{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Fermipy tutorial" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This tutorial shows how to perform Fermi-LAT analysis with the Fermipy Python package. \n", "Many parts of this tutorial are taken directly from the documentation page of Fermipy: [fermipy.readthedocs](http://fermipy.readthedocs.io/en/latest/).\n", "I suggest to visit the documentation page to find further informations.\n", "\n", "Fermipy is a python package created by Mattew Wood and maintained by a wide community of people. Fermipy facilitates analysis of data from the Large Area Telescope (LAT) with the Fermi Science Tools.\n", "The Fermipy package is built on the pyLikelihood interface of the Fermi Science Tools and provides a set of high-level tools for performing common analysis tasks:\n", "* Data and model preparation with the gt-tools (gtselect, gtmktime, etc.).\n", "* Extracting a spectral energy distribution (SED) of a source.\n", "* Generating TS and residual maps for a region of interest.\n", "* Finding new source candidates.\n", "* Localizing a source or fitting its spatial extension.\n", "* Perfoming phase analysis\n", "* Calculating light curves\n", "* Deriving the sensitivity of gamma-ray sources with a specific SED and spatial morphology." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Installation" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Instruction on how to install in SLAC machines or in your laptop Fermipy are available at this page: [fermipy.installation](http://fermipy.readthedocs.io/en/latest/install.html).\n", "Fermipy is only compatible with Science Tools v10r0p5 or later. If you are using an earlier version, you will need to download and install the latest version from the [FSSC](https://fermi.gsfc.nasa.gov/ssc/). Note that it is recommended to use the non-ROOT binary distributions of the Science Tools. These instructions assume that you want to run Fermipy on the SLAC machines." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "With these instructions you will create your own Conda installation and you will install all the packages needed to use FermiPy and Science Tools.\n", "Using your own Conda installation avoids conflicts with package versions because you build your own environment." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "First grab the installation and setup scripts from the fermipy github repository:" ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:37:39.782462Z", "iopub.status.busy": "2026-07-17T21:37:39.782301Z", "iopub.status.idle": "2026-07-17T21:37:39.785400Z", "shell.execute_reply": "2026-07-17T21:37:39.784741Z" } }, "outputs": [], "source": [ "# ! curl -OL https://raw.githubusercontent.com/fermiPy/fermipy/master/condainstall.sh\n", "# ! curl -OL https://raw.githubusercontent.com/fermiPy/fermipy/master/slacsetup.sh" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now choose an installation path. This should be a new directory (e.g. $HOME/anaconda) that has at least 2-4 GB available. We will assign this location to the CONDABASE environment variable which is used by the setup script to find the location of your python installation. To avoid setting this every time you log in it's recommended to set CONDABASE into your .bashrc file.\n", "\n", "Now run the following commands to install anaconda and fermipy. This will take about 5-10 minutes." ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:37:39.787132Z", "iopub.status.busy": "2026-07-17T21:37:39.786984Z", "iopub.status.idle": "2026-07-17T21:37:39.789459Z", "shell.execute_reply": "2026-07-17T21:37:39.788669Z" } }, "outputs": [], "source": [ "# export CONDABASE=\n", "# bash condainstall.sh $CONDABASE" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Once anaconda is installed you will initialize your python and ST environment by running the slacsetup function in slacsetup.sh. This function will set the appropriate environment variables needed to run the STs and python." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:37:39.790919Z", "iopub.status.busy": "2026-07-17T21:37:39.790743Z", "iopub.status.idle": "2026-07-17T21:37:39.793440Z", "shell.execute_reply": "2026-07-17T21:37:39.792554Z" } }, "outputs": [], "source": [ "# source slacsetup.sh\n", "# slacsetup" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For convenience you can also copy this function into your .bashrc file so that it will automatically be available when you launch a new shell session. By default the function will setup your environment to point to a recent version of the STs and the installation of python in CONDABASE. If CONDABASE is not defined then it will use the installation of python that is packaged with a given release of the STs. The slacsetup function takes two optional arguments which can be used to override the ST version or python installation path." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:37:39.794917Z", "iopub.status.busy": "2026-07-17T21:37:39.794754Z", "iopub.status.idle": "2026-07-17T21:37:39.797493Z", "shell.execute_reply": "2026-07-17T21:37:39.796645Z" } }, "outputs": [], "source": [ "# Use ST 10-00-05\n", "# slacsetup 10-00-05\n", "# Use ST 11-01-01 and python distribution located at \n", "# slacsetup 11-01-01 " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The installation script only installs packages that are required by fermipy and the STs. Once you've initialized your shell environment you are free to install additional python packages with the conda package manager tool with conda install . Packages that are not available on conda can also be installed with pip." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "conda install fermipy" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "conda can also be used to upgrade packages. For instance you can upgrade fermipy to the newest version with the conda update command:" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:37:39.799002Z", "iopub.status.busy": "2026-07-17T21:37:39.798844Z", "iopub.status.idle": "2026-07-17T21:37:39.801552Z", "shell.execute_reply": "2026-07-17T21:37:39.800758Z" } }, "outputs": [], "source": [ "# conda update fermipy" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "If you want to make development of Fermipy you should get the github version making:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:37:39.803038Z", "iopub.status.busy": "2026-07-17T21:37:39.802880Z", "iopub.status.idle": "2026-07-17T21:37:39.805576Z", "shell.execute_reply": "2026-07-17T21:37:39.804836Z" } }, "outputs": [], "source": [ "# git clone https://github.com/fermiPy/fermipy.git" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Then you should create a branch using:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:37:39.807084Z", "iopub.status.busy": "2026-07-17T21:37:39.806930Z", "iopub.status.idle": "2026-07-17T21:37:39.809526Z", "shell.execute_reply": "2026-07-17T21:37:39.808756Z" } }, "outputs": [], "source": [ "# git checkout -b mattia-dev" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In the branch you can make your development of Fermipy and then use the git commands to merge them to the master repository." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "More informations on how to install Fermipy are available here: [fermipy-install](http://fermipy.readthedocs.io/en/latest/install.html)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Download the raw files\n", "\n", "The files can be obtained from the [Fermi SSC website](https://fermi.gsfc.nasa.gov/cgi-bin/ssc/LAT/LATDataQuery.cgi). The following data selection choices were made:\n", "\n", "* Object name or coordinates: 302.25,-44.37\n", "* Coordinate system: GAL\n", "* Search radius (degrees): 12\n", "* Observation dates: 239557417,512994417\n", "* Time system: MET\n", "* Energy range (MeV): 100,500000\n", "* LAT data type: Photon\n", "* Spacecraft data: yes\n", "\n", "The raw data with these selections can be downloaded using wget." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:37:39.810992Z", "iopub.status.busy": "2026-07-17T21:37:39.810834Z", "iopub.status.idle": "2026-07-17T21:37:39.813790Z", "shell.execute_reply": "2026-07-17T21:37:39.813075Z" } }, "outputs": [], "source": [ "# # Set up a subdirectory for the data\n", "# !mkdir -p SMC_data/PH\n", "# !mkdir -p SMC_data/SC\n", "\n", "# # Download the data and place into the subdirectory\n", "# !wget -P ./SMC_data/PH/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_PH00.fits\n", "# !wget -P ./SMC_data/PH/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_PH01.fits\n", "# !wget -P ./SMC_data/PH/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_PH02.fits\n", "# !wget -P ./SMC_data/PH/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_PH03.fits\n", "# !wget -P ./SMC_data/PH/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_PH04.fits\n", "# !wget -P ./SMC_data/PH/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_PH05.fits\n", "# !wget -P ./SMC_data/PH/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_PH06.fits\n", "\n", "# !wget -P ./SMC_data/SC/ https://fermi.gsfc.nasa.gov/FTP/fermi/data/lat/queries/L240613164330AE56FF4635_SC00.fits\n", "\n", "# # Make a file list\n", "# !ls ./SMC_data/PH/*PH*.fits > ./SMC_data/PH.txt" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that processing the raw photon and spacecraft files can take multiple hours. Alternatively, you can download the pre-processed data from github." ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:37:39.815227Z", "iopub.status.busy": "2026-07-17T21:37:39.815070Z", "iopub.status.idle": "2026-07-17T21:37:40.202091Z", "shell.execute_reply": "2026-07-17T21:37:40.201049Z" } }, "outputs": [], "source": [ "import os\n", "if os.path.isfile('./../data/SMC_data.tar.gz'):\n", " !tar xzf ./../data/SMC_data.tar.gz\n", "else:\n", " !curl -OL --output-dir ./../data/ https://raw.githubusercontent.com/fermiPy/fermipy-extras/master/data/SMC_data.tar.gz\n", " !tar xzf ./../data/SMC_data.tar.gz" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Configuration file:" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The first step is to compose a configuration file that defines the data selection and analysis parameters. Fermipy uses YAML files to read and write its configuration in a persistent format. The configuration file has a hierarchical structure that groups parameters into dictionaries that are keyed to a section name (data, binning, etc.). Below I report a sample of configuration applied for an analysis of the SMC:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:37:40.204076Z", "iopub.status.busy": "2026-07-17T21:37:40.203887Z", "iopub.status.idle": "2026-07-17T21:37:43.604905Z", "shell.execute_reply": "2026-07-17T21:37:43.604088Z" } }, "outputs": [], "source": [ "import os\n", "import numpy as np\n", "from fermipy.gtanalysis import GTAnalysis\n", "from fermipy.plotting import ROIPlotter, SEDPlotter\n", "import matplotlib.pyplot as plt\n", "import matplotlib" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:37:43.606796Z", "iopub.status.busy": "2026-07-17T21:37:43.606498Z", "iopub.status.idle": "2026-07-17T21:37:43.742417Z", "shell.execute_reply": "2026-07-17T21:37:43.741483Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "data:\r\n", " evfile : './SMC_data/PH.txt'\r\n", " scfile : './SMC_data/SC/SC_copy.fits'\r\n", " ltcube : 'ltcube_00.fits'\r\n", "\r\n", "binning:\r\n", " roiwidth : 12.0\r\n", " binsz : 0.08\r\n", " binsperdec : 8\r\n", " coordsys : 'GAL'\r\n", "\r\n", "selection :\r\n", " emin : 1000\r\n", " emax : 500000\r\n", " tmin : 239557417\r\n", " tmax : 512994417\r\n", " zmax : 105\r\n", " evclass : 128\r\n", " evtype : 3\r\n", " glon: 302.25\r\n", " glat : -44.37\r\n", " \r\n", "gtlike:\r\n", " edisp : True\r\n", " irfs : 'P8R2_SOURCE_V6'\r\n", " edisp_disable : ['isodiff','galdiff']\r\n", "\r\n", "model:\r\n", " src_roiwidth : 12.0\r\n", " galdiff : '$FERMI_DIFFUSE_DIR/gll_iem_v07.fits'\r\n", " isodiff : '$FERMI_DIFFUSE_DIR/iso_P8R2_SOURCE_V6_v06.txt' \r\n", " catalogs: gll_psc_v16.fit\r\n", "\r\n", "fileio:\r\n", " usescratch: False\r\n", " outdir : SMC_data" ] } ], "source": [ "!cat ./SMC_data/config.yaml" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The configuration file has the same structure as the configuration dictionary such that one can read/write configurations using the load/dump methods of the yaml module:" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:37:43.744876Z", "iopub.status.busy": "2026-07-17T21:37:43.744665Z", "iopub.status.idle": "2026-07-17T21:37:43.752534Z", "shell.execute_reply": "2026-07-17T21:37:43.751689Z" } }, "outputs": [], "source": [ "import yaml\n", "# Load a configuration\n", "config = yaml.load(open('./SMC_data/config.yaml'), Loader=yaml.FullLoader)\n", "# Update a parameter and write a new configuration\n", "config['selection']['emin'] = 1000.\n", "yaml.dump(config, open('new_config.yaml','w'))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The data section defines the input data set and spacecraft file for the analysis. Here evfile points to a list of FT1 files that encompass the chosen ROI, energy range, and time selection.\n", "The parameters in the binning section define the dimensions of the ROI and the spatial and energy bin size.\n", "The selection section defines parameters related to the data selection (energy range, zmax cut, and event class/type). The target parameter in this section defines the ROI center to have the same coordinates as the given source.\n", "The model section defines parameters related to the ROI model definition (diffuse templates, point sources).\n", "Fermipy gives the user the option to combine multiple data selections into a joint likelihood with the components section. For more informations on this visit: http://fermipy.readthedocs.io/en/latest/quickstart.html" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Note that the setup for a joint analysis is identical to the above except for the modification to the components section. The following example shows the components configuration one would use to define a joint analysis with the four PSF event types:\n", "```python\n", "components:\n", " - { selection : { evtype : 4 } }\n", " - { selection : { evtype : 8 } }\n", " - { selection : { evtype : 16 } }\n", " - { selection : { evtype : 32 } }\n", "```" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Start your run" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "First of all you need to load the configuration file, create the object gta and run the tool gta.setup that implements the ST gtselect, gtmktime, gtbin, gtexpcube, gtsrcmap tools" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Begin the setup routine. As most of the files are included, only the source-map should be created. Will take ~5min." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:37:43.754262Z", "iopub.status.busy": "2026-07-17T21:37:43.754109Z", "iopub.status.idle": "2026-07-17T21:39:29.487416Z", "shell.execute_reply": "2026-07-17T21:39:29.486584Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:43 INFO GTAnalysis.__init__(): \n", "--------------------------------------------------------------------------------\n", "fermipy version 1.4.2+32.g764b \n", "ScienceTools version 2.5.1\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:44 INFO GTAnalysis.setup(): Running setup.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:44 INFO GTBinnedAnalysis.setup(): Running setup for component 00\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:44 INFO GTBinnedAnalysis._select_data(): Skipping data selection.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:44 INFO GTBinnedAnalysis.setup(): Using external LT cube.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "{'Prefactor': 0, 'Index1': 1, 'Scale': 2, 'Cutoff': 3, 'Index2': 4}\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:44 INFO GTBinnedAnalysis._create_expcube(): Skipping gtexpcube.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "WARNING: FITSFixedWarning: 'datfix' made the change 'Set DATEREF to '2001-01-01T00:01:04.184' from MJDREF.\n", "Set MJD-OBS to 54682.655283 from DATE-OBS.\n", "Set MJD-END to 57847.435324 from DATE-END'. [astropy.wcs.wcs]\n", "2026-07-17 21:37:44 INFO GTBinnedAnalysis.run_gtapp(): Running gtsrcmaps.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:44 INFO GTBinnedAnalysis.run_gtapp(): time -p gtsrcmaps scfile=./SMC_data/SC/SC_copy.fits sctable=\"SC_DATA\" expcube=/home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/ltcube_00.fits cmap=/home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/ccube_00.fits srcmdl=/home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/srcmdl_00.xml bexpmap=/home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/bexpmap_00.fits wmap=none outfile=/home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/srcmap_00.fits irfs=\"P8R2_SOURCE_V6\" evtype=3 convol=yes resample=yes rfactor=2 minbinsz=0.05 ptsrc=yes psfcorr=yes emapbnds=no edisp_bins=-1 copyall=no chatter=3 clobber=yes debug=no gui=no mode=\"ql\"\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:44 INFO GTBinnedAnalysis.run_gtapp(): This is gtsrcmaps version HEAD\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:44 INFO GTBinnedAnalysis.run_gtapp(): Using evtype=3 (i.e., FRONT/BACK irfs)\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:44 INFO GTBinnedAnalysis.run_gtapp(): ResponseFunctions::load: IRF used: P8R2_SOURCE_V6\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:44 INFO GTBinnedAnalysis.run_gtapp(): event_types: 0 1\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:49 INFO GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J0059.0-7242e\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:49 INFO GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J0112.9-7506\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:49 INFO GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J0023.9-7203\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:49 INFO GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J0029.1-7045\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:49 INFO GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J0021.6-6835\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:49 INFO GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J2351.9-7601\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:49 INFO GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J2338.7-7401\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:49 INFO GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J0146.4-6746\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:49 INFO GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J2336.5-7620\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:49 INFO GTBinnedAnalysis.run_gtapp(): Creating source named 3FGL J0002.0-6722\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:49 INFO GTBinnedAnalysis.run_gtapp(): Creating source named isodiff\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:49 INFO GTBinnedAnalysis.run_gtapp(): Creating source named galdiff\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:50 INFO GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J0002.0-6722 23....................!\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:50 INFO GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J0021.6-6835 23....................!\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:51 INFO GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J0023.9-7203 23....................!\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:37:52 INFO GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J0029.1-7045 23....................!\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:38:20 INFO GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J0059.0-7242e 23....................!\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:38:21 INFO GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J0112.9-7506 23....................!\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:38:21 INFO GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J0146.4-6746 23....................!\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:38:22 INFO GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J2336.5-7620 23....................!\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:38:23 INFO GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J2338.7-7401 23....................!\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:38:23 INFO GTBinnedAnalysis.run_gtapp(): Generating SourceMap for 3FGL J2351.9-7601 23....................!\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:38:55 INFO GTBinnedAnalysis.run_gtapp(): Generating SourceMap for galdiff 23....................!\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:20 INFO GTBinnedAnalysis.run_gtapp(): Generating SourceMap for isodiff 23....................!\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:20 INFO GTBinnedAnalysis.run_gtapp(): Finished gtsrcmaps. Execution time: 95.77 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:20 INFO GTBinnedAnalysis.setup(): Finished setup for component 00\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:20 INFO GTBinnedAnalysis._create_binned_analysis(): Creating BinnedAnalysis for component 00.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:26 INFO GTAnalysis.setup(): Initializing source properties\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:29 INFO GTAnalysis.setup(): Finished setup.\n" ] } ], "source": [ "gta = GTAnalysis('new_config.yaml')\n", "gta.setup()" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:39:29.488972Z", "iopub.status.busy": "2026-07-17T21:39:29.488803Z", "iopub.status.idle": "2026-07-17T21:39:29.492641Z", "shell.execute_reply": "2026-07-17T21:39:29.491647Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:29 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "3FGL J0059.0-7242e 0.088 1.059 1.45e-05 2.22 nan 1437.6 \n", "3FGL J0112.9-7506 2.572 1.172 1.31e-06 2.17 nan 120.3 \n", "3FGL J0023.9-7203 2.662 0.714 9.3e-06 2.65 nan 1679.9 \n", "3FGL J0029.1-7045 3.008 0.506 2.49e-06 2.28 nan 270.6 \n", "3FGL J0021.6-6835 5.122 1.859 5.27e-07 2.65 nan 84.2 \n", "3FGL J2351.9-7601 5.495 1.027 3.74e-06 1.69 nan 117.8 \n", "3FGL J2338.7-7401 5.777 0.677 4.38e-06 1.89 nan 213.7 \n", "3FGL J0146.4-6746 6.423 0.420 1.03e-06 2.39 nan 124.0 \n", "3FGL J2336.5-7620 6.454 0.557 1.66e-06 2.33 nan 187.3 \n", "3FGL J0002.0-6722 7.153 0.483 2.07e-06 1.95 nan 113.5 \n", "isodiff --- 1.000 0.0313 2.12 nan 8713.8 \n", "galdiff --- 1.000 0.132 0.00 nan 15952.5 \n", "\n" ] } ], "source": [ "gta.print_model()" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:39:29.494237Z", "iopub.status.busy": "2026-07-17T21:39:29.494056Z", "iopub.status.idle": "2026-07-17T21:41:03.951706Z", "shell.execute_reply": "2026-07-17T21:41:03.950864Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:29 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0059.0-7242e : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:29 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0112.9-7506 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:29 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0023.9-7203 : ['norm', 'alpha', 'beta']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:29 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0029.1-7045 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:29 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0021.6-6835 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:29 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J2351.9-7601 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:29 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J2338.7-7401 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:29 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0146.4-6746 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:29 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J2336.5-7620 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:29 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0002.0-6722 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:29 INFO GTAnalysis.free_source(): Freeing parameters for isodiff : ['Normalization']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:29 INFO GTAnalysis.free_source(): Freeing parameters for galdiff : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:39:29 INFO GTAnalysis.fit(): Starting fit.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Drm_Cache::update Measured counts < 0 3FGL J0023.9-7203 21 -3.23992e-11 4.66315e-11\n", "414.718 426.073 373.189 279.838 180.063 100.2 48.7164 20.8444 7.69708 2.46851 0.687741 0.167074 0.0355885 0.00655943 0.00103862 0.000142191 1.68771e-05 1.73584e-06 1.54968e-07 1.20097e-08 8.06495e-10 4.66315e-11 \n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/home/runner/work/fermipy/fermipy/fermipy/utils.py:791: UserWarning: \n", "The maximal number of iterations maxit (set to 20 by the program)\n", "allowed for finding a smoothing spline with fp=s has been reached: s\n", "too small.\n", "There is an approximation returned but the corresponding weighted sum\n", "of squared residuals does not satisfy the condition abs(fp-s)/s < tol.\n", " spline = UnivariateSpline(x, y, k=2,\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:03 INFO GTAnalysis.fit(): Fit returned successfully. Quality: 3 Status: 0\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:03 INFO GTAnalysis.fit(): LogLike: -73819.412 DeltaLogLike: 117.780 \n" ] }, { "data": { "text/plain": [ "{'fit_quality': 3,\n", " 'fit_status': 0,\n", " 'fit_success': True,\n", " 'dloglike': 117.77987781849515,\n", " 'edm': 0.0003413771020148603,\n", " 'loglike': -73819.41230479428,\n", " 'covariance': array([[ 4.99567467e-03, 4.05844249e-03, -2.56320747e-04,\n", " -5.73811933e-05, 1.75684909e-05, 3.73385712e-05,\n", " -1.20993995e-05, 1.67484094e-05, 1.29633333e-05,\n", " 9.51153480e-05, 1.01373736e-05, 5.01698318e-05,\n", " 1.57395780e-05, 4.70858000e-05, 2.53867719e-05,\n", " 2.77933175e-05, 2.85854407e-05, 2.23517097e-05,\n", " 1.77968870e-05, 3.29487486e-05, 1.90072436e-05,\n", " -2.37691005e-05, -3.92901491e-05, -1.07592461e-04],\n", " [ 4.05844249e-03, 1.88294368e-02, -4.93935297e-04,\n", " -7.48452675e-05, 2.34372294e-05, 4.75741866e-05,\n", " -1.22278095e-05, 2.07647317e-05, 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1.95163371, 0.66857461, 2.35596355,\n", " 0.3890545 , 2.28624855, 0.59820752, 2.01614611, 1.4027902 ,\n", " 2.01184589, 1.17843742, 0.06231879, 0.68881324]),\n", " 'errors': array([0.07068009, 0.13722039, 1.54268385, 0.48939429, 0.05450916,\n", " 0.18647924, 0.07971059, 0.05733875, 0.10849218, 0.11409572,\n", " 0.06106967, 0.19288802, 0.11081955, 0.097176 , 0.11448055,\n", " 0.08395583, 0.15062346, 0.0624632 , 0.09279637, 0.15984186,\n", " 0.0990561 , 0.0220253 , 0.02084577, 0.04440467]),\n", " 'indices': array([ 0, 1, 3, 4, 6, 7, 8, 10, 11, 13, 14, 16, 17, 19, 20, 22, 23,\n", " 25, 26, 28, 29, 31, 32, 34]),\n", " 'is_norm': array([ True, False, True, False, True, False, False, True, False,\n", " True, False, True, False, True, False, True, False, True,\n", " False, True, False, True, False, True]),\n", " 'src_names': ['3FGL J0002.0-6722',\n", " '3FGL J0002.0-6722',\n", " '3FGL J0021.6-6835',\n", " '3FGL J0021.6-6835',\n", " '3FGL J0023.9-7203',\n", " '3FGL J0023.9-7203',\n", " '3FGL J0023.9-7203',\n", " '3FGL J0029.1-7045',\n", " '3FGL J0029.1-7045',\n", " '3FGL J0059.0-7242e',\n", " '3FGL J0059.0-7242e',\n", " '3FGL J0112.9-7506',\n", " '3FGL J0112.9-7506',\n", " '3FGL J0146.4-6746',\n", " '3FGL J0146.4-6746',\n", " '3FGL J2336.5-7620',\n", " '3FGL J2336.5-7620',\n", " '3FGL J2338.7-7401',\n", " '3FGL J2338.7-7401',\n", " '3FGL J2351.9-7601',\n", " '3FGL J2351.9-7601',\n", " 'galdiff',\n", " 'galdiff',\n", " 'isodiff'],\n", " 'par_names': ['Prefactor',\n", " 'Index',\n", " 'Prefactor',\n", " 'Index',\n", " 'norm',\n", " 'alpha',\n", " 'beta',\n", " 'Prefactor',\n", " 'Index',\n", " 'Prefactor',\n", " 'Index',\n", " 'Prefactor',\n", " 'Index',\n", " 'Prefactor',\n", " 'Index',\n", " 'Prefactor',\n", " 'Index',\n", " 'Prefactor',\n", " 'Index',\n", " 'Prefactor',\n", " 'Index',\n", " 'Prefactor',\n", " 'Index',\n", " 'Normalization'],\n", " 'config': {'optimizer': 'MINUIT',\n", " 'tol': 0.001,\n", " 'max_iter': 100,\n", " 'init_lambda': 0.0001,\n", " 'retries': 3,\n", " 'min_fit_quality': 2,\n", " 'verbosity': 0,\n", " 'covar': True,\n", " 'reoptimize': False},\n", " 'niter': 1}" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "gta.free_sources()\n", "gta.fit()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Output files" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The current state of the ROI can be written at any point by calling write_roi." ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:03.953362Z", "iopub.status.busy": "2026-07-17T21:41:03.953194Z", "iopub.status.idle": "2026-07-17T21:41:06.603862Z", "shell.execute_reply": "2026-07-17T21:41:06.603032Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:03 INFO GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/initial_00.xml...\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:03 INFO GTAnalysis.write_fits(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/initial.fits...\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "WARNING: Format %s cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %s cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "WARNING: Format %s cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:04 INFO GTBinnedAnalysis.write_model_map(): Generating model map for component 00.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:04 INFO GTAnalysis.write_roi(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/initial.npy...\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "gta.write_roi('initial',make_plots=True,save_model_map=True)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The output file will contain all information about the state of the ROI as calculated up to that point in the analysis including model parameters and measured source characteristics (flux, TS, NPred). An XML model file will also be saved for each analysis component." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The output file can be read with load:" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:06.605447Z", "iopub.status.busy": "2026-07-17T21:41:06.605291Z", "iopub.status.idle": "2026-07-17T21:41:12.021436Z", "shell.execute_reply": "2026-07-17T21:41:12.020539Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:06 INFO GTAnalysis.load_roi(): Loading ROI file: /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/initial.npy\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:06 INFO GTBinnedAnalysis._create_binned_analysis(): Creating BinnedAnalysis for component 00.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.load_roi(): Finished Loading ROI\n" ] } ], "source": [ "gta.load_roi('initial')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Using gta.print_model You have an overview of the sources and components present in the ROI." ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:12.022949Z", "iopub.status.busy": "2026-07-17T21:41:12.022803Z", "iopub.status.idle": "2026-07-17T21:41:12.026359Z", "shell.execute_reply": "2026-07-17T21:41:12.025683Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "3FGL J0059.0-7242e 0.088 1.354 1.02e-05 2.46 631.18 1386.8 *\n", "3FGL J0112.9-7506 2.572 1.130 2.16e-06 1.95 144.74 129.0 *\n", "3FGL J0023.9-7203 2.662 0.592 9.79e-06 2.70 5210.01 1799.7 *\n", "3FGL J0029.1-7045 3.008 0.459 2.07e-06 2.33 269.91 239.4 *\n", "3FGL J0021.6-6835 5.122 2.612 2.59e-07 3.28 16.67 57.4 *\n", "3FGL J2351.9-7601 5.495 1.403 2.85e-06 2.01 242.92 191.8 *\n", "3FGL J2338.7-7401 5.777 0.598 2.91e-06 2.02 294.63 187.3 *\n", "3FGL J0146.4-6746 6.423 0.669 1.76e-06 2.36 258.02 202.6 *\n", "3FGL J2336.5-7620 6.454 0.389 1.28e-06 2.29 112.27 135.3 *\n", "3FGL J0002.0-6722 7.153 0.410 1.63e-06 1.98 94.41 95.8 *\n", "isodiff --- 0.689 0.0216 2.12 696.46 6002.2 *\n", "galdiff --- 1.178 0.141 0.06 7478.91 18027.8 *\n", "\n" ] } ], "source": [ "gta.print_model()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Source Dictionary" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The sources dictionary contains one element per source keyed to the source name. It is possible to have access to a lot of informations concerning each source of model." ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:12.027943Z", "iopub.status.busy": "2026-07-17T21:41:12.027800Z", "iopub.status.idle": "2026-07-17T21:41:12.032193Z", "shell.execute_reply": "2026-07-17T21:41:12.031385Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "3FGL J0059.0-7242e\n", "Name : 3FGL J0059.0-7242e\n", "Associations : ['3FGL J0059.0-7242e', 'SMC', '2FGL J0059.0-7242e']\n", "RA/DEC : 14.750/ -72.700\n", "GLON/GLAT : 302.145/ -44.417\n", "TS : 631.18\n", "Npred : 1386.75\n", "Flux : 3.406e-09 +/- 1.61e-10\n", "EnergyFlux : 1.019e-05 +/- 8.19e-07\n", "SpatialModel : SpatialMap\n", "SpectrumType : PowerLaw\n", "Spectral Parameters\n", "b'Prefactor' : 1.354e-11 +/- 1.141e-12\n", "b'Index' : -2.459 +/- -0.06107\n", "b'Scale' : 665.5 +/- nan\n", "302.1449476022065\n", "-44.41670249722556\n", "3.4056353408987307e-09\n", "1386.750224996883\n" ] } ], "source": [ "print(gta.roi.sources[0].name) #NAME OF THE SOURCE\n", "print(gta.roi[gta.roi.sources[0].name]) #NAME OF THE SOURCE\n", "print(gta.roi[gta.roi.sources[0].name]['glon']) #Longitude OF THE SOURCE\n", "print(gta.roi[gta.roi.sources[0].name]['glat']) #Latitude OF THE SOURCE\n", "print(gta.roi[gta.roi.sources[0].name]['flux']) #Flux OF THE SOURCE\n", "print(gta.roi[gta.roi.sources[0].name]['npred']) #npred OF THE SOURCE" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Other possible outputs are listed here [fermipy/sourcedictionary](http://fermipy.readthedocs.io/en/latest/output.html)" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:12.033550Z", "iopub.status.busy": "2026-07-17T21:41:12.033411Z", "iopub.status.idle": "2026-07-17T21:41:12.140500Z", "shell.execute_reply": "2026-07-17T21:41:12.139872Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0059.0-7242e : ['Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/home/runner/work/fermipy/fermipy/fermipy/utils.py:791: UserWarning: \n", "A theoretically impossible result was found during the iteration\n", "process for finding a smoothing spline with fp = s: s too small.\n", "There is an approximation returned but the corresponding weighted sum\n", "of squared residuals does not satisfy the condition abs(fp-s)/s < tol.\n", " spline = UnivariateSpline(x, y, k=2,\n" ] } ], "source": [ "gta.free_shape(gta.roi.sources[0].name,free=False) #Free or fix the index\n", "gta.get_free_source_params(gta.roi.sources[0].name) #Free or fix parameters for a source\n", "gta.set_parameter(gta.roi.sources[0].name,par='Index',value=2.0,scale=-1.0,bounds=[-2.,5.]) #Change the value and bounds for a parameter of a source" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You can always use gta.print_model() to have a summary of you model." ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:12.142323Z", "iopub.status.busy": "2026-07-17T21:41:12.142165Z", "iopub.status.idle": "2026-07-17T21:41:12.145964Z", "shell.execute_reply": "2026-07-17T21:41:12.145206Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "3FGL J0059.0-7242e 0.088 1.354 4.79e+05 -2.00-1409898623841.49704949422560.6 *\n", "3FGL J0112.9-7506 2.572 1.130 2.16e-06 1.95 144.74 129.0 *\n", "3FGL J0023.9-7203 2.662 0.592 9.79e-06 2.70 5210.01 1799.7 *\n", "3FGL J0029.1-7045 3.008 0.459 2.07e-06 2.33 269.91 239.4 *\n", "3FGL J0021.6-6835 5.122 2.612 2.59e-07 3.28 16.67 57.4 *\n", "3FGL J2351.9-7601 5.495 1.403 2.85e-06 2.01 242.92 191.8 *\n", "3FGL J2338.7-7401 5.777 0.598 2.91e-06 2.02 294.63 187.3 *\n", "3FGL J0146.4-6746 6.423 0.669 1.76e-06 2.36 258.02 202.6 *\n", "3FGL J2336.5-7620 6.454 0.389 1.28e-06 2.29 112.27 135.3 *\n", "3FGL J0002.0-6722 7.153 0.410 1.63e-06 1.98 94.41 95.8 *\n", "isodiff --- 0.689 0.0216 2.12 696.46 6002.2 *\n", "galdiff --- 1.178 0.141 0.06 7478.91 18027.8 *\n", "\n" ] } ], "source": [ "gta.print_model()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Customizing your model" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The ROIModel class is responsible for managing the source and diffuse components in the ROI. Configuration of the model is controlled with the model block of YAML configuration file." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "DIFFUSE AND ISOTROPIC TEMPLATES\n", "\n", "The simplest configuration uses a single file for the galactic and isotropic diffuse components. By default the galactic diffuse and isotropic components will be named galdiff and isodiff respectively. An alias for each component will also be created with the name of the mapcube or file spectrum. For instance the galactic diffuse can be referred to as galdiff or gll_iem_v06 in the following example." ] }, { "cell_type": "raw", "metadata": {}, "source": [ "model:\n", " src_roiwidth : 10.0\n", " galdiff : '$FERMI_DIFFUSE_DIR/gll_iem_v06.fits'\n", " isodiff : '$FERMI_DIFFUSE_DIR/isotropic_source_4years_P8V3.txt'\n", " catalogs : ['gll_psc_v14.fit']" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To define two or more galactic diffuse components you can optionally define the galdiff and isodiff parameters as lists. A separate component will be generated for each element in the list with the name galdiffXX or isodiffXX where XX is an integer position in the list." ] }, { "cell_type": "raw", "metadata": {}, "source": [ "model:\n", " galdiff :\n", " - '$FERMI_DIFFUSE_DIR/diffuse_component0.fits'\n", " - '$FERMI_DIFFUSE_DIR/diffuse_component1.fits'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "SOURCE COMPONENT" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The list of sources for inclusion in the ROI model is set by defining a list of catalogs with the catalogs parameter. Catalog files can be in either XML or FITS format. Sources from the catalogs in this list that satisfy either the src_roiwidth or src_radius selections are added to the ROI model. If a source is defined in multiple catalogs the source definition from the last file in the catalogs list takes precedence." ] }, { "cell_type": "raw", "metadata": {}, "source": [ "model:\n", "\n", " src_radius: 5.0\n", " src_roiwidth: 10.0\n", " catalogs :\n", " - 'gll_psc_v16.fit'\n", " - 'extra_sources.xml'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Individual sources can also be defined within the configuration file with the sources parameter. This parameter contains a list of dictionaries that defines the spatial and spectral parameters of each source. The keys of the source dictionary map to the spectral and spatial source properties as they would be defined in the XML model file." ] }, { "cell_type": "raw", "metadata": {}, "source": [ "model:\n", " sources :\n", " - { name: 'SourceA', glon : 120.0, glat : -3.0,\n", " SpectrumType : 'PowerLaw', Index : 2.0, Scale : 1000, Prefactor : !!float 1e-11,\n", " SpatialModel: 'PointSource' }\n", " - { name: 'SourceB', glon : 122.0, glat : -3.0,\n", " SpectrumType : 'LogParabola', norm : !!float 1E-11, Scale : 1000, beta : 0.0,\n", " SpatialModel: 'PointSource' }\n", "model:\n", " sources :\n", " - { name: 'PointSource', glon : 120.0, glat : 0.0,\n", " SpectrumType : 'PowerLaw', Index : 2.0, Scale : 1000, Prefactor : !!float 1e-11,\n", " SpatialModel: 'PointSource' }\n", " - { name: 'DiskSource', glon : 120.0, glat : 0.0,\n", " SpectrumType : 'PowerLaw', Index : 2.0, Scale : 1000, Prefactor : !!float 1e-11,\n", " SpatialModel: 'RadialDisk', SpatialWidth: 1.0 }\n", " - { name: 'GaussSource', glon : 120.0, glat : 0.0,\n", " SpectrumType : 'PowerLaw', Index : 2.0, Scale : 1000, Prefactor : !!float 1e-11,\n", " SpatialModel: 'RadialGaussian', SpatialWidth: 1.0 }\n", " - { name: 'MapSource', glon : 120.0, glat : 0.0,\n", " SpectrumType : 'PowerLaw', Index : 2.0, Scale : 1000, Prefactor : !!float 1e-11,\n", " SpatialModel: 'SpatialTemplate', Spatial_Filename : 'template.fits' }" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Or you can do it while you are running your script with:" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:12.147681Z", "iopub.status.busy": "2026-07-17T21:41:12.147521Z", "iopub.status.idle": "2026-07-17T21:41:12.876121Z", "shell.execute_reply": "2026-07-17T21:41:12.875277Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.delete_source(): Deleting source 3FGL J0059.0-7242e\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.add_source(): Adding source SMC\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.000 1.000 2.29e-07 2.40 nan 30.6 *\n", "3FGL J0112.9-7506 2.572 1.130 2.16e-06 1.95 144.74 129.0 *\n", "3FGL J0023.9-7203 2.662 0.592 9.79e-06 2.70 5210.01 1799.7 *\n", "3FGL J0029.1-7045 3.008 0.459 2.07e-06 2.33 269.91 239.4 *\n", "3FGL J0021.6-6835 5.122 2.612 2.59e-07 3.28 16.67 57.4 *\n", "3FGL J2351.9-7601 5.495 1.403 2.85e-06 2.01 242.92 191.8 *\n", "3FGL J2338.7-7401 5.777 0.598 2.91e-06 2.02 294.63 187.3 *\n", "3FGL J0146.4-6746 6.423 0.669 1.76e-06 2.36 258.02 202.6 *\n", "3FGL J2336.5-7620 6.454 0.389 1.28e-06 2.29 112.27 135.3 *\n", "3FGL J0002.0-6722 7.153 0.410 1.63e-06 1.98 94.41 95.8 *\n", "isodiff --- 0.689 0.0216 2.12 696.46 6002.2 *\n", "galdiff --- 1.178 0.141 0.06 7478.91 18027.8 *\n", "\n" ] } ], "source": [ "gta.delete_source(gta.roi.sources[0].name)\n", "glon0 = gta.config['selection']['glon']\n", "glat0 = gta.config['selection']['glat']\n", "gta.add_source('SMC', dict(glon=glon0, glat=glat0, Index=dict(value=-2.4,scale=1.0,max=\"-1.\",min=\"-5.\"), Scale=dict(value=1e3,scale=1.0,max=\"1e5\",min=\"1e0\"), Prefactor=dict(value=1.0,scale=1e-13,max=\"10000.0\", min=\"0.0001\"), SpectrumType='PowerLaw'), free=True, init_source=True, save_source_maps=True)\n", "gta.print_model()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "All sources have nan because we have not done yet a fit do the ROI. Moreover in the model above all sources are fixed. In order to free the parameters of the source it's enough to make gta.free_sources()" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:12.877699Z", "iopub.status.busy": "2026-07-17T21:41:12.877532Z", "iopub.status.idle": "2026-07-17T21:41:12.884685Z", "shell.execute_reply": "2026-07-17T21:41:12.883891Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Freeing parameters for SMC : ['Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.000 1.000 2.29e-07 2.40 nan 30.6 *\n", "3FGL J0112.9-7506 2.572 1.130 2.16e-06 1.95 144.74 129.0 *\n", "3FGL J0023.9-7203 2.662 0.592 9.79e-06 2.70 5210.01 1799.7 *\n", "3FGL J0029.1-7045 3.008 0.459 2.07e-06 2.33 269.91 239.4 *\n", "3FGL J0021.6-6835 5.122 2.612 2.59e-07 3.28 16.67 57.4 *\n", "3FGL J2351.9-7601 5.495 1.403 2.85e-06 2.01 242.92 191.8 *\n", "3FGL J2338.7-7401 5.777 0.598 2.91e-06 2.02 294.63 187.3 *\n", "3FGL J0146.4-6746 6.423 0.669 1.76e-06 2.36 258.02 202.6 *\n", "3FGL J2336.5-7620 6.454 0.389 1.28e-06 2.29 112.27 135.3 *\n", "3FGL J0002.0-6722 7.153 0.410 1.63e-06 1.98 94.41 95.8 *\n", "isodiff --- 0.689 0.0216 2.12 696.46 6002.2 *\n", "galdiff --- 1.178 0.141 0.06 7478.91 18027.8 *\n", "\n" ] } ], "source": [ "gta.free_sources()\n", "gta.print_model()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "It is also possible to free only the sources that are at a certain angular distance from a source. For example below we free the sources that are 2 degrees away from 3FGL J0322.5-3721:" ] }, { "cell_type": "code", "execution_count": 24, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:12.886192Z", "iopub.status.busy": "2026-07-17T21:41:12.886035Z", "iopub.status.idle": "2026-07-17T21:41:12.906456Z", "shell.execute_reply": "2026-07-17T21:41:12.905575Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Fixing parameters for SMC : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0112.9-7506 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0023.9-7203 : ['norm', 'alpha', 'beta']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0029.1-7045 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0021.6-6835 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J2351.9-7601 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J2338.7-7401 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0146.4-6746 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J2336.5-7620 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0002.0-6722 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Fixing parameters for isodiff : ['Normalization']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Fixing parameters for galdiff : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Freeing parameters for SMC : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0112.9-7506 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0023.9-7203 : ['norm', 'alpha', 'beta']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Freeing parameters for isodiff : ['Normalization']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Freeing parameters for galdiff : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.000 1.000 2.29e-07 2.40 nan 30.6 *\n", "3FGL J0112.9-7506 2.572 1.130 2.16e-06 1.95 144.74 129.0 *\n", "3FGL J0023.9-7203 2.662 0.592 9.79e-06 2.70 5210.01 1799.7 *\n", "3FGL J0029.1-7045 3.008 0.459 2.07e-06 2.33 269.91 239.4 \n", "3FGL J0021.6-6835 5.122 2.612 2.59e-07 3.28 16.67 57.4 \n", "3FGL J2351.9-7601 5.495 1.403 2.85e-06 2.01 242.92 191.8 \n", "3FGL J2338.7-7401 5.777 0.598 2.91e-06 2.02 294.63 187.3 \n", "3FGL J0146.4-6746 6.423 0.669 1.76e-06 2.36 258.02 202.6 \n", "3FGL J2336.5-7620 6.454 0.389 1.28e-06 2.29 112.27 135.3 \n", "3FGL J0002.0-6722 7.153 0.410 1.63e-06 1.98 94.41 95.8 \n", "isodiff --- 0.689 0.0216 2.12 696.46 6002.2 *\n", "galdiff --- 1.178 0.141 0.06 7478.91 18027.8 *\n", "\n" ] } ], "source": [ "gta.free_sources(free=False)\n", "gta.free_sources(skydir=gta.roi[gta.roi.sources[0].name].skydir,distance=[3.0],free=True)\n", "gta.print_model()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Fit Roi" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Source fitting with fermipy is generally performed with the optimize and fit methods.\n", "fit is a wrapper on the pyLikelihood fit method and performs a likelihood fit of all free parameters of the model. This method can be used to manually optimize of the model by calling it after freeing one or more source parameters." ] }, { "cell_type": "code", "execution_count": 25, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:12.908025Z", "iopub.status.busy": "2026-07-17T21:41:12.907870Z", "iopub.status.idle": "2026-07-17T21:41:19.132635Z", "shell.execute_reply": "2026-07-17T21:41:19.131760Z" }, "scrolled": true }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.000 1.000 2.29e-07 2.40 nan 30.6 *\n", "3FGL J0112.9-7506 2.572 1.130 2.16e-06 1.95 144.74 129.0 *\n", "3FGL J0023.9-7203 2.662 0.592 9.79e-06 2.70 5210.01 1799.7 *\n", "3FGL J0029.1-7045 3.008 0.459 2.07e-06 2.33 269.91 239.4 \n", "3FGL J0021.6-6835 5.122 2.612 2.59e-07 3.28 16.67 57.4 \n", "3FGL J2351.9-7601 5.495 1.403 2.85e-06 2.01 242.92 191.8 \n", "3FGL J2338.7-7401 5.777 0.598 2.91e-06 2.02 294.63 187.3 \n", "3FGL J0146.4-6746 6.423 0.669 1.76e-06 2.36 258.02 202.6 \n", "3FGL J2336.5-7620 6.454 0.389 1.28e-06 2.29 112.27 135.3 \n", "3FGL J0002.0-6722 7.153 0.410 1.63e-06 1.98 94.41 95.8 \n", "isodiff --- 0.689 0.0216 2.12 696.46 6002.2 *\n", "galdiff --- 1.178 0.141 0.06 7478.91 18027.8 *\n", "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0029.1-7045 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0021.6-6835 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J2351.9-7601 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J2338.7-7401 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0146.4-6746 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J2336.5-7620 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0002.0-6722 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.000 1.000 2.29e-07 2.40 nan 30.6 *\n", "3FGL J0112.9-7506 2.572 1.130 2.16e-06 1.95 144.74 129.0 *\n", "3FGL J0023.9-7203 2.662 0.592 9.79e-06 2.70 5210.01 1799.7 *\n", "3FGL J0029.1-7045 3.008 0.459 2.07e-06 2.33 269.91 239.4 *\n", "3FGL J0021.6-6835 5.122 2.612 2.59e-07 3.28 16.67 57.4 *\n", "3FGL J2351.9-7601 5.495 1.403 2.85e-06 2.01 242.92 191.8 *\n", "3FGL J2338.7-7401 5.777 0.598 2.91e-06 2.02 294.63 187.3 *\n", "3FGL J0146.4-6746 6.423 0.669 1.76e-06 2.36 258.02 202.6 *\n", "3FGL J2336.5-7620 6.454 0.389 1.28e-06 2.29 112.27 135.3 *\n", "3FGL J0002.0-6722 7.153 0.410 1.63e-06 1.98 94.41 95.8 *\n", "isodiff --- 0.689 0.0216 2.12 696.46 6002.2 *\n", "galdiff --- 1.178 0.141 0.06 7478.91 18027.8 *\n", "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:12 INFO GTAnalysis.fit(): Starting fit.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/home/runner/work/fermipy/fermipy/fermipy/utils.py:791: UserWarning: \n", "The maximal number of iterations maxit (set to 20 by the program)\n", "allowed for finding a smoothing spline with fp=s has been reached: s\n", "too small.\n", "There is an approximation returned but the corresponding weighted sum\n", "of squared residuals does not satisfy the condition abs(fp-s)/s < tol.\n", " spline = UnivariateSpline(x, y, k=2,\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:16 INFO GTAnalysis.fit(): Fit returned successfully. Quality: 3 Status: 0\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:16 INFO GTAnalysis.fit(): LogLike: -74007.768 DeltaLogLike: 90.135 \n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:16 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.000 16.742 1.54e-06 3.08 237.85 345.3 *\n", "3FGL J0112.9-7506 2.572 1.155 2.13e-06 1.96 144.08 130.8 *\n", "3FGL J0023.9-7203 2.662 0.614 9.88e-06 2.71 5220.38 1821.3 *\n", "3FGL J0029.1-7045 3.008 0.455 2.05e-06 2.33 262.02 237.4 *\n", "3FGL J0021.6-6835 5.122 2.244 2.22e-07 3.28 12.44 49.2 *\n", "3FGL J2351.9-7601 5.495 1.350 2.83e-06 1.99 227.98 181.8 *\n", "3FGL J2338.7-7401 5.777 0.572 2.9e-06 2.00 278.99 179.2 *\n", "3FGL J0146.4-6746 6.423 0.627 1.72e-06 2.33 240.73 193.2 *\n", "3FGL J2336.5-7620 6.454 0.350 1.25e-06 2.25 102.13 125.2 *\n", "3FGL J0002.0-6722 7.153 0.381 1.61e-06 1.95 86.40 89.4 *\n", "isodiff --- 0.692 0.0217 2.12 676.14 6297.6 *\n", "galdiff --- 1.145 0.143 0.03 7144.75 18804.2 *\n", "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:16 INFO GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_firstfit_00.xml...\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:16 INFO GTAnalysis.write_fits(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_firstfit.fits...\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "WARNING: Format %s cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %s cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %s cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:16 INFO GTBinnedAnalysis.write_model_map(): Generating model map for component 00.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:17 INFO GTAnalysis.write_roi(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_firstfit.npy...\n" ] } ], "source": [ "gta.print_model()\n", "gta.free_sources(free=True)\n", "gta.print_model()\n", "first_fit=gta.fit()\n", "gta.print_model()\n", "gta.write_roi('SMC_firstfit',make_plots=True,save_model_map=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "By default fit will repeat the fit until a fit quality of 3 is obtained. After the fit returns all sources with free parameters will have their properties (flux, TS, NPred, etc.) updated in the ROIModel instance. The return value of the method is a dictionary containing the following diagnostic information about the fit." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The fit also accepts keyword arguments which can be used to configure its behavior at runtime:" ] }, { "cell_type": "code", "execution_count": 26, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:19.134299Z", "iopub.status.busy": "2026-07-17T21:41:19.134140Z", "iopub.status.idle": "2026-07-17T21:41:19.138020Z", "shell.execute_reply": "2026-07-17T21:41:19.137217Z" }, "scrolled": true }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "3\n", "[0.06905766 0.13888351 1.48995734 0.54998146 0.05597794 0.18498014\n", " 0.07901216 0.05760006 0.10963077 0.19668355 0.11169912 0.09393271\n", " 0.11553429 0.07997824 0.15322677 0.06166665 0.09354786 0.15662268\n", " 0.10005215 2.14167318 0.17402324 0.02111216 0.01935042 0.04427503]\n", "-74007.76822023012\n", "[ 0.38064719 1.94996902 2.24401928 3.28077926 0.61365431 1.20919428\n", " 0.5755182 0.45548751 2.33068115 1.15491841 1.96398501 0.62747475\n", " 2.33457522 0.35012447 2.25009506 0.57248131 1.99704138 1.35049429\n", " 1.98965029 16.74181065 -3.0848744 1.14484579 0.03236044 0.69205133]\n" ] } ], "source": [ "print(first_fit['fit_quality'])\n", "print(first_fit['errors'])\n", "print(first_fit['loglike'])\n", "print(first_fit['values'])" ] }, { "cell_type": "code", "execution_count": 27, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:19.139530Z", "iopub.status.busy": "2026-07-17T21:41:19.139385Z", "iopub.status.idle": "2026-07-17T21:41:19.142869Z", "shell.execute_reply": "2026-07-17T21:41:19.142172Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[b'Prefactor' b'Index' b'Scale' b'' b'' b'' b'' b'' b'' b'']\n", "[ 1.67418107e-12 -3.08487440e+00 1.00000000e+03 nan\n", " nan nan nan nan\n", " nan nan]\n", "[2.14167318e-13 1.74023243e-01 nan nan\n", " nan nan nan nan\n", " nan nan]\n" ] } ], "source": [ "print(gta.roi.sources[0]['param_names'])\n", "print(gta.roi.sources[0]['param_values'])\n", "print(gta.roi.sources[0]['param_errors'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The optimize method performs an automatic optimization of the ROI by fitting all sources with an iterative strategy. It is generally good practice to run this method once at the start of your analysis to ensure that all parameters are close to their global likelihood maxima." ] }, { "cell_type": "code", "execution_count": 28, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:19.144374Z", "iopub.status.busy": "2026-07-17T21:41:19.144230Z", "iopub.status.idle": "2026-07-17T21:41:24.514821Z", "shell.execute_reply": "2026-07-17T21:41:24.514021Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:19 INFO GTAnalysis.load_roi(): Loading ROI file: /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/initial.npy\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:19 INFO GTBinnedAnalysis._create_binned_analysis(): Creating BinnedAnalysis for component 00.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:24 INFO GTAnalysis.load_roi(): Finished Loading ROI\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:24 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "3FGL J0059.0-7242e 0.088 1.354 1.02e-05 2.46 631.18 1386.8 *\n", "3FGL J0112.9-7506 2.572 1.130 2.16e-06 1.95 144.74 129.0 *\n", "3FGL J0023.9-7203 2.662 0.592 9.79e-06 2.70 5210.01 1799.7 *\n", "3FGL J0029.1-7045 3.008 0.459 2.07e-06 2.33 269.91 239.4 *\n", "3FGL J0021.6-6835 5.122 2.612 2.59e-07 3.28 16.67 57.4 *\n", "3FGL J2351.9-7601 5.495 1.403 2.85e-06 2.01 242.92 191.8 *\n", "3FGL J2338.7-7401 5.777 0.598 2.91e-06 2.02 294.63 187.3 *\n", "3FGL J0146.4-6746 6.423 0.669 1.76e-06 2.36 258.02 202.6 *\n", "3FGL J2336.5-7620 6.454 0.389 1.28e-06 2.29 112.27 135.3 *\n", "3FGL J0002.0-6722 7.153 0.410 1.63e-06 1.98 94.41 95.8 *\n", "isodiff --- 0.689 0.0216 2.12 696.46 6002.2 *\n", "galdiff --- 1.178 0.141 0.06 7478.91 18027.8 *\n", "\n" ] } ], "source": [ "gta.load_roi('initial')\n", "gta.print_model()" ] }, { "cell_type": "code", "execution_count": 29, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:24.516344Z", "iopub.status.busy": "2026-07-17T21:41:24.516197Z", "iopub.status.idle": "2026-07-17T21:41:29.914643Z", "shell.execute_reply": "2026-07-17T21:41:29.913915Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:24 INFO GTAnalysis.load_roi(): Loading ROI file: /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_firstfit.npy\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:24 INFO GTBinnedAnalysis._create_binned_analysis(): Creating BinnedAnalysis for component 00.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:29 INFO GTAnalysis.load_roi(): Finished Loading ROI\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:29 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.000 16.742 1.54e-06 3.08 237.85 345.3 *\n", "3FGL J0112.9-7506 2.572 1.155 2.13e-06 1.96 144.08 130.8 *\n", "3FGL J0023.9-7203 2.662 0.614 9.88e-06 2.71 5220.38 1821.3 *\n", "3FGL J0029.1-7045 3.008 0.455 2.05e-06 2.33 262.02 237.4 *\n", "3FGL J0021.6-6835 5.122 2.244 2.22e-07 3.28 12.44 49.2 *\n", "3FGL J2351.9-7601 5.495 1.350 2.83e-06 1.99 227.98 181.8 *\n", "3FGL J2338.7-7401 5.777 0.572 2.9e-06 2.00 278.99 179.2 *\n", "3FGL J0146.4-6746 6.423 0.627 1.72e-06 2.33 240.73 193.2 *\n", "3FGL J2336.5-7620 6.454 0.350 1.25e-06 2.25 102.13 125.2 *\n", "3FGL J0002.0-6722 7.153 0.381 1.61e-06 1.95 86.40 89.4 *\n", "isodiff --- 0.692 0.0217 2.12 676.14 6297.6 *\n", "galdiff --- 1.145 0.143 0.03 7144.75 18804.2 *\n", "\n" ] } ], "source": [ "gta.load_roi('SMC_firstfit')\n", "gta.print_model()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## TS Map" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "tsmap() generates a test statistic (TS) map for an additional source component centered at each spatial bin in the ROI. The methodology is similar to that of the gttsmap ST application but with the following approximations:\n", "\n", "* Evaluation of the likelihood is limited to pixels in the vicinity of the test source position.\n", "* The background model is fixed when fitting the test source amplitude.\n", "\n", "TS Cube is a related method that can also be used to generate TS maps as well as cubes (TS vs. position and energy)." ] }, { "cell_type": "code", "execution_count": 30, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:29.916233Z", "iopub.status.busy": "2026-07-17T21:41:29.916065Z", "iopub.status.idle": "2026-07-17T21:41:38.801764Z", "shell.execute_reply": "2026-07-17T21:41:38.801074Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:29 INFO GTAnalysis.tsmap(): Generating TS map\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:30 INFO GTAnalysis._make_tsmap_fast(): Fitting test source.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:38 INFO GTAnalysis.tsmap(): Finished TS map\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:38 WARNING GTAnalysis.tsmap(): Saving TS maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/TSmap_start_pointsource_powerlaw_2.00_tsmap.npy\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:38 INFO GTAnalysis.tsmap(): Execution time: 8.87 s\n" ] } ], "source": [ "plt.clf()\n", "tsmap_postfit = gta.tsmap(prefix='TSmap_start',make_plots=True,write_fits=True,write_npy=True)" ] }, { "cell_type": "code", "execution_count": 31, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:38.803528Z", "iopub.status.busy": "2026-07-17T21:41:38.803360Z", "iopub.status.idle": "2026-07-17T21:41:39.649491Z", "shell.execute_reply": "2026-07-17T21:41:39.648757Z" } }, "outputs": [ { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.clf()\n", "fig = plt.figure(figsize=(14,6))\n", "ROIPlotter(tsmap_postfit['sqrt_ts'],roi=gta.roi).plot(levels=[0,3,5,7],vmin=0,vmax=5,subplot=121,cmap='magma')\n", "plt.gca().set_title('Sqrt(TS)')\n", "ROIPlotter(tsmap_postfit['npred'],roi=gta.roi).plot(vmin=0,vmax=100,subplot=122,cmap='magma')\n", "plt.gca().set_title('NPred')\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Looking to the TSmap it is quite clear that the model does not fit sufficiently well the data." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Residual Map" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "residmap() calculates the residual between smoothed data and model maps. Whereas a TS map is only sensitive to positive deviations with respect to the model, residmap() is sensitive to both positive and negative residuals and therefore can be useful for assessing the model goodness-of-fit. " ] }, { "cell_type": "code", "execution_count": 32, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:39.652041Z", "iopub.status.busy": "2026-07-17T21:41:39.651889Z", "iopub.status.idle": "2026-07-17T21:41:41.898485Z", "shell.execute_reply": "2026-07-17T21:41:41.897593Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:39 INFO GTAnalysis.residmap(): Generating residual maps\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:39 INFO GTAnalysis.add_source(): Adding source residmap_testsource\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:40 INFO GTAnalysis.delete_source(): Deleting source residmap_testsource\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:41 INFO GTAnalysis.residmap(): Finished residual maps\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:41 WARNING GTAnalysis.residmap(): Saving maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_postfit_pointsource_powerlaw_2.00_residmap.npy\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:41 INFO GTAnalysis.residmap(): Execution time: 2.24 s\n" ] } ], "source": [ "resid = gta.residmap('SMC_postfit',model={'SpatialModel' : 'PointSource', 'Index' : 2.0},write_fits=True,write_npy=True,make_plots=True)" ] }, { "cell_type": "code", "execution_count": 33, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:41.900155Z", "iopub.status.busy": "2026-07-17T21:41:41.899985Z", "iopub.status.idle": "2026-07-17T21:41:42.383956Z", "shell.execute_reply": "2026-07-17T21:41:42.383201Z" } }, "outputs": [ { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.clf()\n", "fig = plt.figure(figsize=(14,6))\n", "ROIPlotter(resid['data'],roi=gta.roi).plot(vmin=50,vmax=400,subplot=121,cmap='magma')\n", "plt.gca().set_title('Data')\n", "ROIPlotter(resid['model'],roi=gta.roi).plot(vmin=50,vmax=400,subplot=122,cmap='magma')\n", "plt.gca().set_title('Model')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 34, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:42.386039Z", "iopub.status.busy": "2026-07-17T21:41:42.385874Z", "iopub.status.idle": "2026-07-17T21:41:42.908626Z", "shell.execute_reply": "2026-07-17T21:41:42.907777Z" } }, "outputs": [ { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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6IoBQz6Xhl19+UYYvGJNQsVISMOQ7a4sy3MvTHiaVaA9CFQwMDAwMDAwMWuK1116jO++8U6WlQM7Ro446SqWqkAov5h+oIA2n3JKcncw/4ABcHhXazjvvrP6A2tpaFTp54oknqpxhH3/88XKvZ2BgYLCqwCS8NzDoAIBaq7VQPeCVV17JVhBamuQcFYKgiEKeKeQMk0DiU+SX6GiAug2qLCRSReWjloCSi8MSq6ur1Sek+C09j08++WSbhGYuT3tgmMS6b7/9tgp9bM3TC8OlgUF+eS/bulT3v31WBgYGBiuGGTNmqCrRUHSBnyHJPfJ+HXjggSpnKYNV5CjEg3QXLQGDGPMJKMewLlI1PPXUU67HhVOQ+SUMWKwsk9EAqISNfYHD4PdlXc/AwGBV4E6GP0kY5ZeBQQcAqvKgeg+Sp26zzTYq0TqqCYIYwbv29NNPq/VQDntJXkAA5awPOuggeuKJJ1SlIFQCQulr5IS48cYbsyGBS9vPykRRUZFqJ3Kd7brrrsobuvnmmyujEryfjzzyiEoUi/DPESNGqFDFhx56SJFInCMMUfB6wvjF4Y8rqz1Y94ILLqALL7wwW+Vps802U/cBFZiwPgyOCCHYZ5992uR6GRgYGBgYGPx7AJdaktoKBXjYQZdMJhUvg/MOuUpRHAd/H374oTKCXXrppXTVVVdlt73sssvo0EMPpZNPPpk+/fRT2mmnnRSnQE5X8BzkPD3mmGPUuldffTUdcMABqqAOlGVYF4owqLMmTpxIzz33nCrsc95556kqkDC2IeE+KjaCazY0NKgKklgXxwCHQvXrZVnPwMDAYFWDMX4ZGHQAhMNhqqioUIau1qTkMIohOeqyAOtBSo9k7GPHjs0uB9kCmbrlllvUMTsSLr74YmUsglHrwQcfVH8M5JngUE+EdZ577rkq8T9InwRyUqCc+JJUdG3dHuD8889Xhkpcd6yPPwmQRNxfA4N8gcn5ZWBgsDqjrq5OObxaA7gIjFLMJ7788ks66aSTVM4sBip4I08p+AwS1m+77bZq+SGHHKKqdsMohpxb+GPAcSnzgcEpOm/ePMX1EJaIPwk4CzkdBtJCQLEFg1tLgNfcfffdav1lXc/AwKBtYXJ+tT+M8cvAoAMAXjqov0COPvroIxWuCDITiUSUIgyePBi/WmL48OGKLLUMhYSh5dtvv1XEBV5DyN5RUQjeP6iU+JgSyFkFzx6O2RIgTjhOv379lun48Ha6rQ8MHTpU/dYy8b7P51MGJqisQPSQDwNtwTGwDJ5HBpL+I9wQXk5cN5QQBwHENUJoAST7//Tclqc9IKOo3oTlUHn98ccfKtQR68D7C+8pPKUGBgYGBgYGqy6QVoKNVEsCc6xp06bRDz/8oHgAV3lkgFNAmXXaaacpNTnU/zAusTNvr732UuGM4BTgJIMHD1aGMSjgJbA9jGqIEkCV8MbGRpU7DHwL3IhziiGlAzgTDGRo08yZMxVfxHpHHHFENt/Ysq5nYGBgsKrBk2mv8m0GBgb/GiCxh/EFOcIkoGSC8QYevYULFy4xcb6BgYHBiqghYNi+rmgAhT1tW18omknReQ1/KuO2GbsMDAwMDAwMVge0J3cCDH+yYZRfBgarIZAMddSoUcpDB+URwu7gObzjjjvUAIvcEObl0cDAoL3gbYdy3SbIxsDAwMDAwGB1RXtwJ7Xftt/lKgtj/DIwWA0B2TyMXMgj0RLrrLOOyvllYGBgYGBgYGBgYGBgYJAPMIZAA4N2Aqornnnmmf/K9YV0FjmqbrjhBqXy2nnnndXn448/Tt98841Jvr4SgapMyOFmkN9AYmNU9soXtE+p7o5TodbAwGD15E8GHQeGPxkY7mT4U1vD5PwyMGgnIFEoEpwi2bxB/gLJ8N966y3aZZdd/u2mGPyLQLLg3XffnR599NG8yFtxc8lAirRx3ormTIrOqptqcn4ZGKzmMPzJADD8ycBwp7aB4U82TNijgUE7ARUQTT0JA6Bl4QGD/ENzc3O24lY+oD3Kdbd9ClgDA4OOCMOfDBiGP+U3DHdqGxj+ZMOEPRoYtBM4obxRfuUvUHETKCoq+rebYtAB+kLv3r3/7WYYGBgYdHgY/mRg+JMBYLiTQVvDKL9WAmD8mDNnjvJkQcJrkB/gez1v3jxj/MjjqpvcFxAOZpC/cwD+unXr1mo/gEq0vr6eevToQV7vqu+XMsovg7aA4U/5CcOfDAx/MlgW7rS68af24E5qv22/y1UWxvi1EgDDl/H45y969uz5bzfB4F/Geuut9283waADADm/loaZM2fmVXikgcGSYPhTfsPwJwPDnwyWhTsBhj8ZLAuM8WslAIov4MffJ1GncisUDpBp0CPejPqMpW1zr1SJBTNW+JQnmbC3DxWqz2gqYy9L29/5W8RvW8FjYl2/19p/KB21j5mwjkPpuL0sZX9n+Bqqst+TVfPsdfuuqT6rgl2yy+oTKfXZGLfPeHGzfR5cwWtho32ceQ12m2qbkurTq9urtq+3f+flPcsj2WUDK61r07UomF0WT9rn3qDbVC3aEU/a7SsO+3OuZ+fCkG4vuaIuZrUzqK93SchH3YpC1KyPxRC7pOpma5u6uPUJhHz2/epcGFCfnSL2o9qcstuZ0PezOGDb9Mt89nVsJKvNjQl7m0bdnoWN9jFn1zXbbYpa1yTit/fZqzQs2ufL2YbbIdGQsPef3U+JfY8GVdrfK/T1Dou+KvOlJfRFk8eJ69/F5aBmcZ7NSes8Z9TYfaUxnsppX1WD3Qey7SmyrjtQo/sfMHNxo+PZATqV2NemQt+vvxda65UX4N8eml1jXyugIGhf28KwtU1RyL7HZWo7CwF9rAbRR1KiEw3pZIVUdtLHVvvX/aFEHCcmLhR3dXG5HeNEk17hr2r72s3S91veg7S4Rw1R69o26OcAiOt7INscFfegUN93oH9n6zyG6vMB1iiz+m9J0G7bIv3MANP0vZ1Ra1/f+XV2/4/qvs73RT7bhQH72I2ir/4x2/Iuzljc7Hq9h/W0xvNdhnbNLutREnT0YyDosa93yhugaDzh6DcFTfOz35PF3ZTXctCgQdn5YlVHe1Rn9JFRTucb+Hn49teJ1L2yNLucn66Ixx5PYhlfDn9i7tQaf4qL8Yy/yrlHzklxPQ7Ifu3YfyJmfabFnJK2xxZPxmq1t6nG/rl2kXXMnkOzy+qCFdnvDXpOiwp+Uq/HWrVP3byaqH2cRZpLyW1km2tjVvt8Yjwq1/MQ0FPP0xWCdyT1ucs5VvKWhJ5fIoKLSJSLsZHhFW3iuZnnu4qCIGH64rmfIe9Ns+Z0DTH7egjaQqV6Ti0P2wujepuk2E9RwL7HRV7rnJop0AqvsL7XiWMubLLvN89/AcHjuhcHc+6B5MBJ3fFSok0xce9aclCgR7HVvrKQfW4h0Vf5svF9a+27pG7MEeR68wU/Yi7bJDit5FSMQsE7JP9d1BTP6XdFQb/jE1jYZD1HnQqDVNOcoKYWx2COLc85JNQ+hfq+y+st28x9qE+pzUFL5dytSb7sF8w35f3yi5eBsD6+5Ofz6u1rN68xlvNOIbt2THMl5l7W75kcniXfU8L6WetaZPeLfmX2OXUp8Ofcj2rdPxeIts1usNoG1OtxJCrOo1hsz8cMi/4tr+3f1RZvmic4GZ/zGp2tMRfYqHdZzntOecidPyU9foolkk7+1DjXuh7FPax219fTkMGrB39qr8rWhj/ZMMavlQAmYUXFxdk8Bitu/LKJVjpkvSQGJXlzMX4VLNX4Fcwhb5RaivHLYw+WyZidzNujB55EyD7PjJ64PML4FRUGGn7IGz32snDGJh5RTy5RC6bsrsvLw4V2OwqKrEG2qDjkSibSuk0xnzDCid8LXIxfhUVLNn4lA0nHZIwj+MJhKrJtIzkTXtxvHT8pDAZyUinSxrtiPYkBftFOJu5yciqR11Ybv7zi2nuYwHjtc4+khXFNXxNJYgvFSYQ0u5Tb+F2MX0lBjBkFRfbEXFRs369iTbKlAUaS3Lib8YvJm3iQfIKk+jSZKEgGcu67bF9IvLwwwoX2MxHW/Q8INls3X07CoYJwznbBRuv3gqIgxRJpChY4XwiC4n6F9EtHWJCvSIF9/IDucLKPyOe8QOcT476ilul7VyyIcVD0G75MgttRRPzDq1coSNjXLqKfOXmvJVlP+qz2JfQn4HExfqX99rKQPOdCa+woLLaNX8XF1rUtCYkxzG/vv1Df20jS3k84FcsZe+T9jOhjFgiynRZ9NVhgnXugSVwPcb1DBVb7CgXJKtbjTEnEnbw1pTwUCGeyL3bq+L6m7PekmBdWl9B49Lw2T3ifO8wY5Dl/Wj7jVy5/cjN+yZfNyHIZvyxjvCe1FOOXGCPTKWscyIjxJCP4E/MmOe+nA/Y58zt/QnMJyaU8rRi/Yv5cThWJ2GN9YbE1TxeJZWwQ8YoXXTknsfGL556WkPvKtl2OdXoMDugTwiheUhigFvTJwQt82pCVCSZz5kt1TP0yXRyx2xRg45cY04uEc6VYG78CwvjlF7yCv6eDwgDkFf0qkGv8Yh4q74HkwMxr5Hwq+WhLDqraqQ1qxcKwF16K8SvhZvwShwm4GL8aSPZvfc6iD0hO5ebck+uGdb909LtQ7nwc9gSz162ZYpQOpFs1fvE5S6dxgYvxy9FmfZ25n6tjCeMvG7+Kg7nPfqvGL318+ZzWi2tXoM+pNeOXV3OljOhr3E7ZL7xi/8zRC0S/cPDqQjYs2vcjqY1bjWSPFwVkOzmTml/JsSMieCQfU76nOO5x3Po9lPDlcL9woc3tiortMa5YG79Kwq3zp2CmBX/yNqjPuJgTVhf+1B7cSe3X8KcsjPFrJaImlqKA8BZJUsUTfmvPbVwPnL6g/RLH4yEbzqz17H3ygCn7u4Nr6Iku47UHzmDEohreuP1iRuLFMuOzBqlMUCTwLrNDdGIFleqzTniL6vU5z6iN5niA5OQljS1h4b4rCFrtnL7IUtMAixtyDRbNYhJmT1G1UIOVC/LFx2TPIJAKCuLBF8qFx0nvmgSTLt43SCDIV6MmdTyhNidyvXtSgeZ2rM7C+NVZvGDzhCwnhVjGposJvX85efKE29rgmjVSiG0kePJ2EFfdyxLpdE6fVt/1wQqEgUUSE7e2SHsat1kek9spFU2yxUwoJRmXHqoFdZaRZGGd3S8ZtaJ/sicMaNDfI4JMNGilnGwTEymf10s9ykNUUhh0eC8lOawUhhmGvJ9NmgzJPi8VVUwEpTJySKU2qPnF9crY3+P6PiWEsd0vmBirNCVRY89say83iwLxVq9Xa4gIwluhn8+u4nqUaqOXJDRpl3ssFQ7yfvDxJdnurPcvxwPZ10u14bFziX2Nq8S1533Wi/vJfVkSNunISJNHKQbqxfMRj9jKsXQ8TfXCQG1gYOBEbSxFBS78KSAUnHIa4Uc+qbmTek5D9nce2kKSP2WsfcqpT84pPHtJ4wB5haMibH33JsWcIgxuGa92qgVtBYSn1EqLEA/bqrZGoW5lpRKrxK3vCZe5VTjANK8J+ewxZVFT7jwlnSi1Yqz2eqIONQpQGgrkGJcqhMGAOUZrigU2BrVCnyitDZdBvV5xyE84JRjV5HwobS0pPZ5Kx6awx2WviWxRhTYWyXso54ckWfcw5VDg5LaX26nOTWzP5ymX8TWRBjF2IuozUf/3ijlaXke+5tLJyYYX2XY3I6Gc2yTP4svUUlnXEkXC8MH3uFYaPcWcxpD03KE+1G2V147PU+6HuQAMWj1KwupeyXbKaysV8y3PszWVOi+Xz4Tk9aV6nGDODsirxJRTjhN8bfh5ledm7TM3ukHyWX6m5bsRcz+5ni8g9qmNRZ2Es7RMGEPZ6OXWRWRarKWpjOQ4wX1Q8ic5HnXThl5poKzR11n2Vdlt+H4KWyPF0/Y7Me4dnBRN4t0pXtDdapvmTQ2GPxksB4zxy8CgnRBNptSfQf6iojCoyE6Di3fUID/gafmynCfwtoN032lwNzAwWF0BZ1FRyDzv+QwYWKqV4ST/5k8DhodSWjGbL2gP7sT7NbBgjF8rEXgBkhJjKbf3acWAtIy7eRWCMvSPvRIpkS9KDBJJXzgn1FEeU7Yr+7v+HgnY0llf0P7OilzHNmKftTqOXHop67XyqVYoMuqle053Q/lgSu8iK0mk8qWqMU7J5kZKNNdToqmBgiWVVFtq58mQ6hNGqfBSsopFemHmi5xjrHjpIkLJ2FskvYzSq9XSgwRvBqTBzWnt1dP+R5/wNDPkPqU6ib0r0vMivTiFcSs/UTpie42bxP3g+yS9UZwfQ3rFpGScvW7Soya7TVTfTw5zUN+1G0eqvbqJvFl8nbvrMDa1f+HmYU+gPDfp6eNnQXri0tpLmhHe0pD4vVirJOeKfAYyr9xcnYdLKgZZ0SWXSfWSm8dcrsuqoW46DxjCI9E85P6S11P2b742MueF9ELO1LkTmkVonsz7wF61hqLkEscLj1DdxZK5HtyqZvuc2Psoc52wd06qCB0ydO1llx4/2a+5zTKfmfxeqb/LEEe+n7L/uXl9W1OjMeS4WuAi25f9v7vObyfPQ95vHlv4vsg8G7XCm8+XG0f2UEb1bc4X0zIPX9jncSjJDAwMlsyf7Lktd4wCWCQgn12nWocfbhHyzIuEmkuGO/G+HCoQx3yrU0lo7gV4/fb3lEubeP9S7cWKD2ufuWOpYwym3DGS5xQ5fktljZw/Wp6bhLyerPySIVTyBc3NwSPH5Yy+avIwDgGd3lc2HYffq74jxKw1lTivK6+H5A3McRzqPb19OGlHEmR0CCzQnA1BtLdx7p+WeJ7cVrmMz01yJgn+3TG3FeRGQhQIJXdW+diK8suF6jvWzSzhHsg9yvvK3NQtH5ncXkIqrvj5k/zHbQ5mRVMylVbRAkjJIM9Hbs4KOhlVwDx0gc6z1RocHNblgjkUaoK3JzSnl1EcPLfL6yWfOe4Psi9L9RVzGbk9RzXIbuOm8GTObv0ueLX+6safZE5f+UxzblkZKeCIxGH+5FhmN5BVaPJ3vo7yOaoS74Nd9bsC5zeUnA1besijnttoyr42PFzyGNDYSp80MHCDMX4ZrJKI1S6i72/5D0V1sn2P10drH38ddR6xMXUUYKBvLXTQID/QsySsEu8vFlJ2g/wCwlE9ahjIr7GgPcp1/9P9LVq0iBoaGqisrEz9GRgYdEzAGCcdWwb5B4Q8zqmL5qVy2oBEOo/8uv/twZ14vwYWWom+NzDo2AiVdqLRJ91Ma594M61zxr1U0m8ETXr5Tsq45B8wMPi3ML2m2Ri+8hx4iYMH2+DfxezZs1U1zX79+tFtt91mboeBgYFBB8aMmmZj+MpzpFJpIyIwaHMY5ddKBJSfzsSduYnPpcxWhni5hjHxp0ioKqFzqzpk4PKYrL51k01LR4uUw/MrnNynlOlyGJWUt7IkV4ZYySTlxTrcS1abk9JgPn5tU4LqZ09VRq4B+55PwaJuVFjYjTxeDw3e/0IKBD2UxnZIjsiJ3kU7O4kQK5ZVS/m2DIPyiqSSLdskwxLldeDtWe6L1YN+X3by5iiqoBCVc1jj7HqRIFfkvudjyWTYUjJe6hILL68932+ZzJblxvK+y+SV/L17K5Uyp+lwQXnuLHeX4Xp8X2X4qAx1lCGKXHxByuY5NA/gxSEh+y/ViVgLRb+RbeIy6LLtsmjCQp3wXoa3Vep2yrAQ+X3xwvlUO208pfHMZTJUOXwj6trZKvIA9KywQ4SB/hUFVBdLqOsv8xaERGEKPmdHyGdqyaG1MuE+X3N57txXQ6IzhQJ2KE9NNDd8wZE0Xj/Tst9wv+suKgvJPmJva2/jVkxAtl0WuWA4Qpv0KYnb7ug3PLZAYcdYLEJbUXBA3lcZXiCfYwkOAUhl3MMzOcx0do19btNKrWci4LULbHCRioDfp8ZNZQQT5yZDvxMB32qXsLU9ynWv6P6Q/PnII4+kzp07U01NTZu2yWDlAGO/5EQ83slxT/Kj1hKB5/AnEfbIcUhyU8kh+PmV3dDNm+4ovJLOTULuSCOQnafc1Q1ctMQt8bgzDMmbw0Xk+O08D+YkIo2GSyJumaC9RCfSluFpsh1uhYDkdbTTFOSGkcq28HSO3eF+xymjuHN2PXGZIvraOKocinGd5zcZnuazZLhklxxwgpsn1Uby3nB/k7edw88U9JQouQ5vU9NKARi3JPkyvI05jiySxc+Cg4eJfbolsg+KjsshlKJbZe+nfE+Q/mTmBc4k9pTTZhnx4E3ax+QcuDJCluvbBHQxLbWNbmff8gjNqY1a7yOiIbJYAF8zOTe4RVxIbsmhga0Vr+JzCmbLAmChfY8b9L4yovwO8xYZPum4TnobybULRR8p0xTGLZ2I3KfsF9zvZV+Up+7Gn7jfyPDIroLTMS8KeO12yCqMnJ7DmYplyQUIoklfTjh3nXwn0TGMPo/gXGGrfcGAn5LpeM658b543JAh3qs62oM78X4NLBjjl8EqhUV/fEPVU34mr19WvcxQ9cRvyetNUe8t96GOAgzUslqSQcfEwok/UHH3NShcahuxWkO8roomPnsDJRpq1b+DxRW0zsFnUq/1t3MtsQzll5Ea5zcSyZRrPh2DlYe7776bvv76a3ruuedozJgx5tIbGHRwwBCTNEr+vMYs4WAyyE/EE0uuGG5gsCIwYY8GqxQqh25AmXSK6mf8of6daKyl8Q+dQ1NfvoWa5s+kjoZCFy+Iwb+Pqll/KaNpvKGGPr/pJHr77F1p8jtPObzSEommekolYlTcaxBtfPF/acub3qVNr3iRSgeMpBnfvNvqcfqWRahAKJ0M8g/wXOYjOG9FW/8tLyZPnkznnnsuXXvttdSnT5/2OFUDA4M2BpR7UM4b5C966uIzBvmLfORP7cWdjCPeRv71qn8ZbiFpsiKirJYnK4Xw8qjQKJfqqmiFolKNxyUMTnZ4KVF2k0By2IDjIXGptCPDC6SUlfepix61KumW0nkOd5RhcjERyslyfHxWrjGECrv0plkfPkk1k76lxb9/QZlUgtY7+RbacKttsttUaBnvGiIMrUxUe+S2ZFwqzMg2SbDkW8rJZdgYX5tFIuzKKfu39ikNLLy9vB5S1oxKR8CMWtsDFkvZEuVouMQ6tg5jk+F+1rrW/mtjdvhbgw63kvLkUvGdZc+zRcialF1zm2U7+busGiMrZXIImLwe0szEle9aC/1wq2zkj1mVLv0c36uqdNlhZ9VaVs2VC4G5NVGqmzONPr7qSOqz47HUdcNdaZ2zHqP534+j31+8S/028sCzqazUfqbqqqvpp/vPVSqv/vtepOprJZvQ3mLqu/sFFAoRza9qpvqZkygdG0KBSCFN19fh74UNVNOcUCEUxaJ/9e9SlCNdrxNhcI4QRH0eMownIp4VDiOU4YZ/VVtheF6PfT1CviVX45IhMryvanHtinT75XNSqe8rwN26m5DQ9xLP3wKXEMjaZrtfLtbhhIsLcj19MtxVVq/lpXK8quQ4CtHHZagBV3KVkOE9nfQ1kddGjst1OmxY3g/eZ5Pov9ynGxMI3HEJIRfjAJ651Um231HCHpPJJB166KE0evRoOumkk2j8+PFt2h6DlQdU/JL8iefGqKNqtqxml8lZFg/Y63JYWlhUs3blT+I55+O39hLBITieVvlXbmVGHnYdoZRiD9x+OQa5zb0yHUIqk8oZ1wpdnDCyIpusGMf8Ry5jjiJDT2UYNx/J38rFYb4rt3GGp3mc9zOFhPfWxZF7dFZhpCWGrzFqdYVrR7isuO9eWRVT77S1dCEcuier5bmF48pqvrwrKWRzVBtmfiP2I9M5cIoHt+HPLSQT4Esr505HpcyUNR/7RAqGGOmqeyIEn99NrGOlHXNgy+fDrWqlBFfGdqsWWe1N5HBQ8KAafSzJkcsj9v4DXl8OZ8reY3HfHO8f+nrLcFnZpqpm6/geEhzAZ//Ou5Jhwxwm29r7gdsxS8Qzyc+CDEHk7VtL0cDnh6JKjIa4Z4mpbXgbeYvk3SrV70mygqN8N8uOYTLlizinAn1Qt/4tz8NtLo+KkM9Yyvo9lorbz4/L6wGnTOHP1QEm7LH9YYxfBqsUEFo2Yr/T6df/3kzVk7+nkjXWpBH7nkKRiq7UEdG5KEQLG5Zcbtlg5eLX526ncFkn6rzujqpKaKRzb1pj5+OooMsa9Ndrt1PZGsOobKf9lZFy+rfv03dP3kTpZILW2etk1/15A0H1+4QnLqG/i0tprf1PoaLiEvKHwjR8/XWoMZ6ipC6NbZB/KAoFqF4Ynw3+OerqLMM3IxQKqb+WuOaaa+iXX36hn3/+2TUs2cDAoGMChgWMnQ1m7MxblEYCWeOXQX4iEgxQoxkDDNoYxvi1kj2X0lMgtS/VWgGxSKsfWoKVOQmhpvHq5IDS8yK9OBltJs/1renv+h+ySdw+f6LJXpi2PT+elNU+j99+0Qj6bHUJJ+xnzyPQFM/1QkrVEXsNZELXaEokS9dJtQd1s9Qyg7ptT6M22VKdAF5oupVZx+9faXvy+pRGctRH5TphqzzPZuGZiSVzPby4Zwz2vErvmfRET1nclOO9k0n++TpLjwd7OqRHQ6qn+Jpx/2jpWaqP+XM8L7JNrMqTXjHeXHqlEsIjzh4oqQSSBQrYuycLCPQoDud4GaXnhy+J7KvS6ctKwuZWwg7TuhdLD6w/EM7x1svznKuLCCzQie2Bqd99QQvGf0MjjrqKYlEPUTRGSe2NCvbZlEacMJiCJZU0a2EjTX7hJpr7zZtUMWJz6jvmRPIUV1KDVuD5xLn5lYfWQ0MOvYomPXUxfXrTqdY6kWLqfv/HNHlRA/321NW0xeGnUWFlt5xzY4+m7CtuCVtbCwFhZViN6Bd8u2Rfk88CK+mkx9wqKe3cXvaRiN6/9LzL+8GQfZGfXaBet7NWqMkWC8MwiC5Q0uDPeU6DLs+m/F0qu6S3l6+pVDbyuvLaSO92tj1C4TZAKNjsIhT2GFehvaWsCgBq9Kk1JjPZJLay/3cqCDq8xt746hXig3FCJsJtq30CvXv3diy/9NJL6bLLLnMs++GHH+jKK69Uy4cOHdqm7TBY+cCjIxUMrPySaoIGofBhSF6RztjPNO/KK7J/cIGM1lJNuQlaZB/neY5VNTk701zKL3KWBnzW94BWOixLcno5xjLfkOqjTMaXM+7JcbM0lMnhGnI84uT2Mik2K5EcSjox1jIvkcfxCv7kdTDRXCzUink5D7EatrXiBTI5uJsqju+NmypEJrSXnI7XlJu4tVxu7+T1LvyK1TYuyeHltXUUIBCN4kvuUDbq6yxFbzKRPK/qSIAuz1ko5lu2U/I9t6I4PJe37Kv8XfJ7jjSQ28n7yQWFpJGL94O+zf2is1B0y+vAz4KbOkr2JTd1oKQvCbH9Ys23ncn8RbEB5iXiHrECz01Z3hrks8Kbya7EHESuJxXi/MzJcU/2K1+LpPByX/IaSt5eqfkRnLbZfcoCS1kyn6t2lAj77T5QoSME5DMlt8lG4ojdsPowmoxn+628NiV6XOcxKO1SPGlVRXtwJ96vgQVj/DJYJeGRLKIDY0jnIpq0sOHfboaBxoKfPqTC7v2o05qbUc0Cu/IjAyowRqi8K4048moq6r/+Ml2/gq79aN2xj1O8bjElmpspk0pScyJJqWSCGmZOpK8fvoa2O+cOcy/yDKho6faSZrDimDlzJpWUWCHfgJvq64ILLqBevXrRfvvtR3///bdaNmfOHPWJio9Y1q1bNwqHTV4ZA4OOBrywdyoMOtJIGOQXZKVtgzx1ePi8JnLCoM1hjF8GBu2I6dVCQWfwr6Ok35pU1GvwMoVA9d3uUPUZFUqlpQFVSMMV3SmgSVu/TkX0d3UzdRq1JS364Z1/0HKDVRHoZflq+PL4PORpRbGxwvvUzy0MX9L45Qb8DnXE9ttvn12WSFge/ccee4xeffVVevrpp2nTTTdt0zYaGBj8c0DtgXyZBvkL5O9cYIyfeQvM91KtmC9oD+6k9muUX1kY49dKBCS0Mjm8DNHikDopMZZ9X8p3c2SyYpmUK0e1DFdK0x2SWi0DdiRkZam0z+4ajiNrXWpGyPZTLimtHMkMvZmcMDmdj1u3yZMTriTl+t106JSU6EvJLK87XCQR5xDHMhHy4MsK2okatBJbvpdKaTGHOzpCCfQyZ/Jr++THz65Vn4sbbGPJDkO70Od/Lbbaos+fk/EDnARdJqOVsmU3ObEzaaT1GfDZ11aCf3dL7ClfyuX3Ip3c0iEJFySUJcqlIfuYxbr4QpGQhjuS07sUUpC57f06aak8W7dzr2q2JfRx3U4pR2/QL7dAdXNumF33DcZYx0lnsvL0lHjmGnWIZLTR3k9chiPqRvuLRQituHdJLRWP6vDlL/6YT83xJPlLu1NzzSJKx5spEC5weDQ5NM8tCaws+CDBocQylCAuQu5k2IBbMlF+ZlpLIM7XtFuJrYrhfTnCGFySKMtwWdlXq3SIo3w+SsWYwMnv68T2C31xl2TOlBNaK0Ma5HPs1g4OJZAFAuS4zOOMLJDBybGBYj2mVLqEvUiihq+eFmEhcvyVIRWFAd9qF/b4b+OFF17IWfb777/TyJEj6fTTT88JkzTo2ECoFHMagB9ZZ5EgOU/lhum5vU/IFwLmSnLukc+vWzJyZ9oJ6zMjQ8o89tjCa8rfRVYJV/A+IzJx+VKU7xzGJMPBJa/gMVIuK4/khuHJ+ZyP3iwGYBmez1/l9Xbmvrf2FRf5L6Mx+9pwYRoeq7Fp0FdE06qbHOO7sxCJTq4tfl/aXMBjtKPAgGgob52RFNbBkT255y6Yi80ZZTtSOddGcktOQ+C8x7nXUV7OlG6gI5WE4LhuNgOZhD+l0yg4QvdSqSUm0Xdrm+QdzEUkP5FcJ6VDgJHHKXvuer6V6/H2E+Y3ZENW5XMu7yu/R7lkYHBwUJkSJlvUQHAieZrMceT2qbTfNUyQwbfWEXYrtg+4cAQZwsjjkOSBfE7O0NPc8M6ESE7vLMJl7dPryQ2v9On3MrmehdwQXXmduMCAW8imdSzrMyyuEYdKOotV5B5fLsNX9SeeLRm+yfypRD87ntiqEQ1k0DFgeouBQTtidq2w8hn860BIYu1fv6604+2xbi81dRf2GKz+PevnL1fasQ3+faDymZvjIh/gxbm3w5+BgcHqj0yLCsgG+Ye1eyxZ3WuwekPmic4ntBd3MvzJhlF+rUQU+r0OT5j0HrC3qkQkWZYo1t4RqYhiy7q0pksLPHsYpBpMgtct1aodIJ5NrirLXtvHZEVY0msrvxLCdZkt9S28LPzuJ70crC6y2qETFraS7JzPvbXyyexpkcoxPmXpZYkJVx57EzhpqGqz8KuxN0wqPnxJN2WWfU6saPlrwkSa+PSVKgRu6sjRVLTFYeQLhqlBK9ikJznktxNpM6SHi48vJwF5GXhdN28okA7mXoeQP5HjzZHJvdkLIwQ6Ds8QJzOV27h6iqN2RTZvrN76khJktqxn9mtMJ+jNJtNs0V8WNSVzrnc2cTkS12fXi+ckMZfXe95XL9Osr96kLS9/lko7FTjUWuq7PmZMKN1Y7aXOQz9zAaEo9Lsk2vTpBKSPfj7NOq/y3jRs/7Mp3Xkwza5qpkqRfJ6VXfK+u3myW0vQLpVUDKjNgL91EQZAhpD01gUh5HgjE7Xyte1T6p4wmVEl9jlPK7v+EsecvsjOqzZDL483N1K8rooinXo6PMjsNZb7bHkNWlsu+7/sN1woQirH3BLLyueLPd3ybGVhDIabaq6lBxXXNJFJZ8cWUXPDoWQtC6QpHM8/ef/KRjAYpL59+1JZWdm/3RSDFeBPzrnP+kyJZ1vyCrexgxU2kqtIDsCQcwZzIomMGGOk8phHLp/HbocUx2Y0L0qJ31NaCSVVDQ7hvB47pAKnleEwB5JjsrpaQr5bysvAhxKnuVTYSdntZRFxbVhN5BeJ/SXnY57aIFVDqbRSEstr7FoISnA/uWp27pTX1mWshpNiSeO6Mzm+J1ft5bh3WX2faBPzuFy1l9VOTw7/8STtogmeuHaiiuI+VFButU1oGGQ7WOUlVc3ydvKUJk+X5zmn+iiTw0tkIZt4KpDz3MiE+G5Fe2QCdd6nvO68n//NrHHlPG5FoWS/y15vh/IrVwUvFeGS//A5y0JTct0KzY/k2MKXSUZxlAqFp+wvbmMLK9HlMVlF31oxJD532f9lOzmqxq1ghHxvlNeOlXay3yzN5+RmpJLDptsY6vacyQIZaU9G5frC6fKqsn/z+2+xTysDg4Y/tSW+/vprlRaiNWy55Za07777Zv991llnUSyWGwa2wQYb0GGHHUYdDcb4ZWDQhgCRHv/weZSMNlJB597001vIKXMg+cgkVe4I6Lvl3jTzi9fp6xuOo7Jhm1Bp/7WoZMCyJbRfERy9ZX96+NO/1Pfem+/RbsdZlTD367do6it30uB9z6TOO+9PqzMKgn5FpGPL8xa5usDnbfvCJCJ8Y0UwePDgbPJ7AwODjg2uHm6Qn9ikbzl9Nb36326Gwb+EgmCAmuJJVwfFao324E7LyZ9KS0tdq2S/8sor9NFHH9GwYcMcy++//34aPXo07b+/k9N3796dOiKM8cvAoA0Br1/lmpvR7M9eoLrp49WyhpmTqXzwuuY6dwBEKrrSeifdRDM+e5kW/vgB1f39O41YivEr1VxHycYqCpR2I6/fUky1RKKxliY8fTVVDN+UOo3aCrRdLX9MK78YMz59iRJNdTTq+NMpn1A9cyqNf+lRGrz3qdRl9NY0+/OXqWrid0SrufGrUXtzpao0X4CErUjc2qb7zMPraGCQr6jSuTMN8hPfzDCGr3xGQyw/n//24E7Ly5+GDx+u/lrizjvvpEgkQgcffHDObyNGjKCTTz6ZVgUY49dKhJLISlmzkH3KZPCuSd118mUp/+ZwwKBIqEpC2c6JCSVkwliWtbolHpQJXQMi9C/tsV7qm+Jp15AglktLWTJLuuWDJ3/n40tlrFuyTreElta6mRxpMMvLWcKr1nPZVjoUZOJPltRK2XSA21xsb1Mft8MWp+mE+94jz6bGXQ+i+gUzaft1htIvjWHyBcLZ8Da3UK8uJbaMXIaidS0MOuTLLSXpLLuW7ZRyej4nqTB2CyGQ95vvhzym/N6pwGpTtyK7nREd8OGJ2SF4vsaq7Pf0DMsQ6O/Sy15WWGkf01eoPmuitmR7Vr29rwU6pE7KqznUTSZYl5WBWP4tr3f/LoVEXTakdTfakMoLg5SINlFzxnq2Fk+fQh88dAONPngsVftL7X1+9S41zZ1MTXMmUfctD6HO6+1GYX0NGudNo0hJT/KmGsmbTtLUl2+juV++TCOOvYmCxRV00AZ96NFP/1TrNjcnqH7+bFrw4/tUfdDx5NUhxF1KrPtZXCATqopnTt+Peh1KqfYlQkPcJO0N+posbrBDEGVC2Qoddtmrwu6/MhSza6HVHwdU2MtYjj9bFwVQ116Qk9k1VpjGvBo7z93Cupjy2n3z8PXUVL1QJY0NFFYoA/GiXz9zJvV1OQ8Oc/WKHK8yhxYnvJfjpwxfaLkfZ6hkbgJcuf0i0ZfkMXk7GYLOe/KLMCPcopKw5bnk/cv7KkOqvdF68sZMZVgDg9aAOd1R+ELPSX6fLCghwwmtz7DYRoYB8pznl8xAhyXK5NhewZk4Ib4sIiSZhcclbF2G92R0++T2PCxLvieTRfP2zightzCm3OTzTrgnqG55btaxNDcUKy5NM8CXWfIoyTQ4mbvHI7gf52UQ87jkGkM6F9LEhQ2thq/xNQuIsVyG1HEYobx23C+kqMwtEb2jEJQ3N3xThp/J+83L5XQW1YoLeV9LReqEIGknSdLmMp5ovX38hoXWvoMWT7J2ZhHRFAVcE9rXa44ek/fV3pp8uk0ypJPfCeR8Ka8Np0PoKfiqLNzFIauL/PEcLqL2pS9KoQhPZh6XcjzH1nqje5TQF39X5czRsnhPgW5/WKb+0DdP5HR3nePlPZbvB9yvGkRy+XQ0k8OFOAWIPA/JC+Q95jY3incnGaLI7y9yGX+XbXcTQ7aWV9S+j7kFOuR9jQQcPWOJYwtzcBl6vbTxxMvPnHymxLPAzZccEF0R/KkumsiOZ27vOZ5YgzM02KDd8Pnnn9PkyZPp8MMPX+VTRxjjl4FBGwNGzaIuPdXflLSXfKISi0HHuk/BSCE16zxh5b36U7eRm9BH1xxLa+x+BpUP3Vgt77bZQeozVjOXpj45liJd+lHRyPVU8vzfHzqX5g1Yk9Y/4Rra9Ky7qGr2NPr25hNp5gdP0oA9T6OPJy1wHLNi+MY0+7PnqXrWX1TZ10qC395INDVQ3Zxp5ImUUFHX3ivlmI7jN9bR4sk/0hq7HEdev0We/ZEiitUtUoax1bn8MohbvqI9EqzKnCAGBgarN6YutnNGGuQfpor8oQb5h3zlT+2VnP6f8qeHH35YfR533HGuv//222907rnnUjqdpkGDBtFee+1FnTp1oo4IE1BvYNCO2HpQZ0fSV4OOC6/PR4N3OJC2v+wJKu4zIrt89vv3UcOM3ylU1p1CFT2peeHflIpHafyjFyp/+JoHnJFdt6hrX+oycjNqnGupvdbsUeo8RsDydLdLPH8LpJIJmvj2E/TGmWPoo2uOoemfv6qWz//ta3rrsqNoyqevq3XaG8GiUuo2eiua8+XLlIo3UyaVpIqhG9LA3U9erQ1fQLlWCBoYGBgYLB+GdrbU9Ab5B4h8ugg1ukH+oVhHPBm0Lerq6hx/bonqW6K+vp5efPFFFdq4ySabuBYT6tatm8oVBlx33XXUr18/evVV672jo8Eov1YiCvweygitqJSFspyTq4i0lCOzZFyGyoTiVjU9b3NtdplHVw5S6+pqMHG/HadXIyzpLN2VVfvYUCOl6w1CpsuSbimllpJXlkDL8J4CHUJQEnJ/0eWlMpLAIZn1BHKq4UnZM0uDG0TYIze/TAyeMgSS21ksJMrS0O735l4HDo8oiAgJsa4YCMSSFepzpCjPjLZtPLCTI1yxWciaI1oqzaGEQPei0BLDYeW157AEWSmqQEiYWY4vFMaOEEe3c2flvLwHPq/dJpbuR4Sm3Fe/WH1m/CKxv6hM5AlZubIyCVsOn/Hb5xzVB53faPfPmbW2jFmGNjIWNFoDdp0Me6yL5sjtZejGoG72szC4kxVCMLM26ggnLCvoRekC+9g1Q9amqS9fQaGyrhQq7US9NtyBSkqLqPPQdan7+ttT527dHcccdeDp1BCzElbK0DmonNLa2FRUEKIi/dxxmCuHFLSUmbNEv0nE/slz4hDIuSLccOqECfTLwxdT44IZ1H3jPanT2tuTv6Q7zZ5dR/UNGYpTkL64/3L64cUHaPQxV1Jp32HUWYQyDNN9WKrpOaRhpjiODL9kcHgvENEhKKP3P5XGnbcXfXXhLjTikAuo50a7UKcBw7O/A2W6r8twRH7mpaxfSt851ECGNvUpFc+PDhtuEu3ksUmGqshQg3q9rqyGmpKDE4dLOUI2c8ONEFbQFEuqz5QOGnKMMRnRp1ExV/57NQD6f1sbeT35lvjWwMGfpDc86cnlH5Jf8XJHOgPxPZCwVCWehAiX0ZWrwyF7nkj5IjlhZXJulGMxJ2iX47eIVs/yJ1k8lteV26TSIgxPTwtyvJHgEDHn9tanT7QzLgK7eLHcRoZdenKH9ew+ZfJpWSWRK7HJsEXHGKmPH2qlcnUqE8kJ8cL8MqC8wBGG56jsmK3KLcLPBNlhPutWBV1CzincRxxtF+2UFefcz8OTc485jFQeR6Yr8UYthVvGJVWJtQNv7vjHlUPFcRpE2CPP127V/4DGuKdVLi3nPgnmKJKXSm6WzsRzQv8kb+dbL6szc3+Iif6JRbhUSBnglg6B0x3Ifckqiwx5pxOi0rj9zNm/y+vE105WmJTPeVhXrZTbcDtk2gXZ9qgOoZTXSz5z2W3EPeIQw3Ar016Wy4jrId+9+Nq7VTuVrwGyTwf1e5oM0ZXnzvuSz4czjDs3jQ1fb3lu8pnifilDibH7aCKpPtMuIZ/8PsbvvJ6My6C1iqI9uJPar76+vXs7I0AuvfRSuuyyy5a47bPPPkuNjY2tqr6+++47GjBgQPbfV1xxBW2zzTZ04IEHqlDJlsf8t2GMXwYG7YghnYtoRk0TNedjtbdVGFPHPUb9dzhE5eXqvPbWlEknqWrCNzT04IvV75iYhu51Us52yVgz1c+ZRt7Og1z3Gy7vTgP3OpMKyzu3a/sDBcUU6dSD+u9zPhV262+1TffB4j5rUqch11HjvL9owiPn0ez/vauMX+0JhABvfs3rNOuLV6mk98oJ9+wIQB4SaZQ3MDAwMFg29CwN02zhnDLIHyBHsHF15Ddg/EsJQYdB22DmzJlUUmKLNEIh22HcGh555BEKh8N06KGHuv4uDV8AkuJffPHFNGbMGFUh8tRTT6WOBGP8WolAQr5wkd3hwr5ca7pU7TiVN1ptI5OJNlreIm/UVn5lmhvs47GVvbA4R+0FzNVJxKV3gxNdS8ePtPCzF1W2TXqJ2BPnSPKqV5XeB5kskRUY0gsi988eCOm1rRXuVH65lF4Y9n7UiRdPmRCfVVgyebxUwHFbHcovF0O8VFH1r4jkePyweUXXEjWJs+puvlADscdGHluq/1gFI51fIZmENpOb5F62ycPqK+E59QtFVhZe+/gZ7bl0eKBcEs7GhHc6VNQ5V+2lPevqe9hSyGWK7CT3MZGotUpfG5mwvt7lHsv7xaqjWVX2cWpFdShWILHCqqUCaLFet1Y8E6xE6lQUpAXvPkBbHn0OLawPUqokRFWNi6i7VovJvswKs3QqSd/cfzHV/vUbrTP2KfKFCqgi4qe0TpCbSWcoWNKJum4whhLeMCX0do2cJNZjn7v0jPJ36TGXiGuP4szFTTTvu/eoYuj6lMwU0ID9L6PGuhg1uLw8BEI+lbts+P5nUKi0c05iWlaRdSsO5RQdWCjUdUVCWdlHJ8+XXvoKoWLsXham0UNPc7RDbs+QHkNWFsjrIT2rnNxYqsVkmHGpXjea9C3RM+kTHnf2tsq+Is8p62kWx+HxqlmMhRjPvN6UKgjCz2lYOKcz8pnzhyjjs+//6gCT88ugLeFJRinst/kTP79ybpQcgp9zqRvhBOhquQ714ITJ6nvKmgvSIuF9OmSrmWP6+ZbOLFmEhTUKaXFUN7WDVJxkz0Oeq0zE7ZLs2alSZ+WXUGpoVbZDKSGTtusGNCbcFfw8jMUp93pKbhiUqjs9tnl1InXZNqstufOXVJyU6LE8LY6ZyaSpW3HAwQdl0SbeXPI0qXyRy+3z9Cyx2FG2SJDcSPAanxt/ctw9rdKSyb25aIFYKym28evk9Q7+pPuiWuyzFMzpkJ3wPqmLJ7BKSSbjl9ENUimXEvvPFtJxbJ/O6bNS3cdzr+Rh8jv30S5i3pe8PKnb4vbMynbiO+YPqRqTkM85z83NwsfE28n+J5XeWf4v5nV5HfmdSHIiCVZ4OhO0Z3LOV74bcTEB+btsE6sX0+KhYt4ir7FENrF/K6pQW6WV+5tDten4bq0cEQ+IVEu6iQKd91NvI6ODdM9v7ZhZJarYN/onIkKcKlvxXqnHaHAn9bka8af2zvlVUlLiMH4tDRMmTKBvvvmGDjnkECovtyLKlgV9+/ZVn/PmzaOOBpOMyMCgHVEY9LvKtg06Ntbd/VCVvP7J0/air+6/lL5/8kYavou7x4Px5/vPUtUf39Cwgy9Uhi/g99m2YZqx4KcPaNG0iW3e5uqpP9OEp66i+d+/n/NbvG4BzXr7Vpr80PE0a9ztylAHdBu9NZX3X7PN22JgwUTpGRgYGKwYCkQ4o0F+AUatRboYkUH+ASYvo/zrGHh4KYnuW8P48eMdRrCOBGP8MjBoRyDO37wAr3oIhAtor0vvo22Ov5Aq+g2jbc+9h3qvt/USt6mdMYlK+4+kyuEbZZdtM7RrznpTX7qJ5k/6uc3bDMNbsKSSem21r2N5KtpA0569kIIVPanXzmdQ89xJVPvnj21+fAMn4D3PZ8O3x+dplz8DA4P8QEyrmg3yD4VBP/UoETlkDfIKUKrm62zfXtxpRfhTIpGgJ598koYNG0abb7656zrffvst/f33345lc+bMoYsuuogqKipon332oY4G41ZZifAkm0nkq3fIAjwpS4Ivoh4pHc4d+B3J7WO6DLSQ6HsKy7LfUzrhPcJuGG6S3OaEDCdM5CTBdEumKMOApESaE0FGxImw5FZKb6WE3+MigQ+4yImlLN8rkvBzW92SR7Is2Gon5SbJFyGfCxrtBnK4Vzpjy7crIta5yVvI0nLZfnmPQwGfShaJv+ak9UOxSMzJIVQyMb9MNMnXQV47GeLFiShlIlOZXiypZcLxVK4sn4soqHaK7WXYAUOGT/B3h/Rc71OGjxVEbHmsrySWI9tPuzwK8r7LUFC+j1L+HQ+nc5LcuyXm5ETqQLEMgdR9QIa3tdy278j1adDojXKW1wqP5KwqK0SwuXo+BUu7USqZpqTe95NfTiMPJwIWWdETGU/2uPVaWu+WsFVCJsSvEqGaixustlRP/pFK+69FKUjFRcho7aQvqNN6u1PPzfaidDJOCwpLqf/w4VTYqZiGiuIM80Qi++w5LeHatLyexSGr/UVBEeoowh/cwpTkI8vnJJ+pIr2CDNeWIZBuYS+yEAN3Vr9YxuEHsv9GZFJeHbYj+1LKJTxIhl6nXRJIQ/aPcAH88XjpeI5ENGpxsIhiAZMX0MCgNXgSUUfhFrtSTtyV0GZ0ZV3HPuIiFD8ZzeFPmaAuzBK05yln2A3lhGjJmSyuxxH5M48n6rsesFyoSqshQfxV8hc5BvNXOa76XFIXyHZy2KN0zMnxjudhuT2PdknB/WQRIQ7/lNfLAZcUDnJVm+M4Q9Uw2qdk2gYxlnNYm+SozmvH50E56UBk4n4JvgyOUC8RUorU/fLY6phyTltCWJi8b475RZ+zR4cyqn0KrsSFGDjES7ZTQs4vPE9KDiz7LYc98nwolzk4vdgp70vO0XLOy7ZDXA+Z/J4heRyHGzoKNmQyKk1IbTSRvWby3GQ4IbfFESKpv8ru70gEz+cRdT8PvjfyfsniPFygqlJwSz4PGT45wyXlhOz/ss18v2S/yiyB10rUi5Qubv1PhsPy/qVpybUQg2hbXFxILpwhn92QS1qUZhkerNsvu4qzcFfuuwdCbD160+y9Ef0mm9UnoNNtBExu1fbAm2++SQsWLKDzzjuv1XWi0SjtuuuuVFZWRgMHDqSamhr66KOPVPXHd955hyor7XQ3HQXG+GVg0J7ItMgdYbDaonLgKCpbdzdH7oR9N+hNT305Pbts0e9fUCaVpEiZVQG0LZForie/yPnHKB2yGXkCIWqcM4WmvXoDpaKN9P7lh1HfjXakoWOvaPN2GNjJ7kE0JTHNJ1iexjau9ugwmRsYGKzuMPwpPwFnX2VBkKYu1k5+g7xCQcBP8VSK0q0Z01djtAd3WlH+VFFRQXfeeScdfPDBra6z5ZZb0m+//aYqPiI/WDqdVsayDTbYgLztULWyLWCMXwYG7Qh4LEzYY35g5L6n0MLqZmqcN42i9Y1EPQfT01/bhq/mRbNp0jNXUeWam1OvdbZs8+MP3MOZTJ7hCxdZX0IF1HPrw6ls6KbUs4LonYsOoFkT9qJew9Zu87YYQFGb3yE7JuG9gYHBPwEUL/n36mvAam+p+DbILzSKqJx8Q3snvF8ewLCFv6UBiloYu/C3KsAYv1YiMt6AQ6LvgNaqxvyWhBOICzkyV/OTgVHpSGmOFDoTKrKlsHrsaBQVS2Soj1uoDsuiUxkRNqUr8UnICkdusuZ4yr3a0YqAJb8yfFNOilwJUJ6bW3UUGS5VGsq0WuEFaKpK5eScWKPMCokoEnGNUnrOcnrZzkzSErTjONmQUvF7SIeJSiO/vFx8b4IiNENKlPnWyXNvECGhjboPyWNmwwF1mBrQucC3xFDLoEv1KrdqpPKCJLUcWaHIUjp5RNniCNn3sFS3ZYCuGCjPHajVfVgmQOXKkF1EXoiUSyXAvrpCI9BH30NpnGhOBHIqRBa3Un0zWwlQGDYiIikvjj/tpedp9ncfUJ9N/4/WHz2KJtT6qHLEJlTZawClDx5LvTfYjrqW2m3urEMDu4kQQdlX+ZhS6i/DZLuUWNsN3mgLaom02KawaDDR0MHq+1oDK+nHPv2oOF5Dw7sW51y7BXVWmOpfC22va5F+zvt3KXR9zviaRFwqVcrvMnxTSvh/mVenPmVpeyZAcr2uLqGUsi/GffYxUWGzZQgLf3WE/IjvJSFvznMsumpWyRV1Ca+R4cfFIXgu06qfcShCXdTuN7KyEZ7ffFWIGRisEH8ScyIj6Q3mcBlZJVpW08vo+SkjxtJMwBqXm0VVMa6mq353mZsCYm7Mhu+IUMe4w3qTW4WR0yXISmZyLF7aS5BbOHn2aKKdjjFSf5dhi/KcQtlzEmOcbnNIxJ7KIQv5Ta3P3LbJ/cuKm/LS8Ngp24lF4C5ymVu4X2sU0y2ML1txU5ybnB/ietyXVSXl77wrWWE7IDihW5gq35zWQj55n14Zeif6soerQepCNUCQkjnVjWXaiZTu1vIeR8VBeb52pNHQJTtbSz/BvMM5nwoeqE9Ehlo60xR4ctKmBFwMXNhPRUFAbTtL8wG5H+YiQLHmX0WCz3L7HVxazLe8L5mCRFYnzJ6bqLwoj8/hjpKLkK6GLbmhfHdiHif5j3zmmEv5RZu4i4VaCevl80ulfa5V7aPNXL3TbmapvocyxFCeerYKqcuzKxdL/iSjgnl8kO+ACd5K9JtmxzOV+wCXhANUF42r4/CxnCHoKUdflNXhDQyWBmP8Wgn44IMPVsZhDDog5ERokB8YfdgF5C/tTvO+G0cvffEaZdIpGnbIJdRpq11ojc12XWntSCfiNOvT56nu799p+JHX2MtTSfr6xUeobuE8WmvjtlegGbTuNMgngNByvrs226cwEBjkBwx/yl80JZJGOZ+nqIsmjUMoj1HbnL+VPtuDO6n9Gv6UhTF+rQQ8/fTT6tOTyaikrQypgmEVV5NQ7UjlAScHjATsBNWeYG4yw8ZGuY1Wk4n9OD1PmZzfqzOJnMSYbgYc6b2QXiLpHWG4hf25JW10eN/Ed/bASct+lXix5POUnp1sMnOhnpMerp5aLSTPjZVE1vdYTsJKviQyiXdlJPcRkqo03LdwwEvz6mPZ6yyvF5I6Wudub98skmvHhAc5u41ws3C/kOfOai+ZRFyeJ9+jAuHB9Yh9+rRHXXrvkHg2u71XJygVyVndPEiOZLbZA4niDMKL2UUnEJXaRrl9bdhaXuKiMpR9VSbGtdtu77NCePkT2sMmlUp8P6RnUW7DkAUh3Pp1v+NPp8JTzqI+ZWH67Pe/yesPUK9u2nuL3zsV5CgKOYkq5wtr6Umrakq6Pn+9tFrOJ2LrSwsC9MZFh1JBZTfa6rjzqbhrKQUSjTTuxjOpetZf1GfomnTK3c9SoLAo64WVhQFYTUaWGMsBVoW1TIjPagWpMmSvrNpnYTDX8ymT/urvi7UHVS6T6j7paV6UfWbta9cgKz5oeF0SSzuSOYt9ukVauK0ru1pA3yM5rpWFAlTdHFfjGvcXqSSdr8cYtb3PS00NdsEBAwMDJ3+CasuTjOeouKTaXXImnhe46AsQ9BfmqA2kMiYey1WKtjLUZ+GW/FuODW5zhVScePT8IwQ2Sw31c3stcsy9uv2SR7kpv5yJ+23wKcnk8llVj+ANQfF7VCs9GmLuavqMntulYkqq6O39OJXx4E2sKlPtcFG+y/Fb1mhZ0vujVMvLq8B8U/JiOaUwjUyJc/cIRaFXcxzZzqC+dtlk4kotk9s4eTtc74xUO+pjFgdExwnkbs+FloA6cXGyYv2l9G+ZlJ1VRzIpux+KzBZwFANwUS6mMrn3XaqmS9J+pZzGbhbogj6Sv0sOwRxDForKFjoQh5FKPj5+keAnEqymkypDyduZD0v+wsuKxLMti4kxJBeX+7TblrtPqe5zU0lJTuT2vibfy7jN8r2xLlvOQqjmyB1uBQjkdXIreLG0rE9uz2lxJEg1OtLDrQhFM48J+hWtQfcTA4NlgTF+rQT07NlzZRzGoAMCFWt4cDbIL4CQVDUnKVxiV71cmdjhvLvIX2Aby8PFpbTnFQ9TOpWigd0tY7tB+6EulnCQtXwDqptmK5y21T5dXpoMVm8Y/pTf6h+D/ATSPOTv7GnQoNPE5CPagzup/Rr+lIVhkisBvXv3XhmHMeiAgPeKVWYG+QV46Bzlt1cyQkXuBi6vyIll0H5ozatsYGCw7DD8KX8BBbZUZhvkD6AEa4fIL4NVBDJiw8CgrWHY+UrAgAED1GfKF8gmVAUyXn9OksGECIWUsmyWkspk5gwpLpDbsLxVyom7FuYmi5a5aTi0UFba4ASgqp16IxkSJ8MAWe4slf62PFyE+7m4dJqFDFeehxs4PE21RRsYhDKYvCzN9bgPppx0tVDI7mVoH0ve59Tbsq2JCxtywho5lMs6lidH6h9NpJX30pHAVszofB3ni1AvKbcP6Tb15DC0FiETtfp+uSX4l3ArOiCv98KovN6pHLl6sV+0v7Ha+hRSf9J9ORaqsM9dhtuGLAVSMFqbXeaJ1du/N1v7zPhEkteAnZy+VIe2SEV1n9JITmidvIdukJJyDjMUEYjZNrcWEteg760Mp5XS9Z46hHFhg1eFaCJxfpdm65nvXmY/+7112+V5RALuTI+fpUJx36W0ngtOxIvsaxfRv8vwg1IRKsD9tot4dqWhjp95GbpR05TIGQ8WC6k590EuGgA0CM8970qGlMrnk8OXZSgl76tchGRKoxI/a62GoXpywyQq9feikH3wBhFqzKFTknjLa89ryt9lKA8Djzxf06ZEImfs4CIOPA40N0RXw3LdbZzzS2bWNchr/sRzjjPcT3IV/hTP9lK0JEvjHXZolT0GNYnxiucFWZxEhiQtKVWEnKIdieJ5V61MbbyqIxn0UkpMZ8cwsU8557k9ZSxEkG2Xz7dP8zzZdskteX7ghNst28yHl8tiyVzll2wbH16GcKUEL+FzSgtymPHnppdY2vVyM8JIysXFpSzoxOWOsEdrmSfW4HoeHM6YCNghvDIc1+O3+r0/3WQv0ylUPHE7XD4jEt57fNaJRvS21nmK66BP2RfJ5aNLgwwxlGfCPNctNE8+i/I54zlS8jiE7hUGfOo54nBHOe/LdblAjbzeLc/ROo5oh15X8sW0TvYv2yS5elgocZgPyOIPHP4pxyOfR7wL6Psp311iLoV45HOYcHmHk6HIXpf+K/fP7Zdt53vsKH4mRFZuY6R8FyjUPFUuk4UU+B7LLsBpPKSWT1Ye5H3JsRKXi/tRUo/rdSKZP3NxPnRT8+qjEm0P7qT2a/hTFkb5tRIwcuRI9RlPmJjkfAPyfXUvFhVhDPIGMKSZsI38hay0ZmBg8E/5U/6GweQroPoKG+VXXgL5MfM5bUC+I2OCXg3aEUb5tRLQtWtX9RkOGSNIvgHezhq3DNoGqz2gNgJ5X1Bvq/oM8gfwdjaKRLL5BqP8MmgLGP6U3/ypFRGRwWqO4nBAqSqzic0N8gaIOMjksUrJKL/aH8b4tRJRnwlSOmVfcq+QTadlCBnlystZoiqje1jJGhbyyID43aOl1FJGLsP8SnV5IRl+M0uH+S221dVO9Uqy9cqKQKMOASgQYUKkNw/6pDQ293xl6JJbFJOU/sowJg4bkJJtXibXk9cpW7FE7DMZyOSElckQr7k1zTnLFulqJEAFh1MJSTZCzcrDAfKK9RznrPdVK+S88npzF2gQoRUy5I1DCaQ8W4ahsqxb3iPeZl7CNsrURGW/sM6jMiLuoZRVF1gJ3JuFTJzDcRfV5obBqWtTYF2THiIPVbBZyPqjVgikh4SEX1RG9evnozxsJ3BnqbeUu8s+wNdWtkNWveGQUulc5OvEkmprmaigqvclq0+hUl/2PHVoLRahWfF0inqVR3Lum2wHy/GDrZxH9nq4VAGyvlv76ixCcNMFznNs+Sx00mGEMhRYjjfy/Bg+b3NOtUe3ao0L6+z7VioqWPIYJmX5Mp4kpK9j3052RTbO91Ip9iOvo1tI0SIdnil/R9UwRllYh26LY8txgC+ZX8jyMyLUIO0yRrFsX4YCVDensn1ThkG1HH+5PzSl7XNcHWAS3hu0JRrTfvKm7PHMy+OJGAOkoYSHZUcIoVg3WxHOsU1upTMZ3sZV+3TxYUcKBTlXyPlDhv9zWx3hPfq7HHLd8hL7ZCqJzFKqFy5FMMNjn19WnRRnnZ2TxNzmVrVPXm/OjCAjwFMuc6tc5hb+Kec+hJWB97X2Gsz7khxXGkv4Hstr0xD3LFFZwmF2MuQ/5Qgpza2qHRX3jq9TkSMPB+VUJo2Lm8wh/42C+8kpg8+vNGTnaPAnNEmPN2aXeWRn1SkkZFcqECGQdpidfCac52h9t//B85mcL93S0rcWgstfpaKLr7NMLYCow3gypZ7h0lAgh8vIXODcEtk9uV+1lgyE6bTs3/L9gp9Pye1kX+V7LNvB1ySZdn+t9mYr0NudxcGFXN6DAtoAJMcL+WxzIVt5PySv4PDNopA7z7PPl1zeNeU9kuGhmZxlPBbLtsj7YbdfphOxf+frGBTVTGOJdHY5ryrPs2VOVX989TFnmIT37Q8T9mjQKvCy3VhbQ4nY8ueiSafTVFNVRU2Ndo6Df9qWupoaikWjrr811NVSc6NNAiQa6uvUX2toamyk2prqdglTwuTWkmThOPW1NRRtanQ5j9avdzKRoPra9mmnQdujS2GIuhWbYgf5CJC0ApHbzMDAIL+QSqWopmoxJeLLn+4imUxS1eLFrnxnRQA+Vl21WO23JcAnwNVa41Y11VXU3CS8oS1+r6utpYZ6O39nW8KN6jC3jMdirsvBk9yA86uvqzX8aRVBRUHQYZwyyB/4fd5lzj9nYLAiMOx8JSKRyjg8Hm4CCJlIUjgIsp4GqXLhJMvSweSWeFBCJmbmQzUV+h0KndkzZ9A155xBv375CaVSFlnq1LsfbXvIf6jHkJH07FVnUtWcGZTSRAq7KSoppWPOvYxGjx5Nzz58L737yvNZMtW9Zy8as8fetOuYMXThuWfT9GnTaOPNNqMHH3+aAoFA1uPCSRlfe/lFuvziCykabaY999mPmpqa6L1xbykyCAxfcySdfcHFtN6GG9Fl55+rfmPjVrfuPeio4/9D+x92JF132cU07o1XqabaSqZe2akTHXnMcXTKGWdTivz0+ccf0m03Xkc/ffet+r20vIIOOPpEOvTE07Pej3lTfqdnrxlL1QvmZs9XXY8BI2ibM26ifr27Z5dN+OQtevbWK6lJGNp8Ph8Fg0Habd+D6NQLL6eXn36Mnrj/Lpo7c7r6vc+AQXTgcafQD999S9999C7VVi1Sy3sOHEr/d9wZNHzT7am5oY4eefAW+vzFJ9RvxRWdaJejTqNN9zgomxCcVTMtlU6sOJHeJunRzPYLoURCP7Xuq61EiSalh8z6rInapJ493TNqbQItvVU9E5YRqER498r9Igy43jrvTNyd7PvLulhtKrZCiIGKSKX6DHrtcysVHq6WRQHU/sVyPg9JsLkvSm+99FxyoniHd86h2NIJ2iP2MzW8s+3tdduGHchx8bw6E4x6cxL0yuT0rISqFEnhuf/K4gjSU8bjiHM8EspHbbhZo8L2NMtE9ox64aku08eXai/preVzlqo36aXkU+YCAFLRyEnqre1zPebOJMt2m6r1dzeFZp0oHiJ5VqlOoCv7ivTys8pRPmduCZOdCe25cEVu4n11fC9RQ2j1Sdiq0B5JW/M4FCLfgWmpNUWK27jJQ6wcG+S4mVVviC7Fj7kcFx2Jm10K6cSEGg1jys8/fE8XX3A+/fL9N9nlQ9dah44843xKpdJ052XnUM3iRTaf8Fgc6fo77qNUOkVPPHgvvfvGa9lthwwdRvseeDANHTKYLjrvXKqurqaDDz2UrrzmOse58/h6y0030r133UHhSIQOOOhgmjxpEr33zjiKayPcZptvQZdeeTUVl5TQBeeOpU8+/EAZjqxjDaUzx55L62+0CV14zln04fvvZbfr338AnXbmWbTvQYeqfz//36fprttuoalTJqt/9+67Bp194aW0za57Ztv0+Tuv011XX0J1NdXKGGhdTw+tv/UOdMb191CJSH7/1N0301MP3u0wavn9fiosLKRTzj6P9tz3AHrgrtvo8YfuVwY3YPR6G9ChxxxP77z5Bn36wTtZzjl6w03olAsuo2Gj1qW5s2bSnddeSh+/bV3TfoOH0gljL6YtttvJvnbihvKtl91rabmn3JKtN4kZJKklOrIvNQs+mdQdu0km7peqaq0Sk4pvn05o74sJJ2raxbiZtJXU/lBx9ntR0OIlPp2MH3CrrCl5B0Oeh9cxJmeWqKrjBPH+dO5z6lARev0qwgK8lud7eT+cBYmcn0DAJdrD+UyzcktyLqlu0vsRlMcvxxatYJKqN3ZKy77EXMNqs963aEdCqO6YK8nk9Mx/nAnvRRJ+fT0lMyt24cBynzzutaYUZb6cENE5saRUvWVyOLLsARF/ruqOlXbOwhRCrZm1V/OytINj8ymXCMmtfOcB6jP2tV7l0U4J7w1/smGMXwY5ePTeu2ju5N/p6quvooEDByrj01tvvUXPXXsORYpLqayogK658grHNm+//TbdOPZENamgNPnYs89WhrDm5mb69ttv6YknHqOH7r6dunfvTmPHnk2XXnopff3lF7TFVlvnHB+EasjgQdSjRw965IH7qFu3bnTcscfSOuusQ/X19fT888/TUQftR5tstgX9/OP3dM4559CwYcMUufr000/phqsup4fvu4cWLVxA559/Pq255ppqv1999RXdeevNNGfOHBq9/oY09pT/0KabbkqPPvooFRUV0TvvvEP333QV7bDHvuQp7ay2+fq1Z6gk6KVzrrrS0cbzzjuPZnz/MfXrfVB22VuP3UPrrT2KdtllF8e6kydPpvvvv4em/zWVvv70Q9p///1pjz1upGg0Sg899BBdf+6p1KVLFzr+mKNovfXWo4aGBnrppZfo3nOOpyMuv50+e+lJqpoxla644goaPnw4vfnmm/TELZdSY10N7XrUyaYHd2DPJQisrAZmkB+AgQ80zhQ8MDDIL1xz+cWUjjXS7bffrrjQ4sWL6cknn6Rzj9iXCgqLaNjQIXT26ac6tgEPOGDX7bMJ/m+88UbFvWDo+vjjj+mGq69QRqh1112XdtppR7rnrjvp1DPOpM6dLacQI5FI0I3XXUP77LOP4jm33HgDDR06lC655BLFkebPn08PPPAA7bzd1rTW2qNpwfx5dN1116mKmuBWr776Kh1/9JHUpWtXyqTTdNlll9HgwYMVjxs3bhyddvKJ1NDYRDNnzqD7776T9txzT7rqyisU98I5Xjz2dIfx65n776RhgwfS//3f/2WX4Xpcc8019H+Hn0Cj11lXLYvHY/TQHTfRAfvvr3ijBDjdLddeSa++8CxN+mM8HXPMMbTlllvSokWL6KabbqIzTzhatfGiCy9U/GjBggXqeh69x4501zOv0mVnnEAFoSDdeeed1LlzZ8X3zj32YLr+/idpix2cXM2g46AsEqB6lQ7ERDrkGwqCfkrGEqbggUG7wRi/DHLQ2NhAxcXFNH36dEV4OnXqRDfccAOFw2F6/PHHaeAafejYY4+lk046KbsNSBWw9dZb07PPPkv33HMP3XLLLRSJRGjMmDF01VVX0SmnnKL2dcIJJyjjV7TZXUoPogUj0KhRo+iZZ56hLbbYgkpKShRpA3l54okn6Oijj1ZGoLKyMqqrq6P7779ftQ9krVevXnTxxRcrxRUII4gQFFgwhA0ZMkS1+5knHqMjjzxSLcO6CxcupJ49e6rjx6LNFNapqeKxqCKwO++8M1177bXZNsJT6g/ZChUgFImo6/Dzzz9nl5111lnKmAV88dF76vrB0AUi5vV6KaSLIMAIV1lZqc4Rn2gz2vnYpaep3z/66CP6/fffFaFGO3Adbr/zLtrugCMpXGB79gw6DmqbE8oD6hN5DAzyA1Ba5rvhC95qmYuwrfZpYNCRgfm+vKyMfvjhB3rxxReVEQtGpR122IG+//57ZYTacccd6frrr89uAw4D/Oc//1GcBEYdOMAwzx9wwAGKj4FTYdu9996b7rvvPoo256qkwUvAecBXfvnlF/rkk09o9913p9raWrrjjjuUYQ3GpPXXX59++P47GjFiBE2dOlVxKTgZsQ7U+C+88AL169ePZs2aRe+++y5VVFQoIxmchFDvA7fddptySMJQB6MbVFqxFqGIUO+vs87W6jhPP/20WgYjGxCO2Kpir8fiQuCcrMrB56233qqcllDv//bzT/Tll1/STz/9pK5FeXk5FRRY+9h1112psbFR8SpcI/ClTTbZhE46cHfFC3+cMoVuvvlmeu211xS3Ou644+ih22+gzbffOXs8g46FumhCKbBM5GP+oSmezGvDV3twJ96vgQVj/FqJkCFALcNmeAKWUlQp7WUpaUnSzq3gadThdULKXxiwCUUWKTvkx9tsycWtf1i3v7CoU3ZRtaeA9j7gYHr3rTfp3nvvzS4HeYGBBsYbNlDB09cSMM6AvD388MO0026704J58+iMM85QRrCWgMw4EvBmJbes8mz5eELp9fLLL9PO229D//3vfxW5AdkBYSstKlBGNgaMYfAMqtNOpZTRLnu6Xm/WgIXrffXVVyvDHMgUo0vvflRf1JWqW1Tomzt3ruN8y3v1p6Ebb+sIITz8rEvp1Ufuol8mTqHpU6coCTquITyNADywIMAglVB9Sbzyyiv02uuv0/pbbEcfPPccDRo0iHbbbTd13rj2UK9tt912ityeeeaZipyCdP7v049o5JY7UReR5F4im9TUJbG4hOxrLDee1+BepZDD46qb7Zf7eh326FakQe6zTqigSotF8tbCMmvf1VOyy1K1i+3fk5Yu2iNk+8HCSkdYoNpetJPDBoqCAddErHweMkcsy/Ll9ZAhoxym11OEE8p9xvV5lob8KnQQYad2Eln3Z5tl6Cylb4lmLRWXt03Kv73eoCNcVUKGFcoQAA6xlG2XYJm8lMv7dDiiDMfgIhBARIdVFotjyuIQXNSB+4oshCBDSt3GwCJRqEPeb05evFAkuZdg5Xy1qLi6qNEaD0tCYddwKO7Dsh0SvFhe75bRIrjuCGXh0AD0B17udj/U3OAScmJgYMDPmHN85LFLviM4kzTnFqEoSNnjlSdmf2d4dSi+nE09KXvs8HCSceHQCLOnDOORJ0SHHXk0nXP6KfT555+rZfgEz9hoo42U8cuNTwAI78OcDgfi7+PH0/Y77kxTJk2kgw8+2JU/4fxkCBS+ZlxCZWBkAy8avdZIuuuuu2j77bdXXAKK9L//nkbjx4/PrgtlGYxG4BcwyMHIxIC6ChwQDjoYyg4//HDFZWpqarLr/N/+h1CDSDPA+OOPPxznu9Vue1P/QUOy//YHAnT5TXfRC089ShOm/Em///ITjRg+XHG4119/Xa0DlRl40/HHH5+zf3DAouISWnu9DRTnwjUE18K57bXXXsrAB2MdAEfsySefrNRoU/+cSr37DaCAL3fszSxHiKN8p+Q5p1kUsWKq5JZYXH3XG7klXZf7lKFmkbA1X6aDdt/wNdqciTiFhGiHRyS8564iQyntkE8Rjhe2f3czSDgT4lvreloJb+O5tTAgwhbTueuBXhUG/coIwte7lTo52d/dbAUiW4GDXWU5l3iO5djhdxk73LitS50yB7fzirDGMhHiy6gXfJj3L8c5phjyXTEp+A+XgsB7FMPtOsmiHBzeySkjZCqH1sC81vpu7UvUbnMWD3KLN+e2iadKXm9Pi8cP4dBxzdPk/uX94HuULW7gkpbDwKA1mN5ikIMNN9mMjjzvCuUB3GyzzWjfffdVMnqosBhQVUGRxX/w2sHDCSMNPHz7HHiIyn3xo86nBWPZiuLN11+naX9OpR222SpL0CZNmkRdOlXSE3feqJZtvPHGyiAGtdQjjzyilsFLCMDLCU8oVFgwygFQlcEYtu2226r12KgWa26k5sbc5K1Y/5tvvlFGKpDH6ll/0d8/fk5/fP4u/fHZO+qvsKSUzr3jMbrlqVcpGAopjy22+fvvv9U+4O2FNxhEDceEoRDey4223I6ue+IVevzjn2mjba08FPCo4hwBXFOoyWD42nSfI+nHH3+kPn36KG9w9bzZpgd3UMDww7k8DPILMJjKF5V8hMfnbZc/A4OOjIMOO4IOOe4kZXDafPPN6aijjlJzOJx1DMz7zJ1gUGJ+AKXVd999RwcdegS9987bNOGP8f+IP0HN/u64t2nq5Ek0aMAAxdvQFnCLbbfanK674lKljALPQzoGGOmee+45ZdSC6gqKefwGtdmBBx5ITz31lNovONCvv/6qwimhzIISDYr2v6dOzuYPk4DhClwI3BDqs+8+eZ9++eYL+mzc69m/tdffkB587jW69YFHKdrcrNT9MJhBVQbstNNOypiF9n322Wd00UUXKY56xHEn0qMvvUEf/fQHrTFgoFKgga9J/gTeFSkspDH7H6q+cyqM+bNnrtB1NWh/wOBi2FN+AkbPfEZ7cSfDn2wY5ddKBJIvB0RybqkoCft9Od4LqQyI6N+znkel4qrO8UJm/MKzqdfNNNkVF1MLbWOJr2tva72C8lzVQ+0iJSk/9dRTVe4t5J7466+/7PZEIuo3BuT6yOdVVVWlvHOzp09TSU5hLAJgAIICjFokkUZyRVa8FGhvUMsJb4u1B9Mrb75Kp4y9QB0Tx4F377R9d6I5v32XPT7aiTYjPBBY+KdFHBHeiJwW8FaC+AAIJ8AfSN5+++2nVFbvv/++8m6+/swTNGznQ9R6DUkvVU2bqtaZMWMGbbDBBsorirxe79481tHOl4jo6sdfoYmxZlo4b44ibyCQ/QYOVnkucDwQOCxHzgvk8IIxDp7Jw087l6b89C3dftEZyrMJQ+Ihh1htQBgkh0WEKrqpik2Q+COENNlYqxRG3YptX3V3oQJjj5EQtmQTjksPrUwuyQk5ZcJL6aFq1v12aS/3nUTi865a1SMT3kukg1bopiciQjiF8ivDyXLlRtrtxt7GlknjswUhGubbmwRsL6mHy86H7WPWp3LbV5i0l/G7t/RSOhIi6xWKQ171Hd4t5IzLKbcuXJKcRFl676T3kCGT10sPWGetnpJJ2TmxKCvZWirL+N5KT7NUppaLRK0tf6+NBVwT3qM0ObCgzlY1Not+U6H75eJCW0nRVfTVAt1WmeiTxyO+hoBbr3NLfi3PMyo80Qu0R7GT7pNAxv5KCZ2M16noE/fb5ThWbhLbaxsJBFQhgmyBb0/ufZP3uwjfxTkaGBg4AdVwMiAUEHo8bal+YvAjLZ85T9JWM3ujlpMrI8ZAT9IauzyJWM4ytW6dNSdxTlAgLdTIPG5XL1xAffv2VXwFqRbAO5CjioFUCsyfYNiCMwy8BoowYMLvv1C/NdZQPAFAqCIrlxiYf5vFHAy+KNUUQGFBhLbYYDRdevU19MAjj6mQPxjXPvzwQ/rvHVfT+EkTqbS0VLUFDjUcH6GHjQ0NNH/mNGUYY86FcE4oqABwGRjFENaJcMKzzz5bKfS32mor+vCjD2n0Jlta1yMYVjnLcH7gkOBZOBeo2S86el9HW28Ihej978fTa8/9V/FLGNtwjI022Yy++eoLdUwYE8GXwCehqIdxDtfolHMvoMfuu5ueeug+pVaD0gx5aJk/zZ49mwqLS5WDElwK3Eld+7oapW6WRVgimocKSuSAmzLYbf6R23Nfba3ADG/f2nzMic2lSisLn5jHxHcPLVulUCkW5OY5CkdE7QJOIb/ev+CGmYCtJotluZh8TsXz5TJ58jKfmFnBW4J+H0HYzUpv2bclz+Nnzm0ckIdzFAsQie7d5ng+loyYcChMM7nnw+vKZbJbaMGUo69J9ThzFfleyD/LJPkFggeG9HLmkKodLm1yU/ctDdKGnRASN+a4zT6xgtg/92XZ/7P9W9wReZ3YScwRUCi8IJ8Vvwsv5meCI1mkIs7AYGkwvcXAFetuvAWFCoqU0QcEBHkfoFRiIIcE1GD8h5xZIE7IDQHCVF9fp/I/gJh88MEHSoa+onjhtTfp8BNPV0YsGIZgQBrRtwedf+getN6wATSsbw867LDDlJQfeSlYXl9VU0Prrr0WnXjiicqrCuMbCBqA9kL5hXxfi6trrBwa0ahSXM2Z9BvNm/wr1c6bSUO225dq4kSTqxOU6ruuUojBYIVzBkDkZs6cqf7g6Z3w03f03kvPKO8mDFgw/m2++/5UUlGpjgnPJUJHF1dVq7xnMKKBwD12+/V0xWnHqBAHtBPtrey1BvUcOkoZzpDzTF33+bOzFZBApgtLbcOlQccCJvLWqh4ZrN4Accv3O+/1edrlz8CgIwOhetvtsitNmjRZqeahQsIcP3as7SyDaoq506GHWtUTwZ9gZALq6+oUpwB/gjEKvGRFccW1N9ANt9yujFTIhwqudNDuO9E+u2xH22+2IXnSScXzEJb5v//9T4Ve1tXX09DBg6iyokL9BqMT8pbdfffdap/gMkiojxxbVdU1ikchCT14yu/ffU0Tf/6eqhbOp92POIHmLa6hQEU36jxwhFK9wxAIfoNoAeZOMMihyuP4X36il599Shm4oNwCXzrkuJOzx3zjjTdUPq9Fi6tUSguELkIZdu7JJ9CdN16r0lrAgXnQQQfRdmN2p+LSsix/aqyrpfqaGvWdDZGlZYY/GRh0NORzvq/25E6GP9kwxq+ViFWFtl9z2UV03J7bUygcpk223VEtmzhxopK1t8Rlt91PP02ZTvc/8V/lFYTqCgac33/7TZFAkBps64brr7iE9h2zA+09Znu661YrfNENR59ytiJs5557rjJwoZpPLJGgnc+6hgbvdyrVN0Vpl43WyrYTHkLg8JPOotlz5tLO22+b/Q1eQBi9/vzzT6WeQhhATCfe5wT5E794l1664DB66uTd6K2LD6W6eTMoWruYotUL1Xow7rEUH4QPXlz8IfdFzzUG0Nfvv61CHRAmCoPaEYcdSp179FKEF8cAkOwf36HiQpjAt59+oMIkkbAfIQUgwsl4nGZP+k1dU1RAQrt/eO0JRYShQkPi2IruVpJ+g46HVDrt8PwZ5A/MbbcUfO3xZ2DQkXHI/nvTGcceTgMGD6HNt7EqOMKQw7xE4rWPvqQJ02bSuRdeohyMME4hTcNvv/2mlFbgT5jr3XD0YQfT/+20Pe2168700vPPua4zecpUuvamW5WhaO2111bhh+A4cxcsorV2PoC2PPAEKi8ppjFbb5rD83bb9yAKBPw0ZqdcDggug5BDOHjAZfAdPAa86PkHbqexB+9Gh2+1Nt0y9j80f9Z0qq1aTNUL52f5E9oA5yhzJ5wzUkWgwNDff05V6ng4Gbv16EW77zaGuvXo6eBPzU2NyniG/QAfjHuTrrzyShVCCoMYeFd11WKqr61R/AmpMrDNuBeeUt85OqBbTyv6waDjQaqdDAzyCe3FnQx/smHCHlciEJVUIxIz10bt7wEOlxKSVhl6xJJcDg8DvJ7FOVLnjE7Yaq1g3V6veANPpkUyUp1EXCbEL4p46e3XX6E99thDyeER6ghjFowyLWX3qo2lxdSrSyV12XlH6t6jB5122mmq2iMk9O+9955SKcFzKHNWQNJ+xBFHZP8NI86NV19BG26zEw0aOlwl/5QVeOAlhFwf5AbfARBCeADhkUT+Bk5sCgMZ5yaDkQiqNVQ9AiGCogr5IkDSQCyxT3guUVkJ+cIgh+fk95Dz4/d33nlHGd4UYZw7lw4dO1Z5arHfst6DaPvDT8omB11r1Ega/81n6pyxDhKurrXFDjQ7FaFRW+9KT1x5liJ8F1xwgQo7uPDCC1UODWy/zTbbqCqW8PQiDxmA/B9z/56qzg1kGNcfIZfwbiJxbSAcoW2335EiBWFaoyycE+5n9Rvru3xn5HArKW2Xkm/uLvJ3TlYuk4c3iTA7r4uku0L034qIPycMzyP6HYcwegvsEBKvCIH0BII5YSsMmVbLkXgzbe0/I54ZR/JXHRbsi9thwUWlPXPC5DJiG75OMgGoDHng80coRTjgo1gyRSEtsZfhmVJOHyHrenqjNe7PsQ5rznDIAe5NwB66PXHrPApE9SwZVtkyFFLtS5tnZDv8XhH6oXcv6SeHaRTpxPZAz7JIjmx/cYN9X33inLvo0FwZTjtfFFXgEEiZnNUtzEGCw3Vl+EDLwiKAHHdZti+P7XEpGCHvMW8DFLg8PzF9fA6XQD+IUSpnG5m4vyAjQrAaFlPSJdeggYEBZZ9xOefw88ncSX0X4xlTCKkiyIjk4MTFf3z2eJblUrJCb9qe+9LNjerTX2gpsVvOSbF4ij758AOlUIfiCI46pGRALlLkzWqJirJS6tqpgg466EC66bqrVfggqjxCpfXtt9+qvJ5whkkDGNI7SP4EZdjZp51C2+6ymzh3+zog1ykqbKMQEfJ6Acgh+seUaUqZBmMUwgjBc5CKAVwPACeCwQ5OTYQgQqmOZPcAONWECRMUF4G6HaGRaDfzPPAVVJkEfwTvgrMRPO+4W2+l/v37K1613lY70M572KGPSLR/z41Xqd+RXgIcdJ8jjqeFTUnafrc9lWL+nHPOUe2cNm2aag+qfANIYI/j4BzBN7kNAIoGIen/6aefroxeyBWGao9DR4ykYUMHq2slx2XuQykRGifDrXh6ERH9jtC+7DYicwDzCUdoneAN3G3dCuHI+UOG9kGx1xIZcVDmTK315ewiMbVmi06J9WRYo0dzIUcRCPE9GCl1pA7Qe8h+4yhdt/lcnhvuQQhzaCJDTBk9jmdbXCePblO8UZyI9Uxn5Lnr9yF1rGz+CpurhLVhFYi65Gp1UyM5ihRl76Fcw7PE8aooZHOudNqXE/bI726SV7tyulaSzzNkyCiPoJIzOfqAiyRGJtxv9KRyQ2Nd3H1uBZ7kNvI4PKxjEzQfv6XTuSGOMrwzxLy5yRrH482GPxksO4zxayViVakyCqMXyAXUSyAwkJuDWCBha6SwSP2bqwBFtIECHrn7HnqE9hizs/KsoRIQqhKCDCHRKUgLgG0RYjh8+PDs8UASgYb6Onr5mSdoxrQ/VUlthFYC8OLB8AMiyNuxwQmSeZA0KMKgvIJRiI1fMFZ17dpVETMYtpBsFQTq0AP2pVS4RIUhoDIkCCcIHvJV8HyACk2cfwP5IqDKgmoMRBPhARMmTqIdLnucRmy0XvY8epRF6LUHblVJZhEiisT0J9z4EHUpDNE6246hj/77oGonriX+YADjMAIYxXCOyFnG5wilF1DRu78y7OF6wrj44IMPqtDOrQ87hSIFwrBj0KEQS6SMAihP0RBDfsdVZMBvJ7RHglVP2ojV8xWrAn+CGgkAf4KxC8YjOLFQcAcqrnA4ovJRwYml1g9bxrjeffooRxxSNCA/Fpxn4EzIkwU+A6cdgG3feustB3+Cwj4e/4yqq6vo6cesgj5Ii8D8CfwFnAs5yBgIWeR2gqtBEQZDHYx2UKABMIjBEYc8XQgThGPxtddeo4svv4reHfeWMk6Bj8C4hiqWd9xxR3b/yLcFByOA/eJawOkJBdx6661H5A/SCZfdTP16dM1ug0q4v/zwHfXu3l3tF5xt130PUjlNDz76P/Ty048rZyd4EByLSHGBNBTA/PnzFSeFioyBZQVFxYqzQhEGngfuBsMXHLO3P/K0w4hi0LEQT+R30vN8BQxxKBaVz09meyWnN/zJhicja9oatAswicOg9N2UmdTgCa+Q8qsibC2vJNu74a+ekav8kgm9tcrLG621J5S/J9jbd7ZULunug7PLGiJd6Ifvv6fzL7yQfvj6i+zyfkNH0F5Hn0IDh42gm889SUnZN9hkc7rh3kepT7l9zNnTpioSB0MTjFZA127dafd996fRW+xAt11+vkqGLysCwaOz6TY70uZbbUOXjz1Vhfg99thj2fxdfXr3otraOkqnkg4lxvbrr0l1jc007ttfs8awgb270yn7jaHddt6Bxt5wN73xyVcUj1vXuW/vXnT8UUfQaf85lmakiujR+++mO2++gZobLZI2arvdabtjzqGPH7+Nxn/2HoVLyqh8yAZUNflHqp/zZ/bY3dbciNba92Qq7zuYhvawPcC9yyL0+zef0VPXX0iN9bW09mbb0YHnX0+9ygtpDpKAN9XSS/feRB+9ZFVMQmnuw48/mfoNGkI3X3WJKhCQSaeznhmf30/Dtt2b1t3zSPry6bvo93eetbYr70RbH3oSbbDbgTSim3X8IZ0KWlF+ZVpVfskE6StL+VWm+7Fqh/bcqPbVWoZGb92C7LLkXKtKplpeWqk+PZ372L936m+1PeN1L4GtlV+eZK7CTK3LnkKxLKmVX4uaZWGK5Vd+dYr4qSDop+Z4kkr144nSDq6J+bPKr/plVn5JLyYrv5KBZVd+NWjvoqxZ4EY25OTA49WMWjuRbq1IeO+m/AKJYfTS4wRechjdhOLKTfnFfVB65iWqo9Z5LGy0+9KiJvv4f9c057SJFWhDOhW6tmNZlV/SEyyVX/BylhcEHBWLlqr8alys8ux0GryOemnlHH+r8nz3xR7bUZFQKLYFGhJJ2uzVD1b5a2Sw/P3pxz9nkj9cvMzKL05czgmzgRKPUKXWzlOfGb89TzGXksoXjxiX03Otoj/+TlZuLiBZ1iv7vTFcQa+/9irdeMMNNP7XX7LL19tkczrhzPMplYjT1RecRfW11bTvQYfSeZdemZ0TkbAelRNhxIFaiTF46FA68ODDqEe/gXTtJefT4kWLHPwpGAzQoUcfT40N9fTsE48qAw+Ma8izCoVW1y5dqDnarLhF9joUFtAuW21Cf0z5i7788Te7nSOH0wUnH0U9e69B5119I338pVWtGxg5YgSddfoptN1eB1FDfT3ddN019NB9lvMOKTL2OOxY2veoE+nKM0+gqb/9TN369qN+w0bRr19/QgtmWVw1EAzRRjvsSgeeci5Vdu3hKIqDeeHFJx+hh26/iVKpJO1/xLF0+MlnU0nYr5Qn0/+aSndcezl9/I5VNbNXn750xjnnU3VVFd1/1+2Kb1rXRatlCovpoFPG0lobbUYP33glffnuG2p5v8HD6NizL6Lddh1jH1socLLKLxflilP5latokpDvrm2l/JLcLkjJHN7gEcnpvTFd0MFvv3OktTJLfS+ywnDdClL7Mkl3tTwrv0RBCImU3n9r3JKvk1uBAKn8wjMbDvopGk9mC+HIdsrvtvKraZmVX1k1nFB+yfeopSm/+JxaK4rgBh6vmgQPi+oiQQA/ns6E99a6xUJt70h4r/uIjKiQYyBfU1k8jZvcLO5Rs2hTTLezTnOrlm1ijlvO4QEt+mXLtrem/JK/c/EILALXQkQCIoCWSfmlFbzgT50HrLlKc4P25E6A4U82jPFrJXbon/+aTX83eXKMCLLaIyZ6Rq8Se9Iq1wSpc0RUnquzDAYZMai7vTRLWb6vwcpbdetDT9HIdTeg3775jE4786zs7yk9Ic5ttjyKtTU1FAsUqFA+KZXtXGgTxp5FgZxQs4aUT22LPA7NXu0NrbZDH+XcwoPcy/fdQu+9+JQK/0NIIxKvXnzVdXTOaSep3/3Voiz1bDuPWGLhHKpuaFJqsVDQaou3qMz6LKmg6tp6ioRDFOwzIrvNHLJI9KSFjdRYX0eFxSU0pcpu3/TFlmGkQb/cg7QGMjGKFJVScYF9jUd1L8kZzLkaIhsHUIlxXn0sG47Vtyig8mQUlZRSZ11xrkYYQn+ZZ5OZiXMtMhMJ+iiVTFAy2kT9e3dTsm0Y/AZXFimPOMIeMcHg5bsw5FPXFJNIXH/indvr9ajJBethm8ZEioI+KzQPKrOmeIoKYbBJpFRb0RU9+A9dNmNJxVHRD0acumiCQgE/1TYnlGcWL/r4HaeIPoIJOpFMUXE4oNbpWhxURKY05Kd0OkUe9E2EHWYy5AFRaaohb7iIMlWzyFPciTL1i8jjC1CmbhF5IsWUUYbPDFFlL8okYuQJFVDSFyafP0CpjEclFEZ/BWmzwhQ9at8g/J5QhNKpFHl9PkonE9Yn1k3FdRVJ3RlxcfxByqRT1OArVGQHk3BtNKVIBK4tjBz4j8kA5mwpH2fDDoxfDDZ4SOOST1RDguFDfcaEbF+GhOrnOy2qsqbFSyD/HhdEjKuASY4pSSj/zkYbQJINfqGUxkSWvs8S1RxlxSsmRYuF8clB5NJOIt/SwM8vQrIyESomtnw5kZVJ62JczdE+TkCEWn45o9rxPKt9hq1jDulclF22hgjf5M2l1L9MbwNUijE4u40md5L0SxJaobcJcoVeFepojcUKDVVU19BIlRvttkqTNznffbU3CFxu1dB/goZEgjZ5yRi/8gncn36dNpuavaKynH4+5fNeKF4M3QzOpeK7t8mlWraMVXMJ6+Kx+rZ7H6CRG2xGv/3vCzr1DJs/8Ri9OO5RqRJgkPIVlGZV3C3bBnTSY4M0uDUmMoo/FRYVUVK/lKMydvY4YlznMf6Mow+mWEOtCv1D6gk4DqFwQooGwMfni+/1ugJyrEnlHa2pb6DystIsz2MemfQEqLq2jkqLi8hbYTmGasi+B4saYuocS5BYvtlqf4Mw+nNFaORV9aaTivOAczC6FAVzzkMaGTB/FIf8jvE9nElSMpWkwsKi7Eu3dFQsakrmOEJQhRf5xBLxOHWtrFBzcUVBQE394EWFAY+a6zHHg/vgk+d8/I6xHK1SQzo4lNdLzYkkBXzgWinyefnTq9IDYLVQwNoP5tJUKk0Bv09xoQiMOokkebxeNedi7sD0kUylKRLwU1MsSYXhgFI+KQdaIqmuAfbBHBLcz5tJUTqVsI4ZbSJvuIDSDdWKR6XjzeTLpBSXUSwOXCreTFTahdKxZvKGIpT0+Mnn86vcpOifyoGcSSnOl04nyesFT0qSNxBWRkWsg3+j3RSPaiUmOCXSlHitYwXAn9IU8wZVzi6cWzSB3y2WBa6E7+AialnGvcKkNFizgUdyEcmlPLGG3JQY/CzJdyMhDMiGcopnX9h/HMYYV2ON5k3S6JmmJVc0tN8PMks0EElOxZxMrifHu1CLiodqP2KoYWOR5FRLawe3eYFwKEonJ3PDSsHd5HjG90mGWrLzsEA7JFrjT5KjyvMo0O33ixQlLOqwjV8NVLHWVqs0f2pP7gQY/mTDxBCsREgVxL+N2x5+ikZvujXd9rglv3cDDAoVlZVZQrQ8wERZXlGh5PfLik2224lqauuUpB05L046cywdevRxy3SsyhLb8CUBWXtFWYkyfrW2LSoCtSSnLeELBKmgpFyth8EdxAh/GNTxb35J55d5qFgwmcPw1bUwpIxcPYrDar3elcVUUlpKfbUSpnNRSJGrbsVhRd7XKI/QGuUFVFkQpM37V6pl2w7qrAw9O689kIJ+Lw3rXKQIEY6HHEyYELEccwhPTpzPSU0smqgw1BSjiIeexIWiCSQInyAvIEZJqNEyGUXugEatAoMSCJNmfSyhXkRgAANZxYQN4xjmPnwCMU2I4dHF/mEAyyQTyqiVjkeJ0ilKN1mGvkxDlfVZPZcoEbP+HW0gijZSRq+biTVl92d9amMUfkOiefWXUl5L9nhnP3mil8yGZ3xNhjhXFfJ0KSLr96nrGQ541Xf8lUWC6r71LLWIVK+yiFq3U2FQrVtaEFL3An3G7/OpvhjQzxLupfUJC6OXPMhFA2VXIEQEYgbSFoKSCzdUEzXOySW9mQYdDhgT8NJiYGDQdsA81FFw2yP/pdGbbKk+WwNSQZRXWAV2lhfgXJWdOql8XMuKnf5vT/riiy9ozJgx9Pa4cXTHvQ9mDV9LO1an8jJXngcO2KmiXCW0b21bVExcWvhgKFKgeBbWw5qYHz3CQcBGHcyvMAJEAj41jkKlDhUtjFfgQ1i7a3mxMnxVFAQVtykM+dX2cLjhO7YF74LNZKBW9/avKKSCSISG9u6qfi+NBNQn5mc4bdB8Nspxbk7mTVZLW4KNIxlHcRvwJPyBF1nLwJusfpvUHCWWAAciZQCDwQsORaRIgNEPHAp7bIxZvAnKcawLR6LaN7iY3m8ainZ8Ri0uZH3i3w3K+JOBMy0RtTgUvqc118K68VgL3mTtU0Ue4DlT31OOc3TypoyzmI++/8qpqQw5+hp6PeoPfArXFfcd3Am3vThk9SnwKGwNRyk4NYyDcKQWhAIU9Dt5E/dRxZs0f4fzVP2BO+Hfmi9lP1nZmeVN+RxQ1/GB/iHz4xoYtAdWW4aOfAVIZA4gKSfyRbUE8jwhSSdyEvTr108lA3WryIOqgI888ohaD/kPkIxzRYCpZLFIvOyw5mdyw9OkkpSXOxJQcyJvEQ6VFhJnFiF4g7bCIcDKMH6RhjfHJSG4VDq4hdFJL41sU9Krq/EILyWHW0mPhUzCXxqytumz7rr0/o8TqaaqikYO6pud6NgZ4BWSbX+FnSsitdgKX0g32pJvD64JiJZKcAtXXYAyXp+aJGFwCft8FE2kqHdpRCmeQLoy2ltRFgmokL3BnYvoh9k1NLpHKf0yt5ZGdy+jv6oalWGKFS19yiJqPyBeixvjSrlXEQ4og1XXwiAtaIxTLJVSBio4aaB8AumB4aqmOaEI3sKGmAqta9IhWjNqbGXN7Jpm8vt99PPcOqosCtEv8+qoS1GIpmsVHVRbAG5HBl5Ln5eSyZTy+MBTiMTrYCmWV8nytvHtxHVNaYNsvTZOQfKs1oXH0jEBSUMR9kcUBonQ/SDjy02gnpXwg0Bq0ktpkSg1R/qO+2T3ZY9W7znWYAl+OmXL/YXH3AvvZgsvfJoKVF9QR/P69aeX0hS3ngM+T5/2ePtDKnExX1/8HE1ax2jU8ioYstmYPZPvW3UTlYYDtKAhrtRB1Y1RdawCv8UXfckoIZoAvToTjSnPQ8bjIW9TjUXakrjvHqtt1QvIAyVcUy15iiooU7dQKQgy0UaleoOcX71weIia0zB4+qg5nqCCYEARZ4QM1Eehyguo/qbIpNci5iCiGQ883D5a2JBQLwFQ+2E8wjmB9Nfr80d/ZfALipTgc78BmOTLhPglYvs6ETrLkOoq/s4GWekxZKVaS48iQ4aLzKi1+wCrMOU2DdogK1VpEtzvZXopeUQOEZDe6dKQVvdlmwEvvghFSEUdXkqrIZaRV7Vv8TxKNYqwjdUACGeXSYrbap8G7Q/knUI+JXjQUYTFDchhxbmdUHQGicaR16klkDsTaQzwoo3E6QMGDFihNmUyHmoQvAIv1YA0y0gbDCsHJKeSzzGrmzIuCe8dUU/iAIEsb7I/paKEIdNXyDBu3q9sU3Zo8vhdVbisBJFGGK/HbqBf72zvffejrbfZlmKxKA3s09NS6ojz8Ipk/8z5vNqJpJbF7HHToxQzGSskFMYQKOIwR+G8k5aDTanM9XniOD1LfFQfS6o0GHProtS9JEzz6qLUtThM1c1xNW/gXNhxiLEZ6qtGhLYpfpS0DFJeywAF55svibk2pZQrMCbheFBCgX82xBJq3IczTqqBsV8e9zE3Y96aVx9Vcwk4Goxd4Gx6yFbKpNKwj1JpKOGhekpbSq8Mkq1r3sRXXynnbccZG2Sz85NSO+l7nO2qTlUN/qWMbS4v+LL/OpRO/INLwnoHHEonF8Np1oCVtsMEZVijVjlyn/aIZ0IZv6DwUsex7rv1PWB9QjUPVuMLZh2lMO4pg1z2emVU0S3pGK1pjjs+wUGLAl5l8MvoeRZOTigjU/GkalO6qclqG4c7qn+kyaMMd2lLRQ8FXqzB4lHxZsrAOAaDHs7BW6C4JN4J0L9QQCiueROMk3BW4hn0KWKN25qmsN+vuDX4OB4CPAP1sZT6xHniVNnwmWnxbEqO4hOFFEgkdeet5HsfG4Fa003w8y3fJTOC1rAKTarJ3BIdyX7HijBnQvxcNZpbAQC5LzeDuDwP+Q4ZEWGbuC/o+3J7DsOVRQ08OlIiw05zXYxkdUB7cCfer4GF1dK8iskL1XCQOwEJxWG8agkkER0xYoSqetO9e3dlBBs2bJhK3CmBROTwniEXA5KZIjHo888/v0Ltmla1er3ctAeKioqpZ5++FNSeRo5ZV164rJcnoBQynuLOahL2DRhtrTt4fTUB+/utRZ6CEvKWd4PLURkzlHpGGQts2TgAEoRcRY3xlArXQijqX1VNKiTwpznWiyo+Mc7/Oq+OGuIpml0XVevhD4mtMQnUaVkwf2J/2AbrdyoEyc6oCQjLTAXn/AA8l0uF9qIqUqb+kkTw6MJzC6MYKFGdFR6XQTUbELZogyIIULkhfBMvCexNZo9xXXNC/RsvCOifqp8rggbyaXmp+RlgLzyMVlAPwoALAzAMtPCu40Wgq86TBZWiR+e3w0sFDLHYDopGrI/nlVWQMk9WPgHeauO5NFhVgbARGKnAn+D0cwMq5oEXIRF6p06d6IYbblC5OufNsxxRDCRbR9VlLIeRbMMNN6Rff/11hdpVLRyHBu6AUr97j55KsQUopxM7n2CwgLMFBi18FlrOIU9FL2U08ZT3IAoVkqeokihSTBSIkCcIxxHUNNppql9Ief7A3IJ5BS//SN2Af8PwBeATMwwMT3BsMF+CYQpGMqwLwxfA+RHxm1I6Ya7S+y8KBtQyftk2WYrzA6FlVk+rzmjxJ3znHK/auAe+pKIFoIBD5EEybkUIKGdfypFcH6k5WJUHYysMcDDkKd6UsoxxWK6PqrgQ3k2s0FgrKgDGMKjYYOwqjViGw1KhbsPvSBUCgy44FAy+rHaUvEk6kvMJqPKZn2dusDKxWiq/br31VlXmeJ999slW1ZFA9R1U+Tv66KOzVQtRQWbLLbekgw46iMaPH5+VeSP3FOTrXFUGBA/loLmc8vJgYGUh/VbtrjZoT9x5xx10151WJR6tf6HZc3Qlw7nzacAIy3gEnHLKSXTaKSf/42Ni8ALhwgQDTxtUFp2LgrSwIU49SsM0vz6qXqTro0k1ESjjViajvlc1xSmMbXQeqewO4VFRXipMcAnKNCxSy1J/Wollk5O/sz6n/UK+0kqlmvEV6CTgiWaiggo18UmVCeekANFqL6MUGz3zvfpbvgEGqY4E7t6sguJnAC8kMlcXlmfVlnqb+fUxFXoClSJ+mgW1G1RnMWSAs0aVsFY6lYQDyujboyRMM2qaaFCnQppV20ydCgvUSw+edYSzLGqMU6/SCE2vblLrwgMPo5uVS8XKh8J5QVYl4EUQntJ8f9xViHgbG0C9qfw0qK5MnHzyyaqycY8ePZSCviVQpfjqq6+m+++/X1XOA0444QTlPPzPf/5Dr7zySnZd5O/8v//7P1X9GIACHw5JbLu86FIcpoX/gv3LlT/NnZf9HDBirey6p5xySpvwJwAv1HBs4IUaCmQ4F8CjwKfgsMP4grEURqHCIHJFJagkEqTa5rgywOOFnjkYoLiTshEklfI+jTybWF41y/q92qoAiRA5T6TINhzwZyCic28Gs4onqahtr3F6YWMs78fSfAQMTx0J3L/xTPI8nxHRF1LFzjno8CzyJwxcUOOD11i53iwlFByGKk+cNizDIIbt8bzDOIw8cNn8hj6vWoZQUXCx8oIgVTfFs3l3rfxyVs45zkG2qiGRtFqez/SpPbiT2q/hT6uv8QuGqwsvvJAeeOAB+t///ue6DiT4zc3Nqpyy7GwgLgh9fP/992mXXXZRy2EEg3KMEz7Ce8nlrJcXM2ubKeCzty0SiT85pKhUqEVkEkNOWCgNNMorpxov5PJCVspS2FFrjaKffvoppz1dunRR5aAlfvjhBxW6WIBk5FpYXBTX4WUqSYNFgDyhUpU3wIfEmck4+QIhSiXjqrIMPCM+3Xaon1nOCxJWFLKMWsjfgEkEMnZ8YrhD8ka8+OLFmD2BUKwk9VtkacgOXc2IynbZZU12ovikzm3g0xUtVfNhANPw+S3Zf61WyljX1r64HNrlVoCgTCTflsl0G3RIHFfSAwZUFKi8XDAw8Lpym7kNiZxqirId3XU+KVlFkZU16pro8FQpe9aKc72dDg0Rb+Lch2pENZc59XaoJect83vtvihf5Hl7hyzf5U1ftonDZWUuJEjOs9vLioz2TsVBk7lhYxkrgW9GhLtKIMGu1ZD4EveZKrZDaOv0PZTJhTnUUSbzZaNpS5SKBKCcDNevC1N4a6xP1eawHYrMz6+sNuQrLs8JUUmH7PBkJKtlNOsQRVlBkhEQ0nGZ9NSr70dMh6uq6yA2Z4MYEzvrnHw5OeMsaXzGcU3g6Ud3gOELx+SwUIQXs/Qfhi4oxhD6iz4BVSTGQPRTb9DK28LJhznxMAheTVNcVWuEsg3/jjfE1Lp/LsYLkkf1OYQ9enSfW6BVCHgZZLC3VxaZmN8YW2LifRmKwC+T8jnlKliQ8vs5wbF4JjyN9Tl9kV8w1f479yR/ZPWR7QMeHxItt3HYYxvvz8CJF198UTn6wJ1OPfVU18tz7733qnDII488MrsMSXqhtkeFZqi9evbsmeVPSOLL+Cf8qaopRl4xBnKSZS4W1DKUhpM9u819MieQnBN4DJRGneXmTx4/hXSYM6z34USTUl1lkEQ8VKjyLnkKS1URHcWbYIzy+SiZsVNlgzN5PV5KIIZJC1tUYnKCWiWZLV6D8Q7bNMUTyjmB0HdcA3a82IniMxQR3NMtJE7l02QkrbHRI1JmsKLGJ+YpmaCaIe/H0qpvSo7LoYNyn+BKUM0gKb/bNjxPt1ZFkecsOZazskaGpMl+weO67EtuobNNImG4DMvn7WQoPn91SzPaGmSbWPUWFHnZOAUEzz0twZUO5e8exev1d95e32vnscU+3fYvlqXDJTlVEmUlQclLOLesW4ul3gf3CPMoDExeXcFScj/X/iurOerCFXI9WQyMK2/L0D3Zb3ixMw2NuJ9ZDpzb/93ewax9Ode1okCQXzeT5UcAHIQAuBGH9XJfUe9WHqL6aFxVQGyOJdUzhuuEdTGC+BFCqPMS43qDX2F8gOoMxjcYzvCe5c86GD2K41rFHazk9lCdybQQMgUKn5PD2OeoQsrhnfa5ZqN2nYnixPW09gXFPEJOobITwwR5dF472Zf5fiItiLVAVENfxdEe3In3a7AaGr8SiQQdcsghtNVWW9Fhhx3WqvEL+SxA3oYMGeJYjhLR/Dsbv1AuumvXruq3oUOH0jvvvKMq6awIkMh8fM3KT9r608+/0HHHHGNVqxHKLxA3nFsPEFXteTjp5FNom223I1SR9QZDlEZlPX/AUkxlPJbnD0kx4xYRSiFPBCrG6NLH7K2Ryf15EOWXY0w4bL/Bi+SMadPozykT1bFQvnrEqLUx2qpqSX/8/lvWyFLkh4TfQyNHjsx23Flz59G3X/6kCGGviJfW7tddEQT8+7e/51Lv8jWod/curV6buuoqmjvzb+rVfxCRJ0S1ixfStD9+VYa9bn3605qjRmY9MvPnzKbJE8arvEvde/akUWuvQ0XBiDqHCX+Mp6p6a4BuSqZV9Z8hI9ZUhg0l96+vo79m/62I/zqjRrSaIDYWbaapP39HdYsXUo+BQ6lb3wGttnvBrOmUKLeMgKhWBPTu20+FPgANDfX05f++psbGBho+eCCttdba2eS7kyZOpE+/+4UqO3em0Rts7Nh3bXUVzZ7xN/XqXEH9Bgxq9doZLBl25geD1sC5KBAmjPxiyAuGFxU2vvFLKF4o4OFUfV9XyVXJgTPOSl942cHLUd/yApq0sEEVivhwykLaZmAn+nZGNQ3rWkxTFzaoHH/wmiLMBkQbjyPIY2t5LJYLeFk1t9xgFQNCE6HgOuuss1SoYmsAP1p77bVzkqCDI2EuRIqIfffdVy2DgQzGsp133pkKCgro22+/VUnZVwRdi8I0719Qfi2NP8HQl2nJn9Ie8iK/KEKx1JyrX/q1oQGGL+szpoxv6WSS0sKhgZdEdjywAYtz7WCI4vdC5FGbPHEC/f3Xn+pld8DAwTR46FD1YllfV0d/Tp2S3SdyXCGKAfyJt5/413QaP/kv9b1/t3IaOXANxRFQeXbitJk0YK1iqizPzb3JmDt7Fi1aOJ+GDB+puM7sGdNpyoTf1D4GDB6Wze+G6/PnlKn055TJ5EsnqO8a/WjkWmupN2QYtn777deswxMv7JGCAho8dFhWNdNUs4hmzphBFRWVNGRg6znjUCHzf999R00NDTRi9HrUuVv3Vto9k/6sWZhjUBs6bLjqp8CCBfPpf998q3KBjRoxggYPHpxV0n3//Xf0x5S/aY1+/WnNtdbO7ge/zZ0zhxbMm0t9eva0uLXBCsHMoUsHG6I4Pxe4EBud8NoFYxgMXliGTwCGMM6txnns+HUEKlMPJVTRJjgH+1UU0OzaqEpvAU6mHJGZjOJNUKZhGbgUgPe0NqFPq5rU32CVRIczfs2YMUPlj1gWIKwRhi7GpZdeSlOmTKFXX311idvNnDlT5flqCV6GNjCQOwFKsHfffVflt4Dcv3fv3rQimFsHdUKgzcLreCJG6WFUaQHhYJ8bVBCZVEopHk465VQ684wzKZZMUhHFKZ2I04A1rQm7Z/fuNHGyTZCARDKpcrxyZRhVIjl7UKZN//wkYtEoHbn3GPrtpx8cy/sPGky333M/nXTMkTRjem7YRa9eveiVB2+jC669hd7/7CvHb5FggM7efQt64pMfafrCavJ47qFHrzmPDt5t+5z9/PrzT3TwzttTQle+6T1wKM2cOtGxzuBRo+mcG++lR2++kr587y3Hb127dae7772Pnv3vM/Ti88/l7H/YmqPo5HMvptuuupimTLL3e8CBB9E9DzyYs/4Pn31It553EjXV257ytbbckQ46/3oqqLCVQFN/+4kuOXIvSrl47IKhED33xjv0zRef0w1XXuqYSIYPH0Gvvv4ajT17LL32qh2a0m/gYDrz+rtoxp+T6ak7b6S5M6dnfzvxjLPpzPMvyTmOwdJh5vD2BcbRjCZ+bFiHoR0hl+PnW0orGL6Aj6YuUp8/zqpRz0RDzKNChPCSCaUj5zFDiDKqdiJRMwggjHIgfFBVINRHJWJOpe1wbINW4YFRsY2vU1vvb3XD119/TU8//fQyrQvl+6BBtnMDaSAqKiro8ssvb3UbGCpgJEOKiGXhTwifRI6vcePGKUPNww8/TGVlrRtTlgQkTSd/bnL5f8yfhCMKzzfUFcg7A/VUKOBX/OmMM85QKt6CVFQZtAYMX2vJ/ElV49PqKeQZ4h91Bb22wKwZ02nfMTvSvLlWuCJj4802p0suu5z23n03anLJd7vNNtvQOScdQxdccS39+Mtvjt96de1EJx3wf3TVA89QY3OUQqEgffLSU7TeWmvm7OeF556lk44/NssxBg0bQVMmjHess+1Ou9IFV11PJx5+AE0a7zzWsBEj6JFHHqNjjz6Kfv/d+RuwzwEH0VrrrEf33XELzZ5lhWYCV11zLZ1yqh21wXjmkQfo2ovOcSzb78jj6cTzL3cUhXrt+Wfo4jNOJDeUl1fQJ1//j267+QZ69MEHHL/tvscedPXV19BRRx1J//v22+zyjTfbgq678356/qnH6bknHqFFCxeo5ehX9zz4CO2xt2UINlg+GCNI+0Ll7bO+OVJgZHSaC5myhfP4WelsOE2M5d5llT4qqCLnMRRmUNdDWYn/MG5CDYooHhWOnUzlbT6zf5M78X4NOqjxCxUVkRNiWTBw4MCs8QukD0azW265hfr27bvE7aLRKBUWigqHGvBkYsJCSKQEjErwXP5TqOSGGX9WqcChjkDXwpAaUJAXC6opVA9EdBxiuDHEIDxQtS2RogByQCSS5AsELXkoKrQg+XXaQz4PS6p0NRlNtmD4Apo9IVhIVP0atZrH46gEwqECnpgdQujVuSCsFUI5YYdpUYUxE+mkPlG9kMFyXgm8sP74/XfK8AWyjvsIr+SECRMU0dxt+62zYRjwuDGmTZtGu+++O62/8z4qxwgS8u6www7KSIlwC+QYufKOO7LbIv/bmx99QQfvvJUjPBSn+fnHH1BJcRF9/PF3NGrUKJr791R69NFHldoPVasQ6oDQj1P33k55EhHSgUTA6DvTp09X4bUH7b+vUqide+65dPDBB2f3/80336h8KBeechwNHz6MLnr8cVURC6pB5DuJtJDGz542la4+6VBVTfSqq65SLyEff/wxnX766fTGbRfT2TfZOVLe/fpTqqwopw8++CDnum6++eZ0yN67U1NDvXq5QSgvQlLgrcd123jjTRQpf/LJJ2m77bZTOV2wzgXHHETRpnrafttt6ZYbrlPX9uabb6Z3336Ljj/7IkfFKpb1Sxk4/xwT4QdRXRVP3W/dDz3cP1VIg6hCqqu4eLiCowpnRMJ3C+naxTmhGRkthU7p31rC39UyUvvKhfKPy15jn5375YRMcL+VoY5zG+yQOFYkSQO2DJ/oWWI9HwWJevIGw5RORMmzYJp1DebbL4VeUcnSW2x994TtZypZ0s0+z2zYo3296kTIqnzWWobGOkLzBN/ge8ihQ0ClDncFbNWBvW+Vl69FOIf8LvfFKBVhw2X6u1RXyfAIDlFxCz+Q5yj7WK32Zsp79NcCK0+NWq4rpyKRP6N/lyJF2hbobeqiDaqC6x/zre1UPjPVB7QSIZ1R5E0ltfV7KOXxqnLsTTGL6KHIQDTjU+M6xnTkaoCBLJhotBSzKMqB0FdUmRLVeFNlvR1jaEKEhxkYrGjah2XlT3AesvELaSJgoMKcEw67VIkT3AlwC13kZS35E+ZLHOufAnlA02K84VAczE2sOijCOrqiLcKC1MuZSq2AVAyoiJu0KruBP0GxjrB0lfxajy8ey4GIyskYI2HowlFQ5Q1HjvoiVlVgTvyOUGsxnvGc6BEOQ2+jmJ90yKAMP8uGtQdLcipkA8zPHCFzaVJzc11tDX322WdZVRJ4x0knnUQ7b7eNWq9lcQFELpxzzjkqly0MmMjPxhEPEydOpDvvvJPOv/2R7LYwlL33yee03qjhzpQB4CHj3lbbnn322bT33ntTY201vfzyy9n94RjgT7tstq5ydPJvqOL9+++/K36y8Ybrq3XB49Zbb73svsFP7rrrLnrjlZcUJ0I6EpzjJZdcQuPeepPOOt0yfjEF+fjdt5XhC1wGOevQh8G1wNG6delMx59+dnbfn33wjirWwPl+GVDybb/99rT5hutSIh6n66+/XkWQgP8jVQo43tdff0OlJcX03nvvKc6IiqcnnngiHfh/O9KcmTNULuFdd92V+vfvT8ceeyyNe/tt2mWPfbJqHDfOZJ1HblU+R0geV/wU9yDMVRi9NifyJHMrX1tVpCmnWqRHczJZJd0t7YLk+pyqgitpq7aJfslcSoY6Lq0v87VxhMOmo+T1IjVKnHyNVlVkT8xuZybhEs4oqrbyO4kj7FGE63Kb3MJ2W4a8usHrsl5Kl4dOidA8yWXcoj2cFVx5PcoJG5b8W7aYr2drod18eNmvWCgvl8kQR04FwxW/W/I8KPTRbq7evbAxrngecriq7TQnQ3Veux0Z5UBUNMznsYxgSpyBMThNMYR8q8KaGZUyB7+FUfQpmVDiDo8KefVY1Wd5n4VWhEtG8+Jk2PAng1XY+AXDFSbgZQFe9IGmpiY1SW2wwQZq4lsaIGtuSdCY2OEhdTOM/ROAeAF4+Au9XqoMBJS0myt9INE0jF7z6mNKfg3jl8qD5YGRyKoamNalYJUcXudzgOELUNJ69QX6VVplEA5bXlwYWY466igVtgoiAdLCpBwGThidQMoBzv0AOT3CJy6++GJFeJCXDeQIxI6BbYuKiiiTcq+yicsFIoYwAAAkB6GyML7V19crJSEMc+uvv362QuiVV16pjoWwWJA5eLbZ6w1j24MPWoouGMTgRSwqLlZGVSQJBrp16+bq0Xr7v48qRSGMdzAE/vLLL8qYiz8QqkNOu4C69baMur36D1QqxB133DG7PQo1oBIpKnUBY8eOVcYu7AsFHmDMAhYvXKBIH84B4RpjxoxRlU5B1vAigGvw2muvKe88qngZ79uKAwpLg9UDbETE2AwiiJdoSfTYUIbXbZA5tb7eBmHj6rOkiwqZ9hSUUibWZFVQg/c0nVIEr+V8sapDkVZxXm21T4PWsckmmywzf+I5Fg4lhDrCWeOm6JKAU8jNQcg8DGgv/oRXo+IQjFvIHQkFQVpVo8UzWBIOUk1zXDkLESaIeQsGA1WdTdMj5g5c2Q3zndprKzmTOjoiBYWKM8HAhAJPMO7ddtttqrgAjFEAuA2KNHFuMjZewsgDPoN7jhBVXAvwZxgpwWt4W/Cj1jiAyuFaVKR4FgCDE/LFwQmIPgJH4o033qgUhQCiJtBO3AcYzGDgQvgs0K9fP1VICk46APxk0ODB9Js23j333HOKl4GXLFxohysyHrvvTuXMQz9GRdHq6mrFx1CA4amH7qMj/3OKUsWrYw0aTI/fe6eDP8HhyNemrrZWtQ3nB96EPHUcvrlg/jx6+aUXVXuw/QUXXED33Xef4lEAzg3nfdNNN1nPgZF/rzDScOobrFb8CbnJAKi/VLEAPRbzaysUYSzUyPIniBa8PvKECqxlumoteXzkgQNDv7utTvypPbgT79eggxq/OnfuvEwGLIm//vqLpk6dqsicTNIKjxiACQpGNRgzALzoI5SRk9jLcEj+/Z8Ayh6EDsCAggmVSReUWJFwQHkDcNRCrXToXBBUUvvOhSjpjETQ3hzL/LzGZI4Fvixsbe9tshJ/WysEXTwikZwEobxrOD7qY/ZgURGxlTlZiMTk6ar5OcoVEsovTniJ0CP7mIkcFQkSyncfvCYdetJZ9OTdN2eX476AiEgsXryY5s61k4UDIDUw0sCQc+IRB9GsOfPo9fc+UoaiHARC5Cnt7FCoIR9ty/BTGKyeeeFl2niPQ2j8F+/T448/njWmDR01mn791U56C68myCaqV/GLAO43kvuCuAEXXXYllZWV0s03XEeffvqpyhnH3nFWr3Ab5vw1mTbddFNl9MJfZZduqh+BLOJcZ/3yDW08yjJgFe22hyL706dOpkkTxtNX776hKmrJsvQwIoIA49oBf/zxR/Y3kFN4WdH/33jjDWVggyH5k08+oY8++4Ka6mqyZA4EEC8TAaGaY+9lqUj8z17KZpEgXd5v3iYZcE+wHtQvIF6tAAMSC2fb+59vPZtNcxbY22uDQ7ze3iZUZhdFKGLPZn1NjsoK8BVbKsWgSHjvloqNq/twnoSWCUAlIlphBG+lp7iSMg1VWc+qfGY8otgFF2rwFNiefxIKIfZscTJ+oFY8s+y1k0rSoL64UuUs1VM8jkjPZTGSwmh0SlnjSJXOryVVXJxfQh5bPvOyHfI6BVz6TUz0Bzt5ca7nVI57aZfjL9Ayfan2Aqb99gP5QxHqtIad37FKK76KhSpNqvfgpFDnIS4e31fVJt0f4uLFpjmuCzoEUObcT43RBMxgltoLRtBkkjKLZ1G6Uz/LdRsspOq0lRoWDtJoY4IW6+IX5eXl6qUTL5MYXy677LJsVT0DgyVh+PDh6m95AIMDXvBhvJLcC7wKcxqWwYACIwbmvD59+mS5kkR78yeEJAb9qIxmvUSFfR5V4RB8KZmyCsogUTePaTz9yLFSju+sNPHG7PmDFV0eESaHXKAtxzieEvDZKMbVEh7bpEpKfPfEG3IVOFpZI5U+UTEG2ioVexnG2G133YN+/ulHeuHJR9UyGLDgJIQzUAJhqviTAK+BMertt9+mU48/mn75/Q/68NPPVU62lsggdxlym+oCS5lWihijv6S9fjrhrPPpoTtuUk7M8847T/22+Tbb0ecf2Up1qNZlwSkAjruamposn7rgokvo808/oXvuvkvxEC6wgKvBYiK+ZH9Onkj7jB2rOCEMfV26dVdqLSi/YAz+a8KvtM76G6p1TzztLOrbdw2Vm+vrzz6mX3/8XqnLOLoD4y/4FJyRuKbof5MmTVK/rbHGGsooiOgAtAmGxosuukg5QcG1cEwATlLVPswCUCJyEnDR/2QSfj4PqUSS/J9LIUiVYUrPpz6pLkpEc/qaLAjECnq1XPMjqab3hi3DtWQ3nrAo0hLQajMutoXjC6GoWzSbs5iA3o/L746E8vEm8oYKKI1nUxeJkappCY82kmXkM8t8VbwP8buJLFAgr7FD0S6KzDPkveGwPdnmkD6kzqSlt6Ec/iOvh2UCasF1ZCJ4/VWGCUrOluXdoviCrPLIXUOOe/y7Y7xx5GjWuZnF+aY9uWOT5HnyvvP3gEubpS3YTeUYUdtYKSYyeqBJo6AaFPTJOKWLLM6OU2j0hlXhgfom5G3N0OJm62Ib/mSwShq/VgQoye3m7YThAIBRTObpghoGkyTC2tZdd90cYxmk3v8EOBa8TyCJIILIUQWPWkMsRV2KvSou+t/GsSeeTF/973s66oS2Kcu9IoDhcc9Dj6Gn7rlFFSoYMWKEMsLA2CNx+OGHK8MQG51gpIHXDYqw9dYZTe9/+iVNmWbnqVpRHHjO1bTZHgfR719+RO88dpcyliLXG3Dm5TfQ2CP3pc0320x51yHfh1EVYboMyOLheYQRDcTu+quvoM+//Z6OOOpoGtJvyaG44YJCRf5QQQpYvGAeDR20qfK0I6nuVeedQRN++0X9Figspv878HDacqfd6PIz/qP6N15O2GCF/oc+B/UXPKso7gAPLLzCIGn4959//km7HXsGvfHgrSpPHkhd3xGj6eQ7nqax2y7fy5OBOzL17uGYBisHeDn56faT1Ped7vp8pXm9WA22LGD6JysnQbEAQwJeJpE/Cc/yqgiEf7Z1ue72KP+d74Dix40/Ye6BUQxOG67eyPwJyhf8BuWP5E9QObMiv635E16QIh4rJ9e/jWP+czJ9890P6vPfQmFRMe28+17K+IW5HurzjTfemM4880zHeuAlMCQCUHth7ofxBkqqnbfbmu55+DGKRm3nwYriwZffoTVHr0/PP3y3SrYPTgf+hD5x3mVXK+MXDKhQ6KOPtHRyP/TQQ8rgj/QVWG/sWWfQ199+R6edfjoNXkKSe3UtCosVf2LDKxLOgzdBUQYcf/jBtP1OFj/q3L0HHXLUsVRQXErvvfWaMnzNmTNHVeoEwDWhrEfuYCj1ESkCp/rrr7+u9oeUF1DcHXvmefTgLdcpDoi+utkOu9KY/Q6m4/bc4R9fy7wHckpFV6/qxwZLB4y7KDCxrGBjmnQMrA78qT24E+/XYDUyfiE/kptaDDkMQMjgMcIkJo0p8MxAYYSQLxhhoNZBvjCEuCEfwD8BQuK4WiTApb7xgDa75L/6N3DsiacoT8bIDf8ZUf2nQIlveJNZ3QVPGwxLkM8z8BvICcAkDpJy/g7DF6TmMIhBKQECiJwSywu8HE/49jO6d+zRKoQQobQgaetvvhUNGbkWBQJB5ZlEW0D80U9gUEKb0Z+QnwtADrIXXnhBkbxnnnyCLr3iiqUee9T6G9Pjt12r9gXPN3J3HH/88YpkIWcXVFozJlvJZDGgT58yiS645V768t036IrLL6Pnn39etWmjHf+PFv35h1KOwPiLHGUwDuN6IPQSBBHGOewvXGSppGKxmLqeiWhuKIvBikMpv4wB7F8DQm82v34cRRfPXWmGL3hoUTGJK5etCBCSBAO1gcHKAOYpmVeTAeUOeFFLbgXHDsLCoBhGqBqA3JEI2Qe3Ah9rF/6UTCtFQEfhT8DaG/27/AmcBAB3wniHeXyttdZSOXAZUH1xOgQo6WBgAucCf5o1Z64yfCHdAww4MGZKg+byAPmoXnj8Qbr1qkuUGgrGJ6RjOPTYE6ikrEy1DyGLGNvwHUZX5BwDEHoJgxMAHsWpGN4Z9zZtucWSQ3GB9TfeVPVJGP6glIX6C/2Ux9HS4mKaOsHihG++8iLFo1HaZufdaPIf4+nWG29QqvnKzl1o4JBhKvcsjg2D11tvvaX4JPLh4SUa1xd8CSgqLnHkEI4a/tR28HitnKkx95QlBqsnrBzXdnjkisDwJ4O8MX4tLyCLRF4DTLgwdkE1A7k4QtJgRHBLTNgW6F4cpAFdilSCZBleI+WzUhZaJwxlLLkVStOsVDQTskO9pJyekz3GE7lyX5mQ3E2eWi73qQmW2mdMS6QlPxIhcdwmmSyxVivdOGRMtSMBWWuGfvv+e9p2t71o+t9/qZBHJN4FCYJRCblIgDfffJO+/uZb6t+/H83X8n0kxkeuic8/+4zKSkuykngYpmQoq2qTx0cNngjFowlFbFTi22Qih0hP/uEr+v79N1TCUhhCkUOiOZ6gc6+/k3778XvabszuqmLRk089pZIKw7gKDyok/OWVneisS65S8vuH775dvQygX02YOIkWN8QcOVLwHflJ6utq6an/PkfNjY203iZb0gsP362IFggjPO0gXzDewtgFwx4MWQAMfX/+PZ1+fP81SqeS6oUDnvG1N92Kho1ah1748iO1Hghkpx59aM6cGYrcQuUIzy+uAUjhnAmWkgy5vUCeQf7Kgs6+H49FyasSCFNOH5HJPPm7lFJLNUtAh4PIpOihhJ2Y3KsSWhKlqm0lnZTjp3U+jkSjvSy62NoGycUZBZ3tRKzZtgmpf2y+HT5bpBPhe4vthPiFAatjy7k3URTMOU8Z1hsR/S37HKOSWEO10ptnE+6L54iTzbaWRDYdsvPmNOtnv16HBQLzdXJR1RadeLRnSThHUi7l8s7krs6wW6BGKFIXNcVzQhz5u7yvbklTE/LiFdkhQym3xM2iu2VcQik5CX5QdEDZx3icqRdtl6EhFeVlRPgT4N/lejEX2X9R0F6WiclwFL0fcSJ8meHgYC9kXIRZB3pYaspqHU4KzK23FWLVzQlqbFjNcsS1R8Ui47n814F5DbktkVgdThrMVQifhzED83Z7oTTsox7FIZUvRo5tMlxJ5qdq1vzGGdpk74+f/3TQTguByowtQ6wSIqyRhwmpNJBhThw+5Jf79NlJmjmsX+YZ41DLRCtJwmu0klQO3zhOMpGgGXPm0Vbb76TCFp966illpEEuVOShYiB9Azbt0b274iUAlBFQjE+ZPEnxJdw78AC3fFrxtIcaU15KNseU4YzPvWXaiFefeYzefOEZlc8L+UbBn1Dx+vRzL6JvvvycdttzH5o5fZpSUKHqJ/M8GKr6DRhI1916B738/HNKhQilOpx2f0ycRKPX39hxnKamZuVcmDljBr3w0svK0XfwkcfSay/8V/VN8Ho4QRHyiNBOYI899lCKfQCK/kXz59Brzz2p+i6UjIceeijtfsChVLVoIc2dOU0ZuGD46t6rjzIkgrPheoEnITULMPHnHxz8afOR61BAZSCygUT/mNk4sbmcjx3hb7rfOjiVmEaZYsh50J/W84VIaO9JCAem7mOOIkEIH+PjN9rFhbIoELyf12sSicQ1Z/aKYkWZsL1N0GvN9ynRTkdf1/1aTLfZZ7JljnlVbR5pAwKRnIT2pJ9TuZwLRzjefcRx5DPFhXZkrSBR74dSSLjcIsTQkTQ+lctlOBxQHkfeY96VvMdWVkI+Zm6IYYgLk7mn3XNN8Sz7Dd8GDpt1rCfui+Q/3D6ZCsINspiSPGaWX4nfNUV1LWYkIduRlIUWyi31VlPaTplR1ayLuOnrjciq1QbtVO3R8Kc8MX7tt99+SrLv5kVHYlfIImG4gGwZ1WQwCUKi3V7AI8qGLwOir999ne483wpLikB5lEgo0gIyw8lzGZtuuRU9+8wzitxuuN66yst3zTXXKBLOCrDW8Nrb71LZGla+rIrKSnr+hRep1/B1ctaD4Qt5H2DYgnoL4QHAPptYCfEBtA05IGBAQlgIG7WmTp5EF595slJUISkrQjdgiFuwaDGtNaAXNYvzwfZDeluJ79HfYHStufFqSusEvDAAAvBcIswT5wcpL/4Yl99wC734zJOqvfDqfvXVV6oiZEFxiVKAff/99ypJ66S331bGXIQ1gqBB9YUXFnhHYBzDs7HOOusogldb30jHbm5dJ8bsGdNpu7UH0X1PPZfNmWGwbPAWlVO6wapUZJAfQB4MvOggT16+QyVtbWMCZxK2rjxARcOKoZZAgRqE2cNpiPkGKmWu8tdeSKTTWcOXAdFDt15HT913u7oUZVptB/7EidslDj/qGLr4wguUiq5f3z6qkA/CIXfaaaelJoi+9qZb1R+AJPTPvvoWdRWRFAwYvqDaQk5RpA5B3/n5h+9oVF87p2axVktBKQWjG/O87779hv4Y/zs1NjSonFpoE4xjr738kqo+LfHLzz/RqGGDlSMUXAtq+XjC4tXgXMjDBUDNhdBFLqqEPyAcidBZF1xMJx1zFJ1++mnKuVpVVUV7HnAIffr+O/T+m6+qdsEwNnvWDHUM/EFBh0T6uMYwhI177SXlUMS6MCrWvvQcPXavVWmc8f64t2jbjdalF157i7r36GG67bLC6yOvP2AZwAzyBqjoqwq+5XmhiPbgTrxfgzwwfm2xxRbqrzVA3g2P0MpCSdBHFYWhbLWhICVdk4syoknh0dQGb+nlZE9Ek0hoL3LTU6NO9CoTXTvKDmtzvVckZGXvRSJiW929YVvB4C23vF4Snpit4InohOJh8eBCytoyQeLipgT9NXmCMsrAMwnjDQxLuB/33ntvtjpR9vwz2nPi8dCJJ51Ip516qlJJobQ7VHzwWCLRL4gfJ3kHQPDg1WMgke5TTz9NJ1+6FkUTKYfKD+GF2BdKfKOKJANJ9LFflLVG4noY6WAcQ844Di9ASOHPP/+sDFsImQTpwn6gMoM3EqQQ+bfwb4QDwMCGbZGYHh5SqM0AXAtUZ8R1Qe4JHGf0uuvRO+PGKcMV4A+G6O+/p9Gl55xJV1x6iSJ5IL+H77cn+fx+uv+K3qokOI4BlRiS24MUQlkHIFQFBjaER8AIhiStMIz5A0F1PIR74ti4niB3WP/15/+bfbnheUnOTyk3NYwYZ1ldGJFqxwWWFxpI/j0hdyMXeAMiSXmh5d0LFtsev4Je3e11dV/MqhWxrNDF+Cz6fzCblN1eVoiqfKJQAzCrzt6nfCYZmXCJ5QHDJycKFh5Sx7paORkXw7FUSWaVRMJVxmov9V2rn2bLNpVFcp5t6blkFZj0vkk1GY8NUCQx5upE8RKSpDTqdkjvtFd4ugdXWvepQCS5l6pT/ioVDlIF1lKVJtsXFGNLaYHtwACRau13uaxBhCmi6i5QK3J3sQIN6CbUbAweR2C/hqcbJrA64YmMpax7W9Vst132IYyR8p4bGPzb2GuvvZb4O+axAw44YKW1p9iPYhIBSmgDmJ/sKpCMjNdtvMtNIC3HmbhXJMrWSbPjkjO5JCGXT6qcB1m4kBLJt726YInaLpk7hrJaJ+iiulHH1MeXkQIYr6ZM/EOFh8LwCK6BiAYUuUHIYUug2di8vLSEjjjiCJWmAXnbkBoBXAX8BvM7OI0EOIRUrSMX11tvvkGHHHmMCk3CuMdqO+Rpu/XWW1WeL84hB16G3GLI53rHHXeohPpw9qFvXX/99cqxhzyncMSh8AKUZehT559/vuI7f06dotbFH/gTQmrBWcDrACj0wV2g8oJRCqG34ITgLVBkgVsdevgRdNMN12cLJyC/6muvvkrNzU3KiAsOtv6GG9G6aw6lPl0q6OYrL1YpUWAUg8MR3Ax8iYsuwemKa4bfoMYHP/IHArRowXw69thjlWMdIaTICYv9gz++N+5NOurY4x19Rap+eLmbGgbgKVXXwrKW1Vk819u4lNyiklOJFwRPyOJPnqCtcvSWWtXLPWGb/3u4+p5qYG6F1IzgGKxsi4g3y6Ao7sNKKlkkojVOpLq9P0QZrZxkNVcO9PFTlKsOh8GcIbkpH16qyAXVISv4rsV4IZVfLhyY363kPZSJ5Fmc3pphh59zx+3y5Cq3pBrNywU6hFpMql9ZwUbeXO4n3wXl2MLvbvJ6SY7Lv/OxrX3KoiJcsE0UWNLnJN8LJXixFe6YUectx914ypvD0+qlrK/FvTQwyGvjV0cEG74MiHr0G0RvPzZdJWuFIQZGJUj3Ue1wzB5701uvvqSS30+ePJl223u/7CU76qij6c+J45UyCknvERII0gQpPUIAmeRgWxAiCZCxTpWd6KkH7qIHb7+R1hwxIiv1B8mDXL8l0C4AoZUIk4UBCxWVYLAbMGgI/Tllkkp0DyMXvJlI9Ioww90POEQZH7788B1FyvDH4JBO5LzgQgvAXXfdpYgbDGkgTuUVFfTIM88rTymXkMcgj0pFAEgmErXCa8mlvE+97Aa68NgDFQmDMgw5xEBIh663Me144NF06xlHqVxmuG6o+vT555/TrgcfTXOm/6VCOVu2FcrIik4WKTJYdnj8Acp0kBx/BisHMGIhnFoS5XxFe5TrNp7L/AWeKDZ8GRD1GTiYXnviQWW4Qs42pIKAugncYrc996Y3XnlJzfFQNSEZPuPaa6+lmdP/VonehwwZknUQI1cWeAsD27YEuFV5eQVddt7Z9M6brynHIufqQsX1ltuw4Qxtg1EOqi60Fw47GKkGDBpE0/78UxmKhg0bpn5DyCZ4yMVXXUevv/yC4oNQF0pOgtyrbPziHFxYB8Y6XAuEfoLzrD16HbriqmscPBDv1HAGQr0PwxeiP26+8x71W+cuXej8K66lay85Xy2HQRD8FPs78OgTqHuPXnTzlRcpRT5CReHoxHlcftMddPdN1ypOiIT4sq3gj5WddJU6g2WDx5o7MjK80WC1h3ICmjG+XbgTYPiTDWP8WskIBvzGAKax4Y67K4/Z75+9Rx999T8qDAepz8AhdOJ5l9GWW2+tcll8+O5btNvItem4U87IXkN4G2+4+ko6aP/9VM6s777/geKJOPXq0YNuvuZKOni/fejNce/QG++86/TKegN0yGGH0557702bbbSBypOFvFpQewGb77InNTY1OnI34VhHnX4uDR4xir549w36/uffVC6FHr370C0PPEY77bo7ffPFp/T6i8/TD7/8piT4PfqsQTc/9DRtsf1ONH/ubAqEQrR4wfysVwwOk2123pW23mFnGvfGa9TU2Ei3nXou+f0+eu25p+nTL75SYaAnnn0BHX/sMVTsEra71dbb0MWXXEa//PoLHXjwIXTsWednf1t/i23o4XFfqhxiH3zxDZWUV9LBZ19GW+91sFKG3fzyx/T6o/fQB59/TWWVlXTRXY/RultuT7P+mkqvP/kAJXQuCPYwwbB25HEntvmzsHrDk/WSGuQP4M03hi8Dg/ZBwO+nhFSi5DEOP+086tKjF43/9gv6+IuvVFL3jbbYmu565CkaPmIEjVxrbfrlxx/o5NPPot332ie7HdI1vPz8f+njTz+jZ/77HP34/Xdq+YAB/emk446mPXbble6+/wH6/oefHEmFUuSjCy66mIqgsHr4AeUAxB/nedtx971o0YIFDrVMYShCV998B4UjBfTxe2+r6o2hUJCGjRxFl113E220yab08gvP0fvjrN8CwQCtOXo9uvb2e2itddajDTfZjB578D5qarSjC7D7I487gdZdb3169ZWXVeqIG+95kCZPmEDvvvU6ffLZ51TZqTPddMc9dNCBBygjV0scedRRKowRuc9wTvvsf6B9XY87kUauvQ49ev899PnX31KPXr3pxvsfVwnywQfXXHs0PfXgPfTZl19Tn/6D6KIb7qBR66xLa/QfQC8+/TgltEKfxTRnnXch7Txmt7a89fkBoS4zyA/ke7ijwcqDJyM1kgbtAuRZQEgdJtuywpDQOAvpMMvthT1SJtXOuEhe+ZsME5IJ7VnWKsOdZAJrNsYU+O19ckLyoqAtVQ5Hq+1t6izpd0ZLrltKqTOd+6rP6V4ryfcj991Fw9ccSR9+/QNtd9Ax4tySOWFE63S3vXOyV3L7w6KdpTqBOuDPWPvyiGSe2fBRkYy/Xh9y3ty5NGroIBXeB68cihzstNcBdN3td+eEYzmT5VrLCkXSdgleV0q6m+IpZUirKAhmz1meB+9TqoGTjsTklJMoXt6bYEafs5CezxU5T+c3WKq1WpFrjsNgZXJJiZ4l1v1AcmFGiQgDdOt3vE9OQmn9bq/QpdCSrncP2r/7F061z3nGpJzkrBLJBbOtz2huUvBQV9ur7e9ll0T3llh5UDytDHEpneg+Xtw9Rzodks+ZCOtl6f080cx6HV4MVESse1MZ8ij5N8IDmrX0vKGFTDu7T9082ddENGD2ZUKexqy6WM4zXS+eqdKwdb0rRRZXNujKEEcZPlkrvnPYY5WIBZhVZeVnaRDJ5SV4PCkK289crwo7fGINHYrZr9xeJgt4cBJaGdbI6IJxU2PKYrsE+l+6TXjO3NCsr0nQbz8zlbqAgQzPlLL/gPa4yf4rwx676/GqVJxnRD+fZeGAq+eSJfqLRGjpAhlmmk5Tc0M9Hb/lCJUrZ1Wu9sjz3S8n70fFodwXz3+C+lic1rrr+VX+GhmsIH8qijjCenIK7ojQJxlyxJAJx70u8xiPwbI4SGtJyBlyPud5IywGtkBcFHbRIWreWH3OS36q2M6NNYMqsvxpzZGj6KOvv6cxhx2/xPm6b2luOLY0xEvuGNHt88kATlEsKcsnxLXlwiuvv/0uHbH/XkrtDtXTO++8QxdeeR0d95+TcriMW/JtOQ9J8GXm1BvMhZAuI+D3qjQVLUPlmT+1Fp7GkPeDrwPzRsf5Yh7UU56cr2VIVTb0VRZuEceK6P4geVpIL5PMUXYl7m8yRYkb/yv1i1Cyeis1iLep2rWQDiNVb/8u3zkY3iK7IEymQKeKEKkeHNDbp0Uxl3TYHof5sRGPBFFKzOe6PzEXB5p1Qa6CgL1RUcCbDanl2yBD6yT4NsifuT/IribvFxcPknuU2zPdlhxB9mu3hPnZAmRin5KXMD+TPM8NMjSwSL/ncLqNlu8fvGprxTJa9j/Zr7kQWcvteZiQ74oyfUU27FGG4IoHUIZDMviZl+2Q4xFvD57lKJhEzjGB+4q8nvwe01hfTzuv3X+V5gbtyZ0Aw59smOxnKxleZShqn2qSHRGP3Hc37bDZhvT6E1YS946Abt2705Enn0nvf/Qx/TpxCp1w7iU09morGWp7AJNilcsLvcHqjfaqGmvQcbG0CkkGBgYrDo+s+JYn/Gm7TTegVzsQf9p48y1p1z33pv8+9zzV1DfSrfc9TIcfe0K7HQ95G02hg/yC4U75CemcMDBoT+QXk+gAUJV18Hwbvd2/ipPOuUj9uXmH2xqwgZRFAq7Juw1WXyytipbB6oeYecazQLWiNq/22B7lvw1WGWTMmPqvA2GGdzzwqPq+MkK8fT6PSppuKujmD0xAUn7CTfWVj2gP7sT7NbBgjF8rEd5oPXl9MUvfnU5lq7xZP1qdMuPxuVrBWepd4E3lSLU5rAqIiQqRXAHEWR2EcirbVYjSLHJdRiZoV5PM+K2wr0zSDodKzBif/e5vrFOf3UbtZJ2DxzYAydAhKZNlSa+MZigL2+tyFTQZiiBDCwt1BcBARsSi+SzJaFXUvl7NQg7M5yzD2ySN4zE46Ah90tJzny0XjntsaSpL1mWYhF+HhOJS8z2UsmaWest7LaXvLK+Wy2SIVsjD5aXsNlWEI7lyYiHB5ypzMvSUQ72stnpywgsgQ2cw35UhtrxMSqWdoWRcyk/o3UX/5ypD6Wqr+EDLKkSBPlay/4Dod+S3Qvr8XfvY7Si2q5EmC8odIcUtkdF9RParbBiFCHV0VFPSz1x3cZxMRoYq67CAjFeFa6ACIi+rE2GFMgyD+4u8BzLMlSXjkhDKyqkJlBhsIevn0EEZ1iil6ywVl2RDfud9Sdk/V05cIEIu5ctPRPcxGU67tJcjKefnapJSjs+hhd2L7b7gtkv5/JSJao+oqdvyevM45JD1uzocc2X5EvI551CDToV+ahDhjAx+cZPbcKgkUO73U2Om7WXuBgarC7zxZvLGOQl2hjJ6bs3oaroA6qy2HBPksxvk+VKM5TIancN/5Hggw3h4SpO/y7nRLaRPVqnLfo/WZpclp1sh/95iu8J1txHbO46HsV/uWo5nYR3SLflTkS4LKMOZ5FjMlYODYs7xywp+em5sEpyJ50kOmbTON+d0HWGk8nfmlhHP/7N3FXBWlN37mduxvcvC0p2Cgojdid3dnVif3Z8dn90d2Prp38DCxsJAUQyQjoVlu27f+/+dd9535szOLKIfsSzz+FvvZe50njnneZ5jxmRpzefQgdh63xVNvpEzYgi+j0NynpwpxOVxap68yKm60VmkeUzyGfXr2873N483s6mV8yfi75lqPTl43OHU7ZEv35icHyMZP6mYXCDNYmD5u6dIt3doO706/7NBZjciO5NaYn7+nuIwjEv/jHVmUkdPwrQpUMhnna8pVmq7P2IeXZJI3f+c7Fv4vlX7jj+i1bni9NzWp5fD2TzT7A1AvTbwjoX8eKjnOD9eTt0GuTRQnS/tFcHVumYtXSWdzjFz36tbD3+34ee/it/4Neu8bNhiyyA77Dw2NeJRrDwMGSobZukWj5zYfp/Xg6R8R+C7U20S75Cq7nvq05ty0xkuVh7u2bKmkaPsqx+5TmqGfefzb+Du598wgjzqqkOoWVaJE3fcmI2Zw+5Hnow9jjoZ6wNcOu/6BQqE0iy56GL9QI1D4mt9BXW+pb9VPU8X6zHoJYrOgU4YP9357P/hruf/T3zP+YKW+Km2ailOYPHT/seeggOOW31Sw44EenHWk1uuXGJ9QXv+Xi46LyjR1+rGzKstdlLzdaHDTX6tQZDxdtYf1p/mHr/FZFNVUiyG9JrdRJM7NCqjyzCronhDJnsgmXFiK9irI9Esc0iXD510QK8AiUWyypImjS49jJXDTcpHbrIlfrjsZssyy8vLsWyZWdVU+PDLqSiN+FEuDai54SWv0Aa88rtkeIll2uZmrQCrCheviHBUhPTffbULzE0v7ml8bzJYGIz9pDz0W8yqbVAGqWI9pfGnE3vO7/PCL5l4nBGlKjO8qmQxW5e1Er4d3PQxGApZ9xENy5kvBl0i+kpn2R4rlCUdXmHirCDFjOHFIo1VRn2ysUCU7e+EPLGijGHGK2GaU+WRf5eMLi1insua15yXJlleGmuugGLdqD4tjevFLJn5qqpaJ9POFUOfw1lkMBXTJrvJkzKvj5y8ZrWkOcyrsWXKql5zMoew34ua1iSqW1MrVfHjTKCyiHkdl0jTelXN59NwM1BeJVSMrwTbYM4W4wajbdedj8unqZCG9TyRq9hgYvnyeHOTV84Sc6oiFobMcZdJ5leTg6H+3Drd2L7tdubJcznAjICt8/dZTOr5ub5YMiDbsiDVPilkrDR+farrV1UcFWuO9ktByG/4+/GisxrXH3FmidCxbWLNIDoDXNmji1WKXBZZips80lhaxU88juLPNPlp6U/DTcoluzfAmFkeGWO0x1hVdxk+yyAYGzlrZU7p68niFor/xAx8tvhpg3Fb4IdLb7Qt0yl++vTrb1EsnwvKANuIERmrySf3lQB7FjjGT2ydFTgbR6GIjeZpNpna2ajO3k7k2DMa9rhGS5j3XT/zcPPJONPLjqcBjSIhO0ve6KDNRuWMdQXubqHikozPXLaXxZs+eRCd2O5iesm0bs+7V/k+8me0pmIdFkcF2P5WrCa+7jxms82Hf3dg7FngNEwY1euxVo69PygWGWdDOrGPWLjZTvyUdDa8h/13j6YvM8abM2gepLPk9ZY1WIr8GDrteR7bBeU/WE8aS1xtbhscj7H6ztn2Tooxfoyz6nbEflfKD0LCb99pDpeXJS5XLPpmadDfdpnq/YEUBgqcrabQkmIKl1z76gM+f8765/cWBf5OwmN9Fde019jCaTvoXKfl+TxmYwvLuHJVwg73BnVcgynn+866iI4iexw3bhxaW83YW2GvvfbCjTfan1Wffvop7rvvPsyePRtdunTBoYceimOOOaZDevi5ya+1AK8/hAx7ee5M+Omjt3DiOf+CJqVmi5ctF4Fb165dUd7N7KpH98r9jzsVBw4fh/UBrv/T+gVKJLkeb+sX6IXZbWzhwsXqg+bRoHl8yHL5eyfB9I/ewYkT/mUp9ljjp+7GuIedeBr6bLQ51hesCW8xFx0HLgNo/WT7OXW6d7H28Ouvv2KPPfbAFVdcYRleVGR2iFV47rnncOSRR+Kiiy7ChRdeiOnTp2PChAn49ttvRUKso8FNfq0FdNbEF2HCPtuLv+AGm4l/99lyL/HZraI73vrmF2O82ljnC15XBJ9gMXU+qYYLZxAjiSpf9evZeb4+g5h+xBprYj5r6zNc5peL1WF431lN7yfst6P4IwQGjhKffbbdz4ifJk2dsUJ2R2cGMecTKfe+uj7FT8R6cg3Q16/4iW5r7jHvOMwvQnFxMTbYYAOsCM3NzTjzzDNx0EEHGYywsWPHIpFI4PTTT8dRRx2FzTbTcwIdBW7yaw1CSzVDy+bDE4oiG2+B9HnUf5N06AwzPeZsY0U/D+WYgXW8SZ+WmVwGmXmlQednVFFOSQ9lYnZDbwkfo6OnvUz2KCnSnkJTaubvNcj4nm2s1de9tdmyEcSA7Vlgblsek8cpc28lK2xLp/fETJmhE5Vb0bczknZPaEjYpWDcaJ7Mc/VP04xTq55jfM8v6avPm0n7tKRO/9QYjZt/Vz5ukWDUvp65DAqCUk7ItKtaotGQxBqTSGkpwa8kHmwai4mtnC7NjrE/azcbLQiY0ryYlEsoSZjYTnauGTIKRvvXkk3mdykJ9GbMxI7Xk2+TfAYZVVpJxTRGleamqVpI32fZuipznZic1pOnVxq0fLPikJFyx7jfPOeTzH1VSYg5XT7LDfklLZuvszLj5Yb3XKoAf8RyzunjwibDaJAJEFqcktQ1Meo671ylpIPKML6tOX5DQj+H8tnv3BTelFpmbOcFlxLz6ZU0sDbOj6Fd+lrGzOMVTX2Dbua210hJJ6FKyhYX1Zo06Zpm81ysl+MuZXLDVNa8jhXNvpeUVxJIFs2Xbb93KPN63hCCGcnLc51vhwJvBsDNiykIs8s9eNMQzcZGIENlov7TPNVgLm9W15K6Bzg1lPAlOw9t34WLVQ0tkxAPKm8giEwyboQ1OSb7yjhI7iwG7Fw2Jp9jGvMP8/t1ebSPm3yzZ2taCh59Ds9YjqypsrZKIGU8kZXNWMS8ZPyUqVlqjmfIwnj8ZN7DVBMVHj9xWZeKmbSUXbJiMUtXMkyxznk2SRO/LxrPcB7/MPmaV8ZsQRaHWWR4cjqNxQ0W7zaZ0AvyBjVyPTO5rGHa7eXxE50TbeBhNh3qmcYN79X5YCGZsGPslTG2J2U+p8K+iE3iFeSG3A5xJpd9GevJGv5o7LvHoywFmHwMTg2DsnYLBraPLcdbxi3cEF95yYnvMoZJsfg+I3cK3zdOskcyKLetG4tj+THmlhnqfOBNIOCQ04wlM2Zsm7XHTNweJuvUMEjukjRrBhZjyisVJvJtc5qnk1WE/l2ukwNTyUl+SdA0FYuYx4ufl2Ycl7b9rqwtxHYyWaBaf27lVBjw244NVyCq89Lbjv+T3mLCKhfn+8FctnMCXm0yN6c35s2uMy7rpc2j5l48pnJa5wB7p1C/q32cZXGhizWLSZMmoa6uDkcccYRl+OGHHy6SYhMnTnSTXy4gEl8u1i94fT6k3crlegMVqPOElIvOjZCoXOYs3S7XZ1Cgq61ig1UePLtYH5ETiS8X6xf8Ph9SaZf5tb4g6Pcikc64ctf1COSLSnJXV/i4emKnfxo/vffee9h0002Fdc+gQYOEh9euu+5qGef7778XnyNHjrQMLywsRJ8+fYzfOxJc5tdagGJ+uVh/kHEDt/UKVB3+q1boLjoZcjmXsu/CxWqGNxhChpmmu+j8cBNf6xfI7J4bv7vo/CAWm3vE1wwaG3XFkUIwGBR/bTF48GAcd9xx2HjjjQWz65lnnsFuu+0mfL1uuukmYzzVkKWsrMw2j9LSUseGd2sbbvJrDUJLxvUOjYkmeIjyzOjAmYJu4tPrMSmxCXbzVyz3IJMj5mQnEd55jsxg2yLH6OyWu4vKLDtIAVQnSYKPUfQVhVp19hHr3K2POX04aqGzn33U/vhh6lc4+5TjEGK0fN65TrFkPC3V5nwW/2Zu+4KZ+nLyzfXwFJrL93TpbVsnRRPm+QdLF8aUTsHPtlhvAsY8lXzUKfvOsudaitHus7pUzmPpviNlW6GoMa7GpJZKuqrGE8Ok9EJflOqAxNadrZJluFomXz95jvFtLwzat4lLHMOye5XGJLaW+UupBO+uGZEaXmtHQnMaQyrBJLp8P3rkeZNtce4i6onqss1s+QBjWKuUO7YyqSPfG0rywGnonIilmOQ+v4NchHV7RIJ59EnafoZ18GpKmtKPyqa4IY2jhzlRuRUdP+LPOXq2qO6INVI2SKhinQTzpTyVyyL5cVdyFN7xR2276uyp1snYdofEHJcNKEq5UwdIHpMqWSL/nTOfeOdGRWmPMVq/X57fhB4F+nlfkW+e/yVy27m8gMsTnKBkQPy7U7eiXM6U/ASbeWevnO284tukukRyeaXYdk3fRrV/Ikx+oGj7fLfz/UgdrbicuTPA9fxysUrPp3RcPDuz9EnxhXzO5lh84tVYB1bV1Y8RMambmDlDj70bnbxHstu7RTZmxE/tVdDlvDxJdj/hz1sZn2WZPYW3UI/9/EHzfqRw7vGH44dvv8HZp55gkVBlmYpbxVVa3IxlPE3yZaORxVSRPHscF2bPThYnqn3H70jGM4dJHS0SRvnd4zPjm2xoxfETj4GduhdCxruBQBgZFT/x5atOzNxCgX+XB5I/+9RWOTT/axfWzuv2beISR6NTuUP8lOOSTiZXDMgdHWQdrrnsy5AOcgsGuR/Ve4A+Edt2NS63CGHXSkI+e3nHZmPV2MJ9PG5wOC94JzcjtuXXFJN3qvXjMaqSMyaYJQZ1zKT3H1qc5hCf8AZS6tkcZwVmFbdw6wFLfOOxx1FOcQULnyzdm42ur2yYU62Td0FU4/IUD++4qM4hXjRVq8QTgXw9la0F79odZvGskuDy2ELNnssOVSdVfT1ge2dw6qDKobFuqWr+PMZUi4+xc43Pko4DnVu8uyY1N2k7rpMThdrHfF+v61jdnl+9evWyDL/qqqtw9dVX28b/5ptv4PebDxsyvw+FQrj55puFvxclxQgZ2QHXy+5fCj5i7aY6nvexm/xaC9D8wU5r2toW5x51ALIVg7HDuA3ReW3+/xqZRCvdedb2arhYQ6DESMaVv61XiAZ8boMDFy5WM6g4lKXn6XqAc48/DOminthh09FYn7luKvHlYv0AJYLinSeX4WIlY+Yk83VzsfqwcOFCFBSYPtBOrC9xTFjiS+GEE07AU089JeSQKvlF8kbFKItETFKEGubUHXJtw01+rUHkghHkfH49u+2naoyTWSJLh7MMf1xWRQKsyhOSxuhG9YvAqpSGiToz7vRJw26xPrCbT6pKniYZSW2ZTIpdxY0zeRVTKw3ZjOSzvHLqwM4IywoDN47NxlpsrJ/2kJMG8zG2v5xa5vKCnSb3SYYZrIPtW19hF309MsW2KqTFqD3L1lOymixpTVlN9QQjRsCu2F5i+qQ0Vg+ybWSJUbVKfN29Fn4TbAa83EhVsbS4yX5JULM1OvDVLDGnkcc2y8xwwSqWqmrMz5GwNFrl8+RGwjlVNksmHPe3MrfXxHUht7PYbKqgBeQ5xPZ9xqGyz4slqnLFGYeqcYT4LqcPWIxp5X7kJsVR8xzI5unnRQMzr6+L2Q1Ko36fqBDTvCN5+nY2JMzqB6/EqT3GzT65aby6JygGGB9G6FMWtZnLq3ETbOc4eVFZTFwZO0oN5xVzZR7PwSuCfq++H0qj5r5bztZZMdwCjNXGjegV44uz1dR2Rvkx4h7KWft6FIXM+QeTsqFEImEz+kUeb8BhnjgtkvFVxzp1OjUYsJjsezTUtCSRzwzty8JeOzuPsck46P6u7vGdBS7zy8WqRI5iF49Pj588ftFERpxnnLluYSjkbPdabvLsD8jnG2MSGc85XpxkbBuvev4wahhn3mhZj43hbImfZKzCGUDmML8jo5zHWk7sI3Xr0mIJG+vHYOK3jTYV84bFZsxD35HFoh6j/LnuZKivpc24QcuG7Sb7nCnEjx1nC6lp5Hp6AwEzRmDxrpqGM4kszDHNztxSzza+iT7O0lKMQqay4NNHfA5MO96UScWJPO5V68cY/nw9A4YqgDfaYduhzlvOolKz5geL7QdxvayAGaZYNk5tXSzMcrZrM/L64tcU/93YJr4cphDIBWSszp51Ki6xMoWyxjNTrQtn9lgsJVL2YeoZ7cSQ5ygMmseDs9zVuFnWQIPHmU5QsacyjBff2SIDDioNzpozDNzZtW2sE2dBse9KscHZXjyeVetkea+UyObsyyZE5PJ9GZZuZ6w69b5YwJQInCWmjhOPZ9Qwft5wohZN3ZJMW9aTmgCZ26HZ4nc1vTruLvNr5ZlfBQUFluTX34GaLhYz78NDhw4Vn7Nnz0a3bjqTWTHC5s2bJxhjHQ2ue+xaQed6yXHx18jyANtFp0dByPeXVPH/FX9MeRcvXHQUrjlga0y89nw015odUl2seXQvsCf512d4vJ7V8udiPYcbPq13yKU7nmzGxepDlFkGuOj8oFA5j2tM13OsrthpVcRPn3zyic3cfvfddxeJXGKDcXz22WdobW3FnnvuiY4GN5JcGyAdO68Auej00Hj1zUWnR01r0tLGenVg0S/fYsdTL8eZ9z4vHjzv3GvX7LtYc5hd4zYxceFitYNqCquhE5aLjovV0fnMRcdFQ8wtFq9PIBZXXaub4O5IePnll/Hss88iwVQTb775Jq688kpstNFG2G+//Yzh/fv3x7HHHou77roL06ZNE8Nqampw/vnnY8SIETjssMPQ0eCmWtcgiAatU5E1nfodKrDRlTllNcm+K6NALpvxSamclxvaO9G/GW3fx2jqaSWBZEbxhklm5Sy75EzQJgMW+ZeYTwkzvJfL5BR2ZazJZUIW01C5zKySIdA2VfQzvntadXq5hxnCkg+GQkNAl6U1tJrbqWjV3Ig059AEgEvrMjVLsUJI9haXLaKu0pxeSjW9XXubw5SkNOsFsimhJ7BQ2yWdOBfizpnsGEu5Yh67UjMsZ80tK51NZHM2qYCSJmYXm8c4wbZdNRPg+0YZ0ovpJHXd0ighrm9TpsbcH+nli831jDvII5jMwxgWMpejBc3zLtukN2DwBU0KfV55oc3mnh9jxbxSclRCkNHxvT79u5dJQg35BGs6kA2UGN8TAf2aa25JOcoJlYHpoLIomhNpQcV2akrg1cwHSnNcn1dVozmMSyBjUi7YdtiQg/8FmmJRyodcSW8kq6rR0KqfowG5HjwB15CwSyb4unG6vfqeHzD3V5TR3I3p2WmnpAKNcVPS04WxodR2RNh8+DKVyoPfG5LynsHp8NycFR59nwSZZDOYMq8vX90C8ZmLsWsuTz+eBVI2LraTSbfjobCNys8ln0oCySn8Ub8HXfNDSKbSjk0kIjn92GaYnJbLPIJeDWkHU/51GSRBW9UvrVZZm4v1CTmPXzSGydH1T/dpKQfkkjeLvM1BKsO/a17ZTIZdk45G9vx5Kr/zhic8/lLPWy7/h2Y+e5UELcdiv4yMpbR2lpmWy+L3fx4nGjI9bkUhjc0t8kluMyB/j/vM5y1vmKIeG/z+rp4kfDlKWieWJeMaiwSRwZBismYyFgsIGTMypaTZCIiklmp6JzN1bkzO4hL1bPeyDVF70eKP7dAkyCI75Cb70tLDy5pCgXvQyXiZyx6N7WAWI5b4SdpweLiFSazJsfmPAaf4iRvqy/iGGkUYYFLOYIHVm4fD0qyIvz/I/cTv63x/G+CyRxZLpeQ1F2e2EWpqLhcszwuiUcZF6lRnzgMWOwbVPIg3qFFIMA+poGzKpE8jZXjsfsDlhH5p3M2vOacnj6UPleYQE/HGAQ7PLj5IrX6E3hVsklDneap9xlWgXN6pXrn4eqqf+bL5unmlhQpvesbPfyVjDbH7QJBJW9X9SoO57zNSYsnvv9zcPuT3Cs8v7oUdYDsygLTtHqbiJ7XuTrLWdRWrI3ZS811ZjB07FjfccANOP/10FBcXo76+Hul0GoceeqgwvG/rB/bAAw8gEAhgyy23RPfu3VFZWSm+P/bYY47eYWsbbvJrLYESOdm4yxRYX5AT3anW9lq4WFOoZ35RqwK1c35BSy6BQCQPRT0HkjmaGP76GTuKc6ugojf2ufz+VbpMFysPurSXNsWN7pQuXLhYPdA0DzSfF1nZsdlF50fOKcHiotNCJb5crB8gYgT9OXVSdbF20K9fPzzyyCN4+OGHsWDBAtFhtXfv3o4dHZVp/oMPPoj//Oc/WLJkCUpLS1FSYhIHOhrcSH2tIKcnvnjb4pzfxkLhRt2ZrD277ZUmnbwyY6k2GVUaVoVhVU6ztbB5MucFpEE7N2StM72EPLItdzxiMr+4+bdKLAc4w0GWNDhTIsOrc3I9w3ldzf3Bpldrl843f1/uNbtHLK5P2Ko4ygSxMGRmnDlrzhvQp8/rNcoY5iswGXAZuSxuTOs1GFMzjWHpZQvM6SXjixviqwqY5gvqlY5sxlIthU8y5Xjphu0bozLKqncaZ6l49TJphh1DXoVBUq9IelmFNVc1X9+OxlpHT41sU72d8cfNeJVhLGNzKZaXmpYQW7jI+N60QG+9nmph28EqO76Qvp+DRea2BYvNinogX24Tqwz55LmeHy1xNFeFUwWXLdOxBiLPuxy/plhlv1me69zMsymZtlXqehd5sKwpLs55qmjpv/FKGDdhlsaurCqznLHAKChYNP1rNM+djlSsGWOOuxKZvArx22bXvI54zWLMfPk/+G7Syxix9/FieGFE344mxvZyauXNG09wKEYWN4F1ah/Or6+QNLIvZ4b3qWzEVq3l86xhVHfFQuPMMHPe5vcUyyKraSzV0DirnqsXZO4Z06yf995W06Q4W2CyHIPFehtoayBmnkNdovJezcqpBUG9culh66aqlYScZGZyY33ehMLbWAmNVfo7A1zDexerA5Ts14tJ6tnJYwlzPHVPsPiBcwaEuv4sBun69WkhBXEmk/zOza85EzuoWC6cScSf3bKhUIotQLH6+fPIyxgOOdXYhW0I3yZ1H1JKAPFdxh0esHscixuaPPp9uSnOGDg8BJELCLBtU6wNr8+8pwcLTHNjT1xfVo4th8dCqqERZ5Ro7B6cixTamWMqhvUFDFaIU3zVHhSjyhJrS/ZVzmM+p9JsO30yBtDA2F6JmM3cnjPYuKercRwt6+m1rk/bxgFKDcCWw5sxqVgt55Dw5U2CtAhrPiXjN86g580X1LtASDZc4MNUM4n2rg8rgYQdL9XUgC+HN1WQcZNqNsSNyvk1FQr4UNuStFyz/HeL4b1aNFunZslidBqPxyAxbrDOWO4hI2YzF5riTadU3OHgocQXyZlj6js3ufc7MNr5e18Ri68UuLG7eqfysMPl1DiHL0f9bGWDsfhJnWOcmcg3Sr5T8HNZ3I8lfJJRbzXBV8thy2TMprDfK/abV8s5xkfqhkwM+bbrrFi2mUTniZ9WR+yk5vu3p9E09Oljqrv+CtFoFIMGDUJHh5v8WkvwhPOQbTETBS46N3IUHLEHhAs9MKGAwCmAWNehEl+rCn13PQYFTHpX1xgXDyWP14dot77osfUBWPLFK0byy8WaP5cpuelWLl24WN3Q4A2EkGHdoV10bmSZfNNF50eD6/+0XiGTzerJr04kXXTRseEmv9YSstyDxkWnh+YPIkflC4dW1esTfl1eh4s+/BYLG5vRms7A7/Fgg/JibNq7G3Yc0BNbFOZZKmPrKsqiQSxrjlt9RVYhFn3yIkKlFSgdvjmymSSqfpiM4t5DVs/CXPwldPaqq2vmcJlfLlYPcsgkGbvTRaeHnux0j/n6gryQDw2r2DrCRceFz+NBmis01nN0JOZXZ4Wb/FqTIOq1pF97wgVAvWkOnlV0YW6uqgVsRtqcSqokcdxA3SKpU/Rxi4SLGYprQRs1V5lTcoNzwVpS08hlcUkPNyZU7FhuoBiWRs5cHsmND5uT+k0v4DVvfiVhU9YYLtep3ImcKQWoaTQfjPPq9KAowXjRisJMyRUFrmJSks9GZvhaUDbM+K7o0gFGwQ/JY+Tt1tcYxs3ts5LumwkXm/uDGZxqtJ+9QaukTs2fUeQ5nV6TFGOOnN90hNXkvlU0b0KSHY88aazLDe+9Ut6Zy2SczVMVQ41LIZk/nSaH8/NCySbTtaZENlHfbPn+7pzFuOjj79A/P4pTBvdHMA00ptP4ZHk1nv7+dzw4dQYGFubhwEG9sf/AXijuYp4D/qi+H8sYhd9bt8TWxEEdA/E9pH9PSymvWA923imKdYYd44C6PpjstkGen4RmKZ2tbDIp3wsbzO8qYPN5NUPSp+SG/LnDJYjq+lOG8ITWxnp4g2F4fH7EJf0/1mSeFyUb7YK5/3cXfn/uBiFRKR66GbrucCwqa/R9kZQ886HdTSlMaV7Ads0qqWJb2UCjdJdtZfebmJQKBNmGcCVlqWSm9S4MOprIKqlBIWtpXce8PSqbEzZj/ohfX78eBeY8+fQBef5zOjyn4yvzYZ5OVectl5V4pORGjJvQz9uCgCkhsdx3lbSb3+O0pJAnaQm2bC61kfCzLr8eaZwsvsca4HELIi5ctA+S4UgpjjcYQbalzi6D41IdKcfiZAIel2iZhN0UXl6fFrNh9lKmbBA8zPDeEj+pOI4/T/k6SbN2LulR6+QkZRTfPdYmPmKZbGQ1nE8TkXFgID/kKO1rjWVsVhC8UKNiJa9sKCKml6M2sedUTDYzIoTzIjYja75Ofin9489oLcQkknKdeeMj9RxO035TFhRO/l9cKskKjEpmaoGSy7JBPC5IyXUOMbmeh8c60uibrwUv2BkSMX7/z9jjPKvtiT63bKuzyX1WNlPKtujNn8R32VzF42fS0nDjCmWP3BDfE5AyVdZAQB0DblKfZfvBOF3YuWIxTlfzZ9sZY/tWNeAxLVco1pBWEix+p92p4gV1+bVzSRoxCGfaq/idN/xx6r5tZeenHa8vp+Y8ymWEtRdwnGeG7RvTfJ7dL9jNScVkeRbbB9nsyHJtcjlhznb+Jllcr8YN+9ly5DAev1gbHGRs15TlfiavL/5OYXnPkecTv37MfeIs+fRrWfi1DDRODnAgCvhYwwZNFkBUvKa5TGAXfwNu8mstIZtokRpvly2wPsBDgZ/Xa004rUcgSdgFH3+HrcpLce3oEQh5vZi7vBFn//QzBuVF0Ts/gilVNeLz1u9/wzvzl+DpA3ZEhAV26xLIw4Dcqf4pZv/f/WiunIOx5z/s+Ls/UoDBh10hfFDUi5qPJYVaayrFCyLAOsq6WI1w7+WOxuSruttjO53kXKxfyKQSzp6NLjolvL4AMqLA5sbL6wOEFQbzBnXhYn3C6oid1Hxd6Fg33yw7AYSBOJU32jFkdNG5kM1SVWP9fZi3ptOiJfXuPbqJxBfhifkLcMHggdi0pASBPD92nzwFV242EpUtcZzwwde4+Ysfcc12Y7Eugle8/wkaF/yGwn4brHAcMhnVmDEyx4/P3oba2T8jdfRZGD3+YHgd2qK7WHWgQIWbvrogir0XnnY6A/3j/byK5+di3YTH63fTIOsRMox55aLzoxM4X7j4GyDmpPsmvHpjJzVfFzrc5NeahMdnStY0L7LUpU5RuFUXFeZlEQgyOZbivmcZm0TSSzltn1M/tbhOB8026t0wxPzLza4NEdmpx9IhT1KpM0x2qLq0CUjfBW+zKW8rijCZn6I7WzrEBGzSoepW80VxmZR1cRpsMmO+rCvKbprRYBuYXEpRajmt2aPp869uNYOmpqS5P5XJOl9mjBmKGzRhJgsoDpeJzyCj7XNqcFJeTrwbi1JyUmcTP/l+Uacqpw5FvGNVk94ZkZBZqndm9JX3dFxmQHYi5B34eNyg2NBeJuODYAS1kbYyij0cZI2QtHt9etl1iXlw5KTcS3VkEt9Zsi8mpWxcInv6wP4oDQYwo6ERT/+6EBXhEOZXNWGD4kLct/kYDO5RjFSTLuPLSc54otrsUOmVnTb9PLHDOk2lpNyxPbmtOkz8HAhLplmSVR2VLFfMU05UySSIv1eaUoNFtfo+qaqLYV5NszhWPrnNhRFzPXlHw1YpIwlIWn06EUPL0vnovuUBSCczSLH1V6j+4inM/+hFbHPdf5GQHRVbWIfI7uMnIDP5Cbz/4A2Y8tpEjDz+WgzfYITx+4a99eu7OOxzvM6XSgliE9t2JSXg42W55Me2lqYUkqBO0QYpqTQZcrBcv/x3J6lkbyaBLJL3SEV9bw8W6XZYPy+8EZMVl2VycHV9BZnkJ5Rj0hAlxWFXGrWBJgkz7zzn2CWLdSRSXYrE9PXVyDbbJc4uXLhg15CUVeXoZYlJ5oxRmIRLPfO8XG9ukaKpbsBcJqdiKnuHRjGqXKafLVt1B9RHyNrtJziUZIjdr8Iq/uKVft5tT0os+XNKye8JMfmdS++UbIvHXGQq3fY51l5nOk3e23jnOKOzHNscvkwV93BZlofLyuTz2MfjTdi7ZnKJl7oFB3wBUUAUK+zEXuAdstvIyQnZALu/S3jDrJO3Q7aFr7qHx2xK2seLHbyjuloXLneV55iliyg/F9MOXrAr6YGkYiMxCYvTnDge2Saz06Y3oh+PHC+gSala2huynV/82FgkumxBPjkv1eG9bcylvray31WMzq07yGJBxQHqdOKyQ94kibphtz2GylaCd2vkcUuhbB/NO083sTjLlGea0/MYpEx20+bXl5q95Zpx6EDPY+C/gtpmvg8t7xdyVlzRmWTnQzqrumGbyywM6scozLWO7L6pwLuuavxdQJ7/WSZ15DYhajrpSCG/Z2zXCb/OhVSapsuuOH5SUkfxPd5o6TLrYdYsLlz8Fdzk11qCMD93sd6AAk+ftv4aOlLL5sKgH58sXY4ty/UkIiW+CM8vWISB+XnI8/lw9tfTcNXoEdimWxeEQ2aSY13D65cdiQUzfxHMLG8whFBBKbY++Qp0GzbG4onihJq5v4kHf36voe2Ok461iERqhpKODi9agfwSDNjvfPTb8SBMf/RyzH7zYQzf4K5Vsm0u7PCQLMftSGaBa3jvwoWLVQEj8eVivUCXvKClCOaic4O6luuyZhcE1/B+9cNNfq1BJENFBhuFKmZUISPGgKUKxAzOPdzAz8E8WZmha8zwO1O1yPielsyYHDPR9DXVm98r9Iw5QowBpDLzvLrGq17Kz7LVrCDxbLw5kJliE8NN+DbYK7Vi02Qlo5VVLPJZlUVZJ/GEYWHIZJSUy7KHMhjn4CaavMrjxPxSlRlutM2rTaqyVBDwO1YHlSE4rwapaajq5E0nkcuk4WWMD1Xd4GywLDPizjbqTKcUezB4S8397ZFV1PyobmLfbiWbVZqzdUvFZ2b5YnM1mFG3JhlhnpCZVNGCpgmtYnylly1ky5TmpGx/e/zmfiosKcCEzUbi+s9+wJEb9MfgogL4o/rJdPv2Y5FXoTORQj8V4vPqBhwwamN4WIVMzddS5VTmr6xyyc10FeOLm/ry+FlVshOsQhVLa7ZKWz1jGdZKQ/v5ssmCYntRIurnl+5C3rAdEenWH6ERu6HXwB1kgiqGZEMVFjX6UT2rGgs/eAzZluXosfX+KOw/Cl0KQhbD+6oFc4VfV173ftA8GutbYa5Tz/Fnij860mm5fSlmFJ9O6dsRLemLAQecD28gbDHUd65052xVUn595AX141mRZyYlu0T9tookT/FyFoCqPnIzWc4c6yH3g6rkin0it40b50f8rAK87HfbdvCGEVl5rnr4+as+OWPDMgO5nqx2nmHGzmoG3PhZN9z3IZ+ZNXMWrmGknTavs1ycNWpoqEG2xe1m5sJFe0gHogYjhe4HmldnDHC2JWd+Gd/bYRMoRpdlGnnNarFGR9aoV16/WcYMUyb4+oQeu1k0b2YjC2DcLNrRlJ1BNSnS+D2Iwdgidl/NSMZHsp0iq7qvBxk9Q5EzLMtm06vbHTc4tzQSkcunZi9OzxlNrqlq3iTWna2een5wQoqi03hyWZ1RlctZ2LOOLBWufpDPApreXKY8Bqz5SFAy6PWZKeZWpp0mRPKZwtbD2jzIZ2fDyHPAwvaKselVfMfZZIzRbpjX83NRPoY9jMFsMbeXcVF7cnzj+SMbA4lh8vkVY1QiHgupb+wRDV7T9agmQu0wkeJyXnWsk6NifKnYivDNwjoL66otY4qbwqtY3cLUk+eQhaXOro/mpFS4sEWQLYc5rmZnk/lXnHxVs+enr9di6i7N59n5r5qBiekd1tPcDnOeTh3EecMf1VhCbJ+cF2doqmvfwxQmHMY5yg3nmdG8OeKKGWx8NbOSvcrjb67U0a99DUF2L9VY3G4sn90r1TWZa9XfbXJcneLCxV/ATX6tJVCgwF/8XHRuuEw/4IhRg1BT24SuYecgnvB7VR0qCuwShY6O3/7vYcz75L8Y0GWISH5NOO0kPPrJbPEbdQEkBKTEMFTaE8tmfoVpd5+FXjscii5HnmuZV++t9kbBiO3a9fP6uygaMHqVzMdF+wgH/Igl3colh8v8crG6QLETfyF00dnhxsrrEzasKMDUhWah3kXnBSUo/T4vUmnXM1XBZX6tfrjJr7UIr9eLzHpsgr5eIWdtAb4+gth2p40cZBnWnErh2ZnzUbI0H+/MWiCYTNfvvsVaW8d/gkRjLeZMfhEDdz0SJRtsI4apxJcTuozZFX232xvzP3gGcyc9hgGbbIsuQ8bYDNTrZ/+EogEb/s/rR+fdzBdvRGDXA9B12LrZQKCjw018dUzU1dXh+eefx3fffYfa2lr0798fhx12GDbZZJO1vWou/gcQk8HDmPMuOjfW89BpvYOb+Fp/QEw3N/HlYk3DTX6tQZDJo59RPTnt0ytZHv6gSWH2MQGRJ65TpLWYWQ3xyu8ZZmKppI6EpllzxGdWUnwJYSatCcjpPNECm9m5vw/zGwrn240HOVW/PZNnte6SchspNqnleQGTMlssTbEtskNGB1Zz9DKabWHQ/N3nCdqmV0aTeUw+yen0eQGfjZbMDV+VXIvLvgypANcHMElDs2SkJxhNXFH8NdXRhCjFnIJfu9RCaxfD2PFU0j4txQwnuQSyUDYtUI0U2kCZQWo1pkQx8ed08RlfVm3OJ2TSjQNdyvVpI/nW7qQSil7M5SCZZkk9ZjzyUGmBfX2koTwhWJSPLgC2LYrg1+o6nLP7lthnuzHwSHmcxpZvrAdjQ3mL9fUE23cao/h75QHn5OwUC6IVrZ57SyjqOzfj5HLZGmnOurzRlL389sHLQnZRvuUBaGjQqdjHbdUP97/zhz4vWdHyM6kunQIlYw9E9a/fonLmzwj3GWXZzqVf/hd/vv0YNplwD0IVQ8SwOGvekOF8fQkPo9MrthlJRxMN1aj+8UNo249HWMoF1DVpuQcxarySEoAZ0pdLmWq3PHausItKSSX4/lbHgJAnjVbjrJlFglX7jGWCmeD79XmWsWYBAZEiVTOQ0g123LPcO0IOt0iT5LVkMafn0m45nF/HvGmCktGq84fuFRX5QTTGUwjnmeeiz2eup2oqkmXr4WEv7r5IAXxNKzbtX9dACdxV3a7778zv22+/xTbbbCMSXmeccQa6d++ODz74AJtvvjnOO+883HLLLat03VysXtD1mDSe0Tl4Mvb27V5m1K1uPcoeQnznshlpF6Gx+4WSO2aY9QC/t2iyMYw3P2WTNOv/0K/pLJeS8XuPmg+XvznETE5mz4FIyFHmlMnqv2cZO4rfl43ZsEFKbuW1uGnY7QH4bJR0ivt1e7Di5fDp1TOHx7Xc5F/J67ggQsVhmpAgasI2wrIsJVPl0lImLVeyd81nHkMlgcwxqaPjMWLSVmWcL1Cvx2xpZbtA4/rZfV3FLcxQ30kiZkgd2zYcUvNhDYnM5TAppLQr4bGZsqywSCXbY5BLKwDLtmftNgOcdaeODbcuSKbtv3OlAw9VYvJ5z2OquBzWIt9TKM4e3iUPX86vs8TlqiGQjoCj+X3bYaF2ZHZqnfg7A49/1Pbx3cDfBdRpy/eDahLRnp99UP4QZbYNfFyHkM64lvg14WeNeLJqme20x1QhDL8fqOvPYmLPl+kgk+WNrNR9wnKGOJzfXLWoYkNr8wPzuNJ9JJnOIsDe1zQmtczJRgyW5cjr2KPkxb7OEz+tjthJzdeFDjf5tRbhSmXWH+Tadk90YWDrAT2xw6iB4rtKfK1pEDvq03fewHdffIqlixfA6/Oj35Dh2P3QY+DPL8J7LzyFxXP/NJI1ta0p+IMhDN/5ANT8+hWKBm6IOW8/isbF80U74Zs+7IVA700RKOuLhumTkKpfgkiPoSgYvpPxEkEvbYOPugnlFYWI1SzF/E9fRTregu6b7II+2x2MJd+8i+/vO08Y30d7DELZ2H0QKChFurURjXOmoWXJLKRjTQiV9Ub5JnuJrmCZeAua5v2I1iWzkGqpQ0H33ggW6wlSXyiMaa88iOo5v+KbkA9d+wzAgUcdhx59B9j2R6ylGZOefwKzpv+AdDqNMVttj8OOOgbBkDXJunDBfDz92MNoqK83PFs0eRy322lXLFm8EL//OsMSxBaUd8f+R5+I/MIi/PztV5j04jOoq1mOwcNG4ODjT0N5RXcxXnNTI/777FP46ZsvRMA2cOgwHHTkcRg4Rk8GdhRQAN3M/NZcdAw0NDTg+OOPxx133IFAQA+Q9913X0SjUdx666046KCDXAbYOoyA34ek7E7tonODF9VcdDwkEwn894WJ+OHbqVhWuRh5+QUYOWYsDjn6OMQTKTz/+ENYXrXMiAEoGVJUUoo9jzgB6WAepk/5CF+8/zYaqpchGI6gvP8wDNt2D4TzC/DN6xPRUl+D4VvthMHjtnVc/rzff8Gnr78gjNN3OOAIVPTpj6/ffwNfvvcW0skEBo/ZFFvudxRC0TzUVC7CrGnfYNHMGYi3tmDARuOw6fj9xXwali/DzB++woI/ZiDe0oTBIzfCtvseJuKZGd9/ja8/fBfzZ/2OvEgYg0eMxDEnnozSMirhWrGscgmee/wR/PHrLwgGg9htn/2x97772+Lbn6ZNw/PPPoNEPGER9opp9tgL3039GosXLbIk6QYOHYHDjz1BKIcmvfk63n7tVcRjrRi3+ZY46oSTkV+gJ94rlyzGM489jBnTf0Qw4MfIDUfj2JNOQZeesmjcQZCmooZTAcCFi9UIN/m1FuFKZdYvkOl21m3H2yHx5vNP4p5/X4KRI0di8ODBSCQS+Pi15/Hakw9h6z32w5fvvI7Ro03vLAovlsxagnemfQFfXhlqf/1aMEy22XwTMe3333+PhT/8nxHIbLTRRvjm4/sRKO6BcPfhxnyoKhurXYqfn70J3tr5KC4uxg8PfYSKTcejZek8Md3gwQPx4YeT8dNnL2PgIVdgzn9vRjYZR+/evdG3e3f88MlH8IULUDB4c/x6/wlItzagR48e6NerF6Z/+hx8XQfAn1+C9288AyUlJdhiiy3g9/sxdcp7OOPFx3HJ3Y9j0x12M9appmopLjxyb7TU12LrrbeGNxLCk7dejcmvPIP7XngT3fL0ZBrh35ddjB+//xb9+vWz7M/m5ma8OPEpEaC1lZh98NbryGYyojr8zL3/wahRozB06FB89MYreOnxB3HPC28gFI7g3KMOQCoRxy677CKSFx9PegMvPf04li1eKPZpRwFVmemPs9hcrH3Pry233BI77bSTbfiOO+4okl/ffPONm/xah+EmvtYfUEGJikVZt4DYIXH9FRfhtReexZgxY9Cvb1/U19fjoTtuwQtPPorhozbCtG++xJAh1qLVD5+8hz9++gHVy5dhydw/RXy1yZAhaGxsxNeTnscnE+8T41FMRPHMc1e8ggte+hLRwmLb8u+9+HSEvUAqlcKfP3+P/KJS/DjlQ2y33XYorijBpMfvxsevTsR+Z1yCx688SyShBg0ahPz8fEy87iX0GDBUNBe66Zg9RHFywIABKCsrw9M3voSuvfpi0Z9/4Pnbr0GvXr3EM4NivFefegQvP/kwnnptkijcKUyf9j2O2mc3FBcViViLpPf/OvV4vPXKC3jw6RcAxhI84Zij4PN6UF5uTUhVVVXhiUcfFus3YoQ5b8LLzz+L8q5d8eZrr+CDSW8JdnN5WRkeuPM2THz8Ebw8aTJ+/nEazjzhKBQVFYlnIK0vFSmnfPoxpnzyEToSKHaipzpP8K3vcD2/Vj/c5NcaBDEjlByPEAn60SQ7yamOKJxGy7uCdAnpVGof67KY8+kvgBqnLTMqdWul3lUwHTcZR+m42bUm3KJTrSM9K4xhnkK9ayBP0ngC7EVT0suzfmdKt6Kc52ImBdX41Vx1lJX0MbcjZ+8Kwzu7qH3Cqb9xB6q1KZuiO6q9KySXUpZI83HOFlad5cQ6OXSrK5RSTU+z2a0xy7osKiknp0cH6+ab+yFWL/ZFmnXkVN0cNdZZkXenMiSp7TGiVKeqdqSnHtlZMs06OyZr7UaiWVZBz9TX2mj3FmmskiUyuaHHL+UgIXauMDp+sFs3+7ZxWr/D9vm69ja+a/nFNkp2Th68nD/ieC6q48HZ8g0Jc/kNcf0oV7UkMWPGDGywwaQiG2gAAQAASURBVAa455578PPPP4ug4fHHH8d+++2Hj19/EX369MEXX3yBSZMmGdO//PLLePrpp1Fc3CSGU8D0/vvvw+fzCUnVCy+8gCuvvBLdunXDJ598gnA4jFRTFcIYbsgSCd/cdTaSTbU44egjsfvuuwt2yoKPXxLzoMTPlClTcPvttwumylcvXCOmmTlzpkgAUQKMAsNE3VI0L5olEl/0Uk/DunbtKgLK3+fMR7CoCyqK84QUjKRfFAw9/PDDOO2003D35efhoQ+2QWGefjwevfkq+HIZTJ8+HZ9//rkIBm+66SYRZL340J244aabjXVfWrkEY8eOxamnnmoMowQiJf8OOOAAwbKhebz77rvG7xdffDF+mToFP0z9Gtdddx323ntvfPrpp/jPf/6DI444ArdefLbwQhw2ZLDYx7Q9xOKhpMXpp5+O5YsXoFfPHvLEYsdenQLs/M81y3Pd6X7Fx2PnqvqdU/Sbk+a4C6XkVXWlpM5TJJ+mqnY9k0fmy86++gLssixfPqsYe33IZjrX41h0Kl3Vya+/4XJO15sT6PomdOlir9i76LiglyNuTeCXTSb4MP4CpaQ+eVJy3LbLotGBT7WT5l2L1X2DDRPjqviKxVmeAtZpWUnNuHSI32fUvYfLrA0rCcYMZ/I+TYvbOmxHI2YCICdlSKrDI8Hpsss6dDrmwyzSKfmVxzJqf/JuuxxGt18uJWPTh+X0li64THqoYj4ulfTH6izdqj1tjqFHfrdITxlUl18VK1jQDttEPT94N0ctybplOxQwc8yWQv3uZc8cp87CFisJmdTjw3gXa19eka1zI+9g7IRsUH9nyPpZTObgkce7kTrJarmsWMXICXbikJ3LH7/9KmKlY489Fn/++aeIlx555BFRgPjo3bfFM/6pp54SsYwCFSA+++wzkYSaNm2aSFzR75Tseuihh3DhhRcKv0YqwF122WXYdNNN0VxbZUt+0fm2fMki3H3XnaiursZVV10lYhaKyahoNn/+fBE/bbXVViLxRXHRH3/8IZJskUhEJLlqli5C9dIlCIVCqKysFL/17NlTFO/qly7Gr1M/x/jx4/HAAw9g8uTJyMvLwxNPPCHisyvPn4Dn3v5QnLfkQXjFuWdg7MYb45VXXsF///tfERdecsklIrZ7+9UXcewxR1vip5NPPhm77rqrMYz22V133YVrrrlGFD9ff/11fPnll8bvhxxyCJ559EF8+83X+L//+z8UFBSIfU7buO222+K8U4/H999OFeNRDPnxxx+L/UHJx0cffcy4zzhJfcVwB9kv7/ao7mHt2ka0uR+I80W+r/Euolwi65NdQnln9rCUOlpWysPWWb4Tq/tnNt15JH2rI3ZS83Who3NF2+sYWpkXl4vODg0oqgDqK9f2irhwQP9hIzH55adFgkfh8ssvxymnnCKSN4RkMom99trLNi3JqihYIvaSampAlcWVMdXOJFqQqKuCt00gS8krCor6yioqBYdXXHGFCKAIFAhSRZHWScEX1YPC3XbbTfy2dKnuTVLYbwTCpd1RNfVtwdBqbdW9bg499FAxTwrS5v3xCzbceFORdJr68fu4/rprRSKPkmMESpTRvrjv/vtx9b+vNWRkhx55NC45/xy8/fbbxnpQIvHJJ580/t3S0mLbb8NHbSiqnWeddZZgzNXU1GDq1KkicKUkF+GD997F+eefj1dffdWYrrxrN1R064qOBTegWNOg642DEsErwwZctmwZbr75ZpH42mOPPVbjGrpY3Ui4ksf1Bz4/NF8QuXjn8fXpTBg2ciMhbXzxxReNYVS4ogQMJblUwc4pfqJpKAa5/vrrjWGUlCIG/j8FxRDE0qLkEcU0d999t4g1qPBGsQb9RjEWT8YVlpaLoiDFXPQsoSSYQkFxKb76/AORyFJNym688UbhHXn00UejpbkJBfkFmD9nNv7843fc//77orD34IMPinG//vprEZc9+9TjluTXscefgHvvvVf8ieUUFGDJkiWiqMrjKb7fItEoqquXi1iVYk5ihpE1Be3nc845B+eee64o3tKyiXn222+/GdNut4MeW3UkuNGTi7UBN/m1BkFZbT9jLPm8GmKpjMiA17TqlUTODCuTBtMEv8ysF+eb9FgtrbO4vCwDr0wwCcFiPTOeq2lwZPgkm/SX4DCvbMpqU67FrHplEsz4M1+vQCGvZIVZ/1yrOX0uri/HU2KO54mbLy8lYZ1VlJLGre1VEDj7wqmCoEzsudE8N5fkDCDF6GK++wh5vbZ5erMsuVAtGVt8f7PqSJ5iRLGqcHbBDHOdF80W06aYsbVXGsD7u0omSxujd2VQ6JHMp7aMK6cGBLwKqqp/nmKT5RDuo69zVhrXi2lYNVMt3zCUFzPw2qqHTkaq/PxzYnFxBpnGvqvKKK8mZfLMdc6GC237W0u22I1pWXXcL9fPx6rL3Mi+MWEe/O32PRTpVAqP33ipPq3fj2HDhokK4YpAQdqBBx4o2E95fUZCi/ZAYvlsJKpmCsZSW/j9XgTDPgQk83DhF6+Lqly0xEp7pwoeJYMo8VU8dHORXLr//vvFb/n9N0ZLHQVmdRYD/PyKPhhw8FWonPICtbkzfuvSow82OvBUzO9ajFBeAYZtvRteuuJExGJmBT2eTAuT25amZiQTcVG5paRfYXGxMDulAIoCMGKANSxbgn79+4vpjjvhRBx08CGIxVpx3NFHw4eMqNxS1bVX335oqK0R+5ICT0qCEQOMgrslCxZgxx13wI8//iiC0V3H7yG2kZJmVG2lwJckmhQwU0A3e/ZsvPXWWxg2bCgCmRiQacOk4JV1zrQo1+WYWf67vF/l+PnLqtuqIppK5NqpYmYtpr3ELq1sTAiGaoAxuzhzV91v+PmX8Zjj5qLd0Jqxs9jWZaxOw3t6eeGgpOnVV1+9wmnj8bi4Vul8e+2110T13sW6g1g6hxC7gAI+L2KptIUxznktAcmEUkbrhIhiC4hnph4L5ThTWrJ1POw5ZmH6qAYavAENZ3mp+whjcVnM7eWzWTXA4NNwM2cPn2cyZv+dmbpHlBk07OCsuHjGfj/jSiPO8lK3Lj9jAClmGGdmWVhaxvSa47Z7Whrs8RPbTuNuaJlGsuwbq6WleM5iDp+R9wMvi494/JNTJF/OInGIV9W5oE/vszHKc35TMaHiIn4O8HVS8Vk2wGIhB0NwHlOpWMoS2zHkIrKBAnuOZSSjy8lsXAyXy+fnmoVdqNhmvAmEjKl87L7tZfsuJ3coXYuceXX25deiubkJb770nBhGcj1KIj377LNYEYglPnDgQJG4Gb7t7vAFgqia8xuWzv5dxAZtEfJ7EQl4LedlmCs+JEjq99577wn23aDRo0VsoZJrY3bZF1MnvWIZn66HMdvvhkTL9Xjt7usthZSgz4OjJ1yAScVF6DNwMEZuvClO2ms7o4io4i86/aur9IIjxU+//vorBg8Zipl//C7iJ2KJEYONXkmU7+tNt96Giy+9DLF4HNtuuTkO2H9/kSibO3cuevfVYxcqElJCiwo3b775pnhuzZ09G8cdc4zYRprXtjvsKLaRlAsEYpJR/EjT0nKJiU+Jvs02HQctJc9lft44nENZxi61XDPy3Mi2c94Z6iB2jhj7id1w1G2b2KH0Hiy+s3nK3kz6LB0yZGnJAsvKZl3xZDuNHdZBuIb3qx+dhye4DoJkMzwwc9G54R8ybm2vgot2QAFEJp0StHdKzpDMjiSFlOxRoN+ITaX+KDlGlUAaPmvWLHj8ITTOeAf777gxDjvsMEH1XxEyyTiWfv0GBu14EDw+a0BOUknyfSDk9R6O5cuXC7ZVaWkp8npvgPLND3GcZ9GQzVGx1aG24YFIHrY/7jxsss9ReOeeq5ForMMNN9wgto+qmv1HbKgvq6AQ0YJCIXnceeed0Vhfj+amJhFMVlTo8ujRG45EUX5U/G2x8UZYvrwKqVQa3339BU444QRRtfR4vdh93wOFDIBo+yR/pC57JDkbN24c6uvrLNu45dbboLa2VlRVSZZA+5a2V1VOKfijQPrTTz7B5E/Nam1HQF0s5fpVrGEsXLhQXKPqj2QlKwJJakg2TC8A9913H/bZZ581tq4uVg/SWdXrzEWnhz8IrahjGXW7MEFWD8R233jjjUX8RAUGSl7Rs1+B/MB4/EQgv09K9BCDPdHajAXffoztx40W8RNn4f9dUGxByaKisq7o2qe/+K7ilw232w3bHny8bRpa/y33PhQ7H2VaOCh0qeiJMy+/HlvuuBuuPONYkdijDsLE+h89bnPDZL5nb93O5aeffhIJKEp8UYGUJJfUbZgSZgV5UeRHI+Jv/M47IRAMYsYvP6N6+XIRP5HdxoCBgzB23GbCO5UsMyjG3H///QULTKkLVPzUtVs3kWTj2zh8+HBsuOGGgjlP20UyUmK93XTjjVi42LRA6QhQXT5duFiTcJlfaxG8HbCLzo/0QpN+7KLjof/wDQU7hIIUSsBQFe3OO+8UPlMEosTTbwqU2CGGEjGVqFKYaq41gjwKQohy/sYbb7S7PG8ghBEn3Y4BQ/qh6tbvLb/RsogxRaiZ/okILgm0fsF2vBqUJ8iyr//r+Fs6lcSr15+NZX/8KJhZ5EdBnhqnX383AkHpVaNp2GnfQ8R2k9yQgi1KSC1atMig+1P1koI/AiUdXnvlZZ29Fo0KmQOx4Hbdc19su/N4PH7/XcLHq1v3nli6ZJFgcJGclBKDfBuJOUb7kf5N20hBHzHIKGFBwfSjjz4qAj2qqH405SvstO1W6CjoVxLB8maTGeDCZDM4sUP/F6j5kTyE/lYGdN7SyxQxB0n+oqS8LtZtuP7I6xFSSdO/0UWHxLCRo/F/L0wUckIqCj733HPCC1QVsMi6YbPNNrNMQzEAJYcIzTVVwqeR4idKihEznTzB/glovlQ8y2RSyKRS4jvFFQS/tGz4u6CO1OcffQBRwvHORx/h7LPPFtv0wjufGOP06NUbW2y9DS666CLhx0WsK2JqUfxE0kQC7Q+KdWh9iBH/6ccf48UXnhcsOPI/o7jsvIsvQ5fyrvjvS8+LJFuX8nIhs6R4jf5NdhUqfkolk+KPbyPFTxSfUsKMlksJNPL+omLnl19PxSEH7IeOgqJwAI3Ml9rF6omdCKtjnusq3OTXGgQZQ2ZiKUuLV6Lx1sdSaEikbfROkiEZ3+XXJDOfL5Im6WFGgfdKw3pCpJsuTfRKWqiYDzPRU8MtFP8WXY6Yral0NMn0ddXlJj7+Au5A1ebyN2XmaTH9ZDRatZVhZjyrsa4+yhSVG1DH03zf6MOjQfPCLg55bSb3nIVrmi2ydWZ0e39cyjbZMIMyzmUMTUTH15GRpvJc2seNc3N5ZUgtXYxEvSl7DBbp2+ZnRqeGtJTR4C1NDRhLSEk2NCYjzXEzXL8+vbfY7NCnjneWSVMzdToDx0LBZ/JLfg4o01VNJkzEKpWbsk0nI2DjvAznO8sa5TqnGRm1gZmHJ2P6kYowKUJhXsQqjWgjYVHGuFxaUSDlk4QmqXklw/Lp33yB1x69G8M33Ro+fwDTp3woGCLkdWXOOycCihE77gt/9yGomzMDs758GwsWLBCVvQ8//0qMd8EFFwh2EyW/2iKxdDpafUlkgj6UDNwQ3YcMRXlZxGIMTCCTVvLCIrQunS28HYgZRdLBMl8W1T+ZxvuEmh/eRO/Nd8CC959G8wLd0Fvh9/dfwLZ77oN3HnwUi3+eKqjzZHxPAVRBSRnKe/fDS/fdgq/feU0wv/Y9+iT8X3OzqFySdwRtMyUMVEfHjz76yEg80PoUkUHtffeKRBVVPEmqeOJlN2JZYyt69R+EQcM3wFY77467r74Iv//+uzDGbbuNN157jfhOQRttJ/1GbB3y3ejZqzcWLVwgfMzInLa2ocmUyXrsSadskN17/GHLdSCg7kPtNIlI5KT0mw0rYPeWHgX6PbiqWb8fLK6PGfeR5S1MfsxuLmbzBc1RkpTI5NDEzncXqwZ07pInCyVyKaFLLxsu1k2QvJFiKAWvVxOPJS7n41BPEm6inGHPzrCUOAa4ZYBqIhQ1n1MebkIuwZ994A2BZIygyRddAW4rIZ9/Wa/DM5zLtbkkTt1IWMzETcrVLcViQC1jFB+LuZTJvVhN+ck9lfm9SUm2uS2E0262xE9qO7hRtsM6WdYzaUrHPFJyx+NE1UApm06JfZdrbUAuYcr1NWVoz/YXlzgaw7lEy0GKrSxE+O98npZniiFRZPFqoNUuY2XyS+MY8m1n56KWZ8Yljtshz0uwOFBZWvCmAfwYKWsQ3iAzqOZDxzgk589iR2M92URcEhqWy2phskPq1vd/Lz6Lj995A2O32k4U6r7+ZDImTpyIHXbYwUh+qfjpkFPPRV5pV0z9cJJodEPG8vRXXbUE8eZGET+deOKJ2HPPPW375PdP3sbSGd8h5Pdh9NY7okv3XghRV+E241H8QAm4msrF+OKtl3HwQQeJOI2QqK/B568+jcGDBhrjf/36sxi14UaINTfhs1eeMmxTCO+9+CRGDB+O2y47D6nWJhH/EGuevMo23WpbhCNRXHTGiZg29SuR/NrvgINx+YXnigQeyQ7Jn5LYXNQwiUDJLaE0kMVEwltv/J9o+EMJQ0pg7X7AIZj6xefo238Adt59T2y88VicetxRIn6i5KLaRmJ3EePr6SceEwVFtY3z5s0TsRMlvnr17i2GkxSVEmS19Q3iHNa4zQy3fVDnPTvXLO9uTnJHdl6rGF414uDNMsJKh8yaltW1mucav7/nHBowcKWUaqyh3gtbkm785GLl4coe13Iw1yKTXi46P7LNpveai46FiXffjKZli7Hkj59F4oto5kceeSR++OEH27i9Ro5D/233w6jDzoXm9QvqO3XnGTlkgDFO29bVFOxQhbPl9y+x5P1HMfv/7scXNx2PVp5kZqCOjMRyUpXSM888U1T9CPPffQyZmvlifmq+AaTx3W0nYvn0zwQLjf9Gfw9NOAwzv50iZAgUGJE/Eg1Px1tx9VF74Y3H7sH4nXdEUSSI2y89R7C4KMFFnmMk/5wwYYLobkToXlGBSDgs/k494yz07NkL8+fNFZT9xx57DBW9+mDUuC3w9N03C78cMtC/4rRjkErERdWSAl4CVSPJeJy6OaltpA6ZBPJaI+klJdQo8UUeaBS4kXfGUBa0dgQMKHP2uVvvQUH06vhbSdDLFjWNoBcKukapUu+i8yCZziDl0L3ORScEJRCZl6qLjgO6z950xUVorqvGL999LRJf5NdJrCOn+GmrXffCTgceicPPuUzYOVBcQ3FDt7KSduMnYkpRvPLpK0/h/x64Bc/feR0uP2ovwWZ3AiWmyKOUEkVej0cw0FT89NjV5yIUDFhipLnTv8V5e26Oyw7dBalYi4h/SC5Ivy2cPQunHTgeTXU1+PDDD0Uyj8z86befvvsG+2y7Cd55/RUcc9SRqFw4XyS+yJ6C4hViq1PsQrYRqnFPNEoxWRj5+Xm44eZbMG/eXJEwPOqoo8R+2HG3PQTr67rLLkI4GMDExx4WiS+KBykmVfETrQN1oKThtB1UoFTbSMx+SigSm2zhggWC+UwFT5KXDh48CB0FlG8vjjh3al2vsbpiJ5f5ZcBlfq1ldC0IYVG9Wcly4cLFmkciHsMGI0YIqSMFLRRsEU2cEjIEqtKpqpqCPxTFBgecLhgl5DskEj8VFaLaRjR3atWtpiWPCzJAJZD56JVXXikkhU2LZyPRowuaqpaI5arujURpJ7kgGcAXFhYK83xKLkW7D0TLkj+F/xX5ayxevFi03qbqH3WAJJAxPnU7ItnASy+9JOZFba7JWJYYZPRHy1bMLeoWRKBAisalgJX8JJTXBAWotB9oHSgpt9Xm+nIIDWkPLr3gfBFoUSKLArIDTzxTBI7xWCs22GADwZ6jf1OARsk3SrztfcBB+Oi9d3H44YcLPwqSOH733XdiG3fcbU/MnvW7aJtOrcWpOx+t58EHHyyCxMMO2BcdCX9WM0NsFx0GJDmma5Iq3iR5pD8OepGgc8zFugmf14Og14P6uJsUceFibSa/WluaRfxAHlP0nKdhFHsQm4lAsYjy+VLoO2QEtt3nENFFmmIlii2U0TzFJ9dee60xLTG+VfxEIO9Gun/XLa9Cot6DdDpliZ/IXuHSSy8V5vEUMxDbithXvYeMwII/ZohEECW4mpqaxHwp1lHPAkpwkb0FMavoN/Iu23fffYUHGSW8yH+U/ggUs1ATFQLFa6qhD3X6ptiN1om2hVhstCxixffqYVpnxLIa9th1F5EgIwklxV73P6UnsJoaG3DcsccICSUx5iiupFiJYr9jTjgRTz32KP71r38JaSgth5539PsxJ5yEZ554TDCeqfBD20kssGOOOUYkw7bZ0q5IWFsgMmqdbPbmwsWahJZT7nkuVhuI9kovsDPmLkbCZ8q2lNSRdw7jHXc49VbRPQuCZr6yJKxXwct85s3Dt/xP43tqzi82SRsHl0ga01QuFJ8tS2vN8VgXxTzZftjf02S5WDrUKBp6IM/WqY/TyFv9pqwgJqmuXFoUiJssqYycvi5u0lp5txnVuUhJi/g+sUjiOI1cyaHa8U9S1H3V/cbSWZF3F2xabq5H5Vzb/lCdLsXwom7ILJ5pkUJSC2+Cv6KfOU/WmVHJHTXWiTLHmyRIOnKWdbHi+x5KEsuoykreaXR9Ed/ZekoZCO9mxDteZRv0fZpjlVhDOsskIpZukWraIt2Qk5DMr7BJHDltv4pJyKolNbowaM6/R0HAInEVy9QcZBhMWsH3Q01WD7Rm1sbxxvNP4Y4r/iX+LXwUUvqyB43bFsN22Adv3Hy+0LFR96ATHnwLZRU99X2Qy+GT/z6L7567S1QMKWlGgQoN90WLUDx0Kyz//m3HXly+YBi7XngX3rv5LKSTCREsUeB01b+vxZ4X34V3br8I8cY6MU9KoPUdsyV2P/cGTDz/cDRW2U1L/eEoAtF8tFRbg8y/Ask8aRmUACRsNG5z/Dj1K8u+KCkpxYP/uQH77LGbKcGge5s3Dw/cew+uukw3HCcJwKPvfonS8q54+4WncM/VF9n26c77HYIzr7oJM3/+ETeddypqli8ztnHcltvitgcfR11tDc476WjMnvm7SJzRPi0rLcVzE5/CNpuOtUlbLVR8RtE37jlMZgQp4+ByWN6dTclxl7WyDmA5uzyoKZkBXYrF4QB+XtpkmN8rRFgXquKwft4Whsz14Pd66oLU3NSITQf3FonUlfWz6sjPu8qnr0VBJLRq590aR8XRV6zUPqKEMDVYaA8k4yVpjIt143yatWAJtFCe7bnPO4ipjoT6d/u8AkznF/HrI+R5mZSyebktbgCT2bWNc9oip2wj5GfbZ7entMIiWdNHUB1rfSuWvDG5Xop1lVWyHyUNIvgyUi7I5sNjJiWBtN7XzO9qn3gSrCO06lTJ76UOnRMtVhFcAqniJy4DZZI7T6LJJuk0rCZSSWj5Zcg1VVs6K6p9okVNq4isjO34Mp2kjnw5sMSGcn9zvSB/vqi4gsllLdusvjNWohpXyTj5fPT1kx0mufyMb4caFiqwxcVtOy8qNMnu6EpeRmDNz1FoWIPw9wy5vmyZlvhJ7sfGnPmMXd6axg2XX4hnH3vY9qzf/ZCjUdGnPx67Re/E26WiBx5972sEA/q5JDps33kzXn/ifvGMp0SV8sbqPmAouvUbhB8mvwkn9Ow3EIeefj5uu+A0ET9QoouSbdP/mI2d9jsUd195vlxlPX4Yf/BROOzUs3Hi+K1ER+u2KOvWHa3NTeLv7yAcjiCdSQvfLcI22+2Azz75SHxX2zN06DA8dv9d2Hj0RpbrvFUL4oxTTsbzz+ldMYcMG45XP/hcTHftpRfg2cft+/SsCy7BGedfhNdfeh4XTzjNso0HHX4kbrr9bnz9xRScdvzRaGyoN34bucEGeG7i0xjUv68lDrJBdTttrxukg0ybzysrpbHNTMKoFNf8nkxWD9RV1OfVUC1jfW5twyXZAXli0rht7/XqOdDU1IgN+/dcp+On1Rk7/d34qbPDTX6t5eRXn6Iw5tfH3OTXepD8orgk19roJr/WUvLrrvsewKjRG2P6tB9w9pmnW5JfhPqaakz6+DPUL1+KtD+Krv2GoEufgYgl02hYthh1S+ajvP9QRApLEPCZy6ysjyGbSWPOl+9i6gv3I9lUi947n4zSMbsL/7Rk4zLEaxYjnMe8TCpnYOTuR2DWZ2/htzcfF1U/qnDutttuyB8wCjuffSPSiTjm/TAF2VgjuvYfii4DNxDTphIxTPtmqhGExKTXwaBRo/VW4TN/QvdCfdu6yGX2GTICWqIFyxYtsPiBkF9H/2EbIBAKo2bmdOH5NXjEKGitjaJ7Y6qpBt2798AOO+2Ekqx8OWmT/KJE3y8//4xZi5Zh6AajEPebMkBips2cPg11NVUoKCrBgOGj0E/6fBFCyOCrTyajrqYaQ4ePwMgxmwgfRAIFbL9NnSIklUP6dMfWW22pSxXY9bfWk1+yMLGgQV8nN/nVcZJfLjp38ote9AtCAdS0mkUcN/nVeZNf1PGRzMbd5NfaSX7dde/9GDV6DKb/NA3HnaEzn1Tyi7Bk4QJ8/MVXaKyrQ0FpFwweuZFIdmWzOcyf9Tvqa5Zj2EYbIxSJWuI08nlKxFrx5WefoK5qKUKRCEr7DUW3/oMFi2zZ3JlorK5CmBWTCsIBDN1oLO676gK0LJ0vzOXJEmGPPfbAkWdegP1PPBONdbWY/uUnSMTjGLXJ5ujWRy8wN9TV4Ofp0/V9KK8DSp5tOHYckokEZv08DfmSZBAN+ODRPBi58Vgsnvsn6mprLckcSixtuPEmYro/Z/yEHr16YdiQwVgwfx6+m/oNUq3NGDx4CLbaemuEM/JdoE3yi5Jj33/3Heqb49hozMaGjx1h9qxZ+PXnn9DYUIfybt0xasxYdOvW1fi9paEOn340GbHWVmyy2eYYOHiIcQ8k7zCKrWprajBiUH9svvlmIqlmJGc7QPJLrGrOPFfd5Jeb/FpTcJNfazB4mzpzoSVgZ/6jiMuXUe5hkZDD+O9lEfPFrjyq36SKWNLI37zM+O5ZNlt8ZpivEE/GePL0alm21QxAkovni8+mBeZ8wuWmgXp0xEbi09d7qLkdzERcVTRTjH1UG8vYDFc54TAph0fYk7mQbZMalU+fYA909SLPDVvLJCsulG6xBVcCyoSfmYVy9pRjUCdheflmyTEVJFjMU2UHQDG8oCuyS/90ZOJ5ZUW4LSPPwvIyZsTNW+WDir3wK/N4fbiDnl49fHllUiURWPU7u3yhOR/GAlMPZwvjT1VgI+b5nWPm9Kqayk3u61PmdjTKBA5/+ClDccLiprjN8HJAsT7/rnnmNvJzSJn2BrP6tAOGjsAP037EmI02wuwZ01CV05M0P1eZx/Dr+XXicymTIocD5rlYXqBvc98Sc9s4pv65BJNuPk94gfU47BoxrKVRX36AsTbL5PRLp3+Bb+79l+gIJDoc9uiLA//9iAgaFYqkJ0KABanNcTPYqFLzZ7/3lPPvW2QGUoUhv41pSmaxCt3yzXMoTwaa5RHGWmiS9wR2rsVD5rlW2awnK6tazONWy5hQaji/r3F2VIFkRfF7XIVM3pXK67ktU0O9nGUDYedrVwZ6npiZTPfKhHh7VfZMsd7UY7m8b4lh7H6lqpB036JGBX6PBz9J5tesmlbHaQqD9m1TbDDF8iXm13Yj+q7ziR31vFv67A2rJfnV7YhL1/l95OLvn0/T5y5CUYHdGFwVv9rGVOr64wkeZbxMyJfFsih7ZnhkMsbbUuvIilb3E15IMxI0nPkl2dFtzfO1ku72Z7QsJvCmHBmPeZ9olfdLvm18m1TCw8+2TT37nPaH+C5/sL5smtOrfeLLJu0FQZa84vFFLhBp3xCbg+0v3tjIYFLx5JmKqTIpg/llOR7GsvOcYx4HxpdhSN/Oy30uELUn+Rym58wty3bImNCjmiYxNpiFbcYbGKi4ph2TcSPxyOLV1oxMcrDnKS8eKvPwZmYEzuOnqGr4w85/pTbh14k6BwYMGS6KdGNGb4TvZsyyPfcJ82TcxJ/xQRaXUHOhts9Bcz563Fwa8WNpUwI1Ug5nqGLYOqki6OuP3YPXHr5DyCVJVjh6i21w9f1PCTZW2/iCJ8bjGX39Emlnk3Q1/wJWWFXPfYLK63B2krrmQqzJVj7bt0ailx33FIuRG2UBmCcz1fXJjzFPcFLxsm3imqTg5jpptntc0JOz37eczst2ktgWQoACux+q90Ge/Mo5HAO6HxHzK4cclrfoy6qLpR3vV+q85OeSYs6rWVL8tPHAXut0bLA6Yycxfzd+MuB6fq1llEQDqGUviy46L7IyGemi8yIQiuCAK+/Fr/Nr0dQmrspls5jx2IUYcvgVQElEdM0sGTAKu5x3M6Y8fiu2POoEjNnrSMHecrFugOIu13S7HawOg1XXsNUFQ37Ib+kW5qLzItfEpKguOi2o63EjK+6tCLsfcSIqulcIltfAYRtgo822EmwsF+sGKL1FzEAXbbC6zOnd+MmAm/xay2iMpWxtelcFSDL0Tx8Bq/pmRCwvoi87L4v8kfRueE6/6cO1vz3fNQ3BZPuL9fF0G4BspenJ5qJzoiASRs8uxfhqyueo/Pot9NrzPGgeDxrn/wJPIAR/VK+MzfvsdTQuno09zroKsfpa1C2c5Sa+XLhw4WIlQZJ0rK746R++RNO0azJ+wgp/c96Gjmb1uzLxk1ZQhlyjaTPhonOC2FrE8Ekxxlp7ILuGnfc7tF2PPxcdG+4hc7G24Ca/1jC4LIuoqERbTWeyBrWdS/saEyyIkh2NgoxSK5m7Br10xs8/4z83XINvvpmKmtpa5EUj2G7zTXH1hONQ19CEi2++BzV1DZY7T49u5bj3sglIZzJ44PnX8dr7n6KuqUXQo7ca2gdHbjMaPXxhXP7k62hsieHEIw7EBSceYZGvZaO6TO/ue+7BQw8/IrqLHHjEMfhl+o/4/OMPsXTJYuQXFmHMltvhmHMuFvr6p+64EdO//QrVyyrh8/uxwZhNcOb5F2HA4KG484Zr8O2Xn2PJooUiAB09dhOcee6/sMfu4zHzj99xw7+vwXvvTNJNwPsPwEFHH48jTjgVHpbVvuyma/HGqy+Trpdtbg5FhYW49qrLMX6c3uFOizfhjoeewCPPvoSk2qHiBw/yolFccumlomUz4Zbb/oOnn3pSBJUHH3wILrviSsxfvBzX/ftqvPTii2KcXXbZFddffTmGDR2Cic+/gE/fm4SffpuJ1lgcu24+GndffLrlfFDSUw8zh88wM1xDYsD19U5oJ8g1pmcUZkXnN2QKbaDkADluCsqN7KUs02LaK+efDZp+TxZPAW4eK8HPdSVd4XlXTnMnaZmYJTueig4fT5u3MabcQzCtyyOycjtz8lGb1TS0+PKRljRzTo1PyuuwiVUeuRxESSC5WXmwjdwwP+BFZX0cBSEPfvxhMkJdeqPXDkcglk0jm4rD4/WIpHcmkIeq37/H7GXNqG5KIN6aQFWjTv3vU2Zuk/K64GbpXaNB2/rxdVY0cS4v6Bo1j6HT2cSp8UoKYTW79dnONe4hoqQS6liJ5Ti8Y/H9pY6hmL3cpfx4kC9EWylA2GfuB4+8LrhMSMmoxbhSOsJp+7mG5XZvvgI7244dYjDVgTF/uj/nBX2IpTKolhKNGsbi5TJsvk1O53enBJ0Hq5z55Vb112dwOVbIq8Hv88LPEmD8OlXSJou0jyVX1NC4/P2D99/DvXfeju+++174L3YpK8X4nXbA1RechY+mfIXb7n1Y+Ojo0OczfOhgPHb7dZj28694ZOJLeHvyx0gmU8iPRrD9pqNx2qH7oLK+Cbc+9IyIey7919k4cK/xhrROrEcgIpI/E845Fx988D569OiJAw89HB9Nfh9TPv0U9fV16FbRHbvssTfO+tdFWDh/Hu665QZM++5bYWidl1+ALbbZFhdfdqWITW65/hrhN0ReP5FoFFtsuRUuvvRyjN14DKZM+Rw3Xn89vpjyuVj2qI1G4/QJ52LPffcz9hMZa59x8mmY+vXXlrwaxU89uvfAvTf/GyOGSduLdFIYcL//0ScsCad/lpeX49Zbb8W4ceNErDbh7LPx8UcfIRgK4dxzzsWRRx2FH2b8gmuuuhoffjhZJL4OP+IIXHPl5SJOe/jRx/D1lE/x6x+zRBx30pGH4NyTrd1Zlfw0x2TvXJJqxE3/IH5qz9PIkKdyWSKfTsrCDG8lHlPx9WTTG+DDuKxSxnF8OUr+xqWO1uYPVmkcIcViXPWVPy/VnvMzaamKn4x/Q7NcU/w5p+YfZ3JCblKu1oXHVOqrsgYg+SA1plAWqWqbLLJFNv9MTNmmMGsEGafxaSLMviIK/Xs9C3FTbJvUs5lLCHl8xKWHbe9NvFEZl/g6NV/gIYDaJx6N2cM4NEpyOp4aozqk2fTprGaLtVXTD40l6XMsplJqxYDFe481t0rGbA3MHM9lBrV4vt/IuiYS0NCayhlxnrpn27bZYX+rfbdqSw2dOHZS83Uh4Ca/1jLIe2FVsZcuueA8NNbX4cyzzkKvXr2wfPlyTJw4EZsfcDxKCgtQ0bM3Dj9GT+QoUNvcrY84E82tMfTt2xennXU2+vfvj9raWkyePBmnPPy6CMw22mgjbDxmMC6/42Gccui+kPkuAxQsXn755dhrr71Ei+CrLjpPzO+Iww7FkCFDRKtdajV89kHj0W/IMFQvmocTjztGLIt0ztSK+MSD90H/QUPQWFeD4447DgMHDkRLSwvefvttHHfYQbj86n/jzv/ciopu3fDvf/8bxcXFmDp1Ku647ipULlqIC6+5SazLssoluO/2W0Wr35499a58CrRN1998K8a/+qT4d0trKy696Q7Ryniw7GSp8MUXX+Cqq64SyS9qf3z1lVeIdsEiwLz5Juy5997Yf5+9hd/AjTfeiHA4LFoNb7LF1jjx+GPx5NMTRcvj7XcZL/bh/fffj+P2G48NS11Z2+oGdSB86L67LUkv6qRIqFyyBBsMHWT4pux37Kk4+AS9a86qQFY+5LuOGIeh44/CH+89jbJR26Gg7wZoWTIbDXN/RlG/Yaia9jHCpT3w5U0noLV6MbY4We+I5GLdQTyVcWn7LlysJawqljqZTp90/HEYNXIkrrzySnTp0gXz5s3DY489hk8+/wJLllVhxx13xMYbb2yZ7o477sDwrcajrqFBxEhXX32NSPpQo48333wT40++UIy36667isTZlTfdLpJfbTF9+nQ8+sjDOO200/DWW2/hvLNOF/ObMOEsEcPMmjULjzzyCL754nMkkwlEwyGcf9656NGjB5YuXYqnn34ae+68HQoLi0TR88wzzkDv3r1RXV0tYrydt98G1994Ey69+CJsscUWoisedZD74IMPcOrxR+O25vtw8BFHi3X54rNP8OpLL+Jf//oXAgHrS+1zzz2H+x97CvfddqP49w8/TscjTz6D008/HUVFZsdFwmuvvYY777xTTHPvvffiqSefxLnnnotffvlFxIpDhw3Fdttui5EjR+Luu+8WcSCNRwmyTceNw/sffIDNNtsMe++7v4gpL7vpDpx85MHIWw3vhC6sIHP7u+9/oN34adORQ4xxjzzpdBx9ypmrbBdKpz73kKwHaM9zzYWL1Q03+bWGWV+8ekBmhJT4osRISGbrMxo/JMz8L6sP54lxxVTSZEWhproaQwYPEoZ/P/30k0g6UQJn0003xR9//IG99t0fhx9+OB599FFjHpTIocQXJZtuuOEGPPjggyJooQDuwgsvREVFBZ566imMHTsWe++9N1566SXEMlkwfo94TMUTCVExPOyww/DJJ5/g+++/xymnnCLm/+6772LMmDH44YcfMGrUKEyf+qVIChHeeecddO/eHW+88QYOOeQQkWQaMWKESCi99957KCsrwzPPPIOzzjoL1119Jbp164avvvoK1157LaZMmYJLLrlEjH/BBRfg1HMvRkFRkSFXoGCztVWvYFHVlRJUn3/+OYKhsMFWyyWWwuPRkEgkjHHpmFxzzTUi0UUm5A2NTTj00EOx00474eabb8bMmTPFOt1w442ioknbShXOmpoafPbZZ9h6663x6ONPimQaDa+qqhLbTcmvppwPvq69jX2nhfQ9mQ0VOjYQUBU/i8krq0IaFUHGzLIYvirT1ozXNn2On2rMbFeZ8Xp7DoITVAcpyzJ9cp1ZtdPbqpvHC0jD/CxjDOZyZhJQkwEWVZeNVWJVClXJ41DVOV7tVAyhDTfcUJjbtwWd18uWmc0cCG99+hX+qG7W5yWrYcpkvq3hvTIKTrALkbOX6HeqFpbnB0W1bfNDTsG8r9/D9PvOxA7XvoRRh1+A6Y9fjHQihpLBYzD61Fsx+4Nn0cXnR8GwLdAgGURczqMqmsXMsJ6zhpY02aupqmLJ2WI92VuDwejipr5Zs7qnJRL2yqU87rwxhGJNiOEO8SpnT+UHfLZhKX9uhewoVeFNpM2JGlg/iTxpuJ9jC+fVXqfKv5ZfbLvmMoVmwwnFpG2nCGk022iIp9CzMIxFDTE0OHiUFDJDe2VuX5FvnvPljInXnMwi67D96zJI6kt/q3qeLtZPhDwewfbiTAu61PN4I1du9iBvXeqe3vZZwW7bSKTSaGxoEDHT3Llz8c0332DbbbcVxbVhw4aJ5Niee+6JoUOHimKcAsVulPi67bbbRHx03333ibiEinqUODv22GOFSThNS3HZPXfdaTWXlvFTY5Nujq6SQwsXLsRFF12EH3/8UcRPNG+K5UaPHo1kMimKdZTYonlvsMEGYn3pN0rY7bLLLsL8m5JogwYNEjHPVlttZSS+qDMeLYcKi5S8I4Plu267xUh+qfiJ4iHabgLFXeedd55IwBWVlCInGd4er9cofqpEWX5+vihOUqxI8/7zzz9FnEbLpJiShlOMeO2114kEHyXgaN6UyPvuu+/EPn7t9dfFNlPcR7FbXV0dXn31VcRyXkSDrJGOZEc4NdcRkMeeM1cc2WDcfF49E/+i252F7cWnl6w+x9f69gzvFcuDrZOHd8pUMR9j1udgf57mcuY/DA99aXCuj2vv7MhJNYrRNXLM2JWOnyZ/MVV0rCeox3CIdcPmz2OVrOYMNOM3uSJ0XQd9XmiaPk4o47GZ9XMGkZpXgrO8/O0bpPNt5/PkjxY1nDNNi4LMvD6tHxvrtSyN5PlxY/GwambAWVLME94RKi7moQE/3up48mEcWblOigHGY+QAu2b4yWzMqx22pLq++DXHY0LF4nJKX6r4Wb2/FgUDqG9NWph8CrwZU1ieT6qpAKFAHo8WuRM7E5N+dcROar4udLjJrw4ACjb+ipW9MjjgkMNwy/X/xqRJk4xh22yzjQh8KPlFmDNnjqjGcVCwQhU3qmx+/fXX2H2rTfD19O/xxBNP2Kp5fwcU8FAiqe+Q4YLZtfnmm2PnnXfGk08+iW+//Vb8KVCiiJJLlPz69ddfMWPGDOM3So5RQEfBDyXRqAp41113Gb9TIoywaME8DC/aCF26dsOEi6/EpNdfwQ8/TcfsmX+IyisFhhQIPvzYE8a00UgEt111CR599iX8+cfv+HPuPJE4oWCOgscbbrwJV155hRj3pptuEkkxSvAR3n3rTRGc0Typkqq2g6qgEyZMEEky2vdUvSQG3kp1QhLjaHpEIsbN6PRXGqbRA4C8MeSTOpOGFgwil2iFFozIz6gYV6MAjgI/OW0ul4XH60c2lYA3EEYmGRNtjym4peAyl6HF0XIBzeeHRh2oYvV6h6WGZdAKuwq/DS2/FLlkAho9AMV6ZsVDPZfJwhOMINtSB0+kENnWBmiF3ZBrqYUWykcuLjsg+QPIZtLwUiCQzqEg7BcSwNJoAA2xFPJDPsRTWZHIoe6F9J0SOPXxlOiw+Gd1CwaWRTG/thUVBSGRgKC21LRLSD4cJRlaMo2ff/4Zp518opFcpk+qxlPg1rVrV3FO0TOagihifY3svSGGledhdlUzxvQswrSF9eheGEJ9LCXo8rQuJGnrXaQnO8qjAdG9sDQSEMNpHKpiEeWdOh01xVMimRPTwhh7/FWY//V7Yt93H7sjuo7aCvFYDP5oARZ89l/Mm/SY2De9N9kR0S5ml0cXHR90Lrhw4WLtQLDm5T3+fwEV2/bd/wCRsFJ4/fXXceCBB4rkl4pVKMnUNn6ipNPJJ58smOrJRBxbj9sYTz/5hCgkhkL/vGMXxRmFRcWioEcFSXp2UaGPEl60bnw9KXaiOINinPfff1/8KVDcRXEgJdUooUeMNBWPULJv++23F/+m4iWxwbbYelscdvSx+ODDj5BJpzFn9p8iaUUFSlITHH7owca8Nxo1EueccSrem/yRSGz8MWsWjj/+eHz66aci6XXPPffgpJNOEvuG9iWx/6mzMRUbP5z8gSjEUixHxUQCxUtUaKThtDz6o31L8dvKg16ChZGs/KcmYykZU2Vy0Hw+5FJ6HGN8ppOiS7N6QdQ0L7IibvIim0qKmCWTTsLrp8+UiJuULy39Rw1t9HE1EWNlky16LBRrhCeUh1wyDlDcJPzNstD8IWSTCXiCFI/F4Q1GkIk365+0ThTLieJmDgiEkUvG4PUHxW/0iUQGkYAfmXgKQb9XxD9ZjyZip2Q6g0jQJ2KrsmgQ1S0J8VnTmkRByC9iJEpQ6aFmDiG/Fy2JFKJBv/j8+edfcOKJZvxEIy5h8VN5t+4iBKUQ8+hTzsB2Q8aiR2EY8+tbRVdp6k5I01HyKZbKokR2cCyOUIOKFPICPrSm0kKCpywvKHlByZFEJoN0Niv+TVJESp7xpLWLzgNKfLlwsTbgJr/WMugBIV7OV8G8zjzvAjTUVOHZiRMF5Z0qaBTcfPzxx8Y41AKWAigCsZZ+//137L777iIpRomvc4/cD8+89SGq6/W2vPX19f9oXcrKu+Gi627B2M22wn9uuRGLZs8UMsgFCxZg5BbbYaMtt8eLd12PAQMGiHWl4I2CnMHDRuC408/GFeeeLqqWxDzbZ599cOmllxrBJ8kdx48fL5JLxM6iSiahZ+++xvJPPOs88bd4zkyM33ocTjjhBBF4FRUVY+wm4/DxZ1MMf4YjDtwHpx57BCqra9Fnw83FuBSM0XHp0aM7LvjX+YKWT39ULW0b+NI69e7bFwMGDhL7kOQChIefeAoP3n2HZXwtWiQSUlpJT+SalgN5paI6RIEQ+WpRAotM0bOJGDwUkGVS8FByKeURCS3qEAiPNLmVgQshp9hc5K3l9yGXycgEmsyqZrPI5vQHDQVaBFXVpfOA/C0oAUbwpFPIUXCXzYjEl5iv+iTDWV9ILMdgfqUSYlg2plevKfGlT7NU/2yuMZlfKb4OQRGcca8kCowUWqThKXkqUYBEiS+C+qxs1LejyWtW11oS+vejTz4d50w4S1++/G3IoIHis6J7d+HD9kdNTFQq/6xtFVWoubWtYtxZy5vFMpc0xMVy0xTEZTyCyUWJLbHLZWBNwR0VqKIBr7iGC0IQCbJ4Io1IwIdpi+px9L674bX+G+KwjXti0q/LsM3wrpi+uAHl+SEMCuyMxPzpGLPZVvBX9MDuI3vgpWmLsU3/Unw1vxYjKwrh95H/hU8sg14wKCgk5hn9m7oilYT9qKXEYdCHlmTaUs10sXrRqyiMhbLq7aINKFm/qn0rRAHAhQsdIvmwil6MH3r8SdQsr8Jvv/0mmE7E4Ca2FiWNOPNFxU8UC1CyiZI6lKQhhveV552B6+96UDxTCcQc/ycYvfFYnHX+Rdhsi61w0jFHIBWPIRKJCInjCWeei9rqKnw46U0hiSTZIH1SEe7wY44TyaVnn3wcffr0ETEUsc4vvvhiMV9KipEdBPlw0fpTbHXLLbegrEsXkfgiUFHs5jvuEd/ffu0VnHbicSKhReyssZtsgoA/gI8//Uz8HtByuO6KS3Hzv6/C5E8/xx77HyziJ7J/GNC/vyhkEnuO7CaoIEjLs2zn6NF48cUXscdee+O7b6eK+InYYLQOb73zHg7af1/L+JREAikmqDgnKsY5wVonxpMnGEI23qoX2FIJvdhHtiLEoqD4RhTBPNDJUW1oTxRXUSyeTSOXpXuMhpyInXLISlYKJbzEp4ph5DEW81Xek+m0OB8zVIhksZCKjTjNSrGVs1QY9HjFNGIe8jMnvcPkjOWyE+zTh9ZkSiSGWiVTnBOqYjK2osSX+qRFqu6oioVD7CbFnqLEF+GMM88UfxyDWfz09jczBEOIZlHVnBCx0bLmuIiPaltThleV7qNF6yf3oWKKi/BVE6oLfW/r3qZU7OxREMHyliQq8sOYV9eKwV2iIjbrVRRBbWtSeqDm0JzIoGt+EH9WN2NoeT5mLm/B8K75In7rURBCXSwlPDnpHKA4joqRxDCiRB/ZFShvLvqk+I+8yzgzycXqR1FEZ365WAOxk5qvi86d/CKWB1WdCOQvQAEBBwUlRLem5A8FFRRA7LDDDo7zoioV+RZQcEOJIhr3n6Ak5EXEwwyeW+mBqMETihgPSUjJWVvaZzQgqyOM35oX8NgMJxcvWiSCneuvv16wkKgqSBR6BaLIE8uLQFRy8rMif7BFixaJYd//8gfKu/fETbedJ/5NMj7yk+DINtbCEzON83O+IDz8QQ2gtKwMu+6xNx6+6za8NfERsUySYn700Uc49fp7MPfX6SKxRTIBCtKIqUNBZjCaj1lz5gm6PP1GVHhKmBEdnkDSQgqsiJVGVShizRHDjNClOA+BgEe8/KfSVDny4J4XJgrp5B577IGzzz4bg4cOxSajRxmBi1jXkmLM/mUann3hJeHbRRVXkgfsttP2OO/cc0U1kvYlBW8HHHCAZTvJG4QShEXFpeKvZtkSESATyrp0Fcfi9z9mmvuKklrhKBCrE9VHYleJ4XRTSuhBQCYhKeTJmB5AJWPwxPUgWvS+5FRqBcmsQjolKpbG8hC0Ms6okifp19bnPGOkyXOQm/JaZGNKQsDXw4nRxmn9kYjNPDWT4qbysJ3f6azHJhsrkKao7YEbsdbGrVRqtb0ikVabwC9V+j5dUGsmL7wej6BR9y233i8IkZAfjYm0CJ4o4CMsaYwL2WOTNAGlYK8+1oTKZnqgJ1EQCeDd36uEdJKSWgRKgNG/ayg49ZVg9EnX6aGiz4NJvy1DXsiHnyob4fd6saA+hg0qCmSujZKZObGO9c1p+Dwe1MXSotJK6zOoLA/z61pRkR9Cl7yAiLPL8wJIpDKiouurngmtoItIYHpCUeQaq6FFCgCi6dN5QXJZSp5SspUCfV8AWX9YP7a5rNHMIMYp9A68fS41UFJHQsinj8uTc9yIlRoFEJpYlycKcNV+VeBSThXAcsa7vC0KaPJFwpOQLx+sUUOmyGTZ1SaYEashJ2fzZAtQATLJcpc2JizyXL7tvNmA2jaqiBvblrTKsdzqtouOAnrevvLKK4IVftlll9l+p2cvsbRnz54tnq9krUCsbCfQM5viJ3rmHnTQQeKZ/k9A8U6QSbi0RAs0KiR5PCLZQfAGzfu2z+GZwr2ow1IaxWVZFCtRYY3YSlQ4JJsDYoErEAOJEkoEsjugQpeKnwoL8vHapA9EIY+2k0DbTTGPiZwwjM4y6RMVtSyyPAD9Bw7CdjvuhHNOOwnffjVF2EOQtJK8U8fveyBuu+YyYUVB/mQUmzz//PMiMUb7Y9GixRg+fLhIatG60rTEllfeYl9++SVefvllYQtBw2n9KMkXks2U6P5Mz0iKK1949hkR/1D8TDYUm2+xhWhOxLHJmNH44vNP8fTEZ0XBlWJMOncOP+QgnH/++cLHjNhqtL/aJr9U/DRoWHeUlJaK7xQzUWFu6LBhxr5WoOOcI7a7lJ0J0L6j4pt8iVbnQpaeZaKolwWkzF+cPTQsrY+TS7KioZgXMbmklJJbAphTG3FNe/GTVzXY8bFjrOIn3gmUyz1U/MSGKZN8ATVPdt5kDbNzOJ7fak4BJoXk5vMqD8efc+p53CCfuxxqe2mxi2XhkdDMntc0f5LaKfN6fn3RsFg6I4p3zbJISUkx9WxXz7/ZNS3wah4R01DC6s9q/djNq9U/qeCnLmkaRnEQFURp2TPJvkIDlsn4LJPNiCSb15MTLH/VO57ixIBPWs74veKZTux9Goe2sywaEOtYHAkYjDhP01J4wgXIJvSGYFSY1smEHp01SOw8iqWogQWdTx6flLPqTER17JI5Zk7vkGzj9yO/vN/ppVU71DHk74B8nmnVMIidVxl5PvhYcoXLJo2eatxehV1vqqEEt2dpZQ2JUo7bJKdl20asQlJ7cM9rHsfxBgVq+ywWJylZ+JeDXHKgi7+DTisApUoVBS7017b6dvvttwvZEyXFyGST6NlUvSN6OCXNOIgKvt122wnZHiWLSLZHVb5Vh5xe+VkVc8rlcNCBB4jghqjsqvJ3JqvgqN/oT3UxJO8IlbBpaGkVST6SGFIlcMstt/zH6/P4fXfi3luuw3XXXSeqpUcccQQ22WkPjNt5L4zZbldULl0mEo7E/qJlkufY8srFGLfFlkim0+I3CkDJK4xYVwTyuqD59OvXT8gTKcmnmF+fT34Pi+bNRoqqfx6ioWfw35eex5FHHikCdTLs7NW7t0h2UtBOfxT41dTW4duvvsCTL74mkltU+aWKZY+KriKgfPjhh4UcgsxuaV3phYCWTaBzggLDpqZGNDY1it+oWQDBUTLqsnI6PfqXRETS6X8BBWc5yX4TUoB0VvxRoNiUSIsAh2QEhD+WN4uAbXplo/Ce+n15M6qak6J62iLHbYjpwb1qFZ+rX6YnLympSkGOCOSyluBekwE3JcqoCuUlOazHA5+XutR6RQBIQSGFJcRyI0QDPhFIUeBCQRwlgyhwoWHt+VKsyyBprIt2QMH16vhzsVpB8RL5b1LspAqIHMTQpoQPyfrIf4qYzxQ7HXzwwZZEkUqSEZOHvKsoziKmDxUcVxXoGa+SHauCRXbE4YcL1jfJBFXsRHYQCvSbip8Uw1vFT+QNSo93YqRT/ERJKZJM/qN1yWRx/hmnYtIbr+OFF14Q++7qq6/GmRdchkFDh2P3/Q4UsQvFphTnEZOLGFfUXXvPffcXMk0VA1KRkfy2CMSgJ/Y/xU8UW1FCShVD58z8A3P+/NN4DixetBCffvyRmC/5vpKnFxnq07JU/EQ+pt/+MA2zZ/6G/745SYxL60t+YSQDpMQoLZNiZoqfKO6mfaWaCxnxU2OT+FPxE0kK8/JZN2kX6w26F4T+51iB4iH1RwkT+iR2F8VUxOonUHKL/k1sMip4EVOM4ieKr8juguImxYRTnyRhJZagsPGgBFcmJZNgWZZNlD5c/oD4Tp8kp6VCvUfGTQHZXTEk4yaSrdImkwyUZKsUM9En7Qfl5drZwifaRmLmuViDsZMbPxnolGceMYYoIKNECfdGUKDfKPFFwYsy96QKFSU0KLDjhqYUYFCARz4JBPJVION0MuNcVfCE85Bt+WfyQo6jDjsUkz94H1tttSXCoTA+mDxZVHApAGqLz959C10iHjz0zIt49vW38cADD4iAZPqsWSKJRtVCClSdpj3+iv8glF+IgN+P4w87ADvuuZ9tnD9+/UX8UbdECtCoYkqBMVGW755wJKZ/+xWGjtwIoYJi/PDZZON40bJPPWgPDB+1Ebp2q8DH778jqPBUfSRQRZOSYSrIJnNZqjZS9eDEo48Qw6LRPEx87S0sWbwINcuXi4CMKqQjR22Iw488SnQyosBPgYI6Mq2dOWceHnrsCSGP7NOrB8aN2QgPPTFRBHlkXEugQJL2CckIiCFGgTydN+QDMvfPWSLQU8H9C89NxJNPPS3OGYVDT56Ap269EuO33fx/Pt4u/h5OOv1MfPrVtzjshNNX666bU9sqkk8dGkYlmrMI5UtkvEmvWrbWA2HyLGmyyD7SrJIcS+rDSEbAm3BQHEi3VmJdkLdIMpNBWSiIZU1x9CmOCBlDv5KI2FcU7Fa3kBeJTwScVDkk1iZJOInZRWwpJbHoSKC9sFxWmF047B/X8H6dBCVKyKuKmtIQ67otKKYgphFnQZOUjpJElDCigpQC+XuSX6fy0qJkCHk8UbyxaqDBS55Jki39T0ESwB232xaLFy8S27FwwQLMnDVLFMLIloGjtKQEn73zukjQnHXBpSLGJOleNBrFz7/r8ROZ5quYgaOuoRH7H3+GYNkSU+zs007GyLGb2sZ77ZUXhfSPmGNUoD311FPF8OpllThwx82xYP48bLH1NoLF8c2UT0VMRHHJgnlzcfbJx2HTzbdAJBLFxx9+YIkBKX6iAigl+lT8ROb0hM020TtZdquowCdfTcXTTz0lklFUGKYE5r777Y+Ro0bhsksuNuIn2tZ+fftg0rsfiO90HlDH7/G77CS2jwqNxDYj834CxZhUVCW7CmIU8viJQN8p3iMG/uWXXiy2ixhuCsedNgHXXDgBo0fq0lMXaw4nn34mpnzznbCUWJ0gNn1He9bbIb136X8q5lFsQml4nyXWuS9oJOdzWV2Fkc15RHGfEJfMQ/JoE761WbLB0YMLKh7Sew29M6UTaRSFA6iLJVFCUkFpc0GJPD1JpgnPN4qbKKkXlHETJZhontIFr0Mhy+S6LqxwDe9XPzpd8ouqbmTOSV1s6KHrBOrA1zagIT8qqvZR0ofo+RTYKNC/lWk2BQ0qYfZ34UXW2glEIhtrFtJBQpIdkowyYWISyLDffPHMV01pki1YXl2NSW+/haOOOkpQ95dUVorqLZlWkoFoW/Tt2Q0V2Xocs9tWuPORpwRFnoI4Mo+nqiHJDilpo+SQBPLBoK5FkDfSOYsX4+gJF2HhHvsaXUk4SGZ4zjnn4IwzzhBVSMLvv/8qqphEfyfaPa0rzZOCI6o0EyhRRgES+ZDRd6p4KoNW6hJE3hPEwKPfKdlEw+j40DGjZCVt91cfvYefpk0TATxVGsm8/pabb8b4HbcXLLAZP00T8yO55rZbboZb7nlQsLpUV8tzTzwS47cciz69eopgToECftouZXpPFVGSc9I4JO+gbVUvBQ/ff6/RIYoCY/pO7LOjzrsKSz55BT7qYCK7NfIzytKtSCYpNKo4qfOlmSVKVTdI2TWS4M0rsnVuVFIvfWR9aUxJZqEThyTdPymrUzZatCTUGx0D+XpqJhMmwyS8kJRvHtRwKZkTIU5J2ngnF97tS60/X3fehTGWtnZj3PPoUzCrphXjem+I2XWthr8Ymdkb2yY3tHu+uR2UlLF1FmLyNS7Ji6fTGFwWFVJD8r4glBfox7Oe+ZmVMmZYHuvi6PS7ApcDkseXsc1yXbhfhZLfxdh6prvonh0Eb4POcPVQosuYkXk8tUDIJl1Ny060STZPLmFUnWyLjf1l3kODPp/YJ0UhP5Y16XIG+qTrdklDTBz/hfVpIV2gBFp+0C8klV2iXixvTaKY2Jo1LSJhRo0GqPsn7faqVo+olpLYguQLJKMgeQUZ5tI8w35dBqUV9bJ11mpmcVcrk2+qwxk0+P/OoPUM+v1oiCfNTlW8GxE7b9R+qmTJMtoO83egtdn1DnOxdkHPSSr+UGdBxWxqC4oT2sZPxNIm3ylqtsOTX9xbkvA/x0+8+6xADplUyrhPpdmTNCOfSVwKxp8pYSkp0jIJfPHNFPz226+igQ15VAVDIcH6ohiIGthw0HN7UA+9a/FRB+yFY866QHSgpn1HsSU1F6IiGT33ud8qJQZ32WVX4yX06+9/xILLrsbk99+FxiwuFMjegZJO1MmabBsIH737lmDJU3duiqMa6moEE57Y7So2I8klySOXVS4W36nrNo0vpv/oI2HfQEkvSvhR0VetIyW0KAlFss9vp3yGl56bKGIpSp5RAZCYfptvthmGDuyHhQv1uDCgZbH7Ljtj70OOEMundaP999KTD6NH9wo8OfF5Y90JlGgjz1YlpaV5UoKUEnJ0/pBklPY7sQ+fnzhRzJMSYrQ/6Tsly867/Fp8/F89HnTye+PdrtXvPO42JKbtdXuU8VeW2T7kWDdsFT+1J7NScsWsx/4Mtygp2blsyCLZNFZVpV1qaYRCDl0M+fT0dFTg14JT/KS+s0c84lLSduiJZ2BZSxJ7DB8nWFJt5cMESr4QyIfUyQrAkKjxbZPxZEYup0dhCLOkryufP5fTcUsYPv+2naP5/uIdIkl+yfdBW6jZcxsN3qncsH1hckBNSmd51JDTwrZOtHx/O1orGOdITgyjbrUU/7YkU+Lf1EyJRqXEkdgn0t6X/ui4CY9a2STA7/MjkUiJbokUB1OslIXu8RbOaWIe4QA1vsogQEVK2bSJ9pWfnYsa64yt5MCqq6NtP8nt+6vui3pyzxpLcwsJp+6c6lzUvytLDH36ZhXwu3CxviW/KEmlzDzJs4ECGSe0Ddw4RZ+qbVyDTEEdVaHokyjsRGenh/WqBMmKlAn5P0UwIJNnyaQIbkpLS0ViiRJfynOCEoOU+BHj5+UDzU0Yufk2uOq4/QVDizr00P6jKiNRz8kTTVVsaVry5FJSSQJV6CjB2FhbjYef0H3BqNKnZKYkGaUuRRTQKND+o6CNxqFjRDR4khZSMEQ+FASqdFISiY4TBVPUSZHkBjtuuxU+/HSKCORoHSlBR3IKVVUkUJBGy6XjOGXK5yJ5pszyKZCjY7vF5ptjy01G6/u+pUZ8fvblVAwZPkIwAqlN+NEH7oMupSX47fuvUbW8WoxzwNEnCI8MSpASnnv1/3DEgfsKHzhaBzpPKNlI+4UCUqraqv1F09B3Yrj99NOPSGcyevLLRafDooa4oM+7WDkIS9ycHtzSHwVt1JVK35cxQ9pJoKCYgmGSJqggmIIfam2ukn9UCaV4ihJuHi0nJNAaSRCoAurzCQabkCSkKUDzIpXRg0JKZml/o0RK9xK3crkCrA6avUvbX20g+R49vyhu4mzllYmfyBeVfKMoScFB7CcqKFEShmIDMlwnH9FVCW8g9D/HT3nRqMECJ5Y4PctnzZoluiPSfiHQc50Y5zSOFs5HLtaEQw8/HG++877YPip6UWxC3fDIPoOKeSQBVNMSo4zHTxTvLJg3B8uWLcWjjz5ui58o9qEkFffJoviDhlNCkRJXZK1Aw2gcSsCpY0EJJGLZUfGSYjqK5Xbcflth4UD3rSuuuEJsBw2nQrGajhhrBFp/ih9Jkkh2FNStccstthDTjt9tN2N9PIkWNDQ24qeff8HYcZuKOLJLWSnG77yjmP+cP2agTjZNGjpytPD+om0kPPvSKzji4ANFvEpJMYr7qKhJ8RdtD8V2an9R0ou+U/w4Z9aqk8266HhY3tFZ8x0QKsmnmPfEmic0xvUkpUpWUqJJeYop3zVi7VP+UCWtKF6ifCR5yxKoQOkJEIMtKe61aWqGRc2u0oDX60GGOr3LrqB/h12md2jvaHy0DoLVJVF046eOm/ziRvV/BWLbcE8qekhTMob+eAJrZUBmnsR4ogQJr0wSA4mCNap2UhBEkoC2JpwrC40MzFkFSTEQqHtMThq1NjCTbs5GKAzq4+Z7mAkhVTzJMJ8MJvOjuPs/t+KmW28TFHyF0aM2wFuvv4r6ujqcde6/REX3lOOPRVFBITypOqC1HhcfvieG9a7Afa9NtlD1S/OjOHO3zdCvRzdc+sTrON4haD3/9BNxw3/uwoOPPSk8Hcj7Q3UWokCLPCE4iJ210667YfasWRZGWu++/XDLfQ+jS5dy3HDFJaKSqdCroivu/feFOHZUD7y15TBc8vhrOEDKUFX19ZIzT8RhEy4VXm+DBvTH4fvugYblS/Hgo4+LZV59yQUo9SWBJr1roTKNV8yXow/YAzc/8IRIDl5w2vGC8UXwpVrQvUiv3lx17mk44ewLcdNNN+GwQw/Bfrtujw8+/BgX/Os8g+3Vr19fvPrc09hs3Fj8Mv0nsT5tcd5R+yOoZfXW1w5VcDLyNY+xzsZJLzPlJ5m6Kts01C7bmCZisrx8vQbbjFKN8qPHPBd55SYhqyu8UqZ8Bzj7KsjMhRULjD/KLMb8ssrpj5uNEkqZYWZ9Qj602TnPi+EhuZ84W0w98Pl1ws1XFeNrHuvGRz5YKwIZnBJ6MS8nXsVUVTte+eSMrLyEFxX5QcFMUhWtBgfmF69WKt8DzqLiDAW163mcwI+NSvrwear15JVPtY/FdkZLbeeFhxnsGpVo3ujAoSLHb7PqvDCmbWOq2pwyO2Q6mbum5DnSysx2a4wgzjyXohYTfX1eQZZIFo0EBHSGGaEgILczTeeQD56UhnohD8jpTDZNE1XFkF/33KD9F/L50JxMi9bwwvQ2oHfTJHYXHVvaDjoOFCzS8RbrLrex7TmikqGq0xaBmh6Y2+RFTHblcuHin4JiGEoQrAzI4qF///7Gv4khREmftsytlQExhihpwZM7BEoEUTMbip+oOEnMKOUv+nchWF9pj40NQ5bWipnDm0ioZ4G6NgkRzbwmNdFwhboBerHxqBE47+yz8MAD94tim8LOO2yHJx59GJPefRc33HiziCWuu+oKvbsyPUcTrZh4xzV4aJMN8cjzr+Ggl14yph3ctxfuuOQs1Da34qYHnsKzzz5r2R4q0N13+y04+viT8O1334t4lmSGlHQjqEY+HCUlpdht/O549913RUGQd4d85Y23MXfOHNxxy02Wc2DUiGF4beJj2HPT4bj36ZdwzV2PCsaV2IUeDy6YcBr22m0XHH7SmYLlttm4TXDckYfio8nvi+NaUJCPR++/z2xqxBlT6TjyQz4ctM+egjEYDodw103XicQXIezVEC7VGeA3XXMlLvv3deJl+eqrrsT+e+yGZyY+i0suvgi7yYQaNU4gqwvaz/sfcpgtfqLh991wBTTJeHeCJuVnljiPN2RiDGd2MNj0AbvhPPuuhmuSCU1Isgdt0uF9Xj3mLM0X2LM3Z2M00iLZ65ncDp+MBwl50pOTm43zOE4ticdMnCSlxuR1OhWz8D42VpZ5xvYMp26KCup5my/fVwhhB+ZXnDH0ybBeX0/9syjstzDY1Dw5Q0gkaNqwwHgoreIKPp+/klJ6/2Jcvp8jsvkP3Tv+LnjMw6EIdBpbkVZNFvQyKzaUV13f9d+xQqWCYmQZ8TU1kFdfmFqAr6feDCMoTm6fxw8tQ/FSFj7RRV5nmwllFLHO/NSFNI08vw/Ncb1ZQDxFsZYXaepsL8ejZaqrmKwxOJur7XaqbqFNTCbZdj+2ODRpcOGiPWg5ftV0ABDFmqRqKwOqWJGsjkDGnZR4ocCNaOIEqn6R/xdRwEmy1x7I14KWSYwhqja1xwz7p6CKFrGUqubPRmHUnvzSqKuafBDWJPSbCL0Ik9k1GUk3J1Lolh8SL2DPPHyv6DZJCb6zTz1JT/LRg1MeRtKbL1tejcamJnQvL0N+Xp4heROHOp00knu+Oj2hkpz3m7FOyxfOQ3VjCwrCQXQtytfXhTrDUVY/l4Ov5wB9xK76J81r9yNPhj8UEdVECvBon1Nwpny6VEKDHsw0P/qj+2tdbQ1qa2qQV1KKgsIiS8IykGwWFU5isPVJV4rfkjO+MbajXgsKc/6eXUoRHjhKDM9Eywx5KnWqE+PKLnxim1kypm3yS0wvHwFiXEVtZxR6errS/NN55cY+JJkqDausXCKo9XTueFL6MsW6kG+SmrxJNxtHqylhVE9sb74pEeR0eyP5tXjO/5T8yuR3NYbl5IM7wZJfXB5ndP/+q+QXly1yCaSx7kzGpfa97BQjBv1F8ovTw1XQuCqTX0q+xwODLnl6omrDbvn/KPlF1TQK3kjSp8ZtkBW2f5r8Ko34bcGAMrsnVMnvfJ5DZLfKoWXmuVQWNoPpYq+k6LPz39NaZ3w3WrfLJJlYfrSLje7+V8kv3kWxmd0HzP1l7rtqmRhS+0v8/hfJrwElYVvyi1hg5neV/DJ/V+dQIztuTWw91HFQ89FkwKj8M6jaSf4a5LeTymaFPJOCNmKp9S6KYNqSRgwqiwo/sNIo+XSkEEtmRLBI5rrtJ7+acO6OowSDhkyp11UYz7u3HkZBNLJq593SivI9T17n99HqwqOPPioY1SsDkruRHyeBOjqTDxMVAcmji0DPb2JpEzN7RSB2EjHjyc+Jkm+UQFst59OieSiIMPmZaswRiiIruzc3pfUXK2J0UqK5IBwQSTd6AaNGR5tuvCGm//gjzp5wlpC/kSm7Rp3YKJlC7IVUEosrK5FIJNGze4XwPlNdbkmyqWXSunF1rM5236Tn/bLFi9HQ3IIuxUUoKZLnJ7EmpMdWLlhg2BGoWKj3sA1x6GGHCc9T6uhI7DjyGlMxq7pf0oeahqRQpFRoaW5CWXkFom26mbfWLUd9QwN653tQII3jvbLwR+tSWdcspE4V/YcYFh9Zf0RneVCcIwtktD/UMuFUEGHP+CwJ7NS4bY6RMQ69LIfyjfiJYi4aRjF4OOhH94oKQ9oq4lXJ6NPieswk4lGHbtfcKoIXdIw4j3Un/6vkl7Jo4LYNvPO1SrRm2kl+5VY2+cXf3Z2SX6zbnhE/cXnmXyS/DCaP9lfJr9xKJ7/U89hSiGPbrmKZ7vmBlU5+qe6EahA1yyFPKwXVIfmfJL+4JJPnjFRsyGNHnvxS3cUV6YDbOoh19GTscto2He/bnjfpgH6Ntkd2MpJfbJg6tvy48jhQ7bv2fleWHE7JL56g5CV41RHUnvySv8t9r4rkbY+nQoAdI3p/oPnR+tL5KGYt2GKUtEqLa5+6exZH/FjaFBf2GLRNKuZqTaTFflth8qu5CXuPGbBOxwarM3YS83fjp47L/CLdPxnKrwxUcoW8o8jrilokkx/U3wElWCjYI6o5JWxWdeKLoAIfMrGjO7RHmCDG4SW5Y7xFSHCyOU0EBBqFA8JbTG/N25RIyRuE/jC48667BXX8hBNPwtmnnCB+01j7ZAoOupV3EX/8JVT9JtZhBSjJi4i/tlBBjcGKY/MZv/NOOP/SK4S0j4LFe26/VfinKRiTtIkKiktKxZ/TjbOwqEj8iWVXWYNvWo/Swnzx57SOFr+Dv+EvsjLjWvYBG9a9ew8EiFaygnGpsYEwwOTJLxedDu1V9lysm8i1CTSVuT95kdF9moKyeXX6C9VPlfq1TclPisnplhf0ehAM64wySmpSJ1CSb47uUYjvFzdgUGkUlU1xI+BWzwsXLv4uyPJhZeMnxfoieRtJzyj5pRJfKwsqFhJjiRI15Hm1qhNflvhJJmQ8gTCyyZhudJ+M6+bANA49/+XLIyWH6GptjCcR9XtF/PTQ/ffgNIqdTjgRE848Xe9yK17IVVJHT/z06tHDcT1EfJZrP0YQsVeXUvHnNK1YhFP8tNsuogkA/dF+fPWlF4QdhDGtKmzm2ixLJMe6WfyZFMq7dhV/geZljuvSvavOvssyb1tb4mo1xE9inDbj0TDy3CVPt/biVXGMqQhLTVdYccRF54MbPXVO6F039T8CJbdUTEWJL8LSxrjR5Vz5xxEjMOX1oCTkR7whg56FYdEwqVdRGIsbYigOB9AQTxlJUDd+crFOJr/oga5kcysLqk5SpYx8ApSRJkF5IBAbjLrdtDVwJYNy8qOiqhMFbltvvfUqq76SSTtlcckjwjB8peoiVb6IJUMMIqpW+kOiMpnR/EL/3ODAhBCT5vRKiiZN8OnT27DEwuTRf2BVFlkl4madOcmIImTy9QDI3yNpM7o2DK8pOImaWfRcSQ+LkTrhzFNOxK477SCSkIO7lyIUCkKrNplKhYoazNeNr1M431ax8zbq20ZI/Pyl+GyaZc7T659rzl+un8b3A/QEHjfI5SwXY9mces4pzKryaZELBizGloQgkrYqKGdBcbp9rrVB3wc8+JOBfabJrCQjq/uQEdI1lfpnlW5QLr7HzWX6o2HbDd8bYslLWTlV3mZiPeQ+CTA2GLfaVslInpNkJBWD4cMKP/DJ84oz6Xi11ZPQh+dYcK2lTAPRYFSvcjcyzQAP9o1KHqsiqlnxqpeq6BFm17baWFJOpvNUaTSW4xC/qwe0WKc2jCJCHmMieQtCwui8azRgjEsP8rbXc530YuCyRfWwb8u6U4vnSTXO8iLZSVuD9TIp3+RMOV4RbJRmpvmMfWdhfknpCL9+fBn9XPKy6zjDTFFVETXHukGy3WTcB3i1lSOT05M/PBle3Zq10N7F8llFcUGDWidn0181bjFrKlAo9xM/Vzh7zxiPteFW0xDIPJbQtyiC+hiZ3dO/9GtuofQoI/eLWIr+9PWbWaX7+NQyw3s6L+jcWlAfQ1HYh6jcfjKEJkkUJRKoCkg+OuTFtK5B83rF36qep4v2QQVA+vs7IK9PqpaTVI3HXuQlRUVBGkZsc/Kx5Pj1119FsoyauRCLjBIYqzV+SqegBbyCza2p+MnrRypN0htiJgH17L5a3apPlwhZJeAkmfM2VBr3OM5AVswaK+PbZzcz5w1k2LPXo6bn07B55UKS+RUwk4QP3HMXTj/lZAQ9OQzs11dc+2DP67C63/L4ic+T/Avb/K4l9CS8r3GpM2Nc3os95azBkmy6pM9Kzouz5Zmc0GnfGGx5Hkdx6aCyW2Dz5M8SwzBcGdJzQ/FcFrl4c7t+jJrsRCy+y+56+ndpx8DiK8Hyk4oLYzw4MApZnGfZDpks9cpj2RZOlgNeB+YXZwB51TI5k4ix6jRmrK6QVVLIQIGNJcXBYxqrZYH+nRLFCmqJ3LNUsb34/Hn8Q0xop/mb22k/aHw89V09wikeI69OY/qsvZkRZx2Z27nitJklLpAL4+vB2fYqxrVKIRlDLqdvf5C9xxjxP2fxMXmuN5e2x0+Mc6XOF75lavm8+Y7GQhWnTeb7m5jpbYfJPh8Wxp8FcjiftVU6q9nmyWNkhaTDMVbTEgrDAWHer0MdW/O8UkVGxT6kYiMpO+pk9/HZtS3iHSE/mxUdMbWAp9PET6sjdlLzddFBk1//NGHmVO0MBvWHOV0A5KXAUV9fLwI3Spy9+eabgra/Ktdn9OjRgkVGHQTpkwxRRZDUho3Fq1/8IbSugXy2CFqMdSJ0YYUvIBJ0ubidHu2i8yCe0lkHLjo3uITxn0AFjNUtSZG4VNVPMsKmxAM176DCzIok+y5c/K+gWMUpfiI5HL0gk6k6Jbg4qAEOGbiTJyolvijOWd3xE0kUBdq+TEvGVwdz8Fhp0D4eNXID4QnrYgX7yR/SzwGWjHHR+UAdB110fpiJr38GlW9TCdmY9Ht04ycX603yi7raOLHFqNMNsb/I+4u/QFA1k9o5E1vsjTfeEEHcqgS1ZFZtpwlUwVwRKGhblxNfLlYS6RRymhvgdnZQIqPmL4z1Xaz7IH848vVa1aCizLrqWWGBg8RplczTxSrFiBEjxF9bEBue2NxtY6t58+aJmIkKdpT4+qcNgFZV/OTKXNYP5AQTyxXFdXaQz7HqUuii86Ig7Ecj83ZbVegU8dPqiJ3UfF10nuTX3wV1NaLW0+QZNnnyZPHHcemll66WiycbykMqovtYtTXJ9Hs8iLWpaL302AN48fEHLKaVyyp1D4fFlcvQd3PZclrTMOH0U3H2GadZKONkLEpIM2NOi6VDnpSdMWNNj2QlaSWm50RWjcckArwTjpdR9LV6XaaXbWAyOym9E34Najl55n7wFUqPjBAzFeW+WHK6LNs/vhCTIzpJGKWsgFPwvayLojmN1dDe3BDlzWHuOyVV4F5qXCqmvluOQYu5HSRt1KJFyNUtt1HwczFz3bLNJnuuebE+brymwSZ1JIS76PuR741cMt82r9xyUzbp6TVEX8+QKffwakzmKgPMNNtOi8Gp/AxyX9sWfdt9UoqrtlchLbdPY8b8YGbqTsadvJDvk1xtTj13oldxOaCxHuw649R4ZXhP3fsUVBWpkiU1nIxWOV2+TBrSGwapuSx6F5jDklmfTTo3l5nw10gGEd82Ll/IZFM2WSQHUb5tUgTNTkfn+1ZR1vOkPLKttEIdO403X/DJc5TJYzxBc3plhM/p8JzmHpZ8/RzzzeHrZHSKYjJUJUWItDGHN5apOmpaOlLxfZezSEMJZKraFkqayqfh5wVvejCoRN8nkUTKMMVvSUrTXd69kkkelLl9iWyoQOgmu4Cqebb4O1nFe3W063Zbda917LHHHqKwSJ0dqcMfBzHEqPHN6gA90zNMosjvHZSIS7VhjDz7yH0iftJ5YUDVUv3ZtHjpMvTbZHtzRBE/nYazyQdMSslU9+220iTD14r9zhln6nmuTPL19ebfI/auyNImQUvo0uj2OhZy1UCONY5RZu9caqkkeznZCKDtd80n72ftdTRUMjz+hsDliI6SUIfElMM8LT8ziwhDNmaRWqZM+SI9d2gRXH4p9wnv/phlsVRGxl+5VtOOwbD0CEcdYz9Nykh5HMftK1QTmBxbTw+TaxmrxkMVuWu4OkyqtPRlSRN+D+uGzeWbhlSUy0QNA3X+XLcv3yKN4+pNB6ak0SWRN1Vlx9UpBuHm8yqG4bJEq1edbTUMU3rD0iKbtTTnUXYNvJNyI/OHc+p+qLocZrJW0/X2tre9beNz5opStc8DzPJCyR35cbM0X0h5bdYzHq+TbQRvKCTtPjROjmDSWbntfDt4zEXvlTqytmFqH7WNNy0xtm0+zjG2kleK6eVXfg4pq4g8dtInRAdIJaFU6+zM3lXbx5etbClU/B3KdKJ0xuqIndR8XQh0orPFDvIAIwP9tpJHCt7Iw6I9tDX9XBNom/gibD1uDK44+0fbcGoVTp1+OH74bupqXT8XqwD0VPiHN58/q+vx5m/zUBYNYcvBfTCoS7El6HDRcUCdxbK8U5OLTomiSAD1/6P00YWLjorTTjsNdXXMi1KCukkSI8wJkciq71D1V6AXwAxLfqwofnKKnQg/fPftal1HF6sAlOhySKC56FwIBXxG91YXnROUUA37fYil3Dh5XUA6nRYMa/IFbQ/koe6UUKcmeHltuhF3BHTqJ8nOO+8s/tri8MMPXyvrQxVEnq/g1ZG8kF90JCoMmpntH3+ajgmnnSy+q8mWVi4RwVvXrl0tHYGoW9N22+9oMSFXy2LekVYmiKxWBYp6GcN8+TrLK+U1K4stzKA6J9/1pFe4Pg1jjOTiegUrU2Maraaq9WAz2WhW+YJF5sXgK9GX6S3WDfjbQlXyUq0mWya/tzmup6hM/51VhRPQqwG+IDOk5BemWmcHI1OL+WraZG5pkiXGq4waY5Nl65mhrBNo+YlWJObPMqeX5ZFkk7lvWpaarLk3PpuOx3+bg2nVdYh6vYhns8i8/w26hkO4bswG2HlrXa4S7WayqMIswUYdkghexa7jYJXLAKvIpI0qjjPTyDiHmPOmquByphtn/6lqq4cd44ysXBIaE1mb0aq1AuVv11CVn9O8AlYuWTaq/TahjjGEVBtoJ8SY2WacM6rkrvGyYbzSlk/7MZdBIGdW/7yySu+X7bH19YSt6sbbe3MoI3teueQsL6d9skzKLrmROzdwL5DfCwKMpcWYeKqqrBiU4rtkfCn2QntsMl6ItRxCaXickU07bG255XkXlFVCvp38WPEqpDLGdWL06d8z7bL/oqxqy6dR5vp8WDM7L8k8n+ZQ1OwzO0DKKio/Z/kxos5EbVHKGGhU0Uw5VFTXZWger/hb1fN0sWbQ1uBe4Zxzzlkrh4Czzfm9g67FYMCHeDKNPMYK/Wn6dJwt46cVxU5m/LSDwZzht1S+VPV7lrFX/SzuUIyvDKNMcYa/mkGALcAjn8OWuEIatYvtbm22MOjF76ypjUd+z/kjtlhGlwrCNr0nv8jCGtO/m7GSUgt4yXy/7X5or7CjWFiWOIuzYCSbjMdZFnbVX1hC0HSZNHKNZlyhkGXbZmHbS5Y9H6bJmNBXWmEOSyVt26lxVhtj2hnTcON+ZeZveamyxxeWl0PO8JH7wWLcz+Nq1UiBP49lPMqfwVbmvNHz3FxPh0eMxQxdnpb8OlKsHUJMPk//yqWFx2Q8PjIW72A+H1am7tkMfNIcXowqtz3RTlMbxWDiDWwUW42b2HvZQqmDYNuGPBxxg8WeddwOZQDPe/d4VczEWZm8MYVifDG2l5WpJ+Mnth5eJwalA9OPu8zyQ6zWWTQEUfNU28HX3cJYl+vBjiHfDwp+FsTy88Ew2Wf5SxW/+Tx+I25rSqSMWJHHZ+b8GctLxsB5bNvVealWozNxAVZH7KTmu7KoqanBE088gYkTJwqPT0JFRQXOOOMMYSXVNhFGTQWpeV9bf1Dy63zgAV3B1pHQqZNf6xIo8dUWJ5x2pvjjD4ZNNtAlaxS8zZ75uz6iWw1bR5CDVuic4HPC89P+wMWff4+NuxTj38OHYpuyMhGozMzE8OjMuTjty+/xbJ9SbNrbNcTuSPD7fJT/ctGJQQEkyU2bEm7l0oWLtQl6HaLEV1uceNqZ4k+9qI4dYcZOM2f9aXRfc+OndQT04sYSdC46J6hTX8ZtatCp4fN4xF+St5R30aHwxBNP4LrrrhPNcI499liR7HrllVdw9NFH49tvv8Xzzz9vm+aYY47Bgw8+iHUBnavUvA4jErD70LjoZMjlkF2+YKVG/XzOYlz2zlc4eEBvPLb9ptipvBwBjwdhrxfjupTivs3HYHRpMU757yeYV7diQ2AXaxaptJsQ6eygyjL3FnPhAKpWe1bxXxv2jwsXhLAbP3V+ECsqbvqiuei8EisXnR+cHehiDcROfzN+6tevn0hykf1BOBwW3Z8POeQQYXvwwgsvYO7cuev0YXOZX2sQXmQNOm1bEF2Q5EuqSkmIsnxYUErMFKWcPrWUTotO+E35WDOTOal3M2UqKJbDZY/yO2diZ3OSYizNG9tCmVH7sowmzgzvM1KimGGSt4a5ugl+ikn7/PkmRT/aqm9HiFG+ORL1kvbPqgSKus5pxmmPScNsSWRs1NwIN3jP2s3rOZ0/5w/bpQiSwu+JNThLJZWRKuMAc6kBfff2GArv4tnGsGR9o83QfvrPc3DqO19gi+5lOCHcBdW/VWN5pd2s/+RsGa7zxXHMs+/hrdP2R2FIlzBojC4cVsa2bDu8cphHbiMhwCqqOfk7V2Hxs1ZJNrhZrTJqTbPjzuGRssssOwaqeQIh05SyyeA47VrR7Tn13InCr8xTCRVS9silaD3zze1UUrUG1lmoUTJ5+HXC6fQhtVDeJ4FLZDSSQHiRZQ0E4pIbz+Uv/DagqPlO1G99uF3uxyVzavuqWIfJqmb79cuN+f3F+rFPMpPQTEGF43ndVgrDzVF55S7nQKHn+74hKSWCaed92yyvWW6eqra5jBnzl0e5bCBnkzdwo3q1T5WUUayfPGD8/OGySWWqupQ1JeDdeKtbk8Kcl4z31fo3yPOmSW4DoYVVr1VTAr4dFfmm5Kgg6IWWdCV9Lly0B62NrEuB4ibyCKJPdvs3ZDEqdjJtIHLwJRoNxlfKb94DY/LeZjEmZzGEup1xqVjM8q6u7uXMaJ79GpTz8jLLAMNMncnolH2EGCyfqRbZIzN116K6p603375vMmwaJ/lLlkuwuFRT7mcuzw/IOEtT2n+xUg7f+bCsk5WE3bBefFWSHB5Tqf1Iw7x+aJFC5FrMhkBqn1hM7lkMkqjSrSjiNfYCYSEzHveyZ2vO67VJhLQQWyf1fGP7zse+K6dvp9dM/pzRMgmbzJVLHTkMywEmbVX2A5k4O9fYeanWmJ+r7DHo2DdTxVeG+XwbqAYvfJ48icGtXJx+V89cHiO0tVgW8ROfXp6Lltgw5yCPY7GEijv4enKRlnon4u8+qmEPQT3X+Xpys3WPTCLwbTPiWYfYSayLPCPU9ujrB9s683NEHc8YlxBa4sicbZ4W2aRc5TA7v03JtbNJvidtlzJapLGqFxiXocqGVOK7lFi2Mj+vrDLZl+tO49O7sIrPDPsI1rSEW12o48AbHyk1lIr5053MNmJt44ADDnAcTj7qBGp6QwmytmhtbRXnbVv5Y0eDe7Z0EJB5+cpIliecfgp++Haq+HSx7iEz197AoC1en71IvPTftvUYy8O3LfI8Xty71caoiiVw/xfTV/GauvinIGNIF50b0aCvnb5ELtr6VqzqPxcu2sLbTidcjglnnenGTusyMinkmqrX9lq4WM1w46fOj6DX49hV0sXqjZ3+1/gpl8vh1VdfFdLkYcOGOUolS0tLRZNBshe45JJLEIv9hZfjWoLL/FqDoFa4PETjFUXhN07ZcWYAqiplBE9M77p07klHic8dxw5HTraGTnrMalAzc2BUDAuNFdo4VLadMy2UlIdn3ZXZIKFEfve01jlWKVXVrXGeaXhfNXMRPltchc8XVuG76joMLy7AeZttgN4F0hw2rm9noo61+mbBbKyqzsIAI2RbzWWqCq4Tq42zbfg2BaRBKa9eeGV1jVdowdlNiuFmaTluTuOJFOjDms3KZLapzmK+6h++BVKVC83fZXUkw6okvyyvw4alRQimgfqkPZESZudNedaHQ/v0xBNTZ+DwAT1RHg1bGHbKPD9cutgYFu2vDwsONm+EvP1ySFawgszE1UKXzaZs7b9zzQ226jQ32deiusFulpml8ypngTRPbGGm7Py8VFV8JyNi1s3aYmpaIJtHGEaqbarwirS0vNXcDwsaJJuSsZu4obyq/nEWFgddfl6vVRLXmpLVO3Zt8t/VeVkQMplZ+UGvJVAgFIfZ78ysXTHYOFRgwc9vJ9SxqnEsbY5bKJdvmVzOk+9DPn/TgJqZ7jq05XbqCMNZmhE/Y6jJ/czN47vnm+dqM6v2tp1GLFMuizdSUIysFlYG5+b2TXLcPHbfC7P9TSwvYrxVtSSMY6c+OdOUQ61/r0KTETiw2Pyel6xHo8eV9Lhw0S4ySUsnbsXyojiK7jni02KmLplGsSbxee4JR4jn2A6bbqTHWfLekPLaDcM5uyLB7otO4GbTThY2/Pnh9UvWtGTt6xOlbSb3nL2kvnPzek84aosTcwk7aygXb3GM03IO3TEtz0aDOcO3U26DRTrD2DDyK3vcWthsHtUciDNjLKbyAdu+UccwF2sW42pFXQEWUxn0FL49nHnvUIjyyHu5hZXPY1ipQLCY5MvGQWL7ynSGdIbtB35e+mSMQ55G5gge2/4AO56G0T1n/3HjdMnM5wbqalzFKm4b76rHrIVlxfeDHM6TEOrx5edMam5s7hAD8IZY6izh14GFYS2XyfeXOW9zvfj1p7aJs6xylmsuZ2NmhRziRb4d6ppsj22/slBMUUIqu2LWnBOs8ZX84Kskf2+nTwKbD9s2hxiZs8nyZHMrK4uWMxvtCRL+7qTich6fW3+XsRA7/1VcpJhddB5ZFUeKacriSXaMjdiQ3VzKpTQqmNLjpoDmzJp0YUdjo5UJGwwGxd9f4Y477sB3330nDO/LyvRGcwpHHXUUTj/9dIwYMUIkvJ555hmce+65mDp1KiZPnux4za9NuMyvDoT2XgrXdfxryjScN2Uafqytx7guJfihug57vPoh3pxtJoHWF6RmfveX4/xe34RhRbqUYWVwRJ9eIkFy1efTMHXJcsyvbxKU4856PnV0dKxbvIvVgf6l0RWyMl3It2GqNK7SPzdkceFivUQ2jVy9WVR14cLFuolSZl3hYk3FTmb81KtXLxQWFhp/ZGr/V3jjjTdw0UUXYezYsbjllltsv1NHx5EjR8Lj8QjJ46mnnorLL78cH330Ed5+++0Od5hd5lcHAp007cjF12kcPqQvThg+ACPy9ITOeekMbvr1D1z2+Y+oiSVx0tYbWjwXOBLpDH5fXofeRflm2991GL5+o5D8ecoKxxEeJn8jb5Xv9+OG7TbG+R9+i4/m6f5qBHo5zw8F0L+kAFsO6YOtBvXCdoN7/y+r72IlwL3KXHRO/LqsyVJpduEAZbK6KuEmv1y0A1FZdm+9nRgatMKuyC2fv7ZXxMVqhFu07fxY2hi3MiNdrP7YSc0XwMKFC1FQoCuVCH/F+vrggw9w8MEHC1bXe++9JwzwVwa77babSIAR+2vPPfdER4Kb/FqDiGtBi+kip3BqZKKuafBwmrZFXheyyeyU4WUyYaftcyPvdjz2DYoz/z3lwNsPMN5ykZSSeRpMg/YXXn4ND/z3fWy+wWBcNG6gCEIXff6H8fugelpQFrGESS2/cvRwFHi8uHnqL/hg3mIcPKQP4okM6hIJLG2NY2lzDItaYpjf1IJ0Loe+eVG8cco+hqm7v6KXuR/80tjcYRu5ESQcKN+cuhtixyOUk1pRno1UMkAuTeWG+HJ4htHlOZ0+trQa3uQ0aEzi6JFmuz65XYSukTCWxuNC+lnQ084ASzSaOtbWan3+Y4pDeGerzbEsnkBlQytqU0m0ZjKoa01gdnMrnpsyHfd89B22KyvDfcePR34wgDImdQwEzOVnFR2f3XwNWj4Dl2lk5X7wRMz19RSYssdsKN8mc0h7TVq/V+7n0rDzLUnlGfjRVPRqfs5zMo6itnO6O6d/K3NWbpJfKGWXmYA5z27SOL/t/NuuB6E+nkFeyI/mpN0UnlPDeeKkQMrrytl1xmV+Su5YFPI6Sg3irVmbBLGbNFM3DPrbSPLUupB5u9M6qU3qEjGPRwD6eZtjBtF8dyivWy4lcLomA1nn7XSSKiiDU35t8pyTMmrlhvd8O9T9jEu3FRpZowOO8oKgZX309fRYZI9jexbh4z+rbTLWItZUoAurbg4q1WUzfYuYyX0965aTTcPT7MoeXbhoD0ktAPOJYVoT6I1X6HubZ718pvCYCeyZp2KqDLuXqvDHGjfYY4j2JBxOL+58XGVZoDEfFE3aV2TrzftJijXFURYPHtbR0jCHFyNIk/4WXd6p/yNjkzd6i8vNZYbzbM9jJ/A6jiE7Y/dffq9Xz1sfM/O3xLCG5I130uHm9lL+yeIrkrqK0Vr1bcvR8rjEUcYoGjuuPG4JOjDolc1GhltnsHlmkzKOY3GaPxq2SUl9vQY5LtMxeePYDCBtP1eZcb71vJVnPrOiyKljx87VKO/48BcNaIzJHFbXKlVkqyG3kxug8/mr5zGfhssAnS4boylNOitiGJ9XszTSUbEKPxe5Q7IKIUI+c9+o3UDzcloPFTPy85evWp6MO/hyeFyiJuPNezyafUfy4+GT0VCOx9V8P8gFWMSISrrKhvJj48/Z97dlPeU/LNJrzT4Nv0ep4VxaarVz8NisO/g54Je6Sy57VOeFOq7dCkKYV8veH+T5xKfJZxYoaj8WyvdPQqhlmb7u8jryJNj9z8UKUVBQYEl+rQiffvop9tlnHwwZMgQffvghSkpKVnrvJpP6vZY8wjoaOt4arcfwBsLIMo+GdQGvv/sRLnvoeVx2zP6495V3sUu3PIzpw7rGtYOA14sLxwzHDj274qpvf8HFn+tG8IUBP8ojIXQNBbFxl2IcOqC3eIG9Zfrv+HDWQuw/ciDWZVAAml3KukU6oF9+FJ8tqcIbcxdhy0ghwrL70F8h5PWiTzSC7qwVYVJ2AAyXhPFpdQ2u//0PnPTSZDxz+G7/45a4aA8tCeekiovOg28Xmb5+Lpyheb3ib1ViVc/PReeA5vEIM1+jcOOiU4KSdrkm19uns4KSIEnW8c9F52V+uVizsZOa79/BV199JRhbAwcOFIkvMrN3AiX8nQpCL774ovjcbrvt0NHgJr86EDKJ1nXOL+ieJ57FE5edji1HDcWUn37Hpf/9GNMXVWHT4mJcO2o4In+R8R1bXopJ+2+PxmQKUXjMyhIzoz73i2koDwWx25A+WNeRS/11cD5h1BBUxxO4YurPiHi92LVbOXb1F6FfcOWopk6gG9N2XcpQ6Pfh7Ok/4+r3vsJDW2zyj+fnon3kBf1oaodV5KJzYJM2zC8XLlysPRDDycnE3UUng2wO4KJzgpj59A5AdicuOieIBFYaDWJhfcfsAuhCx48//ojx48ejvLwcL730khhWXW3GvMQcC8hGZXfddRdmzJiBQw45RCTK6uvrheH9Pffcg6OPPhrbbLMNOhrc5NcaRKKNBE+n66sjEYA3EEKGutqo3xn1V1Gg04E8syuZlFbFGPW2Lma+dFe3yq58LKPGu8TlSykQlwk5MbZV5zexTgl9/XJVuu9CbU01xhV5MOObL/HmZ1Nx/RajsNEWG+G0Vz7HrV/OwFF5XTGzWU/45LHljBlsrmdhn0KQgDOTSkE98jJy215btAQfV1bhrl02Q89RJuvLV9HP+J716/JPTvhWcq84E15xRWeLlApwOnAeoyh7VLcl3tFHdivSWsxuQ1lJxyek5DTZGOuwxDoKhbuXw5MfRA7WLhkELzsug0fE8MKI3lhY34SXps3Ei7/MxmstlRhTXoyLxo5Ar1bzHGit0c+h5krzvKmuMs+rhfJ86LpY/52mvGjEEFz//e8Y+9SrOHhjvV1tEeuw5+3Sw9Y9KlO/3NwPUtqoBUJ2mQWXR/LEp9zfSvoglpMzA9l8KaXL96Ydu50qpOSxJjQkMrZzltOvw5J+zenuXnY+JOWonNqeJ891LlHkNHMlf+PL4fRv6v4Ta7a2V7V21dFRxuRxfk/QJmvkUk0l7+GSTXXtc+kiX6euUnJXxDpI1rOEXKvsksjXnUsQVVdX2RhIQJMUZg2sSxWTqASkRMUCS2cwHfmRYuO7j8l3WqX8iO8utRt490suJeD3vhXJE7jcw++wP/n3rlLmqqQPbUGzosCtLM+UqDTKDpE9C8xropzJZQfIzo5F/qxNrk3Q6Hg67Kt1GspkdVXP08V6CWKA82vbkMRJKZjXH0CWPW+NBz6TxHGpvZK9s1ug0TmXd5azSKw8DtIjtlJZKUPi4JJttc6eOJPoNNfqPy03OzI3z19irlNNg8UigVA82LR98OQX2bscymcnlzp6S7uZ6xkqtN2DOJRMie8H9ZU/z7gaSj2zPDz+4Z0G5bOCx738+WF0f7Z0RJSSpjy5jYEgNNjlOlwG6mVxQy6qjxvOM9cpK7txJxvNYRnZAZh3FU/UNznKHgt9flv84+3GYuiU3TLDsIjgskaH+z3vVsrlcU5Q44b5yejhLfTsicIMW77RqZCdv+qrOv5tYxH1LcaVpw5WE1yiyFePz8tYJ7kaFHPpcZfVLMFhNS3XlGKcWOI81bWSTcSZKSq5Fm/HMkN12ObTc3sLoxuqQ1dLHo9aO5/qI1s60rJj5FtRYpedK0HWMb1VSi35NWmJdeT6B9mKBOQwvj0capPbtcuRI7R3eqo4ku87hRw8Yj83JdKWeFPFoSr+JoTYuVIsY+MI68xrXEtqf3am+Gl1xE5qviuJN998U8gVGxoasNVWW9l+f+KJJ7DXXnuJ72eccYZIkN1+++347bffkM1mMWzYMDz11FM44ogj0BHhJr86EDI8cFtH8MjlZ1GohpZ4Ercfuwc2ly+BWwYL8G1SDx4acmnMzLQglPPACw3DfWbbaCf6ZH0yhTn1zSLx9W7lMhw8vB92G9ATnQGegjJkmuucs4xt0KsoH+duuSHO3Gwk3p72Bx7++U8c/d6XuHTwYOzc1Qxq/y7269MDP9bV44o3P8e2g3qja0H7x8PF3wM97wtCAdTHXPlNZwX5kpCfF08munDhYu0ik0quc8x5F38PWigPuaTLGOms8Hk9IrmSkMU5F50PlFj1ez1I8qqDiw6HK664QvytDPx+v0hyddRElxPc5NcaBJky84pK2hOxHgyfDznOBuNVIJntV2wXQm08Y2F4EaoY68SjMvwshV8SNpevMu95jN4RtpQqdORr5ou8r2qO+IzP+018jowAVV/PAqWmeoZCqPxFZ4R93NqAAd4IfmhuxcOJRWgmTpcsbJQk/CiZ7UVIZupHd9eZTHX5Ppz49hTMlxW5/KAfd+y5FY4/YHtRtQkMHGXujxKdnWQxU+eGmHIzPCwczrAR1GHIZwaKvobFdpYXPwZNeoU2VWkaVWcUQ4zYH7MWiM90nB0DVvbK790V2Tm/wBsOGSvokZVJP6silrCSSlqasx5WUYr9dh6Hf/33Y1w17XcsDmZxztjh0GR1pGG+abLfyJlI8ti3sBJV/fwGnJDfDV9V1+Li597DHTtsIsz1FYJF+valW8xkbLLJPC8D+fq5GO5mMti8haV2NliS74cWu+Fr0sHfjv/OKjnZoGSbsVEVUy9rkpss7D/DfDVrnr8eFjj7/QW2aqQT24ebnRuMKM1cz9qE+XtzKoumRNJS+VRfeaWMG3sWyGpXRYQxD6kBhvreJBmFUVNvH/Xn267jlMdcJ2V+z41j4+y8UMwvvp7qfiGGtzl/xHKUubCqbBMY20uT3zX+ctJQZe4Hmdz3lfc1hpWUmN1H/dKPIJZaMZuLNxNQ1Wu1PfrvGRsTtoExYlvl79zsVrFgxbbLxDQ30ef7LhrwoiWZMarDhO6S8cWrmfy8UaN6m3ST1vaaSHQquMwvF6sQxFDnxBFlDq4uYxE/pcxnlqbYxsosXNxb+D0wZ2F7cTYYZ4FwI2tl1q7YE+I7WykntkOQGcB7m/V7udZqegamly0Un5m6Khvbi1D/51L9d7buvEFO4TD9OeaJms8ELRS1Mb9QYH7PhQpsButO+KtkIm+G5FXPLP5MsLCf4nZj6oT5rFDbz9nj5OPG2W252iXwBEM2xpfGWOZexm5QDLgcY6Npfn2bAx4zdkvUmscjI+O3LGODZfzmOiXluJ7IckdGhabWj21HRi6fx0cGY08cr4i9AQFvfiVZcXx/wmMvsGkORdVswGStWdlTHnsMIH+3mKEzdpL67vUw1hu7WJzI0vz6UOws/prRKq85Mo9PZ7IgUtZflYb5MhWrqZDFgepc0zgLMWAWeYPynuBPc9amfTlZtibc5N+hL5gl9lTgxHSfw/7kMl6jeRbf31JpwxtrZcM6a5MQkSx6vj9YeGRcv3zdknJDOauTb5tihHFVAH+HVONaGWYOLEZ+r1a9MjR9Xek483dhv4yB+XZYmPmaPS52YjZ2GnQA5ldnh5v86kDIZDKON9B1CdSl8MkFC9GCDDbxFuCF5FLx/VB0RyH8qEYSr6ISb8VrcGC4izFdQzKF49/+Wtz87tx5Uwzt1RV9SwpEx7X2Oiuti/D1HYFczULgHxjzhvw+3HPwTujv9+G2qTNEYu8YJmX4Oyjw+XDJpiNxwaffY9tZC3DcsHXfT60jgJJOlBypj3XiB/P6Ds25a5ULFy7WHjpD/ORixdCo6NliJq1cdD7mF13DCafskgsXLlysIrjJrw4EPcnj0LJ7HcK81hg2KizExvVR+DQN43yF+DMZw1tYhjIEBPuKHm6j/aZvVTqbxaU//IKmZAqv7r8DehZEESwyf1/XQNLNebWN6FmUb2GHEFK/fQNfid3z6++cIydsOFhUZ+75/jeMGxvFsAJ7O++VwR79e+CrJctxyefT0JwfxpnbbeyYaMxmc1ja2CIqPd0L193jsiZA7aHjLmW/U4PYXZw15mJFHfhWbTpiVc/PReeBh84N9525UyNXNReaZMu76HygWNO9hDs3Aj4PYoyd72LNxE5qvi50uMmvNYhw8xIwBj5SwQKLrIbo9RF/QCRPCBqjxCaymk3e0yD9tXhnFC6BTEnadEnYb5NDEQqk5I/TkhUV2p8wZXS+2nnmevzytfis+ekPY9iynxYZ3zcO5wNhoKZAn34Ygihr8uObdAOqMkm05DLY29cFO/Y2WV+PLVqE72rq8PJpB2DUYF0GFenL5FA9daN7jcmlMnnm9DlJFfex99G0lAi0Z+qo6NeRNKPDM7mWoibnpDmqmOfi2eIzNn+uoxzw9x9n4qkZc/D+3CWojMVREQ7hzE1H4MChfY02s+ENN0euqRK5Vn3/BBWtnwV03gJGh/eax0Ehr0cZzu5Wgg8XV+GGmTPx/M5bALraVF8/VjVTTQZCjEIcr9Np/fVz63F+9z4oTALXT/oSv/y+ABeOHY6yknw0JpJ4+KsZ+LRyOeY3tSCRzYqk5f59e+Lq8Zsh6PPCw0z6w9IE3zCmbWt+LyWjPLXmCUdtDR24DMNixqtMjbm5akIeGy5N9XLuu8cmn+S/K4lvhklfYynNYpbfVuISTLfajHpDUj6paO7kZ6AxqUtAXrsRnzOlW8mOFcVd/N5YaXzP1utyEB+TiXap2ND43pLSbyq1TNpnUNflPaItjb2QGeErlLL7BDePNTdOshW59ILDycBXmgNz2SOXvXibTelIgaTwB4JBm6E9N3RtYfIfdQ9Un7wBAGFOlb5PqxpNqaZKXBWxpgOlzLxeoYkFaJyOT9Imouz3LjTlJMVy36l7LoFYq+YyYZcZcckD3cO45KUzQFsN1H2ap4v1EoFYLTxh8xpJy+YnSr5Dr81efg15pXk9jwvYrUvdI7lSTMnEuQwozK5jNXsuiebPJCXl8WVM+aWHNcjxNun38tSyBeY61ej3+lzGvN9Eu5kSd2V0n02Z94tweZHtOeotrbDZEChj+7ZyKSWF46brTN1p7BMn02seLwZyjMGu5I4OUkexnnFdspRt1GMBW1OdmqW2JkE8LhL/7jUM2fpK2+/8uW6xXlBgjbKV3FxjkkuAyR7lfubxjTdgzj8jrSi4TFU1/OGyymyLGbupTqTquPDxxLJkJ+8sO3+51A1qP3JZr4yJVPyrz8jhOz/GbIv9yoSfP8/VPNsxD1fDmaLfYpWiJHc8ZuKxjk9aUPB3G58vYjSiUePy+qG61HKsmQSv0SpjdC1jPuM1GWN4pH2JmJ7tu2hRL4vMWaw7bzAmLwCeo+H3Cb79bSXAPHTirx+G3JHLWRlUcwhL+dk4Dhl7YwgWM3ITfC+TAKt7HL+OVSzFYyougVRxIo9/+HsnJSjFMtmGBkP2HeLUNITuHWSGTruKS8TVvuMyU25Zk3VobKEkwOqcbO+cXSexOmInNV8XAp3obOkcUDfddQE1LXH8uswMZNpDD28Q+wfLcUywO84O9cZYnx6wVKWS+PfC2Xhk+iycOGoQtpaJr3UVr/+5EE/9OgcjSwpx6yaj0Dc/iss++R7NSTMpEfv5G+RizPPiH4ISLP/ZZxvMbmjGpPlmMPh3QUyvk/r1xTWbjcSkeUsw4ZPvRBDw6YKleOT3OSgLBTBh5GDcselG2KVnN7wybxFmLDeDeRdt9uc6dg27+PugLo48oHfhwkXHYN266NzILjKLri46J9zwqXMj36Hw6sLFmoab/OqI1P11ACSBO+eNT3HiS5MtbIe/QiqXxW+ZFty8eC5O+HMGZsSacdu2G+PsMUOxruPQoX1RHAyIKscO3btij14VNtZIaPCG8OTpDJf/FcO7lWLTrqV4Z4HZFv2f4oBBvfH4zpvip+o6XP/Fj9ilXw90j4SFkeV+/XqgOODH1OW12K5bF4xmVWkX9hcwbgTqouN0glv47Ueomf0LMtyw/x9gcWPcwqJz0Q7ovkfV2FX65yYdXbRzutF/7vnRqeGpGLASNvwu1lVQ6OQmsTs36hgz38WajJ3c+Imjk+ksOja06oXQCs3ER9KXb+kSR4/01lTW7F7kYbIvmWCKM6pqs+xGs5hJepY2sg598gWNJ1/4i7kans+Z0jGd1eNhpqKZ5WZyJbZQlzg+8953+GzOEty3xRgklrVCrYHqPlg+yNzObCSHl+csxE/1jZhT1ySSZUOKSnDmDhvjxC1GofsAvXOjv4cpa/RVmN9zxfrv6YKu5nrArB4kJdea03jVyylnaHApl6Jq5xBwlAV4WvX9kG0yWU7JyoU2qSPvCNSlrAiXbL0RLpw8FYcN6Yuc3BexeBLBHNBSWYN401Tk9ShBTnZCDBTrxyvHOhhxCn2ivtkmefBFTQ7/tv27486pM5Ap7o2ATJyqbi5i/nL7S1gbHn9U33dpJhVLNqcwIpKPi0cNw3U//oqxZcU4f5PhOP/T77HF6x+KccrCQfx7uzEIFedb5Bhi/aWUQHVXarvvlJQhFzf3nberTj0X8yrWjftzrDORo0SMdR5VdH3eAcYif0jr+zgXZPJKRo32ShlhAesC5JXL59dJkMk8clrAIrkhcMFcgcenS4vZ9AHZ5tTSBdFnl9mp9RVg0g/VqSrLaNDBrPl7UVDfZk4jVzR1TlcP5sxtD0maeUGIzZP50xmyF05dd0jqqQ6P+shpu/Q0j8k8osU2aYdFdiOTUsEQuybldZpg/QP4aqjta2Aj1DSb67SoVt/ni+bMx7cPXo5cJi06iHXbdHfsc+6/jfGKmOTTWDbb9ojsRkQYUZ6PRQ0xi/RJyZ1IDmxM7yA14HJtD5O5ksQlm3Yfxy5ctAdvc7Ulfkp7VbdGZRORseRGNRneehw6mYlrUQ6nmKvt/YTLhKzxk5Sos+Xw54Mmu3VrKWahwKRXqju0kviJdWpotHWGDpeb26ksILgEkNsLqK6BWsT8PSO7I6uujpau2LTvZN3b0sXNsm/QrtzR2tGS3cv9Yfu2s2darrnBJnW0yAVlDMTtEpQUNCttInKL/tDHU9YgSuLIJUJsnoaEki9HTqOkhmIYKzrnpPyNd8D2R1mXRimHVONZlsPA5Zeqa6VFksmXmZJyQPbs5IfAY0jmzOdcLqD7r+aC7BjwZ696znJZo0OHPEvcIfcTf64rSwq5IXIa8/cgi2U0GbNx9rulgbxcpyyL7eRlLOIPr8cjYi+PGki/S9GbZZ2cLALSzEZArR/vnMhiDV9OHx62dGT22OWCbNfxbvHqvYJLgNV9gh+3v1IBWKSt6jhxmw4pZ8y10wXdnA+XkbLO1XKd0mw9VGzLr3dey1OdrZtZTMXjSNUVnMseucWDE9SlRPeOonAA9bGk9V4tv/st91q7hDLL7mceJf9UXX3/t5qmi/UMbrTdgUCXd17Qj8Y480rqoPix5v/ZuwowSaqre6raZdxn1t13WWAXdydoggRJCD8aiJAQQpwkhCQkgRAhWPCEoMEluMPCsg6s+457u9X/3Vfvdd2e7lnXoc5+83Vvd3lXvbp17znndmFcSRH2r6lEe1fh7juJTAb3r12Lf61fj0qvB4cMr8fZk0Ziv0E1mDphOAYiJtWUi9dIKoXpVeUodrvwnVc/wj3HHwC6PTgrq6H7vEjL5Ne2Yu/aStEZZ1U8ijHMQ2trsT4SFUnYUq8b+9dVojs+WdzYRpcXY2RpEXzsxmqjP8NWI6eNs41dD19lA/a/7glE2zZg1Qt3oW3BO1u9LEp82dgMqGrj9sRA8vWwsV1BD2XkHcM9UG0MLGhF5abvlWH/xgMRaaUiscOnAQtKfNnYBbGTWq4NAftJdmeDVTxCyh2S2AoRM8veEi6c+CL5mZidPVSr6pzK1OdV7+SNhJvcB5mJZ6ncFGeHZb6qJfMNvTO8aiZT+G2RGCrcbsEeCrdbD4PFdbIaNaIElz77NlZ3h3DNqYfi+ycfhOCoydnpdG78qUyx3VaFyWDNANKS8dWdtra9i7OWCpQpVUWmRJqJ92W4aco8nA8GnGmk3rOKomI6OTjjiVf/0hm8sWIDPLqOiS4/vEkdfzxgL1zyxiz8d9EqnDVzPDKRENJezTJNDfXmrSfVYzGZYu3m+2TYqix6KyyG2qShteL3XWUkMDFgVYOzx04eGpfX2mZPcT7ryB104anl63DPkpX48SHTccSkkXAX+3HJcFO66S62EmvecvO30f3+vN8wpwLK5LDK8JVXO1U1VHyvKob8N2BQJulGxlqn+u1y2F7svM2eywWqneb2SaYSY3H5ywaJ1xTfDjZ/SjOPY5Rdc9zcNeA0THNPxkbLbgdjfnEzf0N1weCMKG8w71rRvGzfWeW11GvO72cm/V0xqzNhIdaDYisos/3+Km0padYvvpcMOsVuENvG2WwFGAYZyQbI2T92DmRYBxBFwDDYhmxKQUred4R4P2Nga0sLFj/2Zww59hJ4SqrgrxuNhkNOQ+ucN3KWw+dXx6zSb50DdUXW71Vb7EF3NJFTFVYVXmXc2tdAVxm5crN+N+t4SwXotGy2YMOGjcLghseK8cWZW9wYuhBzK2dZcpjYlEydx0+K9eRjjA/FEjdXn9j4PUeOfZwhnZL3drrfZre5wmRCE5wNJPWjwdosrPVl4xgFTMrVPUWN2YQoG8ujBRhuvF6j3gYYM8ajqwPWT3FWbgdYnJYTXyn2k4Pd9znzRX3GYwh5vDSXjC9iYWg0liqWsTKv57FEAdY0/0zdRzkLy8Hi4uy8bPzmzDAnYyZbH7IYRBYhc5hfim3GC5R8Hml+b3CmUs7GFJDZq2PLWVCFWEHM6L1gUxX+mVx/DqO7wLqV2bj4OmUdD7dsWpPm28GmTUvGYSpdgEWlZaA7HDAobuRsNHmt5MR2PFZS8R8//13efs38xaRyP30s/nCr85s12kmzz9Ls+lGkJ878yk7Hril+5FRsq4Ed20R+IiiHaefMb0yRs5+KSVegWQVHoSGQS8STrNmGGg95vJgTO8rfi4+rSXatKEYYj4v9chyhpgY+txPRRKrgNrPwKSe+UtPyZz2Hw5vzs2bc/Yy5NmwUgJ0G3M1QX1ygU81uiEg6jVAqVZDWuzgSwvlPvYmeeBKPf/lI/Oj0w+D+gjCGZm1oxV5lpfDKAI88uY4cVIO/LVyCON1gDMO8uW8n+FxODCkNYnV029govYkkfvnBApw2chD+b+89339tV4F+W54strFr0fzJa2j55LWcILhq8sGY8LWfbfUyQ/Hdn5m7O4AC9h3xZ8NGfyjxFS6e2BggsP00BzQy6bTdMGiAI8YsXGzs3NjJjp8s2JHkboam3nzvgN0RXx02GPM6u/Gtj+ZiUSIsbljLk1HcsWEtrlzyGYo8bjxw8iEYy1hKXwQQ287HKpuEKyaNRnMkhscWrYDmdsMRzG3fva0gKWKiUGVwC7C4s0fIVL82foRtGrwN0HVHTpXYxq5F5cT9BSux+aMXxf/bF76NdW8+tk3L3JS/hQ0bNnYNemxJzYCGRuoA7mtlY0DBIWg8NgN6oIJYtE47PraxG+CLQcfZTWCUD0LCZxmZtndY1N413WbSa3i5H8vbw0IkwyVLlX7zhl/E6Nkl0uiynJk1E620r5RHzUsoZQbXjt7mHFmWuZHSPJBRWhWNm+CtNg2bzzhhXxSNqMLNb87BT9pXC2+rnkQSxR43LjtwCq6/8my4pTzQM2GGeE1XWib2aWYyngWXCjBas5I7dkQtRk1zOJFnxsiPV13QrAAXM4N0R7tl3K/2OSNp2uZGMTNRSaN3lFVb80v5GefmKUN68b3bictnTkLP8jakE+Y2NTX34POOLkwpLcHfZi3CaWNHwOVIZ41clXm+FrGSnvHOUN7yeUKFm98TNZ9+KU3X4JCm9pxu3Bo31xOLWvMUy+l8ZdaefNbcKF6HljK5nZQaiGmrLEmlOiacwq/kCzlmtgyat38pgJhPnnc5dHs+vzRDV6+537HzNxbOlxLEIxs3pvVbiUNdmhM7fYWlBIp+zY9xVg5CCLWbvwffDyXPLCR1ZEbBcacle9HZOOEql9vMpDJZWr/YFvk1o+UrSnuaJUWZP2m2+QOn7XNKuaK5Z5ikSBnGlnATZSZFUNdsv/uplmPNgR4m/Y5LqQGHkgvybStsUG193xGyzpGSmkEYfsRZWPX6w8jEe7DhvWdQP/1wFHmdCHIpMDs4dUFz+0eVW5LNGl3JpDXo6RhKkEImYCX2Q6lCEmwm8ZU7zb/l22z2iB1gsD2/bGxHpAPlSEmTb0JEWkVwKXFFwI12GRsoiSLr9ZLT9CYpx0t+7SuJY07DE+bYrd5rsR62YYl8OViO3M8aZ3RpSu+sMU3sCUEZV6jvCI4qs8mP2JYS0/Yh4y0pOP5bH+abYkcNa+ej7DhlZV0FGiDxhkAejRldR7rzjceZZUBBw24m4XLIeKHfMp2SLnLDetkgx5Cm6unOVug+f3aabCOdAlJHsSgZD3BZZNYgm9t5cDsGqb1SclSxXhZzqWlzbB/48gt8ppoV5MRM3NxexT983wv8njn3U7V8Pl2B91wuyI+t9X1+05ocewoWd2Tn4Qw8tk4lsXRIo3a5MDYt8uxbnMrQPhER77S+x0Gdl1zqyGWu8txQlhRiWfK8dPjZ78abBchlcTN+ZQ7PN5RL87gkTz1n8f1Qh0RZRuTFNHJlXGoJF3vmUfJlLkNVMRXbMr6VSvrNrR4Kibi5hFA5PPBrn4Pb6CjkmNvLA6GM78VusIPjlceGP2sWqecwWmUa8BmZrJk/Ia72Iyd8Ys2W5CvfMk01hpNfDqj4yfb82uGwk1+7Gdb3REUA1t/AtDvhuHHDcOzYoXj+488wr6UT+zVU4eDJo8RAqBJfXzTMHFSN5jYr2PiwvRMrQ2GUuJyY1xXHz9+bj38efhhii+dtl/WRue+6njBmVFsPBVuDIrcZiB32yMs4cuQgnDZhOI4sL7ZZYFsIjR5KKHDrJ4lnY+dj5HFfQ8uns4QEsnrvozD9wp/a5/VOa9e9nUPS7b08GwMKvcwL1MbAg15aLQp9RrhrV2+KjR0A3e1FZjs1g7JhY4/Fjoid1HJtCHwxMxS7MQIuJzJGCukCLIjdEcQwOWJYvfjrWwGwARxbZ1ZtCXc1rsVLq9dvVeKLdPKvrFiHabWVGFlmGYq/sXIDeuIJHFlZuU2H+/TRQzCuvASvrG7EK+ua8d/PVmL6rEW46vB9cMQYq0ptY+MwqMqaMdl4NnYPOL0B7PuDu0Sln6rxOjO+3VKIar7t6WbDxm4Jr0vPaTRhY2Ah07IaelF+Yx8bAwMZwTLbM559bGw5qNmFwRQ2NmzsKtjJr52ITn8dkj0WK2h9j0Wrbgmb1Y5oKi0enHviKcSZxFFR+JXUkcv8hpVa8hwup1ayx4p+ZI9GxJw4U0CCyKnSjiJGqZWdh2rqLAljznxSasblgqkyM3kScpcW7HSpkDYss9pYnMmYouZxCiWsQTNZoMOj6igitiPLk2Xr6Wmx9kN2CeKpuhwKv+LUMmmec9DInH0U7x3WMlVHxtJhlmzx3c/X4z+r1uGo2mr0huOo8PnhnbgvIvM/FN+nVNdH+Wp+Fs9Z5qruEL72zNtoicaEn9hF08fitLHD8MbqRtzxyWeYWFGCQZobKSltDLAEZMhh7n+C0aLVdOmAdWxCzWEMgRMXNgzG+WW1+LCzE/dtWIfz738Ov5o5GVd8/fjstL6SdF63IkjZJu9ixd+TF1ae1FH+BuJ72X3T4IwpJmHMRGS3xyRbppQQpLnMoac9+95ZN9xallonW6bafp6o0lLmfmhJLt1j3YwURZ9JLXXe2ZGu01QiK2XkchW+nDSj6PfKa6E7lCzYXcctPeQCLus69bMzV62JS3WU/E7JAnnHWLFMXe4Hk6jwjoeKul/InkFR1MX8Pqtrq2p+4WR0eAfvXqUk1ayTZk6HMSUNZJe2eo7l8gG+T4qCzzszDq20jpObaz0lyqWssUq+EqoD1vxDSszPazXrOtbXzJc75BTnjZZOQS+yEs5FxWZ3tqTHYmByyYTaT2cmXw4rFtvTCkev7Pw6UEAnz/b297D9Qr6wCHkqEI1Z176SO/LxgKR7NHaRDMiQYwMvdnvY4KJiKp3HDe78MYhLw7PdDxOFu0RnZ+tPiuYz5W+OoRPyxwEur2fS8YyUwHNZfKEEn8HuCSo+Ek12CnUCL5Bf4Fal2Q6XBpMGxqUFQz+qhEKdmvk9L+Mpyusyx6HLe7sRLM2/78v7tl41BFpxGYyettx4gMUSPO5Qn6fjlkxV9/jyYgkua1TdvNPcaoLFntmGRWydajvF993tOVJHgkvJHXm3Ry6NVZ2n2e8F/l7FnFxiqIow/XRmVHJFjXdOzOl+KJfJ79Ey/jGYvDjHAkU9F/TTfTC7LL5NTManTjEutcxaWaQT0Nw+GMlobjdTKfHlckBu3K2kf1FpNSK+V+tj0zl1HsdJ2wdrK3OM9lUsxSWM/LRVEmHReXQjcsJCnWZzeA3sOFvzIC9myumuWahjJwNfo7rOeTyptk/vR9ZYIu0g+iMyqJiLz6O6hxOCUmeelTrSPnU3mdvudEMT148BQ8b8Yn6fGSOnc8ZSdt6p5eT2z8yRY+vRARQ/7YjYSS3XhoCd/NrNQAGKzUwcOBhVFMSk0mJcv/AzfHXEENy414Rs4mtzkEin8b3XPhJeJY8dfxCeXbUet83+HH/96FORZDi4oRpXTBsDrN9+MjsKTvcrL8dREwfjhGfexNKuAXRT2dGgwGI7dvO0sXtBK6qEQb5wdvXSho3dDvRgV6gDtY2BgUzrGmhkGmRjYGIbGzfZ2L1BvoaZUOeu3gwbNuzk185ERyyFJKsWhVilQhXyKMNdFfAgmoxmK5M8c98dt6o0yvw+oByv+6lSFmcYSyVsMWOyD3CF2sez6oKq2ImPB5kZ+ozX+ozPr0XMgY3fwjIes9oViluftjMDdsXo6ogWPjaqCuNhlYggY8CpSgSH+iyn6sWSEple6RnBWEO8UqcYSkTTzX4vTduNUtP0X7xn1blAbTJrSP/Bqg3Yb1g9nH4vrhhdA39FAJ81tWPImCEomnk4ovPeE9O6AuZ6dLYPnPl160efYmlHD+6YNgV1YeDiqgacVlOLuR3dmFlZjuKMDvQCXZ0Wi9DHzoF6ZuqtEJXTppg/ipeZ33uKPdkkWNDlFF0gY+1W5dRTah47zZNvupvu6si+j7RavhzuIrNq7a1vKMjCyjBGWPY4NK+1plXGtqxaqxoQcONajoyswHKGGjfGpS6A4jNuwu80E306r7RxRqCajhke6yHrmjKIGZSMwwhYjKiknJ+bofPKfY881/m1zU3d1c9Z6rX2I6eSJ69zvnxDGbayCzFeICkX4/MUMHf1MVZEiSu/EqyMk3OuU2ZUqsvxgDcTUOMBoYgdJ5/sosgZU6ryyqup3jRjTMlt4exXzuJqkZ/zCmxtkSevwsqPbZXfvGYcLdb5l2xdb75p3QDdK810GatBk+Ohi0sqOfNRsgO5UTWvftP3esRimg0E7IjW2nar7i8uepNpeFzsHi6HBD6sEWOJurESG6wQk5QzoLOG+JyBqRdoaAIrLtHkGJbDftrEOZ7b3MQcOzizJbuYfhg6asxIMGYuH3fVGMnHfzVeFmKfcnZuIWaK+b3cpkJJfs7a4U2KHIkCZv96vsE7u5/qPraB6j7OftBs0xp539dKa6CXVsHobsn9nm8fG3cz8WhuvMdjABaLc3N71ejHw+wlOBI9ZjytM7a+y2/9xro3P5bJhHvyG/748499Tkwk5xHTSraainnEtFmWFTN6Z8vSYqH8Jj8sVlLxbg7brO9v2Ycdrn7vnHGYnSM553B2RfkxKJ9OMQrpnNfoySERg8HUKGnJ2OJsRc5iVI0cctQNcmLOMuTPRoZ8QjEM6zO+/ELp85xxRE7MwrR+rjPkxeV82Xz+LHOebSc1AeirxOGNEnzSNJ6zFDnUPvHmCekC6wmwjVaG9X4Xi+M4e7bA8xY/tkH5PKr3WrGflpDnYmfCOkcLNFVwcBYuZyQmonn7rpiPWUaqHJsHAnZE7KSWa8OEfSR2M8TTGTSzbmU29kzc+vZcPLNwefb/3bEEYukM0qEexJcv2mwz+8eXrcXpowZhTNCiR9f5fDi+oRblnnyZwfYGreOdDa1Y1WFJ+2z0D00EI7bj10CFY+gk2zTUho3dFHTPjKVsZtBAhdHbbpvdD2SwgpKNgQetxLLDsWFjV8JOfu1moOLFhOrCFScbew5uOOlg3PLGbJz26Mu48Jm3cN/8pbhkyihoTifcg0Zs1jKeWLAcbdE4zh2X7121s/DzGZOEV9QpdzyJhRtMn43NRTSZwttL1yIc/+J0PjSiPbYh+gBGevWC3BKwjU23697efzZs9AOHrqHUZz9AD1RoHj80v8XQtzGwYMQtlYqNgQfF2LSxi2InO37Kwvb82okgirmD8WC5pMif0rNyvlWdEZT5XBhTEcg3/GOxv9ep5ZkNZg1ZafkJkzbtaLUYSDkoIDWzVsjNVy1JkSENnTNMrsTpwm5FQU2aNFXxXlJu3UwSREGqgjKs7WSyR2LAKQSlvFMZ/Pd9X6QMFj3WZ+U+873e3pkvgyNatJQxFTJA5/Rybtyfpaz3I7PT5I9DEr8RRX688cOv4935S7GhJ4ybBteg2ucxWSOJEJwyQNeluarB9pco+OlMBre9Nx+H1VShNulAJGqxAeM9VjIp1m1+3tRlUds3MDljuTw2XIja1m7+Nt3MKLhmg/XbNEgJpL/SB3r355Hj8JM1y3Danf/Fz/edhK8eubegk5cMZ9R1SWFuX7RSvC5oaseVT7yBNeEI/A4HThw1CFdMH48J+zJ5ZpVlbKsklEpammdcqyjOTIaabGvOWTch0WsFTz4pn8gx2ee/t4TOzGp1vzxHpEE/wVFjdbtUzSGyZrMELmUoH4xMpDtH2pddDqeOy2uX4EppeYb0ucLhfHADeF1JHBmhXslaguya4BKYpDzf+HLcbHBRsh8+tigpDqeju5lBaVa6za/9JJOTxLpzKPB536uqLze2VWOPz1dYviA3n5vsc8koHycUagKuPNp/kI2b3lQ47zdWElnHkIlIr/s8X05SCAXkHo5Qq7XtEUvWku5uRzpsB/42bPR7OUHLkenpsikNN14m2WM4kRKfFct7H1f2FZL+cXsJNba40rHCVhGbaTqdA27iLOWOhpQrifdqMiZt4ibkatx1sHsSF08pCViu7F1uewGTbv6+0L4TyGOUoEWieVI1Jafrr6kNpEQvv4mQvnFfJzU/i8M0KTHP3sOdblPCpaaR90weF2TYuGzEIlkriuz30rKASx3jzNc03mXun1NaUnATfEKkNZo3v0vaOhB8FSV587uzkk4mO0xV5HYRZnEpId3eZE3rNwvihpRx5th08OPFmFM58VN2Jus4paUsTa1bzCOPXU6JwcnO9UQ8bx4u3zcKyB5zLFLUtcBlvWqbnV4R/2Vi4Rx7gOym5xDqWfwkz1umCt6kb3KhhlmFls7jCl7zysZa3CpCrpRfZ/z6ysZPbN8drPFR1k4iR1aczmuwpMlnRXOR8ns+NnAZtzq27Pwt5GPPD5c6jg5+QAs0FuO7xmXi2aY+/DqX46VeTJJlM27fVNdHLtFTS9fjvXlSSPWZIzJwZI82djzsMupuiHFV+R1AbOx50HUN+wyuwckTR6C2WCZDDAMa0633h+eXrsWqrl58fcTQHbJtKcNASyaBxekwwqyjUyGUuly467AZOKC2Ete+Pw+n3/ssPlnXfwXnv4tW4IyHXkLQ6cBt+03H+SOH4PU1TTj58Vfx/IJlGMjIhLtsZtAARrp51a7ehD0HduXSxi4A7+JqY6BBy/GgsjGwQIkvGwMUmgaD+ePa2NixsplfOxo282snotrvhMPnym8nzczrqYrRHU2gJuDOqRqUefOrmOp7Ts7glQoFw8uSaQUCB15VMAqYLmvFlRttdRz3WAyedMlg8eoGN8E0KwGlzKy2hzFf1HHoj9lFLDhCgzRiJwTZ96rwW8xYLu6QWV1Ah1VJSzWvyb6PtZgMjHhnYZPpYIM0muSsHmkMqqqJhEzIMlKNSoP3RI91A08yJlJKGqSm0jqi7f17aIXbuvH39xfgwPoqjNQ9iPfEc9heIWZuv1ay5VaGk1nTzCVGBL1IYRyK0C1ZMMrkstNI4vVMB1Yjmi1auaBhcqwYU1AMD3SsipjLKm+1tn3wqm5cgnLsX+LBQx1tOPWeZ3DMqx/hu3uNw5DigDDuDyWS+NkLH+L5xmacUFeD79QPhSetY1xJDU6rrMENi5fignuexXljh+G708aivME6rxySCVc2erB1vFmJSlVjFVNOHMdILK/qyudRhrFGT1dBE/5UOJpjcEvoy8gjBCdZv6dz8Og8E2PFBhPrL61FJhrKnvMEdyaaXwlj1T1fUU0ey6qINbHIFGB18k73nPGVXacjvwrJTeO1AnUPPnYoNgVng2UNShkrgY89Cbn4mMOq/Hv9ZdY6JSMsx+hdssEEVKt7duw0nzl2BYNWkwk/Y51mxyE2HoXY2FIixwTy21NQh0ExQwgB9RuxbTI4+6/KbNSgldRkK5dawBr3lEFvTLPGKKeLsSp0yUBlwb3BGIeiIp/D7BgA2BE0e/vB9wsLupa9Hs7yMl+TDmtco/EuHEsK5pIauhRToS/U2MhDpkKEEYMxtwrGT2w842brBRkMipXKWL4ph3kvyXhLrG3jzF853vrYPHG20fFCLBV5T+CMDK40UPcaHoPy+48zbt479RhjWkjGF495DNYwSEEvYozuYj3vOPLjpQzpxXvJRDKYEb3V6EZ+5kxCK6ksyODOLodtUyZmzp9kLC31nrO9eEOfZNg8ou7iwnYNoUZz2jRrykQs+b7Lcnqt88ZbYR4zX7WlRHBXsLhasrdSHa158aL4vtc89m7GalPHmbO99DLrPqnYQDkMZc7yUs2DeOOiQvPE0nnHtlDjIN6AIIc5X1Fvze8ryWdOyvOCzMwdHh/SdE6wGMOp4ibe2YLFUm6pRnFIJihvCMTZWpzZyGOhQlBsMkc/JvtpZpSf3Q0t3+SeK1wK0dH412poSEmDf7EsdTj7aTKhnt1yGlMUaJbhYTGqW7FO+7mXxiUrziMbEIlt4rKBAsb3Oc976prlTdNo/boDmsuTlbZmGX/sfUrrh6GmydgxydQmKbkeeVx5I6Y9HjtKomjHT1nYya/dEDVBL5pDm5DU2NhjkWhcvdHvF7Z1YWlXL/5v4sgtXvZH6Mb76BKpjSbEcTrMxAphfqYXrxnt8MOB/VGGCrgRgAOfIYR56MFC9GAkAtg3U4xB7CGeY7I7gCPGNeB/ba24u3EdTnjqDdT6vRhSWoS1PSGRuP3phLE4obYGiV7rhl3kdOKGCePwTLgDf5r7OV5Z24TfHbc/DhlmBUYDAZT4sjFAoTtgDKCOQjZsDEQU+1zoZhYKNgYQMikYEbv5zkCFSHzZGKDQCktxbdjYBbCTX7sh2iPUDnYAZbFtZFlZf/34M1w881CUtfcvGxxREkR9wIeHl6zGzNHj4dyCisZw+DAPvYggjWEwKzwZw8CbmQ7MNnowVSvCPkYZnOz82g9lmIwiLEIvliKMz1IhwQYrT7tQpjkxWPdipiOA0U4ffLpDVMyPr6rGl2eMwkurG7GyJ4T10TgGFfnx1fIaDPJbVVAO8gk7b9xwHFxfjd98vAgXPPE6zp48Cj87bG8Ed7JJcTKdxr8+/gwrO3qEZ5jLoWN4RQkmDa3F2JoKBBjza0uge4PIME8UGza+qKBK7PZurT2gqrs2dggiiY17ydjYg6Hp0CsakNmwdFdviY0dAIfHi3TcLvwPSIhbt33/3lWxk1quDRN28msnItC1GkUOi5bsK63Nvq/0O7P0UpIc0Ss/TZUMitPhtYSkIHNzSG6gKL2lDGY4yamoin7OaeiaNNHkVH9u0Jjp2GBuB5vHU2PR9XulgXZKsyizHm56mkUyT+KYY2Lvcebte73HCmr13uY8yqzeyyj61HWP1sKkjtFGax5lgMplcg4pPeWf59K78xM0ilYv9n2Nufw0C76j7VYipKm5B099ugoPf/Ma3HHc/phQWQqXTBS5i61jVDeqAX/58uE484EX8EhlMy4eNxKRNqsi1sHo9uujqRzKda3mwQVoQCeSGKR50Z1K4X9oEzLHA1CGSUZRwcRqAE7MQBn2RSkaEUcrEghlUuhBCm+nu/Byd4eYqxoe1Ld6MBx+7LcgCDrDxkDDaZXlIOazsTaKdkiKMqOZ90hZZsnaXsFK+6m3Hu9OrsRNny7Bx6uacNvJB2NISRBpZkzrcjPjXClb622yfkMFfrw51Dxc8tCzqhEfN7bhurfmYFlnDwZJI/VEJoOWeFyIRSi5N668GNOqyvC18cOxHzOuVeeAFrCuqRyTfiMDnaTBOVKXAkbm0jiW4IiYUogqKQkQy+FG8lLmx3zcc2joPfJ84IbHShJNCddC8xSSAnAJo/qcqS+RUEaonJrOxoaYvPYTbD1Bdu0XldTnSR31qPU+Lc1+050t+Y0Qii2po6t2WPa9ChD4GFVcXGd97zIZjBFpNM2PTc5VwHWkal4mbUVJ0NQgaDqMgCnlzLB9S7lN6UWCmcRyGZImpTw544k0MRb7FyiFQ0pbbNiwkQ9fuAlFHovJ7JbjJW+OQ0MPyXXiqXR2POPSPz7GZaXnbDxT43bOgwcbO9T3vBmGwWVI8v7QnyG+khFmuKyryJsjNxKbxtbv4rJLa0+tfVL2F3yTpURSNUUiFDmseXTZmIhLu7U4kxQlInnNSTI9pl+PIe0f8sDkb9ZM7NgUephjEsesnJLJ27LWBWzcTC39JGscrwy91X1CfFZkSe2z8zH7iaS0O1BWCmJ+LuEqNmOCDIsrwi3WtM0LLGmiQvEgayx3euWxZb+n09coXj3cuqPOkof6a5mUvwASvWas72byzGBDOKc5E0Fn77MSRvZ7Gb2WZLXQb8DluNl5uDS1pyPvHs2hbEK4XYiLyyLV9cObQKhzMJNCJhUT1xY/V3JkxQpM5mdIO4UAv07l9ZfxWPdo7nGfkbJFPnbwEEDlCLg6spBQko8nSkLMpY7s8suuX+f7xuKWVEbLk2R65HFSY52YXxq9mzPJBgW8yZD8TEA9IzL5spKe9gevfF7kY1iCNyuT+5TjsFMgfsppXORxi7HRoGtb7rN6PjXfm/uZZj+Sgx9cNY6w8UTFZyrGy2TsLr82Nh928ms3BGnLaSDlD6429hwsbu/GB+ta8PWppj+UwvMbmvCnvSbj143NuO6duXjk1MP6Xca+g2twxQFT8I/35uPYQbUozKUqjIDmEHJGwhtox3rEcByqMWQzlkKJsXp4xR/3D+lCCo2IiWWRTHIOejA/6sOhrlKMcRRKbm5iPZqG04c2YExxEBe8+zH+s2gFrjlgCnY0nl+2Fle/+hGmVJfjnhnTMbaoCBnZ9TKaTmO9lsJn3T34NBzCMyvWYXFHD1750gFiezcHmjcII2z5etgYQKCAm86DAg8INgrA9vyysYviJ7vAPUChaXCOnIbU0tm7ekts7ADoLg8y0hPKxsDCpro72mCwPb92OOwofjcEVS/txNeei1+/PQf71ldmA/FX1pktq4tdLjywag3OH1qJ+a2daJGG7f3hygOnoNLrwS0Lt47ivywTxhJEcBjKNyvxtbGEWBlcmIAiHI0qnI9BOAqViCKDf8Yb8USiVXSP3Bq819oumDjnTNpyf7MtxVPzluL7r87CiaMG48FTDhGJLw6fw4GJpcX4ytBBuOHAaeLv45YOvLpwxWavw/Y0GLjQPKZpqw0bNnZfCLN3u244MGEYduJrAMNOkAxc6J6tfwaxYWN7w2Z+7URo4Q7oDiv7HWSZcF+Z2eUumjbljk6HAzEmAXMYUqaXjOV3XsxZCZdbRfPlO+x7kmgRMqwjW5bu34/eWJOU2RTrHpJiOVTecUVB0flDSjfVR6Kl5I68w12VlIESPJrJzNF7rTa5johJvxbbL2nZXJaoaNnp7vY8GRzB6TePia/KOja6L5BPGVddhlhig1O6HaXl2ffUdZCSlnOb2zGuukx4ScWjSVzz3lzMOvko7Ocrxl8WL8Pvf/0z/PCN2Xh31QYMG2FKwahbYnY5UgpJpOAfHDBFJGy+XF2L6WUmTT7YblGcFUU6V9qhic9fybSLpNdwsP3aDtChCWP8ERk/PkcI76Q68L21y3COqxZjiyzqOe802CnZVZxwHfICD6xYI3zAJkwdJY+DdYPMJKxjn5CyhUSPVRWM9kbQHo2jrjSYZWZRl8ZEOi3o6iS7DMWTaOrsxQcbWnHj+wtwTHU1flA/FN1L2rFigXmO+JjkoVh2bQpUB7CX4cPk4mL89MEXMfG844WcJijXz2USHMG9DxLSYJ3JIjPh3vwOSkw2o841B+vU5Kwbnkf719l16maygZ4+skNCWEpHyO9NISJ/A4K6/Lx832VHWS6R7GCdnhStP8iuU37tA+a0KXZth7g8h5JHdLyZxDdnvJLHzGg3JSLivTx2HDnSQXnsNHbt8vRURlL4/b6yvpuJjOp61Ec6bsjfhktPDSWpIKq+pPPzbkVql/k5r8ZsMa06P5l8M+OxzpG0vwwpPX9f92jQPm9vCo5N6fnCQotHoEuJOMEr4xc3GxcpxKBxSnNqSEm5V07nRBZzqQ5phfJkOd3TuIRRsj5z5nExef4mfFrSahwpMHb0xy5WcvcEl2ixcV2NOR6msVKdgZ1s33XWIVHJGTXeQY9BS5kSSKNAA5dsR78+4y6Pi7Kfse1U8SY/njndtOV7db8U80hJnpIqEvxTD0dq8Sz5vZTEcWkdW6buN208PKXWPUPJHXk8yLs7K0Q7rXVSx22FmLSaiPLfY4UlJ8yoeyezpwjLH7mGdSSvHmZFQzWTzbjCV21JITmUdYOKDfnvkCt1ZPG9ktqz3513wszGs+xc1FTna96JmMkiVVytLD7EPCyG8JQG8+I4LpHUucSyDxyllQDdr0mix6W+yp6Fn0uFpLdM4qju+zmyW3a/V+dgnC1GdYgUyzfyO2lzZZ8iJ3CJo2oezaeLsIFCXd48Vs/lnxh588fV9cuOh5v542oxuSwmhVTPfebC8o93dgzlYxXvzKiWw9cpYzdzAiVbdBceI5X0my/f4UQ6k4HBl8O+LzQGckloVo7O5lfrV59l0gVk13sqdkTspJZrY8uSXx988AFmz56NK664YnNnsbGVoHFABW429izQ4F3p92JFZy9GV5RgdTgsAtW14Qg6E3G4dR2rX3tRTOvaDPnUiaMG4bfvzcMnXV3Z5NfmgG7aYaQxBd4d1jyBljseRcIv7AWjBYsyYYxF4S6RhfDQ4tXiQeWiSWbia0vQHonhgqffxOcdPcKcfkRpEeLpNBpDUfSypBnHWeOH48rqQTkJik39lt8dNRLfnD8flz35Br4+fRz2LwmiIugThvmxRAp+jwsO9jtq3i2XgNrYM+Dw+O1uVDa2Co899hhcLhdOOeUU+wjuYIiEv20ZMWCRWrVwV2+CjR0BisuYt5SNgQWH24tUypY+2tg9sNkjzapVq/D222/bya9tQLpiCDKs8qOM/wh62GQoeaW5tdPpFKyVvtOqihyvauRkyPkylbkqZ3Yxk0GVBc6pYqqsPTfcZtUJo0CVJM1MnrOmjwXyC7yKwosfflmlDKrSCR2HtFW9cHSbJvvobct+lmLGnaqypXOjU/lZoqMrjz1EKK4wK4KuQZbcTpdm/2Jb5fLTvZ15jBNeKePzFA0xzXi/OnUMrnjhPRw7ejCe/3QlLp04Cpe/N1uYa35lxCDcu7oFVX4vjhplsv36mrIrc1NzQww0FPnRaqTgLTMrmuUVVlVtvDz2Pew3CKUycMOBQSkvGo04JmHHgthl9PdKqgOHJovhklUaF0sylUl2X7DGrNKkMhk8sWgxTpswHHWDqrIVQ17R44a08U7zXE72RoRc9MKX3kdPPIHfzpgiEl4re8PwOR04zF+CcpdbnLHpWBpeTUdNkQ+VLjeq3G6E11vLVMbsnK2YlFXdRNisNo50eHDDxPH49aeL8cbKDcDjr4n9SqrKH/0eHjeGBPw4Z9gQnN4eR6q9BQFmYBtuas/uD2273+lAeYVV9XV6zfPJX2fNU36odV4Z5eZ5EtetinaIlSzjkvHVG7cCi275nl+H3THre3X9lrDGErrOrvkChADFLOAm+T7GNlDXb5Qx0NS2EboMyQxjzLFixn5yllab28zYmilpgp9sXGttO5MLq4q9q8Q6Xi5W3XbWDsmrMma85rHXeFVYGjxzlpbGq5majjRd/7wyyeZ3O515VV2dbYcyyDaYST4fl+OuIOKuwiyMPRa251cWc+fOhdfrtZNf24B0sAoZjzs/JpLm7QSXx7yPOBwOJFJyjJTjjphWMYX4/HwlBeIsgzO75JjQX/kkaxLNzZ7Z9yps4ubbhvyQsx5yyCEFlsO/zjYnYeOyMyPZwszomo9xav+4mThXCKjPM7FIHmuIG6xrjMmaPTZ8mcwsPTt28nHV7cmLpXIY0rKw5CoKWvvWMBrpNZ/mslDYPIUY1twQX8UaaVYkS7H4SzXdcbB4NMPZzDLWirEYuFM29CGsiSTzYjKFZeyHncq+95WZ55hDxgJ5zZjkfc7JWT+y0KbxRgOMWWXIrok5TDp+nOS1YLDfOCmbrqiGUH1ZcepzzprjUN9z1r66hwuo94xxqLbfQWb6xN6KhXOawahGCGp/+v6ean4ei2u1Mq6X93qxHayxRULGJcl04YZA/Pmm0PfqrasAsyt31vwmRA6XdQ7IR5+c65ev29o+63gZ0qyf4JGM9QxrDpVjeC/904xNMf44W1LGNZxlxccmxZLnz50517xqasBVRpqOVLJA44I+DTr4wKblXMepfDa+3L6kw9yepKP/5e9xsD2/djjsNPtuCjtDvufiyv0no744gAVN7fjmpNE4fmg9jhlci7ZeM0lz17uzcO1+k+F1bto/iOjVxLDqjG/5wN6ge7AgvXM6yO2HMjyGDfgg0YODPZtmqH3S043WcAxfnZLbFGBz8LN35yGcTOGfh87A0KIA0qwNYu8GK9CL95jHzB3YNjr0AZUVeP7g/bE+GsPnoRC6k0l4MtSJR0dvMoVOpPFReye+/8l8PBKN4afThmPvPt2blrR34cY35+DN9S2C/Xf6uGG4cNoYDCvN9R2zsbszv2wz3s0FBbzbu133jmj/bWPgIW0z5wcsMt1WEdTGAILTDb2sDpnGZbt6S2zsADhcHqSTjLxhY6fGTmq5NkzYya/dFMT8KqTXtrFn4PSJI8RfzxozUBtVUoQhXh/uWrISXztwX5wzYdBmSTNeWrkBc1s68IcZU7d4G1qMhDCq3xlQhviBzTQEb4rHBUtwDGNAbS6Wd/Xi5JGDROJrZ4EqX4P8PgyR60zFrGvTFXDj4lEGZrV34s/LV+DU/yzFRQdMwfeO2BfzN7Tirjdm43/L16Eh6Mev95+C1mgc/168Cg9/ugIHD6nF+dPH4rBhpvebjd0Xgvllw4aNPSJ+UgweGwMLxPqx+xkMQCTjyDRtfnMhG3sW0px1a8PGnpT8amtrwzvvvLNZ01ZVVWHs2LFbu10DEplAJTIe5g+UYLIYZeooX9PpBFxMhpT9qbhBdHYw4dR1d56sJiNN6sVyuTm9MtFn8h1FfY8wuVKa0VudkrrL88cORs9WRpCcFG0UMNcm03RrmbnyR/F9qNtaQGdjvnk9p29LSi+n8SoTcW4kn45ZkiNF3XdU1LF52H7IdRnM+DOjDEQZ/TpnOyQVnK8zWGexoDLpDO454whUTp+B+JplMBJxONxmcioZseQBsXbTwvyF5euEMf5Rg2twWFUFMtKw3OWzLtu6oLnPQSZpWxVJImlksCYTw97YfJ+wbcWBKMd4hzsrJyxjEl+fpHQ7vea2dxtplPs8cEpKfTqWyJMfGIwa75B0f/JzaYnGUCMbFhDi3VY1KdxiMXNWdMZyZAp90S2P5xC/lSB0hOR2sOMZS1nnYrdkmfElKhNbEic++/Pf4Kbf/x73fbAA97y/AIlMBsODAVw7ZRyODpSZPm+BIpx1WB1e2tCMR1etw8VPvokD66rw+Pe+ai2UJRGV7KabSR35+7jcP25oH5Kyx5zPmAGvkierZhN9PeiiUjLE/ZA1zZFHy/dz4345RnEz5ghj5aUlXZ9f50oOyCnt/DqONZvJ40iLJT/m54inzGTOBblEhBn8qjFD50lZOZ5lJUpiAme+9Ik1F4HLC90TQCYRtSj+7OAY0kyXS6Q4DJcnn7bPDHjpN+SG1gMCdK/aDF/DLV7mHoo1a9Zsdvw0dOhQDB5syeJtAIa3CAaThUHJd9gYoqQ46WQCmopS+DnD4yc1HysyGqrRDZc68sYYBZbDrSbUOMJ6++R07s42ZuG6xU14UKrhVsVeYhb2vRrLueRakzFKjuyRy6GUZQYff/kYqObhRvLyveZlptOFmimx9WS4yb6Mn/gylSm7eC/Zejm2EtKwPmeb3D5L9qbGF74cLvFS8Rn7XskJ3cWsSYqMwwixdvN+H5PxAyHJZI1VJeZY3sFM8JtYvFBI7rgpRNrMuKWoPpbXlImQhpQT8ntE1tCeSfZzpGLyPuZgsQS/X6umODG2n9IahN9vC0kcuSxSyUjF/PLY8nkyHaolD5CKSqklu3eq+T2GDkfNMKRWzIOzvGqjxv38HCwke8wapPNYgv0uqgkX3zXqzJ7dzkz+9/z+bNm7MKmyvCp5/MPr2+ry5N+7cwrgcpvZR2qTRQdbFBgHCjSR4NexEenJaxxUqHEXt4zJfp5kjSkK3Xf7G1ezz5U8NjSgO1zI8IZt/DhJOx6De77x2EGZ2/O4WI49SsLKm6jt8dgRsZNaro0tT369+uqr4m9zcNZZZ+E///nPlizeBoPD6coOfDYGDjwOB1KdbYW71UiQl9UPXv8Yb65txnFD6vCb/afACG9ZFbvXSCMJA+U7ifm1JaCb/5tt7RhduXHWFz00rOvsRWN3CO5YAsPKi0VgUOxy4n+rG3F4VaXw21KgRFNHOgmPpucw0CgRSCy4SCYDp6aJ7yu1HXNcGu99AF+tqcdXZozGf5evxb41FZgaKBIPPSrAVefByYPrMbWsFOe/Mwufd7Jkr43dEBoMm4lrYxtw5513ir/Nwa9//Wv89Kc/tY/3VsJBzC87gBqQMKJWMsVG/0inM1ixoQUtbW2oKinCiLoqkZ5JJFPoCEXg1oCyoJXkDcUSaO8JI+hx5yRXKR5dIRNYI8qLUcx997YjjHC3SHzZGIjQkGEkCxs29qjk17Rp03Duuedu1rTjxo3b2m2yIW5cKeo7bB+LAQh37WDB+koz036OGz9ciNlN7fjrUTNxaFW5SJzEZeVvc1EkWToR7LiuoZ1IoBSuLe4m+UxjI5aEQnjilIP6neY9Yr09+io+l2bxCieOaIDT4cCspnYc+ewbmFldjj+On4jPenrx3fkLEEmb3MbzS2vhSGp4Lt6OZmn+2xelcOIgRymGoBzbA7rbhSFfPw9r7nsQ9QEfrpgyBh2xOF5Z0yI6Ue7vKYJPVmFj6bRgfd22eAWq/V7csP+Wy1pt2NitYRve5+C4447DkUceuVmH7qCD+h8bbWwaGVFcstu6D0SQL1Q6ZDGTbOTjoZffxbX/eAjNrKjm97hx+gFT8NInn6O12/SCvey4/XHj2UfjX+/Mw7fueQapdAZ+txM3nXgQJtSU449vzcHTn67MWfbRowbhxwfvhSElwe37uxZXQi+rRmq1bGZgY0CBnhMGEDdrx8I2vN+9kl8kY7z66qt33NYMdFDm22FR6MEo44akiusJU/6mEf2T5EGKGiqprIbT6o6jJSM5dHLxPV+d7IYRSWsFJYweSTF1yU5lBKVS4tImTtH3ael8SRDvpCYlApyCqskFeFg3Is5QVR87eJKC6cNzqNpqmbzDjcudR/lW1F1OhfaxDjG6lD1y6i+nVWekXEpR4MVqAormbn3GaeiKTq+6PvZ9n5LSPiPcCB9R54ursvRxtZ55Te14bPFq/HjaeBxYVIJQo7lNnSutRFkPo+CrY6dkhYSg0JHqCMYcCEsK8vZGAhk8jWachloUM3ZZsdKwkhxwkGXm7il2C8P4h7qbcc/KVTh15CAcMG1M9ntFk6djuLS5A6f+7REcdNDB+MOd12D48OHo6uoSrNNf/OIXYrp///vf6O3txaWXXor3ilvw35ZmjJ0yRTAm/vWvf+Hhhx5GDBmUlZXhR5d9H6eeeir8fj8WLFiAP//5z5g1axaK4MQL6TaMiwVQmpWrmCemj8noWlkXRSWhLGedoJTskfah7ZWX4Aq40JVO4ZuvzsKCNut3K3I5sV9tJSKpFD5p7UQslcb5E0fgxyceCJ/LiWCDRfXn56Wij3O6PO8o5JLbyin4haYrBH5tO9h/nJI5xxepuhXlgHeX1fOn4xR9tX38+4yTyRcSoZxrk+CtqRSvofWtBbs9Ktmjs9ycTswfZFJfdexa1lnbUSW3mUsQuXynwL6RDFWjrnHJGPSklChz83vqUkXrKa7LG3/N7wN5koQQk4SGkxmEbabKgMaBBx5ox0/bgkwKhm7FT5ou5cu8a6uMS3SnCw5ZAOLxCZfVaIrJmdMtW8vpaNafhNHBJCn8vYpr+FjNhSZuTS6sAAsip8N2gfgoZ9zkXWXl25zuawViphwoWZhWuGNbVkbF4qysNErGW2J+xrDOdrRllhU5cislm+QyvAIMeL2oNO89n87oabHGeCXdkx0BxXtuVSElfZFW6/tUOJq3HbyjoXqvsZgqyiSQDmkVwGWmJUzK3500Pw8XkGHx6Ti4zYKCu9if39WYWWqoGCFH6uh04YUP5+EbN9yGs88+GxdffDFqa2vR1NQk4qK7775bxETPPvuskGD/7ne/wzcPmorrHnkFJ59yKi688EJcf/31+OOrH6M1FkdZfQP++Mc/ZpP2H3zwAf7whz/g7IdfxqtfPjKvQ6WKh5WNBSEpj7f4PiE7abKule603M9kGJm2NaKIqLFzTElcDR4Tsd9OdYbkHSKzHZvZNVGo6yqPb3hHw9yp5W+wCXmy+tqR07Kw4NvC88tXFnpCXZ58Xh7nGdIaR9NZd1r2jKhkwylWaFcyUi4d1X3W+0yBWEiPs2ej7MaxDS0gmc6ZXzOf43gX3ZzxRo19biapZmOwGhu5YXtMXl/qWZN37rRhY1OwDe93U5Am3syU2xf0QIN7yFikO5qR7mzJ++6ZxatR7fXg9GGDtnk9pZoTYdbmfXtiAXowBD6R+KJz9DOEsB4xdMcCONJTlr1Br4vH8HZXB95d3oVPe0PwOx04emgdrtl3Yr/Lvv/deaivb8BTTz2Fr3/963jrrbdQXV2NQw89NDvNUUcdJTp6/eUvf8F/Vq/FnFAPbrv0UkyfPl0ktijxVVRUhHfffRdvv/22WA55FtID6Pnnny+mmYwirEUMPUZKsMC2FQ6vByXTp6Pttdfwt7mLhTH/DQdNwwGDa5EyMnhkwQrMbu0QSbDLp47BscMbMKQ4IBJfNnZzZNIw+EOyjU3DZn7Z2EUQnkJU1NuMpjI29izoNSPMjoD2eFwQf338fzj88MNFkuorX/kKPvvsM4wYMQKjR5udtT0eD44++mhMnDhRxE/ffvBFNPeERWKeCo01NTUiyTVq1Ci89957uOWWW3DyySeLDvTHH388zjzzTPzxxt9v999V8xeLhEymde12X7aNXQuRvLbH4s2Hzfza4bCfunYiNMHq8ueZ/BH0mDQmVBl0anWqO2AYek5228PNV2Xl0tALs7Cy7CxWvcs1BZSVU1ntFN9njR4LODWKiTN5Zv0565SVVU1jlR35tR7tzmOWCKh5WBvcnMolN7JXszCj+hwWmEShxBI3T1WMMF5BAqssOaoaxKufM8OU8SartDm42a6sPDnKqgtWMZVBKW2bq6oMqCpDYv1q8VnXsvXi9fUV67FfWRkSXeaxiHWZ60ozs3KOqPw9vYxx5ZW/V5nuRM+mKsD9QFTBNE28UrXb4XIhnUjA7fehNxzCIi2EU4xa+EqK8XbvOqxCBOOdJZjnjCIcCOPqYSPwqCOKv701XyR3jp4yClcfuDdOOfIA+INB0vXCUVFjnjvpFDLJpGDVZGJRrI28hMmTJ2P9+vV45plnxPZ0d3dj6dKlOdv4wAMPiKTWNddcA5/Ph2OPPVZUNBXOO+88wRgjdtgw+DAMbrz+1HMiqeaBDjesCq5K1gV42U2CXzLK8L5WGveL+aVhvsPrQLp9PRqdKTy2ZA1+eMheOHvv8fDKjpa/mDii4LH2VZnniF5cUbj5gjJXLdAkgtAeMc+rGDdkVWxLNiF/35c11hfKlN7rZGzNTK4ZrPiMVWidkmVYwhodFGKjsYJ6QWhFlgzV1TBSvBa1dVj7xpKFqhLuZOOBs5I1sZAwkoxJ6vLnjb9qDOLjkB5nrIVAmWnkTGN4Ip7HMMg2Hwla7L1IxjoOIUkfSTLGR85xNAxEGRPMhg0bueAMd/P6Na9ZnbEJFDOAnrMMGi81LWf8dnK2p0sNaIn8WIYnVth4lV1WP/GRiptynvMKjHdWsyL0w55gzDLF7GJG8jkG1PI9b1yUberBxt8cXosaAws0AhFrV+xWvs0yzuIMtdwJ5HYELS9PYuBloeInbj7PZ5dMFI2x9RUjlzN49GQEelV9TkMTg8V76YjFyE3K5iiKccSRTiQL3lMUg19nNyqDKxm8Wl7MxRnvVR4nNF1HKJmGLrqOJuHxeZCKxVFcHBTNjdwBPwwjLVhOdLK4SwLQ3W4EBtdA9weQCfWgfMoEGNGQiCudJaUijs+y7zQdjmAx0dBMxQLFyKkEjHQKq5o7cOYxJ4ui4Ycffigmnzt3rvjL7ns6LWKl0047TTDCyKaGYr0lS5Zkp6Fk2BNPPIHf/OY3OLmiGkVOBx69/370plKYKmOWvuCNAwpBqR84qy3LHKPzP5UQ54HmZQxPxVDqJ5bNxvI+S4bJGULZ5fDt1HKN78Ux4Y0p5NSaZn3mKhC4FAqf3Gy6QrEOHxtyGpDJ5zEPW6iW01rJREECfg5Fnz2z+IpzGnwRMmHzWZOz6zKcceUu0LSnQFOPHJN9Ps7I34mPV7qvGBlqvsGvfe6hKhmcBtuOhHz2JcQVo5A1SlC/l4pL1bOrDRubg822/i8uLkZDg5kQ2BiWLVuGH/3oR7jqqqs2d9E2CsKAviO6PdjYtdB06JWDoJXVWQkzTYOzohq90LGqO4S9Bw+Gq6ICgdGj4QwGUX7QAWLauhOPFtMO/cpJQg5Wf8xhqNhrEqpm7CW+8w8djBGXXQCHx41p379MSPmctRUorqnCQRedjSF7T8aEYw/FtFOPRf3EMTjsyq/DW1yE439ypVg+vfpLi3HYFV9D3YTRmHTC4Rh7xAFomDwO+5z1JQQqynDgRWejG0n4AwG8r3fBvf94wfr63qGn4MRp++OXhx2Ot9rb8aMli/H3t2fjmkP2wud33YwHrjgDZ59+KvzBIuHtIAIVT0BU+0hGoZeZiTDq9jO6vhqffPIJBg0ahPvvv180z6BqJKG+1AqMH3nkEXz5y1+Gw+EQssYXXngBMda56KSTThKJroDuxE0/vk50vrzjB7/EMc5a3PiNb6FqsDmelU+dgIb9pmPSOaciOLge075/qTjOdAzp9aAfXI6ihlpMPONEDJ4+CcP3m44hRxyIokF1GHXqcSKArTnuSGhOJ4qn74t/rliL+rISXHDQDPG7OkrKRTDnKK0QSS1dPhxkO1Ztgk5vYzdApMtMfNnY8url9v7bA0HdrysrLWluf5g9ezYuu+wywciwsfWgh1c7fhqI0IDiGkBJu+iVEngkOydpudsLvbRaJIMctcPEJK6h48R91zN6irj3eoaPg6tuqPjzTZgu7s/+GUeIsSWw/7FinpLDT4KrohIVRx6LwNjxqDhoJmpPPBqBkcMw5OvnwOHzYvS3LxHTjv7OJfBUlGHs189C+eTxGHnsYRhx9CGonjAa0847Db6yEsy49Dwx7dQLzoTL78O4049HcFAdavebjoop4+EbPBil++wN3euHb6zp/+loGCViA0fNUMDlgV5UAY1iJo8fWqBUJL7EK53tRdLGo6QGo4cOwptvvilioptvvhlf+tKXBAuekltVpZY08N5778UFF1wg3lMRkf7PQfHTk08+ib2LinHzL3+JS0aMwWu/+iV+feCBuPs7lyMwcRp8I8YgsPfBcBSXimNGCB50vDjewf2PgaO0Ev6p+8EzdBQ8Q0YhMGUfOEsr4J+6vzjevskzzN9o+ERoHh/08npoviLzj2JDpxsaJXAoRvIGc5M7PHFrY7dGhppU2MyvXR877aHx0y5lfp1wwgnirxDi8bioENx11114/fXXxWd28msbYRiiOmNjJ4NuslRAoOpHIiZYKEZvB/SyWqQ7mqCXVCLT22H6LVDVLdIDR+UgpNYvgXP0vkgt/QiOIRORXr8Ees0wIBkVwYqonFBLal8x0ms/g6NmONKdjXDWj0JyxXx4Bg1DSSKGEp8XzbEYdJdLUIVJUphoM6ubvYuXi/Oi9YPZSHR0o/XDTxANmVXO9MJFQuqx4rZ7kY6nMPdPt8GvOdDa1IQeOPDOXfmdVzcsMqt8L/zmbzmvb/z9/pzvCevmmSakr91yN6rgwWkhNz5HCLe++DgmoghrXjcrjMUTi4BUCos6O3D36YfjsBENyCycBYwfiuSKeXDXDUamTfoveTxZUa/yWEuv+RSXf+lQ3PfK+9hrr71wySWX4Dvf+Y5IgpFfxeWXX57dJmKDvf/++4Lx9Y1vfEN0RyO2lwJ5W7S3t8OX0fHSDbeKz17/wx0YDg8+vedJkWD2Qscbs2fB567E+g8+QaXbgbl/ul1MS8eQ8M4f/iHOi8+fehnN8bQ4RYqqi5GKRNE8ez7qkimEl62E7nFjw/r1eHVdI3560hHwkHcFeUV5/dDSacFIyoR74Rk5AdF578M/eT9EFs6Ce/wMpJpWmedLJgMjHoFWVg+jp1W8EhxUDY2Saa0TsWQaAbdDMIcongh6nIgm0yjxOtEdS4nvIsm0YHolUhmxvXZRbBuHheJqGKGOgl49NmxsCjSG9Qcax4h9QZ0giZ3hcrnw97//3T6o2wDyl8kwloCNnYSs8ZGbqFVmQooUCJSw0GIiKaK5NRjJGLRgGYzORuiVg5FpWQWtaiiMjvXQiqtgxEJm4kN3C4WD5vbBiHRBC5YDHeuA4mqgp8WMz0KdgtVvEJuOGkU5qVmUZvmBEUM3YyDV3oRMLIJMy3oYiYRoipBqaxRMtMjHb4oYLfz+S2Ke7tefQbK9De2vmv9vn2sxy9bcZ7L0l/7lDvP1ljsQj6Ww+L6Hxf8pRlD+oM0yhnrvln+K14//biaY5t//mIg1elauEf8vGlGK8LJlKD5+AsKz3xafpZbNMV9XLoCrpgGZeAR6qWIW9wAlFTC6absMcRwJRtsaXHvBl3HEpT/GIYccIpJbxNwaM2YMrr32WiFhrK0NZBPtZCdBUsczzjgD++yzD84555yc+KmjowPVLjdW33WP+Cz5v5dwpMsBz+L5UNoPR7wje8xcAR9C77xg7v/7/xOvsfVrJZNdQzKagJFMIbZskTjeibXLQTVAUkM4qmvFeUGfk8WARswi+h1dHiAWgh4oRYZey2qR6VgPvbQORqTbTPyJ6VzQvEUwQu3Qg+XIhDrgcHuRTlA87YEjRZuhCyVDxsgIrz5iYrudDhFTEZMvlsoINjyNHSpusvlE2w7x24ULN/iyYWOPkz0uWrRIJLzowTSZTIoKw3333SceRmlQ3ZWgQZu2i0AP0GR2vbXT0mD54osvoqWlRRg/EiNla2C4PIjrFiU1xYZVR/GgPKN5p6GjJ2pSQzNyWi+jxAa9JoPEmbFoqjkGj5KWmmHUXv4QrCSQ/LOIlN5w2SOXSymZk+byFaSvKsN+sHbIRgFqLJcUiYClD3LMEKX00Dl4TEGarsgAUJKBlklBFlGnxV0rA0fGEMmHTLhbJJwyjcvhGDpRBFt6w1iku5pEsIVYr1lFo8x4PALXoLHiJgpfEYyeNmiBMuher1l9Ih8tqjpl0nAQ/V4z4KofDi3eDdeQMdAycTjrhoo9z5Q3WL8ySaeocDVqmnkMRk1Fas1iURULv/c+/MUeTK6rwLw169ArDbLjPQnEWrvh9DoRW7dGvKK7DS6i3mdiKKlw5/3GiJrH06fpSBagTW8PkASPkl7jEBQJuiOrzGvm364EvnvsTJwzcxKGf+kU6/cavo94DTus342f62Vp83zwdKxC/fAYLj9/Be5//FnccP2v8OMf/1h4VhAb7D//+Y+oaipQtZJM8EtLS4WPF09+LV++HMOGDUMXkoghDS8caEUc89GDOngxAUUYDj8WpEM4OmN21VSGtMGgdf7WMTlaRCpsvCQLIYZ/Zxv8g4qQ6WqE2+fDv198Di5dx5mThsCpJwXNW4+asR/5lDjdughqSWYRnfeOINcbq+cJASYF/tnj1bxCvBrRxdCGTEUm0gNDK0Ykbo4aLaGkOS8FnfGUSHYVe5zoiaVQ4nEKw/6GYh82aDGU+VyCNl7scsLj0tEdTaIy6MaqjgjGVhdhXVcUdcVekTyl75PpDIqkob/XYUlfaRl0qeVKpy3oRGsXXaWs39jNjG3VmMKN9TVmGq9kTRk2tigJsbeaNQNgjFjvoCHmusuqCo8NqlGIn5kse4vzZY8sqeWQYxg9GGXBDPO53FHBWTMkb5lK6kjokg9EfFzNaQYwAAtyNN4Xkp9s6zIHCshwmhJejz76qGDWk6/Oz3/+c+FnSEyNXYnFixcLJm0gEBCm2dsybTQaFRIrKuaRZ1BJiSWL2xKQYXpKs0JWdXXpBcYYOks06IjJhjKFrjm3w4wrHFzGp+InbpLPrtmMkR8z8TuskjIzBXqORN0pxy4Hs3LQZPzDYx5NbptY/8YsLUTMV2A8VuMZb0bkK8lv8MH2V0vHLSN8+pyYRcmEiIuM3jZo5fVAdzO0okoRGxE7J5NOmRJM3SmSTyRRE361/hIzWeXxm4kslweaO2ouPxaGRnFwOgGttJI0idDLa2CQqXagVNgrgIy8M9LkXG1roFIcDL18sJkkCZRDD7dDCwSR6Wg0hWoOHfHVy8Xkya5u0VAos2E1dLdDFC/Mw58SXhzurOxL3W/Me0S8j/yRUDLUYpwrCwoui6xnY31Jj7mE7qRVvO6RzUz4rbOK2QNUTTRZoZV7Tch+5p1qdXxNVpl+XSHdl3cuFqXNRjEEZ/cGTNgniAvOOBmvvP0Bvve9q5BMpoQH2MsvvyyS7Bz0vEYx1EcffSQsIjhU/PTBnHkId8WEhcHbzW14uacDZ0SG4sBqc5sDtZk8CSM35veUWnJE1eBJdxGTi87HFFyBIJAkSVw5DLIcIGN0ks7RK4338V5obrdodEBSPaNzgxmTdDeJZRnSToWYYmJ+0RShVZwPaSo403rjUaQ1L9K0TBEiU/KLrAYM8WwVSxnwu3UxfnhdmpA4up30f5FahMfhQCKVQpHXhc5IAqV+NzoiCVQGPAjFk/A4HfLsAdxOTSTPKNHmIPG1jJ9UIo3bHXAJoybtVNxsbHDIZmT9qajVmJFjE8PliFLC6GBS4uy8SkIrTO4tk/ysrLmAtFp8T8nIPs17uCxSk3GgafMjv46HzTG5n+Khkl/zhiRK6kig30ls50ZSkRv7bk/Djoid1HJtbGXyKxwOC7kRBW3EuqDB8YADDhCBD3Vg211ADBHaTgJ1PdlY8mtj09IgRvRfYpCQLv4HP/iBCFa5+faOgkp8DXioC5IGUwqmKOAhTzF/CRDpMVkX0W6RgBI+ZwYltIphJCJCS270moEYVPKLpqGBI5UUAZkRSoiEGCW8aJBOr1og5IaZ9YuF9MygSmKfgVkEV+Im2ma+hjvNAZ7ou9yvI2PdNDYbtOx+Brajxg3DL59/Fx93d2Ef8nnYBlToTkSRQQRp+LO35u0L04fK/P2a0gm8t7wRfzrjSAQ24f2wMVx3y1246e6HxLU3uKYSoUgMK1asEB2L6CGR47XXXhPJr1tvNZldHA8//DBuu+020dHoodB6lMCFViREYn55SwtGwA83PSBRlXF73BTKy/Hwax/jxOH1KPFtxXmxGVC3d55E6ZXdKJt6zcBvbXcMQbcD67qjwgeMEmOEjNcA5DPTyg4zKKTEF6GlN4YKvwtxCtIpSKOHDHlMyD8snTbgcRLrLIWg1yWScF6XQzxMCH8MmtThhO5wiYdB8nrJpJKiuko+Debx3XODE71hHDLrP9/Vm7FnwTa8z0Nra6sotFHR8PPPP8fUqVMF4+KYY44RzNXdAcTkJyYIdcYlufnGkl+bmpZYbfvtt58oXpAvI8VP1IRkyBAzWbyjQCNNvE/ia2Cz1Q3ht0qeT+TNRd3DiS1FMYtGD9NiQNdNtnoiCt0XRCYagk4JrGgvdLcXRixpLkM9SFM8ZBgwojLZ3ytjIZV0ICYsJb3UdtB7irXoO5KJi8SE6S8kJOMqvlLxE63H7enXy6k/iASHLaHqF+d/9yd49d1ZIn4aPWwwlq5aK7y/6B5MzzYJSi5KUDKMOjz+8pe/zFsOFRqvuOIKPPbYY7hw7WcI6A6sSsbEdX7jwsV46ohNy7i3BDqx+OKRbOy9o0Dnq0pC0Suxvghh6QsXiqdEoi+VSGeT3LFkBlQXpcQXgRJfhO6o+RpNpOCjLLe4FHWxXBXyUBKMEv9OpwOpdFowzTK0YI0S7ybLTDDS6Bi4PSK20x1OkVim2Ium3bOjJ2LOV4mEpI3NPWA7SKJoyx63PPm1du1aQZ+lBFcoFBLsrqeffhonnniiSByRNnx3AQ3oZJRN2/jSSy9t07RvvPEGVq9ejfnz54sBiqan6ixnn2wuWhMOeMLJghVDleTmpotUVWgNWWauhBBrTR1OSpaK21nQYNGRNbI3Cn6vDAJ74tYySTbVdztITtW3UlHktpIQvHuzGNPJKF3eWIjlkUhn4HY5kfQUw+V0IplKwevxIZOIi2BLi5iJJWJ0GPTwTZ3VRPIqIe4ggs7ucCFN1UDZ2tfQXaJyJNZHQV4yDp2SZ1RlpFsFJatoul7zlUASNAVDsjcyPabcTkCa3HNzfF5VNvzBPGNybpivGCfpADOX9Jflm9C6A6JaSok81yDzxlsy3rwxfG/MCLz26Ur8Zu1K3D3jCNSsM8nlaVZF5PCVmRW2uKw2EoLtZkJjhl6Ef0aasA5RjIFVfdsRGLZPHchh482vfwsNdSZbJz32kOz3c1vM7Xt+sUnzJ3Swc/uQUWYgdfTIKfisqUcwBL797W8LxkBPT49gQzidzrzrjgKHgw8+uOA20XVNbAqi99PDpur2SAk06liUQAbLEMZMdzFqPOY53jDe/O3KRrDfjSEhg3ti5Ck4fea8j636DC09vbjoxANzt1E+hCnz3b6t25UJrINM/9U8rDU1GfwSgqq9ex+o5Ja6dgm9MpAjFpgCv6aJDUaokK+ESp91LntT5nmnxc3fyCHP5aCTKnJp+MgIn65ZbkKdiCBDnnZ0HSYd0GX1VpcPZE4pY9BJ1kAJMTJDjvWalPhQh2CtZtrWCkYmJbYFu5K84ei6IW88+dDjZr5vDsn44ma3Gc7oUjf7Ag0EeJWRGzxr8oEt3W4+5In3PZ3Zh0DxMCmo/BY7R5O/jWKVEZKhVB77I6cxBWMWeJwa3Em7/8xABckZf/vb34o4ie6P1IWNxiQaj3aXpJcCbQ+NudOmTUNjY+M2TfvPf/5TfPfQQw+J/1Py609/+pOQX20pupM6kpJB2R84I4tYGlRAzK1rGHnG1Nygmrga3PC67zyqIMDHUt6oghto912POb9sXMTYZnoBA3k6R+ih1+kwH5hd9OBsuMUDdDpN0ixqhmRWKYj9IRp60BgnihcUFOlmEosSUnI6g2InWr3Lb7LZPAGzeQ/FVqmkYJApM3rVRMCgcbFvDZY1D+GJK+HRxFllfVkoaj/5/nJGiWSpZDzWuGp48uMWPeUxu3nSfUGy5ngDJP9wi5kbbzQLmwZjkShGF0n0FNIxKxaJd5nzuwPWfSTWyczv5fxeGXsRUpJtT0iEzeNDdgsKYXle8Pg7WG0V2YuH1ZrbNMLqgp2on5x9v6jdXOazn1udELtlAuZQGTsRDhs6FkvWNuF73/se9t57b2FDc3AqJRjx9H7NmjWorTXXRWhubsakSZNQCDfddJPoCkkM1QcffFB0eyTrm3nz5omCo6fYLPC5iy2mdbChKr95D4OI5cUBYyeVYv1QwpTOZ9JBcj8v1SiB28Dw807JmzmrSLEo2Wdu1XmLoBQu7DpOsmtX3ZpzewRx1qj5XiS8JALyQciZketOS1Zn0nzQNjQ/iPBGnb/Vc1RGMtVod6j4nhG2GqQqSYn9opSYTtvocMsct+kFTderg1hwsTh0aggQD5msy3gUhlCnGOb1T4yudFKwZtW1ohoI8OvU4E3FchpvyO/ZIJplJHEmKiMEKKN7TcatAl1xUyHEky98bFA+bmxsyLBrNvt7sN9ANSDINlVy2R5wNjYfm51apGrd7bffjsMOO0yY2hPNnRhRu5up6Lp163DllVfiuuuuE616t3VaouwHg8HsfpaXl4vPdgbawrmJr50Jt0MXw4zf7YBL1wTLw+9yCNq+320OQZTQIlBSgkDG47JJoAwXjSxDJaESACnzlbwXRJKLBn+qCibjouojAhpFl1XdHweaz85GqpZUCbrlSwdhaGkRznroJTy9odEMXrcCxboTdeRvhZCgbm9vkJywE7LSaxhojsYwtGbzq4EUwKZk5zyOMWPHCoo+mbWSRIZadBPDix6i6EGLQMEdBW5nB6pwtl6LYzQz2KKHLEqYVcCFCQgKJgKZ4rvdbrEcWu7555+PUjjF9oeRxn4skav25cVVG3D8E69h7wefxz4PPo+D//MSrnx1Fv61dDXWh9lNXeLzrh7cuXQVTpo+GSPKdq1kaZdC0d9lcGp2pKWHqoSQ0ggvHmJk0is9eFHCixgENAt5wdE0dP2L8iwFfS4RCDsqB4v3zjH7imldEw4wTYBrR5pSZG8RQHJJCp5EIKdtV0NcvWLTzV5s9IG6GWzvvz0QxJ6gIiHZKlAhkR4mKfG1u+Htt98WD7133HGHYPNv67QUK3GZ486Mn3p3IXOekmT0RzJL8hCiIiB1Paaz1yuLlVQItOIm06BfFA6tACrb3SyZMsfTVCptSqhoDE2nxDgqElhi3JRsdfUgquwkBhpLSiT3dvVG7L4gfy96Vnv88cdFkzJiWRIz/rjjjsuyMYnRRfjziQfh3sNm4F9H7Cf+/4c//EEk6g8uKsVYzSme98grjBJmtCxi0tPz0glDTS/S7QnyfhMKji8y5LUqkrvSu1B5oFGhl659SnwR0jIJnaFunzQOUHGOXmlckAMIkQtEKl8W4bXSepF00kprhUpGHG+yqSASgvDl0+Q825ElRMtRzQps7NrYaQ+Nn3YENrvUXF9fL3x1iE1BD6Df/OY3RZtcMmfdXUADA1F4R44cie9///sbNZnd3GmPOOIIUa2kjnMTJ04Ucs8bb7wROwMlXhd6Y6mc6sTWQFFmKQDT0gZcQstuwEOd50Q1ISOSW7Su+hIvNnTHUOpzoTUcF8GbWH86g4RB2nciZJmeQCqhRRUhAlF7zSIjGXFnnb62+TgMPNDx6d+Lq9TnwX/OPga/fPUj/G7+Urzc0opJwSBGBQLCTyqWTqMtkcCC3l7M7+1BkcuJ46uqcUJNDSqZ1xphb5TgWbRgNaIYhv6lv1sKYky9hXZRidkfZTjv3Y+wKhRG+ZcX4T+/vgr7T7L82Qoh2tuNf154DFLxGCYddxamfe8HKC4rF99d+5Ofoq6+Hq88/TjuvvMOhCIRDK8px5WnHoEzitw49r5n8OITj2F6xoPji8owOxrHc0YrKuDEqvc/AaVt90c56uERnl6fLVyBmxf+DilkUAoXpsGPsQjiebSgCm6MYP4qayJR/H7pUszt7sGhg6px9tih4gzuTSQxu7kDf16wGH+a9zmOrK3GV4cORls8jnc7OvDCuiaMKArg6kk7Vs4zoKGS3MpDkC4RWUVMb1gqXlNLPhKvyU/fMydpWm4GV8QUo4qpYJA6YGhJaN6gCAiF+W2022y3TZIfl2QOCGq5JgJMJRkqGBwQi8I2a92jQYwHkuZRkmbmzJlCgrczQXGGx+MRD48bNmwQ8RPFFttFbr2d0NvbK7q+UXGAZJi/+tWvtnnac889F/vuu6+IE0lyRU1L/vc/0wh7R4Pk2b2x7ZcAo2SWkHQLlbfp40MMrFQmiYDHhVAsiRKfGz2xhIin4inTs4hiLfoXI8a7Q0cskYLHoWULgaqxES9yKQbb1ha+BjLMY2Ifl/5w19334vbb/oG3X3kRb7z2qri/jRrSgN9/7xKcNrIU1z30Eha+/Qou3HscThw3FOHVppz12mnj8Nxbb2Koy4XzK+rQ4Pbird5O/G/2HPzp3ffEOTwqGMS1I0firH1MD7LtCWFLYmProa4LwYiUyTMpcTV6TWWJ0bVBxFlGV5NoviUkpiIOokKhKZ8WRUOSXLo9okCpu33IUNMJUUw0kBFJel2MUbpOEs60GXOJgmfh+MnulL1n49NPPxUegNS1mu7nVLD5wiS/qHMIBW3kd0V0fUoG1dXV4aKLLtpqA9NCIFP5zfUOI98t6gin8Le//U1Qez/++ONN/jibOy0FyR988IEwhiTZFO0/eVhsDZp6EwiQ2aYEdWVT6JG+PRxZOiexbGQQ1yvNNonySbT4IjK5jusIuJ1CXljqo3SEhlQmg1IySU+mUOx1iUQVUegFmUInK1jTUJDGyFAiLf4ISxpNuVOjlKQ1hxKoDlgJFb+k9vKEnJ6VV1pDHzczD0mKcYrRikuIqSFRVObLo85yKEpuSkoezWNjfU8yKgEyTJXIRM33isYvli+N88U8RQUkZFwWqaqonF4t5+efAYymGzQp3zGPdT1EmRGq2uagrxS6wyG6DaXjplmpk0kuq/Y2133nzEk46PFX8eicJXh2Qyva163LYebtVV+F88dPxLruEO77bCX+uWYN/nTUTEwdbq3/sGgSi2O9mJXuwhD4RGJoe2AeerAXirEMEbyFDlw+agwumzIarwwagatvfQgfPPwPrA5b+/7MZ80i4XDvTbegfNrxaJ/zHK665ue4+R/3YP6Lj+Ky/z2B4Sd9EyXXf19MP+XEc/Dtb1idhzLvPSFel//7Wbxy8hGIplOY//Ia0GUxN9OLXqRxJupRJlzoLQyCT/xxUBD3OtoF8+t8Zz1GDTfPhZ5UCt9aulhcd49eeQaOmDDcnJ7Rrzsb2/HI3CW49a05uPDD2eKzkeXFuHTGRFx11qkIFAUQX700x5RdyR05bZ/LZdNS9sg/U0bvYj5ZgSMGpkKx15qWGJlc/shBrIO+0xHKpZS5NmDdAtydq7PvdfLc6wtJU3fKRhtim3OcnfuYKItrOp73PqeZBZceVshqMm/a4TITtu5RU6zPmOF89poWWXc5hlK3THoNd5mSoM710CmxFukS4x4FdMKkmSQBxLpIp6EbSUB0jqpEsmk1HHWjEevoFbJKCiA1PQkj6UKqdR28gwYj09EEl9efZacqCUGKPZMpGQShTP5eXAKVlUeIBiBhOGTThwGD3cDziwozl156qYgpKIah+IJsDO655x6ccorVkGNHg7rR0voeeOABET+RjHvs2LG47LLLhNE0lyJtaxMiYrduDkh6yZv3fPe730UkEhFsrk1hc6clT1hqVEJ2EZTkIZ/YTTHy+0NPgpji1tigriUeV/BkIvnwEHiDDmU2TWO86uxG9g/0f/LX0Q1itJsPch6XGT8R052YV+RfKAImSoLJcY8+J6UhNREhKJuKKJOwe0kiLuGiFYj4Kf8+zM2vuXxTGT/zodbHDKo9fnf/DHkmLUozoYdaF2+QBDZWK9mYioPEPB7zPmpQ92oUmF99xuVO/WyLAjd1zsj7SlKO+YSEHFB5vOeVDVVEkVVus84sAZz1w6xV+gI58aDYPlmwV/J1MV24x7pPyvMm3mUZyUc72XFwmfdZB4vfRSMitU/KTmSttUzq/EjwcQksuzcrCaZebBYACesi1rF9dL4pKX7sWdN3smve07jk1APwl/uewfvnWIX7ojOnise6I7/2Lfz8+98yl7n0/ez3vR+/i5vPPFK8b571GZLtPQi3mMfmpOJKnDDBXH9KWigc46/GSaOtMSJQbR7PolrreAcbLLa/s8489noJkz2yrqskyxMfhbry7uGO+tHIdLeK+zdHNm7qxxtOMR3FPV19xq4PBX4OqViKx1SFOmJz+TNv1KMsC4LsHu+KSosVHt9wZJtdMFkwX6c6H3mX2mwzDOva5ub2So6YYU2GOJTUOOMry2tQpkzmzQ/NIqAo9EnlDXkBmq/ks8zs5J0esV4hz6RGY6KJQEZ4Getu6mxOOk83DIO6usahBXwwwj3QyCifLCWIBRYLiW6v2d9Ujg1cNc5jJSUvzbX1kcdGesSl0/2MO3sidhPPr46ODhEnzJkzRzDVP/vsM/E5sUpJibMnY4tMRigR9LWvfU38kVkrBXFUySQT18mTJ+O5554TXUU2Zi6/ORXaq666arOmJVmUSn5Rx6Ef/vCHuOaaa4SJ7MawJdMSyCPoW98ybyQ7EhSAUVKJHlJjqbRIbFHgQxVHGuMouVXmd6OxN4a6Ii/Wd0dFJ0YatOm7RCqDKAWIfYM/xdCSNxElRbSLirsOlPjaHJw6ZbT4i3X0oD0aFwGf3+uGj7rLUDcZ2V3nJzMm4edvzsYPXp2FP4weh6lFxdmHgRPdlbgluhavog2TUYRyuIXROyWBMlnT+i0DmehTmrUbSXG+nTtuuFjXN047Htf+6faC8yx8/Rk0vnYnvJVD0fbRk7jqPzfgD7/7DepO+wPSq15E75pPxf5tig1BQUiQPN9kAEzdG4nh1TfxVQh0dRBjbSnCOM1RjXrdCpLua1qPrlgcz3/9S5ggE1994XM78fUZE3BKQzU+2NCCIcVBjKozgz+teT3iPbsPE9bGRiAe2ojRKoPKiNkxirqa0WfpdZ8h3dEs/qi9vE6Sg3CPCMSFt01HExy1I5DesAyOQWPNbmZOt7gm1TlMASGdq7y7k42dC/LnJIkh2TaQsTzh6quvFp5/5F1DTWx2FkjyRwxz+qOCGrHIyTOLmgiR5+hbb70lmgcpG4GtASWXNjd+ouBVJb+I0U+sLJJm0nZuDFsyLWHw4MFCOrWjIVjsMuFPnfA8ZNNA114qA5/LIbqylQfc6AgnUOSlzrjUkIMYXBmy50FSmFprSMVpeqtTpJIckgRRXMmUdNnhe2OjP9hsOKBr/jP47pM34ve/uAZA/wqXPQmZ9g0FO7/b2H2lx4oIkE2YURGPklHJmGVwTwXOTBJGImO2x6LkmR6F5isx53O5TcllJp31OCT7F/o/jc+8uZONnYvzzjsPS5YsEUkvKtAlk0nho0xe75RHIUuoPRVbHWVR0PjHP/4RN9xwA5566ikRyJEHGHnrkAE1VTTJa2dLQZ1ENiZX5FCJL6ruUkKOtO0U7G4MWzLt9gJptQn0TB/0OJFMZ0TSigIyurDplVgbVUEPGnti8Lp0RJNpkfiiKlI4nUanrCw2ScPtNV1RkQVvCydQ6XebXdpsMvgeA2phnJayh80BPUxX+r15LbgVijwu/P7IfdH+bBw/XroYfx03ESNkEnqww4ujUCnYTitgVkfc0ETaim4r1XBjKoqFLHJzmWHkJRaH+dAwBUUo9phJn+b2ThQVSH5Tsu/dh+9A0aiZCA7LrRg4vMUYfvr3svu5Jfg8FUEXUjgYhQ1WOXqREgnAVsRxJCoxwWEN3F2pJJ5vb8U3D5iMQSWbHtDpAevgwblsDXfDUOhaBslmi6FnY89HJtQtgjQjYjIB0uuWmK9rzSpYevVCOIMHiipn2l/VR2quIyVZJFSEcEnDao0k6GSuLYJI2TFVVuXU/WJPB7E6tne77i1ZHjGT/vKXv4hEl0p8EVR3WIpfqIC3K0Dscfr785//LHwKKX4iJjsV2o488kiRoKNE2JaCzKs3N35SiS8qXpI3IjHTqHPjxrAl024vqOuBmFnEeBbdZyXrPZxIioIgdWEjg3uybiCrBoqHiBFGCSuKt+iPQIkvQpc0wqc4SzAM7ErgHgPlizZQxkkbJvSyWmS6mnO7qdvY4yG8yGh8JWYqdZUNmU3GjLDp9YpkFIa0HlEEDdENUxQ0dPGUIeKmjFlMVN9TYyXqiKlRB1tmpj8QxoUdETup5W4u5s2bJ7zdKU5SzHSyL7j++utFPHXvvfcKz/Q9FdvcXoqSXRQE0d+qVatEdx+SFJA8cGuSX1QlpIBwS0AZyFmzZuGcc87BP/7xj5wfj0CBJS33ggsu2KJptxZ0DKh1MHmjUQBO2VJCdzyFYDKF3ngqa4aqQMkvkjYSFb9NdnGh/9NDNn2nOgpxaVNSXuRKCkkYXmpJvBSll3eDTDNeabfs8rih16J0K/kjp+CrrhoEt/yC07e51EctnksNVDfJCNtOPjw5/a7suZRdJsv2Kwml6Hoi4WdSAgWDaLVqmTVD8qWOAcvYXHSaExR4Jltk1PesXLIA1VpjnWx4Z8e0z6TtR1j3TC7/VL9HwtBltxkdHimVdAwZn53OTd1uJEpJWkXL7pI3ij7JLyWVi7WbzJWHRjbghN/fjx+tWoKnTj8Sk2RXQnejhhOMMjRnEvgsHkHYSItuoPQAsCgTxstGG4rhxNGoQiWTcvaHGSjFZzCTARNRhKTsdnTT3Y/gF1ddIrrvhZlE5aWnn0LHupUoO+w0NC9dhoxqfJBKomPFPHiLi5GO9uCVN9oxatq+IjH44t9uxtJly/HzH1+LUWtMP4i176/PLnN+dxRPGW0oh0sk4zYG6nj5CtrghY6vu+oxWPdifJE5T+nwUvz702VwODRcfsIBCAZ88FQyRgO7meqyyYO3Il/qrRc5kIkm4KwoyensmAybVTH+mVMy9gglY02pgLNhpLWwsvq8LqIcvMtQg+y6xCn86ryrlNeWWKTsSsnly04mUdFlUEIQHYOExMVad0ZKlXuZlNfJpMiU2BefdVrJPz1mnpdiWbILY3/dUNV7TTW8YJ2DhERRLTPA5M2dsiNjxLp2tQC7wUvqPoem5DdcssOkFkrqk+0KNmg4Io3NSMprTP2OZQ2WvEbBlbZ+41JxrhCLhGQ1bSYvMZ6xbrqSfUbBG0mOVFOVsrKyrEcS+WxSsoZkcza2nAVFrCoybeYoKioSvhU7y3tqY6BtIRN8+qMYhOIPkghOnz59q5JfKqm2JaDjQM1DyCibx15kc0HxC31GzUKo2rsl027v+IliCooLhOm76M5mXr9h6WvTFjbLOTH5OXlxmaz4fNkjgdhhBGJ5ZSHfO9g8KubhoDhNIcreZ2MVNgsv6CgrC954Tq2KExz4dsZkgJXLIGUxgNxmF+uUppbJWRO8rsTlQ9YimXTPI7tds14w2W6NDIae3zFXdJ5U33PbCCnrMvyWZC4jYybx3u3P656pNj/Dt118aH7hVPYZTPLp4F3oZPynU4Ol7Ibqed2/NeomLOGR21wUscZybmOQ6I3kdHEWn8miNEdpm3UfW866vFvzJPNiBN7tjt9n3/20Wbyu+eBZ8ZqW9yjyYlq/ZIO1nk7Li+vAWvPHS25Ymf2sfaH1vlvKMlXsxqWYvgrrOcJfaRUzg3Xmb+evte7hztLyvBhbdUuXG2m9VdI/KaE1JzY/M9IJMx53uXLPISW9zekQaf0eqtNnTpdQ1XWZdzFEvqSOuiwXuj6UxJhL7wq9V9I7Mb+MpXKuE/ZeWSPEeFdJjdlOyGOvJ7rzl8mvTRYPqi6Jhrx2xDw8eaiuC9aFmo6zmI58UtU8TKqpti7HnoJDXV/seYw6VVoLyORcX1pZHdKNy0VS04hb15QjUJq3zOzxNAAf/cYGFTMAjbqCs2Wb7mOm7FqsJ50U8TvBjp+2D1555RXx2jd+otiErK4oFvhCJ7/6+jv8+te/FhrRN998EzsLFRUV2WonJeC4KSuBuiupB4stmXZrQaZwVIEdOnSo8LegV0oO0sXaLbX0FHjx5Fch0DQVfjci3TunO5KNnQfqlKnkqNsTRT4Pbjt2fxz/6Cu4Y95inAXrpufUNDQ4PHDLhBl5nRCm6cVYkowK765n0ITjUY1aMF+CAiiGC144xA3JI9vDUzL2kvNOx/RJuVKi+2//GxY88FsRXXR/8E/xWUYmRYxECJFZd2DlnPuQinbjlgccOOWyqxHu6UJo6Vwcf+zR+MX1v8FUVxQvLliGUd0ZnFtaA5em42mjBY2IiYRdbmv6XBDT6wW0oAFenO2ugU+Ye+ZeZ8+u2YATB9ejjLU/31JQC2mNHsykr0VfdMcSeGn5WowoK8Z+I+zugXsKkmuXIdkq/Ty2J2QgR54lGj22S/+/hx9+WPhSLV26VNgA0D1rj8QO9PxSXV8VyEye/jjo+BHo/tsX9BnJDOPxeN58uwpkwUBepJQ46rt/OxLE4qeYKJFI5MREdGzIp4s+oyTslk67veMnSuSQvUMWmyIJa5rw20pspsWAjT0DlEwUjNovyO9K8dOsW8xEczIiExaqaJWMYMNj381O+3LZFTj6nIuwJ4Kkb2bHd1vmNpBgdKzfMWw+Fj8RRPfwgRI/7WDPr55tiJ9o/CXlnPp+T8V2TX4pkD70vffew7e//W3sDBAlrxBbjLKSVE2lTkSKtrcl024tSBNLfwrqRCO2VwkzxixijCyVFItIA2XFwop1RIT8UVU5SS6p0JWtHCUKmlpbn7GqFas6dEgpZSer/Cg2GUkxCxnvZyuKRuEqaFx+odhe5r4ls/ufXQ6LYdU29XepK6qrl1VecqoWsuKYY6wpq4sOxvzKYXqoj1iFKccUVbKvcphjyjyVGbJmTb55lZLdvHMbA1ifRRPJnMpNhrFhtHqLreOWFcl089qC26kGfg8LBEeOGYzLD5yKv709F6cfth9qfV6MZj9YWad5vJrjPHj0YahRh8fSzXjOaMFxqEJDH6N4Dqqwr9TCmOIIYrLXi+Ihpu/VoKlTspUjVXXef5+9cM3qFXnLqK6uFiyCvnjp7Q/xncsvxuwXH8Wg+jr89e//gLPIgysmjcL1L8zGqt64eO5ZjxhOQPVGt5Okma9rbYIZdoG7HnuXWr9XxSiTabQwFUNTNIZTJg9HSprPp0OhPLYXZ2wZ7NpVTCCqDid7w8hEYlkmHmHxsvW4c9EyPLdyA+LyHD2wvgrfnjYWEytKUCUrmhoz7U0zRpQ6R/q7ppV5PUch5jd1aO1rxm7o1rJT1cyIWlYa+bq7k5bxdF/jV0JQl8FIo3VTjK1bnn3vkCa4jpFTC1cxZZWWG9dmWW85rARLlupQ1zQ3u+VsBMns5M0GrHVb13GGKV0dNYPFq6fNNBl2jtwLsbfeQLrXMuklpFstFqKjzEwEOHkFlW2Hqoyq6m9fpiqnuVNLepK/7ekgU1xlyLs9l0kgdjYHseOuu+66nM9C8hou5EFKXR9V0Wt3SX4pkD+Z17vx4sP2xN577y3++oKaAS1btiwnXtqSabd3/KT1YWGpWIjHNFFGQ48lM6A+QpwxxQuO4SyzhjelUd/nG+vze5qKc/quX93uOduLWwmo2MBgn6nt6y+mKuQZWCjG4I2HFPh2cIKbMuXWWLyZ22jEvCYMjTU3UQyenIYmFpMj3d2ew6oXyHkv7ym8sZBkA5v7lPsqlqmYdFxpkCZJq7kNTnWfYveRNB//JfNG91r3c0jWuYqdxDYztr2jyLz3+qpyx3uFWGdvniG+aoBA8KTNY+evtOKSYZFkHuOueJDFVAo2VOWxhnLipyWLNit+eumdD+EjqjHtc8Qs2PSuWpP9vnmexRLrWWfuh6eYsZPkSci33V9t3YsCcjsDteV5cbE5v/SAioULngO8yUB2Hvk7EEsw22iKzZ8J9+Y1X+BxuWKW8VjFcPv6ZSuKTVIKFvY8laNHKdADjTq05o0JjLmlYnh+3+dxixoz4myMcqiHAlqmnFT9bmLxEXkOsiYT/PxWMVNOMwlO3pDM/AyPRVIFfGl5okW9L9RAg4Ffu2Cd5DNu8/fU3eZvqFUOQWbpx+Z73lyOsfJ1FRfxdfJtUp8XOrbZ6Qb9SAVKAAEAAElEQVRO/LQjYie13O0VP61daz2T7onYIckvG9sPoysDWNg8wLqA2RAeQPEdwPxSuGT/ybjz/QV4fPU6XDFu87preTQdZzpq8FCqCW+gHWejoV8z/DWIotlI4BSn1emnP7z30Ryc9zVTRpyUiZN0pEMEbuTxp1P3Sy2DVKQHxWUVOOXCK+B0ukTia+mKVcLg9reH7y0Ya+85yvFkqkX4fO2Hso0mvghz0I2IkcbX3PWC+VYId85djAmVpdhHGtdvLTLRCAzm40bb/czi1fj5K7NEkujC0cNwyuB6zO3owt+WrMC5L7yLF087HPniORu7E1LL5+QlvmzsWlDgxQPcQgksJaMnn8++UFK6nZlksrFzQcN9ud+N5l6W4LExIH5XMsZWjQgGOih+Ouf8r4v3yajsLpzozcZPzqBVOD3nsitw0uj85PQeAZbcsjFwYLRZyVcbAyd+8u7hsdOATn5R50nqnKSqvNtr2p0JO/E1MLGjAzdi8JEZcJ1vy2R8JCc8AOV4DI1YjjDGIN/8PYq0kEiOc/gxxrHpzq7nXXIFlg8+Ej0bVuCdW36E6qO+j6bnfim+o8RX+SFXoOONm1E8Yi/c8fjTolrd09mOJctXorSkGHf/5Ua43zC9LsJIo1RzImqkxXZsCk2IY4weQLnsDtkXqyIRvLuuBTcese8Wm+33hbOqHomOThgJYEVnD/74zly8uHQtjh9ah5/sOwnemFlZPKq+Bg1VRTj/pffRIxmANnZfuCYeBHy+eldvxh4HIqRsbwWLWh4Fbpuq7jY0mNLiQuxS+ozm35O7Fe1oUKOAtra27T7tzgIRZ6ghkI2BBRoDFPPriwCKn2aXHiTef/LMi+I19N7fzS9dAYz/5n3ZaU86z2wCtidCC5bBkF2XbQwcaBWDgc6WXb0Z+KLHTmq5WxM/FfeZlj4bMWIE9mQM6OQXGe5vrun+lky7tXDpeo7UsSbAzQ61HNkhoTehY2RFAMvbw9nuF9xAXRkkJhlfXnV9JKzrieVJ73xOi3YaSqTyvqdt7Ctn4t8rin971Eo88OaDKibhxvxq84JMdpU7j5yA0Yo9jA6sUetcYcjN6MDM/FJR73M6WUhKLDcL1/hoImm0ZJhYyBA/a4rqsx6OMu5gjvE3gdqh//O+B/DOe+9jXWOzeJiaMGUaLrr0cjhdTvzlz7dgw3qTHqpWX1lRjiu/9W1U1NTh2VdexH//+wTWrV0Dn9eHyZMn4azTTsbwYUPx57/eivWrluO4ww/GOQdPya6T0/Vnz56DO1/9GKlEEhccOBVTh9Tgobfn4a65i8Xv9llnD1rKK+By64KJ9HZvF57paUbYyKBO8+Bwd6lIJq3IRLDEiKDNSJjyXMOJT9CNIfCiCQmsQgQdSAoZYQIZUNP3n9YPQ7nThVmRHjy7pglf2Wss1q9biz/f8xDmLFyMlLcYx554Es4453zsN6oCkWoHPnQB7a/9DkhHcdVVVwnPCq35XVTU1qOyoQqP/PYanPLlM3DEjOm44Ve/xvL1TSgtCmBUTwinDR2EDzJdONhVijnpXsxP9wjPr1p4MAXF8MOBZQhjLWLoQUqQoFsQx1jdm23Q4GOyx6K6IJ6Zs0Z00fzShOFwOh1ZuSI3sw02WIwwZ3FJnvRUyR8SC+di/kcLcfNHC/G/VY0o97jx230m49BgGdAWF53FFCqrvDhhWD2CJKmUMpAcujyDMjCVqhGBYtYcQhnd8+RdhJkGF7qOsxR+9hmXEyoqeU4zCykv4LR96sBjLVQuh5ma8iYSWSw3m4uIfRqWyJcNcFlx9jpmtHr+vdxOLqXJyqC5ESs7dobLlyc1BpOZOqlzEJMyGp0b4PRalbGMZA2F1rdaY3HPO+LVW9+w0fHEOdRqbJGR0gwbOwYzZ84U18Ts2bNzOhPSOEif0fc2+seW2FbsDIsLGt647UOxdI3nUkf6bRVoCKwIuNHOEmBmf+NcdRAfF9V76Qghl5nOk0vxOIyHFWoI5naudK+0lm9+EUrmSy35drAwLisD5A1NuIVEoYckp5JwMUNuPRLOj382ZWrNZGpGWs3DD04m37icGZzrTm7O7c+7z3R0deO2u+7G7E/mormtHZUVFdj3gIPwjf+7CE1Njbj177eipyuXdTt06BBc9b3vIQMNLzz1BJ577jmReC0tKcE+++yN8846Axkjg7/dejvCPZ04/6yv4Mh9JlrbZJj3h0wogpfem42HXngDxT43vnP2SaitKMVtD/4XL3y8CJlEAsdOHY2LjtxHqODiqRQe/GARnvnkc6QyGexXV4ULpo6G1+nEcyvX4+31rVjbG0aRy4Xp1WU4qagSXocDzzc14SO9E03xONy6jpHBAM6or0fFOFNCSHCXm5YHcxcsxG0PPoLPlq6At7wWZ5xznoihDp9sWrEk4keJ148+vBVXXHEFNCOJzIe3ZpfzRFM1vnL2Ofhs4UKc+eJjaGztQGkyisNHDcZZe42FO+BGLJ3Gf9dtwJudLeLcmpkpxem1deI8fLa1GfN6etDWmELA6cCEshJc1lCCKumF6gp48+9tTNao5IoZfg5IGSmXK/IY1pCxVLpjPiBluDnWHooRxpsncNlj9sMCxin9NELwOpx5li4cXMqc3Q72vkC/rRxLAwW+GPWejx05imaH0v0y9YA8TjqTCzpCVtyhplUxTd41q2TBLLZMSxsPJ5NH8mcnTV7n/UkQldyR20YY/DlKzeeRctVoT7axGLefyEQsRZMmf2NHkDWS4pJVuXzeIKm/eNnG9sF+snEOxUrUxIYnvtatW4evfvWre/Shts+e3RyrOsKb9HW1sevws19djzvuvk88SJFJL/mT/Pv+e3Hf3XfhwIMOwQfvvSO6Y3C88tEH+OTjWYhFY1i6ZLGYd/LkKaIz2dPPPIu/32p2ISXjYDIYvuCqH2P/p+7C8IZ8L7or734GIWcADocDH9z/PMbWVuCFBctw9NFHY0ZtLZ5++mm89M4H+MuwsXi4rRkvd7fj0EMPxdRhw0TQ+E7bKkx2BjEvHcLYsWNx+IwZiMVieP3110VAeT/Wi5v+tGnTcOykSWKd1C11yZIl+Djai2OKyvFybwe0jz/D2OpyfOmI01FWVi46hND+XHft1Xji4X/jtF//E/7iUky97EbM+dtVSMejYjmHHWJWNFFO3TlTWPLpAnz9kYfEQyu105004yC0t7fj7nkv44Glq3CgoxgL02F8lo7gyCOPFNWJZ555Bp92bsA4BPGZIyLmO2DcOGHK/M477+CttWsxwuHDBGc+y2NhRzf2H1wDD0sKby18k2bgRzc9gPU9Ifxo6nh8aXAdPA4H4t1x4dtCiW0KfgmDi/y48eA9t0r7RYJebnXetLH5IF8i7k20PbAlyxs0aJAYB6l74s9+9rMsq5vGxMbGxu3iT2Vj90an7JxtY/fEud+4CJ/MnY/9999fNHygB6sbb7geDz14P0pKy9DcuEF0FuW47+7/YeH8eZjzySfo7e3BEUccIealOOGOO+/C735/Y/b6pxjqhYuvwLpZL4sOuhyRWAxfvfZ3GDl6DFpaWkShrbGtE4vXNArPOYpBfv3k03jwnbl47JLT8I17n8WctS2iIQX54Nz51FN4/NMVqC8K4OPGNhF3TD9sktiOO19+GY8Za3B4VSUeaWoW3WX3GTMG0WhUNAN74qOP8UB9AHszq4Un3p+Pr918rWjyQA+eZNp9+QXn4bQzz8aU//tFtrhFsVMq2iM89g4X8ZNVbHr/rTfw0P33in098MADMXHfA4Tp94+ffw1PLliOX48YiSs/novl0RhOOukkMd19Tz2F51tbMC4QxDvhkFj3jBEj0N3djf+++iqeuPdZPPbVYzCyPL/D9faEY/AEpFfM2aHrsLGTQeesd/dSU31RYye13M3F0UcfLbzB7rjjDpx99tnZz2+77TbxvLmndyB3bomJ/VNPPbVZ086fP39btskGQ3XQg/ZIMsu6sLF7YcnS5TjkkEPwzW9+E4sXL0Z9fT3+8Y9/iOTPi88/KxJNTz75JJ5//vnsPHfddZdoI0u0UWqyQMaCb7zxhmh7/5vf/AY333wz/v73v4uA7vbbbxcJsA2t7QWTX+s7evC9H31bPNhRF64VrZ3i4Y702AsXLsTvf/97ERx+a8nniGYyuPfee8V6P/zwQ/z2t78VQR6ZFZ9yyin43e9+J9rXEsWV9oGMI+k7n8+Hv/zlL6ICQIPeH//4R/Eweftd/8QhgRKsT8ZxaOVgXP3Ea5g0abJIRv373/9GXV0dfv7zn+Pggw9G/dP/xsFn/h/8VQ048JeP4NVvHyKSfhSAKdCxevDBB/GDH/xALP/4448X5s8UDN5yyy0iKHunpQ29RhqPPvooysvLMXfuXLHdxxxzjNjfEUNH4PrrrxfHlVh4f/3rX3HBBRfg388+h1/p+RLNiWUl+LilY7ucC+3vv4IFze348cxJOKXG+q2ea2zC35avQDSdxo9Hj8aRVVbF18buDyOy8zrv2di+oHGMxh8aAy+77DLxkEvj3nnnnSekejsLb7/9thjLNgfULIi218a2o8TnthNgu3n8RNciJWooSXPqqaeK+Idig2VLl+Jb3/qWiAfomuB+Na+/9qq4rileWLBgAebMmSPiA+qW+vWvfx2vvvoqTjvtNBx00EE466yzEI3F85Jf3aEIQpGoiLmeeOIJ3H333SJmoGV98sknonspda+nbZl5w71IGua1SdtJhUEaR+i7jza0iHjlhBNOyMYrFC/Rd/9au04UP3/6059i0aJFKCsrw6233ir289fvzMWTZ5hMrp5IDN++4wkxJt1444144IEH8LWvfU0kA88//3wE9zoaI/c+UEybliwZWt+UKZYigGK4Sy65RHRcpflLSkrEsbnwwgtFHHbUUUfhq03tCOsOEcvR9kQiEbH/M2bMwCvtbWKZF198sShuUmGRxk+Kb3/31hzceephO/RcsBNfAxDEGEsU7n5uY/eG2+0Wz4tf+tKXcPrpp4s/yu3Q+Exj3/jxlophQCe/6GHyRz/60WYvmG44NvKzrryLT2csndfRp8Jv3aAr/W7R6TBQ7EBK0j572DwKXGLIZY+KRt/IDF/LZScYTp3nHSKVrIBT7JUUkssVw4y2T+3EFXK7p8j9lvvGOy3xDkrqvUdjVOmwJXHUY725nU9o35iGXHUQ0Vm3PPhMaWLGY9FkuQRS0Wj1OKPeMtpyoe5sinKb8VkVsJn7749f/urXImmkQAmrc845Bz/5yU/E/zds2JCTOVe4//77RaKKAidKfFHnMZICTpxoUfStg+SF5pWyASm7KgSqoNL8xOIio8LOzk5cffXVuOiii0QSjRJK1LqW2F0UJP34xz8WgxoFixMmTMjKRiiBRFIWCsCoWkkBkAKxwmjf7rzzTrQWa9iwNoGq4gDmr2/F43+5DTfddBP+9Kc/iWkp6UcB3Vv/exy//dmPMLbKZF91HHiYYGTQn/i5fD7BxqDBlkCsDOq8qkAJNQqSabnUbYwCy5EjRwrjRQoQf/jDH4ogccWKFaJiofDpp5+KfX/22WfxaLQd1S3W+V/cWYTJviAeXbEWbeEoKgM+eErN88ZTZrHEnOWVeR0L9ZjVbdTVap6Xn5YPQ8owUKO7EG42afufdHfjnlWr8ftR44Ts4cWmFiGDTGc7jTGJLaeZsy5a6krRUtZ1bDgtGZ5fdjly+q3hPCH1x1w+w+n2ESkV8rPrlXdQzXYhNfS88cLDrnc+Tii5oS6PkXhfxK5JKZHkUshMe6M1v7zWcuTLkmLP5QM9rEtpyjB/Jyf73ssqjf6g7KJlfS3kUIQEOzhuKYMQq5RyRPFbaxq0YAl8VdZ+dC0xZcyh9ZbHkSYHRh+TQvqrrbHHN3iQeHUxyVDO751O5XZeGwCgY769a5dbujxK9NMDIBUcXnvtNcHYuOeee8SD8c7ESy+9JB4yNxd28gublCOpGISfE1wW6aOhyUijiCT/BeaHVNVw+yjrPesayS5T5tyQBY9r1Fve1Y93e1Tfc6uKjJ4fE/H1q3syl7Vz2wg1W1bqSNPGQ3n3DD3OulknI/kdHrnMSL7nFg+GV8Y9bNzSI0yOJbeTS9a4Vl/FTVxuPnO/maLQR38K77//vriHP/zww9n/942fyKCZElaXX345HnvsMZSXV6Cjo13EUWQCnweSSCkJmJJeFSgoU4xBMQTFPQQqslHxjJJZFMcQm1xJqIkRQev/5S9/KYpzlCgrFK9QIo2SSgokGSLWBCWlHBXF8Lqc+HDZenSFY7jhhhtE8unll18Whcbly5eLImjTO0/jB1/7MqbUmXLDq5+cLKZVULHd448/Lv5PSTDVJZWWQ8ksiuGo6ErrbmpqEjEqgWKw//u//xNFTYrXeKH2n//8p5A33XLDbxBu6oS72IxBVZwkwO7xSo6osQ6QOd0gZdyiZHDivYyl9KGTkFryUX63xwK+qHohMgCX4CqJLv8+J64wp3Uz6ZyDtUNNOwtIoln8pMI3qbzuvyMhX72WHzPx61jLJPNiO13G/DnaZiZVVtc07+ZY0P6Fza66TkYNd8Exyillk24ua+S7qbrW8+aYXDapZJEkcyY7CocTmozJMuy5LRPKbyKks8ZCOeeQerbzsMHYqaTd+RLvPR07InZSy90SHHHEEYJUQDHTCy+8gMrKSkHUoGLFno7NTn4de+yx+Ogjc2DaHBArw8a2g5JfYtyziV+7JX54zTUIhcL40003if9TtY2STzyY6++hjBI4xFg6+dTT4PN5sXDBAixauHCbmJPUuIESWelUCgeVlImHLmJhEYiNRgwESnzt4yoS36mAzR2O4ShHJWo1D25LrhMBt+qIdnXRYPyxd202kKIKKw2IhDKXCz5dR0tvOCs1IDr+yCENWL5mPZYuXSoGUKpE9nR3IR41b1A/vfVBIJVAKpnEd75yNI469GB8/vnnohr5h2u/hVXrG9E8dy6OHz8U//fIq8hkMtntof2gBBz9vwpusR9UISaMQQBLEM4GyCRFoIdfwmx04+24Dwd7rOTlhBIziPu0tQuHSF+LrUVD9zpUej24a/EK3DxqvEgWvdjagquHDMdYfwCLwyF0pJL4wdLPcQwacNboodu0Phs7AS5PYS8RYi109OCC595GdzwpxulBRQF897C9cfKkETmePDZ2LSgWueaaa3bpNhAzmNgemwtlNmtj20DXpSgs7ognCRvbjLvvugtdnV147fXXxf9JZkOMcYoFNgZK9BD7ihJfF196GRrXr8eiTxdh5YoVooi4LfETxRMjq8tE0ZfeU+KKkl/0HRU5K/xejKwowYsvvijiDkp+7Vvqx5kzJ4jT7LKXP8jGK0NLi/CN6WNx3Wsfi+VT8n2vvfYS0seA2yU6WBNau0PZ+IliphFDBmHFmnVYuXKlWO+TzzyHaDSCeDQisih/fOQlpGNR9HR14JLj9hOJNEoWEpPrnzf+Ap8vX4Vjy4DXP12J3z77jkicqvhJ7WOtx4NSl0vsB5EVKPl1ZEUlXm03izokGaWCKH1f7mWJ0R2E1PK5O3wdNnYyKBG2I5zbbew0jBgxIiexP1Cw2ckvouvSg6SNrQexLLjmtouVFNXDUoCVEsh0nj6nymJSFtj8rDqhqpxrui1aaSdzalWm15wN5mWVUcX44owQZXTvYlXIHBP+uPl5VyxZsNqqWGLdvFxaiO3Fqh8BuU+OHqsrlx6xmF+ZLrNakO60WBW8upitLDHTa90jExm8IsKMVhXzxee1jDt1WS3lFVNuCGtkjWmtfdJ1armdElR38peiqiNVC//zn/9kp6HvWltbcwYTSpBRBZCCld5QCK+98rKobu6/336CAUV+XBxGbxcycv+ja1ZZn3PDcQC1tbVC2lPidGKIx4v3WlpEMMm/o6M0zu3D0y0t4rqmJNFJzlLs4y7CL7pXCTorVQ4pSNqntBQNQ0qA+WtF8nvy5MmC9q+YYHVFAYwpCmJNkykdpCon0WRJIk1sLvLlWr9+vfju4AnDsts5ftxYvPb4A/h8zXI0rV2NCy+8R1QZ64M+jF26CH97+UM090Tw2IJlYnnkOaaqsdZ+aBgCHxpbW8VnhG6ksmy7qqoqIWGg6ixhAoK4J9KENZEURiGA+tU98BsG/C4nFrd34ZBhdfBVmxUmd1V1dlsdZdb7rNErM3Etkud86ZBJuGPNBnz59ifwyIYNOLO2DpOCRZgWLMac3m7c07Iel08dg7qAD7/5+FMMHz8EX5o8CpqstHF5ncbYhdmKPKtsarzyKSuODsZeUobKnOmgrjNe0UxJA2YxP6v0KXYUN24OyrHJx5hfnPWgxSRDgTEwnTXk5SY3XxqccrNavbwmzwBeGfyLeWQRlJMiOJutW7LAeAU1GkrmNQXh3yt2aqm3sM+bYns66oebiS/dAd/Q4XnMr8q4gdOHNKDC68HK7hBmt3fi20++gdb1bThz9BCkY4k85hc3fFWMVvF5uAtaiDEmBgDotpJj6LudlrknguTw9Gdj60GMCW5oL+soOWNUX0Y5/dfH4i7+vSOV3xxEjS1JRmswROsUOY98y42yDc3aJrV4ztLihvcqLOLjskM294mntDzmLgcfA/n61T5pbDzRE+ZYojG2l/osJ35irH7FLDf3Sc83upb3B27WHyi34icjao77WrSrYPMRdf/iTVTcXp9I5pBkj9iZxCwgiR4pTRQoaaziJ4qZKHlE/qpkM0FYsXw5li1dYjK+jzhCFNCILcZBTDctae5LWrKNM6F8ObuKLQaVFsGRSov18viJbBbqS4IYVFaU891lh02Hy+HAqfc8IzzBVLxyzj7joJUERVGUEnoUk7z11ltCnplIJOHym/eaYaXpbPxEVhBk10DjBUkmKe5atXwpZo6yxo+jjjwCzzx4J25/5XlxrtG66BgeNW4oTsi044ThRbjrkTfwm08WCsUOHTdaL9/HKocLxZozZz/W94RF/EfFRYplH3roIZFgbHB70PZ5OxyS+uhjrGY/c3FQ8RE3xM9wM3bOLlTzlJu/i6dqKDLNK8T7+OJ87y9XDWsmU8pX6siPG9Q6eeGKx0/yfY5RO7sWInIg4JchHzvUOKQaWJjz57OsONQzj8vNxiBeI0vlsu7NTZbxAn8O4c80MmZSJvR9Y0O1f2zXsmOhYoCJeXKacsj9YdvGN1M9GxZS+ZgzyuPgCWSPv0PFhIz5pRodiPeygRn/TE+wZzOu6lHbJNURaozTI9bz256OHRE7qeXaMNHP2WtjdwF1J9oRxnc2th+EP8WyZSKooICBKmbk8aBA31HQo/6oMklSQvKXILQ2N8PpdIqqJ/lskUxxa0HLpWQWJTSThiHeU4JNfUc6bro1JoyM+I6kkUTlDxlp/Kp7NUqGDhaJN5IKkmTwO6NGYkwwCJemCdNWCuJUQET4uLMT9V4v1veGccLoIfjFL34hkn3kEUiBIiXKVMWRjBKV1PHzxUvw3Cuv46933SukCuRdQQnDYcVBnPnkm+Kcj8MQSTbyyKCAMtrdk7MfhDTMfaTPCA0wAwcKHCmxR8kvCqoJE1GE0QjgdbQhJqmUlFweWV6M5R3b7uuUaVuLA0YOwiUHTcMd69bgrY4OfKmqWgSnI3x+3Hn0fjh/wggcNbQOF+w/Ba8tXr3N67Sxg+HxA0yGkPOVw4HLx49CdyKJ3mQSMyrLUef34p1Gu623ekDYEX82bGxRy3ib9rVbg/ymqFhGsRF1FSO5ICVyFMgzVcVOlPgi8PippaVZFNoofqIk0LZYrqj4KZ5KI55O58VP9P9EKi3++HeLWztx2j3PCB8y8smieCWoG7j6hAOw74gGYR5PCaaKigph06CabTT3mA/u+45swPiGKuFLeOmll4rkH7GziLVO8RPFlCp2Io/TV159DfMXfYZ7//2IWBex4MjH9av7TDCP2bwl+NknC4Wc8dxzzxWd7If4vH1ixAySMg5U+zHZFRCxG8WyKp699tpr0ZZM5BTBdwQy3fZ9c6BBkBBsFvxuEzvZ8dNWJr9ITnXllVfmmE/STUsNlOqPJJI2tl/w5mGeXDZ2L5CkkKp0ZCZ6wvHHi4oambCS0WpfXPG9H+CPf78Dp51xlriGyJSeKpirV69CV1eXSBwpn4u++NdLb+HGB/6LP/7rKSxax6onfZ4FyceLkk/hTBqPtjaJ99Q1iH9HeCTSJt6TeSwNiI9H2uAfXC+8JkgiRJ4Ve5WU4OnGRnx73gKM8wewX3EJ4vG4SEaRtxhJIK+avxDPNDahORTBzEHVYv+JMUa+XLRvvOJIunEKDOmP1jl77gI88exLQkZJ3meUFHx/QyuOGlaHDaEoDjjwQHEsqfJLMkuqoDuhZfeDEl9z0SO8v9Q+foJuDIJXMMKokQD5klFASuhFCjNRKpxR1sCqSFf5veiIbrvfkibZYD854UAcXFaOv69dJVqiE0qcLkysNKtXtO/vLFuLaYMLeJPY2L0QCwGMEVoI3xg9DL+cOhFXjR+N/554CN5Y14KWiOXZZsMGgcYykkmRlEmBGpL0jZ+ocYmN7Qdi5NjYPUG+nmTFQPHTEYcfLgqF5M9ZKH664aa/4KZb78B++x8gEkPEiqLmPHQ9EauK4ieSExbCTf/8N373j3vx57v/jTVNFgu/L1Rs8cGK9Xh3dVNObKG+o0TXs5+uzPnupy+8L+IVSk6peOXoSSPw1OzPcd0Tr+PQ0YNxzPhhIglGcZDav5k33o/xv7wTJ/72Pnx5v0nC8oLiJvqevL7IpJ/iJ+qcrWKnRx55RLCU1jc2Ye6CRSLBRWb9VWXFOGrcMDy7YBkuf+h/wvifmgUQI47YXcdJLzS1H5/HIpgVyo2fPoj3Yqo7gH3cQZGko/iWtiWWyaBLsnN2FDTp02tj4CBD3m12szYbe7LsUZlgE+OCHlYVqIpA+nbShiuQsSyZRpK8y4aFcr8TXpbI6k1Y0sDehMlESSr3UyFRNKftTWYKZmyVnHFtt/WgtbTZor5H5TLLg56C5viFzO2puyTBzzrj8IJPU8hMErSEC7cQL7TMInc+HZjLKh3R7jyKfqbNlMoRkhvMhwUlDyMYjOKc7k3kUoTFtOb2a8xcldPtVeOBRJqb9VsGix5J8efSpOz2MmPFn/7kx6iprRMUfDKXJ9o+VS6pCtcXxx1ztAjcvnTEwfjvow8LXzAKWsjglCp9xBCi6iUHMcJomU+9Z8oAiKn1m1AvHjzlUDz2+Sp09nnIJkYWGSvT9Ugmp5SsVqbyFFTSOonBRd1+yNBefUceM3TdknErGRrSOlckk5izfoPwodC8XixYtkxc/1dccYWYn7ohEa659lphtPqL1z8W81GlksxWKQlOgSAFqQ5dx0h3HEbarDAeMHowHnn4MRHEUTBIpqrkHXYaavDq8hbsPWNfYWhLXhbEHqPlklcZJbT++9//Cn8KYouRxIEeKNV+UOWYqphr1q8X/hok31S/RQlcCMApfMJWI4oeed2UlLuwujuEdCIFh8uZK5sl5EgMzfea3wrUnA0j5blWhrL9TCPIhzwurGrvxsiqMqx90/RHC0wZiWUtHbjphffhKyvFNy89F06HA7o0AzWYiX7ORadL6jrrmpNhZCRlJNwRtbazN67Ob9YAgy2y2CNN9lFYEq1kkVyerPc25xm1azwgVtR8LiVgZriGx6w8636Lzp4uqslrKKGlU/nyY3btc0lRNJXOa+pB3XH7othr3eqGl/r6bbpBcKkxQ3dCd3uRSSXhGm3tU03WsN/yKPntk++KMbpZS2GfmnJUB73wVpTkSbMN2akrr4tkKglDVt8HCmzZowUaK+lBlKTtw4dbElpK+BNrhZqQEKi4QI1Q/vCHP2TZrTaQldkoGTMf26gLHz/nFJSdg1PjwkP2m8hLOiTjJG4bwa0NlBUEIehxFGgCZI0dHjmOcCNsHrrF5UpjfAVqOWxc45KjHGmUBCdT6Er+w8ztsxLIkNXJmPN2svETG7/5/UfJjDSSLvWJnyLsgIeS1lgdcJn3xKJS1lioa32e1MyZMdfd3NIiWEzEnKcuifQsQYkYkv1RI56+OPuMr6CouBjDaipw+pe/jA8++EBYJRBTPtTbK2IlYnxzzy8qMFLscNtDT4r/Uwzxz7IAPr75aqSZFYUCJXuo6Q4VNOmaJXN4ZZtA31FxkBLWFOsRQ0uZzhN7rW+88ticZbj37blCRriqvV0UBilZR9Nk40OHEz+67lfCU+e9xWtErEWJKjoWtF5ir5MEsbq0CEN9htkYxePG96+5EC/c/Q/BJqPEISXAvjSoGgse/ADfXTJfxFMUB5JlBMVjtD33NTZl94OsOahrGx0PmlepDconjROJMCrGEtOOWGMUD3o0DZ7OFCJt5jmSDMcKx0dSgmgwCxL1u4vPldyQyfQMj3ne6JSklkb4HjZ/ct0y81DVWLGxXlqdJwPUeDMZedExVWLO9+oM5g2teBOvmDzZ+bXLFTi5zSlyLSByempwQ/tYvrqgkH0FR/Y4cfmxfLYRs8hjpyTJ5jZze4xUfkym7FvYYBljwaGSZPMxiNtb+GQTJEcBubeYTz076Tocbq/oTqr20kVWEhI8Sku3ynFCZ03HWIytzouc49XHmoZb1OzpsGWPu1HyiwZkqkBQhYVrowlkaM09jujmRdIpZUJtY9tQ4XejLTywOoENFESiUZHcoYQMBTZUoaNEECWKxfeRiEgE84d2etChByHyYqAAihJgFLRRkEJSQdUlkuYlSaJiThGookhdh778+Gso9bjFTZwekuihSV2nFMyo7aFkGCW8DnKX4L1wtwiKKNlEwRB19aHgk0AJbVoG0e7pj/Dxxx8LGQEFYGRYT4EZbSMFnbz7EgVftI1k1EoVRWKvkTyS9oXGgubGDZh303cxrLoM6VgcXZEYbnr2XXywbC32mr63CHyp+jvBH0A4lkYHkrjwyCPR3t4uHgIVKMFFAR0FnrRdtB7aNpJFKBkBJQ/JT6O6ulrsDyX0aH+IDVYih7vB8OFT9IpkBf0mNQEf3l1r+c1tLXjyVST7qixfDEIonsC/3luAYyePxDfO+7JIfNnYvZFhyaqNYZjfj/fbOzA/1IO7jpqZk6CzYYP8IGksV/cFDhqvlUyexiQaQ2lMJAatjW1H0OtCL/MotbF7QNkhkMSREkckv+vo6BD2CMpWge71yjNUjalUVCMTepLyEUudTOhJAkn3e7rO6P6v5qViGI+fKDaj7tqET1aYy+XxE01L5vZkl0Dro/ekePnG9HG455OFYl5aB81Ddgqqu+KRG4lXxowZIz6nxhuUbKKuaSrZRAk7ipFuvPFGUdijZylKrlFCnPaL9nVIVSlm3XE9/F5PjtftD25/GEefdJpIllPc9+VDp6BjbrNg/ZN9BhUgVbMjAnmp0XGlxButj7zEiL1PTH7aJpXEo3iKrCgolqUkGcWIXwpU5CRndwT6+tfa2PNBiS8bNnZHaMZmikBnzZolKhHE+OCgpBcNljz5RawMotaqm9AXHXQTEoaXq9YjzSpp63ushFZ3PLXR6t/G8NxCs6JD+GxFE1rnvYmafY9DMpFG43v/hbeoCJWTD4QrUIL6MovRUl1s0kdK/FaFeVSluX2jK6xKgk8y0MS+yO1c2m7dhDuYyb5iq1UH3XnG+oOLrax+dcDKu5alzUqdo3V59rPkykXZ9+le0/xeMWSydFqJRIdpsOouDuSxcRzDJmU/S1WZkj9Cl2TG8IoHr/AqU2+PNKM1V5rKY+D87sYb8Yvf34y+uOQb52Pm3tNx0be+Jx5oqEK3aMF8EdRoiQgMaLjlb3/HH26+Be0dlrk/YfrEcThg7yn4+wOPFmT80dEcGQxiSSgkgheqDFIA9PJ9D+L8slr8qXUNoqzSs4+jGCe5KrEyE8VjiRaEWOvQI4rLUef24F9tpglsIdA5yVs+E/YbWovvz5iE/3v6TfTEzd9/TGkRlnTlMuVqfB4cVV8DR8rA2mhUfL8hQW5e1GleQ0LW4DzQMAUlmI8elMOFRhRO9o6AX3R0fB3tiLNa9lgysIdXfN4Xw+DDoaiAVxw5YAUieBmtuLF4JEp0J6KTA/ju25/g5VMPx9RDpopp/LUVBc029ZKKfBN81XChqAroNavJqaY12e/T0uRTzduXEaVYXnpppTVPsWlAyytaOU0gJEuKEAmaRrjNEatyGOc0xwLwyPObMzRzqnvy+6BuLdPRbZ4jDmZorK5NsZ3KeDZoMZ5y2n6rc5JVMVPlVhOEFLXGpu1IWgwER/cGc38Zg7NZs5hjS9vNa7GDPdzOWWcySQlRya6tZmOPGuMmVgULNgMokaw4bzoKh8eLdDwGPWSxBIy1n4nX0JwPsp/1rDSPzV8/WoS1nb24+bTDUDpmSN54xI2AjSQzsU3E0BOOoPqEi4Q0hhLXe/r9buW6RsHU2J7o7enB8EF1e9wxogIHSbLuu+++nM8p6UXsFO4RecEFF4hihCpCfNGhzqflazdA91nXbFQykEQ3xwJQodSm4qgVHaxhkBxHkoy+oeIXQlAafvPPeMOfEskwVc1B+sZ0altDiUwee5WzyTgLV20/b3bEl+83zHulLu89Yp0Rk/GVybJUcxsCqc8zPfn3S35/02ospkaq0lRyNEWtbe+RcZQ4DpL+wRuJlOrWGKcl43n3sfO/+V3855n/5aybEkK/uvZ76AmF8Ls/3yo+O/jgg/C/F1+Uy4khFk/gZ9f9En+//U6hPOE49rCDUVwcxKNPmwmdvjhu8kjsM7wB1z/9lkiaUdGOEnANiS5Mqa/CL59/N2f678+chEv3Ho+HP12Bn72R+/xz1dEzsbKtC0/OMc33NxdnHT4Dlx6zH47/+a2IJ1NwOx04bupoPD07t8vloWOG4M9fPQbVTvO8irSwY/fwK/igxfz9ZvqK8fPqYfi0LYI/RdegSbLr+uJgvUzEXa9mLEYg4WhXuYjEXknmfk44ylOKr/pr4NQ0jJ5inhdDDhub/b5s2sTse8Xs4aydnEYKkmllcB9NyerWvEEYZDPQp3mDMjbnLK0c43zFJpPm75wRxZlC1PQg+73bjAGSHusewq9J3gSsEFTcxBvpqKucx1T8+UGpSLQEb6zF2GhqnOAKl346TWf3Q8ZF3ASfM6DUOg323NlrmMvvZfvLG3CoZ9H+xkDVlK1YjoVik9lmqrHLaZCSwo10MgFdmdKH2XjTYbFC093tOYqdvvGyFijN30/5PKYYrz29YZRNP2qPiw12Vuy0J8dPu5T5Rd3TFDWfg/TpdLPiINYF79ZiY9swujKApW2b7gRGiZJ5t30fvWsXo2zsvtC8pehePgerPn8f2sM6xpxxFepP3Hoz0C8qbvnLX4X/wry5n+A737oy57sfffebuPj8s/HR3Plobe9EdWUFpkyZirpaU8514OFHorGxCVOnTBaJLwXd6cR3v3UFvnXxN/DO+x9i3bo18Hm9mDxxPMbXmDfuqy46F6s/MenxPfNN6dzdHy7E84tWYLjfD+eQISLxRT4RZEJ/cqAEBwRKMDI9GgsTYZEA8ySdqNDNG8oohx/f9w5BlzMhqoP71ZVjqJT3nTp+CLqTKawKhXH9ws/xnb3H44ipozCpthJpI4N561qwtisEv9uJUVVlGFNVhnhXCO9842R81taF37/5CT5pzU3iEZqjcTy2ch3K3W7Uej2YESzBCK8PeweK0dMSxT8ijTjAXYxE2AmntCDsRAJfRh1SOUINGqx0VMAFDRrOhRfrEUMCGdTAIySNhOHwowVxkeDzQEcZXNnvFGgZhLXpuEh+7VVVJh4wnl25Ppv82ipErKSQjYGBdGLjVPpb/vchLjxkWvb/lCO2G5TY2Nz4iZgeheInCk5tbB9UBjw2c34XgQp8U6buhfnz5uC7l16U9/2DN/8KN/zgm/hk4efoiSZRX1OFvWfsh5JiMwY6+9zzEQ5HMHV6bqd5fzCIP/z2N7jux9fg7ffeR1trO0pKirH3tKkYJAu8P73qCnRvML2sUs1mMcrrdmE04jjp5odw2mmnCU9QYslTcf/Oc48T3ZdPHTcU761qRKInjJkNVaiQRvFnTRiB40YMwkddPcLL87BpY1BXWiTi7qtPPwzRhJnI0APmtvtLSjF15BD0RKL46NNlaOroRnlRABOHD8LQmgpkwr1YcufPsWxDK4YF3agqDmDl+lbMpnWnUhhfVYYJ9WZXw0RvviT+L/vvhSXdIbR/3obhMvFDkrbv+YZgXSaeLez2yOQqFf+qdDPxMV4LYh1iwkd1kjuAIs0cgw52l2BNOo7eTApBzYEG3YNRcv93NAxWVLYxMJDewT5xNmzs8OQX0Xy5lp4nv+ivb/aS/HZsbB+saI+IqsKmKHoda5aid81nmHjhDfCUVCIRT2Hc+b+Clu5F4wfPiYSYjS3HX/76V0GD/7+LLspLfhEqK8px/JGHZRktBqtKDR0yRPzlQVYr6cHnsIMPBNLst5Esk6ENdaiPm2y19q5W3Pn+Ajy9aIXowOjRdbyyeLGQ+ZGcZpo3iDMqzUDJq+nYR1a+lvfRwbs0HVNdZvV8MPO1Gho0K0PhlFlNOWXMEIxqMKt8LuiYMaQWM+RuaKxC7XM5Mb2uEqFUCl8dOxRXTR6LLskEc6QNeBw6fA4HEtKXLdRoVb1iegLfCQ4S7z+UHhLtSIiEVSU27ndD2zQM/oKfN4D5dRVAMZwiMbYiFcUkVwDlXg/OGzscf5u/FIcuXYuDRuf6rm02iquBTquaZWPPByWpM4yh1Rfj6yqx/6/+iQMaqgWr4/UV6/Hg+cfv1G3cXWF7fuXGTySLKpT86guKn/p6P9rYenREbMuIXYW//O1WfDJnLi66+OKCyS/CkPpa8ZdlBXkt1tC4sSbDyOhjEaAkcoFAAMcdfVTW40lAMpPHjx4JXRYSk2uteCKyfCkmNFThgWefFd0Mydvr/JkTccJEk51bEfDhpIkjEG3NL2aVeN04cbzJVvaXSnaRpmHqsLo8Vrdi+ZYE/Dhqb4sdxVFZHBR/6R5zXYMrSsQfIR3beOHFqeuYUFaMRk9uYoyYhkMdXkRl8bBDerNy+DQHxmlmzFekMWaj5sQEpzOP6b/DoenQPQFkotveddvG7gNddyDDPFxtbB5sz6/dKPlFPhTkAUTaeNLmbwykiadubzZy0ZPIoJcxCbgxszK/5xR51Vp4WJkfK9rDwpg1wsxZQ5Ki3x4yl/npOy/D4Q0gOGwvkfiKys9dHj8qZ5whxG6tTGpZlDWBtrYplDB/21A8nUf157R+ToNdzwz31baEmZl/vZQc1QT6SWjIBE0mVFhOlTX/5iaajBqs5I45UjQlL+qHNqzMLXvYfnqcFtOoXO6ngztWyuVx+jQ36VdUbq6y4BR/RdUW8ztcwghUD7Xl0bO5ZC60yGR8PfzUB/jVnAX42rAh2LfTJYKTK321WJ2IC0bVYM2Lxa35+vqEpG9vrl9DULIQeqOJHA8GdxEzsZXIMLNbp6aLh/90ZxwqdO1Y1gnaIuIwbOg2z7vPmDF5mNGqk8jgbXQghJSQKO5IEHOsFh4sSkQwzUhi2OwmnG2UYoEviAvvfgaPnnwIJu09Ljt90TBH/nnFfi9FoUe4C5niWnMdPkvW6G6Q5wiT6uY0Z5CyAC515A8AkA0h+LmsaP38N+Z0e7dHy6Py82s6JRtrcCkNP0fUskhikt1OGRBzKU263ZJcOyRNXTcsOnWG0dTVPhlS3ii+zzFqlW9YcjUrj2AyXn6Bqer2MsaMbe3Jvw4cunXeBT35Y5gywSeU+6R8kyr5mmmUy69P9dvpLieOmz4WU0fU48VZnwrG1/UXnoShVaV541F23jirbrPry4iFYcTsyvdABcVP5J+zOaD4iWRYNnIRTmXgYKbUUfl+Uw/q5X43GuWYwM2ok1nzeSZ3khOohjh9l6+GWN6wB+zZTs2fYityufKl5VwupYYBKiBll8MaH6lxqt/9lA+X3PBejdE59xkePykDaTczmC70Pmfc1XOsLwjvrM5ne88cZMneM3Kwpldl3m20rsqTOxGcdVJiyYqHKn7KkbylE9DovpCKZ+VUHHrcKtInG1dlE15cov79vcZijMMhzoHJ1WUYX1mK0JqmnOKewTvEbCM0ZdmRI8Oz4n/dbR6bdJdVHAytt2SsKhHXvda693auMD9b3WXd79YzCxIeX1nI/6yTXVMBeV5XyXtk3/MuLRtmEetfId5kxQCqUZDOEm4Oft6peEBK7wgZ+XsLSbCSK7IYAdmGDiwZyM9Lly8vJjJc8nxJsMQgfxaQzw/c9J2HyF5p+8DlgFwKacjdcxZo4sUbYGjpeP4284Y+7FkCKvlrfZK1jeANAnJkkfJ7rtJ08P1Ux5vFGroy5mczRdg5oBqp8dNHfSZWL+fn9in8GVHtvRkzZaDRuvnvld0QR551SPY6ETG0JXHPfsabAsj3GRlTZWzmoI0twMYFxQxk2kjdP8gocWMgE0UyrzzxxBO3ZDtsbATNvbGcriP9oWfdMriCZTlBjo3dExrdoDah51eYs6YJP5v/KQ6qqsTlo0dkExX7eopwgKsUw3Wv8L9qySTQnkkiZKSQLHSz2QxUes0b6+cdmy+7Idp/TyKZk3zpD4UkYWkYeAKNcELDl1AD9+YPS1uNOnixzoghIqMYOp4/rh8uOpNe8+YnyGzC86EQtGKTeWfjiwWSvpwzYyLOmzkpm/iyYY4LO+JvTwSZ13/66adCYrUxUGORtWvX4uCDD95p2zbQ0RlJbLZ/qo09BJSg2gYDdr/bhdPGDsWZE4aLxJeNXQxifrHkqw0bX2TsqNhpT42fdinzi/CrX/0K55xzDhobG3HVVVeJTioK1FmFOotQpzrqRjdhwoQdsb1fSLidOjxpA2FZdekPU8+9GmuXr8qRpXF0LHoLc565Bf6qQZh8wS/w37/+Dp1rl2PotANw9JXXwePPz7Tb2DEwWNvljWFxUzvOvv0JjAgG8KvJ44WnAyWQPktFsDAZwdx4CM2ZRNY4noOSSV6SB+peHOQsQ52+ccYmoc7nw8EN1bh30XKcddCUzepat7C5A+tCERw6yPQ56w+RTBr/yTRimlaMCbp1rjmg4ThU53lz7UiQaf7H6MKsdDeOk0yzYocT1x+0F77+wrt4bM5inMnYX5sDo6cV4IwtG3s2RHLafmreWlD6fXv379pT+4FRV1qKmajbLpnbX3TRRaitNVmiBOpoR13uqNMbxVlkxG1j+8DtMFnJthffwIFBLCD7QW7gwMhsdmdlG3sGzOdQO9myu8ROark2tiL5dfbZZ4vOKL/4xS/wj3/8QwR01L43Go2KhBhlFY866igRxNnIx+ruGDoZ7ZlTSROSYh1PphHp6YLHH0CH7KpDtHdi1SxtDTOpIrXwNt/XlcqKSelglFTWIJ2I45N/34TgtJPhqxyUzfaufu7vGHv2DxFtXYeP//JtjDj8K5jw1R9i2TO3481/3YoZ516FNilbrGAdIIOefCaZi/H2KTmn0KLkBYw5o5ZFiRsFrhooRIl1FFnd7AxJodY8VmVImYqaqMrrpKYkWGlGF+YN8JTccXlnrl/CM/ffjmfvvyOb9KGKcWtTY9a0ePjocdkq8re/9S1cdeHZ1nZK+rXhsR5cuGxMj3ZaHU9oGuqi2LQ6Tz4WWmZ2vVzS3IGTb34I5R4PvpKswEcfNqIrk8Q/o01oRlwkthrgxXSUIAAn/HDAgIEkDGEET3/k+7A0E8LCxDoMhhdHoBI+efDLZac8gpOdV2eNGIwr356NeetbMbXO7ECocZ2GREZKWx+ftxTlHjem+YuQkvJGQixqUZRJ7vhQuhGdSCFguPIo+Tsz8UXwwYEpKMZ7mS48u7oFgx3muXVgjR9HVlXi+uffxbEj6kWFmMvwFDg9Oy07L1InsrRMMOac3lK6oXlCBc/5jLc4ZzliWva9ruj+7DNDzkNIxCz2Wt54wsaYSIHkOe/MpTpAivfyHNEi1jliuMx901k3R723K+86VTR0MT+7/tT+xXXrOk6z88CrBoUCLc9VxyeCz29tp5JSKykjoTzoyRubSv2uPIq+kj2J92y8UmNXhkyE6ZiSRDmW3zXNKVmS5grMa95ZXlWwyxWk8WuODInJF/TiCuiOfFNjGwMH1113HVavXo2f/exn4o/8hoqKioTHV0uL2RH24osvxg9/+MNdvam7JXrjGaQzGy8a8duKGu8UI5lsI3hnRvV5EZPsqM+4JQWHGia4TIgNPdnxlndrdBZgEZP0XkHdXpKye6VcU14HbZ3Pg43HT+r+xOXaOd/Lrmo5UkfWaQ1ucwzNsK58SkG/hHX6fuoTy+OycU0XWj/6L1pnWezGdNjsHti4YQPqx0zK6ST87Su/ie+febQ1bVFNXmdfJXXTYxYTXY92i+5vBkkeQ7KrZcSSOibarc7VSu7YPMvs0EvoWtWdI+ET75mdiEOeDx7ZDb3vezXuJ/0stnNbJ4FHxamqCzSTnPaXCshIs3weZ/H3MRlXkZWEwjr1Gdv2aEGp4+ZDxWUl7Jz1se1QxynSYv0eDm9jngUJ75BdCAY710TcTHYi3oDwX+sbP2kJOa2TXZM8FpLnKLdQyErvWIKUx1QZKTFMs4eCHCWzUiiyS4tLmeUlCQeLDZUckIVRORJHQ3XD5rLFQkVw7pGlfIR9VsyVks0JxH7I7WPuFYVPMiYXdKpO9myMirLjoLrOyqbXOWOQuc9ykXyT2XFW7zLKS85BYVS+72LOeKPGK07AKNQpvNBYJ+WRmm0tZmNHJb8IFLSdcMIJuP322/H++++jra1NVClPPvlkkRwj1pfeD/PIxsaxfO4sPPqHn6C3s110yTji0p9gwuEni6pljN3gNoVUPIrWJXOxZvabmPCNG+GtGoJkuFtI7aqmHIJI6zqsfeNhjDn+a2L6yV/6GmY9eJP981Bb5/33wR9+cEXesaAOXM3NzTmffTI7t+31FiHOEiEFsK6zB2fe/gTKPG78Y7+9MOe9RjRm4rg7tkEo7b+EatTDmxNE94e9UYIViOBttAtfrQlG3UYZXQfUVqHM48LLS9dkk1/9YVVnL/49fynOHzlUGLD2d/9pRFz80XZvysx+Z4GShp8jhAXpUDb5RTipthavLliIpt4IRkjz2c2BSPr4Ns2us7FnIPvAogw+bGwRKB7e3uSMPZnsQc1NSNZ47rnn4r777hNNVKirIxUQqWh44YUX4sgjj9zVmzngwBPbNnYsLvvyEbj8PzdsMnYifPLxR1u9HiNsd1YeUDAy2cSXjYEB3eFEhpLve/JNewDFTmq5NrYy+UUgM/s77rhja2b9QmP2um7EtcIP/pSMf/Lvv8fh3/4tqoaPw4pZr+Pt+2+Ba7zZDeqI0ZWYvaoTQZ+VLR9dmy+N8Lkd8FVU4ISf3Y4XfnM5Ft3xHYw64weonHyIqCTFQyFRLSgdNR0haVxKxpt0USQYS4RXObhRtjJL5B4aPmYc7ZMVMNqOvoat3Fw7BzLDr/sZm6vG6nZlRMN51T2DUaSz1UvmdaaqLAarBnHzSlWh7YlZ6RoyxX335fdw5aUXZyu8VM3pam0SwRtV6itr6rIVngsvvxIzDz7UOmZypkTcWk8RW79PM6tlmZ4OwFcMzeVBShqydi9emZ1u4TuLcMnbHwtz1MucDVj1UQvmhCN4Ak0IwoGTUC2YXpsLqhiPQkCkyV5BG16LdmGiXoTB7FwKsOOQCiUwvawM769qRGY/83OdVf+SsjNjuKUTP311Fiq9HlwwYqgwiE0ytleInU8r0lG4oAmvrd0FJLekRNz6dCJbMU0nMuiRXZbq6irhDXjhajC7QBH0BlPqnWbVaVWppqR/WF5T3PTUr85LxtZS56eYXzIFY+z89OVU8jJ5hvgRTmOUYIW8rNEwSX4UckyaJThDM8u8EtXWSA6bUbwv4FHnqGfm9NFQnlFpzjZrZmIwzlgTOdusxhZWpVRsSV7BDZQ05LG4hjHD+mrWWMMaexi7Q+6nMqcmxGQ7eEJT2Py+JMt41VHGWHkO2c3LNcg6L1wFGIE5TRFkMw/+veoKpj53uPLNm20MPBx33HHiz8aWYWVnFP6gdd9TQyxnWfFrmpheBCItVPo9aI8kkExb05ax+19fRnsFY4qq5XCGA2eNcgaF+p4zIdjQksMoV1CMXRVbmd/z9/ljZQ6yXabZ/vjMe43Guz3zhiuSidovpAl5bvyUzybuZc1FVs16B799fBauu+piaznJSDZ2chebhbRiedxPu+BSTDvgamtSeS9Kx6xjVyYN1P2ibY5EtBcoqgDiUaRa1+cx56PrN2Tft803WfQtiyzz+EibyUxe22lt+6esEZRixu9bZt1TBk2zLB3cAfPe6JFsX3GccihCGzm2vHEK+z0KMev5Mo3NTODyW/y25HxbWVODYexaMOT1xeO8nO0soNIwAta9MyMZTIZqEiTPMbouaDFpSWXixVm3w5nfCIfFIqq7Oie9ORUvKYdhbxUyWR+gLHKUKbq5MI1Nx2O6QkmErOctv+bUtrNtzvT1/u3DcjQ4M0ya+CdYvM9jtoKNrDg7SjLmdfaZS8ah3KNXsTH58ebnUo6Jv5Z/DPjpr5osebLdADT4iEVP72JsjPLnF5aVgX/f/cgy/wv87tmmALtHTd3GQE5+2dj+0B0OnPmr25F0eBHuaMGaue+hbm+rDfprnzWie9VCeIaNhqtAF4y+8JVU4Kif3IlZd/8Gnz9wHSZe+FsMPfZCtM59DbUzT8TYc36anXb5m89gzNFn2j8ryd6+8g3x1yuTQcMr/bj2pP3Fe0p8Pfz2PAwv2w4JnGgPjALN3eKpNC5++yOEU2ncdfA+aP3I7Ab5JtqFEfxJqIGHeMRbgZEIYA2ieM3owFhj4+fQ3uWluOnzpWJ7PIzyzPFxSwfea2zDXw/bB75+plEgmWY1PDnSjd0BJXBiXZ8foj2ZFDf7ki1kcdlmkgMLXpfZDYwHmzZ2bbtu+6ewsaWIJTNo6rX9hHYG3INnIFM0NPv/5KKHzTcuP6Zf85B4e91XJm/7inqtLpE29nyYZty7eitsbE94XU7EWEd4G7s2dlLLtWHC1ifuRvAEijDnqfvw0PfOwKqP30C4eTXivSbz4ZB6J+bccgU6Vyzc7OVRkuyAb96AqVf8FWXjZqJ23+NF4osjFYtgyIwjMOLAE7b7/tjYCDx+aKWW4bHCA7MWYm0ogn8cuDeGBM3qWFM6gQ2IY3+UbXXiS2EwfMITLLMJI8pBfp9gsrUxz6e++LyjBx6HjkMHVW9yvWGkUbQb5tpbkUB1HzbmvJ4eTBtck1OJt/HFQyyZthNfNmzs4aA73dhqu4HAgAKxiezmMjZs7LawE182dmfsfk+jAxirWkOIwmKTRBNpRNsbEW5eg7LxM8Rnrr1OwgH7nCYqIZ8+cD0WPn4bxpzxfTzygSmLo46MioLaJU1Z65jkhwiyCsocv2fidGudks4cbloFw4ihbMRkjD7UMh2tDLrzqPwxzmlN59NtS5hZekhSpDlbQkmKuHzAx5Zf5JEUaJ8le9S5fMhr0sONmGUInYmzSq6kSnO6sFaSzpMCxBhdX8kS+stvqGMcTqSFibyapzEUz0mKhJP50gl+bNyMO+xVlF3a9kQcRiSEeJtZwQytb0UokcRNr36E4yuqUNmZRndntzCKJ5yFehRvh8uV9oYQdDhyaM0a+w9R28ukGWVbKIr6oB+JHouin5KywFVdIQwO+mEkDSRC5rmYYvLJGD8HkBYG/bsTIkijCXGc6KvFMI+5v54qH2bP7saVRxwK/6Da/2fvO8Akqaq2T1XnNHlmc86ZuETJOSgggglUVMzo5/eZ02/OYsKsmDBiQFBQFMkZlriJzXl38kxP5/A/59Y9XW9112xidtmerZdnnymqu6tuVd26derc930PMUwtdWQUmybWmKuyXFH5optGJaWIs5iFUENNX0OKPpq+u9H6S/H2GgkKVm8Qw+YgnF6h9fsMMPKFz+VW8MN1Fzkvw9BSYzQdLesNVOjmSrJp37OGNpEtyf1cZeKfzYqkwW4HSpYqR4S0/4A+5rRtOG9qSaZ17NZ4OrfNPjd4TGHdZqz01q/b0ZO25Sko5Unqc9YWC1Ff2urrjVB9z2yypJwmSq91m1GOXc7nHIb21UU5HOaufE7dtBh1jANRWttjVx6+6EvnKeurlZQ5JITwPxKD8LrndliWCfjslnsei2WInDEAsnT0DBM7CCz4I2MMyqsxBnDc1S73g0jTwz73e0V+koN2BGA5FLDG3bL+6xhD8yATBXNtGaewAAdK8gwtNxQzcTTFxmNrgtizafI89XeXNqFX2xGTb9NH/d3WuP2P5bb/FxYOaNTXAeWoMW2VEcHnEMsKNfOrpAuuFPrsfWa6bYnkwJb+mrgkPWSdhzW6uFNNrKKXJfZidAzBWK6tPQyfz1W2KNI/LNyiqlPuRm5a2gNDxtD9Nhizz01ASzWD0KcbQd7ftQ8+wdWYANegEexK/BHr2INx+/NQE8Tt+vmGhvdFMGuvyB4hhuBbSkkODTY6qm2LfNdRDgL+x+0RU5EYQiwiUl7rg9r4HI3qi2Vd8AfuXnB/qezfKV92yhet/4GgS/oISvt0zKTaLPI9eGeROBNjRIyiKzWC4Bz4HPvUxwwFgwxtK4GKDkPM6WGbOJYisnocwPdCnEyXWzrhD1BKF3IoB/Q1BOsPhzxTt3m4Ah1lOU84DsgYreWwZf/oSWcciNhJtuvBwujpLXWI+z71KioVC9QweS41zT1W6dzZJJDBy03Tl1DXc/dTqZAn48m/qAAi0mJ7D7wY9Kx8hErJbpX88rB7nHrFNXTLfx+k818PXhYvFlxBLt7iWPXv9duoL5OjN8y0PY0ETVXVEDkhx8PYvsoIOeHD3lt7SkOxeX21FxKiP5Oj/27dSceN2b0hviQeuOokV1g8lPAk9SvfryMCdhLigZ1dNJgv0HlHzd2nbfEzxZPHjS4ks3vwxfHgwUNdYNHYBnp2B1Rs9XBQEJx8HF3/05vV35HdsK7E62FUgGPEkqfJGlXwmF8eDmV4ya+DCJV1hef1CR/5BfnDOrNfLlNy+3rKpwYp3DyWklvX0Kb/3ESTz3wdrb7567TryX/Twqs/TpHmPUvM9gaF9BCF9sI7zAPRqVe+mXje+ILXHzNyp4PLGeecksJV3X00MRGlds1mGQ79lKe7qVtVezyWdl9SuhpbKUOTjfBuqz0yNqesWdqpzVCEAPD5ux6joXyB3r3IZkUNh55SngpUrkngvZTYQml6ngbpJGqmBj2blC2X6BvPr6aj25rp6Jl2wYW9Ac9cctlrNEL2UP+eX1IUxMO+g++Ekb4bvLvLw/5gVaddLMfDwUNo8nH0vf9sU39HFPmso8CRh/oGx05sxuElwEYPmB3LnsEeDo3YSbbrwYKX/DqIuOML76IZr/owRdom2FUBh0BOVozQ9of+QP1rn6JAQytNv/AtNOaYs6l51hF0/hWvp8CE+ZQFKrUwTZIZm6GQAqqzyJjaG+xkSrFk0U/NJcdQYyJK49uiNL3dToJNaow4pFTVckGRAKAsckIiXFMxpR9o5gKUGWH1tVTIal8sMaa2uodixPqdVR2r6LFlkUBiNRihDgMFGFlSUvEtDNTfRqB6i/wzrinu6jf6fOKA3gv5K6k0Fa9UiSNqCLlQkLntTPE2TMoNWkmmQipDqzp7aWZjwiFBHKslpWuH2KmrTM/SIC2jflpEDfQcDdA0iqqKhXuDtJL5ZeiiQBu1BH0Ugyo+IegjoYYgLd+QVMfe4vdTMVegdLc9a37P6k30h2fW0Efnz6GmrEGZbIZSWtKAkCPfWbJo4M2HSPKLpZ9cQGCGGaGLwy00bbbFwPvhpo3UOZijX111PvnHTK58vwTSPaGhY+VQkYGUSiWHnLe6CuieHjxYfUeo6SjnRcJyCPpIIGNJO8xBW07i03KVkJZMMmKxSE1FnpaI3Vcd1ZJ0NSajYEs/jJw1VpmQtHVUrXSp5ITblIpCKK9EVCSjSG2XKkE4HkCbWqLW9WgJA4U/m6xpMyKuxxmRMzN6oXqV3Mdc3Uzk0Xi9TV3d09cOB9e9Wf0pbLOrtuLLmb9jQs0YxdJnQSnVRaVk7T1Uz+CzM9Ise4+0f/gimS9QFmIdAVa0xbhCYhT+O7U5Qpv7Mo4xVoATFhLfoCUAbrPkq41/0PYhprXnuB9kBMswgtuXcRGlRyjDFuAYFNDV6NR6rRYIgQS9rJ8fjqLBOUgWaVsDQmmcrEOZEcRP8utmLX1jzB1v73NwoTVhNHbGKyvrwlE7NonrKrzxsL2fXhfpOUpTO4r+Wskaj6EsOfT5K/JNjlEEKEeMtlnPjwxUdgz40jUVOd0wA6oGY3wUiFrnJhCz41F/2P6uGQGpnYZYdqAUviTWAlBBG+WTIq9Uv3NhRUX0d+OVqnpOaex43S93QCy+pxhE9h6H/h2EODGq7QUSk+1JeFz2tVpWEWWo5OeoGO1SmdHQsRPv0c1nVb67J2KYw8ZDJHUYS8B3RclpYlyRsRPkpm6nT8cfjCD0Qal8ivGetFMsENQyT3KTUw5pgPzYUb1Qx2woX5ZjxvHEpWi389zgNiUGwaqSemyIgExQKpxaB5KrlW8CgkHrfbGUde93iuNhWOOqrK6cGzifWIHSyFjvF0Z2YJhzo6XdOGmvf2/qqqlmxo776h0HInaS7Xqw4CW/DiIGNq+iYhXbB+GPNtDMV75fLfP31t96AzXOXELRMZMp2xC26smOENN73KLjqQkeah4OMnjg1jp4wZhohB7c1kmFsWXyuzCzclSmp2mATqVWmkpRipOP7qYuupTGKfne7sCeW7fTLlUxconfnc0l+NXqDfTz1RvozUfMrmGIcSnqLzz8LC0d20Yvn2B5H+0JOT2KBw+RSo99lKckFen1wRZHeeu7e7rpVYtn0fTW2hLMewIHbbwtDuI8jA54gYIHD6MDu5K5Yf09PdQpwBvJQ33D5zMV68vzJBod8IZaD4c6vOTXQcSia79MgeaplNUsgyzMegW12Sc/BBhrbv0edS67i+ZfeDUlIgFqiPjVDGQ3/EbQDcadQZiJaIlbMwkRYHHhLGSrZjdNBdPSiZxkqzJyRBaXzIwiMwxnQWXmxmfYrIZUvuj4W826kBnNCFTvMbPozm0dn2+cXUKbOrdVFktkmZ6aCWTo6Nk3PSvKMCAvEdGMrzgcR74EMyF6tldMWNU2XVLxyGZzQzJk77Q1bh2fv7G1YoAZn2Axc9hQ/ppTj6Q//eQWeiTZT6e0Wt/pM3PUYPgoYBAFyKTTyi30MPXRFIrQbIorGSMnc1p3w/7qohzdZXRSplyit4Qn0InjLalkw8REzQzpb9dspK8/s4quPWouffS84yvJr6I2/v7r8+toXX+SPnPkAiqBWW2k2eo3RTDtltmkhO7TzF3bvaDz4GCQrP48ORCiuGlSIBagnlyOtmYydMrimRQb20o+uUZ83WH2UG4fNAP1lwuVKVWfGNvC7F9l9hHuPUwqVgxGNUNO/cQlSV4OhGrYkGo5Z814GTDzZVCyhiEZbZteWZZbuidddDUtjenZxwTOaOuZ0RKyGd1mLuHY1bmRZTlJe8gP4mypbB/Zdwgz3e+YObTaaRsek55pF8NhRlQfx9jmGZV1aOLMJszMTmNzazF3FZN8BW2iG4nAvZ9eqf4MrHrBPl44d1F9HUzoV45jDoYdbRw1Pi4jPH050tvzUD/IFUpUxqI1wtIK2/cuxi0YlzA7TPUd6D4SqyDLStahGbQbWwwLdWAMIeb3w7kKMOG7eptC9jHkwypU2BPDjJvCYELGiJHXhvZgqI3FSSqth8kaI2qbUVeMwiF+8pWsNrcBm2vh+NqJInw2OosxUQ3bPg/7z+vtIxMvrWOMko6d1Pa5nfxcMH0VphHGFdk++zkYTFhMpdgYYFzp7R8P1x3N4ae2WG0ee4StRGicYo/bicnW+nBrgyvbS0zfUakghQVKunp7NaSdRTC+94fxea/PDTCUxeg+BmwxX8io6RfI6tmki2Spbbl0NzG3R1acidvXnzvaBpO4lYIuyNRDA3ZZBcs+DgiKJTKB7Y6MraLurXgb4u9lPbLlcdltm5U2wTNX7hlrp9Z6bFNQM77Vz3RfTUMfkjMWNEFREfDX3pOYtMX4Se41B9vS5abH66bZTw6Tezx2vR7Zd5WPgPXmOA+aWe84h8DSCujP45FW18IV/I7o95mqqJKoHkQ9FIbYMOC3t2/K/dGz05U5L/G449yhYX71cdc5DkTsJNv1YOHQKr82yhEbb79s7Q6Znu2045G/07gjTqG4ll8NZgqUALq4h/qHkXC+CC8a10ZHT+ygX2zeTAUdFK4vZOjnqZ2VGbHpRpSyVKIesoKY06lt2MQXm9szM+wvtF2Zzb8nPInGm8Onn/6yfgt9+amV9OYj59D/nbjY1Rfsz8vX0cLmBprfvPfsqIh+AGcOEcU5nxcGJxUFa5IWdXrRxP3z1DNMk0zPg2TUgF+s3aRHHjx4qD+wTAmTYR7qHIZJRtjzrB0tMH0+MlySZB7qE/z+UqxOTnnwcAjBG20OIh7/yjWU0yWad4dQ81iadPpraMuj/6JVt/5UreMMem9qdDEDDneUe7fXrPvUOcfT2qEh+vlmy0PozFCT8qh6jCw2S6pcpByVditz5O8/SwP0e9pKGylNx1EzvT08gZphRkrtv1ymnZkM3bJtO733gSfpM088T6+aPok+dNKSYQ3xz501iZ7vHaDneoBdswdM9ofVQLOTbDbgS4modi8ZAFbSWD2TubV3/yqClUts1uqZe44WRIM+B4vWw376VhyAfx487M/LGDPHPIwSlApUTlmMfw/1j1KxSGUvWTJqEAn497kSvYcDHzt58ZMNT/Z4EGFQibb958c0+9UfU8mFAsgAhY6Y09XFJp79Zgq1jKOyP0A9/RnKdm+iyVMbiOJ2FboObcKZBFkiShzlczSERXRoQ88JWuqIRtpIe0ZJkE9/jrOoSOEXOWQvfJ7RBvEimVTbhzhUfu8wWEQjSp1UQAq/v832myrrCpjlmGVcrpYjlrSvBL8pZuzzHfTVUvjdjpkrllQfG64bhGpwcnwifag+5mxZS1ubrLabiVYK9FvJUGn5GfOm0jufXUM3PL6cLlg6myZ1xemzrTPpPetW0gZK0SAVldzRrXIiG9o/QwO0hoZoiIp0rK+BPjBtKjX4/NQ212KZrR9M0m29PfT4jm5a+cgA9WUsL5SjxrbRx04+gl6/aCaFdYVHpLYLrjpugTK7/59Hn6IbTjyK5jZbNPfckMVEK2oDWjyHMcNHHRRSFRYX0O79xg4GxHh/VSZD030m9W8coES5rBhqz2zaSafOss3uGUbeNiL3a8NONGU3cikyhLKeT9dQsP1ajuJH2n3Z7otG1tq+iebsLhI4IwPmqo12/y+FNQsP5YJV9wEjXaw1KBXj+2pZspg858FIPhKythUGGYWh5QHW/5i15qr4uUv7kLpuyP0HvzGyQzV0d4NStZ/v2lhZl9mwwv4c5acawZmL1d84yBh8Mfs87RgqqMRwCs6NGNyq5pX18eGx6TGqmLHXZftsA92SlrOEmmxavwmSCDbELw0N7wfpwcPhjkTYTyU0mHZxwMbnbVqPZwHTeg3jwj/dQ/b9Kc/pIpjHyzMrKo7YVfGPIAKfo+m1LDr8p+Hn8k0MyQyXdbhPYX2jVQQeeuW7JZBhy/MHpUAwFpb0c9gIRO11YEYtEkmMn8pa+o0yz+kt0ZoiQlIwhNEAxQBatHLBUewInjkiOUVLDdlUVsvM1Pd43DYMMsNxCoiJOJj1JyAGkXEXx2VBpNk+3hlg4p+YYD0LmmfbsXZkvM0IN8O6GEyVZ6vA0BXcHc8e3U4TpKVYLKZcsK5duQTPNiiOIm1NjLfZbuUtg47Yi5GBjtGsz3MbnE8xyWdUirm4/KYdijb5oSiOIA/PqlyfPWEoR+wwJneRI1bL9EwuXsDP0Epft+GTuAl/g4kyHVegbBHtHirr4PclbbGCUmGRpiKk4A5DOyBYu3QphCMhQg7GkyJKr/W95mrM72ioi4RxD4lBh0QRpcxSHAiN/12M98XSwmE6PwwTTywoQiX7fJsg8eWYMl8oOt6nXIsWuBxTuQjWOFAQQgpFuN1zcr+VtfG9Bw97Ay/5dRCx4LJ30rJffpEapiykcSdessfvjzv+4srylntvpl//c5DO+d+vHeBWejhYKA3DAnzH0fPoX+u20o+XraQPBMdSsz9A14Un09pSihKGn3KQBGE8T4MqMcbMKn6uHuVroGP8CRprhlTii/HQrm76zvIXaFX/IMUDfjp+fDtdtXAmzW1tUImvVqgEuDv4TZN+ev6J9ObbH6QPPfI0/eHsEykE1ZWGA0sztxF4DBwCskcEn7eQadKgS5C8N1AvKOWyN9c1il60BzIFx4uch30DB7p7qtC1rxjp7Xk4PMD+fVv7Mw6vLg91DPbESQ960pVRAsX68vyIRg1ioQAN7Gcs7eHAxE4ML36y4SW/DiImHnsWpQoBapp9TGWmwdhLn6BAvJm6lz+gXrKHk6R5qC8w86s4TILpolmT6XuPL6frpnWopAxXf5zjs2YcN2i/LwEb3vPc9hHUSPMoTrODNmOrr5CnH+zaQv9d1UtHtzbT15YuobPmTlKGvlhKe1/QHA7RV047mi750130s5Xr6R0LZu7xNyzVDB0ioepTNEAtFKCppp3w25DLUF+xQCfNnLhf2+Q70nsvHz1gj0Uv8eXBw+gAj82z2+O0qddm1niob5jRRqKBHS91MzyMCLx3mtGEoezuC4F58PBSw0t+HUTMHpeg8FkXquWhru305E/eRe1LTqemmUdSdMIc8gUjqtyvIA+SusSUxbTxX7+k/m3rqWnCdEclnS09dkCXhqo1sj4I1XWY0SBo1MtuFXfQ7Bk/F2QL9sMq61L9EH8vMkGUA4rskBH1Wcds5LLulVc0pRepvSWsXqKrqpUitgl7US8noQoJ0rtlUaj6jJaITZ3f3YsvyjzbY/ZvMpoXLTLP6go1IskQKVqxWCKfLmhQStr+FdGOTXTx0XPp6w8/S89Rmk5saHZU7GkGyUXcb9KrqYMmQdsnTbao9Z25HL1r/Qp1/a5/5Rl0xZFzVOK0lM/XVBYqu5SSku9VU/C5MtH8RJReP38a/WzFenrNoukU1+0rgAQ3CX2AJZmW89dLW+VxJSVpE6XpDGqlifqctcxqptvWDagk44nzp5Ev4KeilqMyAlLBCKV7VZIGq1pfoUIzR0mDfBdluwgjm6yVPbpUrikHbclD0bDv45xfVx9stiUoQlnPQj8ehIqFstwJMqCeTL5GStMWtftVq15GSVDE76/p6yG8z1ECKcvQl8pIrdf3vImyR7cKPkLl59/3WFVfc2ueqazrfn4dnAY99mgpr9p+zFoORO3zGRprfx7yG9QQDtDOQbsdfrj/In5d0TZlV+6SOz7Sbssn+1Zbvn2MrmfWqr+xCW2VddF2u4JlNBKjUurQYEaOGCwy5Ihv08PhiZZIkIyQPe5KBbHhKljJM9zUVRSf3TFAzfCcjGtpVzJrP69FqoPrMEZgCSUDikA7quQWy9Z3sUn4aJUxEtfJ75mdVt0Ohsx1OuwnIK4Iito8h/Ky4u7lUvqZhJWMsSJcKWSNjWnQekn8gnOvWA3bp+NRlDIi5HwnYNKtJQrPMX38eO646q5qD2ynrCt5F9knSsdSvmao5jjQU1kOxHZZn0Pl3VCDdZ7i4+znOo7bsXGWHD4y0ZY9+rS1htq/nFuUyWGMrJ/9DhmdXmeEIAaAzyvVIKFjYPxVOR8Qv8tyDGL+GD6bdQXukLY/YbTDd30ghxRw5Wv1F2SgJshUwzrGCCbs6pahNts+oCI/hWc0xjVynBgfcV81AmEqi2WEkutBjCDfRdsIQEW+h1Yput874guoQCnriyZUpgYLFDepI1Z2lFgfZY+yjDE/fi6WMjieSP9Wv6usgybvqQiAVHN0SEtdGFf4ufzNgcR2yL5nir3WPWOAogMrlxr6PGLFcX8czqPJ9jsBGnTEk9Zf6J5kwPWuqRbK7UjZUkyJx/HzSpv0mFyG98e6x4GInfR2PVjwkl8vEXzBEDXNOoq2PfQ32vSfXysGWPOc42j26z/tyuwKN1vllc303huNezi0gTr5asxsb6KpLQ30cF8vndhkvyTvLZgheP2WDaov3Xb5WTRj/jQaSQxkc3TP5p00KRFVwWx5D8UYmJ02g+yAaaSRp5JKsLGkkatKMhOOH4n8/92Up07K0nbKkp8Mmk9xR1syxSL9fsNmOmNsB4XBh2lfwImvPfkyeKgfpOBF0sP+gV/qMTEwEhjp7Xk4fLBwTIK2DoyyBPNhDDMwfOVqD/WFMvhPeah/ZGFi3cOhETvJdj1Y8JJfBxHjGsPU1iIJj2Y6Yu5XVJW4zk1r6dlHHqDs0CA1N0epmM/Rjif/Sw3zT6nIIsvBEAXjzWpGMqBnb7b3WZnz7X12QLd56w5Kd26mxmmLqJBJUW6gm8ZOsZhijDjMHKX0dmQ2kzE2sfuAomISC2npfmD77NJMkjzMYMlsK5rLJ2S6EpgvDqNrmBUT9kcZ2FFGwja3L+lkYdlvt11mLNHQuw8M74WZhscRhxlJYbshA0wYbI7ZC0hUygwznk+cra2YPoppumGST7OBzLg98xhutVhr5yyaSX97dDnFx8Vp5nZ79qw5YAcKwghrGWsnc1pmNtM/N2+nhwf66CdXnk3TZk2kSIe9/f61W622A0OnBC/7ssx9s3JskBRK9w7Se//9CHWls/SLk46lcl+O8mltLAszi0O6D3CFyiQVle/Xi0WKCso7rJfyNGgUqK9coCEqUMoxN+xEmxmgCWaIzg0201nRJoro69M+3TonN3btpP5CgT5w7lLy6xniws5Nld+jkaavdZzDZNP6cp6MxjFW9SkxX4U+YETiTmP6KqPVPaGsZ9rEaLSaxbhrSJ97NBjVp4OrxAr6gUnaqxma8rfGfFj3W7d1AxlgQiAjSt8YjWCW2woz7pWWINsAmWHC9gRj/EphAfweMkCz1m+KGXvWLzdgz2gWhjI1fTna26n++lNJV6ZpLBClUMBHJtn7QSKozOb6gWkqM5J4T+WBycX3hSr/3dmvJMeMQDTiMDwW02MPHjzUojkcoHDMfsYL40sYYIx0fnjG+qqupIpf5FZO6e/iGCfLYr6u7lNc1ve3c9sBV/N7N1S86eElRBhfGRhk3NhPyJZH7zJDGC/IktUTMWiobeTSrkbelXXAZpYxDs+tnC9ksyAkzsM4ChUAET3uhTVzVrUJ5nnlmB1m/lJAANbJs7NkmIoxpBCyj8eIAou3Ke5gczGCDdazW571GHOp37RZsaWZsGMmQ7OF1f7188PBYMZ4teCyTuJ4/bxSy2DML8wxZOAjM1+WS9BX89roPhiD42i274/4GCsmjLbZsYo/CkWj9PH7IvbvmfVevW98TgVi1u/DrTYDx9c6tpbhloFnK/TLsjZ9dzDjyyUyY81UkvcA9SPo39q3Vn5b83uX31QmImEd9nkZJpIQr2Kvlj6I/Q6Lacg9gPGVLPtgvHAyOM2a2A0rIsotjfd21G08wWOSVfgxNtqNOVZR0iBzEZZ1HFKCuNcAI3p/LF3DFMWxJ2AGKOD3kWHAuZVaRtA0E35f1iw0PA4x5ncwI8EEX46swqb04icP+wAv+fUSg1+SO6bOogVNltfQlp40da98jJ75xWcoOmYqTTj1CoqNnU6xjol07Y//Q6Gwnzb11tJFC9k0rfrX72j5339JHUecppJfme5t9PjXr6Vj3vJpGn/0GS/B0XnYHbD6jBtOnzeVfnTPk7RlKL1PN+pQvkBffXolnTmhg86bN3VELwK/cHzwnifovi076ZvHHkGT45AEGgZdugpV04sYbpjZ9ST1q2qWHLfEiCtIBmmSGaIxvgQ1GD5qMP3UYvopavhUUJAqlihi+Gh8CF5OIGBl/Keri25cs5o+dupRNBWkcfuK8kCnFXDtpYefh0MbKD8fCeSKRbro1nvomAkd9LWzlh4Wvo26BsSIb9ODh/3B+ESYBrJ5z8tvlOBwGEMPF5R44tDDqEHRxSrHw0sbO8l2PVjwkl+HIDoWnUQnfPDHtOLP36cX/vAVtW7MMedS4xs+TtPGJGrkbZsevZOW/eablB3spfEnX0JTzrlafRbpmETtS06jx370cVry2g9Q+4LjKDZ+ooOV4uGlxvBW6QsntKu/65NDNGsftvizVetpIFeg/108l0YaNzz8LP193Va6/vRj6MSYPVu6O4R1ki+/n5TbJBXoVtpJQ1Sko6iRFlGCwuSjRj0r1gLeFUGYdQvtYaR/or+fvrD2Bbp03jS65qgXd66M5nFWAsylXLaHwwtc5vstP/4rfeqIORQPWonXoM9HF0+bQD96fi1NbYzRe5YufKmb6cHDYQVmpVvMLO8NwIOHQwlmvGXY6ucePHjwMNLwkl8HEa2RAE0G+ZkYzjNe6LZon09s1ibKE4+nKfOXUG5okJKdWyhb8lNLQ1jJ6JJaZvjMpn7KJfvpkZ99gRqmH0FzznsblYOtlGSfwMFB8gd8NPGC91MglqCnb7KSaCf8vz9TMNFCG//9K3q6pY3GHX0m5QqWlItx7GRLWhUHI9NxcZtKLWbXSH0XZg9KEXwuUgE8XpRGmQODNbR8lEZVjOxB9lUC8/Cyz3rBLAAtOpm2khCDIHtcC5WeRGoQdzH9dLTVJg1VZAc448jJR3u5djtIe85qKWYxoGVsZFBQB+JoLikY2xinqN9Hm7MZWjrdNsqOJe3zLQbzsQ6L4r4mmaRfPraB3nb0PJo1cxxFOqxzFmy1f9/ebK3LdtnBRu/KjZVlMYdFCn5+KEP3bdpB19//NL115jQ6KdxAg9tsmrpfG6SiiWpEX/c2wzqJGdfalrtHlkoq8cVn/E2+CbQQKPjj9TVCySdKAESCGdbGryIBuHfbLvrJ8rX09Io+On5CB33zdec5ikJUyxPy223jcqFd+xrB5JW924YGrN9p6rVDMiFyklBpr+SN1g7sZZE7ZkJ2srFPy0xRzrh90Jb+Deh1KOkZAHlyd7LWow2LYQRd6PYbtMwaTaNR3ixGxqWy3Xacm48FrN+F4P5BQ+VgyJJSBFDyoM1yHcb3IOWR8xzoGF9ZF+3oqiwPbtqp/hbT9vHm+qxr5e/ebm+nZUJluaExQIbhowjZ48WgP14jf0AZqhRFKGZydMsTK6k5EqZgpkC5TIFuWrWB4iWDrp02le7aspO+8/gKWtiYoPOa44425dKjyLD1AJXr9kp1H76IBU0a1xCueR4PgdRxZ9K+h2Tsk/uVn/UsTZL/79I+lWkYI0Xmh3YFDTAuZtnbsUrOh1KeDm0YjkbWWOhHhlWHjNolGYekJvm5GGZj0Q2r0dZxSLEV63/MWqkYLuuYySHdg2dORsdNInVk9OpnTgbGfOex+SrXSYDLIh/Fc4vyT1mNTx4JnzDelCIrHD9VvjuMGbovGq0xtBfJHlo9cBGfym8S1rhu6r9qOWrL/MywFW+U0JBbm4RbX7BahZPMInEspaxnj7UMhuP6PPpAMuoPh2rkiCU4D6aOxYPxQI3UEeWO4ZaGGsknI9SUcEhD1Tb1ZE0ZZG5o0i/HbkTs/Rh6HR47StYI5J1mJF9jUcLWBuW+HQ6JrsOcXs6jw1N197JH6csozSv4wjXyaJQgSnzueMbDrYmFrNwKYokFREkXvdBHXFmSewknaLH/Byq/A6myPia0UsGeLrenD4z70V3EkOuA8mf9tyzFCaquoVzbMhT8wUndUtaKA40gFjWw393C/C5QLlMAbCNyun14Ph3WHxIjYxEIKPhQkQgDo6ys40mJyUuZ0VPJ90DETrJdDxa85NchjmAsQS2xeSrhlcwWaFqrU2YWjDfS4vf8mEKNFksoXfVSy4PnrFe+j9oWnaIGQH84pvxvBjeuoA13PExr/vFzanzfZ2jqkSce1OPywHGCacnkhmELcZJtSiJGGweHiBrs5NVweLK3jz78zPM0vTlB1x498qyvm55bQ4s6WujNM/dNShk1TIqTjzZSmqbvo+n9AOVpgAp0uTmGmnUS7cWAk17feXY1HdPRQteffTydPX18TeJrf2COm0mlnRsUv81DnaNcdlbq2kds6xukKLzE9GZztCGZofMmjKU5zQ20pj9JaQikPXjwcOCRK5YoGvANW43QQx3GTx5GBYyGdir3WxNVHuob6K/qwcOhCi/5dRDBM4gTG0Ou5qiZgpUFT+XtWZpWYFx1J7MqY58rlahFl5W952dfp7ZFL6NybGol6ZXRJpiMQFibnvYaFGifr5aTSV6XpcmXfYLG9e2kjX//Ft38qbfR2KUX0sxX/g/1p6zfHz/dZrZMhNlWmXzkQNLNH0fMToUhhkyR5rCdZAgMddpBjH7oIfupmLBLSxdjVlsKMLvhmEFwKU/erWcpV3XZBok7h+yZCjGV9MNsKhpayqwylo6WmdcszPoM5YH5VWkbmmAiy8U6Z4M5zSCjEjU1WFU8/bmkq7n8xIYYbRpKUQSSntEZIVrZ3a+kVGHDoGc6e+nva1bRg5t20vGTxtBPrzqfGvSsYWX2EV7mhS0TgpmfRjA4Te2y2Id5mEnJJtP02NZOeuPCGRXjc5xxlHLYPiiLPSFuzwYdM9hA95X66AQqKsni3qKFghQgg7aWsjS2HHbM1Mk1xFLeyPySsuFS8vuWDVtV4uu6ExbT+05aTKHG+LAms36YeUTzV+rrcRjYqmNvbKXi9rVEhVyl/DKWhqaQvnZgKOyYiXOpdFSGSlbCMEoDixH7v8wK4ox6jzay39JjX8NdA3b/l/scC2BMabMTk8LcxL4s5vhY4CLgcv+gWbSj7Lf+HGc+gUBRYUU0huyZ6IA+NxXj+ypDfJmR93fYzK2meUM1M/rZvsEa0140HDaz9udUaqthdQaB4SD3ccaEmflgrDKLvnTBNLruZ7fSu+ZOU6zXZ/oGqHsgRX/dtI0e7+qlEyaNoYuPnUfRdptZwIyxUnb3FVPrDZ7nl4eRBBumx4FJhMbpAiyqI0kuYWnxmMZMC06AIRMWk2HC6MBxjScda8fd2uI51u+t5TEQu2lSdKUNjAKwTGSYwfEbhptKLCIFRRgmmIM7xi5pZ8hi9ZRhLC0CC8WNAJABlpcUCuqHmKo/q1nN0E5kflW3tzrGlfXI4oJTW2kVst6K+oTjb4TpZ+RLFNPPRixYYiCjRS8HG2KuhvgCE5hMFZYXJtdwMkSb6/s0g78aJc0CRwNuYbE44gbNslLQ7fQFgFUHpvLZXusaR5qTNcx2jHn88DyvfG+YynumjtXNcLj23GG8CKwgiR0d8Q1CEh/DJCYrrCG8yIZJ5cEuZyEcOE8VFtdwfqrCCkfmV6VQmB03uxVqQMN5vCvknnYrhjHcONGovWVdRBwKMkxInx6u4EPVwVm/gf04DPVdTPbDELtW2HSYkNI7QqZnSccvDLO5o+YaY6wkSoYyMvGgWJnPTFCJYzT4XIYJR4EAuN6mFP6CfeI9KYxJVFRIv6y0TbNyRwM8z68DDy/5VUfgYWPemAba0pehdH83bbn7dxRtn0iRGftnah5qHkuzXvcFGlhxJ2V7dzoezB4OPLiiHJXNKjq3Ey+bOIY++cBT9Pb7H6dFLY20fnCIHu7soVRVQHPcxA76/FlL6dL50ygBdPmRwl2bd9BgvkDHjrGTovuCRWaC7i310gpK0pG0d15hDB8ZNI7CtIqGaH6ZA/n9Y3/tTGfos088T1cunqkSXyNtlmu2TaLSjnUjuk0PLw0qko09FKQYDifPnUrzJnTQGb+8TSUmpzQl6JNL5tP3V62lKxfNOiD9z4MHD7sHJ/Lb4iHarOXbHuobYU4ejaIX3sMZRrSJyqn+l7oZHkYAJZS8evBwiMJLftUZ7l9n+TSF4o0UHz+Ttj/yd5o2/bT9fpni3407/uLK/6+86y8UiMTo+OmvGbE2e3BHJl+kiG/3FOFLZ01SleLu2bCd/rx+C02Ox+jaJbPppIkdas4qlcvTxHiMpk60ZK8jjWyhSF974Gn62bJVdNL4djqyo4XSnfuurY8ZPjrCTNBTpX6aS3GK7AP761hqon/QTrqTumh2ecJ+9fWgaVKhXFbMuAOReCgPMiPME9SPBpjBiBXAvYjSODe990q6/Zb7FEP26PFtNLSxh7619AhqnWd7k412MMsGPU1GapsePOwP+HbePmAzGDzUN9K5PMU95eOoQDk7evyaDnf4gmEqAlPMw6ERO8l2PVjwkl8HGaCwokFNW0ZMAAmX0PMZU5st+u7YRIge2dSruvCGV72bHvrW+yiz/VlqnHGU+rwA1FyfCyU9DzzzrJYGDkFA2PXYI9T11J1UyKZpzmmvqGnHpMawi+GrfUO1RS1mTmM4UGN0inR4Kpg1srCSi2ElI2dYy6mc+z5FjojnNq9pvii7EkNuNLpHmQRS+GVbaFwrEkifae8b9ynlfYsgdURDcFyv2hDy05ARUtTlxkZbthWdt7iyzGvff/wCui5lXyM0MK1Q1oGmXsxka6R/hQF7Vs2n6filjL3N3IAdfGS6LYrx0+u300cefIo2DqbofxfPodfNmkLFVL5iau8L2maiApQQNky05QXzUnmaWBpD7+9L0uPURy+jvWeQtVGQTqVWuoM66ZHcIC30xR3yh1CXPZNfACP4ssjwfCZxD5sai9Jjm3fRK+ZMdUhCxWzWOne1s1YOWaQ28fTBw51p10bC56SGg0GuFGwoQ5EGZPuJxNFBQ5ciDzxO6OMUuR0ji8UIdL/DIhWCNIwxSLcXQ3ukyyMi+hrzeCPYqseJ7iH7HIVA1lKRAsA2xQBaHZ/ePT5+UWqc0b9HKWQ0YJ2HOByaCedOxgyzfZLdprhNjQ9M12aovbbM2ghb442pTeprzn3eun9KIXd/OrkOKGmOhK2+Hpy+oLLu3AvsvjjYbkm7G2fY97m/zS40Us7nqJgaXYwUT/bo4UAio6WDKE9GuwV5dhsw7CbCAdqimV/ybM5ALCLPcJT2IWSsRcNrMcnHzxF+kEeLDBDHYjcZJ8YdEjahLNIp8fLXMlX1ugJIHVH2JXJ2HKtdVGGO8yCWFmI3oI4HzrejfRq4/bA+EPxeEeIWMfzGcyNnE202xAQ8Hg5QWo/BUW2NwfCPnQIH4KuRIBqxhLMQTTV0m9D3EZ/t9ufwDNdyPrWcGaopmlPZFqgrHEbxVdtGQ3p1fOOs48v22bJHiVuMYZ7h6d7aBIRI/jHWKYLxPlpuVNrupgjB4wCdn7CmHecWJaN62cCJJZYtmgaVQc1QhmdvxRx/mKIGleINeE9ouSNalKDkTvoYJgPwnpN+j/cE3gvySuQ2TuA6LFIhbUG/T7wXynI9YZPye7w18dSVXe5tR5ynTf7h1Ycop6/3MONJSa5d2I5BsZiGjDeOfgHXRhJfjgJOLvEentuAvobluH0f+9rhntVySEchqSrZoy9i213UOzzZ44GHl/yqMzy8qdeu2jd/KTVNmUc7H/pzJfn1YjH9kveT6Q/QfT/8LEUaW2nykSePyHY91GIoW6DgISg1fW5XL93w+HL6z4ZtNLMxTr8770SaEd03o3o3JEw/HU1N9BD1qoTWPKr13hgOUyhK0yhK/yp002wzSsH9kKQtaGygZ3YeoHLanoxt1MAMR0dV5SAPHjxYkMSXh/rHUCbvqCbpoZ7h2QCMFnjMLw/1AC/5VWeY35GgrQNpZTrN8q2j3vwp6k2N3GVkNszUi95NkVKS7vr2R+jln7mRaI5tPu9h/5AaStI9//oHrX7+OUon+6ljzDg69/wL6OQTltLGjRvpxj//hrKasVXexVUDiRbPnEKnNJpqJuffy9fTPS9somQmR2Pbm+iE2ZPpjAUzaGdXH/31kefUrNXlJyyidjB2RTy2dgvds2IDTWlrostOOUrNTt380LP00OpNFA0F6IJpE2lSSwN96V8P068fW05jomFaOqZVJb+SXBI8as0WP9XVRw/v6KJdmSy1hoJ00pg2WtLSVJn1vmPLdlrZN6D65nHhBjqyocEhM1xECeqnPN1LPbSF0tRKQSWBnEExCjqKnFvYQRnaRtZ5SZCPNlCRfp/fQYt8CZpWDpCfDLqzv5uWp4coZpp0zpgOmlmVqFveP0CPdvdSTzZHm5JJGsjk6NZVG2hITFn1jN+J0yfQifOn7df1LWfsGVkP9Y1Szp7l9PAizmO57CiYMBIY6e15OLwwsTFCW/q9BFi9oXPXTvr3HX+nNatWUT6XoUmTJtPlr7qCZs2YRs899yzdffttVBLWXtqaID7zpKV09LhGSmWydMtdD9Ajz79AWbaJmDiezjruSDr+qMX07Avr6Y77HqGO1ma64tzTKBqpNXLn7d5x/2P07Or1dMTcmXTuqSdQKp2hn//ldnp29Toa09pMV599Ak0bbxUvyuTydNO/H6InV66jlniUXnfmUpo9vp2y+QLdtWwFPbB8HfUmUzS5vYUuPXEJzZ5gxde87g/3PE4rtuykeDhErz5xIS2YZG0TUSiV6IXeQVq2cZeKaSbGo3TG+I5K4ZtKu8tlum9HJ23cbD/Pgusstv6M1kZ6RVujss346b+ep5XbumhcU5zecMYxNLHV6cn6zydX0jPrt1JjLEJXXnwOpbI5+vP9d1Emq7drmuT3+eiiU5bS3Jn7Fz9xsSAPowPFvHctD8XYSbbrwYJRRs64hwOCgYEBamxspF88uJIWwcMMO6JQ51FO2JXK1VYuKpbVHAlTeB/fYFWeW78zSblkn8q4g5LNVf6Y7Le/kOxN1xgURhKWpKy5zU/rbr2Bppx7DZ187JzK54snNDoqODK4olm1dBClks263FF71E7SRX1Q8URXCsGKbrjckykOW/EH5ZQoqxSWPMrDUKIoFGdg7RNssrJe5JGMhJ5lxBtGqiIxMnoHKdjQQKaoZBlXnX8KrVu9gmbMmEEtLS0q4bVz505609veSQ/c81/avnULhaHqDqOrq4s+efXL6af/uI+2dPbQ9OnTqb29nbZs2UJbt26lmRPH0pZd3RQIhalYLNIpC6bTXz7zHrvaEF/b9BBt7uqjBe//JrW0tFJ/fz9dd9pRdOeK9fTcti5asmQJ9fT00KZNm5QvFlfiawoGaUsqTYsWLaKhoSFat24dXTxxnAq0Hujspra2Npo2bZpqx/bt2+myqRPp2plT6d2PPEXrU2maPXs25fN5WrNmDZ09YQx9/phFlNXSxJXPd9EPh7bR43mrehFvK5lMUihToNkUpzkUo5jOyQ9SgX5DW6m1tbWmrDkfx/xCkLaVs9RlFNVxdHZ2qja9urGDrmoaS6GGIK3LpOjaF5ZTc3MzFQoFGhwcpJfPnkz/2rSLEomEI8Dt6emmhz/8BprS4gz+fCAFCDZYdHp/U0tlnRlLkG/SPCpuXkH+cVbwV263pRcloI8LDIcUwKL7lwO2jHTItJe7tJRzECpvoWRaqjDieLFN3+edIGluBImvyB1zMN6Ma7L7n9y/KBXe0GuxoXbBNoN++/5o0pLnSU1222doubbav65EhfdcCqqeZbQcAKUAIqtpDPlcK4jJfYyKalw2dFU0c8hm/Jn5tLNKVLUktXkilXJpp/QUfJX79XiElWLH6LEt0Lmmsq647ml7WcsuHdWKQJ7JspyBoRS1n/cm1bcbGmxJZr0+7+5bsZHiiZE9juTgAL1s3pS6P0ce9r0//ee59TSlw5bFiErJTSaH8QIqDFnWqCQlMF5i9Vqs6OYW36iJIB6fh5GTRwK1dgooHW/VcRPGKjLc4RMOxxapjouxiIPw5FbtTi+nYXxFyZGcG8e4CbIvCU0dUkkd+WCFPHTWkPgK16HsC8dtAUr5ZV8oVeN1/X299LIlc6hULKrYIhqNqtiir6+PPvXZL9BXv/R5CgWD5Pf7Hc9z/vwrH3oXfezrP1BJr/nz51MsFqO1a9dSd3c3Hb1oHj3x7AoVG3Cc8z/XvIY+/3/vINKTH2Utlbzjvkfp5e/+mIpVOMb49geupc/95PfUN5SmxYsX04YNG1Ss9r3rXkenLZ5D53/0etrSPUBHHHGEitN27NhBH7/yHPr9fcvohW2dNGnSJBozZoxqR29vL331LZfSiXOn0cs//UPVv+bOnav2s23bNvrIlefSx19zPpU1E7lrzWY6/7t/oBU7usnn86lYkrfxyZMW06sXzKAC2GPc/sxG+r9lz6p2V4OP/9rjFtBvlq2iHJkq1uP2cCz4o2suplefcqT63l8fW05X33Czijs5TrvouMX0wpYdtGZHN0Ui9nM+l8upPrnu1p9SiAsRDKNoqMjXoJIfyxaNRBsVQToqFa7V54HahGSliqF1sfV2/LVWKRCLY1+WewGlkI73C31/S0xfLeGVGAXtVyRmQvkkLsvYgjJpjHXEQgJlxWK1guMF3l9uYxzCzXLGLWZC5azhUsHRUU1VqpPjNYD3Nbb8KBXyjphK7mms1o5cv4qlDMZpsGzI5DJUWBVZpVGw2jYwOEQtR55Z17HBgYydGF78ZMNjftUZOOnEA9WupD0wFbIpevSLV1HbopfRxPPfMyKG3r5QhGZd/n8vejseiAYH+mntquX085//XAVgHChxYHTzzTfTddddp07Rj370I7rkkktU0CM49thj6dO/uIVOPvlk+ts/v62CO05EcQItm83ShRdeqGYZv/3dG1Ty6hc/+p7r6V69vUsFs08++SRdfvnl9I1/P6oCokcffVQNtuPGjaM77riD3v/+99O0xgbaVijTPffcoxJOTU1N6ntvfvOb1ba+9a1vqXYuX75cBUx///vf6W1vexv9ecMWtZ0n73+Adu3apQbw9evX0+te9zr61nMv0DUd41VyLVsuqcTXZz7zGXrXu96lHlLXXHMN/e5Xv6Zl1K/8wKZQhE6mFuol6yH7pz/9SQVfDG4TB4d8Th544AFrn7ffrvY5ZcoU+uMf/0gf//jH6ehwghYnAvT5TetowYIF9MQTT9BvfvMbta+1vYN09dVX05e//GUVYDL4mpx66qm0ZldvTfJrb1Dc7lV6HC1ArxcP+w9+b8AJh5HASG/Pw+GFRCigKiWjZ5eHQxurlj9PuWyWHnnkERX3pNNpOuqoo+iTn/wkffoTH1Xf+e9dd6lYgCe3GDwJdu6559L/fuHbKgb59Kc/rSYb+TnPccuqVavo/PPPV9/l2Ofzn/88Pb96rev+l6/doOIZjjF4gvK6r/5IbeP+P/2JXnjhBZo3bx596Utfond++0e0cOp48ida6Nm7H1ATnLNmzaIf/vCH9LmvflVt6y7dTv6Mj+GLX/wifeD669VnRx99tIoJn3nmGZo5cyb9+c9/pk984hN05hFz6PhpY9V3nt26SyW+fv/739N5551H8XicjjzySFrdY094CtYlh1S777777so6ThxOnDiROjo66AcPPatiTI6L+HxwbPr//t//o7fd+Es664jZ6j2CE1+vfOUrVbve97730Z233Exrtu6kb1z/TbWek2WM+++/X8WBXX0DNAES1HuL8lAvEU5AeahPGIbDC8/DoRM7yXY9WPCSXwfZ40lMo5EJgSaJg3pmkdGbsQ3/dgxYs1G5fJEaI37qTOYqGfzWliZadOV7admNn1VJq5mXvFs9uIp6hsEHMwlpSJqJ4bfby96Q3t/g+mX061/8hU563zfJ9PlpervFDOuIh2pM7oebEZFZFmRJDUF+rlj218y8ZIGN1q2ZLVx5sPp8McbqtuDMYkNYZkzsc4wzHbIrnIUZhPbhjGX1LCXGzTgzlM7rmUuYbWVEY3FqamlVCSRmaDE4qcQB2re//W01i8ng5c997nOO3/IMISeYrrrqKvrb3/5WWc+JmmCwylCyVFZML4fxus9Hhsss3Hvf+156+umn6S1veYsKoFasWEG/+MUv1Lr/+Z//UTODl112GYVCIXrqqafU/jghxoEcB0HMZmPmFAd/v/rVr1Tww4Eaf4cTetz//v3vf6tE2U0330x/2riFzpw2gd5yzEQK3b2WbrrpJrr++utV4MWYGYjQhxom0p8GeujufC/dZXTSGeV2CpNJp512WqXdZ555Jv34xz+mBx98UP3/Bz7wAbVPPh4+pxzEcZLxTxt30QuBHG0p5Omu732Pfvvb31a2Yer75g9/+IMK2ATN0TAdP3OSYnrhAxwN8X1Ri8lk+MHIPZ8n/5RFVFjzpL0OArmyNhDF2coyLmuz9DTZ2+xJ2eNAn2YmJIH5hf1O7rVdg7a8IanHjhQwFAbBxyqqWQTtDXY7ccZRZgzRwLkvla8x0Ue2gCxjkQdko8nYhgyEJBTgkNVooi8MU5whHcjCzKlZOyuL925jyBqvAmjYWjHdhWusZw8rM56FDJkZux3BoD0Ll9AsNDef4TIUgUBD/dLQ4LDmv2r/oTAZSD314MGDA7lC2cHkCGmDeOQTIZNDWPT4jLeYW4bDQB3Hm8qt6TC6xmXNmoCVyJ6Vz5FBhmNcoy5KIm1HVgYyqtCIW5aQxY61ksr6DDgL/tSy5fHcyHCKRX6ArF85JwkIMeSQ8dwgk0PiHpc6S47vIlPOEfPpZXw+8OL4SVNUPHHiiSdW4idOFEk8InLHd7/73Y4YiXHCCSfQDTfcoCbLnnvuOX3shkqI1YCfo4VChfHFcj7HyQJwnPad73xH/WNGvkyuPbdhm4o/ODnFCTeO31auXEm//OUvVfLtPe95Dz3//PNqG5wY47jrxhtvVCw1nljk7f70pz9VrCqOZX7961/Tj+58lE7+2DvUb8bOswoXcbLuTW96UyV2DDcnqGXeFErtsj2BT5vVSz9cY03+CXiCk2M5ZosxOPnG/372s5+p5BefU46LfvfI87RsvcW6/8hHPqJi0OpzwW3lcys4at5MGj9ujPUdTIAAa1+YX+Wqc2rEW4igQIDD3N7F39URYWvGX8Gwf5PW44Qb20v9XsdM2JfRiF7inhJ8IYUsMN3J8f6pMKqguWVoqSTcUfHjViQCfyPjVFEXg6huM97T9jbt5aL+HykSYW3T+g3uGsc4OY4wGNYbRaC+u00OVtinBhF/t1Qkg+zr6RPjfdo9KsULqvuAsDoxZpNlaafPk1t62Ht4bpF1Bh6XUFIomHzCBbT4dR+grffeTM/+6IOU6twyIvvzRRLUueJx2rXisRHZ3uEIZmx9//e3UghkjZy4YmkgU8l3h1e/+tX00EMPqaDuvVdcQK8++yRqb25UQcrmzZv3u00XX3yxCtCmtTSoNvzjH/9Q6/CzMcEglXI5+utf/0ovf/nL1WeBHVspEfBRRySkZlmF5cXg4ImTUs2hoAouHn74YZX8Yrz9mHn0+LZOevXdD9PZ48dQvHtXJQATRE0fHedvpKtD46irnKenaYBeSxPoFTSGTtfVITmByMGiBC/SVgYHkHfeeSdddNFF9HB+gH60ZbNK5P3zn/9UgWQ1eAaW28eSScaRk8dQLAQP330AJr481DE44PKKF4yob8VI//PgYb9vb8MYtsKth0MT4ydOol//9fZK4ovBDCyOHyTxNRx4co8TZCtXrqBPvvdauuSc01XswEml/QXLDS+44AKVJJozebxi43N8cfrppztiktnj2lTCi+M3ZmkxZjWF6A+ffAddfsoxKn5jKwaefJT4ib87e+IYxW5jBtgrXvEKemyFzUibN2ksffmaS2jbxnWUgiqNbpjX0kh3vfJM+umJR9ObZ1kVrpn5zokuYYHxZCKz5ac3JxSbnyWanGT87B//Q3988Fn65je/qZJ4rBAQSEJozpw5Ki5kJQLj7OOP2j/VSblE5X6rGrKH+oYxTEVOD4dG7OTFTza85FedgWcxE3r2sBrTTr2MFlzzOcr2dzrKD78YhNss76LcYN+IbO9wxdSZcygSjdNb3/pWlRTi2b93vvOdKtgQXHvttSp5xP++qmnyxx13nGJeNcQitGz1Brpv+QaaPnuuWi9SwP3BhAkTlOTv9BkTKez3KW+K8ePHOz5bHG+gSaGw47PlvQPkM0zalc7Sq171KjVDyQwvBntGHHPMMdSbzVVmZ5liz7hw1mS64/Xn06VTJtDfN2+nrnStOd2mQoZ+nN1Kv8ntUHPgz9EgraIkjaWwkkCyNwcHgzyzykb32NYGsvo7tpX9QbiNci5xtowDRw6cOVBlSj9LDO5evZl+/sAz+3U+/TNHptqqh5cY5WKlXLsHDx5GF3jsR/8bD/WBaTNmqb9sVfDYY4+phA1bOCC+8pWvVOInYXRznMRs9mMWL6Dv/eoP9Pz6LWod/2P/r/0BSwYZnNh644WnOeIOTsqxDxfHJK9/2RI1jyKfTelood9+/G00mMrQzfc+ruwZOHZiBYDETxwzrd6yU02OsrSS45vt3Xbszcmld7/8NPrhe15b065/P7+OLvjxX+nk7/5B/bv8tvvo2a4+VZBoRd+gOmZmcjGLK+LzqTZxUosnMa9YaCWwpK3pXF5NIgYCAbr11lsr+1ixYas6JpaPcvzJ0ke2n/jsZz9LX77xD3T/kxa7bp9g+slI7H8s6+HQQblUcKgaPByeyGazijTB9jasCGJ1EPsquuF///d/FWu3+h+zZQ8kvDTtQUQs5HfIAZEaLwbWm6AU95aeVA21Ph4OUHeqQD7TpBYt9wsCbb/xjPPoqNPPVQ/JTi1dHOjtJ3/YkmsFdOKs++l/09Z7f0eGz0+x2WdSw7xz1PqiptmWhU5r+BTtuKCldGK6OhHkUmIEr36vf5cBurEcchKOt1ebeKv1Wg6F8gShLTP6s/kaqWNHzCbQSjCL59bV/BoMrv16gI5oSRoDdl8BZsq16stBn0YpgqwOwE4DkIScOn26SrTce++9dMopp9DXvvY15cfApvHibSU0chkoeJaSryVve3vvgKLxv+Y1r1F/eVBhijzKuXLdXVQYArpxOEh5MEGttLVUUtstm4by0eJ/Mosqn/kTUTLyWcdnJ86YQves2aCo81//+teVb8aYUIA6xrQqKj4zr3gmkBNVLIuU2cnI+DaaeuwJ9OWxrfTGQpA+9qs/0cYhu69H2xrpXn+ezKZx9PZXv1qt45nIv//tVjqqeRKtHdhBV7/2LXTfffepGdMjgq30VK670tapFKVnaVC1lWeI+S/7qLHMgBl2iBWdvbTi17+uzP6ytFNmWW9b8RS9+0rrXhCgbLRiWA7rytkMFTY8ay1nhoan6gONHD9Plqx7shOkjigXxH5vX79yjeE9jgPjtOk8GtJvh7FF0Bq329QKJs0C9BZks+jq/UTAEF/MnpFZkURjfpFiwjiAxtFBrRfAYhoClDyH4Jii2igVjfllnWpLWZ9TlJnqa1cO1r78GCxbDMZUAqwUirnKExpESgDjiRiyGjkw7QUZR2nAMm9NgyzFhDaHO9pd79N6Bo+dbmPyi92mh8MTUvyiWvKDyh+UhqOFBMr5RA4pDHqskhf210olsQiRSMPRM6zoR5melvYN008lNkCLhrCWQDrlTLW/RQmXm5wLdynrhvM2k+MA9b4rHEbYegzFaVWUfaGcUYBrJKbDJuG5rewTln36fLU0N1JrWxt94xvfUC9FHAMxo4s9q+T5ziwlmYgTVrnET+lsnrp6+ugNb3qzYjYxE4vtFDiRVmlrsUCl1IAqPoInh9cjJOZQ8ZOehFMxmiqmIJIyQ0ng+X8lfmKbkT8+vobe/LUbFSONWeccR51+1AJau22nsnBg6STHVDxxx4kpVg1wdUejsY3MWBMZgz1kBILk2+T0+PK3jaGv/vsxik2ZSRefcYZax7Hl91eupYkLj6YHO7vpR5//ovVCWSrRabEmWqWPQ12bAes5L21lNv8XvvAFOuuss5zXs1ymfKGovMEEnKBjaSdPSv7l3sfp1FNfRmVg6eFEfEXWhvERJ0yS3WQE7OI4DrjEUrguWzJqYgmR0A5HRCu5yAbxGR/Xz2bsn27FMFAy7ZZUx/vULZ7DdwWRGxogf5af58FKBccWab6DzAr/U9IbwISU7B6PF20j5HXOUVTA7dw7Cmxo6XYgbN3zzOZD2aRsGwt94Pa1iX7FTF9vo7KoLTtKSMIQ+wpdPKGU3D0T8nCPnWS7Bxq33norvfGNb1Tvf6997WsVQYIJCB/84AeV3c0ZenwS8DjOvoVXXnlljTLnQMJLftUhZrXFaFfS9rCpBlKPuerG4197E7XMWUpTzr6KyLQkak3zTqbg5BMp27mett5xPZXzGWpcbEnbEPLgHwkT/cMNfMbkQfDzH3yXOsaOo2gsRhvWrlG+VVdccQWdffbZlQw3+2zxbOK117xRBT1f/vr1ykuL2UvJVJr6kimVPON/nFV38yT7TzdRdst2ap9/FC3JbKPYkacTrdhY812e4eOqQ7fce7cqd80MLZ55xM/+9sgjlMxm1We8jnH/uo100kknqUw+J4uYwfapk46g+3b10eMvWP4SCxcuVIHb61//+gql/0u3P0g9t9xPx3Y00v++8iK66tiF9MQmm/X2xPbtVG5ppnw0puSLmABcn+mjwUJWSR7Zn6IjHKeZvgaV/JK2PrZ+ozrX3Fae+Z08ebKa6fzBD36gtjF27FiV5OIAjQdmxpdfcx6Nmz6Lrv78d+jxxx9X3h3PPPIA+WccSYXNKygw40jKr3iI/HOPV7JG/9SFVE72kBFrUg9eTpCY8WYqbFtLgUWnUf7xf5A5ZgaVdq0jMxSlUj6jaODKW48bZ5rKS4z/n5/r1t+SShbxiwP/laRWpe94OKgo59JUNvdP+urBCe7KIx1sDVfVyoOHve0/rbEgbYWq1x4OXfBzcCiZpO9/62t07HEnUjaboccefkixpphFz1JBZnYxmG3FiZtLX/FyyuWy9J0bvq/iJ2aj80tXIhFXE3b8j4vxVGNnTx/945lNVO7eQpMXHkWLxoTJbJ1UkyHkokQ8wcYvZ9/83W1qHccgHIsw44FZUfz/373tHvUZxyT//e9/acOOLrr6E1+lN7zhDYrtwDJJjvk++ol3KHbX1Z/9rirmwzEUFzDiiVAuNlQoFOlV//c5Gkhl6DVnn0xXnH86/esBpw3J7Q8+rhJOLfFsJX7KZDJq8vfvG9Yrlhu/XC5dupTOmDSNJg2m6e7t29V69kr95Uor9pNYj5NyvMzFABhTp05VE7b8fU6KLZg9gz717mto2Yo19MXv36gM/Dl+2rqzi6h5AlHXJjJaJlK5bztR4xii9CDPvFsJk2KejFCcyql+MhKtVB7YRUbrJCqzYiXaqCYQlaeqnmzjOImvq2n6qMReUhJHGaZK6qhEIyc59bnwHhEvHTjmJSAUeDh0YifZ7oHGqlWr1FjDExXMhGV8+MMfVoQNtvHhsU3WC3jMY7bXwYSX/KpDPLZ57yWIpj9AR7//x7T5rt/Sutt+RJNf/gG1vjDUS/m+IQp3TKfGJZfQ4PI7XJNfjOPe/jlqmjKXRjs4vydJB54V4YQEs0yYdRIO+JVxLbP3+C+v58w8Jyz8PpPS+YKqJNU1lKP2eIg6k1kVZDMrZ+VTy+jrn/2kosuzRxaDjVA5SSSGpQIORD7/qY+rhhTyefr5Tb9VlHKuTsgJJ0GN2T0nzwaSdPmHv6D/77f01lOOpC9HQ86SxBp/+ctfVHLq9ttvVywtrhwpGXn+jA1heRaSk3VsfM+G+4xjlx5Hv/vd79S6ZcuWqXWffuCpSps44OJEElde5NlNTpAxHtner2Zav/XHP9Kfn3mBNvfVep092dNLZk8v3fHjn6kZr03FLC2gOD2X6lQzA5zQuuWWW+joXIziVFAzxHIczKbj88szlTzQspSAgzEBM8D4///v/6wKpkzZ/9BvObC7Q9H8+dh/8pOf0PSOJiqstY6LE1+MwsqHrb9rnlTMr/JQX4X5VRzoUkathZWWAX+pc4Oagi8xA6hcpnK5YBnel3mmy/nkUcEbcfLLpFK5qOSnPMvLM4Mt0SAN5QrUGgvRzsEMjW+M0NquIZrSHKVtA2maHItQXzpvGa8aFsOKGVNb+tI0vjFMW/ozNDYRor6hHDVGAjSYKSimAzMVPfbMbsaASILKzHb1Kj568DAqIcWDPIw8+NnFzxeOiQrFkmK+54tFxUDmxIVaz8/BMqnlYilPiXCAelM5ao4GK38HM3kKB3yKwfb3v/6Rfvr97yoGQX+/ZfjO1bKZWcAvUghOHn3+M59Sz96VK1erZzonnnjCkOV5DMVqFwNtwOPPraJL3vj2yv//8JPvpTddcq7NBNPgRAx7sHLcwVJLTsBxbCFVFSUm4TiEYxZOODEDgsHrP/rRj6p4Qywvzn6fVeSIJ+d40pB9v/hFkU36pcr2ym3dKqZ615e+R5/98W9oyy6LSSzYuKPLWigW6f4uq4J1pFiidx45lz7y78foVa99DT377LPqxfQNY6dTJByjdM825YfKsR4n2lhyyZJNnjxkXzM0yv/+97+vqoWLMmFX7wBdcd3H1DIfHyfHeCL09RedSdRrTZSWe7TvsPh55VJEmvlVzlv3oPL6YpZQ9xZlXF4esq5vuQBsOx03iRG8xOhW0svqc+wH7/OZKh4vFErUEPbTQCZPjZEg9adz+m9eFfoRFY31+yJFgj4aSOepKRJQMRXbyjDLi9mRzAxjUhQnDdwKPnhwwheKUrGKKenh8MLrXve6GtYWy6dZIs1jH7838vj2UmPUJr/YMPI///mPWmZ2DT9Y3JDL5ZSnEn+fja85+eAGrmrHiQsuT8wP4f0BU8Rx4NwO1dl26OV1u+ykQDdIjjoarPaPawrTknENtGLXYKW6TzIbcKWe2/KjVmp8lZVVzWjqbmbzFtr0xy9TZOx0ynRtpY4Tr6TGtlhFFmkzWv00ef6Z9jFoyRFKHZvCNq1ZaMQ+rOyo6e4odcSql11aT5gBaRNWUJJj4pf4WhqtruroN1UyhGnI/FuWYKmXfM1Y45khfyCkZux8fj8VsynyBUKqglSAkw7FknrY8W94b34922TLB4oq2cWJL/5GRj+cmdYsFVm4EmdD0EfFQoFawj4qFYvUHPLRYI8VqLAkkMGzg9OmTVPVHaVqoYD3lg1a1f/e+p730S9u+o3qvyyRZONRnrHkZA0ndzjhI+BACzPnLIm895abaWDDdtqy3gqGFIVet5v3zT5XXKWI+zwHN1x56NjWZmWIes4556j7gmf6OOHEARmDpY1tbW0OHwhOKLGEkJlWnKDj+4STSzw7y7KCqe1NNH7WLPrud7+rvDo48cUUWK48xIk3liEwLZaDvcU7+uiapnHUU8zT1dtX0jgK013URf97zTVqH/lcjmZRB4XIpNkUV79jFhzPkPI+ORjlWcgxFKTTB61j/U2yUwWVLMHkWVkGSyI5aOVZUi4rzlWbOEj+3WffT4Fx05zXBBIhpqZYS9UitRyOEcVaiIZ6qNRkDfqZkD2O9GspTrEs2+H+Ylb+DmSzNZLnSqXXriEly9nYlyG/z6Ce7VZwuLYnVUnWcpUt7pvxkF+9MHAwyAFcUzhAk5qjNLYhrALBSc0RRa1nadCkpggt3zlIp05rpWd3DNCisQ00lM1TRzxMvemcLZkps0cOt7FA01pj1DmUI79h0GCWpddO82i5D1AyhE8YuY+xKhn+XiQASMGvloVXbz9gWkngGEiiGmFsMrRcWypqotzRgAqQqsKjCrrzVA6FlQ8JVo/CcZWvA8PM6AqOvJzScsZ+K7mtzt92m13Qt9p6SUt323IVEyRDzaZJ2fToeik/EOW6vVLdBwfMQOaxm2doq6VPCB5XWTLOzxaOn9xiI3728rOEn708icEv1vsDTvS7yehwbEBpki1vtO8zXh7fEKZtA8yK0dVpTdyqVHJ1f4GTSsEIR5VcF+kT/kYWUf4jEkhHFUSjVjqFEiqpPG0dZ20VOTe5I7ZNEgiVZJWSflp/+f/VGKwZNTw5U+AEViCoYhu+fsVCXsVR3CaVfKAyhXwmGZq9zL/hLYp0hyXznPTiPiD3MD8vuJmccOBERCZfUNJW3pclcS0Th5YDPd3U0NCg+hmzu1iaxy9XPLlWXTSHT2HetGLlD3/8E3Tm6aeplzF+vnNf5n7NSSS2T8CJR2bf88SdgCf3/vvgY/SG04+hXdu3V5JlYrr/sY99TMUyLF3ktvDkGscXx82eonxuOAHG3q48ycmxGTO8RJrJk4QcdwnYPJ8TS2xGz1WruR38ssjKgMGBAepoaVbG9NwmjiE58cWVuc8991wV83Dcwix5TrR95OWn0JXHL1Tb3fnoCnqms5e257Jq22yR0Wz4qdBHlKQiTfOFVRzGk5mcnOPjYB9alpF+7OKTKZPPUyqbp2//6xF1bJx4lOQjx628juNJZoi9/e1vV9fmta+6lEpVdgKOnqhfLMR6wOqYITJ8ASoC47oQiFT1b4NKlT4vf61rkdYxLd4TOf2ukdGJ7jTbdxj2mMBxPd8D3P+KWZ6CtN5deIzhvsj9n+OuRMiKUbiPB/0GNYQC1JPK0ZhESI0hExrD1JPKquQavy9wfMX3ntxTA9m8emficYmrRHPsEjQMta/qkaLsUu2xBFUe3eD2qZtIB61aZLQyYTzA8ahSLRviXqlYjsto+6AqPKowKkPlgBUbF0HALHvHphk65kK7CIMTpLIubcdKxd5Oq0lJm/gh0lqfZgiW91AA4nCPnWS7BxrjhpErSoE2LrRRDU7Mf+hDH1L3EFfB5bGO3zMPJEZt8osfOPyCz2BPJZY9VYNpefyg4ochP6R4VoRnZvgFH8EPNn6Y8ewGX0CujIezIgcbT28fGLZM7p6Q7e+iUGMbtS85hfwtU2nlzz9MM173ZQo11Z4fxsC6p2jtmh6acfplNNLg1vODhQde/hsOWH4cY+JBWtedogVjEupYT5raQk9s6aNFYxO0bSCrHiLsT5TOF5U2nx9q/IJe8SvTgWC5SjctgQsHcOovzz4ZQeVhwMjDyFDUD1hZJ4Epb3dfT/tRxx5L8URCvRywPwInYjl5xYnXj3z8E3T732+rGLRecJFVcZExbtx4+udfb6arr32nCn54MOCZOe7PbFJ69MK5lIhG1G85+EDwsb9qySz6xr3L6NsPPqMSXPx73u8rFkyj+9dvV9vkPs0vMD09PfS2WdPo9dMm04eeeFYxtpi6z4EY0/ynN8ZpXX9SJeKqoRKLpqECSp6RZQYWJ6A4yfe9ay6moWyOPnDTP9WgyEHEnI4WlbTihB5CSRZaJqnlTXpmMEE+8pOpgkLezyyKUUS/oBxHTXR79y562cteppKJHAhzMqudgjRERboi3q72t7HJUEa5jPnj2hRL79JLL1VjAssyefaYr8VHX3shXXracbTPUKW9D/5sl55Ar/jODWQKFZ8uftHhBDMHPZt1Um0HJJx3atk0J77k79SmCO1KWt/h+5DPHf8+pD1p+J7j5Necjjg9tbWflk5uoo19aRqXCCu/DQ4Oefa0J5WnSY0RWtWVpImahdYWDSofM75POZjl/w7FGVQz0uDqXTMS4LHkvo3b6b8bttGUpgSdM3MSTWjYP9NlDx4OFHicZXkCM1k4LsKiLAIe23nSgydK2JibJ0lYNv+pT32K3vSmN1W+x+Mqv9yzlIqTD5y4YF8mnvR4qcAvraMBEobws5fjEp74SOeKapKwM5mjjnhIvagzi5h9VTmhxC/2zGTn7/CESEj9pqAS+jLu8fVX/+n/52SUI27STCj+/zKZlRhLJd+KlseW+EMyk1l918WXbG9x2hln0hc/9xmVZOFYnRMunGjh/dzw/R/QRz/8IcUk4Pjhwx+12EjCSPrrH35L177rOjVpzbEXv3hxDM9xzeknLqX/PvioKwuBt3XJO19LV37yW3TLfY+r73Dcxfv+8jtfRz+65d8qkcuML17Pyadfvv/1dOLcqfSKz/1EeZGx9ynHThxffejV59NXfn9HxSy/el/BgF9NQPKEJDPauIJkS2OC7vjxV+im2/6t7BvYG6ejuVFN1uI9hlgy2RnHh30+1U+Ydc/7OT/QWvGcent8HH1l+UoVl3L8xOeUE1o3nLWUXnPOcZW+8M8Vm1QCUSo6/vfxp5UnGceHfD/z+WTW1S++8RlaMHvmvl/gKk+qg4Vy1YS9JMb4vcKARLokkvnzTj1hJmNI15D1/8xY5MQ6/0TFZeon7AFn74/vT47VGsMBxern/+dG8P3Dk/UpZu8r9mO2wkKLBf0qXuVEGt9DKm7az/voYMAXijh81DwcmhiA6q0Mfid1IwjxexdW2R0OzBodbkxiMGmDE/Y8bixevNjxGU8G8LsY+wzyO9yXvvQlJQtnIgVPLhwojMrk11133UXf+973FBPlkUcecf3OJz/5STUbxJVP2MNIAjUpAyzg3992220qMcYB3re+9S1lTMkJsH3FjmSWynmfK7upW7+MItuLabqCxmigMss4pSmimBd9+mU3nYcMvovptSDV20lP//l6etl1X1W6+Zlj5lPPf6cTDayhlnlWNZ3MkBhfWtscWP0Qbd/0TCX5JSayGTBglCScNWNizQRato1sps4ziDyIB9TgPq4hrPw25nYkaE3XEI1LhGgoX1Szhv2ZgmJgceDGD6DndgyqB85jW/oczJjedImimoHGTKwE05YzBcX+kAeYGG3jjIaYp2JJXrwGTu/V2gFcZpAbwQJCk4vo+9/9Dh2xZAk99uRT9O7rrqt83hA0qXHCGFrzwgsq6H/uuecok83RxEmT6OxzzlUm+Fdd81a69ba/UyAQpDPOPY92DNnXfeyCY+mf9z9KK596nP7737soOZikMU0xOvn4pbT06COpf9XjdNvdD1P/KrtK4eCmndQQDNIZU8fRab/+hxqUmAnGgw8HY7d0dtLYUIguiLdQuDtJMTNAp06bT5PMMKU2DtINpx1Dj3X20O07dtGdO3rpZRPH0LULptN9W3fR0119ZOqw++kua9b13ccvousuO52Wb+2kBzZup55kiqYsnUGXHzefmmMRFQhPikZoc+8AHdHSSOMbYnTnC5tooC9JyVyern/kOTq6pYmumj6FwqtTtGsoR4+nBxS7q51CdBmNpW2lDAXIpClk9+kw+egSGksbKU0713dTG5k0g8ZTior0N9pJdw0M0Cx/lL58ykJ6eed9NCUeo5vedimFAn66e9VGWpvOUyqXoykXnEjnLF1MMyaMISNmM4QqAONyI6o/j7fY/aZxvDLFLzeMpT7DmtXoHrTvY+mLaKyMjKf1vdaM1WbwoREWFYMZXIxUyn4Icb+vvuexCqywEfh+FHTwNKYG318MTPQgW4CDWkaLZlu2x4L0QndKSXmXbbVmfx/Z1OeQESXCftrYm6aGcIDyxZTaHt+XzATgIYFN6VmOwMfDe2oI+ZWEc1pLjJ7bMUBHjG+k53YO0ozWmErccZI7oGeK+7MF9SLFzcWkv5hWt0agKEHSmiVExlfWBI8BfRmCPvt8GQXrODkQLWjjXWRaYMK7MotZgH6RtGb28zttGc7gOi374CD5uU30vedfoB+tWEdjI2HqymTpc/cuo6M7Wuh7px5D/liYkrpK6mjBgSit7Ul2Dzyuv/56NRM7Z86cin9QNZiVwjERf0/k5fxdZAQzbrzxRsWa4eIlHB/ws4gnPtg3aF/BzPGMCYVA9BiKxTCQ+SX+iUVkZpkmtceD1D2Uq/iY2oxcqhlXhut/LXpMlrFpdwbuCPkYx10ZWiqMVzZTN3lflmywyLFNiAsdWQyTZMaSaPEYzmOhsM/5kcFjLjN7eRxTL+ZcmS9ljc9IWmOWL4dDnPgSRQBPmEiySgzDcaytNA+OB49DhkvmgblBGCVxeOsYLBiV+GnJksX02JNP03sgfooHTHrZ8ceqxCrHT6zA4JMzbfp0uuDCi6iltZVOOPkU9Vl7RwedftY5NABFD04692J6euX59NA9d6lYnmP8SWPb6YxTT6H5E1tp45at9O97HqBSv/3MYHbJpI4Wmj95HH3we79RthPsL8aT4kG/n644ahpde/J19Lt/PkjLt3VS++KJdOVJi6mjgf1NS/TQ9R+kWx5+hpZt2E4tDUfQFactpUltTervA8+utq+7Zo9PHdtGZ51xCv374WX06PI1lMpkaeE1l9Pl555G4VCQjl00j848djENJIfonKPnK1bdHQ8to1zaiofLWcsb9ZhZU2gmFaigC6dkBzI0xR+kzzdNpfWFDDWbfopkg5XrFC/56SPRKbQlkKVNO/ro9EAjXXnO0dQUDFIWbCn+9YX30O2PPU/RUIBe8YqLKZnO0L+WraTV6zephBrf/xedeSp1tLXYhvYAAxlEInsM2uyPUrhBPV9TZbtjpOEayj0z3KSzML7wnaTSL+E2hhpalUltNJ8Xw3n1Mz1kYB5HVC+O7QPwUceb5e+oSXmeQPSZ6v2Hxx9OalltsMcN/ozbwhOUfB+quIlZjOxtRkwOsGLGctmguJ9tVqwEdlcyZ9mr6CT3gMiFiyV1F/IrC48FfFtLm2XcA+I5RfQEJ7KvkO1VBBZ85RzhBnScxrG+eKYiy0hOLZ41A47fyFv7NHNDNUWCGIXu7Q7jewd0/yqmags61SsOROwk22VMmmSRDAQ8aYVFLAQsc96b5Bd7fA2X/OKJAa7MyxNmrLip9g9nhjlPFAiYkMSycC5qsnr16pq2jhRGXfKLablsaH3dddepk+2W/OKgjR9kLMOSxJdkIKsZNDyrw+wYKYvMzBY2zT4Y6F//HCW3raMJJzm9uJhJgePO3iLa3E7hhha6++vvpdlnX0FGZoC2L3+CjjrPYh3JA4Az9yyV4oE4lOsjo2UMLRiXoGSmQGPjITVLwYM6y6xYIsWzVjmenVDsq6KKjhRDSs0OllRA1pfOqcFcjGZZcsVg5ggnvfCFnlk7/F236iqHKn5ww3foqWXL6G1vfYsj+SVg2j5TOfkfvlRn80Vqbm6hy660S1dXh888WBx//PHqHyOQsh8KLY0NdPUrzqHkI/atvOuJVZXl9khYzeDfc889ajZxaiJGH5g9i45saaLe1T2V7/mh8hzvb0lrE3388edoQiJKa3oH6Kp/WrJHxEWzJ9MnTjua2qJh5Yl21NRxdPwiexBjU1IGB2tnzJuqltPdVuLk0oUzaNX67fTefz1MYb+fPrtkITUGA/ScYT3AVhRSNIZC6sHfSAH1zw38OVd65H+Vc01+9e/hvJX8igb89Mqpk+imtRtVAMCJ2AsXzaTENGtQ9bW6sx73Gvyy4vM55JGHO+TelUqULOvm4DGTzFWYAt2pnArShH3GiS8GJ754/GCJQDhkDXRNEfbwKCi55saeFM1oi6nkOcsP+EWWA7FKBUxOavG1cKsStQeYLsH7SOHSaRPplLY2mtMQp6FCkR4e7KOPPfQM3bphK7119oQDtl8PHvYWnKRiSRcHqcw0cUt+sX8Sex6x9Al9FZldLN6QGD/NmzevEvBy/MQSyJcSPF6AI8KIQvyBYkH2Ci2pv+wzxC+2PCHBL7Yq+V8qqsrdnMgK+P2ULxSsSnvAouJFYaVzsorB/kWMQZgYFdmjJAFlYoNZu24yzEM5fnr7W9/qSH4JmDUufQuTGDxZOmnyZHrdG4ZnHXDylas78j+GmdWJnaFumjJxAr35dVcQ7bIl6sVOy7MqOZSiaChIv/3tb9VkOvflr731ldSuklxEVxxnqz/MgB0/8bPospOOoMvPst8tOPswf8p4mjdxjP0bmGgzfT4696Rj6LzTT65pPyfALj/7ZWq5nLaSA2+86IxKIqA4aEs/h9ZtqPn9zEBE/WOsyDknWPyGSWfFbBYmJ76q0d6YoKvPsmJPfzhEkXCIrr70AvvQQKK4P2CprHpp8AhDFQh7Sibn5R5X63RWqUcTFXg841PILE8GM8XUeMs+ZWzlUixTNOhXPnrMLOPkW1MkqJJv7MXH95BUL1VVSTmWVe9xvI19uygGx17edTzksXnzZvVOKhjOForVc9wn9gRmdLmBczDM3mKfLyYWcSGNamDii8HWCUzWYB9qVtxxLudAYNQlv9j3iPXyPFvDenY3MJ1OqP0sA2OvI6YaM425uhPwxWIdPAeELHVkSp5UizuQSPXsomXffT8Vc2lqmrGEqHVe5bN4yKdmJncCS2x34EQVD5hsgH3sGz9C6afuoMfv/B1F/USv+djXqWP+IpXIWtc1REfM66BbntpGiyc20o7lGRrctYVaZh9BuwazatBk2RO/vE5IWJR6Bie+GByoqeCP6blKkuWNgnsCewwUD2DS5KPHL6Rrbn+QlrQ103dPOZpOmdBB6e49yz5u27iNOlMZ+sWFJ9OERIwe37yTtg+l1bXPF0o0uylBJy6wElr7g8c276S3/Okuao4E6VevOJUak/YA21vK0+pCmk6h1v3aNifE5lKcluX76ZXhdrXuNTMm0+/XbaIv3vEgfeNVw3vY7Bd4lqbKFNfD/kOCu0KuSCHNQBN2xQvKA81QiS/GTu2VKJJnFUbrEvQme/zxywjPsBdIJel5jLKS9Fa1KHX5lJstUy1KVsJ2/yyJ9ohx0Qi161nReMBPF0wZr5Jf9fF6uu8oHoBy3Qei/LcHC+z1wwkGlkjxX05+uYEn/1h+xlIwnkhkiTvLuVjOIIxRAU/28PZ4ApElZxw/YeGWlwL8IshJ972V56jiN+WyirnYl5QTWorVbhhqIpC9rNhHbG33EM1uj9PKXUnFlOWJPv4Oj2dKRsXjmc9UMVRbxKcSXwxOfDFEKsjg+FT9PSBnYPRAFYvZC2bC/iAeCdPvP/EO+tN9j1PHwkl04dLX0rGzp1IpY7NTPLx4yCSp7Ubl4cVADWtlZ/KME18MZohxfMRkhLDfUMxP5f+H3mIqLiqqhGyJPf4CQZVA47FdxiX1bWb0MxsNKm+qCWAXlpiHlz52ku0yGhoaHMmv4cC5jxcTT7DJPXuvcyyxL3kTji8YbpYLIwX/ocjcYu+gvQEno1irjjOSbIrNFGg3UzUBV6Njzwn28mJJI2vemU7NF4tneF71qldVvsvf4yoxbFTJEkk2ZRP9+75i+fYBMoLu3kBcjY3B7CqFaAvNuvz9tO62H9CGf91EY6Z80trGtgHFzmKjRTbMZ9ngYLZIs9ssqdDRExoV64KTKuZYi10R8TXRk1v7lVdPvlymSZe/nuadfTmNaQir727sGqL+XIGCAYO+/rmPUfPso+gu30lKJti7YzONP+HCirRpl5Znolk/mk1HA8awBosNYIzPibhqA+l02O6OyPrigJHBPkKCjligZv/IhpOZEmRZFYHaW/kefo60aL2M5ttMwVfHk9TVa1jqlbBm8rDMMgbVaArZX7B+z9dLUDZMxXhD6QR6j7FXkmobjIPtYN6tXuz5L8w84izkiq4+FSB+eckCNauX6ctS1yqLObYTql7FddEBtf1ymX6xegOdP28aLVpg3V8XLbTvM1/YalMgakvJfE22DFBQ7LOZZUUtr0jv6qP7Nu+kd935MM2Px+mL8+ZRw84M7VpnMcJWJ3P0SLFfSSunAZtrXzGbYvQY9dHfBnvpKH28b2gdR999dDm9cvI4WtTRQn59HPHmjhopghGGfefAiJzN7fl4ovZs6YAZU/cbS0c29Frf7RHDevXyVCulQdN2lnnKDJ4b2MeFqvoVUvSl6AMaL/NLWbUMxzRKrrJLN0i/T6IUcg9UCZFfosG0237wnooG7PtYfofnhmn/jHjQPnd4nLjMUK3NDlkBXSFD5Xg7FfI5KlOAsjntVaNfKQvktxJlZpmKZpBy6sU2qCToDZEA5YoF5YnD9yMXK+Gtq8Q+C3s44QnGvmbQGs8eWfYcffhnf6HWhjh97pg51Bi21g/tsl6YTOgDpbhfFyoIUClXUP88eHixM7pPP/30Xn2Xk1etrfYEAxdUYZkBz7buDhw/sX8Sey2yaTjP+rIZOXtKcoVg9jsScEKMKwr/+Mc/VqxwZtFwMmx/wD6FDb5QzTiCOawCPs91oI9jIDNR2f+Kf5spMgvYp94TpUAOe4jyeMrxR2PYr6o3xxtYnp1RnocsPWTpkjWxV6YUM94NQ00Osqx7fU9KFd3Zwp5AhmUT4Rz3xaTbHreCvpJjHFdtd0nMBWHcLMJ3RWaILC/5OY6+YqzP4Bff6t+gxFGeNTJWkuMF2f4exnkuHvsOqaXsf5/iJ+0FlYShMQ0sGMvDbPhEpvhVIuLakBuZwQZIvKSSczmfpzOPmKP+lXXCq5zLULbLimtyA7YES2IJtc8xumhC3C56Y4Ss2NXwA7MYlh3xhkvcIQmiUsouslLqt+KaHJj+C7OekR3QTCC4MNiHkpXEiH1y4zut40ztsNUFsbG2JNSMNdQeB9qryDkFSwH08ypru5EysMXyvpC6BwehIBbaPrjFEni5JcbHgln29+CegWSC9HXcJr4/VKxcYFuS+NkT8D7ChPaemKbSlj15OePH+nXLcRw4dkiTHcdpuO+nknDXfrslvgaGqbz9SmQnmQ2IB1XSiwkPZkB5A4b8fsoqD0GuQm4nygyD7XBMVdnTqrJZdpro636B3rmlIduXqjRYy0A2uDARFKSyk6geXmoUCgVFLmJ7KPYyZNn4voArx2IS7LBIfnES6uKLbdPvPXlTvO9976tkCFmyyKWB2ch7d+DKK2zwzVQ8DvZ41pLpeaxb5aonXP2NWWACTrCx19fBAntSbO/qo9PPu5j8+RQ998fryTznQlp84hk0uTVKncksHTGhkTpXdyqdd182rTzAmO6+YzBTeRiIEfazPdYD8/kd1l8xwK6WFfJDKtOznZ776cep46izaNp5b6aOI86glhlW9RgPI4+9faDuL3oyOYr4fcr4dG+xOZmiTckUfeHoOQekTb9+fi3Nbm6g6+fOp2AVU4CxrpyiqUaYQuX9nwmMkZ+aKUC9ZCeULmxup9syvfTzp1+gr5+9H8b2w4CDjQPJ3vNw4O8/TnxxLJjTAR6XPuf4LaVnRoumLqmuvYaKxbJV1purxvKLiz+oXoCv+OJP6CNXXUaPr1xDf31hqypIUc6maWnJ0BXVbDy5y3qJmpwYnab3/PQZae9bL7zdPf75z3/udaDJVeIkEcWV6ZiVxZN8XDVuT/ETV8276KKLlJEtG9lzFV326WBze46p0NCevVf538ECJ5v45bkh6FcJrVjAr5Jc/VzxtilCnUNZZeuwoTetpNjJbF55XXEShScVOI7ibssMLTS35olEsWPgBJcHDx5ePFh256E+IZI4TnypAklFtqwpq3hKYOgke9mwrHAk+aUYZYW8kkoaAT2pEWkgYs8xv/7/YIRLd9LhhgMRO8l2D0afeMMb3qAm0ZhMJMXc3MC2VFxUh5nhAi688fGPf1wVd2OvsMMm+cW+Eaz13Bug3wSXPWbPruoKcm5gWSSDpYxSfYXljvzbW265RfldcLZypICaWQ6+WC7If9PgCbGlN03zxzbQH57YQrMTJfrNNedT5H++Qh0nvIKODIWoq3E2/Xf5VhravpbiE2dTKlOgR9b2qH/NsSA9X2Vave6J++mFh/5NoWicZp52CTWNtzKojZpJVG2ALTj1PV+m9ffeQuvuu40a2zvoyDd9nNobar+HzJYdQ3ZihRMtDLxvZdIhDLOM4+J2O1q1qTb+hmdcq4G/aWfNZhWQMSIzR2iuhww1SRDi3AfGsxVTa5dJmHIwRt+64fv07e/9QLFA5IZl7Ny+jY5daCeN+N362ne+m65913tolzay36UrxDBYg89G/jg7jTPFExpklmYYo0id1PK32b5VzbPtGcmr8nn6ybNr6O+bt9NlkyxfoW391v4HYJ8ZnC1KW8H+kUfOoYbWRrUcnDSjxvTdCNjXQ2YCcbYGZ1OD2oS1XCxRdzpLc1saqdCTZTWawlYt4e3KF2krZekYsmdN9xdZKqlqkXmYUbx4wjj6wYq19D+zplPDtNqSvEbE8vMohcD4HrzSZWazFLfklIzBZEG9DLEn1XbNjMRZRjRHFmDiWe5ZfKFi03gBU9Wr2V7cbwRtuhiGsARFGs0QPz11PuB6i7cM9jVclrZwhcbq32BRDTa5F7DUR+0b/OPcZluR+YWQCWpkczXrsUHGFatttfc0brKsDesZRsFqP9QCIEMXMMgE7Gs8mNP+dEaZBioFCtDsWXHJrOM39Sx8elDd/Twb78uk6JY/30LnHTGb3nLSXGoK+ei93/4Vnb5kIa1es5Zubuugr48bSxNe+zrqvuvfFJ05i267+Q80u72Fjj1iAfkjPvL5rCBvbzwWPHhwAyeu9jZ+EtYXV3i7+uqrVYJqb2QOHD+pqndf/rJKfDGY9cVFhJg1/4c//GG3Ae++Qu4HHj+4SAYPKcxkaAhx4qqofP829qZoemuMntk+oP5/a791L3EVWh73diate7c33a/GUWYs8djG/yxWpwVhEGFxEmQ3yZiA4xEio+MOZG+7jXfISE9qmnkA1uGLj/wcx/8IjGdY1Mdt+/ZvgMUOTFoBsqek+Rj/BPX/DMey8rmZWtPIxE+vfsu7XK8HF3mRwk8CfI5G9fPawVoWJhJcYyMat49De4Ai26QIUkdhfBUzwMxyuHtr5lejzao0YlY8U/YBwwyYZyVhGsEkmsjy1bKLrUJJ+3/lB+14rzAERVj0BRnbbj8Pm4HtLwjq5zYj0hypUQ8go0b2aUJ7HOwoifn8GDTVAg3vOZzl2EKM66sh/R4voSu7Cb4gLEpkkOHnzNTHIgzWb2rZUU5mYy3zHrdpF/4a5pj1z7EvIiNLxok9+Tnjx/J+g7ckbtNuZ+3nbuOG9YVaFpZfmFmwvmDa/Uak3aimcdxzKlAqq3dAGc9LOf1OUCqSIQmuZK/VISI+xbL0tU+m4rYXKLjwZCpsXklm63gqJ/uUpyvH6qXBHjLjzVQe6iMjoP0SvfjpJcU3v/lNxQBn0hAXeGMrKgTnatj7k8FVd3kSjfM+TDpij1EuWMjVH++44w4HM33UJ7/4BLAUcV/Anl0sSXzHO95B999/f2X9hg2W+SPLIJmmf/rpp6v/55LJDDZirTZe4wQaG4O/GHBVPa6cwBeSKx2wnFLAlTlYOsgvpX06gcQDOWuzdwx2qgTOY51EkdZx9OQD/6XZrzqaGo48T2mr+9Y9Q0995z00+/L/oU3tlvSyVMjRs3/8Ic0443KKttov81zNccGp59Pm5U/R7z/8err4I9+m8fNsNttw4Gz8zDNfRWNOvKSmKoMHG4uPPIqeXOY07uVEKs+IV+ORx54Y9tTJ7PKBwuSmBJ0zezLdtHEzXTB+7F4xwF7oG1QP4vHNLpUPRwB9mo3mhu2UIS6gPp7cDRj3FoNUoDQVKWo49/OKKRPoe8vX0B1bdtB8cpbc3V/wy9Weqnx5OPTBL01qzNPJr30Fz34umdRBlMvQb/55D71jyWx648JJlJ8/gc74zT9pZSxKgd//Vr10JQcG6M5V6+i9Jx1FwbYxZOQGKL6UTYV/rlgznGDgIis8+8WVeDg5UW+wGJEj7PnllVHfLc455xz1b1/AE37MuL/22msdVay57Dgz4jkeY8NxLmcu8RPLHbkaJGL+/Pnq74GKn/idjeWJViU0rmZYVC+ULDVkiA8gJ8JU+7UpfDW5mvvQENgMeKjf+GlQFwLwUL/Aaq0e6hcBbZ7/opwK9WQlpazEc3GrVR01v8IquFXk5JhOzpm6sJGRaFHJL//URWr9aIifDkTsJNs90DjhhBPoO9/5zrCfs786eqpzxWiu+Mh5HE5cfvjDH6alS5fW+IeO+uTX/oA7Oc92btq0iX7wgx/U6EY5mOIspCS/uGreH//4RxXcITjQ4lLInIV8MWAjOU7isV6V/zKlj8t2Mp7dbjFjOAG2O9+dicefR2tu/yVNPfdNFGywsp8Nk+fRUe/7HoVbx9Gxk5tU1TM2JOQZors+8waaec5rae5brcoIE+cdSbF4jKYfeQINpbP01G037VXyS+AlvnaPZ5Y9SW9567WOmUsO3JjCOW78+JqZy6NOtKr1VGNKU4RWdtplpQ8E/u+UI+min91K3129lv5vnntVDsFQqUi/WLWZzp40TnmFHQicOKGd/rZ2M106NUEJ8IZg+EfA/jtJBbqVdlKC/DSTnJKy5lCQGoIBSmqT4ZEAM5X4XA15nk11jRebwLzo9JPoqX/sUsuXHbeAThJGh2lSwDAq5v1srD80OKiC/ilhP6VfWE6R9iZKPvxv9TH7IvHEDScY+G9jo8W+rDcoX7QRlnUfaJn44QhObHH8xFWB+Z+Aq9ul02kVU5188smV5BfHT5wsY39WfrkQSDx1oOInxdaCyaLhGKR7AvcgNqhfo5NmHg79+Gnm0VA5EdAaDSmrDw/1izAXjfCkj3UPlDoeUGjlS5kTYRxO7bAmWwrrnx418dOBiJ1kuwcj+XXCCSfsU66Bk13872DCP1qo/m5sMabb3XDDDaq6ENPoBOzrxRR9vknYp0LAVD3G3nqODYdLL71U/RMMDFgJr+ZYiMxQ0DULWyzlHZKi2WddQWvv/A1tvf9mmnXJOymrZjFN8jXPUGbsv39gAw1qk/Lmk66ixFGXUn6QZZCWUeW622+knmfvp/FHnkKbH/sPTTj+fHphR5ImtthGk1NbLOpxHKRLTVpChdKmcWBo2REP1QSeKag9jTIrwRj9m4SWYjEwbhWKPj7/oqL5Bp1yI/w+ngczxJBOcACbSExRkaqMskhJPKIJLJqBusXVYr7KMw/vve496p9gxlyr7PWE8ePoqRXWbAWjM6U9hLIlVZCAsRWCtZV6thqlXo2g0RKz/5YQtK3PNiMt53M1ZbOj02w5cCAWpqWzJ9GHV2+iT9+7jF5x1CyaOl5L+0AakRgXVwPjF1atpmKO6DOXnUqBcZMqn/vHQWXHSKKWwq/PjU8natUyGMmbEesaNQ9l6OMT2ujvX/kl/WGoi66backpwzus8zCOQsS1tHZSltr3g/2VpgL9nXj2uExfaJlG7b4AxceAMbnPoHSh6JD4ofxBYBTtGeUy9MVy2DJ87cvafalb34csB5H+hlIake6huTCqUiTpgkbxSLeX+xMp9h0gAZ6m789WkAI3aFlLb8YOSBwef/q9j02dBSzBFrBcqLodQmNv1/czSi4ZXHyjWvaID3CRd+LpRoa6mNuj5EjuhXgQzPzhXhHZgsk+ERpGIVOzXM6hm6117qonH2JBv0pIySHjseOyT49IZtI2As6vf574CXN0OES9qzfThWPbaMOdK9Rnd3d3UcT00SQzRAXN9i3oRCkzepmli2DfpL2pxOPBw0iAfb/cTOg54cUvENWxFXuKcUzF8dO73mXL0W666SYVyO6t7HJf46dIwNyj1xb78Ql8+pZ1iwGe2zlYiTvSMC7LfY7xDf6eTe0V4NGE45WM+6gowmeNMJ5R2iSbT0MchZBjRpkSP8fs9tWOtW6JQZQ9hkqZ2me4i9QT35VE7uiQQsJv4PHliv2Jn/r086srVXB9jkky1HGOwWVAzllUOgMfZiZd+/CB82A2tlntRUNuLdFS2+qwTeUrP4+DbLLZskQwovYYXtJFipznG16/9LlBc/iKD5KSMOpnFrRDZJlmnz15inLFaBsY0bvAp5/3QSgeFZ+gJ9rBEgKPTWw23GImBxwm9xBr6XOKJvz8/sCFZBxtwz4mz3hUrsLXy3rzOFkrmxN5YzUkbsBYQop1Wfs0Hb7J1eOA3AsoRZZd4XsM3tFy32AciPep2DngOjkOPF43QQ62jYtF2cdRu01pM96vWJhLkkuO3RjwuT7P1c2IBAOUzuUrvC8cj6RYBv7GyNpSYjNt3VPFXmvyUC1325X+SrpYEUpw/dp+pRpe/OThsEl+7Ss4EcaeXm9605sUze7ss89WLLGvfvWrdMUVV6jk2EuNYKyBJp32KsrCYIA4e8FYunflLurSVRf9kbj6J5h+/puodfxkeu5PN9AR13yGmmeMjMTLw8ji2IlN9NiW2komI43XLJhBt6zaSG/7x/10bdt4Or/JCvAYfYU8Pbark27dvoMe6e2lL114EnXE97/S4p7Q0RCj95x+DH31jofo5NZWOqrZZgpw5axJ5TAtowGaQBFlWr+3WENDdB91U4hMuoTGqMRXNXak0pQuFqk5CEHoi4QESgXP9L6ucSCYe3/asZ3u7Oqk/zdjlmN9VvcVfHEebeD3G7cKcC92mx5eWnCVxw9+8IP0/ve/n7Zu3aoqOrJPx09+8hP67Gc/q/7/UMf8MQl6aps9geahPjG1OUobtMzVQ32Cn4E5lSzzBvd6Bie+PBy6sZNs18NhkPxauHChmoUUU1bEVVddpYI0lkSyQSvrhJn5xTOOh4rkb/oFbx62LX97aisVqmYK88le2vj4X2jKWVbybvLx59GmB/9B2QGbKZRJ9lMo1nDIHOPhjoOR+BLWzk8vOoW++MBTdP3KDfTrzu3k5zLG5TLt0jr7qdEofXnhAnrNUXMPeHvefdrR9J9HVtDHnl9OPz3aKcc9g1rpr7STbqUddBGNoRYaPlHFJed3Uo6W0yC9QEM0i6J0OrVSEMxiMeHw8cdWUGMwQKdPsFlpLxY8w+VZEdU/uMjAIBTyGAlc1NFBl44ZW1O6Z13KemGb0ewxvDwcmjjppJOUXYQb2OyeJw3ZPoLjp/Hjx9O9996r2GL1ADbG91D/8BJf9Q+Onzw5e/1DmF8ePNQDRnXy6+1vf7v6NxyWLFlC3/jGNw5aewbSOTKKUAkNXohSLibLTdEgDXVupb5Nq8iYeKxKWOWz1veWTm+lTL5Iz2zuo6KW+BnBBG1/7E4qG0Eas/R8Gursp96Nq2jMqQ00MJChUrFA937n7RQbP4PmX/2JipwqDpXlGrWMqQWkTeOa7OThBJfKj0hZFrp8yeXYsiBbTITs5ITIuZC6i9IpqQKDtGehkavjZp1edUUSqqUL56BNYb1PlJL58yCdyg7WbKvyWR5lVbp6jrB+SkWK++ykZBaOM64lXEVgzS/s4BnofkepSfkeY2zMWvZ32ybChjaDVMcnVXeAWu7vmGB/V1c2HR+1mFw/P3spXX7nw3TvC5vJ9JkqKTZnTAudefwCmtBiaeP9bRbl3QcFFETq6KDwY0UfSTbpa6FWRWytvT9sSQ/RDeanb+6ji396C31s3Rr69rRZyhOpd6V1HqeXJtL1Q1voz7SdZlCU5lCCU1rqswKVaAdlaRtlaBOlKUlFipOPLva30eub2iqJ3QnzLAp/rCNGXZksfeLRZ+n53gG68RWnUvv4Ngo1aaYk0vK1jBRlEEbeLrVcbBij/g6lS44+z12L/4rsBeU3ApStoMRRpIdI0XdIFDVQGjsGKjQ1yX0M28QqRrsDSpa7tUE0o1qGwGjRepJWkDpihcmYliailABPA0oHBXj/ifwTZ6dECoDnK2IUayufIm0foRO7poOVZ9HtA8AMjPijigXM51gk09h2XJbxprTdvif7n7P8JXtXb7OPR1fWyoPEJDzekqJs7MxRLOCnCYlopWJXfpSZN1tJ4ZGdajwQPhgeaNgE1+5w1llnqX8HC9WFRfZk+SVywSQwOmUMmtMeV1WW0/ki6eKtlX0wijB+FhxVGAsu0iWQ/un1Ib9/GNljbaNlWBzOcVDiIowXAzDGGi7SKHnWDFeZsfLshnHTdJkwwvtNTgOzs+3f1I6LplRuUzsq1SzL99SyfFfkTKUSxSGMK+qYUcbk6mfjpOYIbajybkMpmjwTzVR3rSwepXl47LpasBGH6xq0Yx2fVHGEuMFECZaOdbDqsMgd0ULBIXuUPgSVvPG7Ins0bcI++XWsEgYpZCED51YqGja5e6L5tEQy2GC3M9LRbG2zw65mbcYaait9w/nAqpWGm3wTdIClkBVz5fLOao38b0/z8XhdUVoot4LcB87P0bahNq6IuEgdGRJu6Nct6/cubcJ3FgmlhntEifQQ40BctuWIbmOE+0bFisIttmLI5h37kZEGZb94n7qsQxsQud4+uO4+M6AK/rCVBLz+1ALHm4z9jlXqtSSOpYGeyjqspuomwa00U1diLWdGj/ffgYidZLseDoPkVz2imMvQtmX3UHLXVsr0ddKG+/5GTVPn0pxrjnE8HZZt7KVIVblqw/TRvKs/Q2v+/A1af9v31bqJp11BDVMWVKpjTD7rdbTi15+j1vnHEU298iAf3ejFe99yFS17+H5671v2rarIil2DjgfowcCpsyarfxIcMWI68XUw0RQJ0Y9edRad96O/0J2xTrqo3UosMeKmny6jsfQ8DdLzlKTVysfLiUby02SK0DGBBE02wioQcGM0/nPzDvrck8+roP2HF72Mjh5vB3YjAfbH42qtHuobnHwsHiTp6uahFE1vTngMXA8eXgKs6x7yRFaHEN771qut+Omt+xY/7dA+qh7qF36fSXnP8L7u4fOZVPIqd3qoE3jJr4OIoUyBsjl7ZiYNbK+kLr3dv20bPfGzzyn/rkC8hdqPPp8mn/dWymjDz4CeCetoCNHi6W30+KZeyqRS5NMzMeXSeFrytq9RMZumYqlEvmCEyjAr0LLwdGpbfD+t+esNtPyoUygQTdD0DtsQvKPB2k4bGGqL6brav56hwoSNY/ZDP8RwJmJQz7wO5e3uhr61MiuBz78MzErI7KXz+Yize1ab07lSDVsMJ0QwLyIzU7iuUo0NZiVwllJmLcqpZM2sw/tefoqaDTtzytlU7t9e+by12TaNTyesc7orCQajIT9tH8g62oGsm6RUjBNTf37I4MxpwNqmP2FX3UJGln+c5TXkh9+Ej9Dtxxd9PVuJx1nqqU044faRfVc0g7VsGTAer8wWjbHPR9OMCXTCjAl08RMr6A+rNtFrj51DM7cPOVhBiylC5XI7rcynaKBcJJ6wY0PPKb4wTdK+XY0ws94y0W5TcFKCvvjoc/TnFzbTRfOn0efPP5EmzrBZcaFxE639tNrFMMpRzU2DWS08zpyh2We6QAVjIJ1X/Yzvg4zupCWY2dylz0kc+j/OXg/qcaAXmFdOhoO1geaIfZyNwNaU23MQ+v8uPV7sGMzVGPOj8TPuR8YgvKeRmTWu0ZqJntbkXohA2omzjG4ENDSaRyJEqmAdiBhRO34D7TCkHDb0VcfMJHxuCmsP+r/cvzh1kGidrth6AcN0nUXFYyrrGXtfoqlmFv1Xz66l5/v66dNLFlB2IFdjPuzTU8rb0xma2Bh3JKBHGw5Eue6DUarbw6GJXLHkGDdlTJBCGdX9wy5cUaqJZdpjQQr7fTSQLTjiF3n2ujFfcbzEwj5YNETYZrxtV3bUXtpNYKxT1D/BcdFnosG1bjv+Xm8Aj8LtkIJQbVkKkgwXc8lxDMceYBsF68fIjIdYRccbBjDsSbOW3v+6VxD5/XTWgldSEQqJNCasCbFCyT6fhZL97IuFfNSZzDmYeAhh+/vR/1PYJ8C8KgfB49RFQYCMFaPRnqQTFJEpLs+kfC1zxbFPHbeqZTl3/mFMyPXn5VCuhoFWEiYaM5m0nB4RTNixHT5v/GFtoq//qu82WSwvE7ZpxptqWGAOM/+gbazvUANU1tnxQlH3VmSGZQpFxSrEboVTUJWCWPjOAf1S+io+t926qN/FaB57DZrbJ3PWBrJwT6ByxM2IXn6OEk58uksRMVS9IEyXMcIeOyD+gd/IIRW0oTzDLX5x3B1y7pHZ5crQzA/DAtMMT9hkOBIkg8rk8xmu575y6iGuLvsDDuIGo5QFlQUwdn1aCSTfw+Wy4taPLhyI2Em268HC6I286wiZgR566vsfoGIuS+HmsbT0E3+k4z75J1r0ru/TtJdfpxJY1WCj+4FMgdJdW+mBj19Ma2/9oUp4CXyhiOvvGFMvfLtimG24++YDelwe9gy+hof7cPS+C0+iTckUPbjDDnoRHAxM9UVosT9ORwQStDgQp0a3ABWQK5Xozf98iG5fv42+dvHL6IbLTqfmaG1gNhJoiQYd1VE9HL5Y0T9AawftBK4b+OVx/eAQTWiAhLMHDx4OGvozPGFxuD956x+ZYSpkeqgfJMDmw4MHDx4OBrw3tpcY6d5d9MBX30GDW16g/JDl5RSAWRU3lAo5WnXTp6hvzVPquxNPu5K23nczrfrD11y/z+Vhu569lwopi80UamynqedfS41T5h2AI/KwL+DEzuFeeuDoaeOpPRKixzttvf+LAc+8fWvzBlrZM0A3nnsCXXHE7AMqL9uZzCrvGA/1jZHoIUc2N9ELg0namgLfmyo8uKOLOjNZOnu6zUIcjRDfipH+58HDiwU/D5CB6qE+4V3C+kcfMN491Ce8Amr1ETt58ZMNL+V+ENHWEKb1ffZMVdfO7fTkt95DpWKe5l3zNSoYDTTUabMGsmmb9unXcpnmMXFa/cfvU/+aJ2hsa4J88Q6KvfId1DJxOj1146epee5x1HGk04R2863foM0P3U7hpjaa89pPUNOMJTTplMsoFPIrryKUXwqFWCRMDAwS+7U0qlmbX1fLpZIuxv2lYLnGfBUtkmTzIlWspvjbPwMKMuxmSM/+JUH2tak/UyNfmNVqU9tFIob7DMRsenZCs+aMFEj3crU0djEAVcthvX0xwedjG7Slg41hy2tqXCLkOF+s2mMGWPU5ZvSkrQONa6N1BaSWi8HoMNTzsguF3swO1cgTymBOb2jJpwnyTkQ5oPcF7CuRZyKtNhKwjzOmzV+ZkVhNwefLf9LEMfSfrbvozUeMt/veOrsyQFZf8EgMTMqbreP0R+x2JMbF6eZ1m+kf3Z10/SvPoFOOmkuN82ZWPve32wkHn14uJWwPsFLMovuX/VBhEqjaYn6Mpu4diRB1D+WUlLA7lauh5cs9EQ3UygrVsek+uLkXKN9wHie3WOesEWZIkWgm90oWTIF3JLOOvyg/xu3nQU6CQkCRFLXAuW3Wy6hKdHv5QGNaVKP4RJhTxjECZBggO66G9tJXMHL2GGnkUjUUfRM+Fxp95d5kNGjXYLgn/MUMUckgf7lMMei3bseR049Ns92uhBebafWxy4+bQ995YS39cPMm+vjsGZXzyH2Vk7I7Snn66QvraW5LA524YFolaAw1JchwMXitZxyIct1eqe7DF7Gg3xG8i8UCypVEzo1jHBpZN4etMc7QMQxvA3+TFdkj9Ns4eKuKrN1p9QBG9GK+Te5jpMRAKKMWmdKw5vQisYKtOuQregf4ezklw73sSJNRyoUxl8RU+HMZn9HWB/cp0qQwxicoURfpFEqfwmBgraWDKMEy01YMEA021BRWsdrkU89kLDCDz960Po5w2P69Kc92kMM6nvc6rsEzh22qWGGgOT1IGKUgkll0kS2CzBTPg5x75LEFIL4KyO/QmF/LvvDZ5m+y7S8k0irBCRF5vvp52GqzAfIzkTX6mu1q2GaT7bJfDsZrpY5g7F8Sew5sJyxLUzB+aYoEqDeVc7U7wPsDrQ8Qci+6FQnCYhMO64TKb937srQlAzEV9itZi7ehyB0xEYSuBnLPDzt/Y9TGGtKtXWWL1jdqPnc7T7hNQ4o6oZQXLVB0/8Y+L1YPalnub2yHjr+MYQqPyXEUUb4ZhoJYDVbc7UtYBRcYQSjkYMj9idY0UohB20/4wsNPONYbDkTsJNv1YMFjfr2E6HruASVbPOo936Zw696xAHiA3f7IP2jS6VeSf/zsyvqJx51LYxafTNvu/3PNb8YuPpmapy2gTF8XbX/oVsr2d9Gm/9ykqj96eGnBlajQd+lwxWvnT6Mtg0P0042bXtR2HtrZRV9atoKumDGJrjxqLh0MbO3POF6gPNQf2D8C/ST2F5GAnz5zylH0r/Vb6b3LnqGdmQzd19lFH37kaTrj1v/SeX++i5bt6qU3L5zpzZZ68PASgd8BhmAywEN9ghnX3vtcfYMTXx7qG1xMzWN/eagneMyvlxANk+fRpNOvoFBDC6X3MmnNA0y0YzLlh/pp4bgG2jVo+yQd8aZP0VCuNus//ugzyB+OUeeKx2jsGVfT8l/+PxrcvJKmnnqpo4yxh4MPNi5nQ142bT2csbijhf7n2Pn0jceW0/RYlM5s3/eKjI/29tJHV66k48a00geWHJzEF2NyU4S2D2SGLTft4dBHeQSrPJ43YyI1hYP0/n8+Qpc88IhaN7MhTq+aMYmOmtBGi9ua1eejHQeCZu/R9j2MFNpiIRrSzFEP9Yl4yEcDmbKXAKtjNEeDXgKszuERKUb4fB4giaIXP9nwkl8HEQOpHPlMm2LcPGWu+pfq2kqFrEHBRIsjey5SR2vZYiUUckVqnrOUel94kv6zulNR7hujepvRJkrttKVqmSGLirqLWSljFlL7mIXUt/J+6ln+EC1+6xdozJi2WlmjnoWRqkVSkbCabh+FtqHUUajHCU2Bt7blq5FDYaJApATuUkd3+QAyboW6j9Xydmm5Vw+uG8rVSBnw2BD+hMXEC0MVH5/Zrf5ierEEcsFisJbyjVWEhC2PktKtXKq7TDQAs9B47NL+GJzvxlBtwjID566ctU+OXEas6hTUbTayNtOlr2QfZyRqJZ7CY9zZTBmfRXnvT4PERA/UeF1RUhHQ+zQDKHu09x9MROldJx9Bq7r76QurX6DuiEHnzW6j1pDVrqLuYz6QoARjAbXfTYND9PCubrp+5Wo6ecYE+uHlZ6o+17TI8rQLzj6y8psSVGoqaNo1ShZE0oY08UC6t7Ic1ceBgtCt/ekK86tXV1RENh/eSwL8XO65JEhf23XVVUZjKFBD4UeimdyTXA2tGlKdtfqe5GSdajtIX1E20Bq1zvsE+I3scytUMUSlYouuehaCEo7YThnbgsMUK7BlA/a6iKGv+4Cd5Ddy9kyBmbUkuqWhgco6x1kASYeg2DLZ+h7IcwzTVBJpboPcCcYwdHGRSvvidl8Kz1+q/k5IWe14JRHNHd9O/1i9iZZO7KAj5061jr0h6ujzAl9TCxVQYu3Bg4eaMTMUQk2Q/lNCmbXL57AOn62b+6zEVxjGZxmXsUIkzkvZ1RxBfuOIa8ROwX0MliEcny9ulRVRLiXx2XDjUUFLsxxVK/cQP8kzw62qHkro8Zkile/wceYmsTJBzhTAynVajl4md8lcWSoywvkq6/gLlfK4T37elquuF0GlTWmzyDgdskwg+jomrvRvcD8+iOl88nsDKreXIS7R0kC3p1xBV8WuNut3k9GhtNXQ+wxAPGp/Zq8zoQJxQD/7cGLHUS1PVwpHmE1W7Ge22BWwS1FbilbSMS7GTGh/UdA3nUO6BzFGUB8H2pao4hNVskN8SZf717rStZ+L7NhR1VV3UqnqWL1c3k11WMf5QNsG6PdoMSGQ2wdCVApDX5b7UypJMvD2EVlkzDGeuLQDJaVVx1P9Xb+OhoysneSvWERg1XisLFpZ6S4Mk3celEL6/X4qFKxt+Mq17ZBzi9fYDNmS52Lc6neBybaaCccBQ1ejx3eGiuw3aPUpX2j3hYY8eEB4ya9DAGtu/THtXPZfajvybGo97nUUiNsPGzdMOe8t1LZkLR01sYk29KRo52C2Ymz/7A//l1oXvYzGn3iJa3Z+7d9/Qm0LT6L2xS87YMfjYe/BJdc5yBro9iQYnBz57IlLKOLz0Q+eXk3fLa2i49paaHo8RpPCYRobDlNHLKy8Rx7p6qEHurvpqa4+ShetSOqiKePpep34OpjgRNH2wYxr8OShPlB0SRy+WLTHIvSGI+fQ4QpOJqLn4kht04OHkcCU5qiKn7weVb9gv6ihXNGZ/PJQV4gG/TSQ8Uzv6xmS+PJw6MZOsl0PFrzk10HE1PaYY6Yrpac/Fnzws/ToP26mJ/78U+p57h6advbraMoZr6GSzIQpb8IS9ax6nAY3b6VZZ7+aqG0xbR3MUiDgoyltMYeJeM+KB2nyaa+ksu7o8rd3xcOU7txCp7/3K9TcGKaOBsvYuQNYJt2aMSV/GX2azcII6hkVZFQhc0xmRDHrLyyxSMDdsDKVtdo3AEbvyEKRbcaBhRKAqSWZBHIz80MzfzyOJs2WY8ma22xOt566bdUsKNUOmYWE6Zo8sLDEcB9nYHv7oRhAtljDUNs6mKlpJ84qy4zkAHzuJq/DfaKZboOeKQHiGPVkrG2l8raxdwb83+LaULY52uG6z55UoeZ8yawY5hBwechv/U8onKgxnFf7nGix6kLNCfrWnMn06XSWbn5yJf13zWa6t6uXNvcNOl5SeBZv6cQxdN2Ji+i4JbNp0cR2ao5FKL5wib39aYvU30KDPYs55Lf3L7PBsRLOzlnrEnDCDJi5NDXpKBJodMxChv1OJmE8VHtttvTYs2+7Buz7S659BKYM8Z6S3yNbzKcZUepc6OuNDIc2zdxC9Pfa/a7PhW22C/YvYwrOlrJEl7FDJ9utfdrbz+pCDngfus1sNoZgltzFMR/nG80hzbbctd5e2Wj3y1JIX09tbK/WDVpVcxm+9vHqb6Flag3LsaDvA0ZLNEi5vHUuQvrc4mxoZbafCwfoe6ET6B1tY+Zbvz3J7l8Tp9rVdIv91nGUs2DiCrOYPOPuH/IkWB48DIemiJ8SsWAN+wPHGyy+4xbno3k9TxpGAj7HuJnSzwSMP/DZKbEMsnBxWRjAaIKf15MzDF9Bs1hc2MA45mMNaGEgYcyDEIY1PqPl2etggcD/yCKeI1yWU4LHkdEvuNgOPJ+yT2RZxSE+qhhhA6Oj4AvXsLSQ1ZNK17J6kKGWyVrPNMx9ubF5ZNvqc4dhOLkY+1t/fXCceB7Telu5IioigAWvfxfWDDBshxjwq2NHZpe0A9sE/VK+6/eHaooFINvLiNjvAtRo9buyGJzzciFfwwIzG1trnq1FZHtBzJYzgjVt95cxFtftxL4KsaVB1vMvYELsmS+pPo79E3mO5ar3JfUbCC7lhR4ZmHLPOAl92Nk1m9LFXL46hhYM5eGe1tc7BevkvigDC9AEHrqck+GM/ctluS9q+yc2B98PhhkSagoCmRm7eFTlHRQLU+RTNUUqULWCCpesPr4SHEc0GKC8Hh+EbYY3pU/f+/pVr2aciMT0exYqbYBBauRrCxtVjke/JxtlL53hYe/h9ZZDAJFEIx1x8VU09/RX0J0//w6tvf3nNPn0K9Vn6277MRXzWQrEmmjDP2+ksfOX0swzr1AynUlNEQr5TFrfaw9cLXOXqt/IQwjRPO9EuuBzN1Hz5FkH9fg8DI+WSIASIX9FLufBQlMkRG8+fqH6x0j2D9GuZIq2dfXTUL5AR45tpaYGK9BrmDbuJT1tw1Uh8lA/KGAJMw8jAn7xGOnqQt7EpYeRZF0PZgvDvox6OPTRGParap9e0aD6BSafPdQnCpDg93Boxk6yXQ8WvOTXIYRwvIHmXv5emnnRW8kfiqgy3Gxsz4yvTPc2alv0MjrhXV9QiS/xGuKZS0QgmqCyW3a8XFaysmbUVHt4ydGXySvavofdg6WMk5oSNDZQ6+H0UiOAZhAe6hI+n0klLwHmwcNhg+5UzsGw8lB/4OSlh/oGMrY81Cd8puklwDzUFbzk10HEcROaKBizqdBIKRfcHWd5jEVDfmHHII259uNqOZdJky8YptZ40JHQGpcI0YPre5ym0oapHiiRRLDyYrfprt9S9/MP0NzP3VhJnjVqaRTKrVq1XmsQ5FBiyK3aoWn9uK4FNF7tqPfaDUMGn3eS/FHm7xooOxBZQVu07JjxEwR18qERzOsnaCknSgk6wfBefoPysISW+6nj1NemD6RRCU3hR1p9X9JONO7UBQa2g2SUA+xqSQSeh4aQX1W7QRkpzoSJjAPlZ1kXyQT+xoTjEKp3P/CNRfaI8ktERFPrB7SMkzEICTopcBABb62IbhNSmZFmLotloFr7x9lStISm46NxuRhZqvWZoRrZmL/NYnwFpi2w99k2rbKcCjfXtL0Xrpf0Mew3LRFfjRmomLxaO9X3FLw0cV8ao/u9zEBjQCfneXuf3XaUuWJ/EmC/rZi37oHjjrIBMZ3Pl0AqjOarep+pYdoh7cM+ItcdZ9mxTdiHq6WSjLC+5yLwGyNjX2/S95cYyqtVWn5htNgS2VLMlmmU9fXAB5nZYMsiRb6Bctc+LdvFCeeGcLkiNjDTtkSgsh+g44viQmTOjKzuv4mIJbNktM61JdP+/h3WQu82+9jjTQ4pgjmIZRTqH161Rw8jiSmNYUqARYM8U/A+3gnu9P0Qw7gVHwn6LcljDzyj3aSMOJbLcxa3g89ekSQ55IJoGq+lQG7m3D4wI98XhnHFZB8kWPLsxd+gEbfEEzhvg1KvskjZQKJeebbBNll5YB+HUfscgbE8rOVWzueM/bnEDvibSgECOJ8O2WXIr8YZZn/tzjIA5xfd7B3x1EphFlRPQBhYkS5iQR+EtM8hz9THgQVg8NzLb/A4Uf5ZkngDCheVQ1ZcYjbazxkD4paKET2amaM3UyhaI2kTc3s3Oao6Dh0z4asLxqYRKXYD0lJ5RlsNtA4ak85GuURhv2H3uSpUTN/hfJVc+rrpksjGc7wvBDOJpfASu+XonMb71l94Nam0Hds53Dbt4hIga3SR4EI9oUqc6oP4BPcp0sUSXg8pVgCG9SZKgXWMXg5GauSu2JcF3JyQz15n5DO1hSv0vvB84f1R0GNYKGjLpCO6f6tNZQZr40Xdr2TbxTLIOOscXrXHAw8v+VUn4MRXNfjFdaAqwEtMmk3HfeTnavmFm79Og5tXUK6/iwqpAeo4+uxK4svDoQF+kKBPiYf6Q0PYT12QWPVQfzgAVaUPe3Cw7/BZGQGM9PY8HL7gF/lwFXPeQ32BJ2M91Vx9IxzwU1J7t3nw4MGKcw5ErOPFTza85FedA80PGYmJtp9XqLlDmSpHmsdQuHkstS06+SVooYfdgQM3nD31UH9Adp+H+gMzGbwXKA8eDjcYnl9jncMbu+sfQ17iq67hyVY91CO85NdBxJy2CEXjdgUNlIj160qA88fY8hyk1u/SkkCUS3Unc1RsLVM/mKW3QDWkC958XY1MCSs7Tmm2aK3NEVuaJN/dBUyWHHjhiOzRTaqF9G30QRIqN9LZMd0j8rP+Yao9SgWm4QbcMTFr9rYpbM/iNmi6PhvKCzYFbdlZMleokXWhqkxkD26HWYKaPGmoeCjnbD1U9UP5aI+WQ4rcVLWdK25GiWKgSUDJhTu9urbqjFNBW3tbI0W/S/eXfigvjfII2ZZUtqq+BnKeElB9U36P2ym7FZHXtHeFRrsKYyDaUEvRh++WtRyynINqeW0T1d9Ck/WXMWTaVO1eLW8b0PeWOmYXll08WFslqwhUfV8YpMaybzjhkxvDlVLdRX1/OfuV4aiUqvaJ3HiNBKyTaqQozcVqpwiReaThPi2T7r9w6zjkIlqOiNUesU3Nev84NkiiHWWkeyqdjJKIqK726hvYXllnaDq7anOrjE12O/oK1rI/MclVhmHo09zYOr2yzgfVklJFa5+dui9g/5f7jL/REPRV7rGolv0aOUtqWw2pqoZjlKDfVjxTESTqscYp1rZbbamvA6UCFXxA6R8FOBDlur1S3YcvxsUDFIv6a55pGXgG43gl8jyMf3DmezBXoFjI5/hcYi6UwuNvZMzAZzTKBeX5kffBMwUsB7K6zW5mxqhmQjmUxBtuVZ5xn1iBT5ahkLEDsv0gPGMrkjU4piCc27T+EbYD9ykxwvATCdbneBS4LZFBSVVs6/NSjdQKJ3z5mRYwzEq1ZTy24Vth7cdBrNjDMIXxrjx/sO14mpNaQuaMqcq11Y/h3MtqlJRizOeGsq4mWQTJG8oNKxJDlEJC5cVyKF4je8zpZy/eEyhPc+uD0NUr8swyHhu0T75qwm+aokHK6HjcbZ9uEl6HFFnvE2MNsTXBexM/dwMemvRrvAS4f7GQyBu1clzkI+D+ZfeOaqS7bRHEjvA+ZWRtewSjkHXIVfWeKktZqWoJcsLKeAY7D8PvpcVw6zuqlEqVd7vCe1lJMeXrfi3NNXTVSGul9Qd7T9HlfON1L8M7kV9bmAQdxylftNpWKh56fsCHUuwk2/VgwaOc1Dk2QaVHD/UHDnAwCeWh/iCJLw/1CfY8dJRm9+DBw2EBzzC9vsG5MfRP81B/qE58eag/2ar45HnwUC/wmF8HEbFdyylu2AyGWMTOYsfiFmPFNGxD/LEJ2zz+uZ0WQ2JLb7qyLl4o0jGTm1WqXjLzwuhgoDk++hMJ2Cyf0RGz9yOMFWQ18MxMNfMLTUWRsSIzpjhzKrNFMmNg/Z5qZnFw1hYhTCdsUxZYLtKUGDCVgno6qlCyZw/cZnNxhgsNu91mZoXJhDNAYvJqLdfmknf02ddL9jWxxWb/+U2TZrTEaHO//b02YP3IDDNu22Fcro0/cXYag8FUodaEVmbAcBYvCefTnmmz2+HGcgn57aDFNHY/lIjpbw5mGQM+uN7C+EJmGMximmHLhNzI2+epFLeMXrN++3wiM1JmooXlp34Dxyzn1u9mkAvfczMaDiLzMB6ivDaSlZkrPF9y7Trgfsb7R/aPhSeQWSB9PQs3jZt2321WNgrb5OIK1WOD3M/qmFz6GBrWS79EI2k8t9LmVgdrzVczY19ssAoVqP3H7WUxLZbiCYyetHXsQ3l3toHkrHDGHMcWGReRuShtlvuRxzyD7GvTmLDGYLyb03oGFfePbAP5dA2wPrcP2jSwiZoR2BKxr0EIEm5ctTddHl3+Q3zlRrpc98Gqi3vffffRjTfeSI8//jj19PTQ9OnT6bWvfS295S1vIb/fC5teCoT6NlMkYBeUCGlD5FDIjk+Q3BHW95ew6qvH5UCZ78sIbSymasbqajsJgTAwZNv4Gxz/cXxGxm3JxdRbxlpkieAzSTaF454bSwx/X/ktLGOb3EzfcZ8ynOJjJq/HQHzM4Dbl0YvbKewhfkI2jozbaEub0Yb4yILC882TFtGAnzJg5I7PZnnO4j5lsQhnB4/T7XzjMbu95zvFCZrlBcN55fd4PoE15LyitZD4rQAFg3xiWF622e5uqBiQKxZYvsYwvwixW0FYbcOwveTc4PnEWKbSXjxfLm3CrspFC4rFIhXh3sD+aejzhOwnXcvL8ezHdtisJPge7R6o6JBWYyyBbZY+juOEtAPN/PH3UvDHjdXmZHnVFhDAfQtjj1HQ7D/sqzh0ZUXJAO8E8lWH2T4euW6HG5MU2yybzGfzjpgtHKx975RXP8f1wI5h1KqhMulSzbnD9y0ZO/gdSh1DefRweQ5E7CTb9WBh9PSWwxRPbOlzUFI91B9WdNrSLw/1B0l8eahPtMeDDpm2h8Mbd911F51yyimUSqXoJz/5CT388MP0pje9iT74wQ/ShRde6KgC56G+sXXAnkzxUH/gJM2A5xlV1+DEl4f6RQNMkHrwUC/wpjDrHLPb49SVzNEWYA55qC8sGddIa7vd/YU8HPrw+3xU8AK4ugWPn6FGm/nl4dAt1z3S23ODz+ejn/3sZyrhJeDlvr4+ev/730//+te/6Nxzzz3g7fBw4DEuEabtAxkHs8FD/YAZOI2RgFctsI5hmiaVPOlqXdt+IPPLw6EZO8l2PVjwkl8HGUbelsIYPjvhEdXSwiZt1M7AeGxWa9Rhfo20UdNnUkejTYeukXUNY/oodHs3SRtTkQVuci2U0TVB5l/2iXReMaR00PaBNi2m9Cj3Q8kQmu+7QWjEKG+QXaHBORvcCkTyhLJHRDRgrc8XwRDWZYJjEPYp20JpKUrZ5NylQJrHxuJPb++nsfGQIyCvMZ9EqRdcQ5GyIRU/HqyVYfhATiiFAfC674B+KceBn7sZJSI1Xj4G5SlpxYJCWsvWeg17m/GgTdf3aTqzs9/YCAWsc2KCQXopnHCRXgBF30UmajqkBnK8SD2X84Xnu1wjqfABgZhVgNUFIFC2KHJevPc6oDBF5RghgHA1Vx0mQBQjfHyw2RR8G0jRnwCFL6r3g21xu+4on0zAssiOUX7cmOutLJf8lsy7J2NvcxA6icgrHMa2ehFp/w75gYvJLELWo/Soetyb2hKl7lS+0odl/7GALafNQzulebjPDX2ZmnFrj8a1IRhb3Jvv4SXAqaeeqv5VY8GCBerv6tWrveTXSwUw7zYK1rgahEIg+BIm97NdQoif4c6BIl8sutotIBHUTcaE8YubBB3H+gjIo2UccJNF7sk2B4di00WChXIpKQIgUvLhgO1w+66bRAsL2TgfD2UXA3QbPhcBnON5rRdRTp7yadkjShBho7y2L52n8DD2E3Ke3M4dSuWxZXIeUXbkVPZpU3ewZcDnv/zOwHa69JGyiwQW+4DEzQwJU7HYS1CMxVESV7NFIj88owkkkGVtRO8mjcV12A43DSMeu3bZcMDteW7AucsXjZrCUnj/BUWCCNvBvi6r3UIAt8IReEyO+7zs0k5Hm7CPyb5r+9pwvvoSn2HcgPdEpcgEbCBctEgNZR9Ye0AfkPsHu5fIRBHYJrdjc/PswlXO71p/ZbhoigQdFTuTuuMHTXtcLep2OrYJzRRbCozFnSgNe779e5AMe/DgBi/5VefgREtLNEibwFvKQ33hyPGNavbZQ32Cg2j0D/FQX9g1mHX16/Pw4sAvUm6JgRe7zZcKd955p/rL/l8eRgd4ki+bLzmqCXqoH/ALMMe/SU/6WLdQCREvfKpb8L3npZ8O/dhJtuvBgpf8Osgom/asVlkzVxgpbcyeK4EhK6Trx2s2UGOo1kibGR1jNJPEMQuk+zl2d2QdCfPBrdS3bM/ap7+GPYKsHzTmT2imExply3tlaBhfHZkVQ1YEIdtMH5SYplezVHJ6/bbBQs2xIfMricv6PDiYRnDuAj5r//hSLMeGzJPedK359xCc4w5g2Ah7CwsEMENofU/KwaBBiOFlBsh52E45pzjziYazQc1awj4gs2zCuMPzgecEZ0ZxC1hm2v5Um2DCYxBn8+QaD8J+cNZX+rrb7BwjHrTaGo211rSoDLNFeOxyTvxwz6E/nrzwDEC/KOshEZl2OMsoy3nnlGENgzAKDIOYNgD1Ndh9Gg3Yyy4G6AhpCrYJ+5igCfqVGIemoZAB3rNyL+C9jQwIN5N/+T2ajrrN6mIeSdh5jKKem81JcYMqM13ZfhZmhROaCTucUbwcktPMuZYBN1yZdEZTJEDdqVzNtXGwM7Bf6WvfD+dWxhs39p2j4INjDLP7ZYTy6r/RBGZrVDMiR2KbjIGBAcf6UCik/lXj9NNPp2XLlu1xu7Nnz6ZHH3102M+ffvpp+s53vkPz58+n8847b7/a7mEEADP/Zc0GzkIxCqeBdC0bzFkswyCjVKZYkE3Thy824WbwjiQpXK6YtsO9j88k+Ry3Keb5wzH0DVfj/Np2uj8+4HzBuRGmB7Z9CChVsh7Pl4zVjvOBhXR8LsbjWBxIf+42LuL287AOn6PkyuS2ZFfwSHJlxbmNQ3g+HQbuwjaG77q9Mzqv6+7ZNhgXuUGeG9gOfJbIEj72pS8Ot2U5zyU4X8GgzSCqbB2aLvvHZ7gBX5DnLZ4PDH0qcaCDNVcbn5X0fcy7425XfX3w3Moynk+MZcq7KRKBwPPpZiaOMbRduAJ/D8dZdinYIIyqYSic8nO34gtqubLOqBnjHOw8ZBnqZRcCpuOc4LuX3FKO44GfVwzxYd1w7wKMcMBHKVDViGAEt1+5p2AzGMG6TT04j1n/xTFMn7GgMM2QalnnOBCxk2zXgwVvurvOwWNSDGj/HuoPU5vtgMRD/QEr6XioPwwnffZw6GLSpEnU2NhY+ffFL37R9XuDg4PU39+/x3/VyTTEtm3b6JJLLqFAIEC/+c1vlCeYh9EBTtR4xS7qGzjR6qG+wLkMr4BI/YJzazih58FDvcDLmoyChwfOlHmoP+wayroybTwc+uCrFvD7qAAzXx7qC54J6IFB8QDMXsr2Nm/eTA0NDZX1bqwvxt13302FvajGOlxCq7Ozk8466yzatWsX/eMf/6AlS5bsd9s9HHpgZpPfxXvJQ/0glfeevfUKxShi9pcbFctDfcC7dHURO8l2PVjwkl8HEaWBHjIhYC+a9ulPZkSCZSeyBkGOJS9oSPlu0JKgjrifCtqYHWm4SW3SjJI2JHML5RypqCKFQ1PTrQO2iXNEywOaw3Y7JoK0T6jDbSBTEqmYv2wfT7rsq7khHRRiNIU0QjUSKTw3Pel8jUG7sDmGu9fT+rs5YH2gDLBXbxNlYUK5xdOJ+xQZHRq2TgNWl8giEWx03x4LOijbKNOQ84D26JgoE3N7NBn3I4nYEDmtvUpm2rIFu51xMOaXY0fJqMOA3YUxI30Mt+N27tlY3A0iO0GZKcoN/QUX8+CUZaYe80HBhTCcb318SOzpgj4o1xOPoz+Tr5VWQF+U44uDTKZcyFdo8HK9YvB5xXQdrnEarpfc22hIj9I+WeyHi7jLbhL16TZj/5Lz6LhusE0paCESvr2RPUo7S/CyiO0UiQr2RQPaVDaDNYaueI0rhvMg5GjWxRkSg1sq68ysXfSgrE3pC03jK+sG4bEmYxzS5eWYSwGfOifxoN9xvBWZBRy783N97CCTwEIk1WMM7hOl3XjuuJCDmU3WbMODOzjxhcmv4RCPx/f7FPb29tLZZ59NGzZsoNtuu83VBN/DwYOZGyIDDO9FAonyeSmsgve8Q34DN7XcvzxWF0Wyp2/JHPwIty/PfvR4RDkWjm2VNjkKqtTKysSEH8cYlPvZMjx7/C/A6FSRKTmkfyKJQ3m9USsxdBi1o5yq5jDs3w7zoUij8HxhXLO3+8Ex0jafdw/kWM7FsQNWC3SYoduNg3bWtg2vm5t8FHMzsliE52ChtPtzK0c0XKGEitk6/MbtiFEmKroxN8mmszgDth3OQyFTYyLu91vPsdwwUmKxjcA3CvxcLgM2E/cv3doOE+2qdnja8RrK8TnvM9hn1fdwP7hNLBYgthB4n7u12c0o3tqXfK9Wqrwv89h4veT3DqWvnFC4Rg5ZsYslBu5eJNWhnM1sNopWvOiD90+0p8jp3or9FycIK+fZLCvWrD7qmnHAzfjfre14vfE2d0jYTbdrrPecswrHGTnP99rD3sNLfo0CDKcx91Af8HLx9Qt+mIcCPoefnIf6AQeNA9m8I9np4dBnfh1osAzynHPOUZUd//a3v9EZZ5xxUPbr4eDDi588eHhp4PeZajLWU6/UJwoly80OK+J6ePHwmF8HHl7EPwpQ9GSPdQ3Pc6i+H1Je4qt+wYUmYp5nogdAKpWiCy64gJ5//nmV+GLZo4fRC2QNeag/IOvFQ32hUCx5ia86RjTgrzLD9+ChPuAxvw4icmueoRKYc5qNEyrLPtOSZ2SgglgXVCCTBAlKk9qi/gqVmaufMDU1BZXSKtReoPvizLlUfsgDvbQ/YzFYkAjRCFXkWKZntdf+HCuJSHVC+au2lUvVnIuIplczjLJ1nEbWllcGo801v8FKfdh1hZ4bRmmTS1VKpNGK3HFQHy/KJ/GY8hAY+wxrn6kiSB0h8SiU3ARIPsfp86XOg6nPHTwsxsYDFAn6KYgVcVzkoVmQTuCzpkHLHlEyhbIwI6/PacvkyrqkVGOxN+MqcyvAufP5a+VzeD4rUkk4n45KT/p67BzKuW6/Qfextiia19rSQVFoGtC/fQPb1d+y35bdliKNleWYrgzZi6UyAXJp8eEt/Wb7YNb1GkvFT5G58XGxXFZkuCJZxf4vVG9/yT72kEsVKzPTZy+n++0PtNSnsX1mZdUgbF9+hX29OVLrYdQYAnmolmVilTOprDjciwX2QTd5gvRFkaNWw++zrnFLOFgj+VHHoa+To3+XtTQjD5T2jEVzV+tz1udmKGavC7XW9DGk4Mt4FofjxYqgle24SB3xmCNle2VHLFAjne6Cvi77bNIyTrV/7AN50yFtGA3g22bkmV90wHHrrbfSAw88QH6/ny6//PKazz/wgQ/Qxz72sQPfEA8OFHduJDNhy1hLEStGMAwY/4FHbVdss9cF0d9LP6ZNn0l57RslCniU/OwpuYIfu9XOcFSK1eM2Pm3leYoyPBwaKlJPlKc5HtfWTo28Pd74KlX97N/gMQmcZuMQs2lZmeNwQApX2SZWbNZDG9rnuakVHZX6XL4wnAVEpZXQDJbYhwJ+No2qrHOTh7pJEB3ySJDTGgUdj8I2CeIKcR/A0+n2/j/MqXVFzuU5hdsUcRnG8rJ9t2cTNrCI28Rjzmq5GFZQ1f4SAagKCeGu67FhVW5pc264uFt/Ia/7UsjvU3EiM7/wONyqneJ1dekWZBTtmK3yLgHxYgjeKUTWifcrjh1BlwvqqO4pVaShHW4SXzcZn7MidK3EV+SozoODdyxH5UbDYblSjZBRrOnL0tfLUHXbyEPc7beuPXZfjJHlMFm2mC/oGt576N8SA7tJUxlFkXwG7c8zEG/KcWJcXbGNGIWiiwMRO8l2PVjwkl+jABnwlvFQf8jmCxQErywP9QNOonrMr/quFMbeXMMFjx4OP1x22WXK72s4hMN2ssXD6Hj+eqhf5AoFV681D4c+coWia9LIQ30gHg5QUnvOevBQT/CSXwcR6R2dVBy3o/L/vvE20yOizXuRiYEG2MJ6whksYdMYpqW4ZnYYslyQeeDG4hJGC+rtZfvYjnFxm6kxNuavMS5ERgv59HfRmFZoZMCiYoNnQVlYFzBLg7MfQb1NIGY5IGbSyLpIaWfa7Ul7NmgnLG/vqzVH9BmR3RqGp/Q1GO49WX4jLKbq890Ysj6vnhCMBPyULRYrs0QRv/2biKGLEsA0icOEU7PqHMwYPXPpOLcwc5TW7EKcndsTcCZO2Id4boQ1h8UVsF9Jt8UCAQi/nsVJZsHIF86z7D4etK9xQmby4HgJTDzl8PB64ayzsPrQ72lQtx/b2QUm/WnNFpLtsAF+UyRAQ/p3Pn29erP2fsQAPgEzduZQd2XZyGv20oBtY1/o3Gp/7reO2Yy3V9ZFA7bZd5Nmk0obqo/TzfA+pPsYrjNdrgfOvBdwJtwFQsw0gUVl4CynNiQ18vaxR4M2Y8sE09XK79N6djplM+HKmu2l1scba4/TYaiv72MwyJVg22JhlNX4kSmgebH1XQzKcSy214OZtGZoJqHfdMC4Kcb9baY9Bvk6t9mNLpfITI4uw/t69fwKBALU1NR0wPfjYd9QGuh1sj71My8YsVkqPgdDWi9Dl3Gyna2/fp9PMRiYkSHm9MM9G21j5lrDbbVe/w7jIxxDpUANvu5XGC0OZ3J033ZhP0F8VXb7XLM6fLrgDQPDJ7mNcJeYQJLDx/MgEwTDPcOFqY3bxGV5Dg93B0s8gYwQOd9YXATZNPyTcMCvrp/AhOe5RAMcIw93jtRyEZb1c648jJxLng84Fg3jxw/tNGqZWXvYpqNf6R04TPKpti86u20tuwkLH4X8odq+ps8dDrOO49ztUdrtc7C9UEFQdfhcQIuLM/DxYwEBnIyS5zmyrAxQk8j1MvKwTszPkdUWtON7v1Zh+CEuwP27HaejC4nhvcvnjnVmLZNpOJmgfU/u/n4n6KtSoACVNI7f6djS8T4m1xtiZUSF2QXtNOA8Sfv93FdKJRUDIztWrr2zEIMwv1x2BPcF9hVkeUn8FTXhPk92O47HyNvPhnqH5/l14OElv0YBsGKhh/pDKlcYNijycGgjVyx5nm11DJYcp12qsHo4fJNfHg4veMyv+kYmX3C1bfBw6IMnSEeZ2v+wQjDgp5zHnB1xeMmvAw9v2BkF4Ad/1DNtrlsw88szjaxP8OwXzvJ7qC9kPcm4Bw90uFec438e6hPM/PJQn+DYyau2Wr9AxqUHD/UE76lxEOGLOL1CTJCqRTXFsxFNpxvs7wfMXI0Be1eqUJHhBHJFJXVC0/Z+bcKN1QTRRF8kjjhrJhPrYuwt269e9gPFmJA+LnRjWCf0WqSRl31obF67Hcfqci2lGwsDiHyzf9A+9t60ta3N/fY5fm6LLZ3qHLDkRy0gTWIWTzXNNgBBcaUdwD5AwpbIAdHkvkFLHXGb1Wa6qaqZS4fRpDY+D4Khd9Gw21zWJuKGyE3V/4AsrJivObdlNP2V/cA1rixDOx3G6DrRitT2sKtMtPYaRcHE3k26Ohzk0kgRB7WtxJgaCnwpZBsi96at/fdl7XbsGgIje31f4LHJtZF7h7Gpp7Zgw7gm695kySMe6+Qmi1pvQmetyElA/oKSCzPTXyN1LMKy2WgZuPsyA5V1zS21BSGQJi6nCa8RXnc53cOVqJafpeGeMFwkHknQUQhlvQGuQRSO2afl0ShpNgr29QjrKWBcJ/2/BHKnspZCosTSCNvXKBTJ15j8IzdW7l+WI/l8PioWi5Tw2dejoAtbIPy4hZK1/UDAvue03z35wasWk6JNZH3g6wep42CXvVzIEyVHD21fCqqMNFNLirR4OPxgBMOuUiCtJKwZA2Vud7hqyiJxNItFNfnEskeR76CMB7ucjHFleErjGCpDLD7lkJQk8YJDxiTfQ/mZQ/Ov7RJQwuVGl8HfuwDHbVnGdVmH/UXtM1yK2eA6sXpgxPWJQgN0nBcSo2+nUTwaYJdrtimMeGd85JT5MXPXcY7hOecv6nEX4iP73ME5BKlkWZuho0l42XFuXSSULo9Rh2G9USvJR+PzSmyM0j68XvqY3RJFwyWPZPO4H+zXQXlOo4RWnycsbpN1SF91/4dt4nNONu8slFPbLwslOVCD8gYX6+IY0v4cUyqV7WOfx+uh218p7gQSSCyGhJ+HK+9iaOsA/crlVnIa1es+sod5T7ciE7gdcKqoxGpB0343qihC4HgNGBtErusYb/C7OpaSIg7W72sTVuVSqDbWccTktdeY5cn8rsDPZCzYpS3wHai8J6G1DdxzYj3CEtjKHuHcRrRxvwnFlExdsEHebczM6LGNOBCxk2zXgwVvumuUIOYxv/Ya/ODesey/1L3qCToUoCreeOyhui3V7Umx6hdu1cY8ePBw+IBfZHGSy0N9IQSTVx7qC5zw8R7B9QsvfvJQr/CYX6MEyFryMDz6tq6nR37+Jdq54gkyAyFq/eRPqWXKnJfc98DLfdUnGsIBZQ4P5DIPdQUv+XUgX2xG3PPLe1PyMMJgJob3Ele/yHuet3WLcMBHhWLRewx78HCAYyfZrgcLXvLrICKYiDqo+w7quqbuNodRSmN/3qBliAPAk61U0DAtemzRbzjkikJPR9ox3k9CL0cqtkjA4sAkQymBr1yoqVZXDoAcQSqIOKSQFgXZFAkeViFUVVh0tSagKOd99nJKS9Ck2qL6HKjYWS2BFKkjyh1f2GFXlXzu8UfoyW++i/yROM1/4+eod/XjVAg1Ub+u5tcHVf1kXyivNPxWm5GlJbIqPJ+tEfvcNYGMVai/Wq3qkJKyNE7o0I7qOlKhBvoKyj/LptVfsNgLzmELXb8MlV3y+tpgX0A6bKXqElx3lCJU9gO0ZKEtF4HWHA/Z+4zq7aNsF33OpCpmRJ9jaxkqZul7AducKupKUEFbZod9RCR5WPUU+4i0RSqpWu23djAIssd+kAoPaumHlHfe3DVEE1qiFcq8yCUnN4ZrKqQ67gmWuQkK+p5K2BXmDLg/RJKBckCflgMyWiKNtdVhC27HRjUVyLCKFl5PyaUbkFQ3XbaDtP5UvlYS4Y9iNUnrXgnFWu11cBy+AV0Jt39XTWXHch6kGRlb4lhIDdY8yHxaCswIR5prqqGW9P55neHzk1nIk5nstNsk49kwMotywK4aVYH+bjNoN6QSq2rToHVMBkg+y9AHSoN9VBqqldd68OBB32LB/sPCPQABAABJREFUEBkgNa7ETzCuYqVkCYWyMMZhNTEDnkP8TPeVjMoz2gfyG7d3EEclNIesUSqh1VYyU9/V44hUvnVYQIAMyCFzyudrZZEogZRnBYx7RS3dxklRHKtLVBtrwKOiEjuK1JExqAuD4PkwHb+3NlCCCATnZIVc54wb8DxKhWGslKnlZfZPKKdliWqbVCafz6iSCMKyS0U7u8kgyQdZpOG2HUf8Var9HM8J7b6/VL7n6ENa1uj4DX5bKjvWbhv7Gv5G4lQ8xwhRNuKxy/2B90m1TUdN7AhnQtpX3EOFbVnH7yYSWxZK7hVSK+cO7wmHhldfD10V20K8tmKnSzX5CLxz5OC7RS3BRSmkAXLaSgVKR2XT2uqbeKJM/eXhKmm6FdO23zWggim8b1UqhYsEsKrqZUU+7ZBUW/exAYV+sM+WdF937AdtU/Q5M1geyZstlxzWI365V1zipzK8qBgu92ZkWGuQwZp1lSqP+lpibOXBw57gJb9GCfhB6tlu7x7BhlYyg2EqpJO08/F/0pzXfIRCDS99SXtPhl2/mDcmQWXToF7w2vNQJ2DGB5QN9zCy8Ko9eqgXeAVn6hecbPBi3/pEezxEg5m8x7+uQ5TRl9DDiMKr9njg4SW/DjLKDuNBZIJY6wOGvS6Ys7P5Mb9lSBiNxWuMKDl5YlBZMT+QAd4SDtTM/AjDBmdUhFWDs0j4G2SgGQVrxrIMptaOWUi9TRMaYspxpAedBs/yedxKQBUbJ9QwVxwMHhezfnUe9HdlZlIt6xlLZL01j51Ep3/uz7T5gb/Rpnv/TJ0P/IHGXvZ2V4aPGKNH4dgDMbOGYdMWtc+nzGA1h23WTiBtGzQKgpqNwmC2F58yNt8V5peYwzN8Ru01NAz7c1nPVQcFubDFBFLb0sffB8UAtgxax4kJGzdT0mZgsDUAi0tmsvGFQfwyMyl7O/2aHWUdp7O9NedWtx9nfRPAmovr73ZrE3vsF2kkUKJPsFHLWsNlv4vxf1FPhwbBA6YdCk8E/da5y+nz9fjmPsfn+VjteZRZVFPfOzWzVJoNaoTte8qXsL9bHOwddtZLrdezblGY+Q+GgsO2Q303YB17oph0NUIt6QILhWCwZpbSce/BNpFl5sbEk37jB3aGiYyq7i1WO9c8Y7dJnxsz1mC3bcg2/i/0dNWMJwE9nqjv6nuhrMdP6380+0I1hxNgebswBBQicTBzYbnkZhzrYjZtZGsNWMVQ2NoRsF9zGSrnbGafBw8eqmCaVGaJlNxfcs/Bvecr289wv46pgsA2yMH9h6wOToTz+FQxZYd0CpJH3Fg0SIqWZyJaiDl+o4tlOAr+uBjaO/Yiht5oko8vnpqhUfYlao4Nx3xcFnYKjlp4PpCtU8MIB7oLMl/kN7gfZNAJMwbPBzwKKutDsFEsjlLZJqgCiqrcgKEYRWUXNo1paLa+44TWmsfj5yXNbMHHWRoKu0hsWoDjxNMlm3Ucp760w1nLuRV1wlhGrpejzW5MOjgQKbSDzEMp8oCxISoZ5Nw5zPqhN8r1dH4ObdZ/8XOMucySs/tuH8hUPkcGm6tUS6tOhi2ohUUNdIEwNHp3LQgB2wkiu8+loAT2K2lrEMYbMaLHdmBcbh+Py7FVj0caEmvhVnzQiQyXWEMKKFkf6LEFmY0yjmhWfU08qfs/srTcGJQ+06QSx038DuOIhVwmgt0KdPhqC3xgD8CYzK0dhhRI0vvGQgAePOwJXvJrlIANW61KGd4AsDsE440049yraNZ5V7lzyF8CGDoAKbkEnB4ObRw/pZm60nmHPMRDfQBlhx5GHh7zy0O9IOD3US7vjeH1CE4I8T/Pt63+MKEx7LCl8FA/KGFi0cOIwmN+HXh4ya9RggyUn/awZ6gZtD3VKT5I4Nlmz4iwPsHMr5Y4sIo81A1YAl3iBJib2YaHFw2eyfaNsKbbbXbcg4cXi6yX+KpbFEulCmPPQ31h20DGwbL3UD/wBcNURPaYh0M6dpLtHgwsXbqUUqlaD9uLL76YvvjFL9asv+eee+iGG26gtWvXUnt7O7361a+mN7zhDQ6m60jDS34dRBjRBJWzMFhkhmppp2jKCCaGlLKkT4mmiZVVQW0Uny2WLMNWlgUANdinKaIxMMFHiMSsEWR6QpVGaRPSkcuGRYUtg8QKKa0izSqDObdQVR0m3iUwfk72WQtghE1+m8Ivpq1JMPtHmZ7INpGqL1TqpqgtL2iN2zTe6e2WxGxjt32O07D9rX2ZGuN/WUa5HkpGRZrnh2tQMawH6jHSp/kw+NoZplEx9s8ANV0uXRjkgHg9ZDAbLNrtyIM0ZFDT9Tf02TK6tT3Wci/IPBHNUaudceg3GJ8Ijd4pJdDXAOSRKFNN6mNzmOBDiXKh3uNghwO1yB37oKyiFCMIg0k+nidpJ0o292RCK9JZbNv0Fl2QgQtOaIbXWt1vFo9roO50rtIfZ+jvjoO+1qjlm0av7ucMlPuB6aqglB6qkf6VorZc1iHj0/ecmbVlxX793XjA7v85X7lGymwmbYq8CRJdMcH1o0xP2owSwLB9n+bj7epvEvQi2EcqJrGlXI2RKaPQrQ3vAWJ4j0FWCR6qvnCoxhDf1age6PKVfQ7uIlMkMKn+GkaYEY27XqOKWXV5qFZegKa7KAfXNxCaVpsRS1qq1o+bSv4kbM+DBw8OGOGYwzaC9LLDCN5FNoPFLoIwhkphDH7O+H2mSqCUtBQepWBuLwz4DA6jDFCvx584npMi0XKREbnKstQBuBlIF2pMrx2FOPTzAaVzOMEm6/G5jkcpai2U0TXrsS0Bz9MUxExiZi5m+Wr7LjK9AIibUBpYiStAvVA5T3i+qmRjfO34JwV9UE6T/bJLO4yaOCwLFggioET5Jsr3h/TycO+Rcki4z4ocdphCCW4m+1iswL5eICndg9NZqaq91cckiyhNlXODCkRnrSP9HBtm13KvYJ9HE/Ni2XTEuG2xIPWlczX2KhFty4D3l5EZJtHici9VxgR4T8GYqdKvUO4HY4tPS4nFjsM6Juy3VNMmKUgkcjzVNEe/tfYVcMQFdrxQ0u9zjqIcYiODfQXbLGMcvG85UGUKr5b1ZF8ZNMfDjaFukG2Vcun/z95VwMlNbt+bjO/OSlfq3kINL+76cCjuTguU4g8o7vqQh7sXd3eXIi2lWIu0hbpt13dHk//vfPm+5GYm08L/dcvuNoffMtOZTDxfbu4951yyZZdcnuzRZEsdI5c8kssaVfxU6MTyGANVow9lbWGkvZ9zfax6/Pzzz7T77rvTRRdd5Pq8vDzfY/uJJ56gww8/nM4991w655xz6Pvvv6dTTz2VvvnmG5EQayv4ya9ORZP0GQwd9di1sq6SPjoOZte2urpi+ug40EqqyGx0ujz6WLnwZY8+OgpU4sRHxzx2PiO0Y0IVE310POjRYjI4gcPHSkNnkD126dKF1lprreVO09TUROPGjaMDDjjAZoRtuOGGlEwmaezYsXTEEUfQpptu2ibr5ye/ViHC/YeRnmzw9JwxZdY/I1tU57bzVe1reYY/oioJ0nw+EAhQUGdtv2Xr4EJti512vflVMV75DHCjSa8qJDful6wI3vpWGSy6zP6jDuvBjFlm1mbY+Yxfo/AzE9vLKkhNzNw+IVlB3CA9KpkaMcZe4gyhQRWxPNP22cucdW6SZu3cFL5rscWCSRvOMXK3fKa8ikeL4SwznVZVMbcJLdYhFg5SvVyWyep/qmpWqrGKN2O5ZCKlLoaX+IzF8bWt1n6aXZ/I205u8B92l/cEepQ4lTLeS9QxvKe8ZfKKeAnb9+pcK5NNGICKWCiPscXNWTmUySw30W+UVeeikLPBlWye6jBEWHKqQmffy495sUmxJF3mv8xIUzG84FUB9C2PUQZmu3Ly3qXWPqtkzQJCTYus5TUsdhbEWJCq6uYynGfvFUPIlR7l15xH0luxRmOsohflzICkkTeeGMsWOe8bJUuNMZk0+d5oWGZ/FuyzhrOd3a1tjrOGDhxBOYYFGhyGl7l0NtsmaVzKjFaVub3Jm0CwDq1q3+jlFussF4GmpXmVScU0TS+ZT2azxfgKVHZ3tlPO02W+yiujqab846X2LWd+udh9DnvQ/g1vHx6vIiPIGoL48OHDBa1Ld9JYwx41XnAz5yyzhraHER53cHaHNFzWA2HbNypgs4cYQ4bd05S8jscNnK2s3vHbmGvs8DJ+tsf/AmO6hyrA2TiHlcoNqp11c97zJWdsdhObJZtAMZ9dzBe5H4rY/VQj5z6mrJvSBeLNsIxHDcZeyrH2t7aDG4/Ltc56sGHEtKZlvI0QMeVRQFTxSERj38n7uWI3AwnOiJLrnGQMfN6AScUAXk0BgCIZQ3h5kBUIb2zGCxpXebHiFEM5yGbgNDvihvTufSO2h61Gylg++0/tEd2DzVgoZvLaPpP9nsfIap+qdY9HAqQUx6oJTy5bTJfPEnbjrNxmNF6sJcU+4sx1j+8Ls0ZlAzIW+7muL7nz+HWqnnm84jHrC7nOrHGFyZjzim4Z9lAC8LGBK4I0GYt4LqeQabxkm7mYWR77yaU84mOTasCRTlBAxo9mqCiPkeUacBTYtvNtso8TbwTisc78tFPHQ41/RsZPZ3Q0vPHGG1RbW0uHHXaY6/NDDz1UJMUmTJjgJ798rBiG3+2iQwIBtUp8+ehYgDTB5311TOhl1ZSVyS8fKx9GG1QvMU8fPlY2fLP0ju35xQu8PjoOViUTxcdKBuw4CsktfbS72EnNd1Xh7bffpk022UTkJdZYYw3h4bXzzju7ppk8ebJ4XXvttV2fl5WVUb9+/ezv2wJ+qrQTQReVA5++/3fg1UL67/wWf/+rKR9+XR4LUV1rerlBeKFlraz1EPMSLKa/Ni8Maqpi7rVOnvOX62qdqx0fuEEVatHto33DTDpeQD58+Fi9Yd3H/Ifxv4PlxQB/5bem+f/7LYeuaxTRdEpIClGh+a2K+MnaJv1/ip+WFwP+L/u7PcLvU9BBAXYZ9/ny0aHQ0OAo0IBIJCL+crHeeutRJrNiafKuu+5K//nPf+x/r7nmmnTMMcfQyJEjBbPrscceo1122UX4el177bX2dIsWWWqTqqqqvHlWVlba37cF/OTXKoTRfQ3Si5wTLBtxKK/LUlKiyKig1THLyA8IK9lj0qG5atLMUdFsIUuKMcpsViYYmBrQJedSBqicih2UZtQuujBjlCnZgItOywZBZSattTbkm1bXOrKvYO/BznqUdBWvLUFH9tjKjM0VRboH66qX9vDo6FbMvpfrPK8hmWeQ3trcRLddeRV9++kHtODPmeKz3msMo01GHUkjttqJnrvuXJr723Rre5RJazhCex91Am2y4+703L1P0juvPEd//PaL+G7QmkNph112p4MPO5yuufRCmvbTjzRsxFp0w+13UVHcOYaqOPnjlMl0xQXn0LKapbTnvgfQ2DPOpofuvp0evvcuqlm6hAatOYROOu3ftNd+B1CQDLr/nrvprtv+S3PnL6CBA/rT2WOPp6MP2Z/un/AUPfnCa/TF15PEfIePGEHHn3AS7bz/4fT7r9PphSceo2+nfEuL58+lWFkl7X/mJdRv2Lp58gAEWz999Dp9/9pjtGTmNPFZ37U2pBPOuZCGrb+xixqPaT96+3X6780305dffik+23DDjeiMc8+nNYYMoSsuu5TefeNVSrS2UreevWjvgw6nw0aPpWfvuZU+fPt1mvmrtV+xjUccfSwdM/oEuvSC8fT+229ZAahcp5KyUjr/okvoXzvvIv6dkicpl74q2SM/F7h3Wjjg0aCASTbU8eAVFtX7gceWXpIHtR69SqMuvxi1rEjauU4DTZavVLa+xv5MCwTypH1cCmmwafUyqxFEsA+jhGeXL3s0dUkv5+aoTIpsSkNXDlvqiEt6yTxr2XFHYhiQ68E/04rzDSyD2YTn2BFotK5/Y96vztd1jueWqRo1sMSoFrLGoUCX/PVwTcv2gVm/JE9anqlZ4HyWTosDHOw5iDTDGnsClT3yjk2WyTc1L3NWNq4qM10X/b+YNbtQ4zKXDxQ7741glDKaOyDp6Mi2QRdbvyvu6otsSTfKljhNKAzZTKYly8d0NhbLay7IZY/8OpbXoi07DwQpKG0nAgVkW1lpjM4TFLz2ocza3bIsyl8mGwfUWM4l6EpaVOh73mhENdXJ6E7MlpL3KR7b8XunIb/nlye3B1Cft2pG3n6YN28e3XjVpfTNxM9p4fx5wm5j3Q03pmNP+Td179mLrjzvTFo0b661znKWJWXldPaFl1G/gYPomUfup9defJ4WzLfuMettMJJG7XcAbbX11nTReefQ3NlzaIeddqLrbryZvHjVr7/yIt1w7dXioWzcaWfQzrvtRv+55hqa8MhDwitm4003o3MvuIi22Gpram5spBv+cz09eP+91NjYRCPXX58uGn82bb3l5nTTbXfQK6+9Qd//+JOY7yabbkrnnDueNt92R/ris0/o+eefpx+nTqFlNTXUd8AguuzG28T25Y5BqWSSnp/wIL0w4UGa+8dMCkcitOlW29HFV11D/foPdO0H3czSQw89RHfffTdNmzZNFAG33XY7uvyaayiVTNEVl19GH773rph2zaHD6LgTx9LOu+1B1195GX328Uc0+88/xHfrbzCSTj3jTNpu+x3opJNOoKlTv3OtU8+ePenGm/9La621tqsTJpdFZj0SvbYJPrcdYSe4KvTx859H4qZHIZBLX5EYFPOX0tfisE6pHCmktXxupSLld/w69pL28c/kMwlvVGN4SCW5tQyHKSW6HBqzWvE02VfPYfJZLe85ypb2Mcmyh9zQJcWU711Sx9a6fJP9AvJN20CeL9NDVulavnqe4zEmH5swdukBy6YmaO0/M8SaCaj4iNlseMaofNs9GlsYXGaqGoW49k2xS76ZTXeOhHBbxU5qvkCfPn1cn19yySV06aWX5k3/448/UpY1UCuEXG+vr776ikKs2RbM76PRKF133XXC3wtJMbE+ct64h+QiGAxSGrF6G8FPfvlY7fD568/R+89NoDFjxtCwYcNEEIVWq8/fcD59OOFOaly6UHSd4Pjuu+/o/ivOpZfuv41a6pfRfvvtR+PPOkNcvFOmTKGnHr6P7r31RnHB47fXX389vfXaq7TvwYfnLf+Bu26lZEsTbb/tNnTnzf+hzz76gH75+Uc6/vjjad1116W33nqL/n3yaFq4YB4tnD2LnnricTr66KNF+1is58nnXkwXXXMj1TU00h577EE33XQohcNh+vTTT+ms006h73+eTi88NYHKS0uFXnrPnbajF154gT548gE65vJb8/fHQ9fTj289Rbvtthvtdc5p1NraKjL1d19+Lt3y4oeuae+46Xq67fqradttt6U777xT7LtnnnmGjjx4f+rarbvovHTe+PHUrVs30bXjwbtuoQduu5GMbJZOOOEEWuvUcSLgQ+LsyosvoLdef5W+/PwzOvHEE0WmX+H999+n/1xztZ38aq+oaUlRWYFukj7aL7RIkcs3x4cPHz58rBh33HQdffP5J0LGMmjQIGpsbKSXX36Zxh2+H/Xq2188HB971FF5EpjRh+xLwVCIykpL6ZBDDqF11lmHmpub6YsvvqCrLr1IPOj07t2b9t57b9Hl67AjjqK11ls/b/nXXHEZ9ezRg4qKiui8s8+iu26/lRYttGI2JH0Qu+y352708ONP0R233ETTp02jk04aSwMHDqRnn32WRh10KFVWVFAylaJ9992XTjhprEiavfbaa7TfPqPo3AsupuuuulzEhoi5sE6IdV597ikafepZrnXJpNN01nEH09SvJwqfmi0vOI+WLFkiklu3XHc13XTX/fa0SBgdeeSR9Morr9D+++9PZ5xxBtXV1dH9999P+++9Fy1cuFDEf4gdi4uLRTw3/oxT6YJ/n0HxeJyOPfZYGjJkiIjP3n33XTrmiMNo8y22pC8nfkHnnXeea72efPJJuvuuO+n2O+5q16d0azpb0AfNRzuGSHb5B66jYs6cOVRaavlFA16sL2Dq1Kl/yRIgt4sjT3wpHHfccfTII4+Ie4FKfkHeqJhoGM858JlXd8iVhc6hPfIhgcHIH5BWhKb6OhFMdO3aVSRZ0FL18ssvF8HTsgVzRCLpyiuvFIkdBGf4Q3AElMbComK30047iQAEv0fAgosaUL/Fa1OjN5OjuamJhg8fTqNHjxb//n7KZBGwbb311vT666/T+PHj6cwzz6QbrryUJjz6CN1+++00atQo8R1+g3VduqxWZO+RwEN2HgHkBRdcQFdddRU9fPft1FBXJwIiJOlOOukksbxEc76h9vyfJ4nEF4K7888/nz777DOR6OvVqxe15Kz/Lz//JBJfWP7NN98ssvtff/21mBZJwIb6OpHUwnsk20Bzve+++yibyYjMPoJPBHT4O/nkkwVNFokv4LTTThPHRO1vBMIdQRrZq4yZyPvoMAAb1Wyq/adXY7XoWLSy/3z4aAtwNomPwqirXUY9evQQ0jsYFv/+++/03HPPCenLvNl/UN++fUX8ou7l+EMshYeozTfbjH7++WcaMGCASAIhhthnn33oiiuuEPNWvwUaC8RPSLbtsMMOtOeee1JLSwv9+ssvIm5B/PDBBx/Q008/Tf/617/o6MMOpm++/preeecd6t+/v3hFUurAAw+kmmXLRLy144470ueffy5iuscff5wOPvhgkfgCbrnlFlHku/jii6miooKaGvPjJ7C9pnz5Ob333nuieIiYEA+WKP41NLj9JF987ll66aWXRGyExCHW9bfffhP7EokvJLY+/PBD8dmbb74pJEJnnXWW2HdYPrYPD44//PCDSA6iIPrF55+J2Oqyyy5z7W/EYHoHOJ/jEW+Dcx/tHFDzeJjp+2jfsZOKn0pLS11/hZJfI0aMEKyuFf2hQLAiqGQbkvcKQ4cOFa8zZsxwb382S3/88YcoQLQVfMrCKoQRLaVMaYVnh5lW2bGQG3emIs77SFrSTnmHDEWJlR0WQQ3VmVSSJB2ed7VxJcfsbi9a3inBnzGCXDqVbnXJG3PXyaYTcxqj7IAWrO7lTBZ25AtmVHYsbHHola2yM6JYlly9KKPt806BqiNRdXHIozugs24taWv+6229E73z5AN04YUXOptgGCKYAC1TAUknBBIc0Cu/+OKLdPrpp9PQ9TemaCRML5xyimeGujlluLowKsp4rjcrAj4kipCMSyQSInhCJRUJJsz38MMPF+Z/NTU1gk0FE0AEi7NmzRIB14gha9Cf8xbQggULRLIJSSwASS/gk08+Ea+RYEB0cIwENNFiukssRLc9+I7QZ6MSiYCUb+8hY8ZR95KIqM6VRoL0xovPUXV1tUhUoeK7dKnVSU8BwRuA5BiACuirr74q3iOA42w6fIfgkgMJxOnTLVkkgOC4NBoSPmRglKHDFvZhLBSkxmSaSiMhmt+QoKp4hBY1JahLLCy6IoHaj8A8FNDENod1k8LBgJB7lkYCgoWm4ZzJJMV0EFuasqNlixkQy4GUEq+QDOhaQLyCQd5FdqsM61b/pdrmlN3dCVBFEnWdiHNLyX15d1e+4UruyL9n75VcWC9hXQ7LPDqIcdq/uiZZZ1BhUKrWyYMm75q/lGJqrIKjvtfKnM6K2Xh1nvSPg8uMFJ1eSRnF+yJHvqNGIY3JP01Jl+dSR94pVskdecttW0aK9auxOkumlzreAcHyCtKr+5CO8ajFmtYo6+b8XsodVQde60MmAUgnCkshGf0fUkaFtNzdWaaVzEoJiHifM1Z0BrRFsspPfq2+MCPFlGXxjbqmlMQP4BIvM7iczok82SXjJ3SjtjvNspgp4JFEyLI4ylVuXE43x4K2ETx+8oKMb5S8sZCMKaF2COtEyLtS8ruOkpjxr3mHPWWPkWbyL9Wpb6c996NzTjxaMN4VUNhCQRBJGwCMpv/+9795m3LPPfeIpA6kf1tuuz3Nmb+AnjzkEM/4Cc4Xaj2WV9KFiTKKk5gvgCQR4jMku8B87969O40dO9Z+qEJREGx1JO7wt8mGI+mrSZMF8wCSnKeeekpMiwQaAHaY2meInWKhMDWnshQL6fTuq8+L5B2YDgcddJBrvf579wMUj4aoOZkR3bxffO4ZkUzDAx+KkbkNqjbbbDORDEQMB4AJj3necMMNNHPmTDuuUowJrN/DDz9sb1fu/j7j9NOE1BWxk/AmFd4VaYqGgsIfDevUksqITt+ZrBXfBDVddK9G3JTMZMUrIh38FvYOiMFFLCTXHZ3JNS0gnkVwPSFsxzmH4yZiK2lloc48dPoUsZaUDzcn0zbzi+8N3pXVvt/ya5tPra45j5iGd3nWMh6dmAskCG0ZIZ8nk+R53dVUl0ONSyLZ/E35HMRlhxjTnN8H88cLNTbwMYKvs5IDFkp02l0v2bZLOxAXuMRRPmvyfUcsvqJIjLR4hfWMqOIvSCDVIlXcxPeX2iYeR3kcL96Bkr9XYQSPmeAXKL6TYx1/nu7oaKtC3z8ZP3300Ud55vZ4fj311FNFUn+LLbawP8czKwobUDa1Fdp/acDHX0cw5ARvPgqi75ojaOyND9sJm80331xQylG95ECAgsw3/kBDh2YZFyNo6httZ3Wt+O7Lz+xgLxdIKiJZEw7oImjA+7iHRA70f1TzkPg6bsyJ9O2334rKIYIfZL6RDEPi6+QTjhcJLySSkAxbZ63h9PmbL9KzD91td9TAtMCTL71KV950m2s5uFUg5lXjX2vaoD+//0pUbFH9RNIMCaeLLrqIYrEYzZ8zmyZ+/qmQOLz/wQf0zOOPioAL6weZIhJbYLmVlFgJDFR0QVVF9RSJNLDUkMQDHnrmJfGKpNlGG20kglFIEDiQDMMxQItb6L1ffeUVkahCAIXAC8krBFXNKevBYUmzdZNe0pQUwRsaBsA/IpExKJHOCn278jdDRygAiTTrjdwJ4sXdvxut08XlJI3OIqGAOJYIBGPhAEVCOlUUh0VybWg3K4nbVfrRFUdCYlo9UkRaKGL9dekpEtF690EicNG7WT4gemVv0dpZJJMwfVEpabESomDE8tLSdNKiMkksAycfKwfGkjl24suHDx8+dMROHYAt809jx933pguuvVkkfBCfIOmF4h1iBwUw31XshD+wk8AQQJLs0UcfpQMOO5LmzplN302eVDB+EskYHYUsEgkaIBrK94ZZf/31RdIIMcMxxx4n3sOomX8HjD3xBNd3o/bcnX6c/DVdfJ5VlEMREPETtuubKd/TcSeenLc+gHp8rG9sFP6teIDDfO+66y7B6gIbH4mf336dTh++/wFN/PRjev+99+jdt98S04KldtNNNwkWGJJ0WG8AlhaIR7fZZhuxLpBRqvjpgUcniHlif+N7JMWwLAXMA0XZJ554QjDbgE8+/ljEO4idEEOlZSyUlI0BkPhCIiuZRlxliIIf/tARTvmo4nPeJU5IoETsJP+sqqHcPzKhKhOriIPwWSBgJeDwbyTekBwrkUXEqnjUjpvweSgYENPCf09HkQzxUtwqRmnqFbGRHpDWBSHLvgBFJySflJepelVJH/+6XqkwG5e6fFZ9+FDAcx1YtEotBeBZEQxajL0oFijgfgDSCZ79VDEFz7pgvOK+AXl8W8Fnfq1CIKPOs906q2cpdhMnYXFzeqOoS76ZolfWn1dM5Hue6w0wU1RdllxCzKA6HbBuGq7W0fIzIBi0bpxGrEDFRBrym7xqoJgcnHnCqpiK8JBixuF825URa5jtnHiYVwXMvHVWLK9CpoG1Cy2zVQQhkO3hpg7qOseNN95oG/KBir948WKRFJo7dy71jpXQ9Clfi4sWiTFc6JDycWAbUIHVYe5pguKN/QAmkXtdwKaqr7co8v0GWo0A8G8wwfh3gwcNtgNFfNeve5XokrHdnvuLZBgMC/faay9ac+hwWm+TLam82jHxBhB8YL8loyaVRUNiH6WaGoRPBgwJQblHRRTzgTwA1PyP33QCWgDTIkOPaSGzxH5BpRS/R/IOUkZUIMFCQ1JMVU0NWU3CvFH5BAVWSR0AyDVBfcXnoPAjUEaCbdwxh9DQNQZTuKjaZiypUwOMP/jLN6YyIkjGMRTHW+W1TKK06XRjFK/JZodhpKrvSEDJz8JgJJoW6wtBI15VFykEj2DB8fPr1yVNFAsGRAJOk5VMsewka/hQb7GPzOYa0oqKyUzUk15cCroP6bFiK34UbCbTWpd0kvSK7mTULiS9az8yFvxOgd5DyWypI728OxktOB8CIho3U62kV/QgQjBS2lUsSyupJmPRLNJKKij95y+k4VrLJEkvr7auxXSSAnhvZByTeezbZCKvSQVnadnT8Sofr1zKiia/4nQ2HmF7rQ+dsQPbr6DJ8YEzuxSD1ItVxsHZHbxZAGeE8WUGeq1JerzEpu5nWDU2I03rWxiTImvwpgnW+kVCHowSzr5jY71ip3Lv0E5UqPSEz/zysTIBE3h+61T30QLkJrvK7WJM8fEohzErCiTq8uVMC8ZA8JKScXPurAyp+bUd4kyQgAe7Uz2g82VyhoQXK4IxOezGLWyZXkMLZ/h7rQaPuZRJuUdfIYGFc+eIGATseDDXf/31V+EPo4C4BN8pwMcLNg2ICxBT/TlrJtXVLBWFRADSSd4FTGyDifu9JnqmaAFNrL+X/wxiJMREJSWlVN21m3iPz9R3iJ+QhMGDFr6DxAdxxiYbb0SLlyyh3fc7SCSlIKNEYW6PvUdRnwEDaaONN6EH7r7DtT6IIdBMKRrUqKbOissgW0ScA08bJM8QO4F9dtNN/6E7bnI6oKlpYUUB/1MkARErYT+i8AiZDx4ckcBatmyZYD6o5NeiBQvEemOfgsmGDmqwugBQ+ESshP2POBAxGAqnF150IR150H4ULHHUJiptBeBsAEuex8gOc9KKU0VnbtkFVfxbxUyqcYPYL5L9Y8DeIiya3IgiKzpT5pxXqmEQ4iRMs6w5YcdNxSGdsjJBBxamzRZL1IuYwYDpezBEJphgetA6FwTrDL/RxGco/oMtjsSY+LqolMzWRlFEFMwxxD/Ynmya9HCMsskW0mOlIqbSi8tFvKCHo2QiTsS0iVYryQODd0pbrCnsA7CbcH/nLC27oJpvWO86r9m1y69pm8XlmthYvqG9erYKFGCbqfceBv3udWfzV11TGTvVYPEVGH5aeXd0eshbd75N/HlMNa4IsedPNPP6q/GTGnf5GNe5ePKdh/m14YYb0tVXXy0IDl26dBFjLggbQlJ+3XV5fmAoGqBYgudKPF/iHoH3DzzwgKd32MpCpy1zYWDEzQR/y+tWkEqlRDvNXApyLnDwvKpT7Qq6Lgb01QGiIogHUVkJLIkExb/xCkYOkjuQ6kHa16c8JphX6/aw5JV4HTJyM6rq1kMkbZCNhucVgg4OMKK222478YestLqIEayohBSqnQhCjjjiiLx1FMmlLFhIhmAjIbDw6lKJQAbBEqA6ICFxhACIfzdv/nzXd00tLbTjqIMoVhwX9H0wrSZNmkTX3nbXcv2ycG0snjeb6pYuouKyciFfhNzw1ltvpR9+/InOPvtsEaAhYIQ8AZR7/IGhhmkhWQQFH0wvmLYicIRkABIDJK6Q3ELFFQb+MO9HVXLenDk0eI01xX5CgPnvf//bDuyATz79lPr2708//fSTSLphOiz/m8nuLkbtDT1Kl985xwUVQKgHMARxuMEnW0RySshv0CU1kyRj2XzxHZJYQHbudBF0GTVzxDSovJkNS4gSTUT1i8S8TbyKJFutiNQR9IllYnkISBSTDOdG3JIRahW9rc/BTouVkFbZm7SyriKhhgSRYKz1GGRNWyKlhyIRhWCz494+sgtm+J4VPnwUAIo5iJ0Uk7gQ8ICO+8GKTHHh85FrIdDeALaJ6qDd2aESYSHFbg7qIhECljr+8Dn8mBBnVRZbD6zV8YiIsfC64657UF1dvfDeAuMc8QFvdT9//nw7dsIfGOGIHVRSqr6uTpwTYHpjWi95CxJwgokE5reMz3kiRQExEmKi5uYmqq9HEqxEfKa+Q/yE83PBwoXiO8Rw8A377fcZtP0uuwspIh7AEO8hbrr8ancSLhfCj2am41GD7QKzAd0hv//+B1HIg40EAA9UFT/hQQ7TguEFj1d4tYJlr6ZF/LbJJpuIBBakQWBPTJgwwdr31dVUXBwX+xuMCMhL7733XusYhkIiflpzyBARByJ+QwzV0NBIv/z6G7VXIAdV/HeaBakxRsRRyIxmrfgJr0jUmIYoBopJEfuIWKjOio1a6snMJMlMtYjEFmIiUUQ0TVlMJDJam6x/o/CH38B6Qi0DsY6GYqAV74HZjw3QETOhYAnmPgqBoShpJVUiGYUipNjOImkXgWczJHFUAq4D+zOrWNOHj1xA9QPpNp6XMdbh2RnPyyh08KZmCkjqo2CAOALjGmIOSNZzO1KubHTcp5cVAIweHAT8YafmAubhyFDiZoiHejB6cPPj1SsF3BhRyULlCDdKmFO2SxgGGcr/q90DdxL86SLJoRJZ+MihRIdFdag8FhYBWXE4KKYBBR4+S7pu+ToBqF7h1pjIZAXbCp5QDckM1bamaU5dq0g+TV1gsXHueuBhumDU5hQuLqURm28vPgNtHUFHLnY5aixd/uyHdMYdT4rgHeww+ELM+fVn8T0M75WWORdvPfc4nTP6MPH30G03FEzCIvGEgAZJortuvVlQ37EsMM1QUcU5DHbZDf+9VVT9cM7++eef9PIb71AwHBEDBWiiOKdxHn/+8Yc06auJdNaJx7qW880n79MDN1xBV514MJ22x+Z01m4b0+I5f4gklkr+Qp7AE8FIYIGCjz9IMzGtetDB+qppcQwhE0XySiWJIaVEpRN+HheP/7eYdudddrGDQmT5VWYfQSeCO3SDUvsJ8/TypmpPqGlmTIJ/HCo4ROUOtLek+EMgKILAdMJKmMHfoUEmypbNtYLG2vlEmK5mLpn1i8lYtoCySLzhN3WLmQ+ZZrGxIDtAoBcIiAqpJRnSKCAlHErKgSoqPkeAKBgOqAwredE/KEUI9B3xjy17dUHWNASbZqX+tfPxoLMA4z7uOyhUeAHBKiTsCGYx7uP+hAduJDJyAY9IFIzAsIZ/JQqO7RFmFkzYFfhvtSfIB2jl6wVfSwDSMnxSFA6K5JXwvYScTNet7zRHPqiSYMgpWUkmK+GEv6ZkWvxb3ePAbsYd5uILL6DD99qJ+g9ek7bacWc7fgIDLBdX33oPvfbZt3TRtTeLwhyKdkh0obs1EqwojsFGwQs3XX05HX/4QTT6iIPpqcetJFCh+AlNh3Be3XPXneK98g5V3wE33nSzeP/LL7+IGObBRx6jrbbaSjCwwExD7FJWVk6ffPQRvfryi3TisUe6lnPPbTfTHTffQLtttTHtvNkG9K9NrfnCLF/FQbqMn5QEcMstt7TjJzTx4dMGcqbFdYQGQkjOAZBHKsPn0cceTT179RTPKLnxKhj30UhEXIOYpzC7l4WpFRX1/0kgjGxNtUPpnJJ24l6TlQkwFCjxjCG9jo2ETJQhZsqmyUzKpBriJbDwMZY0L7Nml2px/EulHy1iJvjO6ki2I26SDPu8+AlJNMRJmE5Oa7O8XJTXVQutpOs/tuzVAW0SO63i+EnTNDFGIY7AuLQiYPxCIQXNPVYFOmWZCzcxmJljR6JzSi7w4A2KM7Sn6LgCCjSyjfgMyS1QsFWGEjcrSLXQAQ8HEjIv/OWyhP4K9NY60pucB74okw+FAxZjqxArUckEdXbyKjo/lz2K5AGnowIFHjJt2imTAgSVeSqr5DYx8/mwlPyEwvmGrzjZg4JhIvjR4iFci5aQWbeQtPIeZLTUCVaJ2bBUVEwghcNNwBC2mbKqZ1peBAja6lpAjdaERwFyXM0pJzBNZg2CDQRMOS1pmiECOUXXr23N5O3PyiIr0fLNW8/TBuuvJ44nkjnwUIAeGR4MuejZvRutM2wImUPXpOfWGCamQ5IJ2wrmEgIaBCQqYFEAo4x3tbj3pmtovQ1G0hbb7ZiXcUaAhsQS/LNQEQRlFJlzBC5ItMIMEFVVUN5Bj8e5h+QYBgnID2EOiPXA+YvA58YrL7WDKXyGcxkPMZjm5cfuF8ESJIcIAlFZRAAK+j0qj0jk4TvQ7xEg7nf0GOrTfyAVhQL08w9T6fnHHxG0VFQX4TEBBhdahGN9EKzBpB/XFZLIoPajuolqJ9YF7W1RBYDHGn6H/Yh1QoZ/xx12oK+//or69ukj9gM6NmH719x4G6oNV1JGBklcMloWlQFCgRwKKtlAlPXS1tgxsSnl/DfymuD06lZp9Ct+It9C6giUx0K2hwYQlsvi12SgS/f8lVMSQG5oDymkBH+vNlAvYp/J4Mi1LEY9VxJCnTXYMFsd5kVGvWc7T62HeN8kK6dRBG5WYwN98Wxr3ggEhbQzQ0ZEGtbjoVEHrRoBnm5fD4Z4hWWuJem0ZhQiM9EqPM8yMyZToP+6lJ31HQXX3ISMxX9QoKKnFUjiyEACCcYbloNANKdiqoExJzaIUfR5V1P5uWhwwPaNWbuAiMuCmcxInWOu5iPsvTLKjjDptW0Oy2VVHLJi7JJA8a91jbLQ8Prw8Q8DDBYwcjAueyWqYFqOZiowDgcDGA9qGNfh/YQ4iRcQMY7jvjBv3jwhbUDXYtxrePOTvwot1UJawpGTh6S/aUhfviTaZObwyqhbfK78UW35oyYKataYtXywW4ooOtqfy1nx+wcfO5TthMbtJ5TlRTbpmISjoUoqQXosLpi8kGRlkwnSIzEy0cQEHkd4GEfhQv5G+TIpn8tWmJkHNGtMluukGFSQ8mNd4Y0JOIx002Vub0VmFpR9wMtPPSZiHiFf/PNPEevAAuG229weo0CvXj1pjTUGUY/u1XTTlReLuAGMJcQYiL1xTuC84fETHoIQtyiANXbGuJNo8623pZ69ejk3YQnEYSh2I2GLBBtifyWhRHESywBDHYVLnK9I3AIoeiMGQcyCcx1/YIqdPOY424AeRW8U6NAVEs8TN15tmc4jBgNTHs8SYMfj/Mc+wXMEunUr0/wLLruKwuGIuM2+/fpr9OSTTwp2PJj1eE655JJLhNUEgP2BLo5gkUGNgn2K+A4Aew7PKXg2wbogRlTxKthiSDx+9umnIpkHaRHmg/3Yf/i6lGJBMD9tVdODFenH+Lmu8QY66jN9+fIql32LPHZWUyIwDwP2+amSgLkzNaUNgQv8fi0tNWwJIH+vF5AYejQJ4lAxleYaO5j0T8QnmI7HIjmNcPCK9VCxnrRgMNj2WB60muiIjnURr1JpJKZFIRgcAaHwhMTTJD0YIRPPTvEKy+YCdheQdkLqifhDNN3RRFJOC0YF402w9cX6s/YDPBEiE3TW+ku7HI9jrfaZ2VpPFGIqI4+kCh8DlbSW723lqev6fYHmH6qJgLv5iPSWk4eA2+L48LHaJb/wMA3JFLyPQBX2Sn5BqoZBBEkt1X4TNz4ktYTP0ccf215FSI5AFodWyQDMJPFQ316RTa+c9rOq050w/0bnFph4IzjUTHHDwqAcCgYpnclQMBigjExC2cAgjMAM1Q9QiMEwicYFqwQw1AO0kSUjaLoCsLbWJUeLiql+3hLRJQg+XWAq4ZxQQRFuPA8++KB4DcmKDG7Mx178H7r6+P1o4403Fgb58PtCAIjKJQIQ/lvMWwHnGgKa+rpa+urTj2ny12jvPYqamix/tG7dewg2GYIdJLiQjEJAdtToE2j2zJl0zDHHiAcNBDQ4N6+//nrxOwQ3CO4APFQAeFgB9R0AdR4G9QjQUHnHNHgQQfILCSxUYbv1sqiloNMjsYbzG9NgGTuPOpDGnW8Fe5CPYttg8IrKLabF/kKwiQeZHj17CpYarjvh1TVunLh2VKUSAaxqLIDthlRUBctYHyTnDjvsMCFHQFCHbT34sCNo6LDh1J7Bfep8eMAOavDkJYMqNQYs/F08yCDxJf49d5oVtDXWSGYYxhMr2Q6WGYI5vajc8udAt6GWBtKK8TCYJIIJLoKhZAtp5fA+W2oZ4jY4/l8c8EPz0bbAw/jKHsvVA76PtgGKLRi/VZEHD9u5QLIBCQWV+AIgcz/yyCPFfQsSL7DkARQ/8LCu4iwwbCZOnNg+Dx+SSStpPHdCIc2OpfCwh4IO4iYRW8j4yWEA4cFOJp3EWAlmSZN4xDPA3A2EbQ9DM8M8T40cc/IVSFD/V0SiUXGfRhwMNh8Y6jgXkNgB8G/VPCgcsRKT8ZJSuuKm2+jMMUeLgjL8sWDajqIZYgHE4uq3OO9UPAPMnj1bxD21y2pE7ITEEGwWVPyEzofbb7+9iJ/gK4PuiEhOXX39f+jeu+4UyTUkxJBQA8sLyVuxTvG4KPL17t1b/AHwHUX8A8B3BswrbBdiPrDzEZsBSPph3ddZfwP6fsq3Is5Bt0mc5+jAiNjo/EuvpGNPsLpMolC76+570pYbrSfWFfEcjPEh80Ec2a9/fxGDYp3wHILYDuwuJSWFbAjG0HgOQTERxVHEmQDWA3EXYi7sP+xLbP9V11wrlADtOUJpz8y09gHpYYtnKemXpthnZpNkljUstjzQpHxTXP1IugmzPGsuejBERiorkudGOiGY+jbLFc946RbSQjFr3pE4EbybkTBTxUUOkbX8G3YfPtpF7KTm66OTJr8w8OPGhJsUbw3MgRs2kOvhpXwC1I0QQFIDjBjcAHHzQ8WKJzbaGwTtmrX+5lCVFVQ3hRkkJIcYHUGtFYNjQtBuUX1A1xUwWvATEUwZJqEYiEpi0siIqhECNwCJLwC0SsFMEy1w26984JCx/6b7rjpPVAoVikvLaI9jx9HWex5IN5x6lAjO+gweSpvuaCVvgP5D16bLn3ibXnrgNvFwwLH+drvS2JMvohdvu0r8NheDhq9DFZXVNOZgy/gVgd/kyZOF3vm19z+lm665THT+UTj13+fSuLPOESbkV19+iagmKpx+ysm076i96Yhjj/dc1nojN6Stt9+Rbv3PtaLyztFvwCAatsHGdM+991IkEqUTzruMRm6xLd1x9cXioUdh1FEn0MnnXuj6LR507nnqRfrvFRcKKYvCYUcdQ5decTVN/e5buui88a4OHbvtuTfdes/99N/rrxVsAQV0zjx2zIl0yOFH0PizznAllOPxEjr59LPojH+fTe0dvI23j5UBKTdQSTPZ5tyWG8DPTNPJUIGf8hFC4CfMdjOCTSoqpJW9KLv4TwoN34JSv35LgZ4DhRm+BiYeDGtBxUZyO9EsKsW1NTWUTKWosqjqL9G07TU2TdGhBonn6i7lbWrS6cNHWwL3RMQ/YOggCVEofkLyBskHSNp5/ISkmPJ1AvCgD6kjijBIWCj2cnuFGDsKSR9VNzspXUIQBXkZyBmBUISyaCQi4ycUDREPicQVHlyhQs9kLXZ6JiM+V/GTkvkLWZSC/b793V0uu+4muvayC0U3QoXeffvRlTffToPWHEpnjD5aJII232Z7WneDDe1pdt5zFD328lv04J230imnnGJ/jrF2/8OPFtNfc+G5njHNLnvsSVOnfEvnnXW6kBDCZxTx/brrrUf3wsZivOVzBZSXd6GbbrmNDj/qaNpjjz3pvHPOFjE8gHPwumuvpr59+tLJp5zquax99z+AotGYSKLlYuRGG1MoHBHJK5jr33LPA1Qcj9PlF4wXiTcgGovRBVdcQ8fLxJdCddeu9NZ7H9CF540XiWIA59H4Cy6kf//7bHr2mafpsksvcalKjh9zAu2Cbb3kYnv7AHQDv+Kqq2nDDTei0087xeU526t3b7rl9jvoiCPcsk0fqxHk+CEKg/inbGCkSAfi39zwHjJNSrjHuaIykVATr2DdYtQCWxZWF0h+gX2GomQ6IRKsS5csEedzRc9iN4tvRatqGLRkkVUQra6qWK5fsQ8fKwuauSKn0lUMPEB4+UZ4AbIvVVEEwHCBxh4VEdxcUAkBgwQsF3glKUCOhtbMeGBBZQXVFLB38EAPBg48vjhQdcKNFhUX3HSRYEPS4q8CrBdUp2q/fY/ilY5WOlvqrFMtFeVR5ItCrLuhknkzeqqJDL2kl6K6aCpquqDDmyIRhsAKJq6CoRUICEq8oPYbJoXJMo7U5YOlmKeUJhly3mLdEtk8CRg/beDHpVAelb4TzY4hYqDFSioaUSmREu/L7PeNurXtdWw5PH0Xk22u+b5xdZDxaJt29+230jYbb0BfTJpChxw/1iWTA0ojOrU0N9Ofc+dRSUkZVVZX06Jm2anPNIXEEgO4MtQHFjRaN5LaRJrSqSTVLV4oArfyrt0pGAzR/PqE+G1ZzFlOVZHDHPvxvZfounNPFRT5b775Rjxg7Lr3vnTFf/5LxeEA1dXXiRtIedeeorrKkWppoiWLF1H3Hj2pLG6xYbAstR84NV35eeCm0ihbaapXrAcko/iuOAw/AeuH9YkMNdTXUWN9HfXs1UckurBOuZIH+5g11NOSpTXUvWcvCoXDNmsPxrkws22oq6U1+/cWSS4gHtLFdTd/3jwqKi4WwRu/yTU2t9CC+fMpHCuibt27i/XyqnxwdqGSuDYy3wheuFfnYjeyKsRiP9VbDQXE/omV5dHqDdm9sMlwjqHad3yZOCc1ta9ZEIHGCkCIdWXV0q1uaRzWo8mSEgKpP8B4ItJ5l8NINF/CyKSQnG6vuu7wzox2RyEZ9Ihta6rLk0Dyz9KLnH3TssT6PBh15hnrYxUFQhs6yf9suVVI4GOT3fUopzutXrfAWs6f05zf1zD/RClVCPWyDPaBQKU1RhqlzrjJuxBpMsluLHGMudOzf3XmqWZd4jykB7v3E0wxyAiMYJTGX34tPfL8a1SzzBqncO4dc/TRdPbFl4vE7JuvvZIn/9p9r73poXvvptvvuIMefWyCMAdX2HmHbensU06kex5+nF5+423q0b0rPXzX7bT5JhvZ55e1IJ1mz5lDBx50CP08bRqtu/ZaNOlbyxyU39c6GtT9bp8736dQzLmPrAykW5voxbE7dPh91FZAQgpxyl8BYiI1PgOQo6FDE3yHNthgAxFLgfmV63GK4iLYXPDyQBEIHZ3gO4mEAORnmAcH2DZoKINYBOyV3K7If/V8qvn5a4pXVud1wG6lkGdcoGQwEXRbtn/EEltS0iS67SovHvke66oSWfDdEQwtdJwTbAqNdNnhDtBkgl7MS/rxcKllwiNu4bc2de9WcQ4QTDXlSbtdXeIY8yIpt58vRw3BbJZuGZKSSBZgAtx9+220ycj16Jtvp9JxJ40Tn6HDIV/PutpaWrB4MVVWVYmEk1p+JivjT123ZaBiPWXsiHtoS3MTLVm0SMTRXXv0FNOm5e94LKNsBGLhAF1xwXj69IN3RSEaxW1IBq+6/gY6+rjRIu5YsnixYKSBza4YiQr1tTVUV1tHffr2pWjEOjaIgVUcy2+nUDaI/cnsDFTsKZKdqAUbsN2QSVBxXIkWL1pE6XRKSDPFtmvenTaBpUuXUFNTM/Xs1VvEkPZRME0RAyYSrTSgb2+7kIJiM64DXIu43iDH5AkGjIdgxOE4VFRWWn6ptHyoc8TVlU9+qOIYoEhz7rfqWcHVfZk1iVDnfcrUPdnxakmQPVpKEqd86NpfrIOquscLa4WcmEqsEyR4eR0HlexRX77skcv1uKROveddV5mlgS2B5PLLlIypmL0ESAU2YtbzT6asp7NO7DnL7qDJ10lusybn7drenJjSmSeLE4UEMkc6qtaZd1Nkz4BakwdbPuJIHE08uwXD4vxqaE3SqWedS8+/+qYdI+G+PO7kk+n4E8fSwQceQN9OnuSSNeN8P/3Ms2jsCWPopptvFtYrqoEYrtv9Ru1F404cQ2effxFNnvIdDRuyJj3/1BPUp3cvR6ouVlSnLyZOpGOPO44WLFhIu+6yM738yqsdOjZoy9gJ8OOndsz8+v777wuarOYCFHvFlgH1F9UPBGWqqlIIoAIjGMP0kHDBEwmm+KBF44aaC3hCKXnZqoC6HagHfdzIMIaLgCIcFV5ZgXCMMJwIg0swr5D8MgwyxQ1dygfl+GwztOQHDvWxXeU9VyqeffAuuvT07+iUk0bbya9cIAkzYNAaeZ9b+3v51QdU/6p793NLPT1+y9+vt+mWFInGhEQE2GWvfWj8pVeK9zDxLysto9LSMmpO54ct8ZIS8Ze/LMnm8yi0YNlq8bmbg+9yqzOlZeXiT3llLQ8lpWUUjXvfYMrKy8VfVCaf+HU3aPBgz9+gIovvVHKpI8CUgV3YL1R1LMCoH6OsaYok9E33PSYKH5C5IBkA/z3cW55+5lnRQQxMFcUWBvAAAgZw11deFvIUsDhRFMH5DR89VO53HGWxAPBbeOPd/8hjIvmVi+dfeJFm/fGH8EH6u0mB9g48EGor+XouQGr2IQGvIcVyWRHgJwSPUwBSRTRNwR8SX8sDvDIRP0GOD7k8pFqQ0J966qnis1wgHltRTLayoZJYyiJQh7doNuMwtPBqSOaWkguCuY4El4yTlP+OzdBSEq32VS9uEzx8zx105ndT6KQxo+3kVy7Ku3QR3aIdqESSkxQqhKLiOPUbmP9wx2MagL/feocd6cF77hSNqoCxp5xORx5jMbfQnbKqulr88WSOQkVFpfjLXZZaT6/VdcVxOcfcip/c03ft1q3gvHJRVVVNXSqq8j7H+oAhJrYpxwMSD/SFHurxwIy/trYMWZlAog3//ZV400c7AhJQSP7pAXr2uRfohdesRDSUURhD0ejqxptuoltuvVU8l4OAwgHFy43/uZ7uu+dukfwG23jrrbcW38EvErLhrXa0GmPhtyiqPP/iS0LxkosHHniQioqKBZEAXVY7C9oidlLz9dFOk1+4GLy67nmB3whgoI2HEphargjwnECSDP4TMPjGfObOnSseYnBjxcUJZsrKRrZuCWllpdbdUXb7sAwMQxQywCIJUX1rioojIWpJpikUBKUeXhCgr0r5T2u9RaWHJjteTdmMYZkAmni1KiKoHAgKvcySB6SJPcBvM6YWzKviKFZFgFUXAgEn6dIqJY5gCnmhOW1VOqqLnAptvLgyr3LCoS5xnvPhFdyUDEZVFVCsE9sQFR8l2ZWtgiZU5wZXSN8JnVVpWqzquMmaDhR3caojKgEVk9VOazn5N+mlLU5VDB0oOdvLZSqK76t60MMfTqHFc2ZSzz79qayikhpMnRqaUoK9hkRK7niHaiiAyqYCr8qp+KgkEvBk4qluiS2MHZWQlTi+vzjU/CNs26O8hCtRI5sKiPlL41zXuhvMTF1uV1HA9Kw2kapguYxOY3mVbm5q2iAZWdzoki3S3vcmOb8x2PE25XXBK+qgfwPF4fBy2WYw0cen8LvTmXm9zX5ilUllIKoxU3aTdf7U4/IBosD3ir2VZSwu/r3ZIvcjqzKGeg6wvpOsMbF89r0hr0Wj2TGQTixz3ifrrHnqlQ5DM1BWmcc6yMoxRHwvPw/UzmX7w2EwGNJ/y+S+hOx4KoYbjJ4VMgssRlUgzh5ceAWXMcvsr+V68nkGuzmdyMziLsLQ1ghFqcm0jjM6j4Hxi1d4scCzRiUG4IMHCRjMvFV1DsDDBvxh4GsEjxckAJDYRktn+ESq38IXL5FMiSptMBQWXTMtI2mdUk31ImkGtkxnS375WPVAJ+C/Gj8p1hceWJCcQmdemHGvCDD4hlwMrC/4LIGdgmsD8RRYY59++mke82ZlACxSMYZizDCtRBUkirFwUFg0REJBYfIeCsGD1LDtHcB0MCRTw2iFfEeOf5G45bWFL2AyL1kmQvbI7kM6G2/U/Zk3NFFxllhHxd5gjAxdi+Tdz70YVzxpEw87iaEwJNpioQWeXOTPeOJDveO3EZ5kUPc0flfnhSeNxVlVsYCLQaclmVKA3QvC8j7KYzfOGG+0GyzlM6nFsuS0PM5Tq4yQZcttd6TPpk6nmiWLaMCgwcIeIW0IXw5MsVz/TV4cDMjJeEgTZvtGLd5cgXm3aWrLXZbqRG7NM39avp+yHuvEj6eKZVhI5pxjjBEV4vFTbkOHnPNWnW98mYEcE/G836tYibO9+P1YnqMhV7WV/V4Z3sNDGMw5/KfOax5HcemxakzEZcG88ReL3/K+58QuI7X8ebLtVA3GXLEGe34QZvYsthO/SbbmxS+uqrNig3KGGlumMnXXeFysYkfGLnUxw+zlsPV07Ufps8qeAdV28nV3jS3hSP7+UI2N1P5G06JAUDxXgICBZ294DUP2jvsC7kEohgCIbWBromyF0BRCMY+hqgKTEx7D8OtGEgyFQHjYqd+i0Ag7CqFuwviK1yzsLXRKtjYLGxnEWZ0p+eVjNUx+waSbS0j+ClC1xMMHjLcxuKrfgwKtLjbQ2FX1Hp1S8G88pIBxAsDnAtVMPLTg9a8EgX/b1BEJr5Iq0b1HGBSKz02hvzYDcWpNWQNqc9J6zcg74t9RporBoeMUf1Y7xEvLqHLdkXmfY2C30in+wesowJGCj0vEL1x2KIiuSDLo3WTk+rTtFpvZzS4AyOTRrIEDQRqkXRzwsIPUBB53W2+6EfWq7kIPPPCAoPHnQhhYZzOW54YKPgskCDqLCbBg1qzk6mVHYjb8E0ABD39/BzCwR7UeFXcucUQiGHES4ikwHJWXFx5uUOVXJuUA4iZYQ0DWiOYu6Pi7smBfD2BsotshHoyFNaAs4kh5Gl4FG1cWYv4/l5FKkvlon4DtQ8+ejmxM4e94DPloH7AUKKYroeej/UOPFNmJvj1334UenvCEq9MryCS5vo5o5pArn1eNGcA2HrXHbtTY1CR89ry6xoqCYSZlFb8F2cMkTQt02vipLWInNV8f7TT59f8B9MTINMPcmxt8oxIPoHPjoEGDBMtLdY9B9zuV+FJQHR3hafG/AA8/SJ5h+fDgsP1i0PUQnTlU5aBQJe9/gDCxDwaFNNJHx4EgA+ruSq2P9g0E3KJds3/QOhRM2TGNIsUUi0XpuUfvpT5rbURDhw4TBRIYC+dS9ZXUBoAPEgoueMCHT9KagwZQRZdyeunNd+2kwfJXQBY1REfc/GAEni6ooEJOBkk+kg0wDffho63GMcRPuZYPeFhBNR4MSMh6URTEg8W8efNs6f4qjZ/SCTKlYbNAG8RPkEfCNmI1UDZ2KnjZPvho34CHntlG17GPtoPqOAueYL8+fej+O2+lTbfdSbC24EV3xhln5Plmb7fddsJjG4DnMcZ2sLtwb9ljl53p199n0M/Tf/lb8ZNSL+TCj598rDbJL3R/8WKLKcN7+Lpww/uhQ4cKWQsYYaBMKqDlsvr+fwFkLGCSwUNmjTXWEIk3sAMyS+eTUerQR/W4Iw2MlSgJJ5PusXkqeqzGJYzK/J7fPNKtloGrfA8Egs5goksDRCATkPNStHpGqeV03GQLM6KXQWF90qEAN7H36nNdcyRrGSnJi7Pl8GpPQBqhFoKS54VZB7YY80N4+J7b6IG7bndxphYvsJomwER9vSHSQNvI0GmH70OnH74vZRdZ1Fu93DkGFQOdgL4kbslem5gWszRiXS5NzDi/iBniL25O5UkduVxRUfxbWtOe+xM0ePxxiryi2Jcw8/meJdwMX8vL6LcyWYFiDfL1UExsLxkElyrw7VBSSW54W8zMrkKSes4lCy4DXzkvl3Fno9MUwVw232XELr5nJpt6pVXtzXRx5GsBLZq3bXyd1boYQeYt4kXX511v5HudyVaKGKU8w34v5m0YFOCmp4n6PEN7T3o+Y/0EujrdZe31YAyEbL0VNGRrF7MFM9ljMpFneK9+w6WO3FxeyR25OWumlVH4U/I6DjnrqTFDfnvd+UOH3E/KZDXXPNVMp/LM/HVyPGM01SWRSQUCXRyje09av8dTKv+NVmXt22yJI2PXikrIQCUxYK1nQ5NBra0J0ZEOfpNrrbUWvfDCC655QiY/fPhw8R73DiS/II1HgqCqpEgkvpA82HTTTW26/qxZs9hKBd3mtvbK5D+1oRo6Y8YM+u2338R9DfeTjgif+dUxMGrUKPGXC2V4z2MrSA0R0+ABBg8pvPFPW8dPZuMy0pjHlCYLfEHeHIbdB+1bAR8i+PjNZT9qUvlA5VJ9sd8oaZKyjBDvXdIo+T37fZrFEOpzmMLbqyHfZjS+7iwGkMFSmC2Hj7vacnIHXAnIG9iqWyYSnzC3v+fO21wJv4UyfkLzqRFryvjJNOi044+ks47az9NGoEg2cOLNkriUU8nruBSSb4eSgvIhUd0JuPohzdYTAnLxfcq0JaVe4IbzyiFCY7JFo4Ac0V4P1zBd2GfV+dZ9Dqk4jsdcPFbKyrcu4322APudy2JBNtLh0n8uF5QxvMnibtXkx1pWMN9o3l4Pzfv8VvPisl8OJSdkMVWYzT/LpXQ2Q8fIN5RnthG525P73vO+qtaDywVl4wiv6fIWlVGG+dxk3/m9LRnkDTSUbQWLzdA9VsFg7+3vXf+Qx4tbQchYnsc5/HjYQ1yhfaMsbfh2qvdenzF5pqtBWcxqLgLosThlEcvJ9Vhcb51/kB6iiAI7CMQuHPvvv79oeAWgIQvuHWATgzkPOTUSX2AeK7uhXXfd1fV77BNPeat7D3aa+MlnfrU9OkXy6+8ClEx4uMDgHhJIVCwRzME0Dx2MoE/+X7DffvuJPwXlEbNqoJEeKyGjdVUu85/FRhusS6d+NyXvc7D7MLhyfPvpij3h/gmURIKiY2JdAS81H+0Ptjmvz9brUDBkEk4BD/D777cvXXfddeLfKIjAuP7dd9+1O+dde+21ebJHPBhCgjN10lfUpayEHnnkEWFuj+YoYG39f7H77rt32G5FPjo/rrzySiGtBKN+/PjxotIOr1V8jgo/ksgdNX7Cw6roApszRnRmjFx/Xfpuyl+Ln6Z8+Rm1R0RDQcrC282n7HUs5heOl8+y7FAQiS+GocOG0ciRIwXZBNh5553p8ccft5nAAPxMuewRRRSM6/CZrG+wOosj/kLyC41Y/hf48ZMPWt2TX5CMIBMNQz6Oddddl6ZPny70xddcc414wMFDDDxc0D0SprFtgdY5sykTddgZ4XKn20tQtu0O6E4llReybPNK02FqBOplYJJrOJloJEEoVpWEAuaQ6mfuFthWJr2ZGZhzJlFCGt7zahE3LW2QyRvFghLbKRkWvNKVZr/3Clh49U2xvMqYqXucMb+m//gDjR0zmjR2F503f4EI3DCY9qqusJaTTtPYHTeiTXbcmBI1VkAd7+UcgyhjzoS7WxWjsgrHPDiVtZafMZxjtLTF2c6uxdbv45IhBhSx9VQMtgWNybz9OWtZi1h77ApVJeT7pjXtrW/vWpy/bxkxzTa/L49yE1lrXjqrmhhs36mW5LzrJK+qqmpyLJTP8uLVyjLGDLPJfdzgk1XNMpKVlJ7nsAwyCWffxgZY1Wd9PacCFSqSFR22vXFe2Jfbx6vPYcacVKdYgJXOhWdeDnilLSU3RB0XLKGYmf6qaU1ewlVtnlljCQPtotVvoqX5jSdYlTIgr1nOinObqspzg7PFJEuMG9rX/TDdfh+tLM1ndjHn26g0uo/1cBhTerFMyMiKs0Aza4ut2KmsQupQ5MmbzcXW2WahMeN/28TfozIpPvZgbyiTezFP2WyjKcSSSQi8EmkcTPrmy4l0+H57iXvE1tvtQJO//kokteB1hPuASn4BO+22B/3njvupR0mY1ho2lJ5//nkhkbzvvvvE97X1lsckpGK5+OCTz2mznfYQ7/v07SsCvb59+5LBmjp0NvjMr44NPJh4SVAOOOAAwbZHR1Q0GoI0EXEW/n3ssceusFPy/xfZZYuJyjlT1Lp2ApFizwYctjk9Z0owdomeavRksQjmPGdPuMyg80NmThRymvc4H/K+MureyZk1qvs2nw9nWiNJIF45G4eWDy8DdXcDG8nEJqKffvieThh9vOv3GAPt+Km7HK+zGTr1kL1ou4pdPZuLBJRhNxvTI4xplDXVyjjbxvrwUERun8uAXX7GYyJ+P1fbWduiOGDYNx5sYI8dFi7IYFam7/lsMevrfLYJj2FtJh8/7vJ7RlJ3LVPFb/yzCGeGecRPNruJ3Y9dLDAZd5ixUs8mQurez5l4KmTju4ufl7z5g71MWj44K0ntJswTzbysZep/iU3mMop3sejD+de5iuNc8aaHYb7H/uTxF49RzfolzrQeLHgVh7kY8vy9ZJCqpmICTGHgtZ5qvHLFk2zb1X5wbZtHDOteQP5+dpnfqxiWNd1oCTjnTUAPUItQ+Bj0xGOP0FmnnkwVlZW008670rtvvykY7xUV1jMXx5nnjKfzzjmblixZQsOHDaWXXnpJxE+q0c+0adNc8RbHPQ88RK++8ZZ4v84664hn96LiYhdLrjPBZ361PTp18gu+EYWM60GrR1eJzgitpJLMRu9BpDPitFNPFX+2DJSIBg1bS7wi8TXzBUt/3vxTfnWzvaCqOCyCqoUsMeajfQNSCt9ot+OhRUo6gY8/eJcqKypEAAbZ1g47bC9Mu8EEdskWpR9QNBajaDREhx5+uPC1UJ0g0QEPQd2wYcME6yuRcILaPfbYQzCKFRD03XPPPaI7ESrf/jnkoz3i2WefLfgdCoiQqXRG6NFi29B5dYqfuKRu8JrDxCsSX39+/pp4n108N7840U5QEg1Sazq7XOmjj/YFJHWtpKF/zDoSkowY8fYbr9Nmm20mJOrff/+9YATD8+vRRx/N+10wFBISRBT9YCMBL9NPPvlEdB1GIREx01ZbbSWKKRzoRFxfb9mJAGgqBH+xgyGF9+MnH/9PdOrk1+oKczWSPP5dqJboXmhuTVBxjPtprTosblp9ZBadBYKxj//5brsdCuFggDIyAVZZWUV1dXWiDffBBx8sWFuQLSKZVdW1Gy1dvEgwu+DxtfbITex5jD/vfPr60w+FLxKSW6DaI7D79ddfhW+Y8rzAb+E3iWKLvfxwWDBqPv30U3rssccEwwzr0NkARsvK7i6kWDI+fLQVjJRfgOpoUIoDHx0HiJ1E/OQ3K+hwScusZJpVVlXRD1OnCKk7WFyQMt5yyy30zDPPiO9qli4VcngktIqLHSbZbbffQbvstIPwVwWTGLEXzoWpU6fS4MGD7enwW8RHXI2FYiGaoMB7FVYU8AfrbPFTW8ROar4+LPjJr1WISJcyyixzqLPBOsbOqrD00Vkm6eFFrJi8Q3Bas7FgpngNMOo5hSNC9mNiOhnEcdNFKmPUXmk+rjPT0oA0tEwoB84cE85Y0JpXrMSZZ4LxuxXdn687lwAoNCbzf8MUghSLOfOvkDq+WNMCZwKWLLIlYg1L82Rh2dZWmvfiK/RbTT1d/OrntHlVBR3YpzeF49Z+7ra+VcVMpDN0wUOv07yldXTXuENo2C6WwbrB2GSlYYv6qzNpRdTD0D7K5AXFbKMURd9rf8XDASoOB2lufatrf3HDWi/avZIycNkjp8sHpDSRE50VzZ1LSxPsgMkePC7ePj+E6ndSsSkXJF/YdC2skYEtEww55qt6hDV/kPTwrGxbL+blITHRE43OdsqGEQaLnjLsvbp5tLL1UKa6XKrJ56lo5LbMOGffcAmwkmcE2H6IymuJyxp1afrOzWazUo4n1kmTtH0mnYiw5Ssae7C7U3FP/THNfq+ub7SDzpUQZuusjrdAstbZzkwi6ZaOSlmwQnEva98GKp1GITbqHe+GQJIl2uV4o8z2xTwb2PtGK0AJduubL2sUE1g7Uu/iNKHQYlbAxEcQlwRAnk96vDxfBspkHstarX2IX6ZMjD8ZigYDtOsBh9PvM2fRo48/QUtuvFFM071Xbzr4+LE05pQz6OYrL6Fnnnueqrt1p4OOGU3JrElzGzH2BOnRV96lJx99mJ55cgIdf7wlG0IVc48996J7H3iQJjz6iKho8uMK9Onbj0btfyDtvfuuogoKqf2XX35JnQ24/rSVHGz5rbpXX2hFcXsMAfSSqnxpkpT0A2qkDvGna1dzksa8Bh2QBKFJiJlw7vtcAmnkGN+L92ysVtIrfmt0KZbUPYMVTJQkjg8T/L3XJcRjCPU1n6fqj8PjkxAbq7WkXEPG9tKTzXn7CU1K0r9ajPn0onnWcuLOfZvfoQNF8uGWyVD5/g7bjQNYQxNm8u9IA53t4DYKCvVq3dk9syhseaYqa4nlQR2PQg1/1Odcvauxc0itkjsmct7r8nMex6nN5OOX7tJaynmy97wPlPoZlx3aNgn8XOQnjrR74acPt1MIylifpw3VtG4rlPwT0NW0wGCFW3WtsGum4LOApom4MCsbDwR4MwpuASHN77nUkZv4Z+X5xNdSdOEGQjyGZc3EWuuXL3tUklK2vwxmNaFiLd5QyJTxS6DEseYwmM2GYwvBGxSk/pJJP5clcjmi17pz+wzHLsfIlzW6ZKTOGKbGU76/6xJy23SNktmsuM7wzHHiWeOpoamZbrr5v9TYYO3TwUOG0sVX/4cOOOhgOvXE4+jW22+ndTfYkHYftR/VyWu3pGtPeueTz+n+e+6mZ596ih588EHxeXV1Vxq1zygaM+YEuuTii+j222/P29Rtt9uOevbpR3vtsZvowj169GiaOHGiKCranYE7ONoidlLz9WHBT351QpgYPDupFvqv4tS9t6PJ775KR28wlG7+fCrd9c1P1C0SoREFjKRhmPrgGUfQM59Mpn2uuId+2GFPCqnuc6sA9Yk0NTM5lo/2D1SgchMbPtofbrn9Tlpz3ZH09bff0bEnjnMFAEXFcTr38uvolAuvpkSiVfhZRKQvIxL9F1x9g/jzOsowyj969AniL2hmBGusLF5syxhHrr8+3Xzzfz29gGbNnCm6H40ZM0acQ8cddxxtuNHGNOmbr9t8f/jw4WM5MP0OJqcfdQBN+fxDOnXfHTvEqSJiJ/9W3KGA26R/yDpG/DRkPcRPU2nM2FNc/nbde/aim+6xElctzc0UiUYpLDuZIzn24OPPFJxvRUUlnXPeBeJPNRjhyhswuxRUyKYSqa+8/JJ4RcOVSZMmicZ1Bx1yKD32SOeU4vtY+WgbZ1If/yz8B3I6ddT2tK5eQ5/9uYDu/PonGrvxWvTEphvRiDIr+ZU2DFrSalVYmpNp2v3eF2lxXSMduPVIKoqE6eOvvl2lhywWClB1nFWgfbR7gELsJ7/aP2698y7afOMN6cG776BQQHcxJDii0RiFwtwG+a8DifKioqK/7N/Vf8AA2myLLeiss86isWPH0jrrbUC33nUvdTpZi7GS//x7m4+2P3FX+318xtEH0Y5De9Bp++7UIfYFWLxh7ibvo93Dl2B1nPhps402pAfvul000OIsSA4Y0Oc2l/urAGMef38VW2+zLfXu04f2339/uuCCC+jgQw+jCy66mDoL2iR28uMnF3zm1ypEeOBaFC11KKtaRU/nvQy4XB0ePWIwTk8NVvUQr9yc1WxYRhSNCylU+vfv86RLOu92pLqksG4wVGJ19olHvBlSLbpFn21KOTTaqqJwHmW8WPHu2XbUSupsruROSfZKWEudEs1Zz+DCn635NNXnd4YT0i5LStoya4b92c+f/0CHv/oJLWtK0FW9BtH6tSGaPt3qgAd8ozdS92CY+va05FJrl5XQPpfcScdtP5JmL6qheMAgs7mONCZPi0at4Coq9wFQFI/l0fHDurfssUl2TywKOdsZkQEbaPGZrCm+QyCnoGZVxlo4dmdJsnK5z0rZvgsy8ryWTeZ13NGkllJnlGyXT2wwX+6hsY6ICcnH5/IDJBVyt1f3kDRkGf26rNTpJBjqvYZ4Ddc40lYuPbHlLrXO97qUEYaLqz1ljfb6Mu2ozuS8QalPCHHZi7o+TGd/Zww9r9MUzllsc9YwXAkPRcfnFHvV5YdLITM6k8rIdeZyVb2pNo+GzjsDcqkzpCnWBrFOrvLVYK2zAjEm5ZTdTrOtTD7Mpg1K9pNL0iNp/yYbb4wFTnfO7JJ5+etR5IwjqgtShh1jr/kHezjm8PY+c2lQWPcoebx01qmVyyLNUJRMGayhYjm/MUkt6awYf4qYJIKf/1G59/gYxaudy1qt876BjWdxdR2yca8kwiRH8kJ2xgaN3n/nHZo7bx51ra4Wcnf4Zfjw4cMbgerepJc58mYjmt+Ve4WiNz52qHHfYPdLIy0kjVqiARp8OR2T6mczeeORye6jppT88a7CHCl5+bs6EMtxn3df5h0P1dCTZPcxboegplUyfjFPKWYLNMqO4ACL/VTHOZeNxjJn2vTC2eK15c8/7c8SNVb8FevqyLKKSpzjEUjlS7R4d01JCHF1PHSkkI6U0yXflO/5fZ3LFZVs0roPq32R/3Ae8pgn737JYzb7Nsy75rnkcdaLzj5zFVRsjWL+enDWMT8HVKfyEI8B2O8MD1JiRMUa7DrQePdAuf6u48GOt5aKuKxOxPp5PHN4feZKcfAOkB5dFnlIprYf+wvSxBT3zuBdnPn8Vdd63lXbo4MkO5ykKYmih9zPJQ3kUkc+T7XPeDGLSxzV8wfvsmivG18RdhTV2MHll9nm/GPDf6MkilyWyGWTalou/eay4wLjUN5yPKD2t4qfEMP/WZcQMTwOY3k05DleqaHR67zh3V25BDbM4mr7Mx67yo/V40V1RTlN++knWrBwIVV27S6Sbn785OPvwE9+dUakWu0Ba3XFhJ9m0JLWJN3Rbyj1DOczquK6TpNbG+hQ+e9/9e9Bc/9cQL8vrKFrD9uZNlnH6na0qoD7JRJhfrPHjoOky/TMR0dAWTQkAmt4fv3TQNK0jzTC5/54namyv7Kr+z5bwMeqsI3gPmI+2j+QZ7KKUJ1vHO2scCW+fHQIQJ2yqCnRLtixwWBQxE/wYe1saIvYSc3XhwU/+bUKYfYZTmaZY4ZosgDLkGbqJou5ONtAmW4XsSqP0Soz/Jz5hYpEKEp6l+5kJGRVocYxqM7WOob7qmoRqO5lf6T3sbL5QVYlKWMVl7CktfJrKKg7FQBl9s4NMRXrB8wmBV4cKQlb6fwSw6loBJc5jJLkj1/mGfcrlgjQusCqWNb+Oke8fjNvCd0/9Tc6YnA/6hN12DKlrOS4nllEE5oX0v2f/ERbVFTQI3/8QT17dqHThg0U36dn/mRtb9SpihnKCJJVU6KsakaMfeXsL1ZRzHgYnModqUsmka5rVMbYI2URa992iTnHo4I1AygJSJPMlNMeWOPVKFXBYueNMrrka+MyyffIm/IqpykrV0ubM3nsqgpeDSoJeTKmFKLMUFMrt5IAkaEbOvP87hP7feMs69iWSvaQmFdcsYKcfaMXdclj2vH7dJr9Q61TjLGGVKWam44GgvkMA1Sfo6GAMNkNM1acXaWMOownQzEs2T4MsepdWFXhwTZQ25FwWI658xZvKxzWHGXkeamud1HkZxVgtUxmbq8YX5wNVlTt7Du9uDSf4SAZZvza4wbUyTrLQDranTFNGTPAWTnHWF9j11egi8U6NUqqPY1tPU2rFTuDjQ033z+B/vvgk9bngRDNnz9fvF+ycAFts95Q16z2P+ZEOuDYk8R1p6Cq75BGK7TIcwlokokz3pC7MWXtpzRjwfLba5lkgcWSzv4K1s529kO3IZQlv8ucDx+FkCnrRdkyhz2rwFkRnPqlhnp26VKYs0eUmTRraiPGFozXYHu1WGOwRi3ezBo1H8YMM9S9ld2TIozd5DCEWOMUGQxx9gRnN6k4kD/j8fhJsZbCJmP1t1jMYb2JxXsc8p5hNDnjUbbWYcarMT4gGcBi/qWymQvzJuXNTbSoxfwNsns0N9UmU37O94eig+WY89vbsYIartqLmAuGbT2HhaXiUB53KIac675tOPcke3sUUyenAY5tXM6m5TGT5uGIr8kJuB03b56jzlV+jFWzIutzM3+Z8t4c5AxIdm8MyGNvtrBGB9wcX143OmdVy9iWXzP8OcReH8PDXJ7DxZrLtxLAL9B1Hd3XveJNFwuMn0Nqlmz+IfWeHS9lkl+Y9RnNZ4axeXolv12Nw1TMyD6zYxk+HnEoQ3sWn3NWnmoYRPz68ZiX6cUMY+oFgzUwc7Hy7AmsbdP5suU8b77vUbrl/ketecrf8vhpk7XWsM/BI8ecTIePOdnaZHbNKSWE6cH448zcLH9MkV+4+1UYeWODzsZqvdkaeyJSQRKh/GvYh49C8JNfnRHpBBmLneTR6oYLPviG1u5SRicNHUSNf3gkEfCgrwfo/LK+dM+iRXTzzJm0SZcudPrm69A/BdwoIMfy0XGQ8I9Xu8TaG29J355+geuzrl270qJFTAIk8cEXvsF8m7eyX8nz9OGjTYEHrFZfgtyRIBI0K2706KMdAYkvH+0L62y0GX17ytl5n3vFT59+NWkVrtnqhbaIndR8fVjwk1+dFHrvoUTzHA+s1QlgbKxXXUlBXtHyQO9ghO4fvp4YEFCtqCr664aLKxsYkroWh9uFHMvHX0MsjMolEpb+DaU94YevP6PjTjzZxfxC4NatWzeq6mb5JLqYXyM2+YfW1IcPH+0O8Pwq60ZmfX6y3Ef7BOK3SDBAGb9jdoeBYn75aD/4/puJdNwJJ+Uxv7ziJzC/Bq6/+T+2rj58/C/wk1+rEEZRBWWLmGEre2ZWumWNmYRzE077N0xyp0m6c4BR8TVpEm4unUMhaRztkik1OxVNJYsMMBmSnpLSqYRDt+Xm3WbAotTyVYsxenZUUqA5Lb9V+tm4KN1avhkpN/k2GAVfj8TyKPapOmc7knWWAMmU3NluxTFakkpRMBqk4q4OBTgjjaqBpbUWLbp5kUOjrZvlSAQiXSzZYxmTkqn9qfcZQl4oltThrDRiz93mZsklb2IBmjJ9jOgaza5rdUkdge5SOljFZI/hlpo86q/LYJSZ9BtyXbzo04UUBWqdueE3n7ZJulYqKj7QkLC2ibPX+PdKtqnOD7FubJ5mRDaCiDgSEi0czTNgzyx1JLz6vJnWd5wGzujq8bgln0uzg8D9AdT2pUzegEDuJyZ54xLeIum4iY/SmYw4zzPMmlZdvq5LV8kLEpYsULxnRsSalNcYLc73BpcbJhN5JvecGk9heW4wc2H1G2VsL+aZZnJDD6kC/0zte01ee2Kdi6zxxizON7EHirtUuyWTeB93xjtT0v15IwMOU8odXRITNfZw+r4H7d+IONKPU886V/wBzZFyGjHEaqbQrUdPmjp9Bv1ZZy0/yTj2/Bxp5K6sHv5uSuLL/RPUec9NXPl5o8bIGDem5YMkjh0bhzsDVIehlT1PH6snzGgJGeo+weInt+ULN0b3mAc3vZaye43J8ITJPQydwf6KWsvSuDRKSYWkbDDPVFp+r6WZRQMbzwwPCZgadvl44V5p+VJA9qgkR3rCkXrpqdb8cZPFgUoibzdLyZVwyfE/3IVJ4eWKphqYSX5LflMaY5lzjw7w8S4cd8UkYp5sM+0mLWx/Gh6xCI8rbLmgYVKLTKS4xl1pw+FqxCOlU5qUvebCVBYkBQzW/2r85EVE49vh+o2Shbm+NvIbpnid1Dy24+9tCS6T67FnBT1pnQMG2zZdxj0hlwm+tnz5Go/r1fnGrhmvWB/JSnh+4VX9vtDpr4zoueRYU+c3v+ZY/OO4rrPzjx1P+7pwNTIw8t8rKSKLXwpB7WeXGT/f93Kc4YeYf6/J816NS3zscI9BbOyRn3Pptec2eZy/rmcCactw+riT6LQzzhLvm8NWHMfjp+9/mUELpTExP1z8vFXnOD/uhodcliMr9wq/tnkDgpBqTuVqYKCahUk5Kf+ug6MtYic1Xx8W/ORXJ4XetT9l//gh7/OfZy+gR96dSD/9MZ+aWlqpZ2UZ7bfzdrT/9pvRB5N/pCdveoQymawrYNtk083opNHH0ew5c+mhp1+kL774jBqbmqm6W3fabIutaN+DDqapU76lF595ispLS2n0SSfTwEGD8pYNhtVjD9xDUyd/Q4PWWJOOO3EcNTTU00333U7fTppMlfEoHX7AKNp3951FILSktp5unvAifTHpOyqOhunATUbQgVuuK7wO6poTdPcH39Cnv/xJIZNo9xEDaY8e1dSQTNOM2gaap+t0xHsTqYsepM0rK2i3HswjiWFWspWer1tM89JJ6t06nw4Z1JcGl5ZQzcIaGt690v0AnErThLc+oZe+uoXqG5toQN9edMghh9LcefPpk88n2hGpunn16NGD9t1/f/rg/Q9o4sQvaElNLfXu25dG7rgXbbLdTlS/bCm98dzTNG3yl9RcX0sD+vWl4Vv9i/bfd3+3D4OPdolwKEgpv3LZoaD8unz48OGjELSSKjIb8v2yPpw4mZ594z2a/vssymSzNLBPTzryoP1puy02oUeefZne/eIbMZ2pWaE1vAT33ntvGrX3XvT9Dz/Qo088Q99NmUKpTIb69OlD2+/0L9p7n33pxeeepY8/fJ/69OlLp5x2OnWpqMgfuxob6a7bb6FZM2bQRptuSsccP4amT/uZ7r/zNvrtt9+oT/eudPKY42iLTS0m62+z/qCb77qPfvhlBnWvqqQxB+5J/9pyY/Hdn/MX0U2PPkdTfvqFKspK6Og9d6Td11+D5i2tpSffm0iffz+N6ppaqW9VGR245fq060jvBkAf/jSTHvhgEi2sb6LhA/vR6fvuSMO79/Wctraunu6d8Ay998U3lEqlaeiag+nwI4+gTz79nH6eNt2ZUCYEhgwZQjvutBO9+sor9NU3kyiVStLgwWvS/ocfRetusCHNmvE7Pf/M0zT1228o0dJCgwcPpj0POIS23npr/8TuAAgFA5T2Te87FJqSnatA52P1hZ/86qQwahdYyRiWSW9uTdKWZ/5HJK022mgj6ldWRr/++isdcdmt9MJHX9H7k76nfgMHU1VVlW3NaRgGnXnu+TTxy6/p2RdfopKSEvrXv/5FgwcOpD/++IOuufRCuvKi8yibzdLaa69NNTU1tHDhAnpogmU4zfHNxM/p6gvPpW222YbuvfU1WrxwAT3/1ONUWlJCu+++O/3555906Imn02H77U3nHbobbXn0mWRoAdprr70E7Xb0nc/Si1/9QDcesxdtf8UDVJ/KisASLW7Pe+1Neq57BU1fWk8Jk2i9TTelAQMGiHle99FH9M6ixXRZRX8KspLpl8kGur1mPg0aNEgETJMmTaJjP/mG1qsop5nvtdBlu21Be3WrpG7lJbSorpH2OGc8/TJ7vtj+4YOG0I8//kh7H3yEmNeWW25JoZBTsQHef/99uuWWWygej4v5r7vWcPrpp5/o0rFH0r/2PZg+fuNlUe3aaqutaL1B69Avv/xCN599Ev302ft06c1328aRPton8PDj11E6FtBR1ceqgd/t0UdHBTcJV/h+2q+00xEn07Bhw2jdddelcDhMU6ZMoX8dOpqOOmAUPfLsS7TZZptRNOowTBCbHH7UMbTPqL3puedfoO7du9MOO+wgYoVp06bRKSeOoXEnjBbT4rfvvv02hSMRGn++27MQeOqJx+ju22+lDTfckM4/+yz6848/6J47bqOBAweK+OLbb7+l7XcfRddcdjGtM7A37X7EGOrduzftuOOOIlbZ7fgzafwJR9Du225BWx1yovDx2XXXXen333+nA869lvbeciS9/NlkO14ZtlZXEa8ccO1DdOKuW9B1B2znWp/r3vyCbnj7Sxo5ciStveWmIt55+MTL6OX/XkK7brmRa9qp036jHQ47mRKpFO2xxx5UVFREn335JT044UmxH7fYYou87X355ZfpiiuuoOrqarE+sViMvv5qIj3+2CN01PEn0CP330NdunQR8WRp395i+59+YgKNv/gyGnvamf/T8ffR9sgydr2PjgE05fLN9doefrfHtoef/FqVMDKk845ujF1lBqL5XfcM3hvGgsakOormq+jk4rNqKVcCZb+00qK9Sur5oll/UiKVpksvvVQkq+rr6+m0004TSZeDDjpITINgAwHTjBmWX1g6naaPP/5YJL5OP/10Ovfcc+ntt9+muXPnioTVww8/TOussw7V1dWJ37755pv09Tff2PRmICWTOIsXWN2A3nrrLRo6dCg99ehDtP7669Prr79OTz75JB133HE0e/ZsOuKII+jlN9+hnr370IcffkjPPvusCDixrgicPvlpJpVVVtP07yfSa6+9Rj179qTx48fTtttuK7brmWeeEUk6BHyjR4+mVCpFO+20E73fpYH27W5p1hPpDD1cu4gOPvhguvrqq8Vv/v3vf9NDDz1EN9xwA42s7EJnvPCh+BtYFhestURxKU2dOpVmzZol9tm+++5Le+65p5jfUUcdRaWlFk0YwS8SdioZ+MUXX9D06dPFtp133nn0wQcf0EknWbr6Tz/9lJYuXSoC0DPOOIN+/vlnsU577bMfbb/zbrbcMdK4wDnGS/+032eXzMuTn2n9Hama6vLI2a5enYE55Vydgjz1xrvdKYkYlzgmZAUvSvkdL7mEl6vtVLdFIKYWmnRkFLx7oZdMz5ZZcIks7xIUtDrgFId4t0ZnO3R5Xrro9pJSziUREUanVp27QG3XA0EyKAPuuvN7RdXmEhXZOVJrdTprmYvZMZRSZL3EkZi4N1TKBXmXRA+Kt0veLB/emuY57IVUI+taJpmFIfL2udNkIldJHcX8i/PXL1DiMBRsuj+X4EaK8+fNJQtcUi0r/q5OS6p7ZgHZoxkMFZQzAUVmknR5MHCc42GNKmOhvHN6SXMqjx3GO0ByiaMa2wLsnIxHrOXXJ5xjVNPqvI+rjrasG6lLZoFt8pAmdGRg81a2EqETKRt8/H/iJy59sqVLrHsgKxgFVOtslyyexU+yMMjlP2ZUSsXCUTLlvUiNtdPnWmPpbbfdJhJXmUyGrrzySrrnnnvoqquuEt89/vjjIj7APR0AI2vy5Mn0wosv0Z133inil1deeYUaGxvp8MMPF4mmTTfd1P7toYceSgvmzXVth1KdLZg/X8Rmr776KpWVlYnEF+K2a6+9lp5++mk6++yz6ZFHHqHzLrmcotEI7bLLLnTffffRE088QaeeeqqI2xB/3ProsyLR9txzz4nvTjjhBPr+++/pxBNPFMuZOHGi2L7ceGXfzdamzYf2p4iu04xFy0TiCzEfYiDM+/LLLxfTjbv6Npr24FVifDTqawQ7+sATz6dBa6xBL774In300Udi/2AdMD2SWmrZABKEG2ywgfAYwnb+8MMP9MYbb4hE4n/+8x+xz++44w4xLeIwxJOYn30sLr+E9tl3X+rXf4Dd2VFPOr159WRj3n2Iy8/s+0eBrn0rUg6p20bWQwrmisO4kk1+HnCV09i5rG6tLFZREsQg15fxDn7qPsqldxy2XJB1MFUSQyYFDune3RqX39GQdZ1kXTVtWSSZpOsBl6VKwbmqeTFZo8aOp6Y6PrP7vhd4zOR5CNn3qgsjt6Iwk/kdJDXWKdw7PikgSfX4zEtaq7bJdVbI7XVNx08Mr5skn7d674qZwnnLjMnuiWrOIn6CfYO0CXHZRrjOZbW2+cV7HmvzVVYxFbeN4BLhlLKHYXJc97nTudAWsZOarw8LfvKrkwIPykKDzu6w/Xr2oO7VlSLJpIAkERJXYHupgA0BE4IIjo033lgEN0jogE1V3qUL1dXW0pprrimCwP8vEFxdf/319N///pcikYhgk40YMUJUHM866yy6//776ZJLLqFAICASQ2BJIWF0wbhxojJ4yimnCIbUV199JZJxCCyPP/54ESgBwWBQJJbAzJry/fe0bw8r+fVlSwM1m4bYpmOOOUYk+LDNCFQRpG7ZrYqu2XBt+q65gd6bvYjemb2AHr71DhF4nn/++a5tKI0XiySbApJXSMgh+QZg2Wp9rrvuOlq4cCFdeOGFIjGGdVbfYV0WLFgg6PvffPGZSH758OHjf8Op48bS15Mm04knn+LZtt2HDx8+8gsOeCBzxov11h5OkUhYMKkUkHR6/vnn7eQXcMEFF9CXX37pmt2xxx5L22+/vSjiNTc3U3FxsXhFkud/AWIGzBtFwrvuuou+++47kRjCvBE3oWCJ9UOMhaTcTTfdREuWLBHxB4qgiPXAwpozZ46YZubMmYKF5RWvfPrTDJH8Ah7/9DuqrKwUBUnEK4sXL6bPP/9czBOqgg+/m047jhwupv1oys80Y94imvLaWyJBh33GEQ2H7OIrgGIkkoYtLS0i7gOzDe8BxHePPvqonfzCstW64vPPPvuMrrnmGvryiy9E8stHO4Z/K+4w8dM3kybTSeNOcfkO+vDRkeEnv1YhUHkINC/zzNaHpDk3N+zm03oxKQzOIlDLUIb16FiU1qzsvsz0w+/xm3dfoQEbbmMnrDbZZBPRzQMssOUBVcrHHntMJL4uv/QSeuf9D2nKt5OFbDJvHcikImk0KlfGWr6HWed2220ngrS9Ru1Dr7xkVQXB4ELyC98dffTRtMcOW9FbH39B7733nvgOyS98h0rfNiMG0pQZc0XlEd8hONq1ezntueFw+mLhUrp7umWKju0NRwJUVGVVDubPylCvXr1EJRXz27K4jD6bNUsEceuttx79NO0X2jVcThuVx2lprJneD1jyy1GjRokADvsLQVxLcxP9NuF6Mc9JrTHa/ZBjRXLxwQcfpJ69etHo086mJYsW0J77H0zXX34J/fDNF4KdBjlpv8FDaMuddqMd9tyPXp1wH7390rNiPvg+GtSoIhawze31Oof5lV7wh/3ebJVNC5g5vJZ2WEt6q3VcNVYVC6jqCWfTsIphWBqzR5gxbSwU9Oyq6byXhpSstBNlEjMl4eTVTn46qEpetsbZTo5wibXOWoSZ0MpKIKrLzrY53+uS+RUtdapaQfZ7taqcjRloshLAWgtjaUnj47wqYjhGgVSr2+BUMe3CjImXtiqGeoPDUEvO/jXPXFhnhvZ6qcOo0iQjzGWeyo6dYqmpc4Eb3nPGXKY1SUtbk1RdFKVohcVSjJQ7zK5otbPMQJeu1ptYSZ4RsIvZxauZ6nN2Lhkl3fKaDURKtfyGDewcUCxYa5nWfjRZJdplbOtliM+mhXnyKaefRYmsSVtts61g+xXDJDCn7XM8kl8d5+arvGRpUf/dzRsU0qGAJ1vMbnahmhOg8MCuL1HV7mRlubZo1+236l69obGmIbYhshxzxWecvSENvTkUGxgw5HjmYtHKsUXcr3JYF4PWGEpfffgurbf5NvY0m2++uYhVVgSw2ZF4QrHxjNNPo3fee5++/uorIdXLBbZKEkXVloj/54ZPKLD17dtXFO72HrUPvfzSiyKWA5seFg5glCEu2m+v3en5V14X7C6wrRAjIX4SbK7tNqMXPpwoEleQFiL5dcpe29Ah22xIFz38En36yxwRj4iO2KEo6UXWfWPawhoxfzDEEDON2mg4vfn226IgicTelGm/0WYDupEWjtDrn35N/fv3FzYUiBdRPESRE2z7tYeuQV+89Bi1tCbo/pfeo/MvvUKw6A844ADaaqutaevtdxQJsN1G7UtHH7y/WBcVu26+1Ta0xTbb0qgDDqLTxxxLydYW8R3WNaiZFA1oFEy3uONidl5wdpKpO2x5TRmbcxYVu+cFvBg8HqyhIJsuY3u4MvbRX2SQOWdAzm/Uh2w7FMvchWDQO25Q68ziRZv5xWKNIDsZA7w5hPoJ2092owXO0CzAoENMqjMWk5fRuzX/jCuO4uw9Ma3aplAkn8nkFZ8UOm684YwXs543BosV5zVlItkcyMVAK8BIt+GxPzk71ZSxuuwZJsAfrRRrj8f8rv2o5s/jI3W+5DLPc36j9uGpp58pmF3bbre9KB7G5Emos99obAU9lSVqOs7M9TgcnPHKWZJKJZJkXsiKBWbHg53IzL0tYic1Xx8WOpfOwocLGrsZKHSrrhIBBOjjSOC89NJLonIIeaPCjTfeKKqD+INnFbDWWmuJwGXokCF07/0PUCadEgwnJHoQgP1/AFYWGGcIntZdbz0hF8QyQXsH8IrvhgzsR10rKzy/61/dhbqXFLm++2L+Urrjx9/ozp9/F8wyJOxQEdymu0wwEtGydFpMD7YbElHDZVIR88Tn79XW0C7ffUPbffQZXf/Lb8J3Av4SYKihCgnPD7DEwpEo3fzsm1RaHKPnX32L+vXrJwJiyAkOPvQwOvCIo2nsWePpmcceoo/eelVULMEwq62tpQtvuouOPeM8+uL9t+jFJx4RwTGCR1Ro/7Wrz/pq79BYZ8qOgFn1TfThnEXU+j8wNTsyELhlfJ8RHz58rAgi+ZX/YIrYCYBVQ1NTE5155pk0btw41zSQ4an4acyYMa74afiwYXT1NddSVaXFwMcfpI//HyBOAXsc8ctmm20uPlNxEP5aW1vFOm628Yau2Ab2DJAa4t+brTPU9bt+3SrpgsP3pAfe/JRe+uI7O15ZtmwZ7brxWvayF9U12TEYsNmQvpRMJgULC59f/PgbVHXY+VR5wFl0zxufCvN6PPhCMop1PvDAA8U+nPLjNHrp7Q+otCQurDXgQYZ5wCriuNFjaNzpZ9JxJ5xEF55zJs3+YxbdfPPNgmVXXBynux6ZQCeccjpdf8Wl9N23k8W8wRrDA972OzjsPB/tE5q0LPDRcTza/OSJj84Cn/nVWWFkySzQynnTkesJ9hL8u+CFBb8tBGegtwOQG+bKHhFIoaJXV19PRjZLFRUVItGDxBkCJ/hD/F2gSgc/LhieJhNJ8R7SRyxLLRP/RmegZKHvMg2Uzhqu76piEZq4uEYElkjQocoJn4plyRTVJlPUJRKmiKaL6bFsMT/5UKzmA+q/8uVCMIskoZIZqPeoloIJ9vF3X1FTa4Keefl1+vfZZwtfCyQWDznsCHGzuPW6q+ihO2+1ze/BotvniONo8PC16an77qD7b7xSsN+GDx8ufDr2PeBA2mIrv2NRe4fZvHy2ZHtDn9Jias1kKcYrwasRQoEAZUW1069+rQr4hvc+OipMsE08holBA/pTZUUXYVcA03r4ZcEKAfdulRjDPTxX9qjipzmzZ4tklUg09esninNgtCNJ9XehYiCgqanRFb+o2AYJJzVv9V0iYbFF8D06fvPvYpEwXfbIS3TzC++54pUT99yW1h3Yx152NBx0L7816ZrPIYccIvYRAGklPM6QdDvyyCMFuwzeqrB4QNz58ZeTaMigATTp2+/oxYsuEaz5iopK2m333SmRTtOJxx1Fn374gWCswX8M87v6plspHi+hc087mV578Xl66qmnhL0FirqXXX6F6LTto33DYB6lPto/wsEApfzunKsEvuF922P1fAr6h5DUo2RwziqnxCopGqMQc5kTN+B2JjBc0jYxXc0c+UYnvesAMmvnkVlULj5qbGqmMWdfJDwWdt5mC1F1U+b1kPohyaPQv3dPuvSMEykcDtGY8VfQO++8I4IZVNbixcXCgBR/3P9CYdGCBXTjNVeK99XVVbTvwZaxq1fvQrCy4Ntw/bVXi3+j8+Inn3wi3oMaj3/f9ojlEYH3kCjy72C4r77DvIApS2qFXBIG9kh8gd01pKKMbvv5d7r1p98oHg5RQypNpYkWweaCqepjdQtJ13XhL4H54DcqAThv3jwRQOIzBGxl4RDVp9JCYoDf19c30LMvv0Utra3CPwzL3nrrbWjoGoPo/Esup3tvuUGY6MPvA+awYNltvumm9OZj99A9110qPEIQMKOLJFhlO261GUUTdYIJF6ybK9YhvWCWvc+yNVaSUkBS9PUS6xiLQ59i5q4eBqRmMOoyC8+FolDz8yquJG9CRmgFlmHGWy6Sci9lhm/9xjl/w4F86UaMXQt6k7WsLDMYdZn4K7ozY+7YhvfyVWyTkixgmZKaziv4IdYcQl1rekut8/tl8603jHavB5gZrnzAMRpqSO+xBhmLZlGWyy4rLfZhoLK3sxx5DAxm4E9s3ys6PafQmxFLXiJ+52Hqzo+n3mrk75u09b3JdKYlVeU0sso6T+K9LRakkj+KfdNnDWee1daDTpZJq82QPAd4ow4PI3ouA61NOMdDGcxzg95uxY7UMySPg8FkTAnNergKMg2Ii5Chzm9O5/Zgd4FOj4dOzEWdtrzzY4U0ugbKpHk9b8jgbUPsICX3cwmTNXKo66Ix5axbOOYc74huuKUJPnz4cCGjBcnkiXs1znCzZi4BU9/zBhoueVp+cxMlwzYjxaQFI2QmGu3YbOYfs+mUcy6g9dZeSzwIvvfJ58IfFGxwdE5EbKCw1Wab0DGHHUyJZFIwvxE/IRZBTALGOxI8qtCYix++n0o3XH+teD9o4ADac9R+4je5QNyGhBJikCuvuFwkulSHaxQkwcRCgu3Sa28U0yPOwncoMiJ2wb8vu+8pazmDBgkD/OmzF4i/3Hhlk3WH04SPv6UrH31JFCIX1TbQ5uU9xO+AK57/UNhIoNiHztxI/mH9ADDeIF0EsNxe1RU0b8kywQAT8VNtLT38xDPC4H7nnXcW5veHHHIwRUMBOu7YI+n9d96mF154QfiAYf9hXgP69aWLzjqNXnzmKWHHgYQefFex/BFD16SQmRbxnJI76kwCaxu883OBn0PKCJ5/zyVicpx22RAwKNkkl6KF5LSBiBN/BDTnrtIqzcO5covf81RzHm4SHpDfayyJZEs22XoWhLwuXA1m1HwKNJhR93517eReP5qUmbpkdB7XH6RqeryCjKZljmE9ly2G8ln1Xo1wxFs5T5dhvDyermPEv7fXw5sgYMcTbH8qqaP4XjYC0qXUEchGrM9MdoztmIlLEL3M59l7HmvAriHX/J3HH8XwssHm8uYNLD7DmJn7G7vpADfjXwEjHqcaupvjVZ134YJyRfMvNdbisDdP9y5MqjBW7Q+xTGnFEgzI48/idB8+VgRf9thZYRoi8cXxxgcf03Ovv0NpPUzvfjqRFtcsE8wv+DHAD4KjqqKcDt93Dzpwj53puEMOoAkTJogqHboqqmQAAi8kjjiQ5EJHyZvvvEf8nfLv8XTpZZcVXE3ViQiBClpmw68CFT71HQztUWEFbR6JNnR+VN+pTkGQXaLzIhhswGGHHSb8wMD6QuAGY9Y/mhPCw2fYiBF03MmWTAH0eiT8sHwAFU4EbDDWDyyro9C3P1Dkh5+p59JltqEqElsN6YxYpvIfG9qzih79ZIpoYQ42G3zLjjzqKJo+bRrddsO1woAV0yqJA9bnvNNOousvu1Aw8LBc/KESK0xkzzqHbr7NMnT10X5hLPjtn14FH38DeGD1sepgGmab/Pnw0ebIpETii+PBCU/SlB9+ooVLl9Gb738kmF6IQZDQUax5hUED+tFhB+5Lxx1xCG271RZ06623ivs/ujki1lGeXblJrfLycvpzzlz67213iL8jjjlexDpeAJsKBUgVv2DeSDyh0Q4S/WBDwfAeSbHddttNsLJg/wBgnjCrx7rApgFJLFX8RLyCRB2PV0Zfey+N+c/9tMZa69J2shGPYrftvffe4hXdquGDiv0yoFij3kY99daaqEdRUOyj999/XxQHkfhCEyCoBxB3Durbmya8/LbwRUMxFtsA3y8w6N98/TUR86EoeNlll4l1wT46ZL9R9OSERwWDDPNBUgyJNHx/wEEH05tvvb1STgMfbQckvnx0HIRWU8VAZ4qd/PjJgX82d2JoFb3JXGZV3wDIB5V0D4ksBEXwl0KnHQQniuWE7o+8VnDOycfTc6+9JYIk0PRhcqqCL1TkkOxRv0WnRfwpIChBMgkB0ZTJk8QykcxCVRJAhyF4NWD58JVA4gosq+OOPVZUVRGUoRMRloXKHoLMk44+jO559HEhNZgxY4aYF5JIqAwCYFFhegR/CmBXYV1Bh0dgB++IsK6L5BoYXgi4QJsHLb97IET39BwiqhkRaZZ+49w/RCcjBLFYHwRj55xzDk2dOpXOO+0gOviWp+maY8eK75EU3Gvvvemdt60ADEk7SB5Q/VXYf//9hVEuKp3Aa6+9Zn+HoPNnuY99tF8I5pefAOsw8Cn7Pnz4+GvQSI93cT2ggzGFzohgm4NhhZgG9/899tjD9sKBpA8sJG7sfO2lF9FmO+4qmN2IUxB7oCgHvyzEEIohhd/iOw4wr376+WcRb3z//VTLIkLGTgASX3fffbeIXxALIYHUf8AAWmv4cFGoRAdIxEyIWRDnQbK5/TZb0xVXXCH8vMBWw3qgUKjkkIhXsJ1e8crQoUPFtiO2Ko1FxO8Qp917773CBgKsrd02GEJPn3GItRcjUbFvtj3/DhG/YVrEkIj1YGqfTiVpzQF9aFl9g7CaQCyGDpiITxGvgVGHjuKAUgQA6DqOZB46SwIqBgWQWEPMuftuu/one3uFppFeVEZGs8Pa99G+kV5NvWJ9dE74ya9ViOZUlppLqjypovWtFr02oDnshNJyx2PBVogx+rXetMR6s2iG/VnTZKuyB4S7/kyUzVBk+Mbi3ztvvDYNG9hXtNzm6Nutil696QK68oFn6OSTTxafXXLmyXa3j6o+3YRZ++nnXiA8LnJxzPGj6auJX9i/zcV/rrmK9txzD/rwo49FsII23Ai4Lr/+Rpr89Vci2aNQUVlJDz31PO20w3aUNq3gTlU2kUB6dMITtOdee1E0XiaCKPyJfaHrdM/5J9NNj78kAkAv9CotFv4a+EPt9f7tNqabJv0sTFYV+oejdHmvwZRotQZ69XpYoIoS2hJRueS44/BdafO+3alPRam9LheccxaV6mnaesO1KV5SYgdoXvCSjQIP3nYD6Yl6MpqtToRmAX8EJcMzE5JujvctjuxRC1vrb7Q05HUCdNG447zzXP5vVJcnICDp2V1ZJz8la0wwmR3v/OjIHp3PIhqj6EsafYB1PHR10pH0cy4xTNRY65escyr0nIeoOhZqnHruJdNjHcC0ip5sDnLRHnR5amkgAxLjYMg+Rnw9ddZ5MdDNuo41tg9DvQfn/UZjNHQldRTvY7Lbo6S4Wx96SBVYJ0slE433cpo8FPXO90EJD17H2bQqp3FFNlrq7vDI5bJ8mR5dkbhcMMWYOi2yI1CWSf9498+qikGuzqHWwkzX+SM3znkv95nw6FHgklApcQnrQQoEQ5TNpCks5Y4lAbaciJYnFVAdGnPP5Sa5/vz7FDuV7W1jUsyklLW0Zvh8mEQ3WkSmvFY7Ddqi0ugzv1ZbJDIGJZm8X12Srew65PFTRI6bri6JPH6SzK5AgyNXzMz6ye68a0AyZWRJ7zZQfHbY3rvQo08+k3c/X2/EUPr0hUdp39Gnifs5El/nnX6yLTtbb6ON6ZP336F/n3ueMHrnQNxy+pln0sMPPlQwFth26y1p7XXWEQVCFBZVkW/CU8/QnbffantrAcOGD6fHnnqGenXrRieMOV4krRRg6fDcCy/SkCFDKXXCaFec1LN7d3rizhvphHMuLhiv9O5aKRJmwHbrDaMrj9+Pjrr6Htf0O64zmG4/andbdq9lrbjk0bH70fH3veKKtbqWl9Krd15DvbpVUSwaoX322Ud8/sSER0QHwR2328aWX3oBLHuv78Cm23GbLUXnQ7sT4Yo66XKJo7x/mB6fcYmYbcXAuwuyebl+I88F3iGvSFmdsJiK3/uUvMz6XsuTjXk9E7g6Cnp0N7Qln0CyNS+21KTjAO8O7pJPeszTJS30kCt6yQ1xjzZaG3EBkJbyOEbsfq5kxzx249207em41FKukytm4tvh1c1RZzG0kplKeWNu/GavJuvYbEjZo8sWwqPb5IosFLhcMCvPB24nwn9vyu6hMTnWifXg4ZPhET+ZXrGwh8SXnb9BTadAMEjZTIZst4gCurEsBfKlmnJ/KnsI6z3bJo8wgX+WlSstwyjX74NqfxfoKtoh0VYsLT9+suEnvzoZ7njnK1p/131pypsv0NkXXECZWVPt77pVVdCUp26nH37/g6bNnEOZpjrq372aNl5/bUFp3X7k2vT9kiYqKS6mISPWds23b+9e9MLjD9PsuoSguy+tb6Ru3brTBhtuRJVdykQg8v3U7yhoyof/pJWAqa6qor4DB9HZ510gAhnIBkHFB3bebU864tjRdOwpZ9FPU6dQdWUX2mKrbSkai1EopNMN/72VTj71dJoy6WvR3QdJO9UZ6ZorLqWTxhxPX3z5FcWyLbT9FptQafNiOnSXrWnKLzMpucDy/0rXW4mJiniMuicz9EdtA/2+tI7Gv/45nfflVDpv4CAKBXSa3dJKpU0mrR2LC3+FhlZ3simm63TJgDXo6J696Z10HT3+y5901npD6aBNRojvP7/gGPqjrCeVFBfR0H9ZAWfX6mr67udf6eeffnTdyOB51Lt3H+pSUUE//2DJTSO6SQHdMuTuHQ/SgH5O4tNH+4Re2YeMJX/806vh4y8CjTp8rDrA+8PlxbaS5unDR1vhlmffonW22Zl+ePVF0cnRWOx4ba6/1nCaN+l9mvT9zzRz1iyKhEM0uH9fWndti0X/+2dv0JTfZlPvnj2pT38rYaaw0YYj6eP33xFx15QpUyiZTlOfPn1pgw03pOJYjM4+Zzz9/IMTq2lZi93Vr29fWrikRiS+3nzzTcGIgkVCv379aYed/kX/2mVX+vKrr2nG779R3z69RaMcJNTCukbPPv8i/TD1O8GCgp8WrBeUzPKJxx4RjLKpk76myooK2n7rLSlmJGiX7bam76f9QlraKt6YkmXWt0dX6lkcoh9n/EmttUtp/cH9KBDQafJt4+njH36nhbX1NKy6lNYf2IuyiXwfpT6VZfTuVePom1//pJn1CepVVUGbjhhExX2sgses956i6UtaqEe3rtR3bSuZtsXmm9FP03+hWTNnyUd855kbNhiQds6Y8bv4DM/28AIDG2+NPt1F7OWjHUPTSYsU50mLfbRf+PFTx46d1Hx9WNBMv3dpmwPeUvDG+vXP+VRS6lQPGljlvy6RX/XnLBlleFkacaosveJWIBNa+LP9Wd+NdqQpP/9C6w8fQjNeuJMonaRQb8fIGkbdCum5FmMs0KU6j5GSLaqwP8uWOYyRJUlrPRrZuvP1jIetckA5W0/dzNJ6G2xAc+bMtTsyXnHznbT3gYe6qgHcID3CzNBVsYAzKbpE2bTSwTravMjZeb9+nWcU3/SnNDMnomnT/qB/vzWRJs9fQocPG0BnjRxGjb87FOzZv1lyh27dnApT9fAqml7bQMd88jXtMKg33brHVlQ20GEKRbta+zG8sVPdTFc5QbAqdAQNp6mBrowqeSWKvQ9Idp+xRDYyyGE/mZJhpBczZlZ1r+UypkxpKq/Hyz1/oyqB2VqrjXkuCyvQvX+eMbkyKOVMoUwgmscA4sUiXo1S2xmsd46RmU7lmcJna5wqfXLWL+K1cbZz3Iu6O8yx4rVHWvPuaQXYeQbuqnrIHdSV8Sc3TuYmsvJzsZ6oKqYTlPxlSt6+U8b3YtpuklHlYrKx6z0lHxZYBTXbxTkeRtw6rzJs7/ECTiRlJXj1P761P2v97gtr2RUO0zQ80GlVr8ljn2XsPYPvG1mldFUR5SsvIqrjZk0gTXvZPBe3OPtuSUvaZnAolDGj+VJ5/Rustlkckiwt+VoQ/HhlnPNGmenCiFcE28lm0uQ1Z5vzAvxci1nXUrakq/OZZMIBjZJpws38l7VYy29JeyfYVEOILjFne8vZGIbtxH2iV4/uolMspNMdFep+t/74FyjAmlasDGQTzTTl2n07/D7y8ffPp5lz5rs8RpVJOGcQ8PHKy1w5wgavCnn9BWucAkb/Dbakb3+cRhusPZxmffA8UaKJtK7W/Q5QTCKTybU4I0SNodywm98nW7Ja3hioYjt+P+TNYOqW1dCgNdYUCTbIH8vKy+nBx5+iTTbbwrXNrvupfMsfdfi+icoJuKl6kDXKCTQuzmueY8qmNJzpzFlD2VrrXpCqWWp/FiorzWNi87jD1agnZhU2s0zxoJg1fN0DPBWmTNt5/MTMu5WhuSaLsa7PeBMgbnivYhjO/JLxh7VS8l7BfmOwuEetCze8t5lIjO3FGecqBuFsHP7eyzxcHWM95dzHlME/X3+XcT9bJy3Z4DquPI7Mxso9731qnbmpuicKNQtQrDmsM5hzYFbKRjd8OsUyd+3bQswtLxaXMp9n+9tzH7JYPNDgxJGBlmV5x8gV7yoWfKR4ucx4DnUO83GJHzu1HdwwX7Hl1VgntoNtrmJhRVnzHp7gUIx1Pu55wlzBNZVNkxYIijhcxVTuGDm/oRbfX+paSbKD0Cq3jStG+LZxqCZFSOorxGRMqD7DfaJnB4+f2jJ2Avz4yYHP/OrE0KJxMlfQxWOVrIem0euvvUZPvfCKCNw222IrilQ4yYF/Av3KS+ipA3ek+z+fSjdPnk5zGpvpop4DhQ9YIXw4fzFd9PUPNLiyjK7fZXOXr8fKABJMQr7FHt59tGMgsEr77bo7BHCtekhFfbQdUFdb2dR9v1bnY1XBYqawZMI/BBi5f/rxR/TW+x9Sz169aLvttqcQK3b5sBAIRSjLkjs+2jE0zUqm8MKij3YeP/3zz5KrC9oidlLz9WHBT351ZoDlsKIKzSpC71696NgxJ9r/rpEeZ/8kArpOR40YRIPLS+jk97+hS5szdPkaa1LQIwH2Qf0yun7aH7RNj2q6eb/tKCbb7K5MFPL18tFO4SdTOg5MFDf94M2HDx9/EShsMO/FfxIjRoyggcMc5m4L8znzYcFPfHUw+PfjjhU/FeS0+fDR8eAnv1blztbdFP0Eo32qYKYp6bATuIRGGWF2LXaSWVnTopfGy4fYn5kRKT+LFJE5ci/hqJhtcSj6epFDZw5zGVaukSRLAGWlATTQKunf3GQ2rDipzASaJ60VHZ8HbK0ZZ9uiQYsSHuPUXTbQNiStaWtbHer5oiaHdVVZZAWoveKOTKm4r2WEGmhytr1kAJMZdbdknc0Ll9GeIwZQrE83Oubh1+iqhX/QtVutT8r6u6xfGb08ay5d+/MsOmD9IXTDqG2orI+znFCVI/GCSW4uOK1ZtTjXWuvz6MIwyxSJStOgLJdMFFvz1KX0TezPurl5hvdUoA2xorRzWaTpFdCHnPNKk/PSWdVbmeRzyYeu6P8CNXl0dU2uOxCQ7zn1nNOeI8XVeVICLktTdP0g2w6V2NVZIlILOMdYk4b+LtNRLm+QZqj8/Dblz4NMWqE3Mjmtmg6VMNDCUcFkRvOeCUxV3eTGr3ydYuG8fWcyk377J4xoyI1xFbVfL3WkyuEeffLkl1TqSCCz8nio84tT7MXnHlICRaHXGPVcZ8aztuSCnRcaM6B25u1tdKrkz5xRaUuq+bnGj6FaDpdZKFo+1k9JKrBukJ60NpIhxwSDn9OsAq2aLgS4wS5b0aKoJcVpDjjLjMixK80C+hAbQ0uj+WOckh6p842fc50BbdFa22/VvfpC1zXXuKfe88+4ybJSCimvTSDErjn1faTEafRhyHsC5E7Z/huISrmQaOWMcTofg7jRtvxcGWbnfq/GOH4fVA+VrnwWI6mqMZBvm5e800vZ5Go+4pIcWa9RFrvFw47cSiuyxtAAH8tLuuTdg13NXiQ4e95lxyDvRbx5Dsl4Ne8+nRMf8bsIl7XbUrFgWDY0yZDJ4lpN3hs13tRG3af4Pc7LHJ5tu8vUXWNyRY/f28dbz+RLEPl9jC9f3rI0LnvkUkoPSZ19OJm0D2yq3P3kMu7n8ZVtos/WXb3hVhB836hj67W97LxkpxURk5xy2MkUtc2ueNIDHsfI9XvXdZgfD3O5ob3v+P5m5viGjL+47JFLmR35p/MbFT4VuuV5ybC5fNQ+r12x119Tl3BLGA47lvI41wsZ79uyXWXJItfdxPoZGUc6W0h6KpsVuM6rsPV9kFmhBHXW3MGw1sDUuEl+fuzJx2/1mfpoRcrO1T12UvP1YcFPfnVwPHT37fTw3VYHHmDhAsszacH8+TRojTWsAUQ+kJ160hg682h3tyEfFnYc1p9u2W5DOuvjybTvKx/TBX0HUVEgQE9OnEVvzV5A+w7sQzeO2lYE4G0Fkz20+2jnQFIHAVDyn5fF+PgLQFJyJcuUffjw0XFx35230f133e4aFhA3ATCYHzRYeaVaDwynjj2RTh995D+xqj7+ArLiodt/uOsQQJdHTfePVgeBCRbsijqm+vDRgeAnv1blztY1TqiyM9dARSyUV4mrTzrJkKXSLDrJjA9RCdx4g/XojO8cw22ga9eutGhRPltl4jeTqLnLAPvf0fKe+cacoUieWXm9ZF7lVg+9oAoQfDpVsSzE1Ff7QZnl56JWSiRdTLgkN3XMN9mPSaPUYI/+nlVKQ5q+xxlrZ5+dNqb11l+TTn76XTr55x8F26NnWZyu3n0LOmzkMOoyzNp3oR7OPtRZswAqsZg1Bmt/zCtQNjuFV41VpTgSt6s0TWxHKXZgLOyYkce7O0aSuky+8BbWGuugo0WleSVnhnHj0Jz1sP5huAxqc/edLaX1aoHtMW8OZXyfa+LZJItesVBJHsOGG5Oifbn9mazERYqZsSZj3uhduueZ0bqMWGVFP8Aqp2r9Nc7gYpVmPSFNf5ctJkITAWme60wg2X2cXRfOrxJyZoDq6uJaT499myjQGlozZYWZHUPVwICbCxvcYFfNn+0PLvdtSZt5FUW1+BhnZvEKq5o/P79l91cOzojiJs0l8vrlY4didWQZMzHIKsm6MrT3MDQW71ut89bQAmS2NAjml5loyWN76byluTQaNfhTMW9CobnN+DlK2BjGW9Wr7eTby4dSGGErM+zOAlyK2kquNPpKmdUXiBN47UkxolifHFfzHU0xqpiLsmk632+4wbp0Sk7stLz46etJkykVt5jeweICZs9yXOVm5ZzhvLxuW/wrr3G3oBm0vR/yxyPOsOcMOIUUSz9wBl1IjuXctFqZvpucDRZn9wL1GWdeRZx7ml5Wlc+gYfc82zA8EFo+28dlSyHfB8KCWY8OkDzOVPsxEHSWGZYMHxcLS7JVrM/ldvKHfb5vvdbJ4zPOJLIbJWh/fz4c/J6hjleKfRbUnftkKBLON5Jn56ouz1HDo+GP6xhx1ps9HdtfPO7QPCwhXI0DkuxVc5uqM/D4yN4nnEnE1knFTys6bzwfXfjyXSwwxfwKe+8HD2sUzcNXiW+d+pgz5wNebDXXuuevNN81KsbgRvAuVqnaN2x91bmo8233ahLErg8dSqJGNAEwPQ3xXc8Pap95HAPOzuLPvyoTkWXjs9dYz3+vxjM1wnEz/Y6Otoid1Hx9WPCTXx0cEydNoRPHjLb/vXjBfBG4obV1dfce1uAor6HjThpH226z7T+3sh0AA6rK6eUT96X73/2aYsEAHbTpWhSWssy2Bg5T53r87cQIRUgrqyZzqdOF00f7hVkz759eBR8+fLQjfP3tVDpx9GjX4+UiFj9169FTPGiqe/KYsafQttv68VN7hW/m3HGgiSK7RiaT1vlovzAbnW7xPnx0BvjJrw6Oo08cR0eeMM7+9/YbWF5XSHy99tWP4n3X4vZh2tpREAoE6Kj11hTvV1XiSwBVGl+a1TGQTviJrw4EvecaZCyc6fiv+Vg1HYtWcnch/wHXx8rC8SeNE3+c8bTVulb8hMTXB9/+LN5XRP0w2YePlQm/uVPHglZaRWbD0n96NVYbtEXspObrw4J/V1/FiDDeZmmEmcpLOmIXaYwspm1hxqEyKVISDi7XCFWd23idXZ+godVx+q3Gqa70LXOo2DEpzYpLWZaSZgIhRkHi8h6lVEsUcBdUsh4uP7Cp59zvm32vgs+GlPeDqVqneMTZdi5lKJK6hygzk9aSkrLLqMqmpO2L9635Xk3xXo4heKhYUuPZSisjbC+pI5c7uszKGR1YqR/0ovxGA2DsYpdYJpGZ5ctIGRU7rLXm05Y55VzJHT1MeTlc0g1liMlo5C4pgzSVNzhN3Ja8cfN4lnSVFGku65VKXrl91vdpaXyZ2xAiLOcbCztmuRHpz+tKTzIqdlZJNpjckJg8VDUjMLl0UckeE47MU29Y7MyzdrGTpyytImPRLJfEMVjZw2W2z+fpovJzqYGSHReQPGQ9zgEun9NaG12NCMT7pHVemFFmhss85Uy5H7SkM58IO54p3dpnrUxToS65cIBrLp11TkdK85phcPmOkuVIhbdAORvvlBl8lM1fXfsBJe3MNbRvtiqSWrNlbJ8LQzVtaKqzzlvWEEFnkhx1bYvfREpcjQTyrgW570rYdVgi193L/Ne1/uwcaGUU9GTGpHQnou2rS3Fl24T4tiOrN7i8R/UpMRlfmkcljSl18jnXvFcMkvWQFkGe2JTKUs/SKC1LOONNVnZE4RLDCLOIUMMyH8n5WG1IWY/Xpc5DKhXvqXUR21aAFq7GWHUPLTTPIPuHGpYLxWSenYyVEXaBLse2uT27H2o8/lIWDx5SR+u9sgcIL9ecm//GXl1TmnKDTcTlWEoyyuZgS8DYWO2S36n3hSSKXtYOXgOTS6bnIWnzkvEVMJL3bHrjcY81XHYj+bE4l0WScq/w2A5u9O6S+EndlCZtKKwVyORPy+PRtPP8oWwr9FDEsh0A80vFR/y4ehjue0ohxReFC1quBgHshqzkgrx5ArcOsc91flxZ4czuHM2kgUrCyBsoZbnkWkn3CqxrVh4bfhnb1z55ywVV0xwVJ+XOX50vroZAHob2vLmUs0LsmaApnWdtYnAZKJeHKvkyv/bVb9nYEWHnVUQORIUiIHv9efMQ+ZF6/u1M4VNbxE5qvj4s+MmvTo7fapopHlqF7CUf/2/gPpf1R6cOAbO1Sfz56BjQq/uRsWjmP70aPnz46EBY2JigIj9+6hAw/E5mHQZmwo+dOhK04jIym7wLjD58cCSTSWpsdHyncxGLxai42CEH1NTUeDLSotEoxeNOB+KVDT/51cmwz9En0Puffy1egV6lUWpOZlzsMB/tEyjSBMBMYUbwPtpvMKBF42TUzP2nV8XHX4BRv8TfT//Aw+jKN7z372M+2g6Hjx5Ln341iQ49fqz4d3U8IuInH+0fMLwX8KXt7R5atMRqnMCabflop9A0v9DbCWInNd+2xrPPPkunn3563uetra3U0tJCZ511Ft1www325/369aNsNutKiAEHHHAA3XXXXW22nn7yaxXCyJEQxtjeV50qOIW5S8xhbBXJzjFBzw5izm9OGneaeB260ZY0o7aFFjclqTmVZbIyZ9repVLaxzi1FVKGFGhyHhaLpDwMiBZZXQeNIkd+xuVYqmMh3w71fZa1mgh5dCbidN9okHeBkx30NIdOzxPFZbJLXJHG5FCt9W7ZE34jOzyK/bDU6uYUiDLJZ1UP5333fJ801RHO7nZYoHuPweRSXp2e+PCj5XaGMzKuY1wUyqc6h5JMktdobYfWYm1vrrxTBYIGk3naXRxZBz2XBMBDXpZtqsuTQGolrOOOojNz2j6nsavOiknnGBQVW90Yc89LBZ6w9UreRoL5MgrO6zXDxfnbxjs8qc9YB0kFPcXOG94VsER23QSlW9NI79bXLQtQ+55TwhXNnMsO2TlkyGvKJRNl9PBg1lq/kO6cq1zKoDp+8vPbmY/hSW13Oj2x9eAyv2z+cXGkI0wGzSj+CZm05fI9vp4xeU1HmDw5zsbDoFw/jZ0juupcyiW2vKOb2k98f7PzOiDfG1qQTHkOavIz3uFRSR2t98X50g/etVUF7LwLqFxnPp8Ak9Oq8ciU8xb7I87k08EAJdmY58OHDzcwFHEJoXrP4w9eNiqSYwuPj1zyIVsy5IxBY085VbwOXH9z8dqczFIibdgjnybnwOM4jS1Vfa4k9WIcYON+UN6ruPWAWn2toFxLfsbGYt4Jzes3KobINzhwg1tFhDV2r1Dr7OqCKMc71glZWSAAhrJ7UPfdXBmTLf8vJCeU0ic21qt9s6JnNmyuii95l11NWU1wxZzqdifvm9aCmPxNxRCchc8lYKqL4wo6W7s6Iqp7BTvX+H7Q1EHm+4NbSMh56SxWCYXjBbt4isWrLtIF9l3A7kzqEspZn3nIDvPkjh7bqS4FHuu4pIMy7hGdlPUQggFaIWy5LZMdsucH1aHedV55SHTV9orPKX89Xee6itVdskd+LSgJoIe01dW1la0SG0Xs71ksZXd1ZQ83Sv7Myac8plJjIN9OHs/a2+dlqcG3zUOiq/Eum0iAqS6Pap09pI48jvWSLxeSTKtYij9buY6HlM7ymCysfE/kMeDPTT7+ORx++OHiLxcHHXQQPfPMM7TffvvlfXfUUUfR3XffTasSfvKrkwMPmvDHKmCn5aOdIRIKUjLtV5rbPRBwaQGibGF6r492AgT3Kb/CvKqBh3X+wL6y5unDx6oCinTJTNZVbPPRPoFEgaZrLp8lH+0TWiBEJlzLfJZe+4euuwvqPjpk7KTm+09g2bJl9PLLL9Naa61Fm222GbUH+MmvVQhQDvm5F2QMnkC0NM+8VZkAAklPM1OZ9de8DfVrW0OiuplCdU9mv7hRvObBslLsC5txATDDb33hDGu6csfoPVhcmc9+ilrm70BMMkoKeOTbrB6+HorNxSu7vOLBmVDlkhkWqF/ozJRVJ50VZcbkFVVuk1Z81qO/sxmK2caNIhWLilU2FUuEVyV4JZq/t3/jUdlRhxqJL75tMbXTuLFm8zJnZrIDC2e4ZeudtsR6VLJY2P5QeVC9pNzZNmaM7jWfzOJ5zvKl4b/OKoZGs3Uu69zonZ0XpqzSZFXVVDRVyD/e3NC4hck/W9OKPciMayUDzWXgz5lfclnc1NRV7V2OSS2fp1Zcnm/aK+ZtEhWVuqucil3Fki3qvHGZ9roYcrJyyfaNlmzKM3UPl/Zy9gfbN+HynuI1xJhdpmTq8ePhWqba9wWq8GqY4MOO9Gp2sfCU4apYvjx2XLXLPewUK5QX6JqYOX6ZYrfWzrY/M5bMybt2dcY6pYg8b1lDBs6+EowsTSejpYZINQGQgZzGmF9eVVBueJ9it0o9KteT+0Orn7JgPiCPm5hXo3XN6iUVzmfsHIvFyiit+RUKHz4KAYwIV/wkGbERzjpg06vxyItVLK5POR6xUIPCAcM1xuEaj4YCec0oeMzF79eK2aAx1idn3AZa6/LGel0xpvj4zL4PShaOGj8tOOOV2jzOfFDjcpozhBUNiq2/HV/gMxbzeTGkbUYIH2vZGKZYrYXux/Z7/htuii3nz3e1F6uJ37XtPaZpVlyV5RE04on89dCl0bfL4JyzTNSx48wuvh2KWcOZLx4sMJeZugdzRdPYPlbTcrYXZx7LxkX8nuTE77q3IX6OITjginjU+cZZXoopXmjb1fldIBtsxxUupnZ+jGEGQ2QK1rjpzIufcytoIODZTICvs5wXZ0EFFFOI7ZuAaoqEn3NWkjw3vI6razs91o8nGPhuUlvET2lGIPX8TdpjP/NFq+eLCGem87FHxZGueDOcf4y8mlep3aEFSDeSzoqp/WTmq2Ncy+IMTnWlsvV0PQ8qZpgH20u8V0xajzgtLK8Jzlz10b4wYcIE4QU2ZsyYgtNAEgnvr1z5Y1vBT351cmCg7WxdxDo788vI+g/BPnysNISistLsY1XCZ3756OhAQsUnG3YMIDkY0HXhH+PDh4+VdF0hWZb06Abpo9Mzv2oKmNHnIhKJUEkJKybn4MEHHxRG90cccYTn9w899BA98sgjIkHWvXt3IYO8+OKLxW/aCn7yazVgm3WLR6jRN23tEEhnsgUZcj7aD9DCnXuB+WjHSLeS2eqwbH348OHjrwLdHv34qf0DD2lZ/57cceInP0nZIWCmE4W9unx0SDQ0NOQlr/CXi27duv2lYgL8vJ566inP7yZPnkxTp06lI488ksrLHRWNAhJiY8eOpREjRghT/Mcee4zOOOMM+vrrr+m9997LYTyvPPjJr1XsHxFgxGMul9IbFuRNrzN5XUjKIplKyKbM6kwiRSHnN3HJ569pSVGpNJbsVuyc4BXSUL+U0a/1FqudrZZy5mkwI20zKenAXIbE6K1KcuSirEoabgmjcZsRhzrfLDeK0/aDnNYvDQ2VYbbYNilPAALL5rhMp8X8pQzQTDPqOaPrB6XkSS9jks3Srg5NV9KhTSVJ4OAUYg9jUC7P5EIMb/mF9VlImTYGAu7BxkMqkC1x1lOXx0EZalszcY5Ntmah61XMqrK7y/jbWnUmP5CyMFPKxPLkjGo6JqW0JZRxJuti52+LNP4PwCdLImo4vw9LyQWn+pdwGWAo6GoMwedZJA3j86Co1Bkm52BSB3Vecgq7y6RffcZlHDa1PWMdOvybU7Gl3JFLRtV+ClY7skWKleVJXFImky9EHGlfQNK6uQSEy2kb5TBeUj3Y+U2RtXyDdVNyGduq85btD73V2Y5IpDxPiqwWz89uTipV1y/3sG3lSgI5AyVhzUVUrpPO5LKB1sb8MYhJfDUpe8yWOs0qXA0QdF105QzgnJb7Qh0Pfs7z/UCadT5lmZl/imk51drz8UpJu3XWKERJHa0NyHqY5rKxKZMirZP5aoA1U0ge87/M08fqCcgLXYUhKZHR0+zex6BLI+wAG9P5LVhdvjq/9gNRl/wRSGWytrRRjYfc8D7C5Mq2PMd1bbPrWt0rmCTOkYIxSRz/Xre2M+ySKQXy4grdq5EO31+8WZKUCOm8KMBlZ3Lfuq5ftZ4h1hhF7mNr/aUNAY/zeHyUM5+89znrzlFIvGDIidVSAppOplvcl7ccZVXBx38uFVMG2nZjkxzpKsntN7lEy2vleFzgJZ/zMIJ3GYczWaXqm2SbjWNbTSWxTXnub/t8Yabs3ExdzTPoEfNwuO5THvcx17Re2+lxjA1xTZgFzen59aHOQSPM9hdvDuQhl9VVzObRPMF6b/0jqbwchINCl7zr2GWyz+N6tU2uc8AaRwJyDAGCOpNA5u0F7/GIN2xQ1zafzqv5E/9NiD2z2MeOr6fczy6pI5N/5ko9A9FiMvn1YfAGCeRxPuQ3ILCbdrDzz+TPe2qZ3KyfNQ2xxyGXBFfaiahld6IEXVvETmq+QJ8+fVyfX3LJJXTppZfmTV9VVUWZzIr3a2kpsyLJwQMPPCBeR48e7fk97+gIyeOJJ54oGGcXXnghvf7667THHntQW8BPfq0G6N+lmH5dyhJkPtot/Ie7jgEtXEQmgmPfXLfdw0w0uR5kfKyi/e4b3vvoBOhSFKaaZo8udz7aHZyOej7aMwLhKGV9KV2HQDbR7Eqs++j4ssc5c+a4ElZerC9g4ULmo/3/QCKRoCeffJKGDx9OW2655V/+3S677CKSX2B/tVXyyz+nVwP4ia+OA1/x2HESKsTbZPtot9CLCzADffjw4WMF8BNfHQl+BNUR4Ce+Og7A/PLRuVBaWur6K5T8+l/x/PPPU11dXUHWVyGkUlaxKSgbfbQFfObXKkS0dSkFTIeirzc6EhlDdmfjCDFJXjYuuxOyTmZcNqlgBpyBSsnvhnWN05y6VkGd7RJzDnlF1KKv6qxLoqvLo1oO64qmyYGQSwhddFNFsXZ1Ywnk0bh5YzPeLcneXo+8LO9qw7u42MtpddhtStrkatHLO7F1sSRoZpEjP3N3RLEGg0SwOI+CzNfXJdWUUtEQo+bGQs6+S6es33M2a1LOc1mrtW5FYY1M9ns1f5D57dUMOrKDcJmk4DPqeoDJEc1meTxlh0YO1aEx972mZJNMFuCShyq6MZNFqvNBdXzK7UyUtfW6mie9WnXa0Rud68Nk1Pbiin7itSntnGuppOxgyiQoMXaOROTxKCRFy8pt1gKMxi23Xcl7gQDbdnVe6ZW9yWypE1I6o9G5drNL5uV3ykxYA3lokdPFMLKJk5AxlARSc66PFKv6BKT8jrPueVFIyQjDEWd/RaXkNMC7W/IZKFmL84mrZq66gGXtdlmO1JJ3c+RS3pi8qItTbJlSrg0kpc6CSzYTjDlXK49noNg5V8PyWtCLnPPC1aVLwmC0/aTpHM9IvFp0Nw106en8Xu0TJDDVtvPzX46xASZNjbKbsJekSFPnC5Nr8GtKnUNcRsGlCGIM7US0fSVxWNnVy79ivuqjcyKcaCA9yDrrSrsHrziIy5+1cDxPCpl3/dkTyHmza7trPEy1LSlXN21uwaC3Nud3meNdh5kNgd1Nj8sBvTrbMamaLR9i8YnGRm6P8MmT/+SSQHos09XhUX3v0a2Ry8o9LQHYtmV053s1FPD1dY2hcvxTcj4xL/n7bAHdo7ICSMqvw5p7WiUHc+0ieT/l3f9c0jzV0VBLe9sh2DI9NpYXksepz7hMz+v8U7JHDzmfmL3HKQKJJ18f3smSr4eyTAFSzHIgu5x4lh8Djc3TvvdyWS6Hxzrxrpjq80C8gozmOte8dGaV4pLgStlVIMWsP3jHUNseg8s75eqwz1ynv2owyT7LsGmDcp3tWEH8I7D8a1YeT/68HlZt3JnU0iX9Y+eKGjOCLA6IyvXgcZarG6T8PMGCMo3JkoPqXOWyRY9159ex2g9BeX0gbFMxER9vXXJY/jwm58XHQHWu6rwzLl8BFY+y64iP6/Z14bpm5LapbfQ6Jh0UbRE7qfmuSjzwwAMUjUaF31eh9fHy9Hr66afF67bbbttm6+Ynv1YDIPHlPzJ0DAh/EQ9JvY/2BbN+0T+9Cj7+IgLM286HDx8+/g7qW33JY0dBJmv43K8OADvx5aPdIxDgDsw+fPw1zJo1iz766CM69NBDqaLC8YLmuOWWW+inn34ShvmDBw8WLDEY3t92220iYbb11ltTW8FPfq1KzJjs8gpMN1rm8oVKO2lW/Qt0sUzOg70H5xs9lnRzZsMyu7rMqHYviVIinRXVgQirWKpKm4vtJQ2miVNdyyyDdBeLq8AmKjYPN2RVDCDOyEgxxodXgpt/ZBtBupgW3MRcGlkzU2w9bhl26xXOvuFGrVnJ6uAmm9w0XlWTmliHAVVlibJqDiPSUUhVKjhzK8KMKOWGuJgvkg2Tlb+pKg5TfcKpeMTD1j4rj+ie+0aZlnIzXF6FVBVkvag0j2WYYSb4RoIZnxdZ+ynYrW++oT2DyRhPyoTc09yXVRTDvPLDPB9sdpY0jBffx1i1Sb5yi60W3v1BIs5YYHqzZF81OWwvgzGy0vNmuM4VzgLjzEbeQco2Sy/vQZkFM4hSrdQ6Z679feNsKymWrHNYRaFia15V6wxyVrRxqbOekrUUYUyjDDNNVSww3kiBF3AMeUZ4BiicLcDPC83Mv07Z8lNGfuUyIM1bufG+a1Gy+qc3OonB4iLnwTEur7Vs3GF2LUsxZpmcr2qAIeYZt67fADPB59esqlg2sYIgH1u0cJj0rEYh/nv5m4CrUQE7/2UF2mTjQYhV5NV449kBibEe9N5DnfVUrAmXCXLndh1A5RLdhlf2PP8J3HHHHcInY8cddxR/PlY9grWzKZBkhuDqmmXXkcvEXJm5h53r2GCm1opRZTJWg6qM6yyFUhwNUXMyLUbZkAxCXCwDzoCQ712MKH5vVsv06mDFmeeciSR/z5kp3LjcC16XCWdcaWrf8QYc7N6t2GoGazqjGB3c0J7f4212CdteHuuo2JSbc2ucdeQxngY8Yj9OAnMIL9aHxZEgJdLOdqijoBh7zpTu+eAB314nL1YOP4aK3ceaQrmM0VWMzBiHppd8h7On5HstxOazghjYZsvw5lJ8HyoGDvsJn2fag00XlgvQeVMZ3iRIemdqSdYogbOw1HnLzdS5eb3cT3pxOZlScWK2NBRsrGVNLBtJVfbwXqeUda4G2LmqnkP4Jmor9NbV/kb8lH8dq2cG13nFZqmexwrewhTLnT2PKfN6ribhiopWOU8ek3FDfF2yt+BRm7sc13XKhzO5bzS533EP1/nvPVh/GmdkqeuDscHU9eVq5OGx7TweNVjM5slEtSeUn/1DsUFHiZ3UfFcVnnvuOZH0OuGEEwpOc/LJJ9MzzzxDN910E02bNo0Mw6Bhw4bRI488Qocddlibrp+f/FoN0JTM2AOvj/bvL8IDNR/tE5mFM10JE4W61iR9PnshffbbHJpeU08b96yi/ddZgwZVFO6G4qNtIaj2K+7W7MOHJ1544QUaN26ceA8Kv5/8Wr2QSGeEDNJX3LZ/IEnJ6jU+2inMJqcI6aP9AuOe/+jo4/+Ds88+W/wtD6FQSCS52jrR5QU/+bUaAImvYECjlP8A2O5RWRyhJukR5aP9IlDVm7Jgfslq4K8La+jujybT01/9RMlMlvqXxWlIRSk9PW0W3fvdr7TjwF707FoDXZ4HPtoeCNxQ5fWVxP+Qb8VKzhisas+KRYsWicrlUUcdJaqRPlbP+EmcdX72q92jOBJyMb98tE9osVI/AdYhAA9iv41EZ4id1Hx9WPCTX6sQDZO+dNHAlRwKiJQz802JVIMjC8v+NlO8dmFyrED3/nm/4QwvJXGED3VxOJinVcwo408md9JsKQA3Ls9fNxddntH+FWU3Kw23xXu5nGaWfeOSNfUuY2ie1F3bYJolDsqY1FOZfJoDNnB+r6j5jM7OTUttWZfG1oPJH1pMi0rdzAzW1TrxY5jKOmXGdKgsz0CUU1cVpZx5slOrnL3aHYubkq7fKwqykjeK3zOBm9o6l3yNd7eTMj+N+R6Z9dZxaJrjyB5NJhULRi06fzGTSirZrZhXkXU+BPgylWSigAlmzDYQZVLHFib7lXJHV4MCTp3P2YdAi0eMG0w78w+0WrLMbKLFk4Kv6PT8M1NKTrVs1pPursztW2cvpPSCP8X7Cx9+gx6YPpOqomE6smcv2qVrV6qU53yqojd9lm2iy7/7mR564ws6eOQw8Xlo5k/OOispZdcBzrqXORT/gDTC59cE3w/q3HHd19R1zAyelWRBfK7GCXZ9JDRn2lY50yImI43KZRorSOBly3vb7/VEfb60lVHkK8p7Ocs05Dp73J/rM0zyYzBTYHlhKDmS+Igx45MZQxhqZtm2RYrD+SatmYV545nLWJ/Lo5UBMJeYyP1t8HEz6ow39ry4PIBLm/Ce/9tHu8Dxxx9P/fv3pzPOOMNPfv3DSP76LUWKYnlSfL3YuU+57oOsIYv9m17snsLiHgVlvpvLHgrhXsEkN7whj8ZlgLbpe8jb8NvL5sLDlJo3B1JSMi5T4zGIvU4e0kDO2uCbFFFyKHZvy5Y493jbtN5DfllI1qXWOWWymIhtp20yzgZ4LtcKS6m/6/ZibweTR7LvlRWFujc2JFKuJkRq6V7rXJBgr2R87P7Azytd3mB4kxSTS+JUgwMufVWNdNhnMkRQM3C/ipV37hVBdRzY/UPdv1xSR/57dS7yTWP70RLyumHPi9/7sh7z5+cFl76q37saJQTz7q0GbCFarNggI5sE8QYx/PrQi624XIs591Y9UpS3fiYz9lcNcLjhPT8HVIzNP/O0X+Eyai9fCbYf1HMOb1bEbT5WeN6ZOQ2Q+DHmTYR4Qy25zRl+zntsR5I9WxmqFMg2no8N6prEXhWni2mSzmLxIJ4lcwzpvRpjuJ4R1RhX6Dce4yaXCtu/84i5bNm7X1j28TfgJ79WIVpTadJNjUIB3bPDAc/OFvLV+f8AsQaMQH20f1QWh6kpke5M8vVOCS1iBeqzltbRg9Nn0gnDBtFxQwdScrGVaMvKRG9Y12nv3r1o0tJauuT1z2nT/j2pf2X+Q5ePtkEgoPvVrn8I8JdY6d0eV+HAeN9999Hbb79NkyZNIr2T+7P5oOXGY3701DFQEg1Ra6pzdc3tjIA3nx/itn8EAzplMr5kqDPETmq+Piz4ya9ViA0ue4BSyKIT0UlrDKRxW61tf1fcq8o6INEIvT1tFl337le09cBedO4OG1EkGKCoemDmzBjFUEg4FZNIzGH9qAoYyEml0RBlZLtuhfqkNaiVxB2WSUQawroMV7npY8p6uNflq/iMV708fpOUFYZWRl9qyXi0XGYlkUQmv5U3r5g0ynUX2xnrnccYAdsNCJvMcJ5XbuXbVjbPUMCpLLXK6p7uUTXjy1HTiXXO5lfXOIuLs3VyP1NfJVMZioedpSrmTdDgprqZ5e5vbhSp9w7mGZQGpJlovI/TyCDbwhhZoaArwZNblQuoSnvYqXjrkllm8moPq1YpBpBtQo9lLnaM4g21LHZ+a6WsomgbhlPe+c090lzVc8neMnkreoZgtWQdcbaAbQTM2F71NZTNGvTF9FmUaWykzdboS8lgNTXPW0Kwbn9onXWpX6yIEguaqXGBxZozcyrzJ3ftRT/U19PoR16jCTtvTqlGZ52Ku88Sr2Vbbu/sL2YwGrIN4tl2slOpNWHtm1p1AmLfyspoSakzH26kash29UlyKm3L2O/V/MtYowVdVoN1Xs1n65kMydbY7AZbxJavxpQAZ/w1LHCmlWNXMuj8pkVeX7wY4NX1PsNauCdYoj/ZLK9jtsOK5TVVzlhnOmdayPbmyjTXWmneWl1WMblL7IrabKtrlptac2YAft+JWnXbrNeVHGwpJm1DA2MJCCZLRPzl4vbbb6e5c51xphC6du1KZ555pqtTEf597rnn0jrrrEM//vjjSll/H/9/LPp0Epl9HHZSXMVMVcwIO8oYIXKc0opY4xQvlgq7Z4TkeMbv4RnTpGgoQC0sqaJiGoEIY0ib+de5C6rJUNZZpud1z36vmL1uxnn+dcWJD17sEn7PSMjfB4LM7J9Pa+Sz7XX5G762fCs1D4ayF/g9nEeOdszl2g5tuQw2tZ26fJNGt2w2A/U+wNfao7mUa1yW90bXMWRMKFOyUBQD3vo+k9c0hy9FNRPgY77r/uLB/HKZgyvmDDe3VzF4ARYWBeVvyBvq2LoaEMjz03WdeLB1uIrCtXyPpgUuBrVkYxoUtBsmKTZ9tqFAB0gZi2muezRrUKPi0Qrnfq5JBpHLqJ1BMd9TLH7PsmvK1K3fRyJh73NAHkfehEKdv3x/q/OyYIMcdg4o5hi/tMOSocnBY1ySz35Btp1qPmL7PK5ZFUvxmCjNLkq1S8DQTGYzYlzQ2TWt4u4YZ6hxhpw6X/h5IZmkvOGPxgkZXmOgF5uMX6dqmZ3Q8L4tYid7vj4E/OTXKsRZgwZROBqi+nSa1u/i7p63qLGFupVYA9jOwwbQVoN608lPv0PXvvc1XbLLZv/zsuv8dt0dAgiy4TACnyJ1a2K3T/kPTXRiAdVeCwTJzGZcr2SkrZsRxrlg2JJlpFtIi1eS2bCI9J5rkrHgdwquuRFl5/9OekUPorql4iaix7uQsWwuBfuvTeayORTovw5lZ00lvdcQMpb8SXpZV2RYrYQRbkSpFtKKyonqFxGV9yBqWExaeXcyG5aSHo2TiRu1HhDBlFi/0q7C6wGvtHiuNd+FM0iv7kdGYw1p6JiDREE2TVq8gszWBvEKBIR0IGVXd0ujQcpkTQoHNQroOqUyWdLDcTISTaTHpKyjojdR/TLSy7uJeYnPAiEym+tJ69KNjIUzSe+xBhkLfiO9+yDKzv+N9C7W+pPo3mPSb3/Op1GX3CESyEvqm+mAjYbS+AMPEtsVqupGgyuXUiAaJSOZJD2aER2sMs0Jwe5UCbjiQJBu2GoDOuytz2nsh9/QTftsSz1KWUdVH20CHDM0/PDRudCnTx/Xvy+55BK69NJL86Z7+OGHafLkySuc35AhQ+zkFzoOoc02lnHhhReuxLX20RGB22grsz/w0X4RDgZEAqwQxD0ZHkYifjLcr4i5NI00CljvQxFhiaCHo2RkEqTHSshobSKtuItVIAl1sRIz+H1RmMyWOiuuqV9A1KWX6DIt4p3mWtKKSoWlA+aJ2MxIp0iPxMhobRSduI3mOtKLyshItorliQRbMIRIT8R5eiBC2VTCmralQbyaafnvVII0xEYmEnMp0kMxMhKNcn0bKRAMUjaTEa96NiPYPKLboWaKuAkJCRTY0dghEI7K5ZSLOMrqeq1ZyUc9SCbivVgJmY3LSCupJLNxqRWntdSTFikiE7YWIja0CpkinkOxCzJEdE8uKiNCHIaEBRJUiFeRbEQsi9+j+IhtgUUD4stOVhDqaCiKWJ1uffjobPCTX6sQ21RWUpey/ErE7d9OpwnTZ9GTh+9KLSbRu7/8QZfsugVdvsvmtP2dz9FF/9p0pRipL2liFQMf/zNQlUR1BIw1VFMQVAh9PBoM6DqlswYVhYOiYhyPBEVyBjeTRCpDkVBASFFRgcL0iXRWTIukTnlRiBoTaTEtgoJgIGCx61SlZnktWBDUwCwR0yOAQ+UGgYWRJbNpqZgEySYEFZnfJovXbFOtzfzKLp4tmF/pnz6jYPe+IvElfjPvF+t1yWwKdO3trgLWLyQNy62dJwIas87yT0LwZCFtVwRNyfwy6xbkzNfyzzKbGCuoaZmc/2Ki6lLKyuop9g3QnM46fiyytqWWiSAVdSFz2VyiVCsZi/+w5pVJkZVWNK0A1siSscT6zqiZJ5JuRv0SK/hCAKrpdNrtj9OVx+5H+4xcgz79ZT5d/cizFFtzBLX8NJlCFVUUKiulSNduYj9n9KVUMnQNWvrpV9TnoFE0484Hqe+xR9Ocxx6nrY84mu6Jxen8976gfz34Kl1+wG502O47k968hMIDR1iHtrI3mTVzSQvHRHCrKpgiKBcdxxCg55TpfRREvTxXOJPDx6oBrgeXF85KmicwZ84cKi11GDderC/glFNOoQULHHZhIVRWOmzZG264gb744gv69NNPC87Xx+qFkkiIGuRY4mPlQA3JnIGChjBIRoWCAREvhe3XIKWziIV0ixGhWb/LZrIUCSLGSlNROCSmjYaDlExnKBQIkI4bpUhoWbERPG1NylpJMCut49xKETfZLFzpPwrJq/QjtWILUyS5RJyVUvENppXxzbK5FvMLsVAoRmbDYuvzlgab/ayWh8SUeJXfGfDA0oNkSF9UUwva02Ylm8aZtkEUFJE0Q4xi+5biM+ntqeaPxJd6RdIL+0j5pSFGhfoAiS8xjWS+G9hG4YHaRFqqle0jg8zGGlfHRhPrgM+x3lkV6yFYMUTxU8SGig0kGEYaaWXdxO9QmAVzC0mvQLySMgtnUWjgupSe/hWFR2xOqelfUXDwSMqiSFndz9rObJp0FC7rF4vPqG4BaZV9RBJPGOknm61iMP5tqzWsxCZ/9bFi+ImvzhM7qfn6sOAnv1Yhnv5qPvVBQkNig/IoPda4iN5P1NGYYYPoiMfepDv33Ire+mEGLVxSRxVlcSqLhkVAEIhK+i33HpE3NZ1RoYPshkxkBe4NyYz4A1qZnDAatGijCSZBLJU0X/CP7HlyE335qicdCRWvzhjRfD8jRZMt5EeoTFERrCgwn22bssvp2U1McpSR70U1S/1eOtZGmTtqiaQoiw5wsosJDCmRhIpA6ocKWMgKnCqKwkLr3iUWtm+UWH4W66rpwr8tGgrSkuaUSFoheADDGJR/QSvWDPGKAAOfJTJpsS6plhTFQhql5LGzVs+kciEvMygaC1DISFNlGNFXyqKMZ9z7G8b8tqckqmPBsBWcyFdRbVPTyqBDz0gqf8AxEA31dAzWg9z0XSaZuMl9oMx5OFTUZbPFOdcM+Xs9ykxJGaVbnaPp+bPyDIvFe2mub8sOc6AlrWXFw45MQzUOiIcZ5bqJUdMTza6A0VoQm1auntkk6faJZkmnbyJDfoZjv13PSto2lKHpn0+my599nyqKIvT4hRfR5hVl1DBrMdX+CCN3K4H2W00DdZkyTZwLC264R3w27do7xesvN91Hg4jo/oFr0r1L59MZj71IUyZ+S5eO2or0WbOpeoNhpC2eJ9Y7WtXLkoAGQ2SA+m7iOtXFuYQq7ZLmNJXHQlTXiqA/KBollEVD1JyyKrtxspKvaEqA5GsMSViKC2ZhMp0lM6VRBhVrMsgQkb4jg+ZyW9aXgqIyqLaN63MktmEpmXYlmlgDBDNknYNGNOMt/fDwVVLzijApsJesRhkfi8PI7u/xSIgWNSZdxssNSWtetazzRDxc5bwv6uoy+Ac0DxmHag7ikjQUkoBIyQaXk7sahTTXUKCRj90+lgckvnjyqxDQpfHv4pVXXqHevXuLV/wBS5dahYP33nuPEomEMMIfPHiwf5BWIb56YgoNG+7ck7pvYBVhKkc4Y36ke/c8OZTO4goX1JjAm7QoQ24z4BpvlknLiGYpr3YZhzMz6ahclky3WMtng4c92nEpmP0lk5J5SfuWU++SC3W2w2Na/nslh0qxodRlGyGnZbdWISHUZJyFmBTxTSBoFfGQpDJk0ioABjkWZhLFCMVAnbKiiBektGQgpZCcClr3JsRVmCcM/WEXIGIoFOfge2NmJQvekl+ljKy9PzDMY/UymQzFghYTPhrUhewqhmEWElRb2modPxUnGdB2IdFk0cBkTkaabmuSuSRiBXk8XXJFeb7wRlBSCm/tRyUNZIlzJdnzkt3yczFgLF8uKyX5LnNw1rTGkynFzu+gHs4/xq4TI5NvrM/v4er+JVhZZk4zF7Z8FscZDTV5csXsH9PsZWSWWsXSVKOV9EvVfGi9TnzH+s23H8j5WGOw2A8LrAZg2XkzrDi1qZ4CXXtZCgcjS9lQ1CpxBiPWtYjzSUMCFeeqTk0pq9icyhoiJsLnSIrhukZyMBYOiEJ0MGg9D4gkLEVEbIVnAJVDEMdaFCWd5yhXwytu06EkpfwYsgY5gaBXwwd1XrBGHR5G8YWgkn9hHpJ5DA4uKbL8B8YIMOeR9HePDdLGhs0mHHBIHVEZq3Hptf2Wx3u84dCKZI/2tcliMiU/lk2uuK2HDx8rgp/8+gfxbbKJXmtZRutH4tS3uIjOWWsInfrmF3T4OoPp15p6qo7H6Mkjd1spy6qOh6khYVV+OjKsBBQ8OHTRyS0WAl3boGDACszwkBsPB8XNrbII25wSiaza1pRIACQzWTEP66EewZU1X1QVcdNSSSkEZ2IK1vVPTataaatqmfICSciKGu82px7UrRvKX2OfWAyf/3FH+VgpQPBw/KZriYBnv4depc16d6MBFaV05dRfaXT/HrRPf6ez4dJMik6tnUG9AmFaJxSndULFNIT5VymUBIN06QYjaM2yON3446+0/R+DaJsBvVwJOzswQKLKDkasE0tJcJD4AubVW9MuspmdWSqSSd8WnOOi62HW5fegyco5rgUkcbB9aLZQ15KmqnhYsOsqRFdEUzyk4AHHklaYllwBDwZS0ioiwXbKrFra5PY59NE5mF9tiZNOOkkwyziSSevaikajVF5eTqEQ6+bno9OjLBam+k5gHYExHzEgCpIYypGkwsN2VhZVEMvAVgDjPx588eAPJhUSAigoWsRyK1EAzpSKU3B/wHxQMMStQPkniWSZdPZC4ovHVpAnYl0MOa26N+H/KMwAKl71w6FOBE2nYL+1KDPzu5U3T5Wss7sC2tkpGQFZ5xugmG8413HONXvYIqimCepcVQ3DrEQsYiaLQYbTNBTURUFRXTfFkZBgIqI4rsvpRPSPbtaiwKeJWEqw2Nq5tFOpLHysWvjMr7ZHp2lhNG3aNIrH455/9957b970qVSKrrjiCho2bJiQPGy44Yb04IMPes773XffpZEjRwoPkHHjxlELMwf/X7BBJE67FlXQ/EyKrvthOg0rK6F799yKZixroF4lxXTq1uvToCq3N9j/FzXNKVHdaA8Qqj1hVG6dfiURKwcL5goqL2C0oDqDykxxOEjhgC6+Q3CFZJfTetwy8EOgBOPKplRGJMKWNqfETQ1sGABVW8RQ6maHaXEzy8rfmjzw+oejLCQ6fEp2+wO8Md47aT+6eudNafRGw2nswF70+my3nOqb5gbaKFxCxxX3oCBp9HTLEkosJ7A5ZGBfGlJWQo98a0k/2wJ2e3l5fmMMsJJhVmUdr5DcouqOMQJJWjClgGXNKTtoFOelkNBKY3ZZiVNG8ar1eAASXSTVArrYZ/A30UXVUiM9ZFXChQed+FEBRsZKRJciP0nh4+/hsMMOo/Hjx7v+jjvuOPHdlltuKf7dr1+/TrVbn3766YLx08SJE/OmX7ZsmYiFBgwYQNXV1bTddtsJVlyhrpnwVANT7tprr6WOCBTR2gtUmUFIABFHBTHmWq/4DCwVvEdhAwU/TA9JIIBChi0vlPEGfDMRR7UkM+J+0SCLKoLxIRMBgsWexT3DsGIueR/JtrMkVUcv7q4WAAtrZSa+2hBmznmFcx/vxbND1hDvkfhy2XEkLaYUrhtrWlwzhsXYEvGgJcXlrFTEUYib0FUYf1YMZX0HpqQ1rbTAUCywNi44YvYYP3z46IzoNGd2Npul5uZmuvvuu0XwyuHl24FpPvroI5owYYJIbL366qs0ZswYIW8455xz7OlQAT700EPFdCNGjBAeIueddx7dcsst/6/1nJ5MUDNlqDfF6M1FzdSViilBjTSConTwh19SUTRE5ZEwnb7umhTr6nRujPa3JBY6k5+prjJCa6/AKdASGICLYKSuabSsxcnk44HXQv5veGdC13vZVcTp9qIRNS6x2CAGDM27k5lqtajsyRZhuhlN1JIejpERjQozcNwZgrpVScT9ImNoFAsGBDUeait0PASzCzcL0WkED+vprGBUgb0GZMDUClhVzC5Ra/2bWJFCsa94V6R6Jn2ScSOVRZwH8CLdYRUEGhdZW5di3XUkvTbCpF6BeE/7farZWlYT6/yTZVIu1WVOJf24vFNRyzUtQDp8qVR3IJkwyNod/0jQt/MkEbz7pkd3Hg4lLXSdS7xzkaIYt3rLsIxl1r7JLJztfNaSTzkO9ujvLFNKULiU0iVzk8kTmJ7a85QyOb5NxbpzPIpkh0jVSTJXkpdeZK1ftr7GsyuN2sct8y1fDiBRa21Hss7Z9uYFTheilqXW8ueW9aB46xxa8O1C+rPO2p8fNdfSmnoRRTMh2iZYIf5aMkS1kn0UlOep2NxS67MDevakK6f9Qr/8uZAi5b/n7UOxzyoteWpTytkff9Q5+6FeXhNK6mu9t06Mapb8WdbqnJdLpYzHGQPw8OT8vm+ZtW/DJnvoU/JqHAt1jtXOtSoozTWkR0usHgu53WE1nQI4D4u6iONoYLpMVCTDIHuE2TDGBMiH8FCWSVteL2BWonqaVte60hAwXYA6/3nHT37Nt6Qtpmd90rkOmpIpF73fmo/z+6oiK6HXLe7sO1cHVjn2BSPs2lL7g0uoGK1fdWgqFK5CFqxzGUAnABKlK5/51T4KOJ0N6XRaxE/wOlt7bacLNVBU5GavQva57bbbige65557TkhEb7vtNtpll11EHLXrrrva077//vt09dVX0wsvvECxWIwOPvhg6tatGx1zzDF/ex0n1iZo5tfz7X/vUCvvY2zc68aaiOiVPfLuOYaHtNDVVc9DRoQHXRTiwJ5Fokh8xi5kr3xLQEqDxHs2XgWV7MeW/2hWV2QwQWRHOzBCMB7BSgAPxTo6PWsaFYcjYgxEYcGktCgQpjTTkq3LRJbwqMIfig0ibsqIh1iw1TF8KkYLuhe7YzvNNW6qt1xi7tUlTtYtrXnJFpHKoiA3FrElpWHW6CXsSJdVIo2vhyH3I7s1ueIntWtVd0JdD5AJZr5Kxsn9zLsSZ2XNn8vLuATRfl+gcKW6m9uyQxEPs66AHvO015fHk9yiJJ2fXDVjzr5Ry+LLVPGTyzqA/14lS5iEEedM7rMC78ao7DVctiZMwqiSNVwRoSwixOeymyO3r1DdHMV7MNth+l81kJI/WUn1RI1lS5FuYfuGxYbRLpbVRSH3RU3ZWixxxoagPP5p1pEwlXWOEZQh4nt2iN2yYmv5Mba7W1lHacXC9+p8GmJaYbv7K4DiIUjyeK6R54HwPRP7DWNAxE62KVtXPZu2pKbw0oX/Ce6peCbAsdV0q3mTlO7iGRgyzf9r7zzApCqv/3+2N1hY6oKiKAgWVFAUBcWKitgiqFGJ0ViI0V8IFuyNEAwxFmwoFhCwRTESFbCB9U8MUgQEXECQKh22t5n5P98z9515p+3O7s7C7PD98Myz7N137965d+57z3vK97ickmLtfOqUaWIOCg6q2+/X7bFsKuc+x5Ebx54tK2Hspkh+5gynyyhKkQ1GQsI3/+nHzyrBNfeaXW5r2Q4+qYkwfy/JkeNICnMPNVUaw3Yy+yUJ5vyyHV2IVtbEnDlz1Gh75ZVX5Nxzz9VtMMYWLVqkXaOuvfZabX0O/ve//6lzzIyDY2zYsGH1Pr4Kccnnsl3OkjbqAEMKbUtJkwNTM+QPbfMl88R20r1VrgqmxxIsAhENjAZMMLBv1ADzeHyioxoFcFdKSlq6t4MfxCWxuMVDGpNXlbm5kkJEN90VJVKdnu57WsCoqnZubhybbnOMHs/+nu7qOGXI3mf19t3yxsKfpFNWhlzZI1DTZ+H2XbJzR6l8vnWbLNy1R8a09Tv3gEs8MqtqhxS4SuX8jNbSxtLXiMTZ7dvJ06t/lvcL1skxxx4mCYnRQHEWQubzjTnCk57iM6RdbpQ0e531WLR5t5mHtVfwXzUsvKrEGiH1WFoyaAwBpziceMjuxCJNnen74j2ThCI/P18effRRzfxKZOCgqs1+Gj9+vCxZskS7aB533HG6bfTo0dogAMHBlStX+rRmEGC84oorpFevXvo9bCfYX/Vxfu1LdBEYZaKF8Q3BhkOmFLRM4cBXXVE3NK5SvBpQOhA1gpWqKeWd1pwMEyO27thRoFq8K3F3UPkW5jrdzqwncbtcXoF1Er9UV0nlyoX7+iianv1knK6+kk6XV59O11OBpcWmxDOga7wzMWFeMo4y6OXhK8o7kWmG7UaDD4FI/DMlzIQkEgnn/IqGd955RyeCwYMHB2y/7LLL5Omnn5bp06fLjTfeqNuQ7fX999+rsXf44YfLlClTfIZcfciXTBkgbeUz2SZdJUfSJFnWSqlc5m4ru8s9cna7Vr6xme382T6pbb2aQEmZVhTWeOCtKEuSJfrXLM27r5L0VM2QgIijprm7IWSYKjtKq6RjbqaWBeIrygSbZaRLWZXL20kHTVrciBYi6wrlglWSg6hGhUtyTCZSVoYKmvoOCRMsIhN29pH5mfX/UivkUtvU2lzF4AOxo4O+9+48CADKuUC5Na7IiHlaIukBoox29pQRpdztzXIC1Tu8wpwpzrUAWVZGVnNnn3us1bYttG2iJwEZJ07EJcU5hxrxQotqJwJSmZQeEKkCyU6EFeQlOdHvsl0RRMRTQ4Q1k9odHBKZtKOxJkqaZDUvcKN7kUPlzz/q150/rvZtM5lSGS39C6dmu/1C81mHQOpdJLX7Cf6/Y2d2meN3OispaI8dFDVORrvsoMimnflV/Yu/hLByo7eDZLVVsmJHFF3O9qJ13mv8yaoNctuMbyUrJUUuzGktBT872m5OxtS6yhL5tqxQWiWnyWPX3Co/TJomy6RCCp3PWj9pI73FJT+4CmVc6Qa5IeVAyUhKljy7e4M5dudzmS5JMuDAfPlPwToZWVgcEFUPzhqCfHC4+6fCiULamV8Gu5mFneVlfh+lwoa8TH+Y09wXdtTYiO3akeKAhYbJGLQj4lbzBXO9q9P8c1ix9T5MNNXONM1yPPHJTtalYrI34Cj2eA0+b0KpV3cGosfYB4y8tGoI2iZJ25x0LXvOzUqTBRv3yIEtsuSHzYXSrlmG7Cit1HsT5Z8eyxmfl5UaVrjWZEMkW9kEJvPSZIwGnyeXE5W2mzxIrj8jxdWsjbg8idVZEE5NO0MgVvvcF7Rp00bLHYnXfkK5o3F82fYTnF+wl044wTvPH3PMMTJq1CgZPny4ZpAh6HjBBRfU+zTusuaLL1Z5nxl5h/ozd9v29AcQkpzGLnYGsccutXYWlQEZBk72pS3gXOmGE93rqHIle2UTstNTVCuoZVa6lFZVS5aToYpSb921Zl95M6gqXS7NmnJVVKmEA7I30i0x9CQzj6jwutvRUQzNGrIzN2z7x2wO5/Oxs6RsbBvEYIdqTOZ8uIwP+3Fm7BY9fFdF0PMqUKDdZM4b8Xn9m2jmYv6mM++X2/IcpmzfykyxTb/gJgDITPIImhR59+FysuQrrF8ygt1ZiNb6js3KurVF3cN8btzGlrIzw6yMQt9Y+3NV7rWFklAlYd6HY0/qUEfrM6BhUHP/uUtu7q0CcTVv7/+bjgi/77wGH5Pzc4/1WUout+wr8/7szC/HvvLYIvV2MNbYT9Y2O7O+auPakMx52/6qKimT5OxmktTqACletES3VRb6M74M6bn+e9ZkdvqafmFbmpVZVuJd8yBr0nfMLufZatkvbo/fLjEfh8D7wBKqNzph1uPGbNPtJlHJbrIVriOF3eDAZH/b93a47ELLfjefJTuz0LbvzfrGZGUGZ5rqO8a31nrMjWz7JL+eGb6q/eTGus+RlEmCQL+3PLqi2iMtstKkuLxKmmV6GwihkRA0Z6EdqE29XGhS4QloAGI3UnA797Z9tj1WEwmTMZ+MLFjf+bIaAjk2vr/iyL+mQSWBfk2gnIHGsJ3MfkmCaX4Z7rvvPtXw6tixo6bfz5o1K2QMMrw6dOggLVoEdiY88sgj9esPP/zg2waH19ixY+Xss8/W7lIog3z88ccbdIwdJVMukXw1joqkWi6Q9pJvTwR1ArNUhjcTq5nX2ZWc6TUoMFFhMQ0hayyMs9NSHYFr6F95F46bCr0PEXzFom5PeZUuQuE8gsYDIgBmsUf/f+ODzDnj+GpKFOzYLbPX+NPOmxrfb9omN3/4tZyYlydvHn+8XN7CKs906JGeI5dltZOzMvJk68JlYfeTISlyouRJjqTIBk90ZWwXdO4om0rLZOEmv2FM6o5ZHCJbzKtl49ImFFisQr9Gu7Y5OmZGDxBzHObGFhmp0qF5pjrJDmmVrQ40NMqwNQljnY2b6KBTmxFujdkLdSOk0bj44oslLy9PNc1QoghbKRjYR9BKDSac/QSH2Pnnn692FMoju3Xrpg6yuMJZWCY5dlNyeqYGR5GphXse3eAgag3HlSmPNtlWEMHHwrO4okptJmRj4eXtXug4YGg/7dXMr4BueCTugHZoxXqvk4zEH1o27eghIwMfZhUcXwBfNUBY6d2OqQ2SFGg4BnsJzrC2zbyOfTjIQAYkd4LKpck+sJ1oPwUQd9b8woULIwqvBr+ef/553+/BWPnd734nb775pixbtkxblCPSCAcYsrlsoOsFAy8Ys820NTdA7HbLli1SXFysmhaIAjeUXEmTU6SVnCltpG2YavYkiByiprt5a+9XZzGe1LKDRgaSkDWAiCFKDlGGmJIqHlNq6GiAYaLCRAYh63JnAVhS6RW3xveeoIwGsu9R0Ut01WsiIKr9xJcL5OK3PpFhH34tD8z8f3HTWKEufLJqvbTPyZJR3btLtqNrEYndWIA7OhRgj1TJMimSYlVJECmUKimUasmztNlq4uhWLdVoWLZlZwPfBbGBNk4kcwsOfkx9O8uqNNP11+IK2VRULttKKmXNzlKdH5ERC/B/sUrBISqNly1K6xPzN1kBYbQXCWlsXnvttajtJ5Qp2nIRkHSYNm2arFixQiZOnChr166VPn36qG6XAc1+8KqL/YTg4e7du2XPnj1aMokym0bHPEOzvPN0ErR/HKmGJGgOZWR7nV0QmnZKELEo95VjO6XXWAAiIxTZ7xUul84VwDzjaD7FF9D8srO7SfyBTocpTlYmiV+gGxZpfkOWF16wo9BkrMKxlxBg3OYEFhEQ8HXKVMkK3J/J6gRLdSR4zLMgxZmvvc2QMJj3MGlcUuNVuD4a0LHRgPLEyZMn+76HqCpS7Pv376/lCnCM2QabqX8ORtvSRtAMMAudhpKenSVV5RXSqddRsm7+Eul9xYWydfZXcuyVl8gOWS8vL1wuN516ohyU21oXU57yEn0Bz7ZfvO17ne/1mJEaq1o4roCym2btvSV5uyucMp7sNJ84tuKU5Gmaq0O4KcdOfS9zFoKpVslPRrYtcO2kMFuTl0kTr6y0xVP9+w+uSQ8WSzQlWva2FmH8QxVWin9JUmjZoS1qbf6vZQi+Yw8jzmqlrvtq7SMIEZrUevvv2JjPFdKIfdtSgko2oV2JpjCOvodpsVxpXYNcS3y72inPyCjyl3540sOUPdoPE5M5bOmJ2OVpvnR5O4Ja7k+tNwLx65b9Itd//p2s3lMsV7TOl1apqTJ+wQr5cf0Wefmck6S6xJ/5lN6qZYjgpS1C6zYlKKlWWr6dAWeO3zomkwrt2rrB/yu7/OfBZZX0+bZZKfiVRd73VFlYKl/+vEn6dWwr5Tu8x/z5Bn/JZplzXTdImfwsZVIgJdJ7ucgxRmtFPLJZKmS+7FHdrypxSy9pIamuVCkUt1g6qT6qrfswo8otB+dkS8GOPZLkfB5hIAZ/FjPS/J8rZCr5zoOzGR1Rg38Op5pBS5bN33TupdKq8J9VRPL0b1vCt74yvoByEOtzZUp3jTA+zo0lOGs+Y7aIsl2+Y/5vlyL7GjpY5SKeXKv0w9FVM+cIZJvPSLVIS6cpwq5y/z2LDK/g8hnbYWtKjDcW+j+LB7fE7ziiypbIPpp06PtEKQM0yNIytfRbS5ngJMV7hu5GbqV3wZ3s8QYtyovEld3SN5d40nPEXRV3j+O4a9fdGCKwiShcH62tZWdo4WXbTx9//LFmc91yyy3qELMJZz+ZbeHsJ/wsks1VVzKa5UhFcYlk9zhCtq5cK0kdj5LyX7dIZn578bQ5RNyFOyW13YEa2UtKTvOKKVeVqfi6pxgBBqsEzv6uqlwFpkFmnr+bZ6kzgaNjYrkJMFrHE84qtE+BPc9UmjnEKmMyU71dYh6wL2ferLLshtriS2beNKXkwbZOlj3JOlRbzwrj8LeP3ZRC2r8ZsBvn+O25OKB80/m/XWZqP8+r3JEXvIHn0/rGKbHyWa56wPi/U34aRmoiwycUb5XRWXIhvrL9gACG9f8UT8h7U7kP388dm8u2VZySN7vUsWrzGt//Szd4t+d0Psj/O5aQfKr5kOR6mzh4j9/55NlNHOxzb2wq+3YMI+xvS6V4inaGSKkElEqZ55VlD7qtssfSbd5j/vU7v/yEyypVdlW6JK11G6l2Z0rxig0BtlCKZZ/ktLPKP6GVp2WP/iQBj/25dv6fbDvUnOO0P2tpqf5rZC6XXalol/OaEkY7Wynw0xkq+m7MGvujEND0xlwb264O5+SxylDF2E+W3Wzfkyar1Nyb9rHp7p0b1P58mzLBZGufPsF5LX82936qZDt2Ypk146U795w9B9nzjFmv2WWgzZ01S06ar/242qam9NJlOojjhYAEuoRrQKLKa0tVFktSTp73c4emWBWl4oF8BpoHpHtLZD3W+rKp0xi2k9kv8RJ31jZ0JIqKQjvHhSNcF0cbo+v1zTffyLx58+Scc87R7XCCbd68OWQ8IpMw3Fq18utuxQJ0RQKHn9VPXHtKJP/wLrJ0xhxp3tbbbQ8OsKTCYpk34XU5/9LD5MR0t6SsLRBPUWffw0iMdkIDxDx3lyVON4xEBQ/O1GSvQG680zw9TQZ37SQ92+RJ3jrvA7tPr4Pku1+3S3qMHMV7iwdOPkZy0Q5+hd/pFcw2qZSNUiaHJzWX/jkdZbd4NcXyJF0bWIAycUmaJElqHZNq7zz6cOnSw2/4koaTkpYR0M2pUTH6i46xi+5NGggwwYCyQv1ZUjN/B6/ktExxV5ZJcka2uCVZkvdGRgxJaNCsB+WK0Yrb1wRkIQYMGKDZZFu3btUmQMimh90FWykYZHeBxrKf+v7hClk+/TPpc/UlMvvpidK8XRvZsHiFFK9aLeWbt0jxTyvl4KO9Dg3Xjs2S0edU8ezZIkltO6ljy0v97acSJ5OBxC9eke5ADSQSX7gryqXKCoyS+CQt1dtIaK/aT6YpEpw/5V7dOFQ0wYnpKd0Do8k7haMaChVPaHABZzOCK8z4JHUg7qxtpEXW1m2oLpi0SjvKiVbe6FSEMkb7b/30kzda0aNHjwb9TZReQuR127Zt+jcqKrxRn8Wffy3pkiwrv/fqaOyaNVu/blj1s7RD1ANZPyLSu73XeCwstTJnih2x6fQwThFbxDXV7+AqyfIu5IuLvdtaZKZLeUm5zzDwZXRZERdxPPS2aKJtR1QZ4UI7i8RtRTd8Rqad+eU95qJK/z6LrUwMg8sKvaRUpoREIauszK9qE32zqPBFAW1BbzsiYf1N5/gL3f5smUorOpJS5J143cX+CJerxLuQTc3yR9arC/3OkqIK7/EVOwLpwSQ778mT5n9vqJcPjhbBgEPNvf5N52uJHdqxfh/ZJ/rVOV495nTr76cYg90d2jbYag0c9ndc1nW1zkORI5paWl0tFx7iFf/f4vKek255zfVVXFklVdZiIdP5LAccZ7WVdecTU7ey0VKrQrOKrJ+b9+Eq8R9btXXPVJRVhLT39TiRJlDpZIHhWI9s7Y2wrXd5RZQrrEhYpbNgOkqayxHSXLJbtpADehwuWwv8kVvfqUOnUyvCD8ocnaISuz24ZVTgmI5omSutc7OlqMLJ8rLafqc6wYAiS7i5xEktF0d/QcdV+T/LxY64q30fl1meoFLn90vL/Oc4zco8Ksr2Hmuhy7onSoprjFx60owKrP9z5RIrqpzhDrlPi6z702Q3GuFjfU/OPWPuR+8+/efB5UTvU9xWUwM7myDFGxUvsuabYicT1pwDPTfW/818V5Lqv0ZFKZUhc1OGfZzOvZJc6n+/yVYGjnceKZVkpHoWebe7kkwWwB7xpOX4gj5wOsDB0Lx5cy2xf/DBB+XKK6+UpgYzv/Y+sHca236CfWRsJZvGtp++ePVNtZ9mPf2Kfr/QsZ92rPNn/hY5c77iPLOSM4vDiyyHwWTTVKRYz3Vn7miemSZFJc4zxfodO7u2MkzGiI0xYSotWybVmbuSIgS8PGnen5dYj+hSKwvMYAtMVzlZLnaWrd0QxUoe92Hv0jQMsoXizfxs3qMec4bfFkl1xKqT7WxhuxmTkxHssS5Bdap1nh17oCxMWluVtbCtsDJ4grPs9TuresN8tasXTIVAgHC/NW97sMDWN2SVF1i/jwxC78Dq0N+xf88ShU8pduxJy1apsmyVMsemclnbkq1MuFTH/ndn2xlqzufGVvq2M7/CfdbDZn757w9x/o6d2RWQLeLL/PLbJ/YxFzvvo9iyswIyv6pcktWipVRnJEvJRm8TJWhz6uHaCYGWfZTmVGR4rKx9O6sI5Xn61bHP9f/O+3Bl+c9XUaonxAYIuD+sfVY796f9+bKrL8z6wv59Mw+kVfnviWS31bSgqqRm+8lcLzuj0MnM91jrunD3qb08sKYWcTsf8uQyK/PLyZCyhfNtm8kcnyupNGQNBopNMzGrpMFeW5ksy5RKy73gHIe9xrPnzRTnXrIz1JKtz2VSpeMI02ZJzr3kzBcmMzaR7Cdmfu2Hzq9YM2PGDDXg7M5El1xyibzyyivy0UcfaRtuA7o8orTxoosuatDfTEtLU9F9/M3u3buruP5NN90kr4u/Y14Iztw29g1LCPKNULF+QuKa0DVREA9Lk2fXepH3lkY/3iRJhCZLBDLD/ub1ehwYSQQmTJggmzZtUmcCdJdiVW5PSF0oLy+X2bNnS6dOndSGse2nBx54QD+fsG9s+wnjTjrppL1qP01ctd7/zUi/2L7IMw06DkJIY/BV3YZ7fdyERAXtJ7JfOb8g1ooORChtRKdHLB7+/ve/y8yZM+X+++9XDQvDoEGD5IwzzpA777xTuxAde+yxOu6pp56SESNGqLHXEIYMGaIvO20fwvvwRMdK96I+4DhQ8olW5aYElMQXiHQfcMABMnfuXF/3LBJfLF++XBd4GzdujGmWBYktn3zyieoY7dq1SzOK4x1kKSB6iedXUzje2mDmV9Ph6quv1nLJk08+WcsWCwoK5I477lDn69tvvx0wFt0aX375ZbnuuuvUlsjPz1che9hQU6ZMabCzlvYTqS+0n+If2k/xT1OznRLNfmLmV+OTMM6vYcOGyZNPPikPP/ywT8+rV69eqldxzTXXBIyFA+r999+Xu+66S0477TQViIWexb333quvWIMbEW2+4wFEVdesWSO5uX7tGRI/GGcKmjnwGsUnRoMGi76m/pBNZNatW6dZvy1bepstNAWQsk/I3mb48OHyxBNPyA033CA7duzQspG+ffvKZ599JmeeeWbIZ/TLL7/UQGHXrl21JPLQQw9Vx9fQoUNjfmy0n0i00H6Kf2g/xT9N0XYCtJ/Ifuf86tKlizz77LP6Qscj3Lg1ZVnBsYBoJV4YD6fQ/gAEa1evXr2vD4NEwDhTjHgwiT8KHZ03Or7iGzj5axP1Jo0HtPZi3+1xb3Uw2L848cQT5a233vIFXtLTa9bGOvjgg+W9997T/1dXV/u0wRId2k/xDe2n+If2U/xD2ynxbCezX+IlIS2Wujqy9hfHl/GM//KLt0sdiU/gtDUGAonP0op9Wb5Moo9eotSc7BvcMN5ibMDpPkmjUpvjK5j9xfEFaD/FP7Sf4hvaT/EPbafEs518+yXK/mO1EAVloRCTJfHL7bffLieccMK+PgwSgZ49e8pf/vIXnp8mUAoPfUdCCIkFtJ/iH9pP8Q3tp/iHthNJdJI8phcwIYQQQkgDQNYqMmRaDRwlyU4b8ljhriqXnTMflD179lATkRBCCCEJQWPaToD2kx+qNRNCCCGEEEIIIYSQhIVlj4QQQgiJ+3bdjSECSwghhBCSqLaT2S/xwswvQgghhBBCCCGEEJKw0PkV5+zatUv++c9/aivy3NxcadeunZx22mnyr3/9K2QsWpR/9NFH8vvf/15atmypXW8+++yzGjt6/Pa3v5VWrVppC+++ffvKp59+GnbsX//6V8nPz5eOHTvKo48+GtP3mAjMmTNHrrjiCm0Bn5OTI926dZPbbrtNNm/eHHb8888/L0ceeaRkZGTIgQceKHfccYeUlpaGjGvWrJlex+DX0KFDQ8YuWbJEryE63A0YMEBWr17dKO+1qfLVV1/JlVdeKZ07d9bP+2GHHSZ//vOfZePGjWHHv/TSS9KjRw/JzMzUzz1E7ouKiho0dvny5dK/f3+9RmeccYb89NNPMX+fTZnvv/9exVYPP/xw3zX64x//GPEaTZkyRY477jg973l5eXLJJZfIihUrQsbdf//9Ye8jvLZv3x4w1uVy6b3bpk0bvZ9ffPHFRnu/CY3LJZ4Yv7BPQqIFna3vvvtuOfroo/W5jGftRRddJN98803IWMzXr7/+ulx88cU6n4SbG4LnKjxnMZfDNkNzjR9//DFkXFlZmdxwww06P8EueOedd3gBLaqrq+Xdd9+VgQMHqo2Jc4nrNWbMGO0MGExFRYU88MAD+hyH/YRzChvZ7XYHjFu7dm3EOf/vf/97yH4/+eQTOeqoo9R2vuqqq9T2Jv5n4vvvv6+f8Q4dOuhnHudq1KhRYTuTV1VV6c8OPfRQvUZdu3bVdQP205Cxs2fP1s8GdJEuu+yyGu/P/Q18/j/++GNdh+DewHyHa/TQQw+FtUVx3+Eew/2D845778Ybb5Rt27aFjL3gggvC3keYT4PBfYNjwDXCtcJ9Rfa97UT7KRA6v+KcZ555Rp0iWID9+uuvanAde+yxOrk89thjAWNhQMCpcuaZZ8o999xT43537twpp556qi4q58+fr/s+/fTT1QAJdpi9+eabMm3aNPnuu+/k22+/VQPx7bffbpT32xTBOXziiSfk6quvlrlz58qWLVvk6aef1nN08sknhzx4Ro8erc6R++67T4Wb33vvPR07ePDgsPuHMwB9KezX1KlTA8ZgG4z666+/Xh1uZ599tgwZMqRR33dTYseOHWpQ4b7BZ3jr1q16r0yfPl369Okju3fvDhgPY/rmm2/WzlF4mH/wwQc6Fguj4B4hdRkL5wwczrjf8H+8iN8YQ5fTlStXyiuvvKKG7RtvvKHzTq9evWT9+vUBpwrz3zXXXKP3jZnHYEj369dPfv7557CnFQvR4HsJTi4b3LsLFizQheyMGTPUQPziiy94mQhpYjzyyCPSqVMndThhPsFCDPc8AoizZs0KmU9wv//hD3/QIElN/PDDD7qPAw44QNasWSMFBQXqrIdNhe+DO0Ti+YNgFJ7bt9xyS1gn2f7Kl19+qUHbO++8U5YtW6ZOq5EjR2rANVy3XgR3x48fLxMnTlT7Cc9fLPDxO5Fs6OA5Hw5RGzyP4fDC3I+gcFZWlgbGiBfYtVgDjBgxQpYuXarnCA7If/zjH3LOOeeE2Dlwojz55JO6bsE1wjWA/TV8+PCQUxrtWNxDZt2zYcMGadu2rdpdxAtslvPOO08dWbifYOPi3pgwYYLOS3AaB99HWIs8+OCD6vDC3Pff//5X14HhAvHdu3cPuY9wHYLB2gbOUdhruK64rzZt2sTLROILdHskTY8uXbroKxLjx4/H08jz6aefhv35Pffc40lOTvasXbs2YHvv3r09PXr0CNh26623eh599FHf92PGjNFtpGYmTJig1+Cdd97xbduyZYsnIyPDc8sttwSMxRiM/fDDDwO25+TkeIYNG1brqd6wYYOnRYsWvu+rq6v1+hYXF/My1cDkyZP1vE+ZMsW3befOnZ7s7GzP9ddfHzD2gw8+0LHvvvtuvcZu377dk5mZGTAOnwVsJ97P7MiRIz1utzvgdCxdulTP5e233+7bhs81zvt5550XMHbXrl2e3Nxcz5VXXhmw/b777tN9lJWV1XqqhwwZ4pk4caLv+z//+c+e0aNH8xJFyZ49e/RctzzrHk/euY/E9IV9Yt/4G4TUh927d3uSkpI8gwcPjjgGz1x8zrZt2xb25wMHDvR06NDBU1FR4dtWVFSkz+ChQ4cGjD3llFM8M2fO9H1/+eWXe15++WVevFrAvItrsHz5ct+2b7/9VrfBvrV56KGHPCkpKZ7Vq1f7tq1Zs0bHPvPMM7We61mzZnn69evn+37x4sWezp078xrVAp7XOMcLFy70bZs/f75ue/LJJwPGYg2B+27ZsmX1GvvFF194jj/+eN/3BQUFnvz8fF4jh0WLFnkmTZoUcj6mTp0aYuPiemHb3XffHTB2wYIFun3s2LEB2wcNGuTp3r17VOe6a9euAZ+H/v37h6xryN63nWg/BcLMryZKamqqprXWF0RxUC6Esh6b3/zmNxrZsUuHjj/+eC2zRLQHL0RRTzrppAYd//5AWlqafrWvEyIyiMDgPAenFaenp9e7JAKp6Pg7kyZN0qjNs88+q2WVDfmM7K/XCBkBOIfB1whRNUT37WtUl7GtW7fW1HJEOE02J7ISsJ2IpKSkyNixYzWd3gZlEMDOqECJL84hsi9sULLSs2dP+fe//61l4PUB893kyZM1coqy1A8//FCzA0nd8LjdPuHW2L0CS5sIqY/tlJycXO9nIzK5IQ+BrCQ8s22JAmTBYO6xS7Ywn7z88suaFbxw4ULNdEKGK4nu2YznqG23guDn7aWXXqrnHFn09QHlYcjGQ4YvSi1feOEF2rj1tJ9qukbIFjI/r+vYI444QrMnce/hGiH7j+sQP6gIQjZXMOHsJ2R4gWD7CRn2KDtuSGUP5jtcG8yTkBrBfYVjI/vadqL9ZEPnVxMCDwOkZ6NcDhMZ6uTrA0p/UFqENNZg8IAxi0sDJlRoW2BSg9GG8jqU+JHI5xcGLq4PSlBhEBsWL16sX4PPPTRGUKdvn3e77BTGBVLxjznmGHn88ce1RMwGxjyMbji9kA4OIxBlsCTyNYLuC1K+TznlFHU+1naNsGiCIWFfo7qMBbgur776qmr3Qa8KOhqkZuB8Cj7HwfouwfNkeXm5liIFA2c/DHY4izGHhRsDvS/oYEB37KyzztLyC5QRE0KaLnCOYPGMskY4yVFmVx9QmofnbyT7qaSkJKDsGnYASpHwfEeJNkqR8Bwn4YGGFJ6TKNf605/+JAcddFDA8xZaQu3btw/4HVwLBE3C2U8oicT5RykWNFEh2xEMtIvwXL7ppptUsxN2NsrvSHjg2PjPf/4jzz33nN5P0Oa0rxHs2eDAOuwhPHuD7adoxxqb6f/+7//0+Y17GU5KElv7CSABIlhzDWtO6EPD4X/IIYfodUApajDjxo3T+wf3ESRbXnvttbDaYITsS1L36V8nUYNsBuhMADhCoIkDTaH6gAgkFogwAIMx22whSRgVyMjAi0TmrbfeCtAKQfYPNIuQ0WIwD4tI5x4PDZvzzz9fdQ3geMR1w8MfehVw3MDZZYOmCNCEI5GBs8mOMsK5getmIpjRXCM7K7IuY01kDRpWJDqgTQgtNWRVYCFkQHMBLGgQWbT1W6AZYhyStnArDGdovOGeRKbd//73P3Vq9e7dWzXgIMxqgHEHo5qGdQzaase4tTZbdZP6YGeTQqcLzwHMIfWhtjnf2E/GIYBMinAOFxLalORvf/ub73ssnJ966qmQcx/uvONZgOCgbbciIAjHDBqmIAseukNwPKJZEJ7L0BSzgV0QnIFEAoFGFLS+DNddd51m+QRfIzgog8H1gAPSvkZ1GQsQpLQDlaRm4DxEsBzBPPuzjfUEgP0Em8iwaNEiXwMDfEWTDuPUh74qMsWwnkH2HbS9oBM2b948dYoZ4JiG5i2JL9vJt1+iMPOriYBJCZ54iIFCMPV3v/udik02hODyomh/RsIDIXM4FbEAnzlzpmbXoVwqXHQk0vkN3o5yU3QFhAGN6BgMRESsYbzX1MmThAcC87hGeLBD/BiCnXAaoklBfa9RXceS6ED2FjIlUGqNsiE7eoj7AU4x3Gfo3AUnGSKTWNgg8wLYTmeIF8OJjIglfheZXDDckMFRW3MQQkjTBnM+yqBRgoMmNLj/TUZEfaH9FHvHCq4TghYI8qH06txzzw3JQIn2vCNjDEFiVCsgYAxnJKQGLrzwQhVUDyfWTWoG9ieuEZxSqEhA9heqG9Bopj7XqK5jSfSg8RUSJOBIxLWyA7xYlyCwjiwtBOiRyYeSbFT5oGoh2H5Ck4HLL79cHVtoEIQgP+5RZLii2RchTQ06v5oQmMTgAEEGFh7geBDB0VJX4M3HQyVcK2fT9c725JO6gcU1oinQDYIDDB2EDEbfKdK5j+a8mw6B4dq1k+hAVBGlvHjww2liP8Drco1icT1JKDCm0a0U5cOILKPLU7jFEkpTYIRBSw1OTDjI7rrrLl+GR01gLkVGLe+jxtStiP2LkPqAxR8ygLAQxNwA53l9qG3OB5z36w8W1whiwM6dM2dOgI4Xzn248w7HJqQMorWf4FAzukek7uA6INgLuwmZ08iet38W3D3blNrByRJsP0U7lkQPHMhw8COoCyc/9J2DgZ4agoL33nuvnmfI2cDBhQwx2Md41QTsZziVaT81HduJ9pMfOr+aKNCMwAKxPtErpIejph5izsEsX77ct3/S8GsEbP0PU14VfO6R5YKsPp73vQuuBxzB0VwjZAmtWrUq4BrVZSyJDpw7GNZoDgENO5S/hAPX7dZbb9VsDix+YPDBUYaSFixuu3TpwlNOCAkAmQ0o47Hn/LoABxqyIiLZT1gQcu5pPPsJAd/gTG3M+chI4vM2Pq4R7NlffvklYCzsIaxZgu2naMeS6IBzGI4pBHU/+OADOf3008OOg9YaMiCx7sC5Xr9+vepJL1iwQE499VRm3ZGEhs6vJgo0a4xIen1ANxVMcsEPHehIofMNxJ5Jw6+R3UTA7uoYrNeF6AwW8Mh2qQ1TT9+vXz9eogYCvQIYzfY1GjhwoDqIg6+R6exoX6O6jCW1g4gvtCUQ7UdWl63zFQ0w5HAvQY+iNlBOiXJy3keNQ+N0K6JmBWkY6LYMXUB7zq8LyIhAVgWc83ZHWXSggxYOMovskiESO/sJZfAg+HmL5wUqI6LR7EKpHq4PO/g2zjXC2iLSNULAyvy8rmNJ7UDOA6XCaORjSlLrAuxWNBKIxn6C7AokJmg/NR3bifaTHzq/4hzTOhteeURIEOGCdg2MLAh21rddN3Sj0I0D6eWIEGDSRPor6r5Zw103sEhHCSoMajwMkIHyzjvvaP08MuzsBTyEt3Ge0ckIIri4pjAg0GEO0RpbzBMC3dAjwgIdhjWy/BCpQf09UpQxnkQHzjeE0c25hGYF7it0/IMDGenfdlkwOkRNmjRJJk6cqOUU8+fP1zEQ/DQGeF3HkpqBE/LGG2/UsiTcU8jqqu2aoqQY9wXOO+ZEGH4w+EaMGBGw2EVjAyxWIXqMcorZs2frvYYskDFjxvDSEJJgIBsFzhDc61u3btVnM4Id2AY9nIY08IHOIMq10B0QzxI0qoH4N3jkkUdi+C4SnzvuuEO1h2Dbwh7CHI0MXthJmMttmwgLbQSUYG+hJBJzOxb5sInQwMTOuBs5cqTassjGw/MB2UTQy0XwED/r1KnTPnrHTQ/YoRBON+cS989LL72k6whcE9tJhSYyWFfgPsAzGdcI2px4zprmA/UZS2oGwdZBgwZpp0bcE7V1qMb9hXJVaBIjmxLrkauuukqvqb22QBMtbP/66691LF7Q40OQEhqqWLsQ0tRI8mDFQeIWLKSxwMPEg0UeOqPggQGHCnS/bPBwt1sOBxN8qZH1BSMAwt8wOqB/8/DDD+sCkkQPFtNokw39KBgHKNvCQwHXB/pDpmOKDcq50CYaBjo0LqBphJbo6GpngJMGgq14KGG/yIpBhA3GAhwDRpiS1A4WPnBO4VyiVT0i9rhGMBZwjXANgoE4Lu493FfQRLjssstUZwqabg0ZS8KDBSRamEcCRratLwGDDUYyDDGUwWDuu/baa7UFty3uCjB/4vpA5wVjIdyKhRXS/NEJicQOBFLwnMo5+VZJSs2I6an1VFdIydxn9drz3iI1flY8Hvn44481iIQFHJxUCD5hHsECD3aUzbvvvqvzdjiOPfZYDZzYIGgFpwC69yJLBaVCcKjZnWNJdPM+rhGcUtBIRVYWKg9gE2EuRydHGzhIYCtNnTpVfxdOLARNcE2R/WXAPA87y+wXGfewceFUsbtyk9qB8xgOSQQMkVWE89y9e3fViILTEVUoNrCv8GxGUBDOTGhxXn/99WprBdutdRlLas7aQiVCJOD4xf1gr/8QuMXvYa2BewPrCkhO2GDdgesOGxdzIJ690EuFUxr2k9FAJPFtOwHaT37o/CKEEEJITKDzixBCCCEkPmwnQOeXH7rVCSGEEBJT3G6XJMVYo4uaFYQQQghJVBrDdgK0n/zQ+UUIIYSQmOJxuUWSXLHfJyGEEEJIAtIYtpNvv0Sh4D0hhBBCCCGEEEIISViY+UUIIYSQmOLxuERiXfaIfRJCCCGEJCCNYTv59ksUOr8IIYQQQgghhBBCSINYvXq1dghFl2V0Q66JZcuW6fi2bdvKCSecoF1/YzE2EnR+EUIIIST24qqx1vxqhGgoIYQQQkii2k6+/e4Fxo0bJ5MnT5Y9e/bIunXrpH///vLZZ5+FHbtz504ZMmSILFy4UPr16yfLly/X7dOmTZOePXvWe2xtUPOLEEIIIYQQQgghhNSLsrIymTBhgqxatUqys7NrHDt06FApKChQR9aHH34oK1askG7dusmgQYOkuLi43mNrg84vQgghhMQ8ytgYL0IIIYSQRKSxbKe9ZT/dfffdcvzxx9c67ocffpCZM2fKiBEjJD8/X7elpaXJ6NGjZdOmTTJp0qR6jY0GOr8IIYQQQgghhBBCSKNiSiFPP/30gO3HHXectGjRQj755JN6jY0Gan4RQgghJKZ4qspjH2l0VcV2f4QQQgghiWw7WfZTYWFhwOaMjAx9BfPee++J2+2udbedOnWSPn361PlwVq5cqV8PPvjggO1JSUly0EEH+X5e17HRQOcXIYQQQmJCenq6pqX/uuxfjXJGsW/8DUIIIYSQRKCxbSfQrFkzdVbZPPTQQ/Lwww+HjL388mUOJ6MAAAh4SURBVMvF5ardCXfFFVfIW2+9VedjMTpd4XTBcnJyZP369fUaGw10fhFCCCEkJmRmZsqaNWuksrKy0QxE/A1CCCGEkESgsW0n4PF4NFvKJlzWFxg8eHBUzq+TTjqpXsdigpjV1dUhP6uqqgqw8+oyNhro/CKERN29Ay1lf/zxR/XCt2/fXlNQL7zwQu3C0bFjRx1bXl4uWVlZcvXVV8vUqVNr3C86djz//PMyb948bYvbrl07Oe200+SOO+6QXr16BYy99tpr5bXXXpNDDjlEu3wEZ3907txZX1988QWvKCH7EBgidFARQojItm3b5Omnn5aPPvpIVq9erYtb2EtdunTR7Aq8cnNz9VT997//lZNPPlkee+wxtYMigUXgxIkTZfLkybJkyRK1uw488EA577zz5K677grJ7ujZs6eKRp9//vl6HDa7d++WvLw8GT58uDz11FO8ZITsI+LJdnr77bcbdf8HHHCAft2yZYtv/jNg26GHHlqvsdFAwXtCSI2sW7dOevfuLY8//rhcd911snjxYikqKpJvv/1WrrrqKhk3bpx+rSt/+tOf5JJLLtF9f//99+pQ+/jjj/VnJ554orz66qthfw+RkWeffZZXjRBCCCFxy9y5c6VHjx4yY8YMLS/6+eef1dmE7/v16yd/+ctf5MEHH6zTPktLS9XJBecYbK+CggLdJxxhcHAdc8wx8tVXX4X9Xfzd2bNnx+jdEUJI/TAZY/Pnzw9xZm3YsCFAR6wuY6OBzi9CSEQgdvib3/xGduzYId999506v+CBR9YVIos333yzLFu2TM4888w6nUVke40fP14dZ6NGjdIMMuzzqKOOktdff11++9vfyrBhwzQjLJiBAwfK3/72NzX2CCGEEELiMeProosu0mx1BAsvvvhiad26tZYZde/eXZ1hcFYddthhddovHGZz5szRzHnYYMiYR7ZI3759tSsaMsouvfRS/fs2RxxxhGbHjxw5UsufCCFkXzFgwABdR6KqyOaFF16QlJQUXW/WZ2w00PlFCInI9OnTZcGCBXLPPfdIhw4dwo5Bm9m6RC7hUBs9erR07dpVs7/C8Y9//EO/wskV7mcokQz3M0IIIYSQfQ0y1Ldv3y5jx46NWMoER9Utt9wS9T6R5YCseAQlTz311JCfw7H26KOPasDyueeeC/gZAoxjxozR7Ik33nijHu+IEEJqBqXb7777rr6gx7V161bf9z/99FPAfDRp0iQdD2c9ZHLgmMf6EHMYnPX1GRsNdH4RQiJiyhDPPffcmJ0llE1u3rxZM7iChRcNcLRBowJRzGDBRZQQ/P73v5dnnnlGfvnlF149QgghhMSd/YTuZKecckrM9mlsImh3ReKMM85QZ5ux32yQVQ+pifvvv18qKipidlyEEAKQ5Yruj3hhndetWzff98uXLxcbVA0tXbpUq35mzpypcxJ0m++8886AcXUdWxsUvCeE1Kj3BYLFU2OxT5Q61gR+Di0wRDCR1m/z17/+VSdSGHBTpkyJ2bERQgghhMTC1oGwPcpy9qb9lJqaqvIU4YKDCDhCTB8OMmSm3X777TE7NkIIub2OcwrE6rGmi/XYmmDmFyEkIpF0IZC+CiPKfiG9Pxqi1Zow48Jlh8GgHDFihOqDLVy4kFeQEEIIIXFDJFsHQTvbdkKXxobuM9y4SJn1p59+ugwaNEilI3bt2hX13yaEkESAzi9CSERMdHH9+vUB24cMGaLGFV510auw91lbySIinDk5OdKqVauwP0c77zZt2tQr5ZUQQgghpLGArbNp06YQ6Qbo1Bj7CR0f67rP2uyn6upqlZY46KCDIo6BDllhYSG1Uwkh+x10fhFCImK0vsJpR9QXtOHOz8/Xmu1IUUwYbosWLZKzzz47YslA8+bNVWj/888/l1mzZsXs+AghhBBCGmo/lZaWyjfffBOzE3nWWWepTTRjxoyIY9AJsqysrEatVujmXHvttVr6uHbt2pgdHyGExDt0fhFCIoLW3BCeR5Rwy5YtsZl0kpPlvvvuk1WrVsnzzz8fdoxpxY0ukzUxbNgwbROO8egiSQghhBCyr7n11luldevWcvfdd8dMXB76q3Ba/fvf/5avv/465Of4O/fee69mzEfqpm0YNWqUOtJgjxFCyP4CnV+EkMgTRHKyGlktWrSQPn36yGuvvaZZWWhfC2cYoo8mqhlJXyKSUXjTTTfJ8OHDNXsLJY7Y57Jly2To0KHy5ptvyvjx4/Vv1kRaWpq2uV2yZElIaSYhhBBCyL6gbdu2Mn36dA30oePjBx98IDt37lRbZ+PGjTJ16lRZvXp1nWwnMG7cOOnfv79ccMEF8sILL6jeKpxec+fOlQEDBkhBQYHqsgY3CgqnnXrbbbfVmEVGCCGJBp1fhJAa6dy5s3ZdhKPqpZdekiOPPFK1uI477jh56KGHNA1/wYIFGuG0gRh9sCg+XtALAy+++KJMmzZN5s2bp/vCPmG4QR/ju+++kxtvvDGqKzN48GDp27cvryIhhBBC4gZoei1dulRLEBHog2YXJBuwHY4raKaGy+CClmk4+wl6YbCVPv30U83IhwOtS5cukpubq4HDo48+WhYvXqzdHKMBWfO1OckIISSRSPJE2zqEEEIIIYQQQgghhJAmBjO/CCGEEEIIIYQQQkjCQucXIYQQQgghhBBCCElY6PwihBBCCCGEEEIIIQkLnV+EEEIIIYQQQgghJGGh84sQQgghhBBCCCGEJCx0fhFCCCGEEEIIIYSQhIXOL0IIIYQQQgghhBCSsND5RQghhBBCCCGEEEISFjq/CCGEEEIIIYQQQkjCQucXIYQQQgghhBBCCElY6PwihBBCCCGEEEIIIQkLnV+EEEIIIYQQQgghJGGh84sQQgghhBBCCCGESKLy/wES9QVKpDFARQAAAABJRU5ErkJggg==", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.clf()\n", "fig = plt.figure(figsize=(14,6))\n", "ROIPlotter(resid['sigma'],roi=gta.roi).plot(vmin=-5,vmax=5,levels=[-5,-3,3,5],subplot=121,cmap='RdBu_r')\n", "plt.gca().set_title('Significance')\n", "ROIPlotter(resid['excess'],roi=gta.roi).plot(vmin=-100,vmax=100,subplot=122,cmap='RdBu_r')\n", "plt.gca().set_title('Excess')\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Source Localization" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The localize() method can be used to spatially localize a source. Localization is performed by scanning the likelihood surface in source position in a local patch around the nominal source position. The fit to the source position proceeds in two iterations:\n", "\n", "TS Map Scan: Obtain a first estimate of the source position by generating a likelihood map of the region using the tsmap method. In this step all background parameters are fixed to their nominal values. The size of the search region used for this step is set with the dtheta_max parameter.\n", "Likelihood Scan: Refine the position of the source by performing a scan of the likelihood surface in a box centered on the best-fit position found in the first iteration. The size of the search region is set to encompass the 99% positional uncertainty contour. This method uses a full likelihood fit at each point in the likelihood scan and will re-fit all free parameters of the model.\n", "If a peak is found in the search region and the positional fit succeeds, the method will update the position of the source in the model to the new best-fit position." ] }, { "cell_type": "code", "execution_count": 35, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:42.911034Z", "iopub.status.busy": "2026-07-17T21:41:42.910853Z", "iopub.status.idle": "2026-07-17T21:41:48.554122Z", "shell.execute_reply": "2026-07-17T21:41:48.553395Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Fixing parameters for SMC : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0112.9-7506 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0023.9-7203 : ['norm', 'alpha', 'beta']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0029.1-7045 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0021.6-6835 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J2351.9-7601 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J2338.7-7401 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0146.4-6746 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J2336.5-7620 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0002.0-6722 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Fixing parameters for isodiff : ['Normalization']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Fixing parameters for galdiff : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.000 16.742 1.54e-06 3.08 237.85 345.3 \n", "3FGL J0112.9-7506 2.572 1.155 2.13e-06 1.96 144.08 130.8 \n", "3FGL J0023.9-7203 2.662 0.614 9.88e-06 2.71 5220.38 1821.3 \n", "3FGL J0029.1-7045 3.008 0.455 2.05e-06 2.33 262.02 237.4 \n", "3FGL J0021.6-6835 5.122 2.244 2.22e-07 3.28 12.44 49.2 \n", "3FGL J2351.9-7601 5.495 1.350 2.83e-06 1.99 227.98 181.8 \n", "3FGL J2338.7-7401 5.777 0.572 2.9e-06 2.00 278.99 179.2 \n", "3FGL J0146.4-6746 6.423 0.627 1.72e-06 2.33 240.73 193.2 \n", "3FGL J2336.5-7620 6.454 0.350 1.25e-06 2.25 102.13 125.2 \n", "3FGL J0002.0-6722 7.153 0.381 1.61e-06 1.95 86.40 89.4 \n", "isodiff --- 0.692 0.0217 2.12 676.14 6297.6 \n", "galdiff --- 1.145 0.143 0.03 7144.75 18804.2 \n", "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Freeing parameters for SMC : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0112.9-7506 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0023.9-7203 : ['norm', 'alpha', 'beta']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Freeing parameters for isodiff : ['Normalization']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.free_source(): Freeing parameters for galdiff : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.000 16.742 1.54e-06 3.08 237.85 345.3 *\n", "3FGL J0112.9-7506 2.572 1.155 2.13e-06 1.96 144.08 130.8 *\n", "3FGL J0023.9-7203 2.662 0.614 9.88e-06 2.71 5220.38 1821.3 *\n", "3FGL J0029.1-7045 3.008 0.455 2.05e-06 2.33 262.02 237.4 \n", "3FGL J0021.6-6835 5.122 2.244 2.22e-07 3.28 12.44 49.2 \n", "3FGL J2351.9-7601 5.495 1.350 2.83e-06 1.99 227.98 181.8 \n", "3FGL J2338.7-7401 5.777 0.572 2.9e-06 2.00 278.99 179.2 \n", "3FGL J0146.4-6746 6.423 0.627 1.72e-06 2.33 240.73 193.2 \n", "3FGL J2336.5-7620 6.454 0.350 1.25e-06 2.25 102.13 125.2 \n", "3FGL J0002.0-6722 7.153 0.381 1.61e-06 1.95 86.40 89.4 \n", "isodiff --- 0.692 0.0217 2.12 676.14 6297.6 *\n", "galdiff --- 1.145 0.143 0.03 7144.75 18804.2 *\n", "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:42 INFO GTAnalysis.localize(): Running localization for SMC\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:47 INFO GTAnalysis._localize(): Localization succeeded.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:47 INFO GTAnalysis._localize(): Updating source SMC to localized position.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:47 INFO GTAnalysis.delete_source(): Deleting source SMC\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:47 INFO GTAnalysis.add_source(): Adding source SMC\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:47 INFO GTAnalysis._localize(): Localization completed with new position:\n", "( ra, dec) = ( 14.4129 +/- 0.0668, -72.6822 +/- 0.0573)\n", "(glon,glat) = ( 302.2843 +/- 0.0682, -44.4382 +/- 0.0557)\n", "offset = 0.0725 r68 = 0.0786 r95 = 0.1268 r99 = 0.1572\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:47 INFO GTAnalysis._localize(): LogLike: -74004.956 DeltaLogLike: 3.028\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:47 INFO GTAnalysis.localize(): Finished localization.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 WARNING GTAnalysis.localize(): Saving TS maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/smc_loc.npy\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.localize(): Execution time: 5.62 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.072 17.031 1.54e-06 3.11 247.70 347.5 *\n", "3FGL J0112.9-7506 2.572 1.155 2.13e-06 1.96 144.08 130.8 *\n", "3FGL J0023.9-7203 2.662 0.614 9.88e-06 2.71 5220.38 1821.3 *\n", "3FGL J0029.1-7045 3.008 0.455 2.05e-06 2.33 262.02 237.4 \n", "3FGL J0021.6-6835 5.122 2.244 2.22e-07 3.28 12.44 49.2 \n", "3FGL J2351.9-7601 5.495 1.350 2.83e-06 1.99 227.98 181.8 \n", "3FGL J2338.7-7401 5.777 0.572 2.9e-06 2.00 278.99 179.2 \n", "3FGL J0146.4-6746 6.423 0.627 1.72e-06 2.33 240.73 193.2 \n", "3FGL J2336.5-7620 6.454 0.350 1.25e-06 2.25 102.13 125.2 \n", "3FGL J0002.0-6722 7.153 0.381 1.61e-06 1.95 86.40 89.4 \n", "isodiff --- 0.692 0.0217 2.12 676.14 6297.6 *\n", "galdiff --- 1.145 0.143 0.03 7144.75 18804.2 *\n", "\n" ] } ], "source": [ "gta.free_sources(free=False)\n", "gta.print_model()\n", "gta.free_sources(skydir=gta.roi[gta.roi.sources[0].name].skydir,distance=[3.0],free=True)\n", "gta.print_model()\n", "localsmc = gta.localize(gta.roi.sources[0].name, update=True, make_plots=True)\n", "gta.print_model()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The SMC is relocalized at 0.07deg." ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:48.555820Z", "iopub.status.busy": "2026-07-17T21:41:48.555646Z", "iopub.status.idle": "2026-07-17T21:41:48.559183Z", "shell.execute_reply": "2026-07-17T21:41:48.558399Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "302.284349180716\n", "-44.43820801212521\n", "0.07855512303206336\n", "0.12677219393025915\n", "0.1571956088773058\n", "0.08168084302340566\n", "0.03284739846374748\n", "2.7862037892336957\n" ] } ], "source": [ "print(localsmc['glon'])\n", "print(localsmc['glat'])\n", "print(localsmc['pos_r68'])\n", "print(localsmc['pos_r95'])\n", "print(localsmc['pos_r99'])\n", "print(localsmc['pos_err_semimajor'])\n", "print(localsmc['pos_err_semiminor'])\n", "print(localsmc['dloglike_loc'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Extension Fitting" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The extension() method executes a source extension analysis for a given source by computing a likelihood ratio test with respect to the no-extension (point-source) hypothesis and a best-fit model for extension. The best-fit extension is found by performing a likelihood profile scan over the source width (68% containment) and fitting for the extension that maximizes the model likelihood. Currently this method supports two models for extension: a 2D Gaussian (RadialGaussian) or a 2D disk (RadialDisk).\n", "\n", "By default the method will fix all background parameters before performing the extension fit. One can leave background parameters free by setting free_background=True." ] }, { "cell_type": "code", "execution_count": 37, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:41:48.560651Z", "iopub.status.busy": "2026-07-17T21:41:48.560512Z", "iopub.status.idle": "2026-07-17T21:42:05.107719Z", "shell.execute_reply": "2026-07-17T21:42:05.106892Z" }, "scrolled": true }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.free_source(): Fixing parameters for SMC : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0112.9-7506 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0023.9-7203 : ['norm', 'alpha', 'beta']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.free_source(): Fixing parameters for isodiff : ['Normalization']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.free_source(): Fixing parameters for galdiff : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.072 17.031 1.54e-06 3.11 247.70 347.5 \n", "3FGL J0112.9-7506 2.572 1.155 2.13e-06 1.96 144.08 130.8 \n", "3FGL J0023.9-7203 2.662 0.614 9.88e-06 2.71 5220.38 1821.3 \n", "3FGL J0029.1-7045 3.008 0.455 2.05e-06 2.33 262.02 237.4 \n", "3FGL J0021.6-6835 5.122 2.244 2.22e-07 3.28 12.44 49.2 \n", "3FGL J2351.9-7601 5.495 1.350 2.83e-06 1.99 227.98 181.8 \n", "3FGL J2338.7-7401 5.777 0.572 2.9e-06 2.00 278.99 179.2 \n", "3FGL J0146.4-6746 6.423 0.627 1.72e-06 2.33 240.73 193.2 \n", "3FGL J2336.5-7620 6.454 0.350 1.25e-06 2.25 102.13 125.2 \n", "3FGL J0002.0-6722 7.153 0.381 1.61e-06 1.95 86.40 89.4 \n", "isodiff --- 0.692 0.0217 2.12 676.14 6297.6 \n", "galdiff --- 1.145 0.143 0.03 7144.75 18804.2 \n", "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.free_source(): Freeing parameters for SMC : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0023.9-7203 : ['norm', 'alpha', 'beta']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0112.9-7506 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0029.1-7045 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.free_source(): Freeing parameters for isodiff : ['Normalization']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.free_source(): Freeing parameters for galdiff : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.072 17.031 1.54e-06 3.11 247.70 347.5 *\n", "3FGL J0112.9-7506 2.572 1.155 2.13e-06 1.96 144.08 130.8 *\n", "3FGL J0023.9-7203 2.662 0.614 9.88e-06 2.71 5220.38 1821.3 *\n", "3FGL J0029.1-7045 3.008 0.455 2.05e-06 2.33 262.02 237.4 *\n", "3FGL J0021.6-6835 5.122 2.244 2.22e-07 3.28 12.44 49.2 \n", "3FGL J2351.9-7601 5.495 1.350 2.83e-06 1.99 227.98 181.8 \n", "3FGL J2338.7-7401 5.777 0.572 2.9e-06 2.00 278.99 179.2 \n", "3FGL J0146.4-6746 6.423 0.627 1.72e-06 2.33 240.73 193.2 \n", "3FGL J2336.5-7620 6.454 0.350 1.25e-06 2.25 102.13 125.2 \n", "3FGL J0002.0-6722 7.153 0.381 1.61e-06 1.95 86.40 89.4 \n", "isodiff --- 0.692 0.0217 2.12 676.14 6297.6 *\n", "galdiff --- 1.145 0.143 0.03 7144.75 18804.2 *\n", "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:48 INFO GTAnalysis.extension(): Running extension fit for SMC\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:54 INFO GTAnalysis._extension(): Fitting extended-source model.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:57 INFO GTAnalysis._extension(): Generating TS map.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:41:59 INFO GTAnalysis._extension(): Testing point-source model.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:04 INFO GTAnalysis._extension(): Best-fit extension: 1.0944 + 0.0693 - 0.0638\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:04 INFO GTAnalysis._extension(): TS_ext: 363.993\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:04 INFO GTAnalysis._extension(): Extension UL: 1.2044\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:04 INFO GTAnalysis._extension(): LogLike: -73823.001 DeltaLogLike: 181.955\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:04 INFO GTAnalysis.extension(): Finished extension fit.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:05 WARNING GTAnalysis.extension(): Saving maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/smc_ext.npy\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:05 INFO GTAnalysis.extension(): Execution time: 16.53 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:05 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.072 37.901 8.09e-06 2.44 611.61 1129.5 *\n", "3FGL J0112.9-7506 2.572 1.155 2.13e-06 1.96 144.08 130.8 *\n", "3FGL J0023.9-7203 2.662 0.614 9.88e-06 2.71 5220.38 1821.3 *\n", "3FGL J0029.1-7045 3.008 0.455 2.05e-06 2.33 262.02 237.4 *\n", "3FGL J0021.6-6835 5.122 2.244 2.22e-07 3.28 12.44 49.2 \n", "3FGL J2351.9-7601 5.495 1.350 2.83e-06 1.99 227.98 181.8 \n", "3FGL J2338.7-7401 5.777 0.572 2.9e-06 2.00 278.99 179.2 \n", "3FGL J0146.4-6746 6.423 0.627 1.72e-06 2.33 240.73 193.2 \n", "3FGL J2336.5-7620 6.454 0.350 1.25e-06 2.25 102.13 125.2 \n", "3FGL J0002.0-6722 7.153 0.381 1.61e-06 1.95 86.40 89.4 \n", "isodiff --- 0.692 0.0217 2.12 676.14 6297.6 *\n", "galdiff --- 1.145 0.143 0.03 7144.75 18804.2 *\n", "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "{'spatial_model': 'RadialGaussian', 'width': [], 'fit_position': False, 'width_min': 0.01, 'width_max': 1.0, 'width_nstep': 21, 'free_background': False, 'fix_shape': False, 'free_radius': None, 'fit_ebin': False, 'update': True, 'save_model_map': False, 'sqrt_ts_threshold': 3.0, 'psf_scale_fn': None, 'make_tsmap': True, 'tsmap_fitter': 'tsmap', 'make_plots': True, 'write_fits': True, 'write_npy': True, 'reoptimize': False, 'ra_format': 'hour', 'optimizer': {'optimizer': 'MINUIT', 'tol': 0.001, 'max_iter': 100, 'init_lambda': 0.0001, 'retries': 3, 'min_fit_quality': 2, 'verbosity': 0}, 'prefix': '', 'outfile': None, 'loge_bins': []}\n", "{'spatial_model': 'RadialGaussian', 'width': [], 'fit_position': False, 'width_min': 0.01, 'width_max': 1.0, 'width_nstep': 21, 'free_background': False, 'fix_shape': False, 'free_radius': None, 'fit_ebin': False, 'update': True, 'save_model_map': False, 'sqrt_ts_threshold': 3.0, 'psf_scale_fn': None, 'make_tsmap': True, 'tsmap_fitter': 'tsmap', 'make_plots': True, 'write_fits': True, 'write_npy': True, 'reoptimize': False, 'ra_format': 'hour', 'optimizer': {'optimizer': 'MINUIT', 'tol': 0.001, 'max_iter': 100, 'init_lambda': 0.0001, 'retries': 3, 'min_fit_quality': 2, 'verbosity': 0}, 'prefix': '', 'outfile': None, 'loge_bins': []}\n", "{'name': 'SMC', 'file': None, 'config': {'spatial_model': 'RadialGaussian', 'width': [], 'fit_position': False, 'width_min': 0.01, 'width_max': 1.0, 'width_nstep': 21, 'free_background': False, 'fix_shape': False, 'free_radius': None, 'fit_ebin': False, 'update': True, 'save_model_map': False, 'sqrt_ts_threshold': 3.0, 'psf_scale_fn': None, 'make_tsmap': True, 'tsmap_fitter': 'tsmap', 'make_plots': True, 'write_fits': True, 'write_npy': True, 'reoptimize': False, 'ra_format': 'hour', 'optimizer': {'optimizer': 'MINUIT', 'tol': 0.001, 'max_iter': 100, 'init_lambda': 0.0001, 'retries': 3, 'min_fit_quality': 2, 'verbosity': 0}, 'prefix': '', 'outfile': None, 'loge_bins': []}, 'width': array([0. , 0.01 , 0.01258925, 0.01584893, 0.01995262,\n", " 0.02511886, 0.03162278, 0.03981072, 0.05011872, 0.06309573,\n", " 0.07943282, 0.1 , 0.12589254, 0.15848932, 0.19952623,\n", " 0.25118864, 0.31622777, 0.39810717, 0.50118723, 0.63095734,\n", " 0.79432823, 1. ]), 'dloglike': array([8.87581572e-03, 8.89484358e-02, 1.41161171e-01, 2.23939844e-01,\n", " 3.55132525e-01, 5.62948214e-01, 8.91973685e-01, 1.41258576e+00,\n", " 2.23509087e+00, 3.53118545e+00, 5.56496225e+00, 8.73031017e+00,\n", " 1.36042327e+01, 2.11763393e+01, 3.24711938e+01, 4.76817511e+01,\n", " 6.78063625e+01, 9.15238169e+01, 1.18003144e+02, 1.44965008e+02,\n", " 1.67634866e+02, 1.80779671e+02]), 'loglike': array([-74005.17848888, -74005.09841626, -74005.04620353, -74004.96342486,\n", " -74004.83223217, -74004.62441649, -74004.29539101, -74003.77477894,\n", " -74002.95227383, -74001.65617925, -73999.62240245, -73996.45705452,\n", " -73991.58313202, -73984.01102545, -73972.71617088, -73957.5056136 ,\n", " -73937.3810022 , -73913.66354781, -73887.18422068, -73860.222357 ,\n", " -73837.55249893, -73824.40769415]), 'loglike_ptsrc': -74005.18736469951, 'loglike_ext': -73823.00083100302, 'loglike_init': -74004.95597012149, 'loglike_base': -74004.95597012095, 'ext': 1.0943686119255351, 'ext_err_hi': np.float64(0.06932786338978292), 'ext_err_lo': np.float64(0.06381205747098684), 'ext_err': np.float64(0.06656996043038488), 'ext_ul95': 1.2043714511107921, 'ts_ext': 363.9927714203077, 'ebin_e_min': array([], dtype=float64), 'ebin_e_ctr': array([], dtype=float64), 'ebin_e_max': array([], dtype=float64), 'ebin_ext': array([], dtype=float64), 'ebin_ext_err': array([], dtype=float64), 'ebin_ext_err_hi': array([], dtype=float64), 'ebin_ext_err_lo': array([], dtype=float64), 'ebin_ext_ul95': array([], dtype=float64), 'ebin_ts_ext': array([], dtype=float64), 'ebin_dloglike': array([], shape=(0, 22), dtype=float64), 'ebin_loglike': array([], shape=(0, 22), dtype=float64), 'ebin_loglike_ptsrc': array([], dtype=float64), 'ebin_loglike_ext': array([], dtype=float64), 'ra': np.float64(14.412938023607841), 'dec': np.float64(-72.68223048459514), 'glon': np.float64(302.28434918071594), 'glat': np.float64(-44.438208012125166), 'ra_err': nan, 'dec_err': nan, 'glon_err': nan, 'glat_err': nan, 'pos_offset': 0.0, 'pos_err': nan, 'pos_r68': nan, 'pos_r95': nan, 'pos_r99': nan, 'pos_err_semimajor': nan, 'pos_err_semiminor': nan, 'pos_angle': nan, 'tsmap': , 'ptsrc_tot_map': None, 'ptsrc_src_map': None, 'ptsrc_bkg_map': None, 'ext_tot_map': None, 'ext_src_map': None, 'ext_bkg_map': None, 'source_fit': {'param_names': array([b'Prefactor', b'Index', b'Scale', b'', b'', b'', b'', b'', b'',\n", " b''], dtype='|S32'), 'param_values': array([ 3.80548126e-12, -2.44936994e+00, 1.00000000e+03, nan,\n", " nan, nan, nan, nan,\n", " nan, nan]), 'param_errors': array([2.58749555e-13, 6.42251527e-02, nan, nan,\n", " nan, nan, nan, nan,\n", " nan, nan]), 'ts': np.float64(611.2319186673267), 'loglike': np.float64(-73823.19097898935), 'loglike_scan': array([-74128.80693832, -73825.91482904, -73825.2671581 , -73824.70960129,\n", " -73824.2409542 , -73823.86003826, -73823.56570005, -73823.35681052,\n", " -73823.2322643 , -73823.19097899, -73823.21885685, -73823.30211904,\n", " -73823.44019094, -73823.63250754, -73823.87851318, -73824.17766137,\n", " -73824.52941456, -73824.93324396, -73825.38862932, -73825.89505873]), 'dloglike_scan': array([-3.05615959e+02, -2.72385005e+00, -2.07617911e+00, -1.51862230e+00,\n", " -1.04997521e+00, -6.69059269e-01, -3.74721061e-01, -1.65831535e-01,\n", " -4.12853118e-02, 0.00000000e+00, -2.78778605e-02, -1.11140049e-01,\n", " -2.49211952e-01, -4.41528549e-01, -6.87534189e-01, -9.86682379e-01,\n", " -1.33843557e+00, -1.74226497e+00, -2.19765033e+00, -2.70407975e+00]), 'eflux_scan': array([0.00000000e+00, 7.04961750e-06, 7.16219600e-06, 7.27477449e-06,\n", " 7.38735299e-06, 7.49993149e-06, 7.61250999e-06, 7.72508849e-06,\n", " 7.83766698e-06, 7.95024548e-06, 8.04314034e-06, 8.13603520e-06,\n", " 8.22893006e-06, 8.32182492e-06, 8.41471978e-06, 8.50761464e-06,\n", " 8.60050950e-06, 8.69340436e-06, 8.78629922e-06, 8.87919408e-06]), 'flux_scan': array([0.00000000e+00, 2.32949392e-09, 2.36669465e-09, 2.40389538e-09,\n", " 2.44109611e-09, 2.47829684e-09, 2.51549757e-09, 2.55269831e-09,\n", " 2.58989904e-09, 2.62709977e-09, 2.65779619e-09, 2.68849261e-09,\n", " 2.71918902e-09, 2.74988544e-09, 2.78058186e-09, 2.81127828e-09,\n", " 2.84197470e-09, 2.87267112e-09, 2.90336754e-09, 2.93406396e-09]), 'norm_scan': array([ 0. , 33.74384771, 34.28271832, 34.82158893, 35.36045954,\n", " 35.89933015, 36.43820077, 36.97707138, 37.51594199, 38.0548126 ,\n", " 38.49946509, 38.94411758, 39.38877008, 39.83342257, 40.27807507,\n", " 40.72272756, 41.16738005, 41.61203255, 42.05668504, 42.50133753]), 'npred': 1125.4238079001302, 'npred_wt': 1125.4238079001302, 'pivot_energy': np.float64(1000.0), 'flux': 2.627099768407489e-09, 'flux100': 7.397755885100806e-08, 'flux1000': 2.6265392723493813e-09, 'flux10000': 9.269028776096533e-11, 'flux_err': np.float64(2.718082698970749e-10), 'flux100_err': np.float64(5.56450254461404e-09), 'flux1000_err': np.float64(2.7168659893076175e-10), 'flux10000_err': np.float64(2.2473936166722813e-11), 'flux_ul95': 2.843807250691501e-09, 'flux100_ul95': 8.007991199225833e-08, 'flux1000_ul95': 2.8432005197354868e-09, 'flux10000_ul95': 1.003362398235456e-10, 'eflux': 7.95024548107087e-06, 'eflux100': 2.3198056747844827e-05, 'eflux1000': 7.831573574497773e-06, 'eflux10000': 2.3717877166985995e-06, 'eflux_err': np.float64(1.3586083757112165e-06), 'eflux100_err': np.float64(1.3117757045223714e-06), 'eflux1000_err': np.float64(1.3080562588222769e-06), 'eflux10000_err': np.float64(6.694966672545518e-07), 'eflux_ul95': 8.60605524606777e-06, 'eflux100_ul95': 2.511164698608482e-05, 'eflux1000_ul95': 8.477594183254562e-06, 'eflux10000_ul95': 2.5674347000293745e-06, 'dnde': 3.805481259742303e-12, 'dnde100': 1.0709754769022898e-09, 'dnde1000': 3.805481259742303e-12, 'dnde10000': 1.3521960054712902e-14, 'dnde_err': np.float64(2.5874955484005513e-13), 'dnde100_err': np.float64(1.2055656795653957e-10), 'dnde1000_err': np.float64(2.5874955484005513e-13), 'dnde10000_err': np.float64(2.7149955233581006e-15), 'dnde_index': np.float64(2.4493699389334807), 'dnde100_index': np.float64(2.4493699389334807), 'dnde1000_index': np.float64(2.4493699389334807), 'dnde10000_index': np.float64(2.4493699389223793), 'name': 'SMC', 'spectral_pars': {'Prefactor': {'name': 'Prefactor', 'value': 38.054812597423016, 'error': 2.5874955484005513, 'min': 0.0001, 'max': 10000.0, 'free': True, 'scale': 1.0000000000000003e-13}, 'Index': {'name': 'Index', 'value': -2.4493699389300643, 'error': 0.06422515267508817, 'min': -5.0, 'max': -1.0, 'free': True, 'scale': 1.0}, 'Scale': {'name': 'Scale', 'value': 1000.0, 'error': nan, 'min': 1.0, 'max': 100000.0, 'free': False, 'scale': 1.0}}, 'model_counts': array([3.60960743e+02, 2.51531524e+02, 1.71520407e+02, 1.15026452e+02,\n", " 7.60660624e+01, 5.00017167e+01, 3.30758494e+01, 2.21371497e+01,\n", " 1.48074724e+01, 9.92209422e+00, 6.67412847e+00, 4.52178718e+00,\n", " 3.08677176e+00, 2.09052339e+00, 1.39834867e+00, 9.30364077e-01,\n", " 6.16497906e-01, 4.08057643e-01, 2.70493000e-01, 1.79608499e-01,\n", " 1.19145536e-01, 7.86113222e-02]), 'model_counts_wt': array([3.60960743e+02, 2.51531524e+02, 1.71520407e+02, 1.15026452e+02,\n", " 7.60660624e+01, 5.00017167e+01, 3.30758494e+01, 2.21371497e+01,\n", " 1.48074724e+01, 9.92209422e+00, 6.67412847e+00, 4.52178718e+00,\n", " 3.08677176e+00, 2.09052339e+00, 1.39834867e+00, 9.30364077e-01,\n", " 6.16497906e-01, 4.08057643e-01, 2.70493000e-01, 1.79608499e-01,\n", " 1.19145536e-01, 7.86113222e-02]), 'covar': array([[6.69513321e+00, 1.14213677e-01],\n", " [1.14213677e-01, 4.12487024e-03]]), 'model_flux': {'energies': array([ 1000. , 1135.22257894, 1288.73030373, 1462.99573896,\n", " 1660.82579576, 1885.40694302, 2140.35653221, 2429.78106234,\n", " 2758.34232385, 3131.33248647, 3554.7593408 , 4035.44306637,\n", " 4581.12608497, 5200.59776862, 5903.83601091, 6702.16794193,\n", " 7608.45237552, 8637.28692746, 9805.24314083, 11131.13340544,\n", " 12636.31397103, 14345.02893447, 16284.80074193, 18486.87349575,\n", " 20986.71620635, 23824.59409522, 27046.21715093, 30703.47638461,\n", " 34855.2796437 , 39568.50044674, 44919.05512187, 50993.12559891,\n", " 57888.54755052, 65716.38624129, 74602.72546734, 84690.69840085,\n", " 96142.7930507 , 109143.46947334, 123902.13088979, 140656.49656465,\n", " 159676.43077454, 181268.28953953, 205779.85513079, 233605.93783511,\n", " 265194.73520446, 301055.05121965, 341764.49164796, 387978.76759812,\n", " 440442.25712601, 499999.99500797]), 'log_energies': array([3. , 3.05508102, 3.11016204, 3.16524306, 3.22032408,\n", " 3.2754051 , 3.33048612, 3.38556714, 3.44064816, 3.49572918,\n", " 3.5508102 , 3.60589122, 3.66097224, 3.71605327, 3.77113429,\n", " 3.82621531, 3.88129633, 3.93637735, 3.99145837, 4.04653939,\n", " 4.10162041, 4.15670143, 4.21178245, 4.26686347, 4.32194449,\n", " 4.37702551, 4.43210653, 4.48718755, 4.54226857, 4.59734959,\n", " 4.65243061, 4.70751163, 4.76259265, 4.81767367, 4.87275469,\n", " 4.92783571, 4.98291673, 5.03799776, 5.09307878, 5.1481598 ,\n", " 5.20324082, 5.25832184, 5.31340286, 5.36848388, 5.4235649 ,\n", " 5.47864592, 5.53372694, 5.58880796, 5.64388898, 5.69897 ]), 'dnde': array([3.80548126e-12, 2.78930363e-12, 2.04447590e-12, 1.49853952e-12,\n", " 1.09838452e-12, 8.05082914e-13, 5.90101630e-13, 4.32526796e-13,\n", " 3.17029169e-13, 2.32372873e-13, 1.70322346e-13, 1.24841172e-13,\n", " 9.15048346e-14, 6.70702994e-14, 4.91605179e-14, 3.60331852e-14,\n", " 2.64112440e-14, 1.93586498e-14, 1.41893097e-14, 1.04003384e-14,\n", " 7.62313614e-15, 5.58753016e-15, 4.09549202e-15, 3.00187282e-15,\n", " 2.20028275e-15, 1.61274126e-15, 1.18209098e-15, 8.66437233e-16,\n", " 6.35072505e-16, 4.65489099e-16, 3.41189549e-16, 2.50081706e-16,\n", " 1.83302390e-16, 1.34355155e-16, 9.84782988e-17, 7.21816394e-17,\n", " 5.29069768e-17, 3.87792272e-17, 2.84240105e-17, 2.08339472e-17,\n", " 1.52706585e-17, 1.11929347e-17, 8.20408540e-18, 6.01334854e-18,\n", " 4.40760413e-18, 3.23064164e-18, 2.36796343e-18, 1.73564617e-18,\n", " 1.27217659e-18, 9.32467284e-19]), 'dnde_lo': array([3.56320501e-12, 2.59752888e-12, 1.89291087e-12, 1.37907449e-12,\n", " 1.00452714e-12, 7.31600092e-13, 5.32770920e-13, 3.87949005e-13,\n", " 2.82478850e-13, 2.05675240e-13, 1.49750694e-13, 1.09031290e-13,\n", " 7.93839475e-14, 5.77984868e-14, 4.20828268e-14, 3.06407898e-14,\n", " 2.23101871e-14, 1.62448597e-14, 1.18287614e-14, 8.61338757e-15,\n", " 6.27221333e-15, 4.56751873e-15, 3.32623554e-15, 2.42236276e-15,\n", " 1.76416491e-15, 1.28485236e-15, 9.35796694e-16, 6.81591481e-16,\n", " 4.96456574e-16, 3.61620390e-16, 2.63414164e-16, 1.91884513e-16,\n", " 1.39783305e-16, 1.01832227e-16, 7.41873229e-17, 5.40491203e-17,\n", " 3.93787542e-17, 2.86912624e-17, 2.09050691e-17, 1.52323791e-17,\n", " 1.10993606e-17, 8.08801940e-18, 5.89386663e-18, 4.29508953e-18,\n", " 3.13009725e-18, 2.28116671e-18, 1.66253079e-18, 1.21170175e-18,\n", " 8.83151121e-19, 6.43705851e-19]), 'dnde_hi': array([4.06423081e-12, 2.99523706e-12, 2.20817672e-12, 1.62835344e-12,\n", " 1.20101142e-12, 8.85946441e-13, 6.53601615e-13, 4.82226857e-13,\n", " 3.55805379e-13, 2.62535987e-13, 1.93719982e-13, 1.42943536e-13,\n", " 1.05476422e-13, 7.78294607e-14, 5.74285689e-14, 4.23745746e-14,\n", " 3.12661570e-14, 2.30692863e-14, 1.70209291e-14, 1.25580137e-14,\n", " 9.26502360e-15, 6.83532900e-15, 5.04265399e-15, 3.72002104e-15,\n", " 2.74421294e-15, 2.02430603e-15, 1.49320796e-15, 1.10141265e-15,\n", " 8.12391472e-16, 5.99192158e-16, 4.41928810e-16, 3.25929691e-16,\n", " 2.40370382e-16, 1.77265176e-16, 1.30722810e-16, 9.63972964e-17,\n", " 7.10827007e-17, 5.24141617e-17, 3.86472950e-17, 2.84954408e-17,\n", " 2.10095894e-17, 1.54897979e-17, 1.14198406e-17, 8.41900045e-18,\n", " 6.20650818e-18, 4.57531022e-18, 3.37271997e-18, 2.48614615e-18,\n", " 1.83256663e-18, 1.35076485e-18]), 'dnde_err': array([2.58749555e-13, 2.05933426e-13, 1.63700818e-13, 1.29813924e-13,\n", " 1.02626892e-13, 8.08635274e-14, 6.34999848e-14, 4.97000608e-14,\n", " 3.87762094e-14, 3.01631139e-14, 2.33976352e-14, 1.81023641e-14,\n", " 1.39715875e-14, 1.07591613e-14, 8.26805104e-15, 6.34138942e-15,\n", " 4.85491295e-15, 3.71063657e-15, 2.83161942e-15, 2.15767529e-15,\n", " 1.64188747e-15, 1.24779884e-15, 9.47161961e-16, 7.18148217e-16,\n", " 5.43930189e-16, 4.11564764e-16, 3.11116988e-16, 2.34975416e-16,\n", " 1.77318967e-16, 1.33703058e-16, 1.00739261e-16, 7.58479844e-17,\n", " 5.70679918e-17, 4.29100210e-17, 3.22445114e-17, 2.42156569e-17,\n", " 1.81757239e-17, 1.36349344e-17, 1.02232845e-17, 7.66149359e-18,\n", " 5.73893094e-18, 4.29686328e-18, 3.21575517e-18, 2.40565191e-18,\n", " 1.79890405e-18, 1.34466858e-18, 1.00475654e-18, 7.50499979e-19,\n", " 5.60390040e-19, 4.18297564e-19]), 'dnde_ferr': array([0.06582949, 0.07129166, 0.07710187, 0.08317397, 0.08944239,\n", " 0.09585742, 0.10238126, 0.10898498, 0.11564634, 0.12234807,\n", " 0.12907668, 0.13582156, 0.1425743 , 0.1493282 , 0.15607791,\n", " 0.16281914, 0.16954843, 0.17626298, 0.18296055, 0.18963932,\n", " 0.19629784, 0.20293495, 0.20954972, 0.21614145, 0.22270956,\n", " 0.22925366, 0.23577342, 0.24226866, 0.24873924, 0.2551851 ,\n", " 0.26160626, 0.26800277, 0.2743747 , 0.2807222 , 0.28704541,\n", " 0.29334451, 0.29961971, 0.30587122, 0.31209927, 0.3183041 ,\n", " 0.32448597, 0.33064512, 0.33678184, 0.34289638, 0.34898902,\n", " 0.35506004, 0.36110971, 0.36713831, 0.37314612, 0.37913341]), 'pivot_energy': np.float64(1000.0)}}}\n" ] } ], "source": [ "gta.free_sources(free=False)\n", "gta.print_model()\n", "gta.free_sources(skydir=gta.roi[gta.roi.sources[0].name].skydir,distance=[3.0],free=True)\n", "gta.print_model()\n", "extensionsmc = gta.extension(gta.roi.sources[0].name,update=True,make_plots=True,sqrt_ts_threshold=3.0,spatial_model='RadialGaussian')\n", "gta.print_model()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In this specific case SMC is found to be extended with TSext=371 and with an angular extension of 1.19\\pm0.07deg." ] }, { "cell_type": "code", "execution_count": 38, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:42:05.109451Z", "iopub.status.busy": "2026-07-17T21:42:05.109162Z", "iopub.status.idle": "2026-07-17T21:42:05.112961Z", "shell.execute_reply": "2026-07-17T21:42:05.112220Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1.0943686119255351\n", "0.06932786338978292\n", "0.06381205747098684\n", "0.06656996043038488\n", "1.0943686119255351\n", "1.2043714511107921\n", "363.9927714203077\n" ] } ], "source": [ "print(extensionsmc['ext'])\n", "print(extensionsmc['ext_err_hi'])\n", "print(extensionsmc['ext_err_lo'])\n", "print(extensionsmc['ext_err'])\n", "print(extensionsmc['ext'])\n", "print(extensionsmc['ext_ul95'])\n", "print(extensionsmc['ts_ext'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Source Finding" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "find_sources() is an iterative source-finding algorithm that uses peak detection on a TS map to find new source candidates. The procedure for adding new sources at each iteration is as follows:\n", "\n", "* Generate a TS map for the test source model defined with the model argument.\n", "* Identify peaks with sqrt(TS) > sqrt_ts_threshold and an angular distance of at least min_separation from a higher amplitude peak in the map.\n", "* Order the peaks by TS and add a source at each peak starting from the highest TS peak. Set the source position by fitting a 2D parabola to the log-likelihood surface around the peak maximum. After adding each source, re-fit its spectral parameters.\n", "* Add sources at the N highest peaks up to N = sources_per_iter.\n", "\n", "Source finding is repeated up to max_iter iterations or until no peaks are found in a given iteration. Sources found by the method are added to the model and given designations PS JXXXX.X+XXXX according to their position in celestial coordinates.\n", "\n", "This may take a few minutes." ] }, { "cell_type": "code", "execution_count": 39, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:42:05.114475Z", "iopub.status.busy": "2026-07-17T21:42:05.114327Z", "iopub.status.idle": "2026-07-17T21:42:37.898867Z", "shell.execute_reply": "2026-07-17T21:42:37.898096Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:05 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0021.6-6835 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:05 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J2351.9-7601 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:05 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J2338.7-7401 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:05 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0146.4-6746 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:05 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J2336.5-7620 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:05 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0002.0-6722 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:05 INFO GTAnalysis.find_sources(): Starting.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:05 INFO GTAnalysis.tsmap(): Generating TS map\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:05 INFO GTAnalysis._make_tsmap_fast(): Fitting test source.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:13 INFO GTAnalysis.tsmap(): Finished TS map\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:13 WARNING GTAnalysis.tsmap(): Saving TS maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/sourcefind_00_pointsource_powerlaw_2.00_tsmap.npy\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:13 INFO GTAnalysis.tsmap(): Execution time: 8.08 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:13 INFO GTAnalysis._build_src_dicts_from_peaks(): Found source\n", "name: PS J0040.7-7158\n", "ts: 46.806290\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:13 INFO GTAnalysis._build_src_dicts_from_peaks(): Found source\n", "name: PS J0000.6-7354\n", "ts: 46.107562\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:13 INFO GTAnalysis._build_src_dicts_from_peaks(): Found source\n", "name: PS J0102.8-7052\n", "ts: 29.375475\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:13 INFO GTAnalysis.add_source(): Adding source PS J0040.7-7158\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:13 INFO GTAnalysis.free_source(): Fixing parameters for PS J0040.7-7158 : ['Prefactor']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:13 INFO GTAnalysis.add_source(): Adding source PS J0000.6-7354\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:14 INFO GTAnalysis.free_source(): Fixing parameters for PS J0000.6-7354 : ['Prefactor']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:14 INFO GTAnalysis.add_source(): Adding source PS J0102.8-7052\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:15 INFO GTAnalysis.free_source(): Fixing parameters for PS J0102.8-7052 : ['Prefactor']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:15 INFO GTAnalysis._find_sources_iterate(): Performing spectral fit for PS J0040.7-7158.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:15 INFO GTAnalysis.free_source(): Freeing parameters for PS J0040.7-7158 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:15 INFO GTAnalysis.fit(): Starting fit.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/home/runner/work/fermipy/fermipy/fermipy/utils.py:791: UserWarning: \n", "The maximal number of iterations maxit (set to 20 by the program)\n", "allowed for finding a smoothing spline with fp=s has been reached: s\n", "too small.\n", "There is an approximation returned but the corresponding weighted sum\n", "of squared residuals does not satisfy the condition abs(fp-s)/s < tol.\n", " spline = UnivariateSpline(x, y, k=2,\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:20 INFO GTAnalysis.fit(): Fit returned successfully. Quality: 3 Status: 0\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:20 INFO GTAnalysis.fit(): LogLike: -73739.805 DeltaLogLike: 20.275 \n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:20 INFO GTAnalysis._find_sources_iterate(): {'Index': {'error': np.float64(0.1830728132270036),\n", " 'value': -2.2297669404602254},\n", " 'Prefactor': {'error': np.float64(7.403601337436273e-14),\n", " 'value': 2.5423528915989485e-13},\n", " 'Scale': {'error': np.float64(nan), 'value': 1000.0}}\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:20 INFO GTAnalysis.free_source(): Fixing parameters for PS J0040.7-7158 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:20 INFO GTAnalysis._find_sources_iterate(): Performing spectral fit for PS J0000.6-7354.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:20 INFO GTAnalysis.free_source(): Freeing parameters for PS J0000.6-7354 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:20 INFO GTAnalysis.fit(): Starting fit.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:24 INFO GTAnalysis.fit(): Fit returned successfully. Quality: 3 Status: 0\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:24 INFO GTAnalysis.fit(): LogLike: -73739.264 DeltaLogLike: 0.541 \n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:24 INFO GTAnalysis._find_sources_iterate(): {'Index': {'error': np.float64(0.18585498344547582),\n", " 'value': -2.1763411416049956},\n", " 'Prefactor': {'error': np.float64(6.303596376468208e-14),\n", " 'value': 1.9933709647641575e-13},\n", " 'Scale': {'error': np.float64(nan), 'value': 1000.0}}\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:24 INFO GTAnalysis.free_source(): Fixing parameters for PS J0000.6-7354 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:24 INFO GTAnalysis._find_sources_iterate(): Performing spectral fit for PS J0102.8-7052.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:24 INFO GTAnalysis.free_source(): Freeing parameters for PS J0102.8-7052 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:24 INFO GTAnalysis.fit(): Starting fit.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:29 INFO GTAnalysis.fit(): Fit returned successfully. Quality: 3 Status: 0\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:29 INFO GTAnalysis.fit(): LogLike: -73734.003 DeltaLogLike: 5.261 \n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:29 INFO GTAnalysis._find_sources_iterate(): {'Index': {'error': np.float64(0.25599427249873097),\n", " 'value': -2.734653839413828},\n", " 'Prefactor': {'error': np.float64(9.883193363188044e-14),\n", " 'value': 3.731068372732925e-13},\n", " 'Scale': {'error': np.float64(nan), 'value': 1000.0}}\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:29 INFO GTAnalysis.free_source(): Fixing parameters for PS J0102.8-7052 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:29 INFO GTAnalysis.find_sources(): Found 3 sources in iteration 0.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:29 INFO GTAnalysis.tsmap(): Generating TS map\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:30 INFO GTAnalysis._make_tsmap_fast(): Fitting test source.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:37 INFO GTAnalysis.tsmap(): Finished TS map\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:37 WARNING GTAnalysis.tsmap(): Saving TS maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/sourcefind_01_pointsource_powerlaw_2.00_tsmap.npy\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:37 INFO GTAnalysis.tsmap(): Execution time: 8.31 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:37 INFO GTAnalysis.find_sources(): Found 0 sources in iteration 1.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:37 INFO GTAnalysis.find_sources(): Done.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:37 INFO GTAnalysis.find_sources(): Execution time: 32.77 s\n" ] } ], "source": [ "gta.free_sources()\n", "model = {'Index' : 2.0, 'SpatialModel' : 'PointSource'}\n", "findsource26 = gta.find_sources(model=model,sqrt_ts_threshold=5,min_separation=0.2,tsmap_fitter='tsmap')" ] }, { "cell_type": "code", "execution_count": 40, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:42:37.900521Z", "iopub.status.busy": "2026-07-17T21:42:37.900348Z", "iopub.status.idle": "2026-07-17T21:42:40.197659Z", "shell.execute_reply": "2026-07-17T21:42:40.196894Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:37 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.072 37.955 8.17e-06 2.43 589.09 1134.3 *\n", "PS J0040.7-7158 1.523 2.542 8.41e-07 2.23 53.59 88.4 \n", "PS J0102.8-7052 1.918 3.731 5.03e-07 2.73 44.57 91.8 \n", "3FGL J0112.9-7506 2.572 1.188 2.16e-06 1.97 151.36 134.2 *\n", "3FGL J0023.9-7203 2.662 0.591 9.78e-06 2.70 5225.57 1795.0 *\n", "3FGL J0029.1-7045 3.008 0.458 2.08e-06 2.33 271.03 239.3 *\n", "PS J0000.6-7354 4.262 1.993 7.53e-07 2.18 53.96 72.2 \n", "3FGL J0021.6-6835 5.122 2.629 2.57e-07 3.29 16.48 57.2 *\n", "3FGL J2351.9-7601 5.495 1.400 2.85e-06 2.01 242.69 191.2 *\n", "3FGL J2338.7-7401 5.777 0.591 2.92e-06 2.01 292.25 185.0 *\n", "3FGL J0146.4-6746 6.423 0.665 1.76e-06 2.35 257.04 201.9 *\n", "3FGL J2336.5-7620 6.454 0.389 1.28e-06 2.29 112.51 135.3 *\n", "3FGL J0002.0-6722 7.153 0.409 1.63e-06 1.98 94.41 95.5 *\n", "isodiff --- 0.673 0.0211 2.12 697.29 6125.9 *\n", "galdiff --- 1.100 0.135 0.05 7279.95 17907.8 *\n", "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:37 INFO GTBinnedAnalysis.write_xml(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_relext_TS25_00.xml...\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:37 INFO GTAnalysis.write_fits(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_relext_TS25.fits...\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "WARNING: Format %s cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %f cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n", "WARNING: Format %s cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "WARNING: Format %s cannot be mapped to the accepted TDISPn keyword values. Format will not be moved into TDISPn keyword. [astropy.io.fits.column]\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:38 INFO GTBinnedAnalysis.write_model_map(): Generating model map for component 00.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:38 INFO GTAnalysis.write_roi(): Writing /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/SMC_relext_TS25.npy...\n" ] } ], "source": [ "gta.print_model()\n", "gta.write_roi('SMC_relext_TS25',make_plots=True,save_model_map=True)" ] }, { "cell_type": "code", "execution_count": 41, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:42:40.199308Z", "iopub.status.busy": "2026-07-17T21:42:40.199151Z", "iopub.status.idle": "2026-07-17T21:42:49.340001Z", "shell.execute_reply": "2026-07-17T21:42:49.339239Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:40 INFO GTAnalysis.tsmap(): Generating TS map\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:40 INFO GTAnalysis._make_tsmap_fast(): Fitting test source.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:49 INFO GTAnalysis.tsmap(): Finished TS map\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:49 WARNING GTAnalysis.tsmap(): Saving TS maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/TSmap_relext_TS25_pointsource_powerlaw_2.00_tsmap.npy\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:49 INFO GTAnalysis.tsmap(): Execution time: 9.14 s\n" ] } ], "source": [ "tsmap_relext = gta.tsmap(prefix='TSmap_relext_TS25',make_plots=True,write_fits=True,write_npy=True)" ] }, { "cell_type": "code", "execution_count": 42, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:42:49.341668Z", "iopub.status.busy": "2026-07-17T21:42:49.341511Z", "iopub.status.idle": "2026-07-17T21:42:50.096106Z", "shell.execute_reply": "2026-07-17T21:42:50.095278Z" } }, "outputs": [ { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.clf()\n", "fig = plt.figure(figsize=(14,6))\n", "ROIPlotter(tsmap_relext['sqrt_ts'],roi=gta.roi).plot(levels=[0,3,5,7],vmin=0,vmax=6,subplot=121,cmap='magma')\n", "plt.gca().set_title('Sqrt(TS)')\n", "ROIPlotter(tsmap_relext['npred'],roi=gta.roi).plot(vmin=0,vmax=100,subplot=122,cmap='magma')\n", "plt.gca().set_title('NPred')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 43, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:42:50.098346Z", "iopub.status.busy": "2026-07-17T21:42:50.098193Z", "iopub.status.idle": "2026-07-17T21:42:52.350346Z", "shell.execute_reply": "2026-07-17T21:42:52.349511Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:50 INFO GTAnalysis.residmap(): Generating residual maps\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:50 INFO GTAnalysis.add_source(): Adding source residmap_testsource\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:50 INFO GTAnalysis.delete_source(): Deleting source residmap_testsource\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:52 INFO GTAnalysis.residmap(): Finished residual maps\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:52 WARNING GTAnalysis.residmap(): Saving maps in .npy files is disabled b/c of incompatibilities in python3, remove the maps from the /home/runner/work/fermipy/fermipy/fermipy-extra/notebooks/SMC_data/TSmap_relext_TS26_pointsource_powerlaw_2.00_residmap.npy\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:52 INFO GTAnalysis.residmap(): Execution time: 2.25 s\n" ] } ], "source": [ "resid_relext = gta.residmap('TSmap_relext_TS26',model={'SpatialModel' : 'PointSource', 'Index' : 2.0},write_fits=True,write_npy=True,make_plots=True)" ] }, { "cell_type": "code", "execution_count": 44, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:42:52.352162Z", "iopub.status.busy": "2026-07-17T21:42:52.351997Z", "iopub.status.idle": "2026-07-17T21:42:52.857867Z", "shell.execute_reply": "2026-07-17T21:42:52.856992Z" } }, "outputs": [ { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.clf()\n", "fig = plt.figure(figsize=(14,6))\n", "ROIPlotter(resid_relext['data'],roi=gta.roi).plot(vmin=50,vmax=400,subplot=121,cmap='magma')\n", "plt.gca().set_title('Data')\n", "ROIPlotter(resid_relext['model'],roi=gta.roi).plot(vmin=50,vmax=400,subplot=122,cmap='magma')\n", "plt.gca().set_title('Model')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 45, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:42:52.860218Z", "iopub.status.busy": "2026-07-17T21:42:52.859880Z", "iopub.status.idle": "2026-07-17T21:42:53.396971Z", "shell.execute_reply": "2026-07-17T21:42:53.396152Z" } }, "outputs": [ { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.clf()\n", "fig = plt.figure(figsize=(14,6))\n", "ROIPlotter(resid_relext['sigma'],roi=gta.roi).plot(vmin=-5,vmax=5,levels=[-5,-3,3,5],subplot=121,cmap='RdBu_r')\n", "plt.gca().set_title('Significance')\n", "ROIPlotter(resid_relext['excess'],roi=gta.roi).plot(vmin=-100,vmax=100,subplot=122,cmap='RdBu_r')\n", "plt.gca().set_title('Excess')\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Sed Analysis" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The sed() method computes a spectral energy distribution (SED) by performing independent fits for the flux normalization of a source in bins of energy. The normalization in each bin is fit using a power-law spectral parameterization with a fixed index. The value of this index can be set with the bin_index parameter or allowed to vary over the energy range according to the local slope of the global spectral model (with the use_local_index parameter).\n", "\n", "The free_background, free_radius, and cov_scale parameters control how nuisance parameters are dealt with in the fit. By default the method will fix the parameters of background components ROI when fitting the source normalization in each energy bin (free_background=False). Setting free_background=True will profile the normalizations of all background components that were free when the method was executed. In order to minimize overfitting, background normalization parameters are constrained with priors taken from the global fit. The strength of the priors is controlled with the cov_scale parameter. A larger (smaller) value of cov_scale applies a weaker (stronger) constraint on the background amplitude. Setting cov_scale=None performs an unconstrained fit without priors.\n" ] }, { "cell_type": "code", "execution_count": 46, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:42:53.399319Z", "iopub.status.busy": "2026-07-17T21:42:53.399166Z", "iopub.status.idle": "2026-07-17T21:42:55.477792Z", "shell.execute_reply": "2026-07-17T21:42:55.477016Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for SMC : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0112.9-7506 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0023.9-7203 : ['norm', 'alpha', 'beta']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0029.1-7045 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0021.6-6835 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J2351.9-7601 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J2338.7-7401 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0146.4-6746 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J2336.5-7620 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0002.0-6722 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for isodiff : ['Normalization']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for galdiff : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.072 37.955 8.17e-06 2.43 589.09 1134.3 \n", "PS J0040.7-7158 1.523 2.542 8.41e-07 2.23 53.59 88.4 \n", "PS J0102.8-7052 1.918 3.731 5.03e-07 2.73 44.57 91.8 \n", "3FGL J0112.9-7506 2.572 1.188 2.16e-06 1.97 151.36 134.2 \n", "3FGL J0023.9-7203 2.662 0.591 9.78e-06 2.70 5225.57 1795.0 \n", "3FGL J0029.1-7045 3.008 0.458 2.08e-06 2.33 271.03 239.3 \n", "PS J0000.6-7354 4.262 1.993 7.53e-07 2.18 53.96 72.2 \n", "3FGL J0021.6-6835 5.122 2.629 2.57e-07 3.29 16.48 57.2 \n", "3FGL J2351.9-7601 5.495 1.400 2.85e-06 2.01 242.69 191.2 \n", "3FGL J2338.7-7401 5.777 0.591 2.92e-06 2.01 292.25 185.0 \n", "3FGL J0146.4-6746 6.423 0.665 1.76e-06 2.35 257.04 201.9 \n", "3FGL J2336.5-7620 6.454 0.389 1.28e-06 2.29 112.51 135.3 \n", "3FGL J0002.0-6722 7.153 0.409 1.63e-06 1.98 94.41 95.5 \n", "isodiff --- 0.673 0.0211 2.12 697.29 6125.9 \n", "galdiff --- 1.100 0.135 0.05 7279.95 17907.8 \n", "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Freeing parameters for SMC : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Freeing parameters for PS J0040.7-7158 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Freeing parameters for PS J0102.8-7052 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0023.9-7203 : ['norm', 'alpha', 'beta']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0112.9-7506 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Freeing parameters for 3FGL J0029.1-7045 : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Freeing parameters for isodiff : ['Normalization']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Freeing parameters for galdiff : ['Prefactor', 'Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.print_model(): \n", "sourcename offset norm eflux index ts npred free\n", "--------------------------------------------------------------------------------\n", "SMC 0.072 37.955 8.17e-06 2.43 589.09 1134.3 *\n", "PS J0040.7-7158 1.523 2.542 8.41e-07 2.23 53.59 88.4 *\n", "PS J0102.8-7052 1.918 3.731 5.03e-07 2.73 44.57 91.8 *\n", "3FGL J0112.9-7506 2.572 1.188 2.16e-06 1.97 151.36 134.2 *\n", "3FGL J0023.9-7203 2.662 0.591 9.78e-06 2.70 5225.57 1795.0 *\n", "3FGL J0029.1-7045 3.008 0.458 2.08e-06 2.33 271.03 239.3 *\n", "PS J0000.6-7354 4.262 1.993 7.53e-07 2.18 53.96 72.2 \n", "3FGL J0021.6-6835 5.122 2.629 2.57e-07 3.29 16.48 57.2 \n", "3FGL J2351.9-7601 5.495 1.400 2.85e-06 2.01 242.69 191.2 \n", "3FGL J2338.7-7401 5.777 0.591 2.92e-06 2.01 292.25 185.0 \n", "3FGL J0146.4-6746 6.423 0.665 1.76e-06 2.35 257.04 201.9 \n", "3FGL J2336.5-7620 6.454 0.389 1.28e-06 2.29 112.51 135.3 \n", "3FGL J0002.0-6722 7.153 0.409 1.63e-06 1.98 94.41 95.5 \n", "isodiff --- 0.673 0.0211 2.12 697.29 6125.9 *\n", "galdiff --- 1.100 0.135 0.05 7279.95 17907.8 *\n", "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.sed(): Computing SED for SMC\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis._make_sed(): Fitting SED\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for SMC : ['Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for PS J0040.7-7158 : ['Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for PS J0102.8-7052 : ['Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0112.9-7506 : ['Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0023.9-7203 : ['alpha', 'beta']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for 3FGL J0029.1-7045 : ['Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:53 INFO GTAnalysis.free_source(): Fixing parameters for galdiff : ['Index']\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:55 INFO GTAnalysis.sed(): Finished SED\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:42:55 INFO GTAnalysis.sed(): Execution time: 2.05 s\n" ] } ], "source": [ "gta.free_sources(free=False)\n", "gta.print_model()\n", "gta.free_sources(skydir=gta.roi[gta.roi.sources[0].name].skydir,distance=[3.0],free=True)\n", "gta.print_model()\n", "sedsmc = gta.sed(gta.roi.sources[0].name, bin_index=2.2, outfile='sedSMC.fits', loge_bins=None,write_npy=True,write_fits=True,make_plots=True)" ] }, { "cell_type": "code", "execution_count": 47, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:42:55.479306Z", "iopub.status.busy": "2026-07-17T21:42:55.479149Z", "iopub.status.idle": "2026-07-17T21:42:55.484020Z", "shell.execute_reply": "2026-07-17T21:42:55.483328Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[ 1000. 1326.41675759 1759.38141482 2333.67299161\n", " 3095.42296281 4105.8208897 5446.02963176 7223.70496591\n", " 9581.64331867 12709.25226315 16857.76517829 22360.93710169\n", " 29659.92168712 39341.41715463 52183.11498128 69216.55817447\n", " 91810.00266538 121778.32604983 161528.81238386 214254.52357972\n", " 284190.7904658 376955.42682685]\n", "[ 1326.41675759 1759.38141482 2333.67299161 3095.42296281\n", " 4105.8208897 5446.02963176 7223.70496591 9581.64331867\n", " 12709.25226315 16857.76517829 22360.93710169 29659.92168712\n", " 39341.41715463 52183.11498128 69216.55817447 91810.00266538\n", " 121778.32604983 161528.81238386 214254.52357972 284190.7904658\n", " 376955.42682685 499999.99500797]\n", "[ 1151.70167908 1527.63640687 2026.28252958 2687.69510285\n", " 3565.00382372 4728.68081266 6272.20147121 8319.5531384\n", " 11035.19469844 14637.26717129 19415.33998741 25753.12880578\n", " 34159.38160838 45309.5761943 60099.38114346 79716.82626953\n", " 105737.73422587 140252.30258689 186033.00444196 246757.2945568\n", " 327303.01055795 434140.19801402]\n", "[7.87852179e-10 6.25823386e-10 3.88516551e-10 2.83367833e-10\n", " 1.73360616e-10 1.58488944e-10 9.27039563e-11 5.24973981e-11\n", " 3.82352219e-11 3.44333981e-11 1.86407088e-14 9.46808057e-12\n", " 6.85869795e-18 4.58417848e-18 2.23918883e-13 3.03978305e-12\n", " 1.35411787e-18 3.82631099e-12 2.40060804e-16 4.02193754e-19\n", " 4.03498671e-18 1.79456240e-19]\n", "[9.03160187e-07 9.51594300e-07 7.83591233e-07 7.58072239e-07\n", " 6.15163397e-07 7.45965972e-07 5.78759740e-07 4.34728210e-07\n", " 4.19975213e-07 5.01672076e-07 3.60236021e-10 2.42701237e-07\n", " 2.33201705e-13 2.06743356e-13 1.33949397e-08 2.41197406e-07\n", " 1.42516948e-13 5.34158703e-07 4.44519995e-11 9.87837176e-14\n", " 1.31453500e-12 7.75476440e-14]\n", "[3.19681541e-06 3.36825225e-06 2.77359052e-06 2.68326378e-06\n", " 2.17742529e-06 2.64041258e-06 2.04857132e-06 1.53875898e-06\n", " 1.48653944e-06 1.77571271e-06 1.27498332e-09 8.59062507e-07\n", " 8.25438075e-13 7.31786407e-13 4.74125745e-08 8.53739565e-07\n", " 5.04451349e-13 1.89070200e-06 1.57341786e-10 3.49653711e-13\n", " 4.65291297e-12 2.74486749e-13]\n", "[2.81043704e-12 1.68725266e-12 8.19916965e-13 4.58649540e-13\n", " 2.24399570e-13 1.52531807e-13 7.28455714e-14 3.48788311e-14\n", " 2.07819712e-14 1.36973816e-14 2.17887133e-15 3.48533083e-15\n", " 5.21076991e-16 3.35819651e-16 3.70455004e-16 4.78909987e-16\n", " 1.00812258e-16 2.77228398e-16 9.93928402e-17 4.31376837e-17\n", " 3.86687449e-17 2.47628950e-17]\n", "[1.42131771e+02 1.50604168e+02 9.55322353e+01 8.39273286e+01\n", " 4.87757429e+01 5.80883142e+01 3.20277770e+01 1.54921074e+01\n", " 1.00302885e+01 1.20031581e+01 0.00000000e+00 1.72404902e+00\n", " 0.00000000e+00 0.00000000e+00 2.33117625e-03 1.50749055e+00\n", " 0.00000000e+00 3.91954620e+00 0.00000000e+00 0.00000000e+00\n", " 0.00000000e+00 0.00000000e+00]\n" ] } ], "source": [ "print(sedsmc['e_min'])\n", "print(sedsmc['e_max'])\n", "print(sedsmc['e_ref'])\n", "print(sedsmc['flux'])\n", "print(sedsmc['eflux'])\n", "print(sedsmc['e2dnde'])\n", "print(sedsmc['dnde_ul95'])\n", "print(sedsmc['ts'])" ] }, { "cell_type": "code", "execution_count": 48, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:42:55.485480Z", "iopub.status.busy": "2026-07-17T21:42:55.485334Z", "iopub.status.idle": "2026-07-17T21:42:55.562268Z", "shell.execute_reply": "2026-07-17T21:42:55.561470Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[3.72781079e-06 3.93749595e-06 3.36643220e-06 3.31314896e-06\n", " 2.85195075e-06 3.41067560e-06 2.86578202e-06 2.41413706e-06\n", " 2.53073539e-06 2.93465839e-06 8.21337371e-07 2.31155381e-06\n", " 6.08025644e-07 6.89423537e-07 1.33805962e-06 3.04336396e-06\n", " 1.12712827e-06 5.45327897e-06 3.43981512e-06 2.62661743e-06\n", " 4.14247672e-06 4.66725378e-06]\n" ] }, { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# E^2 x Differential flux ULs in each bin in units of MeV cm^{-2} s^{-1}\n", "print(sedsmc['e2dnde_ul95'])\n", "\n", "e2dnde_scan = sedsmc['norm_scan']*sedsmc['ref_e2dnde'][:,None]\n", "\n", "plt.clf()\n", "plt.figure()\n", "plt.plot(e2dnde_scan[0],sedsmc['dloglike_scan'][0]-np.max(sedsmc['dloglike_scan'][0]))\n", "plt.gca().set_ylim(-5,1)\n", "plt.gca().axvline(sedsmc['e2dnde_ul95'][0],color='k')\n", "plt.gca().axhline(-2.71/2.,color='r')\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 49, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:42:55.563790Z", "iopub.status.busy": "2026-07-17T21:42:55.563602Z", "iopub.status.idle": "2026-07-17T21:42:55.754719Z", "shell.execute_reply": "2026-07-17T21:42:55.753818Z" } }, "outputs": [ { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.clf()\n", "fig = plt.figure(figsize=(14,4))\n", "ylim=[1E-7,1E-5]\n", "fig.add_subplot(121)\n", "SEDPlotter(sedsmc).plot()\n", "plt.gca().set_ylim(ylim)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": 50, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:42:55.756416Z", "iopub.status.busy": "2026-07-17T21:42:55.756234Z", "iopub.status.idle": "2026-07-17T21:42:55.993851Z", "shell.execute_reply": "2026-07-17T21:42:55.993079Z" } }, "outputs": [ { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.clf()\n", "fig = plt.figure(figsize=(14,4))\n", "fig.add_subplot(121)\n", "SEDPlotter(sedsmc).plot(showlnl=True,ylim=ylim)\n", "plt.gca().set_ylim(ylim)\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Light curve" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "lightcurve() fits the charateristics of a source (flux, TS, etc.) in a sequence of time bins. This method uses the data selection and model of a baseline analysis (e.g. the full mission) and is therefore restricted to analyzing time bins that are encompassed by the time selection of the baseline analysis. In general when using this method it is recommended to use a baseline time selection of at least several years or more to ensure the best characterization of background sources in the ROI.\n", "\n", "When fitting a time bin the method will initialize the model to the current parameters of the baseline analysis. The parameters to be refit in each time bin may be controlled with free_background, free_sources, free_radius, free_params, and shape_ts_threshold options." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "By default the lightcurve method will run an end-to-end analysis in each time bin using the same processing steps as the baseline analysis. Depending on the data selection and ROI size each time bin may take 10-15 minutes to process. There are several options which can be used to reduce the lightcurve computation time. The multithread option splits the analysis of time bins across multiple cores." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The use_scaled_srcmap option generates an approximate source map for each time bin by scaling the source map of the baseline analysis by the relative exposure." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The lightcurve analysis requires the original spacecraft (SC) files. If you haven't already, download them." ] }, { "cell_type": "code", "execution_count": 51, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:42:55.995586Z", "iopub.status.busy": "2026-07-17T21:42:55.995419Z", "iopub.status.idle": "2026-07-17T21:42:55.998207Z", "shell.execute_reply": "2026-07-17T21:42:55.997452Z" } }, "outputs": [], "source": [ "from string import ascii_lowercase" ] }, { "cell_type": "code", "execution_count": 52, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:42:55.999567Z", "iopub.status.busy": "2026-07-17T21:42:55.999429Z", "iopub.status.idle": "2026-07-17T21:43:06.289345Z", "shell.execute_reply": "2026-07-17T21:43:06.288325Z" } }, "outputs": [], "source": [ "if not os.path.isfile('./../data/SMC_SC.tar.gz'):\n", " for c in ascii_lowercase[:12]:\n", " if not os.path.isfile('./../data/SMC_SC.tar.gz.parta'+c):\n", " URL = 'https://raw.githubusercontent.com/fermiPy/fermipy-extras/master/data/SMC_SC.tar.gz.parta' + c\n", " !curl -OL --output-dir ./../data/ {URL}\n", " !cat ./../data/SMC_SC.tar.gz.part* >./../data/SMC_SC.tar.gz\n", "!tar xzf ./../data/SMC_SC.tar.gz -C ./SMC_data/" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Now find the lightcurve" ] }, { "cell_type": "code", "execution_count": 53, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:43:06.291575Z", "iopub.status.busy": "2026-07-17T21:43:06.291381Z", "iopub.status.idle": "2026-07-17T21:43:07.023111Z", "shell.execute_reply": "2026-07-17T21:43:07.022187Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 INFO GTAnalysis.lightcurve(): Computing Lightcurve for SMC\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 INFO lightcurve_239557417_273737042 GTAnalysis._process_lc_bin(): Fitting time range 239557417 273737042\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Analysis failed in time range 239557417 273737042" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "(, ValueError(\"for parameter ra, could not convert string to float: 'np.float64(14.50346193367537)'\"), )" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 ERROR GTAnalysis._make_lc(): Fit failed in bin 0 in range 239557417 273737042.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 INFO lightcurve_273737042_307916667 GTAnalysis._process_lc_bin(): Fitting time range 273737042 307916667\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Analysis failed in time range 273737042 307916667" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "(, ValueError(\"for parameter ra, could not convert string to float: 'np.float64(14.50346193367537)'\"), )" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 INFO lightcurve_307916667_342096292 GTAnalysis._process_lc_bin(): Fitting time range 307916667 342096292\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 ERROR GTAnalysis._make_lc(): Fit failed in bin 1 in range 273737042 307916667.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Analysis failed in time range 307916667 342096292" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "(, ValueError(\"for parameter ra, could not convert string to float: 'np.float64(14.50346193367537)'\"), )" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 ERROR GTAnalysis._make_lc(): Fit failed in bin 2 in range 307916667 342096292.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 INFO lightcurve_410455542_444635167 GTAnalysis._process_lc_bin(): Fitting time range 410455542 444635167\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Analysis failed in time range 410455542 444635167" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 INFO lightcurve_376275917_410455542 GTAnalysis._process_lc_bin(): Fitting time range 376275917 410455542\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "(, ValueError(\"for parameter ra, could not convert string to float: 'np.float64(14.50346193367537)'\"), )" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Analysis failed in time range 376275917 410455542" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "(, ValueError(\"for parameter ra, could not convert string to float: 'np.float64(14.50346193367537)'\"), )" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 INFO lightcurve_342096292_376275917 GTAnalysis._process_lc_bin(): Fitting time range 342096292 376275917\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 INFO lightcurve_444635167_478814792 GTAnalysis._process_lc_bin(): Fitting time range 444635167 478814792\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Analysis failed in time range 342096292 376275917" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Analysis failed in time range 444635167 478814792" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "(, ValueError(\"for parameter ra, could not convert string to float: 'np.float64(14.50346193367537)'\"), )" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "(, ValueError(\"for parameter ra, could not convert string to float: 'np.float64(14.50346193367537)'\"), )" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 ERROR GTAnalysis._make_lc(): Fit failed in bin 3 in range 342096292 376275917.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 ERROR GTAnalysis._make_lc(): Fit failed in bin 4 in range 376275917 410455542.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 ERROR GTAnalysis._make_lc(): Fit failed in bin 5 in range 410455542 444635167.\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 ERROR GTAnalysis._make_lc(): Fit failed in bin 6 in range 444635167 478814792.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 INFO lightcurve_478814792_512994417 GTAnalysis._process_lc_bin(): Fitting time range 478814792 512994417\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Analysis failed in time range 478814792 512994417" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "(, ValueError(\"for parameter ra, could not convert string to float: 'np.float64(14.50346193367537)'\"), )" ] }, { "name": "stdout", "output_type": "stream", "text": [ "\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:06 ERROR GTAnalysis._make_lc(): Fit failed in bin 7 in range 478814792 512994417.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "2026-07-17 21:43:07 INFO GTAnalysis.lightcurve(): Finished Lightcurve\n" ] } ], "source": [ "lc = gta.lightcurve('SMC', free_radius=3.0, nbins=8, multithread=True, nthread=8, use_scaled_srcmap=True)" ] }, { "cell_type": "code", "execution_count": 54, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:43:07.024889Z", "iopub.status.busy": "2026-07-17T21:43:07.024676Z", "iopub.status.idle": "2026-07-17T21:43:07.029450Z", "shell.execute_reply": "2026-07-17T21:43:07.028666Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[2.39557417e+08 2.73737042e+08 3.07916667e+08 3.42096292e+08\n", " 3.76275917e+08 4.10455542e+08 4.44635167e+08 4.78814792e+08]\n", "[2.73737042e+08 3.07916667e+08 3.42096292e+08 3.76275917e+08\n", " 4.10455542e+08 4.44635167e+08 4.78814792e+08 5.12994417e+08]\n", "[False False False False False False False False]\n", "0.0\n", "[nan nan nan nan nan nan nan nan]\n", "[nan nan nan nan nan nan nan nan]\n", "[nan nan nan nan nan nan nan nan]\n" ] } ], "source": [ "print(lc['tmin'])\n", "print(lc['tmax'])\n", "print(lc['fit_success'])\n", "print(lc['ts_var'])\n", "print(lc['flux'])\n", "print(lc['eflux'])\n", "print(lc['flux_ul95'])" ] }, { "cell_type": "code", "execution_count": 55, "metadata": { "execution": { "iopub.execute_input": "2026-07-17T21:43:07.030910Z", "iopub.status.busy": "2026-07-17T21:43:07.030753Z", "iopub.status.idle": "2026-07-17T21:43:07.182201Z", "shell.execute_reply": "2026-07-17T21:43:07.181448Z" } }, "outputs": [ { "data": { "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "image/png": 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69tlna7y89tpr+T4x6hSBLsLNO++8k37/+9+n5ZZbrqTBDgAAmszISJzYh3XXXXe66+MkOqYUdezYMZ/ct2vXLp+ExyjKvffem6cYxUn6nDrttNPyFLALL7ww3XDDDbXeP8JQBKctttgi3XLLLWneeeedLjwccsgh6R//+EeeUhXhqSZrrbVWnX82zz//fLriiitSmzZtqq6PMDZ48OB0zTXXVHXCimledRHT4SLYhVdffTVfYqQEAADKbmSkcmpRFFLP2PkpxPSiCCIhOj9F3UjUPFR+2j8nnnzyyXTBBRekyy+/PNer1EXUbFx11VXprrvuSgcccECeZlZpwIAB6brrrkt//vOfZxpE6qNyhGXGoBajGVH/8fjjj9d7mzEKFAHmjDPOSJtuumk666yz0hJLLDHH+woAAE0ujETxepixbiFGRsIvf/nL6a5feumlq0Yo5kSMrESY2GGHHdIuu+xSr8futdde6W9/+1u66aab0mGHHZZHRGK0IUYwLrroonxdKVQWlkfwmFH8HN5///16b/Pmm2/OP+soio+anNpGVGIEJkJgnz596v1cAADQqKdptW/fPn+t3tHpp59+qhoV6Nu3789CRIjC6zlxzDHHpIkTJ+aT7dlx8MEH5y5YRx55ZJ5KFZeBAwfm7ZZKbD/M2GEsxLStytvrI0aAooi9rmK0Jy5fffVVWnjhhev9fAAA0GhHRirrJ6LOovLkeujQoWnSpEn50/+VVlqpxmlds9PattL999+frr766lwnUr1ovr7+7//+L2299dY5iKy33nrp1FNPne1t1WT++efPX3/44Ycaaz8qbwcAgHJR0jASU6RilCNqQKIeJIqpY9QhRMF6dV9++WXuIBWf7s9YY1If0dI2it9Hjx6dA0RcooaicmHA+D66TtXm0ksvzeuERE1HFJufffbZqZSWX375/PWjjz762W1xXUOstwIAAGUTRmI18GuvvTZPRYpwEC1vo21unOBHa9/qYi2NmMIVa2RU72JVXzvttFM66aST8lSnykvlVKjYbnxf2/ajZuToo49Ohx9+eA4isRhjBJo//elPqVQ23HDD/PWZZ56Z7vroMvbJJ59U3Q4AAOWi5Cuwx+J9vXv3zh2qvv7667TKKqvkLlozBoKYrhRF57FA4JzYZptt8qW6CDkRJqJYu7bpVrHg4G9+85t00EEH5U5c4dxzz81F4RGgYjHDI444Is2pqJeJn0t054r/c+W0rPPPPz//O9oIAwBAOSl5GKmckhQjDbMSQSQuRYqi9yjojkUSo+6kRYsWVbddcskl6bvvvsudtaJL18za+8YaJH//+9/zvysL9S+++OI8/SwuleuAxLb/+c9/5jVNorYmAlSsCxItiW+88caqzmIAAFAu5iiMxCf8McIRtSEx3aqu63s0tBiFiW5YsajirHTo0CE98sgjaY011kjzzPPzGWvR3jdqXWa1zkjlVLAQP4O4VJqxc1a3bt1yPU3UpkSIiZGbIUOGWBsEAICy1HJO1xW5++67c8esli1bpg022CAHk7h07949FSVGIeraDSumTs1MBJR11lmn1lGg+nTeiuCy88471/n+AADQXM1RAXvUP8Slf//++cQ9VlqPaUk9evRIK6+8cq65iKlLU6dOLd0eAwAAzcIchZGYvhTF3f/+97/T+PHj06233pr233//1LFjx/TGG2/kblTRJWqJJZbI18ftUdQOAABQsta+sb5IdNKKGohPP/00j4jEyEgsdDhhwoR0ww03pN133z0HlRhJiRGV6iu1AwAA5aWk64xUL+qO+pE//OEP6fXXX09vv/12uuiii9LGG2+cpk2bloYNG5aOPPLIXG+x2mqrpVNOOSUvTFhRUdEQuwMAAJRLGJlRdJE65phjcueqzz//PN10001pzz33TO3bt8+rpJ933nl5HY5OnTr9bFFAAACgeWqQdUZmJQLIXnvtlS+xOGFM57rnnnvSvffem9vdfvbZZ3N7lwAAgHIII9M9ecuWaZNNNsmXWCgwpnRF7QkAAND8FRpGZhTtgAEAgPIwV2pGAAAA5jiMvPDCC7n4PFYmj7VDXnrppRrvF52yAAAAShJGYiHDaNl72223pdGjR+e1Q3r37p3b9s7IGiIAAEDJwsjZZ5+dW/COGzcut+h99tln0yqrrJKOO+64dMYZZ9RnUwAAQJmrVwH7U089lR544IHUoUOH/H1M1Yp1QWK6VgSVqVOnpnPOOaeh9hUAACjXMBKjITPWgrRp0yYNHTo0tWvXLp177rl5hfVYxBAAAKBkYaRLly55dKRfv37TXT/PPPOka6+9NrVu3ToNGjSoPpsEAADKVL3CSP/+/dPvfve7tPHGG6dWrVpNd1uLFi3SlVdemdq2bSuQAAAApS1g//Wvf53Gjh2bTjvttJneJ1ZSP/XUU9O8885bn00DAABlpl5hpGfPnunTTz9N559//izvN3DgwPTTTz/N6b4BAADNmBXYAQCAQggjAABA4y9gr4/3338/jRo1Ko0fPz5NmTJllvfdZpttcqcuAACgfLRsiBBy6KGHpmHDhtX5MZ07dxZGAACgzJQ0jHz99de57e8HH3zw/zfesmVaaqmlcrvfWVlwwQVLuRsAAEC5hZFrrrkmB5EIIYMHD04HHnhgmm+++Ur5FAAAQDNR0jAycuTI/HXAgAF5qhYAAMBc6aYVq7CHtddeu5SbBQAAmqGShpHKjlhROwIAADDXwsiuu+6av95+++2l3CwAANAMlTSMrLbaaunII4/MbX1PP/30NHXq1FJuHgAAaEZKvs7IxRdfnH788cc0cODANGTIkNzqd5FFFpnlYw4++OC06qqrlnpXAACAcgojDzzwQLr11lvzv8eMGZOuv/76Wh8TgUUYAQCA8lLSMBLhY/fdd0/ffvtt/r5Hjx5p+eWXr3XRw06dOpVyNwAAgHILIzEKEkEkVlS/77770oYbbljKzQMAAM1ISQvY33jjjfz16KOPFkQAAIC5F0bmmef/b65nz56l3CwAANAMlTSMRI1IGDduXCk3CwAANEMlDSNRvN6yZctcO2KNEQAAYK6OjJx99tlp1KhRad99900TJkwo5eYBAIBmpKTdtCKIPP3006ldu3Zp6NCh6Y477kirr7566tChwywfd8YZZ6R11123lLsCAACUUxh5/vnn07///e+q72Ml9hEjRtT6uN/85jel3A0AAKDcwsiOO+6YunXrVu/Hde/evZS7AQAAlFsYOfDAA0u5OQAAoBkraQE7AABAXQkjAABA8wgj0RkrpmuNGTNmlve76aab8v2GDRtW6l0AAADKrWZk9OjRaeDAgalLly5pmWWWmeV9l1566TRkyJAcWvr161fK3QAAAMptZOTOO+9MFRUVaeedd04tWrSY5X032mijtNhii6VHH300TZw4sZS7AQAAlFsYeeedd/LXurb37dq1aw4v77//fil3AwAAKLcwMmHChPx1kUUWqdP9K+/32WeflXI3AACAcgsjHTp0yF/fe++9Ot2/8n7t27cv5W4AAADlFkZ+8YtfVHXKiulXszJq1Kj05ptvppYtW6ZevXqVcjcAAIByCyPbb799atOmTXr55ZfTsccem6ZNm1bj/T7++OO077775n9vvfXWaaGFFirlbgAAAOXW2nfJJZdMJ554Yjr77LPTJZdckh5//PF00EEHpdVWWy3NP//8ady4cbl71tVXX50mTZqU2rVrl84777xS7gIAAFCOYaRy0cOxY8ema665Jj3//PP5UpMYDRk6dKgpWgAAUKZKvgL7PPPMk0c+7r333rTpppum1q1bT3f7EksskX7729+mV155JW211ValfnoAAKBcR0Yqbbvttvnyww8/5BqR7777LnfbiqlcAAAAcxRGnn766dS9e/e8kvrMxMhIly5d/KQBAIDSTdP64x//mEc61ltvvTRo0KD02muvzcnmAACAMjJHYWTVVVfNIx/PPPNMOvnkk9Mqq6ySunbtmo466qg0fPjwNGXKlNLtKQAA0KzMURgZOHBgmjBhQrrnnnvSIYcckjp16pRXVb/sssvS5ptvnjp27Jj22GOP9I9//CNNnDixdHsNAAA0eXNcwN62bdu03Xbb5Uusuj5y5MgcTqKb1ksvvZRuueWWfJl33nnT+uuvnxdGjPv26NGjNP8DAACgSSppa98WLVqkPn365BGTF198MY0ZMyZdfvnlaYsttkgtW7bMiyAef/zxacUVV8yXE044IV83derUUu4GAABQjuuMVLfMMsukAQMGpAcffDCNHz8+3XbbbemAAw7I3bfeeuutdMEFF6SNNtooLb744mm//fbLIyiTJ09uyF0CAADKIYxUt8ACC6RddtklXXfddenTTz9NTz75ZDrppJNSz549cz3JjTfemOtLhg0bNrd2CQAAaI6LHta2SnvUj8Tl/PPPT++++26uMYlLq1atitglAACgHMLIjFZYYYV09NFH5wsAAFAe5to0LQAAgAYfGRk1alS6+uqrc5vfKFyvbfHDa665JnfcAgAAykfJw8hFF12UW/ZOmzatzo/57rvvSr0bAABAOYWRV155Ja8jEosfRrveaOPbrVu3NP/888/ycb179y7lbgAAAOUWRoYOHZqDyPLLL59eeOGF1L59+1JuHgAAaEZKWsAeLXrD4YcfLogAAABzL4zMN998+etyyy1Xys0CAADNUEnDSKymHj788MNSbhYAAGiGShpG9thjjzw6cv3116effvqplJsGAACamZKGkS5duqRBgwall19+Oe2zzz5p4sSJpdw8AADQjMx2N61zzz03PfPMMzXetsACC6Rbbrkl3XPPPWnNNddMHTp0mOW2Tj311NS3b9/Z3RUAAKCcwsiIESPS/fffP8v7fP/99zMNLNUdcsghs7sbAABAuYWR7bbbLq8nUgorrLBCSbYDAACUQRg5+OCDS7snAABAWSlpATsAAEBdCSMAAEDTmqZVm6+++irdeuut6YknnkhjxozJxewLL7xw6tWrV9p6663Tpptu2lBPDQAAlGsYueqqq9Lxxx+fA8mMHnzwwXThhRemPn36pCFDhqSVV165IXYBAAAotzBy3nnnpVNOOSX/u1WrVmnDDTdMK664Ymrbtm0aP358+u9//5tef/313Bp4gw02yCMnPXv2LPVuAAAA5RRGImScfvrp+d/bb799+utf/5qWXHLJn91v+PDhab/99kuffPJJOvTQQ9OTTz5Zyt0AAADKrYD9pptuSlOnTs2rrt9xxx01BpGw2WabpXvvvTe1aNEiPfXUU2n06NGl3A0AAKDcwsg777yTv/7qV79K88477yzvu9Zaa6U11lgj//vtt98u5W4AAADlFkbmm2++/HXxxRev0/2XWGKJ/LVNmzal3A0AAKDcwkhlZ6yoHamLN954I0/VigJ3AACgvJQ0jOy+++55dGTw4MFp7Nixs7xvFLe///77qX///jOtLQEAAJqvkoaRrl27pksvvTS38F1nnXXSDTfckCZPnjzdfd5777107LHHpsMPPzx17tw5/eUvfynlLgAAAOXY2veoo47KbXujBiRGRvbff/900EEH5dBRuc5IXCpNmzYttwCuyWWXXWaVdgAAaMZKGkY++OCD9Nprr013XbT6jetr8vHHH+dLTWpavR0AAGg+ShpGDj744LTxxhuXZFurrrpqSbYDAACUQRjZbrvtSrk5AACgGStpATsAAEBdCSMAAEAhhBEAAKBphZFDDz00Lb/88uk///lPSXak1NsDAACaaRgZN25cbtn77bfflmRHSr09AACgcTNNCwAAaJqtfffZZ5/UqlWrOd6RyZMnz/E2AACAMgojplUBAABzNYyceuqp6ZBDDkml1qdPn5JvEwAAaEZhpHfv3qXdEwAAoKwoYAcAAAohjAAAAIUQRgAAgEIIIwAAQCGEEQAAoBDCCAAAUAhhBAAAKIQwAgAANP8wMmnSpPTtt9/OzacEAAAaqbkaRl577bXUs2fPdOedd87NpwUAAMo9jKy88spp9dVXTzvvvHPacsst01tvvTU3nx4AACjXMLLoooumu+++O91///3p3XffTauuumo6+eSTTd0CAIAyVEgB+9Zbb51effXVdNppp6VLLrkkrbTSSum2224rYlcAAIBy66bVunXrdOqpp6bXX389rbXWWmm33XZL/fv3T2+++WZRuwQAAMxFLVPBOnbsmENJu3bt0j/+8Y88dWvzzTdPv/jFL/Jl3XXXTZ06dSp6NxulH3/8Mf/MovamV69eaa+99krzzjtv0bsFAACNM4w8++yz6ZZbbkn/+9//8qjIhx9+mCoqKvJtbdq0Sd26dUsfffRRGjZsWPrpp5/SYYcdlq688sq5vZuN3tSpU9PGG2+c5plnntwM4OKLL861OP/85z+L3jUAAGh8YWTcuHFpo402Si1btky9e/dOW2yxRa4Xqbwsv/zy+eQ6fP/99+nll1+uCipMr7IJwAcffJBD3IABA1Lnzp3TqFGj8rQ3AABo7OZqGHnvvffy1KL//ve/ucXvrMQJ9tprrz3X9q2piRDSvXv3/HMKiyyySA4jDz/8sDACAECTMFfDyDrrrJNXYV9wwQVLvu2RI0fm0YLRo0fnE/OoN9lzzz3TfPPNlxra5MmT07333pv+9a9/5TbFl19+eVpyySVnGiKuvfbaPKoRrY533333tP7669f7OSOIxCKSX375ZVp44YXTxx9/nLf9ySeflOB/BAAAzbBmpH379iXf5v77759rTzbbbLNc/B4jMCeddFI644wz0mOPPZaWXXbZ1FCuu+66dOKJJ6ZNN900ffHFF+nf//53Ov/882u875NPPpnrO2I/o3vYK6+8kus+zj333LyNSldcccVMu4rFVLajjz46T3GLkaM+ffrkqW9PP/10Wm655dJCCy3UYP9XAABoVt20SmHQoEFp6aWXnu66HXbYIa2xxhrpvPPOm2UB/I033pi22WabPJoyo2+++Sbdeuut6aCDDprp4zfZZJM8ItG2bdv0u9/9LoeRmkyZMiWHphixueuuu1KLFi3y9REeYuHH2IfoiBWWWGKJ9MMPP9S4ncrOYvH4Bx54IBf6v//++znM7LLLLnnEBAAAyjKMRMH5zTffXNUxK07oF1988fTLX/4yHXLIIbl1b6nNGERCPE+rVq3SZ599NtPHTZgwIR1xxBHpz3/+c3rooYemmz723Xffpe233z53/4rRlmWWWabGbcRoRF1ELUeM2Jx99tlVQSREt7BY/DGmbl144YX5up133rlO24wC/xghCQ8++GD69NNPcwgDAICyCyPRLStOhuMEvrqxY8emF154IQ0ePDivKXLmmWemhhYjHjEaEaMFMxM1G1FnEostxqrwMaox//zz5yL7CARPPfVUuueee2YaROrjueeey19n7HQV66xEoJnxZ1YXZ511Vl5XJAJghKmYMrbAAgvM8b4CAECTCiNRxB1TlmI0JMRJfUxJitGGqOd49dVX89oYcQIdGiKQ7Lrrrvk5YtrS559/nkdnojZjVqJ4/O67707bbrttDlJ33nln2m+//fLJfUzRqhx5mFOxdkrlFKwZxXUR2OrrtttuS/fdd19uCnDZZZfVOEJUXYTBuMTPCAAAivb/F/UogZhqFEEk1gmJoBFh4IknnsgdpqJQ+4033siF1uGcc87JIyWlFt2zojvVTjvtlKZNm5b+8Ic/5HqO2sQ0rDixj2L3rl275tGQ66+/Pu24444l27cYbQmxxsqMYjpZrKtSXzEqEgHqwAMPrDWIhFiLJI7RiBEj6v1cAADQKMNIfDJfWSQeASC6WMXISHUrrrhingYVoyXxyfwf//jH1BAjI3vttVc6/fTT87Sot99+Ox166KF1emwUkEdnqwhR0aUqQk0pVU6fita/NY0qNUS7YwAAaPZhJEY/ouB75ZVXTsccc8xM79e6detcLB5ietHMOkaVQtR5rLvuuunxxx+v0/2jkD06U8UoQyzKGB20YnSlVCq7XNU0UjNmzBhdsAAAKDslCSNx8h5ielRMHZqV9dZbLy211FK5y9brr7+eGtL48ePrtK7JCSeckP7yl7+kSy65JP39739PV199dS6A/81vfpOLw0sh1hYJjz766HTXv/TSS7mrV79+/UryPAAAUBYF7NGmNhbbixPqytGOUaNG1fq4yhGRaPUb3aRiWleMYsxuB68Y0Yh6kcogFAEipo3FvkT3rtpqXS644IK8HslRRx2Vr4tRkRjpiRqLNm3a5OLwObXKKqvkjl2XXnppLpCPQPbTTz+lU045Jbc+/tWvfjXHzwEAAGUTRp5//vnpFvmLdS/iUleVwSVGIGZX1KY88sgj6fe//31enbxdu3a5WD5GRSKIVHbvqsnEiRPT3/72t3y/eHx1hx9+eK7vqFwdvXPnzjVuI4rzK58jOoaF//u//8v7ESEjRlwq3XDDDbm7VyxuGF28Yj8jkESIW3jhhWf7ZwAAAGUXRlZfffU83SpOyGOEIj79r6l17Yyik1YEgVghPdb6iJP2OSkMj2lVX331VQ4DEUJie7FvsSr6rHTo0CHvS4xS1OT4449Pe++990xvD/H/jVGZmkQgmfH5hg8fnjtavfvuu/n/HsXyNXXYAgCA5m6OzoIrRwRiJODyyy/PbWajbW9tKkcZYtXxNddcM5XCQgstlOtR6mtWQaMut0fwiS5e9dGzZ898AQCAclaSAvbevXvnr3fddVetC+rFSuOxwF9Mr4ruWwAAQHkqSRiJNTqibe9rr702y2LvKVOm5FGUsNVWW+XicAAAoDyVJIxER6xf//rXVXUWsaBhBI/qYn2N6CY1cuTIvEr7SSedVIqnBgAAmqiSVU5Ha9yHHnood4iKoHH++eenddZZJ68s/uGHH6YRI0ZUTeGK7lR9+vQp1VMDAADlHEYidESL3W233Ta37J00aVJ68MEHp7tPixYt8sjJoEGDSvW0AABAE1XSnrJLLrlkeu655/Lq5TfffHNuYfv111/njlMbbLBBOuyww6qK3QEAgPJW8gUuYhX0Aw44IF8AAAAatIAdAACgvoQRAACgEMIIAABQCGEEAAAohDACAAAUQhgBAAAKIYwAAACFEEYAAIBCCCMAAEAhhBEAAKAQwggAAFAIYQQAACiEMAIAABRCGAEAAAohjAAAAIUQRgAAgEIIIwAAQCGEEQAAoBDCCAAAUAhhBAAAKIQwAgAAFEIYAQAACiGMAAAAhRBGAACAQggjAABAIYQRAACgEMIIAABQCGEEAAAohDACAAAUQhgBAAAKIYwAAACFEEYAAIBCCCMAAEAhhBEAAKAQwggAAFAIYQQAACiEMAIAABRCGAEAAAohjAAAAIUQRgAAgEIIIwAAQCGEEQAAoBDCCAAAUAhhBAAAKIQwAgAAFEIYAQAACiGMAAAAhRBGAACAQggjAABAIYQRAACgEMIIAABQCGEEAAAohDACAAAUQhgBAAAKIYwAAACFEEYAAIBCCCMAAEAhhBEAAKAQwggAAFAIYQQAACiEMAIAABRCGAEAAAohjAAAAIUQRgAAgEIIIwAAQCGEEQAAoBDCCAAAUAhhBAAAKIQwAgAAFEIYAQAACiGMAAAAhRBGAACAQggjAABAIYQRAACgEMIIAABQCGEEAAAohDACAAAUQhgBAAAKIYwAAACFEEYAAIBCCCMAAEAhhBEAAKAQwggAAFAIYQQAACiEMAIAABRCGAEAAAohjAAAAIUQRgAAgEIIIwAAQCGEEQAAoBDCCAAAUAhhBAAAKIQwAgAAFEIYAQAACiGMAAAAhRBGAACAQggjAABAIYQRAACgEMIIAABQCGEEAAAohDACAAAUQhgBAAAKIYwAAACFEEYAAIBCCCMAAEAhhBEAAKAQwggAAFAIYQQAACiEMAIAABRCGAEAAAohjAAAAIUQRgAAgEIIIwAAQCGEEQAAoBDCCAAAUAhhBAAAKIQwAgAAFEIYAQAACiGMAAAAhRBGAACAQggjAABAIYQRAACgEMIIAABQCGEEAAAohDACAAAUQhgBAAAKIYwAAACFEEYAAIBCCCMAAEAhhBEAAKAQwggAAFAIYQQAACiEMAIAABRCGAEAAAohjAAAAIUQRgAAgEIIIwAAQCGEEQAAoBDCCAAAUAhhBAAAKIQwAgAAFEIYAQAACiGMAAAAhRBGAACAQggjAABAIYQRAACgEMIIAABQCGEEAAAohDACAAAUQhgBAAAKIYwAAACFEEYAAIBCCCMAAEAhhBEAAKAQwggAAFAIYQQAACiEMAIAABRCGAEAAAohjAAAAIUQRgAAgEIIIwAAQCGEEQAAoBDCCAAAUAhhBAAAKIQwAgAAFEIYAQAACiGMAAAAhRBGAACAQggjAABAIYSRJm7s2LHpscceS59++mnRuwIAAPUijDRhp5xySlpllVXy1xVXXDFdeeWVRe8SAADUWcu635XG5LnnnksXX3xxeuWVV9IKK6yQXnjhhbT++uun7bbbLi299NJF7x4AANTKyEgTNWLEiLTGGmvkIBLWXHPNHELuu+++oncNAADKa2Rk0qRJadSoUenjjz9Oyy67bOrTp09q167dXHv+zz77LP373/9O3377bdp7773TQgstVOP9pk2blp566qn07rvvpkUXXTRtuumms7Wf8dj4v8b25plnnvTDDz+k8ePH5+0CAEBT0OTDyOTJk9Ohhx6abr/99rTaaqullVZaKT3//PPp888/TxdeeGHad999G/T5H3/88XTmmWemN998My244IL56+abb15jGIki82222SYHl7jPa6+9lg4++OB0yy23pI033rjqfiNHjszBoibt27dPffv2zds57rjj0q9+9as8Neumm25KLVq0yBcAAGgKWjaHEZHhw4enu+66K2255Zb5uhgt+M1vfpP233//1L1797TOOuvM9PFvvfVWvs/MTuIjXERx+MxMnTo1nXrqqWmjjTbKheR/+MMfZnrfGDGZOHFirvNYZJFFUkVFRb5u5513zvvRsWPHfL8IVlEDUpOVV145h5EIO1E3ctFFF6Ubb7wx7bDDDjmAdenSZabPDwAAjUmTDyMxGvH000+nrl27Vl0X05Zi1OCqq67KJ/YzCyMTJkzIt0UgGDx48M9uP/nkk9Oll16a3njjjbTMMsvUuI1NNtmkTvsZozWPPPJILjqPIBIiAJ1xxhlp6NCh6ZprrkknnXRSvn7QoEF12mZsJ7YXPvjgg3TEEUek66+/vk6PBQCAojX5MLLwwgvnS03Tt8KUKVNmWXdx+umnp2OPPTa1bds2XXDBBVW3DRw4MIeCuH1mQaQ+IoiEDTbYYLrrY1rZ4osvnkd3KsNIXe266675EiMsf/zjH3MYWX755Wt9XNw/fPXVV6khxc8+amjieVq1atWgz0VxHOfy4DiXB8e5PDjO5WFKgedhleeYleeczTqMzEzliMFWW201y/sdc8wx6ZtvvsmhY/75509nn312nvoU38foyllnnVWS/Rk9enT+WlOwiesqb6+Pv/3tbzkwxVS12M8Y4ZmVGP2Jy48//jjTfQEAgFL4+uuvaxw0aPZhJGoo4rLtttum/v3713r/0047LY+kxGjIiy++mO69997029/+drqRkjlVOVITIzAzihD00Ucf1Xub0TXsiiuuqPP9BwwYkC9RUxOduGKKW0MWvEcqjsDz4YcfzrS7GE2f41weHOfy4DiXB8e5PHxV4HlYjIhEEFlqqaVqvW+zCyPRXjc6VK2++ur1qp84//zzq4LIuuuuW2MNyZxo06ZN/lo5KlFdtOWtKaQ0lKip6dy581x7vngBCCPNn+NcHhzn8uA4lwfHuTwsVNB5WG0jIs1y0cNHH3007bTTTqlHjx7poYceqioUr4torxuPiUL4Z599NheUl1LlyX+0953RJ598YsoUAABlp9mEkeioFdOyIkw8/PDDVW1y6+Luu+9O++yzT9pxxx1z56wDDjggHXbYYXmqV6mst956VSunzxhEYvhs/fXXL9lzAQBAU9AswkgsEhiF6tFJKoLIYostVufHPvjgg2n33XdPW2yxRfrnP/+Zuw3EqMhuu+2WDjzwwHTbbbeVZB9jHZJYr+Qvf/lLXpuk0mWXXZafMxYvbG5at26dWxfHV5ovx7k8OM7lwXEuD45zeWjdRM7DWlTUpedWIxbTnlZZZZX0xRdf5A5Y0Sa3uhVWWCH169evxsfGAoTLLbdcXmvkvvvuq6rrCD/99FNum/vAAw+kd955Z6bTqMaOHZvrTEIsvBg1K9GRKwJRFIjHiEulUaNG5dDTs2fPvNDhq6++moYMGZL+/Oc/50UaAQCgnDT5AvbK0BCiQ1RcZizWnpkOHTqkm2++OY9aVA8ioWXLlvm2CBezaoEbnQKi8D3EyExM74qAEpdYx6S6tdZaK73++ut5BObdd9/N3bDisb169Zqt/zsAADRlTX5kBAAAaJqaRc0IAADQ9DT5aVrM/QV0oo4mpptFQVTU62yzzTaznA5Xafz48emcc86p8bYddtghbbLJJg2wx8yOWBgzWl2/8MIL6Ztvvsm1VXGM6tMcIhbyvP322/PUyZjqGE0hllhiCQekkR3n4cOHp+effz4f55g6Gsd5xtq7mU1RjQVja7LlllvmC43PpEmT8gK/cexPOOGEtPTSS9fpcfE6joYuMQU5WtXH9OhOnTo1+P4ye6KONupX4zgfd9xxtS4f8N1336Xf//73Nd62+eab526lFO/HH39MJ554Yo23bbrppmn77bev03Y+++yzdOutt+ZurrEoYbye6/q3oCEYGaHOLr744vzmc+6551b9sfv1r3+d1lhjjTR69OhaHx/3v/TSS/ObWtTXVL/UdWEcGl4EzWiyEI0V4gQ1guZVV12VT1T/+te/1mkb999/f1pppZWq1vu555578vdPPvlkg+8/dfPmm2/merV4TUawiON87bXX5uAZXf9qM3ny5PzY995772ev5/bt2zsMjdRvf/vbdMkll+Rj9/nnn9fpMcOGDcuv3/ggKl7P8TW+j+6VNE5HHHFE1XGOE8/axOLLcd+33377Z6/n+qzZRsOHkUsvvTQvQzG7x+mxxx7L3V1jWYt4THwgFd9Hd9nCRM0I1MX+++9f8ac//ali2rRpVdd98sknFYsuumjFhhtuWOvj33777ahPqrjiiiv8wBuxjz/+OB/X6uKYb7bZZhWtWrWqGDdu3CwfP2HChIr27dtX7LHHHtM9fsstt6xYeumlK7799tsG23fqLo5xHOvq4jhtscUWFS1btqz49NNPa318vJ7jbwJNw0033VTRpk2bin333TcfuxdeeKHWx3z55ZcVHTt2rNhhhx2mu37HHXesWGKJJSq+/vrrBtxjZsett95aMd988+X37DjOI0aMqPUxkyZNyvcdOHCgH3oj9vXXX+fjdMYZZ8zW4ydPnlzRqVOn/H5c/Vwu3q87dOiQfw+KYGSEOhs0aFA6/vjjU4sWLaquW3LJJfPQ4OOPP56HeWn6YvQrjmt1ccw33njjNGXKlDz9alaGDh2aR8GOPvro6R4f38cUj/g0huLFMZ5xmk3lcY4uhWPGjCls3yi9GJEeMGBAboEfn4LWVUzNiim21V/PIb6PT9xLtRYXpVvuIJYKOPXUU9PKK6/sx8p0YgmKWGz7qKOOmu5c7phjjsnLXcT7dxHUjFBnMa+wJnGCGQs3RjvkuoghwZjaMd9886XVVlstbbfddj9rrUzjEien0eY65orX9gb3xBNPpHnnnTe3sq6ub9++VbfvueeeDbq/zJ5YkDWG6iOk1LXleBzPOFmN13/UkMWc5fnnn98haGQOOuigPAUv6kTOP//8Oj8ujm9Ye+21p7s+1ueKk5m4PRYIpnE4+OCD83v17373u3ThhRfW+/HPPPNMfmz8DY+/AVFD1q5duwbZV2bfc889l2t8YnptvCfvuOOOaYEFFpjt13O8X8ff8Li9iHXvjIwwR2Iu8dNPP51PQCKQ1CZeLFH4vtBCC+UTmKg5ibnHL7/8siPRyMRJaXz6GW9ucYyirifmiNcWHKMgrmPHjj/7fYjHx0mqT9wb32u4+nGOY/TII4/UKVDEfeISr+sYDYtP3rt3755GjBgxV/aduhk8eHB+7V5zzTV1/tCo+uu58rVbXfwdiPnmXs+NR9T0xYdGcZzr8n48ozim8VqOS9SRxd+FWDg63uNpPNq0aZMX1Y6QGMcpGhTEcapLTWa8nuMcLNbZqy7+LkTjkqJez0ZGmG3xS73ffvvlYtULLrig1vvHL3qsZl+9o1IMJf/iF79IO+20Uy7Imp0/oDSMOK5RFBehMRbwHDVqVBo5cmQ+2ZyVmK4Xf+xqEtebzte4xIlmHOcJEybkEBmdtSJM1DaVJx4XRfAxWlYppgD17t07f0oXr/W2bdvOhf8BsxIFydF9J05Y4m9tfXk9Nw2xkHIc4wgQffr0qffjI2zGe3CMnlU644wz8ifo8f4c26/LJ+80rNatW6f//e9/qUuXLlXXnXXWWdMdp/iwt6m9no2MMFvGjRuX+vXrl1N5dEqKk5naxAtkxtau0UruyCOPzN24nn32WUejEYlpVfHGFu2YY0h4iy22SPvuu2966aWXZvm4+LRmZn/Q4npD/o1LvInFcY52rzFFI1p4HnDAATmUzEoEjepBpPIDhzghivqERx99tIH3nNpEW9f4wCj+zp555pmz9QPzem4ax3n//ffPdWDRznd2xLTp6kEkxIdQEWTj/T5GUCleq1atpgsiIUYoY2pdfHAYI2O1vZ6///77Rvf+LIxQb/EJavQdj+G8e++9N/3yl7+co59iZZCJwjsar5hSF296//nPf2Z5v/hDGX8UZ/yDV3ld165dG3hPKcVxru1NbWa8nhuPKEiNDxIijMTJSoTOuPzrX//Kt//pT39KJ510Uq2v5/jQ6csvv5zu+mj7HVPzvJ4bx/pfMZUqjvPJJ59cdZzvu+++fPtFF12Ua4Vmh9dz07B8Hc+j4vUc7YEjYM7Y2jmuK+r1LIxQL/Hm079//zwFI4JIdNIqxboWobZFmSjWt99+m7/WVjMS3ZgqKip+Ns+4snAubqfpH+eZ8XpuPGJaTawPFUXINa1HEIXOM34aPqPK1+tTTz013fVez41HjFLGcY5pOjUd52hIUdtxnhmv56bh9TqeR1W+nmesL4n36/gQqrD350IaCtNk+1v37du3om3bthXDhg2b5X0/++yziqOOOqrilltuqbruoYceqvjiiy+mu99LL71UseCCC1asvvrqFVOnTm2wfafuhg8f/rPj9M0331RstNFGFfPPP3/FmDFjpltTJI7zP/7xj+nuG33MN99884qffvopX/fDDz/k350ePXpU/Pjjjw5HI/Dwww//rKd89KDfdNNN81oU7733XtX18fsQx/mGG26ouu6RRx7Jx7+6N954I6875Dg3brGWRE3rjHz11Vf5OA8ZMqTquu+++65i2WWXzWtJVb5242t836VLl4rvv/9+ru8/dTNo0KAa1xmJv9FxnP/+979XXffYY49VfP7559Pd75133slryTjOjcfjjz/+s7W+Ro8end9z43VafR2v+Hcc56uvvrrqungv7tatW8U666yT/x3ifbpfv34VnTt3zu8BRVDATr1WdI26jphjHsO/lUPA1YvRowC2cnpArBIa03J22223fN0HH3yQDjvssNStW7f8KU2sVxHzUKPgNXpbR4s6GkdjgmjtF8O58enapEmTcieeKHCM+qDqn7zE9IA4zlFjsPfee+frYs7pnXfemYuY49hGC9D4FDVW7I6V2TUpaByiJXe8HiuPc4x6VnZLm7EOLKbpxHHeZ599ct1QiF71MaUrHh+X+D6m8EV735tvvtlxboLiNRrHeY899sg1CCF+H+L1HB0To/3neuutlz9Fjb8LMTo+s2JYGq+oDYjjvMsuu1S1ZY4pOtFRL1738XqONWTi9dyjR4/8enacG4fx48en9ddfPy277LJ5SlUctzhOcV4V51HVm4bE1Ks4zjEyGse2sjbojjvuyLWBa665Zp5mH1M543jHGmBFtWVvEYmkkGemSS6W8/7778+yj3102AnxRjVkyJC8jkj1qVzxRzDeyGKaV/xxW2ONNfKFxiX+iMVxik480W8+Oiutu+66+d/VRRi59tprU8+ePfP0vRlPbOKPZMxhjULnaHhgPZnGd5yjaP2tt97KHwZUHucZ279GfcDVV1+d+9lHI4Oafk8iZMbrfcb1ZWh8/vvf/+bjFuFyscUWm26K3t/+9rf8e7DVVltN95i4LT48ihAbtQnxeraeTOMW3Q9jOk58UBTNJSrFh4RXXnll7oy4zTbbVF0ftQTxexF/D+JvwKqrrjpbnbloWFOmTKk6TvF3u/I4VV/EsPLv8xVXXJHb/sZ6btXF70C8nuND4ZjGF6/nIpvLCCMAAEAhzIsBAAAKIYwAAACFEEYAAIBCCCMAAEAhhBEAAKAQwggAAFAIYQQAACiEFdgBoAa33XZb1b9jwcdevXrVa8G5ykViY3HArbfe2s8YKMxrr72WbrnllrzQbSxEHAsWz6nhw4fnFd0//PDDtNBCC+VFrA855JDUvn37em3HyAgAZWPChAk5ZHzyySe13ne33XZLp512Who6dGh65ZVX6vU8zz33XH7ccccdlw499NA52GOAObPDDjuk3XffPc0777x55fZYwX1O/frXv079+/dPbdq0yQFk4403TldddVXq0aNHeuedd+q1LSuwA1A2/vnPf6a99947vfDCC/lTvFlp0aJFOuWUU9I555wz28+37777pkcffTR99NFHs70NgDnx8ccfp6WWWir/e5VVVkk//fRTeuONN2Z7e++9917q2rVrOvDAA9Pf//73qutjmzGKPGDAgHT55ZfXeXumaQFQNl599dU0zzzzpJVWWqnoXQGYKyqDSH2mmd5www3p3XffzdNMN9988xw85ptvvnz75MmT89cIJNV16dIlf4jzzTff1Ov5TNMCoNmbNm1auv322/MoRYcOHdJ9992Xp2v95z//ma3txSeL8YZ9//33p5deeilNmTKl5PsMMLddeOGFaZ111smBIgLIZpttlkeHt9hii/Tjjz/m+/Ts2TP17t07T0WdOHFi1WMHDx6cw0iMCNeHkREAmr1x48blKVrPPvts/jQv3kTDmmuumec910cUgMb861atWuU35U8//TR9/fXXeVpCv379Guh/ANCw4gOWE044IdfKnXXWWVXXx8hITL+KsHHMMcfk0eUoXo+auOWXXz5P/fr888/zhzIPPfRQ2mSTTer1vMIIAM3ekksumcNCjI4cccQR6aijjprtbR122GFp1VVXzaMi8SlgiG4y9S1yB2hMYmpWRUVFOvLII6e7foUVVkjrrrtuuvvuu3MYCZdddlm68cYb89/DKF6PMHLRRRfl2++99960zDLL1Pl5hREAykIUrVeOhsyJsWPH5uL3yiAS4o23Pm++AI3NO++8k1q2bJn22Wef/H0Ek8rLm2++mRZccMF8/ZNPPplHT+Jy9tlnT9e1K7ppRQH7PffcU+fnFUYAKJswEgFi9dVXn6Pt7LfffunSSy/N64hsv/32aaONNkprrbVWnroA0FS1adMmtW7dOh1//PE13t62bdv89Yknnshft9pqq+luX3zxxfPfwscff7xezyuMAFA2YSS6vSy88MJztJ1LLrkkF3XGlK8rr7wyz7GOUZGrr7663vUnAI3FBhtskBcxjGmtUQcyMwsssEDVuk0zGj9+fNUISl35GAeAsvDiiy/O8RStStttt1267rrr8rSGmL4Qqw9XTm0AaIoOOeSQXB8SXbRiLZHqHn744fwBTNhxxx3zKMnAgQOnCyTxgczLL7+c13KqD2EEgLJQuVDXnJg6dWpeQKy6mCO94YYbpi+++KKq9SVAY3HFFVfkjlhxieml0XCj8vvqixPGiMZjjz2Wll566bwWU4yO9O3bN3Xs2DGdf/75abnllsv3i5HgBx54IP3www+5m1YUt3fr1i0Xvp944on1XijWNC0AykLUitx55525HW9MM1h77bXTsssuW69tROvKmMoQb9Dx+MUWWywvpHjttdemY489tmpRMIDGYrPNNkvdu3ev8bYZG29EEImuWbF+SIz6RkF7PLZ9+/bT3S9q5WLqazT0GDNmTJ7+GtNgY5HE+hJGACgL0W4yajxiocMYwYj2vLNT4Blv0BFqYr2RUaNG5TfvRx55JH86CNDY9OjRI1/qIxaHre1vWjQE6dy5c77MiRYV0a8LAPjZG+0uu+yS9txzz7zgV69eveq1eFhMh4he/KNHj04fffSRny5ADdSMAEANIoiEWK29vgsaPvfcc/lx0epym2228fMFmAkjIwAAQCGMjAAAAIUQRgAAgEIIIwAAQCGEEQAAoBDCCAAAUAhhBAAAKIQwAgAAFEIYAQAACiGMAAAAhRBGAACAQggjAABAKsL/A2xHeEgQ30IPAAAAAElFTkSuQmCC", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plt.clf()\n", "fig = plt.figure(figsize=(8,6))\n", "plt.errorbar((lc['tmin']+lc['tmax'])/2., lc['flux'], yerr=lc['flux_err'], xerr=(lc['tmax']-lc['tmin'])/2., fmt=\"o\", color=\"black\")\n", "plt.ylabel(r'$\\Phi_{\\gamma}$ [ph/cm$^2$/s]', fontsize=18)\n", "plt.xlabel(r'$t$ [s]')\n", "plt.axis([lc['tmin'][0],lc['tmax'][len(lc['tmax'])-1],2e-9,6e-9])\n", "plt.grid(True)\n", "plt.yscale('log')\n", "plt.xscale('linear')\n", "fig.tight_layout(pad=0.5)\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "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": "3.11.15" } }, "nbformat": 4, "nbformat_minor": 4 }