{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "2eaff1c3-7ae9-4c3e-b5b6-fed65bf651fd",
   "metadata": {},
   "source": [
    "# Tutorial overview\n",
    "\n",
    "## IRF handling and data reduction in Gammapy\n",
    "\n",
    "- Data selection.\n",
    "- Visualising observations.\n",
    "- Loading and visualising instrument response functions (IRFs) using Gammapy.\n",
    "- How to perform data reduction of IACT data. Gammapy makers (`gammapy.makers`).\n",
    "- Using the FoV background method (best for maps).\n",
    "\n",
    "## Modeling and fitting\n",
    "\n",
    "- Excess and a significance map. Gammapy estimators (`gammapy.estimators`).\n",
    "- 1D Spectral Analysis. Defining sky models to apply to the datasets (`~gammapy.modeling.models.Models`, `~gammapy.modeling.models.SkyModel`).\n",
    "- Fitting models: Create a `~gammapy.modeling.Fit` object and run it to fit the model parameters.\n",
    "- Inspect the residuals.\n",
    "- Model significance. Comparing models. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b46b5239-1378-4757-a60c-57b6f763aad4",
   "metadata": {},
   "source": [
    "## Import all the necessary libraries for the tutorial"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "1477caac-d940-41ef-9988-996254080373",
   "metadata": {},
   "outputs": [],
   "source": [
    "from astropy.coordinates import SkyCoord\n",
    "import astropy.units as u\n",
    "from astropy.time import Time\n",
    "from regions import CircleSkyRegion\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "from gammapy.data import DataStore\n",
    "from gammapy.datasets import MapDataset, Datasets, SpectrumDataset\n",
    "from gammapy.estimators import ExcessMapEstimator, FluxPointsEstimator\n",
    "from gammapy.maps import MapAxis, WcsGeom, RegionGeom\n",
    "from gammapy.makers import (\n",
    "    MapDatasetMaker, \n",
    "    SpectrumDatasetMaker,\n",
    "    SafeMaskMaker,\n",
    "    FoVBackgroundMaker,\n",
    "    ReflectedRegionsBackgroundMaker,\n",
    "    WobbleRegionsFinder,\n",
    "    ReflectedRegionsFinder\n",
    ")\n",
    "from gammapy.modeling import Fit\n",
    "from gammapy.modeling.models import PowerLawSpectralModel, SkyModel, ExpCutoffPowerLawSpectralModel, LogParabolaSpectralModel, PiecewiseNormSpectralModel\n",
    "from gammapy.visualization import plot_spectrum_datasets_off_regions\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "063de64f-8ed9-47b1-b335-764cd8ea86d3",
   "metadata": {},
   "source": [
    "# Overwiew of IRF handling and data reduction in Gammapy"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8af810f3-fbed-4f31-9a65-68732d65efdf",
   "metadata": {},
   "source": [
    "Currently, IACT data is exported to FITS and consists of “runs” or “observations,” each identified by an ID number (`OBS_ID`). Each \"run\" lists reconstructed gamma-ray events (`EVENTS`) and includes several IRF FITS HDUs (e.g., `psf` or `aeff`) that are needed to analyze the data (DL3)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "aacf682a-d6fe-4754-84e6-a96a4b1841d2",
   "metadata": {},
   "outputs": [],
   "source": [
    "data_store = DataStore.from_dir(f\"$GAMMAPY_DATA/hess-dl3-dr1\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "0afcf6c6-8a1a-473a-bfc5-07733f2d875c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Data store:\n",
      "HDU index table:\n",
      "BASE_DIR: /home/enrique/Data/gammapy-datasets/2.1/hess-dl3-dr1\n",
      "Rows: 630\n",
      "OBS_ID: 20136 -- 47829\n",
      "HDU_TYPE: [np.str_('aeff'), np.str_('bkg'), np.str_('edisp'), np.str_('events'), np.str_('gti'), np.str_('psf')]\n",
      "HDU_CLASS: [np.str_('aeff_2d'), np.str_('bkg_3d'), np.str_('edisp_2d'), np.str_('events'), np.str_('gti'), np.str_('psf_table')]\n",
      "\n",
      "\n",
      "Observation table:\n",
      "Observatory name: 'N/A'\n",
      "Number of observations: 105\n",
      "\n",
      "The dataset contains the following observarions: \n",
      " [20136 20137 20151 20275 20282 20283 20301 20302 20303 20322 20323 20324\n",
      " 20325 20326 20327 20339 20343 20344 20345 20346 20349 20350 20365 20366\n",
      " 20367 20368 20396 20397 20421 20422 20517 20518 20519 20521 20561 20734\n",
      " 20898 20899 20900 20915 21613 21753 21807 21824 21851 22022 22593 22997\n",
      " 23040 23077 23143 23246 23523 23526 23559 23573 23592 23635 23651 23736\n",
      " 25345 25443 25511 26077 26791 26827 26850 26964 27044 27121 27939 27987\n",
      " 28341 28967 28981 29024 29072 29118 29177 29433 29487 29526 29556 29683\n",
      " 33787 33788 33789 33790 33791 33792 33793 33794 33795 33796 33797 33798\n",
      " 33799 33800 33801 47802 47803 47804 47827 47828 47829]\n"
     ]
    }
   ],
   "source": [
    "data_store.info()\n",
    "print(\"The dataset contains the following observarions: \\n\", data_store.obs_ids)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bc23cf80-281f-4ea5-8c8a-0e4cb504a002",
   "metadata": {},
   "source": [
    "`DataStore` contains two tables, both stored in a FITS file: \n",
    "\n",
    "- Observation index table\n",
    "- HDU index table\n",
    "\n",
    "The observation index table contains a row per observation (\"run\"), and provides information (metadata) commonly used for data selection, grouping, and analysis about each observation. For example, pointing in the sky, duration, number of events, etc. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "3164f47e-18c6-4e08-b573-00a88ea7f3c7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><i>ObservationTable length=4</i>\n",
       "<table id=\"table127533522211408\" class=\"table-striped table-bordered table-condensed\">\n",
       "<thead><tr><th>OBS_ID</th><th>RA_PNT</th><th>DEC_PNT</th><th>GLON_PNT</th><th>GLAT_PNT</th><th>ZEN_PNT</th><th>ALT_PNT</th><th>AZ_PNT</th><th>OBJECT</th><th>RA_OBJ</th><th>DEC_OBJ</th><th>OFFSET_OBJ</th><th>ONTIME</th><th>LIVETIME</th><th>DEADC</th><th>TSTART</th><th>TSTOP</th><th>DATE-OBS</th><th>TIME-OBS</th><th>DATE-END</th><th>TIME-END</th><th>N_TELS</th><th>TELLIST</th><th>QUALITY</th><th>MUONEFF</th><th>EVENT_COUNT</th><th>TARGET_NAME</th><th>TARGET_TAG</th><th>TARGET_OFFSET</th><th>SAFE_ENERGY_LO</th><th>SAFE_ENERGY_HI</th></tr></thead>\n",
       "<thead><tr><th></th><th>deg</th><th>deg</th><th>deg</th><th>deg</th><th>deg</th><th>deg</th><th>deg</th><th></th><th>deg</th><th>deg</th><th>deg</th><th>s</th><th>s</th><th></th><th>s</th><th>s</th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th>deg</th><th>TeV</th><th>TeV</th></tr></thead>\n",
       "<thead><tr><th>int64</th><th>float32</th><th>float32</th><th>float32</th><th>float32</th><th>float32</th><th>float32</th><th>float32</th><th>bytes18</th><th>float32</th><th>float32</th><th>float32</th><th>float32</th><th>float32</th><th>float32</th><th>float64</th><th>float64</th><th>bytes10</th><th>bytes12</th><th>bytes10</th><th>bytes12</th><th>int64</th><th>bytes7</th><th>int64</th><th>float32</th><th>int64</th><th>bytes21</th><th>bytes14</th><th>float32</th><th>float32</th><th>float32</th></tr></thead>\n",
       "<tr><td>20136</td><td>228.6125</td><td>-58.771667</td><td>320.56754</td><td>-0.8857012</td><td>38.512962</td><td>51.487038</td><td>195.73102</td><td>MSH15-52</td><td>228.6125</td><td>-59.271667</td><td>0.5</td><td>1682.0</td><td>1521.0269</td><td>0.9042966</td><td>101962602.0</td><td>101964284.0</td><td>2004-03-26</td><td>02:57:46.184</td><td>2004-03-26</td><td>03:25:48.184</td><td>4</td><td>1,2,3,4</td><td>0</td><td>1.2132596</td><td>11243</td><td>MSH 15-52</td><td>msh1552</td><td>0.38821736</td><td>0.40738028</td><td>100.0</td></tr>\n",
       "<tr><td>20137</td><td>228.6125</td><td>-59.771667</td><td>320.04724</td><td>-1.7397733</td><td>40.21616</td><td>49.78384</td><td>199.6482</td><td>MSH15-52</td><td>228.6125</td><td>-59.271667</td><td>0.5</td><td>902.0</td><td>819.2054</td><td>0.90821</td><td>101964441.0</td><td>101965343.0</td><td>2004-03-26</td><td>03:28:25.184</td><td>2004-03-26</td><td>03:43:27.184</td><td>4</td><td>1,2,3,4</td><td>0</td><td>1.2139559</td><td>5693</td><td>MSH 15-52</td><td>msh1552</td><td>0.6156251</td><td>0.40738028</td><td>100.0</td></tr>\n",
       "<tr><td>20151</td><td>228.6125</td><td>-58.771667</td><td>320.56754</td><td>-0.8857012</td><td>37.164658</td><td>52.835342</td><td>190.97171</td><td>custom</td><td>228.6125</td><td>-59.271667</td><td>0.5</td><td>1683.0</td><td>1530.479</td><td>0.9093755</td><td>102047232.0</td><td>102048915.0</td><td>2004-03-27</td><td>02:28:16.184</td><td>2004-03-27</td><td>02:56:19.184</td><td>4</td><td>1,2,3,4</td><td>0</td><td>1.2214733</td><td>10722</td><td>MSH 15-52</td><td>msh1552</td><td>0.38821736</td><td>0.40738028</td><td>100.0</td></tr>\n",
       "<tr><td>20275</td><td>187.27792</td><td>2.552389</td><td>289.7155</td><td>64.849686</td><td>36.18243</td><td>53.81757</td><td>49.144917</td><td>3C 273</td><td>187.27792</td><td>2.052389</td><td>0.5</td><td>1683.0</td><td>1525.8447</td><td>0.90662193</td><td>103665036.0</td><td>103666719.0</td><td>2004-04-14</td><td>19:51:40.184</td><td>2004-04-14</td><td>20:19:43.184</td><td>4</td><td>1,2,3,4</td><td>0</td><td>1.121256</td><td>10646</td><td>Off data</td><td>offdata</td><td>--</td><td>0.33113113</td><td>100.0</td></tr>\n",
       "</table></div>"
      ],
      "text/plain": [
       "<ObservationTable length=4>\n",
       "OBS_ID   RA_PNT   DEC_PNT   ... TARGET_OFFSET SAFE_ENERGY_LO SAFE_ENERGY_HI\n",
       "          deg       deg     ...      deg           TeV            TeV      \n",
       "int64   float32   float32   ...    float32       float32        float32    \n",
       "------ --------- ---------- ... ------------- -------------- --------------\n",
       " 20136  228.6125 -58.771667 ...    0.38821736     0.40738028          100.0\n",
       " 20137  228.6125 -59.771667 ...     0.6156251     0.40738028          100.0\n",
       " 20151  228.6125 -58.771667 ...    0.38821736     0.40738028          100.0\n",
       " 20275 187.27792   2.552389 ...            --     0.33113113          100.0"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data_store.obs_table[:4]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eca4d9c1-a5e8-4d9c-9213-3abbf3a2902c",
   "metadata": {},
   "source": [
    "The main one is the HDU index table. It is used to locate all available HDUs for a given observation and the files in which they are located."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "1e744165-491b-45af-8b50-aae5906f6f21",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><i>HDUIndexTable length=10</i>\n",
       "<table id=\"table127538218926256\" class=\"table-striped table-bordered table-condensed\">\n",
       "<thead><tr><th>OBS_ID</th><th>HDU_TYPE</th><th>HDU_CLASS</th><th>FILE_DIR</th><th>FILE_NAME</th><th>HDU_NAME</th><th>SIZE</th></tr></thead>\n",
       "<thead><tr><th>int64</th><th>bytes6</th><th>bytes9</th><th>bytes4</th><th>bytes34</th><th>bytes6</th><th>int64</th></tr></thead>\n",
       "<tr><td>20136</td><td>aeff</td><td>aeff_2d</td><td>data</td><td>hess_dl3_dr1_obs_id_020136.fits.gz</td><td>aeff</td><td>11520</td></tr>\n",
       "<tr><td>20136</td><td>bkg</td><td>bkg_3d</td><td>data</td><td>hess_dl3_dr1_obs_id_020136.fits.gz</td><td>bkg</td><td>207360</td></tr>\n",
       "<tr><td>20136</td><td>edisp</td><td>edisp_2d</td><td>data</td><td>hess_dl3_dr1_obs_id_020136.fits.gz</td><td>edisp</td><td>377280</td></tr>\n",
       "<tr><td>20136</td><td>events</td><td>events</td><td>data</td><td>hess_dl3_dr1_obs_id_020136.fits.gz</td><td>events</td><td>414720</td></tr>\n",
       "<tr><td>20136</td><td>gti</td><td>gti</td><td>data</td><td>hess_dl3_dr1_obs_id_020136.fits.gz</td><td>gti</td><td>5760</td></tr>\n",
       "<tr><td>20136</td><td>psf</td><td>psf_table</td><td>data</td><td>hess_dl3_dr1_obs_id_020136.fits.gz</td><td>psf</td><td>118080</td></tr>\n",
       "<tr><td>20137</td><td>aeff</td><td>aeff_2d</td><td>data</td><td>hess_dl3_dr1_obs_id_020137.fits.gz</td><td>aeff</td><td>11520</td></tr>\n",
       "<tr><td>20137</td><td>bkg</td><td>bkg_3d</td><td>data</td><td>hess_dl3_dr1_obs_id_020137.fits.gz</td><td>bkg</td><td>207360</td></tr>\n",
       "<tr><td>20137</td><td>edisp</td><td>edisp_2d</td><td>data</td><td>hess_dl3_dr1_obs_id_020137.fits.gz</td><td>edisp</td><td>377280</td></tr>\n",
       "<tr><td>20137</td><td>events</td><td>events</td><td>data</td><td>hess_dl3_dr1_obs_id_020137.fits.gz</td><td>events</td><td>216000</td></tr>\n",
       "</table></div>"
      ],
      "text/plain": [
       "<HDUIndexTable length=10>\n",
       "OBS_ID HDU_TYPE HDU_CLASS ...             FILE_NAME              HDU_NAME  SIZE \n",
       "int64   bytes6    bytes9  ...              bytes34                bytes6  int64 \n",
       "------ -------- --------- ... ---------------------------------- -------- ------\n",
       " 20136     aeff   aeff_2d ... hess_dl3_dr1_obs_id_020136.fits.gz     aeff  11520\n",
       " 20136      bkg    bkg_3d ... hess_dl3_dr1_obs_id_020136.fits.gz      bkg 207360\n",
       " 20136    edisp  edisp_2d ... hess_dl3_dr1_obs_id_020136.fits.gz    edisp 377280\n",
       " 20136   events    events ... hess_dl3_dr1_obs_id_020136.fits.gz   events 414720\n",
       " 20136      gti       gti ... hess_dl3_dr1_obs_id_020136.fits.gz      gti   5760\n",
       " 20136      psf psf_table ... hess_dl3_dr1_obs_id_020136.fits.gz      psf 118080\n",
       " 20137     aeff   aeff_2d ... hess_dl3_dr1_obs_id_020137.fits.gz     aeff  11520\n",
       " 20137      bkg    bkg_3d ... hess_dl3_dr1_obs_id_020137.fits.gz      bkg 207360\n",
       " 20137    edisp  edisp_2d ... hess_dl3_dr1_obs_id_020137.fits.gz    edisp 377280\n",
       " 20137   events    events ... hess_dl3_dr1_obs_id_020137.fits.gz   events 216000"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data_store.hdu_table[:10]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9dd72fd1-2067-4031-b7d9-271e783b25bd",
   "metadata": {},
   "source": [
    "The most common way to select observations is to define a direction towards the source of interest. However, there are, in general, three main kinds of selection criteria that are allowed through the value of the \"type\" keyword in a selection dictionary:\n",
    "- A circular region (type = \"sky_circle\").\n",
    "- Time (min, max) intervals (type = \"time_box\").\n",
    "- Or intervals (min, max) on any other parameter present in the observation table that can be cast into a \"Quantity\" object. (type = \"par_box\").\n",
    "\n",
    "Let's use RX J1713-3946 as an example and retrieve the relevant observations.\n",
    "\n",
    "The position of the source is 347.34deg of longitude and -0.47deg of latitude. There are different ways to do it. You could use a cone search, which we define using a Python dict."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "4f99d4c0-dedf-4333-8e1a-d3dabb3eb966",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><i>ObservationTable length=4</i>\n",
       "<table id=\"table127533521950944\" class=\"table-striped table-bordered table-condensed\">\n",
       "<thead><tr><th>OBS_ID</th><th>RA_PNT</th><th>DEC_PNT</th><th>GLON_PNT</th><th>GLAT_PNT</th><th>ZEN_PNT</th><th>ALT_PNT</th><th>AZ_PNT</th><th>OBJECT</th><th>RA_OBJ</th><th>DEC_OBJ</th><th>OFFSET_OBJ</th><th>ONTIME</th><th>LIVETIME</th><th>DEADC</th><th>TSTART</th><th>TSTOP</th><th>DATE-OBS</th><th>TIME-OBS</th><th>DATE-END</th><th>TIME-END</th><th>N_TELS</th><th>TELLIST</th><th>QUALITY</th><th>MUONEFF</th><th>EVENT_COUNT</th><th>TARGET_NAME</th><th>TARGET_TAG</th><th>TARGET_OFFSET</th><th>SAFE_ENERGY_LO</th><th>SAFE_ENERGY_HI</th></tr></thead>\n",
       "<thead><tr><th></th><th>deg</th><th>deg</th><th>deg</th><th>deg</th><th>deg</th><th>deg</th><th>deg</th><th></th><th>deg</th><th>deg</th><th>deg</th><th>s</th><th>s</th><th></th><th>s</th><th>s</th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th>deg</th><th>TeV</th><th>TeV</th></tr></thead>\n",
       "<thead><tr><th>int64</th><th>float32</th><th>float32</th><th>float32</th><th>float32</th><th>float32</th><th>float32</th><th>float32</th><th>bytes18</th><th>float32</th><th>float32</th><th>float32</th><th>float32</th><th>float32</th><th>float32</th><th>float64</th><th>float64</th><th>bytes10</th><th>bytes12</th><th>bytes10</th><th>bytes12</th><th>int64</th><th>bytes7</th><th>int64</th><th>float32</th><th>int64</th><th>bytes21</th><th>bytes14</th><th>float32</th><th>float32</th><th>float32</th></tr></thead>\n",
       "<tr><td>20326</td><td>259.29852</td><td>-39.762222</td><td>347.74036</td><td>-1.0417831</td><td>18.712194</td><td>71.2878</td><td>154.81943</td><td>RXJ 1713.7-3946</td><td>258.3879</td><td>-39.762222</td><td>0.6999909</td><td>1683.0</td><td>1500.009</td><td>0.891271</td><td>103858277.0</td><td>103859960.0</td><td>2004-04-17</td><td>01:32:21.184</td><td>2004-04-17</td><td>02:00:24.184</td><td>4</td><td>1,2,3,4</td><td>0</td><td>1.1412385</td><td>16880</td><td>RX J1713.7-3946</td><td>rxj1713</td><td>0.7252947</td><td>0.23442288</td><td>100.0</td></tr>\n",
       "<tr><td>20327</td><td>257.47733</td><td>-39.762222</td><td>346.91946</td><td>0.092252225</td><td>16.734882</td><td>73.265114</td><td>173.0282</td><td>RXJ 1713.7-3946</td><td>258.3879</td><td>-39.762222</td><td>0.69996744</td><td>1683.0</td><td>1497.074</td><td>0.889527</td><td>103860109.0</td><td>103861792.0</td><td>2004-04-17</td><td>02:02:53.184</td><td>2004-04-17</td><td>02:30:56.184</td><td>4</td><td>1,2,3,4</td><td>0</td><td>1.1392112</td><td>16995</td><td>RX J1713.7-3946</td><td>rxj1713</td><td>0.6746846</td><td>0.20417379</td><td>100.0</td></tr>\n",
       "<tr><td>20349</td><td>259.29852</td><td>-39.762222</td><td>347.74036</td><td>-1.0417831</td><td>16.722466</td><td>73.277534</td><td>186.67764</td><td>RXJ 1713.7-3946</td><td>258.3879</td><td>-39.762222</td><td>0.6999909</td><td>1682.0</td><td>1494.5023</td><td>0.888527</td><td>103947504.0</td><td>103949186.0</td><td>2004-04-18</td><td>02:19:28.184</td><td>2004-04-18</td><td>02:47:30.184</td><td>4</td><td>1,2,3,4</td><td>0</td><td>1.1592567</td><td>16141</td><td>RX J1713.7-3946</td><td>rxj1713</td><td>0.7252947</td><td>0.20417379</td><td>100.0</td></tr>\n",
       "<tr><td>20350</td><td>257.47733</td><td>-39.762222</td><td>346.91946</td><td>0.092252225</td><td>18.658506</td><td>71.34149</td><td>204.89865</td><td>RXJ 1713.7-3946</td><td>258.3879</td><td>-39.762222</td><td>0.69996744</td><td>1682.0</td><td>1497.6545</td><td>0.890401</td><td>103949330.0</td><td>103951012.0</td><td>2004-04-18</td><td>02:49:54.184</td><td>2004-04-18</td><td>03:17:56.184</td><td>4</td><td>1,2,3,4</td><td>0</td><td>1.1565586</td><td>16081</td><td>RX J1713.7-3946</td><td>rxj1713</td><td>0.6746846</td><td>0.23442288</td><td>100.0</td></tr>\n",
       "</table></div>"
      ],
      "text/plain": [
       "<ObservationTable length=4>\n",
       "OBS_ID   RA_PNT   DEC_PNT   ... TARGET_OFFSET SAFE_ENERGY_LO SAFE_ENERGY_HI\n",
       "          deg       deg     ...      deg           TeV            TeV      \n",
       "int64   float32   float32   ...    float32       float32        float32    \n",
       "------ --------- ---------- ... ------------- -------------- --------------\n",
       " 20326 259.29852 -39.762222 ...     0.7252947     0.23442288          100.0\n",
       " 20327 257.47733 -39.762222 ...     0.6746846     0.20417379          100.0\n",
       " 20349 259.29852 -39.762222 ...     0.7252947     0.20417379          100.0\n",
       " 20350 257.47733 -39.762222 ...     0.6746846     0.23442288          100.0"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "selection = dict(\n",
    "    type=\"sky_circle\",\n",
    "    frame=\"galactic\",\n",
    "    lon=347.34 * u.deg,\n",
    "    lat=-0.47 * u.deg,\n",
    "    radius=3.0 * u.deg,\n",
    ")\n",
    "selected_obs_table = data_store.obs_table.select_observations(selection)\n",
    "selected_obs_table[:4]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5c64a8a0-2325-47c0-8f05-6d74641523d2",
   "metadata": {},
   "source": [
    "Or define the target position with astropy (`SkyCoord`), for example:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "6d86668b-029a-47fc-8bba-db5815381dda",
   "metadata": {},
   "outputs": [],
   "source": [
    "# target = SkyCoord.from_name(\"RX J1713.7-3946\")\n",
    "# target_position = SkyCoord(347.34, -0.47, frame=\"galactic\", unit=\"deg\") \n",
    "\n",
    "# selected_obs_table = data_store.obs_table.select_sky_circle(target, 3.0 * u.deg)\n",
    "# selected_obs_table = data_store.obs_table.select_sky_circle(target_position, 3.0 * u.deg)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ea7923b3-e938-49a3-930a-3a93fabef796",
   "metadata": {},
   "source": [
    "**To practice:** Try playing with other selection criteria, e.g., looking at the example below. Both methods allow selecting elements outside of the selected range by setting the \"inverted\" flag to True (inverted=True). You can try it too."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "6635ba5a-4bf3-4a66-a593-2040d317312d",
   "metadata": {},
   "outputs": [],
   "source": [
    "# times = ['2004-04-17T00:00:00.123456789', '2004-04-19T00:00:00']\n",
    "# selected_obs_table = selected_obs_table.select_time_range(Time(times, format='isot', scale='utc'))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "392ae349-07f4-4c56-a2af-5ddc1e0f26cf",
   "metadata": {},
   "source": [
    "Let's retrieve the selected observations. The runs will be added to the list of observations only if the required HDUs are present. We can state these with the \"required_irf\" parameter. By default, it is \"full-enclosure\", which means the following HDUs are required: [\"events\", \"gti\", \"aeff\", \"edisp\", \"psf\", \"bkg\"]."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "b0e117be-501a-40aa-b2b9-8e57b491ca15",
   "metadata": {},
   "outputs": [],
   "source": [
    "observations = data_store.get_observations(selected_obs_table[\"OBS_ID\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "1cfb3ba9-d142-43f0-84a9-332d7fbdd8ab",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Observations\n",
      "Number of observations: 15\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20326 \n",
      " \ttstart            : 53112.06\n",
      "\ttstop             : 53112.08\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 259.3 deg, -39.8 deg\n",
      "\n",
      "\tdeadtime fraction : 10.9%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20327 \n",
      " \ttstart            : 53112.09\n",
      "\ttstop             : 53112.10\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 257.5 deg, -39.8 deg\n",
      "\n",
      "\tdeadtime fraction : 11.0%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20349 \n",
      " \ttstart            : 53113.10\n",
      "\ttstop             : 53113.12\n",
      "\tduration          : 1682.00 s\n",
      "\tpointing (icrs)   : 259.3 deg, -39.8 deg\n",
      "\n",
      "\tdeadtime fraction : 11.1%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20350 \n",
      " \ttstart            : 53113.12\n",
      "\ttstop             : 53113.14\n",
      "\tduration          : 1682.00 s\n",
      "\tpointing (icrs)   : 257.5 deg, -39.8 deg\n",
      "\n",
      "\tdeadtime fraction : 11.0%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20396 \n",
      " \ttstart            : 53115.10\n",
      "\ttstop             : 53115.12\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 258.4 deg, -39.1 deg\n",
      "\n",
      "\tdeadtime fraction : 10.9%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20397 \n",
      " \ttstart            : 53115.12\n",
      "\ttstop             : 53115.14\n",
      "\tduration          : 1682.00 s\n",
      "\tpointing (icrs)   : 258.4 deg, -40.5 deg\n",
      "\n",
      "\tdeadtime fraction : 10.5%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20421 \n",
      " \ttstart            : 53116.09\n",
      "\ttstop             : 53116.11\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 258.4 deg, -40.5 deg\n",
      "\n",
      "\tdeadtime fraction : 10.8%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20422 \n",
      " \ttstart            : 53116.11\n",
      "\ttstop             : 53116.13\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 258.4 deg, -39.1 deg\n",
      "\n",
      "\tdeadtime fraction : 10.7%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20517 \n",
      " \ttstart            : 53119.04\n",
      "\ttstop             : 53119.06\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 257.5 deg, -39.8 deg\n",
      "\n",
      "\tdeadtime fraction : 10.4%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20518 \n",
      " \ttstart            : 53119.06\n",
      "\ttstop             : 53119.08\n",
      "\tduration          : 1682.00 s\n",
      "\tpointing (icrs)   : 258.4 deg, -39.1 deg\n",
      "\n",
      "\tdeadtime fraction : 10.5%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20519 \n",
      " \ttstart            : 53119.09\n",
      "\ttstop             : 53119.11\n",
      "\tduration          : 1682.00 s\n",
      "\tpointing (icrs)   : 258.4 deg, -40.5 deg\n",
      "\n",
      "\tdeadtime fraction : 10.2%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20521 \n",
      " \ttstart            : 53119.13\n",
      "\ttstop             : 53119.15\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 259.3 deg, -39.8 deg\n",
      "\n",
      "\tdeadtime fraction : 9.8%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20898 \n",
      " \ttstart            : 53146.93\n",
      "\ttstop             : 53146.95\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 256.9 deg, -40.5 deg\n",
      "\n",
      "\tdeadtime fraction : 8.4%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20899 \n",
      " \ttstart            : 53146.95\n",
      "\ttstop             : 53146.97\n",
      "\tduration          : 1682.00 s\n",
      "\tpointing (icrs)   : 257.5 deg, -39.9 deg\n",
      "\n",
      "\tdeadtime fraction : 8.8%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20900 \n",
      " \ttstart            : 53146.97\n",
      "\ttstop             : 53146.99\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 258.0 deg, -39.3 deg\n",
      "\n",
      "\tdeadtime fraction : 9.1%\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(observations)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "45595210-fefa-4da2-b825-a1db5bc27b96",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "The total observation time is 7.010833740234375 h\n"
     ]
    }
   ],
   "source": [
    "total = np.sum(selected_obs_table[\"ONTIME\"].quantity)\n",
    "print(f\"The total observation time is { total.to('h') }\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "66e3c49c-9cb9-43b7-9566-a7713b5ccf3a",
   "metadata": {},
   "source": [
    "## Exploring the data contained in a single observation\n",
    "\n",
    "In gammapy, you can have a view of the content of an object with the `peek()` method. You can use it on an `Observation`. It will show synthetic views of the IRFs.\n",
    "\n",
    "Note: above we defined `Observations`, so we wish to select just one of those."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "3419f8a1-5994-4be8-bab7-cdf12ca99a68",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "obs_id=20326 telescope='HESS' instrument='H.E.S.S. Phase I' sub_array=None observation_mode='WOBBLE'\n"
     ]
    }
   ],
   "source": [
    "obs = observations[0]\n",
    "print(obs.meta.obs_info)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "7ac458b5-b514-4490-9859-813e4fd83c34",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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LWohPPPGEuIXkZPJpMxA9JQdi2k5pVfZh1uDBZLbbyVGVgejasKEejhIAAAAAABoCMhABACBmO3bsoNzc3ODP4bIP2d///neaMmUKXXLJJeLnww8/nLZt2yYCjmPHjsUrkIQsugxEb2mMAcRv1eHLw8RtMIC4ZQspHg+ZbLY6HytAqvjmm29o5MiRdOjQIcrPz0/04QAAAABEDBmIAABpL/YMRA4eypNRALG8vJzMZu0lh4cy+/3RDp2GhmL2ucWtSwkE+JTyg1Fvw1dYSBWrV4v72cOGilvbYW3JnJUlujJzEBEgEZ5//nnq3LkzOZ1OGjBgAH333Xe1rrN48WKxLK/TpUsX0Vk+lXAd2iFDhlBOTg61adNGlJbwer3Bx7du3Uomk6na9Pnnn9e4XQ6GXnnllcFMdL5fWFgYfPzgwYN05plnUnZ2Nh199NGiBq7s5ptvpieffDIOzxgAAADSOoA4e/ZsOuKII4IfVgcPHkz/+9//NMXaH3jgAWrbti1lZGTQiBEjaO3atZptbNiwgY4//nhq164dTZ8+PQHPAgAgvZqo8IdHrnn43//+V3xInTdvHj311FN07rnnUmMMNrhcLrr77rupY8eOIqjatWtXeu211zTLfPjhh9SnTx/xON/yOUkmVn8gA3Gfqam4NVUcinobpd//QOT3k6N7d7K1bRvYjskUykJEHURIAC6pMGnSJPFvdNWqVTR06FAaM2YMbd++3XCdLVu2iKZPvCyvM23aNJo4caL4d5wK1qxZI47/1FNPFcc/Z84c+uSTT0RmuN6XX35Ju3fvDk4nnnhijdu+7LLLaPXq1SLQyBPf5yCiit/7S0pKRPmK4cOH03XXXRd8bOnSpbR8+XLxegAAAEByS7kAIgf9/vnPf9KKFSvExH/UnH322cEg4WOPPSY+lD733HP0008/UevWrenkk08Wf7ioJkyYIP6w+c9//kOffvop/fDDDwl8RgAAjT+A+K9//YsuuOACkWnSu3dvuuOOO+jGG2+khx56iBpjsOGiiy4S2T6vvvqq+NLq/fffFw1k5A/NF198sbgWcTYO3/I6P/74IyULiz+QgVhobR742RVDAPHbxeI2e3hg+LIKdRAhkfjvxHHjxolAFr8fzZw5U9Rz5S+pjXC2YYcOHcSyvA6ve+2114parjWZP38+9ejRQ3ypzUOX+QsUvSVLltCwYcPEMnwcHJgsKysLPs5BvNNPP108zl9kcC3ZTp06iWOJFAcM+Qv4++67j7p16yYCeVxCYtasWZq/kVmzZs3E38/qZLfbDbe7fv16ETR85ZVXxJf6PL388sv02Wefifc+dRkuX8Hn4YYbbqB169aJ+R6Ph2666SZxbjkjHQAAAJJbygUQOYuFv0HlP0J44m81eUjEsmXLRPYh/zHFH/LOO+886tevnyjQz0Pn+I8tFQ+rOOqoo8QfUpypyJ1BAQDSV/wDiDxkjt+fue5hRUUFbdq0if7xj3/U+ME0VYMN/GGahzpy4OCkk04SH/QHDRokhg6qeBv85dbUqVNFYJFvR40aFVVAIN5s/kATlTJHS3Frd4eGJEZC8fmo7Lvvxf3s4cM1jzl6dBe3rj/+qKejhaSgKETusoafeL8RcrvdtHLlSjrllFM08/lnDuQZ4aC/fp3Ro0eLL7M5EGZUI5b/HuW/Wzkrj99D9Bl/v/76q9gOL8dZgvyFxffff0+33HJLcJmrrrqKdu3aJeoncsbjSy+9RAUFBRQNzormDGoZByQrKyvF+ZCdddZZ1LJlSzFa54MPPqhxu3xeeNjyscceG5x33HHHiXnq+ezfvz8tWrRIDJf+4osvxN/f7NFHHxUjhY455piongsAAAAkRko3UfH5fPTvf/9bfEvL33jy8JI9e/Zo/sDjoWH8LSv/EcPZLoyHLfMHN/4Qe8YZZ4g/3AAA0hd/+I62FmHkH9hTmRps0H/orynYwMMC+QMxZ8S//fbblJWVJT6Qc7Ylf2BXP3TfdtttmvX4WlRTAJEDADypiouLKZ6sSiAD0Z3ZmqiMyOGNbn+Vv/1GvkOHyJyTQxlHHql5zFk1hLlyIwKIjYqnnOiRwFD1BjVtF5E9K6JF9+/fL/5+bNWqlWY+/8x/Qxrhx8Ktw0Ex3ibXFNTjLxm4VuLTTz8thu737NlTBAw5cKZ6/PHHxRBgdQhv9+7d6dlnnxV/u/L6nLHIQ4p5VI0aaONsP14uGur7C2dDc7YzPx/+EkfNcGT8hTx/YcKBQ65Zy+9lnCnNX8ZfccUVhueFg416PE89n/z+yZmGXMqBv1DhzOyNGzfSW2+9Jd4Lx48fTwsWLBDPj7MXOfgIAAAAySflMhAZ//HFf+RwcJD/6OC6UVw/Sv1DpbY/Cvmb4H379olvc3ndmoZN8Ac0Hr7xt7/9jUpLS+P4rAAA4o/fx3h4HH/YDb2nxT8DMVXFEmzYvHmzyCD67bffxDWGP7RzFg+Xz6gtGFFTAIOHG6pNCnjiLMh4slcFEJWcQGAkyxtdtn7p4kD35azjj6/WaVkdwuzdtZt8uuGTAA2BA3oyHsWinxfJOuHmq3joLmfjyY/zF94y/oLijTfeEH/XqhMH+7jBFH8xzsOArVaraD6i4iHITZo0ieLZBr704GAl/93Mfz/zKB4eFs3Uv4ObN28uvtjgjGkO5vEX7lx2gr8Miea8qOdGnc/vVzwSiDPQOTub/2bnL/X5eN59913xnsnPMzMzE7XJAQAAklhKZiDyN7g8FISHIvNQjrFjx4o/SKL5o5D/eGrRokWt++JvlvmPvRdffFHUiRk4cGA9PhMAgIbDHyC5WD1/GOUafpxdB/UfbOAP/vwYfzBWM2k4q4drQPJ1RM1CjDaAwcOcJ0+erPmCK55BRFtVANGaf5i4zVGiC/SVfhsIIGYP09Y/ZJa8PLK2bk3ePXvEMObMAQPq5ZghwWyZgWzAROw3Qhwk44CZPljPQ4L1QX0Zf5kcbh1+P+WageGoAcaa8PsFB9P4ix09rrmo1hGMZdt6/P7BAULOOOQAJGc38vsK11U0wgFQznis6bzs3bu32nz+ot7ofHJDqfz8fFHDnIdun3POOWSz2ejCCy8UNRoBAAAgOaVkBiLXzOJvX/nbUc7I4NoqzzzzjPgjhkX7R2FNmjZtKjJIuI7iI488Ir49BQBIRfxhkd/H+P2Mm0jx+1sAMhDrM9jA2Z2HHXaYZhge107kD/w7d+6sMRhR07WKv/jKzc3VTPHkoEAAMaNZIEiZRRVEvvC13vS8+/aJIcwse+gJ4bePOoiNDwfAeShxQ0+1ZA7q/4bkTuoLFy7UzOef5Tqlevxlsn4dddgtB7/C4Uw7rtEt0//MmYXcCJD/rtVPfKxcI5W/zOYGTqo///xTfIkeC/6Sgut/8xcZPJyZv4SQsxv1eL/hhmfL54VrifOXUypuBsXzwp1PDixyOQdurMU4w1utIcm3/DMAAAAkp5QMIOrxhzKuC8XfoPKHMvkPPM6w4ezEmv4ojAR/w8w1XP5AwXcASFH8/sXvY/x+poUAYn0GG7h+GJfIkMte8LnnmmLt2rWrMRhR12tVPIYw57U4jPxKIEBTWbw/onVLq5qnOPv2JatBtn+wDiKuq9DAOBOPs+o4E46HGXNWHndV5+G9Ks7M4+YlKn6Mv0TmdXkdXpdr+XFHeSO8DjeM4nU4k5CH8fJwZdldd90l6gByiQMeXcO1Abn2IJfOYRxA5GZM3L2Yg3Qc0OP7HACsbci1Hg8Z5jJAHLDkIN4///lPUW9RHcLMtQ75GPn58fFyh2l+XD0WxsfAx/TXX38Fvxw59dRT6frrrxfBUZ74PtcY5xFDerfeeivdfvvt4ksW9f2Sa8XyPrk5DP8MAAAASUpJMVOnTlW+/fZbZcuWLcqaNWuUadOmKWazWVmwYIF4/J///KeSl5enfPTRR8qvv/6qXHrppUqbNm2U4uLietl/UVERjxnBhHOA3wH8DqTc7wC/f4V7Pysq+kFRlF+imnidcNtsjObMmaPYbDbl1VdfVdatW6dMmjRJycrKUrZu3SoenzJlinLllVcGly8pKVHatWunXHDBBcratWuVxYsXK927d1euu+664DI//PCDYrFYxDVr/fr14tZqtSrLli2L+LhCr1/9vwZ+n09R7s8V077d25WD97UV9ws2rY5o/R23TlLW9eylFDzzrOEyhZ98IpbZctnl9Xjk0FAqKirEvwe+TUWzZs1SOnbsqNjtduXoo48W/05lY8eOVYYPH66Z98033yhHHXWUWKdTp07K7Nmza93Pp59+qnTr1k1xOBzK0KFDlddee038uz106FBwmeXLlysnn3yykp2dLd5bjjjiCOXhhx8OPr5r1y5lzJgxYht8zO+9957SsmVL5YUXXqjxePVGjhwp/kZ2Op3Kscceq8yfP1/z+BtvvKH07t1byczMVHJycpQBAwYob7/9tmaZr7/+Whw//x2uOnDggHL55ZeLdXji+/LzU33++efKoEGDFB+/v1QpKytTLrzwQrHeqFGjlL1790b9+xbP90IAAAAIMfH/KIWMGzeOvvrqK1G/hYeHHXHEEeLbW+6qzPjpPPjgg6Jm4aFDh+jYY48VNaf69etXL/vnmlPoDgcAqYiHlMnDXtX3s6Ki7yg3NzuqbRUXl1Je3tBq22ysnn/+edFIgK89fD3hrqrDqmr7XX311WJ4+DfffBNc/vfffxdZOz/88IOoj8ZdT7njqVr/kHFjlXvuuUc0EODupA8//LCoBxap0OtX/69BZUUZOR8NdNMtuW0LHXx6CHWk3bT1rA+o09GB660RxeOhP4YcT/6SEuo0dw5l9O8ffh8bNtCWs88RXZp7LP8x6mwqSKzKykrR5INHfzidTrwcDYhLIfDQY+7OPGrUKDFvxIgRYnrggQfS7vctnu+FAAAAEJJyAcREQwARABpfAHFxjAHE4fjAlkDx/NBcdHAf5T3bTdx3T91Lfz42jPr4NtDvI16kXiMuqXHd8p9+om1XXkWWJk2o+/ffkalqeKSe4nbT70cP4G5l1G3RV2RrGwhYQmpAALHhLFq0SJREOPzww8WXGHfeeacYQsylEbj+YklJiai3yMOAuYtzY4QAIgAAQOI1ihqIAABQF/GvgdipUyeRYaafuO4XJB9PZbm49SkmstnsVGEJBCg9Jfsj7r6cNfQEw+AhM9nt5OjcSdxHHUSAGv49ejw0bdo06tu3L5177rnUokULkfGsNm/JycmhHTt2NNrgIQAAACQHfSV9AACAevfTTz9pumv+9ttvovTEhRdeiLOdhFxVAUQX2SnTbCaXPY+4KbOv7ECt65Z+s1jcZg8bXuuyju49yLXxT3L9sZFyRoyohyMHaHxGjx4tJgAAAIBEQgYiAEDai38GImfMtG7dOjh99tlnou7f8OG1B5mg4XldVQFEk13ceuxNxK2//FCN63l27SLXxo1EZjNln1B7N1VHVZdW14YN9XDUAAAAAAAQL8hABABIe0rUAcFAY+dAHT6Zw+EQU03cbje98847NHnyZDTOSFLuqgCihwJDJBVnvrg1VRyscb3Sb78TtxlHHkmW/MA6NXH06C5uXX/8UedjBgAAAACA+EEGIgBA2os9A5E7gXIjD3WaMWNGrWfz448/psLCQtG9GJKTz1Uhbt2mqmBwZlNxY3MVRlT/MLuqQ3VtnD16iFvXli2iqQoAAAAAACQnZCACAKS96Ickq8tz4X65A3Bt2Yfs1VdfpTFjxlBbdN1NWp6qAKKnagizOauZuLW7jQOIfrebypYuFfezh0cWQLS2bUvm7Gzyl5aSa8tWcvYMBBQBAAAAACC5IAMRACDtxZ6ByMFDeaotgLht2zb68ssv6brrrkv7s57MfJ6qAKI58HrasgMBRIe3yHCd8p9+IqWigqwtWpCjV6+I9sOduB1qFuIfqIMIAAAAAJCsEEAEAIAG8/rrr1PLli3p9NNPx1lPgSHM3qoMRGduc3Gb5dPWvJSVLg50X84aPiyq2paogwgAAAAAkPwQQAQASHvx78LM/H6/CCCOHTuWrFZU0Ehm/qoMRK8lkIGYmddC3OYoJURKoIGOXtniqvqHUXbWVjMQK9FIBdLAN998IwLsXAcWAAAAIJUggAgAkPYaJoDIQ5e3b99O1157bdqf8WTndwcCiL6qIcxZ+S3FrYM8RFXBRZl761Zyb9tGZLNR1uDBUe0r2Ejlj431cOQAtfv222/pzDPPFHVYOZjHjZ0isXjxYhowYAA5nU7q0qULvfDCCyl3ut944w064ogjxHNo3bo13XLLLZrHv/jiCzruuOMoJyeHWrRoQeeffz5t2bKlxm0eOnSIrrzyymAzLb4vB0gPHjwoznd2djYdffTR9Msvv2jWv/nmm+nJJ5+s52cKAAAA9Q0BRACAtNcwAcRTTjmFFEWhHlUBI0heirdS3PqrMhA5KOBWLOJ+Zcm+asuXfvuduM0cMIAs2dkxZSB6d+8mX5FxjUWA+lJWVkb9+/en5557LuJ1OIh22mmn0dChQ2nVqlU0bdo0mjhxIn344Ycp88I89dRTdPfdd9OUKVNo7dq19NVXX9Ho0aODj2/evJnOPvtsOvHEE2n16tUimLh//34677zzatzuZZddJpb//PPPxcT3OYioevjhh6mkpIR+/vlnGj58uKYG7tKlS2n58uU0adKkOD1rAAAAqC8IIAIApL2GCSBC6lA8VQHEqgzEbKeNCilH3C89WD2AuO2LeYHlhkXWfVlmyc0la5s24r5rI7IQIf64C/w//vGPWgNjMs427NChA82cOZN69+4tgmCcTf3EE0/UuN78+fPFlyYZGRk0cuRI2rp1a7VllixZQsOGDRPLtG/fXgQmOcip2r17t6gby4937tyZ3nvvPerUqZM4lkhxluA999xDb731lgj4de3alfr27SsyA1Uc4PP5fOLc8OOcLXjHHXeIjEGPxxN2u+vXrxdBw1deeYUGDx4sppdffpk+++wz2rBhQ3CZSy65RJyHG264gdatWyfm8zZvuukmcW4tlsAXFAAAAJC8EEAEAEh7CCCCjpqBaHWKWx7mWWIKBBDLiwqq1bY0rVkv7hce2SmmU6k2UkEdxNTGGcblnvIGn3i/8caZcpxFLePsvRUrVhgG13bs2CGClJy5yFl5HHTk7D/Zr7/+KrbDy61Zs4bmzp1L33//vWZo8VVXXUW7du0S9RM54/Gll16iggLtv8PaLFy4UPxb/euvv0QAtF27dnTRRReJY1Qdc8wxIpDHtWo5kFhUVERvv/22eN42m83wvHCG8rHHHhucx0OgeR4HRhlney5atIi8Xq/IauQh1OzRRx+lESNGiP0CAABA8kMVewCAtKfEkFEY/w/skEBVGYhK1RBmVmbJIfIRVRYf0Cy6f/cmcngCv0Gbcyupawy74zqI3ITFhUYqKa3CW0HHvhcKJDWUHy/7kTJtmXHdx549e6hVq1aaefwzB8V4mG+bqixa2ezZs0WtxKeffloE4Xv27CkChhw4Uz3++OMiI1Adwtu9e3d69tlnxVBfXp8zFrl+7E8//RQMtHG2Hy8XDR6ezAHERx55hJ555hkR4OOMxJNPPlkELu12u8hqXLBgAV144YV04403iiAiZxRyFmVN56Vly0CNVBnP48cYB00505CzGnkfr776Km3cuFFkQ3IAcvz48WK//Pw4e5GPDQAAAJIPMhABAABAw+SrCiBWZSCyCmvgQ72nZL9m2b1//iZuD+UQbSrbFtOZdPToKW5dG/7AKwFJi4OAMjXzUT9fxUN3ORtPfpwDcrKVK1eKxibcYESdOCORg31cd5GHAXPXeh5OrOrWrRs1adIkqmPn7XGmJAcneft8XO+//74I5H399ddiGQ74cZbk2LFjRcCSm8ZwYPGCCy6oMcsz3PPn5dX5HBDkYdfbtm0T2+zTp48IUHLw9N133xXBTX6emZmZNH369KieFwAAADQcZCACAKS9WGoaogZiY2aqGsJMUgDRZcsnchH5yrQZiIe2baAWRLQvl2hz0eaY9qc2UuEaiHLgAVJLhjVDZAMmYr/xxh2L1Yw6FQ8j5uBes2bNwq4TydBqDuxxMI3rHupxzUW1jmAs25apGZIcvFNxl+XmzZvT9u3bxc+zZs2i3Nxceuyxx4LLvPPOO6Iu448//iiCjuHOy969e6vN37dvX7WMTdVrr71G+fn5omELD90+55xzxBBpzny87777onpeAAAA0HAQQAQASHsIIIKW2ecStyZraAiz15FPVEqkVBzSLFu+I9AUYl+eiTYXxhhA7NyJyGolf2kpeXftItthh+ElSUEc+I33UOJE4czBTz/9VDNPHXZrVB+Qg3Uff/yxZt6yZcs0P3NmIXdE5qzCcHr16iWGSXPn5wEDBoh5f/75JxUWFkZ1/Mcff7y45YAk1z9kBw8eFMOvO3bsKH4uLy+v1sxE/ZkDnUbnhWslciflQYMGiXkcbOR5Q4YMCRtYfOihh0SdR8bDpNUaknzLPwMAAEBywhBmAIC0hyYqED6ASLZQZpfiDAyZNOsCiN5du8Xt/jyiLUVbyOePPgBgstvJ0bmzuI9GKhBvpaWloqkJT4yHCvN9NROPTZ06VTQvUXGdPh6CO3nyZDE0mbPouJYfdyk2wuts2rRJrMOBOx7Gy8OVZXfddZeoAzhhwgRxDDyk+JNPPqG//e1vwQDiSSedJLoXc5COA4l8nzsyR5Opyx2QOePv1ltvFc1NfvvtNzFUmbfP3aEZd3rmocs8jJiPg7syX3PNNSLAeNRRR4ll+Bh4HW7Gwrghy6mnnkrXX3+9CI7yxPfPOOMMUfNRj/d/++2302FVXxJwYJMbtfA55eYwaqATAAAAkg8CiAAAaQ8BRNCy+AMBRLMtNISZMpuKG6tLG0A07wkMaS7IM5Hb76ZdpbtiOp2OqmAD6iBCvHHnZA6IqUExDvDxfXn47O7duzUBxc6dO4tmItwJ+cgjjxRZdFxP8PzzzzfcDw9B5q7JnLnInYhfeOEF0cRExh2JuS4gB+yGDh0qjuPee+/VNGXhZiM8HHjYsGF07rnnigBdTk4OOZ2hf59XX3216GhcE94Od0vmQCE3aeHMyc8//zyYQXniiSeKICdnTfJxcGDQ4XCIZThgqWYpcjBU7jzNdQwPP/xw0a2ZJ35OHBTU4w7MHFC9+eabg/O42zQ3muHjcrvddP/999f4HAAAACBxMIQZACDtYQgzaFmqMhDN9lAGoiUrEEC0e7RDJzP2lwQzENmmok3UPrd97HUQ0YkZ4owDbbXVENRnCjIOunFWXjQ4E48nGWf1yQYOHCiGQxvhYKLcCXnnzp2i/qI87Jm7NdcWQOT6hpw1yZORSy65REzRnLumTZuKWom14eYtPMm4ccr//d//1bouAAAAJB4yEAEAoEHwkLcrrrhCNBzgD42cxcMdSCH5WMNkINpyAo0inN7i4Dyui5Z3yC3u53UMBDNib6TSXdy6NqITM4Bs0aJFYlgzD7Xm4ccc4OvUqZPISGQlJSUis6+m4dQAAAAAdYUMRACAtBf/DMRDhw6J2lZca+t///sftWzZUnzg5U6ckHysSiAoaHGEMhCdudxrmSjLFwogHtq3gzICi1LvPsPp2w2baVPhppj26VQzELdsJb/bTWa7vS5PAaDR4OHC06ZNo82bN4uhy9ychIcNq0OPed6OHTsSfZgAAADQyCGACACQ9uIfQHz00Uepffv29PrrrwfncQYNJCdbVQaiRWqikpkXCCDmKKWcekhkNtOeTWvEUIbiLDP1aN2PaAPF3InZ2qYNmXNyyF9SQu7Nm8nZq1c9PRuA1BZu6C8AAABAQ8MQZgCAtBd7E5Xi4mLN5HJVde/V4eF3xxxzDF144YUi+5AL9L/88stpf+aTPQPR6sgMzsvODwQQLfzauwJZiAe3/C5uS5o5qWt+1+AQ5trqy4XDHWVRBxEAAAAAIDkhgAgAkPaUGIKHgQARZxXm5eUFpxkzZoQ9mzz0bvbs2dS9e3fRiXP8+PE0ceJE0RUUko89GEAMZSDm5WZTmeIQ910l+8Vt2c5t4tbdIo865HQgq8lK5d5y2lu+N/yGyw8S7V1Xex1ENFIBAAAAAEgqGMIMAJD2Yh/CzHW3uLOnyuFwhF/a7xcZiI888oj4mTMQ165dK4KKV111Vdq/AsnGToEAok3KQMxxWGkX5VAWuaj0UAE5WnYjz19/BR5s05JsFpvovrylaIsYxtw6q3X1Dc+5jGj7UqLBtxCd9CCRxRq2DmIlAogAAAAAAEkFGYgAAGkv9iHMHDyUJ6MAYps2bahPnz6aeb1796bt27en/dlPRg6legCRhxiXmHLE/YqifeLWvPeAuLW3PUzcds0LDGPeVBSmkQoPa961OnB/6XNE75xLVHZAu9+ePcWtawM6MQMAAAAAJBMEEAEAIO64A/OGDRs08/744w/q2LEjzn6SUfx+cpBH3LdnhAKIrMwSCCBWFgeGMDv3BWoh5nYIBA4753UWt2E7MZftJ/JWBO7bsoi2fEv00vBQUJEDiN0DQ5i9e/eSr6goDs8OAAAAAABigQAiAEDaiz0DMVK33XYbLVu2TAxh/vPPP+m9996jl156iSZMmJD2Zz/ZuN2VZDYp1TIQWaU1T9x6Sg+IRim5BwOZis269Ba3aiMVHsZcTWFVtmlOW6LrviRq2oWoaAfRa6OJVr8vHrLk5JC1bRtxH3UQAQAAAACSBwKIAABpL/4BxIEDB9K8efPo/fffp379+tFDDz1EM2fOpMsvvzztz36ycVVWZQlyhqEuA9Flzxe3vrIDVHhwN2VXBgKNbboeoQkg8hDmap2YCwMNVyi/A1GrPkTXf03U41QibyXRx+OJ5v+dyOchZ3fUQYTG65tvvhHlAAoLCxN9KAAAAABRQQARACDtxT+AyM444wz69ddfqbKyktavX0/XX3992p/5ZOSuLBO3fsVEdrtT85jX0SRwp/wQ7dm0RtwtzTBRZl4zcb9TbicykYmKXEV0sPKgdsOcbcjy2wduM/KJLnmfaPiUwM/LXyJ680xydArUU0QdRIiXb7/9ls4880xq27atCOZ9/PHHEa23ePFiGjBgADmdTurSpQu98MILKfUiffXVVzRkyBDKyckRdWnvuusu8nq9wce3bt0qzod++vzzz2vc7qFDh+jKK6+kvLw8MfF9OUB68OBBcb6zs7Pp6KOPpl9++UWz/s0330xPPvlkHJ4xAAAA1CcEEAEA0l7DBBAhNbirMhBdZCOTWftnguIMZCCaKw/RgS2/i/slTUNBRqfVSYdlBwKAm4s2hx/CzBmIKt7+yKlEl84hcuSKDs2O7e8G9o9OzBAnZWVl1L9/f3ruueciXmfLli102mmn0dChQ2nVqlU0bdo0mjhxIn344Ycp8TqtWbNGHP+pp54qjn/OnDn0ySef0JQpVQF8yZdffkm7d+8OTieeeGKN277sssto9erVItDIE9/nIKLq4YcfppKSEvr5559p+PDhdN111wUfW7p0KS1fvpwmTZpUz88YAAAA6hsCiAAAaQ8BRAjxVGUguk22aqfFlNlU3FpdhVS6PRAgdLXI1SzTJb9L+EYq4QKIqp5jAkOam/ckhyPQ4dn1+7rqw6AB6sGYMWPoH//4B5133nkRr8PZhh06dBClF7iDPAfBrr32WnriiSdqXG/+/PnUo0cPysjIoJEjR4osP70lS5bQsGHDxDLt27cXgUkOcqo4iHf66aeLxzt37ixqyHbq1EkcS6Q4YHjEEUfQfffdR926dROBvBkzZtCsWbNEcE/WrFkzat26dXCy2+2G2+Vscg4avvLKKzR48GAxvfzyy/TZZ58FG2fxMpdccok4DzfccAOtW7dOzPd4PHTTTTeJc2uxWCJ+LgAAAJAYCCACAKQ9BBAhxONSMxAd1U6LJTswVNnhKST3rl3ivtK6hWaZrnldI89AlDXvRnT9V+QYdCqRWSF/pZs8K+bjpUkhHPD1l5c3+NQQgWbOlDvllFM080aPHk0rVqwQgbBwduzYIYKUnPnHWXkcdNRn/HFZB94OL8dZgnPnzqXvv/+ebrnlluAyV111Fe3atUvUT+SMR25AVVBQENXxu1wuMfRaxgFJLimxcuVKzfyzzjqLWrZsSccffzx98MEHtZ4XHrZ87LHHBucdd9xxYh4HRhlney5atEgMl/7iiy9EIJM9+uijNGLECDrmmGOiei4AAACQGNYE7RcAAACSkNdVLm49YTIQ7VUBRKe3mEx794v7jraBIcv6DMTNhVIAkQM8wQBiR+OdO3LIdOk75HjhaHIVVJJr2UKyDzy97k8KGoRSUUEbjh7Q4Ge7588ryZSpbfhT3/bs2UOtWrXSzOOfOSi2f/9+UVNQb/bs2aJW4tNPPy1qCfbs2VMEDDlwpnr88cfFEGB1CG/37t3p2WefFRmCvD5nLPKQ4p9++ikYaONsP14uGhyk5IxFbmR10UUXiefDWZhqhiPjGoVPPfWUCByazWYxxPniiy+mN998k6644grD88LBRj2ex48xDppypmHXrl1F5uSrr75KGzdupLfeeksEIMePH08LFiwQz4+zFzn4CAAAAMkHAUQAgLSnxFDTEENLGyuvO5CB6DFVz0B05gayDbN9xeTclxW43zEQMFR1yetSPQOx/ACRJxCYpLx2NR+AyUTOru3IVfAnVf7+O+XU7ekA1BsOAsrUzEf9fBUP3eVsPPlxHuIr4+y/P//8k959913Ndv1+v6i7+Mcff5DVahXNR1Q8BLlJk6qGRhHi7EkOVnKwjusTOhwOuvfee0W2ozp8uHnz5nTbbbcF1+GAHjdIeeyxxwwDiEbPn5+DOp8DgjzsWsZ1Ffl4+Hlv3rxZDHfmxlrTp09HQxUAAIAkhQAiAEDai6UpSno1UXn++efFh13O1Onbt6/I5OFmCuHwMEOudRYumNCrV6/gzzwUkT/Ab9q0SWTmcKOBc889lxLN51YzEKvXPcvMDwQQs6iccg5WivtNO4WekxxA3FexT3RjznPkERVuCzyY04bIWj0wqefs3YeKlv5JlVsCmVGQGkwZGSIbMBH7jTeuBahm1Kl4GDEH97hmYDiRDK3mQOGNN94o6h7qcc1FtY5gLNvWmzx5sggQ8vsYByA5u3Hq1KmirqIRDoByxmNN52Xv3r3V5u/bt69axqbqtddeo/z8fDr77LPF0O1zzjmHbDYbXXjhhaJGIwAAACQnBBABANIeAog14ZpkPLyQg4g8tO/FF18UTRi4EQB/wDfCH/xzc0MNRlq0CNUK5GF7PDTwoYceEkHDefPmiWGFnA0k1xJLBJ87EBj0mqsH+nLympNfMVGxQpRXFghgtO4aqGemyrZnU8vMllRQXkBbirbQkS2PrL3+oY5zwPFEr31ClXsqiPw+IjMaLKQCzjiL91DiROHMwU8//VQzTx12y8GvcPr06UMff/yxZt6yZcs0P3Nm4dq1a0VWYTj8pQMPk+bOyQMGBIaHc8ZiYWFhzK9R27ZtxX0ezsxNW+TsRj3eb7jh2fJ5KSoqEp2UBw0aJOb9+OOPYt6QIUPCBhb5fY/f65jP5wvWkORb/hkAAACSE5qoAACkPTRRqQnXBBs3bpxogMDdVzn7kD90c32ymnANMLmTqdxllLdx8skni+wfDhDw7ahRo6Lqqhov/qohzF5z9QzEvGwnFVMm7XEFgosVDhNlN6ueZVStkUqUAUTHwBGBYyi3kHfT6hifCUB4paWloqkJT4yHCvP97durfk+JxL9Jbl6i4qG/27ZtE1l8nE3MWXRcy++OO+4wPM28DmcY8zr8hQIP433jjTc0y9x1113iC4UJEyaIY+DagFx78G9/+5t4nN8fTjrpJNG9mIN0HNDj+9wAxWjotBHOouYajByw5CDeP//5T1FvUX1v4lqHfIz8/Ph4ucM0P64eC+Nj4GP666+/xM/8nnjqqaeK4cccHOWJ759xxhmi5qPerbfeSrfffjsddligdip/KfP222+LfXJzGP4ZAAAAkhMCiAAAaQ8BRCNut1vUKNN3X+Wf1Q6jRo466iiRucOBwa+//jqijq41bZO7qBYXF2umePB7AhmIPou2YyvLdVqpkHJof0Ug46q4qSNsEKNrfiCAuKlwU0wBREtuLtnzA0GNyp+05w6grrhzMv/75IlxgI/vy8NneZivHFDkYb7z588XJQqOPPJIEYDj4Nr5559vuB/OUOZSBZy5yJ2IX3jhBXrkkUc0y3BH4sWLF4vAIZdF4OPg0gZy1h83G+HhwMOGDRMZyxygy8nJ0XRVvvrqq0VH45r873//E/vgrMn//ve/9J///EcMH5ZxYxV+fODAgTRnzhwRKJXrIpaXl4vgotx5musYHn744eI9jSd+ThwU1OMOzBxQvfnmm4PzuNs0N5rhzGt+v73//vtrfA4AAACQOBjCDAAAYIC7q/KQunDdV/X10FT8wZ8zaXi4IQf9+IM0BxE58MABgJo6uhptk82YMYMefPDBBstA9IfJQORgYYkph8rKXcRV3yqbh29x0jmvc50yEJmjQzNyFxZQ5ZpVlH1ZDE8EwAAH2mqrIajPFGTcGfnnn3+O6rxyJh5PsmuuuUbzMwfreDi0EX5P4eClaufOnaL+ojzsmesZ1hZAXLRoUY2Pjx07VkzRnrumTZvSO++8Q7XhL0l4kmVmZtL//d//1bouAAAAJB4CiAAAaS/+NRAfeOCBasGv2gJmyd591Wj4IA/bk4fucY2wHTt2iOGAagAx2m2qQyo5U0rFGYg8lLreeY0zEFm5JZdc5YH6a0rrUF3HcBmImwtjDyA6e3ShkjUFVPnn1qgOH6Cx4cAfD7vmLD/OjLzzzjupU6dOwfeTkpISkdn32WefJfpQAQAAoBFDABEAIO01TBMV7l785ZdfBn+WawImq+bNm4vjDNd91ajDqFEnUzlDx6ija03bdDgcYoo3pWoIs98Sfl8V1lyi0kAFFFtVMwY9tRPzrrJdVO4uo8xgALFjxMfh7D+A6INlVLnjULRPAaBR4eHC06ZNo82bN4uhy9ychIcNq81beB5/SQEAAAAQTwggAgCkvYYJIFqtVhE4q2/ccCBa3MCEmxDUxm63i6HICxcuFLXHVPzz2WefHfH+9J1MOSuRtyHXFuMhjOG6lja4qgxExRo+A9Fjb0KOqgBidvvAUGW9Js4m1NTZlA5WHqQtBaupr6c88EBeu4gPw3nsKCKaRZ4ihXyH9pOlSfPonwtAIxBu6C8AAABAQ0MAEQAg7TVMAJGbBLRt21Zk0XHBfG4mwMXz60rfBKA2PEyYjyXSffOw4SuvvFI0FuDAH9c35OYK3GFVHVrMHUm50QHjTso8vJAzLrkpAGceciMFnuROpDz88NFHHxWBSG5mwNmZ33//PSWaSQ0gGgxh9jnyKLc4MNS6aedehtvhLEQOIG7es5L68oycNkTWyDMore17kTXLT94yM1UuX0RZoy+K9qkAAAAAAEA9QQARACDtKTEEBANF9PWdgI2G2XLAkANsPXr0oL1794pOn5xtt3btWmrWjNtx1A0PB27ZsmVEy/Jwv2hcfPHFdODAAZo+fbqoP9avXz/R0KBjx45hu7Vy0PCOO+4QQUXOcuRAInc8Pe2004LL8HPnDqf33HOP6LjatWtXmjt3rjhPiWbyuQJ3bAY1EO1Z1L40cL9118NrDCCu2LuCNh/4Per6h4EDMZGzTRaV/llBrlXLEEBMUrU1IwHA7xkAAEDjgAAiAEC68/sDU7TrEFVr4nH//feLhil6Y8aMCd7nRgCcycdBszfffFPTGCQW3DU0kuHIqiuuuIJyc3Oj2sfNN98spki6tXKDA55qc8EFF4gp2ZirMhDJYAhzhctFPIDZZSXKaWU8JLlLfiDDc1NJ9A1UVM4uh1Hpn39S5br1Ua8L8aXW3ysvL4/q3x9ALPj3TP69AwAAgIaHACIAAMSMC/fLwbhIm3xkZWWJQCIPJa6r119/ParlZ8+eXed9NmZmfyAD0WSQgeirCHyQL8qt3kk6XCOVLZX7Yg8g9u1HtOBPqtySGt260wk3F8rPzxfNf1hmZmaNvw8AsWa4cvCQf8/49y0Vmm8BAAA0VgggAgCkuzpkIHLwMNpsPuZyuWj9+vU0dOjQqNeF+DJXDWE2GWQgUkmJuKmoZSR41/yu4na7r5zc3JAmT5utGgnnMccT0cfk2l9J/ooKMiPTLamoTZHUICJAvHDwMB5NuAAAACByCCACAKS7OgQQI8U1Ac8880zq0KGDCDZwDUSun8jDj+vK6/WK+oqcqXLVVVdhiFsdWaoyEM328MNSLYVF4taf5atxOy0yWlCOLYdKPCW01WajHjFkIFp7HkcWh498Lgu51q6hjGMSXyMSQjjjkLuLc/1Rj8eDUwNxwcOWkXkIAACQeAggAgCkO58/MEW7ThR27txJl156Ke3fv59atGhBxx13HC1btizYiKQupk2bRscff7wIJE6ZMoWefPLJOm8znVmrMhDNtvABRMfBQOMce5aHyF1OZM80DC51zutMa/avoc12DiBG/1qbspuTs4WZynYSVf70DQKISYqDOwjwAAAAADRuCCACAKS7BshA5I7D8eL3+0WNLLPZLO5D3VgVHnBMZHGEDyBmHgy0YM7K9BJVHDIMILKu2e0CAURufJBn3HClJs4OTals5yGqXLM6pvUBAAAAAKDuuJEiAACkM8Uf25QkZsyYQT6fj9xuNz366KOJPpyUZ6sawmwxyEDMOVghbptkeMhdur/GbXWxBQolbs7IJjJoylIbZ49u4rZy49aY1gcAAAAAgLpDBiIAAKR8fawrrrgi0YfRaNiqMhBtYTIQyyqKqUlxIHjcyummssICsh9mvK0uil3cboqwO3c4zv4DiOgncu0uIsXtJpM9sE0AAAAAAGg4yEAEAEh36hDmaCdolOxKVQZimADi7q1ryaIQeSxE+Q4fVRbVnIHYtaqxxlaTj7x+b0zHY+s7mMw2Pyk+hVybNsW0DQAAAAAAqBsEEAEA0l2KBxDXrFkTVe3DtWvXioYrEJ6NAkE/u6N6bcN9W9aK28IcE5lMRK6SAzWexjalBynD7ycvKbSzZGdMp9zUshc5mwSOqXLVT3jZAAAAAAASAAFEAIB051diCCAqlCyOOuooOnCg5kCWbPDgwbR9+/a4HlMqc1QNYbaGCSAWbwtkAJbkWMStp6TmDERz0Q7q5AkEazcVxZg96MwlZ+tA/cTKVT/Gtg0AAAAAAKgT1EAEAEh3SgwZhUnUREVRFLr33nspM9O4G7CMm62Awbn0+8lBgfPjcFY/n5V/7RC3FbmBOoT+8oM1n8rC7dSFPLTeYactRVtiPu3OLocRrdlJlb//jpcOAAAAACABEEAEAEh3Pn9ginadJDFs2DDasGFDVBmIGRnhOwynO4/HTXZTILvUFiaAqOzeK27dedmBGeWHjDemKCKA2DUzkK24qTD2+oXOvv2IPt5Jldv2kuLzkckS2CYAAAAAADQMBBABANJdLDUNk6gG4jfffJPoQ2g0XJXlpPY4djirB1ltBYXi1p/fVNxaXDUEEDk70VNGXTwZdQ4g2vsNIpNlPvHoavfWreTo2jXmbQEAAAAAQPRQAxEAAAAEV0VZ8EyEG8KcfaBC3FpbtBO3NlcgoBhW4TZx08WWJ263Fm8lf4xD302t+5KzSaCWYuXaQCMXAAAAAABoOAggAgCkuxTvwgz1x+MqF7cuxUYms/ZPhAp3OTUp8on7mW17iluHp4YAYlGgXmL7nPZkNVupwltBu8t2x3ZgzXuEOjH/sjK2bQAAAAAAQMwQQAQASHecFRbLBI2OxxXIMHSZ1IHMIbu2ryWbj8hnIspqFwggZviKjTdWGOh0bc3vSJ1yO4n7mws3x3ZgNic52zURdyt/XR3bNgAAAAAAoGEDiIWFhfTKK6/Q1KlT6eDBQAfGn3/+mf7666/YjwQAABIDGYhQxVMZyEB0k63aOdm/eZ24Lc63UUbT1uJ+tr8k0CylhgAi5XegLnldxN3NRZtjb6TSs5u4rdy4VXTeBgAAAACAJG6ismbNGjrppJMoLy+Ptm7dStdffz01bdqU5s2bR9u2baO33norPkcKAADxkeJNVGQVFRUiuJSZGajfx9clvj716dOHTjnllEQfXtLzuAMZiG6To9pjhdv+pFzujdIsi1rktxDzLOQnqiwiysivMYDY1VpBtK1ujVQcfY8ik3kt+Svc5Nm5k+zt28e8LQAAAAAAiHMG4uTJk+nqq6+mjRs3ktPpDM4fM2YMffvtt9FuDgAA0iwDccaMGWQymWjSpElU384+++zgF1mcLX/sscfSk08+KebPnj273vfX2HiraiB6wgxhrtwRCAj6WjWlvJwcKleqgowVhxokA9HUth858qrqIK5bH/N2AAAAAACgAQKIP/30E914443V5h922GG0Z8+eGA4BAADSBV9DXnrpJTriiCPisn0upzF06FBx/4MPPqBWrVoFs+OfffbZuOyzMfG5Kw0DiP49e8WtpU1rapJpp0OUHVi29ED1DfEQ42AAsSN1ya8KIBZujn34ccs+oUYq6MQMAAAAAJDcAUTOOiwurl40fcOGDdSiRWBIEwAApBC/EkMGYvRBoNLSUrr88svp5ZdfpiZNAg0x6lt5eTnl5OSI+wsWLKDzzjuPzGYzHXfccSKQCDXzuwMZiF5z9SHMtoJApmFGh46U47RSoRIIIJYV7qu+Ic5KdJcG7ue1E01UzCYzlXhKaH/F/thehqZdyNks8HtXueZnvJQAAAAAAMkcQORhYNOnTyePJ5AFwMPQtm/fTlOmTKHzzz8/HscIAADxxB2Vow0gVnVh5i+U5MnlchnuZsKECXT66aeLOrrx0q1bN/r4449px44d9MUXXwTrHhYUFFBuLlfwg0gyEL3m6hmIWfvLxG1+x+5kNpuo1BwI1FYWF1TfUGFVsDa7leigbLfYqX1OoGbhpqIY6yBarOTs0jawz/W/o5EKAAAAAEAyBxCfeOIJ2rdvH7Vs2VIUqx8+fLj4wMYZHw8//HB8jhIAAOLH549tIqL27duLplrqxPUNw5kzZ44YXmz0eH2577776I477qBOnTqJ+oeDBw8OZiMeddRRcd13Y+CvaqLi02UgVnorqUmhT9xv2aWfuC23BAKyrpIDNdY/VKl1EOvUSKVXXyKTQr6iUvIWhMl8BAAAAACA5OjCzBkc33//PS1atEh8GPT7/XT00UfHNaMEAACSswszZ/rJmX0OR/Whr7zMrbfeKoJ4cvOteLjgggvohBNOoN27d1P//v2D80eNGkXnnntuXPfdGCjeQAaiz6J9Hffs3EAOL3HPZWrWoYeYV2nLJ/IReaMIIH6942vaUrQl5uMzt+tHjtxvyVVko8p1a8nWqmXM2wIAAAAAgDgGEFUnnniimAAAIMUpoSHJUa1T9aVSbUODV65cKYYQDxgwIDjP5/PRt99+S88995wY9myxWKi+tG7dWkyyQYMG1dv2GzPFE8hA9OsyEPdu/o34VS7JtZK5KkjssecTVRL5yw9GFEDsmt+1zhmIaiOVQABxHeWMHBn7tgAAAAAAoH4DiNF0rpw4cWLkewcAgJTOQIwEZ//9+uuvmnnXXHMN9erVi+666656DR5yjd7ahjiDMcUTyED0W7WZokXbNooAYlnzzOA8vzOfqJjIxA1TohjCvLloc+wvQcveIoBYtBWdmAEAAAAAki6A+PTTT2t+5hqI3OkyPz9f/FxYWEiZmZmiLiICiAAAIOMauf36BermqbKysqhZs2bV5tfVvHnzND9zw68tW7aQ1Wqlrl27IoBYm6ohzIpuCHPFjkBA0Nsy1D1byWgqbi2VkQUQO+d1FrcHKw/SocpD1MQZQyfuvPbkaBH406Vy7W/Rrw8AAAAAAPELIPKHL9V7771Hzz//PL366qvUs2dPMW/Dhg10/fXX04033hjbUQAAQKPNQGxIq1atqjaPu0NfffXVqIEYAZPXFTYD0bd7j7i1tGkTWjYzEEC0uQu1G1EUKYDYMTg705ZJbbLa0O6y3bS1eGtsAUSzmZw9uhAt2EvevfvIe+gQWZvEsB0AAAAAAIhvF+Z7772X/vWvfwWDh4zvc5biPffcE+3mACBOHrHj1EKUAcRopzr45ptvaObMmQ3yEnGNRh7azNcvqJnJG6iBSLoAonVvoM6hs1374DxbdiCA6PQWaTfCQ5rdpYH7ee00D3EAke0t2xvzS2Fp35ds2V5xn+sgAgAAAABAEgYQubMlDwnT44L4e/fG/oEAAOrXNDfOKCRvALGhcamNoiJdoAuqMfncYQOImQfKxG1+x+7BeY6cFuI2w1usO9nbArfZrYhsGZqHWmW2Erd7y/fWuZEKQwARAAAAACBJuzBzMXwersxDmLmjpslkohUrVojhyyeddFJ8jhIAAOKHg4G+xjGEWd/0S1EU8cXX22+/TaeeemrCjitVWHyBGogmWyiA6Pa6qcmhQMZfiy59g/Od+c3FbZZSRuTzElmq/qQo3FGt/qGqZWZLcVtQXlDnRiolOzLItX597NsBAAAAAID4BRBfe+01Gjt2LA0aNIhsNpuY5/V6afTo0fTKK69EuzkAAEg0vxJDDUSFkpG+6ZfZbKYWLVqI69bUqVMTdlypwuwL1EA0SZmDe/b8SZlViYnNO/cOzs/KDQQQg8OWs1sYNlCp3wCilIG4dm3s2wEAAAAAgPgFEPmD2Pz58+mPP/6g33//XWR39O7dm3r06BHtpgAAIBk0oiYqctMviJ7FHwggmqUMxD1bfqMcIirJtpAlIxRYbJKdQUVKJuWZyiMPIGa1rPsQ5uxW5GybKe66t20nX2kpWbKzY98eAAAAAADUfwBRxQFDBA0BAAAaYQDRHgoUFm3ZKAKIZc0CQTtVfqaNDik5IoDoLdtP1hY9ag0gts5sXfcMRJOJrB36kDVzI3nLrWIYc+bAgbFvDwAAAAAA6j+AeO2119Y6xBkAAFKI4g9M0a6TJCZPnkwPPfQQZWVlifs1eeqppxrsuFKRrSqAaJGGMJfv3CpuPS2baJbNcdpoK3Hm314qL9xHueoDEQ5h5hEMXEc59jqI66i03EqVCCACAAAAACRfF+ZDhw5ppoKCAlq0aBF99NFHosslAACkmBTvwrxq1SryeDzB+0bT6tWrY97H888/T507dyan0ykaiH333XcRrffDDz+Q1WqlI488stpjH374IfXp04ccDoe4nTdvHiWa1R8odmhxhAKIvl27xa25dSD4p7KYTVRq5txEooqifYGZiiIFEDtW236LjMAwZ4/fQ4dch+rcSIVVrl0X+3YAAAAAACA+GYjhPuD4/X66+eabqUuXLtFuDgAAEi3FayB+/fXXYe/Xl7lz59KkSZNEEPH444+nF198kcaMGUPr1q2jDh2qZ9mpioqK6KqrrqJRo0bR3r3amn9Lly6liy++WGROnnvuueLaetFFF9H3339Pxx57LCWKTakKIEpDmM0FB8Wts33151puySPyEblLDgRmcC1Ed0ngfl676tu32KipsykdrDxIe8v2ivt1bqSyDgFEAAAAAICky0AMuxGzmW677bZq3S8BACAFpHgGYrzxsOdx48bRddddJ5qGzZw5k9q3b0+zZ8+ucb0bb7yRLrvsMho8eHC1x3gbJ598sugM3atXL3HLgUaen0hqANHmCNU7zNxXKm5zO3SttrzLniduvaVVAUQ1+zC7FZE0DFrWKrNV3esgtugVDCC6Nm8mf2Vl7NsCAAAAAID4NVHR27RpE3m93vraHADEAQ+ijH0QJzRaKZ6BWFvdw7rUQHS73bRy5UqaMmWKZv4pp5xCS5YsMVzv9ddfF9fFd955h/7xj39Ue5wzEPmLN9no0aNrDCC6XC4xqYqLi6m+OSgQQLRWDWHmocb5hYFAXYsufast77HnE1UQKeUHtQHEvPaG++AA4vqD6+vWiTmzKVlbtiKLw0c+F5Hrjz8o44gjYt8eAAAAAADUbwBR/0GNi6Dv3r2b/vvf/9LYsWOj3RwANCAED6Ex4vqGMg74+Xw+6tmzp/j5jz/+IIvFImoXRmv//v1iW61aBbLmVPzznj17wq6zceNGEXDkOolc/zAcXjeabbIZM2bQgw8+SPFk5wxEE5HdGchA3LtvK+VUBB5r0aVPteX9znyiIh5HfKjWBirhGqnUhalVb3I2XU1luy20/6WXqN3MmWQyON8AAAAAAFA31rp+UOPhyy1atKAnn3yy1g7NAACQhFI8A1Gue8gZhjk5OfTmm29SkyaBrsHc8Ouaa66hoUOHxrwPfbdgow7CHGzkYcsc6OvRo0e9bFPFw5zlL/E4A5GHUscjA1Edwrx302/E98ozzGTNDjRM0RxzVQ1DawwBxDplIIoN9aHmvb+n8oJMKv3yK9p99z3UZsYjZDLXS3UWAAAAAACoSwAxHgXqAQAggTgY6EvdAKKMv8xasGBBMHjI+D4PI+Zhx7fffntU22vevLnIXtRnBhYUFFTLIGQlJSW0YsUK8WXbLbfcEmw0xsFBzkbkYzvxxBOpdevWEW9Txd2aeYoXr8dNVlPgdXVUZSAe3LZBBBBLm4VqIsrMWc3Erc1dGHEAsVVWPdRAZC17U2ZLNx12Tiva+XEBFf3nP2TOyqJW995TYyAWAAAAAACiF/XX9PzBp7Cw6oOChDMh+DEAAEgxfiWGJioKJSO+Fuk7HqvBOQ7uRctut4uhzwsXLtTM55+HDBlSbfnc3Fz69ddfafXq1cFp/PjxYjg131c7LHNjFf02ObgYbpsNpbKiLHhfHcJcvn2ruHW3CDRL0bNlBzIQnd5iXQCxY9yHMHMAkeXk76C2/5zBKZ106L33aN/TiW1EAwAAAADQGEWdgfjNN9+IovJ6lZWVot4TAACkGMVPpJiiXycJnXvuuWK4MmciHnfccWLesmXL6O9//zudd955MW2Thw1feeWVdMwxx4jA30svvUTbt28XgUF1aPFff/1Fb731lijr0a9fP836LVu2JKfTqZl/66230rBhw+jRRx+ls88+m/7zn//Ql19+Sd9//z0liruyPHhfzUD07totbk1twmdGOnKbi9tMXzGPwY4sA7GqC3OdhzC36BW4LSugvBMHk//++2nPAw/QgZdeEpmIzW+8oW7bBwAAAACA6AOIa9asCd5ft26dZugV13z6/PPP6bDDDot0cwBQTzj/p6r/KUBsREahqVEMYX7hhRfojjvuoCuuuII8nkD3YB46PG7cOHr88cdj2ubFF19MBw4coOnTp4umYRwInD9/PnXsGMiy43kcUIwGZxrOmTOH7rnnHrr33nupa9euNHfu3GCGYiIDiG7FSnaLRdw37z0gbh3t2oVdJyOvReBxxUVUspvIXZXlmd++1gzEEncJlXvKKdMWfnh0rexZRE06ER3aSrT0OWpy5EDy33gZFbzIWYhPiyBi0ysuj23bAAAAAACgYVK4MFMEOKtCrSkUbpWMjAz617/+1egbqfDwuLy88EO5AACSWVFRkRhiq38/K3q3H+VmBgJGkSou91He5b9V26aR2bNni2nr1sCQ2L59+9J9991HY8aMoXgoKyujTZs2ietVt27dKCsrixqb4OsX4WtQmx0bf6H27w6jYsqk3AcCmYefn9SfOu50k/vh26j/+dUz+n7edpAOf60b2Uw+okvnEL1/CVFWS6K/bzTcD78mx713HJV7y+nTcz6lTnmdYj/ouVcQrf9UM2vfrzm0f22g4Uub0XmUP7grUU6bQLBxwFgiR/VmMACQuur7vRAAAADqmIG4ZcsW8Ud/ly5daPny5aLzslwjiodocaF5AAAAvXbt2tE///lPEcxj3CWZh+5ysxEOJta3bdu20a5du0TJDb6vOuuss/DiGHBXVgRuyS5ufX4f5R0KlCxp3qlP2HWaZDmokLKoBRUT7f6l1uHLjL+M5CzErcVbRR3EOgUQRz1AlNOWqGhnIAOyZDc1P3wv+T0mOvhHNu1eUEjm0i8pt31lYHlXCdHIqbHvDwAAAAAgTUUcQFSHanE3SQAAaEQaYAjzmWeeqfn54YcfFhmJXJ+wPgOImzdvFnUQuZEJB6rUjHk1g55LbkB4XlfVEGZTIIBYUnaQ8qv6qjTr3DPsOvkZNtqv5FALUzH5/1oV6MxWSwBRrYPIAcQ610Fs3o3otMc0s0x+H7Us2Uu+B6ZT0f8W01/LmpO5S3fK9nxNtPkbBBABAAAAAOIVQPzkk0/EMDObzSbu1wTZHQAAKaaBayByEO/f//63GGbMTUnqEzcn6dy5s2hIwhnzP/74Ix08eJBuv/12euKJJ+p1X42N1xXIQPRUBRCLDwRqHfMr7chvFnad3AwbbaTswA+7VwduIwggqnUQ6xxADMdsIVNeW2rzxCxSTH+n4vn/o51zt1D7E+yUZV5J5C4L1E8EAAAAAID6DSCec845omkKD1Pm+0Y4wwPZHQC1O5KIqj5qAySez0/kM0W/TlXtKZnD4RBTOJwVyAHDyspKys7Opnnz5tH/t3cf4E2VbxvA7+zuzShQ9t6yp4DsqSiCqIA4PlH8s8SBKAIiCCqgIogLREVQlqCo7D0UZMreu6UUutvM73rfk5S20NKUtkmb+3ddh5ysk5OTtDR3nvd9ata8+9DY3Nq5cyc2bNggp9kQc/eKqTVatWqFKVOmYNiwYXLINGXxkhodAaLy+iXFRsvTVIMKKrWsLbyDRq1ColqZU1CdYG+ulpMKRF+lE7MYwpxfVBoNSk2dCmtSMhI2bcKlrWEo1z4KXhf/Biq1y7fHJSIiIiIqiu7+iSATMWxZhIeO9awWhodEOcPwkNyvAjEXC4CIiAg5eb1jEUFdVqpVq4b9+/fLYcsvvfQSBg0ahCNHjuTpUxH/D4lwUggLC5PzIDqm4Th+/HiePlZRY7YHiGZ7BWLSzevyNMUr+/mNk7WZGosFKVOe5KQCMT8DREGl06H0zBnwadwYVhMQc9wPOL89Xx+TiIiIiMhjA8T0FixYgNTU1DsuFxPVi+uIqOBNVj7vExV4gHjx4kXZ+dKxjBmTdYMK0XBLNFFp1KiRDBrr1auHTz75JE9ftdq1a+PgwYNyvWnTppg2bRq2b9+OiRMnyiHNlM3bwGQPEDVKBWJK3E15avLKfrBCqi5zgFjWbQJEQe3lhbChQ+V6wmUDbGe25vtjEhERERHB0wPEwYMHyw+JmcXHx8vriDydGJ5c0N5SGqUSFbiAgIAMS1bDl+9GNDi52xdS9+Ptt99Oa/Y1adIk2YG5devWWL16NT799NM8fayixmavQLSolW8kUuNi5KnJR5ft/Uz6oIwXBEXkqImKEJmYD3Mg3oVPo4bQBPjDYtQgad9BwKg0jCEiIiIiojzuwpz+A5+jm2V6ly5dksPXiDzdvYYnhwBQPpYTuQsbYHO2KYrS3Tin3nrrLdmMSwx5Fl84LVq0CJs2bcKff/6JvNS5c+e0dVFxKIZIiyYqwcHBd/2/i26zmlLkqUXtJU9N9vktLd7Zh8JWr2DA8b2ib3FA553jCsTolGiYrWZo1U7/OeIUlVYLv4faI3bFCiRc1ML30t9Axbb5+phEREREREVJjv9if+CBB+SHL7G0b98eWq02w5xTZ8+eRZcuXfJrP4mKDIaH5HbkkORc3McJkZGRGDBgAK5evSq/bKpbt64MDzt27Ii8YjKZ0KlTJ8ydOxdVq1ZNuzwkRMT2dC82+xBmq0apQDTFKwGi1VcJFLPkE+zU8GUh1CsUGpUGFpsFN5JvpDVVyU/+HZQAMf6SF4qf3QoVA0QiIiIiorwPEB3dl8UE+KLCwzFJvWNeq/Lly+Oxxx7L+SMTUdo8As5mN0SFLUD85ptvkN90Oh0OHz7MSsNcspmVCkSrfQ5ES0K8coWvT7b3U/uGOR0gatQahHmHITIpUs6DWBABom/LllDptTAlAal/b4RX+3fy/TGJiIiIiDwuQHz33XflqQgK+/XrBy+ve1QkEFGOMDwkTwgQC8rAgQNlWPnBBx+4elcKH/sQZptG+f/dFp8gT1V+2QeIOt8QpwNExzyIIkAUSx3UQX5Te3vDt1ljJGzZifh/T8NLzIOoz/65ERERERGRwulJhwYNGuTsXYiIyJ0VoQDRaDTi66+/xtq1a2W3Z19f3wzXT58+3WX75u5U9gpEm9b+BWGSMqRZ4+ef7f0MAWFONVDJPA+iCBALin/XnkqAeFGHYpf+ASq2KbDHJiIiIiLyqABRzHc4Y8YM/Pzzz7hw4YL8sJaemKyeiHLXvVk0YOkEYM1dLifKN0UoQBRDmBs0aCDXT5w4keE6NlHJnspi74htDxBVifYA0T/7ANEnMH2AWC7Hr5Vj2LIYwlxQ/Nq2BVRA6i0djHv+hJ4BIhERERFR/gSIEyZMkNUdo0aNwjvvvIOxY8fi3LlzWLFiBcaNG+fs5og8Qk5CQMf1a7K4nEEi0b1t3LiRh+k+KxAdAaI6SQkUdf6B2d4vICAAcTZvBKiSgeAKTlcgFmSAqA0Ohk/1skg6egHxGzcjtG+BPTQRERERUaHv3+CUH3/8EV999RVGjx4tOzH3799fBooiPNy1a1f+7CVRIZc5PBRhYE6k7x3LKkTKNxZr7hYqUtRW+4gCnRIg6pKU84bAoGzvF+Stw9umZ/EJngDCKrt1gCj4d+osTxP+iwLEPIhERERERJT3AeK1a9dQp44y2bnoxBwbGyvXe/Togd9//93ZzREVKekDv+x+0PZnEyamv23Mfe5DVvtDdOcQ5lwsVKRoLEoFosoRIKaY5KkhIPvfJEE+eqy0tsSMlF4wOxEsiyYqBT0HouDfUyk7TLquhfm/DQX62JS/bPy9REREROQ+AWKZMmVw9epVuV65cmWsWaMMuPznn39gMBjyfg+JCpGsAj/rXX7gQuxL5spCax7uA2ckpRyxWXO3UJGits+BqNJ5y1NDskWeegeGZnu/AK/bs6HEJiuhozMBoqhAtNlsKCi6MmVgCPcFbCokrF5WYI9L+cMSF4dbS5bg/ICBOFarNs707Imojz9G0p49sJnNPOxERERErpoDsXfv3li/fj2aNm2K4cOHyyHM33zzjWyoMnLkyLzaL6IiJ/MchjHpQsXMUcxkPfCRUbnN3a4nylMivHG2cqcAAx8qGFqrEiCq9UoFoiFVeU/4BoVlfz+NGqG+etxINOLizWSE+hmcGsKcbE5GvCkeAfoAFBT/Fg8gdek2xO88gOwHaJM7shmNSNi2DbErVyFhwwZ53iH15Cm53Pjqa6gDA+HXurVsnuPXqiU0QXy1iYiIiAosQPzggw/S1vv06YOIiAhs375dViP26tUr1ztCVBSFpAsKL2S6zhEM1rUHiyJgFB+nRU3vCnt4mP7+bKJC+UYOSVY5eR/3DBDFl1ni/6XMHZdFhdvFixdRtmxZl+2bu9Pa50DU6LyRYkqGt70ps19QsXvet15EEDYci8Le8zdRPyJnIY2X1kuGhnHGOEQlRhVsgNirH6KXbkPimURYY29AfY8qS3I98TOccuAAYleuRNzqP2C5dSvtOkOVygjo1Qv+7doh5fhxJGzajMQtW2CJjUXcb7/JBRoNvB+oD38RJrZpIytRVV5e7M5ORERElF8BYmaiElEskZGRmDhxott0Yp49ezY+/PBDOdy6Vq1amDlzJlq3bp02j+PgwYNx4MABPPLII5g1axbUaqdHc5OHE1WCb90uenB6OHHmei/RekDMxtUJQLcg4O9bQEX7/dKHh+lDRaI8UYQCxAoVKsjf+8WLK9VtDjExMfI6i0UZlkt30tqUxFCj90Z8bHTalAu+wRmP5d00LBdsDxBj8Fwr5zoxiwBRzINYOTjnDVjul6HxQ9D522CKVyFh1fcIeHpEgT02OceSkICY776TwaHp/O2v4jTFwhDYvQcCH+4FQ/XqaUGgoXJlBHbvLocvJx88iISNm5CwaRNST55E8p69con66GNlIyoVVN7eUKdbVD7i1AdqHx95XlQtakJDoA0JhTYsFBpxGhoCTWgo1L6+DCCJiIjIY9x3gOggQrkJEya4RYC4ePFijBgxQoaILVu2xNy5c9G1a1ccOXJEVp+8/fbbaNy4saymHDNmDH766Sc89dRTrt5tKmTuFR5mx9GSQNRPiI/MAwOAUXFASXsFYswtpULx30xNVkIyBYrqdBWMRKRUKWWuPhQSEhLg5aUMzaW709mUX2pagw8SbiqNTcxqQOOlzImYnUblguXpnnM3s3wN7qaEbwmcunWqwDsxq9Rq+NctjZjtV5Cwdi0DRDclQsBLLw9F0t9/y/MqHx8EdOyAgJ694Nu8GVQaTZb3VWm18GnQQC7FXx0F0+XLiN+8WYaJSbt2K8OebTbYkpJgEUsu9k9lMKSFi9716iGwd2941arJUJGIiIiKpDwLEN3J9OnT8dxzz+H555+X50X14V9//YU5c+ZgypQpuHXrFjp27Ci7SYuKFEcnaboTh83ePxHyBaWrGhQVhm31wM9GoIm96rBHCNApTrnNWyHA+Biggz1MFBw1F445Efenq2JkeEj3rQhUII4aNUqeiuDqnXfegY+PT9p1oupw9+7dqF8/c89zSk9vH8KsNXgjyV6BmOKlzlEYIoYw6zQqRMWn4tLNZESE3D7+7tiJWfB/qC1iti9E/P5zsJlMUOl0Bb4PlL3rM2fK8FBUA5Z8dxz8O3SQVX+5oStdGiFPPikX0a3ZlpwMq2NJSoYtOQnWpKS081b7eTFU2nIjBuYbN2C5cQPmGGVdBI+21FSYr1yVS8rhw7j5448wVK2KwEd7I7BXL2hDsu9gTgpxjG8u/hmBjzwMXQnldwIRERG5nyIXIBqNRuzduxdvvvlmhss7deqEHTt2yHVxXffu3fH000/LSsSpU6e6aG/dH8Op+2fNNORYVhgalR++aAATwsT7Fvj0CWDMIkDkHmtaAO/8poSNewCUTbcNNlShPGexAhYnA0SLewWI+/btk6ei+u3QoUPQ6/Vp14n1evXqYfTo0S7cQ/engxIg6gzeiLt6GSKmMXplXeGVnpdOg1qlArH/4i3sOR+T4wDR0UiloCsQBe+O/aCZ9j1E8+mkXTvg27pNge8DZS1u7Vrc+PobuR4++X0EdOmSpxWoKl/fXIeRgggXzTE3YYm5AdPVa4j/6y/Er1uH1BMnEPXBVDlM2q9tGwT17g2/Bx9kQJ0Fm8WCS8OGy6A4cddOlJs3L9evCREREeWvIhcgRkdHy2qTEpm+wRTnxTBroVGjRrh8+bK8bcmSYtAoUf5Vazayh4CO4cch9kV8LO9XXgkPD18BGiUBD4UBbdsChw8DLzUAfvgXWNYW2LULOJiiVDKWzWWwy7kTqShXIG7cuFGeivltP/nkEwQEFFxDjqLCIIYwq5QhzClxMUqA6J3zPxPEMGYRIIpGKr0fKONUgOiKCkRVsSrwK69G7HEgfuViBohuxHjuHK6OeUuuhwwalKfhYV4RVZF68Y1fmdLwrlsXAZ07KU1bVq/GrWXLkXLoEBLWrZeLmC8xsGdPWZnoVbWqq3fdrUR/PjttiHrSzl1I/Ptv+DYR4zOIiIjI3WidHR6WlevXr8Od3K0DZ/rLtFptjsLDuLg4uTjEx8fn8Z5SUZFVqCfCQ6QLDyvb5z58uTyw+xzQry3wwpshOLkrBtWqAjt3AU9ProWTK/7DhX+B2ZuAE1CGNO+xP4545ypxeM4DQjZeIfHFSfrfZ0UpQHSYx+qVXNPbKxD1Xj4wxikdbs3etys5c9JI5ettZ+U8iDnlGMLsigpE0UDDv0lNxB4/ivhtu1HCibkbKf+Iyj5RkWZNSIB3w4YoPvrVQnO4NYGBCO7fXy6iaYsIEkXzFzH0OWb+fLlogoOh9veH2s8XGh9fqP387ItSEakR675+8GnaBF7VqqEoS9yxA9Fz5sh10Qgn9dgxXP/0U/h8/z1/FomIiApzgOgYHpadBx98EK4WFhYGjUaTVm3oEBUVdUdVYk706tULmzdvzsM9JE/TyN4Mpa59LsNnSwKvXAMOnwN6NgHaPFMel7adQ5UWYajyTDWgQwdg1mcoWxZ4Kgzw9gJOXAIC0g1ljrpL5SMDQrqXmjVrZjgvmkxJNitgczI4sblngCisX79eLuL3vlWEo+l8++23Ltsvd2Yxm6FXKW0k9AYRICpzA1t8DDneRsPySiOV45HxiEsxIcBL594Bougw3a4LVD/9B/PNJKQc/g/edWq7ZD/o9pe9V8ePl8OANWFhKD19eqEd+muoUgUl3ngdxUeNRMLWbYhdvgzxGzfBcvOmXO5Jo0G5+fPg07gxiiLz9eu4/Pob8v+SoMcfR9grQ3G6YyfZJVsEi36O/5+IiIio8AWIjuFh7k7MddWwYUOsXbsWvXv3TrtcnH/44Yed3t7KlSvvqEDM/CGcKDPHtOkx9qrB+vbwcLS9mOdZAE/2Ah4Y/zBw5TLKzOoPrPkLOHUSqFkDSEqCIUCPWjWNmL8F2DoaKPcR0NQeFjoiETa5IWeITvT+/v4ZLouIiChSB3HChAmYOHGinKoiPDycVSw5lJqSCMeshQZvH1js1fY2n3t3YHYo7u+FsiE+uBCThH0XbqFN1WI5HsIckxIDo8UIvSbnFY95QV31IfiVnIz4S96IX/MXA0QXu7VoEeJWrpLhWenpH0NXQnl/FGYiAPV/qJ1cLHFxMF27BmtCIqyJCbLK0pKQYD+fKM+Ly1OOn0DKwYO4NHIUKixd4naNRYyXLsF49ix8mzeX3a5zM+/h5dGvwRIdLZvOlBj7FtReXgju/wRivluA6598Ct8WLfj7m4iIyM0UuTkQHcOtBwwYID9ANm/eHF9++SUuXLiAIUOGOL0tMY9W+rm07jr8jyiTzNWA++2houi8/EwKkATggV4RwKlTQFAQEH0dqFgR6Nkf2PoHoNUBr05CuyZLEDd6Kzp/pFQf7s40XNnZuRBFV1U2YfFcpUuXvvvvsyI0hPmLL77A/Pnz5f8BlHOpyUm3A0QvXxlqSL45a4aSfh5EESDuPReTowAxyBAEvVoPo9UoqxDL+Ods7sQ8E1oJ/pUNiL8EJKxZjeKvFp7hskVN8sGDuDZ5ilwvPmpUkZwHTxMQIJecDOM+1/9JpB4/jsvDhqPc9wugStcYyhWVoWJIdvzatYhftx6pR4/Ky31btpRBrxi67Yzo2XOQtHs3VD4+KD1zpgwPhdAXXsDNn3+R4WnCpk3wb9cuX54PERER5Y7IE4qcfv36YebMmbIKpX79+tiyZQtWr16NcuXKuXrXyMMrEg+K9RAgTISBSy7i5rb/lKrD0hXFuEHg+zmA2YIb5+LxSfBw4OBBiPnWHYP7KgL4wCv3w5UZHlJWo5FtVptzi3vmhzAajWjRooWrd6PQMaaKrzUAo00DjVYLmz1AVPk5FyA6hjHvOZ+zeRDFnIOu7MQs5kH0a9kMUNmQev6KbN5BBc988yYuDR8BmEzw79gRIc8O9uiXQTRoKfPZp1AHBCD5wAFEfvBBge+DzWpF8v79iPzwQ5zu0gVnez2M6M9mKeGh6GKt0yFx+3ac69sPqWfO5Hi7iTt3Inr2bLkePmE8DBUrpF2nDQtDyFNPyvXrn30m94GIiIjcR5EMEIWXX34Z586dQ2pqKvbu3esW8zOS54qxN0ERfwqPOKNUIG7bJuZjk2WuwPmTwLKlQIuW8g/zTZuA4eODkHwtFh/8DIiP8n31gPgTfVrK7eHL2f0g1890G6KsyALEXCzu6Pnnn8fChQtdvRuFjjHFHiDCXuWUmCxPNJmGvN9Lo3LK1yWiG7PZkrM3iUsDRPEca7SFb3GlgUz8+g0u2QdPJoazXnl1NMxXr0JfrhzCJ7/PoatiSp6yZVH6w2ky5L658CfZkCXfXwuTSc4/eG3iRJxq2w7nnuiPmG++hen8BVkB6de2LcLffx9Vtm9D+Z8XQ1sqHMbz52WImLBlS87mPXztdfu8h31kZ+rMQp57TjaTST1yFPFr1+XTMyUiIqLcKJJDmInchWOosQjymgUAt+KUORFFf9MyZYB+s1oDXgYcfX0eanQrD2zYALRqicdGRODmwYtITALGPQ00Wg2Mj1Hu5/hIvj9dk5ZH9cBbyuffNM4ObybPZbUoi7P3cUcpKSly2op169ahbt260GVqwDB9+nSX7Zs7M9srEFNVeviJLyUSlW8qtH73Hm6ZXpXifvD30iI+xYyjV+NRp0xgjhupRCZFwiXKt4ZfmWQkRhoQv3YNQp8Ts9RSQYn+/HMZWqm8vVH6s0+dDq2LMr82bWRzEVH5d238eBiqVYV3rVp5X2m4dy9if/8d8X+tydDgRQR5Yh/8O3aAb+sHofHzTbtOGxyMCr/8Ijtmi/tffHGI7Jgd8uyzdw2A5byHr72uzHsoGsy89dZd90dsN2TQQDnMOXrWZ/Dv0B4qjSZPnzMRERHlDgNEonwKDWE/VdvDPG0cYAYgZnV6+1HR0AL4YchWiNE6Bw8CFus51H66Pk5P/hnFiwPBlUPgcyUGgz8Ajtq31cnegTl9OCgCyT2ZwkMiZ6czdHZKQ2dvP2XKFCxbtgzHjh2Dt7e3HGY8depUVKtWDXnp4MGDcuoK4fDhwxmuu9uHWlKYUpWKQ5O9AlGTnCpPdU7ObaZWq9CgbDA2n7iOvedjchQgOioQXRYginkQqwYgci+QfOCgrJLSFrv3/I10/+I3bZJBkRA+cQK8xJwdlEHYSy8h5dBhOSfg5f8NQ/mlS2TIdr9zGqYcPoy431cj7o8/YI68/bOnCQ6WoZ1/hw7wad4c6mzmXtSGhqLcvG9x7b1JuPXLL4j68COkHD+O8Pfeg9qQsYN79JwvkLRrlzLv4SczofbOukFTyDPPIOaHH5F68hTi/vgTgT2639fzJSIiIhcFiPPmzYOfnx8ef/zxDJf/8ssvSEpKwqBBg/Jo14gKp8zzE1rtIeK/ACbpgRVGYPQyJWgU14X+CfR73h/fz47HihX78cLzwLp1QMmSMZi4BrgG4AkvYH8KsMa+TTZDobyUmyHJzt5+8+bNGDp0KBo3bgyz2YyxY8eiU6dOsjO0r+/tqpb7tXHjxjzblicx2wNEo1oJC3TJyrcSBn/ngwrRSEUEiGIexGda3p7fLCslfEu4dAizGCKqq9USXiGbkRKjR/zGjQju29c1++JBjBcu4Mobb8r14Cf733U4KwEqtRqlpk3F2T6PwySO2aujEfHVl7mqyhONUESlYdzqP+S2HNT+/nLuyYBu3eDbrKlTnZXF0OaSEyfAUL0aIidPkV20jefOo8xnn6V10U7ctUtWmgrh49+FQTSNy4ZoNBP67GBcn/kJomfNQkCXzrnq9kxEREQungPxgw8+QFiYaAGRUfHixTF58uS82i+iIvcDZrV3Yf5bDDkuCZyyX376DDBqdDxq1wb2mpVqxO8PKg2ar9kbrzjmPUy/LaLC5M8//8QzzzyDWrVqoV69evLLqAsXLsg5avPa1q1b8fTTT8sqx8uXL8vLvv/+e2wTE49StkOYTSpHgCjqpQGvQEcLKOcbqezNYSMVV8+BKJVvBf/Syi/a+PXrXbcfHkAMmb25aBHOPtYH1thYeNWri+JvKkEiZR2oiUBODPMWw72vf/Jpjg+VOSYGN775Bmd6PYwzPXvhxhdzZXio8vJCQLeuKPP5LDmnYanJ78OvVctcBXWiujvkqadQ9puvZUdm0UX5XJ8+srO2nPdw9Gty3sPAPo8hsFevHG0z+OkB0AQFycZGsStXOb1PRERE5AYB4vnz51Ghwp0VBaLDsfgwSER3Bn2Z5y0cck1piPIzgOHRwDEAX6y0VxvuANqFANPtTQ2D7FWNzn+MJ3JuDkRnl/sRGxsrT0NEW/I8tHTpUnTu3FkOk/73339lIy0hPj6eX3Jlw2JUKhDNKmXYoSFFeYF9gkKdfg3qRwRBo1bhamwKLt9StpuTORBdGyC2hn8ZJUBM2rETFnsXaspbogLu/FNP49r4CbDGx8Ordm2U+eSTbIfJksKrWlWET3pPrt/48kvErV2b7RDlxN1/4/KoV3GqTVs5tDj1xAlAp4PfQw+h1Ecfoer2bSg9fTr827fPs+Pv26wZyi/5BYYqlWVweP7pAbjw3PNp8x6WHDs2x9sS8y2GiiEZYvjz7NmywQsREREVsgBRVBqKOaYyO3DgAEJDnf+gQeQJP2Tpf9Cm23sS3LI3QBHh4lXx+VWvhIXiz3jRMMUh/XyKDpP17LBM7tGFOS4uLsPiCOyyIz7cjho1Cq1atUJtUXqbhyZNmoQvvvgCX331VYYGKqIaUQSKdHcWkz1AVOvl6+OVqkxy6Rvk/FyAPnotapVSftHtOZd5Uofs50C02lxUXx1aGfpSodD7m2VQkbB5s2v2o4iypqQgauZMnHn0MSTv2yfnwSvx1hiUX7wIupIlXb17hUZg9+4IsU8VdPXNMUg9Y/+m0c5y6xZuzJ+PM92648KgQYhbvVq+n73q1JHDjKtu24qI2Z/LOQVFg5T8oI+IQLmfFsmg0mY0yuBSNsiZOSPbeQ/vJvjJJ6EJC4Pp0qUC6UJNREREeRwgPvHEExg2bJicZ8pischlw4YNGD58uLyOyFMpbRvulPnj8Kg45bRDpkBRrVYqEMVS0V6tmFVNr+i4zC7LlNdNVJxdhIiICAQGBqYtolnKvbzyyivyi6iffvopz1/E48eP48EHH7zj8oCAANy6JWL73Jk9e7asvvfy8kLDhg3lMOmsiKHSLVu2lF+qiUrI6tWrY8aMGXetlqxZsyYMBoM8Xb7cdR+QrUal+s6sNiApOQ5e9mKf3ASIQsNyOR/GXMy7GFRQwWw142ZKzoY95zmVCqoKreBfRglSr02YKOdtIyfdOA1seB/4vjfwXU9gXnckvtsWZ9o2lkNnYTLBr6IelZ7QIyRhDlTfPwxcvfNLacqa6HTs07gxrImJuPTK/2BJSETS3r24/PrrOPlgG0R9MBXGs2eh9vFBUN++sulKhV9+lvN6iuHFBUFUD5aZ9RnCXn5JNiQqNWUyDJUqOb0dETiG/d//yfXoOXNgzcEXVERERJR/tLmp7hDDmNu3bw+tfZ4Uq9WKgQMHcngYebT9mcLE/XdZT8/REOXfOCVkFE1S6qfrrCzE3GMbRK5uonLx4kUZzjmIMCw7//vf/7By5Ups2bIFZcqUQV4LDw/HqVOnUL58+TtCvYr3mLg/K4sXL8aIESNkiCiCwblz56Jr166yAUzZsmXvuL1oCiNC0rp168p18dgvvviiXP8/+4fhnTt3ol+/fnjvvffQu3dvGR727dtX3rZp06YoaDZ7BaJVY0B87PXbzyXwzjmPc6JRuRDM234Oe87dOxDUaXQI8QrBjZQbchhzqLeLRjOUb4XQGsuQFBeG5MtxuPD8Cyj57jgEZ2oaR5kk3wL+WwYcWARc3J12sTlVjah9AYg95yPPa70tKNEgVg4VV4kpN5VpN5Ww8dk/gbAqPLQ5oNLpUHrGdDmHpPHMGZxq104OB3cw1KiB4H79ENCjhwzyXNn8pdiwYXK5H0H9+uLGt9/CfO0abv38C0IGPJ1n+0hERETOUdnEWKVcOHHihBy2LKor6tSpI+dA9ARiiJ6osiG6X+lDQUcpcE4zHHZhptzOO5g+7HP8Pjv7IuDv5BRY8Uagwtw7t5kV8V+NCA9FULZp0yZUqZI/YcG0adPw3Xff4dtvv0XHjh2xevVq+aXXyJEjMW7cOBnsOUsEeg0aNMCcOXPSLqtRowYeeeSRHFVcCo8++qgMEEUzF0GEh+L4//HHH2m36dKlC4KDg3Ncmel4/XL6GmRn148T0ezkx9gT0AHBXV6F8dHnkKoF6h8+mqvtRcaloOnk9VCrgIPjO8PPkP33lX1X9cXRmKOY9dAstIloA5e4fgL4vDGsKi9cjX0Scav/lBeHDB4sq75y0/W2yLKYgNMbgP0LgeN/ABZ7ZZhKDVvFhxB7owKiftwIS3ySrO4M7twMxQZ0h8bfD1Bp5GXitlg3Hri6Hwgoo4SIQRGufmaFRvL+/Tg3YKCs6pQNUbp3k8GhGK4smpoUJTcXLca18eOhKRaGymvW3DEUOi9/FxIREVHWnG+1Zle1alW5EFH2sqoezKpC8W7hoGgzkX4mMXE9qxKpMBk6dCgWLlyIX3/9Ff7+/rh2TQzWh/zQJ76Iyiuvv/66/BDZrl07pKSkyOHMoipy9OjRuQoPjUaj7BT9ZqYusZ06dcKOHTtytI19+/bJ24oKfgdRgShCzfRE85eZM2dmuR0xv2T6OSbFh+Y8Y1KGMFvVeiTGRkPMHpnqlfvArESAF0oHecsmKvsv3EKrKmH3bKQiAkQxD6LLiAo43+JQJ0ah1LA+0FeqjOjPZiFm3jwYz59H6Q+n5du8cYWGGG4sKg0P/Qwk3q5URfFaQP3+sJTrgivvTUfCpt/lxbJxxsQJ8Hnggbtvr2QdYF5XIPoE8P0jwOA/Ab/cDZv3NN7166PcvG/le9O/Y0fZqbmoCnq0N2589RVMly/j5sKfEPrcs67eJSIiIo+UowBRTHYvhlmJ6gmxnp3p06fn1b4RFQn7nbw+p+EghzRTXslNV2Vnb++o3mvbtm2Gy+fNm4dnnnkGeen999/H2LFj5RBjMcWGmF/Qz88vV9uKjo6Wc/2WKKF0CnYQ5x0haFbEEO3r16/DbDZj/PjxeP55paOoIO7r7DZFteOECROQL8xKgGjTeiHl1o37DhCFRuWDcXl/Mvacj7l3gOirHAuXBoiiaqt8KzkcV/Xvdyg2ZDb05cvj6pi3kLBhA849PQARc2Z7ZtMPETAvGQwcX337Mp8woG5foF5/GQSmnDiBS4NfgenCBaj0eoS98gpCBz8jh9xmyTcMGLAc+LYLcOMU8MOjwDO/AV4c6ZETPo0ayaWok++nl1/G1bFjcePrrxHUr59Lh2cTERF5Km1OqydMJlPaOhFlL3PF4L3ca85EZ7ZF5Kz0TVGcuY8zcjlbRq75+PigUR5+sM48JFA8n3sNExSNVhISErBr1y5ZwVi5cmX0798/19scM2ZMhi/xRAWiaGKTpwGixoDUuJvwF5mRTzbBTw40KheMX/dfyVEjFUcnZjEHokvVeVyZz+/gYiD+GgL7zIN+wXe4OPQVpB49inOP90WZ2bPhXSdvu4e7fXi46Eng9HpArQOqd1dCw8rtAY3yHoldtQpX3xkHW0oKdKVKofRnn8K7Vq2cbT+wDDDwV+DbzsC1g8DCJ4CnlwJ6Ze5EIvk2ebgXbnz5pay4vPnDDwgb8iIPDBERkTsGiKLj8t3WiehOk/VKl2Rn9NUD+40clkyFr4mKOxJDl0WX56ioKFmBmF6vXr2c2lZYWBg0Gs0dlYFi25krCDMTXZsFMU9wZGSkrEJ0BIglS5Z0eptiKPa9mtTklsoRIOq8YYqLlesWbycnxsykYTnxVQqw78ItWKw2aMSEiO4eIFbvBjw+H1gxFDi7GfiyDbz7fY8KPy/GxSEvIfXkSZwfMAClpk5FQOdO8KjwUOcDPPWLUqVpZzOZEDntQ9y0z+3p26oVSn04DdpgpQt3joVWAp5eBszvAVzYAfwyCOj3I6C9v/cgFR0qrVZWtV557TXE/fUXQl/8vyI31yMREZG7c/RuyLFnn30W8em6vTkkJibK64g8nbPhYfr7cFgyuXIIs7OLO/rzzz9lZ+RmzZrJsFA0OnEsotuxs/R6PRo2bIi1a9dmuFycb9GiRY63I6oL089f2Lx58zu2uWbNGqe2mZdUFiVAhNYAoyNA9PG6r21WK+kPf4MWCalmHLuW/XyNjgAxMtGFQ5gdavUGXlgPhFQCYi8C33SGLmoTyv20EL4PtpZVdpeHD0f03C8LvLLWncJDU1QUzj8zOC08DH1pCCLmfuF8eOgQXhd46mfRrhk4uQZYMcR9f9GQSwR064pSUz9AhcWLGB4SEREVhgBRdLdMTk6+43Jx2YIFC/Jqv4g89odRVDA6hjI7KHU8RPlbgejs4o5Eo5THH38cV69eldWH6Rcxl2FuiGHDX3/9tezsfPToUdn85MKFCxgyZEja0OKBAwem3f7zzz/HqlWrcPLkSbmIeR4/+ugjPP3002m3GT58uAwMp06dimPHjsnTdevWYcSIEXAFtb2LrkrnDUuC/UtC3/trbiMqDuuXDZLr9xrGXNKnpHtUIDoUrwG8sAGo2kXpMPzry9BsfhcRn85E8IAB8ibXZ8xA5HvvFc0Q8R7hYdK//+LsY48hee9eqP38UGb25yg+fPj9d6ou2wzo94MyVPrwUuD3V0X6fv/Ph4oE8f4KfPhhOSciERERuXEXZjHXkvgjWSyiAtHL63ZlgvhQtnr1ahQvrlQQEJHzrNlUI3IORCrscyAWFDEMWAR+9xpe7Ix+/frhxo0bmDhxogwma9euLf/PK1eunLxeXCYCRQcRVopQ8ezZs9BqtahUqRI++OADvPji7Tm7RKXhokWL8Pbbb+Odd96Rt1m8eDGaNm0KlwaIWi9YExKUC/3ufw66RuVCsPVkNPacu4mBzcvfswIx3hSPJFMSfERo5WreQcATPwFbpgGbpgD/fA3VtcMoOew76CuUR+R7k2RHWLWPD4q9+mrRqYgyJdvDww328HAJUL6lvEr8DXjzhx8ROXUqYDbLLstlPvtUNpvJM1U6AI9+CSx5Ftg7T3kdOozPu+0TERERUf4GiEFBQfKPY7FUrVr1juvF5fnWHZLIwznblIXIU/Xp0webNm2SgVxeevnll+VyN/Pnz89w/n//+59ccrKvYnEHGqs9QNR7w5aYJNfVvvff5bRhueAcVSD66f3go/VBkjlJViGWD8zDQOp+qNVA2zeB8PrAsv8DLu4C5j6IkL4LoJowHtfGvYsbX38DtZ9/0WjqkCE89LVXHirhoTU5GVfHvYu4Vavk+YBu3RA+6T0ZoOa52o8CqXHAquHAthmAVxDQyjXVuURERETkZIAomqeIb54feughLF26FCEhIRnmiBKVGKVKlcrp5ojICQwPKT8VpSYqs2bNkkOYRQdk0bxEp8vYSXjYsGEu2zd3prVXIKp1XlDZA0SNv+jFfH/EEGbRO+XyrWRcjU1GeKB3tlWI5+LOITIp0n0CRIdqXYD/2wgsegq4fhSY3x3BXT6A9Y3XETV1Gq7PnCmH8oY8/RSKYnhoiozExZdeQuqRo4BGgxKvv4bggQPzt+qy4TNA8i1g3bvKElRWCRaJiIiIyL0DxDZt2shTMSRLTFBfZIbqEBF5uKIUIC5cuBB//fUXvL29ZSVi+v+rxDoDxLvTWJW5EzR6H6iTlDBR5x9436+Hn0GLGuEB+O9KnKxC7FE36wCxhG8JGSC6zTyId+sU/Pw6YOUrwH/LgdWjEVrrUVhfGIzor+YhctIkWbUZ1PsRFKXwMOXoUdmB2hwZCU1ICErPnAHfJk0KZr9E1WHidWDnLOCP14FK7QDvXDZpISIiIqKCbaKyYcMGLFmy5I7Lf/nlF9lghYiICheb1fkOzOI+7kjMKSjmKoyNjcW5c+fkl16O5cyZM67ePbelsymhoUbnBa0jQAy4/wBRaGQfxizmQcxOCR9l3kpRgei2DH5An3lAx/dERwfgv2UIM89FcHele/bVsWMRt2YNCnV4+PTtOQ/jN23CuaeeluGhvnIllP/554ILDx3avwuEVVWCxPXvFexjExEREVHuA0QxEXxYWNgdl4sGKpMnT3Z2c0RE5CZNVJxd3JHRaJRNT9Ri7jrKMa3NXoFo8IE22STXvQLypv97w/IhOZoH0dFIxW0rEB1EVWvLYUo1YvGaUCVHo4TfEgQ+ECZLcy+/OhoJ27ajUIi7CvzQJ2N4WE4JQ2N+/BGXXh4KW1ISfJo3Q/mFC6EvU7rg91GrB7p/rKzv+Ra4tLfg94GIiIiInA8Qz58/jwoVKtxxuZgDMX0XSiIiKlxDmJ1d3NGgQYNkN2Nyjt7eREWr94I+2SzXvYJC8rQC8cjVOCSmKtvOLkCMTHTjCsT0SjcA/m8T8OBrUKk1CK9yEP7lLYDJhEuvvIKkf/+FWzv6GzCnBXB+G6D3SwsPbRYLIqdMkV2mxQ96YJ/HUPbLL6EJCHDdvlZ4EKjbT9RLA7+PVMqgiYiIiMg950BMX2l48OBBlC+fcYLzAwcOIDQ0NC/3jYiICoAcluzk10nu+vndYrFg2rRpch7EunXr3tFEZfr06S7bN3emg1J1qDX4wpCqpMM+AXnzf3qpIG+UCvTCldgUHLh4Cy0q3zmKIf0QZrevQExPawAeehuo3gOqX4eidOPDuJgagsSrwMUX/g9lF3wH71q14FaMicBfbwF77d3Dw+sBj30DhFWBNSkJl0e/hoQNG+RVxUaNQugLz7vHvNedJgEn/gSuHgD++QZo+n+u3iMiIiIij+J0BeITTzwhJ6EXXZnFBzWxiHkRhw8fLq8jIiJylUOHDuGBBx6QQ5gPHz6Mffv2pS379+/nC5MFg30ORLVeB58UZXy6b4hSEZiXw5j3ZDOMuVAGiA6l6gMvbITqoTdRpnUcvIulwpqYiIvPDETqqVNwGyJ8m9vGHh6KodjDgefWyfDQFBmF808PkOGhSq9H6RnTEfZ/L7hHeCj4FQfaj1PWN7wHxF9z9R4REREReRSnKxAnTZokhzG3b98eWq1yd6vVioEDB3IORCKiQqgodWEWX26R8wz2CkSLzQyt/bX1D8rDALFsEFYduJJtgOgYwhydEg2z1Qyt2uk/UVxLzNXXbgzU1bsjInQILiyOREoMcKH/oyj3/XfQV3/AdfsmfmBFJ+P1EwGrCfAPB3rPBSq2kVenHD+Oiy8OgfnaNdlpuczns+DzgAv3NysNBwP7fgSu/Av8NRbo842r94iIiIjIYzhdgajX6+X8UseOHcOPP/6IZcuW4fTp0/j222/ldUREVLgUpSYq5DyL2Qy9Spmb0JSSJE9FhmjwD8qzw9nIXoG47/xNWLN484R4hUCj0sBqsyI6ORqFVnhdaF7ZjIixg6APNMMcb8K5fv0RP+cN14z9l41SegNr31HCw+o9gJd2pIWHCZs343z/J2V4qK9YEeUXL3LP8FBQa4AeMwCVGji8BDjNLwyIiIiICkquv96vWrWqXIiIqHArShWIwvr16+USFRUlK+TTE192UUbG1GR4O9ZTEiG+Ckw1qKDKw07W1Uv6w0evQXyqGSei4lG95J0NOTRqDcK8wxCZFCmHMZf0LVl4XyqNDtru41C2fDtcHPIyUq+bcemTlQjauBYlpsyGulKzgmuUsvIVIPkmoPUGukwBGj4jO0nbjEZEzfwEMfafCZ+mTVHm00+gCQyE2w8Xb/wC8PdcYPVoJQwVc1ESERERkfsFiJcuXcLKlStl12Wj0ZjhOk5QT0RUuBSlAHHChAmYOHEiGjVqhPDwcPeZv82NpSYnpgWIluQEeZrilXfhoaDVqPFA2SBsP3UDe87dvGuAKJTwLZEWIBYFulqtUX7t37g+5gXE/LEXtw4mI+mJASj1Qnt4D5wGeOVTZ+Mbp4EtHwEHFirnS9ZVGqUUU774TT1zFpdHv4rUI0fl+aD+T6DkmDFy7sNC4aGxwJEVwI1TwPZPgDavu3qPiIiIiIo8pwNEUdXRq1cvVKhQAcePH0ft2rVx7tw52Gw2NGjQIH/2koiI8k1R6sL8xRdfYP78+RgwYICrd6VQVSAKZpsaxoQ4GSYavfJ+/sGG5UJkgLj3/E083axcto1URIhYVKi9vFFixg/w6/47rowZA2M8cG7mJhTf1gQhr02GqnZvWRGYJy7/C2yfCRxZCcA+VLzFMKVTtNYg/1a7tWQJIidPgS05GZqgIIS/Pwn+7dujUPEKBDpPBpY+pwSldfoAIRVdvVdERERERZrTJQZjxozBq6++Krtbenl5YenSpbh48SLatGmDxx9/PH/2koiIKAdEVXyLFi14rJxgSlXmPUyFHqmxMXLd7JP3lWiNygXL0z3nlcfIrpFKUalATM+3Q3dUWLMZ/s3rAVYVov5W4cLQ0TDNeQSIOZv7DdtswKl1wPwewFftgCO/KuFhlU7As2uATu/J8NBy6xYuDxuOa++Mk+GhT/NmqPDrr4UvPHSo/RhQsS1gSQVWv6YcByIiIiJynwDx6NGjGDRokFwXXZiTk5Ph5+cnh4xNnTo1P/aRiIjykS0XDVTc9bP6888/j4UL7cM2KUeM9sYpRpUexvhYuW7xzvsAUQxhFoV2F2OScTVWqXrMKkAsShWI6WmDg1H6258QPmEcVHoNkqIMOPPFMcS90VqppDMqr0WOWEzAwZ+BL1oBPzwGnNsKiM7VdZ9Q5gV86hegbFN508Tdf+PMw48gfu1a8ccbir82GmW/+Qa6EnnXabvAiTdTt48BjV4JUGVwSkRERET5xekxSr6+vkhNTZXrpUqVkh2Ya9WqJc9HRxfironkEeoD2O/qnSByMzIUdHYORDcNEFNSUvDll19i3bp1qFu3LnQ6XYbrOU/vncz2IcyiAtEcFyfXrb5eef7a+Hvp8EBEEP69cAtTVh/Dp/0fyHIIc1GsQHQQ83IG9esP7ybNcGXkMKQcO4XLW/2RcOkzlGgwCZqAIMC/FOBfEvAPBwLCb6+LxTcMOLYa2Pk5EHtB2ajOF2g4CGj2MhAUkfZYNpMJ12d9jhtffilTf325cij18cfwrq383VbohVUGWo0ENk8F/hwDVG4v2oe7eq+IiIiIiiSnA8RmzZph+/btqFmzJrp37y6HMx86dAjLli2T1xG5M4aHRFnMgagqGnMgHjx4EPXri68KIKfaSI8NVbIfwmxS6WFJiJfrNh9HW5W89W7PWnh0zg6sPHAFXWuXRNc64R4zhDkzQ4UKKP/LMlyfNUsGfLFnfZBw2YDAiskIrnwMer//7r0RnzCg2RCg0XOAT0iGq1LPnsWVN95EysGD8nxgn8dkoxS1ry+KFBEgikrMm2eBjVOALpNdvUdERERERZLTAaKo3khIULo0jh8/Xq4vXrwYlStXxowZM/JjH4mIKB8VpS7MGzdudPUuFDoWY3JagGhNSJTrKr/8CZnqRQRhSJuK+HzjaYxdcRiNK4QgzM9w1wpE0fCjqIe+Kp0OxUeOhG/Llrg69m2YLl5EzDE/xBz3h1/9SghuVQG+ZbVQJUYCcVeA+GtAQiQQXB5oPhSo/ySgux32Gi9dQvxfaxC/Zg2SDxyQl6kDAhA+cQICunRBkSSef7ePgB8fA3Z/AdR7Agiv6+q9IiIiIipynA4QK1a83eXOx8cHs2fPzut9IiKiAuSY19DZ+1DRYHF0YVbrgUQlQFT7+eXb4w1rXwXrj0bh2LV4vLPiMGY/1SAtKHRUICabkxFnjEOgIRCewLdJE1T68w8kbNqEmwt/QuL27UjYd0ouuogIBD/RD4GPPyrnUJTpvfr2FNapp0/LwDBu7VqkHjmacbutWsnwUFeqFIq0Kh2Amg8r8yAufhp4fh3gV4jndyQiIiIqCgEiEREVLYW9AnHUqFF477335By9Yj07nAPxThaTvQJRbYAqMUWua/0DkF8MWg0+erweHvl8O/44fA2rDl5Fr3pKwOWl9ZKhYWxqrKxC9JQAUVBpNLIjsljE8ONbixbh1rLlsiox6sOPcP3TzxDQrRuCn+wvbysCw/g1a2E8ffr2RtRq+DRuDP9OHeHfoWPhbpLiLNFQ5eoB4OY5YGFfYNBvgCH/gnAiIiIiT5OjADE4ODjHw4hiYmLud5+IiIhybN++fTCZTGnrWSnqw2Fzy2ofwmxRG6BOUtZ1+RggCrVLB+KVhypj5rqTGPfrYTSrGILi/l5pVYiOALFKcBV4IjE/YokxY1Bs+HDE/v67rEpMPXoUscuXyyUDnQ6+zZshoFMn+LVvr1QpeiK/YsBTS4FvOgJX9gFLBgNP/ARo+F05ERERUV7I0V9VM2fOzJMHI6L7x07SlNcKewVi+nkPOQei86ymlLQAUZt8S67rA/M/hBrarjLWHonEf1fi8NayQ/hqYCMZ8ooA8eTNkx7RSOVe1D4+CH78cQT16YPk/ftlkBj/55+y0tDvwdbw79gRfm3bQhOQv4FvoerK/OTPwHc9gZNrgN9HAj0/Fd8euHrPiIiIiDwjQBw0aFD+7wkR5Qg7SVNeK0pdmB2OHDmCCxcuwGg0pl0mwqmePXu6dL/ckc0+hNmqMUCXbJbrhoCgfH9cnUaNj/vWQ8/PtmHd0Sgs+/cyHmtYJq2RyrWka/m+D4WFeO/6PPCAXKwTJ8hATO2lVGxSJhGNgT7fAoufAv5dAARGAG1e52EiIiIiuk/3Na4jOTk5bdiYQwC/BSciKlSKUhOVM2fOoHfv3jh06JAMXUQn3/TDly0WN08+XcDmqEDUeMGQogSI3oFhBfLY1UsGYESHqvjwr+MYv+o/tKgcmqETM91J7X276zJl9cbqBnT7EPj9VWDj+0BAaeCBp3i4iIiIiO7D7TZ+OZSYmIhXXnkFxYsXh5+fn5wfMf1CRESFi80+hNmZRdzHHQ0fPhwVKlRAZGQkfHx88N9//2HLli1o1KgRNm3a5Ordc09mJUC0afQwpCgvrE9QwQSIwosPVkS9iCDEp5jx5tJDKOZdTF7OAJHuS+PngVb2pkqrhgGn1vGAEhERERVkgPj6669jw4YNmD17NgwGA77++mtMmDABpUqVwoIFC+5nX4iIyAVkKGhxcnHTAHHnzp2YOHEiihUrBrVaLZdWrVphypQpGDZsmKt3z60DRJNGD+9U5SK/YCXEKwhaMZT58brQa9XYfOI6jl9W/jRhgEj3rf04oG4/wGoGfh4EXOEkIEREREQFFiCuWrVKhod9+vSBVqtF69at8fbbb2Py5Mn48ccfc70jRERE90sMURbV8UJYWBiuXLki18uVK4fjx4/zAN+F2h4gpthUaX8U+AUVL9BjVbm4P17rVE2uL9oZJ08jEyMLdB+oCBJTF/SaBVRoAxgTgIV9gZvnXb1XRERERJ4RIMbExMjhYY75DsV5QVR4iGFiRERUuDg7fDk3XZvF/w+igYmoVhfzEa5YsSJfnkvt2rVx8OBBud60aVNMmzYN27dvl1WJFStWzJfHLOxUFqXs0GhW5os0qwGdt2+B78ezrSqgUblgJCQpj30z9SaMlttNcIhyRasH+n0PlKgNJEQCPzwGJCl/uxIRERFRPgaI4gPYuXPn5HrNmjXx888/p1UmBgXlf9dGIiLKnyYqzi7Ozp9br149zJo1K19fPlERb7Wnm5MmTcL58+dlpfzq1avx6aef5utjF/YKRJNFOW4pXqq0pjMFSaNW4cPH68FL7QebVenxxmHMlCe8AoGnfgECygA3TgI/9Qfs3ceJiIiIKJ+6MA8ePBgHDhxAmzZtMGbMGHTv3h2fffYZzGYzpk+f7uzmiIjIxWRFoZN5kbMViF27dpVLfuvcuXOGL7yOHDkiK+VFky9XhGKFgdqqVCCazUqH6lSDxmX7UiHMF290qYGPjgRApY/B3ktnUaZGGZftDxUhAaWAp5cA33YGLu4Cvu4AdJwIVG7v6j0jIiIiKpoB4siRI9PW27Vrh2PHjmHPnj2oVKmSrC4hIqLCpSACxIJy4cIFREREZAgLQ0JC0q4rW7asC/fOPWnsQ5gtJiVANHnrXLo/g5qXx5fHSyEBMRi3dQbqFa+H8qEBLt0nKiKK1wCe+AlY1B+IPAz88ChQsZ0SJIbXdfXeERERERWtIcyZiQ9jjz76KMNDIqJCyukOzPZFiIuLy7Ckptrb+LqImKP3+vXrd1x+48aNtPl7KSONvQLRZjTLU7OLA0S1WoVZXd6BymaA1XASj/8yBtfjXfu+oiKkfEtg2H6g2VBArQPObATmPggsexG4dcHVe0dERERU+APE5ORk/Pbbb2nnxfDlUaNGpS2vvfYaUlKUeZSIiMgz5kAU1X6BgYFpy5QpU1z6XGw2212HKickJMDLy8sl++TutFalUYnNZJKnFl/XH6eGpWpifLP35XqK9xY89sN0xKUo+0d033xCgC6Tgf/tAWr3Ee9+4OAi4LNGwJp3gOSbPMhEREREuR3CvGDBAhkg9ujRQ54XE+HXqlUL3t7e8rwYyiy6a6Yf4kxEREXbxYsXERBwe3ipwWBwyX6IL7IEER6+88478PHxSbvOYrFg9+7dqF+/vkv2zd1p7RWIsAd0Vh/XB4jCo9U74+TNk/jhxFzEeC/CkwtKYcngp+Glc90cjVTEBJcH+nwDNB8KrB0HnNsK7PgU+HcB8OBrQJMXAK1rfqcRERERFdoA8ccff7wjHFy4cKGcpF744Ycf8PnnnzNAJCLyoDkQRXiYPkB0lX379qVVIB46dAh6vT7tOrEu5ugdPXq0C/fQfelsSgWiKtVe4ed7O3x1tdebDcXp2FPYGbkeZzVz8NyPxTF/QGfoNPc9AwvRbaUbAINWASfXKEHi9WPAmrHA33OBLlOB6t14tIiIiMjj5ThAPHHiBKpWrZp2XgwFU6tv/wHfpEkTDB061OMPKBFRoQwQc3EfZ4ghxKdOnUo7f/bsWezfv182OMmLxiYbN26Up4MHD8ann34Kf3//+96mpwWI6lR7kOjnPgGiqCj9pMMU9Pn1KVxIOIl9KdMx8ucgfNqvmZwrkSgP32xA1c5ApfbAgYXAhveVORFFw5XGzwOd3gd07lGdS0REROTWAWJsbCy02ts3zzxJvdVqdfnk+URE5DxbLgJEcR9n7NmzB+3atbtjyPGgQYMwf/585JV58+Zh/fr1comKipL/N6X37bff5tljFRV6m/J/t8Y+hFnj517hq7fWG990mY3eKx5Hgtc1rIv+BBNW+WF8r9p3ne+S6L5otECDgUDtx4CNk4Gds4B/vgYu7AL6fAsUq8YDTERERB4px2OAypQpg8OHD2d5/cGDB+VtiIjIc5qo5FTbtm3l8OLMS16Gh8LEiRPRqVMnGSBGR0fj5s2bGZbcmj17tuziLKrvGzZsiK1bt2Z522XLlqFjx44oVqyYHN7dvHlz/PXXX3fcbunSpahZs6acN1KcLl++HK6ghylDgKj1d/2Q9MxK+pbEnI6fQaPSQRfwH346+Q1mrjvp6t2iokzvC3R+H3hqKeATBkQeBr5sq8yPaHPyFyARERGRJwWI3bp1w7hx4+7aaVl0aJ4wYQK6d++e1/tHREQFMYQ5F4s7mjNnjgwlRdOUFStWyFAu/ZIbixcvxogRIzB27Fg512Lr1q3RtWtXXLhw4a6337JliwwQV69ejb1798rKy549e6bN0yjs3LkT/fr1w4ABA3DgwAF52rdvX7nfBc1gH8KstQeIuoBAuKP6xevj3ebvyHVDsfX4/O9lmLf9rKt3i4q6Kh2Al7YDFdsCpiRg5f+AJc8CKbGu3jMiIiKiAqWyiRKQHIiMjJQdLMVk9K+88oqcD1EMHRLdl0VHZrPZLD8clShRAkVZXFwcAgPd88MVEdG9pqJI3/DE8fvss9KAt5M9KZKtwP8u37lNVwsNDcXff/+NSpUq5dk2mzZtigYNGshw0qFGjRp45JFHMGXKlBxto1atWjIwFF/ECWJdHP8//vgj7TZdunRBcHAwfvrppxxt0/H63c9rYLNaoZoYLNfXbKuAiEupiH/vFTR53H3nNJ72zzR8f+R72Kw6JJ17CR893BWPNuAICMpn4luT7TOBDZMAmwUIKgf0mQeUachD72J58buQiIiI7i3HHxlFMLhjxw75oenNN99E79695YenMWPGyKFX27ZtK/LhIRERubfnn38eCxcuzLPtGY1GWUUohkWnJ86L/xNzQszDGB8fLxvGpK9AzLzNzp07Z7tNMc+w+KCcfrlfqSlJaev6FIs8NQTe3k93NKrhKLQIbwGV2gTviAV4bfkObDsZ7erdoqJONA5sPQp49i8gqCxw6zzwbSdg+yfuW5JNRERE5IomKoKY/+nPP/9ETExMWjfNypUrZ/hQREREhYvV4vychu76eVlMs/Hll19i3bp1qFu3LnQ6XYbrp0+f7tT2xDyKFovlji/IxPlr167laBsff/wxEhMT5RBlB3FfZ7cpqh3FdCF5KTUlGY6+sl72ANEnKAzuTKvWYlqbaXjy96dwIf489KW+x/DF/vhjWDsUD2CXXMpnEY2BF7cCv40A/lsOrB0HnNkMPDwLCCjFw09ERERFllMBooMIDJs0aZL3e0NERAVOzmmYi/u4I9HQS0y3IWRu/HU/HXsz31fM/pGT7YnhyOPHj8evv/6K4sWL39c2RcW/o3u1ICoQIyIicD+MKYny1GxTwZBqKxQBohBoCMRn7T+VIWKizzkkmn7EsEWB+PH55tCo2ZmZ8pl3kDJ8uWI74I83gNPrgek1gbLNgRo9gRo9lCpFIiIiIk8PEImIqOjITVdlZ29fUDZu3Jin2wsLC4NGo7mjMjAqKuqe03aI5ivPPfccfvnlF3To0CHDdSVLlnR6m6Jbs1jykjElWZ7G2vTwUnqowC+oGAqDioEVMb3Nx3h5/ctA4AHsi5mPT9aFYlSnaq7eNfIEIuxvOAiIaKpUI17YCVzYoSx/jQHC6ylhYvWeQLFqyu2JiIiICjEnp80nIqIiOYQ5F4snEI3DGjZsiLVr12a4XJxv0aJFtpWHzzzzjJyPsXv37ndc37x58zu2uWbNmmy3mR9MqUoF4k3L7WCysASIQovSLTC51WSooII+ZCe+OPgFdpzifIhUgIpXB579ExhxGOgyFSjXClCpgasHlIYrs5sCsxoD68YDl/eKUmO+PERERFQosQKRiMjDyQpEa9GoQBRu3bqFb775BkePHpVDgkXzL1EJKLp05oYYNjxgwAA0atRIBn9ijsULFy5gyJAhaUOLL1++jAULFqSFhwMHDsQnn3yCZs2apVUaent7p+3D8OHD8eCDD2Lq1Kl4+OGH5RBnMW+jaEhWkEypSgVinEUPbzEnohbQ6PO2yjG/davYDbHGWEzePRmGYusw9LcA/PXcGBT353yIVICCIoBmQ5QlMRo4vho4+htwZiNw4ySwbYay6HyAwDJAYIRyH3la9vZ5/3BAreFLR0RERG6HASIRERUZe/bskd2MRVgn5uoV8wrOmDEDkydPlhV+DRo0cHqb/fr1w40bNzBx4kRcvXoVtWvXxurVq1GuXDl5vbhMBIoOc+fOhdlsxtChQ+XiMGjQIMyfP1+ui0rDRYsW4e2338Y777yDSpUqySHPTZs2RUEypypdmBPsAWKKV+EcmNC/en9EJd7A14fnwhS0HM/8HIJVg4dxPkRyDd8woMFAZUmJA06tBY6uAk6sAUyJQPQJZbkblQYIKK00a2n9KlCiVkHvPREREdFdqWzi0xXlmJi0PrdVLERErhQbG4uAgIA7fp99EAh4OTk9V4oNeDP2zm26WuvWrVG5cmV89dVX0GqV78hEmPf888/jzJkz2LJlC4oKx+t3P6/BoS2/os6GgfgrLgJlV1twPUyPB7cdQGEk/px5Y9ME/HFhKWw2NbqEvYWPevRz9W4R3WY2ArEXleVW5tMLQNxlwGpOdwcVUPsxoO0YIKwyj2Q+/i4kIiKie2MFIhGRh5NDmHNxH3etQEwfHgpi/fXXX5dDkCkji1GpQEw1iyGTFpi8C++fBWK4+gdtx+Hir9E4HLsZf16fivr7wvH0Aw+6eteIFFo9EFpJWe5GTC4bfw2IOQP88zVwZAVweAnw3zKgXn+gzetAcHkeTSIiInKJwjlWiYiI8oyY/zA3izsS1SfphxM7XLx4Ef7+/i7ZJ3dmMabIU5NZ+XPA7KNHYaZWqbGg5wyEqetApTZh6v7X8PflI67eLaKcEXMfBpYGKrQG+n4HvLgVqNoVsFmB/T8CnzUEfhsJxF723CMqwtWb5129F0RERB6JASIRkYcrSl2YxXyFomGKmE9QhIaXLl2Scw2KIcz9+/d39e65Hau9AtFsHzVp9Sn8jUd0Gh2WPDYXOlN5QJ2EIWtfxMW4S67eLSLnhdcFnlwEPL8eqNhOGd6851vg0weAP94EEqI846iaU4HDy4DveinPfdt0V+8RERGRRyq8Y5WIiChPyIpCVdEYwvzRRx/JoayiC7KY+1DQ6XR46aWX8MEHH7h699yO1aRUINpMyhvAVgQCRCHUxx9fdf4Cg/4YBJMhEv1XPYtfH/0Jod6hrt41IueVaQQMXAGc2w5smARc2AHsngP8+x3Q5P+AViMB76Cid2SjTyrPcf9CIOmG/UIVkHzLxTtGRETkmViBSETk4eQciLlY3JFer8cnn3yCmzdvYv/+/di3bx9iYmJkJ2aDweDq3XM7NlOysmKyX+Dni6KiYURpjKzzIazGIMSar2Lg6v9DgjHB1btFlHvlWwKDVwMDlgOlGwKmJGD7TOCTesCOzwD7FwKFmngOB38G5nUHZjVSnpcID/3DgQdfB4YfUIZ3ExERUYFjgEhERIXehg0bULNmTdmNU/Dx8UGdOnVQt25dmEwm1KpVC1u3bnX1brodmxgaKP4YMCmJsLoIBYjCc80fQCv/t2A1++JCwgn8b/0ImKyOtJSoEFKpgEoPKcOan/gJKFYdSLkFrHkbmNUYOLA4d5PUig7RJ9YAO2cDpzcWfJVf1FFlWPb06sCyF4Dz2wCVGqjaBei/CBhxGHhoLBBcrmD3i4iIiNJwCDMRkYeTcxoW8iHMM2fOxAsvvCCbqGQWGBiIF198EdOnT0fr1q1dsn9uy16BeDtALHqNZqb37oiuc64jJnAm9kTtxsQd72FiywlyqDtRoSXev9W7AVU6AQcWAhsnA7EXgOX/B+ycBXScoASN9woNz24G/lsOHPsNSInNeH1IJaDUA0DpBkCpBsqcjPo8/pLBZlP2fcu025cFlAEaDAQeeFppKkNERERugQEiEZGHKwpzIB44cABTp07N8vpOnTrJ+REpE3sFojZVeUF1/ncGsIWdr0GLb/r3xqPzo2ErMR8rTi9H2YAIvFD3BVfvGtH902iVsK12H2VexG0zgWsHge97K41XRJAYXu/27S0m4Mxm4Mhy4KgIDdNVGvqVUIZGRx0Bbp4DYk4ry+ElyvWiIlBUPIowMaIJULcfoPO6v2+vfn8V2DtPOV+tG9BwMFC5vdKRmoiIiNwKA0Qq8kIAxLh6J4jcWG7mNMzFALl8FRkZKZulZEWr1eL69esFuk+FgcqsVCDqjMorqg8ogo0YAFQp4Y9ZvQfg/1bEQF/iV3y671OU8S+DrhW6unrXiPKG3gdo/SrQ4Blgy4fAP18DZzYCczcqQV+NXsCJP5VKw+SbGUNDcV2t3kDZZreDu6QY4Mq/wOV9wBWx/AvEX1XCRbHs/0F5jMfnA6GVcvflhRiqfORXpTFK94+Bxs/x3UBEROTGGCBSkcfwkCh7tlwEgm5WgIjSpUvj0KFDqFy58l2vP3jwIMLDwwt8v9ydyqJUIOrtFYiGwGAUVW2qFsPbrZ/HpJ03oA/dhjFbx6KETwk0KNHA1btGlHd8Q4GuHwBNX1Q6NovqwYOLlSXtNsWAmg/bQ8Pmd6/28wkBKndQFoe4q/ZQ8V9gz7dKpePcNkCvT4Haj+Z8H1PjgUVPAme3AGod8NhXyr4QERGRW2MTFSIiD2fN5eJOunXrhnHjxiEl5c4upMnJyXj33XfRo0cPl+ybO1PbA0SDvQLRK1DUbBddA5qXxxOVXoYprhYsNhOGrvsfzsedd/VuEeW9kApAn2+AFzYCldoDQeWARs8Cg1YBrx5XKv7Kt3JuqHBAOFC9O9D+HWDINiV8NMYDSwYDv43KWRfohOvA/B5KeKj3A576heEhERFRIcEAkYiICr23334bMTExqFq1KqZNm4Zff/0VK1eulPMiVqtWTV43duxYV++m29FYlA/8XvYKRO/AUBR17/SohSZ+Q2FJjkCCOQ7/t2YIYlJYq05FlGiAMmAZMOIg0GMGUOHBvJlfUDQ3GfQb0GqUcn7PN8A3HYAbp7O+z83zwLwuwNX9gE+oEmZWanf/+0JEREQFggEiEZGHKwoViCVKlMCOHTtQu3ZtjBkzBr1798YjjzyCt956S162fft2eRvKSG01yvkvvZVCRPgFFy/yh0irUePz/s1QKuVlWI3BuJJ4Ca+sH4ZUezUmETnRwKXDu8DTS5VA8NohYO6DwCF705X0Io8A33YGbpwCAiOAZ/9Swk0iIiIqNBggEhF5uKIQIArlypXD6tWrER0djd27d2PXrl1yXVxWvnx5V++e21YgJlpV0NpfUL+gYvAE/l46zBv4EAw3/g82ixcORR/AW1vHwmpzx3c2kZsT8ySKIc3lWgLGBGDpc8CqEYBJadKEC7uBeV2VJiyii/Nza4CwKq7eayIiInISA0QiIg9XVAJEh+DgYDRu3BhNmjSR65Q1rdWIBIvST028pt7+RXsOxPQiQnzwVf/uMF0dBJtNgzXn/8In/37i6t0iKpwCSgEDVwIPvqZ0Vd47D/i6g9JsZcHDQMotoEwTYPAfym2JiIio0GGASETk4YpagEg5p7WmItGi/CmQYlBBrcmDudEKkYblgjGte2+kXOkjz397+Fv8cuIXV+8WUeEd0vzQ28qciz5hQORh4LeRgDkZqNwRGLhC6e5MREREhRIDRCIiD8cA0XPpbEYkmZXQMNXLM/8keLh+abzSpC9Sr3eQ5yftnITlJ5fDZlMayxCRkyo9pAxpLt9aOV+nL9D/J0Dvy0NJRERUiHnmpwUiIkrDANFz6WypSDErfwoYvZShzJ5oePsq6FxqAEy3GsAKK8btGIcX176Ii/EXXb1rRIVTQLgypHn4AeDRLwGNztV7RERERPeJASIREZGH0tlMSDEpfwqYvD33A75KpcKHj9dDDd1zSI3qAptVi51Xd6L3r70x7/A8mK1mV+8iUeGjVgPB5cUPmKv3hIiIiPIAA0QiIg/HCkTPZUAqTPYKRIuPAZ7MS6fBN4OaoVPp/kg8MwLmxIpItaRi+t7peOK3/vjvxn+u3kUiIiIiIpdhgEhE5OFsuQgROTtc0aC3mdICRKuHB4hCiK8es55sgCXP90JV22tIvtIHNos3jt88hv6/PYlpf3+IJFOSq3eTiIiIiKjAMUAkIvJwrED0TDarFd4qIyz2Iczw9XH1LrlVd+YVL7fE9G4vwD/6LZhi68EGK74/ugDdlz6M7Ze3u3oXiYiIiIgKFANEIiIPxwDRMxmNKfLUarLPT+bHADHzvIi96pXCxpE9MazueNiuPgerKQjRqdcwZN0Q/G/daEQnR7vipSMiIiIiKnAMEImIPBwDRM+UkmwfimsPENV+fq7dITeeG/HltpWxcehL6B4yHaaYVrDZVNh0+S90+Lkz3t4ymUEiERERERV5DBCJiIg8kClVCRBVRiVA1Pj7u3iP3FsxfwOmPdoYv/afhmqWt2BJjoAFRvx69ie0/7kzRq9/D9FJrEgkIiIioqKJASIRkYdjBaJnMtorEFVG5U8BnV+gi/eocKhW0h9Ln3sC33RcgKq2kTJItMKIvy79jId+7oShf0xAVCKDRCIiIiIqWhggEhF5OAaInl2BqLVXIOoDgly8R4VL80phWPrMs/i19yI09nod1uSysKlM2BK1BO1/6YTBK9/BxdhIV+8mEREREVGeYIBIROThGCB6doCoMynnvQKDXbtDhVSVEgH4tt8AbHhyCToEjwVSywIqE/bcXIFuy7qi3y9v4cT1q67eTSIiIiKi+8IAkYjIwzFA9Ezm1GR5akhVznsHhrp2hwq5EgHemNHrCewatAKPlX4XGlM5QG3CkaRVeHRVT/RbPAmno2+6ejeJiIiIiHKFASIRkYdjgOiZzPYKRINROe8TGObaHSoifA06jO/QB3sGr8SzlSZBbykLlSYVR1IWo9eKnnjqp1k4fT3e1btJREREROQUBohERB7OlosQUdyHCjeLKRlmG+Btr0D0DSnu6l0qUrQaNUa2ehh/P7MSz1YdC50tBGpdLA4a56Lnsj546ocfcPRqnKt3k4iIiIgoRxggEhEReSBLajISrOq0PwT8gxgg5geNWoORzZ/AzgFr0LfiEGhs3tB4XcFBy1Q8uvQ5PPndCuy7wKHNREREROTeGCASEXk4DmH2TFZTChLMGrluVgN6Hz9X71KRZtAY8E7rodjwxJ/oEtEHKmig9T+Gg7ZxeGLZa+j79RqsPxoJo1n8RBIRERERuRetq3eAiIjcI0B09j5UuFmNyUi0B4gpXiqoVCpX75JHCPEKwYcPvYuhsYMwaeeH2B25Bfrg3Thi2YeXVjeHIaUpulStix71SqFFpVDoNPyul4iIiIhcjwEiEZGHY4DouRWIyWYNDABSDUqQSAWnfGB5fN3lc+yN3IvJu6bhxK0jMIRtBrAZv0eXxYpljeBraoiutcqje51SaFYxRM6rSERERETkCvxLlIjIw3EI873Nnj0bFSpUgJeXFxo2bIitW7dmedurV6/iySefRLVq1aBWqzFixIi73m7p0qWoWbMmDAaDPF2+fDkKlCkZyRblzwCjN79PdJWGJRril14/YWa7mWhd+kGooIbG5wK8wpfBXGY8ll/6CIN++hFNJq/F2OWHsPP0DVisbGNERERERAWLnxiIiDwcKxCzt3jxYhkCihCxZcuWmDt3Lrp27YojR46gbNmyd9w+NTUVxYoVw9ixYzFjxoy7bnPnzp3o168f3nvvPfTu3VuGh3379sW2bdvQtGlTFASbORVGkxIgmr31BfKYdHdqlRrty7aXy/Wk6/jtzG9YfmoFzsaegS5wn1xSjUH45XRDLPy3IbxQDFVK+KFaCX9UK3l7KeZn4FB0KrJuJN/Ae7vew1M1nkLjko1dvTtEREQeR2Wz2fg1thPi4uIQGBiYf68IEVE+iY2NRUBAwB2/z7oC0Dm5LROAP+6yzaJIBHoNGjTAnDlz0i6rUaMGHnnkEUyZMiXb+7Zt2xb169fHzJkzM1wuwkNx/P/4QxxFRZcuXRAcHIyffvopR/vleP1y+xrs/PJ/SPhnFcps9ca5OsXQ9ZctTm+D8o/48+xQ9CH8eupXrD77BxJM8WnXWZLKwpxYBRaxJEeIXs/y8mAfnRImymAxAOVDfRDip0eIrx4hPnoOgaZCa+OFjRi/czxiUmJQLqAcfn34V9nhPC9+FxIREVHOsAKRiIgoC0ajEXv37sWbb76Z4fJOnTphx44duT5uogJx5MiRGS7r3LnzHUFj5spGsTiID833Q2VOhcWkNE6x+Xjd17Yo74mmNnWL1ZXLa41fw4YLG7Di1ArsurpLDnEWC4qthwZe0KRWQfzNiriVUAW7zhix60zMXbcZ6K1DqK8eoY5Q0dcgzxu0aiSkmtOWxFQz4lPMSDSakZBy+3IxclpUOYb5G+RpMXHqb0Bx+6lc/AwoHmCAQct5Nen+JRgTMO2faVh+SpnioUpwFUxpNSUtPCQiIqKCwwCRiMjDcQhz1qKjo2GxWFCiRIkMl4vz165dy/UxF/d1dpui2nHChAnIKypLCsz2Icw2P5882y7lPS+tF7pV7CaXyMRI7LiyQy4iTLyVegsWwyEYSh6SDXECdcURpqkjqxOTYivgVoIOMUlGiPEmsckmuZyJTsz1vly+lSyX7KhVQJXi/qhVOgC1SwWiTplA1AgPgJ+Bf3ZSzokGQ2O3jcXlhMtQQYVnaj2DVx54BXoNp1wgIiJyBf4lR0Tk4Rgg5qwaLPPw0syXOcvZbY4ZMwajRo3KUIEYESGGr+aO2pwK2ANElS8DxMKihG8J9K7SWy5WmxVHY45i55Wdcvk36l/EmqIQa1oPaNZDFaJC1UpV8XiJxqgRXB9lfWoj1eiFmEQjbiSk4kaiUa4bzVYZ7vkatPD30qat+3lp4W8/9dUrfzJGJ6TienwqrttPo8R6+iUhVW7veGS8XJb9e1neT7y1K4T5ok7pQBkqynCxdCACvJydQIGKOqPFiFn7ZmH+f/Nhgw2l/UpjUstJaFSykat3jYiIyKMxQCQi8nA2e4jo7H08QVhYGDQazR2VgVFRUXdUEDqjZMmSTm9TdGsWS15RW1JgM9nX/f3zbLtUsM1XaoXWksvzdZ5HkikJeyL3pAWKp2NP4/jN43IBfpBVXNVDqssgpkmZJni4RAME6J2bMy4iJPuwWQThkXGpOHw5FoevxOLw5Ti5fi0uBWeuJ8rl1/1X5G01ahV61SuFIW0qybkbqWg5HnNcVsmKALBaSDWU8Stzzy9exH3GbBuDkzdPyvO9K/fG641fh5/er4D2moiIiLLCAJGIyMOxAjFrer0eDRs2xNq1a2W3ZAdx/uGHH871MW/evLncRvp5ENesWYMWLVqgoKitRqiNSgWi1o/hTVHgo/PBg2UelIsQnRyNPdf24J9r/+CfyH9wNvasrFgUy/dHvpcBpAgUa4TUkEGiCGn8dH5pp/56f/jqfOGv84ev3ldeplPrsg2BxHUlA73k0qHm7UBcVCf+JwNFe6h4JRaXbiZj+b7LculQozhealsZDcsFF8ixovxhsprkfJ0Ljy6UFbHpifdR1ZCq8v0mAkVxWjGwInQaHSxWi6w4nLV/FsxWM0K8QvBu83fxUNmH+FIRERG5CQaIREQejgFi9sSw4QEDBqBRo0Yy+Pvyyy9x4cIFDBkyJG1o8eXLl7FgwYK0++zfv1+eJiQk4Pr16/K8CCNr1qwpLx8+fDgefPBBTJ06VQaRv/76K9atW4dt27ahoGgtKVDbKxB1AYEF9rhUcMK8w9ClQhe5CNeTrssKxb+v/S2DxXNx53DkxhG55JQIHb00XnJexrTT9OsaLxlkBhmCEOwVnOG0TPFg1C4r1itAq9bi0KVYzNl8Cn8cvoZ1R69h3fGLeKCcN/o3LYE6Ed5INicjyZwkKysTTYm3F3OivCzBlCDPO9ZTzakIMATI5y0CqFDvULke6mU/9Q6V62I/KW+JsHrJiSX45fgviEqOkpdpVBo0C28mOyefunUK8aZ4Oa+hWBzE+6ByUGW5fizmmDxtF9FOhofi9SIiIiL3wQCRiIgoG/369cONGzcwceJEXL16FbVr18bq1atRrlw5eb24TASK6T3wwANp66KL88KFC+Xtz507Jy8TlYaLFi3C22+/jXfeeQeVKlXC4sWL0bRp0wJ7LTRWI3SpSiWZISCowB6XXKeYTzF0rdBVLkJUUpSsTrwQd0EGcGKJN8bLUE50vxWBT6IxUZ6KME8Q8y7KUM+cdF/7IisedX5I0aYgtFYSUi0p8vJTAN47AEAs+UQ8rgg0Aw2B8lSEjhnO62+fl4s+UFZjFuXOvyIA3H11Ny7GX0QJnxJy2HFp/9JyXYR8WQ1XPxh9ED8d+wl/nftLVg4KIrx9vOrjchFzdgomiwlnYs/IkNCxiOHK4r3lCA5FteubTd7Ew5Uevu85ZomIiCjvqWzif3/KMTFpfWAgKzWIqPCJjY1FQEDAHb/PHszFt0niY+KWu2yTCo7j9cvta3ByUiNcWZ2A4jEqpH76Nup3eipf9pOKBhEOidBQVPmlmFOQYkm566msGjQlye7QYhHVZ+L0ZspNeRqbGisbY2RNBZtVD5tFD1gN0KkNCA8IQkSQCPqUodWiwlGETWnrWl953qA1IC41ToZhN1Ju4EayfbGvi8uNVmOuj4F4PBEoioBRhI7yVB8gLzNoDLLiToSM4lRUaorgTZzKy+3XiTCyjH8ZGdCJfXcV8RqJIcZirkwxT+GJmyfuejutSitDQDF/oQgUS/mWkqfiffDziZ8zVK/WK1YP/av3R8dyHXPUKVl8BLmSeAXHbhzDtaRrsvKwlF+pAv9dSEREREWwArFXr15yGJiYaD44OBgdOnSQw79Klbr9x4aoAhk6dCg2bNgAb29vPPnkk/joo4/k0DGHr776CpMmTZLbmDNnjhySRkTkqTiE2TNprUYY7BWI3oEcKkj3eL+otUrDlXvnQtkSc93FGeNkoCgqHsVwYh+tjwzTvLXecgj0rSQTvtt5DvN3nJPrtwCc1anRvnoJdKgXjrbVisNL53w1oAisxGOKMNERZsYaY3ErRQk7xX45gk8RRDouExWZgqNK8zKUztL3SwyndoSJ4lSEdI7T4j7F87TiURx3EfbtvKoEhvuj9sv5CtMTcxJWDa6K68nXcTnhMq4kXJG3EetiQca+T5JerUe3it3wRPUnZDMfZ4gqQ1np6Ff6fp8eERERFYBCFSC2a9cOb731FsLDw+V8U6NHj0afPn2wY8cOeb3FYkH37t1RrFgxOY+UGHI2aNAg+QfjZ599lhYwTps2TQ4dE9t47rnncORIzuf+ISIqahggeiadLRVe9iYqvkHFXL075CFEKCbmRBRLVoJ99RjRoSpeaF0Ri/65iO93nsO5G0n4/dBVufgZtOhUswR61iuFVlXCoNMo7+OcBFZiKLJYnCFCNDG0WwSOIlAU4aIIHsWpOC8uF7cRVZpiiLfFZlEW6+1TcbnJZkJMcgwuJVyS25OVkSk3cOD6neO1RcdscYzEcOA7Fm/lVASQogGJ2A+xPbEvGU7t+yfWz8adlafpiWrC5qWay3kKm4Y3veM1Efss5s10BIhivy/HK+uiGrVTuU54tMqj2b6WREREVHQU6iHMK1euxCOPPILU1FTodDr88ccf6NGjBy5evJhWlSiCwmeeeUZWLYphDYcPH8bgwYOxadMmedlDDz2Es2fP5vgxOYSZiIraEOZmuRzCvItDmF3qfoftXRpXAfE/K80kSm5Zg+DiEfmwl0T3T/ypKjo3rzp4Bb8duIIrscp8iUKQjw5da5dEz7ql0LRiKDTqwjF3nggdZSgXf0kGc/I0/lJa5Z/ZpswnmJdEF+Qm4U3QPLw5mpVqhrL+ZYvEXIMcwkxERFQwClUFYnoxMTH48ccf5UT0IjwUdu7cKSe3Tz+kuXPnzjJgFJPYiwpGcX29evXkhy4xrFkMZyYi8mSsQPRMoqkBoASI/oGsQCT3JUKuOmUC5fJml+r498JNrDpwRVYjRicY8dPfF+VSzN+AbrVLoke9UmhYNhhqNw4THQ1aaoYqndnTE5WMYvi0GGot5pB0LGLYtzgVVYvysuQYOaejYy5Gx9yMosLScd6xLoZEVwuplmVDFCIiIqJ7KXR/RbzxxhuYNWsWkpKS0KxZM/z2229p1127dg0lSijd3hzEPIciKBTXOXz99ddy7kQfHx85TyIRkSdjgOiZjGZlAEKqFtAalCCRyN2JULBR+RC5vNOjJnafjcFvB69g9aFruB6fiu92npdLeKAXutUJR4+64agfEVSoKu1EyBfmHSYXIiIiIneRs0lj8tH48ePlH3XZLXv27Em7/WuvvYZ9+/ZhzZo10Gg0GDhwoBza4nC3PxDF9ZkvDw0NZXhIREQeyWa1wmy2yPUUL5f/KUCUK1qNGi0rh2HKo3Xxz9gOmPdMYzzaoDT8DVpcjU3BN9vOovfsHWg1dSOmrD6KQ5diM/zNSERERESFqALxlVdewRNPPJHtbcqXL5+2HhYWJpeqVauiRo0aiIiIwK5du2Qn5ZIlS2L37t0Z7nvz5k2YTKY7KhOdZTab8cEHH+DTTz+9r+0QEblK5cqVMWzYMLz55pvQam//+rfZqxCdwY/ghZvJZESKRQ0fUYHolXedXolcRa9Vo1314nJJMVmw5cR1/HbwKtYdjcTlW8mYu+WMXMqH+qB73XC0rBSG2mUCEeClTINDRERERG4eIDoCwdxwfIss5jgURIj4/vvv4+rVq7JTsyAqFQ0GAxo2bJirx4iOjpadnMV2rFYrmjRpguvXr+dqW0RErlSpUiW8++67mDBhAjp27IjPP/9cXi7CQ2cH9zkbOJJ7SUlORKpZIwNEk7fL/xQgylNeOg061Sopl2SjBZuOR8kwcf2xSNnN+fONp+UiVAzzRd0ygahbJkie1ioVCG89Q3V3ZbZYkWi0INCbwS8REVFBKzSfGv7++2+5tGrVSs5reObMGYwbN05+IBbBodCpUyfUrFkTAwYMwIcffigbrYwePRovvPBCrjpUCmL+RDFk+n//+x8mTZokKxFFAxYiosLmr7/+kpWHb7/9NhYvXiy/XBEYIHoeY0oSUk1KbGzx1rt6d4jyjQgDu9YJl0tiqhkbjkXhr/+uYf/FW7h0MxlnohPlsmL/FXl70cW5SnG/tFCxYjFflA7yRslALxi0DBYLmigWOBmVgG0no7HjdDR2nYlBn4ZlML5XrQLfFyIiIk9XaAJE0exk2bJlsnomMTFRVhh26dIFixYtSvsQLOZE/P333/Hyyy+jZcuW8j5PPvkkPvroo1w/rgger1xR/qgU4uLi8uT5EBG5gmgeNX36dLk4fp8xQPQ8ptQkmMzK3IcWXzZQIc/ga9CiZ71SchFuJKTi0OVYHLwklls4cClWNmI5di1eLj/vuZTh/qLLc6kgb5QO8kKpQG+5rpz3RkSIN4J8GMbnhSu3krHtVDR2nIrG9tM35GuSnnitiIiIqOAVmgCxTp062LBhwz1vV7Zs2QydmYmIKHsMED2PMSUZFpMSINp8vF29O0QuEepnQNtqxeXiqHaLjEvFgUu3ZMMVES5evJkkA60Uk1UGWWI5cPHu2xPDasUci+XDfFEu1FeuO05DfPWFqhN0QUoymuWclUpoeENWhKZn0KrRpEKIbJgj5q6sWSp3o4qIiIjIQwJEIiIiyhvm1CRY7EOYbb4MEIkEEfCJocolA0uic62SaQdFBIs3k0wySBQNWa6kLSnyvFhEsBibbJJVjGLJzN9Li/KhvrKKUVRC+uo1GU59DFr4GTTw1WvleXH7IG89gnx1sqt0UQsfU80WbD5+HatEo5sjkUg2KV3hBbUKcvh4q8phaFE5FA3KBst5LYmIiMi1GCASEXk4ViB65hBm2CsQNX5+rt4dIrcmwjtRQSiW2qUDs6yiuxCThHPRSTh/IxHnxGJfvxKbgvgUs6xozA0xL6OobgwSi49Y9HI90EeH4v5eqFTMF5WK+6FsiA90GuXn2h2ZLFbsOH0Dqw5ckfNQimPiIIaAt69eAi0qhaJpxVA2SSEiInJDDBCJiDwcA0TPYzYmA/YKRLU/A0Si++Wj16J6yQC5ZJZistjDxUTEJBplF2HR0CXRaJanSakWJIhTo3IqLhPh2q1koxw6bbHa5P3Ekh2tWoVyoT6oVMxPBorytJgvKhbzyxDIie2JMM9oscJssa+brTBb71w3ma0wiXV5mbiPsm612eAnqia9ROWkUjHpZ9DJUx+9Jq1i0mq14Z9zMVh54Ar+OHwtw3MoGeCFHnXD5ZyUomlNUauyJCIiKmoYIBIReTgGiJ7HkpoMtVH5sK7zv3tFFRHlDTH8tmoJf7k4S4SPYmj0rSSxGHFLrhvleTGs+lpsMk5fT8Tp6wkygFTWE4EjkRm2I0I9EQqaLSL8y99XVuSAMlQ0aJFqtuJGutAw1FePbnWU0LBRuWCoxXhlIiIiKhQYIBIReTgGiJ7HakqGxhEgBjBAJHLn8FEsJQKy75Yu5mm8FpeC01FKmJi2RCXKy0W4mN0QaZ1GLGr7ooJWrYZee3tdJ9bl7dTQalSyWjAp1SwrJkW1pDgVi6hutNkgL3MMURZViV1rl5ShYfOKodC68TBrIiIiyhoDRCIiD2ezh4jO3ocKdwWizl4UZPAPdvXuENF9EoFeeKC3XFpVCctwXXyKSQ4ddoR/entQKNZ1anWeVQGKEFMMuY5PNSmhYopZDnsW80YatGyCQkREVNgxQCQi8nDWAroPuQ+rKQU6ewWiV1CIq3eHiPKRv5eYm/D2HIj5GWJ66zVyKe78aG0iIiJycxxDQERE5GFspmQY7BWI3oGhrt4dIiIiIiJyc6xAJCLycKxA9DxWYxL8UpV1v6Birt4dIiIiIiJycwwQiYg8HANEz5OakoAg+wvvF1zc1btDRERERERujgEiEZGHY4DoeYxJsWmvvW9AxoYLREREREREmTFAJCLycAwQPY8pOUGephgAtYbdUYmIiIiIKHsMEImIPBwDRM9jTk6UpykGpRMzERERERFRdhggEhF5OAaInseamixPU/UMEImIiIiI6N7UObgNERERFSEWo1Gepnpx+DIREREREd0bKxCJiDwcKxA9jy1VCRDNegaIRERERER0bwwQiYg8nC0XIaK4DxViRrM8MXvrXL0nRERERERUCDBAJCLycCI8dHYmPAaIhZvKHiBavPSu3hUiIiIiIioEGCASEXk4BoieR2VUak5t3gZX7woRERERERUCDBCJiDwcA0TPo7YHiPD2dvWuEBERERFRIcAuzERERB5GbVIGoav8/Fy9K0REREREVAiwApGIyMOxAtHzaJUmzND6+rt6V4iIiIiIqBBggEhE5OEYIHoenT1A1AcGuXpXiIiIiIioEOAQZiIiD2fN5ZIbs2fPRoUKFeDl5YWGDRti69atefxsyJkA0RAQzANGRERERET3xACRiMjDFVSAuHjxYowYMQJjx47Fvn370Lp1a3Tt2hUXLlzIh2dF2dHbA0SfkBI8UEREREREdE8MEImIPFxBBYjTp0/Hc889h+effx41atTAzJkzERERgTlz5sDdOVs5uXnzZnk7cfuKFSviiy++uOM2S5cuRc2aNWEwGOTp8uXLURBMxlR42QNEPwaIRERERESUAwwQiYg8nC0X4aHSwzfnjEYj9u7di06dOmW4XJzfsWMH3JmzlZNnz55Ft27d5O3E7d966y0MGzZMBoYOO3fuRL9+/TBgwAAcOHBAnvbt2xe7d+/O9+eTlBgHr1RlPahERL4/HhERERERFX4qm83m7OdAjxYbG4ugIE46T0SFz61btxAYGJh2Pi4uLsP53Lh48SICAgLSzotqOrFkduXKFZQuXRrbt29HixYt0i6fPHkyvvvuOxw/fhzuqmnTpmjQoEGGSklRQfnII49gypQpd9z+jTfewMqVK3H06NG0y4YMGSKDQhEcCiI8FMf/jz/+SLtNly5dEBwcjJ9++ilH++V4/cT/S+I1uHXjKk7t33zP+8Vfv4qS47+U6xG7t8EvMDRHj0dE5I4y/y4kIiKi/MEuzE6Kj4/Pn1eCiKgAfn+lDwz1ej1KliyJa9eu5Wp7fn5+cghyeu+++y7Gjx+f5X1UKlWG8+I7rMyXuRNH5eSbb76Z48pJERJmrrTs3LkzvvnmG5hMJuh0OnmbkSNH3nEbMaw7K6mpqXJJ/6E5vb9XfY2IDxbe8zn52k/NasDHn01UiIiIiIjo3hggOqlUqVKy4sbf3/++P/TeuHFDzo0lhriJU3Kty5cvy3nIDh8+fEcoQlkTwzjr1KmDEydOoEQJNmRwRyKkE+Gh+P2VnpifTwy3FSFZbreb+ffg3aoPhbCwMGg0mjvCyqioKLd+30RHR8Nisdyxj+J8VsGruPxutzebzXJ74eHhWd4muzBXVDtOmDAhy+vVGh2S9Tl8YgBOV/dGHTVnMiEiIiIiontjgOgktVqNMmXK5Nm2BFGNwiEXrpeQkJBWVcXXI+e8vb3lqahs43FzX1kNVRYholjym6h2FE1F1q5di969e6ddLs4//PDDcHfOVk7e7faZL3d2m2PGjMGoUaMyVCCm/7Kjw4A3AbHkUIMc35KIiIiIiDwdA0QXcnxoT05OduVuUKZA12rNTX9Zz+U4Xlotf51Q9kT4JZqFNGrUCM2bN8eXX34pK1jF/IDuKjeVk3cbFi5uL35GQkNDs71NdtWYWc0vSURERERElN84dsmFHIFL+jmtyHUYIOaOGJaZ/vgRZUU0DhFz/E2cOBH169fHli1bsHr1apQrV85tD1r6ysn0xPn0zWDSE+Fo5tuvWbNGBqei4jy722S1TSIiIiIiIldiyZCLvfTSS6hUqZKrd4MAOfxWVEIVK1aMx8MJYj43cdx8fHx43OieXn75ZbkUpcpJMbRYzKG6YMECeV5cPmvWLHm/F154QTZMEQ1U0ndXHj58OB588EFMnTpVDuH+9ddfsW7dOmzbts1lz5OIiIiIiCgrKptjYiYiIiK6q9mzZ2PatGm4evUqateujRkzZsgAUHjmmWdw7tw5bNq0Ke32mzdvll2W//vvP9m85o033rhjqPaSJUvw9ttv48yZM/KLpPfffx+PPvpojl8BMQeimNsyNjaW848Skcfi70IiIqKCwQCRiIioEOKHZiIi/i4kIiIqKJy0jIiIiIiIiIiIiLLEAJGIiIiIiIiIiIiyxAAxH8yZMwd169aVc1KJRUy6/8cff6RdL6adHD9+vJwXy9vbG23btpXzZKV3/PhxtGzZEmXKlJEdSyl/5jSrUKECvLy8ZJfVrVu3pl137do1dO3aVb5GouGD1WqFp79vxXu2evXq8PX1RXBwMDp06IDdu3dn2IboKP6///0PYWFh8na9evXCpUuXMtxGNJQQHXhF592vvvqqwJ4fEREREREREeUOA8R8IEK/Dz74AHv27JHLQw89JLtsOkJCMRH/9OnTZZfOf/75ByVLlkTHjh0RHx+fto2hQ4fKrp+iM+eqVauwffv2/NhVj7V48WKMGDECY8eOxb59+9C6dWsZGIrOqoJobNC4cWMZoInmCOm7p3rq+7Zq1aryPXvo0CHZKbZ8+fLo1KkTrl+/nrYNcUyXL1+ORYsWydskJCSgR48esFgsabd59tln8c4778hjKjrQOo45EREREREREbknBoj5oGfPnujWrZsMXMQiOmv6+flh165dsvpw5syZMrgS3TZFN8/vvvsOSUlJWLhwYdo2bt26hQceeEBWhIkqONFlk/KOCHCfe+45PP/886hRo4Z8TSIiImQVnuP416pVC3Xq1JFVip5w/LN73wpPPvmkrDqsWLGiPDbiGIomDgcPHpTXi2P0zTff4OOPP5a3E+/fH374QQaO69atS3sc8V5v0KAB6tWrJysZRchIRERERERERO6LAWI+E5VXohorMTFRDgk9e/asHB4rKrccDAYD2rRpgx07dqRdJoYti6pEHx8fqNVqdO7cOb931WMYjUbs3bs3w2sgiPOO1+DNN9/EsGHD5GsjKhQHDhwIT37f3u0YfvnllwgMDJRBoCCOqclkynBcRfgtQvL07+1x48bJ0Fbct1mzZqhZs2YBPSsiIiIiIiIiyg1tru5F9ySqrkTwkpKSIqu4xLBOEZQ4gpQSJUpkuL04f/78+bTzohJMDA0VFV7FihXjEc9D0dHRMiC722sgwl2hUaNGuHz5srytGGLu6e9bh99++w1PPPGErCIMDw/H2rVr5XyHgjh2er1eVhVmdVwFUfkptiFCyMy3JSIiIiIiIiL3wwAxn1SrVg379++XQ2GXLl2KQYMGYfPmzWnXq1SqDLcXQ5szXyaq3xge5p97vQZardajwsPs3reOELFdu3byehGsigYoffv2lY1UihcvnuU27/beFg1WxEJEuSd+tgTxRRMRkady/A50/E4kIiKi/MEAMZ+ISqzKlSunVbOJZimffPIJ3njjDXmZqMgSFVwOUVFRd1TEUf4QFXMajSZDVRxfg+zft3PnzpWXidBPXC8WMfy4SpUqct7DMWPGyLBVVBXevHkzQ2WheG+3aNGCb2eiPHbjxg15KuZvJSLydOJ3opgehYiIiPIHA8QCIr4VTU1NlQ05RNAihn6KJhOCCF1ElZfoSEsFE5I1bNhQvga9e/dOu1ycF12H6c73bU6uF8dUp9PJ4ygqE4WrV6/i8OHDsvM4EeWtkJAQeSo6mefXh2bRjV58kZBf97vX7bK7/m7X5eSy9OdF5ZIIYC9evIiAgAB40jHM6eXZHdOCOH7Z7as7HkNPfA/e67b5/XMsmriVLVs27XciERER5Q8GiPngrbfeQteuXeUfhPHx8bIZxaZNm/Dnn3/KoZwjRozA5MmTZfWWWMS6aJYiutxSwRg1ahQGDBggq+zEnH+iIYj4ED5kyBCPfQmye9+KZiqiK3OvXr1k5az4ln/27Nm4dOkSHn/8cXl/EWCI+Q1fffVVhIaGyj/kR48eLTtZi67MRJS3RIMtx89efgUPolo7N9vO6f3udbvsrr/bdTm57G63Eec97Rjm9PKcHNP8PH7Z7as7HkNPfA/e67YF9XPs+J1IRERE+YMBYj6IjIyU4ZSovhIf7OrWrStDGNFVWXj99deRnJyMl19+WQ73bNq0KdasWQN/f//82B26i379+skQTHS7Fq+T6BS8evVqlCtXzmOPV3bvW9FU5dixY/juu+/k/IciIBTf/m/duhW1atVK28aMGTPk3JGiAlG8x9u3b4/58+fLP/SJqPAZOnRovt7vXrfL7vq7XZeTy3L7nIraMczp5Tk9zvmpMB1DT3wP3uu2ReHnmIiIiACVjTMOExERFTpi6KMI+8Xwvfys/irKeAx5/FyN70EeQyIiosKCtf5ERESFkMFgwLvvvitPiceQ78HCiT/HPIZERESFBSsQiYiIiIiIiIiIKEusQCQiIiIiIiIiIqIsMUAkIiIiIiIiIiKiLDFAJCIiIiIiIiIioiwxQCQiIiIiIiIiIqIsMUAkIiIiIiIiIiKiLDFAJCIiKsIuXryItm3bombNmqhbty5++eUXV+9SodS7d28EBwejT58+rt6VQuO3335DtWrVUKVKFXz99deu3p1Ch++5+8PffURERHlLZbPZbHm8TSIiInITV69eRWRkJOrXr4+oqCg0aNAAx48fh6+vr6t3rVDZuHEjEhIS8N1332HJkiWu3h23ZzabZWgtjltAQIB83+3evRshISGu3rVCg++5+8PffURERHmLFYhUZM2fPx9BQUH5/jiismfEiBEozDZt2gSVSoVbt27l+bbPnTsnt71///483zYR3Vt4eLgMD4XixYvLACcmJoaHzknt2rWDv78/j1sO/f3336hVqxZKly4tj1u3bt3w119/8fjxPVdg+LuPiIgobzFAJLdz7do1DB8+HJUrV4aXlxdKlCiBVq1a4YsvvkBSUpLbhWzLli3De++9V6gDyBYtWshv6gMDAws0fCUiYMuWLejZsydKlSolf8esWLHijsMye/ZsVKhQQf5ObNiwIbZu3ZqrQ7dnzx5YrVZEREQUqUNfkMfQU9zvMb1y5YoMDx3KlCmDy5cvw1PwPelex7Co/u4jIiIqSAwQya2cOXMGDzzwANasWYPJkydj3759WLduHUaOHIlVq1bJdXcjqnkKe1WKXq9HyZIl5R/oRFSwEhMTUa9ePcyaNeuu1y9evFh+yTB27Fj5O7F169bo2rUrLly4kHYb8cG5du3adywixHG4ceMGBg4ciC+//BJFTUEdQ09yv8f0bjPkeNL/MXnxnvR0eXUMi/LvPiIiogIl5kAkchedO3e2lSlTxpaQkHDX661Wa9r6xx9/bKtdu7bNx8dH3uell16yxcfHp10/b948W2BgYNr5U6dO2Xr16mUrXry4zdfX19aoUSPb2rVrM2w/JSXF9tprr8nt6fV6W+XKlW1ff/217ezZs+KTUIZl0KBB8j5t2rSxDR8+/J7byErm+2e2ZMkSW82aNeW2ypUrZ/voo48yXC8ue//9922DBw+2+fn52SIiImxz587NcJvt27fb6tWrZzMYDLaGDRvali9fLp/Dvn375PUbN26U52/evJm2nn5599135e3EurhveuIYi2PtsHv3blv9+vXTHmvZsmUZHkv477//bF27dpWvg3g9nn76adv169ezPAZEnuJuP2NNmjSxDRkyJMNl1atXt7355ps53q74vdS6dWvbggULbEVdfh1DQfx+fOyxx2yeJjfHVPy/88gjj6RdN2zYMNuPP/5o80T385701PdcXh1DT/rdR0RElN9YgUhuQ3xDLCoPhw4dmuXk/umrF9RqNT799FMcPnxYTmq/YcMGvP7661luX0x+L+ZgElWM4pvqzp07y6Ex6b+pFt9QL1q0SG736NGjcti0n5+fHPKydOlSeRvRfEAM9/3kk0/u+jhZbSM39u7di759++KJJ57AoUOHMH78eLzzzjtyiHF6H3/8MRo1aiSf18svv4yXXnoJx44dk9fFx8fL51mnTh38+++/crj1G2+8ke1w5pkzZ8pJ78XzFMvo0aNzXC3Qo0cP2XVT7LvY38z3Fdtr06aNnJNNDCn6888/ZYMH8TyJKCOj0Sh/ljp16pThcnF+x44dOTpc4rP3M888g4ceeggDBgzwuEOcF8eQnD+mTZo0kf8/i2HL4v+h1atXy/93ie/JgnoPevrvPiIiorymzfMtEuXSqVOn5B97InxKLywsDCkpKXJdhItTp06V6+nnDRTz34hgTARnYj6cuxHDYMTiMGnSJCxfvhwrV67EK6+8ghMnTuDnn3/G2rVr0aFDB3mbihUrpt3e0TlSNCHIan7Ae23DWdOnT0f79u1laChUrVoVR44cwYcffij/KHYQwagIDgURDs6YMUPO2Vi9enX8+OOPMnj96quv5BxBoium+ED3wgsvZDmcWcyFKO4jhjU7QzyWxWLBt99+Cx8fHzmB/qVLl+Tr4jBnzhzZjVMMUXcQtxchrTh+4jkSkSI6Olr+TIm5YNMT58V8sTmxfft2OdSvbt26aXOIff/99/JLBU+QF8dQEOGX+BJGfFEi5vMT/380btwYnignx1Sr1covt0TzGTH3nPiCLzQ01EV7XDjfk3zP3d8x9PTffURERHmNASK5ncxzJIlOjuLDx1NPPYXU1NS0yzdu3ChDKBGoxcXFwWw2y6BRfLi7WwWjuHzChAn47bff5JxW4vbJyclpFYiiS7BGo5HVcbmVF9tIT1QwPvzwwxkua9mypawQFH84i8cSxB/HDo7gLyoqKq1iUlwvwkMHURmSH8T+ipBWhIcOzZs3z3AbUTEgXru7VWWePn2aASJRDn4vii9bcjqfnGhCJX6Herr7OYYCOwg7f0x79eolF8rde5Lvufs7hvzdR0RElLcYIJLbEF2XxR99jqG3Do4KPm9v77TLzp8/L6vuhgwZIisPRXXgtm3b8Nxzz8FkMt11+6+99pr8Y/yjjz6SjyW216dPHzkMJvP2cysvtnGvD7h3m5hep9NlOC/u4wgMcrqNnBDbyXzf9Mc7J9sV+yWGVDsqSdMLDw/P1X4RFVWiAlt8UZC5Uk58QZC58oZ4DPm+LBz4c81jSEREVBhxDkRyG2JoU8eOHWW3PVEtmB0xd56oIBTDo5o1ayar1u7VKXPr1q1y2G/v3r3l8BVRpXfu3Lm068VlItzavHlzlkN7BVH5l5V7bcNZYrixCEbTE3P7iOfrqD68FzGM+eDBgxmqN8Xxy454rnd7nsWKFZNzGDqcPHkSSUlJGfb3wIEDsrLTYdeuXRm2IYYv//fffyhfvrwMctMvWc19SeSpxM+i6A4spkVIT5wX85USjyHfl4UPf655DImIiAojBojkVsT8hSIYFA1BxLw1YkisGIL7ww8/yMpER2hWqVIlebvPPvsMZ86ckXPaiGYl2REB1bJly+QwYxFyPfnkkxmG9YlAa9CgQXj22WflXDlnz56V8wiKOQ2FcuXKyQo8MQT6+vXrsilLZvfaRlbE9sR+pV9ExdGrr76K9evXyypLMT+gaBYjAtacNjURHM/z//7v/+TxdFRhClkN3xPPQzw/8dhiniFHSCgmIhePL+YBEyGkqABNX/0oHks0txGVoGJouZg03/FYDmIey5iYGPTv318OTxevn2ieI45ZduEsUVElftYcP/eC+L0h1h3TK4waNQpff/21nCtU/AyPHDlSXid+/ojHkO9L98Sfax5DIiKiIiff+zwTOenKlSu2V155xVahQgWbTqez+fn52Zo0aWL78MMPbYmJiWm3mz59ui08PNzm7e1t69y5s23BggVi/Kzt5s2b8vp58+bZAgMD025/9uxZW7t27eTtIyIibLNmzbK1adPGNnz48LTbJCcn20aOHCm3q9frbZUrV7Z9++23addPnDjRVrJkSZtKpbINGjRIXubsNjIT9xf7nXl599135fVLliyx1axZUx6LsmXLyuOQXrly5WwzZszIcFm9evXS7i9s377dVrduXbk/DRs2tC1cuFA+xrFjx+T1GzduzHDshCFDhthCQ0Mz7Mvly5dtnTp1svn6+tqqVKliW716tTzG4lg77Ny5Uz6+eKz69evbli5dKrexb9++tNucOHHC1rt3b1tQUJB8PapXr24bMWKEzWq1ZnmciIoqx89f5sXxO0b4/PPP5c+6+Llq0KCBbfPmzS7dZ3fDY8jFDfQPAAAHiklEQVRj6m74nuQxJCIiKmpU4h9Xh5hEVLBEt+TBgwcjNjY2z+dtJCIiIiIiIqKihU1UiDzAggULZDOa0qVLy+Hbb7zxBvr27cvwkIiIiIiIiIjuiQEikQcQ8ymOGzdOnopOx48//jjef/99V+8WERERERERERUCHMJMREREREREREREWWIXZiIiIiIiIiIiIsoSA0QiIiIiIiIiIiLKEgNEIiIiIiIiIiIiyhIDRCIiIiIiIiIiIsoSA0QiIiIiIiIiIiLKEgNEIiIiIiIiIiIiyhIDRCIiIiIiIiIiIsoSA0QiIiIicntt27aFSqWSy/79+wv88Z955pm0x1+xYkWBPz4RERGRKzFAJCIiIroPjlApq0UET64KutIvXbp0QWH3wgsv4OrVq6hdu3aeHPeePXuiQ4cOd71u586dcjv//vuvPP/JJ5/IxyYiIiLyRFpX7wARERFRYZY+VFq8eDHGjRuH48ePp13m7e19x32MRiP0en2+7ZMIC+fNm5fhMoPBgPyW38/Lx8cHJUuWzPVxz+y5557Do48+ivPnz6NcuXIZrvv2229Rv359NGjQQJ4PDAyUCxEREZEnYgUiERER0X0QgZZjEQGTqFrLfJkYfvvKK69g1KhRCAsLQ8eOHeV9y5cvj5kzZ2bYngitxo8fL9dtNhumTZuGihUrykCsXr16WLJkyT33SYSF6fdBLMHBwWnXi/0ZNmwYXn/9dYSEhMjrHY/pkJPHvtvzio+Px1NPPQVfX1+Eh4djxowZ8nYjRoyQ91mwYAFCQ0ORmpqaYVuPPfYYBg4cmKfH/V7Po0ePHihevDjmz5+fYdtJSUkylBQBIxERERExQCQiIiIqEN999x20Wi22b9+OuXPn5ug+b7/9tqwknDNnDv777z+MHDkSTz/9NDZv3pwn+yNCvt27d8uAbeLEiVi7dq3Tj535eYkwUayvXLlSbm/r1q1pw4CFxx9/HBaLRV7vEB0djd9++w2DBw9GXsvueYj9FqGlCBBF0Ojwyy+/yGpKEYQSEREREYcwExERERWIypUry6AupxITEzF9+nRs2LABzZs3l5eJKrpt27bJoK5NmzZZ3leEcX5+fhkue+ONN/DOO++kna9bty7effdduV6lShXMmjUL69evl1WEzjx2+uclqg9FoLhw4UK0b99eXibCu1KlSqXdXlQBPvnkk/JyESYKP/74I8qUKSMrFfNSTp7Hs88+iw8//BCbNm1Cu3bt0oYvi6HN6as2iYiIiDwZ50AkIiIiKgCNGjVy6vZHjhxBSkpK2nBnB1EZ98ADD2R7XxGEiYq79MRQ5fREgJieGG4cFRXl9GOnf15nzpyByWRCkyZN0i4TQ4mrVat2RzOUxo0b4/LlyyhdurQMEx3NX/JSTp5H9erV0aJFCxkaiuN2+vRpWTW5Zs2aPN0XIiIiosKMASIRERFRARDDhTNTq9UZhs4KIoATrFarPP39999lyOZMQxTxWKIyMDs6nS7DeRHeOR7TmcdO/7wczyVzEJj5OYrwTsxFKOZD7Ny5Mw4dOoRVq1Yhr+X0eYi5DsVcjp9//rkMM0VDFUcFJRERERExQCQiIiJymWLFimXoJhwXF4ezZ8/K9Zo1a8qQ68KFC9kOV84PuX3sSpUqyWDy77//RkRERNpzOnny5B3bef7552WDFVGF2KFDh7Tbu+J59O3bF8OHD5dDr8UQbFEhmdfVkERERESFGSsQiYiIiFzkoYcekg08evbsKefbE3MUajQaeZ2/vz9Gjx4tm36ISrpWrVrJMG7Hjh1yfsNBgwZluV3R4fjatWsZLhMNQ0Sn5JzI7WOL+4nrXnvtNTlkWnQ4FvMsikrLzIGcaFAiHuOrr76SlYj5IafPQ6z369cPb731FmJjY+VwaiIiIiK6jQEiERERkYuMGTNGzhvYo0cPOVfge++9l1aBKIjzIoSbMmWKvF1QUBAaNGggg67s/Pnnn3JOw/TEPITHjh3L8b7l9rFF05IhQ4bI5xQQEIDXX38dFy9ehJeXV4bbiesee+wxObz4kUceQX7J6fMQw5i/+eYbdOrUCWXLls23/SEiIiIqjFS2zJPSEBERERHlYSdkMf/gxx9/LEO69ERzkxo1auDTTz+953ZEh+b69etj5syZLn1tRCXl8uXL8zX0JCIiInI3alfvABEREREVHfv27cNPP/0kuxn/+++/cqiy8PDDD6fdJiYmBosWLcKGDRswdOjQHG979uzZcrixaLpS0ERVpXhsIiIiIk/ECkQiIiIiytMAUTRIOX78OPR6PRo2bCiHNdepUyftNuXLl8fNmzflnI9ijsKcEM1WkpOT5boYYiy2XZCioqLk/ImCGB5+t67aREREREUVA0QiIiIiIiIiIiLKEocwExERERERERERUZYYIBIREREREREREVGWGCASERERERERERFRlhggEhERERERERERUZYYIBIREREREREREVGWGCASERERERERERFRlhggEhERERERERERUZYYIBIREREREREREVGWGCASERERERERERFRlhggEhERERERERERUZYYIBIRERERERERERGy8v8QWCse4DBY+AAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 1500x1000 with 10 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "obs.peek()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c0d5c97d-b1d6-48e2-821b-797b2d9e2e1f",
   "metadata": {},
   "source": [
    "### Events\n",
    "Let's look into the `events` HDU:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "fc2d5de9-3742-44a1-973b-468307374ee5",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "EventList\n",
      "---------\n",
      "\n",
      "  Instrument       : H.E.S.S. Phase I\n",
      "  Telescope        : HESS\n",
      "  Obs. ID          : 20326\n",
      "\n",
      "  Number of events : 16880\n",
      "  Event rate       : 10.030 1 / s\n",
      "\n",
      "  Time start       : 53112.06413407408\n",
      "  Time stop        : 53112.08361324074\n",
      "\n",
      "  Min. energy      : 1.65e-01 TeV\n",
      "  Max. energy      : 8.84e+01 TeV\n",
      "  Median energy    : 2.78e-01 TeV\n",
      "\n",
      "  Max. offset      : 58.5 deg\n",
      "\n"
     ]
    }
   ],
   "source": [
    "events = obs.events\n",
    "print(events)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "51ecfe51-2bb9-44ca-8e74-90dc99956fe0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x800 with 5 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "events.peek()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "519350e8-c87a-4494-aac4-ff0694146e35",
   "metadata": {},
   "source": [
    "You can also apply cuts to an `EventList`, e.g., by offset or energy, or by applying a mask. The result will be a copy of the `EventList` with the selection applied."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "91b4dcfe-8b92-4df9-b097-2902f85dd9aa",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x800 with 5 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "obs.events.select_offset([0, 2.5] * u.deg).peek()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fcd42e67-f0fb-4998-9af5-7200e2c435ea",
   "metadata": {},
   "source": [
    "### Effective area\n",
    "It is stored as a function of energy and offset."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "3542e676-488c-412e-acf9-ea2e1740d330",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "EffectiveAreaTable2D\n",
      "--------------------\n",
      "\n",
      "  axes  : ['energy_true', 'offset']\n",
      "  shape : (96, 6)\n",
      "  ndim  : 2\n",
      "  unit  : m2\n",
      "  dtype : >f4\n",
      "\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/enrique/miniforge3/envs/gammapy-2.1/lib/python3.12/site-packages/astropy/units/quantity.py:648: RuntimeWarning: invalid value encountered in divide\n",
      "  result = super().__array_ufunc__(function, method, *arrays, **kwargs)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "print(obs.aeff)\n",
    "obs.aeff.peek()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ca92f0a3-ff07-4899-8de6-abbbace287bd",
   "metadata": {},
   "source": [
    "**To practice:** Peek into each of the other IRFs for a quick look."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0d65b44c-0fd0-45c7-a2af-d72dcec846ea",
   "metadata": {},
   "source": [
    "## Loading IRFs from a given file\n",
    "\n",
    "You can also load IRFs from a given file without the full `DataStore` with `load_irf_dict_from_file`.\n",
    "\n",
    "For example:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "df7e6f95-8428-481d-abc9-37efbed192d6",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{'aeff': <gammapy.irf.effective_area.EffectiveAreaTable2D object at 0x73fdb2202330>, 'psf': <gammapy.irf.psf.parametric.EnergyDependentMultiGaussPSF object at 0x73fdb1fa2840>, 'edisp': <gammapy.irf.edisp.core.EnergyDispersion2D object at 0x73fdb1fbbe90>, 'bkg': <gammapy.irf.background.Background3D object at 0x73fdb207a960>}\n"
     ]
    }
   ],
   "source": [
    "from gammapy.irf import load_irf_dict_from_file\n",
    "irf_filename = (\n",
    "        \"$GAMMAPY_DATA/cta-caldb/Prod5-South-20deg-AverageAz-14MSTs37SSTs.180000s-v0.1.fits.gz\"\n",
    ")\n",
    "irfs = load_irf_dict_from_file(irf_filename)\n",
    "print(irfs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "f53236cc-34c4-4f4e-90f9-19c396c9bb07",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x500 with 5 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "irfs['psf'].peek()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "588b00ac-a347-49f2-bdc7-067d0fa7fdeb",
   "metadata": {},
   "source": [
    "Alternatively to `peek`, there are also other plotting methods, like `plot_at_energy` or `plot_energy_dependence`, depending on the IRF selected.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "ef87c869-fce5-459f-bd71-b1f5240996c5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1200x600 with 12 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "irfs[\"bkg\"].plot_at_energy(\n",
    "    [\"50 GeV\", \"500 GeV\", \"1 TeV\", \"3 TeV\", \"10 TeV\", \"100 TeV\"]\n",
    ")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "800d5580-4a84-417d-9ed4-c39c6d68477b",
   "metadata": {},
   "source": [
    "**To practice:** Compare the IRFs of CTAO North and South sites. Make a combined plot of effective area at a given offset for each array.\n",
    "\n",
    "*Hint: you can find the North site IRF here: $GAMMAPY_DATA/cta-caldb/Prod5-North-20deg-AverageAz-4LSTs09MSTs.180000s-v0.1.fits.gz*"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e2084c28-75b8-46f2-938a-856c83613800",
   "metadata": {},
   "source": [
    "## Preparing reduced datasets geometry\n",
    "\n",
    "We define a reference geometry for our analysis. In particular, a WCS-based geometry.\n",
    "\n",
    "`WcsGeom` is the geometry class for WCS maps, and `MapAxis` represents a map axis defined in a general form as a sequence of values (nodes) that lie at the center or edges of each bin (node_type), together with an interpolation method (linear by default). Also provides methods for transforming between axis and pixel coordinates.\n",
    "\n",
    "We define the center of the geometry relative to our target source, set a bin size of 0.02 deg, specify the geometry width (6 degrees), and define the energy axis.\n",
    "\n",
    "This geometry will determine the structure of our final dataset."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "1c41fcd1-6aa2-4ee9-9590-a307bedce4f1",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "WcsGeom\n",
      "\n",
      "\taxes       : ['lon', 'lat', 'energy']\n",
      "\tshape      : (np.int64(300), np.int64(300), 8)\n",
      "\tndim       : 3\n",
      "\tframe      : galactic\n",
      "\tprojection : TAN\n",
      "\tcenter     : 347.3 deg, -0.5 deg\n",
      "\twidth      : 6.0 deg x 6.0 deg\n",
      "\twcs ref    : 347.3 deg, -0.5 deg\n",
      "\n"
     ]
    }
   ],
   "source": [
    "energy_axis = MapAxis.from_energy_bounds(0.2, 10.0, 8, unit=\"TeV\")\n",
    "\n",
    "geom = WcsGeom.create(\n",
    "    skydir=(347.34, -0.47),\n",
    "    binsz=0.02,\n",
    "    width=6,\n",
    "    frame=\"galactic\",\n",
    "    axes=[energy_axis],\n",
    "    proj=\"TAN\"\n",
    ")\n",
    "\n",
    "# Reduced IRFs are defined in true energy (i.e., not measured energy).\n",
    "energy_axis_true = MapAxis.from_energy_bounds(\n",
    "    0.1, 20, 20, unit=\"TeV\", name=\"energy_true\"\n",
    ")\n",
    "print(geom)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ca6ab556-91e2-43be-94cc-98456a65afe5",
   "metadata": {},
   "source": [
    "## Data reduction - FoV background method\n",
    "\n",
    "`Dataset` is the abstract base class for datasets of different types: `MapDataset`, `SpectrumDataset`, and `FluxPointsDataset`. `MapDataset`, e.g., is the main map dataset object for likelihood fitting. It encompasses binned counts, background, and IRFs in the form of a `Map` in which a safe mask and/or a fit mask can be added.\n",
    "\n",
    "We first create the `MapDataset` object with no filled maps."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "53c4e55d-2015-485a-a5de-63ab7016b58c",
   "metadata": {},
   "outputs": [],
   "source": [
    "stacked = MapDataset.create(\n",
    "    geom=geom, energy_axis_true=energy_axis_true, name=\"rx-stacked\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "809ffb0e-5643-434c-ba7c-f0804de6fa6e",
   "metadata": {},
   "source": [
    "We need to mask out any sources with significant emission.\n",
    "\n",
    "You can check http://gamma-sky.net to see if there are sources in the FoV. We see that the target source is the only one. So we need to create an exclusion region based on that source."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "4d3775f4-8590-4908-b6a0-91d191ae05e3",
   "metadata": {},
   "outputs": [],
   "source": [
    "target_position = SkyCoord(347.34, -0.47, frame=\"galactic\", unit=\"deg\") \n",
    "\n",
    "circle = CircleSkyRegion(\n",
    "    center=target_position, radius=0.6 * u.deg\n",
    ")\n",
    "exclusion_mask = ~geom.region_mask(regions=[circle])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "4313ce60-dd03-463f-b56b-22b5381a5ae4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "dbeff68bb9224f70b6f4fc0c7d94786a",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "interactive(children=(SelectionSlider(continuous_update=False, description='Select energy:', layout=Layout(wid…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "exclusion_mask.plot_interactive()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "be716779-ea6d-4b1b-94de-40f4491bc02e",
   "metadata": {},
   "source": [
    "The `Markers` Gammapy package contains several classes to perform data reduction tasks from DL3 data to binned datasets. In this step, the data is prepared for modeling and fitting (DL4) by binning events into a counts map and interpolating the exposure, background, PSF and energy dispersion on the chosen analysis geometry.\n",
    "\n",
    "For instance, `MapDatasetMaker` is the base class to make binned maps for a given IACT observation. In particular, the \"selection\" parameter states which maps will be initialized. To exclude data from a given observation, we use `SafeMaskMaker` to indicate which pixels should be included in the analysis. The \"methods\" parameter allows different criteria for selecting a safe range for the data.\n",
    "\n",
    "Let's create the `Makers`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "ca1ec13a-4249-468e-ac93-5b3941dd3643",
   "metadata": {},
   "outputs": [],
   "source": [
    "maker = MapDatasetMaker(selection=['counts','background', 'psf', 'edisp', 'exposure'])\n",
    "safe_mask_maker = SafeMaskMaker(\n",
    "    methods=[\"offset-max\", \"aeff-max\", \"bkg-peak\"], offset_max=\"2.3 deg\"\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3848c97e-56d2-423d-9a92-ce9fa281c37b",
   "metadata": {},
   "source": [
    "The background energy-dependent behavior might not be well reproduced by the `bkg` model shared in the IRFs. So some spectral corrections are needed in that case. The easiest way is to fit (`method=\"fit\"`) or scale (`method=\"scale\"`) the normalization. This is made using `FoVBackgroundMaker`. It will adjust the predicted background counts to the measured ones outside an exclusion mask with different exclusion regions.\n",
    "\n",
    "Let's run the FoV background maker. By default, only the normalization parameter of a `PowerLawNormSpectralModel` is left free.\n",
    "\n",
    "**To practice:** You could try to change the spectral model fitted, for example, to a `PiecewiseNormSpectralModel` instead. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "id": "c7539d5d-e0d3-4586-8da4-a420fb1af72b",
   "metadata": {},
   "outputs": [],
   "source": [
    "fov_bkg_maker = FoVBackgroundMaker(method=\"fit\", exclusion_mask=exclusion_mask)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "838afdb5-2598-4c2f-9365-34ed94fcfe5c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Background norm obs 20326: 1.01\n",
      "Background norm obs 20327: 1.02\n",
      "Background norm obs 20349: 0.96\n",
      "Background norm obs 20350: 1.03\n",
      "Background norm obs 20396: 0.99\n",
      "Background norm obs 20397: 1.04\n",
      "Background norm obs 20421: 1.04\n",
      "Background norm obs 20422: 0.97\n",
      "Background norm obs 20517: 0.98\n",
      "Background norm obs 20518: 0.94\n",
      "Background norm obs 20519: 0.97\n",
      "Background norm obs 20521: 0.98\n",
      "Background norm obs 20898: 1.05\n",
      "Background norm obs 20899: 1.00\n",
      "Background norm obs 20900: 0.96\n"
     ]
    }
   ],
   "source": [
    "for obs in observations:\n",
    "    dataset = maker.run(stacked, obs)\n",
    "    dataset = safe_mask_maker.run(dataset, obs)\n",
    "    dataset = fov_bkg_maker.run(dataset)\n",
    "    print(\n",
    "        f\"Background norm obs {obs.obs_id}: {dataset.background_model.spectral_model.norm.value:.2f}\"\n",
    "    )\n",
    "    stacked.stack(dataset)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "a5ae918a-edb2-4c67-bbfc-570ba909e44b",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "MapDataset\n",
      "----------\n",
      "\n",
      "  Name                            : rx-stacked \n",
      "\n",
      "  Total counts                    : 63224 \n",
      "  Total background counts         : 61319.41\n",
      "  Total excess counts             : 1904.59\n",
      "\n",
      "  Predicted counts                : 61319.41\n",
      "  Predicted background counts     : 61319.41\n",
      "  Predicted excess counts         : nan\n",
      "\n",
      "  Exposure min                    : 3.55e+05 m2 s\n",
      "  Exposure max                    : 6.48e+09 m2 s\n",
      "\n",
      "  Number of total bins            : 720000 \n",
      "  Number of fit bins              : 492604 \n",
      "\n",
      "  Fit statistic type              : cash\n",
      "  Fit statistic value (-2 log(L)) : nan\n",
      "\n",
      "  Number of models                : 0 \n",
      "  Number of parameters            : 0\n",
      "  Number of free parameters       : 0\n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(stacked)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c2816a87-4668-401d-8c1e-8620cf08dfc6",
   "metadata": {},
   "source": [
    "We can save this file so you can manipulate it later!\n",
    "\n",
    "```\n",
    "stacked.write('stacked_MapDataset.fits')\n",
    "```\n",
    "\n",
    "We can also `peek` at this, just like we did with the observations."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "2c082246-3b0c-4306-bff5-96b9bb41fa17",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1300x700 with 9 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "stacked.peek()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f1320007-09df-4f84-95a0-a35043c42d61",
   "metadata": {},
   "source": [
    "# Modeling and fitting\n",
    "## Now you have gone from DL3 data products to a DL4 dataset, which can be used for SCIENCE! 🥳"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f2135c2f-dc18-4581-97ca-c03c5c64bfe8",
   "metadata": {},
   "source": [
    "## Compute an excess and a significance map\n",
    "\n",
    "For the high-level analysis, Gammapy has the abstract base class `Estimators`. The gammapy.estimators submodule contains algorithms for, e.g., flux and significance estimation. It includes estimators for flux points (`FluxPointsEstimator`), correlated excess maps (`ExcessMapEstimator`), flux profiles (`FluxProfileEstimator`), and flux light curves (`LightCurveEstimator`), among others."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "b89a5c28-14ef-48b6-b55c-7242b73a0205",
   "metadata": {},
   "outputs": [],
   "source": [
    "estimator = ExcessMapEstimator(0.1 * u.deg, selection_optional=[], energy_edges=[0.4, 20]*u.TeV)\n",
    "maps = estimator.run(stacked)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "id": "60282e0c-c5f7-4700-b79b-4098af68ef88",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1200x500 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axes = plt.subplots(\n",
    "    1, 2,\n",
    "    figsize=(12, 5),\n",
    "    subplot_kw={\"projection\": maps.sqrt_ts.geom.wcs},\n",
    "    constrained_layout=True,\n",
    ")\n",
    "\n",
    "maps.sqrt_ts.plot(ax=axes[0], add_cbar=True)\n",
    "axes[0].set_title(r\"$\\sqrt{TS}$\")\n",
    "\n",
    "maps.ts.plot(ax=axes[1], add_cbar=True)\n",
    "axes[1].set_title(\"TS\")\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "65bdb5dd-e386-4c25-8e0b-bb05f279706c",
   "metadata": {},
   "source": [
    "**To practice**: Learn more about the following methods:\n",
    "\n",
    "- Reflected regions background method (see https://docs.gammapy.org/2.1/user-guide/makers/reflected.html).\n",
    "- Ring background method (see https://docs.gammapy.org/2.1/user-guide/makers/ring.html).\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e3c7353c-cf65-4282-af61-54d41fecd6ae",
   "metadata": {},
   "source": [
    "## 1D Spectral Analysis "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fe66c066-5744-47a6-accc-f440510d9837",
   "metadata": {},
   "source": [
    "Let's do a quick spectral analysis of the source. We first define the region of interest:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "id": "83127676-3ebc-4138-bb03-1bfc1b777629",
   "metadata": {},
   "outputs": [],
   "source": [
    "on_region = CircleSkyRegion(\n",
    "    center=SkyCoord(347.34, -0.47, unit=\"deg\", frame=\"galactic\"),\n",
    "    radius=0.65 * u.deg,\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0a6f816f-386b-4ee6-a973-d47e05604602",
   "metadata": {},
   "source": [
    "We create a geometry using `RegionGeom`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "2e03b726-749c-4a6a-945e-72384fe46032",
   "metadata": {},
   "outputs": [],
   "source": [
    "geom = RegionGeom(on_region, axes=[energy_axis], wcs=geom.wcs, binsz_wcs='0.05 deg')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "093fc7dc-53a9-4d0c-b731-86cc6ec135f8",
   "metadata": {},
   "source": [
    "Create an empty `SpectrumDataset`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "6e4f34b7-b0cd-4655-a232-828befb2a026",
   "metadata": {},
   "outputs": [],
   "source": [
    "dataset_empty = SpectrumDataset.create(\n",
    "    geom=geom, \n",
    "    energy_axis_true=energy_axis_true\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8dfdd224-d12c-4118-b810-93357cde7dff",
   "metadata": {},
   "source": [
    "Create the `Maker` instance that we are going to need for the data reduction.\n",
    "\n",
    "`SpectrumDatasetMaker` will \"fill\" the dataset with reduces IRFs and counts.\n",
    "\n",
    "`ReflectedRegionsBackgroundMaker` will get the off counts from reflected regions.\n",
    "\n",
    "`SafeMaskMaker` will define the safe mask for each dataset."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "d12f5b89-134e-47f7-912d-4beefd4335a4",
   "metadata": {},
   "outputs": [],
   "source": [
    "# skydir = target_position.galactic\n",
    "# wcsgeom = WcsGeom.create(\n",
    "#     npix=(150, 150), binsz=0.05, skydir=skydir, proj=\"TAN\", frame=\"icrs\"\n",
    "# )\n",
    "# exclusion_mask = ~wcsgeom.region_mask([on_region])\n",
    "\n",
    "dataset_maker = SpectrumDatasetMaker(\n",
    "    containment_correction=True, selection=[\"counts\", \"exposure\", \"edisp\"]\n",
    ")\n",
    "bkg_maker = ReflectedRegionsBackgroundMaker(exclusion_mask=None)\n",
    "safe_mask_maker = SafeMaskMaker(methods=[\"aeff-max\"], aeff_percent=10)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6bb0ea5c-001d-4e0e-b0c2-b8cd42591276",
   "metadata": {},
   "source": [
    "Now run the data reduction loop. The base object for a spectrum dataset for 1D on-off likelihood fitting is `SpectrumDatasetOnOff`. \n",
    "Sometimes, you may need to exclude first some bad runs."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "8187bd7b-4c23-4f3b-a36c-b05447e34c81",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Observations\n",
      "Number of observations: 14\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20326 \n",
      " \ttstart            : 53112.06\n",
      "\ttstop             : 53112.08\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 259.3 deg, -39.8 deg\n",
      "\n",
      "\tdeadtime fraction : 10.9%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20327 \n",
      " \ttstart            : 53112.09\n",
      "\ttstop             : 53112.10\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 257.5 deg, -39.8 deg\n",
      "\n",
      "\tdeadtime fraction : 11.0%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20349 \n",
      " \ttstart            : 53113.10\n",
      "\ttstop             : 53113.12\n",
      "\tduration          : 1682.00 s\n",
      "\tpointing (icrs)   : 259.3 deg, -39.8 deg\n",
      "\n",
      "\tdeadtime fraction : 11.1%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20350 \n",
      " \ttstart            : 53113.12\n",
      "\ttstop             : 53113.14\n",
      "\tduration          : 1682.00 s\n",
      "\tpointing (icrs)   : 257.5 deg, -39.8 deg\n",
      "\n",
      "\tdeadtime fraction : 11.0%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20396 \n",
      " \ttstart            : 53115.10\n",
      "\ttstop             : 53115.12\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 258.4 deg, -39.1 deg\n",
      "\n",
      "\tdeadtime fraction : 10.9%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20397 \n",
      " \ttstart            : 53115.12\n",
      "\ttstop             : 53115.14\n",
      "\tduration          : 1682.00 s\n",
      "\tpointing (icrs)   : 258.4 deg, -40.5 deg\n",
      "\n",
      "\tdeadtime fraction : 10.5%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20421 \n",
      " \ttstart            : 53116.09\n",
      "\ttstop             : 53116.11\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 258.4 deg, -40.5 deg\n",
      "\n",
      "\tdeadtime fraction : 10.8%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20422 \n",
      " \ttstart            : 53116.11\n",
      "\ttstop             : 53116.13\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 258.4 deg, -39.1 deg\n",
      "\n",
      "\tdeadtime fraction : 10.7%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20517 \n",
      " \ttstart            : 53119.04\n",
      "\ttstop             : 53119.06\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 257.5 deg, -39.8 deg\n",
      "\n",
      "\tdeadtime fraction : 10.4%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20518 \n",
      " \ttstart            : 53119.06\n",
      "\ttstop             : 53119.08\n",
      "\tduration          : 1682.00 s\n",
      "\tpointing (icrs)   : 258.4 deg, -39.1 deg\n",
      "\n",
      "\tdeadtime fraction : 10.5%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20519 \n",
      " \ttstart            : 53119.09\n",
      "\ttstop             : 53119.11\n",
      "\tduration          : 1682.00 s\n",
      "\tpointing (icrs)   : 258.4 deg, -40.5 deg\n",
      "\n",
      "\tdeadtime fraction : 10.2%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20521 \n",
      " \ttstart            : 53119.13\n",
      "\ttstop             : 53119.15\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 259.3 deg, -39.8 deg\n",
      "\n",
      "\tdeadtime fraction : 9.8%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20898 \n",
      " \ttstart            : 53146.93\n",
      "\ttstop             : 53146.95\n",
      "\tduration          : 1683.00 s\n",
      "\tpointing (icrs)   : 256.9 deg, -40.5 deg\n",
      "\n",
      "\tdeadtime fraction : 8.4%\n",
      "Observation\n",
      "\n",
      "\tobs id            : 20899 \n",
      " \ttstart            : 53146.95\n",
      "\ttstop             : 53146.97\n",
      "\tduration          : 1682.00 s\n",
      "\tpointing (icrs)   : 257.5 deg, -39.9 deg\n",
      "\n",
      "\tdeadtime fraction : 8.8%\n",
      "\n"
     ]
    }
   ],
   "source": [
    "bad_obs_ids = [20900]\n",
    "obs_ids_to_use = [i for i in selected_obs_table[\"OBS_ID\"] if i not in bad_obs_ids]\n",
    "\n",
    "observations = data_store.get_observations(obs_ids_to_use)\n",
    "print(observations)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "2ee3b0ee-a442-4562-aede-2a4ca5567f1f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Datasets\n",
      "--------\n",
      "\n",
      "Dataset 0: \n",
      "\n",
      "  Type       : SpectrumDatasetOnOff\n",
      "  Name       : 20326\n",
      "  Instrument : HESS\n",
      "  Models     : \n",
      "\n",
      "Dataset 1: \n",
      "\n",
      "  Type       : SpectrumDatasetOnOff\n",
      "  Name       : 20327\n",
      "  Instrument : HESS\n",
      "  Models     : \n",
      "\n",
      "Dataset 2: \n",
      "\n",
      "  Type       : SpectrumDatasetOnOff\n",
      "  Name       : 20349\n",
      "  Instrument : HESS\n",
      "  Models     : \n",
      "\n",
      "Dataset 3: \n",
      "\n",
      "  Type       : SpectrumDatasetOnOff\n",
      "  Name       : 20350\n",
      "  Instrument : HESS\n",
      "  Models     : \n",
      "\n",
      "Dataset 4: \n",
      "\n",
      "  Type       : SpectrumDatasetOnOff\n",
      "  Name       : 20396\n",
      "  Instrument : HESS\n",
      "  Models     : \n",
      "\n",
      "Dataset 5: \n",
      "\n",
      "  Type       : SpectrumDatasetOnOff\n",
      "  Name       : 20397\n",
      "  Instrument : HESS\n",
      "  Models     : \n",
      "\n",
      "Dataset 6: \n",
      "\n",
      "  Type       : SpectrumDatasetOnOff\n",
      "  Name       : 20421\n",
      "  Instrument : HESS\n",
      "  Models     : \n",
      "\n",
      "Dataset 7: \n",
      "\n",
      "  Type       : SpectrumDatasetOnOff\n",
      "  Name       : 20422\n",
      "  Instrument : HESS\n",
      "  Models     : \n",
      "\n",
      "Dataset 8: \n",
      "\n",
      "  Type       : SpectrumDatasetOnOff\n",
      "  Name       : 20517\n",
      "  Instrument : HESS\n",
      "  Models     : \n",
      "\n",
      "Dataset 9: \n",
      "\n",
      "  Type       : SpectrumDatasetOnOff\n",
      "  Name       : 20518\n",
      "  Instrument : HESS\n",
      "  Models     : \n",
      "\n",
      "Dataset 10: \n",
      "\n",
      "  Type       : SpectrumDatasetOnOff\n",
      "  Name       : 20519\n",
      "  Instrument : HESS\n",
      "  Models     : \n",
      "\n",
      "Dataset 11: \n",
      "\n",
      "  Type       : SpectrumDatasetOnOff\n",
      "  Name       : 20521\n",
      "  Instrument : HESS\n",
      "  Models     : \n",
      "\n",
      "Dataset 12: \n",
      "\n",
      "  Type       : SpectrumDatasetOnOff\n",
      "  Name       : 20898\n",
      "  Instrument : HESS\n",
      "  Models     : \n",
      "\n",
      "Dataset 13: \n",
      "\n",
      "  Type       : SpectrumDatasetOnOff\n",
      "  Name       : 20899\n",
      "  Instrument : HESS\n",
      "  Models     : \n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "datasets = Datasets()\n",
    "\n",
    "for obs, obs_id in zip(observations, observations.ids):\n",
    "    dataset = dataset_maker.run(dataset_empty.copy(name=obs_id), obs)\n",
    "    dataset_on_off = bkg_maker.run(dataset, obs)\n",
    "    dataset_on_off = safe_mask_maker.run(dataset_on_off, obs)\n",
    "    datasets.append(dataset_on_off)\n",
    "\n",
    "print(datasets)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6ea5585e-63e9-4b37-bca4-e36bebc40316",
   "metadata": {},
   "source": [
    "We can get a cumulative info table for datasets:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "4244315a-c798-422c-90fd-9f41fedcf7cf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><i>Table length=14</i>\n",
       "<table id=\"table127533521676736\" class=\"table-striped table-bordered table-condensed\">\n",
       "<thead><tr><th>name</th><th>counts</th><th>excess</th><th>sqrt_ts</th><th>background</th><th>npred</th><th>npred_background</th><th>npred_signal</th><th>exposure_min</th><th>exposure_max</th><th>livetime</th><th>ontime</th><th>counts_rate</th><th>background_rate</th><th>excess_rate</th><th>n_bins</th><th>n_fit_bins</th><th>stat_type</th><th>stat_sum</th><th>counts_off</th><th>acceptance</th><th>acceptance_off</th><th>alpha</th></tr></thead>\n",
       "<thead><tr><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th>m2 s</th><th>m2 s</th><th>s</th><th>s</th><th>1 / s</th><th>1 / s</th><th>1 / s</th><th></th><th></th><th></th><th></th><th></th><th></th><th></th><th></th></tr></thead>\n",
       "<thead><tr><th>str7</th><th>int64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>float64</th><th>int64</th><th>int64</th><th>str5</th><th>float64</th><th>int64</th><th>float64</th><th>float64</th><th>float64</th></tr></thead>\n",
       "<tr><td>stacked</td><td>1696</td><td>147.0</td><td>2.58097799373025</td><td>1549.0</td><td>1622.5</td><td>1622.5</td><td>nan</td><td>2830116.25</td><td>427056704.0</td><td>1500.0090973600734</td><td>1682.9999999999993</td><td>1.1306598093203961</td><td>1.0326604036776494</td><td>0.09799940564274659</td><td>8</td><td>8</td><td>wstat</td><td>28.162840687238305</td><td>1549</td><td>8.0</td><td>8.0</td><td>1.0</td></tr>\n",
       "<tr><td>stacked</td><td>3193</td><td>251.0</td><td>3.204992731879669</td><td>2942.0</td><td>3067.5</td><td>3067.5</td><td>nan</td><td>9635084.0</td><td>841358912.0</td><td>2997.083039179447</td><td>3366.0000000000036</td><td>1.0653692134183215</td><td>0.9816211167794243</td><td>0.08374809663889718</td><td>8</td><td>8</td><td>wstat</td><td>47.18536552033089</td><td>2942</td><td>16.0</td><td>16.0</td><td>1.0</td></tr>\n",
       "<tr><td>stacked</td><td>4770</td><td>502.0</td><td>5.28176786226303</td><td>4268.0</td><td>4519.0</td><td>4519.0</td><td>nan</td><td>16454846.0</td><td>1255047936.0</td><td>4491.585450589662</td><td>5048.0000000000055</td><td>1.0619858071215782</td><td>0.9502212630597265</td><td>0.11176454406185163</td><td>8</td><td>8</td><td>wstat</td><td>83.47627022950348</td><td>4268</td><td>24.0</td><td>24.0</td><td>1.0</td></tr>\n",
       "<tr><td>stacked</td><td>6447</td><td>667.0</td><td>6.033560602649028</td><td>5780.0</td><td>6113.5</td><td>6113.5</td><td>nan</td><td>19393230.0</td><td>1680773888.0</td><td>5989.239929720767</td><td>6730.000000000007</td><td>1.076430411145772</td><td>0.965064026124176</td><td>0.11136638502159608</td><td>8</td><td>8</td><td>wstat</td><td>105.99596756141355</td><td>5780</td><td>32.0</td><td>32.0</td><td>1.0</td></tr>\n",
       "<tr><td>stacked</td><td>8146</td><td>998.0</td><td>8.072802236086124</td><td>7148.0</td><td>7647.0</td><td>7647.0</td><td>nan</td><td>25835898.0</td><td>2097137024.0</td><td>7488.240902796398</td><td>8413.000000000011</td><td>1.087838933835311</td><td>0.9545633070285788</td><td>0.1332756268067322</td><td>8</td><td>8</td><td>wstat</td><td>155.2964223016682</td><td>7148</td><td>40.0</td><td>40.0</td><td>1.0</td></tr>\n",
       "<tr><td>stacked</td><td>9733</td><td>1062.0</td><td>7.830491870110425</td><td>8671.0</td><td>9202.0</td><td>9202.0</td><td>nan</td><td>27502190.0</td><td>2528472064.0</td><td>8993.412239596255</td><td>10095.00000000001</td><td>1.0822366128339456</td><td>0.9641501767063745</td><td>0.11808643612757118</td><td>8</td><td>8</td><td>wstat</td><td>156.89148926971984</td><td>8671</td><td>48.0</td><td>48.0</td><td>1.0</td></tr>\n",
       "<tr><td>stacked</td><td>11322</td><td>1205.0</td><td>8.231883800871218</td><td>10117.0</td><td>10719.5</td><td>10719.5</td><td>nan</td><td>33854232.0</td><td>2944957440.0</td><td>10494.478251762695</td><td>11778.00000000001</td><td>1.0788530623805248</td><td>0.9640307747839401</td><td>0.11482228759658474</td><td>8</td><td>8</td><td>wstat</td><td>200.59057781464702</td><td>10117</td><td>56.0</td><td>56.0</td><td>1.0</td></tr>\n",
       "<tr><td>stacked</td><td>13073</td><td>1384.0</td><td>8.797441774549974</td><td>11689.0</td><td>12381.0</td><td>12381.0</td><td>nan</td><td>35217428.0</td><td>3377445888.0</td><td>11997.819687850784</td><td>13461.000000000015</td><td>1.0896146416700998</td><td>0.974260349306341</td><td>0.11535429236375874</td><td>8</td><td>8</td><td>wstat</td><td>234.6800746856427</td><td>11689</td><td>64.0</td><td>64.0</td><td>1.0</td></tr>\n",
       "<tr><td>stacked</td><td>14640</td><td>1553.0</td><td>9.328969328511775</td><td>13087.0</td><td>13863.5</td><td>13863.5</td><td>nan</td><td>37626536.0</td><td>3807837184.0</td><td>13505.806204825649</td><td>15144.000000000015</td><td>1.083978237061413</td><td>0.9689906549469066</td><td>0.11498758211450645</td><td>8</td><td>8</td><td>wstat</td><td>255.0880074052401</td><td>13087</td><td>72.0</td><td>72.0</td><td>1.0</td></tr>\n",
       "<tr><td>stacked</td><td>16162</td><td>1845.0</td><td>10.571309383507154</td><td>14317.0</td><td>15239.5</td><td>15239.5</td><td>nan</td><td>44344268.0</td><td>4225520384.0</td><td>15012.005243226893</td><td>16826.00000000001</td><td>1.0766050063359764</td><td>0.953703370604639</td><td>0.12290163573133749</td><td>8</td><td>8</td><td>wstat</td><td>287.56680406687053</td><td>14317</td><td>80.0</td><td>80.0</td><td>1.0</td></tr>\n",
       "<tr><td>stacked</td><td>17615</td><td>2005.0</td><td>11.003068844754145</td><td>15610.0</td><td>16612.5</td><td>16612.5</td><td>nan</td><td>50708708.0</td><td>4644537344.0</td><td>16521.931600078944</td><td>18508.000000000007</td><td>1.066158632439553</td><td>0.9448047829907136</td><td>0.12135384944883926</td><td>8</td><td>8</td><td>wstat</td><td>307.1275689579652</td><td>15610</td><td>88.0</td><td>88.0</td><td>1.0</td></tr>\n",
       "<tr><td>stacked</td><td>19131</td><td>2200.0</td><td>11.588644209466786</td><td>16931.0</td><td>18031.0</td><td>18031.0</td><td>nan</td><td>50708708.0</td><td>5113439744.0</td><td>18040.06053927541</td><td>20191.0</td><td>1.060473159629896</td><td>0.9385223493645793</td><td>0.12195081026531655</td><td>8</td><td>8</td><td>wstat</td><td>328.5662781940151</td><td>16931</td><td>96.0</td><td>96.0</td><td>1.0</td></tr>\n",
       "<tr><td>stacked</td><td>20289</td><td>2436.0</td><td>12.928045044219335</td><td>17853.0</td><td>18969.79668881623</td><td>18969.79668881623</td><td>nan</td><td>50708708.0</td><td>5537297408.0</td><td>19580.87228114158</td><td>21873.999999999993</td><td>1.0361642580928543</td><td>0.9117571343945846</td><td>0.12440712369826966</td><td>8</td><td>8</td><td>wstat</td><td>399.8327581123274</td><td>20619</td><td>104.0</td><td>120.11292266845703</td><td>0.865851879119873</td></tr>\n",
       "<tr><td>stacked</td><td>21830</td><td>2676.0</td><td>13.671121147945101</td><td>19154.0</td><td>20388.32100169363</td><td>20388.32100169363</td><td>nan</td><td>50708708.0</td><td>5996210176.0</td><td>21115.624448381364</td><td>23555.99999999999</td><td>1.0338316090705713</td><td>0.9071008080686085</td><td>0.12673080100196285</td><td>8</td><td>8</td><td>wstat</td><td>427.04556688560547</td><td>21920</td><td>112.0</td><td>128.1737518310547</td><td>0.8738138675689697</td></tr>\n",
       "</table></div>"
      ],
      "text/plain": [
       "<Table length=14>\n",
       "  name  counts  excess ... acceptance   acceptance_off         alpha       \n",
       "                       ...                                                 \n",
       "  str7  int64  float64 ...  float64        float64            float64      \n",
       "------- ------ ------- ... ---------- ------------------ ------------------\n",
       "stacked   1696   147.0 ...        8.0                8.0                1.0\n",
       "stacked   3193   251.0 ...       16.0               16.0                1.0\n",
       "stacked   4770   502.0 ...       24.0               24.0                1.0\n",
       "stacked   6447   667.0 ...       32.0               32.0                1.0\n",
       "stacked   8146   998.0 ...       40.0               40.0                1.0\n",
       "stacked   9733  1062.0 ...       48.0               48.0                1.0\n",
       "stacked  11322  1205.0 ...       56.0               56.0                1.0\n",
       "stacked  13073  1384.0 ...       64.0               64.0                1.0\n",
       "stacked  14640  1553.0 ...       72.0               72.0                1.0\n",
       "stacked  16162  1845.0 ...       80.0               80.0                1.0\n",
       "stacked  17615  2005.0 ...       88.0               88.0                1.0\n",
       "stacked  19131  2200.0 ...       96.0               96.0                1.0\n",
       "stacked  20289  2436.0 ...      104.0 120.11292266845703  0.865851879119873\n",
       "stacked  21830  2676.0 ...      112.0  128.1737518310547 0.8738138675689697"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "info_table = datasets.info_table(cumulative=True)\n",
    "info_table"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8ba737e6-88e6-4f14-9fea-1b33bdef0867",
   "metadata": {},
   "source": [
    "Plot the resulting reflected regions:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "1a9eb20d-4cf8-44bf-859b-62a41b867c1c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure()\n",
    "mask_2d =  exclusion_mask.slice_by_idx({\"energy\": 0})\n",
    "ax = mask_2d.plot(add_cbar=False)\n",
    "on_region.to_pixel(ax.wcs).plot(ax=ax, edgecolor=\"k\")\n",
    "plot_spectrum_datasets_off_regions(ax=ax, datasets=datasets)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "485ad1eb-e065-492c-99f0-99ff2e6a120e",
   "metadata": {},
   "source": [
    "Stack the dataset using `stack_reduce`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "12f5b5f9-b617-42d5-add7-e4f50c6f642b",
   "metadata": {},
   "outputs": [],
   "source": [
    "stacked = Datasets(datasets).stack_reduce()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "96cf09a7-9086-42e6-8957-3e11a18da76e",
   "metadata": {},
   "source": [
    "Create a power-law using the `ExpCutoffPowerLawSpectralModel`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "e4e97396-f51a-49ca-b8af-5658b645260e",
   "metadata": {},
   "outputs": [],
   "source": [
    "spectral_model = ExpCutoffPowerLawSpectralModel(alpha=2, amplitude=1e-11 * u.Unit(\"cm-2 s-1 TeV-1\"), reference=1*u.TeV, lambda_=0.1*u.Unit(\"TeV-1\"))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b82a4210-c990-4a59-a88b-d05d6dd1b109",
   "metadata": {},
   "source": [
    "Let's create now a `SkyModel`.\n",
    "\n",
    "The sky model component comprises the spectral (`SpectralModel`), spatial (`SpatialModel`), and temporal models (`TemporalModel`) factorisation."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "30aecd96-d56b-428f-aad9-2610598ff5e0",
   "metadata": {},
   "outputs": [],
   "source": [
    "sky_model = SkyModel(spectral_model=spectral_model, name=\"RX J1713-3946\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b347a093-95b1-4baa-be3f-640955d95ffa",
   "metadata": {},
   "source": [
    "And finally, we fit the model to the stacked dataset."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "a42e3cc9-636e-4e93-942e-cae6a63ee0c6",
   "metadata": {},
   "outputs": [],
   "source": [
    "stacked.models = sky_model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "abbc276f-ebba-487a-92e1-17064d190e5c",
   "metadata": {},
   "outputs": [],
   "source": [
    "fit = Fit()\n",
    "result = fit.run(datasets=stacked)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "9b2f138c-7f3d-46ed-9c76-a42673576163",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "OptimizeResult\n",
      "\n",
      "\tbackend    : minuit\n",
      "\tmethod     : migrad\n",
      "\tsuccess    : True\n",
      "\tmessage    : Optimization terminated successfully.\n",
      "\tnfev       : 78\n",
      "\ttotal stat : 4.06\n",
      "\n",
      "CovarianceResult\n",
      "\n",
      "\tbackend    : minuit\n",
      "\tmethod     : hesse\n",
      "\tsuccess    : True\n",
      "\tmessage    : Hesse terminated successfully.\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(result)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "caff1857-12f3-4099-96e6-07e6c0cbd02e",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "DatasetModels\n",
      "\n",
      "Component 0: SkyModel\n",
      "\n",
      "  Name                      : RX J1713-3946\n",
      "  Datasets names            : None\n",
      "  Spectral model type       : ExpCutoffPowerLawSpectralModel\n",
      "  Spatial  model type       : \n",
      "  Temporal model type       : \n",
      "  Parameters:\n",
      "    index                         :      1.860   +/-    0.09             \n",
      "    amplitude                     :   1.87e-11   +/- 1.1e-12 1 / (TeV s cm2)\n",
      "    reference             (frozen):      1.000       TeV         \n",
      "    lambda_                       :      0.124   +/-    0.03 1 / TeV     \n",
      "    alpha                 (frozen):      2.000                   \n",
      "\n",
      "\n"
     ]
    }
   ],
   "source": [
    "print(stacked.models)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "190ac1cd-b246-45ae-8d36-17ac3bf4e51d",
   "metadata": {},
   "source": [
    "To plot the residuals:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "0a34f600-c4da-4da2-bff9-6a49c3971e78",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Axes: xlabel='Energy [$\\\\mathrm{TeV}$]', ylabel='Residuals ((data - model) / sqrt(model))'>"
      ]
     },
     "execution_count": 47,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "stacked.plot_residuals_spectral(method=\"diff/sqrt(model)\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c27a2d4c-996a-4a80-92de-c24385a0ac11",
   "metadata": {},
   "source": [
    "Let's plot the likelihood profile to ensure the fit is good fit."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "dca57534-500a-47b7-b18d-347a76e2966f",
   "metadata": {},
   "outputs": [],
   "source": [
    "parameter = stacked.models.parameters['amplitude']\n",
    "stat_profile = fit.stat_profile(datasets=stacked, parameter=parameter)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "053f7ab8-77a8-4168-be12-ff546a222ce4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'RX J1713-3946.spectral.amplitude_scan': array([1.65290013e-11, 1.69236385e-11, 1.73276980e-11, 1.77414045e-11,\n",
       "        1.81649884e-11, 1.85986856e-11, 1.90427375e-11, 1.94973914e-11,\n",
       "        1.99629003e-11, 2.04395234e-11, 2.09275262e-11]),\n",
       " 'stat_scan': array([9.75057645, 7.88994167, 6.36704904, 5.20713121, 4.43670964,\n",
       "        4.08364521, 4.17718997, 4.74804008, 5.82838977, 7.4519865 ,\n",
       "        9.6541871 ]),\n",
       " 'fit_results': []}"
      ]
     },
     "execution_count": 49,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stat_profile"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "1ef713d3-73fd-43cf-a957-767cff70a6db",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, '$\\\\Delta$TS')"
      ]
     },
     "execution_count": 50,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "loglike = stat_profile['stat_scan']\n",
    "ax = plt.gca()\n",
    "ax.plot(stat_profile['RX J1713-3946.spectral.amplitude_scan'], loglike - result.total_stat)\n",
    "ax.set_xlabel(\"Amplitude\")\n",
    "ax.set_ylabel(r\"$\\Delta$TS\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6dfd9b0a-a3ee-4f68-b48a-cf6c171996f0",
   "metadata": {},
   "source": [
    "**To practice**: can you do this for all free parameters?"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0d02fa24-7c60-44f6-aadb-0cdf53225bf1",
   "metadata": {},
   "source": [
    "Extract flux points:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "id": "4b27a137-3565-492c-b237-367283b3e48e",
   "metadata": {},
   "outputs": [],
   "source": [
    "fp = FluxPointsEstimator(\n",
    "    energy_edges=energy_axis.edges, \n",
    "    source=\"RX J1713-3946\", \n",
    "    selection_optional=\"all\"\n",
    ").run(datasets=stacked)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d6b3d3cd-3554-49cb-b596-c8741579c6bf",
   "metadata": {},
   "source": [
    "Plot the model and flux points."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "02084ac9-7250-467d-94c7-f549ccfbb972",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/enrique/miniforge3/envs/gammapy-2.1/lib/python3.12/site-packages/gammapy/maps/region/ndmap.py:154: UserWarning: This axis already has a converter set and is updating to a potentially incompatible converter\n",
      "  ax.errorbar(\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(0.19, 11)"
      ]
     },
     "execution_count": 52,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(figsize=(7, 5))\n",
    "\n",
    "sed_type = \"e2dnde\"\n",
    "energy_bounds = [0.1, 20]*u.TeV\n",
    "\n",
    "stacked.models[0].spectral_model.plot(energy_bounds=energy_bounds, sed_type=sed_type, label=\"Best fit\")\n",
    "stacked.models[0].spectral_model.plot_error(energy_bounds=energy_bounds, sed_type=sed_type)\n",
    "\n",
    "fp.plot(ax=ax, sed_type=sed_type, label=\"Flux Points\")\n",
    "\n",
    "ax.set_yscale(\"log\")\n",
    "ax.set_ylim(1e-11,4e-11)\n",
    "ax.set_xlim(0.19,11)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "47604189-5f48-4984-832f-1e95a78ae251",
   "metadata": {},
   "source": [
    "### Model significance\n",
    "\n",
    "**To practice**: Is the model used the best to decribe the data?\n",
    "\n",
    "To answer this question, you could use, e.g., a likelihood ratio test. Use a `PowerLawSpectralModel` (with no curvature) for comparison, and a `LogParabolaSpectralModel`.\n",
    "\n",
    "Is this model a nested model to a power-law?\n",
    "\n",
    "Can we apply Wilk's theorem?\n",
    "\n",
    "Knowing that the \"total stat\" of the fit result is $-2\\ln(\\mathcal{L})$, where $\\mathcal{L}$ is the likelihood, compute the significance of the exponentially cutoff power-law and the log-parabola against the power-law."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "7bff2088-5c8b-4a03-a145-dba63423b79f",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "2612813d-641f-409d-b466-5a8e63a3ec03",
   "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": "3.12.13"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
