT0ShRogQfffQRPXr04OGHH+bll1++r+MnO014k0woUU6M5ywcGaOFA5b+cCqyTcvpFhQouhFi64G9oIToNWK8JmG64SKplA3ZZEZyKbgDsr9vm5KSwtatW2nVqpXurfl/Rnh4OLNnz6ZDhw60bNmSLl26pDtHEATq16/PoUOHMu3r559/5ueff+bvv//m+PHjTJw4kQkTJvi8k4bIwpiKRxLy0lPY/E2smaWF+dasWdPXR+nSpTEVL0TSDz9yseBjKE4ttE422XCYiyNFBnPgwIEMxz927BjvvfceYWFhxMXFcfXqVex2OxEREcTHx2O1WnE4HBw+fJjp06czY8YMli9fzgsvvMCYMWN4/vnn+fnnn5k3bx4VKlRg+PDhPoPz37ivWyle9TLnL4ci3rDgLRnM9U/WUO21CZxP2MTHcz9h5syZPP/88/Tp04dHHnkkR9+tIkWKcPXqVWJiYhgyZAiff/45ZrOZTz/9NNt96OQD/4/VfVMZP348MTExvP766wQEBDB9+nSioqLo1atXtryPderU4f3336dZs2Zs27aNWbNmAVoIflbq4alUrVo1R2Wxbmfjxo2sWLGCBg0a0KhRIwoWLMiGDRsoUqQIAO+99x6vvfZajvvVPak6OrmMqqr07duXb775hk8//TRT1caMaLJpEE6vAa8iYpRkHB4DRYvdQK6cglzEiSFFQFUFZEXEanTjVUQK2FI4+WdRzh0rRJzDRoJbU8q7mWzLYrS8xRKn4A6VEd2gSponVb1lrAoyuIMVUCH0EMgWAdGjophEvBYBURUJvxlEkD0Qk2gjuGQV9u/fT7FixWjcuDHr1q3L17Xp/EP37t159dVX6d279z3XRcsprpOBBBw3IBoVJCdUfSuGcuNiEGQB/7MCskVg76xortWUkJyACF6LiLNYEI7CFjw2Abe/9tmzxWY/F/qzzz7j+vXrDB48OOuTdf7naN++PZ06dWLAgAEkJCRkeM7Ro0cpX758pv0ULVqUjh07MmrUKObOnUvPnj2ZO3culy9fZs2aNXR4vBniX8dJnLWWi2NXcnX1N4Amznc7X0+bhevCTS6uPIho0fwP9oOn8F6wU9JagPj4+Ay9vrVr16ZChQpcu3YNr9dL/fr1mTRpEp07d+bdd9/l3Xff9eWczpw5E1mWCQwMpGfPnjgcDjp16kT37t1p06YNffr0Yc+ePaxduzZDtfZCv4pcOFSYYhE3UYwgyFB2QgzJVcwENX+Smk+OIKhTU1btWEfjxo2pUqUKGzduzPL/4nYMBgODBw/23aTPmTOHOXPm5KgPHZ37zcmTJ3nmmWcAMJvNPsGi6OjobH1+p02bxt69e3njjTd8G0UAy5cvz9aG/r0KL8XFxfkM0tDQUGw2Wxpht9KlS3P58uUs+/k3upGqo5PLrFixgk8//ZR58+bRrl27HLcvYLUjCirBJifnjhYm4WIQTq8Bq8VNwQJJBNS6jlcW2f/MWE4fieTctVBOxIahBHkpXPoGBkkmdlcE8SlWHMn5W9ZFUKDgHq2Mju2qijFFxRkGjoICRrtC4V8h5DAYU7TwX9ki4g6UMDhVJDdYrjoJOGPnRg3tcfHixdm6dStPPvkk7dq1u+8GkU7GCILAzJkzKVu2LK+88ko68YS8pNRKB4oBCq2wEL7Hg+WmSuQODxG/yVhuqlx7Sgv3CzijEnRKBQW8FoHkSCPGFBn/y14CznswJXjYsi77UQ/bt2+nQYMGlCpVKq+WpvOAM3nyZOx2OyNGjMjQADx27FiWRurtWK1WZs2aRffu3fH39+epp57iiy++YNCgQSQe2kvIrbC9EiVKpPMwtmnThv79+2NIvoYoWunWrRthkh9xC+dw47F6rFu3jirvt003piRJ7Nmzh6+//prTp0/Tr18/Bg8ezKRJkxg0aBBDhgxh5cqVLF68mG7duvnGTa0Bvnv3bnr16sXPP/9MgwYNsNlsd/xOXK8GllgRx5cRGOwQcA48kW7MJZLo+/BmrrUyUb5zVYq/MoKI13qTYL3OM888ww8//JDt9xDgp59+YsaMGT4PVK9eve7rb5JODvl/rO6bSmhoKElJSYAWEfDXX38BEB8fj91uz7J9tWrVOHjwIAkJCYwePdr3/OTJk7PlHb1X4aXw8PA0Rugbb7xBaGio73FcXFy68lTZQTdSdXRymSVLllC7dm26det2V+1FVCySF4MoU7LCZSKiruPxStgdJhIdFryyiKoKlPx0ChFlr2GzuqlQOBbVK+D0GrhwOgxb1ZuIoorqyd+veHxpEdELtlgFg0Mr8RF6SMEvVsHtLyLIYL2pILkUbJfdmoCCrOIOFFCMoBhFRIfm3VJuiVkaDAa+/vprypQpwzPPPMOlS5fycYU6qVitVj799FP27dt3V4rWd8MTDcYgyAqyFWSTgCoJ+F/0ILoVRLeCx08gJCQFAK9VABVUg2akIoA5NgXb0WuYrtkRvNm/id22bRs//PADTZs2zaul6fwHiIyMZOLEicyYMYNXXnklXcmxixcvpvEm3C1DhgxhxYoV/P333zidTo4ePZrheRERETiupSAYDERERNC1a1fsJ2NxXzoHwOFR32WYo2mz2Wjfvn2mCsAdO3bks88+85WwSa27unXrVmbPns0ff/yBqqpa7eRSpejevXu632b/89r3TjYLSC6QzaDKAkfajGbR/CcQkgzY3SZcFVz07H+J6PmVeeaZZ3jhhRf47bffsv1+HT16lEOHDqW5aU4Vp9LReRB55JFH2LBhAwAvvvgi/fv3p0ePHnTs2PGerjMWiyWdEnhG3El4aeHChXz77bdZtq9Ro0aa7+jEiRPTGKk7duxIk0efXXQjVUcnl9m1axf169e/6/YmyUthSyK//VkWl2wgxWXCbPCiXLRhNno50HIs7gt+nOk1iGCLg8igBI5cLkRE0TgsBi/GYBeJZ4JJvubH2W75WxJDtoDRrmJ0KAgqWOJlTMkKpiTFp7gnyKp2qCpufxHZJKAY/jFKZT8TxTYq/Lb4H2Eef39/3+56vXr1mDFjBrt37+bKlSv3e4k6t9GgQQO6du3KsGHD7ovAlSfQjGw1EHBWxXLTi2IQ8ARIyBYRV4gBg11FvLWNnlBeQfSqyGZ8AkqCww1eLxhEUoplf5d36NCh1KpVi3feeScvlqXzH6J///4sXryYpUuX0rRp0zT1U91ud4ZhrznFYrHQpk0bLBYLZrMZi8WS4XmHDx/GWiQETBJut1sL+VNUElZt9Z2ze/fue55PKo888ojPo1quXDn++OMPZs2aRdu2bVm9ejXlypVj3LhxOBwOAA5Mj8ZeVMbjB8YUsNxQKbTdQL2uU3EHwek33sKzuQDlisbyxcH6rI+rhm1gIAEVgmnTpo2vn4zYv38/n332GQ6Hg61bt2I0GrHZbFitVooWLUqRIkVQFIXVq1dnK3xR5/6Rqu6bl8eDzowZM+jQoQOgXV8GDRpEbGwsbdu2zdamryzLTJkyhXr16lG4cGFCQ0PTHFlxr8JLq1aton///nd8vV69encs25UZupGqo5PLPPPMM3z33XdZFnPPiCabBuGUjfzway0aVvub6wn+RAQmkvR7GKYSyQRanZSdEIPsJ1NrzQiOHiiOSZQpWkATUgqx2jEc9EN0Cxjic6ZUmtvUeEMrFRBXTiS5sAFBVhFdCsYkL4oEfle8WG5oXi9Tggcp2YPlhhdzgowxWcWYBIZ47abEFJf+piIyMpLt27fTuHFj+vfvT926dSlSpAgrV668r+vUScvEiRNJSEhg6dKleT/YrYhH21UZg0PGmCwjyKl5zSC5VVxeLT/vdL+3UIwCrhBw36re4SoajLtkGN4AE6aE7H1fb968ye+//063bt0wmfJXmEznwaBjx45s27aNo0eP0qlTJ19oqcfjyZYXI7fYsWMHUpkokDQj9ZVXXmHx4sUYjUasZQrn6dgXLlzA6XTSo0cPpkyZwt9//02vXr149913qVixIhs3bmT60WZYL0k06rQX03NXSXo+keSiAlcbydguQ72uUzk4JZp1jadhOmol9psS7NpSnZ8++5HY2Fj27k1bj/nXX39l9+7dOJ1OatasyWuvvUa3bt1Yt24dHTp0wG63880333DmzBkkSWLjxo20bt2aN954I0/fCx2dnBIaGkpkZCSgqX4PGTKE1atXM3Xq1Gzpmrz33ntMnTqVF198kYSEBAYOHEjbtm0RRZF33303y/apwkuLFi1i27ZtvvzYnAgvybLsS3tQVTVNiH3dunWpUqVKtvq5Hd1I1dHJZVLDnHIq+ABaPmpZ/6ucfuMtziSGIogqJ2ML4iztwhFn4UaSH4pR5Wz3Idy8HoBikzn2cykUBFJcJvwNbgQvmriSKX+3DwPPewk6peJ/UcXgUlFF8NpEZLOEMUXGFK8ZngaHjOCWEWQZg92LMUXGnKhiSlZAFBHtHgQl4zGioqL46quvuHTpEvv27aNly5a88cYbGeaH6dwfChcuTIMGDXyhS3mJKgp4AgxITi2815jkRpRBdClY4hSMKQr+i4KotWYEAB4/AdkMHn8wJqvIZhHZIuHxNyBk8zOzfv16FEXhqaeeysul6fzHqF+/PkuWLGHDhg0MHz6c3bt343a7cTqd960MSnBwMEmb9+O5dhVRFBEEgfbt21O/fn0cJ65QtGjRdDVOcwOv10uxYsUoVKiQb3M2ODiYDz/8kEOHDlG8eHE6d+7MtiuleL3T9xgFhQLWFEL8HHhrJGO8YWDfJ9EklBEoOzGGWr1iMNjB4FCx3ICXF23GEGSjdevWjBs3joSEBBITE2nUqBF169ZNU//166+/xul0smjRImrXrk2LFi2QJG3DNjVHde7cub6cP50HAFXI++MBR5Ikrl69mu75Gzdu+D6/mfHVV18xd+5cBg0ahMFgoGPHjsybN49Ro0axc+fOLNvfq/ASaOXoPv74Y0DzDN+N5/Tf6Eaqjk4uk5qHczdhXibRi6IKNFz/DpcvheC5ZMPfz4XxghnBoGK/YePkoIGUXjoOQVJAgPKPnOLcuTCSzgRxPikYb+1kXIW8BJeJy+2l5QjRrWKOl7HekDE4NANAULXrheTQPF6yTdI8rA4XCAKCV0ZyyJgSvUguFWQZ1Szh9cu8WlahQoWoUaMG3bp149KlS3qeaj7z5JNPsmHDhkzD83IDV7CEYtDy3ARZAVVF8KogaF5UyaUiuRX2tngfAFOS5qE3JWrtBRVErxZ6Lpuydznctm0bFSpUoGjRonm1LJ3/KM2bN+fdd9/lgw8+oG7duqiqyuDBg7Farfj5+TFgwACSk5PzbPy1a9fyRq+efDRtOiNGaBszoiiycuVKJkyYwIEDB7IV+pdTfvrpJ9/fFy5cSPNauXLlmDNnDrGxsXh/2cs5VwEOJxTCZvBQ0JpCgcAU5BIOqkXHYEwCr59CcjFNdM/jL2BMUvEWMFD6hbcQGpZk7NixlChRgrlz5/rqR5YrV84n7lSnTh0APvnkE7Zu3ZpGYKpSpUq+63L//v31zUydB4Y7fRZdLle2InauXLlC1apVAS0dKlVxvGXLlvz4449Ztr9X4SWAfv36sWLFCg4cOMDy5ct58803s9UuM/Q6qTo6uUyqQtqKFSt4+OGHcxTu5ZSNbLxYngK2FAw2D15AWBOKKRDchQQkm4fqP4wkOFChQqi26xbvsmI5a8Rgh539JlBrzQgMxR24vPkb7ivIKggiHquAMVnW8gGtIqKs4g7S3hOvRcQTacFqEFBMEl6biCiDIoEoq5rh6pJRxezthKbeoOzevdsnh65z/ylZsiTJyclcuXKFqKioPBmj6eMTMFkkPAGaoeoqaMF0w4UhxYNilpAcMu4gI6JbpdJ373L4uXcJOOPAHm7DHK/iChax3PAg27TvybYfs5e/bTKZ8Hq9KIriE5HR0Ull5MiRtG3blpMnT/L888/Tu3dv6tevz7Fjx5g6dSpff/01X3zxBU888YSvzcqVK7l27Rpt27alYMGCdz12eHh4ht6LggUL5mn+9J49e3x/22zpy55VqFCB5s2bs3HBGV5qf4Yafuf4PakUHlXicnIgtUueR4xS+X1vWUSPgKCCoxAYUiC5BBgTwRQQQmjxlygQkcCFXd8xYsQIjhw5wsSJE5k/fz7PP/88qqoSERHB4sWL6dChQzoFZEmSePPNN5k8eTKbN28mOjqa4cOHU7BgQb3WcX7y/7hO6kcffQRoCvnz5s3D39/f95osy2zfvp0KFSpk2U/RokW5fPkyxYsXp0yZMqxfv55atWqxa9eue8qLv1P++7957733EASB8PBwHn74YVq0aMH48eMBGDVq1F2PrxupOjq5zMCBA7FYLERHRxMfH8/nn3+e7ZvZY9fCMEgKJ/4qimpQOdN7ELwC5cfGUKPcOeJcVjyyRFH/BBLdFkRBJcVjQlDgr0la8fQbVwIRDPn/q6wYBdwBWs1TU6IXV7ABg0tBkQRUg4AqCriCBAwOlZSiFlLCBQocdoMgIHlUVElANUqIDg/GpOzVr4yMjKRw4cLs2rWL1q1b5/EKde5E06ZNCQgIYMqUKcycOTNPxhDdCoJJRFC0kHGvVUL2MyCbRGSziGQS8fhLyCYB760Nmw07hlO9fwyiBxQDeAK1S6CgZP/70qRJEz7++GNatGjB6tWr9bxUnTQIgkCVKlUYM2YMoImJtWvXDrPZTLdu3XjiiSd48skn6dChg0/UZNq0aSQnJ9O3b1+aNm1K+/bt6dKly33NZ70XUr8DXbp0ITw8PMNzHn30Ubb+tp3DjidIlG1ccIQQaHRgM7oJMjlwyEZtg9Im4wpSOfOqtmlUctYUZLOAIIu4SrqIW7gc+7kjqLLCmTNnmD17NqNGjWL16tUYjUbat2+f5kb/37z99tvMmzePuLg4pk+fzvTp02nfvj1LlizRDVWd+05MjKbdoaoqs2fPThPaazKZKFmyJLNnz86ynzZt2rBp0ybq169P//79fWrc586dIzo6Osv2siwTExPDsmXLOHfuXDpxsayEEJs0aeI7r1ixYkRGRvpE1e4FfRtYRyeXEQSB119/nUWLFvHVV18xfPjwbLf1HAki6UwQpjiRM70HUfrr8ZSdEEOdJw4T57JiNXhQVYFkr4lD5yPYf6w4W5tOwXgrgqzC6BiC/jJCkgEc+etJ9dokvGYBS5yC5JRRTAKiS1NY9dhEUFVMiapmMEhgiVcxJnsxJmlGqSHFq5WfcbqRkl1ZD4j23tepU4ddu3bl8ep0MiMiIoIRI0bw6aef+sKOch1Vq61rsMuokoDkVvD4a0anM0QzVD02Aa9VIPh7P2r8OBKA4BMe/C+6MCUpKAZBy5U2Z/9S2KZNG+bPn8+6dev0z5nOHZEkCYvFQpcuXViwYAEApUqVYvfu3XTq1InY2Fh++eUXvvjiCwoUKMC+ffuYMWMGbreb1157jTFjxlCv69R8XkX26NChA+3bt/d5TjKievXqeJJdfP5VDVK8ZgyCwlVHABduBJPiNeGUjRgTREyhThC1TaMKo2MQPQLhuwQcRWVsx8wo4lVq16zFtm3bfDfBkZGR9O7d21dfNjMKFCjAihUrsNlsvPrqqwAsXbqUl19+GZfLxcmTJ3PpXdHJLv+f1X1Pnz7N6dOnady4MQcOHPA9Pn36NMeOHWPdunXZqhYxceJEhg0bBsALL/wfe+cdXkXRxeF3dvfW9ELoHaWDAoqIVEURxY4FsWBDQPQDsaLYuwKiYq8gKioKooAoWBAR6VV6JxAI6bltd+f7Y5Mg0gKkofM+z31M9u7OnsG7uXPmnPM7V/Drr7/Sv39/Pv/8c5599tkjXn+8wkudOnWiSZMmzJs3j7lz5/LHH3/QtGnT43ZUhSxGUn52djZxcXFkZWURGxt7XDdUKP5LDB8+nOeff57du3cTExNTrGvqvzgCzRTYbsnlZ//OrlAsv2+pw5orHqbhEyOJbbOb3RsTQQq0iEAakpgNGjn1bIxcDcsj2TB4CGdMf4C55z1TyjM8NO2ueQnbJfDvjBCOM8iqo5Gy2HE2w7EGwgapFegaaE60VQ9aGDkhpK6jhSKI7DwwLWRsNNNWPFWs+95333188sknbNmypTSnpzgCq1evplGjRkybNo3zzjuvxMfvfP7z2G6B5RJ4Mkwn8q6B7dawjYKUwUQnfVwzwZVnE+q3F+O9JDxZJoFkAy0C7hwLaQh+/uaeYt/7nXfeoV+/fmzfvp0qVUpXNVVx4iKlpEePHvzwww907NiRCy64gHPPPZf169eTlJTEKaecclCnqrCtzahRo2jcuDENGzYkKqr4LZIqGqmpqVx33XX8+OOP1L51MJ7u8dRKzEATEk1I0vKiyciMonbldDZur4S+y400oGrMfHan2lj6aRimhpEHGevGE5y5ntmzZx+XCJRlWUWKv926dQMcleZPPvmEu+66i+eee65E2geVNify+rzQ9nqPPI1WzLTSY8EOBtnw2IMn5L9RWVG/fn1Gjx7NBRdcQExMDIsXLy46NnfuXMaPH3/EMd58801q1qxJjx49mD59Ops2baJfv37HZZdyUhWKUmTz5s3UqVOHcePGce211x7x/JOeHUnUdgglgNUyl3Caj8SlOpYL8mqAWTlMXFIuuXlepOWkJrlX+/C3TSfOGyA35KEwY0kTslyd1DOvegnLLfDtMTF9GlIDhONICBuQTs2pO8vE8mpoYRuEwMg30UIm2KDnBiEYhlCIqdtfKdZ9e/XqxZ49e5g1a1apzk9xeKSUVK5cmdtuu40nn3yyxMfvevaz2C6B7dZwZ0WIRBvYBeJH4RjNEeuSkmCCXqTc6716JxkzqhK1UxKoJMitY5O0WKBFYN6HQ4p97969e7N+/Xr++OOPEp+X4t/F3r17+fTTT5kyZQozZ84kFNqXFeL3+7nhhhsYNGgQjRs3Ljq+adMmGrVvRWiHI36n6zqDBg3iiSeeOMCpzcvLK5YDGwgEEEIUu8asJBkwYABvjfuAlIGX4vY15Lzz1+B3mfyVXRm3ZrFkQ01qVEvHZzhlHSvnRDjp++X8/PPPAHirxlEjpgOhoW2JWmTjmv0Fqamp/PDDD7Rs2fK47du2bRsbNmwgJyeHCy+8EICmTZsyY8aMIkXgisqJvD5XTuo+LMvigw8+4McffyQtLa2oZ2khM2fOPOIYY8eO5Y033mDjxo38/vvv1K5dm1GjRlG3bt0jlj9FRUWxatUqatWqRdWqVfn2229p1aoVGzZs4NRTTy1WRpRpmui6jhCiqO9qcZSJD4dK91UoSpHatWtzzjnnMGzYMLKzs494fmzLPRj5Ek8GmNv9ePboeDJtTB9IXRK10k3W5njcK/zE/+rDvdaHKw98rgh7cqPJWlSJ7HwvuUE3Yav8hZP0sEQKsDwCI+Cor9qGE0EVEvSQjZBO/amTummiBUwsnwszxo10G1gpscjE4n+xLFmypEQWLorjQwjBWWedxa+//loq42umjWY5ar62W3PSfjXQgzbhGIHpdaKppg+Q4MqTBCZUZcVzg8mrInBnwcY77ia7rsCdc4geR4fA5/MpZVBFsUhMTGTAgAF89913pKenM336dNasWcOSJUu49957mThxIk2aNOGkk07ipptu4rHHHmPq1KnUvOxUknufTbMnLib+ys68+eabNG3atMhxy8nJYdasWUX9FW+//XbWrVvHtm3bePbZZ7nsssuYNWsW6enpjBgxAr/fz8CBAw+wLzc3lz/++IOxY8cyYMAAFi1aVKLzz8vLY9y4ccT4a2HOz2Hzo4/w/rkTeXvAKlx7d+M3wtSvuYsoVxhDs1kyKZvUR14nIyODzz//nLlz53Jp5x5s2jCN8KTP8RLDrFmzqFmzJlddddUBi/ljoUaNGkWR7sL+zitWrOC0005j0qRJPPzww8X6/lYcI7IMXhWcu+66i7vuugvLsmjWrBktW7bc73UkXn/9dYYMGUKPHj3IzMws6lEaHx/PqFGjjnh9ofASUCS8BByV8NLo0aNLvAWNEk5SKEqZt956i8aNG/PWW28xdOjQQ5538pdPUD0hSHqsQAqwEyJ4NnrQTNAi4D8pi5zEKKJWu1jx7GDa3DICT4Ygp47Ea+qElsajh0EujSHcJI+VlzxadpP8B+17vYTUBJopkS7hOKuG87vtEtgGgOOY2roAKdEiNlrYQhoaUhNYXo1Igg9hS76fWzx1uLy8PNatW0eLFi1KdX6K4tGmTRueeOKJUlHClQK0kIUUjgiXZtuEY5zPjrBB6mD6NOLXRQjH6aRfnk/KJ04/xditNoEkjZOfHsmaYYM5re/R1f5lZmaeEKmAiopFVFTUfqq+LVq04P777+fbb79l5syZzJ07l2nTppGWloZhGNi2TTqSW27sy4eVlrNlyxbeffddhuZPw/3kL8yZMweA3YFs3nzzTXJzc1m2bBlLly7FVSWRr776ar/7/72faF5eHv369WPixIn7tYpav34906dPL7E5b9y4kby8POyc1bBrNT169OCUU07hxbdGM/2uXZz5xuXgEWhCsnJNDcxlPxAXHcu8efOKnrHx48fTsmVLhg8fzuLN15CUlMSYMWNo164dkyZN4tJLLy0xe6+88krq1avHaaedxvbt23nyySeZP38+lStX5o477iix+ygUf+fTTz9lwoQJ9OjR45iuf+WVV3j77be55JJL9qtBbdOmzWHXnYUcr/ASOC1ounXrRqdOnfjiiy/48ccfj2kuf0dFUhWKUqZu3bpcdNFFjB079rDnhbM9hC2DxAu348oHkelCapBdS8P2AL/Es6nvvVheqPvqS+TWFITiwcgX7N6UiG8PBE4KoZmgry7/+qVwrAAJtiGwPALT49QK6iGJEZROn1S342B49oYJJbrIrucnEuvCjNIxfRpmtEEosfjqqYsXL0ZKqSKpFQApJR9//DFt27YtlVYtZoyLQIoHM0onkGyQVd9JF7MNcOVKMk8S7Do/xM/f3UtqZ4m1OYrcqjrNh44kkKhh5EsSV0raXjcC0390qp7nn38+v/32Gxs2bCjxeSn+W3g8Hi677DJeffVV5s+fz44dO4hEIgSDQXbt2sVjDw/nm2++4fRaJ/Hll1/y3nvv8XJczyIH1e/3Y2bmAWDbNobhxB4iO/dX4zzllFO45ZZbACdKePHFF/Pxxx9z+eWX07BhQ8Bxmt98880SnV+zZs1IT08nIyODQCDAlClTeOqpp1j401w8Gfn8cfdMcn9bwd75m6laOZWkymlkZmYeECHt168fbrebU7peCTiqyZ06deLhhx/mxRdfJD8/v8RsbtOmDTk5OXzyySecf/75gLPZrCglSls06QSIpLrdbho0aHDM12/cuJFTTz31gOMej4e8vLwjXl8SwkvPPPNMUQuaKlWq8PTTTxepnB8ryklVKMqA6667jqVLl7JkyZJDniMtQdjU2ZEZx8I3BhO7VkPqkFfLSf+1DZz2GWEwcpwaTyMfTJ8keqMONnjXexAm6IFD3qZMCEcL9DCYPicqDOAK2BgBJ0VTMyW223lDsyThBDeWW+DJsHDvDWEEnL6qWthRAy4OUkqeeOIJ6tatW9TUWlF+BAIBVq5cyVVXXVUq4wcTdMKxGrnVdALJmvNZ00BYEPELjAC4PCYNnxiJO13HlSuw3RCJAgR4spzPox52FKaPht69exMbG8tHH31UKnNT/LcpbIWSkJDAww8/TGpqKr/++iuXXXYZhmEQFRVF48aNad++PXfccQfffPMNK1asoEuXLtSvX5/777+fd999l6eeeopJkyaxd+9eFi1axCmnnMKHH35I8+bNWbhwIQDjxo0jJyeHd999l4ULF1KnTp0Sn098fDzx8fF4vd6iuTVt2pRPP/0UsXkL84dPZ97dk5h32cusG7+YK6644oDWTvHx8Tz66KPsWvUrEydOBODRRx9l8+bN3HPPPfz+++8lavPjjz/O9ddfz9q1awFYtmxZseoCFYpj4e677+bll18+5jKSunXrsnjx4gOOT5069ZgExs444wyGDBnCRRddVKzzO3fuTKdOnahWrdp+LWiOV91XpfsqFGVA9+7dSU5OZuzYsYeM8nnSDPIrudE1mybDRmJVAl8a+FIFph/0EGQ3sHHlaHjTIZgEZhT4UwWaCaYf3FngyZSkl3MgMbueIHmJhenTEFJi6wLbEGghiYg4TqqISIQtsTwaoTgdIyBx5UaQhoZtaORVNnDnScJRxYtyffLJJ0yfPp1Jkyap3pUVAL/fz2mnncaPP/5I//79S3TsNreMwPYJjKDE1h31Xqk5UXvNsrEL/vfHfRdFVsHmtBSghcGdDb50G0+GSW4NN95Mi8hRRlL9fj89e/Zk4sSJxZLnVyhKkpYtW7Jy5cr9jp177rnMmDED4XYjw2Huu+++AyIgOTk53HvvvfTq1QvDMJgyZQovv/wy11xzTbmkr/fo0YOsrCxyc3PZsWOHEzE+/XS6dOly0POHDBnCvHnz6NOnD99//z2dO3dm8eLFnHzyyZxzzjk8+OCDPPVU8VTgj8TChQuJRCJ8+umnRcJEH3zwAV27di2R8RV/o7SjnSdAJHX27NnMmjWLqVOn0rRp0wN6JBduzByKe+65h4EDBxIMBpFSMm/ePD755BOeeeYZ3nnnnWLZsHr1al555RVWrVqFEIJGjRoxaNCgokyLw9GpUyd2797NAw88wNy5c+nevTvDhg0jOTm5WPc+FCqSqlCUAS6Xi6uvvprx48cXFbT/k0itIC7DwpaClU8NZvXDg5E6rHh2MMKCnHo2GwfdjSfdWWjHr5H4doEr13nFbLXRTMg6SZTrH+V6nzxNqJbTCFoPyyLRJKmBNASu3AhaxEYP2ehhGyHByLfx7I0gNQECkJJINISjBP49B//3+jsrVqzg1ltv5dprr6Vnz56lPENFcbnsssuYOnVqsdKNjgbTJ7C8Tt0pGoRjIJDiiHU5Nc5OxDS/ssDIc2q69SBYXvCn2ehBR2wpHCuIRGn8+X7xlX3/Prdly5bx008/lejcFIpj4fXXX+fMM89ERpy0gOeee4758+fvd87nn39OWloasbGxjB8/npEjR3LjjTeWa321YRjEx8fTpEkT7rvvvkM6qOBEmD/88EPOOOMMLrjgAh5++GGWLFnCuHHjAHj66ad57733SkRMaejQoUVR5ebNm9O1a9dSaaWlUICTKXDppZfSqVMnkpOTiYuL2+91JPr27csjjzzCvffeS35+Pr179+aNN97g5Zdf5uqrrz7i9V988QXNmjVjwYIFtGzZkhYtWrBw4UKaNWvG559/Xqw5TJw4kYceeojY2FgeeeQRvvzyy2JddzhUCxqFooz4888/Of3005k6dSrdu3ff773Gw0cSiZE0bLuJbdlxjoJvlsaaBwdz8tMjCcdbRG3VMQKQV11SaZHk9/F30+yekQSqSBKXQzBJELPVxvSKo2qnUdLUf3EEVnKEhHluvBk2CAhHa3iynOiVkessoiyfgeXXCSboeDMscqsaJKwOICxJIMWDJzOCFraZMXvYYe+XnZ3NaaedhtvtZu7cuSd0P8F/G+vXr6dBgwa8/fbbRfVwJUGr/iOJ+J2fI9GOs6qHQc8HIwS2y3lOfDsdkS7NAlceGAEn8qpHID/FSQn2ZNrM/fjuo7YhGAzSrVs3Fi1aRGpqarH7ICsUpYVlWbz44ou89NJL5OTksHr1amrVqlX0/qhRoxg8eDAej4ebbrqJ1157rSj9tiKwZ8+eYkVecnJyuO2225g1axa7du064P2S7M2ckZHBmjVrOOOMMwCYNWsWnTt3LpGxS4ITeX1e1IJm2NPopdiCxgoG2fBUxW5BU5Ls2bMH27ZJSUkp9jX16tWjT58+B9SQPvLII4wdO7bc9BdUJFWhKCPatGlDixYteOONNw54LxwrEaZgxeZqhMIu3FXyCSdaNHhhBGseHIynSj5GHiwZNZh19wwht6pG0wdGErfJJnEFmH6BP81Rzs29tHyl8i2/s4uth53WMrbhOAqmT6CZNrZbw3ZrCNvZHzM9gkCi7rQKwUnbdOeY6LkRpH74BZSUkr59+7Jz504mTpyoHNQKRv369bnmmmsYNmxYibZssVwQSoRwPEjDSXPHdhxVqTlRVD3o1KgagYJ0YAGhOOfzaHoFWtjp12sEj80ur9fL+++/T15eXqm12VEojgZd17nvvvvYtm0bWVlZ+zmoQFErnLS0NMaMGVOhHNSPPvqISpUq8d133x3x3JiYGD755BN27tzJjh07mD59elHtW6VKlWjVqlWJ2ZWQkMDpp59O9erVAejSpQvr168vsfEVikJM0+SHH37gzTffJCcnB4AdO3aQm5t7VOMkJycflYMKsHPnTq6//voDjvfp04edO3ce1Vjbt29nwoQJvPrqq4wePXq/19GialIVijJCCEH//v0ZOHAgW7dupWbNmkXv2VVC4LLRt/lwnRTAsgUiJR8rJ5o6Hz6HvjsaMwqaPjAS0w/hOjbVZ0lyq+sEUsDIhdyaAu3kHMK55dsaQ08MY2W6sQ2BEbCIRGm48qUTxTI0XNkhzBg3Rm4E2+U4q0I6gjehBBeuHAsjJ4yeGwQOv7s6ceJEJk6cyFdffcVJJ51UNhNUHBUXXnghn3zyCYFAAL/fXyJjhhKd9N1wnEQPCcyCvQnT76S+u7PBDAMCvJkSy+1skmS1CRG91IMnCzxZBZ+748gMTEpKAtivhYdCUd4cqibf7XYXqdUeK9nZ2VxyySXMmjWL/v3789BDD1GtWrXjGhPg3nvvBZxWGkfThqNq1apUrVqVc845h71795KUlFTizrcQghkzZjBy5Eg0TSM+Pr5Ex/+vU6TCW4rjV3Q2b95M9+7d2bJlC6FQiG7duhETE8Pzzz9PMBg8aHDj76SnpzN8+HBmzZpFWlraASnve/fuPcSVDp07d+bXX389QGF49uzZdOjQodjzeP/997n99ttxu90HPItCCO68885ijwXKSVUoypRrr72We++9l7feeosnnnii6LjHH0EsjiGUbJOTGsOmfkNp/NVjWLXzIWSABsFkiRVjIfwm+g4vOzpJR8W3fh7e6ADxhoktBbKYQkOlQZ2xzyKEwJWpY7tADzjqvHrQxvRp2B6NcIIXpCQc7wEp8e11zjG9BpEop89lJEbHH7LgCJHUUaNG0bFjRy655JKymaDiqCn8kjJNs0TGq/PWC1Bb4tnqwpPpqEeHEySW18adoZNb26byHwJ3DmTXFoSjBVKHQCXQ3RZGENy5NhG/IHZzmJkz7j9mW4LBIOBEVRWK/wK5ubnMmjULcOpgv/vuO3788Ufq169/wLlSymI5jLt372bXrl14fAn8snj2Mdmladpxi7QcjsJe54r/DmPGjOGFF14gNTWVpk2bMmrUqGI5bL/99hudOnWiWbNmB1XcPRh33XUXbdq0YcmSJUWbn+D0Ly1OqUyfPn1Yv349N998M5UrVy7Wczd58uSiny+66CLuu+8+FixYUJTaPnfuXD7//HMee+yxYs0BYPjw4QwfPpwHHnigRFrPKSdVoShDYmJiuO6663j77bd5+OGHcbvdNHloJLYvhkglG2EJ4pdrtBgykkALr5OjGNCwksNErfSQmyBxbfWimYAAs2YQEdHYsz2euMo5eF0l4wgcK0KTCCHRQ+DOlkiXQNiFyqpO5CqUoOPOdFrM2B4NI8/CjNKRmiNwIzUnPRMNwnGHVuldsGABs2fPLpHifEXpsX37dmJiYkqsFkgaEqFLLK8TMY3EADa4snW0MGhhQcTvpPq68gABlgdCtcJoliDih6hUiT/Pxr0z57hsKRRBO97IjZSSsWPH0r1796NO01IoygrbtomKiiIjI4O2bdtSqVIldu3aRaNGjejYsSPx8fH069ePr7/+mpkzZ1K5cmVmzJhxRLX1GTNmAFC1ehs2rZvBd999d1TRVIWipPnss8/43//+x5gxY2jfvj1vvvkm559/PitXrjwgjf7vZGVlcf3113P22WcftF76UMyePZvffvvtgGeldu3abN++vVjXz549+6h6xB9sc3/MmDGMGTNmv2MDBw7k9ttvL9aY+fn5XH311SXWG13VpCoUZUz//v3ZtWtXkWKa5QZXjrO4rtwkjZw6En+aRMtyJMhFXASR7SKvjoWWrxNJtAglWQhLoOkSaQs233IPfneEvdl+5nV/utzmJsM6Mt2DO8up9dPCEi1kE44zsN1O1EuYIGyJZtq4ssIFNYSao+orwJcWwpvmpE/+NO2+g99HSoYPH06dOnW4+OKLy3CGiqPBtm3Gjx9P69atS2xMoTu5YZbPJr+qJFgrgidD4MoB717wpguCiQXKvzaEEnDqnQUIDTzZOC2QbOA4v0hTUlIQQhx1zc4/mThxIjfccEOJikspFCXJli1bOPPMM4mPj6d27dqsWbOG5s2b8+effzJixAhCoRC//PIL5513Hp9//jk7d+7kl19+4fnnnz/i2J999hlRSbVIPqMbuttXFKlVKMqLESNGcPPNN3PLLbfQuHFjRo0aRc2aNXn99dcPe12/fv3o3bs37dq1O6r72bZ90M4P27ZtK5YoX6NGjY667MS27WK9DtWR4mDcfPPNxVYDLg4qkqpQlDHNmjWjR48ePPnkk1x99dWEE23CieDK0ti9qDKN2m1k25a6iMoBPGt9hBJ1fNVzcbtMdE2SkRGF2xfBU9MkYupIt6DRxMfRdQ/6X+UrHKTl6GghJ3pqBGw00yYSpROK03Dlgdt2Ws5Il4aWEyES63Z6qdqS+HVh9HwTPdtR+GVv5iHvM3bsWL777jsmT56MrutlN0HFUfHqq6+yaNEifvvttxIZr/6LI9AMF0auIBJnYyaYICGvrolnl0E4XmL5JO4MDS3d6Yea1saJqvrWu/Gmg3+XRThGx5tuwnFGQN1uNykpKWzbtu24xvnggw/QPF6+mTKFWbNmHbYNh0JR1oTDYbp160YoFGL06NFkZmZy9tln07ZtW3RdZ9CgQQwaNIhIJMLXX39N165diYuLo2bNmuzevfuI42/ZsgVXVCxmrEFizeZ88MEHPPTQQ8VqvaH4F1DB+qSGw2EWLFjA/ffvXwpy7rnnMmfOnENe9/7777N+/XrGjRvHk08+eVT37NatG6NGjSpKKRdCkJubyyOPPFKsrIIxY8Zw//33M3z4cJo1a3ZAn9WyUjV+5plnuPDCC5k2bRrNmzc/wI4RI0Yc1XjKSVUoyoFHHnmEtm3bMmHCBPQ8DbNqmLAw8OzVWPdTXYItIlRNyCEt2os7S6NG00x2ZseSm+cmOiaIaWmEIwa6bhMxNTQhCeS5McoxN6Lp/SNxRTkGeDIltiGw3BoIQSQK3LkgTImm2ehBC6kLpCHwZDoqvq49AbT0LPB6IBCExPiD3uftt9/mtttuo0+fPqonagVm7dq13H///QwaNIgzzzyzRMb07hFYHojbIMmuqxGSIMIFjqZwWs8gwfJKLK+AHHBlOb13YzdJ/Lsi2G4NGbBxZ4WhBBSHo6Ojj7sPbFZWFv6TGmFv3cWrr76qnFRFheKNN95gzZo1LFu2jGbNmh3yPJfLRa9evYhEIjz11FPs3LmTG2+88bBjSynZvHkzWuUG2DqknHYuKz59khkzZnDFFVeU8EwU/2Wys/fvfODxeA7aI3jPnj1YlkXlypX3O165cuVDZs0Uft/9+uuvGMbRu1YjR46kS5cuNGnShGAwSO/evVm7di3Jycl88sknR7w+Pj6erKwsunbtut/xwrrwo4mGHg9PP/0006dPp2HDhgAHCCcdLcpJVSjKgdNPP50ePXrw+OOPY1x+K2ZViZ4UQtvpQxpgZBjkrEnB63IW3jun1CLlgq1ku7ykbU9A85pExwZxGRZSQiDPgz86hGn7ym1OUgfbcFKXXXkSqYHp07A8TiTLcgksr4Y7x6mb1fMjCEtiu3VExMaK9SDsGGy/G317CNvjOuh9Ro4cScOGDXn11VfLcnqKo+Spp54iKSmJZ599tsTGDCWCZy94si08ew2itwnyqjmbIHbBt5kwBZEEizzbwAhoRKU6n01PpoUeMAnFefFkmei5oeOOpIKzMI9EIsd0bV5eHnPmzGH27NlU7XwZZmxVZsyYQTgcPmIdn0JRFliWxciRIwFHPKg4DBgwgHfeeYfBgwdz6qmnHvbcPXv2kJGRQd1WTR01bm88Xq+3WHV4in8HZaXu+/eOCuAECx599NFDX/eP74dDCYFZlkXv3r157LHHOPnkk4/JxmrVqrF48WI+/fRTFixYgG3b3HzzzVx77bX4fEde11177bW43W7Gjx9fbOGk0mDEiBG89957R9ycKi7KSVUoyonWrVvzyy+/UG+vTXivG8tnE0qUoIGIQLCyxMh1okCmH1KzYon2hqlbdxcbN1Ym3/AgpbPOjo3Lx7Y1QknH0U/jeBFOOw9vBrhyTGyPRsTvOKmRaNBDAiE13FmghyxExEIDpKEhdUFeFTcxIRMpBDIuChE+UARqy5YtrFq1ii+//FKlglVgQqEQn3/+OQ8++GCJtZ0BkLXzkdl+8ivpRO20sF0Cy+Okl/t3QXZ9iRZ2fndnOyq+ngwL2y0QlsT0G0gdtJCF1DSmLyq+auGhcLlcx6xcfP311zNx4kTcdaoR3f4M8ndtIW3OVP766y9atGhx3LYpFMVh7969fPTRR8ycOZMBAwbQvXv3ovc++OADNm/ezKhRo4pdWlG4wfLSSy8d8dzCVHmPNxZXrsSd7yz6S7KvskIBsHXr1v3SXg8WRQWnz6iu6wdETdPS0g6IrgLk5OQwf/58Fi1axB133AE49Z5SSgzD4Pvvvz8gwnkwfD4fffv2pW/fvkczLQCWL1/OokWLiiKY5YXH46F9+/YlNp4STlIoyomYmBhM06TS1M0kLgdvqo6wQQsKhC2womxCVU1MvyRYySa0Ppb0lclsWer0pPMt9BE9z4exxkfE1AktjQe9/L7YfbsgegskLcnDlR3B9DoOaiBJ4Ml0zvFmWLjTHEVVK8YLQhBMcpNxkpf8ShpaXghjYypidwZs3XHAPTIyMgCoUaNGWU1LcQz89ttv5Ofnc+GFF5bouGKLD1cuRKIFRr6NFpF494ArG0LxEL1Rw58qHIGxaECCNzUXV45ZkAasEbUjhCsjgJZ5fMq+hbhcLkKh0DFdW5gWVuWyG2jQbQvyZKemfMeOAz/7CkVp8Nhjj5GUlMTgwYNZv349PXr0KIqcWpbF888/zyWXXMJdd91VrPECgQATJ07k1ltvLVY0p3r16gCEA1m4cyXuLBNRswpffPEF3bt356uvvjr2ySlOHGQpvgqIjY3d73UoJ9XtdtO6desi1elCZsyYcdDSldjYWJYtW8bixYuLXrfffjsNGzZk8eLFtG3b9ojT//DDD/n222+Lfr/33nuJj4/nzDPPZPPmzUe8vk2bNmzduvWI55U2d911F6+88kqJjaciqQpFOXHdddfx4IMPsm3nPOr8Hkvo/GTCCWClhBCZLvRcDSs5ghUDWkDHyBPoQQhWkrj2GuTWt9CCGrbHRgu4oX4AbVf59Ws0QhJvuokWimBFubHcgkiUQI846b/CBmwJmobl07FcGp69FkI6kWKpgTBtsA8dDS7sR3msToGibPjpp59ISUkp8Wig5ZPk1gBPhsAIWLizI0jdSzhaEEx0PmvCAttrY0VLLLdOJMGHGWUgIjbetDBCSkRe0Kl9LgFOOumkYvfC+zs7duzgxx9/JLn5WVTuBjvzYkg6SbJDCJXqqCh1pJSMGDGiKN3xm2++oUePHtx3330MGTKEJk2aUKVKFdasWVPktBaHUaNGsWfPHu69995inV8orBLx2ISjBbZhkBxow2+/fAWaxoIFCzj99NOLnNmKzvbt2xk1ahQPPPAAiYmJ5W2O4hgZMmQI1113HW3atKFdu3a89dZbbNmypagVywMPPMD27dv56KOP0DTtgFrtlJQUvF7vYWu4/87TTz9dpBz8+++/8+qrrzJq1CimTJnC4MGDmThx4mGvHzRoEHfddRf33HPPQQWLivNdbNs269atIy0tDfsf67COHTsWax7z5s1j5syZTJkyhaZNmx5gx5Hm8U+Uk6pQlBNVqlShb9++vPP2u0RtS6TSok4Ekz1g2Eic1FmRbSA9NsIC325Agul3UoBdiUH05VGETopgmxqaXo6pvjitdDRTgg0IgdSdOegBJ/Ll22070axoD8EEF+5sE9tjoAcsfHs0LA+QkweahgyFD1ovWOikBoPBsp2c4qjYsGEDDRo0KJW6GCvJJD9OIOcJ9PQAPreG6fPg3y2xdZC6wL9FR0jwZpiE410Y+RaurBDCko5gl8+NFVMy9dspKSn8/vvvR3XN5s2bOfvss/H7/cS07kra+lj05CCJsXnUqlWLP//8k5tvvrlE7FMoDsYvv/zC0KFDufHGG3nllVeIjo4G4LnnnmPZsmX7pfyuWLGi2H1Lp02bRvv27alfv36xzvd6vRiGQUjkE0wU+PZAjeTTkF0hObYhWQvHc84557Bs2bJjEqQpa+bOncuLL77I2LFj2bp16wGLdMWJwVVXXUV6ejqPP/44qampNGvWjO+++47atWsDkJqaypYtW0rsflu3bqVBgwYAfP3111xxxRXcdttttG/fns6dOxfLXoCbbrqp6JgQotjCSXPnzqV3795s3rz5gFT7oxFeio+P57LLLivWucWh4j/xCsW/mNdee4309HSmTJnCyQvDJKf0ILjFhxEsiDxKQVZ9A9sFedUhZrPzyqsOkc1+rHgJGW481fOIhAyoXH7OW9KSHKQQCCmJRBnYOrhyZUH/U4Erz2k/E070YLsglGCQX8WFrYMnW5L4WyqEwkjTRERHwUHEaFQkteJj2zYzZ86kd+/eJT52pfmCtK6SmOUu3GnZICV6wMTIdxOOFbhzJMKyCcXrJC2PYAQsbJeGsCSWz4UeNAnHuRFxHoR9/KnxUkomTZp0VCrTGRkZNDitNVoI6l3WH7+II5QrsCM+0tauJVWGGT9+PK+//nq5iV8o/t2kpqZy/fXXc9ppp/Huu++i/a1fsKZpTJgwga+//prs7GxWrlxZ7CgKOAIu/fr1o1+/frz22mtHdNKEELjdbmQkhLAgP0WQvEunQXQ7QjE6u5ufwZZvJ5Cfn19mbTSOh8J63F27drFu3bpii039p6lgLWgKGTBgAAMGDDjoex988MFhr3300UcPK8r0T6Kjo0lPT6dWrVp8//33DB48GHDWPMXpf7px48Zi3+tg3H777bRp04Zvv/2WqlWrHvN3z/vvv39cdvwT5aQqFOWIy+Xik08+oX///rz33ntUn5lFzfZX4DJ1QvE6WkQSvU1g+iC3psRyCcx4iERLYjcI8qqB/9QMclYlID0SEsLlNhenpYxOOMaNGaXjypdOum8YjIDzLRGoZODKs7FdAleujWZCOEZgucGsGo+Rn4/QC1RNrQMjw4ULABVJrbgsWrSI1NTUEq9HBaemWUt3EUoEkR+CSATdklDTTyhOEIoXGPmQV8vGk+nCt0fDCNiYUTreXUG0QASXJsho5Cdm67Ep8v6d77//ni1btnDNNdcc8dxgMMhrr73GhAkTkFn51O0zBI8/ERmQuHLBCsHGRz4EICYxUTmoilLjoYceIhwOM3HixP0c1EJiY2O5/vrrj2ns2267jZde/5G333mXn376iWefffawkZWffvqJ/Px8qlZrTCTGyb5BF2hhiRGQSGwMwzhk/WBFozAaBk4EWjmpiuLQrVs3brnlFk499VTWrFnDBRdcADifoTp16hzx+sII77Gydu1avvjii/0+v8fCxo0bMU2Tk0466YDxXS5Xsebyd5RwkkJRzrjdbt59913eeecdUncvYeV3L6MtW0/MpgBSF+ghiX+3jSdDYEZBfrMg64cOIaOFhTsbclYloEUE7gwNaZXfI12YSmlG6QhbopmgmSCF0wIkHKMT8QmC8Y6NtsupWQ3GC8KxGvnVfBAXCz4vxEQxdfcbB9yjUG0vJSWlTOemKD5//vknuq6XqMIfwOk3jsCVYxK/RuDKxdnECIUhOxd3joXtBmxw5UviVmsYAYk/NYAetPBtz0fPCzmR15wgSQuz8G5MPy57bNvm2WefpVWrVoftA/vDDz9w7733Ur9+fR544AGEEJzU8QZ8niS0CNi6wHYX9HgtoF27dsdlm0JxKJ599lnee+89unbtWmoCdFWqtqbl2f+jQYMGXH755dx///2HVOv9+eefqVatGt6kKpjREjMKTI/TriwcLYj2V8M0TVasWFEqtpY0jRs3ZsmSJQC8+OKLSqW4GBS2oCnNV0Xntddeo127duzevZsvv/ySpKQkABYsWFCsTdDjpW3btqxbt+64x7nxxhuZM2fOAcf/+OOPY2pLoyKpCkUF4eabb+bUU0/l8ssvZ3HGp9TIak2Nv05CuN0Em1bHnSVIb+rCtdFLm5tHsOndobTqPxI9JPClS/JSBKuH31cutp91+YvoKT4sr+Ysul1O+w/NFEgBOTV19BBYHgj5HbXfcLRAD4EecY4HEzSi/R6I9aHtyjjofdauXQtw3Lt9itJj06ZN1KpVq8RrsRIXpLOzUzJSg6SVBS1fNA1CYXzLt1MlWAVXWi7S50KYNrbPhZ6Zjw4gBLbHhfQaaNlBhGXCMbaNKeSxxx7j559/ZurUqYeNet54442EQiF69uzJ/fffz8knn0yLwSMR+c77lhfsRnkgwde8HgnpQcaPH39ctikU/+Stt95i+PDh7Nq1C4CWLVuW2r3cWWESolPIs1Oo31DjueeeIxKJ8OKLLx7wrMyfP5+M+DgSNIFtSLxZYHkEeq6NJ9umklmZTbrOvHnzaNWqVanZXJIUOv9//PEH48aN47rrritnixQVnfj4+IP2fn/sseNvk3Yoli5dWvTzoEGDuPvuu9m5c+cxCy+Bk0l1sA3qM844o6g9z9GgIqkKRQWiVatWLFy4kEsvvZQVGTP5M38auZnb8aTmYLs1olIl0dvAFZCcedVL+HdZxG42yUsRRGLK2XhN4Mq18GSauPJsZMFaRI9I9LAjrCQ1Z1GuhZ2tTdsNpheCSc5Leg3CCV5kwsEns27dOvx+P1WrVi2rWSmOkt27d1OpUqUSH1cEI0SnWkTttBGm3FezrAnwuDFyw+DSsb0ubLdB6pnRTF31DOHKBZ8lDbAKttRduhOxPwZWrFjBpZdeyuOPP86TTz7Jeeedd8hz9+zZw/bt2xk9ejTvvfdeUaN3I+A8F5bH+fybO30gbezcAJ07dz4hau8UJw7r1q3jrrvuKnJQv/zyS/73v/+V2v1ExMaVHcadE6Fe/Ok0qnU+I0aMoHbt2vttwOzevZtZs2YRX6UJUbskUVsF7iwnA0eYEne2iYzx4k6uzqhRo8jNzS01m0uSxMRExowZQ+3atcu9b+UJQWm2nyntetcS5Ndff6VPnz6ceeaZRQrvY8eOZfbs2aVyv1NOOYVTTz2VU045hcsvv5xVq1Zx0003cdppp+333qmnnlrsMYUQ5OQc2N4tKyur2OJLf0c5qQpFBSMhIYH333+f77//nrgUjd/Ck9m8YRbCkvj2mETtNJECXLnOA68HbTzZslyfZqkJhCkJJhmEEgyEDZZbQw9YSAF6sOBbQoAWAiMoceUX1BwZIEww8sF269guge07eBRu7dq1paYaqygZqlSpckAT9BIhEsHIt4nemo9nr5O6i2UhUxKxKjlOne01QEq0vBDLXhrMea0fwbU3HyImIui0R0IDbBupH91naNu2bdx88820aNGCJUuW8NFHH/HAAw8c9prXXnsNr9dLly5dio616/0SrnxJOFpgeZ1MAi0liLVoEaGNqfTp0+eo/2kUisMxcOBAqlWrVtTG5aeffiqq7y9pzmvzKFrYRMsOggSpadSsfAZNWl1PthbHtddey+TJkwGYPHkylmVRNa4ZMZuDxG22iEp1vtdsl8Byaxj5NtMmjGX16tVMnTq1VGwuDfr378+mTZs4/fTTS2zM7du3M2HCBEaOHFm04aD4d/Dll19y3nnn4fP5WLhwYZE4ZE5ODk8//XSp3HPjxo1s2LCBjRs3HvRV+N6GDRuKPWaHDh145pln9nNILcvimWee4ayzzjpqG1W6r0JRQenWrRvLli3jzjvv5L333qPauraYdaqgRSTuXBs9aDstXyTEbQhhBEpn0VEchC0JxeuIggxKYTqqvpZXw/Rp2IbAlSexDeG01pGgh2SBgBJYyRCOBdvQ8KYFkMbBPe6NGzcWu7WBonyoWrUqO3fuLJK+LwnO812H8HrwbfI6vXazc5ChMHbDWuxsF03lefmIoAmGgRYyWX17It1bPISWHwLLAqEhpERKifS60fJCTF1Z/C/+r776it69exMdHc2oUaPo169fsRb5X3/9Nb169aJKlSr7HTe9TosmLQK2AbapkZ+aS1xcHOeff/5R//soFIfjjz/+4IEHHqBFixbMmTOHoUOHltq9bK8LLWRiJviQmkAPmGjBMNViTiKmXXOW573KxRdfzOmnn87ChQvxndyI6JAfEQnj3xHA8uiYfgPpEkhDIDWnR+PJJ5/MTz/9RK9evUrN9opMVlYWnTt3LqobHDduHAsWLChnq0qG0q4bPRFqUp988kneeOMNrr/+ej799NOi42eeeSaPP/54scbIzMzkiy++YP369dxzzz0kJiaycOFCKleufNA+w38XW/rll18488wzD2jzZJomc+bMKbYw0/PPP0/Hjh1p2LAhHTp0AJwIcXZ2NjNnzizWGH9HRVIVigpMVFQUDz30EG63mz//+hD7l7n4tuXg2R1CFKjfGvkmWthm7sd3l4uNZ3d5BmFD1I4QwpYI6TinlkcQitOJRAmi0kz0CCSsCeLfZWMbwomYGo6okjAhVMnG8mpIQ+P73x8+4D7Z2dksXLhQ1aNWcOLj4wmHw+Tn55fcoNLGzs3FXL0Oa+MWZDAE1VMwo10kLwlh7MwEQJjOM9FoZCoiOw9yciE/AJpwNj4K+6QeRRR1wYIFXHvttVxwwQWsX7+eQYMGFTsKFRUVdYCjLjWBHpb40p2VUyQGYmID2HkB4uLiim2XQlEcbNsmN3ffBsgTTzxRqp8zLWSi5YVwZQQQBaJB0qWjZweIXZ9P25Nvon6H61i1I4uUJl05pfENaKZEzw2iZQfRwjZG0MKzO4QrK1LkYDRq1Ij169eXmt0VncWLF7Nu3TpGjhzJjTfeyJYtW5Qo07+I1atXH7TVU2xsLJmZmUe8funSpZx88sk899xzvPjii0XXfPXVV0fM+AHo0qULe/fuPeB4VlbWfplAR6JJkyYsXbqUK6+8krS0NHJycrj++uv566+/aNasWbHHKURFUhWKCk7dunWZM2cO11xzDXM2fMtZO/x4azcAzQXCRphHn+dfokiJb2cALRDBY2iY0ToRv4atQzBRoJlg5mh4Mi2Q+6KpEZ+zeLcL61QDGoFKwokOH4Q33niD3NxcBg4cWJazUxwlrVu3Rtd1RowYwcMPH7jZcKzoVSpjbt+B0AToGmJvNp6cfOTeTEhJRssNIL0uRMiEUAgZCIJpIjweJ/oqBNJnoGcFIFI80aTt27dz0UUX0bx5c8aOHYvP5zsqmxMTE9m9e/f+B6VED0HEX5BVYIOh2+St2s6Zp5xyVOMrFEfinXfewbIs6tWrVzY3lBJMCxEx0fzuAhEzN5oNWiCEFoB6UQ2o2bgpRr6JnV1QNCglIhRGz9MIVYrFGzD3i4ClpqYW1XT/F2nWrBkxMTFF/TPvvPPOf0/ZSwXtk1qWVK1alXXr1h3QomX27NnFenaHDBnCjTfeyPPPP09MzD5Nj/PPP79YPcsPlfmUnp5OVFTUYa9dunQpzZo1K2pnVa1atcOmKK9YsYKGDRseELU9GMpJVShOAFq3bs2cOXOoVKkSmYEdVDXroeWFEV7nEZZ6+SVFhBLdRG3MwYpyI6REmJK8KhpCgukHT6aT0mjkWWgR21l4SMdpcOfYmH4NPeSc4862cWWEDnqftWvX0qRJk+PuB6YoXRo3bsx9993HE088wSWXXELz5s2Pe0w7HEbTNfS4OITH7Wx2ZGUjwxGkGcHw+8DrQeQHwDSd48EQ0oyggePYRnkKlLtspP/IPRd///13rrnmGjRN4+uvvz5qBxWgefPmvP3220ULgDP6jEBIxwyE46AG64bRciwCq7fSrX/5ZEMo/p3MmzeP/v37M3DgQLp161Ym9wxUj0Kr5Me3Ph0ESENzNlJ1gdRdaPlh9PRcpKGjZ+WjeVyOoJkQSL8H2+dCmJJIjBsjb18v4w4dOvDRRx8RCoVOmJ6pJUlSUhLbt29nzpw51KlT5z/tsP8b6devH3fddRfvvfceQgh27NjB77//ztChQxk+fPgRr//zzz958803DzhevXr1w2pEFPYwFkJw44037vdsWZbF0qVLD9tiDeDUU09l586dxRZMbNeuHYsXLy6W862cVIXiBCE5OZm4uDiCkTwsvxsjI4+8WtFsOV9w8oeBcrHpnI5P4bOddC5hS0yfTiheJ2FNBMuroUUkWtjG9mgEk11E/G70iNPL0pMRAV2QV1XDyHXSfvWgTSTh4AuQ7du3H7SuQlHxGD58OF9//TV3330333///XGN1U1zatDMLdvY+siZ+Hc4n5+EycuxTSel2EzbfcB1mtuNcLsRsTHgdkPB59SO8TJ9weFl/bdu3crFF19MgwYNGDdu3DGrSXfp0oWnn36aBQsW0KZNG4yAjR6wya7rIhLlpLkT0Mn4aztYFuecc84x3UehOBivvPIKtWvX5uWXXy6zqJt/UzZWlAd0DWN3DmZKLHnVo3BnmXg3Z2AlRqEFIs4ma24ANA2xJxNZKcFJw7fByLeQhiAS62b2l0797C233MLo0aNp06YNr7322kFTI//txMTEHFZN/IRFRVK59957i1Jrg8EgHTt2xOPxMHTo0GK1bvF6vWRnZx9wfPXq1Yd1HgtT/6WUxMTE7LcZ63a7OeOMM7j11lsPe28pJQ8//DB+v/+IdgKEw+FinQfKSVUoTihq1apF5ppcp9YnYpKfrKMFIKvB4dMxSgstaCFdThTX8ugEkwx8aZH9TxICI99JSS6K+EoJuiAcreHKBdMHrmzIreHCOsQm+datW4sK8RUVG4/Hw4ABAxg8eDA5OTn7pR8d17jpgHCi7tbfZe6FBtKpRxW6jjBczu9CQGw00m04DqrHQLcOv2LZsmULl1xyCT6fj8mTJ5OcnHzM9nbu3JmUlBS+/PJL2rRpg9QEpl/DcoPtAk0CuiR/0VrVrkJRYmRmZjJixAjGjRvHmDFj0HW97G6+cRtGUgJETGRCDEZ6Lkasy9EpiPMX1Y1Ll46M9mHGeTFEAtg2uFxIt2OrbWhFbczAydD4448/GDhwIJ06dWLw4MG88MILZTs3haIUsCyL2bNnc/fddzNs2DBWrlyJbds0adKE6OjoYo1x8cUX8/jjjzNhwgTAiYxu2bKF+++/n8svv/yQ173//vuOoKCUvPLKK8f0Xd2xY0dWr15d7PPbtWtX7Mwk5aQqFCcQ1atXZ9f6tWh5jmpp8vwMMhon8MfYIeVijxYMI6XLEaNxaZhegZAQSDYcxT5LIgXYusDWBabHqcMzgHC0o/ordfBkSiyvILsurH1g8AH3mTZtGsuXL+ehhx4q+0kqjokePXpwxx138N1333HVVVcd8zjCcCFNZ+Oj0uJ8cmr7cOXb+52jeT0Iw0BaFlqUHxkIIm0bLcrvpAa7jaLFL6b9z1vsR58+fUhLS2PKlCnH5aACRTU3hV/I3j1hgslupAAtDJbP2YXOX7Saay+/+t9TY6Yoc7755htef/11QqEQs2fPJhKJ8Oijj9K/f/8ys+Fc19WOknbaHhACzTQdzQK3QaBGDKFKXvSwjXtHDtLvxorzE4l2YXkNXNkhJ9tBA8vjqMIXtlkrpFWrVvz222+88sor3H333fz111+MHz+e+Pj4Mpvj39myZQvz5s2jQ4cOVK5cuVxs+DfwX1f31XWd8847j1WrVpGYmEibNm2OeowXX3yRHj16kJKSQiAQoFOnTuzcuZN27drx1FNPHfZaKSXjx49n2LBhx+Sk/vTTT0d9TXFRTqpCcQIRHR2NpdmIzFwnGikllq/8/gJLt4EIm0i/m0Cyi0i0047Gk2mRn2IQijUwApJQnMCXbhNMEmhhAB0jKLFd4MqV5FV1nFV31oH3yM/PZ8CAAZx99tlceeWVZT1FxTFSt25d2rZty/jx44/ZSS1M9S3EWLaRxJ1JYFqYwonKa243ed1bYBuCuKV7IBiCiImm61Ag5IAusF0aWujIImNr167l9ttv55QSEDFasGABaWlpNGvWjPNaP4LmceHJjOCNdmP6BGYUWFm7MNMyVOsZxVFRqOz6/fff8/LLLzN16lS8KdXRqiRQvWF3Zk97nWrVqpWtUQUZDTJiIjSBnZuH0DQwbWyXQA8WZDuYFlrYxIx2I2xJTi0XUakCd0YYPT+CsAEhsD0Hai1omsZdd91F48aNueKKKzj99NP55ZdfDmjzVBY8/vjjvPvuuyQnJ/PJJ5+odH3FMdO8eXM2bNhA3bp1j+n62NhYZs+ezcyZM1m4cCG2bdOqVatifSY1TeOkk04iPT2dk0466ZjuX1qoFjQKxQmE3+/HDgWx92YUHav8R/lFX4RpO2mUbp38FA0jH6QQeHfmkbg4i7iNYbwZFsIGqQtittp4siSebBvvngjubBvNgqhUiSsPPBkH3uOJJ55gx44dvP766yrSdILRu3dvpk6delBp++IgDNd+v1vZOZjrNmBu2uyk80qbcMdmzP5yKHM+u5usFsmOSmilJEiIw65eydlIMW30oIkWsYgkHj7NSEpJWlraMdn7Tx555BEaNmzIxRdfjAibCCmx3Bq+dOeZcLfOILRyNW63m65du5bIPRX/bvLy8njooYeoXr06uq7TvXt35vy0hJO8bejA+XTMOJuGu6qVvYNKgUCZ0JBmBGlZ2IEg0rIQ6RlEr96LOyuMnm9iJkcTSfAiXRq+LVlE7bLIqeFiV9so8mtEgS0x8iK4siOHvNe5557L6NGjWbt2LX/++WcZznIfF154IQB79uyhR48efPXVV+VixwmPLINXBeepp55i6NChTJkyhdTUVLKzs/d7HQ7TNDEMg+XLl9O1a1eGDh3Kvffee1SbJs8//zz33HMPy5cvP96plCjKSVUoTiB8Ph+mWzi700IgMnOJX3aQ8GMZYcZ5ncWGLkiZn4d/t0VWXTf5NaNBAz1ooYVtEKCZEqk76Vw7rg4hdadfZGGvVE+GxJ27fyqmZVmMGjWKu+++u8Lt8CmOTGEE9a233iqV8TW3m1CcQb2RIwDIT9EgECx6XwQiiGAELSsfLc/5zM388f7Djjlo0CDeffddtm3bdly2rV27lmnTpnHrrbei6zoiEEaYNu7MMHrIxjYgGHaRv3Q9Z5555hFl/hWKDRs20KxZM55+5jkMalOtxhm0rHUZbT3nU8/VDN3WwbKYuuv18jHwb7Xh0pZobrej2muaTnZDdhA9O4CR8bceyvkB/Ov24t9jYXkhHKuj5wZxbdmDa/OBgmh/59JLL6VOnTo8+eSTRCKHdmhLi0suuYQbb7wRdB2SY+nVqxeTJ08uczsUJz7du3dnyZIlXHTRRdSoUYOEhAQSEhKIj48nISHhsNcahkHt2rWxrGNvR9inTx/mzZtHy5Yt8fl8JCYm7vcqL1S6r0JxAuF2uwnGWhAoqK/TNcRx/GE6Xmy3BjbkVfMQuy6XqM256OEowjEaebVjiN6QjdR8BS1mBHpQohlQ832DjZfrVPtRICwIRwtceRLtH+0rt2/fTjAY5KyzziqfCSqOi8qVK3PLLbfwwgsvMGDAAGJjY49uAGkf9nc7HCZmQw7uHD9N0keStM1CBoKIqCjQBCIvH0JhZCiMiI9DDx25P+qdd97Js88+y0cffcSDDz54dPYW2mXbdOjQgZSUlH2N0E0TEYoghFOfHYkCbJPAyk2c81CfY7qP4t9PMBjEMAymTJnC//73P3Zm5nNm04FEW1EI23ZavMg88HmdEpC/bdKUJee6eyN03XFUKfhO0oRzLGJCXj4iFAZdg1AYPd6PsG1HeTsQxHILjDwc4T0hwLLB4z7sPePi4hg/fjxnnnkm3377LZdcckmpz/OfvPbaayxfvpyFy5ajV07gsssu48MPP+Taa68tc1tOWJS6L7NmzTqu6x966CEeeOABxo0bd0xO5ahRo47r/qWFclIVihOItLQ0onO84NEcNcRIBFFOi5LO5z+PZsPOth6EDf5dbvSAhTsjjDtdIg1BuJIjSR67OYzUBOFYHWFDoJKLajMlwpYI6Tiopl/w5/v7C0DNnj0boOwa0StKnAcffJD333+fe+6556B93A6H8HgcJWvLAsPAzs8/4By5dA0uM0L16QXpwVF+CIfBKFgcx8c6jqHHhZZ75FZNMTExdO7cmZEjRx6zk7p27Vp27drF999/T6tWrZyDERORnYeekw+VqxKJhfyfMpHBIGefffYx3Ufx78a27f1UMBO9NTkj4UI87ngstwEC9LwwRPmcz7plOY5qOSHNiOOkCs1J/bUsJDiiZpGIUy8OYFkYm3eBz4udEI2WKfHuNfGmgzs933G8/T7Izjns/cBRCj355JOZOHEiHTp0ICkpqXQn+Q/8fj/Tp0/nnHPOYdWqVZiGznXXXYfb7aZXr15HHkChADp16nRc148ePZp169ZRrVo1ateufUBmzsKFCw97/Q033HBc9y8tlJOqUJxAbN26FZ9REI2S0nFUy6lOU2qQ0dDpF1NlbgA936m5k0I4/zUFWtAit04U/p2OI215NYQNlkdgGyB0geUCzQLf7v2jZPfffz/PP/88Xbp0oX79+mU+P0XJUKNGDUaOHEn//v256667aNKkyVFdLyOmE0G15X7phEXvm39L85O2E6kxdDAMJxoDEI6gBcNQzJTAxMRE9uzZw9q1a48pzXzz5s0ANGjQYN9BywK3C1wubB0snyS0ai3C5zkmNUfFv5/vvvuu6OcGLS+n/pYEhDsa23I2ASPRLnS/gZEbQc8KQPHbD5Y4ms/rpPVaFkJzlpbSshA4OgUCwGU4zjQgC0SVtNwgSIl37e6C51bHjPcj3Qaau3jtZS644AJGjhzJZ599xiOPPML999+PppVdNVtiYiK//PILt956K59++ikAffv25dJLLy1S+FYcmv+6um8hGRkZvPvuu6xatQohBI0bN6Zv377FioyWZBZBIBA4IH3+qLOgSgj19CgUJxBbt27Fa1YGHUe5VAjwHqKxaCkTjtUJJUL0Nol0aYQq+xCms3jSwjZGTgQtYmG7hVOXpAkifqcFjRaWaJbE1gXSD3qe04LGNE3y8vLYtGkTzz33HMOHD2f48OGqF94JTu/evenfvz/z588/KidVhiMITSBtZ8EpNIHQ3diHaAYudB3hcoGmQ6ggmpqb70RwdA1croNe90+uu+46Pvroo2Ouc0tJSQFg9+7d+9QaXS5HVMZloIUl3t2CXRvXc8HZ3dRCVnFQvvnmm6Kf62fWAJkLhuFsuACW10AKgeU1wPISSYhDD5ZP+YcMFzwrBarbaMLZWAKQ0nFYdd352bYRXo+T8ZAjwe8DMwxhC4KSSO14pAaykrdY9+7Xrx979uxh7NixDBs2jA4dOpR5T+3o6GjGjx9Pz549ef755xk8eLB6rhXF5ueff+aiiy4iLi6uaNNy9OjRPP7440yePPmIkdZHHnnkuO6fl5fHfffdx4QJE0hPTz/g/eOpdz0elHCSQnGCYJom27dvxyt9CKE5X/BxsVgphy+qLy1sl6DGDznEbgxi+nWyaxrsPsVFemOD3S3d7G4VRaCqn6gdIWy3RiTWQA9J3NkWwQSNiF9D6pDbZRcDL65CvcifVKpUifj4eE455RT8fj/33XefclD/BcTGxuL3+8nIOIh88yEorHGTlrUveio00HX06GiErqPHxKD5fOhxcWg+H8LvdzZv8vKcqKn4m2MqJUT7i3XvwiiMq5hO7T+pX78+bre7KF39/Mr9kQkxyCgPdoyH9KYu9Fyb/B2bad++/THdQ/Hvp0aNGugYdPVfjb0jzcmcycuH7Fy03Rl4t2bi2Z6NHjQREQtPag4//HxsKerHQ/e4mxA+L8LnOJV2OIwMh512NHZBun5BlFXatpPhUJjlYFlOWm9eAIIhZH4+esDEyLf4ZfI9xbp/w4YN+eijj9iwYQMA69evL5V5HgkhBL1792bx4sUVNn1SUTEZOHAgV111FRs3bmTixIlMnDiRDRs2cPXVVzNw4MBSv/+9997LzJkzGTNmDB6Ph3feeYfHHnuMatWq8dFHH5X6/Q+FclIVihOE1NRUp0bJiEZKJ83X9nsIJ5Z9JLV9r5fw7jGRmkZ+ZQ+BRJ1gMiBBFLSUicTAll4Waa28hOIKdpSFYPet+bjzHKXf9M2L2X77GPr06cPatWu56667mDBhAhMmTODnn3/G7y+eU6Go+BiGgWkeWbjo79jhMNKyil5Ie99CV2igaQi3G2pWQataGeFxg6fgeZASbMvZzCkk98Ca1oMxf/58AGrWrHlU9hYSExNDz549GTt2bMGBaGyvG2kYCEsiDcjLS0WGQ5x55pnHdA/Fv5/U1FQ8ehSGbRS0XJJOGrvb5WzGFEQqtbzCWs/yyWuUhc+15pSeONkP0nFQCzaY7IiJNE2EpiFchpMFJIQzJ8t2rhWO0JI7NRtpHH0ZS926dalevTp//PFHic1NUQaoFjSsX7+eu+++e79NeV3XGTJkSLE2XTRNQ9f1Q76OxDfffMOYMWO44oorMAyDDh068NBDD/H000/z8ccfH9fcjgeVi6BQnCBs2bIFAK8R6yxOLBsRNvlp2n1lbosWsTHynYWJ5RWE4wRGLmgm6GFw51j40nSiUt0ISzp1qG6NYIKGnZHF2qwFBNcvJn/VNq6++mpeeumlcunrpyg7DMM4qvRZJzXQRtpaQRqv4TioBXVumtcDuoYMhhBSYsf4EX4PWBJhmk4avK45Iiw7C9KXihkZLUxtWrJkCW3btj3aqQLQo0cPbr75ZsLhsFOLB9g+l9OGJhuy1m3AMAxVj6o4KHv37uWDDz6gSlQTZMAqECQSTuq6oUNMNNLj9AAmP+zUfJZXH2lbIkOhomcWcP5bkPprF9ShFtonbdtxZAtThDWBsDWgQGMhMwuPfmwxlP79+/PQQw/RrFmzMolAKRQlQatWrVi1ahUNGzbc7/iqVas45ZRTjnj9P3v0RiIRFi1axIcffshjjz12xOv37t1bVJoSGxtb1Nv8rLPOon///sWcRcmjnFSF4gRh48aNAPhEdFGND7sO30eutJC6QNiScLzb6XOqgRFyoqjg1KsaQUk4WkOPSCJRGnubCCKh+WwbNBGXBeeddx69H32JXr16IcprcaUoM2rUqFH0GS4u0rIQhstZ/Bb8XrjwlbbtqENrGmxJRateBdvnQkYZ6KaFHe1BRAo+kFE+sGxk9JFr3MLhMEuWLMHn89G0adOjm+TfSE5OBuD8WgNwu6OxqsRi+nTHZguyNq+gc+fOKltAcVCWLFlCIBCgepVTETvyC0TDpBON1DVnA8bjQpghp+bf7UIEQuViqx0Oo7kMJ+PBLvhuKqAomio051kF57/2vvCW0HXnd1s6+X2aBjl5x2TLgw8+yJ49e7jjjjswDIN+/fod19wUpY8STnJan911112sW7eOM844A4C5c+fy2muv8eyzz7J06dKic1u0aHHA9RdffPEBx6644gqaNm3KZ599xs0333zY+9erV49NmzZRu3ZtmjRpwoQJEzj99NP55ptviI+PP77JHQfKSVUoThA2btyIW3jRpYaMhJxIqqvsH+FGj47EVVsnq44fVz6YXtAi4M6RSA0ifoEekuzoIvGkgR4UrHjqf1Tuez7pY2fQvXt3xo0bd8QG1Yp/Fy1bttzvi/ZwnOvuXSCS9Lea1EJBFmkDekFdm4XweJx+insz0dxuzJrJBOol4soOY2QXtJwRAhkbjfQcOpIaiUR49913efrpp9mxYwefffYZ0dHRxzzfwsyAbJlBsu1H2BI9ZGN5NXLi8sjdto7LHxh8zOMr/t0Ubl5kbVuFT9YAIR2xIaugFzAgXM7mjZkSi54TZOqGF8vN3kOJmRUh7YJNJoEWHeVEUQv7qApBYU6mjJgIl8HUrS8fkx1CCEaMGIFlWfTv358aNWpwwQUXHNNYCkVZcc011wBObejB3hNCIKVECHFUIkZt27bl1ltvPeJ5ffv2ZcmSJXTq1IkHHniACy64gFdeeQXTNBkxYkTxJ1LCKCdVoThB2LhxIz5XHNjS+WJ3ucolvcv0gZEPlheEDZ4sR6XX9Ao8mTZaQWZXzDqdUIJzXvW7LmX3h9O59957efrpp5UY0n+QFi1aMHHiRGzbPmJ7CMcxFU69aWGqYKGjKu2i9EFN2o5Yi9cDthukjRaMoLt1tJDppEXmBRxlX2D6nwcqIEop+eKLL3jwwQdZv349V199NQ899NBRt8r5J61bt6ZZs2asXPUjjRI6khhMIhwt2b78F7bOW4xL10u0bYDi30Xbtm3p0KEDK2avpYpeo6ANU0E6rKY5jqppI1060tCQrgr0N7WwVdQ/2kUVOaTRUbA7HaG7nWfd/keo65+/H+3thWDUqFFs2rSJa6+9lnnz5nHyyScf15iKUqS060ZPgEjq0WYZFYdAIMArr7xCjRo1jnju4MH7Nky7dOnCX3/9xfz586lfvz4tW7YscduKi3JSFYoThI0bN+Iz4gp2n93OwrscGrcLG0cgyQRXHtiGIJjo+AjeDHDl2UgBgcqSKqfuZOMCSfZ7P9C3b1+ee+65MrdXUTFo0aIFeXl5rF279oC6m3+iud37Wlb8LX2w8JgoXI8LDZkfQCTGO78HgmiBCO78MNLjctIhQxEwTaTvwCiqZVnceOONjBs3jh49ejBx4kSaN29eIvMVQvDZZ59xxx13MGvWN8TlLyQ/lIGpm9xyww3ccsstVKlSpUTupfj3EQqFSExMZK/cSaaZRpxWad8zUbg5mZsPMVEYmQHsw2QJlCbn+a478OA/nFPAeVYjpvP9lZUDRVkSEhmJOCnAuu787PMdt12apjFu3DhOPfVUhg8fXtS/VKGoiNSuXfu4rk9ISNivbEpKSU5ODn6/n3Hjxh31eLVq1aJWrVrHZVNJoJxUheIEYcuWLfhEgWiSzwWWxdRdr5e5HVadANpuH969EtslCCaBbUDUGXvIsJKJ3i6xdYhbI0jPrkrGxFFUr1qV0aNHl7mtiopDu3btcLlczJgx47BO6vkN7gFdQ0gbOxgqSvtFCoShOQv1AhGlQjVRMrIgyu9s2oQdpzTjtErEjvsdo2EDZNTBFbCnT5/OuHHj+PDDD7n++utLfM5NmjThxx9/ZPr06Tz33HPUqVOHp556SomEKY7ImjVrmDRpEgDr9FW0tpOcumpZ0NIFEIaBSEsHXUMvp9pmaVlOPWpB9FNoYp9Q0t9aR+kJcdhZ2QjDhR0IOM+0phXNBcNw2tSA076mBIiNjeW6665j1KhRRCKRY24ppShlVCQVgLFjx/LGG2+wceNGfv/9d2rXrs2oUaOoW7fuQWtO/87IkSP3c1I1TaNSpUq0bdv2sKVVPXr04JNPPiEuLg6Ap556ioEDBxbVoaanp9OhQwdWrlx5/BM8BlQLGoXiBGH37t24Nb+zQP/7bnoZ41npOKiufEe115sOUoe96xNx5YAWkWgWmFEQiAkSWLWF+++//7jq+xQnPjExMbRv354ff/zx8CeGnAVqYfuZojY0tkSakX1OqygQXylMHTdN5/dQGDSd2HG/O4eTorF9Hmz3gXuyhc7iTz/9VGLz/CdCCLp3786sWbN4//33lYOqKBZ//0xmWDuLxMMKU2GFrkN+/r6NmvzitVcqaURh2xmXgebzItxuNK/HOS40EBpGSjKiUpJzgbSdZ/XvzramFUWIi+rQS4iuXbuSlZXFX3/9VWJjKhQlzeuvv86QIUPo0aMHmZmZRXWn8fHxjBo16ojXd+3aleuvv54bbriBG264geuuu47u3buTkJBQ1BniYEyfPp1QaJ/g2nPPPVek7AtgmiarV68+9okdJ8pJVShOAEKhEDk5Objd0U4tqm2DWXJf5EeDNx1nZ1KA7XKUfb3pIAXk1JVknqShmRCKg1B+GkiOmN6p+G9w2mmnsXDhwiOep0X50fz+gtRefZ/oCjhpg5blRFujfPs2a4RwFuwFKfB6i8asH3UGeq7TokYLH9ij9ZRTTiEpKanE5qdQlBSnnnpq0c8tPB33vaE7KrnSNJGBoOO0GgZTd44pcxvPdV29T3Hblo4YkmEgPB5HlVsTaD4v4UY1CFWLcxR+3W6E242MmEjbdl6W5fRa1TRwGUzP/bDEbCyMIuXlHZtasKL0EWXwqui88sorvP322wwbNmw/zY42bdqwbNmyI15ft25ddu8+sNtDenp6UWuZgyH/UTL2z9/LG+WkKhQnAOnpTp9HF26IRMqvHx4URVCRELXTQg/LAjElgXePY1dODYErD5J3VAIh1C62AnB6wW3ZsoVdu3Yd+qRwGNxutIT4fdEj2PezrqH5/WjRUYjCFEeP2/lvxHSiNC4DkZlDwxHbnLY0hsb0+Y8ecKvc3FxycnKK1YdOoShL2rdvzznnnIOGTjJVHUdQE46DatsFmzcF9dpG+YgmyYMIHMn8fDBNhNuFMFzQqC6hBBe2W3MirD6v48i6C1JvC1W63S6E1+OodZcgWVlZAEXpjApFRWTjxo37bUwV4vF4irXBcijnMjc3F6/3yK3XKiqqJlWhOAEo3CFzu6IgKhqCIabufqPM7Wh630j8AqQBmgU5NXW8eyWeDNDCAqnj/ByBuA0hwjEuhNtVtFBQ/Lc555xz8Pl8vPXWWzz88MMHPUeGI8jsXOdnyyqK1AjdWRRrXg+yajK2343UNYxUA/Ly2HDHydR+4k/0KilIrws7MQph2oigiTAPjKICzJo1i3A4TI8ePUptzgrFsSCE4K233qJegwakmhuo6Wq4b6OmYEEqPB5IjIfsnPKxUfvbZqmu7aszBbBttEpJyIhFzLI0cBnYloXMzds3D9MsSNcv3IAq+TIWw3CWuVu3bqVx48YlOraihFA1qdStW5fFixcfIKA0derUwyrNDxkyBHD+XgwfPny/vtuWZfHHH38cdhNWCHFAn/qK1LdeOakKxQnAb7/9hkDgI9pJ7yqnPyJGwEnv1SOOqi82BJIEnkwJmsD0Oeq/mimxPBpmZgYyFKZRo0blYq+iYpGcnMyNN97IqFGjuO6666hTp84B58hIZL++qJrbjV3QO1GLjkJ4PEhNQ2oaek4QTJO8tvWo9cgctMYnOzWpUjpRJiHAo4Nx8KShv/76i5iYGOrXr1+a01Yojom6detSr04d8rfk7RMM03UEONFUTSANHRFT9vX+3bRewL4Mh0J1XjRRVCtu1kwmu56fxJ+3OA6pcNLxpW3vU6a3paNUr2ng9yG9JStu1LZtW1q3bs0zzzzDueeeW6JjKxQlxT333MPAgQMJBoNIKZk3bx6ffPIJzzzzDO+8884hr1u0aBHgRFKXLVuG2+0ues/tdtOyZUuGDh16yOullNx44414CjIYgsEgt99+O1FRUQD71auWB8pJVSgqOFJKXn/9dVI8dfC4op0v9LySUT88WoQNQoKtOz97MyWWGyy3QJighQHpOLLSJcjJ2gpw3D0nFf8eHn/8caZNm0bPnj357bffiI2NLXrvvOgbnPS/gtYzReIrOFEjUZDWKwJhiHI7LWYA38zl4PEiAiEwdIRpo2fkI906dpQHqR98U2fNmjXUrl27Qu0cKxR/p1WrVkzeMIXqojYxVIaCOk4AGQzBrt2OMm5ZI7T9RJMKHVBhuJz6UluS3iKKvS0sIv7aVJqXCTt377cBBQVtpaTttJ4RAlnCrXSEEPTr14/bbruN3NxcJeBXARHSeZXm+BWdvn37Ypom9957L/n5+fTu3Zvq1avz8ssvc/XVVx/yulmzZhVd//LLL+/3fVocbrjhhv1+79OnzwHnlIbyfXFRTqpCUcGZM2cOy5cvp02Vyx0H1TRLVP2wuJxyx0g0C4ygRFhO25lwrIY7R6KFbUyfQGqCSDQgBPrOfNamz6RNmzaHLdxX/LdITk5mypQpnHHGGQwfPnw/5ULhckHBGlUGQ07UtKDFBQBRfmS0D6kLjB17IRBEBoJo0VFOZCYvD9xuJyLj1rF9HjIbRTPvgyEH2LF06VLGjx/P//73v9KftEJxjIwZM4ZZs2axJWMdTaxkoKD1jNfjCCdFzIPWhpY2RRHUwtRdTXME/cCxybIIJsKm/kOp+8pLJC/SnZpUtwsZCCILVLsddKeePDcPLRAscVu1ghRkXwn0X1UoSotbb72VW2+9lT179mDbNikpKQBs376d6tWrH/ba999/f7/fs7OzmTlzJo0aNTpsJts/r6toKOEkhaKCs3TpUoQQJLkL/kgZBqIcds6jdtl4smy0COhhiR4GV64kHCMIVNLIq+bUpGommOEAS+e8TlwgzJtvvlnmtioqNk2aNOHuu+/mrbfeIi0tDYDuCbc4qb62jQyG9il+Suko+oZCSI8by+/G9roclWshEN4CoZXCNHghnPo408b2GeihAxfw06ZNo3379jRs2PCwqVAKRXlTqVIlLr/8cnb4d2DKiOMU6nrRJk5hantZcq67txMRLVDdluGw88yaptPLteC5rTIvRMPHR+LO1LC9uvOsxsUiovz7+qoWOrmugj6ppZBeuHXrVhISEvZTTVVUIGQZvE4gkpOTSUlJYefOnQwaNIgGDRoc8Zorr7ySV199FYBAIECbNm248sorad68OV9++WVpm1xqKCdVoajgJCcnI6XExHIW5ppWLu0GjKCNkW8jLOcvvm2AsCVa2PndCEB+Vcipb7N73g9o4Rxmz55Nq1atytxWRcVn0KBBaJrGyy+/DIAMBJDhCHZBJKVI/ROcBXFB1EUaAmFLp3bN5wO/z3kufN59NXFSYvvdRGJdRG3fPzKzaNEiLr74Yjp37swvv/xy2EbnCkVFYNiwYci8fHZam8DtQrgMREIcVEpEVEkpe42CwpTdgnZQdsTEDocL2tCEnc0jw8Czdhf+XRC1A1wb05CRCHJvhiOq5PPuS/vVdURha6lSiApPmTJF1aMqKiSZmZlce+21VKpUiWrVqjF69Ghs22b48OHUq1ePuXPn8t577x1xnF9++YUOHToA8NVXXyGlJDMzk9GjR/Pkk0+W9jRKDeWkKhQVnEqVKgEQNiJIl1G0WC9L2twyAsslCCboBJJ0Akkapk9geQR6GLwZNoEUiFsv8c/LJH3hr9xzzz2qP6rikCQmJtK/f39effVV9u7dixYXi+bzOq0ofF6nHYXb7aQ2ut3OgnZbKq4129E37ECkZzntmAzDcVK9HsdJtWyImIigiW9TZtGmCoBt29x44400adKEL774QtWnKU4Iqlevvl+LCRmOQChMuHKMk2JbxpHUwv7FQtfRfF40l+GIOBV8NwmXy3Fed+2hyqSNVP5qLTI7x0nptSUyYhaJPRVGVKW0IRxxnNwSZO/evSxcuJDu3buX6LiKEuY/GkV98MEH+eWXX7jhhhtITExk8ODBXHjhhcyePZupU6fy559/cs011xxxnKysLBITEwEnU+jyyy/H7/dzwQUXsHbt2tKeRqmhnFSFooKzbds2AHTNDS4d6XEf4YqSJxItCCYUOqZOSq+wnJfUwZVn49kDRkCyafMUKicmqTRKxREZOnQopmnSpmpnx9nU9YJeiW7E33u7CeHUslmWk04YMZ0aONN0HNVQyFmsa06qL4CQEjSNGb89VDTMl19+ydKlS3nllVeK1AwVioqOpmlUqlSJQDgLmRcoSol378xG7k5nWsah1T9LjYJ0X0e1V0MYrv1b0EiJcBmEG1Qhs0t9Z+PJ7XZ6vUb5kXExjvDS37Ik0HWmZR05anQ0/Pbbb0gp6dKlS4mOq1CUBN9++y3vv/8+L774IpMnT0ZKycknn8zMmTPp1KlTscepWbMmv//+O3l5eUybNq0ocyAjI+OE7pOqnFSFooLz9ddfExtVHY/XUW0TkYP3fCwtmt43ElmQTSak0wPVyJcYQYnUICo1ghSQc2qI0fd0Im/2Yh577DEVpVIckcqVK3PnnXeyObyS/KydBU6niQyFHedT35cOiKYh3O6CujcLgiEwnf/KpDhwOzWq2I5zKnWxXxpkWloaAwcOpGfPnpx11lnlNGOF4ugRQtCtWzd2iW1I2/n7L9wu2JPhPA9lja7vi4DasqB+POLY5fU46bzxcc5xl0ZqF5vdFzRwHFRdx6xZCTumYJOoMOXXsvc97yVIYQuN+Pj4Eh9boTheduzYUdT9oF69eni9Xm655ZajHud///sf1157LTVq1KBatWp07twZcNKAmzdvXpImlynKSVUoKji7d+/G5ymom7OsMq8/kobjmMqCPqhGUCJsie0SeDMsgkkGwUSd79teRs+ePTn11FO5+eaby9RGxYnLAw88gEv38ldg7j61z4LWFkXtaDSxTzlUd/oxSmk7KYKWjcjMhexcCAQd59a2kYaBGesshPPy8rjiiiuQUvL222+XwywViuPjzjvvJF/mkCZ2OtFKTYPEeEfZuhTJzc1lw4YNLFq0iJ9++olffvkFCfvaz+j6vlZR0iZyUjVESjIyMRYtOgrP+j1gC/a0sfdFWQE9PXefeJLb7Tzfll3i9m/duhWv16uUfSswhS1oSvNVUbFtG5drn/6CrutFPUqPhgEDBvD777/z3nvvMXv27CJF63r16p3QNamqBY1CUcGpV68ec7duQpg20qXvW8CXEa5ciESD6YNIDGhhgR4RCEtiuTVMryAtZiddu3YlISGBadOmYZRH3z7FCUlsbCwfjX+Pq666ir2hHSSK6ghNc0qJdM3plyo0pK7v68cIzoLW7XIWt6GQc9zlcq5xGQgpce3JIxAIcNFFF7Fo0SK+//57KleuXJ7TVSiOibZt29KxY0eW/7mBqv5myJxcBJTKpuXWrVv5+uuv+frrr/n555+x/qGDEGek0MBoiV/E4MWP0A00XUfExmAaGlmtKjPns7vpdMHzuDPDxK/Q0cI4GRKWhbZ0LbZl7/88S+moe5cwP/zwA23btsXtLvsyGYXiSEgpufHGG4vKT4LBILfffvsBjurEiROPOFabNm1o06bNfscuuOCCkjO2HFArSYWiglOvXj2szz6H2jhpjFoZi2TYjnKv1B2H1fI6tagA+SkaGduWs/XjsTRr2Ijp06cX9fZSKIrLZZddBkBADzi9UovSdgsWsJoAWdheRi9Y2BakORZGZwr/a0swLYRlYwXzueyyy/j999+ZNm0a7dq1K9uJKRQlyHnnncdvvz/hbOAIUVDHfXwJcdu2bWPKlCmsWrWK6OhoZs6cydy5c3G5XHTt2pXRo0fTsGFD4uLiiI+PZ9OmTQwdOpQFS2YAEGUk0EBvSYpdAy0rGy1Yiegt+QC4syIYW3ZTJS+MCIT3T03WNWczynayJWQkwvTcD49rLv9k48aNTJs2jTFjyl4NX3EUlLbAUQWOpN5www37/d6nT59iXztkyBCeeOIJoqKiGDLkwF7gf2fEiBHHZF95o5xUhaKCU7lyZaxAHra0wPCAXraRVM10BJEst8BygytPooedlN/Mkyx2fPgl3c8+hy+++AK/31+mtin+HXz++ecA6ImJCNNwFrO2jXB7i1IAhctV0BvSvc9ZLRRPKhQTK3RsNY2IMFm09xsCP6fxzTff0LFjx/KankJRIrjdbsep0zSn9jMSYerWo3fApJSsXLmSjz76iNGjRxMMBmnSpAmZmZmcfvrpfPzxx1xwwQXExcUdcG2DBg1YsGAB8+fPZ9euXbz66qvMmDGDOJFMm6jzcKVlIT1uOvV4Hv+W3cjcPChoS1OUzi9EkciSEKJUFOvz8/MZOnQocXFxXHfddSU+vkJRErz//vvHfO2iRYuIFGQfLFq06JDnibJuUVWCKCdVoajg/Pnnn7hrVELoLmxN4/t5w8vs3qffMAJ/ro0rx8L2aNg6eDIiSE2QV93Dc1Wqc3VuFs8995xyUBXHzMaNGwFIyPIi/Y5TKi0LQmGEYTg/B0NOSmDBMbAch9QwHAElAEPHjo0izdzCX+sn4/ZKpk+dXtQ/TqE4kVm3bh1+bxLC73MiqKGjb9diWRYdO3Zkzpw5REdHM3To0CJnrrjouk7btm0BuOiii+jatSuzZs1ir9xFyl4fmCbeTVuhcgpBmc/Pez6jfotLqJ/ld8STCmtq7ZKvQQWnHcdZZ53F+vXref/999V3UwWntOtGK3JN6vEwa9asg/78b0I5qQpFBWfWrFnExp2MCEX+rjtRJggbNFNieTX0oI0mwPLoSA1eG9yJ8847j3PPPfeEVo9TlD+33HILw4YNY3dgE7VikkFoyGAI3ALcLoRpOmItQtsXjcFxZIUQkBhPZsZGMsK72LZ7BXn5aXTp0oX33nuPOnXqlNu8FIqS4ocffuDHH39E0w2nBtuyIT72qMf58ccfmTNnDu+99x7XXHNNibSn+OKLL7jmmmv4+eef8WjRxFoxAET27mZReBbYNjlb/gK9jbPRZNtOJFXXnQGkLNFoz7vvvsvq1atZsGCB+m5S/OfYtm0bQgiqV69e3qYcN8pJVSgqMJs3b2b9+vXUO/ss7KzSVXEEWL58Oe+++y5PPfUUfr8fb7qJkCA10CI2tlvDdglCgWxO73gWpzVvyaefflrqdin+3RTWMe/2Z1AzGHJ6Kno9oAlkKIRphdmRt4pUezMgybUzcQkvsZ5K5JtZ5OzaUzRWcpXmTJo8nq5du57QaU4Kxd+5+uqrybbglKTzIWyBy4B/tCOzbZvRo0ezYMECtm3bxtq1a6lTpw6nnHIKqampZGRksGTJEtq1a8cNN9xQpAB6vCQmJjJp0iQ6dOjA4oU/0N7TkxwznZXBP8m1MwBw+WMhhCOE5iqoK7csR2chEnGiqyVAMBjklVde4corr1QO6onCf7gmtaSwbZsnn3ySl156idzcXABiYmK4++67GTZsWIk962WNclIVigrMxx9/jKa7qJOajJVkoOccfXrX0fDee+8xatQo5s+fz6ZdLmKiqpFUozlGGLSQhbAlEQIsyfic5OhYvvvuOxISEkrVJsV/h93561nt8VHHaorh8rE+bgs7jA2EN25FmhF6XnghsbGxNGrUiL1797Jw4UKSklpSq1YtsrOzeeONN/aT81co/i2Ew2FEtIvMFEmclYSxJ4up614AnBrT6dOn88orrzB16lTat29P1apVadeuHevXr2fmzJnUqFGDqlWr0qRJEx566KESX7R6vV6ee+45zj77bHJ9IRbk/krLUxqTmNiambN+IbNmhHCejTvk1JMLXYcov9PnOBJhWvax1+b9nZEjR7J9+3aGDRtWIuOVBYsWLWLu3Llce+21xMYefXRcoRg2bBjvvvsuzz77LO3bt0dKyW+//cajjz5KMBjkqaeeKm8TjwnlpCoUFRTbtnnnnXdIqtESFx4sG6YveqxU79mqVSsAZs+eTVRUFNvy8vBvqILhi0Zze4k2EtixfR5RHjfvfPwxiYmJpWqP4r9DdnY2AwYMYMKECWz1bsW918IORLjgggs4/aZbueaaa6hVq1Z5m6lQlAvffvstL7zwAt988zGpDZrSMK49CxcuxOVy8fDDDzNp0iS8Xi/vvfceN954Y7nYWL9+fTweD/MzJiOFzbhx47jkkkuwrTB5vy9gW0oU9eVJYFnYgQDk5DgXFqb9lgAfffQRvXv3pnHjxiU2ZmnTt29flixZwhdffMGkSZOIjo4ub5PKFFWTevx8+OGHvPPOO1x00UVFx1q2bEn16tUZMGDACeuknpjxX4XiP8CPP/7Ixo0bqWs0BZeOKIVG5/+kT58+TJo0Cd3jJyEhgY8//phzOp9OlzOa0rRWHFl7FnPngP5s2LCBnj17lro9iv8OMTExjB07ljVr1tCr2/lc0edSFi9ezJdffsl9992nHFTFf5oOHTowefJkvvzyS6Jy9rBgyVu0bt2aFi1a8Ntvv/Hll1+Sn59fbg4qQO3atVm5ciVXXHk5d999N7fccgtr1qwpej89vM1R53a7kLZE2nJfVLUEmD9/Pn/99VdRS6sThf79+wMwc+ZMqlSpwtChQ8vZIsWJxt69e2nUqNEBxwuzjk5UhJTyiHsM2dnZxMXFkZWVpVIRFIoy4uqrr2by7z9wVvJA0HW0vBDTVpTNbliLi+5l2Tcv8PHHH9O7d+8yuadCoVAojkxOTg4bNmzAsixycnJo2rQpycnJ5W3WATz66KPMnj2bCy+8kMGDBwOQcvKZNI7piGf5FgCE22kfdbzpvpZl0bJlS3RddxTxC8Y9ETBNk7POOos//viDXr168fnnn7NmzRpOOumkI157Iq/PC21v0fdpdPfxC3gdCiscZOn7D56Q/0bFpW3btrRt25bRo0fvd3zQoEH8+eefzJ07t5wsOz5Uuq9CUQHJyclh0qRJ1Ipui2baWJ6yrbPLq+YkWSxbtgzbtk/YonuFQqH4txETE0PLli3L24wj8vmpsOLRHwgGg+Tn57N48WJ+/PFHdml7qe49DT0CMmI6raSOk7lz57JixQp+/vnnE8pBBTAMg6+++oo2bdqwYsUKACZNmqQiqopi8/zzz3PBBRfwww8/0K5dO4QQzJkzh61bt/Ldd9+Vt3nHjFp5KhQVkK+++opgMEiVpOZY0R6kq2wfVXdiCklnnsOzzz7LF198Uab3VigUCsWJz4qLHwUcUaUHH3yQCRMm8Ntvv7Fu3Tq2h9cgdB3hdhX0PT4+vv32W1JSUmjfvv1xj1UeVK1alW+++YatW7cCcM8999CkSROmTJlSzpaVAbIMXsfAmDFjqFu3Ll6vl9atW/Prr78e8tzZs2fTvn17kpKS8Pl8NGrUiJEjRx7bjY+BTp06sWbNGi699FIyMzPZu3cvl112GatXrz6h+4SrSKpCUcH4+eefeemll4hpVhMjqSqWS0NYssxSfQGEEMSc0pr0OT9QjIoAhUKhUCiOSKNGjejevTtzpi2ktqeZc1A//k3YxYsXc9ppp6GXoAhTWdOqVSueeuop7rzzTgBWrVpFz549ycjIID4+vnyN+4/x2Wef8b///Y8xY8bQvn173nzzTc4//3xWrlx5UH2EqKgo7rjjDlq0aEFUVBSzZ8+mX79+REVFcdttt5WJzdWqVTthBZIOhYqkKhQVjEcffZSlS5dSqXo3R5XOBqOUW8/8nVa3j8S9y2TnxI85+eSTufDCC8vs3gqFQqH4d9OxY0cyrTTyPWFEXAzT9rx1TOPk5eWxc+dOli1bxowZM/4Vjly/fv2oX7/+fsfGjx+PZVnYts2HH37I6NGjSUtLKycLS55Cdd/SfB0tI0aM4Oabb+aWW26hcePGjBo1ipo1a/L6668f9PxTTz2Va665hqZNm1KnTh369OnDeeedd9joa0kTDAaZN28eU6ZMYfLkyfu9TlRUJFWhqGDExsYSW7MJNbSG5NbQMQISM6rsdof9qRHWr5uKuWcnH3/zO1FRUWV2b4VCoVD8u+nbty/vv/8+81ZP5OT49qSnp5OUlLTfOaZp8vLLL/P222/z0Ucfcfrppxe9t2DBAp599lm+/PLLokyf6tWrc8stt5TpPEoDt9tNly5dSExMZM6cOVxwwQUMHDiQxx57jPj4+CK15I0bN5ZpOum/gezs7P1+93g8eDyeA84Lh8MsWLCA+++/f7/j5557LnPmzCnWvRYtWsScOXN48sknj93go2DatGlcf/317Nmz54D3hBBYllUmdpQ0KpKqUFQwkpKSsH3paJZE2GC7BOGY0n1Ubdtmw4YN1Kt/Lgt+eJ6dK3/iySefpE2bNqV6X4VCoVD8t0hOTmbmzJmc2el0lu39npSUFOrUqcNVV13FuHHj2Lp1Kz179mTo0KGsXr2ad955h/T0dKSUjBgxgtNOO41FixYxatQoJk+ezA8//MCqVavo3LlzeU+tRMjJycHj8WAYBtOnT2fevHnceuuttG/fnvHjxwP7epr/KyijmtSaNWsSFxdX9HrmmWcOas6ePXuwLIvKlSvvd7xy5crs3LnzsFOpUaMGHo+HNm3aMHDgwDLbOLnjjjvo1asXqamp2La93+tEdVBBRVIVigrHGWecwfsffkCwbhBwmnr7dpslMvbUqVO57777qFSpEvHx8ezatYtt27axY8cOIpEImubCf1YzZj32BZ06dSqReyoUCoVC8XeqVKnCzJkzSU1NZdq0aaxatYpZs2Zx3XXXARAXF8enn37K+PHjGTt2LBMmTKB169bMnDmT++67j6eeeuqErj89GLZtM27cOKZPn07fvn2Ljp922mm0bt2a1atX0/mJ/ui6zjnnnFOOlp6YbN26db8WNAeLov4dIfZXnZZSHnDsn/z666/k5uYyd+5c7r//fho0aMA111xz7EYXk7S0NIYMGXKAY32io5xUhaKC0a5dO7AlO13bqBFsSGY9nUhUybSgycnJYdmyZXTq1Inc3Fzq1atHx44dqV69OrVq1aJz587ExMSUyL0UCoVCoTgcVatW3c8h27p1KzNmzKBDhw6cdNJJXHXVVaSlpfHYY48xefJkPv/8c6644opytLj0+Pzzz7nhhhvo1q3bAe1n+vTpwyeffALAzTffTNWqVcvDxFJBSIkoRYHGwrFjY2OL1Sc1OTkZXdcPiJqmpaUd0QmsW7cuAM2bN2fXrl08+uijZeKkXnHFFfz0008H1DOf6CgnVaGoYDz//PMkJCRgt65O3i4dIwDy+NvIAU4qCsALL7zAaaedVjKDKhQKhUJRAtSsWZObbrppv2MpKSm89tprvPbaa+VkVdlQGBn+448/eOqpp3jppZfwer1IKfniiy+45ZZbuP7662ndunU5W/rvxu1207p1a2bMmMGll15adHzGjBlcfPHFxR5HSkkoFCoNEw/g1VdfpVevXvz66680b94cl2v/wEahYvSJhnJSFYoKRF5eHuPHj6fRgDMhGIc/zSLtVJ01Dw0pkfF///13XC4Xp556aomMp1AoFAqF4tjZsWMHubm5XHHFFaxbt44PP/yQZ555hmrVqjFs2DAmTZpEJBKhc+fOJ3TPyxOJIUOGcN1119GmTRvatWvHW2+9xZYtW7j99tsBeOCBB9i+fTsfffQRAK+99hq1atWiUaNGgNM39cUXX2TQoEFlYu/48eOZPn06Pp+Pn376ab+0ZCGEclIVCsXxs3z5cmzbJpx+GtXWR9jexcD028c01meffcYvv/zC5ZdfTseOHdm+fTsbN24kEomwatUqmjdvXsLWKxQKhUJRMowdO5ZHH32URo0acckll3D++eezYsUKfvrpJ/Lz80lISOChhx7CME7cpez777/PTTfdhK7rbNq0iT///JO7776bsWPH8ssvv3DTTTdx6623ctFFF9G7d+/yNrd0+Ju4UamNf5RcddVVpKen8/jjj5OamkqzZs347rvvqF27NgCpqals2bKl6HzbtnnggQfYuHEjhmFQv359nn32Wfr161dSszgsDz30EI8//jj3338/mvbv0cQ9cZ9sheJfyJIlS0AIKuUks/U6k6Y1trLl83pHPc6KFSu4+uqrqVSpEmPGjEEIgZQSTdPo378/J598cilYr1AoFApFyfD777+zYcMGateuze23345tOxu2lStXxu12s3XrVi677DJatGhRzpYeG9u3b+emm26iS5cuzJo1i5o1awJw1llnsWnTJu677z569eqFYRi88847RxTtUZQsAwYMYMCAAQd974MPPtjv90GDBpVZ1PRghMNhrrrqqn+VgwrKSVUoKhRLliwhqlYCuQ18nFRtM6t/rke4VfioxymsR/jkk09wu93MmzePpk2b0rRp06IvQoVCoVAoKiq9evXi9ddf5/LLL+fjjz/m119/pUWLFjRs2JDVq1fTuHFjsrKyytvMYyI3N5devXrh8XiYMGECEyZMYNGiRWzdupVVq1YB0L9/f6pVq8ann35KpUqVytni0kNI51Wa4//bueGGG/jss8948MEHy9uUEkU5qQpFBWL+/PkEMyLs+ewFOoQvZeuZ21lz7YtHPU7dunXx+/0MGjQIl8tFamoqK1euJDk5uRSsVigUCoWiZOnSpQv9+vXjgQce4LbbbuPKK68sem/58uUARCKR8jLvuHj88cdZvHgxP/74I8nJyQwYMIDZs2dz9tlnM2DAAG655RbmzJlDnz598Pl85W2uooJjWRbPP/8806dPp0WLFgcIJ40YMaKcLDs+lJOqUFQQAoEAfy6Yj7Rs0oMhxowZQxXvlXDt0Y/lcrn48ccf6datG7m5uQB89NFHDBlSMgJMCoVCoVCUNn369OHNN9/kjz/+4KyzzgJgw4YN3HrrrZxzzjl07NixnC08el577TVeeuklHn/8cdq3bw84JTo9e/akXbt2PPfcc7jdbpo2bVrOlpYRFbAm9URj2bJlRYKYhRs4hZzIaeLKSVUoKgiLFi1CWk7NTWxsLHv27MFIaHhMY0UiESZOnEhubi6nnHIKV1999QGy/gqFQqFQVGTatm1LixYtuPXWW5k1axbr1q2ja9euRCIRzjvvvBNKNGnt2rX873//47vvvmPw4MHcf//9gNPapFevXtSpU4dJkybhdrvL2VLFicasWbPK24RS4cR5uhWKfzn169fnsssuY/HixbjdbpKSkvjrocePaayxY8fy4osv8uKLLzJkyJATeidNoVAoFP9NXC4Xn332GW3atKFq1aoAtGrVim7dup0QardSSpYvX87rr7/OW2+9RY0aNZg4cSKXXnoptm3z/fffc9555wHw6aefEhcXV84Wlz2qJlVxKJSTqlBUEFasWMHPP/9Mhw4dmDdvHtHtYo95rMWLF9OoUSPuvvvuErRQoVAoFIqypVGjRixevJglS5YU9RONiooqb7OOyNKlS+nduzcrVqwgKSmJZ599lgEDBuD3+1m1ahWXXHIJa9asKTo/FAqVo7UKRcVDOakKRQXh22+/RUpJWloaqampnNep8VGPsXnzZnJzc5k9e/Z/p55FoVAoFP9qGjRoQIMGDcrbjGIhpeStt97irrvuolGjRkyfPp2OHTvi9XqLznn88ccJhUL8+uuvtG/f/r+d7aRqUhWH4N/VUEehOIH5448/6NatG7/99huhUIia7aoX+9qdO3fSu3dv6tSpQ7NmzVi0aBG33nprKVqrUCgUCoXinwwfPpzbb7+dvn37MnfuXM4999z9HNRFixYxYcIE7rnnHs4666z/toOqUBwGFUlVKCoAW7ZsYcGCBYROc+T0b1t8G79tbgBtjnytlJIePXqwdetW3nrrLZo1a0Z0dDTNmzcvZasVCoVCoVAUMmPGDJ588kmefvppHnjggQPez8jIoH///jRu3JjbbrutHCyseKiaVMWhUE6qQlHOzJ8/n549e1KlShUqdz6Z6/64BdAxd/iLdf28efNYtGgRY8eOpU+fPqVrrEKhUCgUioOybt06AD788EOmTJnCRRddxBVXXIHL5eLjjz/m+eefJxwOM3369AN6WSoUiv1RTqpCUY4URkF3795NbN14fn9jJR1vqcfSze3YUMyepikpKdStW5d+/fqRlpZGjx49OOmkk9B1vZStVygUCoVCUUjfvn0JBAJs3bqV7du3M3z48KJWMy6Xi379+jFs2DCqVKlSzpZWIFRNquIQCCnlEf/3ZWdnExcXR1ZWFrGxx644qlAoDmTOnDm8/vrrjBs3DqEJJn09iZ49ex7VGLm5uQwdOpQ333wTcEQm1q5dWxrmKhQKhUKhKAY7d+5k+fLlhMNhmjdvTs2aNUt0/BN5fV5oe+srn0J3e498wTFihYMsmDDshPw3+q+jhJMUinKmatWqfPHFFzRp0oRz3rqID5Km0uTrR49qjOjoaN544w127txJw4YN1S6tQqFQKBTlTJUqVTjnnHPo0aNHiTuo/yYK61JL46U4cVFOqkJRzjz99NNILzR+5XQqNavEghV1WXnJo0c1Rk5ODk8//TRt2rRh9erV3HPPPaVjrEKh+M+ybds20tPTy9sMhUKhUPwHUE6qQlHOfP3119Tt2YioaA1bCjbdenQOppSSPn368MQTT3DuueeycOFCLrroolKyVqFQ/Bf5+OOPqVmzJpUrV6Z9+/b07t2blStXlrdZCoXiREfK0n8pTkiUcJJCUc7ExcWhSwuXZpEWjD7q67/44gsmT57Ml19+yWWXXVYKFioUiv863377LQB16tRhzpw5zJkzh7Zt29KkSZNytkyhUCgU/0ZUJFWhKGcqV65MOCOfkGWQmlP8ov4ZM2Zw7rnnctVVV3HppZcqB1WhUJQa9erVA2DDhg34/X7atWvHTTfdVM5WKRQKheLfinJSFYpypn79+mz/YztPVnmYNpW3FuuaKVOmcP7555Odnc3bb7/Nxx9/XMpWKhSK/zJPPPEEwWAQy7LIy8tjzpw5xMTElLdZCoXiBKc0RZOUeNKJjUr3VSjKmRdeeIGvvvqKLrd1YcP0DcW6Zs2aNdi2zbfffktSUtIx33vBggW8+eabZGVl0apVK8aPH084HObuu+/mpptuQtPUPpZCoQAhBB6Pp7zNUCgUCsV/BOWkKhTlTDAYJDc3l2d6PlPsa6655hruueceHnnkEUaOHInL5Trq+/bs2ZMpU6YU/T5hwoSin2+99VaaNWvGGWeccdTjKhQKhUKhUBQLWfAqzfEVJyQqTKJQlDM1atTgnHPOYdhLw7jzzjtZtGjRQc8LBoNMnjyZbt26UbNmTWzb5rXXXuPCCy88pvtu2OBEbTVNK+qrKoTg5JNPZvjw4bRt2/bYJqRQKBQKhUKhUBwHKpKqUJQzuq7zzTff0LlzZ1555RVeeeUVGjZsyAsvvMCFF16IEIKMjAyaNm1KamoqANHR0WiaRnZ2Ns2bNz+m+y5atIipU6fStm1bYmNjWfP/9u4+Osr6zv//a24zmcnc5Z67kARThCD3oBQptip8a71lK3bZle5ZPLtubT229vS3bvdU7Z5uz55Wj3j2iHbr2sU9bdFS6VbpDVZwRdy4giByEwgCISGQ28lkksnMZOb6/YFzLREitzPMwPNxznVIJtdcc10XM8n1vl6fm337VFdXJ4/HczEPDwAA4LQsqRNLJreP/ESSCuQAl8ulv/zLvzS/b2xs1O233y6/368FCxZoyZIlamtrMwvaUCiknp4erVixQitXrtSvfvUrJZPJc3pNp9OpO+64Q5WVlXK73Zo+fToFKgAAAL/IpN0AACPKSURBVC45ilQgR3z9619Xd3f3sGkd+vr6tHnzZm3atEmS9OSTT+rWW2+VzWaT1WrVqlWrtGjRIt19992qqqrSt7/9bb388svatm2bwuHwJToSAACAs2BkYUFeokgFckgwGNTzzz+vrVu36r777pPb7TZ/tnz5cpWWluqdd95RIpGQJDkcDr366qsa9f8t09GjR/XEE09o6dKlmjVrlvx+v/bv33+pDgUAAAA4L/RJBXLQzJkz9W//9m968skn9dvf/lZr1qzRunXrtHr1akknitk5c+aovLxc7e3t6vnv/5bH41F/f7+5jYULF6q2tvZSHQIAAMCnyvRcpsyTmr8oUoEc5vV6tWzZMi1btkySFIlEtGfPHv3Xf/2Xdu/ercOHD6uoqEg/+MEP9JWvfEWRSEQDAwPy+XyqqamRxWK5xEcAAAAAnBuKVCCPFBUVac6cOZozZ86l3hUAAIALYxgnlkxuH3mJPqkAAAAAgJxBkgoAAAAg6+iTipGQpAIAAAAAcgZJKgAAAIDsy/RcpiSpeYskFQAAAACQM0hSAQAAAGQdfVIxEpJUAAAAAEDOIEkFAAAAkH3Mk4oRkKQCVzjDMHTs2DGtW7dOK1as0Lx581ReXq65c+equbn5Uu8eAAAArjAkqcAVwDAMHThwQO3t7ert7dXzzz+vtWvXfupzOjo61NzcrKqqqiztJQAAAECRClzWtm/frh//+Mf64x//qI6Ojk9dNxgMasaMGZo/f76mTJmihQsXqqKiIkt7CgD5qb29XX6/XwUFBZd6Vy6plpYWbdmyRfPnz9eYMWMu9e4gTzBwEkZCkQpcRg4ePKjXXntNmzZtUkNDg1paWlRXV6c777xTo0eP1uOPPy5JevXVV3X99dfL7/df4j0GcDptbW3auXOnGhsbdejQIR07dkwdHR3q7e1Vf3+/7Ha73G63fD6fiouLNXnyZN11112qr6+/1Lt+SWzZskVut1vTp0/P+GvFYjG9//77eu2117R27Vrt2bNHklRbW6s5c+bo5ptv1s0333zWrVASiYT27Nmjd955R21tbUokEgqFQtq/f788Ho+uvvpq3XrrrZo7d64cDsc5769hGBoYGNDAwIC8Xq9cLtcpPzc+7rdntZ7aCywWi6mrq0uhUEjxeFxDQ0Pm8/r7+xUOhxWJRLRq1Spt3rxZDodDL730ku68885z3lcASLMYxpl7FIfDYfn9fvX29srn82VjvwCcpVAopKefflpr1qzR7t275XQ6NWvWLMXjcbW3t0uSjhw5Muw5O3fu1JQpUy7F7gI4SVdXl9599101NTXJYrEoEoloy5Yt+u1vfytJcjqdqqqq0pgxY1RWVqZAICC3261kMmkWCB0dHdq8ebMMw9DSpUs1Z84czZkzRyUlJfL5fBo1atSIxY1hGAqFQgoEArJYLNk89BElk0kdPnxYzc3NZmFls9kUDofV29urUCikRCKhgoICDQwMaNOmTVq3bp0kadGiRVq4cKHGjBmjoqIiORwOhUIhRaNRud1uFRYWymazKZlMqqenRzabTT6fT7W1tXK5XOrs7FQikZAk9ff3q7OzUxaLRcXFxTp+/Lh+97vf6Xe/+51isZgCgYDuuOMOffGLX1R/f7927typd955R++++64Mw1Btba3mzZunoqIi2Ww2WSwWDQ0NmcfR09Oj7u5uHTx4UPF4XDabTRUVFXI4HPL5fKqrq1MkEtGOHTt0/Phxud1ulZeXK5FIyOPxaPr06aqtrdW4ceNUVlYmj8ejwsJCxeNxRSIR7dq1S//zP/+jzZs3q6+vzzy/Ho9HPp9PHo9Hvb296uzsNItUj8ejQCAgn88ni8Wi1tZW9fb2ntX/W1FRkVauXKm1a9dq/fr1mjFjhiZOnCifz6dYLKZ4PK5UKiXDMJRIJBSNRpVMJiWdeB+mUiklk0nZbDbZ7XY5HA4VFhbK4/Fo8uTJWrp0qaqrqy/eG+0ykM/X5+l9n/f/vi+7w3XmJ5ynocSg3vn99/LyHF3pKFKBPHf//ffrueee0z333KO7775bkydP1rRp05RIJDRu3DjdcsstuummmxQMBlVaWqqrr776im+WBmRSuvDr6OhQa2urDhw4oKamJnMJh8MKBALq6enRoUOHJMn8TLpcLtXV1enP//zPdccdd6i6ulo2m+2Mr9nd3a1//ud/1v/+7//qvffe08DAgPkzl8ul6dOnq76+XqNHj5bL5VIoFNKBAwf09ttv6/jx4yooKNDo0aMVDAYVCAQUCATk9/vl8XjkcrlksVgUCAT0ta99TYFA4KKdp48++khNTU06dOiQmpub9f7772vjxo0aHBwc8XlWq1UOh0OxWExOp1NTp07V1772Nbndbj311FPat2+furu7hz3HYrHoLC53PpXNZtPcuXO1ZMkSLVy4UNOnTz9t8d/d3a0333xTGzdu1Hvvvad4PG4WY1arVT6fT36/X8FgUMFgULW1tbrmmms0e/ZseTyeU7aXTCb13nvv6a233lJPT4/sdrtCoZB27Nihw4cPq7W11SysTxYMBjV37lx97nOfU01NjQoLCxUOh9XZ2am+vj719/fL7/ertLRUDodDyWRSfX196u3tVV9fn5LJpEaPHq2KigrzBonT6ZTdbjdvaKQLXq/Xq8LCQvM8r1u3Tq+88oqOHDmivr4+FRQUyOFwyG63y2q1ym63q7CwUHb7/zXos1qtslqtSqVSGhoaUjweVzQaVTgcVkNDgyTp29/+tsaNG6exY8ea/5aUlMjpdF7Q/22+yufrc4pUnAlFKpDjEomE1q9frw8//FBdXV2qr6/X3XffLZ/Pp127dmn58uXatm2b3nzzTX3uc59TQ0ODrrvuOknS5z//edXV1WnKlCm69tprNWfOnJxJS4Bc0Nraqn/913/VK6+8oo6ODpWUlGjSpEm67bbbVFNTI5vNpsHBQY0bN06TJk0ym0MahqENGzZo7969Onr0qPbt26fGxka1t7erp6fHLEqkEwVSVVWVrrrqKtXV1SkQCKi3t1dut1uzZ8/WnDlzVFtbe9E+m4lEQvv27VM4HFY4HNaePXu0bds27dq1Sx0dHYpGo/J6vaqpqdG1116rqVOnqr293UzNQqGQent71dvbq4GBAUWjUUkn+hx6vV79+7//u2655Zbz3r/jx4/r6aef1gsvvKC2tjZJJwrAMWPGqK6uTosXL9bUqVNVXV0tj8ejSCSiZDJpFnder9cshgzDOG0T1cHBQfX392toaMjsL5ouepLJpKxWq/x+v3lDoampSUNDQyotLR12w6CkpMRcp7CwUF6v97yPO1NSqZRZdA4MDKigoEBut1vFxcWXze/7F198UT/96U/V2tqqlpYWxWKxYT93u90KBoPy+/3y+XwKBoNmSwKr1apoNKqGhgbZbDZNnDhR06ZN09SpU1VbW6vKykq53W4VFBTk3fnK5+vz9L5/dnHmi9Qtf6BIzUcUqUCOmzp1qnbu3KnS0lIFAgEdOHBAY8eO1V//9V/r8ccfl9vt1j/90z/pm9/8pvkH9vDhw1qzZo3ZjHDPnj2Kx+O67rrr9MILL+jqq6++xEeFfDI4OKhjx47p0KFD2rx5swYGBlRbW2s2K5w+fboWLlxoXtynUik1NDSosbFRR44c0dDQkBwOh/x+v+bOnatdu3appaVFfX19GhgY0NDQkJLJpCwWi2w2mwoLC1VUVCS32y2n06ni4mItWrTIHIzFMAwlk0kNDQ0plUqZj6Ufj0ajCoVCCofD6uvrU0dHh5qamnTkyBGziOzv79fRo0d19OhR+f1+LV26VDU1Neru7tbGjRu1bdu2U5I3v9+vSZMmSTrxGWtra5PL5VJlZaXq6uo0ceJEjRo1ymy1UFZWplGjRqm6ujpvWy/E43H98Y9/VENDgzZt2qTNmzfrz/7sz/SrX/3qtOvv2LFDP/vZz8ymukNDQ4rFYmZC19XVpXA4LJfLpb/927/V4sWLNWnSJI0dO3ZYqgaMxDAMdXV16ciRI2ppaVF3d7d6enrU09Oj3t5ehcNh9fT0qKurS319feaNjFmzZslqtWrv3r3avn27wuHwsO1arVZ5PB4VFRXpmmuu0Y033qhRo0Zp3LhxmjFjRk6O4ZDP1+cUqTgT/iIAOaKrq0uNjY1qaWlRR0eHDMOQxWLRrl279I1vfENPP/20JOmjjz7Sd77zHXMQpEAgoPLycqVSKbNZ4Pjx4/Wd73zH3HY8HtfGjRv19a9/XZMmTdL111+vZ5999oodZCXXGYahpqYmNTY2KpFIyOFwqKKiQjNnzpTNZtMHH3yg1atXq7e31+ybNm3aNDkcDg0NDZkpWH9/v/r7+xWPx83+XTfccINisZgOHjyo48ePq6ury7yw6+vrM/vLtbW1qa2tTd3d3YrH4+a++Xw++Xw+tbS0yG63y+VyKRKJyO12a8aMGYpEIjp69Kg5mnR5ebmcTqcSiYR6enoUj8dlsVhUUVEhr9crt9sth8Mhm81mFpmDg4OKRCLmvkciEaVSKVVWVsowDHV3d5+2eeOnKS0tVVVVlSoqKsz+iosXL1Z9fb1uueWWUy5AY7GYjhw5IsMw5HK5tH//fjU0NGjv3r2yWq266aab9IUvfEE33HBD3qUv5+K5557Tgw8+aH4/YcIE/fCHPzS/T6VS2rRpk/70pz9py5Yt2rRpk0aPHq1rrrlGHo9HdrtdTqfTfN8UFxdr1KhRuuWWW1RcXHwpDgl5zmKxqLS0VKWlpZoxY8Z5bSOVSqm1tVWHDh1Se3u7otGo+fsyHA5r48aN+sEPfjCskE3fKHa73eZNMYfDIafTKYvFYt4wKygoUEFBgYqKioa95ysrK80bVxMnTlRhYeFFOR95L2WcWDK5feQlklTkrM7OTrPPzNKlS7Vhw4YR17VYLPJ6vYpGo0okEqqrq9Mvf/lLzZw585xeM5VKqbGxUWPHjs1qs66HH35YTz755Ig/f/HFFxUIBNTV1aWenh5FIhGtW7dOW7du1dVXX629e/dqyZIlZ5z7NBqNau3atXrkkUdUUlKiN954gwvFSyyRSKijo0OHDx/WgQMHtG3bNr366qvav3//Keum+3LF43F5PB7V19ert7dXjY2Nn/oadrvdHJHzkwoKChQMBuX1euX1es1iYtSoURo1apRKSkrMGyHjxo1TXV2d7Ha7EomEmXx9+OGH+v3vf6/t27ebfdxuvvlmzZkzZ9hIoqFQSHv37tWUKVNUVFR01ueou7tbb7zxhj744AMzWXW73Wb/tnSRmO7T5nK5zMFfvF6viouLL1o/yivNrl27hg2ydu+992rixInmgDtvvvmmPvroI5WXl2vevHm6/fbbtXz5clJRXBYGBgZ08OBBbd26VS0tLebNv/TvnXRLgXRaaxiGYrGY2dw8HA6rq6tLbW1tpwxAtXbtWi1ZsuSC9i+fr8/NJPXmxzOfpG54NC/P0ZWOIvUyFQqFFAwGJUnV1dWqra1VdXW1xo8fr1mzZulLX/qSJOmpp57Sf/7nf2ratGnmoBler1ddXV3asWOH7Ha7nnnmGblcLg0NDZkDaEgn0p5wOKzDhw+rvb1dEyZMUHV19UVLFYLBoEKh0Hk/f+zYsXr44YfV399vJkSRSMQcir+goEAVFRXyeDyKx+MaGBjQ66+/rubmZlmtVk2YMEHFxcXy+XxmuuN0OjVlyhSNGjVKdrtdNptNLpdLbrdbRUVFCgQCKioq0kcffaRNmzbp2LFj+sxnPqOKigrFYjHFYjG5XC6VlZWpqqrKbHb72muv6Rvf+Ia57263e9jAJydLX4inv06nXF/+8pf18ssvn9W52bBhgxYtWqSxY8dq69atKi8vP+/zjLMTCoX0+OOPq6mpSZ2dnerq6lJnZ6d6enqGrVdTU6MFCxboK1/5iq655hoVFhYqkUjowIED2rlzp9nXcdmyZeZn/MCBA+aIp3a73eyXVVRUpMLCQvPiqaenR6+//rqKi4tVU1Nj9sW6nJNAXJhwOKy77rpLGzduVE1NjWKxmBKJhHw+nwKBgGbPnq1ly5bp+uuv530EnOTYsWNqampSJBJROBzWa6+9ptWrV5s/3717t9l94Hzl8/W5WaTelIUi9XWK1HxEkXoB4vG4urq6FIlEFI/HNWHCBBUUFJh30EKhkDo7OxUOh81h15PJpOLxuGKxmPr7+81BKtJD0Xd3d5t9qdJ9s9IXqdFoVLFYzGxG4na7JZ0oFoeGhhSNRhWNRs1mojt27Bhx36+99lqVlJRoy5YtZywEHQ6H2bQu3a8smUwqHA4PGxxEOjFP3Pz581VQUKCjR48qlUpp7NixGjNmjDlKpNvtNpvqpBOeoaEh9ff3KxKJKBqNymq16je/+c2nJoNf/epXNXHiRHV2dqq1tVUffPCB9u/fbyZGFotFbrfbnEswnRSlpyEYHBxUe3u7+vv7VVBQYE7dcuedd6q1tVW7d+82/y/SzRr7+/v1wQcfqLOzU8lk0ixeT9f0sK6uTldddZX27dunrq4uswlQNBpVV1eX2TTodLxer8rLy1VYWCiXy2W+D7xer4qKisx+M2VlZaqoqND06dM1ZcqUYReJsVhMHR0d2rdvn9555x19+OGHZoG+f/9+HT58WNKJiejLyso+9T2Ac5NMJs3Pf2dnp5qbm7Vs2bJh6zz88MMqLS1VeXm5ysvLVVVVpfHjx+dkvycAwKkGBgbU1NSknTt36u2331ZDQ4NCoZBCodApI0xXV1dr2bJluu+++1RTU3NRXj+fr88pUnEml217nHS6dDGGJTcMQ319fWpvb9fx48cViUS0ceNG/cu//Muw9dLp1qcVH5/k9Xrl9/tVXFys4uJiBYNBjRkzxkzv0oWn0+mUy+VSQUGBYrGYmQhaLBZzsJF08WWxWBSPxzV9+nSzb9fg4KCGhoY0ODgoq9Vq9u2aP3++ua2TJ+h2uVyqqqpSfX29SkpKzHne0kV1eh63YDCoqqoqlZaWqrGxUevXr9e2bdvMoestFos56Xk0GtXg4OCnTi1wLpxOpx555JFTHk/fDEjPS5cN6aH7e3p61NfXp6qqqk9tXrhz504dOnRI+/btM5twOp1OBQIB83ynE9P0/HGpVEodHR1qbGw0b360trYqHA7r+eefH5YSd3d3D5sXz+v1aubMmfJ6vQoGg/ryl7+sefPm6cYbb7yim0GmUikdO3ZMra2t5siYAwMD5vs0/Z5Nn/9kMmk25Up/ttIpfU9Pj0KhkDnp/Sfv/6WnVpCkP/zhD1q0aNGlOGQAwAVqaGjQP/zDP2jTpk3m7/UJEybohhtuUGlpqfx+v6666irV19fL6/XK4/EoGAzS2uA0LJIsGew2yhnPX5dtkTphwgS1tLRIOjG0fXFxsdkHKpFImBNLOxwO1dXVqbi4WIlEwuxfEIlEFIlEzKJspP5clZWV+uUvfymr1arGxkYlk0l5PB5zQuzS0lL5fD6zYLJarWai5nK5zmr+u3xRV1enW2+99YzrDQ0NmU0dU6mU7Ha77Ha7mQ66XK5ho3emi4WBgQEzbR01apQ+85nPnHb7Fosl6/2hbDabObfgp+nv79d//Md/6IEHHjjv1yoqKjIHnUnf5BgzZsywlDgYDKq8vFxlZWUaP368Jk6cmPX3Wm9vr/bs2aPW1lb19fWZA1MMDg6aUyS43W5zIImampoL6h87MDCgt99+Wx0dHebnN110pgfESLdWSC+dnZ2nTGVwMpfLZX5O05/f9GPpFg3p/4Pq6moFAgHzhlO6tUBJSYnGjh1LQgoAl4kHH3xQ7777rux2u775zW9q7ty5Kisrk8PhUDAY1OTJkylIgQt02RapK1asMEc/TSaT6ujoMEeb/KTOzs4zbi8YDGrChAm66qqrVFZWplQqpdtuu00333yzmaAuWLDg4h3AZcxut6uiokIVFRVntf7l1Dxj4cKF2rp16xnX+5u/+RvddtttZjHn8XjkcDgUCATMhPpSSSaT2rJli5kmppPF7u5uHT161JyTMX2TKC19M8JqtY7Y33bx4sVav379aec9PJMlS5boD3/4wzk/r6KiQnfddZf+7u/+TqWlpWbT6nycMw8AcHEYhqHDhw/rlVde0bZt23T48GGzVc27774r6cRN9yeeeOKU595111369a9/ne1dzk+GcWLJ5PbPwzPPPKMf/ehHamtrU319vZ566qkRr/N//etfa9WqVdq+fbtisZjq6+v12GOPafHixRey51e8y7pPajQaVXNzs+64444zjn55vk4e4RI4kx/96Ed69tlnNTg4qKNHj57Tc9PJXXownPTidDpls9nMgZzSXzudTnN4/PSS7t+aTgNP/r6kpETl5eUaPXq0DMMwk8h0MZpeVq9erZdeeikj58dqterRRx9VZ2enuru7zSa46b7P6V9X6aQ9kUgoHo8rHo9r586dF/TaDz74oFauXHnBxwAAyG9vvPGGbrzxxhF/nh6grqSkRKlUSh6Px2wdNDAwoH/8x3/U/Pnzzb/Bmep+lK/X59L/7fv8Gx+T3Z7BPqlDg3r7T4+d0zlas2aN7r33Xj3zzDOaP3++nnvuOf30pz/V7t27VVVVdcr6Dz30kEaPHq3Pf/7zCgQCeuGFF/TjH/9YDQ0N5z1NEs6xSF2wYIEMwzAvfh0Oh2KxmNmf8eQL3sHBQbOp3cn9udJfp1IpORwO8zmfbAI70pJOY9IX5OkmeOnl5O8tFouSyaRefPFFNTU1ZeN8mgKBgDZv3qxx48Zl9XWRP9J9nUOhkPr6+jQ0NKREImEWX+mEMt0vOV2w9ff3m30lo9Go4vG4OYhTuol0ehvpIi79bywWM5+b/vosfgWMKP15O/nzefLX6T7T6c/jySNDp/9N97lN73d6PsySkhIzRT75RtDJ042ki2+HwyG73W4OgJX+/XTy/thsNvPx9P4VFhbKMAyFQiHdfvvt8ng8F/A/CgC4HBw7dkx/8Rd/od7eXk2cOFHRaFQtLS3meBDnOk9zupuOzWYb9jfTZrPJ6XTK6/Wa81ynr5fTy8nXvum/a+m/Y5L00ksv5XWRev0XMl+kbn7j3IrUa6+9VjNnztSqVavMxyZNmqQ777xz2DzRn6a+vl733HOPvve9753XfuMsm/s6nU5VVlbqrbfeyvT+XDZCodCwueWAy1E60fzkKM8X6pPzyWXD/fffn/XXBADkttPNWX2u0uMkZEJlZeVFGSQUJ8TjcW3dulV///d/P+zxRYsWacuWLWe1jVQqpb6+Puahv0BnVaS6XC4dPHjQHDEXAAAAwKWV7sqTt4yPl0xuXyeS25OlW3B+UnqKwU+Om1JRUaFjx46d1Us+8cQT6u/v19KlS89vnyHpHAZOSvdfAwAAAIB88cnud48++qgee+yxEdf/ZB9iwzDOql/xL37xCz322GP6zW9+o/Ly8vPaV5zAiD8AAAAALltHjhwZ1if1dCmqJJWWlspms52Smra3t59xVoo1a9ZoxYoVevnll3XTTTdd+E5f4c59ngcAAAAAuEAWw8j4Ip2YzvDkZaQi1el0atasWdqwYcOwxzds2KDPfvazIx7HL37xC/3VX/2Vfv7zn+tLX/rSxTtBVzCSVAAAAACQ9K1vfUv33nuvZs+erXnz5uknP/mJmpubzQEWH3nkEbW2tmr16tWSThSoy5cv18qVK3XdddeZKWxhYaH8fv8lO458R5EKAAAAIPtSHy+Z3P45uueee9TV1aXvf//7amtr05QpU7R+/XqNHz9ektTW1qbm5mZz/eeee05DQ0N64IEH9MADD5iPf/WrX9XPfvazCz2CK9ZZzZMKAAAAABdDep7UBZ97NOPzpL7134/n5VyyVzqSVAAAAABZd3K/0UxtH/mJgZMAAAAAADmDJBUAAABA9hkfL5ncPvISSSoAAAAAIGeQpAIAAADIPsM4sWRy+8hLJKkAAAAAgJxBkgoAAAAg6yzGiSWT20d+IkkFAAAAAOQMklQAAAAA2UefVIyAJBUAAAAAkDNIUgEAAABknSV1Ysnk9pGfSFIBAAAAADmDJBUAAABA9tEnFSMgSQUAAAA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b2NhYGjVqxPr163n33XdZu3YtQ4YMYcKECTzzzDN3dRwhhBBCFF/S3VcIIW7ik08+4fTp08yYMYMZM2ag1+tp2LAh3bp148UXX8TNzQ2A06dPM3fuXJ5//nlmzJhh375u3bo0btyYadOm5emae68qVKjAQw89xIIFC+jSpQvr168nOjqap59+mv379+dZ12q18tprr1GzZk3Wrl1rD2IffvhhKlSowBtvvMGOHTuue5zTp0+TmJjI/Pnz6d69u335o48+av93kyZN0Gg0+Pn50aRJk3s6r7i4OE6ePEl4eLh92bPPPktycjInTpwgODgYgHbt2uHs7Myrr77Ka6+9RrVq1e7puEIIIYqeBQp13Kil0PYsCptkUoUQ4iZKlSrFn3/+yb59+/jkk0/o3r07Z8+e5c0336RmzZr2DOnmzZsB8lXobdSoEVWrVuWPP/4o8LYNHjyYX3/91R5EtmnT5rrdiM+cOUN0dDT9+/fPk2V1c3Ojd+/e7N69m6ysrOseo2LFinh7e/PGG28we/ZsTp48WeDn8U+1atXKE6ACrF69mjZt2hAYGIjZbLa/unTpAsDWrVsLtU1CCCGEKFoSpAohxG1o0KABb7zxBsuWLSM6OpqXX36ZiIgIe/GkxMREgOtWxQ0MDLS/X5D69OmDk5MT06ZNY9WqVQwZMuS6692qbVarleTk5Otu6+npydatW6lTpw5vvfUW1atXJzAwkPfee++mXZ/v1vXaeO3aNVatWoVer8/zql69OkCBd6UWQghRNGRMqrgR6e4rhBB3SK/X89577zFt2jSOHz8O2DKuADExMQQFBeVZPzo6Gl9f3wJvh4uLC48//jgTJkzAw8ODXr16XXe9f7bt36Kjo9FoNHh7e9/wODVr1uSHH35AVVWOHj3KwoULGTduHM7OzowZM+ambXRycgLAYDDg6OhoX36jwPJ6RZZ8fX2pVavWDbtLBwYG3rQNQgghhChZJEgVQoibiImJuW5279SpU8DfAVLbtm0BWLJkCQ0bNrSvt2/fPk6dOsXbb79dKO177rnnuHbtGq1atbIHhP9WuXJlypYty3fffcerr75qDwQzMzNZvny5veLvrSiKQu3atZk2bRoLFy7k4MGD9vccHR3Jzs7Ot01u9+OjR4/muS6rVq267XPs2rUra9asoUKFCjcNpoUQQpQsFlWDpRCznYW5b1G4JEgVQoib6NSpE0FBQXTr1o0qVapgtVo5fPgwU6ZMwc3NjZdeegmwBYLDhg1jxowZaDQaunTpQkREBGPHjqVcuXK8/PLLhdK+OnXqsHLlypuuo9FomDhxIv369aNr164MHz4cg8HApEmTSElJ4ZNPPrnhtqtXr2bmzJn06NGD8uXLo6oqP//8MykpKXTo0MG+Xs2aNdmyZQurVq0iICAAd3d3KleuzMMPP4yPjw9Dhgxh3Lhx6HQ6Fi5cyJUrV277HMeNG8fGjRtp1qwZI0eOpHLlyuTk5BAREcGaNWuYPXt2vuy1EEIIIUouCVKFEOIm3nnnHX755RemTZtGTEwMBoOBgIAA2rdvz5tvvknVqlXt686aNYsKFSowf/58vvzySzw9PencuTMTJkywd7m9X5588klcXV2ZMGECjz32GFqtliZNmrB582aaNWt2w+0qVaqEl5cXEydOJDo6GgcHBypXrszChQsZOHCgfb3PPvuMF154gccff5ysrCxatWrFli1b8PDwYN26dYwaNYqnnnoKLy8vhg4dSpcuXRg6dOhttT0gIID9+/fz4YcfMmnSJK5evYq7uzthYWF07txZsqtCCFFCqShYC7G6r1qI+xaFS1FVVb3fjRBCCCGEEEI8GNLS0vD09GTMri44uukL7TiGDBOfNF1LamoqHh4ehXYcUfAkkyqEEEIIIYQocjImVdyI/OSEEEIIIYQQQhQbkkkVQgghhBBCFDmrqmBVC2/caGHuWxQuyaQKIYQQQgghhCg2JJMqhBBCCCGEKHIWNFgKMWdWmPsWhUt+ckIIIYQQQgghig0JUoUQQgghhBBCFBu33d03JycHo9FYmG0RQgghhBBC3CYHBwecnJzudzPumhROEjdyW0FqTk4OYWFhxMbGFnZ7hBBCCCGEELehTJkyXLp0qUQHqkJcz20FqUajkdjYWK5cuYKHh0dht0mUYKqqkpOTg8lkwmw2A+Dk5ISjoyNarbZQjnn16lXmzJmDs7MzLi4uODg44O7ujpubG4GBgTRu3PiG23733Xc899xzBdqel19+mWHDhqHVatFqtWg0GhRFQVFsT/MURWHdunUMGzYsz3ZVqlQBwGw2k5iYaL+GJpMJi8VyV21xcXFBr9ej09l+1RMTEwEYMGAAgYGB6HQ69Hq9vZ1arRZFUdBoNPbX9RiNRjIyMsjJycHJyQkXF5c8X1VVxWAwYDQaMRgMGAwGzGYzERERLFiwIN/+FixYQPv27dHr9SiKgqqqqKoKYP8K4OzsfNf/H0VFRdGvXz9SU1Pt5/bP8879OeVe89zrnpOTQ3Z2tv26JCUlXXf/HTp0YOPGjXfVtn/asmULdevWvef9FCWz2UypUqVu+L6/v7/9/6WYmJh872s0Gjw9PTGZTGRkZOR7v2HDhnz00UeoqoqjoyPVqlXD0dHR/jslhBAPorS0NMqVK4fRaCyxQaoVDdZCHH1YmPsWheuOqvt6eHhIkPoflJ2dzcWLF7l48SIxMTHExsbaX7kBRmZmJgaDgcuXL2M0GlmxYgWNGzfGwcEBBwcHLly4QKVKlW56nMGDBzNo0CDc3NyoWbOmPXC6E6qqkpWVRVJSEmlpaWg0Gn777Tc+//zz29q+cuXKzJo1y/59lSpVOHHiBCEhIbi6unLkyBE2btxIRkYGH3zwwU339fPPP5OdnU1aWhpOTk6UKlUKb29vmjdvbr95PnfuHI8++igHDhy4ZdsaNGiAVqvFYrGwZMmS2zqfmzl8+DC1a9e+5/0UtPnz59+X43p4eHDw4MEC3aeqqvzxxx/2Bwr/DlJdXFx4++236dq1K87Ozvj6+uLq6moPxv8rrFYr/fr149tvv73u+9euXbP/u3HjxlSrVg1nZ2dUVeXgwYPs2bOH5OTkG+5/3759dOrU6brvHTt2jBo1atzbCTzALBYLZrOZnJwckpOTSU5OJiUlhaysLPvDGpPJhK+vL/Xq1cPX1/d+N7lIqapKdnY2qqraHzYePXqUgwcPcunSJRITE0lPTyc9PZ2MjAzi4uI4e/asfftSpUoxYcIEKleuTGBgIElJSVitVvv7uZ8DGo0GDw8PfHx88PLyQq/XF/m5CiFEcaKo/0xT3EBaWhqenp6kpqZKkPofU9g3yrlZsX8LCgqibNmy6HQ6srKyiI+Pp0mTJvzwww/5MmUff/wx77zzzm0dr2bNmhw7duyu2tq0aVPOnj1rzzbejdzsqV6vx8HB4YY33gsWLMDd3R0vLy9KlSpFeHg4rq6ugO2maOnSpezZswer1cqFCxf47bffbrsNlStXtmci//nKzQT+s43e3t6UKlUKHx8ffHx8KFWqFK1bt6Z+/fr/qSCqsCxatIhBgwbd8P3vv/+exx9/vOgaVAyoqkpycjJXrlwhMjKS48eP89Zbb91wfY1GQ69evQgLC6N8+fJ07doVX19fHB0d+eSTT+zbhoWFoaoqJpOJ2NhYe/b74sWLBAQEFNXpFStGo5ELFy6QkJBAfHw8CQkJJCQk2APNf36NjIwkISHhno95G7cMRSorK4vo6GisVismk4mEhATi4uKIi4sjISHB3ovjnz0kzp07R1paGhaLBYvFgtVqxWKx4ODggJ+fn30/iYmJ9l4t/6bT6QgODsbPzw83Nzfc3d1xd3cnNja2QHpU5PLx8eGXX36hRYsWBbbPopKSksKLL77IsWPHcHZ2JicnB4PBkKd3Ue7fJDc3N/t1zP230WgkLi6O6dOn4+bmxtSpU/Hy8qJ06dI4Ozvj5OSEs7Oz/ZXbiyo4OPh+n3qRKcn357ltf+7PXji6Fd5DGUOGiVktfy6R1+hBJ0HqA+THH39k8ODBNGrUiCpVqmCxWJg/f779j7OHhwdeXl44Ozvj6OiIq6srLi4uuLq68tNPPxVJGyMiIggJCcmzbN68efm6xt7Ic889R2Rk5E2DOh8fnxt22SwMLVq0YMiQIfj6+uLn50ft2rXvuFuO2WwmJiaGq1evcuXKFWJiYoiLiyMxMRFFUa7bbfWfNwK5AWfuTZnFYsFoNJKcnExSUhKJiYkkJSVx6dIlwNatNjg4mI4dO9KrVy9atGhxV5nv/7rk5GR8fHzyLV+9ejVdunS5YXfpB5nBYCA+Ph6j0YhWq8Xd3f2611Dkd/nyZfbs2UNiYiJXr15l/PjxBX4MLy8vgoKCKF26NF5eXnh7e+Pp6YnFYuGxxx6jadOmBX7MXJmZmaSlpZGZmUlmZiZmsznP55lGo8FisWAymRgxYgS7d+++4b4cHBwoVaoUTk5O9iEPua9y5cpRunRp+wO73FdOTg5xcXE4OjpSqlQpSpUqha+vL15eXmg0GnuAXrp0aVq3bn3bn4lWq5WtW7cCtr8/Op2OCxcu0L1799va/rvvvqNDhw5kZWUBoNfr8710Ot0tHyxmZGSQkZGBk5OTfRhOYT6MfP/992/ZI+l2fP/992zatIl58+bd1voxMTGUKVPmno9bEpTk+3MJUsWtSJD6gMjJycHZ2TnPsoYNG9rHJKqqisViIS0tjfT0dIxG43XHjv1T7h/7S5cu4ezsTHZ2dp73GzduTEhICGazmczMTNzc3ChTpgxms5lly5ZRtmxZkpKSiIqKyrfv8ePH8+abbwKQkJDAjz/+yLZt21i6dOltnW/nzp3ZsWMH6enp9mUajSZPN6t/q1q1Kg4ODkRHR5ORkYHBYLju+v7+/vbxlrlP53N/jRRFwcvL64Zj6/5tyJAhfPXVV7d1TkXh6tWr7N69m6tXr3L27FlWrVrF1atX8fPzo3fv3jz00EP06NEj3/9L/3W5Ge0TJ07Qs2dP+/Lc7tn/9tVXXzFkyJCibKL4jzIajSxdupSjR48yefJk+3I3NzecnZ2Jj4+nS5cuREZGcvbsWUwmE56enlSrVs3eYyUoKMj+7zJlyuDp6Ym7u/sdByl79+5ly5YtxMXFodfrcXFxyfNq0aIFFSpUAGzDSL777jucnZ3p3r27vafIjRw6dIh69erd1TVas2YNbm5uaLVafH198ff3x8PDo1j3Bpk/fz5Dhw4tsP25urrSrVs3XF1d0el0aLXaPF8VRWHixIn5tvtnoJ37Nz00NJSwsDCeeOIJWrdufddtMplMHDx4kOjoaK5cucKVK1dITEzEbDbzzTff3HTbvn37Ur16ddq3b0+5cuUwmUwcOXKE7Oxs4uPjiYmJISkpifT0dNLS0rBarfj5+dGpUyeeeuqpu25zSVOS789z2z58W+9CD1LnPLS8RF6jB90dBalLlizB19eX0qVL4+fnR2BgYInIFBgMBmJiYnB1dcXT0xMHB4f73aQi9dprr+W5ualWrRrff/89tWrVsi/LHeu5evVqli1bxvbt2/OMI/s3vV5P7dq12b9/f57lLi4uODs75+sy6+zsnKeYUq46depw+PDhfPvfsGEDHTp0AGD69Om8/PLL+db53//+R5UqVfD19SU2NpapU6fmed/JyYmcnBw8PT1xc3MjOzvbnkHV6XS4u7tTtmxZateuTc2aNfnyyy+5cuUKrVq1okaNGlSqVAl3d3dcXFzYvHkzc+fOBcDR0ZEuXbpQuXJlPD098fLywsvLCw8PDy5evMj27dv58ccfb3jt/s3T05OwsDAqVqxI1apV6dq1K4qikJ6eTlZWFtWqVaN8+fK3vb+CZLVa2bdvH02aNLEve+ihh3jzzTepVKkSoaGhhVYQqzgwmUxERkbSrFkz4uLirrvOyy+/jMVioUyZMrz66qsylkwUiMjISHr37p3nM7Z06dIkJCTw7rvvMmrUKPsDM1dXVzp27EirVq1o1aoVNWvWLJDfS4PBwJEjR9i7dy8bN27k119/xd3dnTJlymCxWMjKyiIrK4u0tDT7NnPmzCEtLY1Zs2Zx8eJF+/KQkBBCQkKIiYmxByq53WxzH5Lmdqt1dnZm8+bNODg4oKoqVqvVvm7ug1UHBwf0ej0eHh74+/vf87neL7ljXlNTU0lJSSE1NRVXV1esVivLli3D398fX19fe5dWRVHyjBXOfe3bt49Dhw7Zxxjnfv3nv00mE8899xyVKlUiJyfHXuQwN5g3Go1cuXKFY8eOsWHDBgCmTJnCyy+/bF9HVVW2bdvG+vXrCQgIIDg4mKCgIAwGg31Ms8lksmfhvb29MZvNnDt3jszMzAILzHOnXXF0dMTJyYmKFSvSpUsX6tSpQ2hoKMHBwTg6OhbIsYozCVJvTYLUkuuOgtR/GzlyJJ999lmhNOxW0tPTOXnyJKmpqSQnJxMTE0NUVBTR0dEkJSXh6OhITk4OZ8+e5fLly3kyYu7u7jRv3hwvLy9SUlLQ6XRkZmaSlJTEsGHD7F1ec6t6urm54ePjY//AdXV1tf+BzP367+6URRUIW61W0tPT7U+NExIS2LZtG97e3tSpUwdvb2+efPJJvv/++3zbVq1aFUdHR/s4ppycHPt7PXv2ZMWKFTc99ltvvUV6ejpXrlwhJCQEX19fNBoNQUFB9OnThwsXLhAVFUXFihUpX748VquVkydPMm3aNBYuXEi3bt346aef7NcqPT2dGTNm8P777xMeHk6dOnUICwsjMDCQ2NhYe1GKCxcuEB0dzbVr1/K0+Z9cXV3JzMxEr9fj7u5u/7lkZWVhtVpxc3OjT58+9OvXj7Zt26IoCk2aNGHv3r159rNnzx5cXFzw8PDA09OTq1evUq5cuVt+0O3bt4+JEycSFBSEs7Mz7u7uVKhQgcqVK+Pn50dcXBzXrl0jNjaWmJgYLl26xPnz59m8efN1x3yFhYVRtWpV+/jR3K/h4eE0aNAAb2/vm7bnXuTeGN5KxYoV2bVr13+msMqpU6d46qmnbllsafny5fTq1auIWvVgsVqtJCYmkpaWZu+qmXtDvm3bNnbu3ElmZqa9uybYxijmdmu0Wq0EBARQtmxZ/P39MZvN6HQ6qlatytixY4v1A4ULFy5QsWLFPMs8PT3p2bMnLi4uaLVaZsyYkW+7/fv3U79+/Xs+/rPPPsucOXMA20PJOnXq8OKLL/LUU0/leTgdHR1N2bJlr7uPGjVqcPz4cfv3Op2Ol156CV9fX3uWT6vVoqoq0dHR/Pzzz5w/fx6wZWJLarXSki4tLY3y5cvbHza7uroSFBREuXLlSElJYf/+/ZQuXZqUlBSMRuNdHaNDhw6sX78ei8ViL9CYO2b1Rl9v9F5OTg6HDh1i06ZN9h5diqIQGBhIaGgopUqVum5gbzQa7VXcHR0d7Q/Zc4s7PvzwwzRv3rzArmth+C8EqcO29sWhEINUY4aJua2Wlchr9KC7oyC1SZMm9iIsbm5uzJ49+5YVXQtSXFwca9asYcqUKZw4cSLPzbyTkxNly5albNmy+Pj4YDKZ0Ol0hIeHEx4eTnBwMFlZWaSkpBATE8PmzZvJysqy37js2bPnppnDm3FwcMDLy8t+cwS2cT3+/v72cT1eXl54enraM28+Pj6EhYVRqVKlPBlpo9HI0aNHOX/+PJcvXyY5Odk+tYrFYuHixYtcuHCByMhIEhMTSUlJQVVVypQpQ6VKlTh8+LC9i6uiKNSqVYuHHnoId3d3duzYwa5du6hbty61atVi//799m5bTk5O+Pj4EBISQqNGjahatSqKonDp0iWeffbZO74mf/75520VesjKyiInJwej0YhOp8Pb25tt27bx9ddfc+nSJS5dupSvO/BDDz3E1q1b2bx5Mx999BGZmZmcPn2arKwsAgICCA0NZdu2bQC0a9eOFi1a0KFDBxo3bozZbObEiROMGjWK7du3A+Dr68vbb79N+/btGTFiBFu2bLlhe3PHRv2zG5VOp7M/1c0thOTh4WH/A5qens7Ro0dxdnamZs2auLu74+fnR9u2bWnXrl2eG7yoqCguXLiAh4eHvTvegQMH2LRpE5cvX7aPH819mc1mFEXh4Ycf5qWXXrJnnwua1WolJiaGSpUq5evW/W9r166lc+fOhdKOopKUlHTTKVX+6b333uP9998v3Ab9xyUnJ7N371727NnDvn37uHr1KrGxscTHx99w+qWKFSvSokULfHx88mTkXF1d7QVYVFW1P8D8d+XhMmXK2Hsw1KhRgxo1auDv728fh5/71cnJ6b51G42PjycyMtKeodqwYQNHjhyx32RnZWXZx5HnWrZsGX369LF/f/r0aXr27IlOp6N8+fL2ojS5Ly8vLwIDAylbtiwhISEEBQWhKAqDBg1i0aJFgO1BTPv27W94g7djxw6mTZvG8uXL7VWeNRoNa9aswdfXl/Pnz3P27FmeeeaZB2as4H9BdnY2O3bs4OjRo/buumazmeHDh9O5c2dUVSU+Pp6rV6/a7yG8vb3R6XSkpKSQlJREcnIyiqJQuXJl9Ho92dnZZGZm4u/vX+CZTpPJxNWrV7l06RIRERH2r8nJyXmSCrmv3O+1Wi0Gg4GsrCyys7NJSUlh7dq1AHz44YcEBATYZxVITU21F9uyWq3o9fo8hbM0Gg1Go9H+KleuHA899BAhISHExcVRv359rl69ioeHh72bfO7njYuLi33cdW4GXKfT4evri6+vr32MtK+vLwEBAYSHh+Pp6YmPj0+JDMAkSBW3ckdBau4f9WrVqtG4cWN69OiBn59fgTbIYrHw6quvMn/+fHx8fOzdXhITE4mPjwdsT+CeeOIJ6tSpg4+Pjz34K4gbidyuN1lZWfbqcRkZGfYCM8nJyWRlZeX5EEpLSyMlJcXenVir1RIXF0dsbCxxcXF5uvHk/vuf3aOcnZ3x8fHBxcWFK1eu2LODnp6elCpVipycHHvBhLCwMCpUqEBoaCi+vr54e3vj7u7OwYMHuXLlChUrVuSJJ55Aq9Wye/dutm3bxtatW8nMzKR58+YcOHCAy5cv2wPCpk2b4uLigtFoJD4+3h4U/vt/i9wxLdercpjL0dGRWrVq4enpSb169a775DMzM5NTp06RkpJCdnZ2vu6/iqLg4eFB6dKlcXNzw8XFhR07duRZZ+DAgSxcuBBPT8881/FGcjPmLVq04M8//wRgyZIl9O/fH/i7WzBAYGAg0dHRODs7U6VKFQYPHkz9+vVJS0sjMTGR6dOnc+TIEcLDw/P8P2A0Gu1d38A2brVp06b26oM1a9YkKyuLEydOkJWVxS+//GJvX6tWrahduzZly5YlPDycKlWqUKFChVtmed59910+/PDDPMv27dtHgwYNbnlN7tYHH3zAlClT8oz1/bfffvuNhx9+uNDacC9yM+lWq5WMjAz77+Q/fzcjIiI4d+7cTYuF+fr60rhxY7799tvr9jIRN2Y2mzl+/Di7du1i9+7d7NmzhzNnzgC2ojKNGjUiLCwMf39//P39KVOmDB4eHvbeEKqqUrt2bQIDA296nHrPTePgrL+HCURHRzN06FAOHjxIamoqLVq0ICAggHPnznH8+PEbjiHX6XSEhYXZH3hWqlTJ/jUoKOiGQ15+/fVXvvzyS7p3724fDpD7mZ77EPBGDAYDV69e5fLly0RGRtq//vrrr/YKvfv27ePixYt5/p/OyckhIiKCCxcuEBsbS926dTl8+DC7du2y77tNmzb26VIyMjJISkqyf26BLWsWHh5OQkICV65cydMuFxcX1q9ff90HkP379+eHH36wd93NtWjRIgYMGHDDcxWiOFq+fDljxowhNTWV+Ph4ezEtDw8PdDqdvaBXbv2JjIwM0tPTUVXVPjWfTqez/74GBwfj4uLC6dOnAVty45133iErK4vMzEz7V1VV8/QyMJlMJCYm2nu8JSQk5Pn76+joiMFgKJEBWG5sMWTro4UepM5v9WOJvEYPujsKUr28vEhPT8/zB6h8+fLUq1ePunXrUrduXRo0aHBPgeuuXbto1qxZvuU+Pj588MEHdOjQgfDw8GJdEOF2GI1GLl26xLlz5zh//jwpKSlkZmYSGBhIs2bNqFKlSqHc/OaOPXVxcbnhNTQYDMTGxubL2uVOZxAREUF2dna+Crq5xXT+XVk2d9oINzc3MjIy8nTRrVSpkr2LTW7WwGQyodVqsVqtqKpqf+LZsmVLKlasSFZWFunp6fa5/P4ZxLq4uOS54XJwcLB3R5oyZQqjR4++7jk/9thjbN++nccff5xWrVqxZ88ee+XMvXv3smHDBr7++msiIiL4+OOPeeONN/Ltw2Qy2bsu161b94bdRDMyMmjXrl2+rsX/DJadnJwYMGAA06ZNw8XF5br7ef755/PM+ZorN1Pv4+NDrVq16NOnD+3atSvQLugbN26kV69e9hv7sLAwwsLCGDJkCE8++WSBHedeJScns2TJEtauXcvhw4dvWQxMURTKlStHxYoVr/t60ApGFRSDwcBPP/3EwoUL2b17NxkZGeh0OmrXrk2TJk1o0qQJjRs3pmLFivfls11VVXtRl3/eMOb2vrlw4QJnz57l3LlzXLx40f5wzcnJiRo1atC1a1dGjhyZp9t9/fr1b9pV/MyZM4SFhbF48WJOnz5tD0QjIyPz/X9apkwZvLy87De4N6LT6QgJCaFChQr4+fmxd+9ezp07Z3//egW9VFUlNTWVqKgoLl26xJkzZzhz5gynT5/m+PHj+abRmjFjBi+++GK+Y2/bto327dvne5D5wgsv8MUXX9y03UIUZxaL5a7HeCcmJrJ9+3a2bdvG0aNHKVWqFMnJyXzyySfUrVv3rvZpNBq5evUq586d48yZM7z00kslMgCTIFXcyl1V942Li2Pz5s0YjUYOHTrEwYMHOXz4MKmpqfZtfH198fDwwNHR0T6wvWrVqrRp04Y2bdoQFBR0w+NduXKFixcvsm/fPtatW8cff/xhf8/Hx4fmzZvTqFEjBg0adNP9iMI1ZswYPv30U9zc3AgODrZXFcx9ipgbXOZmRo8cOcIff/xhHx88YcIExowZk2efBoOB3bt3c+jQIft+YmNj7V1/4+PjcXV1tc+lpigKWVlZeHh4MGfOHLy9vcnOzuann35iwIAB9O/fn4ceeoiAgAAeeeSR2z63rKwshg4dah/L6+LiQo8ePWjevDmVKlWiSpUqODo62sdEnzp1isOHDzN9+nTAllVYvHjxdfd98uRJqlevnm/5qlWrqFOnDp9//jmTJk0CYObMmTz33HM3bWt6ejonTpzg0KFDpKSkoNVqSUpKso9PPnfuHJ6enlSvXh29Xk9kZCRDhgzh7bffvu3r8U8RERGEhYUBMHHiREaPHl1siiflZquPHTvGpk2bWL58OWazmXbt2tGwYUPCw8PtY8jd3NzsvTByX7ndtW5EVVWSkpLsVbB1Oh1VqlTJt03ueLrcgMtkMnH27FnOnDmT58FLx44dS0Txubt19epV5syZw9y5c4mLi6NNmzZ06tSJZs2aUb9+/Rs+gClKqqoybtw4Vq5cScOGDQkNDaVMmTL2LG7usI3chzwmk4nLly9z9uxZ9u/fz7Rp00hJSWH48OEMGzaMhIQEnJ2duXr1qv2BzbJly1i9erW9+yxAeHg4Pj4+7N27l/LlyxMcHExISEi+r0FBQfaxmZs3byYmJsberbl58+Z4e3vneSj4b9HR0fZePncjJSWFM2fOEBkZac8+//ParVmzhiVLlvDjjz/aP9srV65sz45PnjyZV1555a6OLYS4uf/CmNSntzyKg1vh1XExZhj5uvWdB6kzZ85k0qRJxMTEUL16daZPn07Lli2vu+4/h0f8U7Vq1Thx4sRdt/1Bd0dBqre3N8nJyXz77bc0btzYXoXO398fT09PFi5cyODBgwHbU+T27dtjMBiIjIwkKiqKPXv25Nnv+vXr6dixI6qqMnPmTFatWoVGo+HMmTNcuXLlpl1Lc33//fc8/vjjd3n6oqjlZjkL++bUarUSFxd3z+Of0tPT2b9/P76+vkydOpWFCxfecN2KFStSt25d6tSpwzPPPHPTHgU7d+7k6NGj6PV6vLy8qFevHg4ODtSsWZPk5GRq167N0KFDGTJkyE2zd9u3b8/3odmiRQv69u1Lr169KFu2LMePH+enn35iyZIl9mqbAwYMuO4H6u2wWq00adKEffv20adPH+bOnVuohZtyXbt2jUuXLnHt2jWuXbtGTEwM0dHRxMXFkZmZyaVLl7hw4QKqqqIoClWrVmXAgAEMHDiwQMbB/fzzz/Tu3Tvfci8vL5o3b06tWrU4d+4cBw8e5OLFizg5OdkrTJ45c+a6BUbGjRvHm2+++Z+ag1ZVVf78809mzJjBihUrcHZ2ZtCgQTz//PNUrVr1rvaZnZ3NL7/8wokTJ+w//8zMTKpWrUqdOnVo06bNXVfANhqNtzU2zsfHB39/f9zd3YmPjycqKuq2i8ZMnTqVLl26MGnSJHbv3o3VarXPw9mvXz8effTRu2r7/bZp0ybatWuXZ5mvry+hoaG88sorPProo//phzBC3G8SpN7a3QSpS5cupX///sycOZPmzZszZ84cvvrqK06ePElwcHC+9VNTU/PU6zCbzdSuXZsRI0ZIzYp7cE/Vff+pe/fudO/eHV9fX/R6Pe3atUOv13Pw4MEbVhrMLa6TnZ2dL2jp168fzZs3p2HDhlSoUAGdTse4cePIysrC3d2dU6dOsWHDBkaMGIGHhwejRo3Czc3tDk5diFvL7ZYzZcoUnJycyMzMtL+nKAphYWHUqVOHpk2bUr9+fapUqUKZMmWum9E4evQoL774Inv27LF3Zc6dXuHfrFbrbXV7/OfYWgcHB3x8fIiNjbW/HxgYSJ06dTh58iQRERGEhoYycOBAxowZc0+VM48dO8Zzzz3Hrl270Ov1TJs27ZYZ37u1Z88ePvzwQ9asWfP3WGlFoYy/P8mKjrZ1auLq6kq5cuWoWbMmNWrUoFq1arecl/FO+fn52ccX5XJ1deWNN95g+/btHD9+nPDwcOrVq0eNGjVITU0lMjKS7OxsqlevTs2aNalatSp6vZ6kpCSqVauG0WikdOnSLFiw4I4y/cVR7ryYM2bM4MiRIzj4lGbquHfp37//Pd08TZ8+nXfeeYfMzEz7PJ/+/v6kpaXZi5+BLeN3t9nC3Mrj27Zt44MPPqB8+fIsX76c2NhYPvzwQ1auXJln/caNG3P06FH7TUnXrl1p2bIlzZs3JygoiOzsbM6dO8eRI0do3rw5bdq0uevzL87MZjPLly/HaDSSkZFBp06d7tt0WUL818XFxZGRkYGLiwsGg4HDhw9z9OhR3n333RIdpA7c/HihB6mL2vxwR9eocePG1KtXL8+QqqpVq9KjRw8mTJhwy+1XrlxJr169uHTpEiEhIXfd9gfdHQWpO3fuJDw8nJ07d+Lm5oaHhwfp6ens2rWLL7/8Mk8V1mrVquHn50dycjJHjx7lt99+w8XFBT8/P8qWLYuXl1eeY2RlZbFz5042bdrE119/nedGW6fT2ccAKYqCl5dXvnEyxblYiyj+DAYDmzZt4vDhw/aCT0ePHmXjxo1YrVZeeOEFvvrqK0aMGMGrr77K4sWLcXBwYOvWrfkK7Hh7e/Pqq68SGBhIu3btKFeuHKqq3nZGwcPDg27dulG/fn0aNGhA3bp1r/sAJnfe2bi4OFatWsWGDRs4dOgQV69eBWzj5V544QVOnTpFYGAgAwYMoHnz5gWa2YiJiWHYsGEcPXqUvXv3Fvh8haqq0rRpU2JiYnjnnXdo3Lixfd7Aou5ifKOpNvr27cv48ePx9vbGy8srT7tUVSUxMZELFy5w/vx5zp8/b//34cOHyc7OpkGDBnz22WfXHYtf3OVWwfzll19Yu3Yt6enpPPLII4wcOZL27dvf9fhSVVU5ffo0q1ev5vXXXwdsUwJFRUWxYcMGNmzYYJ9fuUyZMnTu3JmZM2cWyJjhsWPHMnHiRJo0aYKnpyerVq0CsPcaioiIyPdg6cyZM4SHh9/zsYUQ4npudA/h6+tLQkKCBKk3cadBqtFoxMXFhWXLltGzZ0/78pdeeonDhw+zdevWW+6jW7duGAwG+3zD4u7c1ZjUG8nJySEyMpL9+/fz559/2iuvdujQAVVV7V2Bc+XOX/nWW2/lGR+XnZ3N6dOniY2N5dq1a+zYsYMTJ06gKAouLi78/vvv+Y4tcxWKu2EymTh//jzNmjUjJSUFLy8vXFxccHR0pFy5cvTp04eJEyfaAz+wjaVNSEhg9+7d7N2795bd0nN/b/bu3cvKlSs5c+aMfdqf3ArSTk5OZGdnU7NmTQ4ePGgf551bSGn58uV06NABd3d3+34bNWrEvn37AKhTpw5PP/00devWxd/fn82bNzNq1CiaN2/Oxo0bC7UYzdGjR+nYsSNms5nnn3+e5557Ls+4tbtx+fJlfvvtN5YuXcq2bdtYsGABTz/9dAG1+N5kZmbyv//9j02bNl33fQ8PD7y9vXF2diYqKipPJcbSpUvbizDVqlWLXr162cf3FncWi4WzZ89y6NAhDh06xL59+9ixYwdmsxmXiv680f95vvJMJfKlKXe1/8TERP744w9+//13Nm7cSEREBM7OzjRv3pzs7GwuX77M1atX8ff3p2PHjnTq1In27dsX+IORpj8Mp/2J0vaHCbm/Yzt37qRp06YYjUYuXrzI+fPn8fT0pFq1arc9XZEQQtyt9evXM3r0aE6ePAnYCqH16dMHLy+vEh2k9t/8RKEHqd+0+Z4rV67kuUa5NXP+LfeB9I4dO/I8PB4/fjyLFi2yj7e/kZiYGMqVK8d3331XYodyFBcFGqTezMKFC294k5k7d9a/MyPR0dHMnDmTTz/9FFVV7d0t3dzc6N69Ox4eHvaqrz169Cg2xVtE8ZaamsrixYuZM2dOngHt27dvp1mzZvkCurlz5zJ79mx69erFgQMHWLlyJSEhITRp0oTY2Nh8T9Xatm2Lr6+vff6yypUr8/DDD+Pv78/69evZvHkzGRkZBAQE2F9eXl64urpy7tw5IiMjqVOnDvXq1aNr1655ujSGhIRQrVo1qlevTlpaGnPnzr3uOXp6emKxWKhUqRIHDhwo9IqpsbGxfPzxx3z99ddkG7J58vEnee+996hYseId7Sc9PZ127dqxb98+dDodDz30EC+//DJdu3YtpJbfHVVVSU9Pt89feb1XZmYmQUFBhIaGUrFiRSpUqJDnIUNJkJyczPz58/n55585cuSIfUx5aGgodevWpX379vzvf/+7pwJ2JpOJJ598kuXLl6OqKlWrVqV9+/Z07tyZJk2a0LZtW06fPs1TTz3F8OHDadCgwU3/f+6y7SXWPvRZvuWt/3iVLe0m33H7LBYLCQkJBR4MCyFKpmvXrjF79mz79E25BRoLQ1xcHCdOnODEiRNcuHABFxcXkpKSmD17NmArXvj6669LkHoTuUHqv91ojvPcIDX3wWSujz/+mG+++eaWVdYnTJjAlClTiI6OLtBZFR5ERRak/ltGRgbnzp0jMDCQ0qVL57vpWLRoEYMGDcLV1ZUXXniBjz/+2D5BtKOjo0wFIe6YxWLh888/Z+zYsRgMBnr06EGXLl3w8fEhJCTktsvBp6am4unped3uN6GhoezcuZOAgABef/11e5Xetm3bsmrVKlxdXfH19SUwMJCYmBj73L//lDvvmV6vp1WrVjz88MM0btyY8+fPc/LkSfsfrEuXLt2wjbnZ3hEjRhTpeIiUlBQWLFjAZ599RmZmJmvWrKFRo0a3vb3RaKRGjRr2LrL/HhYgis7evXtp06YNZrOZ//3vf/YxOrnzUxeUF198kTlz5vDZZ5/lC3izs7OpWrUqrq6uHDx48LYKHP1Thy0vs7H1tLsOUIUQ/23x8fGcPXuW+Ph44uLi7F8DAgJ47bXX8iQ/MjMz2bRpEyNGjCApKQmj0YjBYGD+/Pn5egreTTvWr1/PmTNnuHbtGmfPnuXEiRP2Ogh6vZ7y5cuTk5NDUlKSvYfO3LlzGTZsmASpN3GnmdR76e6rqirh4eF07dqVadOmFeyJPIDuW5B6K2FhYURERNCvXz+WLFlSJMfMnVNx9OjRmM3mfNOIxMbGcuzYMSIiIvD09KR58+bXHaMmip/IyEieeOIJdu3axYgRIxgzZsw9d0kF23RJFy5cwMnJifr166PX/z3X18aNG+nZsyceHh4sXbqUli1b0qxZM/z8/Pjll18A24dhXFwcKSkppKenExYWRunSpTl16hSbN29m9erVbN68GU9PT/u0N46OjrRu3ZoXXnjB3iU+NjaW2NhYzp49S5UqVRg2bNg9n9u9SE5OpmvXruzatYt27drRtWtX+x+D3Olfch8Q/NO5c+do1KgRjRs3Zt26dfej6eIvmzdvpm3btmzbtu2GZffv1YEDB2jQoAEPP/wwK1euzPP7k+urr77imWee4erVq3f0edtl20s4ac2saP5lQTZZCPEfcPDgQaZPn84PP/xgH7KjKAq+vr74+flx5swZHn30Ud544w02btzIunXr+PPPP+0VvTt16sSGDRsYNWoUU6ZMuWnvjtzb7H+uY7VaOXDgAOvXr+e3335jz549qKpKuXLl8PPzo0KFClSvXt3+qlixYp7PR6PRiNlsxmw2l/jqvk9uerLQg9Tv2n53x4WT6tevz8yZM+3LqlWrRvfu3W9aOGnLli20adOGY8eOUaNGjXtu+4OuWAWpGzZsoG/fvlSuXBknJyfOnDlDXFwcvXv3pmfPnvTs2RODwUB0dDRubm4FliHKycnhxx9/ZNSoUXkKMg0dOpR58+bZ50b09fUFbB80uZctODiY6tWrU6VKFapUqUL58uUxm81kZWVhtVrtE6sXZOZB3BmDwUCTJk1ISkpiyZIlhXbDfTtmzJjB6NGj2blzJw0bNrytbaKiovj0009JTk7GYDBw4MABtFotZ8+eveE2ufMXrl69mueff56aNWsW1Cncttxqr9988w07d+60VzMGW1Zb0Wnp0e1/9O7dGycnJwwGAx9//DEWi4Xdu3dLFvU+S0tLw8vLi/nz5xfaeGCTycSbb77JtGnT8Pf3Z+DAgbz++ut5pjR64403mDhxIr6+vvTo0YOxY8diMpmIi4sjNjaWixcvcuHCBS5cuEBUVBQ5OTn24meBgYE0atSIV199VQobCfGAs1gs/Prrr0yfPp1t27YREhLCiBEj6Ny5M6VLl8bHx8eeOV2+fDmPP/44ZrMZjUaTr1hapUqV6Nu3Lx9++CEajYaIiAi2bNlCkyZNcHJy4sCBA+zfv58DBw5w4MABdDodPXr0oHv37qxatYply5aRmJiIu7s7HTp0oGvXrnTp0uWOp0v7L0xBUxyD1NwpaGbPnk3Tpk2ZO3cu8+bN48SJE4SEhPDmm28SFRWVJ5EF0L9/f86dO8fu3bsL41QeOMUqSB07diwfffRRnmUdO3YkLS3tuj/wdu3asWrVqrvu+vvHH38wefJkduzYkae4yaRJkwgKCuLPP/9k+/btXLhwwT71SK1atdi3bx9JSUns2LGD3bt3c/r0ac6cOcOFCxeuO50I2Cq+VqhQgbCwMJo0acKjjz56T+O4xO3bsGEDnTp1yje+4H44cuQIDRs2pFmzZmzZsuWu9jFhwgQ+/vhjYmJirjvGMTExkSeffJINGzbg6emJ0Whk5syZDBw4sNDHpt6ua9eu8f333/PNN99w8OBB+/LSpUuzdetWqlSpch9b999Uf+3bHOjy8R1tU716dZo1a8a8efNuut6hQ4fYu3cvTzzxxF39jTh27Bjdu3fn0qVL+Ypk5eTksGXLFnbs2MEnn03GnJ5zy/1pNJo8D0VatWp1179vuTrqH2eD6Yd72ocQ4uasVivp6emkpKTYX2lpaeh0OlxcXPK8nJ2dOX/+PBs3bmTXrl04ODjg7e1NqVKlGDVqFKGhoXn23bRpU3bv3k3VqlUZN24cPXr0uOkc1cuXL+eDDz7g4sWLZGZm8tBDD9G7d286duzIyJEj2bhxI66urri5uXHt2rV82wcGBtqr9KelpbFixQouXryIm5sbI0eOtI+7v14Pktv1XwhSH//jqUIPUn9ot+SOr9HMmTOZOHEiMTEx1KhRg2nTptnHHg8aNMj+YCJXamoqAQEBfPbZZzzzzDMFfRoPpGIVpILtBnvHjh2cPXuW4OBg/ve//+Hk5MTFixf5/fff8fb2JjAwkMcee4yoqCimT5/Ojh07OHToEBqNhr59+9K5c2d27tyJt7c333zzDW5ubqxYsSJf3/Pcimhubm7s2bOHEydO5KnEVbFiRVq1akWVKlUIDQ0lICCAmjVr3vAaGAwGoqKicHBwwMXFBVVViYiIsD/lz60IuWvXLgwGAy1btuSJJ56gR48eBdL1VFzf999/z5NPPkm3bt0ICAigevXqvPjii0U+yfynn37KO++8Q1hYGPPmzaNVq1Z3tZ/IyEhCQ0Np1qwZderUYeDAgTRs2JC4uDg2btzI22+/TUZGBosXL6Z169a8+OKLfP3113Tv3p05c+YUuwIwCQkJaDQae5Xjov65/Beoqsru3bvJycmxj2nOzs6mZcuW91Ss6a233uLzzz/n9OnT+R6q1es/gcQrh0m5tpW007YbtLJly+I8qgP6iiGU805hfavp9vU7bR3FtZ9CcI21ogy/RlyqO+mbosiOOIr18hXST1zlrbfesmcmric+Pp5hw4blmbc0PDwcPz8/3NzciI+PJyYmBqvVil6vp06dOvTq1YtevXrd9Ryq/1Rh8lQuvDr6nvcjhLDJycnhhx9+YPbs2Zw5c4bU1FRu47Y0D29vb1q0aIGiKCQkJLBz504cHR3p168fGRkZJCUlER8fz5EjR+zbZGdn33Cu8FOnTvHxxx/z/fff4+3tzaBBg3jmmWeoXLkyO3fuZPTo0ezbt49JkyYxfvNWXqhXh5o1a9KqVSs2bNiAl5cX9evXz5cVVVWV48eP4+3tXWBJCglSb+1ug1Rx/xW7IPV2LV26lMcffxyNRkPDhg3x8fFh7dq1N1zfaDSi1+tRVZUzZ86wYcMG3pv6DimX0+nZsycvvPACTZo0Yfv27fj6+hIWFlZoXXRTU1NZuXIlP/zwAxs3bsRiseDo7UzT2o1xc3NDq9Wi1WpxcnLCzc2N/v3706JFi0Jpy4MgMjKSd999l9jYWOLj4zl48CCff/45I0aMKNJ29O7dm59//plKlSrx+uuvM2TIkLvObM6ZM4fVq1dz/PhxIiIiCA8Pt3f/feihh1i8eHGe7vA///wzzz77LFarlfnz59O9e/cCOSdx/6Wnp/P8889fd+z+kiVL6Nev313vOz4+nvDwcFJSUqhTpw7NmjUjPT2dH3fswHLtKuYsI106d2H48OHUqFGDp556iv1njlHps2cwOpZCueCKczxk+0HZRlFsaTeZyuOmoWogxyWDq298QLnAstSpU4f+/fvTp0+fm7YnNxjPnRYgKCiI48ePF0gAejvabHqFzW3vboodIcTfrly5wqxZs5g3bx4JCQl07tyZNm3a4OXlle/l4eGB2WwmOzubrKws+yszM5OAgADq1atn76ZrNptp06YNMTEx+Pn54erqio+PD35+fvj5+eHk5ESVKlXo0aMHYLs3PHbsGNHR0URHR/PHH3/w008/UbZsWcaMGcPgwYPtvfVGjRrFZ599Rt26dZk+fXqhVfS9E8Xx/vx25bb90T/64+BaiEFqppEf231TIq/Rg67EBqlg+zAC0Ol0qKpqH7N34sQJcnJyGDduHFevXuXixYv88ccfzJ8/n927dxMTE4NGo0Gj0dj3ketOi3Pcq/j4eLZu3crx48c5deoUOTk5WCwWLBaLfd7Z+Ph49u7dK10gC8iLL77I/PnzWb16NaVLlyYqKgpVValWrRrBwcGF1iVWVVV27drF9OnTWbZsGc8//zyff/75PU2dZLFYWLBgAfv37+ehhx6iXbt2NxzTEh8fzzPPPMMvv/zCG2+8wUcffXTTrk6iZOjevTu/bVzL13PmM37NCU7/8Kn9PXd3dzQaDR9++OFdP5SJjY1l48aNbNq0iT179uDj40NoaCjlypWjU6dOpKamsmjRIlauXMn777/PrFmzSPd1pNTIZ3CKdUGXAfpMSG+RjSXZAac4LdllzWjO7SBi4i9cvnyZ4ODgGx4/JyeHTz/9lN9++43jx48zYsQIevXqRZMmTQDIysqSau9ClACqqrJt2zZmzJjBypUrcXFx4emnn+aFF164L2PGVVWlT58+/Pzzz4BtmEB4eDgvv/wyAwcOzNf7rnnz5uzcuRM3Nzcefvhhli5dWuRt/rfien9+OyRIFbdSooPUf1JVlZMnT7JixQqWL1/O4cOHAduHSpkyZfj111+pXbs27du3p0yZMowaNQqwBbi5gWqDBg3YuHFjsSrYkp6eTpMmTYiIiGDw4MGMHj2asLCw+92sEi0nJ4f27duzY8eOfO+5ublRrVo1GjVqRKdOnWjbti0uLi4F3obciqU//vgjffv2LfD934iqqkyePJk33niDIUOG3HKsoSjeDh8+TN26dVm4cCEDBw6k+itTaJR0nB83/YlT1cqYLkSSfv54gUyR8E/Lli1j4MCBZGdn51k+evRoevToQYcOHdBUKo/fS0/gkOCGLhNUHegywOgJZr2Z6PmzqOlZin379tm3r/vCNA59+bL9e6vVSufOndm2bRtOjSuheHqQtX4/Op3ONk1Ao0qk7jhZYOclhCh4ZrOZn376iYkTJ3Lo0CGqVKnCiy++yIABA+7b3NGnT5+mf//+7N+/n/79+/Ppp59SunTpmz40jo2NZdeuXXzxxRf2Oc3vt5Jwf34juW3v+8cA9IUYpJoyjSxrt7hEXqMHXYlNo6iqyuHDh4mOjiYpKYnFixfz+++/4+bmRo0aNfDz8yM+Pp79+/fTuHFj3n33XV5//XUcHBxQVRWtVsvChQsJCgqiU6dO9OzZ846rqhUFd3d32s+ugM+mR5kxYwYzZ85k1apVPPzww/e7aSWWk5MTa9euZcuWLfj6+lK2bFlUVbXPP3r8+HFWr17NF198gY+PDyNHjqRNmzZUr16dUqVKFUgbQkJC0Gg01y22UJgURaFhw4aoqsr8+fPp168fLVq0kIxqCWUymXB2dmbkhDf46HI8OlctuzxqUfnhWly6upH0CycJCAjIM9a+IAwfPhxCgylXuzUuRjdSEs5wbdtqpk6dSosWLXjuueeYOXMm8V/8SHD3wShWyIy6TOKRP1BwwJKZifliJJ+sz/uQ5J8BKsClS5fYuHEjZR/ph094fcwuYPFsQdbpk1gdtHiEF33VaiHE7cnMzGTBggVMnTqViIgIOnTowPr16+nQocN9L+I3atQoEhMT+eOPP2jbtu1tbZNbpOnq1av5ijIJIQpeicqkWq1Wjh07xpo1a/j66685d+5cvnVCQ0OJiIhAp9Mxc+ZM+vfvf8PB8SVJm02v8FuTD+nYsSOpqamMHz+eNm3a4Obmdr+b9p+UO3b5yy+/5KuvviInx1ZRNCQkhEceeYQ2bdrg7u5un7fUw8MDb29vypQpc9PCP/v37+fTTz9l+fLldO7cmZ9++qlQMrU3k5yczGuvvca6deuIiooiODiY119/nb59++Ln53ffbx7EreWOx3J3d2f58uU89dRTAHh0aU1Qrf+hi8/h2JL3Uf+a0++RRx5h+fLl1524/G54eXmhr9uMgLodSD15iMj13wB/T8/1zykbyjZ4BKsWsk5vx9/fn9KlS5ORkcHIkSNvObXNlStXCA4Oxv/JAXiF18ExCVQtWHW2LsT/DmqFEPdffHw8X3zxBV988QWpqak89thjvPrqq9StW/d+Nw2wVdmvU6cO3377LU8++eRtbRMVFUVoaCXKli1N2bJlGTJkSIH2TrlbxeX+/G7ktr337wMLPZO6vP2iEnmNHnTFPn1iMpn47bffWLJkCcuXL7/uOuXKlaN169bodDocHR1p3749bdu2zTPXXknX2PcyLi4uBA51JnpcNP/73//w9vZm8uTJxeKD8r9GURSqVKnCjBkzmDJlCufOnePEiRNs376dVatW5Zng+Z9ee+01Jk6caP8+JiaGhQsXcuTIEXbt2kVkZCQVKlRg1qxZDB48+J5Kz98tb29vvvrqK6xWK/v27ePzzz9n5MiRvPjiizg7OxMaGkqtWrV4+umn6dSpU5G3T1yfqqps376dCRMm2IvEeXp60rt3b/s6aWu3kOQejF+yD1Ve+AhtUg6Z1yJYs2Exffr0Yc6cOQQEBNzzg4h27dqxfv160urUIdlie1gY3u8NLLt/4sKFCzh4lcaQfA1PT0+iD6/Hw9WVRo0a8dNPP9lvEnJyctizZw/79u3j/PnzBAYGUqdOHTp27MjmzZuZMmUKR48eBSDz2gU8q9RB1YBFDxqTBKhCFDepqam89dZbLFiwwD6sZt68ecUu63jgwAGA2/77lpaWxsiRIzGbs3n99dd5/vnnC7N5Qoi/FPtM6ueff85LL72UZ5mrqyt9+/alU6dOtG7dulh20y1oy5YtIz4+Hm9vbzIzM6lbty7vvfceW7Zs4c8//7Q/oWzRazLbf371Prf2v01VVRISEsjJycFgMJCTk0NycjJt27Zl3LhxvPnmm/Z1c6sB5v67bdu2PPzww/dULKkwREREcPDgQS5fvkxERATzF/xIZkYs33//PY8//vj9bt4DzWw2s3z5cqZMmcK+ffuoUaMGL7zwAu/v2UP2tYukrd1GhQoVaNCgAT/99BMWiwUAj/A6eA3qQ6nLLqRdOc3VPxZhMBho06YNGzZsuKcu3hkZGbi7uzNlyhRmnk3gwpwJgG14Qrt27Th06BCJiYkEBQUR5V+Kle+Oo2nTpvz+++9s27aNHTt2cODAAYxGI2i0OLn5YMhMRrWY0Wg0aLValNJ+uFSqgqN/AM5VquKa5YKq2DKoh7+QAFWI4mb9+vU88sgj9s8ggHfeeYc333wTq9XK1KlTuXz5Mm5ubtSsWZNBgwbZP4eWL1/OmDFjmDBhwi2rfN+rq1evUq5cuVtWP798+TLVGrQkO/GqfVqcyZMn88orrxRq++7EfyGT2nPj04WeSV3R4esSeY0edMU+SE1MTGT69OmUL1+esLAwwsLCCAoKKnY3+YXJYrHku6FcsWIFVatWpUuXLly6dInOnTsT5d4AnY8PB2fLDVxRs1qtBAYG8uijj/L555/bl+fk5DBx4kTee+89li5dWuBjAwtLbtXDjRs30rRpUx599FEGDx4sXYHvA59HGpG8Zh8uoZVw6/IQ3qWqklMGdJkarGejuTR/MosWLeKpp55i6dKlJCQk8Oeff7Js2TJKNWlDQNNuHJv6MtHR0WzcuJEhQ4bw3nvvMXbs2Fse22KxcOTIEfbt24fZbGbbtm1ERkaSlJTE2bNnad68OSnNepOqRqP8eZ4re1YCoHfzxjOoClaNSkbkGYwZyTg4OGA0GtG5eeHhG4prmVDcvUPQlSuL2UuHQ6pK0ul9mEwZKDodXjUagrszigWsjqBqwCEVjnwmn29CFFcWi4W0tDRSU1P59ttveeedd1AUBTc3N0wmE7Vr1yYjI4OTJ09Sq1YtvvzyS2rUqEFAQIC9EJvBYMDBofCCFoAmTZoQGBhor+x7Pa+++ipff/01kydPpmnTpoSHhxe7ebwlSL01CVJLrmIfpAqbLl26sG7dOsDWFTUxMRFvb2/MZjPLli1j5MiRPProo2woV5FzY+Qm7n4YM2YMs2bN4siRI/m6N/k4BFKzaSW2bt16fxp3F+Lj45k8eTJHjx5l3bp1LF68mP79+9/vZj1wQt95lMsfL8P/sadwbF8LxaygMWjQZink/LGHq38sJSIiglOnTtGlS5c824Z0H0rEyrzFicaOHcuECRMYP348NWvWpGrVqvn+fzUajQwdOpRffvmFtLQ0+0NBPz8/ckqVIzP5Co5lg/Bv9gjuJk8sDqBYQB+TiUajQ3F0IMtXAQX0aSoZEafIyL6GR2h1/JO9SamoR9WAotq20xrA7AJOSSoGDwVVCw5pKpkBClojGLzAIQ2OT5TPNiFKkmPHjrFv3z4iIyMZOHCgfXaCffv28fzzz7N//36CgoK4evUqXl5epKSkFMnfmokTJ/L+++8TFxdnr+2hqiqzZs1i586dXLx4kUOHDvHss88ybdq0Qm3LvSjJ9+e5be++YXChB6m/dFxQIq/Rg06C1BIiKyuLzz//3N6VNDAwkOPHj9vH3eZ2K/UM9cStbhjOQd059/n796/BD6CkpCQaNmyIu7s7O3bswNXV1f7e4sWLGThwIJcuXSp243NuR4UKFejTpw+ffvrprVcWBer06dNUq1OTfn0f55tvvqHGa9MwupgxHTxD5O/fUr9mTbZv386nn37Ku+++y6effsrXlwxgsaLxdOfEpNF59mc2mxkwYADLli3DbDajKArR0dF5hk28/vrrTJs2jbFjx9K2bVv6792BY7oDikHFLRYsjgpWrS3I1JjA4gCOaSpag2oLPq2Q5afBMVVF1YLWqGLRK1j1YHZSMLtAqVNmsny1mNwU9Bkq+iwVi6OCyVXB4AW6TLA6gNn5r+MYCyZIrf3SNKxacE5U2btoNHVfmAYqHJopAbAQRclisdCvXz9+/PFHJk2axCuvvEL79u3RaDRs2LChUI8dERFBWFhYni6/O3bsoEWLFjRu3JjKlStTsWJFRo4ciaenZ6G25V6U5PtzCVLFrRSvfgvihlxcXBgzZgy//vorANHR0XmK93z66af8+OOPdGvRjagVhynjufF+NfWB5ePjw8qVKzl37hw1a9ZkyZIlWCwWVFVl2bJlBAQE4Ovre7+beUf279/PgAEDuHgpgujo6PvdnAfOtWvXqNWiEarRwoazcQQ17cGl3+Zx/pN3iFg9nxaNGvH777+zfPly3n33XQDe+WwaDlpX9G4e+QJUsM0N/d1337F//36cnZ3x8PDI8//lmjVrmDRpEuPHj+fdd9+lRYsWeF50wDEJdAYFs7NiD0SteluWU5ejYnGwVd0FsDgoaExgclVQLLaANaOsLQDN8bNlTjNLa0EBbY5tX0Z3BbOjgsao4pQIGgvossA5DpziCy6Lqs9Qcciw/bvRoKnoslQJUIW4D1JTUzl27BiqqtqDB19fX3tl8MIUGhpKixYt+OYbW2XyiIgIxo4dS7ly5di5cyeLFi1i7NixxTpA/a+wohT6S5RMEqSWMN26dSMrK4vjx4/z+uuv25c7OjrSt29fJk6ciKJVSLmcRvlpU+9jSx9MNWvWZN++fdSqVYv+/ftTu3ZtatasyerVq/nyyy+L9ZRBFouF1atX88EHH9C7d2/Kly9Pw4YNWbJkCahWlixZQkpKyv1u5gMlIyOD+pWqo/X2IP7gH8QfXEuTgAAmjBvHwYMH2bx5Mx4eHlSoUMG+jSk6lqNfvsKw8jevHH3w4EGys7Np3749K1asYMyYMbRq1YpHHnmEzp075ykOYnIHrRF0OfyVDQWLE5hcQWO2BaNmZ4XsUhosDraMqcXJFnxqDSoaE7jEqWhzwCXGFnwqKhg8FcyutuyqYgWNRUWxgj7TdpOqz1TRmlQOzinAIPKv+5UcH1vQbNXJDYwQRc1sNtOlSxfi4uKoXbs2n3zyCWlpaZQuXZrjx4/bx6cWpiFDhrB+/Xr69+9P5cqVOXXqFF9++WWxG3cqxINKuvv+h1itVvr168exY8c4ceIErqGleKxtd5o3b07Lli2pVKnS/W7iA2X37t1MmDABNzc3Bg0aRIcOHe53k65LVVXWrl3L66+/zokTJyhVqhSVK1fmxIkTmM1mHBwcSE5O5uWXX2bqVHnwcb+oqnrdImoA586d49FHH+Xw4cMA6PV6evXqRbVq1fDx8eHChQtcuHCBqKgowDau/eTJk4CtuJeqqgQFBdGgQQO6d+/OE088kWdO1ZqvTsMxWUVrhPQQW3ZUnw4OGepfAarte7cYM1adgsXJFvxZdbYgVdUq5HjZxpdqTLZAVFHBqrUFv4rK39PLWEBVQGuyvb93Uf5s8L1o0WsyOT6av9pp61ZscZSKwUIUpRMnTlCjRg1Wr15N1apVqVGjBu+++y59+/alcuXKTJw4kdGjC/Z3/98sFgutWrVi/5E9jB3zPqNGjcozTKckKMn357ltf2T90ELv7vtbp69K5DV60EmQ+h+Sk5ODs7PzDd/v1KkTH3/8MfXr1y/CVomicuHCBZ577jm2HdqJOdOIarHayuaroHXSUT4wlFjHLDqEN8bT05Pk5GTi4+PZf/E4OdEptGrViokTJ1K7dm1atWpFbGws7dq1Y8GCBQBs3ryZ1q1b39+TFPn88MMPPPHEE/bvnZ2d0el0WCwWtFotOTk5hIWFUaFCBcqVK4dGoyE7OxuDwcDBgwfx8/NjxYoV+Pn5XXf/tUdNQ5+ukuNjy3a6xKtoc1QMnhrcYs3keGtxSLfax6ga3TQ4pFsxemgwOyk4pllxjTJgcdRidtWCqmLVa1A1tgyqxUFBY1bRmCHbT8E1xopVr4AKe74p2JvUWqOnYXYCfYZtrKvZDRSzrfuxQ5qMSxWiqGzZsoU2bdpw9uxZKlWqRNmyZRk2bBjvvfceL7zwAosWLeL48eOFXsMhKysLi8WCu7t7oR6nsJTk+3MJUsWt3P1EeaLYcXJy4ttvv2Xo0KH2rjKtWrWiZcuWfPnll/z++++sX7+e5s2bM3r0aLp37/5ATeXzX3Xu3DlWrFjBRx99ROnSpRnzwqu4uLigqipLlizh+PHjmDOMnD17Fg8PD45kH8HNzQ1/f39CQ0Np2LAh7dq14+GHH0ZRFEaPHs3BgwfZunUrzZo1sx+nTZs2LFq0iJ07d1K/fn06duxISEjIfTxzAdj/6Hp7e/Pyyy/j7u5OWloaTz/9NGXKlGH06NH8/PPP1KtXDzc3N9asWcPOnTuxWCxUr16dKVOm3DBABVtRJNVTwTHVVoEXwDHFjNaosQWmVlCsKhoVLA4aHFMtqFpbF1pdtq2YUlqYExozOKRbsGoVUFUUi63YklWnYHSzZV11meASY0CbZWbD3ncL/FoZPUGfauuKrGptwanFwZZJNXraAnLnBJXdSwo3gyPEg+7AgQM4OjpStmxZVFUlMzMTZ2dnEhISGDlyJKtXr2bo0KFs3LixUKc+c3FxKbR9i9tjVRWsauH9jAtz36JwSSb1P8hisRAREcH777/PDz/8gNVq5dlnn2Xr1q2cOHECnU6H2WwmNDSUt956i2eeeeZ+N1nchU2bNvHiiy9y6tQp+zJPT0+MRqP9IcVDDz2ERqNhy5YtebYNDg7m8uXLeZYZDAYmTJjABx98wGeffcbIkSM5efIkISEhvPLKK8yZMweA8uXLExERgUajISIigrJlyxbuiYrblpCQwKlTpzh79ixpaWmEhYWxfv16Zs+ejaOjIzqdzv5AokuXLgQHB99ynzVfmYbGYqviq1hslXqtOgXFomJyU3BIV3FIt/0ZURVb8Adg1Su2rr0WsDgpWBz+mmrGSUFnUFEsKooKDikWDN5aLA62qWf2fzWahk9PZd/XBR8oVnt7Gvr0v4s+2Qs3qbbxtblT6Zz4VDKqQhSmZs2a4efnxy+//MKhQ4eoV68ev/76K6NGjeLixYtotVosFgsLFizg6aefvt/NLbZK8v15btu7rHum0DOpazvPK5HX6EEnmdT/IK1WS4UKFfjmm2/47LPPmDBhApMnT7a/bzabAXB3d2f48OG0a9eO8uXL36/mijukqiozZszgpZdeyrM8LCyMXr16Ua5cOTw8PDh48CBffPEFpUqVIj093T5f3YkTJ2jUqFGebU0mE1WqVLFXOBwxYgQA1apVA2D27Nl8+eWXxMbGUrZsWVq2bMn27dupW7cuV65cyTN+UdwfUVFRhIWFYTKZUBQFR0dHcnJy7O+vWLGCdu3a4eBw+zcDDYZOxdkERg8Fs5MtmHNMVckqrWBxVHC5pqIx2yr76rNUWwCao6IxWDH46DA7/V2YyCHTisFTg9ag4hxvRptjAQXMzlpcY4wAGD31tOw5mX0rXi3Yi4Nt6hmdFlQdYLEVfAJbRWKzK7jG2KbPcU60UG/4NKwOtqBb+avQqD5TxetcNhnBTli1tqJLFkfb9lYdWB1tXYd12eCUrKLLVtm59JUbtkeIB9Xp06fZtWsXixYtAmxZVYCYmBguXrzI7NmziY6O5tChQ9cdgy+EeDDIb/9/nI+PD5MmTWLEiBFMnz49z6TUly5dQlVVvvrqK8aPH38fWyluV05ODs8//zxff/01AKVKlaJfv3488cQTNG7cGEVR6LvzOT72fZnhw4dTqVIl5s6di5ubG02bNqVp06bX3e/Ro0eJiIgAYPDgwaSnp6MoCpmZmWRmZlK2bFmcnJwoW7YsR44coVWrVtSoUYPZs2fz22+/0atXr6K6BOIG3NzcMJlMNGjQgGHDhtG6dWvc3d25ePEicXFxtG7d+o4CVLBlQ616W0Ej3V/xrsVRQWMG5wQrWmPuemB2VjA528at5njrUBVbBhUVUMBiss2HanJRMDtrsDhp0GZbbN2FzVYUs4qj2YqqKZyuWVYtaKy2Ak2KxVagyeIAqLaiTyYX27Q52T5adAYV1Wg7V1Vr67bscSkHbVo24IRDhhVVo0HVKmgNtn1YHWzZZqdkKw6pZuLqFV5mQIiSateuXfzvf/+jUqVK9OjRA7DN+w7w8ssv061bN4YPH34fWyiKmnT3FTcidbYfEMHBwYwfP56qVavSsGFD1q5dS1hYGABbt269z60Tt+PkyZNUr17dHqAOGDCAiIgIPvvsM5o0aWIft7Os2SxKlSqF1Wrl5Zdfvq1iR1evXrX/OywsDE9PTzw8PAgICKBixYo4OzujKApt27alTp06fPzxx7z77rs0a9Ysz4MPcf94enry5ptvkpWVxbBhwwgPD6d37964u7vTo0ePmxZVu56Gg6faMolmcEi3ZRXNTtgr9uozrRjdFKL+Z0JVYNd3r2DVK+R4adi3YDT754/m0Jcvc2jmy2SVgYyyChlBCgfnvIxVb5tr1eihw+KoYPR2IKe0I9mlHfljy1sFfm3qDZ+GQwY4pKnosmwBpVVn65qsMQN/dVO2OoDRU8HortiqDGtAm2PrymyxmkkqbSE19jxXo3djTkhAl217T2O2TbNT6lgmO5e+gvP5BEqdNN9Tm81mM7cxGkeIEmPZsmW0adOGKlWqsGvXLnvXy9yiRVlZWRw6dIizZ8/ez2YKIYoJyaQ+QJycnHjttdcYMmQIVapUYf78+TRq1IjKlSvf76aJW/j111/p3r27/ftFixYxYMCAG65fqlQp2rRpw5dffsm3337Lk08+ybPPPptn/rfU1FRatmxJ3759GTt2LDt37iQ+Ph6z2YzFYsFiseDq6srRo0d55513AFuFX0dHRwwGA7t27eLEiRM3bYcoWuPHj2f8+PEkJyezZcsW3nrrLerXr8+SJUt49NFH72hfihWcUqwYXW2VeJ2TbP/WmAEVDF5aLI4Knvsd2f2tbQznwdnXH8t5Zuzfy+s9Ow0HHWT7atEaVBSLFq1RRZ9VeAGZPss2/hUgKzOezKvXsFqN+ITWxapX7AWhdJm2c7PoId2YQPa5KNTsbFIvHSMl+nSeffZ+5RUmTx5No0FTUSwAKinhLjR8eiqW9oFYnO68nUlJSWzdupWlS5eyatUqPDw8aNGihb2OwOTJk6VYmSiRVq1axaOPPkq/fv2YP39+niEiV65cAWDhwoUMGjSIli1bcvDgQal38ICQTKq4EQlSHzA9e/Zk8ODB7Nq1iyeeeILIyEh7V5sbaTRwaoHOVdgl/A1QFNBqUPVaUBRURUGxWFh39KMCO85/icFgQFEUXnnlFYYNG3Zbc94OHz6cvn37ArBjxw5eeOEF+3tff/018+bN49ixY1y7do1Ro0bdsCtw7dq12bp1K/7+/owdO5YdO3bw2muv0bt3b0qXLs3bb79dMCcpCoy3tzc9e/bk4YcfZsiQITz++OOkpqbeUZG0HG8FfYZtDlRDKUitkkOpNc43/Sxo2WMSf6587brv5U7/onUDVA0mF1sXW122LYupy1HZ8VPBj0UFW9ZUY4HEqONc2PS1fXlq0H48y1TGzaEUSr1KaKyOmGPjiNy+jLS4C/b1ateuTUr03/sLDe/MzgNOtGs9HnfA6qhF1Shk++kwuivklIJT426/+NLRo0d57LHHOH36tP14b731Funp6ezatQuNRsPevXvZfC0Vv1Zd0GfC0al/779lz8n8WQjjeIUoCImJibz66qt06NCBb775Jl+13txZBnK7+cbFxbF//34JUoV4wEmQ+oDx8vLCz8+Pc+fOAVCuXLlbblOQASoA/+jCppgsfweqjvqCPU4hCV34KRGD3ijSY/bt29cecN6unj170qpVq+t25x4zZgxZWVk89thjLF26lICAAJKTk9Hr8/8MgoOD2bBhg/378PBwBg4cSFRUFL6+vnfcjVQUHUdHRxYvXoyHhwfDhg2jbdu2VKhQ4ZbbPfS/Sbg5aTC72Aok+R6xwFFHti//+7OgY6NxGHyd2LrmdfsyjfHv3+2G/T4lMfIoWZlx4O2Kd52mKDhgcYJjk1+m2jvTUMx/jxHNLlU402E1eWoq6CHl2lku/fkdPXr04IsvvuCdd97h4MGDHN3/i63th10I/vh90tLPkhZ3gblz59KzZ09cXFxwcXFh0qRJvP766wTUak9wUBt02Ra0OWYUkwWL6oCqVdBnajA7am8rQLVYLHz77bccPnyYpUuX4uvry5IlS2jcuDEVK1bMt379+vW5FJ+Cc4Ktu3WdF6dx+IuXafboFHCQTIEono4cOULPnj1JS0tj+fLl151OpkWLFiiKQvPmzenQoQNvvvnmbT2IFf8NKmCl8D7DZNBEySVB6gMoODjY3r3mVh763yS2/Xr9zMjdWntuIp2rvw0aWHfsYwDb98YCPUyBCVkwkcuD/74Rv1mAGvrNJ0T0H1MUzcojJSWFhQsXcuXKFWJjY8nJyeHgwYNEREQwa9YsLl++zK+//oper8fDw4MdRw7i4OvGypUrAXjjjTeuG6DeiEajua0HHOL+02g09OnTh1mzZt32Nopqm/vUOd6CcxyYXbXsWPZ3pdr2rcZj8XbME6A+1H0S29a8TvO+U0jXpXFqxRTMhkz7+9ZjO9E1aot3SG37spzSKm6RtgrAB+YWzrQvGpNKSuxZzm7+ik5/ZXLc3Nz4+uuv+frrrxk8eDAAHu5BhK00ciUolCRg2LBhDBs2LM++PDo2ItS9I7pEM6gqFicdGo2CJtuMxVWPxqTinGi5ZZvMZjP9+/dn6dKlVKhQgaZNmzJ9+nSCgoLs62zYsIGpU6dy/Phx3N3dOX/+PB7/e4Tk6lYUKzhH227qdv74Cg0HTy24CyZEAfn+++/tw4s2b958w67qf/75J6qq0rBhQ15//XXGjCn6v6FCiOJHgtQHUHR0NI888shtrVvQAWqudSc+vun3xck/A9RbyQ1QQ+dNIuKZwrl2/2YwGBg0aBC//PILGo0Gq9Wa5/3q1asTHh5OSkoK83/9CdORIwCUDwrhiXdeZMSIEXh6ehZJW8X9ER1t66saEBBwW+sbPDSoGlsWVWskT4DasudkrH62yrWtu0zE4qRBsapYtQqNB0wlO0iD+VImZkMmy5Ytw2Qy8eSTTxIfHw+/LSWzTSx1XnRC4wxep23Vgw/MK5wANTk5mb1/fIwlMRkvLy9WrVqV52FMeHg4FStW5Pz586RcO0tWcAJZuw/ccH8emeVQnCxklHPE4GmrcuyUZAsaNWaVzNJaDs65+bmoqspjjz3GihUr+Omnn/JVxj59+jSHDx9m1qxZnD9/nkGDBpGRkUGVKlU4FlAdp8satEZwi7LQ9Mkp6DOtuGflD4wbD5iKx/ksNu58J8/yzjXfRolNRFWtKM7O4Oxk68nioAWtFqxWVEc9Ji9HNm2UYEHcOYvFwltvvcXEiRN56qmnmDt37k173Hz55ZcEBgYyceJEzp8/z8KFC3FzcyvCFov7ScakihuRIPUBk5mZSUxMzG11+StMXaq9xdqT42+5rMQyFe6HoslkYvv27SxfvpzZSxZiSc2kY8eOPPLII7z00kvUr1+f0aNHk56ezsCBA7l06RLly5dncLfetGnThtatW+Pv71+obRTFR3R0NF5eXri4uNzeBoptDlBdjoJiteYZa2pyUcjIvEbUgTUYk+PwqFCTUiF1cdP7ozGpeERaSc4yALYgcejQocTFxdGwYUPGjx/Pb7/9RpouDM+KtTC5Yp/GpjBs3boVS2IyQ4YM4d13383XW6B58+acO3eOTp06sWHDBvbsm06pUqV49dVX6dSpE5UrV6Zs2bIsXbqU4cOHc3XHcq4qP+NSNowy/QdjLu9Aqf06nBMsOKSabntc6M8//4yHh0eeYmi5xowZwy+/2LogDxw4kI8//vsBXsuek3E7EQsmE1Yvd1RHLZocM8pf1/uf9izOO0yjU4P3OfeUB5UTUkCjoFg1ttoAqgpWK0qmGbQabJPJqmza+N5tnUtJ1Ml1AFhV0Cisz1yc573OPs+wLmnefWpZyZeSksKTTz7J+vXrmTp1KqNGjbpuF99c6enp7Nixg7lz5+Ln50e/fv0oV64cAwcOpGXLlvzxxx8cOHCAP//8846n0BJClGwSpD5gzp8/D3DX4z0e6j6Jbb/ce4bwesHofyVALf/ZVCJeKpwiJlu3bmXKlCms/n0DaraBcuXKMeLpZxg+fDhVqlThq6++AuBKpSrMnDmTHTt28Nhjj7F48WKaN29+05sFUbypqsrGjRv55ptv8PPzo2LFivj6+tqnKSlTpgxVqlTBw8ODtLQ0VFVFr9djsVj48ccf7+jBlFULblG2KVQUi4rRwzZetH7zl7gas5v4K4cJrxBGsw5dWbFiBSeObqK0ezilhz2LY4qKEhxGD9ceDBs2jNWrVzNp0iTCw8OZOXMmISEhXPp9MTX1o3HyC2DvwgIe8/4XVVVZvXo1wcHB9t+LG/n5559ZvXo1iqLQvXv3PJVHAZ544gl69+7N/PnzmTNnDkeOHOHixHcp26gbGY+0AlWLYr3Bzv9FURR+/PFHnnjiCYYOHWqfUirXs88+y6ZNm0hPT2fChAl53nM7mQDpGagmExqTGXJv2lXbwdu1Hg+KwqWeDlT8LhOro47ft75Fx6YfYijtQvB6M6rBaAtSnZzAQQ8GI/yr94WiKfzZ6TpXfxsl22Bru5Mjqk5jH/5R2HID005uA20B61+fi4peD1Yrnb2HArAu+eb/34i8Ll++TJcuXYiNjWXdunV06NDhltvs27cPVVVp1qwZ1apV48SJE8ycOZNFixbx2Wef4eTkRE5ODsePH6devXpFcBaiqEkmVdyIot7GRGxpaWl4enqSmppqn9dKlEwffPABEydOJCYm5q5+lp3qvgcasDrq83UjexDUHzYNXbZKTikFbQ5YnGyFX1Dh6LTC6bKYa8eOHXTo0IEqVarQp08fOnXqRL169fIEnjt37qR9+/ZkZ2dTuXJlZs+efVvzpIribePGjYwdO5Y9e/bgWKoMIaU8uHjxImbz7c3F6e7uztatW6lbt+4N1zGZTHz33Xfs3LmTPXv2cObMGcqWLUt8thYXBx/SA81k7z5IWFgYPXr04IMPPsDZ2ZmIiAh++OEH3nnnHSoPfQ9HRw+0BrAqVqIyDpL66zpCAkpx9OhRnJycuHjxIl27duXUqVPog8vy2Zi3GTZsmL3CZ0F54403mDhxIh999FGBV6BevXo1Tz75JOnp6ZSu0Ypfv/qURo0a3dFDoPfee4/x48eTk5OT79yjo6OpUKECAwYM4P333ycgIIAuZZ4Hi9UWWGq1qFlZACg6Heh0WP29Mfq6sHn9G7R/6GNUnQZtlgnFYEETn4yanoFqNqNotai5Qamqomj/6uZr+avLsKKARvPABWidPZ5GtVpZn7HI9r3PM7ZrotWC2YxqseTLuj6IzGYzX3/9NevWrWPChAmEh4cTGRnJrFmzmDNnDt7e3qxdu5bw8PCb7mfMmDEsWbLEXrAvKSkpzxRpUVFR/PTTT5w/f54vvviCuXPn3lF18gdFSb4/z21769XPoXN1vPUGd8mcaWBL11kl8ho96CRIfYCoqkpgYCA9evS4oyIqAF0qj2HtmU9s/670OhZvNywuOv7Y8lZhNLVINBgyFauDgqqBQ1/mDTBrj5yGPksluSpceOXvTE+dEdNwSFfJ9lFQsFUldUhXsTgqpJVX0WYrnHm34INVs9lMUFAQlSpVYuPGjTg53XgSRlVVSUlJwcPDo8Bv/EXRMxqNeHp6YjSrVGncHy+/cHaseA2z2UxmZiYajQZVVYmKiuL06dNkZmbi4eGBoiiYzWZMJhO1a9e+5XzIy5cvp0+fPtSoUYPGjRtTtWpVYmJiuHjxIhcvXiQpKYmXXnqJkSNHotfriY2NpVu3bhw+fJhDhw5Rt25dPINq4tv3CVzSdGgNKloTpBviOPXzZIY9M5QZM2ag1+vJyspi1apV/PTTTyxfvpwqVaowbNgwnnrqKXx9fe/5mp06dYoaNWowbty4QpsiyWw28/HHH/PJJ5+Qk5PDww8/zOLFiylVqtRtbT9hwgQ++OADDh48SLVq1fK9/8knn/DWW2+hqiqNGzfGOa4eTtm2INhcPgDtqcu2jKiLC1Y/T3IC3di6ytbLpUvVN8kO9QZVRWNRcYxIQo1LQDUYUK0qikaxfdXrUBwcbIGpxWKvvL4u7et87SkJOvs8AxqFdQlzb7hOR4cnUbRa1md/k++9Tm4DWZ+xyJZJ/StoX5f2NZ19h4HJzLrUBYXW9pJgxYoVjBkzhrNnz1K6dGmysrKoWLEix44dw9XVlcGDB/Pmm29SunTpm+5n9erVdOvWjWeeeYbw8HB2797Niy++SKtWrVAUJc/DVj8/P2rXrs3EiRNv+pDtQVWS789z2/7QqucLPUjd1m1mibxGDzoJUh8gqqoSHBxMp06dbtn97b+s4eCptmkvrLaXqoDZRUFjtM3VqFhtQafRTSG7DJx96++gs97waSgqmNxs2+ZuA7axeoe/KJxsampqKl5eXgwfPpwhQ4bQsGHDQjmOKJ4mT57Ma6+9Rr1e73Fg+fuFcoxx48bxxRdfEBcXd1vrN2zYkIMHD2K1Wvn555/Jzs5m8ODBaD3LENq2H3pfXw7PsP0+lK/fm8gjv9CgQQO++uorSpcujZ+fH4qisHfvXiZNmsQvv/yCVqvlnXfeuefA8quvvuKZZ57h3Llz153O5d9SU1M5d+4cJpMJy1/BSb169W5rDK/JZGLVqlUMHDiQl156iY8+ur25npOSkmjVqhVJSUls376dsLCwfOvEx8ezZs0aBg8eTJi+Nl6uQTjqXPHwCYX0THByxFTWG4O3HlWroM2x4piYg6rVsHGHradLlzLPY01NR7VYQLXavv5F6+Zmy8xaVVBVVKMRFMWeTSxpOvv+VY3ZYkU1mVANBjaYfsizTkf947Z/KBo2GL/Lu63F+nfX579ujXKzzorWNlb3n9cPq3rdYPe/5tChQ4wYMYIdO3bQqVMnJkyYQMWKFZk4cSKJiYnUqlWLp5566raLHfXo0YOoqCj27t3LmjVr6Nq1KwA1a9ZkwIABjB8/npo1a/LDDz/cdrG3B1VJvj+XIFXcSuEPPBHFhqIoDBkyhO+//57beDbxn9S4/1S0RtBnqTglW9FlqTimWtFlq6DkTr1hC1z1mWqeABUADVgcwSFVRWMCqwOYnRWy/BQyC3HecZ1OR1BQEHPmzKFRo0acOnWq8A4mip3cqUmyAwrnD3lOTg5Hjhy57e7DYOuS6lTH1qUvOzubJ598kq1bt+LvquHUiimk79hOq86f0KbTp4T6NMTv5eeJj4+nZs2a+Pv707hxY6xWK40aNWLZsmVERUUxYsQI3nnnHXr27JmvSvWdeOyxxyhdujQfffQRJpPpuuskJyfz7rvvUr9+fXx8fGjYsCHNmjWjZcuWtGzZkrJlyzJy5EiOHz9+02Pp9Xp69epF165d+e233267jT4+PmzYsAEXFxfatWt33WnB/Pz8CAsLw2q1csFwiANJqziQuhZrYiI4OWIu7YnJQ4/FQYPFQWHrb69jcdKhzTTS6pGJtOn0KZbQMmj8fdG4uqD8a6ytNcdgC8xUFRTFlmEsoQEqgKJowPpXsG2x5gtQ81CtdHLqRyfXAXT2eJp1CXNZl/wV61IXsC51AarVmqdbtGo02QJUi8XWxVpRQKPQyW1g0ZzcfbJjxw6aNWtGfHw8Tz31FGvWrKFu3bq4u7vz4YcfMnPmTJ599tk7qsYbEBBASkoKq1evZuzYsbRo0YI//viD8uXL8/rrrxMUFMQvv/wiAeoDIndMamG+HgRms5nff/+dOXPmkJ6eDtj+TmdkZNznlt09yaQ+YBYvXszAgQPJycnJVxzkRrpUep215ybe9jHCZkzh0ohXbr1iEWnSbwr6LNWePc39vNKYVSyOGlBVTG4adNkqVr1CjtdfRTSstqAVbF16jW4KFicwO0HuvNNaAyhmMPjA6fcLJotqNBr57rvvmDt3LgcOHCAoKIjLly/bMzwAiYmJ+Pj4FMjxRPG3efNm2rZty+bNmwtsjHFsbCyHDh3i5MmTLFy4kLNnz/L5558zfPjw29r+7bffZvz48bi7u3Pt2jX7FBNpaWmMHj2a+fPn4xAYiLt/RUo5huAXWIsUPxPGc+c5t8nWbbJ///6MHDmSBg0a2PfbsmVLTpw4QVxcHDrd3dX2s1gsBFRsRnzEXsCWoenTpw8+Pj74+Phw+fJlJk6ciMlkwtWrMp4+YXjp/dGqWizOeqyqmcvm4ySf2IslK4NGjRrRpUsXOnToQI0aNbhy5QqXL1/Gw8MDk8nEzJkzWbFiBcOHD2fmzJl31NbLly/TunVrNBoNu3btytdVMiUlBW9vbwBWrVpFz5490VeoSDNrZ7TuHqh6W5d+TZYRo78b+hQD1gN/B9Y6P1/WXrMN72j/0Mco2w/b31N0ejROjiguzuDtCSYza89PuuPrXZA61x5ra1t6NuZAb3L8HMkso8UpyYr7xQw08SmQmQ1uLqDTwV8PVtZemkqXsiNQDbZKxzfq8tvJqZ+9yzOKBrQaFK32ul15O7kN/Kv68V9/CFQr6HSoRlOeLtNY/jUFkKIB1cr6nG8L5qLchc4130YxmG3BtNUKet1dFSfs2bMn58+fZ9++fTcdZnIn5s2bZ5+DWFEUWrduzaZNmwC4evUqHh4ecq95m0ry/Xlu21v8+kKhZ1K3/+/LEnmNbtfly5fp3LkzkZGRGAwGzp49S/ny5Rk1ahQ5OTnMnj37fjfxrkh13wdMWlrand/4aTR5xqTeSnEKUNt0+hS9ixarFvt0C1adLcLUWFQUiy0wdUizYnLTYNGDxmTrwqtqbBlXk4tt3KpiAasOrHrQZdmKJilm0GWD5vZ6SN7S9u3badmyZZ5lFy9eZPbs2QQHB+Pn50edOnXu+uZdlEytWrUiKCiI3377rUCC1OTkZCpUqEBWVhYuLi40atSI7777jpo1a97W9k899RTffmu7AU/PyGD37t20adMGAA8PD3t32w8//JDz589z5tA2mg0axKFDjrhUrU5sbCzz5s1j3rx5fPPNNzRv3pzPP/+cevXq4e3tTdOmTW/4/7iqqhw6dIj58+ezZ88eTp06RXBwMKVKleL999+nTJkytnlZI47Ztzl27BgnIiNQM7Js2TCNhtIVmlA5rB0eaXrMbnr7nKAdm36IYrbi7dCG7Lbtick8zfG0g+yf9CkffPDBddsUHh7OF198wdNPP33bP4NcISEhbNmyhYYNG/L0008zb948AgMD7e97eXnRunVrtmzZYq+YunbtWk64WKjj1g5cXVHdnVHSMtFfiMwXMJnjE+ig6Yui1aJzcUEpH4olMgrVbLKNSfVwR/V2B62Wdacm/Lt5RaJLtbcwe7lg8nTAGuKBQ6oJfXo2qsZWmM4jwoQ+zYgmNglyDLZpcowm20uvg+wcuvg/h2oy27KoN6NoAMvfAapenz/IxFZIyd7FF8tfFYBtAS2avypfa7W2Lr/3MRj9ty6VXkdVFBKyLhGZdYzUtCvUrvgYPtoyd7yvAwcOcOLECUJCQgosQAVo164dLi4uBAQEEBYWxu+//87Ro0epVauWvdeIeHCoqoJaiNnOwtx3cfHSSy/RoEEDjhw5kqcuQs+ePRk6dOh9bNm9kTvdB8zWrVupV6/ebWVR27WZgD45G8VisT9dL2lzmSpmFW2OFZw0WLW2Lr0as62YiGIF9a9pExUVUG1fHdOsaEwqFicNOV4aNGYVK6AzqORoFZwSbdlUfSaggRxf0Kffe1tTUlLyBajNmzfnpZdeom/fvvd+AFFiZWVlkZiYiJ+f3z3vKzU1lR49emA0Gtm6dSstWrTIU1XzduR27av0+Ctc2/wLgwYN4vLly3nWady4MatXrwZgxowZTJ48mcjISCpaH8PX9yXGjBnDli1biIyMZMeOHdSvX59p06ZhMpkwGAxYLJZ8hb9eeeUV1q9fT/369Vm8eDGenp68//77XLlyhRkzZjB48ODrdpv17NUFzy5tCFtqwaS3YFWs7PptbJ51OjYah8ZoRmOyoJjMaLQaXCzOBHtW48L+RVgsFg4cOMD58+cJDQ0lODiY9PR0MjMzqVev3h1fw38KCQlh7ty59OzZk7JlyzJ16lRefvnvnhmNGzdm//79zPnhB7QZGbjWrUNYZEXU7BzUtAyIASU0CKwq1hsEaarFgiU9HZ2zExpXF6wZGSjOtsBDycjG4ud11+2/V1ZnPUZvB7L9dJgdFdwtKnpHPfqIePRXNKip6WCxYDWabNnMv4JDAMVBbwtUjSZbkGqx2LKbN6FobF11AdQcW+a1k1M/WxEpnc7e/RkArTa34wyqxWLL1Coa2/bFZExqpwbvs37/+3SpPIYsazqnrm0kPvMCtWvXxisrkAMXviUhLua29xcVFcXKlSt57bXXCAkJYdSoUQXa3tmzZ+Pk5MShQ4dwcnKiXLlyzJ8/n88++6xAjyPEg2L79u3s2LEj31zCISEhREVF3adW3TsJUh8w1apVY/ny5SxfvpzevXvfdF1Vp6AYTBiDfejYaBza5Iw76vZbHGizzWjMGlC14KRBa1DJ+1BNIcdHg2IGh0wrKApmJwWcFTQmcMhUsepAl61idlZwiVOxOCj24kn6dEClQAomeXp6AtChQwd+/fXXAn1yLUq2rVu3kp2dTY8ePe55X2+++SaHDx9my5YtNG/e/K720bp1a9t0EwZvrjUIRj167qbrjxgxghdffJFevXqxcuVSnnvOg5o1a/LHH3/Qv39/tm7dSmRkJAsXLmTkyJEMGTKEli1bsmPHjjzTuvz8889ERERw5swZwBZwjxgxAicnJ7p160bHjh0B8AitjrtfKDqzDheTE2UjKmH53oJi+T97Zx5nU/3/8efnnLvPPsY69n2PKKSo7JQlWUryTSiUIpQoLVRURptQSZZQUfGTQSgUyU4o+85Yxqx3Pefz++Pce5lsg1lU9/l43MfMnHuWz+fOzL3n/Xm/36+Xjv1ACjLMRovaI1HOpeE7aAS1plIlwOkCuw1sVqNH062xYvHzAKiqyu23387tt99+Xa/Z1bhwnocOHcry3ObNm0lPTyfSXIAGhbshDrvRUs6h4wRA6hL9zz3Zuo525iwIBWGxoKekIlxulLhYlqx7Oecmcxma3Tka3ayguDXUDDfSYkKqAmXPYWx/uLFbLEivD6SO7i+ZBWN+ANLnNQJEr+98ua5bB79qMVIHoVzWKqaZ2gUwglThP68wm65oLdPC3p3FzumGn6ou/dfxjwMjuM2vTGrLWi8jhUD4e2dPpO5ky+lFxBcpzHczv+PUqVM88cQTtG3blpSUFL755hvWrVvHnFk/0OOxB+jVqxfVq1cPLgZJKSld4DYOJW8AjHL8SZMmBUv5c4q4uDi8Xi/h4eEIIejevTtTp04NBan/UXQEOrmX7czNc98s6LqepSUswJEjR4iIiMiHEeUMIeGk/xgjR46kadOmjBs37qr7Wo6lIU0K5tMZKC7PPy5ABfBFGKlSaVYQEjSrwOdQyCxswh1rIrOQitCM7Cl+0STw72c3ynx9NkFKGQVPuMAdI8gsBq4C4A2DzCLgvc7/f6/Xy8mTJ3nyyScpVaoUgwcPBqBv376hADVEkDNnzvDkk09SuXJlKlSocEPnOn36NJ9//jlDhgy5KEC9s+M71O6XkK3zBG5anaeOkrbs1yzlqZdDCMG8efMYN24cn3zyCStXrkQIwZo1a1i1ahW9evVizJgx9OzZk6lTp7JmzRpmzJiR5Rx9+/YFoHbt2nz00Ufs378/+L8SCFwHDRpE+XsfI77SvZSKb0ih+NroEXaELjGluMHtQbi9CI8PXG7UmlXQmtQxAlSTCdIzIcOJNKss3vQqTe7NmxLY1atXEx8fj5SShISsv4ePP/6Y0qVLI5wetKIFcNcqjRIViWK3I6xWo+z0CghVNQJTVQ2q/CIEisOBKFWcRQey93u/UXxhJtQML6Yz6cFeWjXFGbTG0V3u84GppiE1DT2QHVUEwmQ2vgayoP59pC5RixVGqVoBNTb6stdXzCaWanNY4p3NYtdMlni+vKr3aSBTKiwWozzabMoqyCTy7zYqs2QE6SKVo6nbqVi8KdtP/0CXBzuyY8cO2rVrZ5Tkmy1s25hO2XIVePLJJ1m3bh1t29/DtGnTqFWrFsVK1wue77Y7B3IoeQPDhg3j5MmTTJs2LccDVIAyZcqQlpbGqVOnAChWrBiZft/fECFCXDvNmjVj/PjxwZ+FEKSnpzNy5Ehat26dfwO7QUJB6n8MRVG455572L59OykpKZfdr2WN4QiPF5GWiTiXTuLWq9sqtKg9MieHmiNoNgWfXcWUZih8eiJU3FGKYR/jlVjSJeYM3RBFsgjckQLdLNBV8Nkhrbih2uuJBmdhcMUa6r669bwQk36d9Qj33XcfRYoUYdeuXRw6dIhx48bx/PPP06FDh5x7AUL84/ntt984cuQI3377bZZs2/XgdDqD3ql/Z/XcwWyakL2KgPh4Q8p62+qJSJfrkj6fl0IIwYABA4iKimLVqlU0btyYPXv2EB4ezieffEKLFi0A6NGjBy1atOCZZ54JBp8A//vf/wD4/fff6devH6VLlw4+V79+fQoVKsTcuXOxnvFiO+NDzdT4KfF5pFlBdfkQmoaMvUA4I8wBmoblVCY4jO+xWUHTkGaVu1uOYdnyYVnm0Kxh9ixmroUVK1YwefJk2rZte8nny5QpQ7ly5UhxHWf9jiloKojISER8EZSS8ailS6BcIZgIBnlWqxHYmsxGf36V0uhhVlrUyZv3blOGDzU5HWlRUc6mw8596AeOoHuzqkoHsqKBDGogKA1kT4WqZn0oAhR/oG67fCvLjWQ8E5M/JTH182CJ9BLPl0ELm+aWh2lh60Zzy8PXff7r4bVBt7F2+wS2H/iO/Sd/5sEHH2TatGlERESwevVqfvrpJ3S3i/1HljNo4DMkJyezZcsWZsyYwZEjRwCQUuPOju8A8MZI42Z22rRpQXXQ3ODbb7+lRIkSxMTE4HK5eGHQMO64445cu16IEP92EhIS+Pnnn6latSoul4uHH36Y0qVLc/ToUcaMGZPfw7tuQuW+/0E6derEmDFj6NixIz/88MNFNewAidtGB79vVXzARc+3KvEM2G0s+uv8H7+SkkGrMoNYtP98lrZVkX5In8+Q7DeZWHTk/RyezZVR3EbGIK20DVesQOhgygDdLJFeQIJuEoZPqs8IODWrIdahaIZYkhSgOsHnANtpcBcApMDkAnT4a/i1l/oeP36cJUuWADBhwgSqVauG1WrlzTfzR7gkxM1LwBYmMTGREiVKEBYWdt3nOnfuHNHR0cyfP/+yIkDZoW7dusyePZsNGzYwZMiQSypNB4TjA4G1lJJz587x119/4fV6SUlJweVyMXjw4EseP2vWLBo2bMj999/PunXriI6OJjo6murVq7N9+3bGjx/PgAEDgr2gtWrVolixYqiqyi/fPo8QglZVhtGqyjCsGU5QFVBVFu15m3ubvIU0CWPxShHoFgWL0wOZEhkZjvBpLF7/SpbxtLzlJYTLi2ozX7Pi+dVISEigePHijB49+rL7LF26lCFDhpAwbjz2zYeMYMynIC1msJnx3FkNyxknSkomMvmc8Z4LoKrITKcRgAc8UX0+o6x2ww6ExXLVbGJOYTpwEhlliDTpx44Hg9AgUkfq/rVzoYD0BrPAAUVeoQgwmRBms7HooOt5apvzd9VgYTFDsA344nK73CCgYvyb41fMimDf0aMULVo0yyKWEIKqVavy1FNP0aZNG0qWLJnlHIsXLwYg2h6POV2jYad38YQLKnZ4hgPLv6RBgwZs3bqVIkWuXXDpSuzatYvZs2fz0UcfoaoqjzzyCIpN3ND7UYh/NrltE/NfsKApVqwYmzdvZtasWUH/8scff5xu3brlSjVEXhHKpP4HKV++PN9//z2rVq2iffv2F2VUaz31t9IvKWkV/zStivQzvpZ81tju9Z7/HgwrgL87GplMxk2Gf3W7VfzTOTuZq+ANV8koasITITA5IbOwoc6bWkZgytSxpmpYUzQUD+h+0UYpjH5TdzRo/v9toYNUpT9ANYJXSwrsevX6elG7du0a/L5atWoATJo06YYzZSH+fbRp04a2bdsycOBAJk++tK1GdnnqqacoWLAg33///Q2Pq0uXLowdO5aCBQteJHAE8Nhjj2GxWChatCgVKlQgIiKC2NhY6tevHyzte//993n77UtbnsTExDB//nwOHDgQVBK2WCz07dsXIQQDBw5k0aJFwf03btzI5s2bqVWrVjBAXrTzTaOs1GI2/EDNJsqPTWD5shdYsfh5lv46gqWrhyN8OtKiQmw0iX+MRtrMWcbSquxgEre87hfL0dGjHDf8+l1IoNwx0Jd+KYQQ+Hw+bPZYREyUYYVityAdFrRwG6Z0L4vXv4K3WDQiJtp4zzUbokIiPMwoZdYlIjYaEeZA2G0o4eEXeafmKg47QkrwaucDVKkHS3yFxZKl3DfL/BURLO8VigKaRmLq5/nu65qYMgUUgfR5LxpzrqEY2eRfF3+Nqqo0bdqUp59+mpMnTwLGwtbRo0eZPXs2ffv2vShABcNCCuCs5SzHkjbisRivu7V0Kao1fwpFUejZs2eOeqr/9ttvtGnThhIlStCzZ0/mz5/PV199xcyZM0OZ1BAhbhC73U7Pnj358MMPmTBhAr169fpHB6gQClL/szRu3JgFCxawaNEiJk2alOU5V9zfdlZV42E2G4Go12v4rvk0I4AtM4hW5YeAqlyyt0m63MYNksUCeXlDBHgiFCMT6gLVJYnbqhN2UiNml8QdpaK6dDSrQliShiXdKOF1FQRrsn/qhvAjPgcI3ehRtZ2GyH0Qdly/7nHNmjWLuLjzL3Tjxo159NFHb2SqIf6lqKrK999/T/Xq1dm9+8oCRZdj2bJl3H///axatYrnnnvukjet14PH42Hp0qVs3LgRz99UZad/9TU+n0aG5uBcZDzWe+4NZgrLlSvHs88+yyOPPHLF85cvX57bb789mPVJS0ujf//+wRvn1NTU4L633XYbb775JlOmTGHQoEGA307mbKrRb2q1IE0K8auylpbe02KMIZLk08Hro1WlF0jc8jot6oykef3XaNpoNIv2vUPLGsORioKnUAS+yJx9H/vf//7HgQMHaNu2LePHj79sK4au6/jMOnqYFT3KgTcuDN2sGorEmk6zhqP48ecX8RWKxFO6IJ7yRZCRYfhKFYLihRGx0bjKxeGqURIRGY6ICEdEhufoXK7Eor/GsGjHG4gzycESXjB6ZhWb1QhS/YJJFz4f6DuVugShoLvcJKZ+nmfjvhqLM6axxDs7y5hzFVVBen1UqVKFhQsXkuQO46OPJpCQkMCWLVu444476NKlCzVr1qR58+b079+fDRs2ZDnFK6+8AsCZHWv4a/NX7Ng3C6/NaHOxWMKZMmUKixYtuiF/xQMHDgQFXUaPHk3Dhg2Ji4tj+fLlWK3W4P/vfffdd93XCPHPJ2BBk5uP/wJ//fUXkydPZtSoUbz22mtZHv9UQuW+/2GaN29Os2bNmDJlCgMHDsRsNlPrqQTMFiObGlCsXXRovJExFeK8LH/AIDxguxDo5bqAViWfRWZkGtlVn88oM8urD3Ggdr8ELD7DVkazSBTtfKbU5JIIXRplfqkargImLGk6uqqgugS6xQhMNZuRNQWIOHDeP1VoINXrn0uxYsWYMGECnTt3BuDrr78OZVFDXBYpJdu3b2f//v3UrVuXefPmER0dTb169XjyyScxm82XPfaXX36hTZs2VK9enbfffpsePXpccj9d1zl16hQpKSmkpaWRlpZGiRIlOHbsGO+//z5//vknUkrKlStHu3bt2L59O9OnTw+Kn0RERNCqVSueeOIJ7r33XiYkjCMhIYE///wTd2Yyj97aMVia+/nnn19kt3Q5HnnkEfr378/+/fuDN8xxcXFMmTKFe++9N7ifEIIXXngBk8nEkKFDWbXVRHhcYRwp4eAyAmjh8mJO9dLk3jeDvaZSEZjOGSq5i3aPxePx0LzOywgEissHQtCqwlCE12so/yqwbOkwcpJ69eqRkJDAt99+ywsvvMBHH33E+++/T7Vq1YiPj8fr9bJz505OnDiBJ+UMKYUg8rSKz6aiCoGa4mTxH6Npdscomt0xiqW/jqDJ3W8gdIkv2o7PYcITEwWaxOTU0GwqMjIMkZqRZ6JJF7LoxATA8CKVmoZSKA48XkNt2GxkfINKvmCUAWuwVJuT52O9FrIIKuUmugz6wd59993cWuB+zJULMWbMGMaMGYOpcCFuq/g/3KeOkZR0kqVLl3Lw4MGgJRTAQw89RO3atcnMzGTHjh10794dV3JpouveCVLSunVrHn30Ud544w2eeOKJa7ZYWrFiBffeey9t2rQhIyODn3/+mRdffJGRI0cG3690vyqxz+e7ZNtRiBAhsscnn3xC3759iYuLo0iRIheV/r/8cu6rt+cGQmajliM1NZWoqChSUlKIjIy82u4h/kFs3ryZW2+9lffff5+nnnqKhg++g24WIMBrN3o1i6xKBk1DuLzg9oDHYwSpqmpkRwM/+zOtiw6Np1XhvkZQarWw6Mj7tCraH4BFxz/Ks7nd9tg4EKBZjAxo5GEfyRVM2E9LhCaxpBl+qKYML8cbOuBC31QfKF7ILCoptEGieI0gV1fB51DQzKCbBRsnXr/1zB9//EH16tUpUqQIx49n38MuxH8Pj8eD3W4P3tRVq1aNyMhI1q5dy4QJE3jyySfZv38/Q4YMYevWrcGbQE3TOHz4MHXr1mXJkiVBf2Rd11m7di1fffUV69ev58iRIxw9ejTY//p3zIUKE1m4PKpXkHJ0J+60M5gcEcQVr0XxqFoc2LGQ0xn7AENBPJClkVKyZs0aZs6cSWJiIvv2Gfvs3buXsmXLZmvumZmZlClTBrPZTNOmTfniiy9YuXLlZYNct9tNtWrVSE1NJSYmhgPuDCrbG1PYUZ6zSbtID9uC2WxmjzOTHz75lHvuuScY2NUt/wi7Ty3AYrHgUaPAeYqqEfcTlWpGd7lRC8Sgn0vNVW/MPXv20KlTJzZv3gyA2WzOYi8QXqISdSr3wH4wBdxuo6LFpBrvwV4fKAoyKgwtwo5uVQ3huEwfqts4Xk1xIoVAOiws/v3mE7trGdUTYbGw6NT1Z/CulTs7vgMSVs8bnGfXzA3uqNCbtOO7KRpdnTOWs2w/swRP6hkAmjRpwo8//njRMVJKypYty4EDB4gqVpmKzXpzqo5k/9PPsWrVKho1asTvv/9O3bp1sz0OXdepW7cuTqeTpKQkHA4HM2bMoHHjxln2a9WqFSdPnmTDhg2hRdrr5J98fx4Ye915z2IKy70qO1+Gm/UPjP9HvkbZpVSpUvTr14/nn38+v4eSo4Qyqf9xatWqxWOPPcbIkSPp2LEj3nAF21kNT4ShgGtyShI3v0bLWi+D9KAXjEJJOmccrCrgdKKfS0WE2RERYSzaYagEYrEgnU6E/6Z30fGPsvav5gHC3zuqmcGcKXHFqDhO6iheyCimoHjBJHRcdivCL5KkC/CFQdgZUN2SzGJ+BV+LwKcK3FECxykdU6bE5L6xXp1q1arx9ttvM3LkSKSUoQ/pEJfFYrGQkZGB1WolKSmJAgUKYDKZ6NKlCy+99BJer5dhw4YRExNDly5dgsGmyWQiIiKCAQMGBAPUHTt28L///Y/ff/+dokWLcs8993DksIlyJWrg0O0oYeGYsKKqFtJ9p8FhJyK+AmYX+BwqVLgPd5jAngLmDB/Cp1O5zH2s3v4+t956K0OHDg2OWwjBHXfcwR133IHP52PGjBmcPXs22wEqgMPhYO3atQwdOpQvvjD6D7du3XrZINVqtTJ37lymTp2Kqqps3bqVpUu/JDysCC5nMtVqVKZx48ZErl/PvU2a0K5tWzbs/ZOoiIlkuk7StGlTbr31Vt544w3jNVS8CGs4qt8/NTcDVDBKnH///Xd2797N/v372b9/Py+vXkG0jKdQWhxrFr5EqwpDjRJmtwcpdaOv1Go1Fg29XoTLi2I1s/TXEdzT3ChnVjLcoEmkWUW3mtHCL599z08SU6bk+TVXz/1nB6cBft39Ca0K9+W05xi7U3/kzttuo3fv3tx+++2UKVPmkscIIYiNjaVo0aI4q3Qgo5Bg/9NGuXzRokUBSE9Pv6ZxfPnll2zatInVq1dTpUoVLBYL4eFZy8pTU1NJTEzkgw8+CH32hQhxgyQnJ9OpU6f8HkaOEwpSQzB69GgWL15M69at0Wt3xmIy43UoCF2i+BMr4kxK0OAes9nIngKYTGi3VcZ87By+6PNiIosOv2dkUzWdVgWfZNGpiSw6ND5P56W6jdJcqQpMTmkEm/77sqh9PjILqqgeyCii4nMYCr6aHZDgtYOuCmL/kKhuHc2ioFuNoN0bJnCc1Ph54dArXj87lCtXjszMTE6dOkWhQoVu+Hwh/r0E/EALFy4c3PbBBx9QuHBhBgwwFLjXrl1L9erV0XU9S3neypUrGT16NJs2beLUqVNUqFCBpUuXcu+996IoCs3uGIXiNLxDhddnZObcOpF6PJyTSF8GWpgF1enDlOomTNOCCuAtbnuVMBFBgYiynDx5koyMDByOi4WFTCZT0ELmWilTpgxff/01SUlJ6LpOYmIib731FgMHDsTpdBIWFpal5PmWW24Jeo1KKVm4cCEzZ86kfPny9O3bl2LFiqHrOgkJCcyfP5/Gd1QmOjqao0ePUqhQIV599VUqV67Mo48+yrCZPfhgwAq02AjcBfPGv9hkMlGlShWqVKkCQP/+/YPPtSrxDDI6HBkdhthz2NgY6PXXNaMNw+tFyfTQstpwzJE2hE9Hd1gQbg1pMz72b6RdIcTNRcvIx0hM/Zx7Yh8h7I5zrF+4kEaNGvHdd98REXF1I+/evXvTv39/ahZthl4sOrg9EDwGKjguRNM0/vjjD3bu3MmOHTvYuXMnGRkZ3HrrrUybNo0OHTpc5MV8IQ6Hg6ioKA4dOnTtEw7xryK3+0b/Cz2pnTp1YsmSJTz55JP5PZQcJRSkhqBIkSIsWrSIu+66C0/6VKre0ZuwJB+6SaA6dWPVHiDTieJynz9Ql2jxBZCKQI8JR8300PKWl0BKEreOYtHJj41AFWhVZlDQ/iEvuLPjO0ibwBmnYM4wAkspQLMJVJfEHWXCFwZppUxBuxlfuNGvqmggAFuyjs9uvLlpVoFuEkjVyKy6YnPmX+e3335DUZTLllmGCHElVq5cCUDHjh3ZsGEDt912G6qq4nQ6qVmzJg0aNODs2bPMmTOHunXr0q9fP2rUqEHLli2zWNmYDp8y+satFrSisagpTtKqxWFO17DtOo5wm1DMqtFfrmlIk4kWt70Kuo5UVaTNQnyNFmz99WN27dpFwYIFc2W+hQoVwufz8dhjjwEwbFjW3tDExMSg12oAIQT33XffReIsiqJQt25dTp8+zVtvvZXluUmTJpGamorJZKJGjRqQtgDV6cK+69oySjdKq6ovAqCF21BcHkRqhiFcd/wUomhBtCql8cRYsJ51o+w+bGRU7TZDzdjjRegS1etDWk0IQItyoFlVNKtCSrmbM5Ma4tpJTP0cKSUb7OtwrE/l66+/pmPHjtnOUJYrVw5d1/FKFztfN1pY0tLS+PTTT1FVlVKlSmXZPz09ndatW7Nq1SrAWDirUqUKdrudyZMnk5aWdtH/1IW4XC5eeeUV0tLSaN++/fVNOkSI/zjvv3/e0rF8+fK89NJLrF27lho1alykUxFYyP6nEQpSQwBQo0YNZs6cyX333Udq1YM4ZEnDdsXk/5Azm42bI1UxSsr8SJMKisAbbUVXhdHjmXaBymdYmLG6L2WeBagAXoeRRdIsYE43SnkVCZY0I/D0hoPTfx8tdCM4lQLMGWBygu2sxBOuYMmQSMXo0RW6RPWAN1zw2+RB1z02KSXr169nzpw5vPvuu4wdO5ZixYrlxLRD/IfweDwMHz6cpk2b8s0335CcnMzkyZMxm81YrVbWr1/PypUr8fl8TJo0iV69el1e/ERKfOWKYTqZgnouE86lErHesInB6wXsKOkupKJkycRJsxnF6QUFfCeNjEj58uVzdd6KojBgwIAsH9ABWrZseU2WGU2aNAn2egbIzMzEZrNhMpnQfDpFixZFOl0Iuw15iYxSbtHknjeR8ZH47CqaRWA7a8bi8ho2MnYbngJhaDYVxSdxx1ixFyuE1CTOstGYU72YD54ybHfwZ8RUBcXtQ/g0hG7GdvZi26AQ/1y+//570o7tpu/QodcUoAJs2LABxWol1hXDpk2bGDp0KMuXL0fXdYYPH065cuWC+x4+fJhHHnmEzZs38/3333PnnXcSGxuLz+fj0KFDhIWFERUVFaz82Lp1K8ePHyczM5PMzEw2btzIF198wZkzZ3jllVdC1jMhkLnsk/pvzaQGqoUChIeH8/PPP/Pzzz9n2S6ECAWpIf75NGvWjJiYGPYu/YzjMfHERJamVNkmyDCbYeMgpSHSYZZgNqFbzUbJmAR08EUaNz1SFdzZ8R08EQrr9hk9qq3KXH9Qdz34bALFJ7GkguoB3QRehyAsQ0cqAsXjD04VkCooboz0qX8umtnoafXaBVIoeCIEPptxLuUGkp4ZGRm0b9+eH3/8kdjYWIYOHcrgwf+OfqgQecv48ePZu3cvc+fOBQxf0esRTWhVuC8IgenIaWR6Bnh9hq+mpp1X5RYCnC6Ex4uwmA2PTodR/q9bTBxL2siOQz/QoUMHihQpktNTzYKiKLz33nu899577N69m6VLlxIdHU10dDS33HLLNZ3r7bff5rnnnkP61UxfeOGFoK/cvn37kKqgWePXsUVGIF0uw/M5jzCfycBTOBwERG47bYgkmUxgMuEuY9hX2U5kkFY+knPlVYqfMuOLsHC8nolyX/gDVJs16F0tVYFyJg0AERPG2hU5q1AcIu9pVekFFv1pZCzr169PbMHKjB07lrVr17Jw4cKL+kAvR8GCBdE9Hg7vnESdOi9SuXJlPv74Y+666y4qV64MgNfr5fXXX+edd94hIiKCH374gVOnTvHoo4+yevVq0tLS0HWdGjVqsHXrVqSUjBgxItjbHaBAgQL873//o3fv3lSqVClnX5AQIf5D7N+/P7+HkOuEgtQQQSwWCz///DPTp0/nwIEDfD13Lof/XE6RsArUKNEeRahGv5oQoOkIjw+p2IxyX4vhRwrgC1Px2Yzy2nrdx/Hb9EEs2j8ub+eSYWQQdJOh7OuJNLKhacVVdDNYUowANdCnKk2ANDKpnigjW2pOh4ijGq5oBUuaRLMKvA5D9fdacTqdvPvuu8ydO5c9e/bw3Xff0aZNG0ym0L9giGvD5XIxduxYRo8eTf/+/alevfoNnU9qGsJkQqYapazCYgGPFyl10HSkx4OzfDlsSU7UgyeN58LtSJNi+ItKSXLmYWJjY3jqqafyVASlQoUKVKhQ4bqPHzhwIN27d8fpdFKiRIng9h07dpCQkMDLw4fzy09WZEwEwmVj0e6xOTHsbCGS0zCrKhafD86eA0UYvyubDVOaByXDjTs+krNVVEMkLtODsJsoudQJaemG+jqAxwthJsMuzOOByHCEdmOibyFuEi7wJu705HSq3tGTo3IPK+d/wpw5c3j88cezdZr777+fJ594gujoaKpVq0bXrl0v+mx68cUXeecdY9G5WbNmdO3alaNHj2IymdB1HbPZjJSSI0eOkJ6eTt++fZkxYwZjxozhoYcewm6343A4sNls12xnE+LfjSS4lpZr5/+389prrzF48OCL9CCcTidvv/12yIImxL+PLVu28NZbbzF79mystmiqN+yNuWBhLCmaUfrqMsrkdKtxM6SbBJrNUAVWfBKvQ8FnF5gzJL98/VyejbvBQ++i+Ixsqtch8ESCbvF7nvrA5K9i9IUTzI4avqdgyjCedxYC+ylwnNLRLAL7KR+ZhU1oZsHGSddmO+N2u2nUqBFbt26lcePGvPLKK9SvXz8XZh7i34zb7eazzz7jjTfeICkpicGDB/Pyyy8Hy+qul5ZxfYxg1Ok0AhshjIyhlEhNM8pLbVb0jEyEIlCiIjnxYEXSShkLNuW+OMGZ9P2sPz4Xic6iRYto2bJlDs06f+jTpw/Tps4hJS0Jq9VqKJNbzHnastCqSD8QAun2GL8Pi9nIdEsJJhOiSEHO3VIAS4qGY1eS0Yrh9SKTUxCx0UaLBkBqGpjN6HHRKGdSwOMJ+pSG+HfRqO3bpJY0se+7idxavig//fTTDZ1PSsn333/P1KlT+f7774Pbw8PDiYyMRAiB1+slJSWFNm3aBPexWq34fD6mTZtGly5dbmgMIa7MP/n+PDD22t8MQnXkngWNlulm04Pj/pGvUXZRVZXjx49fJMB55swZChUqdFFbyz+F0HJWiMtyyy23MGvWLH7//XfKlS3G5nUTcbtSQBUcucfCwVZ2dIuK8EmELjFlapgydcypPizJHmxnvZgzZJ6v2rsjFZyxCpoVXAWM4FTxGBlTLRCU6uCznz9GqkZmVbMaz5vTjf11k5ERdkerRqb4GpNETqeTQYMGsW7dOpYtW0ZiYmIoQA1xzXi9Xtq0acPTTz/N3Xffzfbt23njjTduOEAFkC63EaAK4+NAKIrhtRnov5RGACs1Dd3jQU9JpchXfxK/ykfZr85CcgoFZEGaFXuS8LjStG3blg4dOjBjxgx+//131q1bh+eCjM+14nQ62bp1K8nJyTc81+xw5swZpk+fzgsvDgza9mC35WmAChgLB5lOhNkEijAEqzQNVBWhqkizStgxN45NB5HJ54wKF10amXC7DWk1gctfIuz1oqQ7/f3FeU/z+q/ly3X/7TRrOIoWdUbSqsJQqr6YQHJ5EymVdMLr1+Pnn38OCqtlhzIfvHvRtr/++osOHTqwc+dOJkyYQGZmJv/73/9IT0/n2LFjlClThqSkJKKjo5k3bx4TJ05k8+bNtGvXjqVLl4YC1BDZQkfk+uPfzuVsDLds2UJsbGw+jChnCNUahrgqdevWZcWKFZQuXZqkIxuJir2LEss8uKNNCH8iXnFrKF4d1WncBAm3hpouEV5bMNOaV1jSdbxhRh+p4gXhAXQIPwRppTACTf//crB0VxqCScJ7vvzXEwZIgeOUXzDJIdg4MftZ1N9++43u3btz6NAhEhISQgIRIa6bAQMGsHLlyqBtTE7Rwt7dCHwAoWIEOqqKDAQzmobUJUjdeAgF3etDP5uMdfEmdECNigQpUVQL9bmXQ8VPsHz5Br777rvgdaxWKy1btuSxxx6jdevWFykPXoq0tDSeeeYZpk+fHlS/LlasGHfffTdTpkw5H0DmMJ999hkA/fr1C26TtrxVwm1VtD9YzAiTaljKANLjRbHbjYypqiJOn8N8+hzS60X4A1EUAeEOSEkzFhtUBTw+I+A9fRYAYbVc6dI5TpN732TZ2n9mqdnNTKvyQ0irXxTNDCZ3JJllfCjhXvQMM47at2DZ+DNPPfUUGzduzFZbyf6nL652qlixIvXr1yc9PZ177rkHu93OgAEDmDp1KkWLFmX16tXccccdLF26lM2bNwc/47788sscn2+IECEuJiYmBiEEQggqVqyYJVDVNI309PR/tC1NKEgNkS0KFSpEy5YtSfz5NzwlGuM46cZyKhNpM6GeSDZW7i3Gn5PIdEOmExQFi9ODtORtkGrOlCg+HZ9dwZJqbBM6WFONm2xLqjSElCIEaib4wsBxwthHsxiBa8Etho9qerwgraRAdQr0a/hvWbJkCe3bt6dmzZrMnz8/KD4RIsS1kpGRwSeffMLo0aNzNEANIBSB1I3SXsVsQlgtRpAqJQgFoejoHn+pkDyvbrvEM4dmSiek242IjABdR3XrlPEUpoxSlE8OjeTo0aMoisKqVauYNWsW7du3p2jRovzyyy+UKVPmsmM6d+4c9erV49ixY7z55pvUr1+fw4cPs23bNt555x02btzIgAEDuOuuuyhbtuwlfVmvlxUrVqCUKEWPem+B0wVmM4mH38ux82cHGReNcPuMINPlNsSsrFZDPElVDUEr8Cv92g1fW4/3fEDr9hgCV7rqL/v1IkxWCA/L075aAJ9dNVowvJJfvgmJxN0ItwxIQDeB7ZxE3FmUdVMHUWNwAlIIDvR+joqjEnCkGp9lZWs+wLb57zFixIgr2sFcCSEEH374IR06dKBatWps3ryZL7/8koIFC7Jnzx4WLFhAjRo1cDgcoUXYENfNzeqTOmHCBN5++22OHz9OtWrVGD9+PHfddddl93e73bz22mvMmDGDEydOULx4cYYPH07Pnj2vd+hXZfz48Ugp6dmzJ6+++ipRUVHB5ywWC6VLl6ZBgwa5dv3cJhSkhsg2vXr14ttvvyU1/Qh2U2GEx8dvtuXEpenEOYsTFV0KRaiGAnDgJkpKhDdvsxBSGP2oUgWTS2L2iyhpNgX7KR1XrALSKO1VvGBOMxR7FZ/EkmZkTdOKm9CsYD1n9K0qWvZVffft20fHjh255557mDt3bo6UZIb477J06VI0TaNt27Y5f3KpBzOlRkbVrwYbkCpQBGgY5aV/62lppnQyTuH1QUYmwmpBREUaQZHZRIkSJYJiRLfffjvPPfccW7dupXnz5owZM4aJEydedlhjx47l6NGjbNiwIYsC6EMPPUStWrWYPHlyMNNpt9v56KOPKFKkCLquU6tWLeLj4y953rNnz3LkyBFsNhvly5e/SMDlyJEjLF26lFLlW4KqoqeloxSKu6aXNCfQw20Iiw/h0xFur5HhVoTx1eczyrG93vNqwxe850pNMzLgPkPUCrvNCFY1zVg8zGOEDqpHklFYpe7jhoDe+s/yVu3934I71tBXEAi2jjOqehQfeAOWx4rxvJoJznZFiba0YsyYMdxxxx3X/f5Rp04dEhISePDBB4mKimL27Nl06tQJh8MRKucN8a9lzpw5PPvss0yYMIGGDRsyadIkWrVqxY4dOyhZsuQlj+ncuTMnT57ks88+o3z58iQlJQWrgHKLHj16AFCmTBkaNmz4rxPj/HfNJkSu0qJFC8qUKcORvT8TW+lh3CmZpKxdTQqwFwg7G0uNQi2JVgr6rRJUMJnyvpcLfzZVA8UjkarAGyawn9Y4dpdKxAHjns2SDCY3eP0q/bpJYEmT+GwCdLCkSkMBWBOG6FI2+84HDBhAwYIFmTVrVihADXHDfPbZZ9StW5cqVark+LkDGdTgz5pmZOTAsJ7xB69SN7KqF2ZSsxzjchtBkMWH8HiyeClfSM2aNXnmmWd45ZVXUFWVe++9l5YtWxIWFpZlv+PHj1O2bNlLWlR07tw5eDOwZ88ehg0bdtFK9W233UbHjh3p3LkzZcqU4dSpU/Tr149vvvkmuE9MTAydO3emS5cuNGrUCCEEPXv2RNM04mNq4rWEY3Zffi65iSfaiuUcoPsQbreRIdUVw1bGbrynCF03FHtVf6BtsRhqr35vVDTdULVMzzD2N5vRi+Rtb9I9zceAAqpTx37GWDgUGtzb5C2WL3shT8fyb8BdQEeqEsWjUu2FBMwZcK62l/A/zdR4LgEZB5kVPDh2Wwj7y4xs2Qjfwg3MnTv3hha5NmzYQHh4OJ9++ilHjhzhoYceysFZhfivo0uByMVM6vV4sI4bN47HH3+cXr16AUbGcvHixXz88ce8+eabF+2fmJjIzz//zL59+4I9oKVLl76hcV8LjRs3zrNr5SUh4aQQ2UZVVUaMGMG5fVs4p51EKxwFQvDmm2+SmJhImUrF2OL62cjCmE1GCXBY3gdpQpcoXh2hSzKKKaTHG/Y4J28zUXidxJasGwGsBu5o46ZJN4HJKXHFKOgmMDslQjesayKO+Ag/qmNLvroAlK7rrFy5kj59+vxrVeRC5C2rV6+mTZs2uXJu6fNm6TdFl0apr+731tS0YHC6VJtz2XPobhfS40E6XegZmciU1Mte8+mnn6ZXr14sXbqUBx98kEKFCtGlSxcWLFhAQGy+Ro0abNu2jbS0tMuep3DhwjRs2JDly5fTqOyT3F2mL41LP0nNQq05tC2ZF4eNoGzZstSpU4dSpUrx7Xf/R6WK7VizZg1LliwhOTmZSZMmce+992IxW7GpDpYuXUp5ex0cThNqphdMap63K9zTYgxSgGY3oTvM4LCD3Q4WM54apc6r/Arhz1r7K1XCHeeDVkUxFg28vuBDutwoyRl5OhfdqiAVgZBGpYrJKTE5jSC64YPv5OlY/ulUH5KAKUNBcRu3bZnxOueqaigZKpnFdZyFjax12A4LmRXdOAtJrEtP4RbuG86udOzYEZPJxKhRo3jppZdo2LBhTkwpRIg8JTU1NcvD7XZfcj+Px8OGDRto3rx5lu3Nmzfn119/veQx8+fPp27duowdO5b4+HgqVqzI4MGDcTovX70SExNDbGxsth7/VUKZ1BDXxKOPPsobb7zBgb1LqVm9O9aYQpw4cYIWLVrw22+/8fqrb6DZfKio4PWRuPPiFafcRtFAswikItDMRvlT+BFJ5H7w2QWZcQJnYUPB1zDoMkp6dbNAeHXSj+zFnXwKNdVF+h1xKIcELlcyjz9+BwcPHqRUqVKXvXZKSgppaWlZPBdDhLgRypcvz4EDB3L9OkpARVaeD1CFqgazqIHy3iAXZFaFqgbta5DyvDLwJQgPD+ejjz4CjNL4r776ijlz5tC2bVvq1q1Lly5deO2112jevDnh4eFXHbfJZMIhwsFiAp+G3VqBYgUr4PM6Scrcx9E/9hFvrk7Jwrdj8ViC6tq3xXXAawXLiXTOydP4TBpxYaWJLVjZ6M/1+Ix2BU/uS/efOXOG48ePU716dVSXhrAoaBYjGJEOK8KrgZRYjqaAz4ew24zX2287g8mEtJoREeGIlFTjZ6fL+F2qfvElVYGMvA1SpQBpESgeiSlDQ3XreCNNCN3oTw1lVLOPkOCN0BE6uIrq2I6reCMkmkMHh4bptAWfAxBgPWgFj48D8z6gWNGiNyycUqdOHdavX8+ZM2e4/fbbc2ZCIUL4ubDDJLfOD1x0XzZy5EheeeWVi/Y/ffo0mqZRuHDhLNsLFy7MiRMnLnmNffv2sXr1amw2G99++y2nT5+mX79+nD17lilTplzymPHjx1/zXP5rhILUENeEyWQKNoJnFjlKhNvBxo0bkVLSrVs3Ro4cyXH3Xoorlc+XneUhDR98Bz3CWL1XPBLrOaNUN6OoAgI8YRKJhuJVEdIon1JcCr4ojQNPDCasVk0yt2xDURSsVivOHU6SAEVRePnlRIYNG8Z7771Ht27dSEhI4K+//mLIkCHceuutgLEyVqJECTZv3ky3bt3yfP4h/n3UrFmTzZs35/6FVNXIoCoia1lvINP6dwLbhOJ/CMSF1jXZoGzZsrzwwgu88MIL/PTTTzz//PMMGTKEBx98kM8///ySkvqXxO05X6bs9UJMFIo9imKpURQ5VtSIlpJS4QKBpXWn5tGsWF90q40YU3Fj/oqAtHRkWBy6XUVNSTMykbnE3r17+frrr/nyyy/Ztm0bzZs3Z83vG6lZ9kHCCpTAZ1cxWUzodjOKy4dwekBRkdEOhNtjjNnrM+ZvtxgtFopyXkBJ140FBMXIkmPKWysG1aWjmwSoAgn4HCqqS2fZimEALF/2Ai1rvUzi5vyzqGnU9m1Wzh+Sb9fPLmk1PJiPWfCF69iPqmSW9iLMOoqqG8IzJgg/DOYMiauAYNs7Q2j08wKSkpJypE+tXLlylCtXLgdmEiJE/nD48OEsFW5XU4j/++fP5WxewKiiE0Iwc+bMoHjRuHHjePDBB/noo4+w2+0XHRPoJw1xeULlviGumUceeYRy5cqxf+cPFC10K6tWrWLs2LGUK1eO9u3bsztlDT6853ul8hDVK5ECFK/EEyFAgBc3J3euYs+3E/jznRf5c8wLHP1mKse/m0XSuEmk79qO4haUff9dlAJGb5zH4yEjI4Pjx4+zb98+XC4Xp06d4sknn+Spp56iSJEivP3226xfv56mTZuyd+/e4BjuueceFi5cGCxdDBHieklNTeX333/P3YsIBSXQd6mI4DYA3eu7SDApy6GqimKzGl6e/r93oSgsTv/imodx9913s3btWk6cOMHXX3+drSxqEI/HeEhpBGRSohw9hX7shFGG7PGyOGMai05lFWv69dRs1rj+z8hMKgIhFNy+DFJdxxFeDel2s+joB9c8l+zyww8/MGzYMPbu3cvrr79ulKCZ3Ow7vALF6UP16ODTQQh8kVZ8ceHICDvCF1BblkZgKgQiw1ABxmw2fmeKglAUhM2KiI5EOOwsOjEh1+ZyKYSUqF4dxe3PuOsglfM3eU3ufROpClrUfYW7W46hcZvcUR5uVXzAZZ9bOX8I9bqPy5Xr5iThf1jwxmiYUxWcFdwIRaKesiB1QdgWG5H7JZoVvOECdyzUejqBo+VvZ/+pZBo1ahT6PArxnycyMjLL43JBalxcHKqqXpQ1TUpKuii7GqBo0aLEx8dnUdetUqUKUkqOHDlyyWNSU1OzfH+lx5Xw+XyYTCa2b99+xf3+iYQyqSGuGbPZzDvvvEPnzp35K/0khaIq8cILLxAbG0tCQgKLF1dlX8rv7E1Zl/djS/XhjrTijhQIXZJpyuDAd5+gnTxOkyZNuPepPkgpDQEVC6gRBfht6uf07t2bb05uI335WsAwMa9SpQpFihTJMu/333+f+Ph4zp07x7PPPovdbuf222+nXbt2rF27lvDwcDp37sy0adPYtm0bNWvWzPPXIMS/g4yMDDp16sShQ4cu2wdzIzQ3d0Wx2owAU4hgH6PUNHSPJ9inGiz5DfysiPPlvX4C6r9XCmizgxDisjcBV8RiMbKHHg847MiTp5GZmecFn4DmlocRZhOLM6bRquSzICVOXwoSSYqSQpQ1FgmsODYJTkPLYk+hp+dueWy1atUA+PHHH2nQoAEjRozg888/p2fPnuyrmk6RtEJIVaBZFFyxJnx2QUbRMIr/5EQ3KSRXslJ41WmEqqDbLAifDxFQVDcZyr5a4Wikaiia5zWWpAx8UTZ/X6oCOkhVcE/zMWh2BRllxh1jxnHMifVkJkpaJi1rvWwoGms6i/4akyPjWHTk/Utuv7fZWyxf+gJSgfrd3mXtzIu9Qm8Gmtd/DUelcHxhKsIH4pwZ1SXQ7BKZYcYVB644gSkTtr0ykDp9EkgvDpQuxoACjzJ37tzsVyWECJHH3GwWNBaLhTp16rB06VI6dOgQ3L506VLatWt3yWMaNmzI119/TXp6enCB9a+//kJRFIoXL37JY2JiYjh+/DiFChUiOjr6kv+jgeytdoXPVpPJRKlSpa64zz+VUJAa4rpo3749u3bt4oEHHmDnzn3EOcrQr1+/4D/1d1//kOWfNa8wpXsQ0lgdc506zv61MwnXPSxes4Y6deoE9xs6dChglGiMHj2aKVOmYHY6ad26NRaL5bIWFoqiMGzYsCzbvv/+e2rXrs1HH33E888/T7NmzYiPj+fNN99k1qxZuTTTEP8Wynz4LvufynpzvG3bNu6//35OnjzJwoULqVq1as5fWChGgArnm3ZUFYHRn6pfUOYqFIH0f/4Ji8UIagNoOhLtfKlwPiBT/QJLZhPC6TJEg4SCUDHG5A+yharSqvwQ43ldp2ZMc7YkL4bS++FIQdL15PMnNZsMlfJcpEqVKiiKwtatW4NedoG2iRNbllK4/CPoqkDxSRxJXnSTQPWY8ESZMWVoxO504Y0LR3V68UZaUby60bt60gTnUsHlRmgS3arw488v5upcLsnhE5jPOpAxETiLR6K6dRSvjm5WEF6JtAqEJkkr7UAqYD/twHoi3W+1kzs3XK2qDMMXEwaKwFnSxl0d3sFXSGXjpCvb4rQqM4hF+/Mn43qoRQS6BTzFPVgPWtj/9HOUH5MAUqJGuyHFgeO4YVEDkFHUsE+zJgs+/PE7mvoXQ0KECJE9Bg0aRPfu3albty4NGjRg8uTJHDp0KNjfPWzYMI4ePcq0adMAePjhh3n99dd57LHHePXVVzl9+jRDhgyhZ8+elyz1BVi+fHlQFGnFihU3NN4RI0YwbNgwZsyY8a8SWhIyGzUgqampREVFkZKSElIsDZGFkydPUr9+fdJPKThFJhnpJ1i8eDEt27blvubNmTt3LmZz3viktqr0Anq4ldOlFXbv+pa0HVsoV64c8+fPz52b/Avo2rUru3btCvYOfvbZZ/Tq1Ytdu3Zd0kYjRIhLIaVk8+bNtGjRgvj4eL755ptc6wNrGfmY8U0g4Az0ZOrSyKh6vIb6LwQzqkAwsJW6bvSdXxiYahqLXTNzZbxXopnaBaGqwayw8PufGurEfjEoTQNVRSleDFJSkT4fusPC0sOGiFOjYo9xKnMfO8/9TLGCtanpaMyiAwm5PvaWLVuSmpqaJVseeP+o0qI/cZZSCE2iWZVgO4M3TMGSoqF6dYRm2GyBv5RWgiXZhXLSCLhlTAS63cyStS/n+lz+TouwRxEWC6JgAZxlY1E9OqY0D5rdZKgXmwTSZIjcpRdTcZzUEDo4jmWins0Ap4tFh9/LtfHd+cA7rJ43mDs6vwv+NpHV8wZzV/u3WfXd+T7VFrVHoqRl5oudGkD5sQkoHrAngWYDTxRIBbQwHVO6guo0BAKlCrpZIlWwnBNYtiax7Yd3eOetMQwaFPKm/TfyT74/D4y9yqznUR1X7g+9EbRMNzsfGnPNr9GECRMYO3ZsUNQuISGBRo0aAfC///2PAwcO8NNPPwX337VrF08//TS//PILBQoUoHPnzowaNeqyQWpOUrt2bfbs2YPX66VUqVIX2bpt3Lgx18eQG4QyqSGuG03TOHjwIOHh4SRFQo3kBvyWPpO//vqLhd9+S7t27bjvvvvo27cv7du3z5Mxed3puHYl4jhzhnGffEKPHj3yJEg+fPgwFSpUCP7cpEkTAA4cOBAKUkNclYyMDB5//HEWLlxIeno6t9xyCz/++CMFChTItWsGAzg/AhCqBVSQPp8R8AX6yjVDPEnqEt3t8h9gqPsKkznrOfMDqSN9+vnxBAJqf1my9CvgIiVkZCJ9PtB0VLdGGUdt9mduYvXx6ajS+Eg8dmoTJWJL58nQe/bsSZcuXdi5c2fQC/exxx5j8uTJbNoyl7Aa/8MaUQDdZARymhWQYLcKhG4EVqpHYk7XgllX3aziK1cYxa0hpDTKffMBoaoImxVUBctZN9KsoFtNRvmvT2Ly6gifjs9hImqvhmZT0M0K7oJ2PGXCsJ/20vz21xBeDd1hRugSqQiW/jIiR8a3et5gAH79yqhkuLVvAnd0fpdfvxtCsztHs3T1cO5t8haqwwwYolst6r7C4vWv5Mj1s4sp0whAfXZwFwCT39VCdSn4wiXoAvtpcEeBFALdqiO/Xs3WXd8SFhZ2Qx6pIUL8V+nXrx/9+vW75HNTp069aFvlypVZunTpdV/v3LlzfPbZZ+zcuRMhBFWrVqVnz55Z+lwvR17dY+c1oSA1xHUzbdo0evbsCUDZh54hZo1CbHgZ3nnnHdauXctXX33FsGHD6NChA7t376Z8+fK5OyCvj93nVpHpO8Gvv/6ap8HhmTNnsmRr4+PjiYuLY9myZbRo0SLPxhHin4eUkvvvv5/ff/+dF198kcqVK9O0aVMiIiJy/dpCVQ3LmEDm1ONFmE1GsBko3xWG2q/u9WVV9AUUiwXd6zPKgfX8F2aR/iyw8AebUtNQrFYjixrAbEL4TEh8oEvK2m5hf+YmdOlDx0eXLl3Ys2cPZ1O343Q6c30VvF27dhQoUIDu3bszffr0YAnwxIkTufvuu1m/9C3C40pRtsFDqFohpBdUjyFChDS+6iaBN0xFKmBySzIjbWQUUYn904052cWSNS/l6hwuRcvIx8BiBpsVMpwoVjPSK9DtZqSqIqQEXaJb/QsKEhSPRLMY8zE5dTSLgoyxorg1fBFmFLfOiiXP59qYN348MPi9blZo2vgNlv/8Ine3GosIM9O08Rt4ioVd4Qw5T7VhCWiRRtbUXVDiOKLijpGoboHiBluSwBdueH7rFlDdoJx2cirpZx5++GHee+894uLi8nTMIUJcC7oUiFzsSdVz8dw5xfr162nRokVQ50RKybhx4xg9ejRLliwJOkhcjpEjR+bRSPOWkLpviOumXbt2OBwOFMVM9KZkpNlMtdJtOXo0ieeee462bdvy+++/Y7VamT59eu4PyOfjZPIOevXqlefZy06dOjFr1ixOnToFGCJLDz74ILNnz0b320Houh5UegspLYYI8P3337NixQq++eab4KJObgeoLezdjSDUj/T6kD6jvFd6PEZQJ3Xjq6ZfnCH193ciFMNf1c9SbU6ujvtSNDd3zTKugIBT0OdVGuq4CHE+m2oyIUxGptikq5R31AXgq6++Yvbs2cyYMYODBw8yatSoXB+/1Wrl+++/Jzk5mcceeyxo/l67dm2OHTvG7NmzKR5nZ8fSD3AfPIglTaK6JUIHkZLBmb/Wse/X2Rw69gvC7UVXIbWkSmoFyZF7rKDlz3uN1HWEzWb0llrMxt+SAopXQ3VrqJlehARdFX7LMB1Fk0ZJs0IwS4wEhEBXQbPl3S3LshXDgn28Py0aijdCxWdX89yuxhsOmkOiuBRMaQreMNAtxu/UFy5Jq+LFnGrYqUlhZFxP/bwYr9fLuHHjQgFqiBD/AAYOHEjbtm05cOAA8+bN49tvv2X//v3cd999PPvss9k+z4YNG5gxYwYzZ85k06ZNuTfgPCIUpIa4bmJjY9myZQu1atVg465pLN49llOlJBXLtmbWrFn07duX8PBwBgwYwGuvvcZbb72F1+vNlbG0jOtjqHlqPgoVKpQr17gSAwcORFVV3nrrreC2zp07c/jwYbZs2cLXX3+NqqooikKJEiWIjY3l+PHjeT7OEDcXLpeLESNG0KRJkzzNuAcCUi0tDS09PRiEBvpOg1lRf8ZUWK0XlfYGAsLA82rYeQ/S/GZxxjSExWKMT9MNEaTA3NIzwOeDyAgjWLWYKW6thEAJ/k9WrlyZ4cOHM3bsWLZu3Zrr423YsCGTJk3i93XrqVevHklJSQCEhYXRpUsXfvnlF26/9Rb2/zSZP7fPIX3PH+xN/5UNS97iry1fExfl5Ojv8zm6dxWmTJ34ZWepNCGJclOOoaRl5vr4L4Vitxv2OA47uD0IlxclzYXI9KCmZCL8garq0lB8EmkSaFYFU6aGKVNH8Rgeq7pJ4LOrKJqRYc0vVs8dzE+JuZfFvRyegj5kATfmNPDF+bCkguWcgmaR+MJ0hEdh27sDsSQrWM5BZsRR0rasZfjw4denlB0iRB4jZe4/bnbWr1/P888/n8XT2GQyMXToUNavX3/V45OSkrj33nu57bbbGDBgAE899RR16tShSZMmweTJ9fDiiy8GKybzg1CQGuKGKF++POvXr2f8+PEA7F3yMbrHxQcffMDkyZP566+/GDNmDM8//zwvvvginTp1ypVxiPAwRGwMQii4XK5cucaViI2NZdCgQUyYMIFjx44BBPsJvV5vUBEuwLlz5/j444/zfJwhbh62bdtGrVq12L17d5bFjbxA6hKpS6NnUFURigChGMGpf5t/R1AN0STFYgGpo4aHG9Y1FgvCYjaO8/gzsPmNP6huYetGYvKnLM6YRmLypySenkzi2U+MXQI3AU6XEUSZTFixU9helokTJwarHF544QUqVKjA88/nTWDStGlT6ke0448//uD7778nLS2NzEwjwIyNjeXHH3/kueeeo0hKMrtWT+HM/Hl0f7gLixMTiY2NpVq1apw9+geKT0cLtyItKtJuyTexH0yqkUV1u42f/WJWwl9ZggLSpBiKxIDQJOZ0H1IY3xvZb1D8mWBThi/YQ/qfwqugnLTiLO9BTTahuMFnl9hOC4RmvEalJ7yDJ1ZHmuCejUnExcXx9NNP5/fIQ4QIkU0iIyM5dOjQRdsPHz6crcqqp59+mtTUVP744w/Onj1LcnIy27dvJzU1lQEDLu8TfTWOHj3KgQMHrvv4GyUUpIa4YYQQPPPMM7jdbvr27cuuAwtJSkrCZrOxYMEChBC89dZbNGrUKNe82mRUOHqUA4c9jl9++SVXrnE1Bg4ciMPhYNiwYei6HjRgjoiIYP78+UyZMoXff/+dHj16AOc9EkP895BS8sQTT3DoaDIbN26kbt26+TAIPUugGkBYLMZXhz8zqukkpkxBiYhACQ9HhDlQIsNRIsJRoqNAEX6LmpvAo03qwf7YFmGPBje3jHyMVoX7+vfxL6t7PIZ6r6qSePYTStiqsXPnTubPnw8YXnkvvPACiYmJeWaSbleMm5Ht27cTHx9PgwYNyMgwvFrtdjuvv/46f/75J9u3b2fHjh2MGzeO7t27s2rVKgoVKkRq6mGcJw6Cy4PQJMKn58m4L4nVAoqCjAxDxkQY/c2qglQUhMcQ7RIuH9KkoLp8CJ+hVAyGl6rq0gz7HJPhea2b/5u3K5YUBd0qMR+zYD0jyCgp8cX6yCjrQ1okUpVYz6jYjytYNhxjxowZjBgxAofj5qlsCBHiShjZTpGLj/ye4dXp0qULjz/+OHPmzOHw4cMcOXKE2bNn06tXLx566KGrHp+YmMjHH38cFN8DqFq1Kh999BGLFi267nF98cUXLF++/LqPv1FCwkkhcgyLxcJ7773HqVOnWLhwIc2aNWPq1Kk8++yzqKqKruts2rSJtWvXUr9+/Ry9tkhzIkwqdms0R44cydFzZ5fIyEjGjBlDnz59KFasGMWKFcNsNlO8eHGqVKlCw4YNARgyZAhpaWk0bdo0X8YZIv9Zv349a9asoU6hdvmyWCEUAfjLX/2eosHtQiDC7AihIIWC1DRahPcwgldVMbJjJn9Q6/MZfZ+6NJRvbgb8qsNoGi1jehmZ1NTPAWgZ25tFJ89XMLQqPoBFR96nVeG+xJqKUMBSnCFDhtCmTRtMJhNdu3bl9ddf57777mPHjh25euPfMqonSpgdu9fO+++/D8DWrVtZtmxZFnVWIQTVqlXD4/HQpk2bYGnwm2++ScOGDVmzcxIChXBrHLG2Esybdxu33norpUqVuuIiocvl4tChQxw8eJADBw5QunRpmjVrdl1zaVV2MJjNYFLRImwgQc1wg26o+aLr+CKsCO18FtVAIqQKukToRt+tVAAh+Adon+QKnhgNbDrWQwo+O5jTBLpVwXZCxVVYw3LWhCUZNLNk//YFlCpVil69egFGFY/H47nIjiJEiBA3F++88w5CCB599FF8PsOj3Gw207dv32xVWum6fkknC7PZHNRF+ScSClJD5DiVK1dm+fLlTJgwgXr16jFjxgx69OjBxx9/zCOPPEKDBg14+eWXefXVV3Puoj4fXgukOvfydNfhOXfea6RXr15s2bKFjz4yvBebN28eLNXYt28f/fv3p1GjRsydOzffxhgi/zl8+DAAUb7oPL92M7WLP0jN2oMqzCbDH9XtRphM6AHxIYsZYTb7e741FIcDYfHf9Hq8RnkwGKW/+TWXQGCKEXQH5iedTkMk6oLxtSr4pCGmpOkIm9UIqEwmhMdLRfttrNn9LV999RUPP/wwFouFH374gcqVKzNjxgz69OmTa3MRDjuqhHhRnb/4jTBrATLcZy7ZvuD1eunatSsrV66kdNGGHDj+C4ULF+bAgQP88ccf7N69m3Xr1rFixQo6duwIQExMDLVr1yY2NpZDhw5x6NAhzp07h6Zp+Hy+i8TchBDMnTuXDh06XPNcZIQddB0UBTXVaWRULSaU5HRDsMukYkpzo4VZUDM8SLOKcPnQHWYsZ13oVsNDVfHpaDaTIZ6UTwJQ+Y0pXcGxW8UTAYoXFCcIXcVTQEd1KkTuB9Ut2aeuI/Xon8xauBCr1YrT6aR58+b89ddfzJs3L7hIGiLEzUYg45mb57/ZCSR53nzzTfbu3YuUkvLly2d7YfTee+/lmWeeYdasWRQrVgwwSnUHDhwYtET8O4HF0OxwIyXDN0IoSA2R47jdbjweD0WKFKF9+/a8++679OjRg2rVqrF+/XpeeeUVXn/9dZo3b54jH5wtqw1HmEyc8R0hMzOTrl27Xv2gXOTll19G0zSSkpIYPXp0cPvkyZNJTExk5cqVPPPMM6FyrP8wK1euxKI6WJL0WZ5fOxDABbKnCAWhGGq9wXyWX3BIKMIQIPJ4jP2FX4XC50M6jeBJWK1ITSMxZUqez+UihHI+aP0bMtAbCX5RJa+RFc7IALMZKXUilQIUNJdk6NChtG7dmujoaCpUqECJEiVYv359rgapREZAppPSkXX4K/03MtxnAKhVq1bWeUjJ448/znffzWf+/O8Y+8JSDhz/heXLl/O///2PYsWK0axZs6C/37Fjx9i0aRMbN25k06ZNnD17lmrVqtGqVStiY2Mxm82oqorNZqNEiRKULl2a+Ph4unfvTrdu3VizZg233HLLNU1FmhQQKmgSoevodjOKy2cIWAFSUfBG2YxMqibBJJFmFTXNZQSzLi9YTQjNyLwK33mrmv8apgxBeimJ4gHLOYHiAzUTqODGut2O/YyGui8J/eASunXrRuvWrdF1ne7du7N+/XrCw8MZP358KEgNEeIfgMPhoEaNGqSmprJkyRIqVaqUpYT3cnz44Ye0a9eO0qVLU6JECYQQHDp0iBo1ajBjxoxLHpOQkJCtMQkhQkFqiH8PHTt25PPPP6d69erUq1ePXbt28eabb/L888+jqiqvvPIKP/74Iw888ACLFy++6CbsWhEZmSAEqalHKFSoEGXKlMmZiVwnBQsWZMKECRdtP3v2LACZmZksXLgw10SkQtzcfPTRR3z44YeUtNZEVW+SG2//OISqGgGqz2cEeibT+eDVn6nUXW6Ex2P4pgKqyWRYjNwMSB2pK4ig7pME/ArEgeBcUYxMqskEikC63Ai7zShvVnSqOO5gc9oPDBw4kM8/N8qE27Zty8yZM+nRo0eu3ezrDiuK240izNSN78wR505OnN3GggULKF26NLqu43A4WLlyJdOnT6dG+Qf5cMQ6HDKcQhGVGDlyJO3btyc6OjrLeQOtB23atLmm8UydOpUaNWrw7rvvMm3atGubjKIgVYHi9SKtZryRVixuDaxmtHArSoYHxaejeDRQBUqG2xBKAnyRhi+qmuExFkSEQHi184JL/zGkAvbjAk80aDbwhQE6mPbbiTqg89kb99OuXTvMZnNQwPCLL75g7ty5VGjwCHvXzqZBgwb5OYUQIa6I9D9y8/w3O507d6ZRo0Y89dRTOJ1O6taty4EDB5BSMnv27GBFzOUoUaIEGzduZOnSpezatQspJVWrVr1iW9n+/ftzeho5zn9TiSBErnLrrbeya9cumjRpwo8//ojX6+XFF1/k3XffBUBVVRYsWECJEiW4++67WbNmzQ1d70SbknhKxeFynaNixYq5Js50o7z99tvBAPpSKm4h/v389ttvPPvssxRTKlBOXn11NDcJ+on6vVG1jEx0pxPpDz4JlMxqGkqYA+FwoMZGo9isQX9UoQj0tLRgVjVfuDB7KpSsNjryfGAjL/CFFUJBWC1GAGS3gduDdLuRLjc2n4W33nqLqVOnBgUjXnjhBYoWLcqdd96ZK96pLasNR3F7wW4DVSHOUoJq4XcBMHjwYB588EE6d+7Mfffdx9ixYylX8C7izxVAnDiNOHuOSjF3cexoErfddhvvvvsuGzZsuGEvZrvdTvfu3fn222/5/PPPs62a3qLuKwDoFhXdaka3mTGnuhH+8ShOD9Kqoqa7ER6fkUlVFITbh1RV0otbEbpEC7cCIBWBNCksWfvyDc3nn0jlVxNwF9Rw3uLEnGaU+1rPQsRB4/m9Bf/g9ttvR1EUfvnlF+Li4vD5fIwePZrI8jVQbHZ06QvpH4QIcZOzcuVK7rrLeM//9ttvkVJy7tw53n///ct+5sTGxnL69GkAevbsSVpaGs2aNePpp59mwIAB/4r/+1AmNUSuEBkZydy5c3n22Wf58MMPKVasGMOHD6dVq1ZUr16duLg4li9fzn333Ufbtm3ZsmVLsI7+WonblIEv3IxP1QkPD8/hmeQcUVFR9OnTh2HDhlGwYMH8Hk6IfOCpp56idu3aRG2viGrK++xjc7NRCn9hwCZ1aZT1qqoR1Ekd8IvXWIxsIxaL4ZWqaUYGUtOQ3vPnWJxxjZm2HKCZ2uX8D8KfPfWPPzAn4ylx/mehnO+d9WfpvBXjOVnXTrEJGwFY7JyeReEXjGzk1q1bGTVqFC+99BK33347zZs3z7nJmBSkrgPCKIFVJGbFyl1l+5BiSqWArwCqy4fPnYk0qdjcKlIYGW9hMhFmDadBuZ7sOJbI0KHD0HUvt956Kz/++CMxMTHXPax+/fqxbt06evbsyQcffMDChQspWrToFY8RbsMLW1hNRmCq6UaWNBA068JQ+FUkUgiEIsGtoUfa0c0qUbvSgwGtFmEz/g7zU6U4H4neLUlzqWSEKyheMCfDpgkDqd3nHR7ypPH6B1O5//77mT59OpGRkQDMmzePvXv3Uve2pzm6fz2lS5emRo0a+TyTECEuT6gnFVJSUoiNjQUMpd6OHTvicDho06YNQ4YMueQxHo+H1NRU4uLi+OKLLxgzZky27GoCDBo0KNv7jhs3Ltv75iShIDVErqEoCuPHj+f48eP83//9H16vl+nTpzNmzBjACGTnzZtHzZo16d69O0uWLLmu8kdTcgZCOtA0d54HqVJKfvnlF1avXs2BAwdYuXIlRYsWJSwsjJiYGB577DEaN24czO4OHjyYrl27Urp06TwdZ4j8Z8OGDaxfv55bi3VE0WVQcTbP8fegBgLVQHBqBHMXFNcowshw2e2GUqvPZ/R1an77EFVFauSf9YzUz5cnB+bhF1AKlvZyPiA3xKEM9WLpV09El/z484u0rDkC/QLBJcXv6XlhQKYoCi+99BLfffcd7733Xs4GqcL/Wnt8RjCnAxYTYSKKMKcdnC709AyMkNmHlB7j94JfKMrlxhEWQ53yjyB9Hk57j7B5xzcMHjyYzz67/r7nggULsnDhQjZt2sT9999PgwYNWLRo0ZV7pPyvneL2oZtVhDSCUWlWjfmZFKRJIH0CaVZA09HDbehWFaFLECDcPoRXQwqB4jFsav6LmJw6GRV1HLusZBaVmJyCWp1eJirpZ0Z9tppXX32V4cOHB/9ewWgrUVWVcFtBzpzcQd8+/7tpq4tChAhhUKJECdasWUNsbCyJiYnMnj0bgOTkZGw22yWPadCgAe3bt6dOnTpIKRkwYAB2/+fC35ky5WLNiE2bNmVrbPn5/hEKUkPkKoqi8Nxzz/HNN98A8PDDD2d5Pi4ujhkzZtC0aVPGjx/Pc889d83XkIqCei4Tr+YiKioqR8adHbZv307fvn1ZvXp1lu2aplGpUiXWrVvHtGnTqFevHgsWLMDr9RIREREKUP+jBD4QYl2RSD3/ymMD6reBAE8o51VxA4JDUpcoFvV8BkzXwOsFr884xmwGRctfb1S/PU7g+4BX64VZVOOpCz5gNQ3p8Qa/D4g9pVWMJnzf+cx2nTp1KFSoEG3btmXJkiXEx8cb5xKCp59+mscff5w9e/ZQvnz5nJlLoN/S6zO+N5uMvmCnCz0j01gg8P9+gvPRdeN3YzIFg26haQjFRFx0BSr5WjBlyhTq169Pr169buhGo3bt2qxZs4bWrVtz1113sX37dooUKXLpqdjNCLeGyPRAtD3YECZNCmgqukVFqgpauILQJFIVaHYT3nAV6xkP0qIa/aweDcWrIc3G/tfD22+/zciRIylZsiQDBw7kiSeeuN6XIF9YMr0fd7d+jXRHJuf2r8WdeRb38aOoqpWffvopWB54IWXKlEHTNA55/8DjTKFdu3b5MPIQIa6BUFMqzz77LN26dSM8PJxSpUpx9913A0YZ8OUqIWbMmEFCQgJ79+5FCEFKSkq22zIAVqxYkRNDz1X+VUFqQHq/ffv2+T2UEBcQsKG55ZZbqF69+kXP33vvvfTv35/XXnuN//3vfxQoUOCazq/FOPBGmMnYd45SpUrl1LCvSGZmJq1ateLIkSPEx8dz9OjR4HMFCxbk3XffpVSpUvz00090796dIkWKoOs6cXFxzJs375I3FyH+3axbtw6zYoMMt2H3kk9cWNZ7oRWN1LRgD2cwgFVVpMsFmm4o/Pr7PKWmB3tal2pz8m0uFwZtASGnQLB6UX9qgMxMIxivVs5QBk86Q3haGsJuJzH5U8DIoK5atYqmTZty1113sWzZsmA/edeuXenVqxc//vhjjgWpItONPJdi3Et5jB7hQMCddbr+UmyhGOJEXi9C00AqiNNnjVJsYw/+OPItbdu2pU+fPpQtW/ayNgTZpUSJEsyaNYsaNWoErRIuheYwY3Z6EbohjKSbVaRJoFktZFSw4DjpDZbzmlINxWXdrGJJ9SFVBaHpeCPMIM2YMn0ICT/+/OJ1jfngwYM4nU7Kly/PM888Q7NmzShbtuz1vQB5TEZGBnGVqsGZk0gpKVWqFLUb1KVixYd55plnLvs5edddd1G4cGH2rf+GkiVLhj5rQoT4B9CvXz/q1avHoUOHaNasWbA6omzZspftSS1cuHDQQ7VMmTJMnz79mu+f/86ePXvYu3cvjRo1wm63I6XM10zqv6qG5v7776dDhw4sWbIEKeUNC0eEyBmEEHTr1u2SAWqAYcOGBSW3rxXF7cOU4UUtHse2bdtuZKjZIikpibCwMI4cOQIYXlSfffYZf/75JzExMfzyyy9UrFiRyMhINm7cyPz583n33Xf57rvvqF69Os2aNWPevHm5Ps4QNw+ffPIJn3zyCWXNNVHInx5OIIvtzIXfS11eJDyELpFOJ9JlCAoFA1Rdni+xVW6CMsJL2M1cctsFIkoizI6rsAO57xB6Zqax8W/qsRUrVmT16tVBg/UAiqKg6/ply6quB3n2HDLDicxwGuJVlwxQ/UJWgd+Dy2+pI6Uxdt3/NeB1KwStWrUCyLHFuzfeeAMhBF26dLnk83e3GotmVfFF2dDDrGgOM74IM7pZxWdX8UQKEKA6NdQMo7RZtxhWM94wFd2igBCoLh3Vq19TBtXr9XLo0CF69OhBdHQ0Qgg++ugjOnXqxJw5c4iJiQmq3+YnPp+PpKSkyz6fmZnJpEmTiClbBvepE9xxxx08/PDDbN26ldmzZ/Paa69d8UbU4XDwwgsvgE+jX79+mEz/qlxEiBD/WurUqUOHDh2ytK21adMmW4ry+/fvv6EA9cyZMzRp0oSKFSvSunVrjh8/DkCvXr2uq8Ixp/hXvXu99957fPzxx1SrVo3+/fvz8ccfM3/+fO6///78HlqIq1CsWDFq1arFe++9R5cuXbL02FwN3WpCs5koEl6D7777joMHD173TZmmaWzYsIGlS5dy4sQJwsPDOXbsGJUqVWLYsGEIIcjIyMBsNuP1eunatSsTJ04MlhmfPn2aI0eOsHv3br799ltefPFFzGYzVatWpUCBAvzf//0fjz/+OA8++CAfffQRffv2va5xhvhnMWHCBApZSlOSCtwUtUdSPx+U/s03Vfq8wb5VAOnxZgmQAuXCfy+rzXP8PalCEegXiDhdWLac5Wd/vyqo6GWLY1+9C93nDe53qZmULFmS1157jUceeYQTJ05QpEgRLBYLNpuN5OTkHJuKnp4RDKIvLGE2vmTtr1XMIvADoCAcdqTPZ5T8+rPfaDput5u33nqLhx9+OMcyvgMGDODbb79lzJgxzJw5M8v7dHJyMh53GjYRhmYzIXRQMzwIrwlpEpjTJTG7NFAMWxWhgxZmMdR7zQq6SaCbBOYUj9GzalJQnT40+5VvU959913mzZvHxo0bg6VuDoeDiIgIChQowPDhwwkLC+OBBx5g0aJFOfI6XC/z58/n6aef5tChQ1StWpX77ruPXr16oWkaCxYsYOvWrfzwww8kJyfTvn17Xn755euyaHvyySfJzMwMfb6E+GeQy8JJ/AOEk/KbgQMHYjabOXToUBbNgS5dujBw4MCgO0de86/LpP7www/Ex8cHPzx79+6NEIIvv/yS9PT0fB5hiCvx0ksv8dtvv3HgwIFsH9O00WiQEtXlo3h8fXSpMHPmzGu+tqZpJCQkULJkSerVq8fYsWP56aefmDNnDkuXLmX48OGsXbsWMMoqPB4PUkpmzZqVpQ9WURRKlixJkyZN+PDDDzly5AhvvvkmVatWZdmyZfzyyy98+eWXPPPMM/Tr14/ixYvz3HPPBT1UQ/w72bFzHxFKjFE2c6ksXx4hzKbzmVI4b90C/jLe832PUpfns3YXfP93tdx8w3/tQJmvselvY/IH4xf2zgq7HWXPYSOouzB7fJkS7GbNmgGwbNky43ghKF++PL/99luOTSWQOb1U9vTv26UuQVWN7R4velq60csKRhZV6vxwZjLt27cnKSmJF1+8vlLZS1G/fn1mzpzJnDlzguc9e/YsI0aMoGTJkmzZNg1PtImMYkZ/r1QUI/oXAuHTUd0aQjPm4ok2AlQA3aTgiVTQbAruOCuuOCvOghacRewsWz7simN66623cLvdjB49mh9++IHFixdz5swZUlNT2b9/P7fccgsAlSpV4vDhw3i93iueLzfQNI2XXnqJdu3aUbNmTaZNm8btt9/O2LFjefnll+nWrRuvvPIKe/bsoWfPnuzZs4d58+Zdt4e4zWbjxRdfDCr+hggRIsSVWLJkCWPGjKF48eJZtleoUIGDBw/m06j+ZUHqhSQkJDB//nzatm0LQLdu3ShQoECoBPgmZsWKFVitVuLi4rJ9jOLR0C0qms2EzakSEVmCdevWXfO1J0+ezKDnBuEOL07lVk9x+vRptm3bxr59+/jyyy+v+XwBihUrxqBBg5gxYwY1a9akd+/eDBkyhEcffZSZM2fSunVrxo0bR6FChZg0aRJafgrRhMg1ShQvyCnfEbzSk6XsNM+5UNH3CmTJkgYzkOcJPpePc7nQYiaYhdQv/f4e3CcQwPp8hrXJBXNMPD35kscGMqYBPzqAvn37MmfOHDZv3pwDM+EC6x/jd3Mpr9egVZAigr9HwAhMfT5QFVAN66D/+7//IzExkblz51KtWrWcGaOfBx54gHHjxjFmzBgqVKhAmTJlSEhIoHr16jiTj6Gmewk77kVoOkLzvz9b/fNRQHFpxsMn/QrSAm+YgjdMYM7QcRZQySyoolkFiufqf19hYWE0adKEQYMG0apVK5o3b35JNcy7774bt9sdFPHLK5xOJ23btmX06NG88cYbzJ8/n+7du5OQkABA9erV2bhxIxMnTmTNmjW8/fbb/5i+2RAhcgIpc/8R4spkZGTgcDgu2n769GmsVms+jMjgXxukms1m7r//fiZPnszevXsBw1Mov8t9QlyaU6dO8eGHHxIXF3dNq7+Ky4fpnAuhSRSPRoGI0ixatIitW7de0/VXrFhBeJFyVK30IAXspTCbjUxARkYGffr04dZbb6VOnTrXdM4LEUKwYMECatWqxezZs6lfvz6VKlVi4sSJPPzww1SrVo2+ffvSqFEjTp48ed3XCXFz8vXXX6OEe9mtb8nvoQQJWrYEso8Xlv6SNUA6f5CS9dh8JJBhDPbTnn/i4p0vmJ90uQ0RKC4zx79x7tw5AO68887gtj59+lC5cmWeeOIJ9uzZc8NzCY7xwqw1F2SGLwhiwV+S7S93RvWrMGs6UtfYmJpIhw4dqF+/Pm3atMmZsf2NZ599lu+++47WrVvTv39/9u3bx6hRo5CaD+/ZJBS3hlQEut0CUmJK96J4dYTPsJiRZsVQ8HUbAas5XcOcLrGc8+INE+gWo0JPvUqQOnv2bA4ePJit9+aaNWvSunVrhg4dmqOl2lfj+eefZ9myZfzwww/BlhGA6OhoqlevzogRIwBuWNgqRIgQ/05ybDH0CjRq1Ihp085rZQgh0HWdt99+m3vuuSfXr385/lU9qZejbNmynDlzhiJFitCmTRu6du3KF198ETRqD5H/BFZwLrwRzA7SpKCcScWiafii7RQvdRcnzm7noYceYsOGDZf1l/o7p0+fxhQWifBJVs8/b5z85ZdfsnfvXnbu3HnDfy8lS5Zk6tSpNG7cmGPHjvHaa68RFxdHpUqVKFWqFNt27uTXX39lw4YNnDhxgiNHjlChQgUiIiJYt24dYWFhdOrUKbTK/g+kdu3aPPvss7w6ehSVlbr5MobmlocNVeGATYuKkX2TRkZLqCrS48mijmtk7/yBgj8TKUxmo2zYYkamZ+TLXJqphnDPpXtjVZZ4Zwd/amHrdukM6wWB35WsdEqUKAHAsWPHgsGQyWRi0qRJdO7cmTp16rBu3ToqVap0Q3O5KFiW+nnf2kCg6i9dNiyCLMbvzS+MI0wmznqOcko7Qs+ePXnmmWeuazzZpV27dlnsTQIK5z7Ng2ZT0WwqlnNuFKkYar5SGpYzJgXdpqJ4dHSL4Y1qyvQRcUTis6sU3JyJ4jZ6UQOlwX8nLS2NUaNGkZCQwEMPPUSnTp2yNeaJEydSs2ZNevXqxfjx44O/29wiMTGRDz74gPfee4+WLVsGt0spmTt3LmazGSEEUkref//9oFJniBD/JWQu96Tmar9rLpGSksLMmTP59NNP2bJly1Wr7FRV5fjx4xQqVCjL9jNnzlCoUKGrHv/2229z9913s379ejweD0OHDuWPP/7g7Nmz/PLLLzc8n+vlPxGkApw4cQKv10vjxo2ZPXs2tWvXZujQofk9rBB+wsLCeO655/j444/Zv39/0O7hagivBi43AjBpErNPo1Lth9i4MoHvv//+siqUF6JpGis3/k6RwrdhSfFkeW7x4sWULl2aihUrXs+0LmLr1q3s37+f+Ph4Dh06xPHjx1mwYAFhYWHc26gRLVu2xGq18vjjj2c5TrXY0IXO8OHDqVWrFomJiddUFh0i/zGbzai6CUXNp7ddqWct973AKxVNR2qerMFcIGj6e7lvICD0+m6KbGrg64WBanNzV+MboSB9XoTJHBRNuvC4wD5XEoAqUqQINpuNv/76K8v2u+66iz///JP69evTrl07fv/9dyIiIq5nElnGkuV1vxRCMcSTFIEILJwJAarCOd9JFIuNTz/9NM9tAwKtNJrNeI1NmT40hxlvuAlzqtewl9ElivdvpeOaNMqBdRASdIuCkqGjZnovWaf31Vdf8cwzz5CSksKIESMYOnRotudaokQJJk+eTOfOnZk3bx5//PEHVatWvcGZXxopJf3796d58+Y8/fTTWZ57+eWXGTVqFHXq1OG1117jt99+491332XUqFEhNd4QIf7DLF++nClTpjBv3jxKlSpFx44d+eyzz6563OVaGd1ud7YSLFWrVmXr1q18/PHHqKpKRkYGDzzwAP3796do0aLXPI+c4j/zbliyZEnMZjObNm0CuOiGI0T+M3LkSL766ivuv/9+ZsyYcVXRiJa1Xjb8Bb1ehM2KyHSClESrhYh0FOOzzz6jc+fOV72B+fDDD9FS0ilSriKaI+u/hMPhIDNgUZEDNG7cmLS0tCvuc+zYMdq0acPChQupWu0hwhwFsRaJxxmuszf1ZzYsTKRgwYJ069aNadOmXZMScoj8w2KxIHUfP5y7+gdObiB1GVSwlZqGQDWCAO2Cfs4LS0oDgZ+/BBUMn05hMhnHm80sdk7P62lk4cJMqpEdVrNazfgDuUBJcCCDfJGX6hWsThRFoX79+qxateoiKf7IyEi+++47qlatyqxZs+jTp8+NTejvAerfA1guEL8KvK8JYWTIhUBVLeiZLrxeb75WCqkeHaGD16biDVdQXao/mwq6SYAELUxFzdTQzQqKV8PnMOGJULH5dFAFaDLopxpg6dKldO3alQ4dOgSF7q6VTp06MWXKFHr27JmrGhX79u1j3759jB8/Pstn0J49exg1ahSjRo1i+PDhHD9+nLFjx9KuXbtQgBriv4kUuavAe5NnUo8cOcLUqVOZMmUKGRkZdO7cGa/Xy9y5c6+6iPb+++8DRnnup59+msW+RtM0Vq5cSeXKlbM1jiJFivDqq69e/0Rygf/M3W14eDgFChQgNTWVF198kY8++ii/hxTib0RERPB///d/KIrCbbfdxhtvvHHF/aUqwGxC2O3+DIRxw614dMoVupOlS5fyxBNP8NNPP+Hz+bIce+rUKaZOnUrz5s159tlnibm1IdaS5Vi+9IUs+x04cID69evn+FwvhdPpZNmyZei6zpdffondbudk0maiZAyWdI3M0laK1mxO6QeeAGDmzJm0adMmR4PoELlH9erVcVhigmWReU0gMJOadr7M9QJl3MuKI0HQ6gUIBqjCYs79QV+GLJ6hnA+oA2W7Aauc4HyNjcZx/oAWoaAWLIASHmYIKV2Bxo0bs2rVKnT94h7JihUrUq9evevyePZP5tLzu8AmKJDtNXpUBaiqkUVVjZ5in/SyJXkpu9J+QSBwOp3XN5YbIFBm5valoVkUNKuKJcVD+CEXikc7r+RrVUFAelET5ypYSStlBSFQNIkrVkFo0qiQUQVa2PlA++jRo3Tr1o3mzZvz9ddfX1eAGuDBBx+kYMGCvPPOOzc26Stw7NgxgKC+QYDA+3XTpk0BIzPscrn45JNPcm0sIUKEuDlp3bo1VatWZceOHXzwwQccO3aMDz74INvHJyQkkJCQgJSSiRMnBn9OSEhg4sSJZGZmMnHixKue5/PPP+frr7++aPvXX3/NF198cU1zykn+M0EqwPr161m2bBmjR4/OV7WqEJenZs2arF+/niFDhjB8+HA++eSTS94YArgKh+EqEYW3bGG0QpHI6AhQFdwFLBSKqkTpcs34/Ms53HPPPTRr1oyFCxfStWtXKlWqROHChXmsZ09cLhfFBnWkeOOOpJY9v4p9+vRphBCsWrWKe++9N0fmtmPHDmrVqkXhwoW55557GDVqFBkZ53v6Pv30U5o2bUqJEiWIiorC6XRy5tROksrDkdsFGbO+J/n7+TjX/k5cTGVs9lgSExP54osvmDdvXlB0qk6dOrl68xXi+ihSpAhp7lOcOHEifwbwt7JdqWn+ntTLCw1daptQFFCVK/Zx5joXzuVyyr7+zCmc7zk1sqfnVYGl04WelnZZVeAATZs25ezZswwZMuSSvT333XcfixYtIikp6Zqm0UzplDXzq6pGz6+qolhtKHYbapgDNTwMYbUi7PbzwSlGH6qw2diRvpo083ESEhLYtHlTFlusvKJ48eIoDjtpaccMYSSTwBtpQbMb5b/CJ0GXmDJ8CE3iOKXhOKVhzpC4Yy3oqiB6t9vItlrNSLPK0l8MUaGAJ7XFYmH69Ok3XD0SERHByy+/zBdffMG2bdtueO6X4s477+SOO+5g6NChWRZJw8LCAENRfujQoTz//PO0a9eOmJiYHLv2/v37MReMxRQbSf/+/bn//vv5448/cuz8IULkJP9ldd8lS5bQq1cvXn31Vdq0aYN6FeX9v7N//372799P48aN2bJlS/Dn/fv38+eff7J48WLq1at31fO89dZbl2whK1So0FUTRrnJfypIjY+Pz7GAI0TuYbFYGD16ND169KBPnz5UrFiRF198kQULFmTZT5oEuirwhpnQLSrSpIDViild46+hNgrXb8mdtz9PzeqP8tOqldx3333MW7WSk3GFKXJfVyo/8QrJdTtQ8ngDNAukVT5/I3HhTVCrVq1yZF6zZs1iy5YtlChRAiEEL730EsWLFw/e9F6u1Gvnzx9xdOKHHDrwMyd2/MTpk1uoVLUAquKmRIkSdO3alQULFnDmzBnS0tLYuHEjQ4YMISUlJUfGHSJnCGSarjWQyTEu1esoDc/NC0t6g1k7vxXKRb6qgBAKIp8W+pqbuwZLdf9Olt7SvwXfF6nmmkxIpwtht7PEc2WbqYYNG/Lee+8xfvx4HnjggYsC1SeeeAJVVRk7duz1TSogSKWqCIvZH4yajYDUZAJFQZjNRoDt/92gKrj0TJKc+zjtOkjv3r159tlng76geY0QAnOJYmQmGxlExaPjjlHxRJqQ5oAAlEBoulF9JyWqx+hRVXwS3aogNB3FrSGkRLMZ74eaptGjRw9+++035syZQ8GCBXNkvH369KF06dJBK5icRgjBe++9x7Zt27JkScuWLctrr73G7Nmzefvtt+nXrx/Tp+ds2fy8efPQktMIv+MWPv70U/7v//4v2OoUIkSIm4dVq1aRlpZG3bp1qVevHh9++CGnTp265vOsWLHihha6Dh48eEktmFKlSnHo0KHrPu+NEmqACHFTIoTg888/5/HHH+fTTz/l888/58033+Sdd95h0KBBhiKiAmaXhhTCUIy0mMBhxZTmwbw3Ap9VYs70Udhejltr9iK5up2w2JLYUiAjXrBj1EAAmjd4Ha8jjIyq529qLRYLZrOZ0aNHU758+RyZ06BBg1i/fj2JiYnBbefOnePEiRPEx8fTt29fYmNjWb16NU2aNCE5OZnw8HCjPwEYPHgwrVu3pm7dukRERJCUlISUkpiYGBo1asTixYuJiIhASsnjjz+eL9mUEJcnUOZ3KS+y3OZCNVyjf9MfNGRR8TUCvCWeL2lh7w4Q7PMUim4Es4DUDVXcxKPZL0nKUYRiKBNfGFj77VguyohKHallPRafz5iLphulv17v1S8pBAMGDKBEiRI88MADLFmyJMviVWxsLAMHDuStt97itttuy5ZgW9YpifNiVmYzqIqhnqxphtjVBT2NQiigKKR5T/NbygJ8PieKycqjjz56TdfMDfq2up+Jk6ej+9c1LCma3x7MCEyFLtHNihG0CoHi0TC5NTKLWrGd9aFm+oIBrVQEHo+HJ554gjlz5jBnzhwaNmyYY2O1WCw0bdr0uny1s0vdunV57LHHeOmll3jooYeIjo4OLlAOGDAAm82WK1VdP/zwA1GFyhPzcCui4utyaPL4LL1qIULcVEj/IzfPf5PSoEEDGjRowHvvvcfs2bOZMmUKgwYNQtd1li5dSokSJbIlyKdpGlOnTmXZsmUkJSVdVIG4fPnyKx5fqFAhtm7dSunSpbNs37JlCwUKFLjisYG+2Gvhsccey9a8hMyGckBqaipRUVGkpKRck4dliBA5ydChQ3n77bdp3749xzKqEZ1sNmwNvJqRRVUUpElBs5tQ3BpLfxnB3S3HICS4Yk0gQPGCbgJLqobJqaGbFFxxJrx2wfrPBgWvdebMGeLi4pg6dSo9evTIsTkE3ng2bNhAx44dKVKkyFWDySVLljBu3DhmzJgRUvT9B/Pzzz9z9913s2vXruu2K7lemqldzntuAorNivT6gj2bQcGhv6vL+r8XqmpkTs0m8Aeui05dvc8lN2gZ+RjS60N3u66846W8UwNCSYEA1799qX5xL86lkFJSu3ZtypQpw7fffpvlOY/HQ48ePfjmm29ISkrK1qp2M7ULQlVRixcD3VAqB4zsKRjBqc8HZrOxoGA2IX0auiLZl/o7J3zb2bp1KwULFrw+ZeEc5tNPP6V37z40uH80Fo+C9bS/N9a/kIjfUkaaFRS3D+l/z5YmEbSnEV4dVyEr8kwqJnUVv/76K59//jndunXL8fF+8MEHDB48mIyMjFwTLTp27BgVK1bkySefzLM2jMKFC0O52sQ9Xx+5OpxzM8fRsWPHa+p1C/HP4J98fx4Ye6lPXkJxZM8u8HrQM10c7P36P+Y1+vPPP/nss8+YPn06586do1mzZsyfP/+Kxzz11FNMnTqVNm3aULRo0YsEQ69WMTJ06FC++uorPv/8cxo1agQY9yw9e/bkwQcfvOJ7l6IoFC9ePNulyocPH+avv/7Klp1iKJMa4h/D2LFjadCgAb179+Zs6v9RqFJDKljrYguPRk1z4Yu2oNlMmFPdCE3S7I5RJN8WRsFNmTgLWAg7oaGbBfYkI3OiWRTcMSY0iyD8aNZsypkzZwDDcD0nURSFFi1a0KJFi2wf07x5c5o3b56j4wiR9/z888/Y7fZc92a8FGp4mLGI4zVsPaTH488mEgzahMWC9HjOq+RegNQ08HiNflRdz9d+VOnxnC/3vVQ/bXDHC4LugDJuoFxZVQHtfEY5mwgh6N27N8888wzHjx/PIs1vsVgYMWIEs2fPZtasWfTr1+/q5wtkUM0mcPrOZ0wDZdgBFIFmMZPsPMJW70o8p5NQhKBt27Y3lW9y9erVAYn77AnMkfFGea/HB1LiC3OgunwoaW6kzYSSnAGKQI9w4CoejvBJVKcP3W7CnKZhdqxj48Y/WL58+TX7Z2cXl8sV9CoNkJ6eztNPP02XLl2yeJteL8WKFeP555/n9ddf58knn8yxypwrkZqaSpTDjqromFNU7mjdmmXLluX6dUOEuB5CPqlZqVSpEmPHjuXNN99kwYIFTJky5arHzJ49m6+++orWrVtf1zVHjRrFwYMHadKkSXDBTtd1Hn300Wz1pK5fv/4ij9bLcS0Lqv+pntQQ/3w6dOjA3r17eWnYi2Qc2MDqDe/yy4ZxHEvZjpLuRvHpQXVINdPDlvcGInwS2zmJVAThh5yobs0IZKVRjqabDG++CwkosGbXrzVEiKvx5Zdf0qVLl3wp95UeL9KfpVPCw4LqsBeq9iLE+aBO6kjf+YWboFquxwNSkphy9Q/N3OTvdjnZPCh4XEDdF2CpNueaTvPwww+j6zqLFi266Llq1arx6KOP8vrrr2fL3kSoKkpkuF+Z3B/4Wy3G97pRjuyzKuxMWc3yfR+w/tjX1CpTigkffcTEiRMvqcaYnwTsEtJdSSDAE2tDd1hAUVA8OrrVhLSYUDL9ftRuD0LX0VXDL1Xx6mQUs5BsTWHz5s08+uijuRagAqxdu5bbbrstmAFITk6mZcuWTJ06lWHDhuWYRc1zzz1HkSJFaN++fa73d23atAmXy0VELRdpB6JAwh9//JFvvcohQoS4PJqmsXXr1ksqsns8HsqWLXtR1c6lsFgsN7QAZrFYmDNnDn/++SczZ85k3rx57N27lylTplzVzmzkyJHX1E7w4osvEhsbm619Q0FqiH8cUVFRvPrqqxw6dIi5c+fS+r572Xboe9bvmc7Jk1vw+YybcW+YiaoF7uXX/Z+x8ad3OLRvBb6MVBSnB+XQCRSPTkYxE5H7PYZ3n59Tp07RqVMnKlSoQMWKFYPbU1NTWbBgATt37uTHH3/MF5uHEP9cIiMj883TNhBwSo8XzIYgj6EMa0WJiDCUY/1jU6y2LL2dgXJgqWlwoaVLPpGtAPUKPqPXFeBeQExMDDVr1mT16tWXfL5jx46cOHEiaEFyOVqEPWrYZ9lt4PUa2VSrxeiVvcADde/ZNRxJ2cKw4S+wbt06fv31V/r27Uvv3r1vOl/NyMhI1JhoMtJOGtlfq4In2ooWZkFIiRSgO8zo4TZkuA3sNnSrGWuyF13XSNaS2L3tG7Ysfhu73Z6jrRZ/R0rJmjVrgn7c27Zto27duuzcuZPXXnuNzZs389tvv+XItRwOB4sXLyYjI4N69erlqtLurbfeCkDK2YKomQpHk9by+++/c8899+TaNUOEuGFkLj5uYqZPn07Pnj0vGQhaLBZ69uzJrFmzrnqe5557jvfee++GF9YqVKhAp06duO+++yhVqlS2jhk5cuQ1Lb4PGzYs21WKN9cnXIgQ10BMTAwPPPAADzzwAImJiYwYMYING+aw02GncIFbOHv4AJ7kkzzwwANYLBbmzZvHCftKbin3CIXCwrDsOUGMuyBJt4Wx5b2BwfPOmzePM2fOcObMGex2OwB33HEHu3fvzqK6FhYWxqhRo3j22Wfzeuoh/mG43W727NlDs2bN8vzazc1dg98LRaAlnUaNiTIEeXQd3elEut1gsfiDN6P8V7HagqWyhgcp6F4feDx5PocAAUGnbJX6Xupn/3FSA6H+TQ34Grj77ruZPn06e/fupVy5clmeCyxEpKamEh8ff/khen1Gqa/XZwSqFrPRtwlGr71meCccsx+jR6fuvP7669c11rym7d33kLh8DWUqtcBxzInwaogMlyGUFGZDuL1GL6rDgqdwOObTTswpmWw/8T0nU3dRoEAB3nrzDfr37x+0a8kt7HY777//Phs2bGDDhg1UqFCBH3/8kZIlS/LWW2/xyy+/5JhPdpUqVVi7di333HMPPXv2ZM2aNbm6aFX0RGF8R/ayd+lXPP744zeFsFaIECGy8tlnnzF48OBL9nOqqsrQoUP58MMPeeSRR654ntWrV7NixQoWLVpEtWrVLvJnnjdvXo6OO68IZVJD/Cto2bIl69evZ+/evQzo8wRmcYxWjerz+++/88033/Dll1+yf/9+6lWtwaadn5NcREK4A3XnAYqsPpflXJ07d+bhhx/GbrfTrVs3hg4dSpkyZejRowdr165l4cKFrFq1ikcffZSBAwfy2GOPkZqamj8TD/GP4IsvviA5OZnu3bvn/cUDnqcXiCBJp8vvkSoNYR6MXk+Ecr7MV+oIux0lzHHx+fIJ3eO5ZHAa6KEVJvP5+V44zkuMWeqSJd7Z1zWOESNGUKBAAVq0aMH+/fuzPLdz506Aq/YeK3Ybwm4zsqa6NIJVQJpVEII07Swbj8zFnXScunXrXtc484MhQ4bgTDnBQe92I0B1esDjBbcH3WYy+lTTMhBeDVeMGSXTjS8jjVNpuxk6dCgHDx5k6NChuR6gCiH4448/mDhxIoULF+bxxx/n119/pUyZMqiqSokSJThy5EiOXrNw4cJMmjSJdevWMXXq1Bw9d4BSpUoR92BDHNFFcCYdxWw2M3HiRGy23BOmCRHiRgj0pObm42blzz//vOJC2G233Rb8TLkS0dHRdOjQgcaNGxMXF0dUVFSWR17w6aef0qNHDz7//HMA5syZQ5UqVShbtiwjR468rnOGMqkh/lWULVuWhISESyqZFS1alB9++IEGDRqwbfM06pfszrLkT2lVZViW/WJiYpg5c+ZVr3XnnXdSu3Zt+vTpg6ZpTJs2LcfmEeLfw5EjR3jllVfo1q0blStXzvPrX6jqCxi2K7pu+FV6fef7M/3BX+BnqUuEriNsVvSMTL91zY2Vyt4wAUuZvwXegZJkJTzMKDM9m3zZ44Fgdvh6iYuLY/HixTRv3pwGDRqwcOFC6tSpAxg3HQBpaWlX7NMRBf2y/poGJhWkxOtzciL5T46d3cK5zCOYYmKDvcz/FBo0aECbNm34cfViKpfqg+rz99dGhgezw6gKus2ELdkLbjcprqPoUqN79+65HpxeiM1mo3fv3vTu3fui50qUKMHhw4dz/Jp33XUXbdu25dNPP6Vnz545fv5KlSqxctt+fLdLMr3JlChR4qYrCw8RIoRBRkbGFZMcaWlpQfu6KxEIDPOL8ePHM2LECFq0aMHw4cM5duwYCQkJDBw4EF3Xeffdd4mPj6dPnz7XdN5QJjXEf4qoqCjmz5+P1aax+cQCmtzxKmlVr+wBdSV69+5NzZo1SU6+zE1xiP80brebKlWqcPz4cUaNGpV/A1EEwmZFWMxGL6qqojud57eZTUYWUupG8CYNBV/d6UJ6vOc9O8m+XUtuIFTVCEbNpksGmdq5c1kD1At6UwPHXvi4EcqUKcOvv/5KqVKlaNy4MYsXLwaM3iAw1JwvR6vyQww7GasFTCb0CBtH7MdZsfsDdh1bRP1G1Zk1axYZJ47z0EMP5Vsv8/UyatQo3CmnOOz9E6xmZGwkMuk0yoHj4HSB2YyS4cZ82okeEwnFigCGUMjNQunSpdmzZ0+unPuuu+5iy5YtaLnQ3929e3dcf+5m/fQhZKQe59ChQyH9hBA3N7nZj3qT96VWqFCBX3/99bLPr169mgoVKmTrXD6fjx9//JFJkyaRlpYGGBZY6enpOTLWKzFp0iQmT57M3LlzWbhwIa+88gpjxoxh+PDhvPTSSyQkJDB58uRrPu8/65MvRIgcoHz58nz99dckZ+xn285ZkJJxQ+crUqQIXq/36juG+M9htVqD2ZLslOzkBkGRJJMJFH+Jr/+rsJiNYE03slvBDKqqotisCLPJ2A5X7wPNKwJeh8ai7gABAABJREFUrw4HakQEisNxXtjpb/tlCUQDwkmaFgzCb5SCBQuyfPly7r77bh544AF27NhBlSpVKFeuHGvXrr38gT6fUd57JhndmUHS6R3s2jmbju3bcfjwYRYtWkTXrl2vqqp4s1KrVi3uuusuzpzaiTSraOE2hMmElLrhBetyI5wehMeHNKvYwgylxwMHDuTvwC+gTp06bN++PVtZjGvl1ltvJTMzk927d+f4uS/0k60WH4PP56NRo0bEx8czcODA0IJqiBA3EQ8//DAjRoxg69atFz23ZcsWXn75ZR5++OGrnufgwYPUqFGDdu3a0b9//6B+ytixYxk8ePAlj9m6dWu2H9m5fkCJvXbt2qiqmqWM+a677mLv3r1XPc/fCQWpIf6TNGnShP/7fj7p7kOsXfEGlSpV4qmnnuL48ePXdJ6UlBRWrlyZY+IaIf59jB8/nttvv533338/X64v/Yq80ucDXUdYrX6LE+kPTv2BnKYHs5QBggGsz3dzBKj4xxSw0LFZAS4foF4wZunzBveTOahSHBYWxpw5cyhTpgwPPvggGRkZ1K9fn6VLl15eaVFR8egufkv+liVHJ7D50De0b9+eWbNmUaxYsRwZV37ToEEDUtOPIq1mpFkBiwVxYV+kx4twulGcbizYERbLRf29+Um9evXQNI1Nmzbl+LkDisK5cW4hRDBjsa9+Re688042b97M/fffz6effkqFChWYMWNGjl83RIgQ187AgQOpUaMGderUoVWrVgwcOJBBgwbRqlUr6tatS/Xq1Rk4cOBVz/PMM89Qt25dkpOTg4KfYNg2Xs4juVatWtSuXTv49UqPq+FwOMjIOJ/wKViw4EXtLj6//sW1EApSQ/xnad26NX/99RevvvYyzZs3Z/bs2dx666088sgjbN68GSkls2fPvuLq/oYNG3C5XHTt2vWy+4T4byOEoFevXiQmJmZRh84rlMgIFLsd/p+98w6Pouz68D0z29MDCYQeehUwNEUFBZQmCCJdpYgUQQgvRXovIhJQEARRVIqIIlho0kFF6SK9hB4CCenbZ+b7Y2BfIyUBEoLfO/d1zZVkd5622d2Z85xzfkcSEUwmzTgzGRGsFtQbYbBicKBmxHk9KG63lnsqy6jKDbEls1kz+vJQNEmbiObN1bzCgqaKe8MQ/FlZ4Tsy5dc+BPz8/FixYgXnzp1jwIABNG3alCNHjpCcnOw7R1EUNmzYwLx58zgk7uaI4xsMgV7GjRvHd999x9KlS/9f5Q5WrlwZlzOZ9JD/KhZjMoHNpnnnb4RrCy4vis2IwT8gTz4fd6Jy5crYbDZWr17te2zt2rWMGjWKcePGPdBcQ0NDKV68OPv27cuJqd7Cvn378Pf359qsL9m5cyder5cdO3bQvHlzSpUqxfTp03NlXB2d+0N4CMejidFoZMOGDUyaNIm4uDjmz5/PvHnziIuLY9KkSWzYsOEWpd7bsXPnTkaOHHlL9E3x4sW5dOnSbdvExsZy5swZYmNj+fbbb4mMjOSjjz5i//797N+/n48++ohSpUrx7bffZjl++fLlM3lcL1y4kKmEzbFjxyhRokSW/fyT/z9XRB2d+6BIkSKMGDEC0FQpp0yZwubNm6levTo2m80X6mW32zPtTt0kPj7e14+Ozp1wOByYzeaHprKXCVEEk4ggy1oNzhsIkoSqKqher3YJF8T/ehdVBcXjRZQ0QR/V5brhnXz40/87gtGAYDLdMHJEMJt9NUUbia9kOvdmWO/DokKFCnzwwQe88cYbtxgwbrebnj17smjRIiRJIjw8nNatWzNo0CAiIyMf2hwfJuXKlQPAlXoVPyVME4e6+X9zucArg037X6qSgFEx+/KoHgWMRiODBg1iypQp9OnThxIlShAdHc2FCxew2+1UqlSJNm3a3Hf/RYoU8V0/cpqtW7eSnpGBwWDgzTffxG63s2jRIo4cOUL+/PkJDg4mIyPjoYpU6ejo3B6j0ciQIUMYMmTIffehKMptc9wvXrxIQEDAbdv83Yh85ZVX+OCDD2jatKnvsccee4yiRYsyatQoXnrppbuO/+677971++T8+fP07Nkzi1Xciu5J1dG5QbFixZg7dy6HDh1iyZIl9OnTx/fc1atXb9smMDAQIJPHREfnnxiNxlwRSckWoqiF90qSZmyqN8J8xRulTwQB1e3+ryDRDY+pFBjw39BgbogWPYAibk4gWC3/za+VJLgx79vyTwP1n2VpcoFu3brRvn17n/dt4sSJjBw5klKlSrFo0SLee+893G43ly9fZs6cOf9vDVT4r5FqT7+KK8wCFrNmqIK2uSCKIAgoNhMqCl5n+m03AvOSTp064fF4fNE0KSkpNGjQAIBNmzaxYsWKO4d0Z0FqamqubVqNHDkSVJWAgAAOHTrEvHnzWLp0KbVq1SIhIYFTp06xYMECDhw4gKI8GmH8Ov/D/A8LJ91EVVX27NnDN998w7fffsv+/fvv6bulUaNGzJw50/e3IAikp6czZsyYTIbnnTh06NBtr0eRkZEcOXIky/Z169b1pTHcjj59+tC3b98s+/knupGqo/MPTCYTHTt25L333mPDhg0AjBkz5rZGxk3jNLc8AAkJCdSoUYPnn3/et+uuG8T/PipVqoTX6+XEiRMPf3C3G9Xl1sqACIIvVFaVZS2k1+3WSrhYzFqupyQhBQZo56uqpgJstWp5nA8pfPZOCJKkGTuSpOXJ2h2+cN9stRcFRJMJwWDU1Ixzen6CwJdffskbb7wBwIwZM4iJiaF06dLMmTOHQYMGPZBSb6V3bi2t9agSFBRE9erViY8/SEpJ43/rwYL2PzObQBRQzEZSr5/F7UylVatWeTvpf3CzNMRNYzI1NZXw8HDy5cvHV199Rdu2bWncuPF9lapJSUnJNSO1ffv21KlTh6SkJKKiojCbzXTo0IEtW7bQqFEjQMuFq169Ov369cuVOejo6GSPLVu2UKpUKWrXrk3btm155ZVXqFGjBmXKlGH79u3Z6iMmJoZt27ZRsWJFnE4nHTt2pESJEly6dIl33303y/YVKlRg4sSJOJ1O32Mul4uJEydSoUKFbM1hyZIl7N69G4A9e/awdOnSbLW7G7qRqqNzFxo1asSSJUtYvHjxbfN4tm7dSrFixShbtmyOj52amkrbtm3Zd+AAG3/exLRp05gwYQIhISEcOHAgx8fTyT2qVq2K2Wxm/PjxD3XcJgX7oDpdmrfU5f5v6K7bo4X+iqJWhsZiRvD3QwwJRgzSogNUr1fzsJpMIMsIRgMb3A9+0bnvtRTup9V1dThAUVDdHu2Q5bt6SaWAAKSgIAyhIUgFCyAGByGFBufaWgwGA08//TSgXaivX7/Oli1bMkVm3I2MjAxeffVVatWqdYsi9OGpWQtoPEr069eP6wnHEU7Ho5iNqAYJ1SRpGyBGA6ooYoi7zvVTeyhatChPPPFEXk85Ezc3H202G7Gxsdjtdpo1a0ZCQgJJSUmsWbOGw4cP06FDh3vuOzeNVEmSmDt3LkCm3Febzcb69et9z5UvX54vv/ySxMTEXJmHjk62+B/2pJ46dYrmzZtTokQJVq5cydGjRzly5AgrVqygSJEiNG3alDNnzmTZT6FChThw4ACDBg2iZ8+eVK9enalTp7J//37Cw8OzbD9v3jw2btxI0aJFadiwIQ0bNqRIkSL8/PPPzJs3L1treeKJJxg8eDCyLDNo0KAc+T7XjVQdnSzo2LEjvXv3ZsKECezduzfTc3FxcZQsWRLpAWsu/pMTJ05Qs2ZNtm//lULGMqgoVK5cmdmzZwMwadIktm3blnchpDr3RFBQEGPGjGHFihUsXrz44dWD/Fu5GWQZwWz2iSFxw5OKrKA6nJrhIMuaGJGi+EKBAc0Dm8Pv8XvGZEQwGUFRUW+WfMrknbs1bFE0mbQQYX8/MBnB49HEe3JxLRs3buT1118HNPEds9l81/O9Xi9nz57ll19+YeDAgTz22GMsXqztSOeWsM7DokOHDuTPn5/Tro14g8wIdgeCVzNQUVWEG17whJIqZcqUeeTqwVaqVAmTycTq1atZu3YtBoPBF+4L0KRJE95//31++eUXjh8/nu1+L126RGpqKsHBwTk6X0VRfCGC1apVw+12ExMTQ1RUFC+//DJvv/02Xq/Xd/OYmJhIWlrav/59pqPzb2XmzJnUqVOHzZs307JlS8qVK0f58uVp3bo1W7ZsoXbt2sTEZC+Cxmq10q1bN2bPns1HH33EG2+8ke0Uilq1ahEbG8ukSZN47LHHqFKlCpMnTyY2NpZatWpl2f78+fMYDAaeeOIJGjVqxJNPPokkSZw/fz5b498JXThJRycbTJ06lT/++IOmTZuye/duihUrBsDvv/9Oy5YtH7j/tLQ01q5dy9ChQwkNDeX06dNERERQNqQuRxM2I4oiv/zyi68o8zfffMM333zDq6++yueff44gPLrqdToaAwYM4Mcff+TVV1/lm2++4euvv879Opg38v5u5qQSEnRDQOlvOaqyrBmgbs9/RZQkCdVrR8CIYDRo5+W18qzBkDm0VxTA40W5g8EvGIwI/7xAGwy39pPD1K5dmzp16vD777+zcuXKO3rZjh49yqpVq1i4cKGvflxYWBiuEiWpKtTg4OmvKVCgQK7N82FgsVgYNWoUAwYMIKNWPUwGg+bBl0RNOMnjAVFClR5NV0d4eDj169dn3bp1+Pn5UbduXZ8OwU1atmxJSEgIixYtYsqUKVn2GRcXx3PPPUfRokVp3rx5js43KiqK4sWLs2rVKkDLha9Xrx5ffvklJ06cYOXKlbRr1873nrwp8LVv3z5fGLCOzkNHFbQjN/t/RNm6desdvzcEQWDAgAEMGzYsW31dunSJX375hatXr96Sa/72229n2d5ms/Hmm29ma6x/MmbMGEATatqxYwcGg4ExY8YgCAKffvrpffUJupGqo5Mt/Pz8+OCDD6hTpw6jRo3i888/B7SbyjvJe2eX5ORknnvuOV/NvCS7CVtQRQo7ohBDzRxN2IyiKCz67Asi8lXl8bJPkVgjhNSLx/jyyy+pVKkSQ4cOBbQQMrPZjOVGPUJZlomNjSUpKYmUlBTcbjfx8fG4XC5Wr15NgwYN7ljoWSdnsVqt/PLLL6xZs4ZWrVrRsGFDNm3alC15+ftFdbl9okjIMuqVqzcMUC+ixYzqcmk5qqqq1VGVRJTkVFSvByk8DOV6MorThWAy+mqS5hl2B0p6hubVFUUtl1ZRkfz9tLDfG3VQBUlCVVREq8UX5iwIgpbL6pVBkTUjKZcICAhg586dNG/enMmTJ/PKK69gMBiIj4/nl19+4dSpU2zfvp2ffvoJg2gmxK8ojxdvh0W04edfEEE2kuY5C0D+/PlzbZ4Pi549ezJ8+HAS4g8RlL8uYmIaOG7kPVktKH4WEB5NI9Xj8bB7927eeOMN5syZw+jRo285x2Kx0KVLF+bMmcPbb79NRETEHfvbtWsXHTp0wOPxsG3btruee6/ExsZy4MCBW1JBbDYb5cqVQ1EURFHkqaeeuqXto1T6R0fnf4nz589TpUqVOz5fuXJlzp07l2U/n332Gb169cJkMpEvX75MjgtBEG5rpH7//fc0adIEo9HI999/f9f+W7RokeX4AI0bN+b777/ngw8+8D32IOhGqo5ONilTpgxAppC0//znP/To0YMLFy5QtGjR++o3OjqaP48co8qz/Qi0FsTkFDFdS0dIs0OKHQkDMl5qRnYmMKAoqlmi2O9unIWqklHsL9555x3mz5/P9evXSU5OpnDhwmzZsoUyZcrQr18/X/7R7bh48aJupD5kmjZtytq1a2nQoAE//PADrVu3zpVxmoT10jyGN72G6g0lX6dLKzGTkopgMmm1U91uVI/H5zlVXE5O9StJybF7QNXyP4U8DMVsEtbLJ/SEJPlK5aiyrBncQQGakS1rIcuK06XN2YSWU3tDBAoAUWLtmdytEylJEqNGjaJevXo0a9YMVVXZtGkTiqIgGS0EGPNRpUBTIowlERFBRjsS08DPhtul5ULm5gbGw8JsNtOwYUO2bdpP8eL1MdrNmkp0ulb43St6Ea7bEQIfPYP86NGjJCUlYbFYsNvtNGnS5LbnjRw5ksWLF1O6dGmeeOIJ3n//fapWrep7XlVVpk2bxogRI6hZsybLli27r5qBd2PBggW+32VZ9qWgOJ1Ojh8/jiiKt1XynTlzJr169crRuejo3At/v0zlVv+PKunp6dhstjs+//dSiHdj9OjRjB49mmHDhmU7beKll17iypUrhIeH37XEjCAI2Uot++ijj4iKiqJJkybs2rWLuXPn0rt372zN5U48WgkgOjqPMCEhIQAULlyYMWPGkJqayiuvvEJISAj9+vW771IEv/32G+FFoggKKobfZReGNDdcuIISGkBGyhVkvADYrV4tVBNQTQZki0iJyGcJalGf61UKM2TIEBYvXkxAQAA1a9bk+eefZ+7cudSuXZv9+/ezYsUK4L81XSVJ0uvk5RE3w/2WLl2K52Z+ZQ6jqgooyn89pYqCctODJUm+vEzVq72//m6E2l+ug2JQUW4o/6peD+tSH3xX9EERrFbNsDZo9VJFqxYxgCQhBAYihAQjBAUiGDUFYwD8bWC7Efarqg+tduqTTz7JZ599RkJCAqqq+gq0NygdTZ3ir1HYVgFRAdw3lJdvGhAOJ3FpxzCGhWVbVfFRp1mzZiRnXCCusvbd5St9JMvsjV1CxvmTFC5cOK+neQs3hY2+++47ChUqdEePR2hoKL/++ivjxo0jPj6e5557joMHD/qenzdvHu+88w6DBw9m+/btOW6gnjt3zhcy2KFDh0waCa1bt6ZNmzaZvPLh4eG+UPLU1NQs86Z1dHRyjyNHjvDnn3/e9jh8+HC2+rDb7bRv3/6e8voVRfGJKimKcscju9onHTp00MpfAcOHD6d9+/bZnsud0I1UHZ1sIggCNWvWZNKkSYwfP56XXnqJwMBAPvvsM1avXs2kSZNuaaOqKtu2bWP37t23NWLdbjfHT54kUMyH219ETHcgJaUj+PthL+rPuZCrBAYGUqFCBc7HbkHwKogOD4LDg/m6m4LxNuqce5qkVdsZNmwYnTp1YuvWrfTt2xdJkhg7diw7duygWrVqtGnThpdeeomLFy8CEBwcTKdOnXL9ddO5PVOmTGHVqlW0adMmV2oVCn8zQlVZ1oRqbj7m0ZR7MRi08Fl/P81olWUQBPzXHKTs+6cRzRYEgxHxLju9DwWT5uG9WSNVCPBHCAxADA5CDAnWzvF4tDqcFjNioYKIYfkQ8oXeqM9pAFHSjNVcrpX6dzp37szevXv5+eef6dGjBwULFkRMSoHUdEhL115vRfWVB8KoBTeluK/wZtu2j5yQ0P3SoEEDUFXs50+j+GmlZwjwJ9F9kRR3PMuXL2f5nh2+jbRHBX9/fwD++usv6tate9fc/9KlSzNo0CC2b99OWFgY0dGaEvO+ffsYMGAAb731FlOmTMlx77gsy74c06ioqFtC7Fq0aEHp0qVJSUlh+PDhALz//vvMmTOHIUOGcOnSJVJSUnJ0Tjo698T/sLovaN+P1apVu+WoXr06DRs2zFYf3bt3v+/vT4/Hw7PPPvvAJfLWrFnDX3/9BWh1V9euXftA/YEe7qujc0+sX7+ehg0bsm/fPrZs2ULbtm1ZsGABEyZM4Oeff+axxx7zxe4nJyczZswYPvjgA1/7IUOGMGrUKPz9/VFVlQkTJoCiYPVaMKXJqDYzqkFEsJlJK2LAcqIA6fG/IYoiRtGCO1y7aTLFpyFluDUDw+7KNMcCBQowceLE287/66+/5s8//2Tbtm0MHTqUDRs26HXy8ohOnToRGBhIixYt+Pjjjx84LOYWDAZQnZphejMnVbnpNRVQ5RuGrMmoCSyBT81XMJtRQ4MR7A5wKXka6uubl8mkeR0NBs0Y9cravEUBnDc+A06Xth63x3eeahDBICK4vHgigvAE5m0Irepya2JUXi+oIsJNo0UUweXGK8hkeJOoUaNGns4zJ4mMjETKF4z76Enc5csjpZoRnB6uOWOBG4JRR2Lp2LEjFouFF198MY9nrHFTzb1MmTJcuHCB/fv3U7169bu2CQ4Oxm63U6lSJU6dOkXLli2pVKnSbUuYPSiqqjJgwAB+++03AFasWHFbr+j169cxm81s3ryZSpUq0alTJwRB4NixY0ybNo2NGzfy008/Ua5cuRyfo46Ozp2JjY3NkX6mTJlC8+bNWbduHVWqVLllM2zGjBl3bGs0Gvnrr78eWIDziSeeoFu3bmzatIlBgwbpOak6Og+bkJAQdu3aRUZGBj/++CN9+/ala9eufPvtt2zYsIGWLVsSHR1N5cqVGTBgAE6nk+bNm3PlyhXKlCnD7Nmz+fPPP1m9ejXTp09n4sSJFC5Ui/zGwjgkgevVQjCnKpgTXShGsD7+OMrRlRw+fJjSxV9AlUS8/hKmOBUxzandrBuyX07DaDQSFRVFVFQUfn5+9OrVi6SkJF8os87D5cUXX6Rbt26MGjWK9u3b5+z/QVEQzGYUu13z1N0I672JYDJpBp1Ju5gJFjOq3YEqy4gWM7KfGalgOEJ6hlaiJq9RVTAaNc+oKIJZU/f1Pe1yIZjN4FI1r6rZpBmplhsKygqoooAzJG9L6QhWi6aWDP/dQADNqwokueMAqFmzZp7MLzcQBIFOzVrw7eqfSXvOgO24h4uOI5zL+BPQwmktFgsNGjSge/fuxMbGPhKpCDt37iR//vy0bNmS6dOn8/jjj3P06FHKly9/xzbp6em+aJV69erh7+/PDz/84BOzy0nmzZvnK0s2b948IiMjb3ve1KlT+fzzz9m1axfz589HEAQWLVrEDz/8gCAIOBwOZs6ceVf9Ah2dXON/WN23ePHiOdLP5MmTWb9+vW+j6Z/CSVnx2muvsXDhQqZOnXpf49+tBM3Nahj3w/+PWCIdnYeI0WgkODiYzp070759ezZs2IAgCAwbNozIyEhiYmLo3r07zZo1Y8aMGfz4449cvnyZ77//ntmzZ7N582bq1avHiBEjGDNmDBULN0O0+ZMeIZFeVEA2CjjCtd3w/BcEqpVqT8USLSlasBaComJM01RYkUS8wTbkwPu7+blZ+6p379631H/VeXhMmDCBxMTEHAmNyYQkgSRqXlG3RxNIkmWUm2Vb/n7huqnc+zePqXQhHjxe1OBA1l1fQF7RpMwQzYtqtYDVgmo1oQRaNaPVoK0RVdU8krKcyRhXDSLpJfxJKReAEmBGUFR+/2Jgnq2lcWgPbfNAEP9bi/amaogkgSgSbz9FyZIlqVixYp7NMzdo0aIFGSlx2PfsxulM5sjlNbz44ovs2LGDq1ev8vjjjzN79mySk5OZM2dOXk8XgIMHDxIVFcW0adO4dOkSgYGBLF++/K5tAgICaNGiBbNnzyY4OJht27blSr5tcnIyffr0AWDixIl3LR0REhLCtm3baNGiBRs3buT69eu89dZbJCUl0aNHD2rVquUrg6Sjo6Px0UcfERkZicViISoqih07dtzx3K1btyIIwi3HsWPHHspcZ8yYwaeffsrRo0fZunUrW7Zs8R2bN2/Osr3b7Wbu3LlERUXRs2dPBg4cmOnIijFjxjBmzBj27NnDjh072LNnD2PGjGHs2LEPtC7dSNXReQCqVq1KRkYGgiAwePBgunfvztatWzl9+jSRkZH079+f1q1bc/z4cTIyMhg/fjzhvd/mcJBI8MsN+GWdgJRiRw4wEXrchSEDjOkytisuvFZwBxsJKl2NgpG1MTlUTMcuYoq9Bk437oKBpBe3ot5nOY0KFSrw3HPP8dtvv1G3bl3mzp173+JPOvdPoUKFyJcvH2fPns2xPuu9+B72x4pAaDBCwTBEixnF4cD7TDWf2JAYHKR59FRVC531yprC7031XKMRVAXBmz3RhNzCXiY/9vLhN36G4S4YgCqKKEE2lCAbqp8FggI1Q/uGp1X1elGTkhHiEwk4kYwxXcZZwIoq5fGOuteLaneAxYwQFKgZ3oKgHaKAYjLi9LtKmzZt/t/VPm7dujUdO3bkxOFvOJG0E7PZzJdffslTTz3FH3/8Qe3atSlRogSvvvoqH330Ua7kad8re/bsYf369SxdupRChQrRsmVLvv766yzbjRs3jo4dO7J161YKFiyYK3ObNWsWACNGjGDEiBF3fb/Ex8czZ84cvv/+e77++msKFSqEoij8+OOPfPzxx5QqVYozZ87kyjx1dLJCUHP/uFeWL1/OgAEDGDFiBPv37+fpp5+mSZMmnD9//q7tjh8/TlxcnO+4WRUitzGbzdStW/e+2//11188/vjjBAYGcuLECfbv3+87/lnW6nZ89tlnfPbZZ0iSxPfff48kSXz22WcPVCMVdCNVR+eB6NWrl++m5fDhw4wfP57WrVuzbt065syZQ0REBMuXL8ff35/IyEg8Hg/W0AiKVWlDROen8ARbNG+XrOIOMOB/ScHrJyHICoHnFK5VNeAKMZBexIyQmqEZEw4naoAV0S1jTfAgW+4vat9isbBp0yaOHz9O9+7d6dOnD0OGDMnJl0cnm1SqVIlff/01x/pLKmPgenkjjmJB4HAihAYjmM3EtjJy/L0qIIioIQFa7qbDCalpqDdKzagul+bpMxhQbVZUU96Gx3r8JWSLiGwVcQVJKAYR2d+IYpRQJQHFZEA1GzQj9YZIkiCIWjkaQUBISsPvZDKmJDf2gqY8XcstGAyaWJLRAAYD190XSUhIoE2bNnk9sxxHEATmz59PpTLluJx+hOjoaJ967pUrV3wlvF5//XXOnTuXo5+H++Xy5cuAJoB14sQJGjRowJEjR0hPT79ru6pVq7JkyRLCwsJybW49e/Zk586dd9QfuInX66VOnTr89NNPzJ49m2LFitGlSxdOnDjhu4EuWbIk58+ffyQ2BnR0HgVmzJhB9+7deeONN6hQoQIzZ86kaNGiWYbEh4eHU7BgQd/xd6Xt3KR///58+OGH993+757Xfx7Z8cSC5nmuUaMGTZo0oVatWjmSPqAbqTo6D4AgCLzyyitcvXoVt9vNzp07faFUgYGBXLp0iePHjwPQtm1b3G43bosba4JK4fcMJDxmQrGZUA0iikFAUFQMGTJiqhOvVcDvskpGxI2PqeHGjbjNdiNEEARZRTY/2MfYYrEwZ84c3n//faZPn85PP/30oC+Lzj3SpUsXfvrppxx77b0WMKdoZT6U0ACU/EGI/n6UGbgXBDixIEorBWIyaiVmZBncHgRRQPF4wWzCGxGMHGT9b85kHqGYBBDAFSji9hNwB0p4LRIIoIoigqJotVNFEdVk1MJ9b4TDa+JEKkKGHWN8Wt6nJt00ShXlhuKwoKkNCyLIMpeT/qRs2bL/r0ST/o6fnx9r1qxhyZIlmYyrAgUKcPXqVQCeeuopwsPD+fnnn/Nqmj4WLlxI0aJFKVOmDB07dqRUqVIAvu/0vKRgwYLZ8pxs2rSJs2fP8sYbb7BhwwbOnz/PkSNHCA4OBrTSE4ULF8bj8fj+Bzo6D5VHTN3X7Xazd+9enn/++UyPP//881lunlWvXp2IiAgaNGjAli1b7m3gB+CPP/7g888/p2TJkrz44ou0bt060/Ew6NChAyNGjAByrgSNLpyko5MD3Nwxr1mzpk8B8uLFixQtWtTnLejSpQtz585FWLGZjOebYEswE3BBIbliIOkRAoEXFFKLSOQ7rKD4mQk64yKtmJkCuzIQvAqq1QRWE0JiCkqBIESXB0FVkdJzps5mdHQ0a9asYfTo0TRr1ixH+tTJHl26dGHlypV07tyZxYsXP/DrH77PjeRWkE0i3kALksODGhYCkRGUWezi5JsG3PltWOz5IN2uCQ0JolbWRVVR8weTXtyKJcGLlOLIoVXeH7Z4N+5AAx5/AVUAe5iIDTDYRVRJM1JVg4hglBCTMzSj2mRCsJjB5f5vRx4vwYeS8mwdTcJ63agqL6DaHQhe7w11YhHV4UQ2qMTJsUx8fcz/u1Dfv1O0aFE6duyY6bGCBQsSHx8PgCiKREREcOrUqbyYXia6detGt27d2Lt3L7Vq1WL//v0EBQUxbdo0vvrqqzz9PyUlJREYGJilp+ZmWYpp06YRGBhIq1at+O6771ixYgVdu3alVatWPnXga9eu5Vp4so5OXpOamprpb7PZfFs17ISEBGRZ9tUSvkmBAgW4cuXKbfuOiIhg/vz5REVF4XK5+PLLL2nQoAFbt27lmWeeydb8vF6vL12sY8eOBAQEcPnyZQIDA33lsO5EcHDwAxmjrVq1uu33mSAIWCwWSpcuTceOHe+qAP534Uez2YzH47nlNQ8MDLyneemeVB2dHKZatWqsWrWKDz74gH379lGkSBEAypcvT0xMDFf3/Eza5VMkVDTgtQgEnHVgu6ZiSpHxv6RgsMuklvFDNomIHm0LUJBlBI+McC0JJEn7XVZv/MyZnEFBEKhduzb79u3LVDZHJ/cRBIEvvviCunXr0rx5c9q2bYvdbr/v/iS3gmIUsRcw4go1klLGH2fhQKRr2gXDEmvCaxVveEpF1HwhEBrM2osfQKA/3kAzBruCM58BOdiaU8u8Z55uNR3ZKKJIAqqo5RapIkguBUQB0avg9TNpyr0GEcX/xlwNBk2UCDSvJYCqoFjyMNxXFLQar4KIYLOCyaSpKdsdoKpc8cSCx0Pnzp3zbo55RMGCBX2htQAul8tXZP5RICoqipo1a/LTTz+xYMECvv76axo0aMDq1avzZD6zZs0iNDSU2rVrZ/k9cfPGcfz48aSkpPDEE09gNptp0aIFn3/+Od9//z3Xrl0DtPx4HZ3/r9x0Gtw8pkyZctfz/2m0qap6x42pcuXK0aNHDx5//HGeeOIJPvroI5o1a5bt0lPnzp2jSpUqtGzZkrfeesv3mZw2bRqDBg3Ksv3NnNA7HVkRFBTE5s2b2bdvn2+N+/fvZ/PmzXi9XpYvX07VqlX55Zdf7tpPbGwszZo1w8/Pj6CgIEJCQggJCSE4OPi+qhfoRqqOTi7QsmVL+vXrR/78+TM93qVLFypUqEDGH3vIKCHjDhIwpLowOFRki4gxQ7uhNidrhqcpXUE1CAgeWfN4KdrNueDyoAra4+v3jsuxeXfu3Jk2bdrQv39/li5dmmP96mRNSEgIP/zwA/Pnz+fHH3+kR48e9y1k5QkwYC9gxB0g4AwR8fgJuEINOEvl52QnM85CXmSziGLSvI5uJYPr8UeoUfY1LgYnEOc5g3g1Bf/zDgRPHuapqSoImnFqSVIRFBC9IHpURJeMKgoggmqSNK+qqv5X4ddzI8LgpmKx3YF0LTnPlnLTaFa9Xs3bq6qobg9KejqqKHDOeYTnn3/+geT6/61ERUWxfft2EhMTOXv2LOfOnfNt7j0qDB48mPXr15OamsqiRYvweDy88sor7N69+6HOIy0tjfHjx+MXVZajR49mqbw5fvx4tm7dyqhRowDN4+NyufB4PMTFxWU6N1++fLk2bx2dO3KzBE1uHsCFCxdISUnxHcOGDbvtdPLnz48kSbd4Ta9evXqLd/Vu1KlTh5MnT2br3P79+1OjRg2SkpKwWv+7MdyqVSs2bdqUrT68Xi8bN27k448/Ji0tDdDy6rPKoQdto7Bjx46cOXOGb7/9lpUrV3L69Gk6d+5MqVKlOHr0KK+//jpDhw69az+dOnUiKSmJTz/9lE2bNrF582Y2b958T7mtf0cP99XReYiIokj16tVZdWAnoudG+GKxABz5RMypKv4XXTjCTZhSvJo3zCQiKKBKEoLVAjarZqSm2RHEnM8VrFChAl9//TVdu3ala9eupKamUr9+ffbu3cv+/fvxer28+OKL1KtXD4NB//rIaQRBoEePHgQEBNChQwcKFy7M1KlTEcV72090BUoY0xUkl4A9XERygscqYBYFKsxMIPGJcKQj5ziTsJ/4639hd98Ig00BblxTjSH5qVm9D+5yQTm7yHtAcqmIXgXZIqIK2udFtoAhw+tT6lUMInKIhCHDCzYThlQRzbWqauJJ4o1yL4IA9rwLXVYcDq02raKA260pEUsiqlsl2RtPmvMK//nPF3k2v7ykV69eTJo0ifr163Pq1CkKFSpEu3bt8npamXj55Zdp06YNM2bM4PDhw3To0IFnnnmGZ599lnXr1vHUU089lHlMnDiR9PR0wl59E++2zfz44484HI5MN7Z/x2q1Uq9ePd/fjRs3RhRF+vfvz4ABA3yPDx48OLenrqOTpwQGBmYr3NRkMhEVFcXPP/9Mq1atfI///PPPtGzZMtvj7d+/n4iIiGydu3PnTn755RdMpszRPsWLF+fSpUtZtj937hyNGzfm/PnzuFwuGjVqREBAANOmTcPpdDJv3ry7tl+4cCG//PJLpnsNURTp168fTz75JJMnT6Zv3748/fTTd+3nzz//ZO/evXcNC74XdE+qjs5DRhRFvHEOjEUySK3qRnIpmNJULAle0oqZkdwq9gJGUMGU4kFwywhuL6rZgDe/P3KAVStdYTFpRw5zU4WzSZMm9O7dmwoVKtC5c2e++uorVq5cScOGDSlUqBDvvPMO586dy/HxdaB9+/bExMQwffp0XnnlFZxO5z21d4QJmFK8mufRA14/8L/kQXJ4SQ7xcPToV/zy14ckOQ/R4dXWLF++nMOHDxMbG0tsbCx79+4lQFDwN+wipVjelSXaunYIUoYXY7qMOUXGdlXBmAH2CDPO/Gac+YxILhkUlfQiZjKKWnGWCUMJD9ZCfqUbBuoNASU1h0Lj7wfRz4YgSQiBASjJKaipaQgWM4b8oZwMOE3lypVp2LBhns0vL8mfPz/vvPMONpuNCRMm8McffzxUT6rT6eTSpUu43e67nlezZk0uXrwIaDey69ato1q1arRv356EhIRcn+fixYuZNm0a/g0bEXg1HMpU4nJ8HAVK5mfu3LnZ+p7Inz8/X375JT///DNNmzYFYMOGDbz77ru5PX0dndvziAknAQwcOJBPPvnEV3s0Ojqa8+fP06tXLwCGDRvGa6+95jt/5syZrFq1ipMnT3L48GGGDRvGt99+S9++fbM1nqIoyLe5Pl28eJGAgIAs2z+oJ9br9d62puuxY8d887JYLFnm4desWZMLFy5kOV520V0hOjoPmZ07d2KuXAZnsgXrBSMefxmjXfsWtcV7UUwCARdciG4ZxagJwwgOF67I/CCCIc2NapQQHG7NU5QLmEwmVq1aRXJyMrt37yYxMdHn2di3bx+LFy9m3rx5vPfee7z//vuZduR1coYBAwZQsmRJ2rVrR6dOnfj666/vKJKiKApnzpzh+PHjuN1u5KQUkssEYczQwmUDz3rB5eFg0jqS/vqN8PBwJsTM4M0338Rms93SX4kSJfj888958cUX2XZDrS8vaFB/MpJXQXLKoIIjv0R6MUj2B79zEkGxMopB1DZ0UmWcoRJeqxFDhhchXxBCSrqvFA0eD+viH1wS/74RtNBkJFHzqIoigsFAuuc6yVePMGPCp/+vBZOy4mYx+Lygc+fOfPvtt0iSROnSpalYsSI1atTgP//5TyZhlYsXL2YynoODg1m+fDmPPfYYo0aNypGSC3di6dKlvNa1C/71Hif0yeeQrkNAnZL4zXoL+7fr6du3LzExMZw4cSLLvjp27Mizzz7L22+/TVpaGg0bNvyffu/p6PyTdu3akZiYyPjx44mLi6Ny5cqsWbOG4sWLAxAXF5epZqrb7WbQoEFcunQJq9VKpUqV+Omnn3wbQVnRqFEjZs6cyfz58wHNWZCens6YMWOy1ceDemJfffVVunfvzvDhw6lZsyaCIPDHH38wefJknzG+bds2KlWqdNd+PvnkE3r16sWlS5eoXLkyRqMx0/OPPfZYlnP5O7qRqqPzkClfvjw7T55HcIkcGxPNcw2m4gg3Ykz3sHH7CBo8OwVBVvD6GzGkeRDcXhAFZIuIwa4JKKlmI4LTA0rueoaCg4Np1KhRpseioqKIiopi4sSJFGn/PNHR0dhsNt58881cncv/Ii1atODrr7+mVatW9OnThzlz5mQKsz5+/DijRo3y5cr5EASMhQpgCAmhQOSTpFx3cjF2C0JiItOnT6dXr153DA+8SdOmTSlWrBhLly69RZ1QVVUuXLhA0aJFc/XmVnQriG4vsp8Rg91Lwo1piMkG/K4oKAZNUEmUVXCDKVXBkV/Clc+E0ShiMBkQU+yoZgOCnHceYeCGUJId4UZuqmDSLt7HU3+hRIkStyje6jw8rFYrRYoUYeTIkRw9epQjR44wZswYUlNTmTp1qu+8yMhITp48yblz53w3q4ULF2bQoEGMHTuW0aNHZzu8716YPHkyI0aMIH/Dyvg3aYv5ikBaWRkyjIjBBXH6hyEFXLhFSfNuRERE+JR/dXTylPv0dt5T//dBnz596NOnz22fW7RoUaa/hwwZ8kB15mNiYnj22WepWLEiTqeTjh07cvLkSfLnz8+yZcuybP+gntiYmBgKFCjAtGnTfErrBQoUIDo62peH+vzzz9O4ceO79nPt2jVOnz5N165dfY8JguATnbrdHO+GHu6ro/OQqVy5Mvm8GZiSJJ56eTqqQcCUKoMg8FyDqbhCjDgKWEAFQ7IdZBU5LBDLlQwkhyYGI7i9KIFW1p6NybN1+Pn5EfhKcwJfeIKevXry3Xff5dlc/j/z4osvsmDBAhYsWECNGjXYtGkT+/fv5/XXX6dSpUr88ccfDB06lPXr13PhwgUuX77M/I8/5s2XXqay1Z+zPyzkzC9LeLpCBXbs2EF0dHSWBipoYendunXjs88+4+jRo6iqytq1a/n0008pWbIkxYsXZ8eOHbm6dq+/EXc+G44wE16bAfM5EyG7TFjjRExpCsYMmfiaJpLKmhAUlYCTKQSc95BcykBacTOeYDNKgAVvqB+uwvcmfZ/jiAKCoIUfC2YzqtvD1dSTXPNeZPr06bcthaDzcHj55Ze5ePEiJpOJmTNnsmHDBsaPH897772XqS7im2++ib+/P59++mmm9r169cLtdrNx48Ycn9vKlSsZMWIEhTo9RfAzXbHFm1CMIHgE/I6aMJ624jh8lkLB4Vnmneno6DyaFCpUiAMHDjBo0CB69uxJ9erVmTp1Kvv378+W0vlNT+xN7tUTK0kSI0aMIC4ujuTkZJKTk4mLi2P48OG+CK5ixYplmYbRrVs3qlevzm+//caZM2eIjY3N9PNeEdRsyEempqYSFBRESkrKPde40dHRyUybNm34ae8+HLFnqNN5BtarHlRJwJjmwRVqwuMnYk3wIHhVDMnOG55UQJJQLAZcoRbSi2hemL3zo/NsHWUnxWBwQEZRN9dmL8By6Tq//fZbjiXM62Rmz5499O7dmz179gDaRW3IkCH07NkTi8Vyx3YHDhzAYrFQvnz5ex7T4XBQrVo1kpOTCQkJ4fjx4wDUrl2b33//nXr16rF169b7Wk92aPTkRGSrAXuECVeQgMcPzElgjwB3kIo5SQAFnGEqpVbYkdKdePL54QgzIVsErFc9CAoYk12Ibi/rDozPtblmRZPIgZpwk9GIanegqDK/pHxL7fpRbNq0SQ+3zGO6d+/O8uXL2bdvH2XLlsXr9fLMM88QHx/P7t27CQ0NBeCZZ56haNGiLFmyJFN7q9XKu+++y9tvv51jc0pMTCSiZBEKVgujwDud2N1kCiWXTkZJMmO5JiLaVa7FriThu99o3qQpP/zwQ46NrfPv4N98f35z7kWnT0C03vka9qAoDicXBo16pF8ju91+29Sb7HLp0iWee+45JEni5MmT1KhRw+eJ3b59+0Mr6eXn58fBgwcpXbp0jvSne1J1dB4yGRkZyClXKTVwDIKismXDUCSXjGyWtLIgBgHFIKKKAqpZ0nJSvQqyvxlvgImzrQUSqyqkRubtOoxpIJvAmGok4IWnSUpKom3btnk7qf/H1KhRg127drF5s6boefr0afr3739XAxW0ur33Y6CCduO9atUqn5Lpjz/+yJUrV9i1axeLFi1i27ZtfPjhh/ddKicrVIPA5WfMXHlCJTVSxXZV5XpVBfmxdK1uqhfsJbyE7QfZz4AcYEE1CNjiXdjiPXgCDNp5HjlPDVRAU/MVRa1Ejihw2r4Pt2Rn1qxZuoH6CDBr1iwKFSpE+/btSU1NxWAwsHjxYlJSUmjVqhUulwuAkiVLcuDAARTlv3oAN0u65LQ3fPjw4SDLFO3XlDSHlXLjY1BVgYBYEa8VEj1/kfDNL4wZOYpvvvkmR8fW0dF5eISHh9O5c2fWr1+f6bsluxQuXJgDBw4wePDg+/LE5hTPPfccBw8ezLH+9JxUHZ2HTJ06dVi/cQOBsQq2FDcVR8bgV8KMwaliSlMQPSB6FUyJdlwF/FBMEu5gExcbSChGBcEoIzhFPAU9eboOrx+4gxVEl4C1ajnC+r/Gn7O+4NixY/dtFOncHUmSePbZZx/qmBUqVMgURnST9u3bs23bNt5++21Kly5NkyZNcnzs65VsOEu68PvLDAKkFQXbJQFPBKjhLg5HD6Pk0slcf9FFgixiOOlHgd1eXBEmLIleBEXFFWLAFZK3u+fP1xmPJImawrDLTZrJznnlMMOHD6dKlSp5OjcdDX9/f77++mueffZZGjVqxPr16ylZsiTff/89zz33HJ07d2bp0qV0796dzz//nDlz5tCvXz8AkpKSkGWZsLCwHJvP+vXrmT9/PsX6PE+cpxiqLBA7OppqfWPwWsEd6sH81SqeeOIJxowZo2906Px7+Vst01zr/xHniy++YNmyZbRq1YrAwEDatWtH586dqVmzZpZtPR4P5cqV48cff/SVD8wrXnzxRaKjozl06BBVqlS5RTipRYsW99Sf7knV0XmIXL9+nQnTJhNSrS5iWChei4QqgDFdRTbe+CIVNE+qbDOBCh5/I+dbqaiiCn4yKAKKVeZs1/tP0s8JnIU8GDJE5HA3qAJ+1YsjSRLbtm3L03npPBzMZjMLFy6kRo0azJgxI8f7LzV9BillVERJwXsjzFdygSqC7BUxWbVNGlURUBQBRRZwhyjYwyRSSgp4/CQkp4JsElCMeXuTInhvKAwDiqrgLHKc8uXLMyIPlZN1bqVatWps3LiREydOMGjQIACefPJJvv76a1avXk2PHj14+umn6d27N8OHD8fj0d6DBQoUyBQOf794vV52797NjBkz6NKlC+E1i5CvWRSKV0S6ZKH6WzGoEvz1XjTq2SQuHEiiZ8+euoGqo/Mvp3Xr1qxYsYL4+HimTJnC0aNHefLJJylbtizjx989CshoNOJyuR6J74FevXpx8eJFxo8fzyuvvMJLL73kO/5ecza76Eaqjs5D4q+//uLNN99ElVWO/LgCdwA48xswOEC2CCRWAXt+CdGr4rWKuINNeAIkUksYEdIlENAOUUUw5rFSKSA6JNzhHs6+9g7SVSOi2UJUVJRupP4PIQgCDRs2fOCb89vhVy4ZtaBW99ETqJJSVsWcDM78KuplKzcvx6JBRZUFVLsB0S2QWkpAcoLHT0A2i8hmAdl4x2EeCmKGSyuFI0mcsP/OgQMH+PTTT28pF6CT90RFRTF8+HC++OILLl++DGi7/5988gmff/453333He3atSM9PZ3ffvsN0D4HhQoV4tChQ/c97qFDh6hUqRK1atViyPAhuAqbqDWyvqaM6RFRJZX9c6KRnFBhVAxWQyghxf35/PPPcy3cXkfnYSCouX/8WwgICKBr165s2LCBgwcP4ufnx7hx47Js169fP9599128Xu9DmOWdURTljse9KvuCHu6ro/NQsNvtNGjQAI/HQ1DLZhQoUABVAkEBVEgqJ3B6UDSV3okhsaqEMVVAMUqE71NIqiKjmhRs54w4JImzvQdR4ou8LbweuWQKgseMMcFI5OIpxA4aRsllkzkZYeTS9u0+uXGd///ExsZSqlSpHO/X5TFg9XPjZ3aTbJIxGGQ8F4M4Ez2QyMVTkGWRiqvGIhkkvB4JjAqnBw4mcvb7mBNFbAkyzhAJR37wi8vx6d3rYsBs5EzqHs55jhATE5OtMC6dvOHNN99k4sSJDBo0iC+//BJJknj11VdZuXIlvXr1Yt++fVSvXp0XX3yR7777jueee46ePXvy9ttv06FDB1588cV7HnPWrFkkpJ0l5qsiHC7+NKfsEaSpAqpLIKRAGsmOYCJnv48tROTohGiqDIohpFsztoxZzjfffMMrr7ySC6+Ejo7Ow8TpdPL999+zdOlS1q1bR3h4uC+q4278/vvvbNq0iQ0bNlClShX8/PwyPb9y5cpb2nzwwQfZnldOCsLdC7qRqqPzENi7dy9Xr16lcHQ0RRubqNltBjYFjOkyRn8DliSVZ59/F78II0GxKgmvZBCw0Z/LzwA2GUOCEWdZJygCkbPfR3LmrWtIcRgQzApnogdRMmYGJeZOR/CaMZQsxaXVv3Do0KF7Ltqs8+/k0KFDPP300zneb9OSR1i7qjbCGZWgDgmk2K1IElT5fgxifBBSZDpOhwmDUeZMh+GUXDaZyCVTkMJlnAXgUm0QJRVPnI0jk/+T4/O7JySR598MZ+DAXYwZM4YBAwbk7Xx07kpQUBBz587ltddew+12s2TJEsxmM3PnzqVSpUpUqFABq9WK1WqlcePGfPnll/Tr149PP/2UxYsXZ8tIdblcvPPOOzRt2pSGDRty4MABXCUrc7l8STbuiCKkZBImSeZ6oj9nX30HgPLjYjBmQPGF0xAeUwjOVwZDcAjbtm3LMSN1woQJrFixgh07dhAUFJQjfero3JVHtE7qw2TDhg0sWbKEVatWIUkSbdq0Yf369dSrVy9b7YODg3n55ZfvacyYmMwlDK9du4bdbic4OBiA5ORkbDYb4eHh2TZSb2pU/PP82bNnc+rUqdvqW9wN3UjV0XkIDB8+HAAlWOby+XwU9ILoUVElAcUI1kQVT4CEwamSUEXEe9lGUiUF1aiCQ0Ip6NLCGW+E/RrT8jjHzqAgphspMyUGo1fAI4qa97dCCcQgfx5//HF++uknXnjhhTydp07ucv36dY4cOeIr9p2TbFlYm8hXzsJz4PQaSHNYSCvrxXwgGPNjKTgdJp9xWm7leM50GE3Zbyb42iuKiOwRUYPyVmBMURSOpG5n3cDfGTp0KGPGjMnT+ehkj44dO+Lv70/btm2ZOnUqY8aMISIigk2bNrF+/XrS09N57733iIiIoFOnTkiSRNu2bZk4cWK2ykmMGTOGmTNnMnPmTMLCwrh27RrV33mWX69Folhlrl8IRpVUBJd4YxNQIHZM5s2WsivGIKen4HQ673l9Z86cYdasWYwbN853U+rxeBg9ejQAkyZNYsiQIeTPn/+e+9bR0bk3XnrpJZo1a8bnn39Os2bNbhEcyorPPvvsnseMjY31/b506VI++ugjFi5c6CsjePz4cXr06EHPnj2z3ee3337L999/f8vjTz75JFOnTr1nI1XPSdXRyWWuXr3KsWPHQBQxFitI8J8GvBYBt7+IM1jElKoiyCqyWcAVJOIOlRELOhDDnWCVwc+L4tLCGRWbgvm6wLFxeVcfFTQjVfaXkS0qx0dFI3g0ISXJ30ypOX1RREFbs87/a27m5D311FM52m+1n0aRFqmS5jaT5LCx5bn3ATCFOpHLZ5CRaEMyKJRcOhlRUlBVgfIrxyNJCgigqgKqIqCqgJJ3GzoOh4OwEtW4mLCb2bNnM3XqVD0M/l9EixYt6NSpE1988YUv77N69eq88847TJw4kRUrVnDx4kUqVKhAhw4d2LRpE3a7natXr96136NHj/Lue9MIbql5YUs3C2TC4lIY69UiLjEIc7wR0zUJ6wUDiCqSXcQ/VuTpVtOpPFjzfpSZEoP3YhBF32jAwoULmTZtmq9/r9dLnz59GDFiBImJibeMf+LECapXr84HH3zAV1995Xv8yJEjgFbrMCYmhtmzZz/wa6ijo5M1V65cYcWKFbz00kv3bKDmBKNGjeLDDz/MVOe+XLlyxMTEMHLkyGz3k5iYeNsIjMDAQBISEu55XrqRqqOTS6iqysKFC6lWrRrJdicRb/XGdtpCwEUZyaVicKlcrwyySSAjQiKlpEhCHQ+G/E48aSbkJDOqrN3Qnus2BDHZiPWShKPQvSef5ySlZsxASDBjiTMg3JiKHO5BEEHxSFodSNT7qvWl8+/i2rVrgFb7NycpHpRE0aqXyWexIysCtdYNx2L2aAaoImLw82IyeTGYZAwGBaNB5ljr0RxtNQbZI3HylZEIoqYMLKTmTcCQy+WiRYsWOBJOsXLlSt566608mYfOg9GpUyfOnDnDnj17bnmuRYsWDBkyhNOnT9OxY0fS09Pp0aMHRYsWvWuf+/btA0UlJKoeU/66RkCX5vwU1ga720zR/EnUbfQnxZ86j2oAQ7pI8DEBrx9criuiGjThJNlPQVVV/PYXxlo0lKFDh/Ldd9+hqir9+vVj/vz5zJw5k8KFC/PYY4/x8ssv065dO9q1a8fTTz9NamoqAA0bNvTN66+//gLg0qVL1KpVizNnzuTgK6mjo/N3bn4G//73nY6siIyMpGTJknc8siIuLs6nVv53ZFkmPj4+22sqXbo069atu+XxtWvXZmse/0QP99XRySUOHz7MG2+8QYsWLTjXthipiSXwP6BiTJdxhoi4ggREr0paCXDnlzGGOjGLKl63hKAIIP03kaLU8klIhVXkdD/IY9tPvbG1pUpwetBAAGyBDtgThL2AzJVlPyFajLRr1y4PZ6nzMChWrBhAjnsHVz81m06/98AkakqFiU4bfzSeTNUfR2FXzCiyiKIIIIDHI2ke1BuoqvZ5ke1GznYdQvmxMXcaJtfwer107NiRnTt3sm7dumznFek8ejzzzDMEBASwcePG24pdDR48mLlz5+L1etm5cycGQ9a3VVeuXEE0mjHJZjIquDm1uxiKWcVUOIPSQQlEmFOITc2HO1hByOdi7+DhvrblxsfgCVaQMkSEdX9y9PdF5MuXj8o1a2KxWJg7dy7z5s1j3LhxVKhQgYULF7Jv3z4OHTpEgQIFqFy5MgEBAVy9epVx48ZRunRpX9/58uUD4NSpU2RkZGCxWHLgFdTRuTsCuavA+6jGroSEhBAXF0d4eDjBwcG3vY7eFKHMShn3nzoHHo+H/fv3s27dOgYPHpzlXBo0aECPHj1YuHAhUVFRCILAnj176NmzZ6aNrKwYOHAgffv25dq1azz33HMAbNq0iffff/+eQ31BN1J1dHKNm57Evn370iNuH6FHRYJOO7AXMOPxF/5bQqNCGiZFQBBV7TEVRH8PSpIJwSsgWr3IqSaE6wYUm4oxRcqrJQEgOQXcYR4Uo0TJmBmIbgFzecgo5kVdc4y0345Q9D8vUahQoTydp07us2fPHmw2GxUqVMjRfkt8No2a5Qw4ZSMGUSHA5KLJ9v4oSjCCoHK6/XAe+2E0qkcASUGW/xsUdKaDdkNf9tsJlFkxkZNjsx+qlFMMHTqU1atX89133+kG6r8cg8HAM888w5o1a3jnnXduuZEMDQ1l1qxZdO/enStXrrB69Wr8/f3v2mdaWhqiyYwpFYx/mkh/3ImQYCYiKJWNhysQGpbG9bPBBJwVSQuQKDHnfWyF05D/DMKQAa58YPTChdTdREVF+by8iqIgSdr14Xa5z/Hx8TgcDlJTU6lcuTJDhmSutV2lShUAatSoAWg3rjo6OrnD5s2bCQ0NBWDLli0P1Ff//v1v+/icOXNuGwXyTz799FNef/11atWq5Qs39nq9vPDCC3zyySfZnke3bt1wuVxMmjSJCRM0jYgSJUr4hOjuFd1I1dHJJebPn09YWBhPP/000pxD+F3RdsJSi4t4AkD0glgyA0XVbnoMkoLTYUJVBURR5WyfQRT/dBqyw4AlnwOXx8bZPoOoMOrhe4b+jugBv1gjggzpZTyQZuBwy7GUmxBD2uN+mNaauLxgPTW21qB48eKULVuW0aNHY7Va83TeOjnP9u3befLJJ303xjnF81UO42dw4VIMpHisxNv9cXiMuDwGZFmk1PJJ2KwCzkQrtrAMFEWkzIqJKIqAN92IoAic7TEqR+eUXbZu3cqMGTOYPn36fZUi0Xn06N69O61bt+bDDz+8rcrl66+/jt1up0+fPhw7dsxn5N2JQoUKITvSSCnppniFBBx7C6EWc3D2QhjGOBP7Xp9I6fdm4CgA5kAXHpOM026CYAVPMJivizRu/gcff3CWxj0H+Pr9e53WlStXUqlSJQICArDZbAiCwK5du/jtt9+oWbMmDRs2vKVO7983Fvv06XPXEPVr164RGhqa4599HZ3/Ff6+gRkZGUnRokVv2QRTVZULFy7c9xhNmjRh2LBhWQorhYWFsWbNGk6cOMGxY8dQVZUKFSpQtmzZbI2Tnp7u25zr3bs3vXv35tq1a1it1iw37e6GnpOqo5MLqKrK8uXL6datGxaLBXOigDFdC120XVPxBCt4rSCJCsXzXcff5sJ5OhDFK6DKIqoKJb6YSkiBNARRRT4VgOWaRIkvp+Kq4MjTtYkesEcoZJT0giKgBHp57IfRmKslka9aCMUmdaDgSzU5GSzw06H9TJ06lTlz5jB27FiOHz+ep3PXyTkyMjLYvn17jnsK628ahCgoJLj8uWQP5lJ6EA6PEa8scuLlUZxuNwKb1Q2ALSyDIy+N5Vjr0b6QX4O/B9Hfk0np92GRmppKly5deOaZZ4iOzltxM52co1WrVgwcOJCBAweybdu2257zxx9/UKpUKaKiorLsr3jx4qiKijcxkbeKb8WT34Nwzkp4wRSkcmmUmRLDqcED8bsMHqeBkJAMwvOlUan6WZQAGblcBgevF0Y1mDKFAd70xoSHh/PSSy9RtmxZIiIi8Pf359SpU5w4cYK2bdvStGnTWwxU0ML2b5YOK168+G1zyBISEhg7dizh4eEULlyYvn37sn37dl2DQOf+UYXcPx5xIiMjfRoPf+f69etERkbed7/ffPONz1ubHUqUKEG5cuVo1qxZtg1UgPz589OkSRPmzp3LpUuXAM3wfRADFXQjVUcnV/jxxx9JSEigfv36ALhDVJwhRjx+BlKLCygGFalcGgZJIc1lwSuLyPk9CAlmRIOMIIBoVEg7FgIZBlRRRbKDZFRQUm+9uXiYHB0fjTVexJzPgegUCcyfjttjwOk2cqjFOAIqFqHka7Uo0q8Zoa+3AbS8rXHjx1O+fHmefPJJli1blmWOhc6jzdKlS7Hb7bz66qs52m/xgCQcsokAoxOL5MXu0d7vZoNM6XdjqPrjKBRVQFEFJFFLZKrw3TiOtR6NKKqosoB4wYo70Uql1WNzdG5ZMXToUBITE1m0aBGiqF9e/z/x7rvvUqdOHaKjo31Kv39n165dAPz+++9Z9lW3bl0CAwNJ/20vi+PqUL7UZSQ3JKdbcV32Q/RCuQkxyCYwxFpJPBNKgNmJogpEFL6OIoukxjvxprnwer2+frdu3QpoivILFixg7dq1NG3alNDQUKKiony1XO/GzdqJ/ywrNXnyZCpWrEhYWBjjxo1jyJAhdOrUifnLv6BevXoMGzYsy3Xr6Ojcnpu5p/8kPT09W7nh1atX5/HHH/cd1atXJyIiguHDh/tKIN4Nu91O9+7dsdlsVKpUifPnzwNa3dOpU6dm2f748eM0bdqUb7/9lpIlS1KzZk0mTJjAn3/+mWXbu6GH++ro5ALdu3cnIiLC52WyXBMQvQqKWUStmoaaZMHtMuC4boXwdFxuA8bLJmSripJiQgj0EBRsJ9ktcfb1odT9eShX9xTEm25E9M/buo+1uszAW15AvuCPtXgq6s1dShXKrxyPxSwgCQqioCJatFAwc0QRCnV/E/fhU+w/8hsdO3ZkzJgxDB8+nE6dOuWJ5LrOg3Ht2jVsNhsFCxbM0X7NopcM2UScI4irdn8kUQFFxOWV8IR5tA0cQUVRBbyyyONrRiIIBiquGgsYECSVU0OiKTVjBo4zgTk6t7uRnp7OokWLGDVq1APtfOs8mhgMBoYNG0bz5s35448/qF27dqbnV6xYQatWrXjiiSdYu3YtjRs3vmNf/v7+dO3alUVffMip2Kqo/sEY08DhlchfKpHkg2HIVhVXmFZSCZuXkycKYUgy4C3oRjiUxuH5yygUEuqrYSjLMtu2bWPcuHHExcXx9ttvoygKUVFRPPPMM/z444/Af/NO78Szzz7LxIkTfR7Vm6xfv54TJ04QExPDyy+/7FMwfu+99whtUpulS5fy7rvv3uvLqqMD6o0jN/t/RBk4UBOfFASBUaNGZaqvLMsyv//+O9WqVcuyn5deeinT36IoEhYWRv369SlfvnyW7YcNG8bBgwfZunVrpu+uhg0bMmbMGN555527ti9evDj9+vWjX79+pKSksGbNGlavXs37779PSEgILVq0oGXLltSrV++eUgT0rV4dnVygcOHCtGjRwpeHaUwHVRK4Wl3CFecHgibwUqhYIkaDjL/NhV+V65zpPxDBKxAYZEcSFUz+WljjL43exR3mRXCJmG15a6Q6QgX8L4CpaDomo4woKiiqwIk2owiwOlEUAX+jG3+Li7DyIiHtG1O40xsUOGWjtKMSNSq8SaFJvYgLlujatSt16tTB5XLl6Zp07p1WrVqRlpbG8uXLc7TfLbFlOJsayrmUEJxeA3a3Ea8iIokqQWHpqCoIgorDbsKRbuZ6bAgAXllCkUXMf9qI/PB9zCVTUUwP5+5EVVUmTpyI2+2mQ4cOD2VMnYdP48aNKV68OHPnzr3lucqVK3PkyBEiIiJYtWpVln1FR0djMYWRPHQZ+cSr2AupCBcsJJzKh+gB0SkgBrnB5sXs52Z0/dUYM0CyeLmyajlFwoLZuXOnT533zJkzJCcn88QTTxATE0NUVBRNmjTh7bff5sCBA1SvXp20tDQ6d+5813kJgsCIESNuyaf+4IMPMBqNDBw4kE6dOvnqr5b9ZjKhjxXk4sWLty1F9dNPP9G4e2Eady/MDz/8cFsvtI7O/yr79+9n//79qKrKoUOHfH/v37+fY8eOUbVqVRYtWpRlP2PGjMl0jBo1il69emXLQAVYtWoVs2fP5qmnnsrk0a1YsSKnT5++pzUFBQXRoUMHvvrqKxISEvj4449RFIWuXbsSFhbGkiVLst2XbqTq6OQCxYoV48yZMz7jy+MHihHMSXD2rf+QPyKFEp+/i6oK2J1aOKPDZaTE3OlIDhGHy4QkqLiSzUR++D5lJ8VgO2fAlCJyrPXovFwarnxgaH4Nm8WNUZQxSTJet0S5leNxeow4nCZOJ+YjMdUPl8dIYOP6UDAA4UbKkjtAxE8tS8k6b/LLL7/w559/ZiucROfRokKFCjRt2pQZM2bk+I1nQpof1y8E4/2bau++phNRb4T4emURg1HG7OcGQUUSVWSviOwwoBggtt9/cLmMGNJz/xLncrl4+eWXeffdd5kyZYruRf1/jCRJ9OzZk+XLl/uMtL9jNBpp2rQpGzZsyBSGezuKFy/OmjVruHLlCucOuRAL2VElCIxMRnJpJTlkuwHVJbG4xqeUMV0h+Kl4ZKeBYCGO5s2bU7x4cV9/N28ky5Qpg8ViYefOnTz33HN07NiRqlWrsnLlSvz9/e87DL1q1aqcOXOGTz/9lP379zNu3Dhqf96NSPkoHoMfALGxsb7zU1NT6dq1K82bN2f/hgQ2rnbQokULnn76aa1OrI7OTdSHcDyibNmyhS1btvD666+zdu1a399btmxh/fr1fPzxx5QpUybLfm6WmbrJ6tWreemllxg+fDhutzvL9teuXSM8PPyWxzMyMh6oxJzBYOD555/nww8/5Ny5c2zatOmecl11I1VHJ4dRVZVt27aRnJyMxWJh4cKFGJygigJeG5SY8z4mSaZI4USuJfsjigp2pwlRUMHPi1LEQamwBK6eDcUW6sCYKqKUycAdrOIOyfs8TrmUA5fXQIbThEeRSHNYEARQFYH084F43RIupwmP04DLaQJBJeiUACp4/CUUA/hdBoMTnnzySdq1a8cnn3zCtGnTePPNN1mzZs1ti0rrPHoMGjSIgwcPsmLFihzr8+QrI3Ff8kPw96CqAh6vRFKSH6WWTwLAK4soiohy2h/L9gBUs4IoKngzjFiCnLhDVEp+8D7edCOmtByb1m3xer1MmzaN1atXs2rVqltKeuj8/+ONN95AEARmzZp12+ffeustYmNjeeGFF5g1a9ZdN3BuGpnui26kY34IXoGUS0F4beAp5KJZ9T9pXWMvBSUX+SQHSek2hFQDiSm2W1IktmzZQkBAAEWKFAE0j+jjjz8OQIcOHShRosQDrz0iIoIuXbowYMAAPvzwQ/7o8hkbOy7l4lQtmuKmkZqamkpUVBTffvstxeq1p/+65+j400u0nFOPE1cPUatWLd58802+/fZbEhISHnhef+fIkSOcOnUqR/vU0cltPvvsMwID7z89pWfPnpw4cQLQoiratWuHzWZjxYoV2bou1axZk59++sn3903DdMGCBTzxxBPZnsc/tUZ+//13tm/f7runq169+m3rTd8J3UjV0clhBEFgzJgx7N69G4B+o8bjFydjsCv4X1SR8rmQFZELZ8OQk8y4nCYEQcV9JgDJLFO8YCJHDxfFFObAnmjDXcTNqbYjkcPcWAveGk71MCm5bDIWqxuDpGD4PQC3R8K8PQCDyYssiwihLl8dS1URkd0SgqSSWMODPVzEHi5yrZZC6jN25Bv6T5cuXeLixYuMGTOGLVu20KxZMwoXLszbb7/N2rVrWbNmDStXrmTDhg16qNgjxrPPPkvLli2Jjo4mLS0HLcIQN7GdhuHaH4LJKGP1c2E2e3A4jaRc9ceZbsJYNpWDM6MxJhhxuY2gCDjTzZwZMBApwkFgWAbW+Jyb0u2YMWMGo0ePpkuXLrRs2TJ3B9N5JAgLC6NPnz7MnDnztt7U6tWrM2fOHERRZMCAAb5c0JvEHH3e93tISAiSJOFNTsVTxsFjdU+AzYuroIfl9T5masHtjAv/lQa/9aHJ+gGEB6VhKZKK5EnNdEObkpLC3Llz6dOnDwaDgV9//ZWaNWvyww8/0Lp1a4YNG4bDkX1V+E2bNjFt2jTGjBnDvHnzOHDgQKbv3ooVK2Y6X7ihFLx//34Axo4dy7mLsQT1e4tzW5excG0jvqj9KYfDGmL5zzsENH2BxT98RZs2bShQtBA9evR4oDIbNzl37hyVKlWiTJkyfPjhh/r14l+CoOb+8W9g9+7dDBkyhPbt29O6detMR1acOHHCl7u6YsUK6tWrx9KlS1m0aBHffvttlu2nTJnCiBEj6N27N16vl1mzZtGoUSMWLVrEpEmTsmwfFxfHU089hdlspl69eiQlJdG8eXOeeOIJ6tevT+XKlYmLi8uyn3+iG6k6OrlAdHQ08+bNA8BSujQIgha+ZRaw2Vy4vBKSn4ezvQaheAWOthqDnN/D6XYjiE8NAAFkj4Q5xInR5qHE5++C3YDrbECerutMh+FIosL1c8EICkg7grAkqnjP+COnmlAVAcVloOTSySCo+B8y4XfQAgK4g8EdCH7nJCRJwZSmXTmGDh3KF198wdWrVzlx4gT79+/ntdde45tvvqFp06Y0a9aMl19+mRdeeIHWrVtz/fr1PH0NdDIza9YskpKS+M9//pMj/UWtHYHBLFN2UgyeAJXk6364XEZcTq2GcMh+I5YzZmRZJHL2+0huLZrLetHA2deGUvbbCQiCSkZsEJ4HU7/PkoMHD1KlSpV7Knau8+9nyJAhSJJEnz59bmsI9enThw0bNtCoUaNbVHI/O1XH97soihQtWpSkr1eR0HcsPz67kCZ/TKRhxA4WzEym+qTSVP6pD7JXQsqQuJIUiHcLOJNdmYSNEhISSEtLo2bNmrhcLp5//nn27NnD+fPneffdd7ly5QozZ8687VpSUlIYO3YsvXv3ZuDAgVy5coUWLVowfvx4Fi5cSO/evalevTqVK1fm5MmT2hpu1Fys2qcm5b4dR/VVgwh8tipjxoyhZ8+efPDBBwQ+3Rh/MZwSn01DKpFB5Oz3CQ9Oo3HUMYIaP0uB6cN4fEkfAhs04PMVSyhdujTR0dHEx9//zpLBYCAkRMtRf/vtt+natStOp/O++9PReVh89dVX1K1blyNHjvDdd9/h8Xg4cuQImzdvJigoKMv2qqr6ykBt3LiRpk2bAlC0aNFsRSs8+eST/PLLL9jtdkqVKsWGDRsoUKAAv/32W7bKag0dOhRVVfnuu++IiIigefPmpKamcuHCBc6dO0eBAgWyZez+E13dV0cnF1AUhc2bNxMSEkLBXlFIXyls/34wUW/GoKgCgWY3kqhS5fsxCAlBVFw1luD8MqXfm4F/RZnIiuc5HFsY2SURGpbG9atWDBkisjVva9GVWTERT1IAlisSggp+8Soem4BsVbBcNuAshKY+rIKQbMTrB67STqRrZpz5VQLOCLiDwbbVH8mtreWfKpjVqlWjWrVqvPvuu5w7dw6z2YzFYmHHjh1069aN6tWrs2zZMp588sk8eAV0/knx4sX54IMP6NGjB0899RSvvfbaA/WXGB8Ioor5ZtRQmgHVZcJQLAOvW0L0guQA4y5/zAqklVKQ3AakKulELpmC0QxmkxdXgJc/Y3Iv/DYjI4OtW7fSokWLB8rZ0fn3ER4ezrx582jfvj3Nmze/bRkmQRCoXbs2hw8fzvT4ny+Oz/T3jh072LFjBydPnuTEiRPM/2gJypwf8ffzJyNjK8aCx3jyCSenar+NSRRJdBwENI/tTUqVKkWVKlUYMWIEkiT5BIwCAwMpXbo05cqV4+DBg7ddy/Hjxxk3bhxhYWEkJSVx9epV7HY7ERERJCcnY7VacTgcHDlyhFmzZjF79my++eYb2rRpw+aFmwkvVB9XwmEK1u2MSSzCJ598gqVwIAHPP4P/ERVjrXSMBhl3MS9X/izA1WIBlKl4iTSXhVRHGKHPliJf1DO8bvAyffp05syZw8svv0zv3r15+umn7+mzVbhwYa5evUpMTAxDhgzh888/x2w28/HHH2e7D5084H9Y3fcmkydPJiYmhrfeeouAgABmzZpFZGQkPXv2JCIiIsv2NWrUYOLEiTRs2JBt27b5xN1iY2MpUKBAtuZQpUoVPv/88/ua/8aNG1m5ciV16tShbt265M+fn59//pnChQsDMG7cON5444177lf3pOro5DCqqtKnTx9WrFjBxx9/jD01HHeA9lHLKAwGSebSyTCCLA5KhiaiGFUsJi/JlwNRJcg4FIpTNoBbpGDBZBwuI2ElE1EsCgFn8vYjK3tFBLeIwQGSEzIKCCSXUxGC3PhdhIBjBsxHrKiqgN8FEVs8CJKKHOjFmCogyqAYwOBQ+W3Z3T1vkiRRsmRJChcuTL58+XjppZc4cOAARYsWpV69eqxfv/4hrVonK7p3707Xrl3p1avXA9dFMwW4EQ0Kqghnogdiui5pV6qj/qiJZtwBYHBB4DmFgn/Y8T8rYv7zhor2WQvKaX9ch4IJzJ+7ofELFy4kISGBwYMH5+o4Oo8m7dq1o2PHjgwYMICUlJTbnnPs2DHKlSt3136KFClChw4dGD16NAsWLODNN3vxyYJPiIuLY82aNbRr2JC9P3vJWPAD8UNXkfDJakAT5/s748aN4/jx48ybN89XxmLjxo3ExcXh9XpJTk6+rdc3KiqK8uXLc+3aNbxeL7Vr12batGl07tyZsWPHMnbsWF95izlz5iDLMoGBgbz55pvILpnkzxdzduYaLq1dQMBTT1Jp9msE9+1BkV9E8v2eiHllMHubTCLtug1DhoDN6iLNZSHNacZokFHMKqFPpDFq1CjOnj3Lu+++y759+6hXrx6VK1dm48aN9/R/MRgMDB482HeTPn/+fObPn39PfejoPGxOnz5Ns2bNADCbzT7Boujo6Gy9f2fOnMm+ffvo27cvI0aM8Kl+f/PNN9na0H9Q4aWkpCSfQRoaGorNZssk7FaqVCk93FdH51Fg5cqVfPzxx3zyyScM5zhSiIv0QiLV34rB7xI4DoZiK5ROqcBEjl4pQL6S10m67of1ggEKOVFMKqKgUqncBTJ+DseeZMUtS5iLpvNnTHSeravq2zFI56zk2y+gipBaRsVey87p/wykyLdGEmvIeALAlAYRq02kV3GBAn57rQQdNuJ3CWzxsk+58n4oVqwYW7du5YUXXuCVV155YINIJ2cQBIE5c+ZQpkwZunTpcot4QnZ5su37uDNMCJctqOUyiPzwfQQFjKkCiglUs4InUNsgCThyHUPsFQpvTsZRSCFktR+Ft7sJOAehRxSs32YdIvUgbN++nTp16lCyZMlcHUfn0eW9997DbrczcuTI2xqAx48fz9JI/TtWq5W5c+fSvXt3/P39ady4MV988QWDBg0i6dQ+/J3XAC164Z8exlatWtG/f3/OnTtHYGAg3bp1w+1206JFC6ZMmcL69ev54YcfbhlTkiT27t3LV199RWxsLP369WPw4MFMmzaNQYMGMWTIEL777juWLl1Kt27dfOPerAHuOBlHz549MZyKx7z8S5TNBSlwOgLRq+Ip4I8lWeGZFu8R8KcJSwIYVoey64UpOM4G4nQbKVTuKn4mTQU/JCSE6Ohojh07xsaNGwkPD6dZs2a35PVmxbp165g9e7bPA9WzZ8/7/k7SeQj8D6v73iQ0NNSn61C4cGH++usvAJKTk7Hb7Vm2f+yxxzh06BApKSmMGTPG9/h7772XLe/ogwovhYeHZzJC+/btS2hoqO/vpKQk/Pz8suznn+hGqo5ODrNs2TKioqLo1q0bHruRAH8nzjDYPycayaXi9VfJSPDDKnp4q/I2Ghc+iuKSqNX8L+QUExVrxmKRvBw+VhRHAZX8ESm4PQZcDmPWg+ciGYVBckFSBcgo50EqZEeNt1D664ns+G4QokNEcoEpVQUBJJNmtBrsYE5SUSWtVmzQGQVj+v1fNQwGA1999RWlS5emWbNmXL58OQdXqXO/WK1WPv74Y/bv38/ChQvvqw+vVaD4VwIhR8F7xYopWcScDLYb176gwwa8VpV986Lx5rOhulwIbi+CV0AVQDGJ+F2RMaUrvpJHucG2bdv48ccfadCgQe4NovPIU6hQIaZOncrs2bPp0qXLLfWeL126lMmbcL8MGTKElStXcvLkSZxOJ8eOHbvteREREVy6dAmz2UxERASvv/46+/btY8+ePQC0bNnytjmaNpuNdu3a3VUBuEOHDixcuNBXwiYsLIzt27ezdetW5s2bxx9//IGqqhxZ+S7JP3/IIedS4l6PJ6VbKvE1DbifSkOVtFJsj/eKwXJNgMMBXE+3cfZIoUxjCYJAgwYNWL9+Pc2aNaNNmzb89ttv2X69jh07xuHDhzPdNF+6dCnb7XV0HjZPP/00P//8MwBt27alf//+9OjRgw4dOjzQdcZisdyiBH47HlR4qVq1apk+o1OnTs1kpO7cuTNTHn120Y1UHZ0cZvfu3dSuXRsA0ajVETVfh5rdZpBcRkD29yI6RByKkWDJTlnrFSqWucS2Y2V5PuoQCQ4/3IqE4BIJqpyIxythMnpRUkx5ui7FqiA5QS3sxODn5uQrI1EkMO/14+lW0zEnCsgmMDhVksuIqIqAxx8kt4rRrmJKUzHaFcxJXiTPg21t+vv7+3bXa9WqxezZs9mzZw9XrlzJiaXq3Cd16tTh9ddfZ/jw4fclcBVwzonoVfG/5MGULOKOdJJew4EzPxTYrWBNUAk6LfB47xgyClsQgjVvaeBpAWOGgjNEQrZoBqsrOPfyRIcNG8bjjz/OO++8k2tj6Pw76N+/P0uXLmX58uU0aNAgk+Kv2+3GbDY/8BgWi4VWrVphsVh8Ofq348iRI5QpUwaTyYTb7aZ06dIoipJJsOSmwZoTPP300z6PatmyZfnjjz/4eN7HtG7dGunARY71nMvlpb9irXwFVRFIreglqbJMShkVazwYMsB7PBDrldvfippMJpYtW0bNmjVp1arVXRWKDxw4wMKFC3E4HGzduhWj0YjNZsNqtVKkSBEKFy6Moih8//332Qpf1Hl46Oq+MHv2bNq3bw9o15dBgwYRHx9P69ats7XpK8sy06dPp1atWhQsWJDQ0NBMR1Y8qPDS6tWr6d+//x2fr1Wr1h3Ldt0N3UjV0clhmjVrxqpVq/B6vYSts+BVRExpkFFQ4MTIaAKOGSHEzbn0EGafqs/mpAocPVuIIoUSiU0PJdRiZ329mShWhYJ+aaQm2Ui5FIQQkLe1Q0WniPk6CHEWTAf9KDchBgya11Q2ChjTwZQK1ngPwScVgrdb8VohrbiA21/A4FAwJbkRZRXLNVfWA2ZBoUKF2L59O/Xq1aN///7UrFmTwoUL89133+XAanXul6lTp5KSksLy5cvvqd3zdcYjelUsZxIwpnoI3+ul8EojSoYRSyIklxbxmiG5rIrHCqZ0BSVEk+8NPunGct2DJUlGkEE2iRz4MHdC469fv87vv/9Ot27dMJnyduNI59GgQ4cObNu2jWPHjtGxY0dfaKnH48mWFyOn2LlzJ0899RRGoxG3202XLl1YunQpRqPRVzM1t7h48SJOp5MePXowffp0Tp48SfRbfUn5ZhvJ0csR512iSOQ1go9KPPX0YTwtkrDVu4Ynwo29mPeO/ZrNZmbOnEl8fDz79u3L9Nyvv/7Knj17cDqdVK9enTfeeINu3bqxfv162rdvj91uZ8WKFZw9exZJkti4cSMtW7akb9++ufpa6OjcK6GhoRQqpEUUiKLIkCFD+P7775kxY4ZPsfpujBs3jhkzZtC2bVtSUlIYOHAgrVu3RhRFxo4dm2X7m8JLX375Jdu2bfPlx96L8JIsy760B1VVM4XY16xZk8qVK2ern7+jG6k6OjlM9+7duXz5Mhs3biTgrIPrZ4NxhUC+I15KTZ+B0Q7mUxau/FCM66l+JDj9MPu7qBgcj0mUsXuNlPhsGs9UOc6ZxHzgkjAmScR2Hpa3CxNU9n0cjRziRTGghVPavGSUd6NKYEpTET2QXNqs5RGmq9jiwRoPilFAMQm4Q0zIJpGfd47IkSlFRkayZMkSLl++zP79+2nevDl9+/bV6+PlIQULFqROnTq+0KVsIwhIqQ5wOJHSnZiTPIiySoEdEgaH9t7y2gQK7VQwZoArSMIdYkE1GzGmeVAFAUOaB9ksoOaibv2GDRtQFOUWVWqd/21q167NsmXL+PnnnxkxYgR79uzB7XbjdDofWhmU4OBgFi1axPHjxxFFEUEQaNeuHbVr12bfvn0UKVLklhqnOYHX66Vo0aIUKFAAr9frm8v777/P4cOHKVasGMl/rQKPB7lRMrFpoYT5p2uNnRKC7c5GKmiqo2FhYbRs2ZJJkyaRkpJCamoqdevWpWbNmlitVt+5X331FU6nky+//JKoqCiaNm2KJEkAvhzVBQsW+HL+dB4BVCH3j0ccSZK4evXqLY8nJib63r93Y8mSJSxYsIBBgwZhMBjo0KEDn3zyCaNHj2bXrl1Ztn9Q4SXQytF9+OGHgOYZvh/P6T/RjVQdnRzmZo6k2WzGmJBByF8SzjAVg0Oh4C4Fe0Hw+ql4AsBi8XDsjxKYDDIuxYBJ0sKDxWQDO46XxnnRHzFdwuuXt6VnSs2Ygfm6QM2uMxBMMsfGRWNMBVFSwCPiDBExJyvIFrj+uIwjn4jBoWBMA2OGiildxRUkYs8v4QjLeQuiQIECVKtWjW7dunH58mU9TzWPeeGFF/j555/vGp73T7z+RhSbCTUsBMWmeShFl4I5WUZQwHJdJfSIC9GjEnjOTUZBQdv8sBgRZAXJ4QVBwJwso0i5d1Oybds2ypcvT5EiRXJtDJ1/J40aNWLs2LG8++671KxZE1VVGTx4MFarFT8/PwYMGEB6enqujb927Vq6dOlCTEwMI0eOBDSvzHfffceUKVM4ePBgtkL/7pV169b5fr948WKm58qWLcv8+fOJj4/n2rbjZMQGcWVXIRRV4PrR/GCVKVHo7uGEJpOJvXv30r59eyZMmEDx4sVZsGCBr35k2bJlfeJONWrUAOCjjz5i69atmQSmKlas6Au/7t+/v76ZqfPIcKf3osvlylbEzpUrV6hSpQqgpUPdVBxv3rw5P/30U5btH1R4CaBfv36sXLmSgwcP8s033/D2229nq93d0Ouk6ujkMDcV0toMHE21wIaEHnPitVrIKGjEFSQgeMEaJ2C9ruJIC0KonYGf2Y2iCjhlA8djIzAWsSOct2FMFTAnaR6kvEQOc8M1M/aCArGdhlHii6kEqmaIt4C/jMGhYkyXsV4TUSQJjx/YrmohmbJJwGBXABHFAJIr924Mbt6g7NmzxyeHrvPwKVGiBOnp6Vy5coXIyMhstVEMIq4wK4JXBVXFYPdijrfjKOqPI59AUKyM11/SnhcEwg66UAwi7kAjBocIqopiFFElAVHOvfeYyWTC6/WiKIpPREZH5yajRo2idevWnD59mpdffplevXpRu3Ztjh8/zpSp05j9yaesWfkNzz//vK/Nd999x7Vr12jdujX58+e/77HDw8Nv673Inz9/ruZP79271/f7zfI3f6d8+fI0atSInStO8fZ3NlafrkLsyQiKPHaFy38VxD8y6xzRokWLMnv2bIYPH050dDQjR47k6NGjTJ06lU8//ZSXX34ZVVWJiIhg6dKltG/f/hYFZEmSePvtt3nvvffYvHkz0dHRjBgxgvz58+u1jvOS/+E6qR988AGgiYV98skn+Pv7+56TZZnt27dTvnz5LPspUqQIcXFxFCtWjNKlS7NhwwYef/xxdu/e/UB58XfKf/8n48aNQxAEwsPDeeqpp2jatCmTJ08GYPTo0fc9vm6k6ujkMAMHDsRisRAdHc3vj9t53PwKkgtkk4DRruL1EzA6NGPNP04l7ZoVu9XNZXsgF5OCATj5ykjKTYjh2LhoqvwnBiGP1fPFRBOiC2QLlJo+AwqAKwSUYC8YFDIKGTA4DSBoNSz9Lymal8soIJsFhBQVRz4B8e5RXQ9MoUKFKFiwILt376Zly5a5O5jOHWnQoAEBAQFMnz6dOXPmZKuNYhLwWkTMSV68fhLGNA+KzYhiFAg8JyM5FZAEVEnQPKd2L1gMKEbt5lKVRBSziMdPZNfigbm2tvr16/Phhx/StGlTvv/+ez0vVScTgiBQuXJlxo8fD2hiYq+88gpms5klTri8YB4vvPAC7du394maTJo+DdXppk+fPjRo0IB27drx6quvPtR81gfh5mfg1VdfJTw8/LbnPPPMM2zauROPUg1/iwtjIZnCfqkkFvfjh6c/zPZYvXv3Zs2aNXi9Xs6ePcu8efMYPXo033//PUajkXbt2mW60f8nQ4cO5ZNPPiEpKYlZs2Yxa9Ys2rVrx7Jly3RDVeehExMTA2ie1Hnz5mUK7TWZTJQoUYJ58+Zl2U+rVq3YtGkTtWvXpn///j417vPnzxMdnbU+gyzLxMTE8PXXX3P+/PlbxMWyEkKsX7++77yiRYtSqFAhn6jag6AbqTo6OYwgCLz11lvkz5+fDh06cDYyEP/HW2BKAYMDLIkgelScoSKSU6X4Gi/XeojEpQQiHAzg7Lhoyo2P4fho7YvFHqGSr3LW6mq5uiYFVAlED74kAWdhD9xUz/OCvYCIKUUl4IKM6FGxh0m4QgT84hS8VhFVAildzdX0EEEQqFGjBrt37869QXSyJCIigpEjRzJ8+HAmT57sC8u7E3VfeR/VLOK1apEDBrsMqhYCbLArCLKK5JJxBxs1TyqAICAoWq6qahBQRe2NJT6gcnRWtGrVik8//ZSuXbuye/du6tatm6vj6fw7kSQJi8XCq6++Snp6OtNTHCgVAiny4ZtcXfATqw/9jnLNhaxkIJn9KNCrLxw8zy+H9/PzG28wKmYZ1teacGpw7m245BTt27fn4MGDPs/J7ahatSqKw8F3i8ujPGajasmLJDht2JOsd2xzO86fP0+1atV4//33efrppwFtc7JXr17Zap8vXz5WrlxJs2bNaNeuHZ999hnLly/HaDTyySefcPHiRUqVKnVPc9J5MHJbgfdRVveNjY0F4Nlnn2XlypXZEkm6HVOnTvX93qZNG4oUKcKvv/5K6dKladGiRZbtx40bxyeffMLAgQMZNWoUI0aM4OzZs6xatSpbntB69epx7do1hg0bxq5du2jcuLEvSuFB0GOVdHRyiXbt2jFy5EiuXvoNr+rEmf+GsSdA4DkXilETFLpS24jRIOOVJVQDVBoWg/UalJsQQ5Pt/alR9wSJyXfeGX4YWOMEEMAZriKbtW980SwjuLWvkIzyHtJqO0gtKaBIAqoIpnQVW7yK9ZoXRz4RVwgYHWqu1q8ELe/o6NGjuTuITpa0bNkSWZazJdrgChRQJfCaBQRVRXQrqEYRr5+2qyzIKl6rhGIQQBQQFPDaDCgmEdEj4/GTkM0isunheEK8Xi+iKOo3szp3ZNmyZaSlpdG4cWP69evHpS9nk7ZpG85LGQQ8WYkirz9N6dmdeeKrHpQcOApzkcKEPP4kxV57i+CaT+G+coBxhQqwb98+MjIy8no5dyUyMpKvvvrqjnnacXFxvjBk8XI6klkmyWUlzWWhZIn4O/Z74MAB1q9fn0kl9LnnnuP06dMPFKJbv359UlNT+fTTT30Cb4sXL6Zr166ULl2aAQMG3FLzVkcnN9myZct9G6i3o06dOgwcODBbBio8uPASwMqVKxk5ciSBgYGMGTMmW/VVs0I3UnV0cpHu3bvjcrkwrjqAbIaU0pry6NVqFgwZ4BcvE3xSxeU2ki8gA79LcHhKNMm1XHhKOzh2sBjHlpfD/Oe97TbnJFUGxeDMD+YksFwTsMWJGC6bUWUBwd+jhfgmGBAvWDVVX4eCbNY8p0a7ZpGGnHQTeEbFaxaQ3Lm7rXnmzBndeHgEKFu2LGFhYezYsSPLc/P9mYbkUjE4VZwhRlwhRuwFzXj8RFSDACIoJhHZLICiaqHkBm1DxGszYHBo3nrZLDwUQ3Xz5s3UqFGDggUL5vpYOv9eBEFgyZIlzJo1i2eLlcO+chOXh39A3LRlnBzyBbFdZnMk+lfU0/FIDgHRDYoZivepRKpRpnPnzkRFRREUFER0dPRtRZeya8A6HI6HpjL8TyZMmMDWX3cR1qcLnsrBPFHsDBWDr+BncmGSbs1l2b9/P/Xr16d69eo0btyYsmXLMmvWLBwOB0OHDqVIkSLUq1ePgwcP3vecboZVNmzYkAsXLrBt2zY6deoEaCqlUVFRxMXF3Xf/Ojr3gizLLFy4kI4dO9KwYUOee+65TEd2+PLLL6lbty6FChXi3LlzgKbau3r16izbPqjwEmj3u02aNAHg+eef54033shWu7uhG6k6OrlI8eLFadiwIScv/kzQQQfGVHAFaaGzGYXhelmJ9EIC0h8BuLwGUsqqVB0Qw9lX38Fk9qIaVQQZjPa8W4Ni1Oqfeq03flpAcgF2A4pLQhBUlCJOZKuC3yWtjeRSNCPCoHlVPf4StgQZ8SHk1h48eJCqVavm/kA6d0UQBJ566qlsGameQDOyRUCUtfebx08T2fKawR4mYQ834g6UQNWiDyS3guhVEWUVVRRQBTCmy0hOFf9Lue8BsVqtujKoTrYIDQ2lT58+rFmzhsTERNavX8+JEyc4ePAgQ4YMwXD1NCe/eJezMydzdudXJG5cz4VtlynUKorQ9g0pP64VgW2e5eOPP6ZSpUps27YNgLS0NLZs2eKrr9irVy9OnTrFxYsXmTp1Kq1bt2bLli0kJiYyY8YMbDYbb7311i3zS09P5/fff+fLL7+kT58+7N+/P0fXn5GRweLFi/ELKYJwJJHzI8ewvMlXLH77IJbkq9gMmet/r1u3jtq1a5OUlMSKFSvYtWsXtWvXZtCgQQwYMIDw8HC2bNlC0aJFadeuHYry4KE5RYoU4ZlnnqFZs2a++s6HDx+mZs2arF69mlGjRpGamvrA4+jcAfUhHI84/fv3p3///siyTOXKlalatWqmIyvmzp3LwIEDadq0KcnJyb7og+DgYGbOnJll+5vCS4BPeAm4J+GlDz74IMdL0Og5qTo6ucz8+fOpUKECqbu2Y4l4Aa/fjbBZi/bNWeB3geQyAsnHQ4moEk+8pyAVR8agPg6WK9qNuZi1+GGu4YlKR4n1Q7YImK+DbFPxBnsRjAqSQUFVBAQBgo+ImFMUvBZRK00mamGaggqqKOA1o6n85qI4RUZGBqdOneKxxx7LtTF0sk+NGjWYMGFClkq4rhADHquAJVkBVdvEkU1aeLg9XMT/korHD1STgMEpoAoCokdBMWp9KmbtPecOFEkrkj01wgchOTn5gRQTdf438fPzy6Tq+9hjj/HOO+/w008/sXnzZnbt2sXl038S92s86UYjiqKQpKi80a0ri/If4vz58yxcuJAB6RuwTd7Kr7/+CmhemI8//pj09HQOHTrEn3/+SalSpW7xwPy9nmhGRgY9e/Zk5cqVmUpFnT59mvXr1+fYmmNjY8nIyEBJO07q5eM0bdqUatWq8d7HH7J9UBzxf8ZmOv+3337Dz8+PP/74w/cZW7p0KVWrVmX06NGMGzeOggUL8tFHH/HEE0+wevVqWrVqlWPzbdu2LSVLlqRmzZpcunSJiRMnsmfPHgoUKEDfvn1zbBwdnb/z1Vdf8fXXX9O0adP7av/hhx+yYMECXnrppUz5qTVq1GDQoEFZtn9Q4SXQStA0atSIevXq8c0337Bp06b7Wsvf0T2pOjq5TGRkJC1atOCs509Cj3lwFFQQZAH/syKlq1wkqaxWlsaSKOD2SoRVj8cZrqAeC0B0gzuYXM/jvBvueBtemyZ4lFpeRjGqnOs2BJNVE04SDQqqCqY0FcUAgqLi8RdwBQsoJgFXkAG3vyZsI5s1L1huceDAAVRV1T2pjwCqqrJkyRJq166dZakWVRKQ3CB6VS3vFDDaVTw2AXOyekMgScWUpuK1CnhtIrJFwpnPgDtIIj3CgDNEQpHAPy73PyxNmjThl19+4cyZM7k+ls7/b8xmM61bt2b27Nns2bOHy5cvo3i9OJ1O4uPjGTdmND/88AO1i5fh22+/5dNPP2VOSDOfgWqz2bh69SoAiqJgMGi+h9OnT2cap1q1ar7wu8OHD9OyZUuWLFnCyy+/TLly5QDNaP74449zdH2VK1cmMTGRpKQkHA4HP/74I5MmTWL/tt+QEly0bduWFStWsHHjRux2Ow6Hg+Tk5Fs8pD179sRkMvluwOvUqUO9evUYNWoU06dPx27PuXCjGjVqkJaWxrJly3zhi/Pnz8+x/nX+gfpf8aTcOP4NnlSTyUTp0qXvu31sbCzVq1e/5XGz2ZytlICpU6cyfPhwQBNe2rFjB71792bFihWZjN47MW7cOKZMmeIrQVOwYEEmT57sUzm/X3QjVUfnIfDqq6/iuRyH+8QJzIkiglcr4WKRvBjsoJhAMYBblrh8MRRTkoj1KhyZHI05CfbNy95OVm5gvSIiuQTcYTKmfA6MEXbKrxyPO83MmY7DseyzIYiaEasYBN9PU6qK1yIgelXMqQrGDBnLdZntqwfnyjxVVWXChAlERkb6cit08g6Hw8GRI0do165dts732ATSCxlQb2x0iG4F2zUZyaWiSILmkRe00k3OEAlnqIRsEvBaBVzB/DcX9SGE4Xbs2JHAwEC++OKLXB9L53+Pm4JAISEhjBo1iri4OHbs2EHr1q0xGAz4+flRoUIF6tatS9++ffnhhx84fPgwzz77LKVKleKdd95h4cKFTJo0idWrV3P9+nX2799PtWrV+Pzzz6lSpQr79u0DNMGgtLQ0Fi5cyL59+yhRokSOryc4OJjg4GAsFotvbZUqVeKrr75i27ZttG3blkaNGhEcHMx7771HmzZtbintFBwczNixY5k1axYrV64EYOzYsZw7d47Bgwfz22+/5eicx48fz2uvvcbJkycBOHToEJs3b87RMXR0bvKf//yHWbNm3XcaSWRkJAcOHLjl8bVr11KxYsV77u9ehZfq169PvXr1KFSoUKYSNA9ahkYP99XReQg0btyY/PnzE3f9IJK1EqqoIrkEju6KxFtUQQh2Yz1sISXRH0FSMV8H0QtPv/QeYnjefkzdwSqSXUC2aV5VjAqYFYR0idLvxqA+bkfxavtd1usy9jCJxCfdRKzX6qaKXtUX+ivKuWdALFu2jPXr17N69Wq9duUjgM1mo2bNmmzatInevXvf9VxB0TynzhAtjxkVFIOE5FJA0MJ/AVQDiC7VV4NXcmsGLCp4/cBgFx5K3rPNZuPFF19k5cqVjB07NvcH1NH5G1WrVuXIkSOZHnv++ef5+eef8fPzIyMjg6FDh97iAUlLS2PIkCG88sorGAwGfvzxR2bNmkWHDh3yJHy9adOmpKSkkJ6ezuXLl/nhhx+oVasWzz777G3PHzhwIH/88QedO3dmw4YN1K9fnwMHDlC2bFkaNmzI8OHDmTRpUo7Mbd++fXg8Hr766iuCgoJISUlh0aJF2Rax0bkHctvb+S/wpO7cuZMtW7awdu1aKlWqdEuN5JsbM3di8ODBvPXWWzidTlRV5Y8//mDZsmVMmTKFTz75JFtzOH78OB9++CFHjx5FEATKly9Pv379fJEWd0MvQaOj8y/GaDTSvn17LignENzKjTxNELwChgwRyShjtINfsAPJLOO1wf450exYNTjX1XCzotAOmdCjCqEHJApth/x/3MiT9QioJbQQK8N5C5JbxWsRcYYIGP00MQzJpWrqv3YFySmj5lI+6uHDh+nRowedOnXixRdfzJUxdO6d1q1bs3bt2izDjWSzgORS8bui4AzRvKOqpAlugfZZkY0CjlARR6iE1wZuf3D7CzjzaYqoiqQZuw+rDE3r1q05dOgQW7dufSjj6ejcjblz5/Lkk0/6wl7fffdd9uzZk+mcFStWcPXqVQIDA1m6dCkxMTF06dIlT/OrDQYDwcHBVKxYkaFDh97RQAXNw/z5559Tp04dmjVrxqhRozh48CCLFy8GYPLkyXz66ac5IqY0aNAgn1e5SpUqPPfcc7zwwgsP3K+Ozu0IDg6mVatW1KtXj/z58xMUFJTpyIquXbsyZswYhgwZgt1up2PHjsybN49Zs2bRvn37LNt/8803VK5cmb1791K1alUee+wx9u3bR+XKlVmxYkW21pAbJWgENRu+5dTUVN9OUmBg4AMPqqPzv8ju3bupVasWkS16YKhZAcUIsk3LT81XLoFrCYGUKnKV0+cLELzHhDFdZfdnA6nRfQZ7FuZdQfdnWr6HM0TCkiSj3rj/vxplwF3SCddNhO0RSC0hEHpMQVDg6uMi7nAP+fYYCT7lQjaJIAoYUz0IHoWffx2Zo/NLTU2lZs2amEwmdu3ahZ+fX472r3P/nD59mtKlS7NgwYI7ytE/9fJ0XEEiaUUFDA6t1JHkUZGN2pvNawNnfjAlg+hB8857NLVpT+CN321auLzlGvz13sMJjXc6nTRq1Ij9+/cTFxdHQEDAQxlXR+dOyLLM9OnTef/990lLS+P48eMUK1bM9/zMmTOJjo7GbDbTrVs35syZc9+1RnODhISEbHle0tLSePPNN9myZQvx8bfWWV23bl2OGZRJSUmcOHGCOnXqAFo9y/r16+dI3znBv/n+/ObcS46YjGTJPcE72fl/7N13eBTV+sDx75St6YXem3SQLiLFjti7YsGOWK5XxHb1h70reFFsV0WBq6Ki2EFUUBFFpfdeQyA9m83WmTm/PyZZ4dIC2TQ8n+fZh2R358yZsGXeOee8b4hNT/yrTv6NjkReXh6WZVG/fv0Kb9O6dWuuvPLKfdaQPvTQQ0yZMqXG8i/IIFWSqokQgmOPPZasbIPUu25ANewTa7NJCO9yN6EeQcyIhsMTRVmbQMomu/zM7+/WXIDa4ZNHSf/ADvq0iIUetChu5SSUbgcI7jzw7hZEkhQKjwsjDBUlqCHcJpm/OUjYbSC0skQ4fgOt1IhrkCqE4KKLLuK7777jzz//pF27dnFrW4qP4cOH8/3337Nr1679nhD3u2ocAP7GCpFU8OTYU93VCAQbgBouW7PtgKRtduIkywHhVPt+LWwHsKYbXEWw6NXqW7+9YcMG2rVrx1dffXXEWRklKd4iETsd/P8ue4hEInz//fcMGDCg1p3LTZ48mREjRhz2eyk7O5vly5fz5JNP8uOPP1KvXj1WrlxJvXr14tY3IQTNmjUjK8uusbZhw4ZaU4u7Lp+fyyB1b4ZhMHfuXDZu3Mjw4cNJSkpi586dJCcnk5iYWKX79nq9LFu2bJ/kTevXr6d79+6HlZgsKyuLX375hZycnH1mNfzjH/84rH7JNamSVE0URWHUqFGMGnULGRsKES3T0MJgFjoJNhSIPJc99bddGN0Hf7w9mpNOfpp+V41jwZSaCVTFyiSK29iBaFjT8RSYuIotCnoIvA38WL/Z01AUAZgqjsQIpktD2+UilA6JO+1srZZDQXWq/DA7vqOon3zyCZ988gmffvqpDFBrqbPOOov333+fYDCI1+vd5/FwqoIeEFgu0AP2CKkWgqjXnuYbqicQDrAcFnpAw3TZrzctAkZiWTYlxS5ZE4zfeWmFZGRkAOxVwkOSatqB1uQ7nc5Yttoj5fP5OO+885gzZw6jRo3iwQcfpHHjxpVqE+Cee+4B7FIahxOkNmrUiEaNGnHKKadQUFBARkZG3EeHFUVh9uzZjB8/HlVVSU1NjWv7f3exLLxV2H5tt3XrVoYOHcq2bdsIh8OceuqpJCUl8eyzzxIKhXjttdcOun1+fj5jx45lzpw5+w0OCwoKDrr9kCFD+Pnnn/cJUufNm8fAgQMrfByTJk3i5ptvxul07vNeVBRFBqmSVJtdccUV3HPPPYTm/ILnyrPQgoCi0nzgNtavboI7H1bcO5ZOf46n5avPs+X7+2q0v+5cCGfYgYQagdzuGpE0C1SB02ES6OMnt5tGxmw3CWsclHa016Ca9SJoWS4sh4LQFBwBi2C9+H/cvPjiiwwaNIjzzjsv7m1L8VH+JWUYxn4fT9kUxdfCgRqFSHJZABouC0ITwGoUxumJEg3rlCZoKCU6WkBFMUEL2UmTShvbiciUakiatKdQKASAuwpHASSpNuhz7Ti0iCC3cQmb5swB7HWwX3/9Nd9///1+RxaFEBUKGHNzc9m9ezctWrRg9erVR9Q/VVUrnaTlYDp27CjL0EhV5o477qB3794sXbo0dvET7PqlB1oqs6crr7ySjRs3cv3119OgQYMKve8+//zz2M/nnHMO9957LwsXLoxNbf/tt9/46KOPeOSRRyp8HGPHjmXs2LHcf//9hyw9VxEySJWkapSUlMRVV13Fa1Mn02fFaRR2t694b17QHK1lgHCRl04PjCdphwBV49jbx7PkpZorPxPOsKckG25IKBKELIXEFj6cDgPDVFEVgXO9h2AmuIqhVC27ZBn466NFscrWF8b5aubChQuZN29eXBbnS1UnKyuLpKSk/U6zOvG0Z9CEPa1dqHaAqobtxxylECxbUhMN6yiqwOGNEo2oRN0WalDFUaISTbYTkUW8FlqwenMBmqYdFVd25EYIwZQpUxg6dOhhrSOSpOryx6TRtJzyBEvPuRPxwD/p168fW0WYXbtL6dChA4MGDSI1NZWRI0cyY8YMfvjhBxo0aMDs2bMPmW199uzZANxwww383//9H19//bWcPi/9rcybN49ffvlln/dKixYtYtPMD7X9vHnzDqtG/P4u7r/yyiu88sore9136623cvPNN1eozUAgwGWXXRaXABVkdl9JqnajRo3C8vkpXfoHuh8UA/QQmAEHavsSFBPceQaOEvDurnyWwspwFoHDB84Su46lww+mpWCYKkIoWJaC7odQPTDLE0Qq4N2mkbDLDh4s3c7WqgfjF6UKIRg7diwtW7bk3HPPjVu7UnxZlsV7771Hr1699vu4alhYuorQ7aDUs9t+rVllU3ejDaMIS0HTLVyuqF2PVxMoDgvLaxJNtrA8FpYGaOAoqd4kMPXr10dRFHbt2lWpdj755BNGjBhRoSvmklQTtm3bRsOJX5CamkqLFi1Yt24drvQmdDzrnzTrfCa/rtvMjFmzOP300/noo4/YtWsXP/30E88+++wh2542bRp9+/blvvvuIzU1lTllI7WS9HdhWVbsoueeduzYUaGkfB06dDjsZSeWZVXotr9+Hcj1119f4WzAFSFHUiWpmnXp0oVhw4axadNKUjf1Y/dAFcshUIt12JFEaccIK5++l253jiecUnPXkY75+DE4Ady/JCI0u8SH5QAhFMIRBy5nFFUVhOoLErcqhOqBogrUXS60iF1+Jpqg4iwy8TdxsPA/8RsRnjJlCl9//TWff/45mqbFrV0pvl5++WUWL17ML7/8st/HLV0lmmivM3X47Vq60UQFLWyPrBJVQIdoUCcaKKsbZymgChRdIFz2hRAcFmpIZc3D1TvrwOl0Ur9+fXbs2FGpdt555x1Up5svvvySOXPmHLQMhyRVt0gkQtuevSFq0LzPeYjSAA3atychswXJO0zS0/rRvNHxhBKgMGsFqRltMDO8ZH07jtzc3EO2v23bNlq2bImu61x44YW88847PPjggxUqvSEdBWSdVE499VRefPHF2JRyRVHw+/089NBDFZpV8Morr3DfffcxduxYunTpsk+d1epKGPXUU09x1llnMXPmTLp27bpPP8aNG3dY7ckgVZJqwEMPPUS/fv1ok7EUrJ4oSREsj4phOlAL7De1r4PJlpFjaqyPxo4EnMUKkWTQS/9aIxgqdaLvcBM+poRggQe1cRj3UheBxgqixIFqKHjyBKZTQagKRoL21yhrHPznP//hpptu4sorr5Q1UWux9evXc99993H77bdz/PHH7/c5RoJGKE1FKct0rZVNHHD47XxIQgWlVAePCWEVZ45OJMPEvcNJqJEJikAv1jBSTCx3zcw6SExMPGQd2EMpLi4mpUkHojm7ePnll2WQKtUqr732GtH8XHoNGk1CckMUQxB2aVACjlIDxRSoYRNw0lw5hpChsXnJd+zatYtrrrnmoG0LIdi6dSvHHnssAP/3f//HW2+9xezZs7nooouq/NgkqTYYP348J554Ip06dSIUCjF8+HDWr19PZmYm77///iG3T01Npbi4mJNOOmmv+8vXhR/OaGhlPPnkk8yaNYv27dsD7JM46XDJIFWSakDfvn3LRlMXEvB0QwVcyWGULU5CjQ1avzgOl69mRwitjAje1S47mY1lj6TqAUhY5rZrU5YkkZkDzlIVd34UxXSCx0QpsGuqhtI01KhdMkSN4+fj+PHjad++PS+//HL8GpXi7oknniAjI4Onn356v4/3unE81NNitXdNN6AoOEoFCLDcCo58HSPFRPHpWF4TFPDs1NBLATS0IESTykZdayiFo8PhIBqNHtG2paWlzJ8/n3nz5tF40AXoLnsNXyQSOeQ6PkmqDqZpMn78eABSrFQoNbAcKq5CA+FQEQpowQgoCmpERw1GWZf9BTlbfufOO++kR48eB20/Ly+PwsLC2AXH5s2b43a7K7QOTzo61Nbsvq+88grPPfcc2dnZdO7cmRdffLFCmW5/+eUXBg8eTJcuXViyZEmF9tW4cWOWLFnCBx98wMKFC7Esi+uvv54rrrgCj8dzyO2vuOIKnE4n7733XoUTJ1WFcePG8fbbbx/y4lRFySBVkmpIr169+Omnn2i1UsXXXiOqCdSyshuoAmq4yLpS7MBIwM7W64JgI4vkDSquYkEwXcGTCy6fhWoILKeKUEEtdODw2aNgWkQgFDu4DcYp6eK2bdtYvXo106dPl1PBarFwOMxHH33Ev/71r/2WnQFwBAWWBtEEu+6pFoFIIrgMBVeJhdMviCSqeHI1LAfopSq+viHci9yxCycAkUwTJaKgRmvmoo7D4Thg5uJDufrqq/nkk09wtmpMcp/jMNZvo2TNLNasWUO3bt3i3FNJ2r+CggImT57MDz/8wC233MLQoUNjj73zzjts3bqVxoPOQ0HD1FXUiIUatTBdGkJTUQwL4dAwXSq6W0e37PfiCy+8cMh9l0+Vb9KkCUBs1EeIOjBHUzpqTZs2jX/+85+88sorDBgwgNdff50zzjiDVatW0bx58wNuV1xczNVXX83JJ5/M7t27D2ufHo+Ha6+9lmuvvfaw+7tixQoWL14cG8GsKS6XiwEDBsStPZk4SZJqSFJSEoZhkPljDskbVPSNHqLpBppfQ4kqhDOruZ7GHrqOHk/KWhWBPVLV+JcgiVtVLA0iSQqqYWf8FSqoUUHUo+LwgzdbIXmbhelSsXQF06lgeONXGqSwsBCApk2bxqdBqUr88ssvBAIBzjrrrAM+J5xS9tooOxd1FQvchaCH7JFULWyRvM1CC9sZfy0dnJvcZa85+7UXTQFHkYazUGPTHTVTS9jhcBAOh49oW123rxO3OHEEkUwNZ0IqADt37oxX9yTpoB555BEyMjK488472bhxI8OGDYuNnJqmybPPPst5551HO89xKKbAmRtALwqhmBaKJXD4wgiHhuXScRWEiDgEebtWcOONN1ZoNKc8ON1z5LRnz558/PHHDB06lE8//bRqDlyqXUQV3o7AuHHjuP7667nhhhvo2LEjL774Is2aNePVV1896HYjR45k+PDh9O/f/7D29+677/LVV1/Ffr/nnntITU3l+OOPZ+vWrYfcvnfv3mzfvv2w9lkV7rjjDl566aW4tSeDVEmqIVdddRWGYbBz8y80/KUENQqKbkGDEGZmFDVcc2/PpCyLpB0mCbstkjcL8jt7KLs4jtDsbMSOUmFPA9YVTLeCqwCcvrIRVNVOggOgBwWOQHz6VV6P8kiDAql6zJ07l/r16x90NFAL2a8PoYIn3x519+YYUHZea3hVHKUWiTtN9DCoJkRTLUqb2UGss9jOPu3Os4PWmtKuXbsKT+na086dO/n+++9J630C0ZOS0CJgNktGURQ51VGqckIIXnjhBR5++GEAvvjiC5YvX85dd93F6NGjmTVrFitWrGDdunXccMMNqFGBEjFBU1DKZg4opoXlsL8Y1LB93+bC37CsIPfcc0+F+lGeWCUSicTuu/LKK/nll1/4/vvvuemmm+rU+yErK4u7776bgoKCmu6KdIQikQgLFy7ktNNO2+v+0047jfnz5x9wu0mTJrFx40Yeeuihw97nk08+GZvW++uvv/Lyyy/z7LPPkpmZyZ13Hjoh4O23384dd9zBO++8w8KFC1m2bNlet4qwLIt169Yxb948fvrpp71uFfX777/z7rvv0rp1a84++2wuuOCCvW6HS073laQa0rBhQ6699lre/M9bJKxPoV6Tk9iZ5EBtEcWKqtVeTmNPQrOn7LoKTSIpGpFEBaGBGgRPgT1N03ArCFVg6QpCsdcUOn0CodojqFpUoEXsBErxyq5XHqSGQqH4NChViU2bNtG2bduDjqRoUft1poUEnhyDaKKGFhboQYFqCKJeFdOlohoiNsUcwEwwCTRXyFio2TV43UrsAkpN+G51FglFh1eCZuvWrZx88sl4vV7cfU7CynKjBSFcX6V58+b88ccfXH/99VXUY0mCn376iTFjxnDNNdfw0ksvkZiYCMAzzzzD8uXL95rye9Mjr9JJ9EGx9khOJuyLlIoQWG4HCIHQFAq3rGXAgAG0adOmQv1wu93our5XUHfdddcBdlBw6qmncsopp7B8+fLYzIPa7LfffuP5559nypQpbN++fZ/splLN8fl8e/3ucrlwufbN6piXl4dpmjRo0GCv+xs0aHDAcmPliQJ//vnnI3qdbt++nbZt2wIwY8YMLrroIm666SYGDBjAkCFDDrn9pZdeCvz13gF76nxFEyf99ttvDB8+nK1bt+4z1f5wEi+lpqYeUTB6ILX/HS9JR7GJEyeSn5/Pl19+yTHfllIv4VwiGxNQDGIjSjXB4ben7EZSNCyHgjfPQt0psJwKUa9CONnunBZR0CICd5GJ06/gLDIIp+kYbhXFAkephRYW/DEpPlmK5Uhq7WdZFj/88APDhw8/4HP6D38BR0jgzrdfZ2gKrmKjbITUQDUFziIIp+l2YiUhUIRC5iKFnMGCtEU6ngITw62gRcHw1MybRQhB0Y4VXHb5FRXeprCwkGO690Ko0Oa8USSXpBDdDGpEENi8kZySKO+99x6vvvpqjSW/kI5u2dnZXH311fTp04e33noLVf1r1o6qqnz44YfMmDEDn8/HqlWr+GmDTkR1oUUs9JIIRpoX3RdG6BaYAlwa0WQXQoXM5j358cePGTlyJBMnTjxkkKYoCk6nc68M2V6vl9tuuw2AsWPHcsMNNxAIBKqtjEZllCc82717Nxs2bKBjx4413KM6oJpK0DRr1myvux966KHYTIL9+d/P3/KA73+Zpsnw4cN55JFHOOaYY46oi4mJieTn59O8eXO+/fbb2Oip2+2uUP3TzZs3H9F+y91888307t2br776ikaNGh3xd8+kSZMq1Y//JYNUSapBDoeD999/n1GjRvH222/T5LsAzY6/EDPZSTSh5k5Q/Y3tjwZniX3lPOpVcGBPq9QioIftOqgoYDoV1IjA0hSMRA3LqYBiZ9SLJKux7K3xUH4CIEdSa6/FixeTnZ190PWolGVzVEyBHrTskXiXiqPEwEjUMR1gOhQ8OWHCGS5QlLIRVnDutE969YCFFgLLqRLIrJmh1G+//RazoIjLL7/8kM8NhUJMnDiRDz/8ECMcoNW1o3E606FAoEYFpgO2fvAKAOnp6TJAlarMgw8+SCQS4ZNPPtkrQC2XnJzM1VdfHft9yBnPAqCGTLAshK4idBUlaqJETSIpLoSmIHSFZg36ovXW+M+bbzF37lyefvrpg46szJ07l0AgwBlnnLHfx6PRKLqu73fEqzYqHw0DWLlypQxSa5Ht27fvdaHjQK+pzMxMNE3bZ9Q0Jydnn9FVgJKSEv78808WL14cu7hiWRZCCHRd59tvv92nNMz/OvXUU7nhhhvo0aMH69at48wzzwTs11DLli0PeWwtWrQ45HMOZv369Xz88cd7vX6PxObNmzEMg3bt2u3TvsPhqNCx7EmuSZWkGuZ0Onnrrbd48803ycpfwqpv/o1r8Q5S10cOvXEV8Tezg9CoV6W0gUI0QUEx7BEr764oiVkGahTchRaOUoHQFYQKodS/ggU1Wnby7YzfyXb5l0b9+vXj1qYUX3/88Qeaph00w5/psqeEq1GBGrETsKgRe1RVMQThFM1OkBQxcRZF8e6OoJj2a7LeYhOhghY0cJREcRZHcRdVfyZQy7J4+umn6dmz5wHrwAJ899133HPPPbRp04Yx997Lkt27aHnGNXg8GSDsNblaGIw9qgwcbtINSaqop59+mrfffpuTTjqpwgnoFEvgKI6gCGEnSXLYp47CoWF5nZgeHcOrYjoU1LBF43o96TLsTtq2bcuFF17Ifffdd8BsvT/++CONGzemc+fO+3382GOPxTAMVq5ceWQHXM06duzI0qVLAXj++edlluIKKC9BU5U3sC++7Hk7UJDqdDrp1asXs2fP3uv+2bNn7/ezPjk5meXLl7NkyZLY7eabb6Z9+/YsWbKEfv36HfJvMHHiRPr3709ubi7Tp08nIyMDgIULF1boImhl9evXjw0bNlS6nWuuuWa/63YXLFhwRGVp5EiqJNUS119/PT169ODCCy9k+da3cXQ87YDTS6paJN0kv4cCmSGsqIZnoxPVUEnYZaIHDEy3E6ffIppgJ7exdAXDW3biomDXudTtpEoijoNc69evB6j01T6p6mzZsoXmzZsfdJpfUVuFzOXCvkxqgWoKDI+GFrZQIyYJO027rIWuoUZMlKBF6joDXxsvhtsugyQcKkrEQgsa/PH2/dV3gGUeeeQRfvzxR7755puDvkevueYadhUUkVG/Ez1PvBJnvfr4G6qxWQmKac9UKGlvktC8HSlGKe+99141Hon0d/DGG28wduzYWFmM7t27V2i70/o/hjNigKIQTXFjuu3P+dIWibgKoyimIJipY7rAcigkCFAjFmlqA3IyG9Gih4NnnnmGaDTK888/v8975c8//6RHjx4HfA9169YNTdP4/fff6dmzZyX+AtWnPPhfsGABU6dO5aqrrqqS/bR9ZjyLRsm161Vh9OjRXHXVVfTu3Zv+/fvzxhtvsG3bNm6++WYA7r//frKyspg8eTKqqtKlS5e9tq9fvz5ut3uf+w8kNTV1v7XfH3nkkcofzAHsmVDp9ttv56677mLXrl107dp1n+/vipZEW7x48X4vUB933HGxUebDIYNUSapFevbsyaJFixg9ejTvvPMOJ+fk8cYbb1RrUNbuo8dBceNuXkLQ70J1moTqW7jzVUyngtDsUTDLqaAHLTuLr2KPnComqIZAaIJoghqbohkvGzZswOv10qhRo/g1KsVVbm4u9erVO+hzLIc9gqhELdSIhXCoqJqCGi17PQmBGjERql2DEUBRhD39XNjJlBTDTtRSPqpTXVauXMmDDz7IjBkzeOKJJzj99NMP+Ny8vDyysrJo2/8KGtbvbmcs9ls4AvaabaHZ2bATdkVI2KmQ6w8wZOiQOrH2Tqo7NmzYwB133BFbJjF9+vSDT8ffgxqMghBgWegBDaE5sXQFxbRnPwTru+wp+6qK4ban6auGgl5qkhgVJKf1R++iMG7cOD766COefvrp2Hr13Nxc5syZw4QJEw64f6/XS69evXjxxRe58sorYwmearP09HReeeUVnnnmmSqtW7nh3jv3SQZUJ1XTmtTDcemll5Kfn8+jjz5KdnY2Xbp04euvv45Nq83Ozmbbtm1x7ebPP//M66+/zqZNm/joo49o0qQJU6ZMoVWrVpxwwglx3RfYsxTKkyuVO9LES3tuU1JSss/9xcXFFW5jT3K6ryTVMmlpaUyaNIlvv/2WLVu20LVr14N+icebGVXxNCjFWJWCw21gFTtJW6nizbFQLDA8Gt5dYTy7o1iaYo+WqnZCpdLGKqE0O4gwPHYg4iq2Dr3TClq/fv0hs8ZKNathw4YHzIC4J8OjYLo1FMNCC0TRQiZqxH6tmG4dy6mhRgwU0wQVhKaiB0w8uVGcvrIvO0tgeKvnWuuOHTu4/vrr6datG0uXLmXy5Mncf//BR3AnTpyI4tDJTGiNFraDbMthJxszXeDOt3CUmJgOlbydywgUZHHllVdWy/FIfx+33norjRs3jtUknTt3bmx9/6EITUGJGChhA9UfwlESwVUYJmGzD31HHp7dIRx+E9W0p1WaLiWWh0CxBFrYpFVKH9qcdC35SSlcccUVfP755wB8/vnnmKbJhRdeeNA+PPfcc6xdu5ZvvvnmyP8I1WzUqFFs2bKFvn37xq3NrKwsPvzwQ8aPHx8bEZeqzi233MKWLVsIh8MsXLiQQYMGxR575513mDt37gG3ffjhhw+rNNn06dM5/fTT8Xg8LFq0KJYcsqSkhCeffPJID+GgNm/ezKZNm9i8efN+b+WPbdq0qcJtDhw4kKeeemqvgNQ0TZ566qkjCrTlSKok1VKnnnoqy5cv5x//+Ad33HEHV111FWlpaVW/491ulFYRXPlgLkokY4uFJ9f+wPQ3duIspqz8gCCSpGC6VZw+gelS0MJguhUUYU9ljCQrcc1SvHnz5gqXNpBqRqNGjdi1a9fBp6or9rRwoSlYHh01YqKFDJSwXYdRKE6EptojqZYFZe1oQXtYXo1aWE4Nw6tT2qjqv8Y+/fRThg8fTmJiIi+++CIjR46s0En+jBkzSG11LE5HYtkUeIWoV8XSFRx+QSRZweG3T+6DkWJSUlIOmEBGko7UggULuP/+++nWrRvz589nzJjDyLZuAUF7BFaJRNBCUSjyIUwTYZroikK0Q0O0kIU3hF2WxhAYCZo9wyaiovtCNPO2x3lWF7YUTuDcc8+lb9++LFq0iKFDh+43Gc2eBg0axDHHHMPcuXO5+OKLK/GXqLuKi4sZMmRIbN3g1KlTWbhwYQ33Kj72XDdaVe3Xdo8//jivvfYaV199NR988EHs/uOPP55HH320Qm0UFRXx8ccfs3HjRu6++27S09NZtGgRDRo0iF2g2tOeyZZ++uknjj/++H3K5xiGwfz58yucmOnZZ59l0KBBtG/fnoEDBwL2CLHP5+OHH36oUBt7kiOpklSLJSQk8OCDD+J0Ojn11FNZt25dle/TWaQQKPYQTbJrn0YSVSLJOoH6DsJpCg6/gRK1k9x480zSVwYxnZCyOYo730IP2pl+o147G3C8Eif5fD4WLVok16PWcqmpqUQiEQKBwH4fb/vcOFDsGot6oGztqaLY0wpVUKImekkYR34plkeHsse0khB6fgBHXilKyMDSVULpGu6Cw59CdDgWLlzIFVdcwZlnnsnGjRu5/fbbKzwKlZCQgCLA8KpEE1SCGapdbzgqUIT9/vA3dZDfyYEo8ZOSklKlxyL9/ViWhd/vj10Aeeyxxyr8Oju9x0Oo4ah9kcgSUBrE2pGN5S9FBAJ2bdQSP65dpSRuLrFvm3y4CkI4iyJYmoJiWighA/f2IpJ2gm/bBqZNm0ZaWhoPPPAAM2bMqFBfOnTowMaNGyvxl6jblixZwoYNGxg/fjxJQ3qwbds2mZTpKLJ27dq9RmrLJScnU1RUdMjtly1bxjHHHMMzzzzD888/H9vm008/PeSMH4ATTzxxr1rF5YqLiznxxBMPuX25Tp06sWzZMi655BJycnIoKSnh6quvZs2aNRVen7snGaRKUi3XqlUr5s+fj8/no2fPnoc19eJwtR4/DmcJaC6TUEMTupQQSoNAfY3ShirRBFBLIyhRE2dxBNNpf4Qk7jRwFEdw+E3cBSaOoMDpg2gCROO0hOi1117D7/dz6623xqdBqUr06tULTdMYN27cfh/37lTQggqOgL2WWYladoAK9rTCoJ3VWjh11KABloUSMeySF+GIfWLs0NBLIiTuCOMqqLos2FlZWZxzzjl07dqVKVOmHPZa0fT0dIyAH8OrEqxnZxAzHYo9NdIEPSTQwnbA7ivaxrHHHlsFRyH9nb355puYpknr1q0Pf2MVLJcD3C5EUTFWSQlWJIIwoqDZr2dRGkQNRcACf+tkhK6ComA5NFwFEfT8gP2+DYVJ3hxE13UuueQSZs6cycMPP1zh0jLZ2dlkZmYe/jEcJbp06UJSUhJ33nknJXMXM3z48KNn2Yuohlst16hRo/1m1503b16F3rujR4/mmmuuYf369bF68gBnnHEGP/300yG3P9DMp/z8fBISEg667bJly7Csv5Z1NW7cmCeffJKvvvqKjz/+mLFjx5Kenh57fOXKlRhGxZKVyOm+klQH9OrVi/nz51OvXj1+//33IzvhqAhNEGgE7HTjiCgo2Uk4AoBlZ+vVA6AGwginhuIziCQloBpOnEVRhEPFlRfCSHISqG9ne1QNWPrvO+PStfXr19OpU6dK1wOTqlbHjh259957eeyxxzjvvPPo2rXrXo87fYJookJeNxWEmwYLHXi3ldjzfzUNsDOJirL6jYopwDARTg8i0YPpdaJYFophoeeVItxV8zX266+/cvnll6OqKjNmzMDj8Rx6o//RtWtXvpk9h6gLsEAPgVAFelCUTXe21+aqhWGKfVs59dTR8T8Q6W/r999/Z9SoUdx6662ceuqpR9aIrkJpEFF2EqpoGggLTBNhCfvngiLUjDQcJQalLRIxXQrJq3321H2nbgepDgd6zpEn+Rk4cCCTJ08mHA7XmZqp8ZSRkUFWVhbz58+nZcuWHHPMMTXdJSmORo4cyR133MHbb7+Noijs3LmTX3/9lTFjxjB27NhDbv/HH3/w+uuv73N/kyZNDpojoryGsaIoXHPNNXu9t0zTZNmyZQctsQbQo0cPdu3adciEieX69+/PkiVLKnQeK4NUSaojMjMzSUlJiXtGuT1ZGjiCCu4C7ERJBhS3VtFVcBVDUpaBkZmI5g+DZZG+vAQlHEUJG/YIl9sBSU7SV5YSSXWiRuN3CTMrK2u/6yqk2mfs2LHMmDGDu+66i2+//XavxyIpCtEkeyQxc5mF6VQoaZuMYoE7P4LDNFFLw7EajADC40T1h9hwZSbe3eAqEqSt8KNaFkphadz7v337ds4991zatm3L1KlTjzib9IknnsiTTz6JuWkrKYlNMVyqXW7HrWA5FJSymcrqvGUIYXHKKafE8Sikv7uXXnqJFi1a8O9///uwR91OT7gaLIHi0BHl69R0HQWwyqbyK7p9Icny+VGCIdzZOVjtmxOu50G4NNRglGiGF1JcOAoC9vfEEbrhhhuYMGECvXv3ZuLEifudGnm0S0pKOmg28TqrFmb3rW733HNPbGptKBRi0KBBuFwuxowZU6HSLW63e7+ZnteuXXvQ4LF86r8QgqSkpL0uxjqdTo477jhuvPHGg+5bCMH//d//4fV6D9lPgEik4rOfZJAqSXVI8+bN2bp1a5W1r4UVwpkmaWsV9IBFNNGe0hVOA3ce6KUG4QwXnkAU1TJQ/CGIGhAMIVKTCTZLxr07gBqIYCQ6sPT4TUfavn17bCG+VLu5XC5uueUWe2paSQlJSUkA9L5+HJpLIXEbuIoFzmIT060iNAUtbIEoGzm1BKgqpseBYgr7QkjExFlsZ4wWKmhFpRAKx73v27Zt47zzzsPj8fD5559XaorhkCFDqF+/PruKVpCS2BTLAaoJwXoqCEjItogmKOQGN9OiRYsqLVch/X0UFRUxbtw4pk6dyiuvvIKmHUGx6vKRUlVBdbnA4bDvK8vaqWgaqAoiKgAThIUwTbStu/GUpmJ5XCAEenHILiOlKGAdeab3jh07smDBAm699VYGDx7MnXfeyXPPPXdkxyZJtYhpmsybN4+77rqLBx54gFWrVmFZFp06dapwyaVzzz2XRx99lA8//BCwR0a3bdvGfffdd9Ds2ZMmTUIIgRCCl156KfZdfTgGDRrE2rVrK/z8/v37V3hmkgxSJakOadKkCVlZWVXSdt9rxtHQb2F4VBylJmpU2MFA2J6m6AgItEAULIEasEdSCUcgaq8nFB4HplvFSHQSaZaIagh0f3yKpM6cOZMVK1bw4IMPxqU9qeoNGzaM2267ja+//ppLL70UAJdPYOl2JmjVFBhe1X69BSwcJQZ6Sdhe06arKMEIRuNEHIWmfTEkEqHekijhNA3Fwj7pdTpAjW9qhSuvvJKcnBy+/PLLSq+BK8+UqOFAqAqOUgtF2DObHYGyEh0Bi13GOm4899KjZ42ZVO2++OILXn31VcLhMPPmzSMajfLwww8zatSoI2rPikRAKRspDQZRnE5E1LDXowJWtKw8VBlRXhWqyIdqmGgpSfYMiIISUFSEx8U365+t1DH27NmTX375hZdeeom77rqLNWvW8N5775Gamlqpdo/Utm3b+P333xk4cOAhMxRLB/Z3z+6raRqnn346q1evJj09nd69ex92G88//zzDhg2jfv36BINBBg8ezK5du+jfvz9PPPHEQbcVQvDee+/xwAMPHFGQerBSPJUlEydJUh2SmJh4wKypleUqMu0ajmGBqzCKFrFwF5p4cyyStpskZBsoUbtUiHDpdnAaiYBhgq4TTXETzNCwnBqRRBXDrRJNrvx1sEAgwC233MLJJ5/MJZdcEocjlapDq1at6NevH++9917sPj1koYUFjlKBGhE4S0ycfgvPrhCO/FJUXxBMYWf8dWp4skpQ/EEwDFBVPNuLSd5YSuL2EELXEC4n36x7Jq79Xr9+PTfeeGNckhgtXLiQnJwc1JaN0EtN9IBda1grGwAubaQRzc/FyCmQpWekw1I++jFr1iyGDRvGOeecQ3Z2NsnJyTzzzDPs2LGDhx566Mh3oOxxemhaYBh20iTTjK1LLR9VFZawS9JYAmFE7ey/+YUoEdNuR1Xsta1xoKoqd9xxB19//TXz5s2jb9++FarLXBUeffRRLr74Yrp06cJ3331XI32Qjg5du3atVFLM5ORk5s2bx/Tp03n66adjF4h//PHHQyY+UlWVdu3akZ+ff8T7ryoySJWkOsTr9RIMBqukbT1o4fTZJx1q2AALwika3l1RO4jwRTCS3WjFQZQiv33ioiiQlAguJ8H6Dpx+CzVikrLeT+LmEn767O5K9+uxxx5j586dvPrqq3KkqY4ZPnw433zzDQUFBZzR9m4823xoIQunz8CbHcKZH8S7pQQ9z49S4INgyE6yEomiBCMovlI7QNV1cLvAAi3Hh76zEKU0gFIFJRiEEOTk5MSlrYceegh3Sj26LM3AURTG8KqYTgVHqQABgUZQsm0NTqeTk046KS77lI5upaWlPPjggzRp0gRN0xg6dCiFhYU8+eST/PLLL3z66af885//pHHjxpXaj6JpaIkJKJqG4nSArqO6XSi6w54GXBbECtNEURVQVFSHjrAEVjiE6StBZO+GEj8YdnbueDrttNOYMGEC69ev548//ohr2xV11llnAZCXl8ewYcP49NNPa6QfdZ7M7ssTTzzBmDFj+PLLL8nOzsbn8+11OxjDMNB1nRUrVnDSSScxZswY7rnnnsPKcfDss89y9913s2LFisoeSlzJIFWS6hCPx1NlI6kIiCRrhNJVhKaiBQ0cfhNnrh+tJASKguEpS2bjdNhrlBK8dnZHp4Pk9SUoBgQbuDCSKlZH8lBM0+TFF1/krrvuol27dnFpU6o+5dN833jjDTsALfDhzg2iGAIj0YFQVbt8RSQCDrsmauxmGPZ6Z0WxX2OWBZry1wi+04nlccS9z7fffjtvvfUWO3bsqFQ769evZ+bMmTRL6YmiaqjhKI5SEy1kIVSIJIHhERTlruf4448/5NVuSdq0aRNdunTh+eef56KLLuLWW2/lww8/ZP78+dx///0VTlxSEarHjZKRbo+Capo9khoM2tN9hYWiKii6A0XT7KD1fyiqPR1fGAaUBlF3F8atb+XOP/98WrZsyeOPP060bNlJdTrvvPO45pprcDgctGrViosvvpjPP/+82vsh1X1Dhw5l6dKlnHPOOTRt2pS0tDTS0tJITU0lLS3toNvquk6LFi0wzSOvGX7llVfy+++/0717dzweD+np6XvdaopckypJdYjT6SQcjn+yGICSZg6iiQpCBSPBgR4wcBZFUQwLy+XASNAxvGXXtVQVLNM+eVEUgs1T8GzII3mtiZnoIpzpwvBW/qQ7KyuLUCjECSecUOm2pOrXoEEDbrjhBp577jl6ci6602PXQhVOsMBIcqIVB0AIe7TU4fgruUr5qLmu2683TUUJRe3nlidvicRnzfOe/vGPf/D0008zefJk/vWvfx1RG5ZlMXDgQBRXApnOJmBZCFW1k0KVnc/rYTA1g+K8jZxyyvA4HoF0NAmFQui6zpdffsk///lPnE4nK1eupE2bNlW745ZNIBQF08Tyl9oXivYgTBMUgerQATM25bf8ecISECnLVwAoWvzHRFJSUnjvvfc4/vjj+eqrrzjvvPPivo9DmThxIitWrGDdunW0a9eOCy64gHfffZcrrrii2vtSZ8nsvsyZM6dS2z/44IPcf//9TJ069YiCyhdffLFS+68qMkiVpDokJyenwrWoDpcehqQdESxNQQ/YJWVAwfI6/6pZaYGR7MYZiEAwhJWSQE7/VEIZ0HKzhhI1UUNRvJtDmEnug++wAubNmwdQdXVhpSr3r3/9i0mTJrEm8jOdnMehhMKoiS0RmoJiCoTHaZ/ARqL2+uZAwA5QPR47GBXCrssbMaHEj4hGIWqgWBYzd78a9/4mJSUxZMgQxo8ff8RB6vr169m9ezddjrsBj6c1Ij/wVz1XxU7kEWgI2oIsTDPMySefHMcjkI4WlmXtlQXzxBNPZNKkSdVTK3r7LkgtK09hHGCUUlhYUeOvQNUsW4NaNtIqIhG7bI2i2MtDqkD//v055phj+OSTTxg4cCAZGRlVsp8D8Xq9zJo1i1NOOYXVq1fjdru56qqrcDqdXHzxxdXaF6nuGjx4cKW2nzBhAhs2bKBx48a0aNFin5k5ixYtOuj2I0aMqNT+q4oMUiWpDtm+fXuVXUE3HRBJ1ik8RqXeEnCURBEOFUyBcGtEEzT0gIliWhCOgsdNcecUgg2g+Uy/HdRGoiiagtB1lGjlTkruu+8+nn32WU488cSqHzWQqkzTpk0ZP348o0aNornVgcRoOpo/jJngAgUsp46WX2xP49U0RCSK4tChfO11JIoSCtsBq2XZSVt0/a+R1iqQnp5OXl4e69evP6Jp5uVlopJIRY3YMxFMt47pVFENgaVDJNUitGE9qst9RNkcpaPf119/Hfv5jTfeOGS9wng5zTmc0nN64muh0fS/AaycXPsBRbWDz7LpvYqqxN6PiqLGAlTQYmtWFVW139dVNAMI4Mwzz2T8+PFMmzaNhx56iPvuuw81zlm/DyY9PZ2ffvqJG2+8kQ8++ACAa6+9lvPPPz+W4Vs6sL97dt9yhYWFvPXWW6xevRpFUejYsSPXXntthUZG4zmLIBgM7jN9Pjk5OW7tHw757pGkOmT79u2ceOKJcW+339XjCNVXCKcp6EEQmoLl0lCiFpbHgenRCKWppBRG0QsDoKmY6QkE6iukr7JQfSGsZHsqp9A0FMti1u+PHHY/DMOgtLSULVu28MwzzzB27FjGjh0ra+HVccOHD2fUqFH4KCBJzUQp8KF4MzHdOnrERASDiGAIxem0azGqCoolwOVElPjtKcCqaidwURTwuGNTCavCVVddxeTJk494nVv9+vUBCKohXAk6mgqGVwMBWtBED4ErTyV390aGnXqKPJGV9uuLL76I/XzddddV234Vh84vH4+h5avPl82o+Z/Hyz+PyzP8lmX8VVSF8gA1Nqqq63YbVfgZPnLkSPLy8pgyZQoPPPAAAwcOrPaa2omJibz33nucffbZPPvss9x5553yfS1V2I8//sg555xDSkpK7KLlhAkTePTRR/n8888POdJaqUze2AnZ7r33Xj788MP9ZvmtzHrXypDvIEmqIwzDICsri2bNmsW/bZcdnJpOSFsbBU0hkmR/PHh3BFDDJo6AwFEYRAlGEAlugg09NPloC7jsRErBBl6KWzlw+u36qhVVWFjI119/zZdffsnMmTMpKiqy9+v1cu+998oA9SiQnJyM1+slakQRUQNFCLTdxWjCAn+gbC2qQEQi9ohLMPhXCQxh2SM4Tkcsyyih8H5PnuOlfBTG4TiyxExt2rTB6XTiK9iMt3FLXJbA8GqYLgVRomA6wJlvEczeyoCbr41n16WjSNOmTUlISGDnzp3V+jloBYOcnjiC9oARDMXuV90u+31qmmhpKVg+P1Y4hOpyQ9maUxEOI6w91ooHAqBpKFUYsLVv357JkyfzyCOP0Lp1azZu3FjtQSqAoigMHz6c4cPlGnPp8Nx6661ceumlvPrqq7H3umma3HLLLdx6661VnnX3nnvuYc6cObzyyitcffXVTJw4kaysLF5//XWefvrpKt33wcggVZLqiOzsbCzLqpIgNZoEnlyBFik78TcFzpCJXhJBDUWwPF4St4dQSkPgdBBN8+DZGQQhiDZJI5qoE8rQcRcJtLDAnVuxqV0ffvgh119/PX6/n169enHHHXfQuXNnwK6zGc9slVLN0nUdETHtnPJldU+Fv6zETBiEZcUCz/KMocKIlk0xtB8Tkah9sqvr9nZV5M8//wQ44vdaUlISZ599NjO/+5WmrQdhOlS0sIXlUDFcKqF0hej2nViRMMcff3w8uy4dRbKzs2nSpEm1TrU7VbXXUaoN6yMS3CirNyIMe+mGVTYFX9E0rGKf/d7UHWW1U1V7hFXTEGbEbkwoCBOw/kp2VpVatWpFkyZNWLBgAddcc02V70+KE5k4iY0bNzJ9+vS9LkZpmsbo0aOZPHnyIbdXVfWgJfoONRL6xRdfMHnyZIYMGcJ1113HwIEDadu2LS1atOC///1vjSUCk0GqJNUR27ZtA6B58+Zxb1uoYHgUnCUmiiUw3SqKZZcCES4HStRCjRhYiR6EQ8NyaTh3FNqBg6YQTdTQAxZ60EKxQC85cJCalZXF+++/z6effsr8+fO57LLLeOGFFypd10+q3XRdR1CW+dMwUDxuFKd9gmsFAvY6N2GhOp2xwFSUr2vTtL+mGFp2fd5vsidWWV/Lv9CXLl1Kv379jqiNYcOGMX36dHtactmIrGKAaggUAaVZm9B1Xa5HlfaroKCAd955h9tuu636d66oUFyCEonuk9W3/HFhCRSHgqLqdoIkw0CIsgy/Zcrf02DyrfVRtXR91KhRPPjgg3Tp0oVbb721WvYpSZXVs2dPVq9eTfv27fe6f/Xq1Rx77LGH3P5/a/RGo1EWL17Mu+++yyOPHHrpVUFBAa1atQLsmU8FBQUAnHDCCYwaNaqCRxF/MkiVpDpi8+bNALRs2TKu7bZ48zlcqTqOEihtpJOQbWB4VBQLe82gL4TQdayyj4tgQzd6wASHjpWSjpGgo0b/muIrVDAT9l8nddasWVx22WWEQiFOP/10pk2bxsUXX3zQK4DS0aFp06YUrPDboy7RsuzRTieK04kSDqM4NbsOY1lpi/KTXUVV7JNmpSxbKKC44lOHd38ikQhLly7F4/HERvWPRGZmJgDatlwc3hRCTRMRGpiaPbW+aMdKhgwZImcLSPu1dOlSgsEg115bM9PBLX8p+EvtYFR37DfDr4gasbIzdsmZyL4NKdWXwAjsbOJ5eXncdttt6LrOyJEjq3X/0uGTiZPs0md33HEHGzZs4LjjjgPgt99+Y+LEiTz99NMsW7Ys9txu3brts/255567z30XXXQRnTt3Ztq0aVx//fUH3X/r1q3ZsmULLVq0oFOnTnz44Yf07duXL774gtTU1ModXCXIIFWS6ojNmzdTr149EhMT49qu4rAw2wYpbKWgb3OjGDqJO6OYbpVwugPnLh9qIIKZ6qWkpZeidiqeXA1fi/o4/RbBeiqJO0wcpRaGR7VLi/zPxXchBOPHj+fuu+9m6NChTJ069ZAFqqWjS/fu3fl8zey/6qCqGkTDoKqo9ethFRQCf9VfjNVbLBuYEUbUPlmORGLBajxFo1HeeustnnzySXbu3Mm0adMq9V4rnxngM/PJUFNw+KIohj0tviSxFP+ODVx4/53x6r50lCm/eLF48WI6duxYLfssn+qLsPYKShVVQWveFJGaBJt3YO6nbur+RlztREp7JFqqBoqiMG7cOD5592dGjRpF06ZNOfPMM6tt/5J0JC6//HLAXhu6v8cURUEIgaIoh5XEqF+/fhXKCn7ttdeydOlSBg8ezP3338+ZZ57JSy+9hGEYjBs3ruIHEmcySJWkOmLz5s1xH0UFcG1zEm4RQUQVuySIA1AVDLc93ddKdIMQhNNcWLpCJFngzVaIpIA3T5CyyUBoCqZLQQ+YRFJ0LOfeI6Pvvvsud911F/fccw9PPvmkTIb0N9StWzc++eQTREjY033DdlkZEQ6jJCejqPaatvKRmT0JS6CoClYkskcW0fgQQvDxxx/zr3/9i40bN3LZZZfx4IMP0qlTp0q126tXL7p06cLq1V/QvslpZDi6QKiU3at+ZYd/KQ5Ni2vZAOno0q9fPwYOHMg777xTI4l4ysvMAFhRA6WwGFEvFbVhfZTN28rWmx78ZPlQj1cVRVFo3/pMgut8XHHFFfz+++8cc8wxNdIXqQLkmtTYTLl4CgaDvPTSSzRt2vSQz73zzr8umJ544omsWbOGP//8kzZt2tC9e/e4962iZJAqSXXE5s2bY2sG4qXd0+PBASKi4kwJE42qONaoRL0qjoBAKALLoYGqUNzGQbA+ZSVqAAtMl4IaFZgOhZKmGmkbDTy5EUzXX0Hohg0buO2227j22mt55pln4tp/qe7o1q0bpaWlBPRSkjSvXXJG0yBqQCSCkpSIqiiYJSWxbcoTKMVqMwrLTuKiH1nW3f9lmibXXHMNU6dOZdiwYXzyySd07do1Lm0risK0adO47bbbmDPnI1JyfiEQLsBwWNwwYgQ33HADDRs2jMu+pKNPOBwmPT2dzz77jN9++y02BbDalF8oKqt9avpLUZevw9J1O7NvaQBFCHvK736mAu/VVA0Eq2rYoFvjc/gxfxJjx46N1S+VpNqoRYsWldo+LS1tr2VTQghKSkrwer1MnTr1sNtr3rx5leQ/OVwySJWkOmLbtm306dMnrm06fBDoGEYtcuDYnABJYOkCNSpwFkZwFAQQDo1QgwQMD6gRsHqUYBQmkbLVxHQq+BvpWE4wPRDI1DCa6Wh7zMa87rrraNSoERMmTIhr36W6pX///jgcDgr0AhJCyageBRy6fXM6MRqlogaiaBu3YYXCCCNqB6iaBsIqW5tatjZuf8lcjsCsWbOYOnUq7777LldffXVc2txTp06d+P7775k1axbPPPMMLVu25IknnpBJwqRDWrduHZ999hkA9913H3Pnzq2W/ZYnLovNaFBUe8q9sLDKLiiJcFlivLL1pqrTuddsh/81u5qSJu1JCUbQEzy0UDszc+ZMotHoEZeUkqqYHEkFYMqUKbz22mts3ryZX3/9lRYtWvDiiy/SqlWr/a453dP48eP3ClJVVaVevXr069fvoEurhg0bxvvvv09KSgoATzzxBLfeemtsHWp+fj4DBw5k1apVlT/AI1C9K9olSTpiubm5NGjQIO7tKsUOhC4QGrgKIJyqYLoVTI+O5XZiuRwoAqKJdiAqhIKlAQIUC9xFFnpAEGxoYTkVHKWChW/YU0dKS0uZN28e9913X9zX0kp1S1JSEgMGDKDA2mWPjEbsmqmYFmb9ZIwEB2ayC8Xl2u903vJ1bYruQI3Ta6k8WKzKAEBRFIYOHcqcOXOYNGmSDFClCtnzNfnjjz9Wyz4VTbMDUSirS+yM3b9nQKqUzWTYc2p+efkZ1em0A90aZiV5MRNdpKW1obi4mDVr1tR0lyTpgF599VVGjx7NsGHDKCoqiq07TU1N5cUXXzzk9ieddBJXX301I0aMYMSIEVx11VUMHTqUtLS0WGWI/Zk1axbh8F/VGJ555plYZl8AwzBYu3btkR9YJckgVZLqgHA4TElJSSxjaDx0HDse0wPOQhVXnoYWtIPOSAoYLoVwqkYkw024notQhm6XlvFDJNeD02fntjHcCuFkFUWAXqoSaADF7f4KMDZu3IgQYp+06tLfU58+fcj3Ftl1TiFWO1ExLCyHQjjdCanJoGmxE+FYAiXrrxqqlt8fl/4ce+yxZGRkxKUtSYqnHj16xH7+8MMPq2enStm6cCMKZlnw6Sh7rwrLnm5vmrDHRSRhCfu9WZ4kyeOxLzTpDlDUmgtYNQU1FEV3JwD2BVOpdlKq4VbbvfTSS/znP//hgQce2CtnR+/evVm+fPkht2/VqhW5ubn73J+fn3/QZWJCiIP+XtNkkCpJdUB+fj5AXIPUxB2ChCzQQiAUMN12kKqWzdaydAWhK4RSNRRL4CiBaBKkLdMwXfbjWlTgCFgIBZxFoEYhmvTXVMzmzZujqqq8ii0Bdi04s7CQsBUATbVHahQFdXchrtwQesBEeJwomoaamLDXCA6w9zq5OPD7/ZSUlFSoDp0kVacBAwZwyimn4HK5OOOMM6pnp2XT6mP1TU3Tzqa9Z+3T8vsssde0exE17FvIHpVRPW57VLV+verp+/9QDAu1oARRUAQQm84oSbXR5s2b97owVc7lclXoAsuBgku/34/b7a50/2qKXJMqSXVA+RWyeAapCEABwwuqAU6f/a/hhmiCgukCR0Dh93dH0+6p8RiJFolbVLSwwFFqZwEOpam4igWqCa4iu62UtX8FECkpKXg8HoqLi+PXb6nOOuWUU/B4POwwNtDWY38hK8mJEAyhbtiOS1WgcX0UlwvLX2qfMJedIAvTRHXodnCrxSdInTNnDpFIhGHDhsWlPUmKF0VReOONN2jXrh3vv/9+hcpIVMbp7ivsALQ8Qdke77v/Vb5WXJj/U2ZGVcr+VcGyUDPT+Wbbi1Xa7/0ZeuxYIhleyPBi7bZnXWzfvr3aSvlIh0muSaVVq1YsWbJknwRK33zzzUEzzY8ePRqwPy/Gjh27V91t0zRZsGDBQS/CKoqyT5362lS3XgapklQH/PLLL2iaFtfsvpZDwXTayZNU0x4FFRok7hSE0hRUA3zNNTr+33hSdgpKG6s4SyCcouAoLZvu6wIlUcHpF2hhgWIqiD0+VXbs2EFpaSkdOnSIW7+luiszM5NrrrmGN199i8ZKS7xqBopaNrXJNMEQCIeGkuBBCYcRkQiK04kVCu+19m1m8dtx6c+aNWtISkqiTZs2cWlPkuKpVatWtGjRgnXr1lX5vuz6xGrZSKr6Vwma8lkLZUmUYtN+DSv2mKIqdoCq61A+VVHTMBvVzFR6JRwlkqqjBS0SM1rgbNaUp556itNOO61G+iNJh3L33Xdz6623EgqFEELw+++/8/777/PUU0/x5ptvHnC7xYsXA/ZI6vLly3HuMb3e6XTSvXt3xowZc8DthRBcc801uFwuAEKhEDfffDMJCfY0+T3Xq9YEGaRKUi0nhODVV1/lnHPOoX79+nFrt6QFWLqdLMnSwFkiCDRQ8CcpuIrLpv5GBZauYHgUEnbaI6aOgIJi2dskb7cwnaCFBa4Ci3C6zm9TR8f28ccffwBUuuakdPR49NFHeee1KSyOzqGfOAeHZSKCIdB1uwZqYSmoGorHbSdWUpSydXL2SbHiid/UpXXr1tGiRYtadeVYkvbUs2dPJk+ezE033US7du2qbD+xEVPFgaKWZ/X9n5rF+8uqraixtaxgJ1xCCLAEO05NqrL+HshpfR9FdWgkbCoh1CgBFYWk03oz960Z+P1+mcCvFlKEfavK9mu7a6+9FsMwuOeeewgEAgwfPpwmTZrw73//m8suu+yA282ZMye2/b///W+Sk5MPa78jRozY6/crr7xyn+dUReb7ipJBqiTVcvPnz2fFihWMGzcubm32H/4C6Qr4m6gEGwj0UoXitgqRVIErTyFYNqs4kgoogqRNij3aagACVEOghwSGR8HpM9GDFmrY3OvLID8/n8cee4zevXvHvb6rVHdlZmby54oFHHfccaz3/0GHaB/UjHSwLPvkVlXs0ZiUZFSHAwwDEQiC4ranIwaCcenHsmXLeO+99/jnP/8Zl/YkqSq88sordOzYkRdffJGJEydWyT5O1S6NjZIKI2pfLNI0FKcDEQ7bU+2dTjvzr9hjBLXseagKwrJQykq8iGAIYVkk7qj+6EArDiB0DZGg484NEklzk7bIQT7g8XiqvT+SVFE33ngjN954I3l5eViWFRuUyMrKokmTJgfddtKkSXv97vP5+OGHH+jQocNBZ7L973a1jUycJEm13LJly1AUhZNOOilubQrFnu4LgGKPmoqyTwPTDZE0QbiehdAFSZsVPPkW7gITV4FBQo6Jo9Se3usssbB0hWiCRjjDiem2GykqKmLQoEHs2LGD119/PW79lo4OnTp14q677iLXuZVQoBDhL0WEQgh/KUSiUFQMvhJEWhKiQQZKk4YoGen2SbCz8rUOZ86cyYABA2jfvv1Bp0JJUk2rV68eF154IR999BElJSVVsg/VoaNnpqO63Kgu995BqO6wA1FdR29YH9XjQVGV2HpxYZSVkjLKkiaZFqLsgtPv744+xJ7jTzg1FMNEDUZBCCyHQqkoJi0tba+sqVItIqrhVodkZmZSv359du3axe23307btm0Puc0ll1zCyy+/DEAwGKR3795ccskldO3alenTp1d1l6uMDFIlqZbLzMxECIHP54tbm0rZB7fltP9VoxCuZ4IicBaDJ1vBWajiKFFxlNpTfh0lBnrIxJUfxrsrhBa2cBZHcRXadfVUQ2CWBb5PPvkkW7ZsYd68efTs2TNu/ZaOHrfffjuqqrKtWYl9glsaxPSXIkr8dpbQshFTy+NAOHXM+sko9TOZmfdGpfa7ePFizj33XIYMGcJPP/100ELnklQbPPDAA+Tl5VVZKRphCaxSO+M2lAWnbpc9swFQnE4UpxOjRQPU9L/eL3byJHPvREtla9gUvfon6p064HHMJA+W1+67UFUsp0qBb4VcjyrVSkVFRVxxxRXUq1ePxo0bM2HCBCzLYuzYsbRu3ZrffvuNt98+dA6Gn376iYEDBwLw6aefIoSgqKiICRMm8Pjjj1f1YVQZGaRKUi1Xr56dwn9/NbCORM9R49HCgkiSglDBm6WgmCCcFu7dKs5i8OYKUtfZNz1UFoC6NcJpDqIpTowEBwgQmoIaNfHkhHGUGMz/8C62bt3KhAkTuPvuu2V9VOmA0tPTGTVqFAXFi4koBmpiAqrbZSdLcjlRMtJQCnxou4tQQlHUYBQrqXLrUS3L4pprrqFTp058/PHHcn2aVCc0adKkyuoXDk27ATXBi+JwoLhdKE77X8BeD+60R1JFJIK6eC1WXoEdxLpcKA4dLSXlr9FWsGsca1oswK1WAiyniuVxYKS4QVMQxSVENmczdOjQ6u+PVHF/01HUf/3rX/z000+MGDGC9PR07rzzTs466yzmzZvHN998wx9//MHll19+yHaKi4tJT08H7JlCF154IV6vlzPPPJP169dX9WFUGRmkSlItt2PHDgCSkuKThCK/T5RwsopqgmL8NZqauM6BFgRUezqwHhIoFiimQI1in3QIwBIIBbSwhWII1KiFYpg4s+2R3gcffJDU1FQ5jVI6pDFjxmAYBltCS+3SMrpu105V7WQsol4auF1gmihRE7U4UKn9TZ8+nWXLlvHSSy/FshlKUm2nqir16tVjy5YtcW9bcTr+eu8pqh2gaqp9c+jg0O2A1Om0s2479Fjm39hoqaba68hVxf5ZCHsKcDXTiwI4CoPohaVEEx2E6rsp9G9DCMGJJ55Y7f2RpEP56quvmDRpEs8//zyff/45QgiOOeYYfvjhBwYPHlzhdpo1a8avv/5KaWkpM2fOjM0cKCwsrNN1UmWQKkm13IwZM+jbty+NGjWKS3tbr7sHAHeBhavILjujCEjIFnjyBc4SQTRRIepVsDSIesvXriooAvSgidMXRQsaKKaFEjVRwiar703lzz//ZOrUqTzyyCNylEo6pAYNGvCPf/yDrZFVBEKFdnBqlmX7DYeJpnswUzyIhLIv2UqMzuTk5HDrrbdy9tlnc8IJJ8TpCCSp6imKwqmnnsq0adMw91O3tJKNo5SXmdFUUMsCVl23R1d1HVxOe0RVUUHXUctGWoVhIKLRWDuxtjQtrlm4K+L0Hg8h9PLEChaKJfA31Akm258Zqamp1dofSaqInTt3xqoftG7dGrfbzQ033HDY7fzzn//kiiuuoGnTpjRu3JghQ4YA9jTgrl27xrPL1UoGqZJUy+Xm5tK6deu4tdd1zHhQ7PIyANFE++bJNXCUWrjzDdQoRBMUe0qwZgepQlcwHQpCUVBMCzVqogXtq+VmkpNvjz+fs88+mx49enD99dfHrb/S0e3+++9Hd3hZ7ZtnJ17RdTsYjURx5PpRDAsz0YVwHvkat9LSUi666CKEEPznP/+JY+8lqXr84x//YP369Xz++efxbfhA5ZfK7jfMCIFwAb5ILvnmLgqiO7EMO1ESlgCzrH6xqqI4HJhtm6BkpkOj+JVLqwg1FIkFysKho0YFSdujGMX2SJLM7Ft7lZegqcpbbWVZFg7HX8kANU2L1Sg9HLfccgu//vorb7/9NvPmzUNV7fCudevWdXpNqixBI0m1XOvWrVm9enVc2jr5xKdIT9QxHQrhFBXDA54cSNliIhwKntwIatAg0xchnOkimKHhLBF25l9LoBoC1Sg7KQlHEU4doaqsOi2Pk046ibS0NGbOnIleA0kzpLopOTmZKVPf5NJLL6Ugmk06jVASPAjTRMkpQAFUjxsrI5mZG5477PaDwSDnnHMOixcv5ttvv6VBgwbxPwhJqmL9+vVj0KBBvPzyy5x//vnxa9gw7RIypgkRE0XTCIpSdpesJUfspMDMtstD7SFFzaSt1g2vlorLcKJqTvviUrOGBBu4KTwhkRXP3Rm/PlaAUMtHUU2sBBeljZ1EvQqFa9bTr18/nE5ntfZHkipCCME111wTW34SCoW4+eab9wlUP/nkk0O21bt3b3r37r3XfWeeeWb8OlsD5JmkJNVyrVu35ssvv4xPYwpoARMzRSeaaCdOSt1ooIUsDK+G0BQ7hX/ERPebOFwq4RQFZ4nAcqpoYQuhKihlgWo0zc3O4Dp2PTaVLu07MGvWrFhtL0mqqAsuuACAoChBcTSDqGGvhytb+0Zp8Iim/QSDQS644AJ+/fVXZs6cSf/+/ePXaUmqZqeffjrPPvssQgiUA42AHoYzGowipATJKd1IqVWMhk5+dCfFRg4Oh4OTTjqJc875F+3btyclJYXU1FS2bNnCmDFjWLj0B4hCgpJC20h36lvN0XbnozdMpP6ScByO9vAo4QhCdSLcTowkp53sLy8f/5Y1XH7vHdXeH+kwVHWCo1o8kjpixIi9fr/yyisrvO3o0aN57LHHSEhIYPTog5d7Gjdu3BH1r6bJIFWSarkGDRqQl5dHJBKp9NXgaJKOpdlrSxULQvXAF9Xx7rbQwgLTaYcCetjA4QujCIHlcBJKV/HkmuBQsJyqPeVXUcjqr7Pl2ekMPfkUPv74Y7xebzwOWfqb+eijjwBQdSeKx42IRCESRZSvgwMoDR5Wmz6fj/POO4/ffvuNL774gkGDBsW725JUrZxOJ4ZR+YREQghWrVrF2pJf2RpaiSUMOnXqRFFRDif2PZ6LL76YM888k5SUlH22bdu2LQsXLuTPP/9k9+7dvPzyy8yePZsUI5Pe2uk484OgKAwZ+gxzZ94b2188guqDKg2ghMKQkYLp9VKabLDxty9IS03lqquuqtp9S9IRmjRp0hFvu3jxYqJla8IXL158wOdV+XuvCskgVZJquT/++INOnTrFZbqSozgKioKRqLN4oj0dq+Urz1N8DGQs1kgw7Iy+QlGIpNvTTxK3h7BcGqZbA1Ogl0QRTg1/My+Pdm7GZWEfzzzzjAxQpSO2efNmANKsTHvaoaIgLAslaoDTad9XwYQxQghmzpzJzTffTFFREbNmzYrVj5OkumzDhg20bdu2UiedpmkyaNAg5s+fT2JiIv964D7GjBmz34D0QDRNo1+/fgCcc845nHTSScyZM4f8aBYNNnlQkhOZ+8d4wE4M06JFC15++WVGjhx5xP0+mKEp16HUy8BKS6SgSxJBdwhl3vuIjRt5ddIk+d1Uy1X1utHavCa1MubMmbPfn48mMnGSJNVyc+bMiUv6/MHDnqW0iYtoso6jOAJAj1vH492p4crXMBIgUF9j8+UKaiiCHjDQQmUBg6qAKUCBaLKDSJqTf//rRG699VZOO+20Op09Tqp55dkM88yssnIXdiIJuxyNYtddVA/+dfXbb78xbtw4unTpwrBhw2jTpg1Lly6VAap0VPjuu+/4/vvvK11O4vvvv2f+/Pm8/fbb5Obm8thjjx1WgLo/H3/8Maeddhqr+ZXiyG6s3HzATlh29tlnYxgGs2fPrtQ+DkZJS8FK8hJomkCggcLO3b+xdu1aFixYwKWXXlpl+5Wk2mjHjh1kZWXVdDfiQo6kSlIttnXrVjZu3MhJJ51U6baMBA3Do2A5NH767AGGDH2GjKBJON1JcSsNR4kgULyLwsm/YUaPQy8CVBUzwYliqOhhE8upEU7T8as++g0YSO9ju/HBBx9Uum/S31v5OubNnUtplhWyy124XfYIqlAwjDA7g2s54YQTsCyLVatWkZGRQY8ePVi/fj3Lly9HlJWnufDCC5kwYQInnXRSnZ7mJEl7uuyyy0hNTeWZZ5454HMsy2LChAksXLiQHTt2sH79elq2bMmxxx5LdnY2hYWFLF26lP79+zNixIhYBtDKSk9P57PPPmPgwIEsWTSHAfowFixYwE033cSyZcsAaNiwYVz2tT/C54d6qRS11ohqUXw/zeOySy6RF0/rir/xmtR4sSyLxx9/nBdeeAG/3w9AUlISd911Fw888EDc3uvVTQapklSL/fe//8Xj8XDyySdXuq2cXipq1K6L2m30eDz1HCRvNvBkBdBLXSimYFB3g/HTf+ZPZQ1pyS1JIY36zXqj50RB1zBTPFiFRawPfUJGShJff/01aWlpcThSSYLgilWsaZBCK39zNKGx1VhNTloJpYVbMS2Ds9PPIjk5mWHDhlFQUMCiRYto27YtJ510Ej6fj9dee22vdP6SdLSIRCIoikJ2dvY+azyFEMyaNYuXXnqJb775hgEDBtCoUSP69+/Pxo0b+eGHH2jatCmNGjWiU6dOPPjgg3E/aXW73TzzzDOcfPLJ+OvpnHHGGbRq1YpTTjmFX3/9Fb/fT1ZWFk2aNInrfk9PHIGiaQhdJWG3YNfuH1F9fh544IG47qcqLV68mN9++40rrriC5OTkmu6OVAc98MADvPXWWzz99NMMGDAAIQS//PILDz/8MKFQiCeeeKKmu3hEZJAqSbWUZVm8+eabXHLJJZWejtXqpRcQGRZasYZwgFWoYDohkuzAVWjhzA1gpLrp2bMnAEUil6gRYHNpKYmBhThdSeiaC09+GttKFpPocPLmf/9Lenp6PA5VkvD5fNxyyy18+OGHZGur0cImliPCmQPOpG/fG7j88stp3rx5TXdTkmrEV199xXPPPcfll1/O+++/z7333ovb7cbhcPB///d/fPbZZ7jdbt5++22uueaaGuljmzZtcLlcLC+cQSgUYurUqZx33nmUlpby7rvv0qZNG/7v//4vvjsVfw2TqRGBb8mfDB8+nI4dO8Z3P1Xo2muvZenSpXz88cd89tlnJCYm1nSXqpVck1p57777Lm+++SbnnHNO7L7u3bvTpEkTbrnlljobpNbN8V9J+hv4/vvv2bx5MzfddFOl21IjCo58HUWAO0dBC4PTLxC6gpHowPI60EIGU59azWeffYaa4CUtLY3//ve/nHTGAAae3J12XTIpCK3kjptHsWnTJs4+++w4HKUk2ZKSkpgyZQrr1q3jgnOHctEV57FkyRKmT5/OvffeKwNU6W9t4MCBfP7550yfPp0FCxYwYMAAevXqRbdu3fjll1+YPn06gUCgxgJUgBYtWrBq1SrOPvts7rrrLm644QbWrVsXe3zu3Llx3d/QlOsAULweVH+IHEcWkbycWEmrumLUqFEA/PDDDzRs2JAxY8bUcI+kuqagoIAOHTrsc3+HDh0oKCiogR7FhyKEOOQ1Bp/PR0pKCsXFxXIqgiRVk8suu4zly5ezYsWKSq+t63bneIQCpgf0gH1l0VUk8OQYaFGLaKJOOEVFDwpchQb+wG7+/GU8//3vfxk+fHicjkiSJEmqrJKSEjZt2oRpmpSUlNC5c2cyMzNrulv7ePjhh5k3bx5nnXUWd95pZ5MfNWoUjz32GBkZGZVu/4zWYyAQAI8bK8HFXN9bdEhrxB9//BGXbPjVxTAMTjjhBBYsWEBq6+4UbVrKunXraNeu3SG3rcvn5+V973btk2jOyiUEOxgzEmLZpH/Vyb9RRfXr149+/foxYcKEve6//fbb+eOPP/jtt99qqGeVI6f7SlItVFJSwmeffcbDDz9c6QD1uCteIMECLSwobK8hFHCUguFWKGrrQOggFDtw1YMKWkTDsjQAli9fjmVZdXbRvSRJ0tEmKSmJ7t2713Q3Dunhhx8GIBQKEQgEWLJkCdOmTWPOnDksWLCg0gGDSPZCggu2ZbN8hIPII7m8NPXjOhWgAui6zqeffkrv3r3Ji+wE4LPPPpMjqlKFPfvss5x55pl899139O/fH0VRmD9/Ptu3b+frr7+u6e4dMXnmKUm10KeffkooFOLyyy+vVDunDH4ST56BO99AD5ikrTNxFwkMLxR1FBR3NShtKgg2FATrg78JBNNVErUMWrQYwtNPP83HH38cp6OSJEmS/m7cbjf/+te/+PDDD/nll1/YsGEDkyZNqnS7SjiK4g+iuF2U/raB+vXrM2DAgDj0uPo1atSIL774AldxCIC7776bTp068eWXX9Zwz6qBqIbbUW7w4MGsW7eO888/n6KiIgoKCrjgggtYu3ZtnS7DJoNUSaplfvzxR1544QUGDRpU6XV4iilQDIEatdBCJqZTwXTZSZPMJAMcFkKBDXePtj/IFQhlKBR0duEcYhdrr8CKAEmSJEk6pA4dOjB06FA+//zzyjdW5AN/ABSF6O4d9OnTB03TKt9uDenZs+deCW5Wr17N2WefTVFRUc11SqozGjduzBNPPMH06dP55JNPePzxx2ncuHFNd6tS5HRfSaplHn74YZYtW8Znn31W6bbUUBQlYmImOginOdEiAqfPQg8qGB4H0SSB06fQ49bxZBQLhAqRJAVCBpu+/C/HHHMMZ511VhyOSpIkSZJg0KBBPPTQQ6xbt45jjjnmiNo4Vb0YS1OImiGszASiKzaR2rlPnHta/UaOHMm///1vNm7cGLvvvffeY+TIkSiKwpQpUyguLuayyy6L1Zeu62R23/gIhUIsW7aMnJwcLMva67E9s/7WJTJIlaRaJjk5mTPPPDM+HyqmQFEEplNFC1ug2utbRVjgKNHQgwpqFNSovWZVNQRKFLYv/IpI8S7+O/NXEhISKt8PSZIkScIuuTJp0iROPPFEnnrqKc4888x9EikZhsG///1v/vOf/zB58mT69u0be2zhwoUszVxDbt5KuwRNLjRp0oQbbrihug8l7pxOJyeeeCJZSpBOJ/yTzV/8h1tvvZVHHnmE1NTUWLbkzZs3M378+BrurVRbzJw5k6uvvpq8vLx9HlMUBdM0a6BXlSen+0pSLZORkcGuXbvi0pZimghFQQtbOEqiKFELV34EV6FBYrZF4k6Bu0DgLDIIl+Sxfc13LPnyaXau/5HHH3+c3r17x6UfkiRJkgSQmZnJDz/8QPv27RkxYgT169enZcuWXHrppUydOpXt27dz9tlnM2bMGNauXcubb75Jfn4+QgjGjRtH7z59SE4O8u8XX+Tzzz/nu+++Y/Xq1QwZMqSmDy0uSkpK0EpcJORDl+NvpMfLVxDu0ZXd7lQ6d7gEIFbT/KhQS9ekvvLKK7Rq1Qq3202vXr34+eefD/jcefPmMWDAADIyMvB4PHTo0KFaLyLcdtttXHzxxWRnZ2NZ1l63uhqgghxJlaRa57jjjuPdd9+lsLCQtLS0I27n9B4PgcuB6dVRoxZqMMLu0o1sWv8NTmciuuYibJYSCRYTCfoQwkTVnXj7d2bmox8zePDgOB6VJEmSJNkaNmzIDz/8QHZ2NjNnzmT16tXMmTOHq666CoCUlBQ++OAD3nvvPaZMmcKHH35Ir169+OGHH7j33nt54okn6vT60/2xLIupU6cya9YsUjK7YjkUVENQZPSkeTtBYs42VrdYg7Ze45RTTqnp7h7Vpk2bxj//+U9eeeUVBgwYwOuvv84ZZ5zBqlWr9psrJCEhgdtuu41u3bqRkJDAvHnzGDlyJAkJCXGpdX8oOTk5jB49mgYNGlT5vqqTDFIlqZbp378/lmUxf/58zjzzzCNuRw2EwVeC0+EAlxNCYVRHCYGSXfQZPBiXy0WDBg1o2rQpTZo0oXnz5gwZMoSkpKQ4Ho0kSZIk7V+jRo249tprY79v376d2bNnM3DgQNq1a8ell15KTk4OjzzyCJ9//jkfffQRF110UQ32uOp89NFHjBgxgpQGx9Cs+SBUQ6AFLdJW6GycN5XiNYsBuP7662nUqFEN9zZ+FCFQqjBB45G0PW7cOK6//vrYFPIXX3yRWbNm8eqrr/LUU0/t8/wePXrQo0eP2O8tW7bkk08+4eeff66WIPWiiy5i7ty5tGnTpsr3VZ1kkCpJtcyzzz5LWloavXr1OuI2zuh4P5hmLDhFU7Hqp+Kw7PT2zz33HH361P0kE5IkSdLRo1mzZlx33XV73Ve/fn0mTpzIxIkTa6hX1aN8ZNifv40d676n9TFn4ggIwskOitcv44YbbuDqq6+u1LnB35nP59vrd5fLhcvl2ud5kUiEhQsXct999+11/2mnncb8+fMrtK/Fixczf/58Hn/88SPv8GF4+eWXufjii/n555/p2rUrDodjr8f/8Y9/VEs/4k0GqZJUi5SWlvLee+/xwgsv0LBhw0q1JRI9YJoolgDTQi0oocTYjMPh2OuKnyRJkiRJNWPnzp34/X4uuugiNmzYwLvvvstTTz2FS0+kZcuTiCxcDqbJkCFD6nTNy5rWrFmzvX5/6KGHePjhh/d5Xl5eHqZp7jN1tkGDBofMF9K0aVNyc3MxDIOHH3642pJ5vffee8yaNQuPx8PcuXNRFCX2mKIoMkiVJKnyVqxYgWVZlfoiGtrtQRRLsLNkDUW+zTT0tiNNqU+YAKVWCdFolNWrV9O1a9c49lySJEmS4mfKlCk8/PDDdOjQgfPOO48zzjiDlStXMnfuXAKBAGlpaTz44IPoet09lZ00aRLXXXcdmqaxZcsW/vjjD+666y6mTJlCrrmdhmYJhau/5JxzzmH48OE13d2qUYnkRhVuH3sqeXJycuzu/Y2i7mnPQA/smvH/e9//+vnnn/H7/fz222/cd999tG3blssvv/zI+n0YHnzwQR599FHuu+8+VPXoyYlbd9/ZknQUWrp0Kaqq0qlTp0q1UxLKZfm2j6hXrx5/bPsTUACBqqqMGjXqiGvTSZIkSVJ1+PXXX9m0aRMtWrTg5ptvjtV+1FMT0EI64VAxF1xwAd26davhnh6ZrKwsrrvuOlLT21BUsDE20nfCCSewZcsW0q46nxVfvY/XqfPmm28eMkCSDi45OXmvIPVAMjMz0TRtn1HTnJycQyYmatWqFQBdu3Zl9+7dPPzww9USpEYiES699NKjKkAFWYJGkmqVpUuX0r59ezwezxG3YXmdiBS7tun777/PTz/9xPPPP8c333zDli1beOWVVw55BVGSJEmSatLFF18MwIUXXsiOHTvo3OkyBrQfxUnN76RP+nkAFBcX12APj5zf7+fiiy/G5XLRudPltOl2Hg1a9iWpZ2u2bdsGQOGUT0l0R/jggw+oV69eDfe46iii6m+Hw+l00qtXL2bPnr3X/bNnz+b444+vcDtCCMLh8OHt/AiNGDGCadOmVcu+qpMcSZWkWuTPP/+ksLCQxo0bc/755/Poo4/uU+T8YM5oeAuappEYDaMpOrfffjsOh4Ps7GxWrVpFZmZmFfZekiRJkuLjxBNPZOTIkdx///28O68Ux+C+JP6Yh1JYgj+SB0A0Gq3hXh6ZRx99lAUL/qRr3xuItkyj7aJO5HvTWbjsXa6/7XZuuOEG5s+fz5VXXlmpi9bSkRk9ejRXXXUVvXv3pn///rzxxhts27aNm2++GYD777+frKwsJk+eDMDEiRNp3rw5HTp0AOy6qc8//zy33357tfTXNE2effZZZs2aRbdu3fZJnDRu3Lhq6Ue8ySBVkmqJYDDIokWLMAwDp9PJK6+8wuDBg7nkkksq3IYIR8CyUIDentNZuf1H/H4/AJMnT2b06NFV1HtJkiRJiq8rr7yS119/nYLIdlpdoqPMcRNQSllR8B2nnHIKgwYNqukuHraJEyfy3AvP06zz6STXb4VjRxh/NI9FO99j0IATeOaZZ3A6nXTu3Lmmu1o9qmlN6uG49NJLyc/P59FHHyU7O5suXbrw9ddf06JFCwCys7NjI95g17i9//772bx5M7qu06ZNG55++mlGjhwZr6M4qOXLl8cSYq5YsWKvx+ryNHFFiEMXEPL5fKSkpFBcXFyh+dySJB2++fPnM2DAAMBeE5GXl8eOHTto0qRJhbYfmn6j/YNpYlkm66OL2RJezrHHHstll13GyJEjSU1NraLeS5IkSVJ8RaNRevfuzYaiHWxcsJKzho5l0fK3EZbJc889x5gxY2q6ixW2fv16/vnPf/L111/TtPkJtG13Bo5Sk4Jdq1m881O6dmzPjz/+SEpKSoXbrMvn5+V97zH8CTSnu8r2Y0ZCLH7vgTr5N/q7kyOpklRLtGnThgsuuIAlS5bgdDrJyMiocIAKICIRFFUFp4Ps8Ca2RFbw/PPPM3r06Dp9JU2SJEn6e3I4HEybNo3evXvTqFEjAHr27Mmpp55aJ7LdCiFYsWIFr776Km+88QbOel4697iKJlobyA2SF9zCoi3vA/DBBx8cVoB6tDiSdaOH275UN8kgVZJqiZUrV/Ljjz8ycOBAfv/9d84999wKb3t64ggUp9P+xRL4Ijl07NCBu+66q4p6K0mSJElVr0OHDixZsoSlS5fG6okmJCTUdLcOadmyZQwfPpyVK1eSkZFBm4Yn0bhFf9xbC9neJ8D6398isjM/9vzqSrIjSXWFzO4rSbXEV199hRCCnJwcsrOzDytIVRwOEIKg6cMfzqVI5P191rNIkiRJR7W2bdty4YUXMmLEiFofoAoheP311+nbty+6rjNr1ix27NhB66ReuHcHwOuhq3sbjRyJ/Pzzz1iWhRCC7t2713TXa4aohptUJ8mRVEmqJRYsWMCpp57KBx98QDQa3Sc728GElRBr/L+yK7opdt+NN95YFd2UJEmSJOkAxo4dy+OPP87NN9/M+PHjcbvdnNb/MVRdBYeLQr2Qbz/8kAkTJnDCCSfUdHclqdaSQaok1QLbtm1j4cKFXHjhhQCHFaAObXgL8xPnkqyFeePJN+jSpQuJiYl07dq1qrorSZIkSdL/mD17No8//jhPPvkk999/PwCn9X0UAKHrGBE/q7d9QceOHbnppptqsqu1hlyTKh2IDFIlqYb9+eefnH322TRs2PCwys2AXRe1OLqbyO4sxk+ZwpVXXllFvZQkSZIk6WA2bNgAwLvvvsuXX37JzsIUGqZ1RjMUdhUsZmvBzzgtjddee++wLkZL0t+RDFIlqQYJIRg2bBi5ubl06tSJxx57jDFjxtC2bduKbR+J4hAOWrVqxciRI8nJyWHYsGG0a9cOTdOquPeSJEmSJJW79tprCQaDbN++naysLP788zO2RL4B7BlSN48cyQMPPEDDhg1ruKe1SC2skyrVDrJOqiTVsPnz5/Pqq68ydepUVFVlxowZnH322Qfd5oyGt4DDAYYBlkU06Gdt+E92RNYAdpKJ9evXV0f3JUmSJEnaj127drFixQoikQhdu3alWbNmcW2/Lp+fl/e91yVVXyd14YeyTmpdJEdSJamGNWrUiI8//phOnToxadIk+vbtW7ENIxGwBKgKuuaic9JA2lq9mO+dKa/SSpIkSVINa9iwofw+rgC5blTaHxmkSlINe/LJJ0lKSmLBggUkJiZWbCPTQgir7GcwzDDbQmvYHllNpLCUu1+5u+o6LEnS39KOHTvweDxkZGTUdFckSZKko5yskypJNWzGjBlcf/31FQ5Qz2h0K6gKAIqigqqyLPQTG6JLGH7NpSxatIhzzjmnKrssSdLfzH//+1+aNWtGgwYNGDBgAMOHD2fVqlU13S1Jkuo6Iar+JtVJciRVkmpYSkoKpmlW6LlntLwTNA00DcUSoGvsjmwiN7qN6dOnc8EFF1RxbyVJ+jv66quvAGjZsiXz589n/vz59OvXj06dOtVwzyRJkqSjkQxSJamGNWjQgJycnAo9V6QkokQMKCklT+xic9Fi8kPbOP/882WAKklSlWndujUAmzZtwuv10r17d6677roa7pUkSZJ0tJLTfSWphrVp04ZZs2axdevWgz5vaNcHwLJAUchRsvmz8HPadm/Em2++yX//+99q6q0kSX9Hjz32GKFQCNM0KS0tZf78+SQlJdV0tyRJquMUUfU3qW6SQaok1bDnnnsOv9/Pfffdd8DnnNb/MYz0BITbCUCxJ4Ai7Cl4119/PR6P54j2vXDhQm666SYuvfRSnnnmGbp3707Hjh158803sSzriNqUJOnooygKLpcLRVFquiuSJEnS34Cc7itJNSwUCuH3+xkwYMABn2N6dEynSjjdiWp4SbisDcrVCg899BDjx4/H4XAc9n7PPvtsvvzyy9jvH374YeznG2+8kS5dunDccccddruSJEmSJEkVIspuVdm+VCfJIFWSaljTpk055ZRTmDhxIuvWrePaa6+lR48escc73zue1Awnqi9E3s41ZG/5heKvNoAQTJw4kfXr1zNr1qzD3u+mTZsAUFWV+vXrs2vXLhRFoV27dlx22WX069cvbscoSZIkSZIkSRUlg1RJqmGapvHFF18wZMgQXnrpJV566SXat2/Pc889x/v1PuPYCxRWvNKSVV8+gxEqASAxMRFVVfH5fHTt2vWI9rt48WK++eYb+vXrR3JyMuvWraNdu3YkJCTE8/AkSZIkSZL2S7HsW1W2L9VNMkiVpFrA7XZz5ZVXsmDBAgDWrl3LOeecg+51kNYunZBwYYRK0DSNGTNm8OgHa4gmKuz89kNeGD+e4447jvPPPx9N0yq8T6fTybnnnhv7/dhjj433YUmSJEmSJEnSYZOJkySplrjtttsoKCjYq6yDEYiSu3Q3Jcu2ATBu3DimZHxJYRcNoas0G3ARqQ3bc/HFF9O8eXPGjBnDRx99xKJFi/D5fDV1KJIkSZIkSYcmquEm1UmKEOKQ/30+n4+UlBSKi4tJTk6ujn5J0t/aokWLePXVV3nvvfcIBAIAtB7WFl/zXjgapnLiKRH8wsuKBa0xMiKE561n91tv79NO+RReSZIkSZKOLnX5/Ly8733Oexzd4a6y/RjREH/MeLBO/o3+7uR0X0mqhXr27Ml//vMfxo0bxxdffMG0adOYO3cuPt80AD4e5ySzYybRxFR6aE356aefSEhIoLS0NNbG4MGDad26dU0dgiRJkiRJ0kFVdS1TWSe17pJBqiTVYklJSQwfPpzhw4cD4Pf7Wb16NZ9//jmrVq0iNzcXLVHjiSee4LLLLsPv9xMIBEhOTqZVq1aypqEkSZIkSZJU58ggVZLqkMTERPr06UOfPn1quiuSJEmSJEmVI4R9q8r2pTpJJk6SJEmSJEmSJEmSag05kipJkiRJkiRJUrWTa1KlA5EjqZIkSZIkSZIkSVKtIUdSJUmSJEmSJEmqflVdy1SOpNZZciRVkiRJkiRJkiRJqjXkSKokSZIkSZIkSdVOrkmVDkSOpEqSJEmSJEmSJEm1hhxJlSRJkiRJkiSp+sk6qdIByJFUSfqbE0Kwa9cuZsyYwfXXX0///v2pX78+ffv2Zdu2bTXdPUmSJEmSJOlvRo6kStLfgBCCjRs3kpOTQ3FxMW+99RbTp08/6Da5ubls27aN5s2bV1MvJUmSJEmSJEkGqZJ0VFuyZAnPP/883377Lbm5uQd9blpaGj169GDAgAF06dKFwYMH06BBg2rqqSRJUt2Uk5NDSkoKLperprtSo3bs2MH8+fMZMGAATZo0qenuSHWETJwkHYgMUiXpKLJ582a++uor5s6dy4IFC9ixYwft2rXjvPPOo3HjxjzyyCMAfPnll5xwwgmkpKTUcI8lSdqf7Oxsli9fztq1a9myZQu7du0iNzeX4uJiSktL0XUdr9dLcnIy6enpdOrUifPPP5/OnTvXdNdrxPz58/F6vRx77LFVvq9wOMzixYv56quvmD59OqtXrwagdevW9OnTh1NPPZVTTz21wrNQotEoq1ev5tdffyU7O5toNEpRURHr168nISGBDh06cNZZZ9G3b18cDsdh91cIQSAQIBAIkJSUhNvt3udxUbZuT1X3XQUWDofJz8+nqKiISCSCYRix7UpLS/H5fPj9fl599VXmzZuHw+Hgww8/5LzzzjvsvkqSJJVThDj0imKfz0dKSgrFxcUkJydXR78kSaqgoqIiJkyYwLRp01i1ahVOp5NevXoRiUTIyckBYPv27Xtts3z5crp06VIT3ZUkaQ/5+fn8/vvvbNiwAUVR8Pv9zJ8/ny+++AIAp9NJ8+bNadKkCfXq1SM1NRWv14tpmrEAITc3l3nz5iGE4JJLLqFPnz706dOHjIwMkpOTadSo0QGDGyEERUVFpKamoihKdR76AZmmydatW9m2bVsssNI0DZ/PR3FxMUVFRUSjUVwuF4FAgLlz5zJjxgwATjvtNAYPHkyTJk1ITEzE4XBQVFREMBjE6/Xi8XjQNA3TNCksLETTNJKTk2ndujVut5u8vDyi0SgApaWl5OXloSgK6enp7N69m2+++YZvvvmGcDhMamoq5557LmeccQalpaUsX76cX3/9ld9//x0hBK1bt6Z///4kJiaiaRqKomAYRuw4CgsLKSgoYPPmzUQiETRNo0GDBjgcDpKTk2nXrh1+v5+lS5eye/duvF4v9evXJxqNkpCQwLHHHkvr1q1p1qwZ9erVIyEhAY/HQyQSwe/3s3LlSn777TfmzZtHSUlJ7O+bkJBAcnIyCQkJFBcXk5eXFwtSExISSE1NJTk5GUVRyMrKori4uEL/b4mJifz73/9m+vTpfP311/To0YP27duTnJxMOBwmEolgWRZCCKLRKMFgENM0Aft1aFkWpmmiaRq6ruNwOPB4PCQkJNCpUycuueQSWrZsGb8X2lGgLp+fl/e9/9BH0R3uQ29whIxoiF9njq2Tf6O/OxmkSlIdd/PNN/P6669z6aWXcvHFF9OpUye6d+9ONBqlWbNmDBs2jFNOOYW0tDQyMzPp0KHD335amiRVpfLALzc3l6ysLDZu3MiGDRtiN5/PR2pqKoWFhWzZsgUg9p50u920a9eOyy+/nHPPPZeWLVuiadoh91lQUMCTTz7JH3/8wZ9//kkgEIg95na7OfbYY+ncuTONGzfG7XZTVFTExo0b+eWXX9i9ezcul4vGjRuTlpZGamoqqamppKSkkJCQgNvtRlEUUlNTueWWW0hNTY3b32nTpk1s2LCBLVu2sG3bNhYvXsycOXMIhUIH3E5VVRwOB+FwGKfTSbdu3bjlllvwer28+OKLrFu3joKCgr22URSFCpzuHJSmafTt25cLLriAwYMHc+yxx+43+C8oKODHH39kzpw5/Pnnn0QikVgwpqoqycnJpKSkkJaWRlpaGq1bt6Zr16707t2bhISEfdozTZM///yTn3/+mcLCQnRdp6ioiKVLl7J161aysrJigfWe0tLS6Nu3L4MGDaJVq1Z4PB58Ph95eXmUlJRQWlpKSkoKmZmZOBwOTNOkpKSE4uJiSkpKME2Txo0b06BBg9gFEqfTia7rsQsa5QFvUlISHo8n9neeMWMGn376Kdu3b6ekpASXy4XD4UDXdVRVRdd1PB4Puv7XhD5VVVFVFcuyMAyDSCRCMBjE5/OxYMECAMaMGUOzZs1o2rRp7N+MjAycTmel/m/rqrp8fi6DVOlQZJAqSbVcNBrl66+/ZsWKFeTn59O5c2cuvvhikpOTWblyJVdffTWLFi3ixx9/ZNCgQSxYsIDjjjsOgBNPPJF27drRpUsX+vXrR58+fWrNaIkk1QZZWVm8/PLLfPrpp+Tm5pKRkUHHjh05++yzadWqFZqmEQqFaNasGR07doxNhxRCMHv2bNasWcPOnTtZt24da9euJScnh8LCwlhQAnaA1Lx5c9q2bUu7du1ITU2luLgYr9dL79696dOnD61bt47bezMajbJu3Tp8Ph8+n4/Vq1ezaNEiVq5cSW5uLsFgkKSkJFq1akW/fv3o1q0bOTk5sVGzoqIiiouLKS4uJhAIEAwGAXvNYVJSEm+//TbDhg074v7t3r2bCRMmMGnSJLKzswE7AGzSpAnt2rXj9NNPp1u3brRs2ZKEhAT8fj+macaCu6SkpFgwJITY7xTVUChEaWkphmHE1ouWBz2maaKqKikpKbELChs2bMAwDDIzM/e6YJCRkRF7jsfjISkp6YiPu6pYlhULOgOBAC6XC6/XS3p6+lHzeT9lyhTefPNNsrKy2LFjB+FweK/HvV4vaWlppKSkkJycTFpaWmwmgaqqBINBFixYgKZptG/fnu7du9OtWzdat25Nw4YN8Xq9uFyuOvf3qsvn5+V9P/70qg9S58+SQWpdJINUSarlunXrxvLly8nMzCQ1NZWNGzfStGlTrrvuOh555BG8Xi+PPfYYd955Z+wLduvWrUybNi02jXD16tVEIhGOO+44Jk2aRIcOHWr4qKS6JBQKsWvXLrZs2cK8efMIBAK0bt06Nq3w2GOPZfDgwbGTe8uyWLBgAWvXrmX79u0YhoHD4SAlJYW+ffuycuVKduzYQUlJCYFAAMMwME0TRVHQNA2Px0NiYiJerxen00l6ejqnnXZaLBmLEALTNDEMA8uyYveV3x8MBikqKsLn81FSUkJubi4bNmxg+/btsSCytLSUnTt3snPnTlJSUrjkkkto1aoVBQUFzJkzh0WLFu0z8paSkkLHjh0B+z2WnZ2N2+2mYcOGtGvXjvbt29OoUaPYrIV69erRqFEjWrZsWWdnL0QiEb799lsWLFjA3LlzmTdvHhdeeCEff/zxfp+/dOlS3nnnndhUXcMwCIfDsRG6/Px8fD4fbrebkSNHcvrpp9OxY0eaNm2616iaJB2IEIL8/Hy2b9/Ojh07KCgooLCwkMLCQoqLi/H5fBQWFpKfn09JSUnsQkavXr1QVZU1a9awZMkSfD7fXu2qqkpCQgKJiYl07dqVk08+mUaNGtGsWTN69OhRK3M41OXzcxmkSocivxEkqZbIz89n7dq17Nixg9zcXIQQKIrCypUruf3225kwYQIAmzZt4p577oklQUpNTaV+/fpYlhWbFtiiRQvuueeeWNuRSIQ5c+Zw22230bFjR0444QRee+21v22SldpOCMGGDRtYu3Yt0WgUh8NBgwYN6NmzJ5qmsWzZMiZPnkxxcXFsbVr37t1xOBwYhhEbBSstLaW0tJRIJBJb3zVkyBDC4TCbN29m9+7d5Ofnx07sSkpKYuvlsrOzyc7OpqCggEgkEutbcnIyycnJ7NixA13Xcbvd+P1+vF4vPXr0wO/3s3Pnzlg26fr16+N0OolGoxQWFhKJRFAUhQYNGpCUlITX68XhcKBpWizIDIVC+P3+WN/9fj+WZdGwYUOEEBQUFOx3euPBZGZm0rx5cxo0aBBbr3j66afTuXNnhg0bts8JaDgcZvv27QghcLvdrF+/ngULFrBmzRpUVeWUU07hpJNOYsiQIXVu9OVwvP766/zjH/+I/d6mTRueeuqp2O+WZTF37ly+//575s+fz9y5c2ncuDFdu3YlISEBXddxOp2x1016ejqNGjVi2LBhpKen18QhSXWcoihkZmaSmZlJjx49jqgNy7LIyspiy5Yt5OTkEAwGY5+XPp+POXPm8MQTT+wVyJZfKPZ6vbGLYg6HA6fTiaIosQtmLpcLl8tFYmLiXq/5hg0bxi5ctW/fHo/HE5e/R51nCftWle1LdZIcSZVqrby8vNiamUsuuYTZs2cf8LmKopCUlEQwGCQajdKuXTs++OADevbseVj7tCyLtWvX0rRp02qd1nXXXXcxbty4Az4+ZcoUUlNTyc/Pp7CwEL/fz4wZM1i4cCEdOnRgzZo1XHDBBYesfRoMBpk+fTr3338/GRkZ/PDDD/JEsYZFo1Fyc3PZunUrGzduZNGiRXz55ZesX79+n+eWr+WKRCIkJCTQuXNniouLWbt27UH3oet6LCPn/3K5XKSlpZGUlERSUlIsmGjUqBGNGjUiIyMjdiGkWbNmtGvXDl3XiUajsZGvFStWMHPmTJYsWRJb43bqqafSp0+fvTKJFhUVsWbNGrp06UJiYmKF/0YFBQX88MMPLFu2LDay6vV6Y+vbyoPE8jVtbrc7lvwlKSmJ9PT0uK2j/LtZuXLlXknWrrrqKtq3bx9LuPPjjz+yadMm6tevT//+/TnnnHO4+uqr5aiodFQIBAJs3ryZhQsXsmPHjtjFv/LPnfKZAuWjtUIIwuFwbLq5z+cjPz+f7OzsfRJQTZ8+nQsuuKBS/avL5+exkdRTH6n6kdTZD9XJv9HfnQxSj1JFRUWkpaUB0LJlS1q3bk3Lli1p0aIFvXr14swzzwTgxRdfZOrUqXTv3j2WNCMpKYn8/HyWLl2Kruu88soruN1uDMOIJdAAe7TH5/OxdetWcnJyaNOmDS1btozbqEJaWhpFRUVHvH3Tpk256667KC0tjY0Q+f3+WCp+l8tFgwYNSEhIIBKJEAgE+O6779i2bRuqqtKmTRvS09NJTk6Oje44nU66dOlCo0aN0HUdTdNwu914vV4SExNJTU0lMTGRTZs2MXfuXHbt2sUxxxxDgwYNCIfDhMNh3G439erVo3nz5rFpt1999RW33357rO9er3evxCd7Kj8RL/+5fJTroosu4qOPPqrQ32b27NmcdtppNG3alIULF1K/fv0j/jtLFVNUVMQjjzzChg0byMvLIz8/n7y8PAoLC/d6XqtWrRg4cCCXXXYZXbt2xePxEI1G2bhxI8uXL4+tdRw+fHjsPb5x48ZYxlNd12PrshITE/F4PLGTp8LCQr777jvS09Np1apVbC3W0TwSKFWOz+fj/PPPZ86cObRq1YpwOEw0GiU5OZnU1FR69+7N8OHDOeGEE+TrSJL2sGvXLjZs2IDf78fn8/HVV18xefLk2OOrVq2KLR84UnX5/DwWpJ5SDUHqdzJIrYtkkFoJkUiE/Px8/H4/kUiENm3a4HK5YlfQioqKyMvLw+fzxdKum6ZJJBIhHA5TWloaS1JRnoq+oKAgtpaqfG1W+UlqMBgkHA7HppF4vV7ADhYNwyAYDBIMBmPTRJcuXXrAvvfr14+MjAzmz59/yEDQ4XDEptaVryszTROfz7dXchCw68QNGDAAl8vFzp07sSyLpk2b0qRJk1iWSK/XG5uqUz7CYxgGpaWl+P1+gsEgqqry2WefHXRkcMSIEbRv3568vDyysrJYtmwZ69evj40YKYqC1+uN1RIsHykqL0MQCoXIycmhtLQUl8sVK91y3nnnkZWVxapVq2L/F+XTGktLS1m2bNn/t3e3MVKVZx/Ar9llh6W4LMu+tspbgBJdkqqQtki1faJiTKStTVMSEm0TTLUhMdR+ojaW+KGmMRr5AmrStOWDljax6RcSw/PUxhcaTLAkNG2gTSqr61LYxeV9X+c8H/Acd11WeTvDzPL7JSfsjjP3nB1nduee/33dV/T29sbo6Gg2eT3f0sMlS5bE4sWL4+DBg9HX15ctATp79mz09fVlS4POp6GhIdra2mLGjBlRX1+fPQ8aGhriuuuuy+pmWltbo729PW6++eZYtmzZuDeJg4ODcfTo0Th48GD89a9/jb///e/ZBP1f//pXHDp0KCLONaJvbW391OcAF2d0dDR7/ff29kZXV1esW7du3HV+8pOfREtLS7S1tUVbW1vMmzcv5s+fX5F1TwBMdObMmfj3v/8d+/fvj7feeiv27NkT/f390d/fP2GH6QULFsS6devioYceioULF16R+6/m9+cmqXyWKbseJ02XrsS25EmSxMmTJ+PIkSPx3//+N06dOhWvvfZa/PKXvxx3vTTd+rTJxyc1NDREY2NjzJkzJ+bMmRNNTU1x/fXXZ+ldOvEsFotRX18f06dPj8HBwSwRLBQK2WYj6eSrUCjE0NBQ3HzzzVlt18DAQIyMjMTAwEDU1NRktV2rVq3KxhrboLu+vj7mzZsXnZ2d0dzcnI0kWKgAAA8YSURBVPV5SyfVaR+3pqammDdvXrS0tMSBAwdi586d8c4772Rb1xcKhazp+dmzZ2NgYOBTWwtcjGKxGJs2bZpwefphQNqXrhzSrfs//PDDOHnyZMybN+9Tlxfu378/3n333Th48GC2hLNYLMbs2bOzxztNTNP+caVSKY4ePRoHDhzIPvzo7u6OEydOxK9+9atxKfGxY8fG9cVraGiIW2+9NRoaGqKpqSm++93vxsqVK+POO++8ppdBlkqlOHz4cHR3d2c7Y545cyZ7nqbP2fTxHx0dzZZypa+tNKX/8MMPo7+/P2t6/8nP/9LWChERr776aqxevfpq/MgAXKY9e/bET3/60/jLX/6S/V5ftGhRfOMb34iWlpZobGyMxYsXR2dnZzQ0NMTMmTOjqanJaoPzKEREIceyUY949Zqyk9RFixbF+++/HxHntrafM2dOVgM1PDycNZauq6uLJUuWxJw5c2J4eDirLzh16lScOnUqm5RNVs/V0dERv/vd76KmpiYOHDgQo6OjMXPmzKwhdktLS8yaNSubMNXU1GSJWn19/QX1v6sWS5Ysifvuu+8zrzcyMpItdSyVSjFt2rSYNm1alg7W19eP270znSycOXMmS1s///nPxxe/+MXzjl8oFMpeD1VbW5v1Fvw0p0+fjt/+9rexYcOGS76v6667Ltt0Jv2Q4/rrrx+XEjc1NUVbW1u0trbG/PnzY+nSpWV/rh0/fjz++c9/Rnd3d5w8eTLbmGJgYCBrkfC5z30u20hi4cKFl1Ufe+bMmXjrrbfi6NGj2es3nXSmG2KkqxXSo7e3d0Irg7Hq6+uz12n6+k0vS1c0pP8PFixYELNnz84+cEpXCzQ3N8cNN9wgIQWYIh599NF4++23Y9q0afHjH/84vvzlL0dra2vU1dVFU1NT3HTTTSakcJmm7CR1/fr12e6no6OjcfTo0Wy3yU/q7e39zPGamppi0aJFsXjx4mhtbY1SqRRr1qyJu+++O0tQb7/99iv3A0xh06ZNi/b29mhvb7+g60+l5Rlf//rXY+/evZ95vR/+8IexZs2abDI3c+bMqKuri9mzZ2cJ9dUyOjoau3fvztLENFk8duxYfPDBB1lPxvRDolT6YURNTc2k9bb33HNP7Ny587x9Dz/Ld77znXj11Vcv+nbt7e1x//33x49+9KNoaWnJllZXY888AK6MJEni0KFD8cc//jHeeeedOHToULaq5u23346Icx+6P/PMMxNue//998crr7xS7lOuTkly7shzfKrSlK5JPXv2bHR1dcW3vvWtz9z98lKN3eESPsvTTz8dzz//fAwMDMQHH3xwUbdNk7t0M5z0KBaLUVtbm23klH5dLBaz7fHTI61vTdPAsd83NzdHW1tbfOELX4gkSbIkMp2Mpsf27dvj97//fS6PT01NTfz85z+P3t7eOHbsWLYEN619Tn9dpUn78PBwDA0NxdDQUOzfv/+y7vvRRx+NLVu2XPbPAEB1+/Of/xx33nnnpP893aCuubk5SqVSzJw5M1sddObMmfjZz34Wq1atyv4G51V+VK3vzyM+PvdVd26OadNyrEkdGYi3/m9zVT5G17qLml3dd999kSRJ9ua3rq4uBgcHs3rGsW94BwYGsqV2Y+u50q9LpVLU1dVlt/nkEtjJjjSNSd+Qp0vw0mPs94VCIdvcJi91dXXnvXz27Nnx5ptvxty5c3O7b6rPww8/HA8//HBEfFzr3N/fHydPnoyRkZEYHh7OJl9pQpnWJacTttOnT2e1kmfPno2hoaHseZ5uzJW24kkncem/g4OD2W3Try/gc6pJpa+3sa/PsV+nNdPp63HsztDpv2nN7cjISIyOjsazzz4bHR0d0dzcnKXIYz8IGttuJJ1819XVxR133JFtgJX+fhp7PrW1tdnl6fnNmDEjkiSJ/v7++OY3vzmhuTsA154bbrghVqxYEcePH4+lS5fG2bNn4/3338/2gxgeHo6+vr7o6+s77+3TDgqptEyntrZ23N/M2traKBaL0dDQkPW5Tt8vp8fY977p37X079hUUEhyrkkVpFatC5qkFovF6OjoiDfeeCPv85ky+vv7x/WWg6koTTSv9AdBn+wnVw6PPPJI2e8TgMp2vp7VFyvdJyEPHR0dV2STUMbbunVrPP3009HT0xOdnZ3x3HPPTVrW98orr8S2bdti3759MTg4GJ2dnbF58+a45557ynzWU8sFTVLr6+vjP//5T7ZjLgAAcHWlpTxVK/noyHP8i7Rjx47YuHFjbN26NVatWhUvvPBC3HvvvfGPf/wj5s2bN+H6r7/+etx9993xi1/8ImbPnh2//vWvY82aNbFnz5645ZZbrsAPcW26oJpUAACAKyGtSf3a/+Rfk/rmaxdXk/qVr3wlbr311ti2bVt22Y033hjf/va346mnnrqgMTo7O2Pt2rXxxBNPXNJ5E3HxW2gCAABUiRMnTow7Jms/NzQ0FHv37p3Qy3z16tWxe/fuC7qvUqkUJ0+evKy2epikAgAAV0EhSXI/IiLmzp0bjY2N2TFZItrb2xujo6MT2iS2t7fH4cOHL+hneuaZZ+L06dPxve997/IenGuc3ikAAMCU9d57741b7jt9+vRPvf4nWwYlSXJBbYRefvnl2Lx5c/zpT3+Ktra2SztZIsIkFQAAuBpKHx15jh8Rs2bNuqCa1JaWlqitrZ2Qmh45cmRCuvpJO3bsiPXr18cf/vCHuOuuuy75lDnHcl8AAOCaVywWY/ny5bFr165xl+/atStuu+22SW/38ssvxw9+8IN46aWXJvTJ5dJIUgEAgLIbWzea1/gX67HHHosHHnggVqxYEStXrowXX3wxurq6sn7qmzZtiu7u7ti+fXtEnJugPvjgg7Fly5b46le/mqWwM2bMiMbGxiv3w1xjTFIBAAAiYu3atdHX1xdPPvlk9PT0xLJly2Lnzp0xf/78iIjo6emJrq6u7PovvPBCjIyMxIYNG2LDhg3Z5d///vfjN7/5TblPf8rQJxUAACibtE/qHV97Ivc+qa+/+eRF9UmlMqhJBQAAoGJY7gsAAJRfkpw78hyfqiRJBQAAoGJIUgEAgLIrJOeOPMenOklSAQAAqBiSVAAAoPzUpDIJSSoAAAAVQ5IKAACUXaF07shzfKqTJBUAAICKIUkFAADKT00qk5CkAgAAUDEkqQAAQPklHx15jk9VkqQCAABQMUxSAQAAqBiW+wIAAGVXSJIo5Li5UZ5jky9JKgAAABVDkgoAAJSfFjRMQpIKAABAxZCkAgAA5ZdERCnn8alKklQAAAAqhiQVAAAoO7v7MhlJKgAAABVDkgoAAJRfEjnv7pvf0ORLkgoAAEDFkKQCAADlp08qk5CkAgAAUDEkqQAAQPmVIqKQ8/hUJUkqAAAAFUOSCgAAlJ0+qUxGkgoAAEDFkKQCAADlZ3dfJiFJBQAAoGKYpAIAAFAxLPcFAADKz3JfJiFJBQAAoGJIUgEAgPKTpDIJSSoAAAAVQ5IKAACUXykiCjmPT1WSpAIAAFAxJKkAAEDZFZIkCjnWjeY5NvmSpAIAAFAxJKkAAED52d2XSUhSAQAAqBiSVAAAoPxKSUQhx7SzJEmtVpJUAAAAKoYkFQAAKD81qUxCkgoAAEDFkKQCAABXQc5JakhSq5UkFQAAgIphkgoAAJRfWpOa53EJtm7dGgsXLoz6+vpYvnx5vPHGG5Net6enJ9atWxdLly6Nmpqa2Lhx4yU+GIxlkgoAABARO3bsiI0bN8bjjz8ef/vb3+L222+Pe++9N7q6us57/cHBwWhtbY3HH388vvSlL5X5bKcuk1QAAKD8Skn+x0V69tlnY/369fHQQw/FjTfeGM8991zMnTs3tm3bdt7rL1iwILZs2RIPPvhgNDY2Xu4jwkdMUgEAgGve0NBQ7N27N1avXj3u8tWrV8fu3buv0lldm+zuCwAATFknTpwY9/306dNj+vTpE67X29sbo6Oj0d7ePu7y9vb2OHz4cK7nyHiSVAAAoPySUv5HRMydOzcaGxuz46mnnvrU0yoUCuNPM0kmXEa+JKkAAMCU9d5778WsWbOy78+XokZEtLS0RG1t7YTU9MiRIxPSVfIlSQUAAMqvTC1oZs2aNe6YbJJaLBZj+fLlsWvXrnGX79q1K2677bbcHw4+JkkFAACIiMceeyweeOCBWLFiRaxcuTJefPHF6OrqikceeSQiIjZt2hTd3d2xffv27Db79u2LiIhTp07F0aNHY9++fVEsFuOmm266Gj/ClGCSCgAAlF8piYiLbxNzceNfnLVr10ZfX188+eST0dPTE8uWLYudO3fG/PnzIyKip6dnQs/UW265Jft679698dJLL8X8+fPj3XffvazTv5YVkiTJ8ZkBAADwsRMnTkRjY2Pcdf0jMa3m/Etvr4SR0mD8b/fzcfz48XE1qVQ+SSoAAFB+Y+pGcxufqmTjJAAAACqGJBUAACi/JHJOUvMbmnxJUgEAAKgYklQAAKD81KQyCUkqAAAAFUOSCgAAlF+pFBGlnMenGklSAQAAqBiSVAAAoPzUpDIJSSoAAAAVQ5IKAACUnySVSUhSAQAAqBgmqQAAAFQMy30BAIDyKyURkeOS3JLlvtVKkgoAAEDFkKQCAABllySlSJJSruNTnSSpAAAAVAxJKgAAUH5Jkm/dqBY0VUuSCgAAQMWQpAIAAOWX5Ly7ryS1aklSAQAAqBiSVAAAoPxKpYhCjjvw2t23aklSAQAAqBiSVAAAoPzUpDIJSSoAAAAVQ5IKAACUXVIqRZJjTWqiJrVqSVIBAACoGJJUAACg/NSkMglJKgAAABVDkgoAAJRfKYkoSFKZSJIKAABAxZCkAgAA5ZckEZHjDryS1KolSQUAAKBimKQCAABQMSz3BQAAyi4pJZHkuHFSYrlv1ZKkAgAAUDEkqQAAQPklpch346QcxyZXklQAAAAqhiQVAAAoOzWpTEaSCgAAQMWQpAIAAOWnJpVJmKQCAABlNxLDETmuyB2J4fwGJ1cmqQAAQNkUi8Xo6OiINw/vzP2+Ojo6olgs5n4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    " ] @@ -1709,22 +2204,45 @@ "ax.set_title('Soil Moisture');" ] }, + { + "cell_type": "markdown", + "id": "31723e14-f98c-49e3-ac2b-912da23c3605", + "metadata": {}, + "source": [ + "## Appendix A: Why use CF conventions\n", + "\n", + ">The purpose of the CF conventions is to require conforming datasets to contain sufficient metadata that they are self-describing in the sense that each variable in the file has an associated description of what it represents, including physical units if appropriate, and that each value can be located in space (relative to earth-based coordinates) and time.\n", + ">\n", + ">An important benefit of a convention is that it enables software tools to display data and perform operations on specified subsets of the data with minimal user intervention. It is possible to provide the metadata describing how a field is located in time and space in many different ways that a human would immediately recognize as equivalent. The purpose in restricting how the metadata is represented is to make it practical to write software that allows a machine to parse that metadata and to automatically associate each data value with its location in time and space. It is equally important that the metadata be easy for human users to write and to understand.\n", + "\n" + ] + }, { "cell_type": "markdown", "id": "ae67f0aa-b858-4ee1-aa29-3961df9c54cc", - "metadata": { - "jp-MarkdownHeadingCollapsed": true - }, + "metadata": {}, "source": [ "## Extra Stuff to be refined" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 28, "id": "1d00eaa2-7b6e-477a-b71c-6d90d09aa0a2", "metadata": {}, - "outputs": [], + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'h5py' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[28], line 5\u001b[0m\n\u001b[1;32m 3\u001b[0m data_vars \u001b[38;5;241m=\u001b[39m {}\n\u001b[1;32m 4\u001b[0m dims \u001b[38;5;241m=\u001b[39m [\u001b[38;5;124m'\u001b[39m\u001b[38;5;124my\u001b[39m\u001b[38;5;124m'\u001b[39m, \u001b[38;5;124m'\u001b[39m\u001b[38;5;124mx\u001b[39m\u001b[38;5;124m'\u001b[39m]\n\u001b[0;32m----> 5\u001b[0m \u001b[38;5;28;01mwith\u001b[39;00m \u001b[43mh5py\u001b[49m\u001b[38;5;241m.\u001b[39mFile(smap_files[\u001b[38;5;241m0\u001b[39m]) \u001b[38;5;28;01mas\u001b[39;00m root:\n\u001b[1;32m 6\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m dataset \u001b[38;5;129;01min\u001b[39;00m datasets:\n\u001b[1;32m 7\u001b[0m ds \u001b[38;5;241m=\u001b[39m root[dataset]\n", + "\u001b[0;31mNameError\u001b[0m: name 'h5py' is not defined" + ] + } + ], "source": [ "grid_mapping_name = \"WGS84_NSIDC_EASEGrid_2.0_Global\"\n", "datasets = ['Soil_Moisture_Retrieval_Data_AM/soil_moisture', 'Soil_Moisture_Retrieval_Data_AM/retrieval_qual_flag']\n", @@ -1855,7 +2373,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.13" + "version": "3.10.14" } }, "nbformat": 4,