diff --git a/.gitignore b/.gitignore index 8980eee45..734f4df2d 100644 --- a/.gitignore +++ b/.gitignore @@ -11,4 +11,8 @@ *.egg-info build/ simple/version.py - +scripts/spectra_convert/Zhang18/sty2054_supplemental_files/* +scripts/spectra_convert/Zhang18/SIMPLE/* +.gitignore +scripts/spectra_convert/Zhang18/primeval1-4spextxt.zip +scripts/spectra_convert/Zhang18/sty2054_supplemental_files.zip diff --git a/scripts/ingests/Zhang18/convert_spectra_zhang18.ipynb b/scripts/ingests/Zhang18/convert_spectra_zhang18.ipynb new file mode 100644 index 000000000..feee08f63 --- /dev/null +++ b/scripts/ingests/Zhang18/convert_spectra_zhang18.ipynb @@ -0,0 +1,3647 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 234, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "INFO - astrodb_utils.publications - logger.parent.name: astrodb_utils, logger.parent.level: 20\n" + ] + } + ], + "source": [ + "import logging\n", + "from astrodb_utils import load_astrodb, AstroDBError\n", + "from simple.utils.spectra import check_spectrum_plottable\n", + "from astrodb_utils.fits import add_missing_keywords, add_wavelength_keywords, check_header\n", + "from astropy.io import fits\n", + "import astropy.units as u\n", + "import os\n", + "import pandas as pd\n", + "import numpy as np\n", +<<<<<<< HEAD + "from specutils import Spectrum1D, Spectrum, SpectralRegion\n", + "from specutils.manipulation import extract_region\n", + "from astropy.wcs import WCS\n", + "\n" +======= + "from specutils import Spectrum1D" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "cell_type": "code", +<<<<<<< HEAD + "execution_count": 207, +======= + "execution_count": 2, +>>>>>>> parent of b9a85416 (kelle's work) + "metadata": {}, + "outputs": [], + "source": [ + "path = \"/Users/guanying/SIMPLE Archieve/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files\"" + ] + }, + { + "cell_type": "code", +<<<<<<< HEAD + "execution_count": 208, +======= + "execution_count": 3, +>>>>>>> parent of b9a85416 (kelle's work) + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n" + ] + } + ], + "source": [ + "import os\n", + "print(os.path.exists(\"/Users/guanying/SIMPLE Archieve/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/SDSS_J134749.74+333601.7_sdL0_SDSS_Primeval-I.txt\"))\n" + ] + }, + { + "cell_type": "code", +<<<<<<< HEAD + "execution_count": 209, +======= + "execution_count": 4, +>>>>>>> parent of b9a85416 (kelle's work) + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Reading text file: SDSS_J134749.74+333601.7_sdL0_SDSS_Primeval-I.txt\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Reading text file: ULAS_J124947.04+095019.8_sdL1_FIRE_Magellan_Primeval-I.txt\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Reading text file: README.txt\n", + "Could not read README.txt: could not convert string 'Our' to float64 at row 0, column 1.\n", + "Reading text file: ULAS_J133836.97-022910.7_sdL7_FIRE_Magellan_Primeval-I.txt\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Total files plotted: 3\n" + ] + } + ], + "source": [ + "# Handle txt and fits file separately\n", + "file_plotted = 0\n", + "file_failed = 0\n", + "for filename in os.listdir(path):\n", +<<<<<<< HEAD + " if filename.endswith(\".txt\"):\n", +======= + " if filename.endswith(\".fits\"):\n", + " continue\n", +>>>>>>> parent of b9a85416 (kelle's work) + " \n", + " print(f\"Reading text file: {filename}\")\n", + "\n", + " file_path = os.path.join(path, filename)\n", + " \n", + " try:\n", + " data = np.loadtxt(file_path, comments=\"#\", encoding=\"latin1\")\n", + "\n", + " # column1: #w column2:flux \n", + " if (filename == \"SDSS_J134749.74+333601.7_sdL0_SDSS_Primeval-I.txt\"):\n", + " wavelength = (data[:, 0] * u.AA).to(u.um)\n", + " flux = data[:, 1] * (u.erg / (u.cm**2 * u.s * u.micron))\n", + "\n", +<<<<<<< HEAD + " # column1: #w (micron) column2:flux \n", + " else:\n", + " wavelength = (data[:, 0] * u.um)\n", + " flux = data[:, 1] * (u.erg / (u.cm**2))\n", + "\n", + " # check plottability\n", + " spectrum = Spectrum1D(spectral_axis=wavelength, flux=flux)\n", + " check_spectrum_plottable(spectrum, show_plot=True)\n", + " file_plotted += 1\n", + " \n", + " except Exception as e:\n", + " print(f\"Could not read {filename}: {e}\")\n", + " file_failed += 1\n", +======= + " # column1: #w (micron) column2:flux \n", + " else:\n", + " wavelength = (data[:, 0] * u.um)\n", + " flux = data[:, 1] * (u.erg / (u.cm**2))\n", + " # check plottability\n", + " spectrum = Spectrum1D(spectral_axis=wavelength, flux=flux)\n", + " check_spectrum_plottable(spectrum, show_plot=True)\n", + " file_plotted += 1\n", + " \n", + " except Exception as e:\n", + " print(f\"Could not read {filename}: {e}\")\n", + " file_failed += 1\n", +>>>>>>> parent of b9a85416 (kelle's work) + "print(f\"Total files plotted: {file_plotted}\")\n" + ] + }, + { + "cell_type": "code", +<<<<<<< HEAD + "execution_count": 245, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 2\n", + "CTYPE : 'LINEAR' '' \n", + "CRVAL : 533.65885533784 0.0 \n", + "CRPIX : -1316.02868326581 0.0 \n", + "CD1_1 CD1_2 : 0.0200004335492849 0.0 \n", + "CD2_1 CD2_2 : 0.0 1.0 \n", + "NAXIS : 22993 0\n" + ] + }, + { + "ename": "ValueError", + "evalue": "Input WCS must have exactly one axis with spectral units, found 0", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mValueError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[245]\u001b[39m\u001b[32m, line 10\u001b[39m\n\u001b[32m 6\u001b[39m W = WCS.world_axis_physical_types\n\u001b[32m 9\u001b[39m \u001b[38;5;28mprint\u001b[39m(\u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33mWCS: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mw\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m\"\u001b[39m)\n\u001b[32m---> \u001b[39m\u001b[32m10\u001b[39m spectrum = \u001b[43mSpectrum\u001b[49m\u001b[43m.\u001b[49m\u001b[43mread\u001b[49m\u001b[43m(\u001b[49m\u001b[43mfile_path\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mformat\u001b[39;49m\u001b[43m=\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mwcs1d-fits\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mspectral_axis_index\u001b[49m\u001b[43m=\u001b[49m\u001b[32;43m0\u001b[39;49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m/opt/anaconda3/envs/simple-db/lib/python3.13/site-packages/astropy/nddata/mixins/ndio.py:59\u001b[39m, in \u001b[36mNDDataRead.__call__\u001b[39m\u001b[34m(self, *args, **kwargs)\u001b[39m\n\u001b[32m 58\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34m__call__\u001b[39m(\u001b[38;5;28mself\u001b[39m, *args, **kwargs):\n\u001b[32m---> \u001b[39m\u001b[32m59\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mregistry\u001b[49m\u001b[43m.\u001b[49m\u001b[43mread\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_cls\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m/opt/anaconda3/envs/simple-db/lib/python3.13/site-packages/astropy/io/registry/core.py:221\u001b[39m, in \u001b[36mUnifiedInputRegistry.read\u001b[39m\u001b[34m(self, cls, format, cache, *args, **kwargs)\u001b[39m\n\u001b[32m 218\u001b[39m kwargs.update({\u001b[33m\"\u001b[39m\u001b[33mfilename\u001b[39m\u001b[33m\"\u001b[39m: path})\n\u001b[32m 220\u001b[39m reader = \u001b[38;5;28mself\u001b[39m.get_reader(\u001b[38;5;28mformat\u001b[39m, \u001b[38;5;28mcls\u001b[39m)\n\u001b[32m--> \u001b[39m\u001b[32m221\u001b[39m data = \u001b[43mreader\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 223\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(data, \u001b[38;5;28mcls\u001b[39m):\n\u001b[32m 224\u001b[39m \u001b[38;5;66;03m# User has read with a subclass where only the parent class is\u001b[39;00m\n\u001b[32m 225\u001b[39m \u001b[38;5;66;03m# registered. This returns the parent class, so try coercing\u001b[39;00m\n\u001b[32m 226\u001b[39m \u001b[38;5;66;03m# to desired subclass.\u001b[39;00m\n\u001b[32m 227\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n", + "\u001b[36mFile \u001b[39m\u001b[32m/opt/anaconda3/envs/simple-db/lib/python3.13/site-packages/specutils/io/default_loaders/wcs_fits.py:217\u001b[39m, in \u001b[36mwcs1d_fits_loader\u001b[39m\u001b[34m(file_obj, spectral_axis_unit, flux_unit, hdu, verbose, mask_hdu, uncertainty_hdu, uncertainty_type, **kwargs)\u001b[39m\n\u001b[32m 214\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m wcs.naxis > \u001b[32m4\u001b[39m:\n\u001b[32m 215\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\u001b[33m'\u001b[39m\u001b[33mFITS file input to wcs1d_fits_loader is > 4D\u001b[39m\u001b[33m'\u001b[39m)\n\u001b[32m--> \u001b[39m\u001b[32m217\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mSpectrum1D\u001b[49m\u001b[43m(\u001b[49m\u001b[43mflux\u001b[49m\u001b[43m=\u001b[49m\u001b[43mdata\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mwcs\u001b[49m\u001b[43m=\u001b[49m\u001b[43mwcs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmask\u001b[49m\u001b[43m=\u001b[49m\u001b[43mmask\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43muncertainty\u001b[49m\u001b[43m=\u001b[49m\u001b[43muncertainty\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmeta\u001b[49m\u001b[43m=\u001b[49m\u001b[43mmeta\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m/opt/anaconda3/envs/simple-db/lib/python3.13/site-packages/specutils/spectra/spectrum1d.py:215\u001b[39m, in \u001b[36mSpectrum1D.__init__\u001b[39m\u001b[34m(self, flux, spectral_axis, wcs, velocity_convention, rest_value, redshift, radial_velocity, bin_specification, **kwargs)\u001b[39m\n\u001b[32m 213\u001b[39m temp_axes.append(i)\n\u001b[32m 214\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(temp_axes) != \u001b[32m1\u001b[39m:\n\u001b[32m--> \u001b[39m\u001b[32m215\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\u001b[33m\"\u001b[39m\u001b[33mInput WCS must have exactly one axis with \u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 216\u001b[39m \u001b[33m\"\u001b[39m\u001b[33mspectral units, found \u001b[39m\u001b[38;5;132;01m{}\u001b[39;00m\u001b[33m\"\u001b[39m.format(\u001b[38;5;28mlen\u001b[39m(temp_axes)))\n\u001b[32m 218\u001b[39m \u001b[38;5;66;03m# Due to FITS conventions, a WCS with spectral axis first corresponds\u001b[39;00m\n\u001b[32m 219\u001b[39m \u001b[38;5;66;03m# to a flux array with spectral axis last.\u001b[39;00m\n\u001b[32m 220\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m temp_axes[\u001b[32m0\u001b[39m] != \u001b[32m0\u001b[39m:\n", + "\u001b[31mValueError\u001b[39m: Input WCS must have exactly one axis with spectral units, found 0" +======= + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "# calculate wavelength based on the header info\n", + "# wavelength = CRVAL1 + (i + 1 − CRPIX1) × CDELT1, \n", + "#corrected the flux arrays matching with wavelength axis\n", + "def calculate_wavelength_micron(header, length):\n", + " cdelt = header.get('CDELT1', header.get('CD1_1'))\n", + " crval = header['CRVAL1']\n", + " crpix = header['CRPIX1']\n", + "\n", + " # determine the current unit\n", + " if crval >= 5000:\n", + " unit = u.AA\n", + " elif 100 <= crval < 10000:\n", + " unit = u.nm\n", + " else:\n", + " unit = u.micron\n", + "\n", + " index = np.arange(length)\n", + " wavelength = crval + (index - (crpix - 1)) * cdelt\n", + "\n", + " # convert to microns\n", + " wavelength_micron = (wavelength * unit).to(u.micron)\n", + "\n", + " return wavelength_micron\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "def calculate_wavelength(header):\n", + " cdelt = header.get('CDELT1', header.get('CD1_1'))\n", + " crval = header['CRVAL1']\n", + " crpix = header['CRPIX1']\n", + " naxis = header['NAXIS1']\n", + " index = np.arange(naxis)\n", + "\n", + " wavelength = (crval + (index + 1 - crpix) * cdelt) * u.Angstrom\n", + " return wavelength.to(u.um)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "# Process file with Instrument XShooter\n", + "def process_instrument_a(file_path, header, flux_data):\n", + " flux = flux_data * u.Unit(\"erg / (cm2 s angstrom)\")\n", + " wavelength = calculate_wavelength(header)\n", + " add_wavelength_keywords(header=header, wavelength_data=wavelength)\n", + " \n", + " spectrum = Spectrum1D(spectral_axis=wavelength, flux=flux)\n", + " if check_spectrum_plottable(spectrum, raise_error=True, show_plot=True):\n", + " print(f\"Plotable file name (A): {os.path.basename(file_path)}\")\n", + " return True\n", + " return False" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", 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", 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", 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", 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", 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", 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", 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", 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", 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", 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1Pmby5MmieCQAAADYPoOTpb28vMSwmLWqWbMmhYeHa71/+PDhFBcXp9ju3buXpe0DAAAACw6EOMdm7NixVrvafGhoqBgy08bZ2Zk8PDxUNgAAALBNBg+NzZ07VwwvcTHF4sWLp0uWNuV6YwkJCSq9Obdv3xaBDfdSFS1aVPTm3L9/n5YtWybu55ltJUqUoAoVKtDr169FjtC+ffto165dJmsjAAAA2HAgpKuAoamdOXNGpUDi4MGDxWW3bt1oyZIlokZQZGSk4v43b97QDz/8IIIjNzc3qly5Mu3Zs0djkUUAAACQHjuZTCYzdyMsGc8a8/T0FPlCxhwmKz5sW7p9d6ZYfgI6AACALX1+22dmwVWefq6O93GPDQAAAIC1MDgQ+u677zTOpOLhJ74PAAAAwGYDoatXr2osRujv7y/uAwAAALDZQIinlz98+DDdfk5UdnQ0OPcaAAAAwHoCoaZNmyqKDsrFxsbSiBEjqEmTJsZuHwAAAIDJGNyFM2PGDKpXrx4VK1ZMDIcxruXDdYW0LVsBAAAAYBOBUKFChejixYu0YsUKunDhArm6ulKPHj2oY8eO6YorAgAAAFiyTCX1ZM+enXr37m381gAAAABYco4QAAAAgK1AIAQAAACShUAIAAAAJAuBEAAAAEiWwYEQL68RFRWluH3q1CkaOHAg/f3338ZuGwAAAIBlBUKdOnWi/fv3i+sxMTGiiCIHQyNHjqQJEyaYoo0AAAAAlhEIXb58mWrWrCmur127lipWrEjHjh0TdYWWLFliijYCAAAAWEYglJycLNYbY3v27KHWrVuL6+XKlRPrjQEAAADYbCBUoUIFCg4OpsOHD9Pu3bupefPmYv+DBw8od+7cpmgjAAAAgGUEQlOnTqW//vqLGjRoIJbV8PPzE/u3bNmiGDIDAAAAsMklNjgAevLkCcXHx1OuXLkU+3nJDTc3N2O3DwAAAMCy1hpzcHBQCYJY8eLFjdUmAAAAgCyBgooAAAAgWQiEAAAAQLIQCAEAAIBkIRACAAAAycpUsvTp06fFMhuPHj2i1NRUlftmzpxprLYBAAAAWFYg9Msvv9CoUaOobNmylC9fPrKzs1Pcp3wdAAAAwOYCoTlz5tCiRYuoe/fupmkRAAAAgKXmCNnb21OdOnVM0xoAAAAASw6EBg0aRPPmzTNNawAAAAAseWhsyJAh1KpVKypZsiSVL1+enJycVO7fsGGDMdsHAAAAYDmB0Pfffy9mjDVs2FCsNo8EaQAAAJBMILR06VJav3696BUCAAAAkFSOkJeXlxgWM4dDhw7Rxx9/TAULFhQ9UZs2bcrwMQcOHKCqVauSs7MzlSpVipYsWZIlbQUAAAAbDITGjRtHY8eOpZcvX1JWS0xMJD8/P72TtW/fvi16rngYLzQ0lAYOHEg9e/aknTt3mrytAAAAYINDY3PnzqWIiAhRTLF48eLpkqXPnTtHptKiRQux6Ss4OJhKlChBv/76q7jt6+tLR44coVmzZlGzZs1M1k4AAACw0UCobdu2ZC2OHz9OQUFBKvs4AOKeIW2SkpLEJhcfH2/SNgIAAIAVBUI8LGYtYmJiRM+VMr7Nwc2rV6/I1dU13WMmT55M48ePz8JWAgAAgFUtusrOnj1L165dE9crVKhA/v7+ZAuGDx9OgwcPVtzmoKlIkSJmbRMAAABYSCDEK8536NBBzMbKmTOn2BcbGysSklevXk158uQhS5E/f356+PChyj6+7eHhobE3iPHsMt4AAADA9hk8a6x///704sULunLlCj179kxsly9fFj0nXGzRktSuXZv27t2rsm/37t1iPwAAAIDBPUIhISG0Z88eMQNLjpfa4CntTZs2JVNKSEig8PBwlenxPC2eaxsVLVpUDGvdv3+fli1bJu7v06cP/f777zR06FD66quvaN++fbR27Vratm2bSdsJAAAANtojlJqamm7KPON9fJ8pnTlzRuQiyfOROJeHr48ZM0bcjo6OpsjISMXxPHWegx7uBeL6QzyNfsGCBZg6DwAAAIKdTCaTkQHatGkjcoJWrVolKjwz7oXp3Lkz5cqVizZu3Ei2hIf8PD09KS4uTuQWGUvxYel7pe5MwbIlAAAAWfn5bXCPEA818ZNzMUVeaoM37nnhfb/99tuHthsAAADAcnOEeCo5V4/mPKHr16+LfZwvpF64EAAAAMCmAqHk5GQx7ZwTlJs0aSI2AAAAAGtl0NAYJ0Tz7KyUlBTTtQgAAAAgixicIzRy5EgaMWKEqB8EAAAAIKkcIU6W5lo+PGOsWLFilD179ixbfR4AAADArIEQT5+3s7MzaiMAAAAArCIQGjdunGlaAgAAAGDpOUI+Pj709OnTdPu5yCLfBwAAAGCzgdCdO3c0zhpLSkqiqKgoY7ULAAAAwHKGxrZs2aK4vnPnTlG2Wo4DI17lnStMAwAAANhcINS2bVtxyYnS3bp1S1dfiJfc4EVNAQAAAGwuEJKvLM+9PqdPnyZvb29TtgsAAADA8maN3b59W2OidM6cOY3VJgAAAADLTJaeOnUqrVmzRnG7Xbt25OXlRYUKFaILFy4Yu30AAAAAlhMIBQcHixXo2e7du8Uq9CEhIdSiRQv68ccfTdFGAAAAAMsYGouJiVEEQlu3bqUvvviCmjZtKpKlAwICTNFGICKZTEYx8a+pgKeruZsCAAAg3R6hXLly0b1798R17gkKCgpSfFBjVXrTmbP3JtWevI/m7Q83d1MAAACkGwh9+umn1KlTJ2rSpImoMM1DYuz8+fNUqlQpU7QRiGj2npvicvrOMHM3BQAAQLpDY7NmzRLDYNwrNG3aNMqRI4fYHx0dTd9++60p2igZKakycrDHgrYAAAAWGwhx8cQhQ4ak2z9o0CBjtUmyVp+OpM4BxciSJSS9pYlbr9L/KhekuqVRSwoAACQWCCkvtaGMK067uLiI4TEstZE5xyKeWnwgNHv3DVp9+p7Y7kxpZe7mAAAAZG0gxEttcNDDydHK5Pv4sm7durRp0yaRWA2GeZuSSqkyomyOBqdvZYl7z1+auwkAAABGY/CnLdcOqlGjhriMi4sTG1/nqfM8nf7QoUMiiVrT8BlkrNGvB6n6xN305m3akiZZ4eetV6nNvKOU9DbjWX9q8S8AAIC0eoQGDBhAf//9NwUGBir2NW7cWAyL9e7dm65cuUKzZ8+mr776ythttXnxr5Ip8llaj8vYLVdoWIty5OnqZPLXXXgkbdmUnVceUmu/giZ/PQAAAKvtEYqIiCAPD490+3nfrVu3xPXSpUvTkydPjNNCCTl88/3PbNWpSBq2/mKWvn4qj8llAB1CAAAg6UCoWrVqYimNx48fK/bx9aFDh4ohM3bz5k1F9WnIvH3XH5m7CQAAADbN4KGxhQsXUps2bahw4cKKYIdrCvn4+NDmzZvF7YSEBBo1apTxWwsAAABgzkCobNmydPXqVdq1axfduHFDsY8rTdvb2ytmlsGHs7PA2opIlgYAAEkHQowDnubNm4sNAAAAQFKB0N69e8X26NEjSk1Vnea9aNEiY7VN8uxIc5fQjkvR1KJSATIPdAkBAICEk6XHjx9PTZs2FYEQzwx7/vy5ygam13fFOYp7lUwbzkWJJS/Y6+QUuhYdryh0yZd8f1jMCzO3FgAAwIZ6hIKDg2nJkiXUpUsXMod58+bR9OnTKSYmhvz8/Oi3336jmjVrajyW29mjRw+Vfc7OzvT69Wuy9hyhfivPien2zSs8pOAu1ajrwlN06s4z+rWdH31WrbCoCTR47QVxrDGXwkCOEAAASLpH6M2bNyrFFLPSmjVraPDgwTR27Fg6d+6cCISaNWsmhui04fpG0dHRiu3u3btkSzWHQq7EiEsOgtjKU5Hi8tL9WK2PffUmhUZuvESHbrwvgaAvmYXUM8rI+cjnNGnbVUp812NmiPjXyfTZn8do8dG0QpMAAGC7DA6EevbsSStXriRzmDlzJvXq1Uv08pQvX170Trm5uenMS+K1z/Lnz6/Y8uXLR1Kgq+fmz4MRtOJkJHVddIoszb1nL6nqxN00c/cNevE6mVacvEtPE5IMeg5enuSTP47R/MO3RcC35nSkxoDoyoM42hx6P93+n/+7SmfvPqfx/139oHMBAAAbHBrjYSVeYmPPnj1UuXJlcnJyShesmAL3RJ09e5aGDx+uMnstKCiIjh8/rvVxXNOoWLFiIqm7atWq9Msvv1CFChW0Hp+UlCQ2ufj4eDKXl28yXvtL38BAeRHXqA9YOFV9sV1jm7ErjGJfJtPcvTcp/NEL2n4phlafukf/9a+r93N8vfS04vqm0Adi23PtEc3vWl3luFZzj4jLPO7OFFjSW7F/3dkoo5wLAADYYI/QxYsXqUqVKiIIuXz5Mp0/f15lMxVOzE5JSUnXo8O3OV9IE65vxL1FXOjxn3/+EcEQD+tFRWn/oJs8eTJ5enoqNmutkK0crvAQmDyA4R6WDefS94LoW7dof5jhw2mP4l/T7SeJBj+OgyB26X6cQT1KykuVyO2++lDl9sWo90OHN5BQDgAgWQb3CO3fv5+sRe3atcUmx0GQr68v/fXXX/Tzzz9rfAz3OHEeknKPkDUGQ8odNz2XnaF21QrT9HZ+NHLjZb0eY0w1f9krLs+MCiLvHM46Xl9Gm0MfGPTcD2JfUQFPFzEEygavDc3wMeGPEqj170cVt+3tLbByJQAAWGaPkLYPsB07dtDnn39OpuLt7U0ODg708KHqN3u+zbk/+uBhPH9/fwoPD9d6DM8q4wRr5c2c+GebmeEo9cfoM9wjT57ef/2R2JJTUunwzcf08o3mhOMxmy/TgsNpC+3q44/9EZSiIxF67zXD1lZbeTKSAqfso34rz1OjGQfojwPhFB2X8YxA9URyhEEAAKbBpV1sOhC6ffs2jR49mooWLUqffPKJSaelZ8uWTSz4yvWL5Hioi28r9/rowkNrly5dogIFzFWM0HA/rL1AF6P0HxqSe5OiWuiSPUt8o/MxG87fF0nFPZacFlvff85Rl4WnqPyYnfQ2JTVdELPs+F2auO0anb7zTOQhMU4+5qn9mv74Fx29TWtO30u3v13wMbE9fGHY38+UHdfE5bZL0XTrSSJNCwmjqOevMnycvYYxQE7MDrkcbRX/tAAAlu5h/Gv6eslpKjc6hCZuvWpbgRAnEq9YsYIaNWokcnA4+ZiHkngK+9atW8mU+HXmz59PS5cupWvXrlHfvn0pMTFRUSuoa9euKsnUEyZMEGui3bp1S0y3//LLL8X0eZ75Zi04OMnow3n7peh00+MXH72T7rjak98HkfokaO+59r73rfSoHbTr3VR9de2Cj9OoTZfE9QGrQ2nrxWiNr8/Up+wfvPGYTt95LraIR4blEcW/NnxqPAdz6QIhOzsR9PX55xyN23KFbJGunjgAAGPrtugU7b2e1su/4Mht2wiEeMbWt99+K4ahZs+eLRZW5VXnOWmaa/lkxRBS+/btacaMGTRmzBiRsB0aGkohISGKBOrIyEhRK0iOK13zdHvOC2rZsqXI9zl27JiYem9NQu9prwnEvl1xTnGdh7M6zD+h8bikd7026j0hygau0ZzwziNt83UMg609ozr09ixR85R39RiEZ4cpXsOAKkV3MpF8zb1V5UbvEMN+Km0ioiPhaQnWa8+k77GydqduPxPnvQR1kQAgi1y3okkoeidLBwQEUP/+/enEiROiJ8hc+vXrJzZNDhw4oHJ71qxZYrN2k3dc1/tYQ4fRKo3bpXL7aPhTrcdGPnuZ4TCenLYOiPuxr2jVqUj6tGohcnZ0UMnP0daLpMmq02mFIw3BvVXyXjZltj4cNmhNKCWnyGjcf1epe50S5m4OAIB1BkKNGzemhQsXiiEwXl6De4HkM3VAKnT/vtefe98rpC2/mwO1i1GXxPjxwKAyek3Z19wS4/3tcZ6THEaQAACkRe+hsZ07d9KVK1dEbxDn5nDC8YABA8R9CIikwZBZ5vvDdM8AOxbx1KCAhof81HOLQD/6/HtefRBPR98NDwIA6LMUkjGWQ7K6ZGmup8P5OTxbbPny5fT48WNydHSkNm3a0IgRI0RCMgDjAoqX78fRXwcjNN5vaEmA0iN30NSQ90OE16LNV/HbFgOhlnMPU+cFJynyaearjgOANMhkMmo974h437CFYCjT0+ebNGki1hx78OCByB3iOkI1atQwbuvAohja8ddp/gmt+U08S4zXE5MvFquPPw9oDqrAeMOIGeWBAQDEv3pLl+/Hi4ToJwauBWmTBRVz5colAiFeXuP06fdrPIHteRifZNTp7cozxgwJhhZZ+FRMawpg1YccMcoNABlJNfGakxYZCPG0dH3woqbs/n3Na1kBfCgeHptg4cW5LI222Oanfy+KIUeeyZfRsbrwN8L+q87TsQjkGAFIwdaLhi2FpM2BsLRVDKwiEOIhr2+++UZnj09cXJwodlixYkVav369MdsIAB9A22SGNe9qJg1Y9b52VGYmPoz/7yr9d+EBdZp/8gNaCQDWIuKx4XXc1HHZku6L01YxUK9nZ5HT569evUqTJk0SeUEuLi5iqYuCBQuK61y0kO/nGWXcIzRt2jRRvBAALENGsc2Zu8/1PlaT+89fah12i4l7TUW83Ax/UgCwaUnJqSqrIbi7OFl2j1Du3Llp5syZomrz77//TqVLl6YnT57QzZtpOR6dO3cWlaePHz+OIAjABDM04vX8xsQz9ZrPPqRSXsDOwNl+htK0dhv7csFJ+mjafpQ6AACFe89eUt2p+2jxsdvWV1CRubq6ihXmTbnKPACoGrvliljgdvnXNemj0nm0HsfTWP/32xHFOj93prQy+LUys3SJtl6kk7fTZgT+c+Iu1SvtLZZ4cXFyMPj5AcCyyJSSpZXTppPeptCj+CSdvcA/b70qFseevcfwyTIWO2sMAEyLgyA2Y2dYpopYKidDm+tNs8vCU2IV6kfxr83aFgAwroBf9lLg5L1iYec2vx8VvcCndZRF0bTmpbkhEAKwEjINAYZ8nbQbD1/Q10vPaHzca6WxeENXqd977SF1WXhSLImiTUYJ1vzlUb6o7daL7xdFBgDrZKf2P/8g7rWYSSZfaHXDOe0zxy1xqByBEICV4krQ3Muy7/pDajrrkFGec/XptJlkchxcHb75hMZuvqLIQeI8oqdKRdTsMqgYLstgmRYO5tQDMAAwvb8PRYgvOsZYePppwhvFdX1zGuXuPTdvrzUCIQArJV+v7aslmnuCMiMh6a3GN7GQKzE0dvNlkYPUcMYBqjZxDx3TsDbZNA3DdxGPExTX7dUioZdv3opgruSI7UY7B7Au5yKf0+MX1l+d2Br9sv26+KKjvGC2LrN236Dey85kWFBx15UYjfvDH6X1GKlb966Uh8UHQrzGGM8MAwDzkL/3cK8LL09iKpXH7RIJjeq9O0vf5SrJBR+6JXpylGeNaVoG5a7S+mXqXerrzrx/A36W+IbepqSK5wy9F0tvLDCXAIzr7N3n9Okfx6jGpD3mboqkvXqToghK+QuPth6dOXtv0q6rD+nIzScGL+vDzxk085BePdEWO2ssKiqKWrRoQdmyZaOPP/6YWrduTY0bNxa3ASxV43J5aa8FVC41Btm7Qaa/Dt3K1PIk4jlkMr2KJi48cpuuPIjTecyhG4819uTwa/x96JbGxziovbbycaM2XaI91x4pAqC2VQrS7A7+mWp/Rvg1pu+8TvXK5NE5Ew9M68SttF5NsAyf/nFMXL5NldGkTyoZlPCs8rXJTvMXLEuld4/QokWLKCYmhlatWkXu7u40cOBA8vb2ps8++4yWLVtGz57pv3gmQFapVNiTbAUvcsj+Opj5xWd5Kru+TtzK3P/0HwcitC62ez/2pdYZbdsvxaj0Am0KVS3jv/JkJJUYvp2Gb7hEH2rFybs0//BtMZsN0hu8NlRsIE3hj94PZ2eGtS1ZaFCOkL29PX300UeienRYWBidPHmSAgIC6K+//hKVpuvVq0czZszAWmNWbF2f2iTVldetweA1oXonFse9TE5XIHH05isUNPMglR21w0QtJJquY5o/zybhhOvNofcNHvoasTEtAFp1KpJm7gqjLRceaM05yAjXMVFOGOWflWGPf0nBByMMTgq1Bs8T34jfE288XJkRzvPi4plLj90x+LWsfZFfLg7Is6W4hldmcDmJSduuZqp+lynJMvMYK16I1aCCiup8fX3FNnToUHr8+DFt2bJFbGzIkCHGaiNkoRrFvchWeOdwps61itKCw7foRdJbsgUbzuv/JcNvwi6TfNv7ENFxrxVFHwdQxj0OD2JfkVf2bOkKMc7dF664vrhHDWpYNq9eb9T8eeVgrxoec8IoJ54Pa1GOyuZz12vore28o/Qk4Q1dfRBPczuqDt9ZuxTlYnl6fLgtPXZXlEfgrVtgcZv4onL27jNacuwujWzpS/k9XbQexzVz2MwvUunTqoUV+znXjXPn1CcHqOu38jyduvOM/j0bRefHNDXiGaS14UDYY6pWLBflyq47hUWm4dfMxRG5V7hmcS9yzeZgUG0yawtwjTZrLE+ePPT111/T5s2bEQSZWdjE5iQF8zpVpXL53Wl86wqKfZWVhsKcHOxEMHR+TBMq4uWq2D+xbUXF9e3ff5SFLQZDBU7ZJ2aVfbfynNZjeiw+TV8EHxc9E5q+sa8+FUmJSW9FT1iDGfs19kTxB0bz2Ydpx+X3s124l2hqyHVRo0kdB0HsWITupFFrdPfp+96JjILCRy9e06w9N1RmCF6MitV6/M2HL8TwrLxX05gfmDwFnGc1Xbin/fX19dmfx8VCwkPXX1TsG73pMjWbdUjjVPOTSsPI/PdVZ+o++vj3tIBfF05OZs8N7JHUB+cS9lx2hj4PTsv7UfYkIUnk+MlN2n5N5f6E129p8vbrokL9gNXnFTXFdHkQ+zpTtcsUr2nGL6sf1CMElsnZ0XjLGPgVyZnhG8vW/nUV3/KNrXtgcfFPq6kQX2DJ3NSqcgFRR0eTP7+sJi4dHVTjfeU3X13f9sBybMugECN/qy4/Zif1qV+SYl++ER8wnq5OdPpO2gfNMKW8ojI6hgWXHLtDFQp6UJFcbjR682Ux/MYz4bQvV2JlX30zwEEfBwH66vj3CZXAsvGvB8Xl6ZFBlMfdOd3xTd7Vu+L/wc4BxYz605t/6JaY1cRbZpaX0eTK/fcTBpa/y6/bcTmaPvF/3/uj6Wf4MD5JbDyEWjiX5uUm+v5zViQl64ODSw7Mvm9cWq/FSbmys3yImleKV++h4hIYL15rDzyuRseLjfEsMT4PbQVb5RYd/bC1w/hLi28BDzIH1BGycnnfvdkc+rEhjWrlS9u+rytuB/nmE5cDg0p/0PP7F8mZ4TEVC+mfkOxnYPLyuNYVaPrnforbXWsXU1zX9G1SuYu3ipa2K3fHW/O4NqTHeTs8FffGwwRFEGSIU7efUf3pB6jD3ycU39bZ9kvRdClK8yw6/huylan++w2cYckfsprwB6cu/LPkvJinWnKQOI+MvwAZQl7VmHFdIm25dPy6HIRo+30q09Q+Q94y6k7dr/Ies+NSNNWZso/GbL6s0vsol5yi+e+o9e9HRXJ/pXG7KDpOdViKe6h+2X6NTirNwGsXrBrM1p6yj3xGbBe5XFyyQFMQdFkp6NN0HqZmzrdiBEJW7tDQhnRqZGMqmtuNen7kQxUKpgUav3fyp/V9a1P/Rh8WCA1qUkav4w4PbajXceq9M/rg8ekVPQNozP/Kq+QgZHd2TPcPJJ9irk75GNds79uQ0f8e5xfxGl78bQXVj6WDe5jeprz/fX+74pxiqEP5g42D8a+WnCa/8bsMTri2ROrJ9ZntsVl09E6GAUaDGQc0llngvCvuYa4+0bDaQsr/+1yXiCsma9Jr2RkRhMh/n3Gvkmn31YeKYJbz0pSFXI7OcI08fm1+f+DjpqjNmOSZjjysxEn+fVecE/k18vUDlXGeUOmRO0TSOefncKCm6Yva4DUX0vXE8M+x/d8ntLZPXrCS87g++zP9UBkzVa++vrS9d2cFDI1ZOU4i1bSiN++rVizjxOeqRXOKrlseAhjeoly6+3l4QR+6VhtW5qrU1qJebhT5TPc3R7k6pbzFxr6p50Merk7k9C6oMvSbRKtKBcWMmIASXukqpHapVUzRBc4mbns/du7saE8lvLNTyTw5qGSe7FQyL1/mEPvkQRnYjhgNH35ceE55CCApOYX2h6XlWuy6GkPtqhcha6Ze2G7GrjDRSxZUPh/91Dz9+4M2PIzj5uRA3zUsJb6k6ZOwz+vZ5XRzopO33/ds7LwSQ80q5FcEKFyA89uGJRX/+/LfCQcC16NfaKy8ru6OUg4U67rwJF2IiqP+jUrRD03Lirw0ZX3+OUceLu//v7W933zyx1G6qKWXKaNhJTZkXVqAM3bLFbEx7uXnL7jqw17jtlyhjjWL0qX7cTQt5P0szZDLMVS7ZG6yRjIzfs80+N1bPitMHSfVubi4UKlSpahEiRLGaBtkgMeLP9SGb+uIbx0jMpgdYSz8DZoTnLkbm2eo6RsIKRve0lfltnIuwsS2lejzP4/R4Kbae7KyOdrT8q8DxHX1b3qceK0cCLWslJ8iHiWKb8pcRIzbrdwFL1fQ00UERj7e7wMk3vJ5OBulACBYBt8xIVrvs8VR1hUnI8XlzUcJ6QKhjKaMrzlzj07cfkr7f2hA/56LEtPy5TRNpuJVzNV9s/wsLelRQwRJP61Py/Pi5Ozbk1sq/q/4trYCnpXG7aS6pbwV+YIsWamnj/MLOQiS16niQEiTeKWhpB/WXaDHCUkiH02OR7S0BUEfgr+IfV1X9fOU84o4l403dX3+sd7VH1LN+A9kcCDUtm1b8Qeo3mUn38eXdevWpU2bNlGuXLmM2VZQ0qpSARqs57CVNvk90gIf/p0ZGgR926Ak1SjhRXlypE+I1IVfa9v3H4mxcPUu5A9J6OberGK53URe0PWfm+s9BOfpptrjpR6z/NE57Q2Uu70574FnxXBgdOtJ2iXf5m5+Xn2ZN163R1n2bA5KgVFab5JPnhxU3NvNqEntxsK9ZCdvoziqvpQ/IJ8k2vZ6WZyLotz7rDzNXhteXoVzU/TNLdKk++LTGlcwb1A2r8jd0hYEMc6F4WGwo+FPRIHIOWqVypXX6eP/49Z6zPRi/N5VQOk9U9+1ujKDh9akYMO5+1S5cMY5qRYRCO3evZtGjhxJkyZNopo1a4p9p06dotGjR9OoUaPI09OTvvnmGzGFfuHChaZoMxCJLmd9tfYrKIa+ahTPpZJAmpkeoJuTWohidDwclBmFcrqIOi4O9sYNAr5R+namKQjS9p7NwcjPbSuKqbFMuffmj85VFde5zcVyZxdbI7URAv6mqxwY8Zv8rccJdPfZS0p8kyK+Kap/W+RvxDycqBwgyQMmrptjLl9UL2KxgdCPzcrqLNZobjxE8W0D/f8vrQ332PzbpzaVzucuemjUE3KzkqbgSJfOC9LyhTgJXhdDenUGrEblbWPi3DBzMTgQGjBgAP39998UGBio2MdrjvGwWO/evenKlSs0e/Zs+uqrr4zdVsnjD2bOqymVN4fGvCBtJn9aieqXyUONffNSlQm7Ffv17Yj8qLS36OngMWkem89sEMQMyTPIKvk0TPNlhXK+rz2kCxcrq5bdK11OFidfRj5LpHBFgJRAtx4nUsSjBFHgkb8t87ZPrWOM8ySUA6SsxK+tC/dw8RChfNrv5fHNqOLYnYr7eRgjJu61ynR1/rvhRFF9cI2nUe+CUvnz80wXzhPR1HW+qlctKpjTRSS7OtrbicR6+RAKGBcnFcunvwMYmzkzCAwOhCIiIsjDI/1cf95361ZaF2Xp0qXpyRPbKzRmbvxhwD0ThuJE3s+qaah7kUHXNvcgsfldq4spl5mpOs3T+Pe8K8Tl7uJIOd2ySWbMmnORSuV1F5syHkLmHIP3PUjve5G4ty32ZbL4efNmCnVK5aaj4ZoTSTMarlvzTW2RtNp7+Vn6uU0FyuHsKAIQeWDEwxWsQ82iVHzYNnE9t1IP1+LuNajHktMa/z4qFfKkz6sVVgmE+Pk3fVdHXP9NbaFZrjElTwyVJ5SaexFPLurols1yE+c5r4cDWZ6VxJc83CVuJ6ftAzAXc6bYGfwfW61aNfrxxx/FQqtcTZrx8hq8zEaNGjXE7Zs3b1KRItY9e8IS2WXxH57Hu8Jd3Pskn7GlLy50yEXweBo/VwbW9IKWnkNsqn9MHn7L6+4iNvUZHjwDhhOzlQMknoGTGVfGNxOBs+LnzwmhPQPEENyMnWG07mz6vAauxt28Qn66+ehFujwO8Vz53UXdKK5eLg+aPq1aiNaeidIZUJ4dFUS3niSqBNM8g/CXTyvSnklpgdD0dpV19nR+UaMIzdxzQ7SPcz040LS0hGVOuFWf5aMpGHmTkhZ8vOaAJFlDYPI2RVTnFfvFpf73pd1Wvv/9cfy6ABZJZkWB0IIFC0TCdOHChRXBzr1798jHx0csr8ESEhJEvhBICy9nIS+Cxstf/N4xLXneWpnjQ5WHdsoX9BCbXGYDIfmUfh7KlNeHCXwX0E5v56cIhGr75Kbj73pSOCk8uEtagri8R0c8VzYHujSumaIyrXLP0bAWvqIXi/OLNOEfY+4czmJjC7pWF9ODZ3eoojF5X5t8Hi4iET6bg73Bf1ecd6XPAqLGmOXDPVzKvSxpQcn7IMVSii9yYOviaE/OTg6iNARvd54aPosTQHJ1hMqVK0dXr16lXbt20Y0baWvMlC1blpo0aSJWp2ccKJnKvHnzaPr06RQTE0N+fn7022+/KZK2NVm3bp1I5L5z544Ysps6dSq1bNnSZO2T8gc9TxVXrgar/mGl/nLFc2c+1ygrWErVaf6A4g/QzMooZFCe/cIfinLhk1pQq7lHKOzhCxoQVFrrApIcZPzdtbrW5/dSGw7lmjS8sYwK1Rk6dKftzZR/hqFjmqjkyCmXSNh+KUZjj1oFpfwnffFClfriHyn3gnH75Jd8js5O9uTy7lLsU75P+VhxP9cS03Dfu8dpu0/TpALl4BcgK1lNHaHk5GRydXWl0NBQat68udiy0po1a2jw4MEUHBxMAQEBIim7WbNmFBYWRnnzpl99+tixY9SxY0eaPHky/e9//6OVK1eKIO3cuXNUseL7hTetpWZQRisZ64Onl4e+WzvM2BH4hDYVRdVSbdP61QOLTgFFxWrkvCyCOr6vY42iZE6WEQYRHRvWiL5ceIquvVv7R27/kAZizaAMZfBn4+jw/gDlHDT+oNz4XaCocFs9E/lhv3X0F70jXZSWRVGnPLyVmarjun5pvAbepG3XRG8X18nSlp/Gw2zbL+1Il3+kqUgmr1Cvq+xDo3J56RP/QirBi3Lw8T6ASbtULgwIIGWp1lJHyMnJiYoWLUopKeZJqps5cyb16tWLevToIW5zQLRt2zZatGgRDRs2LN3xc+bMEcEa5zSxn3/+WUz///3338VjrUWvj0p8cM0guQ19AzXW9TCGasVyien1+r6583H8waIpEPrlk0pm792xkA4hMaS0unctmrkrjNr4F6LIpy/FzEFOJNaGj5fjxRb1pX4kJ/4G+GSuUu3HfgXFpgsHJ0OalhFBvq7z0Zfyr4xzmVb2ChDDdjyzT71tPOTIw7ma/l7bVde8qCYX0dMWCHHhvuAvq2nMXQIAG0qW5hpCI0aMoOXLl5OXl+HfEjPrzZs3dPbsWRo+fLhiHw/FBQUF0fHjmutZ8H7uQVLGPUhc7NGayHMrjEG5VymjD/rMfFvV9RgLiSus4huKpqVOxrdJ68WsWjSXzgUaWS2l4MUIHYkm1e8D18PThYdnlYMgThbnxVS53k/3wGJUKo+7oijnhXuxolZRk/L5qEw+1Zl+2nC+Eq/1x78fa86Hsybca6nPun/cq6ep+jJYputqS6RkJYM/6bg35dChQ1SwYEGRG1S1alWVzVR4Oj73ROXLl5ZbIMe3OV9IE95vyPEsKSmJ4uPjVTZzalg2j/iHzkoT2lSg4rndaGQr1aUsssL/KhcQ6+sYW2ZCGguKg7QGnft+qJ/hcXYZjI0p328Jn+U8ZJRZGf3OOFmcAy/+QsB1n+SVxVf1ChCLFPetX1IlCOLASCe7tF4tBEGGcXd2FLlZmbG+byDdmNhC1FTT5WO/AorrwV9WFdXw9cVD85C1XiWnWNcSG7aM84nGjx9PlmJOR3+Diicagr8Fa9K1dnGxGZs+gcXvnUwXTFvTLAZ98XIdysZ9XJ4K5VL9gDDkMzqjoCkrrOtTmyb8d5VGZCIgds2WuSCKhwA1LVLMFdzbVStMO68+pGIaPngtvbftQ4e61WtZlS/gQVfVctUyo3IRT5rVvgptv6R97TZtNbA4z5EdGtpQDHnz+woHtvvDHoklNaJjX4mq7txzemJ4Y1Hbif9PuAQIL8mhPjPu8NCGVDCnK5VUShngoXkuqGruSuYLu1XXa8FWyOJAaOzYsWQO3t7e5ODgQA8fptUckePb+fNr/mbB+w05nvHQm/JwGvcI2VpNpD2D69HWi9HpFvMD6+oRUse5Kd3rfNjv1BI6Nni9oX/7vq9cbwj+8PuiemEq4W28itx5PVyoSy3NCd+G5F9ZG04w58kPyrYP+Igev0giD1dHsSp9l4WnMv386jMAL45rSpXH7Up33LKvalLXRaeoQkEP+ufdYsly3BMn/xU0fFfMU5nyMkLuLk5igoHy2l1zO/qLpW4YBz73Y1+pBMG8/XUwgp6/TKZniUk662Vx3h73IK49fU8s8lpmlGoCfmY09lUd0QDTyNTXp9jYWFFPiIOGZ8/SporyTKz79++TqWTLlk0Uc9y79/0KxampqeJ27dq1NT6G9ysfzzhZWtvxzNnZWVTJVt5sDVc6HhhURrwxSKWHRR70NS6X/s3S2gOh7xqmdflzpWdNeHkVpi0ZWfn3Yqrex6zCH4zTPvejvgYMgxhqUFAZSQRCXFahR530PcN53J1FEJPR8i9tquhOlNdUwJXrj6mrVyYP3ZnSSizW/KFDkOqP53UY9VnHkCd1dKn1/mfB1fZntPNTOsaH9gyuL6r/L+xeQ3wp4Z4msNEeoYsXL4oEZV5clWvz8CwuTpresGEDRUZGiorTpsI9Nd26daPq1auL2kE8fT4xMVExi6xr165UqFAhMbwlXxetfv369Ouvv1KrVq1o9erVdObMGbFWmrX4kHwJUA2EOIFYnyRYeWHISoU9yRr82KwcfVWnhNak+kFNylDR3G6K5S80DYeNaFmOniS8Ed9qQTeuqRT+OEHMOjNlwGUJAkp40eKjaQnHvPyJMh5OalWpAG27FK3xsdwbw3+Xp+48pcv34zUOwXKyuXK1a65InyLzp+9XnSdT4S8ECUlvRYK7ITNLy+TPIdbi4/cHTqhnQ9Zd0Ho89zSt6V2Ldl19SAuP3Bb7OLF+0JpQrUvcKNvwbVqvaC43J9EjBRYUCHEw0r17d5o2bRq5u7//UOEihZ06dSJTat++vVjOY8yYMSLhuUqVKhQSEqJIiOZATF7UkfHCsFw7iKtc80w3LqjIM8asoYYQLz7JY+EZFZCzJubsYeFvgjydWt+6PVwFOKt7zEw1s5B7eToHaK/lwz1CvevZ9ge6sc38wo++qecjcmZsFf+7Ktde0pQPxe9R2gKhTjWLUrF3RVO1FWqsWiynQQUojWHtN7Vp5u4w+qGpaiJ8Rm9P/F58akSQSq2tmsW96NSdZ/R5Vc3lFrj0BG9cB45zlXhZnRU9ayl+HlyxPfFNikpvGyd28xCvvPdq+dcB9L/fjiiO8S3gka6mGGRxIHT69Gn666+/0u3nnhhds7GMpV+/fmLT5MCB9MXl2rVrJzZr41c4p94f3NYio5XNLQV3a6MWDGQ0Y8/W/j/VFfBwoYJKOTaGJtLLgyD2V5dqYrHe8f9dVTlG03OauqI7L1+zoFvaupjKvm1YikZvuqyz9pX6+8Kq3rXoxevkDBeT5t4n5R4onjX3IuktVSmaU9E75FfYUywwrD58x39nPDQoD55Gt/Klw+FP6M8D6euv8aLGozdfFos3gwkDIc6h0TSlnJfbkC/CCh+OhzJsBSc4Ttt5nSZ/atwiiWAc1pILBVmHAyBDK9lz6YuLUXEU+Sz9emWcO8PSBUJ2GU+VzypfBhQV6+7x2nz64t6hjIIgTTb3q0OrT9+jnh+VoC2hD2jW7hs06ZNKOnOgVvWqJRZD5oWauQxEn3olyW9CWnL5941KUesqhcTQ9pFyjbBUiqkDodatW9OECRNo7dq14jb/4nhI6qeffqLPPvvM0KcDDXj2gvr4tTWrW9qb6paua+5mAICeNH0ga/qMVt7HpS/iXydT5/knRa6P7ufXL9mcp/Bn5TlnVY4cT+fnWXms50c+1KNOCZUhN004AOJNjmtgXZvQnJJTU0WiubIlPWrQtJAwmt6uMj2KT6IeS04r7pMXD4X3DO7/58RjXl2e1/Z69eqVSEYuVaqUyBeaNGmSoU8HGjQoi541ALAs+kzY4g/k//rXFUuR6ENTr5MUeygzCoK0cc3mkC4IYjwxgksdVCjoSQ2VZsq2rVKQNn9XR+dzbvteel9aDQ6EeLYYT0HfunUrzZ07V+TrbN++nQ4ePEjZs1v2auLWIp/H+3F5MD3lWiNSJMHPHdBifOsK5GhvJ5LB9eklav1uivxHpb0z9Xo+GoaheEZWPg9nalExc5Wn4cNUKOhJUz+TVhpDplc5rFOnjtjA+KoXz7ruYEgr4Mc1eApnULIfwNZ1CyxOnQOKkqOGNQM19VnwLKjrPzfPdJmP0vnSD0Vld3akY8Ma23TVbkvXvkZRUaCSC0xuDn0gSnD4jU9f7FJSgRDX3+nQoYNeT3jv3j2RM4QgKfMCS2bu2xVkXhcTLCliLZwc8IkD72kKgnQNjWWmCKd8mQxtOUKZHSoC3eRVtPWtqJ7Xw4X83y3ybMv0CuP//PNP8vX1FbWDrl27lu7+uLg4MTzGdYR44dWnTzMuFgUA5jWypS/55MmuUikZwJR2D6pHw1uUE0tXMMQ7WTdz98taRenbBqUUy5b0NPISSw5W/MvUq0eI83+2bNlCv/32m1hWg3OBuIihi4sLPX/+XNQP4rXAuNDi5cuX0634DgCWp1c9H7EBZNWCvKXzuYvNmM8J+s7c9VZZtoS3Be8qXsv11vP9wC2bA71UKgTJJn9SiYauv0g2nSPE0+Z5e/LkCR05coTu3r0rZo1xAOTv7y825arOAPrycHGk+NdvDarfAQBZyyRf+BEHWYxTIxtTHh0V6jPyRY0ith8IyXHg07ZtW9O0BiSJ19QJPniL+jdK67YFAMvzoQueasJrlc3efYNqlvAy+nODYfK66z97Vr3EQbn8Ga/haJOzxgCMpVRed5WVnAHA8lQ2wSLEPEPsyE+NDK5iDVnPzk5zjSdeH21Rd9UlS7rUKkbLT9wla4GxLAAA0JngzHVl2lYpZJLnRxBkPo3eFVsspUdF7f0/NNC4nxOvC+Z0VdnnnYkhtqysIq4OPUIAAKB3gjPYDi6cue5MFLV5VxhTl+JKOZxe2bOJGkPamGAU1aTQIwQAACBBvGBsr3o+ol6QPuZ29Bd5XT3qGL/umsyMa6sYHAi9fv1a633R0dEf2h7J4xL3AAAAlqa1X0Ga17mqWOPMlpb6MTgQ4oKJoaGh6favX7+eKleubKx2SbrEPQAAgJRk01LRPCsY/MoNGjSgWrVq0dSpU8XtxMREUUixS5cuNGLECFO0EQAAACyQnZ319wgZnCz9xx9/UKtWrahnz55iBXoeDsuRIwedOnWKKlasaJpWAgAAgEWwU6qEqSm1p2SejGehqatcyPjlGUw6a6xFixb06aefijXIHB0d6b///kMQBAAAIOFeoA3fBtKFe7HUslJ+vZ5nx4CP6Gj4E3qS8Ia+b1zKegKhiIgIsbgqry+2c+dOsQ4ZL70xYMAAmjRpEjk5OZmmpQAAAGCxqhbNJTZ99KlfknwLeIjN3AzOEapSpQqVKFGCLly4QE2aNKGJEyfS/v37acOGDVSzZk3TtBIAAAAsglf2bB+UI7T2m9o0rEU5shT2mckRWr16NeXMmVOxLzAwkM6fPy9mlAEAAIDtauKb74Meb2nFxA0OhHh2mCbu7u60cOFCY7QJAAAALJS9pUUyWZ0jtGzZMp2rE2sLlAAAAACsPhDipGhlycnJ9PLlS8qWLRu5ubkhEAIAAJCIIrncSHKB0PPnz9Ptu3nzJvXt25d+/PFHY7ULAAAALNTFcU3pbYqMsjsbXoVHeQFXS2CU1edLly5NU6ZMoS+//JKuX79ujKeUJBsbdgUAABvl4WJ4qZxjwxrRyzdvyTuHM9lcICSeyNGRHjx4YKynAwAAABtSMKcrWSKDA6EtW7ao3JbJZGKZjd9//53q1KljzLZJTqeAouZuAgAAgKQYHAi1bds23UyxPHnyUKNGjejXX381ZtskZ/T/ypu7CQAAAJJicCCUmppqmpYAOTs6mLsJAAAAkmJwQUUwjY9Ke5u7CQAAAEYxsqUv2VSP0ODBg/V+wpkzZ5IpPHv2jPr37y9Wure3t6fPPvuM5syZQzly5ND6mAYNGohFYZV98803FBwcbJI2AgAAAFGvej7UsnIBWn78LgUfjCCrD4R4HTF9cL6QqXTu3FkkZe/evVsUcezRowf17t2bVq5cqfNxvXr1ogkTJihuc9FHAAAAMK1COV0ztSirRQZCvLq8OV27do1CQkLo9OnTVL16dbHvt99+o5YtW9KMGTOoYMGCWh/LgU/+/PmzsLUAAABgczlCt27dElPlzeH48eNitXt5EMSCgoLEENnJkyd1PnbFihXk7e1NFStWpOHDh4vlQHRJSkqi+Ph4lQ0AAABss1CwvSHVox8/fqy43b59e3r48CFlhZiYGMqbN2+6Ao5eXl7iPm06depE//zzj+jR4iBo+fLlovq1LpMnTyZPT0/FVqRIEcoKphxWBAAAMIev6/qIIbLvGpYkqw+E1HuDtm/fTomJiR/04sOGDRMBgK7tQ5bs4ByiZs2aUaVKlUSO0bJly2jjxo0UEaE9cYsDpri4OMV27949ygrm6m0DAAAwFa/s2ejITw3px2blyFIZbYmNzPjhhx+oe/fuOo/x8fEROT6PHj1S2f/27Vsxk8yQ/J+AgABxGR4eTiVLao5OnZ2dxQYAAAC2P+KhdyAk76FR3/chuCI1bxmpXbs2xcbG0tmzZ6latWpi3759+0RxR3lwo4/Q0FBxWaBAAbI0lv6HAgAAYIscDRm64d4beW/J69evqU+fPpQ9e3aV4zZs2GD0Rvr6+lLz5s3FVHiuAcTT5/v160cdOnRQzBi7f/8+NW7cWAx/1axZUwx/8dR6nlmWO3duunjxIg0aNIjq1atHlStXJkuDMAgAAMCCA6Fu3bqp3M4o6djYePYXBz8c7MgLKs6dO1dxPwdHYWFhillh2bJloz179tDs2bNFLhMnPfNjRo0alaXtBgAAAMtlJ0OWrk48fZ5nj3HitIeHh9Get/iwbSq365fJQ0u/qmm05wcAAJCyeD0/v7HWGAAAAEgWAiEAAACQLARCAAAAIFkIhAAAAECyEAgBAACAZCEQMpNv6vmo3EY9RQAAgKyHQMhMfAsYbyo+AAAAZA4CIQAAAJAsBEIAAAAgWQiELARShAAAALIeAiEAAACQLARCAAAAIFkIhCyEX5Gc5m4CAACA5CAQshC91eoKAQAAgOkhELIQ2RzwqwAAAMhq+PQFAAAAyUIgZCHssMYGAABAlkMgBAAAAJKFQAgAAAAkC4EQAAAASBYCIQAAAJAsBEJmYm+P5GgAAABzQyBkJk3L5zN3EwAAACQPgZCZuDg5mLsJAAAAkodACAAAACQLgRAAAABIFgIhC4HUaQAAgKyHQAgAAAAkC4EQAAAASBYCIQAAAJAsBEIAAAAgWVYTCE2aNIkCAwPJzc2NcubMqddjZDIZjRkzhgoUKECurq4UFBREN2/eNHlbAQAAwDpYTSD05s0bateuHfXt21fvx0ybNo3mzp1LwcHBdPLkScqePTs1a9aMXr9+bdK2AgAAgHVwJCsxfvx4cblkyRK9e4Nmz55No0aNojZt2oh9y5Yto3z58tGmTZuoQ4cOJm0vAAAAWD6r6REy1O3btykmJkYMh8l5enpSQEAAHT9+3KxtAwAAAMtgNT1ChuIgiHEPkDK+Lb9Pk6SkJLHJxcfHU1awQ0VFAAAAafUIDRs2jOzs7HRu169fz9I2TZ48WfQcybciRYpk6esDAACARHqEfvjhB+revbvOY3x8fDL13Pnz5xeXDx8+FLPG5Ph2lSpVtD5u+PDhNHjwYJUeIQRDAAAAtsmsgVCePHnEZgolSpQQwdDevXsVgQ8HNTx7TNfMM2dnZ7EBAACA7bOaZOnIyEgKDQ0VlykpKeI6bwkJCYpjypUrRxs3bhTXeVht4MCBNHHiRNqyZQtdunSJunbtSgULFqS2bdua8UwAAADAUlhNsjQXRly6dKnitr+/v7jcv38/NWjQQFwPCwujuLg4xTFDhw6lxMRE6t27N8XGxlLdunUpJCSEXFxczHAGAAAAYGnsZFxwB7Ti4TROmuYAy8PDw6jPXXzYNsX125Nbil4sAAAAyLrPb6sZGgMAAAAwNgRCAAAAIFkIhAAAAECyEAhZCOQHAQAAZD0EQgAAACBZCIQAAABAshAIAQAAgGQhEAIAAADJQiAEAAAAkoVACAAAACQLgRAAAABIFgIhAAAAkCwEQgAAACBZCIQAAABAshAIAQAAgGQhEAIAAADJQiAEAAAAkoVAyIy+b1za3E0AAACQNARCZlQyT3ZzNwEAAEDSEAgBAACAZCEQAgAAAMlCIAQAAACShUDIjBzt8eMHAAAwJ0ezvrrEBZXPS36FPcm/aC5zNwUAAECSEAiZkbOjA23uV9fczQAAAJAsjM0AAACAZCEQAgAAAMlCIAQAAACShUAIAAAAJAuBEAAAAEgWAiEAAACQLARCAAAAIFlWEwhNmjSJAgMDyc3NjXLmzKnXY7p37052dnYqW/PmzU3eVgAAALAOVlNQ8c2bN9SuXTuqXbs2LVy4UO/HceCzePFixW1nZ2cTtRAAAACsjdUEQuPHjxeXS5YsMehxHPjkz5/fRK0CAAAAa2Y1Q2OZdeDAAcqbNy+VLVuW+vbtS0+fPtV5fFJSEsXHx6tsAAAAYJtsOhDiYbFly5bR3r17aerUqXTw4EFq0aIFpaSkaH3M5MmTydPTU7EVKVIkS9sMAAAAEgmEhg0bli6ZWX27fv16pp+/Q4cO1Lp1a6pUqRK1bduWtm7dSqdPnxa9RNoMHz6c4uLiFNu9e/cy/foAAABg2cyaI/TDDz+ImV26+Pj4GO31+Lm8vb0pPDycGjdurDWnCAnVAAAA0mDWQChPnjxiyypRUVEiR6hAgQJ6P0Ymk4lL5AoBAABYD/nntvxz3OpnjUVGRtKzZ8/EJef4hIaGiv2lSpWiHDlyiOvlypUTOT6ffPIJJSQkiJlmn332mZg1FhERQUOHDhXHN2vWTO/XffHihbhErhAAAID14c9xzvm1+kBozJgxtHTpUsVtf39/cbl//35q0KCBuB4WFibyepiDgwNdvHhRPCY2NpYKFixITZs2pZ9//tmgoS9+HOcJubu7i5wlU0SsHGTxa3h4eJAU4Jxt/5yldr4M54xztkXxVny+3BPEQRB/jutiJ8uozwhM/kfGkSoHcNb2R5ZZOGfbP2epnS/DOeOcbVG8BM7XpqfPAwAAAOiCQAgAAAAkC4GQmXG+0tixYyU1ZR/nbPukdr4M5ywNUjtnZwmcL3KEAAAAQLLQIwQAAACShUAIAAAAJAuBEAAAAEgWAiETO3ToEH388ceioBMXZNy0aVOGj+FFYatWrSqS07gS9pIlS8iWz3nDhg3UpEkTsdwK16moXbs27dy5k2z5dyx39OhRcnR0pCpVqpA1ycw5JyUl0ciRI6lYsWLib7t48eK0aNEisuVzXrFiBfn5+ZGbm5tY2uerr74Sy/xYA67SX6NGDVFMNm/evGLhai5am5F169aJKv8uLi5iwevt27eTtcjMOc+fP58++ugjypUrl9iCgoLo1KlTZMu/Y7nVq1eL/wV+nDVDIGRiiYmJ4o1w3rx5eh1/+/ZtatWqFTVs2FAsIzJw4EDq2bOnVQUGhp4zf8BwIMRvmGfPnhXnzh8458+fJ1s8XzmueN61a1etCwDb2jl/8cUXtHfvXlq4cKF4s121ahWVLVuWbPWcOcjl3+/XX39NV65cEQECf0D26tWLrMHBgwfpu+++oxMnTtDu3bspOTlZVOfnn4M2x44do44dO4pz5v9f/oDk7fLly2Sr58xfXPmceZWD48ePiyrM/Jj79++TLZ6v3J07d2jIkCEiCLR6PGsMsgb/uDdu3KjzmKFDh8oqVKigsq99+/ayZs2ayWz1nDUpX768bPz48TJbPl/+vY4aNUo2duxYmZ+fn8xa6XPOO3bskHl6esqePn0qswX6nPP06dNlPj4+Kvvmzp0rK1SokMwaPXr0SJz3wYMHtR7zxRdfyFq1aqWyLyAgQPbNN9/IbPWc1b19+1bm7u4uW7p0qcxWz/ft27eywMBA2YIFC2TdunWTtWnTRmbN0CNkYfgbBXetKuNFYnm/VKSmpor1Yby8vMhWLV68mG7duiXqc0jBli1bqHr16jRt2jQqVKgQlSlTRnybfPXqFdkqHuLl9Zm4p5Njp4cPH9K///5LLVu2JGskX8dR1/+lrb1/6XPO6l6+fCl6Vqzx/StOz/OdMGGCGErjnj9bYDWLrkpFTEwM5cuXT2Uf3+b1XvhDw9XVlWzdjBkzKCEhQQyl2KKbN2/SsGHD6PDhwyI/SAo46Dty5IjIG9m4cSM9efKEvv32W5Evw0GhLapTp47IEWrfvj29fv2a3r59K4Z8DR1CtZQvJzxMz+dUsWJFg9+/eL+tnrO6n376SeSRqQeEtnK+R44cEcPbnLphK9AjBBZl5cqVNH78eFq7dq34xmFrUlJSqFOnTuIcuVdEKvhNlpMqOTCoWbOm6BWZOXMmLV261GZ7ha5evUoDBgygMWPGiNy3kJAQkVfRp08fsjacR8J5PpwcKxWZOecpU6aI4znY56Df1s73xYsX1KVLF5Eg7u3tTbZCGl9HrUj+/PlFF7oyvs2zqWy9N4j/ATkxnJNKre3blL74jeTMmTMikbRfv36KIIGHTrh3aNeuXdSoUSOyNTxjiofEeBVrOV9fX3HeUVFRVLp0abI1PCOHv13/+OOP4nblypUpe/bsIrl04sSJ4mdiDfjvdOvWrWJSQ+HChTP1/sX7rYkh56zck82B0J49e8Tv2hbPNyIiQgTz3LMpx+9fjN+/eBJEyZIlydogELLAvAL16aaczc/7bRnPIOKpxRwM8aw5W8UB7aVLl1T2/fHHH7Rv3z6RP1KiRAmyRRwQcIDLQ545cuQQ+27cuEH29vZ6f9BYG84VUR/6dHBwEJfWsLIRt7F///6id4NnRunzt8nvUzwzkIdYrPH9KzPnzDj3bdKkSWJ2L+fCWQtDz7dcuXLp3r9GjRolvuDNmTNHzJizSubO1rZ1L168kJ0/f15s/OOeOXOmuH737l1x/7Bhw2RdunRRHH/r1i2Zm5ub7Mcff5Rdu3ZNNm/ePJmDg4MsJCREZqvnvGLFCpmjo6M41+joaMUWGxsrs8XzVWeNs8YMPWc+vnDhwrLPP/9cduXKFTErpXTp0rKePXvKbPWcFy9eLP6u//jjD1lERITsyJEjsurVq8tq1qwpswZ9+/YVM/0OHDig8n/58uVLxTF8vnzeckePHhXnPGPGDPH+xX/bTk5OskuXLsls9ZynTJkiy5Ytm+zff/9VeQz/vdji+aqzhVljCIRMbP/+/eJNU33jPx7Gl/Xr10/3mCpVqoh/Lp5+y2+otnzOfF3X8bb4O7b2QCgz58wfjEFBQTJXV1cRFA0ePFjlDdcWz5mny3MpCD7nAgUKyDp37iyLioqSWQNN58qb8vsRn6/6/+natWtlZcqUEe9fXApk27ZtMmuRmXMuVqyYxsfw/7Wt/o5tLRDC6vMAAAAgWZg1BgAAAJKFQAgAAAAkC4EQAAAASBYCIQAAAJAsBEIAAAAgWQiEAAAAQLIQCAEAAIBkIRACAAAAyUIgBAA68arxmzZtIkvWoEEDlfWtTGn06NHUu3fvD3oOXteJf66xsbFkTm/evKHixYuLhYABpAqVpQEkqHv37rR06VJxnRcG9fLyEitmd+zYUdzHi6HKxcTEUK5cucjZ2Zks1bNnz8jJyYnc3d1N+jr8syhTpoxYeLJYsWIfFIBwm/PlyycCInP6/fffxaKbvFgqgBShRwhAopo3b07R0dF0584d2rFjBzVs2JAGDBhA//vf/+jt27eK4/Lnz2/WIIiDhoxwIGfqIIgtWLCAAgMDPygIYtmyZRM/18wGQfr8TPTVuXNnOnLkCF25csVozwlgTRAIAUgUBzf8YVyoUCGqWrUqjRgxgjZv3iyCoiVLlmgcGuMP4H79+lGBAgXIxcVFBASTJ09WOfbPP/+kFi1akKurK/n4+NC///6r8rr37t2jL774gnLmzCkCmDZt2ohgTI57pNq2bUuTJk2iggULUtmyZcX+P/74g0qXLi1el3tSPv/8c61DY8+fP6euXbuKniw3NzfRnps3byru5/Pj19+5cyf5+vpSjhw5FIGhLqtXr6aPP/5YZR+/dv/+/cXr8+tx2+bPn0+JiYnUo0cPEaCVKlVK/Fx1DY0dPXpUPBe3l5+nWbNm4jzkr8E/d34Nb29vcR87ePAg1axZU/wu+XcybNgwlSCWH/f999/T0KFDxc+af9/jxo1TaT+/Vp06dcS5AUgRAiEAUGjUqBH5+fnRhg0bNN4/d+5c2rJlC61du5bCwsJoxYoVIsdEPYfms88+owsXLojehg4dOtC1a9fEfcnJyeJDnIODw4cPiw9/eRCi3MvBwzT8/Lt376atW7eKHBb+QJ8wYYLYHxISQvXq1dN6HhxM8WO4rcePHyfOAGjZsqV4fbmXL1/SjBkzaPny5XTo0CGKjIykIUOGaH1OHsq6evUqVa9ePd19PMzIAcqpU6dEUNS3b19q166d6D06d+4cNW3alLp06SJeU5PQ0FBq3LgxlS9fXrSXe2g44EpJSVF5De5J4p9ZcHAw3b9/X5xTjRo1xM+aA9CFCxfSxIkT07Ute/bsdPLkSZo2bZr4GfLPVRkHU/z7AJAk8y18DwDm0q1bN1mbNm003te+fXuZr6+v4ja/TWzcuFFc79+/v6xRo0ay1NRUjY/lY/v06aOyLyAgQNa3b19xffny5bKyZcuqPD4pKUnm6uoq27lzp6Jt+fLlE/vl1q9fL/Pw8JDFx8drfN369evLBgwYIK7fuHFDtOPo0aOK+588eSJeY+3ateL24sWLxTHh4eGKY+bNmydeV5vz58+Lx0RGRqZ77bp16ypuv337VpY9e3ZZly5dFPuio6PFY48fPy5u79+/X9x+/vy5uN2xY0dZnTp1tL42v4a/v7/KvhEjRqT7WfI55MiRQ5aSkqKxbaxGjRqyn376SWXfnDlzZMWLF9f6+gC2DD1CAKCC4xltuSvc08K9FzxcxT00u3btSndM7dq1092W9whxz0V4eLjoEeKeIN54yOb169cUERGheEylSpVE74dckyZNxDAcD7Vxzwr3RGnrXeHX4gTwgIAAxb7cuXOLNsvbwXgIqmTJkorbPLT06NEjrT+XV69eiUsemlPHieZyDg4O4vX4HOR4uIxpe355j5Au1apVS3ee/LNV/l3xEFdCQgJFRUVpbJu28+RhTG0/TwBbh0AIANJ9wJYoUULjfZxLdPv2bfr5559FYMC5Psq5OhnhD2n+QOcPfuXtxo0b1KlTJ8VxPJSjjAMnHmJatWqV+CAfM2aMGML7kOnnPMtMGQcUuibR8tAXk+ftZPRcyvvkwUpqaqrG5+ZAJCPqPxN9aWqbejt42C9PnjyZen4Aa4dACAAU9u3bJ6aGc46PNh4eHtS+fXuRELxmzRpav369+CCVO3HihMrxfJsTkuWBFCct582bVyQQK2+enp4628a9PEFBQSLP5eLFiyLBmturjl+LE4Y5J0bu6dOnIreIc3Ayi3uP+Nw5T8jYuNfG0OnrfJ7y/Cc5zh/ioLFw4cIGPdfly5fJ39/foMcA2AoEQgASlZSUJOricNIt97b88ssvYgYXT5/nGVeazJw5U/TKXL9+XfTirFu3TsxE4hlYcrxv0aJF4v6xY8eKBGKe8cQ4eZp7Vvh1ODmXe5d4BhUPsykP56jjhGlO1Obeo7t379KyZctEr4Z8RpkynlnGz9+rVy+RdMzDcV9++aWYHcf7M4trK3Egxs9pbMOHD6fTp0/Tt99+K4I8/vly8vOTJ0+0PoaP5Rl4nJzNx/OMP/55Dx48WKUOlD74d8EJ3QBShEAIQKJ45hUPM/GsL561tX//fhFs8Acq57lowr0N3CPDM6d4thL3ymzfvl3lg3f8+PFiKjb3cnDAwoGTvCeG83J4hlbRokXp008/Fb0aX3/9tcgR4t4WbTjQ4plsPKuNH8Ozpvh5K1SooPH4xYsXiyE4Duo4j4Z7Tbid6sNEhurZs6c4N21DXJnFRRo534qDNp7BxW3m3wP3gmnDgR2fEweaPEzYp08f8bMcNWqUQa/NvUpxcXEGDXEC2BJUlgYAo+H8E65SzHWAbBG/XXIS9qBBg0QVblvAw5wcSHEdKQApQo8QAIABgd7ff/+tUrTQmnHtJp7dxoEdgFShRwgAjMbWe4QAwPZoH4AGADAQvlcBgLXB0BgAAABIFgIhAAAAkCwEQgAAACBZCIQAAABAshAIAQAAgGQhEAIAAADJQiAEAAAAkoVACAAAACQLgRAAAACQVP0fsIfl0wc9XiIAAAAASUVORK5CYII=", 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", 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", 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TNkeS2KTcOSU4qJkwYQKNHDmSChcuzIvw6Q5eqVvAAAAAzF1GMbUN2tYmbLxIfxwWr3L/fRXukhIc1EyfPp0WLFhAXbp0sc2IAAAAZGD9mbs0o73h+VJ9fhczoGGS0wRtCs0Ntq73k7OzM0VEZJy4BAAA4GiwXkHKSBTWGjBgAM2cOdM2owEAAJCxhLdJCFzUtPw0aNAgatq0KYWFhVHRokUpU6ZMepevWbNGzPEBAADIwpHrT6jNnEPkrICo5tmrN5TVy03QbTafv0efLz5KMzuUJaUSPFPTr18/vvOpUKFC5O/vT76+vnonAAAANRq97jz/mqyxXQuEzxcfM3pZcgYPevPxS72fD197YtEYtl98QKuPx5DDzNQsXryYVq9ezWdrAAAAQBwsoNj+rq9UWj10mlAaU/PH3aJWNM6eRdgsj2KDGj8/P770BAAA4EhsvespPjHJ5GWmgh1bGL/xIlUO9SOHWH4aPXo0jRo1Cl25AQBAdV4mmA4sTDl7O5bkR2PVrS1dvlLcTM0vv/xCUVFRvPBeSEiIQaIw+j8BAIBSHbnxRNBMzbmYWGo+Y78oj436tRIENS1bthThYcGUu7GvqfuSY/RplRBqUz5I6uEAAEAGO6JAwUENW3oC8QOZnN4e5OzsROM2XKRzMXE05O8zCGoAAGTEWHsEjRlbqzedu0dNSuQmX0/9lQ1m35WH5OORiUoFZSW10GgUlFPDmln+999/Buez844dM74VDUzbcOYuVZm4kwasOsV/fpXwVuohAQCAhctDaXsg9v7jBA1bc5b6rzhp9ANtp/lHqMXMA2IO06EJDmq++OILio427BIaExPDL7OXH374gf/xfPXVV6Rkv+68wr/+eyql1TwAANjXviuPbNYS4NC1x/zr7ksPDS678yzerMc4FJVyH2CDoObChQtUtqxhtcEyZcrwy+yBzRbNmTOHSpYsSUp26d5zirz3XOphAAAoyr3YeNp09i4l2aoKno6GP+/lj8dIlce7w47buZWe8Cw4qHF3d6f79w2f4Lt375Krq+AUHcFevHhBHTp0oHnz5lG2bNlIyZr9us/gPBU0SQUAsKlaP+2i3n+eoGX/3bT5Y126/5wmbY600b2/f8fvseQYDViZkoaQ1u/7r9vo8dVHcFDToEEDGjZsGMXGvt+X/+zZMxo+fDjVr1+fbI0tcbFqxvXq1cvwugkJCRQXF6d3kpPEJIQwAABCxScm8697Llu+bCS0iSVz2ob1aLZeuC9q+wWNhIcXKR9b8NTKTz/9RDVq1KB8+fLxJSfm1KlTvG7N0qVLyZZWrFjB6+Cw5SdzTJw4kcaMGUNKgjIFAADyc/2Rfm8lORzA5Uoj4ZqD4JmaPHny0JkzZ2jy5Mm8S3e5cuVo+vTpdPbsWQoKst0WZJac3L9/f/rzzz/Jw8PDrNtoZ5S0J2MJzgAAAOlhgcuLeOE7U1+9wW5We7MoCSZz5szUo0cPsqfjx4/TgwcP9JKUk5KSaO/evTRjxgy+1OTi4mKQ/8NOSoKgHwBA3M7X1mJ1Zi7cFZa+8O+pGOq/wniODNiO7TN7RVK3bl0+G6Sra9euVKRIEfrmm28MAhoAAFA3tsvm9Zsk8nQz/v6fnKyh6pN3ifJYNx8L63f4lYmkX7AtxQQ13t7eVLx4cYMZI39/f4PzlQw5NQAA5tl24T6Ff7eZVveuQuXyGXaVjn2dSHffbce2lZdplpiEvIfbMh/n9tPXdPXBCyqQIws5EsE5NaAMT1++ob2XH/JPKgAAajZp0yXJHnvmrqtmXzfm2Wuyl/EbL1K9qXt4YGeMWo8Nig5qdu/eTdOmTZN6GLLU5Jd99OmCI7TyGJKjAWzhZcJb+mFTJJ25/UzqoTi8ZAm3IKUtzXHlwQuex2NsxqbN7ENkb/fjjM9UseODGgkOatgOotu3b6f+fOTIEd6qYO7cuWKPzSGJ9a+pnXLdcv6eSPcIALqmbrtMs/dE0Qcz0LfHkYMaYzaeu5fhTM2aE7cFzfKIbf9V29X4UVRDy/bt29OuXSmJV/fu3eMF91hgM2LECBo7dqwtxggAIMs2J2B/xnotya2O6fP4RIPGlroexMXTwFWnaZeRflBg56Dm3LlzVLFiRf79qlWreJLuwYMHef2YRYsWWTkcQKIwAIBpPZYeN7uppFSxzombz9LtSxUXbzzPxd5eJKivjo7goCYxMTG19sv27dvpgw8+4N+zrdWs/xMAAIAtdzwZW35igc2FO3F6Be+OXH9CUlh94n2KhrFNHNN3SLfspGu/Fd3JVRPUFCtWjGbPnk379u2jbdu2UaNGjfj5d+7c4durwToym0UFAJC95GSitadi+AaJZr/sTz1/96UHJDeD/z5N/zt9R+phqJbgoGbSpEk0Z84cqlWrFn3yySdUqlQpfv66detSl6UAAADshVX7HbDyNP/+mk6PJpnlD3OHr9l39uj2U2FFAx2u+B4LZh49esQ7XmfLli31fNY2wcvLS+zxAQAAcKx6sFIaK8olj2Xc+osmL5PfsyNRnRrWkkA3oGFCQkIoR44cYo1L8f46Fs1rEjx+kWBwWeS9OJNb+cROFEbiMYBtyPGAaYkHz+MFBwtSSS9XRdebt9b3e1KLBAmeCyn/MxTTJkFpBv99JrWWxfgPS+hd1mjaPpO3U8fbJAAowb3YeKo8cQd5u7vS2TENSS31aFgV3QBvd1kuP8nJbRstTSmqTg0Io8YtcwBywHa7iNGB2ZEdvvaYf32ukPcpc2eetSViENOkb+GBG2QL6ZTosTkENQCgSP1WnKKy32+jZ6/eSD0UkCnM1BC9TlTG0qJYENQAgCKxbbFx8W9pHbbHOoyoh+93NqWnxYwDNGXrJbr6AFWfn7x0rKDfopyao0eP8lYJDx48oGRWIEDH1KlTxRqbQ0JiL4D6xScmUfclx6hagezUs2aYZOOQcpnAEm/MXG5kPZZ+3SmPAneOSKNRUFAzYcIEGjlyJBUuXJhy5syp198ivV4XYB6x/xbwmgDIcxfPviuP+EnKoMaagw/LaWI5g94emchelv13y26PBcokOKiZPn06LViwgLp06WKbEQEACKDEsP1VgvLzHL5ZfYZWHbtNf/eqQuVD/KQeDoBlOTXOzs4UEREh9GYAoGBsOv+lQnbIKIFcatxYM5HLAhoGyzyg6KBmwIABNHPmTNuMRoWQfQ9Kd+vxK4r4YSeVH7dd6qGohpLfF/ZefkhVJ+6QehgA4iw/DRo0iJo2bUphYWFUtGhRypRJfz11zZo1Qu8SAGTsYNQjh9waaksKjmno0wVH7PI4ey4/pOgnr8jXMxN9ufwkTW5V0i6PC8qeiRQc1PTr14/vfKpduzbvyo1E1PSxl3bNidtUPI8vFcrpLfVwANRHge9BSp6psYfkZA11ThM8DVmdUqUdQNSgZvHixbR69Wo+WwMZ23L+Xmqb+Rs/4DkDAPnk1EgRU56Ofkanop/Rp1XyGf1QPH7DBZq377p4AwSHIjio8fPz40tPQIporKa8z7AgNwqcCJE9R56paTHzAP/qn8WNmpUMNLgcAQ3YNVF49OjRNGrUKHr1yjaNsAAAlMARAhOWT1V3ym76712PKGvcjX3Niw5qXb7/wur7BHlykvDjtOCZml9++YWioqJ44b2QkBCDROETJ06IOT4AcOA3KLViheuUoP28//jXtnMP0+reVal0UFaL7ufqgxdUb+oeyu3rkXoe/qrUS6OkROGWLVvaZiQAwMXFJ5ImmcjXy36VWs3Vb/lJmt6utKw2CMhnJOYTI6a5dO85vXzzlsoGZ7P4PoS8jq1mHaQv6xQwvA8zbrvtwn3+9W5sfLpbxZcfQcVgNdAoqU0CW3oCy5yLieW7oMQydeslcnN1pr51ClJiUjI9fJ5AgVk9Rbt/sL+kZA2VHL2Vf39pXCNyd3WRekh6ByLWPPKL2gWocC7s5LOGGO/5Daft5V+PjaxH2bO4GwTGPma0LxA6Y/S7hfkuxj65L9h/nXrWDCUvN1fad+Wh3baKg7pZ3KX7+PHj9Mcff/DTyZMnxR2VSjX7db9o9/UgLp5+2XmVftp6ma9Tt5t7mKr+sJMOp1n7ltEHajCDbi2Yxy/k0V137akYvZ9ZAA3y+SR7L83sx+Zzd3lg/OOWSBKb0FpFV+4/5wGLsd/3ecJb+mnLZf79f9eeiDVEcHCCZ2pYZ+527drR7t27KWvWlPXVZ8+e8bo1K1asoICAAHJkj18k0JmYWItuK+RgkaCzqypZo6HjN5/y71cejabKof4610RUA9bBX5Bl/j5+m5KSk6ltheDU894mJZOri7NNcw6+/fc8/zpzVxQNblgk3evaehmx/s8ps0nNSxnucmKO3LA+ARnAqpmaL7/8kp4/f07nz5+nJ0+e8NO5c+coLi6OF+ZzRGdvx/Iy8qweTblx26nrwqMW3U/c60TRxwYAtsdqrxy98X62gc2eDvrrNH2z+iw9e5Uy4/b9+gsU/t1muvbwhap3TrHO3bq7nLT1uoy5+Qi7aEHioGbz5s3022+/UXh4eOp5rF0C6we1adMmckQ9lx7jDf9YKW9rTNocSbsvPSRbePUGzQhBney1xMoaen679pzBEq+29krr2Yco9lXKB5M3OrOu8Ykp38/ff50SkzT0y44ros7TmBsgsfwZ1nbAFjuvtPfJgpnio7ZQ6bEpeWEZ1etiS1AAkgY1ycnJBtu4GXYeu8wR6b6BWUPb9VZs68/coaLfbaF5e69ZfV+/77vG2z6AA8H6Ezd9xxVaevgmz18z5cm7WZm0tLM1zNpTd0RNqkm7lGXq5fp+/UWqPnmXyWTfTvP/45sZhNp16SHP4SkxeguN+d/51EBOd+YqPTsu3qcZu9DpGyQKaurUqUP9+/enO3dSSv8zMTExvHt33bp1RRoWWFNHhO180Ep4m0QDV57m34/feNGqx7nx6CWN23CRBq5KuT8AR8L+/s3NpZmy5VK6CbZnLcy7s8aCAynBzMRNF/VyALX2XXlEH806aNF9sxmX5/FvafmR6NTz2MyVObotPmbRYwKIkig8Y8YM+uCDD3jhvaCgIH5edHQ0FS9enO+EAvvT/aTGpoFfJSTpTfuKlZSoGyyB7ckl7QITNcKwXJqMiNnxXDvpw/J6jlx/Qsk6fzjsQw2rEVM1LLvR285NM3srdVsXALsHNSyQYVWDt2/fTpGRKVsGWX5NvXr1rB4MWKbn0uNSDwFEggBCnRWP0642pbf69M/J2zRhYySF+HvR8CbhVMbM4nrankq6pm67THP2XKOCObKYrIsE4LBBTWJiInl6etKpU6eofv36/ATSY9PGpqBODVhLTtWD5e5+nGHF3KiHLygke2az72PAu+ViVkzzw98O0o0fmqZeNurfc/Tf9Se09osIs+6LBTTMlQfG+yylF9KwpGIAVefUsGTg4OBgSkoSb+oUbL3jgVSFL69hJxdI0E/JnEkNY0nEny06alXA8PTlG56gz4KcxYduUuS957Tp3N3Uy231W3dGhV9whEThESNG0PDhw3l9GkjxVmZTuLb6YC2Haf7+K07xnVyX7z8nNZLXX1IKJwUEyt2XHKMPZhwQvJzCckjMySMZsPIUbb+Y0r9IG2gcjHpsdqHM3Zce6J13J50eSGn1XX6CJ+h3XfQ+yLBmo6m5z9A1MxOjARSfKHz16lUKDAykfPnyUebM+tOqjtil+9m72hRyCFxkeLwRFes9xMzfd50mfVxS6uGATGgbJl64E0cl8prXX40FQBXGb+f/S8dH1icXZ9NB+z8n9VtFlPl+m6DxjfjnHFnqwNWU4OlcTFzqeV/rJCOLPUPFOmr7eAo+NADIogu94L/cFi1aSLLGPnHiRFqzZg1PTmZ5PVWrVqVJkyZR4cKFSUmMFe6yNTl+slZya3tHI/eUGkvH9+TlG4p9V8WbVfPOltmNpKBtnWCp9WfuUqGc4jUYrTd1D9UvmlO0+wPHo1FSl+7Ro0eTFPbs2UNffPEFVahQgd6+fcuXwBo0aEAXLlwwmC2SswNXTSf1yp2cDm5qDNTkSuplR/ap76uVpyggizuNbFbUro/9+k1KuwNbmrfvOvWuFWbx7VmlYnayhFMGM18ASiP440FoaCg9fmw428CaWrLLbIW1Z+jSpQsVK1aMSpUqRYsWLaJbt27xbuFK8utO6ytnshyA9Ja8pDoEsWqkrL+NtlS8Lak1pkn72t16/IrazD5EOyPvO2wwyxJj/z11h34348Bt6QyeqVstPHidNpx9n5RrC/au0O3kAP9H4LgEBzU3btwwuvspISGBbt+23z9nbGxKRU4/Pz+T12FjYo02dU9qUPun3dR8xn6jl7E3f7YmLoVmv+7nnxi/33DB5o/lKDM1bJbgyI0n9Nki+VRd/X3/NbsmamfUvZ51qU+LFZ3LiLHbpfXkhfG2B2Ji262lzEEAUNMHIbOXn9atW5f6/ZYtW8jX930yHgtyduzYQfnz5yd7YD2mvvrqK4qIiOCVjNPLwxkzZgypDWuemZ72v/+X+v2Fu+IEciduPaWpWy/rncfeiPsuO0kemVxoSptSqedfumf7A56jHAQev3xfxt4eWPJsegmz2sCZnXTrp9hSRi/1H4dv6f08et15WnTwBm3sV52KBvqYvN2fh2+mfs86Z/tl9uNVs1lTxhzeHmRPm87doyYlctvlsRzjPwekxGop9ZV7UNOyZUv+lSUJd+7c2aB+DWubMGXKFLIHlltz7tw52r/f+GyF1rBhw2jgwIGpP7OZGm1rByV48Dze6jdX1o/FVecglZysIecMDlrGfPSbYU8Yti1VOzU//kPTwaWt3pgt/V3AuAdx8VR3yh5qXjqQJnxYgpTiYprAnQU0DOuGPbtTudTzrz96SXP3RlHvmgUo2N+Lzuj0X/p49iE6PrIelRu3nf98+rsG5Otl2LjXVract19Qowv/PaC23FFnIbMj7MSK7z148CD1Z3ZiyzyXLl2iZs2a2Xa0rGZD3760fv162rVrF+XNmzfd67q7u5OPj4/eSUkqjt8heh2dn7bqN9qzBgsqtNinW3tOPf57KoaKjdpCey8/tP2DOYgFB27wxoTL/tOf+ZCaGDMLLDeJLduyhoufLvjP6AyQNqBhrjywbx2kt0mYPwH1cJJw/UlwTs3169cpe/bsBknCtsaXOvr2pX/++Yd27txpt6Uutfltd5RN7nernXdLsHiKNQX8VOVVT+355iDXbfJiLDVqAxnmxuNXFDJ0Az17t53bmJ2RKcXy7PX02zoZ2RR5vuKgdBoJ0wMEBzWsNszKlStTf27dujVP1s2TJw+dPn3apktOrAv4smXLyNvbm+7du8dPr1+nn18CdqLzN+yUzh+6kD/2xQdvpBbbc0RyyRuSuveTGM8CC2TSYl2t0wv+78XG046L+pWAbemHTSkNgu31t9X7j+O89QKAmggOambPnp2al7Jt2zberZttt27cuDENHjyYbGXWrFl8x1OtWrUod+7cqSfdAAtkwshBkC1VtZx5gM+smHOwZvkPo9adp37LTwp9KNVg+VB2ZeJlMfUUn7lt+xlaxtLYztq/jdl7ouzaKoA9nj2S7JmT0c94cjKA2gguvsdmR7RBDcttadOmDS+CxxKFK1WqRGr/1Co1uXbO1V26iHlqOMZrj17Q6duxqTtsXF3SP+I8fWX7rbRy13j6PvJyc7Hb4wn9D3tsh+3OQon5NqFNOLanhtP22uU5+nmb/k5GAIedqcmWLRtFR0fz79kMTb169VKDDnTvFt8hnaZ5Cw9cp+qTd5Ec6R5MHr14w2daxLq/9NhiooYlPRf7bjPvUtx32QmauPEiSeXVG/xPCQm3jC1XHr+J5rtp7bui3MrmAKIGNR999BG1b9+e6tevzysLs2Un5uTJk1SgQAGhdwcZ+GTe4dTvJ26MtNnWcVasbP+VR/Qy4a0oU/0Ho9K+aSpnnWjM/87TyzdJtOfyQ95XZ87ea+QI0s6GsuCOzaqZXMaR4Uuq2y5Au7zSatYhCUcEALJefvr555/5UhObrZk8eTJlyZKFn3/37l3q06ePLcbo8P53+g41LxUo+u6UBfuv83oCO97t9GAq5vejVT2r6NUuYTU8MjJy7TmzZ1o0JmakPN1cqHRQVpPXMhZw2SKJdeNZx8w10H3NnscnUonRW6lQzpT/b2NYp/TahXPYdVxiF6oEAAcPalihvUGDBhmcP2DAALHGBGkM/vs0D2rELj0/dr1hO4Mj1/Wn6qduu0y3zMjjSUxTZyPtcUg39kh7kHr8IiF1Riq9KrVj/ydu+wUW0LEdLq3KpV/vyBEdvZHyd3D5/gtyM9FBer8CmrNG/LBT6iEAOByNkoIa3XYJaT8xe3h48CUo1JARV3xiMl8KETMJ0py+N2Im7KY3n2Ls4GhseDtEburY4V07ieJ5fKlwLm+SCmsAOnztWfq4bF4+U5ZRM1M3V8Mggy33xTx9Ta3LW14x29RfxJsMei+JvQSWdvYNWwQAwGZBDWuXwN500q6/a89jX6tVq0Zr167lScUgDpa0qtvuwNZYU0xWWXbL+fs2343Wf8Upw/s3cr3XNkqavRcXL2lQ8+PWSNpw5i4/XRjb0OT1ft93jcZtSEla/m94Xcrp876FRvt5KQFanmyetOTgTWpZJg81Kp7LJoGurVx98JzazDlMfWqF0efVQ/l5LKeH/d4ZBT4AIB9OSkoUZrVpKlSowL+yujHsxL5n27nZFu+9e/fyBGJjS1RgHTEPOU4Z/Nk1mraXFhx4n3Qp+CBoJOhNvciM3+T6Q/3dU4sOXOfJu/b457HV8XLc+gtUd8puepEmN4gtgZl1+3cBDWNqS+6Qv8/Q5vP3qNcfxwWP74bOjjUp4huWl/Xk5Ru93/ODGfv1Amu2G63RtH18xgoAwOqZmv79+9PcuXOpatWqqefVrVuXLz316NGDzp8/T9OmTaPPPvtM6F1DBtinVrGwFgOmsE/Cuv2ijPllx1Waufuq6fuwcFzbL9ynekVz0pDVZ/TOH20inyajcZpjycEbdOleHPWoEcZ/NhXTHLvxhLZffEBf1SvIO5ML9fu7nTl/H4umLhH5rQogtDlMJ289pVk6rS9uP31tcW+kXZek7aNl7KU8f0e/WSXbjcYcvva+1AEAyItGSTM1UVFRRhtDsvOuXUuZJi5YsCA9eiT/JEJHxSr7lhqz1eTlca8z3tb98/bLFn9aTu8g/vmSY7TjorDcGZZvZA22+2vCxki+tT294JHtAmNVX3W3DVuyLJe2d6HujwmJwp7TD387mGHfLdb8c8LGi3pje5uUzKs7T96cUibgyLvEYDkkJwMI0a9uQamHADIiOKgpV64cb4fw8OH7Awn7fsiQIXxZirly5Upq1WGQn1Pp9LxhZu2xvull2mO7kBWdbouPCXqslUdvmb11N72gQxtQxBlpT6B7u2tplsa0WFBUeeIO+nFLpMVjKPP9NjLH6hO3SUjO0ty91/SCP/Y963BuqsGp0NkjFiRZS8hjojs7aH0WEUJf1y8k9TBAqUHN/PnzeafuvHnz8p1O7MS+v3HjBv3+++/8Oi9evKCRI0faYrxgB3HxprsXm2u8Tl6EtXkqzzLYgcXqyqTduhv7OpFWHYvW+13Wn7lDFSfsMFlhNr3lPd0D7pOXCXTHSBDFloHuxyXQzF1RsmgBkjbQYPkqWrqzbKwv11Ody4Tqv+Ikn/nTvX8hbT+6LjyiVzmbaTFjP03deinDpTxQp4/K5CFvD/OzI5qJXPIClJsoLDinpnDhwnThwgXaunUrXb58OfU8VmHY2dk5dYcUOLa024B14wWhx/DSY82bvZizJ4o+KpuXArzd6Ys/T/Ct4pvP3aMFXVJmEPsuO5k6E3TquwYGtx/+z1la1r2y0fv+4d0yDcNyT6r+sJPOjG5APh6ZLP69Um9n2c30EnuN+edkjNEt3qxG0UWdxok9/zhO29IsYaVNZk7Pv6dSWhOsOXE7ddeSub5cfpLPHKbN52F9wrS9wsDxsI0FEWHZedJ7hteVY2lrB6dRUlDDsOClUaNG/ATqI1bTTJZYWz4kpe5Kp/kpW47T7n4Sc5Zi4qZI3vtnXd9qqbVvdupUS9Z6mzap5Z2DUY95awBj2PJNWiz358Mywgv36f7KLPjabWGCbqPp6Tc/fPYq0ehsGet8rtuhOW1Aw3y10nCbvTGsvYY1M0lRD15YfHsATmExTdeIEFp4wP7NUh2FRUHNjh07+OnBgweUnKz/iXzBggVijQ0U3uyOJdZqKwTr7sqZsfMqHbv5lJZ8VpE6viuAJxa2Wyb8283pXie9QMpYEGTKgJWnqXHx3PTH4Zu0/eJ9g2rMJh//XVDHgscNZ1N281halDE9aZf8XrzLFdINaKw1xooqz6wj9XMLe42B+glpC6OkuMbb3aLDLtgqp2bMmDHUoEEDHtSwHU5Pnz7VOwHoMpa/wpJTWQDAkl1ZcCM2YxVwz9+JNStPR+jE0fQdV3hdlcPXnhjdkpye2j/tJnsGp9/+e542n7M8iDKGFWjUEloQL8pEwjWAkP9FOdRhZAUjzSbSgGsUChDlftRGcMg4e/ZsWrRoEXXq1Mk2IwJVYR2Stw+sYfSyjHJCxFJpwnaewKvF3itbm2jSKfT95q9j5u9CskWNnfSwHU7nYvSDuV5/nLDZ42lngoxheTyZTPSQAsdTKb8f/aczs8kO0Lo72tKbpRnZNFyvQKMMYhoqFuhr9nXFGu+QhoWxC1CMoObNmzd6hfcAMlJvqvHcj3n77LODRTeg0X4CvGIil+Phc/3rZuTRC9PXN1XO357Vepv9ut9uj8VqF7m6ONEXtQvonT/4r9M8mbhBsZxUOdSfPiqbh9aciLHbuEB+QgMy6wU1BkvCGiJnE58wdNuDyMGYD4pRkxLmtyQx9XsJxXrWgSHBH50+//xzWrZsmdCbASjCqHXnRbmf5UduUaUJOyjynn5FXIa9fav1E9aPWy5R1MMX9Od/N1O3lP91/DZfEmTVgFkrBFYIkH0Fx2UQwxgJ9N9tps2QsQ8OfpndBI+pbHBWskTnqiEml16NbUv3cnOR3fKZ2MQK3OwyUxMfH8/bJGzfvp1KlixJmTK939LKTJ06VczxAYguvRYRYhm25iz/+s3fZ+jfvtUM3sBZNV+1qjtlD/+a+DZZrx2E1q5IdQZ0Uima24cu3DUMnuWMzditOBqd+rOLkWa9aQOdRsVy0YlbT6lueA6989kt0x5D9w6pTfdiX5ucJZby4N64RC4av/H98tn/+lYzOaPKZrRMFfsEkYKaM2fOUOnSpfn3587h0xZAeljazNnbseTp5nj5JCduPaMuEYbnm1v9GcwjpEidXFTIn1LqgcnqlYlGf1CMvll9JnUHocZIUDOrY1n+/2QsAEori7srFcjhTVIomCNL6vK2sQkLIbll09uWoa9WnlRcUr1Gio647wj+b9i1a5dtRgKgQk9fvaHmM/Q/hZ25nX6bCrWQsgCX2rHlFW0FZyU+z7oHvQPf1KHM7q70R7dKVGjkptTLIwrqF99jSzwuNlzVELp7zxTd1yPQ19OgXpQQXu4uvGzEjF3GmwezQqNC8wDVTpSPj+wPcNOmTfTxxx+LcXcAqnE3NqVJpi4x68TI2f9O36EBZhbxA/MMalCIFnatQP8Nr/v+TAVGNbof5LVLNG6u+oej9hWD6cMyeUhpdEOjGe3LUK3CATT545JGL+c/pxNLhfhntig/SGqK6tKti/WA+vbbbyk4OJg+/PBDnm8DAKDbqgHE06FSPqpdOAe5OjtRyby+lD97Zgr29yIlM3ZQ98/izpeZmpXMLfj+iuTytvmSSZeqIWZdL59/ZlrUtSJVzu///kwn89s8sOegfaVgs8cFFiw/JSQk0N9//80bW+7fv5+SkpLop59+om7dupGPj49tRgmgUOk1yQQQWonWxzNT6lLJ2j4R/BPxiH9SktKVxFT8MLtjOfr3VAz1q1tQUFCkGxj81qGsZWOy6Fbm3Y9u4Ca0V5VHJv3dUiDSTM3x48epT58+lCtXLpo2bRpvWhkdHc37QDVs2BABDQA4lBU9jDc/TbtjRyzHv62vlyTr7OzEf5YwJzNdX9cvZPIy/yxuRhNnGxXPRbM6liPfd8GbOdL+/oFZPYUO1ej9pCe9JSMnM67fquz7nnHWpPKocDe4/WZqKlWqRF9++SUdPnyYd+UGAHBE6/pGUMm85tU08XRzoRJ5fOlsmsrOlkibc6KV08edpPJ3ryq8x5sxDYrloinbLhu9jCUG7/i6Jl9GS283kz3LnQiJDdObbTH2OukmIbNvx39YnE5GP6VmJYQvr2l3dzEyjWeVEdTUrVuXLzmxJpasRQKbnRErWxwAQO4iv2/Ed5oE+XllmNMRee85/95JYGNGS7AZG6mk99gZHR7CArJkeP/urhkvvYh2GBJpyitPVk+qEupPWTxcjQZsTu+WlHZ+XcugxMHREfV4ZW7dnmpgo6Bmy5YtfLlp4cKF1Lt3b3r9+jW1bduWX4bgBgDUrE6RHPxAlFFAw+TN5pUa1Jj6QO+RyTnDLuvmEpqjISYnCy77vJphQUZTWHDQoGhOKmxh8q/NZmoyeMpHNiuqf3292zoZBEGjmxclb49MfIu2kKU3sHL3U1BQEH333Xd819PSpUvp4cOH5OrqSi1atKDhw4fTiRO2a5YHACAVFoSIGXB0rJTPyhHpPIZMP1OycfWsGap33ulRDQwO+BnNBM39tDx93cB0ygPLyRHjObB2oiZvtpRcnqYZ7NgyNlRWebtVuZQ8m961wqhagew0udX7beBghy3d9evX5z2g7ty5w3NtWJ2aChUqWHp3AAA2t7p3FYPzukaEiDwb8v7oyA62xg6WbOZHbQxnYJxoWONwPhOhJfYsRJvyedOt0Fs8j/kbWDK7m7/LyNhfw8b+1XmO0QelAskaPh6Z6I/PK1GbCkGkVC4SRtpWF9/Lli0bD2pOnjxJR48eFWdUAAA2UC7f+/L8pgKW74zNJFj4Hi1hukuqijotCWxJYyKB2ZbLKaWCsup17mY5LG46QU6DoubvPnM1t4NmOsFI+RC/DNMxxDzey3Xnm5TMehVv3TIvaals2ZT6ADExKLgFAMqge5BpXDwX1SgUYHgdAff3aZUQq/Jd2M6WXYNq0bkxDc26fkaPYDRIE4nuAVy3JhMbP8sRsRe24+jC2IZ0fkxDuyROW7cN2/rxySBWVnZQw5aVevbsme5MTGxsLM2bN4+KFy9Oq1evFnOMAABWy/Xu07wuLzcXvQMEq5FijWXdK+kFRe4W5OLULBzAKwVrt+1aY/2X1QQVb2M7vHQbTQqRrDNtwMZvb15urga/K2suaa5vbRr86f5gs4cBc3c/XbhwgcaPH8/zaDw8PKhcuXIUGBjIv3/69Cm//Pz583ymZvLkydSkSRPbjxwAQABjW6vHtihOkXfjDK6Zlrk7PKuGZdf7uWmJ3HTsxlMjYzGtT60wEqJ5qUCj9WDW9KlKxfP4Cir/rxsUePDt1OY3Y/TPLF29HFNYMb8xHxSjUevOZ3hdITus5LLjVybDMMBaeEjFrI8R/v7+NHXqVLp79y7NmDGDChYsSI8ePaIrV67wyzt06MArDh86dAgBDQDIknZ1hBXD003YNefAYM6xI9TI7EQmEwXz0lMsUNgBIcTI40ZNaEJlg7PZ9QDcvUZ+alE6kLc60CVl2gf73Tub2adJiLbvknirF8xuwZhI9aqmCe7tSdD8pqenJ+/EjW7cAKA02hkLVhGY1YhhyyWssm3ag76xgm9W5VAIuK27BUEQw+qbsMKAWulV6bXl8s/0dmXs8lis0eX+q4+oWUnrdhoJwRKf78clpBYOPDO6AWVxs36JUI2JwhoJQ1mrdz8BACgBa1nAsCCGfc8CGv5zmuuxAnsdK+t3RjYrRHAy/8Aj9sFocdeKJAVznhchy1/mmtG+LB0fWd+uhep+/aSswW4nS5KSxXg6RjYLt/5OVEpxQc3MmTMpJCSE5/OwflRHjhyRekgAIHOFcmahOR3Lm339oY31DxqNilvWo0fsSrWmFA30sbr5Zlpf1CnAE43ZcydH9p6NCsmecTVpW/u0Sj7eSqFtBf2gGxQa1KxcuZIGDhxIo0aN4tWLS5UqxXtQsX5UAACmbB1Q0/SB34xjY8NiOS1+7KK5fSRveVA51F/vZ7b1eXXvqrShXzWTt8np7c4TjSehsi2Xw9uDP197B9e2anbGksB1SutSvGXEgHqF+FIjqCSoYcnK3bt3p65du1LRokVp9uzZ5OXlRQsWLJB6aAAgQyyRc0STcMGBhO45jYrlsjjZlh3MWCdqg/Ml7q/Mlt7K5cvGk5JzmDhIan/n9EYq05QOm2HPV7C/dTM2lvwlsRYKy3tUpmyZ3ax6bEdgdlDDej6xHU5SefPmDX/8evXqpZ7n7OzMf2a7roxJSEiguLg4vRMAOAZWkG1pt0rUvYZ+/yFjSadMPhMHq751Cpj1eGLMsViTkKz9BB8WIKxGjO5uMKFskS+jRv5Z3PQSqsWD5z8ts5/d27dvU+PGjcnNzY2aN29OH3zwAdWtW5f/bA9sC3lSUhLlzKk/Dcx+joyMNHqbiRMn0pgxY+wyPgCQ3qb+1anx9H2CbsOWWPZ/U5uyZ3E3Glyk11vIUraIBVb1rELz9l2j3jWF1bkZ06IYPXieQN0EdM9Ob6dYWoh7Up6nk9/WJ2cnJ0l2pjkSs/9b2RLPvXv3aPny5eTt7U1fffUVZc+enVq1akVLliyhJ0+ekNwMGzaMVzrWnqKjo6UeEgDYCOtqHC4gf0VX3mxegirvGmNqiapIbgFF3ax4fFbFd8KHJfjuLaG/+/++rEYty+QxmOnK6PHCc3tTuwpB1L9uQYvG7EjY0pGvwCrNlvzFZBX9MZRF0DwYW+6pXr06P7HKwRcvXqT//e9/NGfOHOrRowdVrFiRz+B88sknlCeP/j+ItVgA5eLiQvfv39c7n/2cK5fxpmXu7u78BAAOQMQPwLp5NtYWS+tYOR+9Tkyi0OxZaO7eKOoakV/WlWp71wrjVZarFUgpoJbdSKXgHz8uSbUKs8KFTvQDEollRWPhzFjPGqE0Z+81Ujqr5lXDw8NpyJAhdODAAT4L0rlzZ9q3bx+fzREbW+Zi7Rl27NiRel5ycjL/uUqVKqI/HgAoi5NM75ctX/WpVYCX7F/TJ4K3NTD3uPNHt0oU5OdJyz6vRPbyTaMitLBrxdRlEpYYO61taSryro1AaEBmal0+CLtwZEpjYVRTr2hO+tOOf2e2IlrGUkBAAHXr1o2fbIVt52aBU/ny5fms0LRp0+jly5d8NxQAODYxZzksuSvdmwT7edGdZ69Nbuf21FnqYonK68/c5d83SLN1vFrB7LRvSB2SGluaYkHZlvP3UmdwzCX1Ti91M3xuNRbeE/v7jRD42sqRtDWeBWrbti09fPiQ78Ri+T2lS5emzZs3GyQPAzii7tXz07x916UehuqYG+Do7nDZ+XVNepusMZmnUyEkG7Uqm5fPerAEXRYwPHn5hp9nKz+3LUUDVp7msy6WYL9Li9LiphWADWgsu5kMVj4dL6hh+vbty08AoG9E06KqDGpYwuqbt8mCbyfivI1Z1/rx41Kp37u6OFN6G4PYrNKUNu+vb48eRh+WyUtNSwRmmAAsNrnufmJb+G8+fkVqoyHHpqjiewBgvs1fVedN+JRufMviFt3Omr5Aup9azfkEy4r8Cd11JAV7BzRgfxq5RpF2gr9wAJUqksuHxrUsQUoXmNXTrOtpy38s+awiFQv0oQVdKojy+CqZlZdM6aCsJEd4XW1HyrhK8PLTunXrTE6nsiaTBQoUoPz5hRdxAgDLze+s36yxVuEAq6vFysH0dqWNvkHWKZKDdkbq93zTzqjUKBTAT2KRwzZrJfu2eVHK7evBd32BuH5sXYq6Ljyqd96UNqWo1x8nMrwtez3+d/oOqY3goKZly5b8nzztFJf2PPa1WrVqtHbtWsqWLZuYYwUAI7pGhFDdcP1keY93CR1KXn7694sIKpnXlw5cfWxwmbF+SiBPPh6ZaGCDwiQ3aghWaxfOQZfGNaI6P+2hmGevze4o/1uHstSwWC5VBjWCl5+2bdtGFSpU4F+1lXrZ95UqVaL169fT3r176fHjxzRo0CDbjBgA9BibybBkG22TEsaLWEqlVFDWlA9LRn4XY8cjMTtc63VVdpADpKNxMlGjR7ddhhKY06oirSYlcpvdrmHep/qzwKoLavr378+7ZbO+T6xdAjux73/88UcaPHgwRURE8PoxLNABAGkka94fbL+uX4gHAWz78JHhdWn9l9WM3mZ082I0smn6Ha2tUS88h2j3ZewNmXWeFgvr0aPl5W5d+wRQDlZN+eiIulIPQ1aCFZAAr0vwu0BUVBT5+BgWlGLnXbuWUmK5YMGCvAElANhe1TB/g/N066N8WbcgP2mx5oXGeLm70ufVQ2nchos2GWedIjnp984V6PWbJFp08AZN2my8Ea05M1Hs0yk7AL1KeEuLD90UfUmK7RL64aMSvL1BDm+PDK+PeRr1UOKsmy13PGksmPWV8ikUPFPDWhWwGRlWBE+Lfc/aJbBlKebKlSsUFBQk7kgBwMDCLhWoftH3+TTsQMyaOg5vUkS2W0E93VyofcVg/n0un4wDBmNdsnP6ePClgjEtdLZ7i/xG2q5icLp9mgDUxUm0eyof4keKCWp+//13un79OuXNm5fvdGIn9v2NGzf4ZcyLFy9o5MiRthgvgCKk7Vocmj2zKPfrl9mN3HQO8rWLpDQV1D0Qb+pfnXL7mrcNumzw++229tyFyboVnx3dgPYOqZ3hdSvl96N6aRKh+9YpYMPRgSNw7GouKfYMrkUZsSRXTcpEfsFBTZEiRejChQv077//Ur9+/fiJbfM+f/48FSpUKHWHVKdOnWwxXgDZYyXwv6itf9DdOagW3fihqdX37eHqTD6e4uWO9K5VQLLaEt4emfgyj6kcHy1nZyf6XWfLOtumnsVI/oyUiwYKXLEAFcnq9b5FhxD5/A0/bIn1AUwRQU1iYiK5urryoKZRo0apQU3Dhg3J2Rl1/ACYv3pVNVm5deuAGvR9i2Jm39eHZfLQf8PfJy6mxB3WHUF1gxc51LEpLoMxgGMZUK+QqvKgfm1fhs+6LhSh4GS7ispOHREUiWTKlImCg4MpKSnJdiMCUJimJTKuC6FVKKc3daoSYtZ12ZLLz21L8/wRMSmha/KnVfIJvo2PFW0RrKWmA6Qj6F+voN6LVjBHFlKysIAstKZPBF+OtpxGFbOQgqdXRowYQcOHD6cnT57YZkQAChPgbbyuhbXLysbeTMRYItKrwaL7GGnuu1y+bPRPn6qC7ptV8t3/TW2r3hy3DajBt5ebkvZ+Jn5UgnrVDKMyEpbjLxOMQqNKprQDN5gmeHF+xowZdPXqVQoMDKR8+fJR5sz6628nTmRcnhnAnn1nTkU/s+ljDKhfiG9RTis0IAtdffBC9FkWMd+AtZWHGVcX/TtuUz6v4IN15yr5KG+293Ut2FiFBmIFc3qne3na+/vk3U4qKWwfWJP2Xn5IHSpLNwYQ39ovIujYjSc2K28gZ046U1h9aoWRQ7RJAJC706Ma0Pozd6hx8dxU9nvbFoJk3aD/17caTdt+mcZ9aFlHaS22xfleXDz/3svNNkXfQnQSAdkupDEfFOOzStYUryuex4ci7z6nSqGGNXPYlvODVx9REzPKtytNgRxZ+AmUxymDD0Ps5IhBja7BDQvTFZE/mNma4HexUaNG2WYkAFZiSxDsAFM6yJcHGh0qpeRl5PB2N1lwTiwl8vrSfAuS9DK5OPGZnsmbLxnkuwxr/L66b7+6BemXHVdobIviNHLtOavGyp6bg0PrpBbo61zVeI5PBQG1JtZ9UY3eJCWn3ufn1fLT7/uv08imRemziBB6m6wxWm/GElgqADFobNRiQ7mcDM9xsuyZKZLLsECvvVj0LvPs2TNek2bYsGGpuTVs2SkmJkbs8QGYjS2XfFwuLxXIob98sW1ATZIrVo6/e/VQo0sruXzfJwgPrF+Izo1pyJvQiSEwqyeveWPM6e8a0M6va/LlM3N816wo33atW8V4RNNwnlvTrVp+/saYUUDT4F0BwYr5TQdS7JMz07q8sndnAMi5tYFTmihGI2KeoSxnas6cOUP16tUjX19fXnCve/fu5OfnR2vWrKFbt27RkiVLbDNSoNHNi9Lo/12QehiyZeogzJZYxNC3dgEK8vOkb1afTT1v81fVrbpPtjSje8BP7w3EWG0WW2DPl5Dn7LNqhlV3WSCjm1uTkSltStGms/eoQTH9Inu6lnWvRBfvPpc0IRjUQ81zM0u7VaSaP+4mRyR4pmbgwIHUpUsX3grBw+P9J8kmTZrwDt1gO7UKi9cQUE50K+TaE+sdZK7Fn1WkQQ0LU9sKwXrbQNObZjXnTbOdzv2Zy95F8uxViK9NhaB0i4h5ubnyHVlsVggAxO3crRaCjyZHjx6lnj17GpyfJ08eunfvnljjgjTMbROvRGdGN6DsWdKviNkwnU/wlmK9g1b3rmLWdfMZmc4VI7ZIW7PSvIBFhVENgISQp2Wak9qDGnd3d4qLizM4//LlyxQQEECOyJymfNZiMU2SyB/R64XLY+aH5WJINVtjzr/swq4V9HYMidkAMlzChDoAAGMNZ5VM8JHkgw8+oLFjx/KWCdq1c5ZL880331CrVq3IEQ1v+n6Xiq10qRpCebKa16TQXL93tr6ktr2ItTshexZ3KpLLm6a0LmVw2Re1w+jyuMY0vV1pvfNrm1j201g5O3VkeF3KZpCsq3HI5ScAe9NtBOtISmWQk9aqbF6qEupPQxoVJocIaqZMmcK7cOfIkYNev35NNWvW5J26vb29afz48eSIMtshsq2U319vd4mSVA71k80bTLCfJ23+qga1KpfX4LI6RXLynk0tSucx674yu1meuOvjkYlyWDjDh5gGACzllMHl7DizvEdl6qPT7FbVQQ3b9bRt2zZav349/fLLL9S3b1/auHEj7dmzx6C6MIjH3h8qOlUW3nvHGM9MLjzyz4gYSznWymbmjp/fOpTlsz0/tzWc7bH2NTPnaWhXIcjsYNHW3E007gQAdRwvnBQ2oWXxR82IiAh+AnWqUyQHLT180+r7YTMfQmdhTnxbnz5d8B+dizHM3dLl7e5Kh4fXpScv31hcDVd3aPmN5M2UzGvYQbpJidz8lJFqBQLo8v0XghvTPX6Zfl81VqyPVe4tn0/6fkPWVCEGANvQaNQfvJhi1sesFStWmH2H0dHRdODAAWvGBHIg0h94eG5v8x5O5z+KFYVb3bsq7RlcK93bnB3TkB9Ug/y8TBaSsxbrqm2pnD7mF6Biv2+/OgWoa0TGHbxZXZuahQIQUACYyZz/K0fhpJLgxaqgZtasWRQeHk6TJ0+mixcNe2HExsbyJaj27dtT2bJl6fHjx7YYK9iRWH/3k1uVyrD+i6k6C/n838+chOWwzdKmXP6/Wf2VgQ0Ki9ZKwF5al894aRFAasObhMv2f9/eSuYxnH1WU80bsz7qsXyZdevW0a+//spbI7DcmZw5c/Lie0+fPuX1abJnz86L8p07d45f5kjsEfnaO7q2NnGXzSSwpadgfy+6/fSV0eu4Ojvx61nyjyVWGW5Ts7Ta7tIRBQwbNMJ7X9dX5g4JcCxK+7BgS0MaFRF0fTYTzma6WIFM1n9O7lyFbOVmp0ePHtH+/fvp5s2bfPcTC2bKlCnDT85pK4k5CBnkuAqmTTbVdfLb+lTm+23UuUo+ymRlsT/dGZgqYf5Uu3AA7br0UO869cItD35tUYtQN5BjDR9ZTk/dIpbX8rEkLmTPFdtNF57bRxEFIVngCqB0atve7eRkekbYkmXrUc2L8a+6Qc38zuWp2+JjJDeCfzsWxLRs2dI2owG7/dMZuztWM+XGD0359wevPhLxsZyoZ82w1KCmSYlcVD6fn9Ft1fZm6lnN7evJT/bG3nBOfteAd++WO/mPEAB0ZfUUpw8ek8/f8qaZtoSPWSKwR5BfOb96lkFyeHvwJoi+Av7BWFdpYzuR1Fgw0JIdY1JQwBABzPr7Vfuf8uyOZalifj/6vmVxVa04GIPtEyKwxx+D2L2f7P0H7GTFMtZ/1x7Th2Xy8LYOpcduE3lkAADq1qh4bn5yBJipUQhTn4oHNShEasYSiVliGwvqdDs4W5r4Z88ZkKKB8s+LkUPrCgCpqWSSwipqmXlFUKOwP4a09Ra61wh1qD/gXz4pw3tgzepQTpT7s2WQE1EgO81oX4a2fFWDVEmhf0MAauekokexeVATHx9v8rK7d+9aOx4wMwvd2k/L/eoWJHsSK3j4oFQgHRhah0ooJL+mWclAKpzL8gJ+cibPtzQA8+i+d+JvWT0EBzWsuN6pU6cMzl+9ejWVLFlSrHFBGi4izyhIsbNHDuTQY0otlDrbBwDqJTioqVWrFlWuXJkmTZrEf3758iUvutepUycaPny4Lcbo8M6MbkDOtijMkh6dh5verrSo+SUILNQBOTUAjstXxO3hkgY1v/32G5+VmTZtGlWvXp1KlSrFZ26OHDlCAwYMsMkgb9y4Qd26daP8+fOTp6cnhYWF0ahRo+jNmzckB8UFlp0WysdD2j+eYD/r6xFkkWmfIhyWAQCzjsKxqu6s5pgqEoUbN25MH330EW9ceevWLT5rU7y46f3v1oqMjKTk5GSaM2cOnT9/nn7++WeaPXu2bGaGWN0VVoH29KgGot939YLZZfXPmNUrJcAqldeXtg1QXgKsEuq/KIW9Jw8BbEXNbwufReS3ac6g3Aj++BwVFcUbV7J+T1u2bOF9oVj7hP79+9P48eMpUybxZxUaNWrET1qhoaF06dIl3mjzp59+IjlgxeFsYYmJho9Mbl8PvZ9HNy9Ks/ZE0ZgPilGvP07YZDy7B9WitSdjqHmpQPLP4i5aYKHmNxUAkB/d9xw1r4gXyJHFZvctx+dNcFBTunRpatq0KQ9osmbNSvXr16cmTZrQp59+Stu2baOTJ0+SPbDO4H5+fuleJyEhgZ+04uLiSGmMBQAVQ/zoyI0n1Ka8fv+mCvn9qIsNo3KG1Yqx9jGQU6MORRTQnwrA0WkcrAqPRTk1K1as4AGNVtWqVXkww3ZG2cPVq1d5x/CePXume72JEyeSr69v6ikoyLCJoxIt7FqB/vy8En1Zp4BdHs8e/xLa8t323moOwm3+qjp9UjGY1+ABUAPMFJNo+YXLulciRQU1bJeTMd7e3jR//nxB9zV06FA+E5HeieXT6IqJieFLUa1bt6bu3bune//Dhg3jMzraU3R0NKkBa3rICru5ujjr/SEqeTdK7cI56OLYRjSwvm0rJKedJcKbmXBFcvnQxI9KOGxZAAAlcbLhccHYLFBmN2k3hQh+9CVLlpi8jAUhpoIeY77++mu+HTw9LH9G686dO1S7dm0+MzR37twM79/d3Z2f5KBGoQDaezmlS7WaphlZjk2tn3aLcl+ebi5kK981K0q/7rxCEz4qYbPHAACQG42djwtSf1AUHNSwhGBdiYmJ9OrVK3JzcyMvLy9BQU1AQAA/mYPN0LCAply5crRw4UJydlZWh4eywVltHtTYKrpPLwUmJHtmwfctxQov6wrOWkxg9xMAqJ6TdA8tdcqk4KDm6dOnBudduXKFevfuTYMHDyZbYAENK/qXL18+vtvp4cP3wUGuXPLbJ2+MkpeG1AIBDQAYg/dn9RBl8atgwYL0ww8/UMeOHQ1yYMTAdlWx5GB2yps3r2J30rAaL89eJUp+oP7axnkrGZHT2wfezDJWJjgrnbz1TOphANjsvVPNO4Q06v3VjBJtDcfV1ZXnvNgCy7thwYuxk1KwfxpbVwY29+n4UuAOIzEqCsuVqwuCmozgGQI1CvZ7n+ju7mq7fD6p1QvPSY5E8EzNunXr9H5mgQXrzj1jxgyKiIgQc2yqY89PA1VC/enQtcepP2d2c6GXb5IsLoe9/stqfNeVGOQUihbJ5U2Ni+eiHN7ySCgHAPtwlC7d7q7Oiu7lJJTgo1TLli0NpvBYsm+dOnVoypQpYo4NzGDqnzGTzh/yT61L0f24ePpxyyXz79fJvv2tpML+fmd1LCf1MGQNuUigRvn81TsD7SQgTGMNix+9eEOhAcIrD8txsURwUMN6MIGyfFwuL83ZEyX1MAAAZIMV+pyz9xo5uhal85CaKGtfNJjNw8wpRzEs6FKed2vNbmEvKJA3JeWuAZhLrOV0OdLIapHfvsx6VQcOHGj2HU6dOtWa8agWm9qz57Hh22ZFKerhC16fhRH60C4CWjDXKZKTn+pP3UOPXrzvtQUAoARqXmF1UvHvZnFQY26TSqy9GxpQrxB5ublQsxK5afJm8be7m3rKg/y8aMfXtSy+37LB2ahifj/K729+cb3BDQtTj6XHqVPlfBY/LsgP/q8BlEvjYJM2ZgU1u3btsv1IVKp/vffbp219bEjvj1foHzabqVnVs4qg2zQolotOfluf1+MBAABpOKl6P1f6zE68uHbtGtbWIUPZMrvhkz0AKELlUD/+tUMlzC5bQqPkoIZVDdZtT9C2bVu6f/++rcalWOXzZTN5WecqISQVOSWOITYGADlY8lkl2jqgBrUoHSj1UMDeQU3aWZqNGzfSy5cvxRqHaizrXtnkZdULmte8UwjMioCt4S8M1MrN1ZkK5fQ2+T5aMEdK7RYU51QO9e5pk/CfxCOTM8UnGtbzSft/w/JWkpI1dpmNwewIAIAwC7pUoDl7o6hbtVCphwJiz9SwSDZtNItZAuvk8vGg6gWzSz0MAAAwsYt0XMsSlD+7+btA5UZDjsVVyPITayzp7p4yDRcfH0+9evWizJn1X+w1a9aQo5Nj5nnJvNK3OehZI5SWH7lFvWuFST0UAADVcpLfIUh+QU3nzp31fu7YsaMtxqNqebK+7wpr7z88ls8zu2NZKpDDm6QyrEk4fdOoCDkLKOwH0nPkN0gAUGlQs3DhQtuOxEHKch8ZUZcqjt9hk1yXjO6rUfHcJDUENAAA6t/tKxX0frKzHN4eUg8BAADAaoFpVh/kAEGNDRTJLc0SD5YJAADAkSGosYGZ7ctS2/JBtKl/dUUVxQMwZmyL4lIPAQDALKhTY6MpuUkfl8zwekVyedPrxCTRHhe1aMAWwnP7SD0EAACzYKZGAhv7VadPq+SjH1plHPgAAACAeTBTI4GigT6pU/qYXQEAABAHZmocXKfKKd1pP6kYLPVQAABAZBoH++SMmRoZWdWzCk3aHMnrER+7+VTw7S350x3VvCi1LJNHFhWHAQDAek4SPnZogLQtJTBTI7Fcvu/r1lTM70ere1fly1P24uriTOXyZaNMLvhTAAAA63h7ZCIpYaZGYiOahFN8YhK1KR8k9VAAAAAUDUGNxPyzuNNvHcpJPQwAAADFw5qDijhaQhgAAKRPQ44FQQ0AAICKONmxZ86U1qVIThDUAAAAgEValctLfpndSC4Q1KiIo00zAgCAIY0DpyIgqAEAAFApJ3IsCGpkyNH+CAEAAMSAoAYAAEClNORYENSoiAMvowIAgAS7n/jjkXwgqAEAAABVQFADAAAAqoCgBgAAAFRBcUFNQkIClS5dmq8Znjp1SurhyIq/jAogAQCA9DQOlmupuIaWQ4YMocDAQDp9+rTUQ5GNeZ+Wp8cvEigke2aphwIAABJzIselqKBm06ZNtHXrVlq9ejX/HlLUL5pT6iEAAICDcpJRFKWYoOb+/fvUvXt3Wrt2LXl5eZm9VMVOWnFxcaQE2bO4Sz0EAAAAxXFWSh+LLl26UK9evah8+fJm327ixInk6+ubegoKCiIl+Lx6KH1QKpBmti8r9VAAAAAUQ9KgZujQoTzhN71TZGQk/frrr/T8+XMaNmyYoPtn14+NjU09RUdHkxJ4urnQL5+UoaYlc0s9FAAAUBgXl/frQa7OMlobUvvy09dff81nYNITGhpKO3fupEOHDpG7u/6yDJu16dChAy1evNjobdn1094GAABAzXw8MlHPGqGUlKyhbA62K1bSoCYgIICfMvLLL7/QuHHjUn++c+cONWzYkFauXEmVKlWy8SgBAACUZViTcHJEikgUDg4O1vs5S5Ys/GtYWBjlzZtXolEBAACAnCgiURgAAADkyonkQhEzNWmFhITwHVEAAAAAWpipAQAAAFVAUAMAAACqgKAGADJUKigr/1qtQHaphwJgkUr5/fjX2oUz3nELyqXInBoAsK/5ncvTv6fu0Edl8kg9FACLzOlUjjadu0dNSqCoqZohqAEAs/qRdauWX+phAFgsq5cbfVJRvzwIqK+hJZafAAAAQBUQ1AAAAIAqIKgBAAAAVUBQAwAAAKqAoAYAAABUAUENAAAAWKxDpZRdZREF/Elq2NINAAAAFutbuwBVyu9Ppd8V6ZQSghoAAACwmKuLM1UJk36WhsHyEwAAAKgCghoAAABQBQQ1AAAAoAoIagAAAEAVENQAAACAKiCoAQAAAFVAUAMAAACqgKAGAAAAVAFBDQAAAKgCghoAAABQBQQ1AAAAoAoIagAAAEAVENQAAACAKiCoAQAAAFVAUAMAAACqgKAGAAAAVAFBDQAAAKgCghoAAABQBQQ1AAAAYLZMLk4kVwhqAAAAIEMLu1SgYD8vWt69MsmVq9QDAAAAAPmrXSQHP8kZZmoAAABAFRDUAAAAgCogqAEAAABVUFRQs2HDBqpUqRJ5enpStmzZqGXLllIPCQAAAGRCMYnCq1evpu7du9OECROoTp069PbtWzp37pzUwwIAAACZUERQwwKY/v37048//kjdunVLPb9o0aKSjgsAAADkQxHLTydOnKCYmBhydnamMmXKUO7cualx48YZztQkJCRQXFyc3gkAAADUSRFBzbVr1/jX0aNH08iRI2n9+vU8p6ZWrVr05MkTk7ebOHEi+fr6pp6CgoLsOGoAAABwmKBm6NCh5OTklO4pMjKSkpOT+fVHjBhBrVq1onLlytHChQv55X/99ZfJ+x82bBjFxsamnqKjo+342wEAAIDD5NR8/fXX1KVLl3SvExoaSnfv3jXIoXF3d+eX3bp1y+Rt2XXYCQAAANRP0qAmICCAnzLCZmZYcHLp0iWqVq0aPy8xMZFu3LhB+fLls8NIAQAAQO4UsfvJx8eHevXqRaNGjeJ5MSyQYTuhmNatW0s9PAAAAJABRQQ1DAtiXF1dqVOnTvT69WtehG/nzp08YRgAAADASaPRaMhBsC3dbBcUSxpmsz8AAACgnuO3YmZqxKCN31CvBgAAQDm0x+2M5mEcKqh5/vw5/4p6NQAAAMo8jrMZG1McavmJ1bu5c+cOeXt78xo3co9KWfDFautgqUw+8LrIF14becLrIl9xCnptWKjCAprAwEDeXcAUh5qpYU9E3rx5SUnYH5rc/9gcEV4X+cJrI094XeTLRyGvTXozNIpqkwAAAACQEQQ1AAAAoAoIamSKVVBmxQbR5kFe8LrIF14becLrIl/uKnxtHCpRGAAAANQLMzUAAACgCghqAAAAQBUQ1AAAAIAqIKiR0MyZMykkJIQ8PDx4g84jR46ke/1nz57RF198Qblz5+aJXYUKFaKNGzfabbyOQsjrUqtWLV7IMe2padOmdh2zoxD6PzNt2jQqXLgweXp68iJjAwYMoPj4eLuN11EIeV0SExNp7NixFBYWxq9fqlQp2rx5s13H6wj27t1LzZs358Xq2HvS2rVrM7zN7t27qWzZsvz4UqBAAVq0aBEpDksUBvtbsWKFxs3NTbNgwQLN+fPnNd27d9dkzZpVc//+faPXT0hI0JQvX17TpEkTzf79+zXXr1/X7N69W3Pq1Cm7j13NhL4ujx8/1ty9ezf1dO7cOY2Li4tm4cKFdh+72gl9bf7880+Nu7s7/8r+X7Zs2aLJnTu3ZsCAAXYfu5oJfV2GDBmiCQwM1GzYsEETFRWl+e233zQeHh6aEydO2H3sarZx40bNiBEjNGvWrGGbgTT//PNPute/du2axsvLSzNw4EDNhQsXNL/++it/L9u8ebNGSRDUSKRixYqaL774IvXnpKQk/o8+ceJEo9efNWuWJjQ0VPPmzRs7jtLxCH1d0vr555813t7emhcvXthwlI5J6GvDrlunTh2989gbdkREhM3H6kiEvi4ssJwxY4beeR999JGmQ4cONh+royIzghoWbBYrVkzvvLZt22oaNmyoURIsP0ngzZs3dPz4capXr55eCwf286FDh4zeZt26dVSlShW+/JQzZ04qXrw4TZgwgZKSkuw4cnWz5HVJa/78+dSuXTvKnDmzDUfqeCx5bapWrcpvo10KuXbtGl+ubdKkid3GrXaWvC4JCQl82UkXWx7cv3+/zccLprHXS/d1ZBo2bGj2e59cOFTvJ7l49OgRD0ZYcKKL/RwZGWn0NuwNeefOndShQwf+xnz16lXq06cPX59mxZNAmtdFFzt4njt3jgc2IP1r0759e367atWq8WZ4b9++pV69etHw4cPtNGr1s+R1YQfKqVOnUo0aNXhezY4dO2jNmjX4gCaxe/fuGX0dWdPL169f88BTCTBTo6AO4zly5KC5c+dSuXLlqG3btjRixAiaPXu21EODd1gwU6JECapYsaLUQ4F3SY9sNvO3336jEydO8APnhg0b6Pvvv5d6aA5t+vTpVLBgQSpSpAi5ublR3759qWvXrul2XgYwF2ZqJJA9e3ZycXGh+/fv653Pfs6VK5fR27AdT5kyZeK30woPD+fRNZsCZm8OYP/XRevly5e0YsUKvqsD5PHafPvtt9SpUyf6/PPP+c8s4GSvU48ePfgHAhxEpXldAgIC+E4ctgvt8ePHfHfO0KFDKTQ01E6jBmPY62XsdWTdu5UyS8Pgv1oCLABhsy1s2lV3Job9zPJmjImIiOBLTux6WpcvX+bBDgIa6V4Xrb/++ovnCnTs2NEOI3U8lrw2r169MghctB8K0B1G+v8ZlleTJ08eviy4evVqatGihR1GDKaw10v3dWS2bduW4esoO1JnKjvyNki23XTRokV8+1yPHj34Nsh79+7xyzt16qQZOnRo6vVv3brFd9X07dtXc+nSJc369es1OXLk0IwbN07C30J9hL4uWtWqVeM7BUA+r82oUaP4/8zy5cv5dtWtW7dqwsLCNG3atJHwt1Afoa/L4cOHNatXr+bbuffu3ct3qOXPn1/z9OlTCX8L9Xn+/Lnm5MmT/MQO9VOnTuXf37x5k1/OXhP22qTd0j148GDNxYsXNTNnzsSWbhCG1QEIDg7mNR7Ytkj2z65Vs2ZNTefOnfWuf/DgQU2lSpX4Gwjb3j1+/HjN27dvJRi5ugl9XSIjI/mbBjtognxem8TERM3o0aN5IMPqoAQFBWn69OmDg6fErwurrxUeHs7fx/z9/fmBNSYmRqKRq9euXbv4+1Lak/a1YF/Za5P2NqVLl+avIzvGKLHeFrp0AwAAgCogpwYAAABUAUENAAAAqAKCGgAAAFAFBDUAAACgCghqAAAAQBUQ1AAAAIAqIKgBAAAAVUBQAwAAAKqAoAbAgTg5OfFmgnJWq1Yt+uqrr+zyWKzpJWtwaW03cPa8Pnv2jKTEGtuGhITQsWPHJB0HgJRQURhA4bp06UKLFy/m37u6upKfnx+VLFmSPvnkE36ZblNH1tU9W7Zs5O7uTnL15MkT3pHe29vbpo/DnotChQrR2bNnKV++fFYFE2zMOXPm5MGNlGbMmEH//POPQWNCAEeBmRoAFWjUqBHdvXuXbty4QZs2baLatWtT//79qVmzZrwLslauXLkkDWhYAJARFpTZOqBhfv/9d6patapVAY22UzV7Xi0NaMx5TszVoUMH2r9/P50/f160+wRQEgQ1ACrAAhV2YM2TJw+VLVuWhg8fTv/++y8PcBYtWmR0+YkdTPv27Uu5c+cmDw8PfnCfOHGi3nVnzZpFjRs3Jk9PTwoNDaW///5b73Gjo6OpTZs2lDVrVh6MtGjRggdWWmymqGXLljR+/HgKDAykwoUL8/N/++03KliwIH9cNsPx8ccfm1x+evr0KX366ad8hsnLy4uP58qVK6mXs9+PPf6WLVsoPDycsmTJkhrkpWfFihXUvHlzvfPYY3/55Zf88dnjsbHNmzePXr58SV27duXBVoECBfjzmt7y04EDB/h9sfGy+2nYsCH/PbSPwZ539hjZs2fnlzF79uyhihUr8teSvSZDhw7VC0jZ7fr160dDhgzhzzV7vUePHq03fvZYERER/HcDcEQIagBUqk6dOlSqVClas2aN0ct/+eUXWrduHa1atYouXbpEf/75J8/JSJtz0qpVKzp9+jSfBWjXrh1dvHiRX5aYmMgPyOxAv2/fPn4g1wYUurMPbCmE3f+2bdto/fr1POeDHZzHjh3Lz9+8eTPVqFHD5O/BAiN2GzbWQ4cOEVsxb9KkCX98rVevXtFPP/1ES5cupb1799KtW7do0KBBJu+TLRdduHCBypcvb3AZW8pjwcaRI0d4gNO7d29q3bo1n9U5ceIENWjQgDp16sQf05hTp05R3bp1qWjRony8bOaEBU9JSUl6j8FmeNhzNnv2bIqJieG/U4UKFfhzzYLJ+fPn07hx4wzGljlzZvrvv/9o8uTJ/Dlkz6suFhix1wPAIUndJhwArNO5c2dNixYtjF7Wtm1bTXh4eOrP7F/+n3/+4d9/+eWXmjp16miSk5ON3pZdt1evXnrnVapUSdO7d2/+/dKlSzWFCxfWu31CQoLG09NTs2XLltSx5cyZk5+vtXr1ao2Pj48mLi7O6OPWrFlT079/f/795cuX+TgOHDiQevmjR4/4Y6xatYr/vHDhQn6dq1evpl5n5syZ/HFNOXnyJL/NrVu3DB67WrVqqT+/fftWkzlzZk2nTp1Sz7t79y6/7aFDh/jPu3bt4j8/ffqU//zJJ59oIiIiTD42e4wyZcronTd8+HCD55L9DlmyZNEkJSUZHRtToUIFzTfffKN33vTp0zUhISEmHx9AzTBTA6BiLDYxlevBZkDYrAJbEmIzJ1u3bjW4TpUqVQx+1s7UsBmFq1ev8pkaNkPDTmxZJD4+nqKiolJvU6JECT4roVW/fn2+1MWWs9iMB5shMjXrwR6LJT9XqlQp9Tx/f38+Zu04GLbMExYWlvozW7558OCByefl9evX/Ctb/kqLJVlrubi48Mdjv4MWW5JiTN2/dqYmPeXKlTP4Pdlzq/tasWWkFy9e0O3bt42OzdTvyZYKTT2fAGqHoAZAxdjBMn/+/EYvY7k3169fp++//54f5FlujG5uS0bYAZcdnNlBXPd0+fJlat++fer12HKJLhYEsWWc5cuX84Pyd999x5fJrNkSzXZL6WLBQXobO9nyEqPNc8novnTP0wYeycnJRu+bBRUZSfucmMvY2NKOgy2tBQQEWHT/AEqHoAZApXbu3Mm3K7OcGFN8fHyobdu2PBl25cqVtHr1an5Q1Dp8+LDe9dnPLBlXGxSxhN0cOXLw5Fndk6+vb7pjY7Mv9erV43khZ86c4cnFbLxpscdiybIsh0Tr8ePHPBeH5axYis3qsN+d5dWIjc2mCN1SzX5Pbb6QFsu3YQFg3rx5Bd3XuXPnqEyZMoJuA6AWCGoAVCAhIYHXXWEJp2wWZMKECXwnEtvSzXYOGTN16lQ+WxIZGclnV/766y++o4btJNJi5y1YsIBfPmrUKJ48y3buMCxxmM14sMdhials1oftBGJLWbpLJmmxZGGWpMxmdW7evElLlizhsw3anVG62A4pdv/du3fnCbdsyatjx458lxc731Ksdg8Lqth9im3YsGF09OhR6tOnDw/Y2PPLEn8fPXpk8jbsumwnGUtMZtdnO9fY8z1w4EC9OkPmYK8FS2YGcEQIagBUgO0gYks5bPcS2320a9cuHjiwgyPLCzGGzQKwmRK2A4jtumGzJRs3btQ7iI4ZM4ZvD2azDyz4YEGQdoaE5bGwnUbBwcH00Ucf8dmGbt268ZwaNgtiCgua2I4stjuL3Ybt/mH3W6xYMaPXX7hwIV/mYgEayzthsxlsnGmXYoT6/PPP+e9mahnJUqygH8tPYgEY24nExsxeBzY7ZQoL0tjvxIJGthTXq1cv/lyOHDlS0GOz2Z7Y2FhBy4gAaoKKwgBgFMvXYNVpWZ0ZNWJvfSwBecCAAbz6shqwpUQWFLE6RQCOCDM1AOCwQdvcuXP1CtwpGasNxHZpsSANwFFhpgYAHHKmBgDUx/QiLwA4NHzeAQClwfITAAAAqAKCGgAAAFAFBDUAAACgCghqAAAAQBUQ1AAAAIAqIKgBAAAAVUBQAwAAAKqAoAYAAABUAUENAAAAkBr8HxHD2Z7BzFlNAAAAAElFTkSuQmCC", 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", 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", 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", 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", 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", 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", 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", 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", 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", 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", 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: SDSS_J010448.46+153501.8_usdL1.5_Xshooter_UVB_Primeval-II.fits\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: 2MASS_J06453153-6646120_sdL8_Xshooter_VIS_Primeval-IV.fits\n", + "\n", + "Total files plotted: 30\n", + "Total files failed: 1\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + } + ], + "source": [ +<<<<<<< HEAD + "file_path = os.path.join(path, \"SDSS_J010448.46+153501.8_usdL1.5_Xshooter_VIS_Primeval-II.fits\")\n", + "spectrum.flux.unit == \"\"\n", + "with fits.open(file_path) as hdul:\n", + " header= hdul[0].header\n", + " w = WCS(header)\n", + " W = WCS.world_axis_physical_types\n", + " \n", + " print(f\"WCS: {w}\")\n", + " \n", + "spectrum = Spectrum.read(file_path, format=\"wcs1d-fits\", spectral_axis_index=0)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 235, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " Reading FITS file: ULAS_J021642.96+004005.7_sdL4_Xshooter_VIS_Primeval-I.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 5800.0 \n", + "CRPIX : 1.0 \n", + "CD1_1 : 0.2 \n", + "NAXIS : 22001 0\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: Angstrom\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J021642.96+004005.7_sdL4_Xshooter_VIS_Primeval-I.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J223302.03+062030.8_esdL0.5_Xshooter_VIS_Primeval-IV.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 533.660001035733 \n", + "CRPIX : -2316.00000000232 \n", + "CD1_1 : 0.0199999995529652 \n", + "NAXIS : 22001 0\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J223302.03+062030.8_esdL0.5_Xshooter_VIS_Primeval-IV.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J230711.01+014447.1_usdL4.5_Xshooter_VIS_Primeval-III.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 533.660001035733 \n", + "CRPIX : -2316.00000000232 \n", + "CD1_1 : 0.0199999995529652 \n", + "NAXIS : 22001 0\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J230711.01+014447.1_usdL4.5_Xshooter_VIS_Primeval-III.fits is plottable.\n", + "\n", + " Reading FITS file: 2MASS_J06164006-6407194_esdL6_Xshooter_VIS_Primeval-I.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 533.660001035733 \n", + "CRPIX : -2316.00000000232 \n", + "CD1_1 : 0.0199999995529652 \n", + "NAXIS : 22001 0\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File 2MASS_J06164006-6407194_esdL6_Xshooter_VIS_Primeval-I.fits is plottable.\n", + "\n", + " Reading FITS file: SDSS_J010448.46+153501.8_usdL1.5_Xshooter_VIS_Primeval-II.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 2\n", + "CTYPE : 'LINEAR' '' \n", + "CRVAL : 533.65885533784 0.0 \n", + "CRPIX : -1316.02868326581 0.0 \n", + "CD1_1 CD1_2 : 0.0200004335492849 0.0 \n", + "CD2_1 CD2_2 : 0.0 1.0 \n", + "NAXIS : 22993 0\n", + "Could not read SDSS_J010448.46+153501.8_usdL1.5_Xshooter_VIS_Primeval-II.fits: Input WCS must have exactly one axis with spectral units, found 0\n", + "\n", + " Reading FITS file: ULAS_J141203.85+121609.9_sdL5_Xshooter_VIS_Primeval-IV.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 533.660001035733 \n", + "CRPIX : -2316.00000000232 \n", + "CD1_1 : 0.0199999995529652 \n", + "NAXIS : 22001 0\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + ": FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate system \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: The WCS transformation has more axes (2) than the image it is associated with (1) [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: 'cdfix' made the change 'Success'. [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J141203.85+121609.9_sdL5_Xshooter_VIS_Primeval-IV.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J151913.03-000030.0_sdL4_Xshooter_VIS_Primeval-I.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 5800.0 \n", + "CRPIX : 1.0 \n", + "CD1_1 : 0.2 \n", + "NAXIS : 22001 0\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: Angstrom\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J151913.03-000030.0_sdL4_Xshooter_VIS_Primeval-I.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J130710.22+151103.4_sdL8_Xshooter_VIS_Primeval-IV.fits.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 2\n", + "CTYPE : 'LINEAR' '' \n", + "CRVAL : 533.660000320511 0.0 \n", + "CRPIX : -716.000000000667 0.0 \n", + "CD1_1 CD1_2 : 0.0199999995529652 0.0 \n", + "CD2_1 CD2_2 : 0.0 1.0 \n", + "NAXIS : 23601 0\n", + "Could not read ULAS_J130710.22+151103.4_sdL8_Xshooter_VIS_Primeval-IV.fits.fits: Input WCS must have exactly one axis with spectral units, found 0\n", + "\n", + " Reading FITS file: ULAS_J024035.36+060629.3_sdM7_Xshooter_VIS_Primevl-IV.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 533.660001035733 \n", + "CRPIX : -2316.00000000232 \n", + "CD1_1 : 0.0199999995529652 \n", + "NAXIS : 22001 0\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: The WCS transformation has more axes (2) than the image it is associated with (1) [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: 'cdfix' made the change 'Success'. [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J024035.36+060629.3_sdM7_Xshooter_VIS_Primevl-IV.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J135058.85+081506.8_usdL3_Xshooter_VIS_Primeval-III.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 3\n", + "CTYPE : 'LINEAR' 'LINEAR' 'LINEAR' \n", + "CRVAL : 533.660001035733 0.0 0.0 \n", + "CRPIX : -2316.00000000232 0.0 0.0 \n", + "CD1_1 CD1_2 CD1_3 : 0.0199999995529652 0.0 0.0 \n", + "CD2_1 CD2_2 CD2_3 : 0.0 1.0 0.0 \n", + "CD3_1 CD3_2 CD3_3 : 0.0 0.0 1.0 \n", + "NAXIS : 22001 1 4\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J135058.85+081506.8_usdL3_Xshooter_VIS_Primeval-III.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J020858.62+020657.0_esdL3_Xshooter_VIS_Primeval-III.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 3\n", + "CTYPE : 'LINEAR' 'LINEAR' 'LINEAR' \n", + "CRVAL : 533.66000058872 0.0 0.0 \n", + "CRPIX : -1316.00000000126 0.0 0.0 \n", + "CD1_1 CD1_2 CD1_3 : 0.0199999995529652 0.0 0.0 \n", + "CD2_1 CD2_2 CD2_3 : 0.0 1.0 0.0 \n", + "CD3_1 CD3_2 CD3_3 : 0.0 0.0 1.0 \n", + "NAXIS : 23001 1 4\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J020858.62+020657.0_esdL3_Xshooter_VIS_Primeval-III.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 533.660001035733 \n", + "CRPIX : -2316.00000000232 \n", + "CD1_1 : 0.0199999995529652 \n", + "NAXIS : 22001 0\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV.fits is plottable.\n", + "\n", + " Reading FITS file: 2MASS_J06453153-6646120_sdL8_Xshooter_VIS_Primeval-IV.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 533.660001035733 \n", + "CRPIX : -2316.00000000232 \n", + "CD1_1 : 0.0199999995529652 \n", + "NAXIS : 22001 0\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File 2MASS_J06453153-6646120_sdL8_Xshooter_VIS_Primeval-IV.fits is plottable.\n", + "Total FITS files plotted: 11\n", + "Total FITS files failed: 2\n" + ] + } + ], + "source": [ + "# VIS Xshooter\n", + "file_plotted = 0\n", + "file_failed = 0\n", +======= + "# Testing on X-Shooter instrument:\n", + "# VIS, wavelength range 559.5-1024 nm\n", + "# NIR, wavelength range 1024-2480 nm\n", + "# UVB, wavelength range 300-559.5 nm\n", + "\n", +>>>>>>> parent of b9a85416 (kelle's work) + "for filename in os.listdir(path):\n", + "\n", + "\n", + " if filename.endswith(\"fits\") and \"xshooter\" in filename.lower() and \"VIS\" in filename.upper():\n", + "\n", + " file_path = os.path.join(path, filename)\n", + " try:\n", + " with fits.open(file_path) as hdul:\n", + " print(f\"\\n Reading FITS file: {filename}\")\n", + " header = hdul[0].header\n", + " w = WCS(header)\n", + " print(f\"WCS: {w}\")\n", + " \n", + " spectrum = Spectrum.read(file_path)\n", + " if(spectrum.flux.unit == \"\"):\n", + " spectrum = Spectrum.read(file_path, format=\"wcs1d-fits\", flux_unit=\"erg / (cm2 s Angstrom)\")\n", + "\n", + "\n", + " print(f\"flux unit: {spectrum.flux.unit} wavelength unit: {spectrum.spectral_axis.unit}\")\n", + " if check_spectrum_plottable(spectrum, show_plot=True):\n", + " file_plotted += 1\n", + " print(f\"File {filename} is plottable.\")\n", + "\n", + " except Exception as e:\n", + " print(f\"Could not read {filename}: {e}\")\n", + " file_failed += 1 \n", + "print(f\"Total FITS files plotted: {file_plotted}\")\n", + "print(f\"Total FITS files failed: {file_failed}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 221, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " Reading FITS file: ULAS_J141203.85+121609.9_sdL5_Xshooter_NIR_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J141203.85+121609.9_sdL5_Xshooter_NIR_Primeval-IV.fits\n", + "\n", + " Reading FITS file: SDSS_J010448.46+153501.8_usdL1.5_Xshooter_NIR_Primeval-II.fits\n", + "Error reading SDSS_J010448.46+153501.8_usdL1.5_Xshooter_NIR_Primeval-II.fits: list index out of range\n", + "Header info: SIMPLE = T / Fits standard BITPIX = -32 / Bits per pixel NAXIS = 1 / Number of axes NAXIS1 = 24517 / Axis length EXTEND = T / File may contain extensions ORIGIN = 'NOAO-IRAF FITS Image Kernel July 2003' / FITS file originator IRAF-TLM= '2016-10-20T12:11:15' / Time of last modification OBJECT = 'sd0104 ' / Name of the object observed COMMENT FITS (Flexible Image Transport System) format is defined in 'AstronomyCOMMENT and Astrophysics', volume 376, page 359; bibcode: 2001A&A...376..359H DATE = '2016-10-20T12:11:15' / file creation date (YYYY-MM-DDThh:mm:ss UT) LAMNLIN = 1909 / No. of lines used in wavelength solution LAMRMS = 0.0105013378632639 / RMS of wavelength solution [CUNIT1] CRDER1 = 0.000240348638991945 / Wavelength uncertainty [CUNIT1] CSYER1 = 0.004 / Typical systematic wavelength error [CUNIT1] CUNIT1 = 'nm ' / Wavelength units SPATRMS = 0.0257069721252951 / RMS on spatial coordinate uncertainty [CUNIT2] CRDER2 = 0.000588366534185404 / Spatial coordinate uncertainty [CUNIT2] CSYER2 = 0.25 / Spatial coordinate systematic uncertainty [CUNICUNIT2 = 'arcsec ' / Spatial units CRPIX1 = -232.000000000209 CRVAL1 = 994.020000312465 CTYPE1 = 'LINEAR ' CD1_1 = 0.0599999986588955 TELESCOP= 'ESO-VLT-U2' / ESO INSTRUME= 'XSHOOTER' / Instrument used. RA = 16.202846 / [deg] 01:04:48.6 RA (J2000) pointing DEC = 15.58229 / [deg] 15:34:56.2 DEC (J2000) pointing EQUINOX = 2000. / Standard FK5 RADECSYS= 'FK5 ' / Coordinate system EXPTIME = 300. / Integration time MJD-OBS = 57641.15057279 / Obs start 2016-09-10T03:36:49.489 DATE-OBS= '2016-09-10T03:36:49.4895' / Observing date UTC = 13007. / [s] 03:36:47.000 UTC LST = 80015.233 / [s] 22:13:35.233 LST PI-COI = 'UNKNOWN ' / PI-COI name. OBSERVER= 'UNKNOWN ' / Name of observer. BUNIT = 'erg / (angstrom s cm2)' HDUCLASS= 'ESO ' / hdu classification HDUDOC = 'DICD ' / hdu reference document HDUVERS = 'DICD V6.0' / hdu reference document version HDUCLAS1= 'IMAGE ' / hdu format classification HDUCLAS2= 'DATA ' / hdu type classification ERRDATA = 'ORD11_ERRS' / name of errs extension QUALDATA= 'ORD11_QUAL' / name of qual extension ARCFILE = 'XSHOO.2016-09-10T03:36:49.489.fits' / Archive File Name DATAMD5 = 'bb4a6a0bd0f56dc78394d5f82f5c0df1' / MD5 checksum PIPEFILE= 'SCI_SLIT_FLUX_MERGE2D_NIR.fits' / Filename of data product HIERARCH ESO OBS AIRM = 1.9 / Req. max. airmass HIERARCH ESO OBS AMBI FWHM = 1.3 / Req. max. seeing HIERARCH ESO OBS AMBI TRANS = '3THN ' / Req. sky transparency HIERARCH ESO OBS ATM = 'NATM ' / Req. Atmospheric Turbulence Model HIERARCH ESO OBS CONTAINER ID = -999 / Scheduling container ID HIERARCH ESO OBS CONTAINER TYPE = 'U ' / Scheduling container type HIERARCH ESO OBS CONTRAST = 0. / Req. contrast HIERARCH ESO OBS DID = 'ESO-VLT-DIC.OBS-2.0' / OBS Dictionary HIERARCH ESO OBS EXECTIME = 4403 / Expected execution time HIERARCH ESO OBS GRP = '0 ' / linked blocks HIERARCH ESO OBS ID = 1407488 / Observation block ID HIERARCH ESO OBS MOON DIST = 30 / Req. min. angular dist. from moon HIERARCH ESO OBS MOON FLI = 1. / Req. max. fractional lunar illum. HIERARCH ESO OBS NAME = 'SD0104 ' / OB name HIERARCH ESO OBS NTPL = 2 / Number of templates within OB HIERARCH ESO OBS OBSERVER = 'UNKNOWN ' / Observer Name HIERARCH ESO OBS PI-COI ID = 72262 / ESO internal PI-COI ID HIERARCH ESO OBS PI-COI NAME = 'UNKNOWN ' / PI-COI name HIERARCH ESO OBS PROG ID = '098.D-0222(A)' / ESO program identification HIERARCH ESO OBS START = '2016-09-10T03:30:08' / OB start time HIERARCH ESO OBS STREHLRATIO = 0. / Req. strehl ratio HIERARCH ESO OBS TARG NAME = 'sd0104 ' / OB target name HIERARCH ESO OBS TPLNO = 2 / Template number within OB HIERARCH ESO OBS TWILIGHT = 0 / Req. twilight HIERARCH ESO OBS WATERVAPOUR = 0. / Req. water vapour HIERARCH ESO TPL DID = 'ESO-VLT-DIC.TPL-1.9' / Data dictionary for TPL HIERARCH ESO TPL EXPNO = 3 / Exposure number within template HIERARCH ESO TPL ID = 'XSHOOTER_slt_obs_AutoNodOnSlit' / Template signa HIERARCH ESO TPL NAME = 'XSHOOTER observations with AutoNodOnSlit offset' HIERARCH ESO TPL NEXP = 36 / Number of exposures within templat HIERARCH ESO TPL PRESEQ = 'XSHOOTER_obs_AutoNodOnSlit.seq' / Sequencer scri HIERARCH ESO TPL START = '2016-09-10T03:36:19' / TPL start time HIERARCH ESO TPL VERSION = '$Revision: 213208 $' / Version of the template HIERARCH ESO TEL AIRM END = 1.488 / Airmass at end HIERARCH ESO TEL AIRM START = 1.891 / Airmass at start HIERARCH ESO TEL ALT = 31.838 / Alt angle at start HIERARCH ESO TEL AMBI FWHM END = 0.4 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI FWHM START = 0.46 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI PRES END = 746. / Observatory ambient air pressure q HIERARCH ESO TEL AMBI PRES START = 746. / Observatory ambient air pressure q HIERARCH ESO TEL AMBI RHUM = 3.5 / Observatory ambient relative humid HIERARCH ESO TEL AMBI TAU0 = 0.0087 / Average coherence time HIERARCH ESO TEL AMBI TEMP = 15.96 / Observatory ambient temperature qu HIERARCH ESO TEL AMBI WINDDIR = 10.5 / Observatory ambient wind direction HIERARCH ESO TEL AMBI WINDSP = 5.85 / Observatory ambient wind speed que HIERARCH ESO TEL AZ = 230.644 / Az angle at start S=0,W=90 HIERARCH ESO TEL CHOP ST = F / True when chopping is active HIERARCH ESO TEL DATE = '2000-01-01T00:00:00' / TCS installation date HIERARCH ESO TEL DID = 'ESO-VLT-DIC.TCS' / Data dictionary for TEL HIERARCH ESO TEL DOME STATUS = 'FULLY-OPEN' / Dome status HIERARCH ESO TEL FOCU ID = 'CA ' / Telescope focus station ID HIERARCH ESO TEL FOCU LEN = 108.557 / Focal length HIERARCH ESO TEL FOCU SCALE = 1.894 / Focal scale HIERARCH ESO TEL FOCU VALUE = 0.291 / M2 setting HIERARCH ESO TEL GEOELEV = 2648. / Elevation above sea level (m) HIERARCH ESO TEL GEOLAT = -24.6272 / Tel geo latitute (+=North) HIERARCH ESO TEL GEOLON = -70.4048 / Tel geo longitude (+=East) HIERARCH ESO TEL IA FWHM = 0.87 / Delivered seeing corrected by airm HIERARCH ESO TEL IA FWHMLIN = 1.29 / Delivered seeing on IA detector (l HIERARCH ESO TEL IA FWHMLINOBS = 1.87 / Delivered seeing on IA detector (l HIERARCH ESO TEL ID = 'v 281158' / TCS version number HIERARCH ESO TEL MOON DEC = -17.92503 / -17:55:30.1 DEC (J2000) HIERARCH ESO TEL MOON RA = 264.165386 / 17:36:39.6 RA (J2000) HIERARCH ESO TEL OPER = 'I, Condor' / Telescope Operator HIERARCH ESO TEL PARANG END = -146.89 / Parallactic angle at end HIERARCH ESO TEL PARANG START = -133.115 / Parallactic angle at start HIERARCH ESO TEL TARG ALPHA = 10448.46 / Alpha coordinate for the target HIERARCH ESO TEL TARG COORDTYPE = 'M ' / Coordinate type (M=mean A=apparenHIERARCH ESO TEL TARG DELTA = 153501.8 / Delta coordinate for the target HIERARCH ESO TEL TARG EPOCH = 1999.8 / Epoch HIERARCH ESO TEL TARG EPOCHSYSTEM = 'J ' / Epoch system (default J=Julian)HIERARCH ESO TEL TARG EQUINOX = 2000. / Equinox HIERARCH ESO TEL TARG PARALLAX = 0. / Parallax HIERARCH ESO TEL TARG PMA = 0.092 / Proper Motion Alpha HIERARCH ESO TEL TARG PMD = -0.207 / Proper motion Delta HIERARCH ESO TEL TARG RADVEL = 0. / Radial velocity HIERARCH ESO TEL TH M1 TEMP = 14.27 / M1 superficial temperature HIERARCH ESO TEL TRAK STATUS = 'NORMAL ' / Tracking status HIERARCH ESO INS ADC1 DEC = 154018.36074 / Telescope desclination [deg]. HIERARCH ESO INS ADC1 END = 158.087 / Position angle at end [deg]. HIERARCH ESO INS ADC1 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC1 RA = 10542.713713 / Telescope right ascension [deg]. HIERARCH ESO INS ADC1 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC2 DEC = 154018.36074 / Telescope desclination [deg]. HIERARCH ESO INS ADC2 END = 238.375 / Position angle at end [deg]. HIERARCH ESO INS ADC2 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC2 RA = 10542.713713 / Telescope right ascension [deg]. HIERARCH ESO INS ADC2 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC3 DEC = 154018.36074 / Telescope desclination [deg]. HIERARCH ESO INS ADC3 END = 156.646 / Position angle at end [deg]. HIERARCH ESO INS ADC3 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC3 RA = 10542.713713 / Telescope right ascension [deg]. HIERARCH ESO INS ADC3 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC4 DEC = 154018.36074 / Telescope desclination [deg]. HIERARCH ESO INS ADC4 END = 228.368 / Position angle at end [deg]. HIERARCH ESO INS ADC4 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC4 RA = 10542.713713 / Telescope right ascension [deg]. HIERARCH ESO INS ADC4 SWSIM = T / If T, function is software simulat HIERARCH ESO INS DATE = '2005-04-01' / Instrument release date (yyyy-mm-d HIERARCH ESO INS DID = 'ESO-VLT-DIC.XSHOOTER_ICS-271852' / Data dictiona HIERARCH ESO INS FOCU1 ENC = 27072 / Absolute position [Enc]. HIERARCH ESO INS FOCU1 POS = 15.5 / Position [C]. HIERARCH ESO INS FOCU2 ENC = 11750 / Absolute position [Enc]. HIERARCH ESO INS FOCU2 POS = 0. / Position [C]. HIERARCH ESO INS ID = 'XSHOOTER/176642' / Instrument ID. HIERARCH ESO INS MIRR1 ID = 'Tel ' / Mirror unique ID. HIERARCH ESO INS MIRR1 NAME = 'Tel ' / Mirror name. HIERARCH ESO INS MIRR1 NO = 1 / Mirror slide position. HIERARCH ESO INS MODE = 'SLITSPEC' / Instrument mode used. HIERARCH ESO INS OPTI2 ID = 'SLOT ' / OPTIi unique ID. HIERARCH ESO INS OPTI2 NAME = 'SLOT ' / OPTIi name. HIERARCH ESO INS OPTI2 NO = 3 / OPTIi slot number. HIERARCH ESO INS OPTI2 TYPE = 'MIRROR ' / OPTIi element. HIERARCH ESO INS OPTI3 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI3 NAME = '1.3x11 ' / OPTIi name. HIERARCH ESO INS OPTI3 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI3 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI4 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI4 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI4 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI4 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI5 ID = 'PS5 ' / OPTIi unique ID. HIERARCH ESO INS OPTI5 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI5 NO = 5 / OPTIi slot number. HIERARCH ESO INS OPTI5 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS PATH = 'SLITSPEC' / Optical path used. HIERARCH ESO INS SENS21 ID = 'CA1F1 ' / sensor ID. HIERARCH ESO INS SENS21 NAME = 'Cab.1 Flow rate' / sensor common name. HIERARCH ESO INS SENS21 VAL = 101. / Cab. 1 Flow rate [l/h] HIERARCH ESO INS SENS60 ID = 'NPM ' / sensor ID. HIERARCH ESO INS SENS60 NAME = 'NIR cryo. P' / sensor common name. HIERARCH ESO INS SENS60 VAL = 5.0E-08 / NIR Pressure [mbar] HIERARCH ESO INS SENS81 ID = 'RANGE ' / sensor ID. HIERARCH ESO INS SENS81 NAME = 'Heater Range' / sensor common name. HIERARCH ESO INS SENS81 VAL = 4. / Lake 340 Heater Range HIERARCH ESO INS SENS82 ID = 'HEATR ' / sensor ID. HIERARCH ESO INS SENS82 NAME = 'Heater output' / sensor common name. HIERARCH ESO INS SENS82 VAL = 52.4 / Lake 340 Heater output HIERARCH ESO INS SHUT1 ID = 'INSH ' / Shutter ID. HIERARCH ESO INS SHUT1 NAME = 'Instrument shutter' / Shutter name. HIERARCH ESO INS SHUT1 ST = T / Shutter open. HIERARCH ESO INS SWSIM = 'NORMAL ' / Software simulation. HIERARCH ESO INS TEMP1 ID = 'TMUC ' / Temperature sensor ID. HIERARCH ESO INS TEMP1 NAME = 'UVB Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP1 VAL = 15.58 / UVB Camera temp. [C] HIERARCH ESO INS TEMP10 ID = 'TMA ' / Temperature sensor ID. HIERARCH ESO INS TEMP10 NAME = 'Ambient temp.' / Temperature sensor name. HIERARCH ESO INS TEMP10 VAL = 15.97 / Ambient temp. [C] HIERARCH ESO INS TEMP11 ID = 'TMADC ' / Temperature sensor ID. HIERARCH ESO INS TEMP11 NAME = 'BB UVB ADC temp.' / Temperature sensor name. HIERARCH ESO INS TEMP11 VAL = 17.34 / BB UVB ADC temp. [C] HIERARCH ESO INS TEMP2 ID = 'TMUP ' / Temperature sensor ID. HIERARCH ESO INS TEMP2 NAME = 'UVB Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP2 VAL = 15.11 / UVB Prism temp. [C] HIERARCH ESO INS TEMP21 ID = 'CA1OT ' / Temperature sensor ID. HIERARCH ESO INS TEMP21 NAME = 'Cab.1 outlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP21 VAL = 12.07 / Cab. 1 outlet temp. [C] HIERARCH ESO INS TEMP22 ID = 'CA1IT ' / Temperature sensor ID. HIERARCH ESO INS TEMP22 NAME = 'Cab.1 inlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP22 VAL = 9.75 / Cab. 1 inlet temp. [C] HIERARCH ESO INS TEMP23 ID = 'CA1CT ' / Temperature sensor ID. HIERARCH ESO INS TEMP23 NAME = 'Cab.1 temp.' / Temperature sensor name. HIERARCH ESO INS TEMP23 VAL = 18.96 / Cab. 1 temp. [C] HIERARCH ESO INS TEMP24 ID = 'CA1AT ' / Temperature sensor ID. HIERARCH ESO INS TEMP24 NAME = 'Cab.1 Amb. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP24 VAL = 16.48 / Cab. 1 Amb. temp. [C] HIERARCH ESO INS TEMP3 ID = 'TMUB ' / Temperature sensor ID. HIERARCH ESO INS TEMP3 NAME = 'UVB bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP3 VAL = 15.45 / UVB bench temp. [C] HIERARCH ESO INS TEMP4 ID = 'TMVC ' / Temperature sensor ID. HIERARCH ESO INS TEMP4 NAME = 'VIS Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP4 VAL = 14.3 / VIS Camera temp. [C] HIERARCH ESO INS TEMP5 ID = 'TMVP ' / Temperature sensor ID. HIERARCH ESO INS TEMP5 NAME = 'VIS Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP5 VAL = 14.81 / VIS Prism temp. [C] HIERARCH ESO INS TEMP6 ID = 'TMVB ' / Temperature sensor ID. HIERARCH ESO INS TEMP6 NAME = 'VIS bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP6 VAL = 15.2 / VIS bench temp. [C] HIERARCH ESO INS TEMP7 ID = 'TMUCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP7 NAME = 'UVB cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP7 VAL = 11.26 / UVB cryo. temp. [C] HIERARCH ESO INS TEMP8 ID = 'TMVCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP8 NAME = 'VIS cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP8 VAL = 12.63 / VIS cryo. temp. [C] HIERARCH ESO INS TEMP80 ID = 'OBCT ' / Temperature sensor ID. HIERARCH ESO INS TEMP80 NAME = 'OB Cover Tel.' / Temperature sensor name. HIERARCH ESO INS TEMP80 VAL = 103.89 / OB Cover Telescope [K] HIERARCH ESO INS TEMP81 ID = 'OBCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP81 NAME = 'OB Cover Tank' / Temperature sensor name. HIERARCH ESO INS TEMP81 VAL = 104.05 / OB Cover Tank [K] HIERARCH ESO INS TEMP82 ID = 'OBPR ' / Temperature sensor ID. HIERARCH ESO INS TEMP82 NAME = 'OB Prism1' / Temperature sensor name. HIERARCH ESO INS TEMP82 VAL = 103.32 / OB Prism1 [K] HIERARCH ESO INS TEMP83 ID = 'OBCL ' / Temperature sensor ID. HIERARCH ESO INS TEMP83 NAME = 'OB Corrector Lens' / Temperature sensor name. HIERARCH ESO INS TEMP83 VAL = 104.15 / OB Corrector Lens [K] HIERARCH ESO INS TEMP84 ID = 'CP ' / Temperature sensor ID. HIERARCH ESO INS TEMP84 NAME = 'Cryo. Cold Plate' / Temperature sensor name. HIERARCH ESO INS TEMP84 VAL = 75.258 / Cryostat Cold Plate [K] HIERARCH ESO INS TEMP85 ID = 'RS ' / Temperature sensor ID. HIERARCH ESO INS TEMP85 NAME = 'Cryo. rad. shield' / Temperature sensor name. HIERARCH ESO INS TEMP85 VAL = 94.579 / Cryostat rad. shield [K] HIERARCH ESO INS TEMP86 ID = 'DCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP86 NAME = 'CCD Copper bar' / Temperature sensor name. HIERARCH ESO INS TEMP86 VAL = 76.654 / CCD Copper bar [K] HIERARCH ESO INS TEMP9 ID = 'TMNCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP9 NAME = 'NIR cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP9 VAL = 18.24 / NIR cryo. temp. [C] HIERARCH ESO INS TEMP90 ID = 'NHT ' / Temperature sensor ID. HIERARCH ESO INS TEMP90 NAME = 'NIR Head temp.' / Temperature sensor name. HIERARCH ESO INS TEMP90 VAL = 79.002 / NIR Head temp. [K] HIERARCH ESO INS TILT1 AFCX = 0.383 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT1 AFCY = -0.118 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT1 CONVX = 0.208 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT1 CONVY = 0.269 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT1 ENGX = 5.296 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT1 ENGY = 2.551 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT1 ID = 'afcs1 ' / AFCS ID. HIERARCH ESO INS TILT1 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT1 NAME = 'Flexure comp. UVB' / AFCS description. HIERARCH ESO INS TILT1 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT1 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT1 POSXEND = -0.153 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSXSTART = 0.342 / Piezo position at start in X [volt HIERARCH ESO INS TILT1 POSYEND = -1.724 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSYSTART = -2.53 / Piezo position at start in Y [volt HIERARCH ESO INS TILT1 REFRACXEND = -1.473 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT1 REFRACXST = -1.01 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT1 REFRACYEND = -1.716 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT1 REFRACYST = -1.787 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT2 AFCX = -0.744 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT2 AFCY = 0.291 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT2 CONVX = 0.291 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT2 CONVY = 0.384 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT2 ENGX = 4.327 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT2 ENGY = 7.335 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT2 ID = 'afcs2 ' / AFCS ID. HIERARCH ESO INS TILT2 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT2 NAME = 'Flexure comp. VIS' / AFCS description. HIERARCH ESO INS TILT2 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT2 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT2 POSXEND = -0.307 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSXSTART = -0.711 / Piezo position at start in X [volt HIERARCH ESO INS TILT2 POSYEND = 1.699 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSYSTART = 2.406 / Piezo position at start in Y [volt HIERARCH ESO INS TILT2 REFRACXEND = 1.514 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT2 REFRACXST = 1.044 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT2 REFRACYEND = 1.76 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT2 REFRACYST = 1.828 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT3 AFCX = 0.923 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT3 AFCY = 0.569 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT3 CONVX = 0.58 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT3 CONVY = 0.56 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT3 ENGX = 8.484 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT3 ENGY = 5.505 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT3 ID = 'afcs3 ' / AFCS ID. HIERARCH ESO INS TILT3 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT3 NAME = 'Flexure comp. NIR' / AFCS description. HIERARCH ESO INS TILT3 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT3 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT3 POSXEND = 2.688 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSXSTART = 3.574 / Piezo position at start in X [volt HIERARCH ESO INS TILT3 POSYEND = 0.095 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSYSTART = 0.533 / Piezo position at start in Y [volt HIERARCH ESO INS TILT3 REFRACXEND = 1.633 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT3 REFRACXST = 1.162 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT3 REFRACYEND = 1.879 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT3 REFRACYST = 1.944 / Atm. refr. corr. start in Y [volt] HIERARCH ESO DET CHIP GAIN = 1. / Gain in e-/ADU HIERARCH ESO DET CHIP ID = 'ESO-Hawaii2RG' / Detector ID HIERARCH ESO DET CHIP NAME = 'Hawaii2RG' / Detector name HIERARCH ESO DET CHIP NX = 2048 / Pixels in X HIERARCH ESO DET CHIP NY = 1100 / Pixels in Y HIERARCH ESO DET CHIP PXSPACE = 1.8E-05 / Pixel-Pixel Spacing HIERARCH ESO DET CHIP RON = 0. / Read-out noise in e HIERARCH ESO DET CHIP TYPE = 'IR ' / The Type of Det Chip HIERARCH ESO DET CHOP FREQ = 0 / Chopping Frequency HIERARCH ESO DET CON OPMODE = 'NORMAL ' / Operational Mode HIERARCH ESO DET DID = 'ESO-VLT-DIC.IRACE-1.48' / Dictionary Name and Re HIERARCH ESO DET DIT = 300. / Integration Time HIERARCH ESO DET DITDELAY = 0. / Pause Between DITs HIERARCH ESO DET EXP NAME = 'XSHOOTER_SLT_OBJ_NIR_254_0003' / Exposure Name HIERARCH ESO DET EXP NO = 9746 / Exposure number HIERARCH ESO DET EXP UTC = '2016-09-10T03:41:54.0186' / File Creation Time HIERARCH ESO DET FILE CUBE ST = F / Data Cube On/Off HIERARCH ESO DET FRAM NO = 1 / Frame number HIERARCH ESO DET FRAM TYPE = 'INT ' / Frame type HIERARCH ESO DET FRAM UTC = '2016-09-10T03:41:52.4375' / Time Recv Frame HIERARCH ESO DET IRACE ADC1 DELAY = 7 / ADC Delay Adjustment HIERARCH ESO DET IRACE ADC1 ENABLE = 1 / Enable ADC Board (0/1) HIERARCH ESO DET IRACE ADC1 FILTER1 = 0 / ADC Filter1 Adjustment HIERARCH ESO DET IRACE ADC1 FILTER2 = 0 / ADC Filter2 Adjustment HIERARCH ESO DET IRACE ADC1 HEADER = 1 / Header of ADC Board HIERARCH ESO DET IRACE ADC1 NAME = 'ADC-RG ' / Name for ADC Board HIERARCH ESO DET IRACE ADC2 DELAY = 7 / ADC Delay Adjustment HIERARCH ESO DET IRACE ADC2 ENABLE = 1 / Enable ADC Board (0/1) HIERARCH ESO DET IRACE ADC2 FILTER1 = 0 / ADC Filter1 Adjustment HIERARCH ESO DET IRACE ADC2 FILTER2 = 0 / ADC Filter2 Adjustment HIERARCH ESO DET IRACE ADC2 HEADER = 1 / Header of ADC Board HIERARCH ESO DET IRACE ADC2 NAME = 'ADC-RG ' / Name for ADC Board HIERARCH ESO DET IRACE SEQCONT = F / Sequencer Continuous Mode HIERARCH ESO DET MINDIT = 299.9412 / Minimum DIT HIERARCH ESO DET MODE NAME = ' ' / DCS Detector Mode HIERARCH ESO DET NCORRS = 4 / Read-Out Mode HIERARCH ESO DET NCORRS NAME = 'NonDest ' / Read-Out Mode Name HIERARCH ESO DET NDIT = 1 / # of Sub-Integrations HIERARCH ESO DET NDITSKIP = 0 / DITs skipped at 1st.INT HIERARCH ESO DET NDSAMPLES = 452 / # of Non-Dest. Samples HIERARCH ESO DET NDSKIP = 1 / Samples skipped per DIT HIERARCH ESO DET RSPEED = 6 / Read-Speed Factor HIERARCH ESO DET RSPEEDADD = 0 / Read-Speed Add HIERARCH ESO DET SATLEVEL = 42000 / Saturation Level HIERARCH ESO DET VOLT1 CLKHI1 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI10 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI11 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI12 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI13 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI14 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI15 = 0. / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI16 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI2 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI3 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI4 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI5 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI6 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI7 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI8 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI9 = 0. / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHINM1 = 'clk1Hi FSYNCB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM10 = 'clk10Hi MODECTRL1' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM11 = 'clk11Hi MODECTRL2' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM12 = 'clock12Hi HORIWMEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM13 = 'clock13Hi VERTWMEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM14 = 'clock14Hi CSB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM15 = 'clock15Hi DATACLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM16 = 'clock16Hi DATAIN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM2 = 'clk2Hi VCLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM3 = 'clk3Hi LSYNCB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM4 = 'clk4Hi HCLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM5 = 'clk5Hi READEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM6 = 'clk6Hi RESETEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM7 = 'clk7Hi MAINRESETB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM8 = 'clk8Hi BUFDISABLE' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM9 = 'clk9Hi FASTENPAD' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHIT1 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT10 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT11 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT12 = 3.3447 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT13 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT14 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT15 = 0.0439 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT16 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT2 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT3 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT4 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT5 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT6 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT7 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT8 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT9 = 0.0439 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKLO1 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO10 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO11 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO12 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO13 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO14 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO15 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO16 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO2 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO3 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO4 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO5 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO6 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO7 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO8 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO9 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLONM1 = 'clk1Lo FSYNCB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM10 = 'clk10Lo MODECTRL1' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM11 = 'clk11Lo MODECTRL2' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM12 = 'clock12Lo HORIWMEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM13 = 'clock13Lo VERTWMEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM14 = 'clock14Lo CSB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM15 = 'clock15Lo DATACLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM16 = 'clock16Lo DATAIN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM2 = 'clk2Lo VCLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM3 = 'clk3Lo LSYNCB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM4 = 'clk4Lo HCLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM5 = 'clk5Lo READEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM6 = 'clk6Lo RESETEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM7 = 'clk7Lo MAINRESETB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM8 = 'clk8Lo BUFDISABLE' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM9 = 'clk9Lo FASTENPAD' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLOT1 = 0.0439 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT10 = 3.3398 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT11 = 3.335 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT12 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT13 = 0.0537 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT14 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT15 = 0.0342 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT16 = 3.3398 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT2 = 0.0537 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT3 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT4 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT5 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT6 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT7 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT8 = 3.335 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT9 = 0.0439 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 DC1 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC10 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC11 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC12 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC13 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC14 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC15 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC2 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC3 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC4 = 1.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC5 = 0.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC6 = 2.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC7 = 3.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC8 = 3. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC9 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DCNM1 = 'DC1 VDD ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM10 = 'DC10 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM11 = 'DC11 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM12 = 'DC12 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM13 = 'DC13 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM14 = 'DC14 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM15 = 'DC15 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM2 = 'DC2 VDDA' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM3 = 'DC3 VBIASPOWER' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM4 = 'DC4 DSUB' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM5 = 'DC5 VRESET' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM6 = 'DC6 BIASGATE' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM7 = 'DC7 EXTREF' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM8 = 'DC8 VLOAD' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM9 = 'DC9 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCTA1 = 3.3105 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA10 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA11 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA12 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA13 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA14 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA15 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA2 = 3.3154 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA3 = 3.3154 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA4 = 1.5088 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA5 = 0.5029 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA6 = 2.3145 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA7 = 3.5107 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA8 = 3.0127 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA9 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTB1 = 3.3057 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB10 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB11 = 0.0098 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB12 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB13 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB14 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB15 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB2 = 3.3057 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB3 = 3.3008 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB4 = 1.5039 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB5 = 0.5029 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB6 = 2.2656 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB7 = 3.4912 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB8 = 3.0078 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB9 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET WIN NX = 2048 / # of Pixels in X HIERARCH ESO DET WIN NY = 1100 / # of Pixels in Y HIERARCH ESO DET WIN STARTX = 1 / Lower left X ref HIERARCH ESO DET WIN STARTY = 1 / Lower left Y ref HIERARCH ESO DET WIN TYPE = 0 / Win-Type: 0=SW/1=HW HIERARCH ESO PRO CATG = 'SCI_SLIT_FLUX_MERGE2D_NIR' / Category of pipeline produHIERARCH ESO PRO B RELOFF RA = 3.699135 HIERARCH ESO PRO B RELOFF DEC = 3.363986 HIERARCH ESO PRO B CUMOFF RA = 1.849568 HIERARCH ESO PRO B CUMOFF DEC = 1.681993 HIERARCH ESO PRO RECT BIN LAMBDA = 0.06 HIERARCH ESO PRO RECT BIN SPACE = 0.21 HIERARCH ESO PRO RECT LAMBDA MIN = 994.02 HIERARCH ESO PRO RECT LAMBDA MAX = 2478.96 HIERARCH ESO PRO RECT SPACE MIN = -10.3400001525879 HIERARCH ESO PRO RECT SPACE MAX = 5.40999984741211 HIERARCH ESO PRO EXTRACT SLIT MIN = -10.3400001525879 HIERARCH ESO PRO EXTRACT SLIT MAX = 5.40999984741211 HIERARCH ESO PRO ANCESTOR = 'XSHOO.2016-09-10T03:36:49.489.fits' HIERARCH ESO PRO DID = 'PRO-1.15' / Data dictionary for PRO HIERARCH ESO PRO TYPE = 'REDUCED ' / Product type HIERARCH ESO PRO TECH = 'ECHELLE,SLIT,NODDING' / Observation technique HIERARCH ESO PRO SCIENCE = T / Scientific product if T HIERARCH ESO PRO REC1 ID = 'xsh_scired_slit_nod' / Pipeline recipe (unique) idenHIERARCH ESO PRO REC1 DRS ID = 'cpl-7.0 ' / Data Reduction System identifier HIERARCH ESO PRO REC1 PIPE ID = 'xshoo/2.7.1' / Pipeline (unique) identifier HIERARCH ESO PRO REC1 RAW1 NAME = 'XSHOO.2016-09-10T03:36:49.489.fits' / File naHIERARCH ESO PRO REC1 RAW1 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW2 NAME = 'XSHOO.2016-09-10T03:42:25.575.fits' / File naHIERARCH ESO PRO REC1 RAW2 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW3 NAME = 'XSHOO.2016-09-10T03:47:54.346.fits' / File naHIERARCH ESO PRO REC1 RAW3 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW4 NAME = 'XSHOO.2016-09-10T03:53:30.432.fits' / File naHIERARCH ESO PRO REC1 RAW4 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW5 NAME = 'XSHOO.2016-09-10T03:59:00.535.fits' / File naHIERARCH ESO PRO REC1 RAW5 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW6 NAME = 'XSHOO.2016-09-10T04:04:35.296.fits' / File naHIERARCH ESO PRO REC1 RAW6 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW7 NAME = 'XSHOO.2016-09-10T04:10:04.730.fits' / File naHIERARCH ESO PRO REC1 RAW7 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW8 NAME = 'XSHOO.2016-09-10T04:15:38.157.fits' / File naHIERARCH ESO PRO REC1 RAW8 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW9 NAME = 'XSHOO.2016-09-10T04:21:08.260.fits' / File naHIERARCH ESO PRO REC1 RAW9 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW10 NAME = 'XSHOO.2016-09-10T04:26:43.018.fits' / File nHIERARCH ESO PRO REC1 RAW10 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO REC1 RAW11 NAME = 'XSHOO.2016-09-10T04:32:13.117.fits' / File nHIERARCH ESO PRO REC1 RAW11 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO REC1 RAW12 NAME = 'XSHOO.2016-09-10T04:37:49.868.fits' / File nHIERARCH ESO PRO REC1 RAW12 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO DATANCOM = 12 / Number of combined frames HIERARCH ESO PRO REC1 CAL1 NAME = 'M.XSHOOTER.2013-06-19T11:05:31.825.fits' / FiHIERARCH ESO PRO REC1 CAL1 CATG = 'ATMOS_EXT_NIR' / Category of calibration framHIERARCH ESO PRO REC1 CAL1 DATAMD5 = '2f1001ad11033e4191a19af603be7f0b' / MD5 siHIERARCH ESO PRO REC1 CAL2 NAME = 'M.XSHOOTER.2013-05-07T11:57:31.621.fits' / FiHIERARCH ESO PRO REC1 CAL2 CATG = 'BP_MAP_RP_NIR' / Category of calibration framHIERARCH ESO PRO REC1 CAL2 DATAMD5 = '6f99f13903272739f959c96eda6d7e1b' / MD5 siHIERARCH ESO PRO REC1 CAL3 NAME = 'DISP_TAB_AFC_NIR.fits' / File name of calibraHIERARCH ESO PRO REC1 CAL3 CATG = 'DISP_TAB_AFC_NIR' / Category of calibration fHIERARCH ESO PRO REC1 CAL3 DATAMD5 = '394deb7dccd4350b85e6c5f4965918ff' / MD5 siHIERARCH ESO PRO REC1 CAL4 NAME = 'DISP_TAB_NIR.fits' / File name of calibrationHIERARCH ESO PRO REC1 CAL4 CATG = 'DISP_TAB_NIR' / Category of calibration frameHIERARCH ESO PRO REC1 CAL4 DATAMD5 = '2bcd77b2f28ecf1efab176465067fd2e' / MD5 siHIERARCH ESO PRO REC1 CAL5 NAME = 'MASTER_FLAT_SLIT_NIR.fits' / File name of calHIERARCH ESO PRO REC1 CAL5 CATG = 'MASTER_FLAT_SLIT_NIR' / Category of calibratiHIERARCH ESO PRO REC1 CAL5 DATAMD5 = '0bb8f88a9021b74e26ba617d2e85d134' / MD5 siHIERARCH ESO PRO REC1 CAL6 NAME = 'M.XSHOOTER.2014-04-15T14:17:42.199.fits' / FiHIERARCH ESO PRO REC1 CAL6 CATG = 'MRESPONSE_MERGE1D_SLIT_NIR' / Category of calHIERARCH ESO PRO REC1 CAL7 NAME = 'ORDER_TAB_AFC_SLIT_NIR.fits' / File name of cHIERARCH ESO PRO REC1 CAL7 CATG = 'ORDER_TAB_AFC_SLIT_NIR' / Category of calibraHIERARCH ESO PRO REC1 CAL7 DATAMD5 = '4b3c32c2b7eb0f3973b6f145e937bb8d' / MD5 siHIERARCH ESO PRO REC1 CAL8 NAME = 'ORDER_TAB_EDGES_SLIT_NIR.fits' / File name ofHIERARCH ESO PRO REC1 CAL8 CATG = 'ORDER_TAB_EDGES_SLIT_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL8 DATAMD5 = '4c8e927280e33fa3c48a167742d77482' / MD5 siHIERARCH ESO PRO REC1 CAL9 NAME = 'RESPONSE_MERGE1D_SLIT_NIR.fits' / File name oHIERARCH ESO PRO REC1 CAL9 CATG = 'RESPONSE_MERGE1D_SLIT_NIR' / Category of caliHIERARCH ESO PRO REC1 CAL9 DATAMD5 = '78cbfb6af56fe1e3b762cbe18c355276' / MD5 siHIERARCH ESO PRO REC1 CAL10 NAME = 'M.XSHOOTER.2012-03-30T11:16:37.593.fits' / FHIERARCH ESO PRO REC1 CAL10 CATG = 'SPECTRAL_FORMAT_TAB_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL11 NAME = 'XSH_MOD_CFG_OPT_2D_NIR.fits' / File name of HIERARCH ESO PRO REC1 CAL11 CATG = 'XSH_MOD_CFG_OPT_2D_NIR' / Category of calibrHIERARCH ESO PRO REC1 CAL11 DATAMD5 = '682d9e85ef87eb42730ebba0f3d35391' / MD5 sHIERARCH ESO PRO REC1 CAL12 NAME = 'XSH_MOD_CFG_OPT_AFC_NIR.fits' / File name ofHIERARCH ESO PRO REC1 CAL12 CATG = 'XSH_MOD_CFG_OPT_AFC_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL12 DATAMD5 = '7438a627fc730b45144e5535c19be8f7' / MD5 sHIERARCH ESO PRO REC1 PARAM1 NAME = 'keep-temp' / If 'no', temporary files are dHIERARCH ESO PRO REC1 PARAM1 VALUE = 'no ' / Default: 'no' HIERARCH ESO PRO REC1 PARAM2 NAME = 'debug-level' / Additional xshooter debug leHIERARCH ESO PRO REC1 PARAM2 VALUE = 'none ' / Default: 'none' HIERARCH ESO PRO REC1 PARAM3 NAME = 'time-stamp' / Add timestamp to product fileHIERARCH ESO PRO REC1 PARAM3 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM4 NAME = 'decode-bp' / Integer representation of the HIERARCH ESO PRO REC1 PARAM4 VALUE = '2144337919' / Default: 2144337919 HIERARCH ESO PRO REC1 PARAM5 NAME = 'pre-overscan-corr' / pre-overscan correctioHIERARCH ESO PRO REC1 PARAM5 VALUE = '0 ' / Default: 1 HIERARCH ESO PRO REC1 PARAM6 NAME = 'stack-method' / Method used to build masterHIERARCH ESO PRO REC1 PARAM6 VALUE = 'median ' / Default: 'median' HIERARCH ESO PRO REC1 PARAM7 NAME = 'klow ' / Kappa used to clip low level vaHIERARCH ESO PRO REC1 PARAM7 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM8 NAME = 'khigh ' / Kappa used to clip high level vHIERARCH ESO PRO REC1 PARAM8 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM9 NAME = 'removecrhsingle-sigmalim' / Poisson fluctuaHIERARCH ESO PRO REC1 PARAM9 VALUE = '20 ' / Default: 20 HIERARCH ESO PRO REC1 PARAM10 NAME = 'removecrhsingle-flim' / Minimum contrast bHIERARCH ESO PRO REC1 PARAM10 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM11 NAME = 'removecrhsingle-niter' / Max number of iteHIERARCH ESO PRO REC1 PARAM11 VALUE = '4 ' / Default: 4 HIERARCH ESO PRO REC1 PARAM12 NAME = 'rectify-kernel' / Name of the InterpolatioHIERARCH ESO PRO REC1 PARAM12 VALUE = 'tanh ' / Default: 'tanh' HIERARCH ESO PRO REC1 PARAM13 NAME = 'rectify-radius' / Rectify Interpolation raHIERARCH ESO PRO REC1 PARAM13 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM14 NAME = 'rectify-bin-lambda' / Wavelength step in tHIERARCH ESO PRO REC1 PARAM14 VALUE = '0.06 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM15 NAME = 'rectify-bin-slit' / Spatial step along theHIERARCH ESO PRO REC1 PARAM15 VALUE = '0.21 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM16 NAME = 'rectify-fast' / Fast if TRUE (Rect[B-A] = HIERARCH ESO PRO REC1 PARAM16 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM17 NAME = 'localize-method' / Localization method (MAHIERARCH ESO PRO REC1 PARAM17 VALUE = 'MANUAL ' / Default: 'MANUAL' HIERARCH ESO PRO REC1 PARAM18 NAME = 'localize-chunk-nb' / Number of chunks in tHIERARCH ESO PRO REC1 PARAM18 VALUE = '10 ' / Default: 10 HIERARCH ESO PRO REC1 PARAM19 NAME = 'localize-thresh' / Threshold relative to tHIERARCH ESO PRO REC1 PARAM19 VALUE = '0.1 ' / Default: 0.1 HIERARCH ESO PRO REC1 PARAM20 NAME = 'localize-deg-lambda' / Degree in lambda inHIERARCH ESO PRO REC1 PARAM20 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM21 NAME = 'localize-slit-position' / Object position HIERARCH ESO PRO REC1 PARAM21 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM22 NAME = 'localize-slit-hheight' / Object half heighHIERARCH ESO PRO REC1 PARAM22 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM23 NAME = 'localize-kappa' / Kappa value for sigma clHIERARCH ESO PRO REC1 PARAM23 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM24 NAME = 'localize-niter' / Number of iterations forHIERARCH ESO PRO REC1 PARAM24 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM25 NAME = 'localize-use-skymask' / TRUE if we want toHIERARCH ESO PRO REC1 PARAM25 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM26 NAME = 'localize-nod-throw' / Step (arcsec) betweeHIERARCH ESO PRO REC1 PARAM26 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM27 NAME = 'extract-method' / Method used for extractiHIERARCH ESO PRO REC1 PARAM27 VALUE = 'NOD ' / Default: 'NOD' HIERARCH ESO PRO REC1 PARAM28 NAME = 'stdextract-interp-hsize' / Half size of maHIERARCH ESO PRO REC1 PARAM28 VALUE = '30 ' / Default: 30 HIERARCH ESO PRO REC1 PARAM29 NAME = 'combinenod-throwlist' / Name of ascii fileHIERARCH ESO PRO REC1 PARAM29 VALUE = 'throwlist.asc' / Default: 'throwlist.asc'HIERARCH ESO PRO REC1 PARAM30 NAME = 'combinenod-method' / Combination method foHIERARCH ESO PRO REC1 PARAM30 VALUE = 'MEAN ' / Default: 'MEAN' HIERARCH ESO PRO REC1 PARAM31 NAME = 'max-slit' / Lower Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM31 VALUE = '5.7 ' / Default: 5.7 HIERARCH ESO PRO REC1 PARAM32 NAME = 'min-slit' / Upper Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM32 VALUE = '-5.3 ' / Default: -5.3 HIERARCH ESO PRO REC1 PARAM33 NAME = 'correct-sky-by-median' / TRUE if the resamHIERARCH ESO PRO REC1 PARAM33 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM34 NAME = 'cut-uvb-spectrum' / TRUE if recipe cuts thHIERARCH ESO PRO REC1 PARAM34 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM35 NAME = 'generate-SDP-format' / TRUE if additional HIERARCH ESO PRO REC1 PARAM35 VALUE = 'true ' / Default: false HIERARCH ESO PRO REC1 PARAM36 NAME = 'dummy-association-keys' / Sets the number HIERARCH ESO PRO REC1 PARAM36 VALUE = '0 ' / Default: 0 HIERARCH ESO ADA ABSROT END = 152.00517 / Abs rot angle at exp end HIERARCH ESO ADA ABSROT PPOS = 'NEG ' / sign of probe position HIERARCH ESO ADA ABSROT START = 165.77765 / Abs rot angle at exp start HIERARCH ESO ADA GUID DEC = 15.63948 / 15:38:22.1 Guide star DEC J2000 HIERARCH ESO ADA GUID RA = 16.217846 / 01:04:52.2 Guide star RA J2000 HIERARCH ESO ADA GUID STATUS = 'ON ' / Status of autoguider HIERARCH ESO ADA POSANG = 132.28334 / Position angle at start HIERARCH ESO OCS DET3 IMGNAME = 'XSHOOTER_SLT_OBJ_NIR_' / Data File Name. HIERARCH ESO SEQ ARM = 'NIR ' / Instrument Arm HIERARCH ESO SEQ CUMOFF DEC = -1.681993 / Cumulative DEC offset HIERARCH ESO SEQ CUMOFF RA = -1.849568 / Cumulative RA offset HIERARCH ESO SEQ CUMOFF X = 0. / Cumulative offset X (perp. to slit HIERARCH ESO SEQ CUMOFF Y = 2.5 / Cumulative offset Y (along the sli HIERARCH ESO SEQ JITTER WIDTH = 0. / Width of the Jitter box (arcsec) HIERARCH ESO SEQ NOD THROW = 5. / Nodding throw length in arcsec HIERARCH ESO SEQ RELOFF DEC = -1.681993 / List of DEC offsets HIERARCH ESO SEQ RELOFF RA = -1.849568 / List of RA offsets HIERARCH ESO QC NPIXSAT = 2314. / Number of saturated pixels HIERARCH ESO QC FPIXSAT = 0.00107416072489602 / Fraction of saturated pixels HIERARCH ESO QC CRRATE = 11.24111 / Number of detected CRH per cm2 and s HIERARCH ESO QC NCRH = 23538 / Number of detected cosmic ray hits HIERARCH ESO QC NCRH AVG = 22583. / Average number of cosmic ray hits per frame HIERARCH ESO QC NCRH TOT = 271004 / Total number of cosmic ray hits on frames HIERARCH ESO QC VRAD BARYCOR = 15.8633148390746 / Barycentric radial velocity coHIERARCH ESO QC VRAD HELICOR = 15.8617848755249 / Heliocentric radial velocity cCHECKSUM= 'fGbFiDZ9fDaCfDY9' / HDU checksum updated 2025-07-01T15:30:13 DATASUM = '1470583612' / data unit checksum updated 2025-07-01T15:30:13 APNUM1 = '1 1 35.97 41.88' WCSDIM = 1 LTM1_1 = 0.999999999999992 WAT0_001= 'system=equispec' WAT1_001= 'wtype=linear label=Wavelength units=nanometers units_display=nm' CDELT1 = 0.0599999986588955 LTV1 = -233.000000000209 BANDID1 = 'spectrum: background fit, weights variance, clean yes' END \n", + "\n", + " Reading FITS file: ULAS_J021642.96+004005.7_sdL4_Xshooter_NIR_Primeval-I.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: Angstrom\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J021642.96+004005.7_sdL4_Xshooter_NIR_Primeval-I.fits\n", + "\n", + " Reading FITS file: ULAS_J230711.01+014447.1_usdL4.5_Xshooter_NIR_Primeval-III.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J230711.01+014447.1_usdL4.5_Xshooter_NIR_Primeval-III.fits\n", + "\n", + " Reading FITS file: ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_NIR_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_NIR_Primeval-IV.fits\n", + "\n", + " Reading FITS file: 2MASS_J06453153-6646120_sdL8_Xshooter_NIR_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: 2MASS_J06453153-6646120_sdL8_Xshooter_NIR_Primeval-IV.fits\n", + "\n", + " Reading FITS file: 2MASS_J06164006-6407194_esdL6_Xshooter_NIR_Primeval-I.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: 2MASS_J06164006-6407194_esdL6_Xshooter_NIR_Primeval-I.fits\n", + "\n", + " Reading FITS file: ULAS_J151913.03-000030.0_sdL4_Xshooter_NIR_Primeval-I.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: Angstrom\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J151913.03-000030.0_sdL4_Xshooter_NIR_Primeval-I.fits\n", + "\n", + " Reading FITS file: ULAS_J223302.03+062030.8_esdL0.5_Xshooter_NIR_Primeval-IV.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J223302.03+062030.8_esdL0.5_Xshooter_NIR_Primeval-IV.fits\n", + "\n", + " Reading FITS file: ULAS_J130710.22+151103.4_sdL8_Xshooter_NIR_Primeval-IV.fits\n", + "Error reading ULAS_J130710.22+151103.4_sdL8_Xshooter_NIR_Primeval-IV.fits: list index out of range\n", + "Header info: SIMPLE = T / Fits standard BITPIX = -32 / Bits per pixel NAXIS = 3 / Number of axes NAXIS1 = 24750 / Axis length NAXIS2 = 1 / Axis length NAXIS3 = 4 / Axis length EXTEND = T / File may contain extensions ORIGIN = 'NOAO-IRAF FITS Image Kernel July 2003' / FITS file originator IRAF-TLM= '2018-07-11T11:37:40' / Time of last modification OBJECT = 'ULAS1307+1511' / Name of the object observed COMMENT FITS (Flexible Image Transport System) format is defined in 'AstronomyCOMMENT and Astrophysics', volume 376, page 359; bibcode: 2001A&A...376..359H DATE = '2018-07-11T11:37:40' / file creation date (YYYY-MM-DDThh:mm:ss UT) LAMNLIN = 1761 / No. of lines used in wavelength solution LAMRMS = 0.0104273927884191 / RMS of wavelength solution [CUNIT1] CRDER1 = 0.000248482641543021 / Wavelength uncertainty [CUNIT1] CSYER1 = 0.004 / Typical systematic wavelength error [CUNIT1] CUNIT1 = 'nm ' / Wavelength units SPATRMS = 0.0323017604155954 / RMS on spatial coordinate uncertainty [CUNIT2] CRDER2 = 0.000769744356755336 / Spatial coordinate uncertainty [CUNIT2] CSYER2 = 0.25 / Spatial coordinate systematic uncertainty [CUNICUNIT2 = 'arcsec ' / Spatial units CRPIX1 = 1. CRVAL1 = 994.02 CTYPE1 = 'LINEAR ' CTYPE2 = 'LINEAR ' CD1_1 = 0.0599999999999454 CD2_2 = 1. TELESCOP= 'ESO-VLT-U2' / ESO Telescope Name INSTRUME= 'XSHOOTER' / Instrument used. RA = 196.791541 / 13:07:09.9 RA (J2000) pointing DEC = 15.183 / 15:10:58.7 DEC (J2000) pointing EQUINOX = 2000. / Standard FK5 RADECSYS= 'FK5 ' / Coordinate reference frame EXPTIME = 300. / Integration time MJD-OBS = 58231.10735456 / Obs start 2018-04-23T02:34:35.434 DATE-OBS= '2018-04-23T02:34:35.4342' / Observing date UTC = 9273. / 02:34:33.000 UTC at start LST = 43038.497 / 11:57:18.497 LST at start PI-COI = 'UNKNOWN ' / PI-COI name. OBSERVER= 'UNKNOWN ' / Name of observer. BUNIT = 'erg / (angstrom s cm2)' HDUCLASS= 'ESO ' / hdu classification HDUDOC = 'DICD ' / hdu reference document HDUVERS = 'DICD V6.0' / hdu reference document version HDUCLAS1= 'IMAGE ' / hdu format classification HDUCLAS2= 'DATA ' / hdu type classification ERRDATA = 'ORD11_ERRS' / name of errs extension QUALDATA= 'ORD11_QUAL' / name of qual extension ARCFILE = 'XSHOO.2018-04-23T02:34:35.434.fits' / Archive File Name DATAMD5 = 'ae6f5dda4c5da23385ae51654429014e' / MD5 checksum PIPEFILE= 'SCI_SLIT_FLUX_MERGE2D_NIR.fits' / Filename of data product HIERARCH ESO OBS AIRM = 1.8 / Req. max. airmass HIERARCH ESO OBS AMBI FWHM = 1.4 / Req. max. seeing HIERARCH ESO OBS AMBI TRANS = '3THN ' / Req. sky transparency HIERARCH ESO OBS ATM = 'NATM ' / Req. Atmospheric Turbulence Model HIERARCH ESO OBS CONTAINER ID = -999 / Scheduling container ID HIERARCH ESO OBS CONTAINER TYPE = 'U ' / Scheduling container type HIERARCH ESO OBS CONTRAST = 0. / Req. contrast HIERARCH ESO OBS DID = 'ESO-VLT-DIC.OBS-2.0' / OBS Dictionary HIERARCH ESO OBS EXECTIME = 4524 / Expected execution time HIERARCH ESO OBS GRP = '0 ' / linked blocks HIERARCH ESO OBS ID = 1957212 / Observation block ID HIERARCH ESO OBS MOON DIST = 45 / Req. min. angular dist. from moon HIERARCH ESO OBS MOON FLI = 1. / Req. max. fractional lunar illum. HIERARCH ESO OBS NAME = 'J1307p15' / OB name HIERARCH ESO OBS NTPL = 2 / Number of templates within OB HIERARCH ESO OBS OBSERVER = 'UNKNOWN ' / Observer Name HIERARCH ESO OBS PI-COI ID = 72262 / ESO internal PI-COI ID HIERARCH ESO OBS PI-COI NAME = 'UNKNOWN ' / PI-COI name HIERARCH ESO OBS PROG ID = '0101.C-0626(A)' / ESO program identification HIERARCH ESO OBS START = '2018-04-23T02:26:14' / OB start time HIERARCH ESO OBS STREHLRATIO = 0. / Req. strehl ratio HIERARCH ESO OBS TARG NAME = 'ULAS1307+1511' / OB target name HIERARCH ESO OBS TPLNO = 2 / Template number within OB HIERARCH ESO OBS TWILIGHT = 0 / Req. twilight HIERARCH ESO OBS WATERVAPOUR = 0. / Req. water vapour HIERARCH ESO TPL DID = 'ESO-VLT-DIC.TPL-1.9' / Data dictionary for TPL HIERARCH ESO TPL EXPNO = 3 / Exposure number within template HIERARCH ESO TPL ID = 'XSHOOTER_slt_obs_AutoNodOnSlit' / Template signa HIERARCH ESO TPL NAME = 'XSHOOTER observations with AutoNodOnSlit offset' HIERARCH ESO TPL NEXP = 36 / Number of exposures within templat HIERARCH ESO TPL PRESEQ = 'XSHOOTER_obs_AutoNodOnSlit.seq' / Sequencer scri HIERARCH ESO TPL START = '2018-04-23T02:34:02' / TPL start time HIERARCH ESO TPL VERSION = '$Revision: 213208 $' / Version of the template HIERARCH ESO TEL AIRM END = 1.299 / Airmass at end HIERARCH ESO TEL AIRM START = 1.373 / Airmass at start HIERARCH ESO TEL ALT = 46.709 / Alt angle at start HIERARCH ESO TEL AMBI FWHM END = 0.7 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI FWHM START = 0.42 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI IRSKY TEMP = -88.9 / Temperature of the IR sky, from ra HIERARCH ESO TEL AMBI IWV END = 4.61 / Integrated Water Vapor HIERARCH ESO TEL AMBI IWV START = 4.86 / Integrated Water Vapor HIERARCH ESO TEL AMBI IWV30D END = 4.69 / IWV at 30deg elev. HIERARCH ESO TEL AMBI IWV30D START = 5. / IWV at 30deg elev. HIERARCH ESO TEL AMBI IWV30DSTD END = 0.06 / IWV at 30deg elev. HIERARCH ESO TEL AMBI IWV30DSTD START = 0.06 / IWV at 30deg elev. HIERARCH ESO TEL AMBI IWVSTD END = 0.05 / Standard Deviation of Integrated W HIERARCH ESO TEL AMBI IWVSTD START = 0.02 / Standard Deviation of Integrated W HIERARCH ESO TEL AMBI PRES END = 744.68 / Observatory ambient air pressure q HIERARCH ESO TEL AMBI PRES START = 744.68 / Observatory ambient air pressure q HIERARCH ESO TEL AMBI RHUM = 17.5 / Observatory ambient relative humid HIERARCH ESO TEL AMBI TAU0 = 0.0069 / Average coherence time HIERARCH ESO TEL AMBI TEMP = 15.29 / Observatory ambient temperature qu HIERARCH ESO TEL AMBI WINDDIR = 54. / Observatory ambient wind direction HIERARCH ESO TEL AMBI WINDSP = 2.35 / Observatory ambient wind speed que HIERARCH ESO TEL AZ = 205.329 / Az angle at start S=0,W=90 HIERARCH ESO TEL CHOP ST = F / True when chopping is active HIERARCH ESO TEL DATE = '2000-01-01T00:00:00' / TCS installation date HIERARCH ESO TEL DID = 'ESO-VLT-DIC.TCS' / Data dictionary for TEL HIERARCH ESO TEL DOME STATUS = 'FULLY-OPEN' / Dome status HIERARCH ESO TEL FO POS = 0. / Adapter focus position during trac HIERARCH ESO TEL FOCU ID = 'CA ' / Telescope focus station ID HIERARCH ESO TEL FOCU LEN = 108.557 / Focal length HIERARCH ESO TEL FOCU SCALE = 1.894 / Focal scale HIERARCH ESO TEL FOCU VALUE = 0.43 / M2 setting HIERARCH ESO TEL GEOELEV = 2648. / Elevation above sea level (m) HIERARCH ESO TEL GEOLAT = -24.6272 / Tel geo latitute (+=North) HIERARCH ESO TEL GEOLON = -70.4048 / Tel geo longitude (+=East) HIERARCH ESO TEL IA FWHM = 0.74 / Delivered seeing corrected by airm HIERARCH ESO TEL IA FWHMLIN = 0.79 / Delivered seeing on IA detector (l HIERARCH ESO TEL IA FWHMLINOBS = 0.96 / Delivered seeing on IA detector (l HIERARCH ESO TEL ID = 'v 304385' / TCS version number HIERARCH ESO TEL MOON DEC = 18.9699 / 18:58:11.6 DEC (J2000) HIERARCH ESO TEL MOON RA = 126.996515 / 08:27:59.1 RA (J2000) HIERARCH ESO TEL OPER = 'I, Condor' / Telescope Operator HIERARCH ESO TEL PARANG END = -178.197 / Parallactic angle at end HIERARCH ESO TEL PARANG START = -156.253 / Parallactic angle at start HIERARCH ESO TEL TARG ALPHA = 130710.22 / Alpha coordinate for the target HIERARCH ESO TEL TARG COORDTYPE = 'M ' / Coordinate type (M=mean A=apparenHIERARCH ESO TEL TARG DELTA = 151103.4 / Delta coordinate for the target HIERARCH ESO TEL TARG EPOCH = 2014.1 / Epoch HIERARCH ESO TEL TARG EPOCHSYSTEM = 'J ' / Epoch system (default J=Julian)HIERARCH ESO TEL TARG EQUINOX = 2000. / Equinox HIERARCH ESO TEL TARG PARALLAX = 0. / Parallax HIERARCH ESO TEL TARG PMA = 0. / Proper Motion Alpha HIERARCH ESO TEL TARG PMD = 0.001 / Proper motion Delta HIERARCH ESO TEL TARG RADVEL = 0. / Radial velocity HIERARCH ESO TEL TH M1 TEMP = 13.68 / M1 superficial temperature HIERARCH ESO TEL TRAK STATUS = 'NORMAL ' / Tracking status HIERARCH ESO INS ADC1 DEC = 150509.78477 / Telescope desclination [deg]. HIERARCH ESO INS ADC1 END = 338.334 / Position angle at end [deg]. HIERARCH ESO INS ADC1 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC1 RA = 130804.647875 / Telescope right ascension [deg]. HIERARCH ESO INS ADC2 DEC = 150509.78477 / Telescope desclination [deg]. HIERARCH ESO INS ADC2 END = 311.938 / Position angle at end [deg]. HIERARCH ESO INS ADC2 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC2 RA = 130804.647875 / Telescope right ascension [deg]. HIERARCH ESO INS ADC3 DEC = 150509.78477 / Telescope desclination [deg]. HIERARCH ESO INS ADC3 END = 336.099 / Position angle at end [deg]. HIERARCH ESO INS ADC3 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC3 RA = 130804.647875 / Telescope right ascension [deg]. HIERARCH ESO INS ADC4 DEC = 150509.78477 / Telescope desclination [deg]. HIERARCH ESO INS ADC4 END = 313.468 / Position angle at end [deg]. HIERARCH ESO INS ADC4 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC4 RA = 130804.647875 / Telescope right ascension [deg]. HIERARCH ESO INS DATE = '2005-04-01' / Instrument release date (yyyy-mm-d HIERARCH ESO INS DID = 'ESO-VLT-DIC.XSHOOTER_ICS-271852' / Data dictiona HIERARCH ESO INS FOCU1 ENC = 26936 / Absolute position [Enc]. HIERARCH ESO INS FOCU1 POS = 14.2 / Position [C]. HIERARCH ESO INS FOCU2 ENC = 11750 / Absolute position [Enc]. HIERARCH ESO INS FOCU2 POS = 0. / Position [C]. HIERARCH ESO INS ID = 'XSHOOTER/176642' / Instrument ID. HIERARCH ESO INS MIRR1 ID = 'Tel ' / Mirror unique ID. HIERARCH ESO INS MIRR1 NAME = 'Tel ' / Mirror name. HIERARCH ESO INS MIRR1 NO = 1 / Mirror slide position. HIERARCH ESO INS MODE = 'SLITSPEC' / Instrument mode used. HIERARCH ESO INS OPTI2 ID = 'SLOT ' / OPTIi unique ID. HIERARCH ESO INS OPTI2 NAME = 'SLOT ' / OPTIi name. HIERARCH ESO INS OPTI2 NO = 3 / OPTIi slot number. HIERARCH ESO INS OPTI2 TYPE = 'MIRROR ' / OPTIi element. HIERARCH ESO INS OPTI3 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI3 NAME = '1.3x11 ' / OPTIi name. HIERARCH ESO INS OPTI3 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI3 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI4 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI4 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI4 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI4 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI5 ID = 'PS5 ' / OPTIi unique ID. HIERARCH ESO INS OPTI5 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI5 NO = 5 / OPTIi slot number. HIERARCH ESO INS OPTI5 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS PATH = 'SLITSPEC' / Optical path used. HIERARCH ESO INS SENS21 ID = 'CA1F1 ' / sensor ID. HIERARCH ESO INS SENS21 NAME = 'Cab.1 Flow rate' / sensor common name. HIERARCH ESO INS SENS21 VAL = 197. / Cab. 1 Flow rate [l/h] HIERARCH ESO INS SENS60 ID = 'NPM ' / sensor ID. HIERARCH ESO INS SENS60 NAME = 'NIR cryo. P' / sensor common name. HIERARCH ESO INS SENS60 VAL = 2.86E-06 / NIR Pressure [mbar] HIERARCH ESO INS SENS81 ID = 'RANGE ' / sensor ID. HIERARCH ESO INS SENS81 NAME = 'Heater Range' / sensor common name. HIERARCH ESO INS SENS81 VAL = 4. / Lake 340 Heater Range HIERARCH ESO INS SENS82 ID = 'HEATR ' / sensor ID. HIERARCH ESO INS SENS82 NAME = 'Heater output' / sensor common name. HIERARCH ESO INS SENS82 VAL = 43.9 / Lake 340 Heater output HIERARCH ESO INS SHUT1 ID = 'INSH ' / Shutter ID. HIERARCH ESO INS SHUT1 NAME = 'Instrument shutter' / Shutter name. HIERARCH ESO INS SHUT1 ST = T / Shutter open. HIERARCH ESO INS SWSIM = 'NORMAL ' / Software simulation. HIERARCH ESO INS TEMP1 ID = 'TMUC ' / Temperature sensor ID. HIERARCH ESO INS TEMP1 NAME = 'UVB Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP1 VAL = 14.21 / UVB Camera temp. [C] HIERARCH ESO INS TEMP10 ID = 'TMA ' / Temperature sensor ID. HIERARCH ESO INS TEMP10 NAME = 'Ambient temp.' / Temperature sensor name. HIERARCH ESO INS TEMP10 VAL = 14.34 / Ambient temp. [C] HIERARCH ESO INS TEMP11 ID = 'TMADC ' / Temperature sensor ID. HIERARCH ESO INS TEMP11 NAME = 'BB UVB ADC temp.' / Temperature sensor name. HIERARCH ESO INS TEMP11 VAL = 15.63 / BB UVB ADC temp. [C] HIERARCH ESO INS TEMP2 ID = 'TMUP ' / Temperature sensor ID. HIERARCH ESO INS TEMP2 NAME = 'UVB Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP2 VAL = 14. / UVB Prism temp. [C] HIERARCH ESO INS TEMP21 ID = 'CA1OT ' / Temperature sensor ID. HIERARCH ESO INS TEMP21 NAME = 'Cab.1 outlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP21 VAL = 9.43 / Cab. 1 outlet temp. [C] HIERARCH ESO INS TEMP22 ID = 'CA1IT ' / Temperature sensor ID. HIERARCH ESO INS TEMP22 NAME = 'Cab.1 inlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP22 VAL = 7.64 / Cab. 1 inlet temp. [C] HIERARCH ESO INS TEMP23 ID = 'CA1CT ' / Temperature sensor ID. HIERARCH ESO INS TEMP23 NAME = 'Cab.1 temp.' / Temperature sensor name. HIERARCH ESO INS TEMP23 VAL = 18.53 / Cab. 1 temp. [C] HIERARCH ESO INS TEMP24 ID = 'CA1AT ' / Temperature sensor ID. HIERARCH ESO INS TEMP24 NAME = 'Cab.1 Amb. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP24 VAL = 15.57 / Cab. 1 Amb. temp. [C] HIERARCH ESO INS TEMP3 ID = 'TMUB ' / Temperature sensor ID. HIERARCH ESO INS TEMP3 NAME = 'UVB bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP3 VAL = 14.3 / UVB bench temp. [C] HIERARCH ESO INS TEMP4 ID = 'TMVC ' / Temperature sensor ID. HIERARCH ESO INS TEMP4 NAME = 'VIS Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP4 VAL = 12.89 / VIS Camera temp. [C] HIERARCH ESO INS TEMP5 ID = 'TMVP ' / Temperature sensor ID. HIERARCH ESO INS TEMP5 NAME = 'VIS Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP5 VAL = 13.7 / VIS Prism temp. [C] HIERARCH ESO INS TEMP6 ID = 'TMVB ' / Temperature sensor ID. HIERARCH ESO INS TEMP6 NAME = 'VIS bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP6 VAL = 13.91 / VIS bench temp. [C] HIERARCH ESO INS TEMP7 ID = 'TMUCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP7 NAME = 'UVB cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP7 VAL = 9.55 / UVB cryo. temp. [C] HIERARCH ESO INS TEMP8 ID = 'TMVCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP8 NAME = 'VIS cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP8 VAL = 12.72 / VIS cryo. temp. [C] HIERARCH ESO INS TEMP80 ID = 'OBCT ' / Temperature sensor ID. HIERARCH ESO INS TEMP80 NAME = 'OB Cover Tel.' / Temperature sensor name. HIERARCH ESO INS TEMP80 VAL = 103.86 / OB Cover Telescope [K] HIERARCH ESO INS TEMP81 ID = 'OBCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP81 NAME = 'OB Cover Tank' / Temperature sensor name. HIERARCH ESO INS TEMP81 VAL = 103.9 / OB Cover Tank [K] HIERARCH ESO INS TEMP82 ID = 'OBPR ' / Temperature sensor ID. HIERARCH ESO INS TEMP82 NAME = 'OB Prism1' / Temperature sensor name. HIERARCH ESO INS TEMP82 VAL = 103.3 / OB Prism1 [K] HIERARCH ESO INS TEMP83 ID = 'OBCL ' / Temperature sensor ID. HIERARCH ESO INS TEMP83 NAME = 'OB Corrector Lens' / Temperature sensor name. HIERARCH ESO INS TEMP83 VAL = 104.08 / OB Corrector Lens [K] HIERARCH ESO INS TEMP84 ID = 'CP ' / Temperature sensor ID. HIERARCH ESO INS TEMP84 NAME = 'Cryo. Cold Plate' / Temperature sensor name. HIERARCH ESO INS TEMP84 VAL = 81.251 / Cryostat Cold Plate [K] HIERARCH ESO INS TEMP85 ID = 'RS ' / Temperature sensor ID. HIERARCH ESO INS TEMP85 NAME = 'Cryo. rad. shield' / Temperature sensor name. HIERARCH ESO INS TEMP85 VAL = 103.37 / Cryostat rad. shield [K] HIERARCH ESO INS TEMP86 ID = 'DCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP86 NAME = 'CCD Copper bar' / Temperature sensor name. HIERARCH ESO INS TEMP86 VAL = 76.891 / CCD Copper bar [K] HIERARCH ESO INS TEMP9 ID = 'TMNCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP9 NAME = 'NIR cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP9 VAL = 16.57 / NIR cryo. temp. [C] HIERARCH ESO INS TEMP90 ID = 'NHT ' / Temperature sensor ID. HIERARCH ESO INS TEMP90 NAME = 'NIR Head temp.' / Temperature sensor name. HIERARCH ESO INS TEMP90 VAL = 79. / NIR Head temp. [K] HIERARCH ESO INS TILT1 AFCX = 0.871 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT1 AFCY = 0.479 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT1 CONVX = 0.208 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT1 CONVY = 0.269 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT1 ENGX = 5.768 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT1 ENGY = 4.096 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT1 ID = 'afcs1 ' / AFCS ID. HIERARCH ESO INS TILT1 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT1 NAME = 'Flexure comp. UVB' / AFCS description. HIERARCH ESO INS TILT1 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT1 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT1 POSXEND = 0.22 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSXSTART = 0.815 / Piezo position at start in X [volt HIERARCH ESO INS TILT1 POSYEND = -0.659 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSYSTART = -0.931 / Piezo position at start in Y [volt HIERARCH ESO INS TILT1 REFRACXEND = -1.51 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT1 REFRACXST = -1.06 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT1 REFRACYEND = -1.653 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT1 REFRACYST = -1.69 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT2 AFCX = -0.083 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT2 AFCY = 0.36 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT2 CONVX = 0.291 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT2 CONVY = 0.384 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT2 ENGX = 5.008 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT2 ENGY = 6.574 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT2 ID = 'afcs2 ' / AFCS ID. HIERARCH ESO INS TILT2 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT2 NAME = 'Flexure comp. VIS' / AFCS description. HIERARCH ESO INS TILT2 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT2 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT2 POSXEND = 0.498 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSXSTART = -0.034 / Piezo position at start in X [volt HIERARCH ESO INS TILT2 POSYEND = 1.357 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSYSTART = 1.595 / Piezo position at start in Y [volt HIERARCH ESO INS TILT2 REFRACXEND = 1.544 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT2 REFRACXST = 1.106 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT2 REFRACYEND = 1.691 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT2 REFRACYST = 1.737 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT3 AFCX = 1.002 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT3 AFCY = 0.278 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT3 CONVX = 0.58 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT3 CONVY = 0.56 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT3 ENGX = 7.523 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT3 ENGY = 5.197 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT3 ID = 'afcs3 ' / AFCS ID. HIERARCH ESO INS TILT3 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT3 NAME = 'Flexure comp. NIR' / AFCS description. HIERARCH ESO INS TILT3 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT3 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT3 POSXEND = 2.252 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSXSTART = 2.55 / Piezo position at start in X [volt HIERARCH ESO INS TILT3 POSYEND = -0.297 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSYSTART = 0.228 / Piezo position at start in Y [volt HIERARCH ESO INS TILT3 REFRACXEND = 1.661 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT3 REFRACXST = 1.221 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT3 REFRACYEND = 1.808 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT3 REFRACYST = 1.851 / Atm. refr. corr. start in Y [volt] HIERARCH ESO DET CHIP GAIN = 1. / Gain in e-/ADU HIERARCH ESO DET CHIP ID = 'ESO-Hawaii2RG' / Detector ID HIERARCH ESO DET CHIP NAME = 'Hawaii2RG' / Detector name HIERARCH ESO DET CHIP NX = 2048 / Pixels in X HIERARCH ESO DET CHIP NY = 1100 / Pixels in Y HIERARCH ESO DET CHIP PXSPACE = 1.8E-05 / Pixel-Pixel Spacing HIERARCH ESO DET CHIP RON = 0. / Read-out noise in e HIERARCH ESO DET CHIP TYPE = 'IR ' / The Type of Det Chip HIERARCH ESO DET CHOP FREQ = 0 / Chopping Frequency HIERARCH ESO DET CON OPMODE = 'NORMAL ' / Operational Mode HIERARCH ESO DET DID = 'ESO-VLT-DIC.IRACE-1.48' / Dictionary Name and Re HIERARCH ESO DET DIT = 300. / Integration Time HIERARCH ESO DET DITDELAY = 0. / Pause Between DITs HIERARCH ESO DET EXP NAME = 'XSHOOTER_SLT_OBJ_NIR_113_0042' / Exposure Name HIERARCH ESO DET EXP NO = 4260 / Exposure number HIERARCH ESO DET EXP UTC = '2018-04-23T02:39:39.9524' / File Creation Time HIERARCH ESO DET FILE CUBE ST = F / Data Cube On/Off HIERARCH ESO DET FRAM NO = 1 / Frame number HIERARCH ESO DET FRAM TYPE = 'INT ' / Frame type HIERARCH ESO DET FRAM UTC = '2018-04-23T02:39:38.3834' / Time Recv Frame HIERARCH ESO DET IRACE ADC1 DELAY = 7 / ADC Delay Adjustment HIERARCH ESO DET IRACE ADC1 ENABLE = 1 / Enable ADC Board (0/1) HIERARCH ESO DET IRACE ADC1 FILTER1 = 0 / ADC Filter1 Adjustment HIERARCH ESO DET IRACE ADC1 FILTER2 = 0 / ADC Filter2 Adjustment HIERARCH ESO DET IRACE ADC1 HEADER = 1 / Header of ADC Board HIERARCH ESO DET IRACE ADC1 NAME = 'ADC-RG ' / Name for ADC Board HIERARCH ESO DET IRACE ADC2 DELAY = 7 / ADC Delay Adjustment HIERARCH ESO DET IRACE ADC2 ENABLE = 1 / Enable ADC Board (0/1) HIERARCH ESO DET IRACE ADC2 FILTER1 = 0 / ADC Filter1 Adjustment HIERARCH ESO DET IRACE ADC2 FILTER2 = 0 / ADC Filter2 Adjustment HIERARCH ESO DET IRACE ADC2 HEADER = 1 / Header of ADC Board HIERARCH ESO DET IRACE ADC2 NAME = 'ADC-RG ' / Name for ADC Board HIERARCH ESO DET IRACE SEQCONT = F / Sequencer Continuous Mode HIERARCH ESO DET MINDIT = 299.9412 / Minimum DIT HIERARCH ESO DET MODE NAME = ' ' / DCS Detector Mode HIERARCH ESO DET NCORRS = 4 / Read-Out Mode HIERARCH ESO DET NCORRS NAME = 'NonDest ' / Read-Out Mode Name HIERARCH ESO DET NDIT = 1 / # of Sub-Integrations HIERARCH ESO DET NDITSKIP = 0 / DITs skipped at 1st.INT HIERARCH ESO DET NDSAMPLES = 452 / # of Non-Dest. Samples HIERARCH ESO DET NDSKIP = 1 / Samples skipped per DIT HIERARCH ESO DET RSPEED = 6 / Read-Speed Factor HIERARCH ESO DET RSPEEDADD = 0 / Read-Speed Add HIERARCH ESO DET SATLEVEL = 42000 / Saturation Level HIERARCH ESO DET VOLT1 CLKHI1 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI10 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI11 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI12 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI13 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI14 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI15 = 0. / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI16 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI2 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI3 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI4 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI5 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI6 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI7 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI8 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI9 = 0. / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHINM1 = 'clk1Hi FSYNCB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM10 = 'clk10Hi MODECTRL1' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM11 = 'clk11Hi MODECTRL2' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM12 = 'clock12Hi HORIWMEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM13 = 'clock13Hi VERTWMEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM14 = 'clock14Hi CSB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM15 = 'clock15Hi DATACLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM16 = 'clock16Hi DATAIN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM2 = 'clk2Hi VCLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM3 = 'clk3Hi LSYNCB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM4 = 'clk4Hi HCLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM5 = 'clk5Hi READEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM6 = 'clk6Hi RESETEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM7 = 'clk7Hi MAINRESETB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM8 = 'clk8Hi BUFDISABLE' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM9 = 'clk9Hi FASTENPAD' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHIT1 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT10 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT11 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT12 = 3.3447 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT13 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT14 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT15 = 0.0439 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT16 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT2 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT3 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT4 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT5 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT6 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT7 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT8 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT9 = 0.0439 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKLO1 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO10 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO11 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO12 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO13 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO14 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO15 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO16 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO2 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO3 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO4 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO5 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO6 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO7 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO8 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO9 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLONM1 = 'clk1Lo FSYNCB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM10 = 'clk10Lo MODECTRL1' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM11 = 'clk11Lo MODECTRL2' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM12 = 'clock12Lo HORIWMEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM13 = 'clock13Lo VERTWMEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM14 = 'clock14Lo CSB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM15 = 'clock15Lo DATACLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM16 = 'clock16Lo DATAIN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM2 = 'clk2Lo VCLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM3 = 'clk3Lo LSYNCB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM4 = 'clk4Lo HCLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM5 = 'clk5Lo READEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM6 = 'clk6Lo RESETEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM7 = 'clk7Lo MAINRESETB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM8 = 'clk8Lo BUFDISABLE' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM9 = 'clk9Lo FASTENPAD' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLOT1 = 0.0439 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT10 = 3.3398 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT11 = 3.335 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT12 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT13 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT14 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT15 = 0.0293 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT16 = 3.3398 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT2 = 0.0537 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT3 = 0.0439 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT4 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT5 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT6 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT7 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT8 = 3.3301 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT9 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 DC1 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC10 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC11 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC12 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC13 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC14 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC15 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC2 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC3 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC4 = 1.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC5 = 0.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC6 = 2.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC7 = 3.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC8 = 3. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC9 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DCNM1 = 'DC1 VDD ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM10 = 'DC10 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM11 = 'DC11 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM12 = 'DC12 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM13 = 'DC13 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM14 = 'DC14 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM15 = 'DC15 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM2 = 'DC2 VDDA' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM3 = 'DC3 VBIASPOWER' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM4 = 'DC4 DSUB' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM5 = 'DC5 VRESET' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM6 = 'DC6 BIASGATE' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM7 = 'DC7 EXTREF' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM8 = 'DC8 VLOAD' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM9 = 'DC9 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCTA1 = 3.3105 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA10 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA11 = 0.0098 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA12 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA13 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA14 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA15 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA2 = 3.3105 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA3 = 3.3105 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA4 = 1.5088 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA5 = 0.5029 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA6 = 2.3145 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA7 = 3.5107 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA8 = 3.0127 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA9 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTB1 = 3.3057 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB10 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB11 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB12 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB13 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB14 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB15 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB2 = 3.3057 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB3 = 3.3008 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB4 = 1.5039 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB5 = 0.5029 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB6 = 2.2656 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB7 = 3.4912 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB8 = 3.0078 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB9 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET WIN NX = 2048 / # of Pixels in X HIERARCH ESO DET WIN NY = 1100 / # of Pixels in Y HIERARCH ESO DET WIN STARTX = 1 / Lower left X ref HIERARCH ESO DET WIN STARTY = 1 / Lower left Y ref HIERARCH ESO DET WIN TYPE = 0 / Win-Type: 0=SW/1=HW HIERARCH ESO PRO CATG = 'SCI_SLIT_FLUX_MERGE2D_NIR' / Category of pipeline produHIERARCH ESO PRO B RELOFF RA = 2.164589 HIERARCH ESO PRO B RELOFF DEC = 4.507167 HIERARCH ESO PRO B CUMOFF RA = 1.082295 HIERARCH ESO PRO B CUMOFF DEC = 2.253583 HIERARCH ESO PRO RECT BIN LAMBDA = 0.06 HIERARCH ESO PRO RECT BIN SPACE = 0.21 HIERARCH ESO PRO RECT LAMBDA MIN = 994.02 HIERARCH ESO PRO RECT LAMBDA MAX = 2478.96 HIERARCH ESO PRO RECT SPACE MIN = -10.3400001525879 HIERARCH ESO PRO RECT SPACE MAX = 5.40999984741211 HIERARCH ESO PRO EXTRACT SLIT MIN = -10.3400001525879 HIERARCH ESO PRO EXTRACT SLIT MAX = 5.40999984741211 HIERARCH ESO PRO ANCESTOR = 'XSHOO.2018-04-23T02:34:35.434.fits' HIERARCH ESO PRO DID = 'PRO-1.15' / Data dictionary for PRO HIERARCH ESO PRO TYPE = 'REDUCED ' / Product type HIERARCH ESO PRO TECH = 'ECHELLE,SLIT,NODDING' / Observation technique HIERARCH ESO PRO SCIENCE = T / Scientific product if T HIERARCH ESO PRO REC1 ID = 'xsh_scired_slit_nod' / Pipeline recipe (unique) idenHIERARCH ESO PRO REC1 DRS ID = 'cpl-7.0 ' / Data Reduction System identifier HIERARCH ESO PRO REC1 PIPE ID = 'xshoo/2.9.3' / Pipeline (unique) identifier HIERARCH ESO PRO REC1 RAW1 NAME = 'XSHOO.2018-04-23T02:34:35.434.fits' / File naHIERARCH ESO PRO REC1 RAW1 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW2 NAME = 'XSHOO.2018-04-23T02:40:08.195.fits' / File naHIERARCH ESO PRO REC1 RAW2 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW3 NAME = 'XSHOO.2018-04-23T02:45:33.640.fits' / File naHIERARCH ESO PRO REC1 RAW3 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW4 NAME = 'XSHOO.2018-04-23T02:51:07.066.fits' / File naHIERARCH ESO PRO REC1 RAW4 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW5 NAME = 'XSHOO.2018-04-23T02:56:32.514.fits' / File naHIERARCH ESO PRO REC1 RAW5 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW6 NAME = 'XSHOO.2018-04-23T03:02:04.609.fits' / File naHIERARCH ESO PRO REC1 RAW6 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW7 NAME = 'XSHOO.2018-04-23T03:07:30.057.fits' / File naHIERARCH ESO PRO REC1 RAW7 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW8 NAME = 'XSHOO.2018-04-23T03:13:03.484.fits' / File naHIERARCH ESO PRO REC1 RAW8 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW9 NAME = 'XSHOO.2018-04-23T03:18:29.595.fits' / File naHIERARCH ESO PRO REC1 RAW9 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW10 NAME = 'XSHOO.2018-04-23T03:24:01.693.fits' / File nHIERARCH ESO PRO REC1 RAW10 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO REC1 RAW11 NAME = 'XSHOO.2018-04-23T03:29:27.137.fits' / File nHIERARCH ESO PRO REC1 RAW11 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO REC1 RAW12 NAME = 'XSHOO.2018-04-23T03:35:00.566.fits' / File nHIERARCH ESO PRO REC1 RAW12 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO DATANCOM = 12 / Number of combined frames HIERARCH ESO PRO REC1 CAL1 NAME = 'xsh_paranal_extinct_model_nir.fits' / File naHIERARCH ESO PRO REC1 CAL1 CATG = 'ATMOS_EXT_NIR' / Category of calibration framHIERARCH ESO PRO REC1 CAL1 DATAMD5 = '5a3d3a43ed7161c2aeff04ff6823a0d0' / MD5 siHIERARCH ESO PRO REC1 CAL2 NAME = 'BP_MAP_RP_NIR.fits' / File name of calibratioHIERARCH ESO PRO REC1 CAL2 CATG = 'BP_MAP_RP_NIR' / Category of calibration framHIERARCH ESO PRO REC1 CAL2 DATAMD5 = '6f99f13903272739f959c96eda6d7e1b' / MD5 siHIERARCH ESO PRO REC1 CAL3 NAME = 'DISP_TAB_AFC_NIR.fits' / File name of calibraHIERARCH ESO PRO REC1 CAL3 CATG = 'DISP_TAB_AFC_NIR' / Category of calibration fHIERARCH ESO PRO REC1 CAL3 DATAMD5 = '4dcbacdd3c15dde869fe6e6cdf89ab68' / MD5 siHIERARCH ESO PRO REC1 CAL4 NAME = 'DISP_TAB_NIR.fits' / File name of calibrationHIERARCH ESO PRO REC1 CAL4 CATG = 'DISP_TAB_NIR' / Category of calibration frameHIERARCH ESO PRO REC1 CAL4 DATAMD5 = 'b470248389cb3c24ac8cf218abeb5308' / MD5 siHIERARCH ESO PRO REC1 CAL5 NAME = 'MASTER_FLAT_SLIT_NIR.fits' / File name of calHIERARCH ESO PRO REC1 CAL5 CATG = 'MASTER_FLAT_SLIT_NIR' / Category of calibratiHIERARCH ESO PRO REC1 CAL5 DATAMD5 = 'cbfb9f33a2ebd2140ac2bfc6fcb8fb91' / MD5 siHIERARCH ESO PRO REC1 CAL6 NAME = 'ORDER_TAB_AFC_SLIT_NIR.fits' / File name of cHIERARCH ESO PRO REC1 CAL6 CATG = 'ORDER_TAB_AFC_SLIT_NIR' / Category of calibraHIERARCH ESO PRO REC1 CAL6 DATAMD5 = '2ac6b80d22cdfd72f5ebd7e518296ec9' / MD5 siHIERARCH ESO PRO REC1 CAL7 NAME = 'ORDER_TAB_EDGES_SLIT_NIR.fits' / File name ofHIERARCH ESO PRO REC1 CAL7 CATG = 'ORDER_TAB_EDGES_SLIT_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL7 DATAMD5 = 'af91e7442ed4ba08ad7f6fe93a3e0c36' / MD5 siHIERARCH ESO PRO REC1 CAL8 NAME = 'RESPONSE_MERGE1D_SLIT_NIR.fits' / File name oHIERARCH ESO PRO REC1 CAL8 CATG = 'RESPONSE_MERGE1D_SLIT_NIR' / Category of caliHIERARCH ESO PRO REC1 CAL8 DATAMD5 = '875e463dcd8c3a4246e52a2efed93969' / MD5 siHIERARCH ESO PRO REC1 CAL9 NAME = 'SKY_MAP_NIR_1.2.fits' / File name of calibratHIERARCH ESO PRO REC1 CAL9 CATG = 'SKY_MAP_NIR' / Category of calibration frame HIERARCH ESO PRO REC1 CAL9 DATAMD5 = '34a98f750b67728692fe8c434929bc55' / MD5 siHIERARCH ESO PRO REC1 CAL10 NAME = 'M.XSHOOTER.2012-03-30T11:16:52.615.fits' / FHIERARCH ESO PRO REC1 CAL10 CATG = 'SPECTRAL_FORMAT_TAB_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL11 NAME = 'XSH_MOD_CFG_OPT_2D_NIR.fits' / File name of HIERARCH ESO PRO REC1 CAL11 CATG = 'XSH_MOD_CFG_OPT_2D_NIR' / Category of calibrHIERARCH ESO PRO REC1 CAL11 DATAMD5 = '12b9b6c68c665a4a76c5e5f8973777ea' / MD5 sHIERARCH ESO PRO REC1 CAL12 NAME = 'XSH_MOD_CFG_OPT_AFC_NIR.fits' / File name ofHIERARCH ESO PRO REC1 CAL12 CATG = 'XSH_MOD_CFG_OPT_AFC_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL12 DATAMD5 = '77ad71c8e512a6dd7ea4d0ee5500a47b' / MD5 sHIERARCH ESO PRO REC1 PARAM1 NAME = 'keep-temp' / If 'no', temporary files are dHIERARCH ESO PRO REC1 PARAM1 VALUE = 'no ' / Default: 'no' HIERARCH ESO PRO REC1 PARAM2 NAME = 'debug-level' / Additional xshooter debug leHIERARCH ESO PRO REC1 PARAM2 VALUE = 'none ' / Default: 'none' HIERARCH ESO PRO REC1 PARAM3 NAME = 'time-stamp' / Add timestamp to product fileHIERARCH ESO PRO REC1 PARAM3 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM4 NAME = 'decode-bp' / Integer representation of the HIERARCH ESO PRO REC1 PARAM4 VALUE = '2144337919' / Default: 2144337919 HIERARCH ESO PRO REC1 PARAM5 NAME = 'pre-overscan-corr' / pre-overscan correctioHIERARCH ESO PRO REC1 PARAM5 VALUE = '0 ' / Default: 1 HIERARCH ESO PRO REC1 PARAM6 NAME = 'stack-method' / Method used to build masterHIERARCH ESO PRO REC1 PARAM6 VALUE = 'median ' / Default: 'median' HIERARCH ESO PRO REC1 PARAM7 NAME = 'klow ' / Kappa used to clip low level vaHIERARCH ESO PRO REC1 PARAM7 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM8 NAME = 'khigh ' / Kappa used to clip high level vHIERARCH ESO PRO REC1 PARAM8 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM9 NAME = 'removecrhsingle-sigmalim' / Poisson fluctuaHIERARCH ESO PRO REC1 PARAM9 VALUE = '20 ' / Default: 20 HIERARCH ESO PRO REC1 PARAM10 NAME = 'removecrhsingle-flim' / Minimum contrast bHIERARCH ESO PRO REC1 PARAM10 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM11 NAME = 'removecrhsingle-niter' / Max number of iteHIERARCH ESO PRO REC1 PARAM11 VALUE = '4 ' / Default: 4 HIERARCH ESO PRO REC1 PARAM12 NAME = 'rectify-kernel' / Name of the InterpolatioHIERARCH ESO PRO REC1 PARAM12 VALUE = 'tanh ' / Default: 'tanh' HIERARCH ESO PRO REC1 PARAM13 NAME = 'rectify-radius' / Rectify Interpolation raHIERARCH ESO PRO REC1 PARAM13 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM14 NAME = 'rectify-bin-lambda' / Wavelength step in tHIERARCH ESO PRO REC1 PARAM14 VALUE = '0.06 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM15 NAME = 'rectify-bin-slit' / Spatial step along theHIERARCH ESO PRO REC1 PARAM15 VALUE = '0.21 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM16 NAME = 'rectify-fast' / Fast if TRUE (Rect[B-A] = HIERARCH ESO PRO REC1 PARAM16 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM17 NAME = 'localize-method' / Localization method (MAHIERARCH ESO PRO REC1 PARAM17 VALUE = 'MANUAL ' / Default: 'MANUAL' HIERARCH ESO PRO REC1 PARAM18 NAME = 'localize-chunk-nb' / Number of chunks in tHIERARCH ESO PRO REC1 PARAM18 VALUE = '10 ' / Default: 10 HIERARCH ESO PRO REC1 PARAM19 NAME = 'localize-thresh' / Threshold relative to tHIERARCH ESO PRO REC1 PARAM19 VALUE = '0.1 ' / Default: 0.1 HIERARCH ESO PRO REC1 PARAM20 NAME = 'localize-deg-lambda' / Degree in lambda inHIERARCH ESO PRO REC1 PARAM20 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM21 NAME = 'localize-slit-position' / Object position HIERARCH ESO PRO REC1 PARAM21 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM22 NAME = 'localize-slit-hheight' / Object half heighHIERARCH ESO PRO REC1 PARAM22 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM23 NAME = 'localize-kappa' / Kappa value for sigma clHIERARCH ESO PRO REC1 PARAM23 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM24 NAME = 'localize-niter' / Number of iterations forHIERARCH ESO PRO REC1 PARAM24 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM25 NAME = 'localize-use-skymask' / TRUE if we want toHIERARCH ESO PRO REC1 PARAM25 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM26 NAME = 'localize-nod-throw' / Step (arcsec) betweeHIERARCH ESO PRO REC1 PARAM26 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM27 NAME = 'extract-method' / Method used for extractiHIERARCH ESO PRO REC1 PARAM27 VALUE = 'NOD ' / Default: 'NOD' HIERARCH ESO PRO REC1 PARAM28 NAME = 'stdextract-interp-hsize' / Half size of maHIERARCH ESO PRO REC1 PARAM28 VALUE = '30 ' / Default: 30 HIERARCH ESO PRO REC1 PARAM29 NAME = 'combinenod-throwlist' / Name of ascii fileHIERARCH ESO PRO REC1 PARAM29 VALUE = 'throwlist.asc' / Default: 'throwlist.asc'HIERARCH ESO PRO REC1 PARAM30 NAME = 'combinenod-method' / Combination method foHIERARCH ESO PRO REC1 PARAM30 VALUE = 'MEAN ' / Default: 'MEAN' HIERARCH ESO PRO REC1 PARAM31 NAME = 'max-slit' / Lower Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM31 VALUE = '5.7 ' / Default: 5.7 HIERARCH ESO PRO REC1 PARAM32 NAME = 'min-slit' / Upper Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM32 VALUE = '-5.3 ' / Default: -5.3 HIERARCH ESO PRO REC1 PARAM33 NAME = 'correct-sky-by-median' / TRUE if the resamHIERARCH ESO PRO REC1 PARAM33 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM34 NAME = 'cut-uvb-spectrum' / TRUE if recipe cuts thHIERARCH ESO PRO REC1 PARAM34 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM35 NAME = 'generate-SDP-format' / TRUE if additional HIERARCH ESO PRO REC1 PARAM35 VALUE = 'true ' / Default: false HIERARCH ESO PRO REC1 PARAM36 NAME = 'dummy-association-keys' / Sets the number HIERARCH ESO PRO REC1 PARAM36 VALUE = '0 ' / Default: 0 HIERARCH ESO ADA ABSROT END = 142.82532 / Abs rot angle at exp end HIERARCH ESO ADA ABSROT PPOS = 'NEG ' / sign of probe position HIERARCH ESO ADA ABSROT START = 164.77214 / Abs rot angle at exp start HIERARCH ESO ADA GUID DEC = 15.12634 / 15:07:34.8 Guide star DEC J2000 HIERARCH ESO ADA GUID RA = 196.829762 / 13:07:19.1 Guide star RA J2000 HIERARCH ESO ADA GUID STATUS = 'ON ' / Status of autoguider HIERARCH ESO ADA POSANG = 154.34716 / Position angle at start HIERARCH ESO OCS DET3 IMGNAME = 'XSHOOTER_SLT_OBJ_NIR_' / Data File Name. HIERARCH ESO SEQ ARM = 'NIR ' / Instrument Arm HIERARCH ESO SEQ CUMOFF DEC = -2.253583 / Cumulative DEC offset HIERARCH ESO SEQ CUMOFF RA = -1.082295 / Cumulative RA offset HIERARCH ESO SEQ CUMOFF X = 0. / Cumulative offset X (perp. to slit HIERARCH ESO SEQ CUMOFF Y = 2.5 / Cumulative offset Y (along the sli HIERARCH ESO SEQ JITTER WIDTH = 0. / Width of the Jitter box (arcsec) HIERARCH ESO SEQ NOD THROW = 5. / Nodding throw length in arcsec HIERARCH ESO SEQ RELOFF DEC = -2.253583 / List of DEC offsets HIERARCH ESO SEQ RELOFF RA = -1.082295 / List of RA offsets HIERARCH ESO QC NPIXSAT = 1822. / Number of saturated pixels HIERARCH ESO QC FPIXSAT = 0.000845773915626857 / Fraction of saturated pixels HIERARCH ESO QC CRRATE = 10.60498 / Number of detected CRH per cm2 and s HIERARCH ESO QC NCRH = 22206 / Number of detected cosmic ray hits HIERARCH ESO QC NCRH AVG = 20841. / Average number of cosmic ray hits per frame HIERARCH ESO QC NCRH TOT = 250098 / Total number of cosmic ray hits on frames HIERARCH ESO QC VRAD BARYCOR = -10.5760514613339 / Barycentric radial velocity cHIERARCH ESO QC VRAD HELICOR = -10.5857022766585 / Heliocentric radial velocity CHECKSUM= '2PmI2Pj92PjG2Pj9' / HDU checksum updated 2025-07-01T15:30:13 DATASUM = '2955365595' / data unit checksum updated 2025-07-01T15:30:13 BANDID1 = 'spectrum: background fit, weights variance, clean yes' BANDID2 = 'spectrum: background fit, weights none, clean no' BANDID3 = 'background: background fit' BANDID4 = 'sigma - background fit, weights variance, clean yes' APNUM1 = '1 1 35.04 41.76' WCSDIM = 3 CTYPE3 = 'LINEAR ' CD3_3 = 1. LTM1_1 = 1. LTM2_2 = 1. LTM3_3 = 1. WAT0_001= 'system=equispec' WAT1_001= 'wtype=linear label=Wavelength units=nanometers units_display=nm' WAT2_001= 'wtype=linear' WAT3_001= 'wtype=linear' END \n", + "\n", + " Reading FITS file: ULAS_J020858.62+020657.0_esdL3_Xshooter_NIR_Primeval-III.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J020858.62+020657.0_esdL3_Xshooter_NIR_Primeval-III.fits\n", + "\n", + " Reading FITS file: ULAS_J135058.85+081506.8_usdL3_Xshooter_NIR_Primeval-III.fits\n", + "Error reading ULAS_J135058.85+081506.8_usdL3_Xshooter_NIR_Primeval-III.fits: list index out of range\n", + "Header info: SIMPLE = T / Fits standard BITPIX = -32 / Bits per pixel NAXIS = 3 / Number of axes NAXIS1 = 24750 / Axis length NAXIS2 = 1 / Axis length NAXIS3 = 4 / Axis length EXTEND = T / File may contain extensions ORIGIN = 'NOAO-IRAF FITS Image Kernel July 2003' / FITS file originator IRAF-TLM= '2017-01-26T13:20:00' / Time of last modification OBJECT = 'ULAS1350' / Name of the object observed COMMENT FITS (Flexible Image Transport System) format is defined in 'AstronomyCOMMENT and Astrophysics', volume 376, page 359; bibcode: 2001A&A...376..359H DATE = '2017-01-26T13:20:00' / file creation date (YYYY-MM-DDThh:mm:ss UT) LAMNLIN = 1899 / No. of lines used in wavelength solution LAMRMS = 0.0107175243772849 / RMS of wavelength solution [CUNIT1] CRDER1 = 0.000245941602021488 / Wavelength uncertainty [CUNIT1] CSYER1 = 0.004 / Typical systematic wavelength error [CUNIT1] CUNIT1 = 'nm ' / Wavelength units SPATRMS = 0.0313654195416496 / RMS on spatial coordinate uncertainty [CUNIT2] CRDER2 = 0.000719761510083316 / Spatial coordinate uncertainty [CUNIT2] CSYER2 = 0.25 / Spatial coordinate systematic uncertainty [CUNICUNIT2 = 'arcsec ' / Spatial units CRPIX1 = 1. CRVAL1 = 994.02 CTYPE1 = 'LINEAR ' CTYPE2 = 'LINEAR ' CD1_1 = 0.0599999999999454 CD2_2 = 1. TELESCOP= 'ESO-VLT-U2' / ESO Telescope Name INSTRUME= 'XSHOOTER' / Instrument used. RA = 207.744669 / 13:50:58.7 RA (J2000) pointing DEC = 8.25038 / 08:15:01.3 DEC (J2000) pointing EQUINOX = 2000. / Standard FK5 RADECSYS= 'FK5 ' / Coordinate reference frame EXPTIME = 300. / Integration time MJD-OBS = 57469.24238747 / Obs start 2016-03-22T05:49:02.278 DATE-OBS= '2016-03-22T05:49:02.2777' / Observing date UTC = 20939. / 05:48:59.000 UTC at start LST = 47281.786 / 13:08:01.786 LST at start PI-COI = 'UNKNOWN ' / PI-COI name. OBSERVER= 'UNKNOWN ' / Name of observer. BUNIT = 'erg / (angstrom s cm2)' HDUCLASS= 'ESO ' / hdu classification HDUDOC = 'DICD ' / hdu reference document HDUVERS = 'DICD V6.0' / hdu reference document version HDUCLAS1= 'IMAGE ' / hdu format classification HDUCLAS2= 'DATA ' / hdu type classification ERRDATA = 'ORD11_ERRS' / name of errs extension QUALDATA= 'ORD11_QUAL' / name of qual extension ARCFILE = 'XSHOO.2016-03-22T05:49:02.277.fits' / Archive File Name DATAMD5 = '35027987d19a178ae81d99f6ef4271e4' / MD5 checksum PIPEFILE= 'SCI_SLIT_FLUX_MERGE2D_NIR.fits' / Filename of data product HIERARCH ESO OBS AIRM = 1.6 / Req. max. airmass HIERARCH ESO OBS AMBI FWHM = 1.3 / Req. max. seeing HIERARCH ESO OBS AMBI TRANS = '3THN ' / Req. sky transparency HIERARCH ESO OBS ATM = 'NATM ' / Req. Atmospheric Turbulence Model HIERARCH ESO OBS CONTAINER ID = -999 / Scheduling container ID HIERARCH ESO OBS CONTAINER TYPE = 'U ' / Scheduling container type HIERARCH ESO OBS CONTRAST = 0. / Req. contrast HIERARCH ESO OBS DID = 'ESO-VLT-DIC.OBS-2.0' / OBS Dictionary HIERARCH ESO OBS EXECTIME = 4503 / Expected execution time HIERARCH ESO OBS GRP = '0 ' / linked blocks HIERARCH ESO OBS ID = 1276824 / Observation block ID HIERARCH ESO OBS MOON DIST = 30 / Req. min. angular dist. from moon HIERARCH ESO OBS MOON FLI = 1. / Req. max. fractional lunar illum. HIERARCH ESO OBS NAME = 'ULAS1350' / OB name HIERARCH ESO OBS NTPL = 2 / Number of templates within OB HIERARCH ESO OBS OBSERVER = 'UNKNOWN ' / Observer Name HIERARCH ESO OBS PI-COI ID = 72262 / ESO internal PI-COI ID HIERARCH ESO OBS PI-COI NAME = 'UNKNOWN ' / PI-COI name HIERARCH ESO OBS PROG ID = '096.C-0130(A)' / ESO program identification HIERARCH ESO OBS START = '2016-03-22T05:40:14' / OB start time HIERARCH ESO OBS STREHLRATIO = 0. / Req. strehl ratio HIERARCH ESO OBS TARG NAME = 'ULAS1350' / OB target name HIERARCH ESO OBS TPLNO = 2 / Template number within OB HIERARCH ESO OBS TWILIGHT = 0 / Req. twilight HIERARCH ESO OBS WATERVAPOUR = 0. / Req. water vapour HIERARCH ESO TPL DID = 'ESO-VLT-DIC.TPL-1.9' / Data dictionary for TPL HIERARCH ESO TPL EXPNO = 3 / Exposure number within template HIERARCH ESO TPL ID = 'XSHOOTER_slt_obs_AutoNodOnSlit' / Template signa HIERARCH ESO TPL NAME = 'XSHOOTER observations with AutoNodOnSlit offset' HIERARCH ESO TPL NEXP = 36 / Number of exposures within templat HIERARCH ESO TPL PRESEQ = 'XSHOOTER_obs_AutoNodOnSlit.seq' / Sequencer scri HIERARCH ESO TPL START = '2016-03-22T05:48:25' / TPL start time HIERARCH ESO TPL VERSION = '$Revision: 213208 $' / Version of the template HIERARCH ESO TEL AIRM END = 1.195 / Airmass at end HIERARCH ESO TEL AIRM START = 1.213 / Airmass at start HIERARCH ESO TEL ALT = 55.52 / Alt angle at start HIERARCH ESO TEL AMBI FWHM END = 0.63 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI FWHM START = 0.54 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI PRES END = 745.27 / Observatory ambient air pressure q HIERARCH ESO TEL AMBI PRES START = 745.58 / Observatory ambient air pressure q HIERARCH ESO TEL AMBI RHUM = 14.5 / Observatory ambient relative humid HIERARCH ESO TEL AMBI TAU0 = 0.0022 / Average coherence time HIERARCH ESO TEL AMBI TEMP = 17.12 / Observatory ambient temperature qu HIERARCH ESO TEL AMBI WINDDIR = 330.5 / Observatory ambient wind direction HIERARCH ESO TEL AMBI WINDSP = 3.23 / Observatory ambient wind speed que HIERARCH ESO TEL AZ = 199.38 / Az angle at start S=0,W=90 HIERARCH ESO TEL CHOP ST = F / True when chopping is active HIERARCH ESO TEL DATE = '2000-01-01T00:00:00' / TCS installation date HIERARCH ESO TEL DID = 'ESO-VLT-DIC.TCS' / Data dictionary for TEL HIERARCH ESO TEL DOME STATUS = 'FULLY-OPEN' / Dome status HIERARCH ESO TEL FOCU ID = 'CA ' / Telescope focus station ID HIERARCH ESO TEL FOCU LEN = 108.557 / Focal length HIERARCH ESO TEL FOCU SCALE = 1.894 / Focal scale HIERARCH ESO TEL FOCU VALUE = -0.002 / M2 setting HIERARCH ESO TEL GEOELEV = 2648. / Elevation above sea level (m) HIERARCH ESO TEL GEOLAT = -24.6272 / Tel geo latitute (+=North) HIERARCH ESO TEL GEOLON = -70.4048 / Tel geo longitude (+=East) HIERARCH ESO TEL IA FWHM = 0.64 / Delivered seeing corrected by airm HIERARCH ESO TEL IA FWHMLIN = 0.72 / Delivered seeing on IA detector (l HIERARCH ESO TEL IA FWHMLINOBS = 0.8 / Delivered seeing on IA detector (l HIERARCH ESO TEL ID = 'v 275245' / TCS version number HIERARCH ESO TEL MOON DEC = 4.78197 / 04:46:55.0 DEC (J2000) HIERARCH ESO TEL MOON RA = 168.658051 / 11:14:37.9 RA (J2000) HIERARCH ESO TEL OPER = 'I, Condor' / Telescope Operator HIERARCH ESO TEL PARANG END = 170.678 / Parallactic angle at end HIERARCH ESO TEL PARANG START = -162.264 / Parallactic angle at start HIERARCH ESO TEL TARG ALPHA = 135058.85 / Alpha coordinate for the target HIERARCH ESO TEL TARG COORDTYPE = 'M ' / Coordinate type (M=mean A=apparenHIERARCH ESO TEL TARG DELTA = 81506.8 / Delta coordinate for the target HIERARCH ESO TEL TARG EPOCH = 2006.5 / Epoch HIERARCH ESO TEL TARG EPOCHSYSTEM = 'J ' / Epoch system (default J=Julian)HIERARCH ESO TEL TARG EQUINOX = 2000. / Equinox HIERARCH ESO TEL TARG PARALLAX = 0. / Parallax HIERARCH ESO TEL TARG PMA = -0.23596 / Proper Motion Alpha HIERARCH ESO TEL TARG PMD = -0.22518 / Proper motion Delta HIERARCH ESO TEL TARG RADVEL = 0. / Radial velocity HIERARCH ESO TEL TH M1 TEMP = 14.97 / M1 superficial temperature HIERARCH ESO TEL TRAK STATUS = 'NORMAL ' / Tracking status HIERARCH ESO INS ADC1 DEC = 81009.51705 / Telescope desclination [deg]. HIERARCH ESO INS ADC1 END = 190.372 / Position angle at end [deg]. HIERARCH ESO INS ADC1 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC1 RA = 135148.047656 / Telescope right ascension [deg]. HIERARCH ESO INS ADC1 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC2 DEC = 81009.51705 / Telescope desclination [deg]. HIERARCH ESO INS ADC2 END = 236.575 / Position angle at end [deg]. HIERARCH ESO INS ADC2 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC2 RA = 135148.047656 / Telescope right ascension [deg]. HIERARCH ESO INS ADC2 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC3 DEC = 81009.51705 / Telescope desclination [deg]. HIERARCH ESO INS ADC3 END = 188.931 / Position angle at end [deg]. HIERARCH ESO INS ADC3 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC3 RA = 135148.047656 / Telescope right ascension [deg]. HIERARCH ESO INS ADC3 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC4 DEC = 81009.51705 / Telescope desclination [deg]. HIERARCH ESO INS ADC4 END = 226.563 / Position angle at end [deg]. HIERARCH ESO INS ADC4 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC4 RA = 135148.047656 / Telescope right ascension [deg]. HIERARCH ESO INS ADC4 SWSIM = T / If T, function is software simulat HIERARCH ESO INS DATE = '2005-04-01' / Instrument release date (yyyy-mm-d HIERARCH ESO INS DID = 'ESO-VLT-DIC.XSHOOTER_ICS-271852' / Data dictiona HIERARCH ESO INS FOCU1 ENC = 27155 / Absolute position [Enc]. HIERARCH ESO INS FOCU1 POS = 16.3 / Position [C]. HIERARCH ESO INS FOCU2 ENC = 11750 / Absolute position [Enc]. HIERARCH ESO INS FOCU2 POS = 0. / Position [C]. HIERARCH ESO INS ID = 'XSHOOTER/176642' / Instrument ID. HIERARCH ESO INS MIRR1 ID = 'Tel ' / Mirror unique ID. HIERARCH ESO INS MIRR1 NAME = 'Tel ' / Mirror name. HIERARCH ESO INS MIRR1 NO = 1 / Mirror slide position. HIERARCH ESO INS MODE = 'SLITSPEC' / Instrument mode used. HIERARCH ESO INS OPTI2 ID = 'SLOT ' / OPTIi unique ID. HIERARCH ESO INS OPTI2 NAME = 'SLOT ' / OPTIi name. HIERARCH ESO INS OPTI2 NO = 3 / OPTIi slot number. HIERARCH ESO INS OPTI2 TYPE = 'MIRROR ' / OPTIi element. HIERARCH ESO INS OPTI3 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI3 NAME = '1.3x11 ' / OPTIi name. HIERARCH ESO INS OPTI3 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI3 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI4 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI4 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI4 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI4 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI5 ID = 'PS5 ' / OPTIi unique ID. HIERARCH ESO INS OPTI5 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI5 NO = 5 / OPTIi slot number. HIERARCH ESO INS OPTI5 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS PATH = 'SLITSPEC' / Optical path used. HIERARCH ESO INS SENS21 ID = 'CA1F1 ' / sensor ID. HIERARCH ESO INS SENS21 NAME = 'Cab.1 Flow rate' / sensor common name. HIERARCH ESO INS SENS21 VAL = 110. / Cab. 1 Flow rate [l/h] HIERARCH ESO INS SENS60 ID = 'NPM ' / sensor ID. HIERARCH ESO INS SENS60 NAME = 'NIR cryo. P' / sensor common name. HIERARCH ESO INS SENS60 VAL = 7.0E-08 / NIR Pressure [mbar] HIERARCH ESO INS SENS81 ID = 'RANGE ' / sensor ID. HIERARCH ESO INS SENS81 NAME = 'Heater Range' / sensor common name. HIERARCH ESO INS SENS81 VAL = 4. / Lake 340 Heater Range HIERARCH ESO INS SENS82 ID = 'HEATR ' / sensor ID. HIERARCH ESO INS SENS82 NAME = 'Heater output' / sensor common name. HIERARCH ESO INS SENS82 VAL = 38.5 / Lake 340 Heater output HIERARCH ESO INS SHUT1 ID = 'INSH ' / Shutter ID. HIERARCH ESO INS SHUT1 NAME = 'Instrument shutter' / Shutter name. HIERARCH ESO INS SHUT1 ST = T / Shutter open. HIERARCH ESO INS SWSIM = 'NORMAL ' / Software simulation. HIERARCH ESO INS TEMP1 ID = 'TMUC ' / Temperature sensor ID. HIERARCH ESO INS TEMP1 NAME = 'UVB Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP1 VAL = 16.78 / UVB Camera temp. [C] HIERARCH ESO INS TEMP10 ID = 'TMA ' / Temperature sensor ID. HIERARCH ESO INS TEMP10 NAME = 'Ambient temp.' / Temperature sensor name. HIERARCH ESO INS TEMP10 VAL = 17.25 / Ambient temp. [C] HIERARCH ESO INS TEMP11 ID = 'TMADC ' / Temperature sensor ID. HIERARCH ESO INS TEMP11 NAME = 'BB UVB ADC temp.' / Temperature sensor name. HIERARCH ESO INS TEMP11 VAL = 17.76 / BB UVB ADC temp. [C] HIERARCH ESO INS TEMP2 ID = 'TMUP ' / Temperature sensor ID. HIERARCH ESO INS TEMP2 NAME = 'UVB Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP2 VAL = 16.4 / UVB Prism temp. [C] HIERARCH ESO INS TEMP21 ID = 'CA1OT ' / Temperature sensor ID. HIERARCH ESO INS TEMP21 NAME = 'Cab.1 outlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP21 VAL = 12.19 / Cab. 1 outlet temp. [C] HIERARCH ESO INS TEMP22 ID = 'CA1IT ' / Temperature sensor ID. HIERARCH ESO INS TEMP22 NAME = 'Cab.1 inlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP22 VAL = 9.73 / Cab. 1 inlet temp. [C] HIERARCH ESO INS TEMP23 ID = 'CA1CT ' / Temperature sensor ID. HIERARCH ESO INS TEMP23 NAME = 'Cab.1 temp.' / Temperature sensor name. HIERARCH ESO INS TEMP23 VAL = 20.44 / Cab. 1 temp. [C] HIERARCH ESO INS TEMP24 ID = 'CA1AT ' / Temperature sensor ID. HIERARCH ESO INS TEMP24 NAME = 'Cab.1 Amb. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP24 VAL = 17.83 / Cab. 1 Amb. temp. [C] HIERARCH ESO INS TEMP3 ID = 'TMUB ' / Temperature sensor ID. HIERARCH ESO INS TEMP3 NAME = 'UVB bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP3 VAL = 16.74 / UVB bench temp. [C] HIERARCH ESO INS TEMP4 ID = 'TMVC ' / Temperature sensor ID. HIERARCH ESO INS TEMP4 NAME = 'VIS Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP4 VAL = 15.58 / VIS Camera temp. [C] HIERARCH ESO INS TEMP5 ID = 'TMVP ' / Temperature sensor ID. HIERARCH ESO INS TEMP5 NAME = 'VIS Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP5 VAL = 16.05 / VIS Prism temp. [C] HIERARCH ESO INS TEMP6 ID = 'TMVB ' / Temperature sensor ID. HIERARCH ESO INS TEMP6 NAME = 'VIS bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP6 VAL = 16.48 / VIS bench temp. [C] HIERARCH ESO INS TEMP7 ID = 'TMUCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP7 NAME = 'UVB cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP7 VAL = 11.82 / UVB cryo. temp. [C] HIERARCH ESO INS TEMP8 ID = 'TMVCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP8 NAME = 'VIS cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP8 VAL = 12.72 / VIS cryo. temp. [C] HIERARCH ESO INS TEMP80 ID = 'OBCT ' / Temperature sensor ID. HIERARCH ESO INS TEMP80 NAME = 'OB Cover Tel.' / Temperature sensor name. HIERARCH ESO INS TEMP80 VAL = 103.98 / OB Cover Telescope [K] HIERARCH ESO INS TEMP81 ID = 'OBCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP81 NAME = 'OB Cover Tank' / Temperature sensor name. HIERARCH ESO INS TEMP81 VAL = 103.95 / OB Cover Tank [K] HIERARCH ESO INS TEMP82 ID = 'OBPR ' / Temperature sensor ID. HIERARCH ESO INS TEMP82 NAME = 'OB Prism1' / Temperature sensor name. HIERARCH ESO INS TEMP82 VAL = 103.34 / OB Prism1 [K] HIERARCH ESO INS TEMP83 ID = 'OBCL ' / Temperature sensor ID. HIERARCH ESO INS TEMP83 NAME = 'OB Corrector Lens' / Temperature sensor name. HIERARCH ESO INS TEMP83 VAL = 104.1 / OB Corrector Lens [K] HIERARCH ESO INS TEMP84 ID = 'CP ' / Temperature sensor ID. HIERARCH ESO INS TEMP84 NAME = 'Cryo. Cold Plate' / Temperature sensor name. HIERARCH ESO INS TEMP84 VAL = 84.551 / Cryostat Cold Plate [K] HIERARCH ESO INS TEMP85 ID = 'RS ' / Temperature sensor ID. HIERARCH ESO INS TEMP85 NAME = 'Cryo. rad. shield' / Temperature sensor name. HIERARCH ESO INS TEMP85 VAL = 107.25 / Cryostat rad. shield [K] HIERARCH ESO INS TEMP86 ID = 'DCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP86 NAME = 'CCD Copper bar' / Temperature sensor name. HIERARCH ESO INS TEMP86 VAL = 76.994 / CCD Copper bar [K] HIERARCH ESO INS TEMP9 ID = 'TMNCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP9 NAME = 'NIR cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP9 VAL = 19.69 / NIR cryo. temp. [C] HIERARCH ESO INS TEMP90 ID = 'NHT ' / Temperature sensor ID. HIERARCH ESO INS TEMP90 NAME = 'NIR Head temp.' / Temperature sensor name. HIERARCH ESO INS TEMP90 VAL = 79.001 / NIR Head temp. [K] HIERARCH ESO INS TILT1 AFCX = 0.243 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT1 AFCY = -0.033 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT1 CONVX = 0.208 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT1 CONVY = 0.269 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT1 ENGX = 5.141 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT1 ENGY = 3.962 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT1 ID = 'afcs1 ' / AFCS ID. HIERARCH ESO INS TILT1 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT1 NAME = 'Flexure comp. UVB' / AFCS description. HIERARCH ESO INS TILT1 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT1 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT1 POSXEND = -0.378 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSXSTART = 0.185 / Piezo position at start in X [volt HIERARCH ESO INS TILT1 POSYEND = -0.88 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSYSTART = -1.054 / Piezo position at start in Y [volt HIERARCH ESO INS TILT1 REFRACXEND = -1.504 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT1 REFRACXST = -1.068 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT1 REFRACYEND = -1.603 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT1 REFRACYST = -1.637 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT2 AFCX = -0.829 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT2 AFCY = 0.324 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT2 CONVX = 0.291 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT2 CONVY = 0.384 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT2 ENGX = 4.253 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT2 ENGY = 6.204 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT2 ID = 'afcs2 ' / AFCS ID. HIERARCH ESO INS TILT2 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT2 NAME = 'Flexure comp. VIS' / AFCS description. HIERARCH ESO INS TILT2 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT2 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT2 POSXEND = -0.322 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSXSTART = -0.782 / Piezo position at start in X [volt HIERARCH ESO INS TILT2 POSYEND = 1.067 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSYSTART = 1.219 / Piezo position at start in Y [volt HIERARCH ESO INS TILT2 REFRACXEND = 1.537 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT2 REFRACXST = 1.116 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT2 REFRACYEND = 1.643 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT2 REFRACYST = 1.672 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT3 AFCX = 0.968 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT3 AFCY = 0.653 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT3 CONVX = 0.58 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT3 CONVY = 0.56 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT3 ENGX = 7.076 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT3 ENGY = 5.575 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT3 ID = 'afcs3 ' / AFCS ID. HIERARCH ESO INS TILT3 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT3 NAME = 'Flexure comp. NIR' / AFCS description. HIERARCH ESO INS TILT3 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT3 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT3 POSXEND = 1.899 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSXSTART = 2.091 / Piezo position at start in X [volt HIERARCH ESO INS TILT3 POSYEND = 0.104 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSYSTART = 0.602 / Piezo position at start in Y [volt HIERARCH ESO INS TILT3 REFRACXEND = 1.654 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT3 REFRACXST = 1.23 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT3 REFRACYEND = 1.761 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT3 REFRACYST = 1.789 / Atm. refr. corr. start in Y [volt] HIERARCH ESO DET CHIP GAIN = 1. / Gain in e-/ADU HIERARCH ESO DET CHIP ID = 'ESO-Hawaii2RG' / Detector ID HIERARCH ESO DET CHIP NAME = 'Hawaii2RG' / Detector name HIERARCH ESO DET CHIP NX = 2048 / Pixels in X HIERARCH ESO DET CHIP NY = 1100 / Pixels in Y HIERARCH ESO DET CHIP PXSPACE = 1.8E-05 / Pixel-Pixel Spacing HIERARCH ESO DET CHIP RON = 0. / Read-out noise in e HIERARCH ESO DET CHIP TYPE = 'IR ' / The Type of Det Chip HIERARCH ESO DET CHOP FREQ = 0 / Chopping Frequency HIERARCH ESO DET CON OPMODE = 'NORMAL ' / Operational Mode HIERARCH ESO DET DID = 'ESO-VLT-DIC.IRACE-1.48' / Dictionary Name and Re HIERARCH ESO DET DIT = 300. / Integration Time HIERARCH ESO DET DITDELAY = 0. / Pause Between DITs HIERARCH ESO DET EXP NAME = 'XSHOOTER_SLT_OBJ_NIR_082_0005' / Exposure Name HIERARCH ESO DET EXP NO = 60383 / Exposure number HIERARCH ESO DET EXP UTC = '2016-03-22T05:54:06.8098' / File Creation Time HIERARCH ESO DET FILE CUBE ST = F / Data Cube On/Off HIERARCH ESO DET FRAM NO = 1 / Frame number HIERARCH ESO DET FRAM TYPE = 'INT ' / Frame type HIERARCH ESO DET FRAM UTC = '2016-03-22T05:54:05.2249' / Time Recv Frame HIERARCH ESO DET IRACE ADC1 DELAY = 7 / ADC Delay Adjustment HIERARCH ESO DET IRACE ADC1 ENABLE = 1 / Enable ADC Board (0/1) HIERARCH ESO DET IRACE ADC1 FILTER1 = 0 / ADC Filter1 Adjustment HIERARCH ESO DET IRACE ADC1 FILTER2 = 0 / ADC Filter2 Adjustment HIERARCH ESO DET IRACE ADC1 HEADER = 1 / Header of ADC Board HIERARCH ESO DET IRACE ADC1 NAME = 'ADC-RG ' / Name for ADC Board HIERARCH ESO DET IRACE ADC2 DELAY = 7 / ADC Delay Adjustment HIERARCH ESO DET IRACE ADC2 ENABLE = 1 / Enable ADC Board (0/1) HIERARCH ESO DET IRACE ADC2 FILTER1 = 0 / ADC Filter1 Adjustment HIERARCH ESO DET IRACE ADC2 FILTER2 = 0 / ADC Filter2 Adjustment HIERARCH ESO DET IRACE ADC2 HEADER = 1 / Header of ADC Board HIERARCH ESO DET IRACE ADC2 NAME = 'ADC-RG ' / Name for ADC Board HIERARCH ESO DET IRACE SEQCONT = F / Sequencer Continuous Mode HIERARCH ESO DET MINDIT = 299.9412 / Minimum DIT HIERARCH ESO DET MODE NAME = ' ' / DCS Detector Mode HIERARCH ESO DET NCORRS = 4 / Read-Out Mode HIERARCH ESO DET NCORRS NAME = 'NonDest ' / Read-Out Mode Name HIERARCH ESO DET NDIT = 1 / # of Sub-Integrations HIERARCH ESO DET NDITSKIP = 0 / DITs skipped at 1st.INT HIERARCH ESO DET NDSAMPLES = 452 / # of Non-Dest. Samples HIERARCH ESO DET NDSKIP = 1 / Samples skipped per DIT HIERARCH ESO DET RSPEED = 6 / Read-Speed Factor HIERARCH ESO DET RSPEEDADD = 0 / Read-Speed Add HIERARCH ESO DET SATLEVEL = 42000 / Saturation Level HIERARCH ESO DET VOLT1 CLKHI1 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI10 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI11 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI12 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI13 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI14 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI15 = 0. / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI16 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI2 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI3 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI4 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI5 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI6 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI7 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI8 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI9 = 0. / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHINM1 = 'clk1Hi FSYNCB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM10 = 'clk10Hi MODECTRL1' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM11 = 'clk11Hi MODECTRL2' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM12 = 'clock12Hi HORIWMEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM13 = 'clock13Hi VERTWMEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM14 = 'clock14Hi CSB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM15 = 'clock15Hi DATACLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM16 = 'clock16Hi DATAIN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM2 = 'clk2Hi VCLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM3 = 'clk3Hi LSYNCB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM4 = 'clk4Hi HCLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM5 = 'clk5Hi READEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM6 = 'clk6Hi RESETEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM7 = 'clk7Hi MAINRESETB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM8 = 'clk8Hi BUFDISABLE' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM9 = 'clk9Hi FASTENPAD' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHIT1 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT10 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT11 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT12 = 3.3447 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT13 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT14 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT15 = 0.0488 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT16 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT2 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT3 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT4 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT5 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT6 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT7 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT8 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT9 = 0.0439 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKLO1 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO10 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO11 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO12 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO13 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO14 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO15 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO16 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO2 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO3 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO4 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO5 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO6 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO7 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO8 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO9 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLONM1 = 'clk1Lo FSYNCB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM10 = 'clk10Lo MODECTRL1' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM11 = 'clk11Lo MODECTRL2' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM12 = 'clock12Lo HORIWMEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM13 = 'clock13Lo VERTWMEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM14 = 'clock14Lo CSB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM15 = 'clock15Lo DATACLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM16 = 'clock16Lo DATAIN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM2 = 'clk2Lo VCLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM3 = 'clk3Lo LSYNCB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM4 = 'clk4Lo HCLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM5 = 'clk5Lo READEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM6 = 'clk6Lo RESETEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM7 = 'clk7Lo MAINRESETB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM8 = 'clk8Lo BUFDISABLE' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM9 = 'clk9Lo FASTENPAD' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLOT1 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT10 = 3.3398 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT11 = 3.335 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT12 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT13 = 0.0537 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT14 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT15 = 0.0342 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT16 = 3.3398 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT2 = 0.0537 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT3 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT4 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT5 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT6 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT7 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT8 = 3.3301 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT9 = 0.0439 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 DC1 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC10 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC11 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC12 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC13 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC14 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC15 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC2 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC3 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC4 = 1.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC5 = 0.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC6 = 2.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC7 = 3.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC8 = 3. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC9 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DCNM1 = 'DC1 VDD ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM10 = 'DC10 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM11 = 'DC11 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM12 = 'DC12 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM13 = 'DC13 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM14 = 'DC14 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM15 = 'DC15 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM2 = 'DC2 VDDA' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM3 = 'DC3 VBIASPOWER' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM4 = 'DC4 DSUB' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM5 = 'DC5 VRESET' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM6 = 'DC6 BIASGATE' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM7 = 'DC7 EXTREF' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM8 = 'DC8 VLOAD' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM9 = 'DC9 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCTA1 = 3.3105 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA10 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA11 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA12 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA13 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA14 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA15 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA2 = 3.3154 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA3 = 3.3105 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA4 = 1.5088 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA5 = 0.5029 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA6 = 2.3145 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA7 = 3.5107 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA8 = 3.0127 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA9 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTB1 = 3.3057 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB10 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB11 = 0.0098 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB12 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB13 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB14 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB15 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB2 = 3.3057 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB3 = 3.3008 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB4 = 1.5039 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB5 = 0.5029 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB6 = 2.2656 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB7 = 3.4912 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB8 = 3.0078 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB9 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET WIN NX = 2048 / # of Pixels in X HIERARCH ESO DET WIN NY = 1100 / # of Pixels in Y HIERARCH ESO DET WIN STARTX = 1 / Lower left X ref HIERARCH ESO DET WIN STARTY = 1 / Lower left Y ref HIERARCH ESO DET WIN TYPE = 0 / Win-Type: 0=SW/1=HW HIERARCH ESO PRO CATG = 'SCI_SLIT_FLUX_MERGE2D_NIR' / Category of pipeline produHIERARCH ESO PRO B RELOFF RA = 1.749888 HIERARCH ESO PRO B RELOFF DEC = 4.68379 HIERARCH ESO PRO B CUMOFF RA = 0.874944 HIERARCH ESO PRO B CUMOFF DEC = 2.341895 HIERARCH ESO PRO RECT BIN LAMBDA = 0.06 HIERARCH ESO PRO RECT BIN SPACE = 0.21 HIERARCH ESO PRO RECT LAMBDA MIN = 994.02 HIERARCH ESO PRO RECT LAMBDA MAX = 2478.96 HIERARCH ESO PRO RECT SPACE MIN = -10.3400001525879 HIERARCH ESO PRO RECT SPACE MAX = 5.40999984741211 HIERARCH ESO PRO EXTRACT SLIT MIN = -10.3400001525879 HIERARCH ESO PRO EXTRACT SLIT MAX = 5.40999984741211 HIERARCH ESO PRO ANCESTOR = 'XSHOO.2016-03-22T05:49:02.277.fits' HIERARCH ESO PRO DID = 'PRO-1.15' / Data dictionary for PRO HIERARCH ESO PRO TYPE = 'REDUCED ' / Product type HIERARCH ESO PRO TECH = 'ECHELLE,SLIT,NODDING' / Observation technique HIERARCH ESO PRO SCIENCE = T / Scientific product if T HIERARCH ESO PRO REC1 ID = 'xsh_scired_slit_nod' / Pipeline recipe (unique) idenHIERARCH ESO PRO REC1 DRS ID = 'cpl-7.0 ' / Data Reduction System identifier HIERARCH ESO PRO REC1 PIPE ID = 'xshoo/2.7.1' / Pipeline (unique) identifier HIERARCH ESO PRO REC1 RAW1 NAME = 'XSHOO.2016-03-22T05:49:02.277.fits' / File naHIERARCH ESO PRO REC1 RAW1 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW2 NAME = 'XSHOO.2016-03-22T05:54:36.368.fits' / File naHIERARCH ESO PRO REC1 RAW2 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW3 NAME = 'XSHOO.2016-03-22T06:00:05.808.fits' / File naHIERARCH ESO PRO REC1 RAW3 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW4 NAME = 'XSHOO.2016-03-22T06:05:39.898.fits' / File naHIERARCH ESO PRO REC1 RAW4 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW5 NAME = 'XSHOO.2016-03-22T06:11:09.997.fits' / File naHIERARCH ESO PRO REC1 RAW5 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW6 NAME = 'XSHOO.2016-03-22T06:16:45.420.fits' / File naHIERARCH ESO PRO REC1 RAW6 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW7 NAME = 'XSHOO.2016-03-22T06:22:14.855.fits' / File naHIERARCH ESO PRO REC1 RAW7 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW8 NAME = 'XSHOO.2016-03-22T06:27:48.280.fits' / File naHIERARCH ESO PRO REC1 RAW8 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW9 NAME = 'XSHOO.2016-03-22T06:33:17.717.fits' / File naHIERARCH ESO PRO REC1 RAW9 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW10 NAME = 'XSHOO.2016-03-22T06:38:52.473.fits' / File nHIERARCH ESO PRO REC1 RAW10 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO REC1 RAW11 NAME = 'XSHOO.2016-03-22T06:44:21.244.fits' / File nHIERARCH ESO PRO REC1 RAW11 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO REC1 RAW12 NAME = 'XSHOO.2016-03-22T06:49:56.665.fits' / File nHIERARCH ESO PRO REC1 RAW12 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO DATANCOM = 12 / Number of combined frames HIERARCH ESO PRO REC1 CAL1 NAME = 'xsh_paranal_extinct_model_nir.fits' / File naHIERARCH ESO PRO REC1 CAL1 CATG = 'ATMOS_EXT_NIR' / Category of calibration framHIERARCH ESO PRO REC1 CAL1 DATAMD5 = '5a3d3a43ed7161c2aeff04ff6823a0d0' / MD5 siHIERARCH ESO PRO REC1 CAL2 NAME = 'BP_MAP_RP_NIR.fits' / File name of calibratioHIERARCH ESO PRO REC1 CAL2 CATG = 'BP_MAP_RP_NIR' / Category of calibration framHIERARCH ESO PRO REC1 CAL2 DATAMD5 = '6f99f13903272739f959c96eda6d7e1b' / MD5 siHIERARCH ESO PRO REC1 CAL3 NAME = 'DISP_TAB_AFC_NIR.fits' / File name of calibraHIERARCH ESO PRO REC1 CAL3 CATG = 'DISP_TAB_AFC_NIR' / Category of calibration fHIERARCH ESO PRO REC1 CAL3 DATAMD5 = '80c92ea64100fecc0d1ce10642cf3fe7' / MD5 siHIERARCH ESO PRO REC1 CAL4 NAME = 'DISP_TAB_NIR.fits' / File name of calibrationHIERARCH ESO PRO REC1 CAL4 CATG = 'DISP_TAB_NIR' / Category of calibration frameHIERARCH ESO PRO REC1 CAL4 DATAMD5 = 'b991949d3d1603f0e6f6443c12da314b' / MD5 siHIERARCH ESO PRO REC1 CAL5 NAME = 'MASTER_FLAT_SLIT_NIR.fits' / File name of calHIERARCH ESO PRO REC1 CAL5 CATG = 'MASTER_FLAT_SLIT_NIR' / Category of calibratiHIERARCH ESO PRO REC1 CAL5 DATAMD5 = '2bee1ef91f1160db4b46f593e6be1a63' / MD5 siHIERARCH ESO PRO REC1 CAL6 NAME = 'M.XSHOOTER.2014-04-15T14:17:42.199.fits' / FiHIERARCH ESO PRO REC1 CAL6 CATG = 'MRESPONSE_MERGE1D_SLIT_NIR' / Category of calHIERARCH ESO PRO REC1 CAL7 NAME = 'ORDER_TAB_AFC_SLIT_NIR.fits' / File name of cHIERARCH ESO PRO REC1 CAL7 CATG = 'ORDER_TAB_AFC_SLIT_NIR' / Category of calibraHIERARCH ESO PRO REC1 CAL7 DATAMD5 = '9fe5b25d3eabc0f58aceaebbc1bc7e44' / MD5 siHIERARCH ESO PRO REC1 CAL8 NAME = 'ORDER_TAB_EDGES_SLIT_NIR.fits' / File name ofHIERARCH ESO PRO REC1 CAL8 CATG = 'ORDER_TAB_EDGES_SLIT_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL8 DATAMD5 = '066e68ed792b1637c9ebba373975cc0d' / MD5 siHIERARCH ESO PRO REC1 CAL9 NAME = 'RESPONSE_MERGE1D_SLIT_NIR.fits' / File name oHIERARCH ESO PRO REC1 CAL9 CATG = 'RESPONSE_MERGE1D_SLIT_NIR' / Category of caliHIERARCH ESO PRO REC1 CAL9 DATAMD5 = 'b76e7a69d018129f0c65dc7b44fc4e25' / MD5 siHIERARCH ESO PRO REC1 CAL10 NAME = 'M.XSHOOTER.2012-03-30T11:16:37.593.fits' / FHIERARCH ESO PRO REC1 CAL10 CATG = 'SPECTRAL_FORMAT_TAB_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL11 NAME = 'XSH_MOD_CFG_OPT_2D_NIR.fits' / File name of HIERARCH ESO PRO REC1 CAL11 CATG = 'XSH_MOD_CFG_OPT_2D_NIR' / Category of calibrHIERARCH ESO PRO REC1 CAL11 DATAMD5 = '9ab9af83c8d7fee61d86e1387ebd3672' / MD5 sHIERARCH ESO PRO REC1 CAL12 NAME = 'XSH_MOD_CFG_OPT_AFC_NIR.fits' / File name ofHIERARCH ESO PRO REC1 CAL12 CATG = 'XSH_MOD_CFG_OPT_AFC_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL12 DATAMD5 = 'd84065bc9c6b934d2a532802600c036e' / MD5 sHIERARCH ESO PRO REC1 PARAM1 NAME = 'keep-temp' / If 'no', temporary files are dHIERARCH ESO PRO REC1 PARAM1 VALUE = 'no ' / Default: 'no' HIERARCH ESO PRO REC1 PARAM2 NAME = 'debug-level' / Additional xshooter debug leHIERARCH ESO PRO REC1 PARAM2 VALUE = 'none ' / Default: 'none' HIERARCH ESO PRO REC1 PARAM3 NAME = 'time-stamp' / Add timestamp to product fileHIERARCH ESO PRO REC1 PARAM3 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM4 NAME = 'decode-bp' / Integer representation of the HIERARCH ESO PRO REC1 PARAM4 VALUE = '2144337919' / Default: 2144337919 HIERARCH ESO PRO REC1 PARAM5 NAME = 'pre-overscan-corr' / pre-overscan correctioHIERARCH ESO PRO REC1 PARAM5 VALUE = '0 ' / Default: 1 HIERARCH ESO PRO REC1 PARAM6 NAME = 'stack-method' / Method used to build masterHIERARCH ESO PRO REC1 PARAM6 VALUE = 'median ' / Default: 'median' HIERARCH ESO PRO REC1 PARAM7 NAME = 'klow ' / Kappa used to clip low level vaHIERARCH ESO PRO REC1 PARAM7 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM8 NAME = 'khigh ' / Kappa used to clip high level vHIERARCH ESO PRO REC1 PARAM8 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM9 NAME = 'removecrhsingle-sigmalim' / Poisson fluctuaHIERARCH ESO PRO REC1 PARAM9 VALUE = '20 ' / Default: 20 HIERARCH ESO PRO REC1 PARAM10 NAME = 'removecrhsingle-flim' / Minimum contrast bHIERARCH ESO PRO REC1 PARAM10 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM11 NAME = 'removecrhsingle-niter' / Max number of iteHIERARCH ESO PRO REC1 PARAM11 VALUE = '4 ' / Default: 4 HIERARCH ESO PRO REC1 PARAM12 NAME = 'rectify-kernel' / Name of the InterpolatioHIERARCH ESO PRO REC1 PARAM12 VALUE = 'tanh ' / Default: 'tanh' HIERARCH ESO PRO REC1 PARAM13 NAME = 'rectify-radius' / Rectify Interpolation raHIERARCH ESO PRO REC1 PARAM13 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM14 NAME = 'rectify-bin-lambda' / Wavelength step in tHIERARCH ESO PRO REC1 PARAM14 VALUE = '0.06 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM15 NAME = 'rectify-bin-slit' / Spatial step along theHIERARCH ESO PRO REC1 PARAM15 VALUE = '0.21 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM16 NAME = 'rectify-fast' / Fast if TRUE (Rect[B-A] = HIERARCH ESO PRO REC1 PARAM16 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM17 NAME = 'localize-method' / Localization method (MAHIERARCH ESO PRO REC1 PARAM17 VALUE = 'MANUAL ' / Default: 'MANUAL' HIERARCH ESO PRO REC1 PARAM18 NAME = 'localize-chunk-nb' / Number of chunks in tHIERARCH ESO PRO REC1 PARAM18 VALUE = '10 ' / Default: 10 HIERARCH ESO PRO REC1 PARAM19 NAME = 'localize-thresh' / Threshold relative to tHIERARCH ESO PRO REC1 PARAM19 VALUE = '0.1 ' / Default: 0.1 HIERARCH ESO PRO REC1 PARAM20 NAME = 'localize-deg-lambda' / Degree in lambda inHIERARCH ESO PRO REC1 PARAM20 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM21 NAME = 'localize-slit-position' / Object position HIERARCH ESO PRO REC1 PARAM21 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM22 NAME = 'localize-slit-hheight' / Object half heighHIERARCH ESO PRO REC1 PARAM22 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM23 NAME = 'localize-kappa' / Kappa value for sigma clHIERARCH ESO PRO REC1 PARAM23 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM24 NAME = 'localize-niter' / Number of iterations forHIERARCH ESO PRO REC1 PARAM24 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM25 NAME = 'localize-use-skymask' / TRUE if we want toHIERARCH ESO PRO REC1 PARAM25 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM26 NAME = 'localize-nod-throw' / Step (arcsec) betweeHIERARCH ESO PRO REC1 PARAM26 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM27 NAME = 'extract-method' / Method used for extractiHIERARCH ESO PRO REC1 PARAM27 VALUE = 'NOD ' / Default: 'NOD' HIERARCH ESO PRO REC1 PARAM28 NAME = 'stdextract-interp-hsize' / Half size of maHIERARCH ESO PRO REC1 PARAM28 VALUE = '30 ' / Default: 30 HIERARCH ESO PRO REC1 PARAM29 NAME = 'combinenod-throwlist' / Name of ascii fileHIERARCH ESO PRO REC1 PARAM29 VALUE = 'throwlist.asc' / Default: 'throwlist.asc'HIERARCH ESO PRO REC1 PARAM30 NAME = 'combinenod-method' / Combination method foHIERARCH ESO PRO REC1 PARAM30 VALUE = 'MEAN ' / Default: 'MEAN' HIERARCH ESO PRO REC1 PARAM31 NAME = 'max-slit' / Lower Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM31 VALUE = '5.7 ' / Default: 5.7 HIERARCH ESO PRO REC1 PARAM32 NAME = 'min-slit' / Upper Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM32 VALUE = '-5.3 ' / Default: -5.3 HIERARCH ESO PRO REC1 PARAM33 NAME = 'correct-sky-by-median' / TRUE if the resamHIERARCH ESO PRO REC1 PARAM33 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM34 NAME = 'cut-uvb-spectrum' / TRUE if recipe cuts thHIERARCH ESO PRO REC1 PARAM34 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM35 NAME = 'generate-SDP-format' / TRUE if additional HIERARCH ESO PRO REC1 PARAM35 VALUE = 'true ' / Default: false HIERARCH ESO PRO REC1 PARAM36 NAME = 'dummy-association-keys' / Sets the number HIERARCH ESO PRO REC1 PARAM36 VALUE = '0 ' / Default: 0 HIERARCH ESO ADA ABSROT END = 136.88382 / Abs rot angle at exp end HIERARCH ESO ADA ABSROT PPOS = 'POS ' / sign of probe position HIERARCH ESO ADA ABSROT START = 163.94075 / Abs rot angle at exp start HIERARCH ESO ADA GUID DEC = 8.16773 / 08:10:03.8 Guide star DEC J2000 HIERARCH ESO ADA GUID RA = 207.682799 / 13:50:43.8 Guide star RA J2000 HIERARCH ESO ADA GUID STATUS = 'ON ' / Status of autoguider HIERARCH ESO ADA POSANG = 159.51408 / Position angle at start HIERARCH ESO OCS DET3 IMGNAME = 'XSHOOTER_SLT_OBJ_NIR_' / Data File Name. HIERARCH ESO SEQ ARM = 'NIR ' / Instrument Arm HIERARCH ESO SEQ CUMOFF DEC = -2.341895 / Cumulative DEC offset HIERARCH ESO SEQ CUMOFF RA = -0.874944 / Cumulative RA offset HIERARCH ESO SEQ CUMOFF X = 0. / Cumulative offset X (along the sli HIERARCH ESO SEQ CUMOFF Y = 2.5 / Cumulative offset Y (along the sli HIERARCH ESO SEQ JITTER WIDTH = 0. / Width of the Jitter box (arcsec) HIERARCH ESO SEQ NOD THROW = 5. / Nodding throw length in arcsec HIERARCH ESO SEQ RELOFF DEC = -2.341895 / List of DEC offsets HIERARCH ESO SEQ RELOFF RA = -0.874944 / List of RA offsets HIERARCH ESO QC NPIXSAT = 2311. / Number of saturated pixels HIERARCH ESO QC FPIXSAT = 0.00107276812240048 / Fraction of saturated pixels HIERARCH ESO QC CRRATE = 11.32373 / Number of detected CRH per cm2 and s HIERARCH ESO QC NCRH = 23711 / Number of detected cosmic ray hits HIERARCH ESO QC NCRH AVG = 22421. / Average number of cosmic ray hits per frame HIERARCH ESO QC NCRH TOT = 269060 / Total number of cosmic ray hits on frames HIERARCH ESO QC VRAD BARYCOR = 10.4864293871606 / Barycentric radial velocity coHIERARCH ESO QC VRAD HELICOR = 10.4908526994782 / Heliocentric radial velocity cCHECKSUM= 'OAHeQ19cO8GcO89c' / HDU checksum updated 2025-07-01T15:30:14 DATASUM = '685810304' / data unit checksum updated 2025-07-01T15:30:14 APNUM1 = '1 1 35.54 40.75' DC-FLAG = 0 WCSDIM = 3 LTM1_1 = 1. LTM2_2 = 1. WAT0_001= 'system=equispec' WAT1_001= 'wtype=linear label=Wavelength units=angstroms units_display=angstrom'WAT2_001= 'wtype=linear' CTYPE3 = 'LINEAR ' CD3_3 = 1. LTM3_3 = 1. WAT3_001= 'wtype=linear' BANDID1 = 'spectrum: background fit, weights variance, clean yes' BANDID2 = 'spectrum: background fit, weights none, clean no' BANDID3 = 'background: background fit' BANDID4 = 'sigma - background fit, weights variance, clean yes' WAT1_002= 's ' END \n", + "\n", + " Reading FITS file: ULAS_J024035.36+060629.3_sdM7_Xshooter_NIR_Primevl-IV.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J024035.36+060629.3_sdM7_Xshooter_NIR_Primevl-IV.fits\n", + "\n", + "Total files plotted: 10\n", + "Total files failed: 3\n" + ] + } + ], + "source": [ + "# NIR Xshooter\n", + "file_plotted = 0\n", + "file_failed = 0\n", + "for filename in os.listdir(path):\n", + "\n", + "\n", + " if filename.endswith(\"fits\") and \"xshooter\" in filename.lower() and \"NIR\" in filename.upper():\n", + "\n", + " file_path = os.path.join(path, filename)\n", + " try:\n", + " with fits.open(file_path) as hdul:\n", + " print(f\"\\n Reading FITS file: {filename}\")\n", + " header = hdul[0].header\n", + "\n", + " if \"ULAS_J021642.96+004005.7_sdL4_Xshooter_NIR_Primeval-I.fits\" in filename or \"ULAS_J151913.03-000030.0_sdL4_Xshooter_NIR_Primeval-I.fits\" in filename:\n", + " spectrum = Spectrum.read(file_path, format=\"wcs1d-fits\", flux_unit=\"erg / (cm2 s Angstrom)\")\n", + "\n", + " elif \"SDSS_J010448.46+153501.8_usdL1.5_Xshooter_NIR_Primeval-II.fits\" in filename or \"ULAS_J130710.22+151103.4_sdL8_Xshooter_NIR_Primeval-IV.fits\" in filename or \"ULAS_J135058.85+081506.8_usdL3_Xshooter_NIR_Primeval-III.fits\" in filename:\n", + " print(f\"shape: {hdul[1].data.shape}\")\n", + " spectrum = Spectrum.read(file_path, format=\"wcs1d-fits\", spectral_axis_index=0)\n", + " else:\n", + " spectrum = Spectrum.read(file_path, format=\"wcs1d-fits\")\n", + " # spectrum.spectral_axis = spectrum.spectral_axis.to(u.um)\n", + " print(f\"flux unit: {spectrum.flux.unit} spectral_axis unit: {spectrum.spectral_axis.unit}\")\n", + " # Plot and check\n", + " if check_spectrum_plottable(spectrum, raise_error=True, show_plot=True):\n", + " print(f\"Plotable file name: {filename}\")\n", + " file_plotted += 1\n", + "\n", + " except Exception as e:\n", + " print(f\"Error reading {filename}: {e}\")\n", + " print(f\"Header info: {header}\")\n", + " file_failed += 1\n", + "\n", + "print(f\"\\nTotal files plotted: {file_plotted}\")\n", + "print(f\"Total files failed: {file_failed}\")\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, +<<<<<<< HEAD + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 211, + "metadata": {}, +======= +>>>>>>> parent of b9a85416 (kelle's work) + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J231949.36+044559.5_M7_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: ULAS_J021642.96+004005.7_sdL4_Xshooter_VIS_Primeval-I.fits\n", + "Skipping Xshooter file: ULAS_J223302.03+062030.8_esdL0.5_Xshooter_VIS_Primeval-IV.fits\n", + "\n", + "Reading: ULAS_J231949.36+044559.5_M7_comb_OSIRIS_scombine_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J231949.36+044559.5_M7_comb_OSIRIS_scombine_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J010756.85+100811.3_sdM7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: ULAS_J141203.85+121609.9_sdL5_Xshooter_NIR_Primeval-IV.fits\n", + "\n", + "Reading: ULAS_J010756.85+100811.3_sdM7_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J010756.85+100811.3_sdM7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: SDSS_J010448.46+153501.8_usdL1.5_Xshooter_NIR_Primeval-II.fits\n", + "Skipping Xshooter file: ULAS_J021642.96+004005.7_sdL4_Xshooter_NIR_Primeval-I.fits\n", + "\n", + "Reading: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC39-12B_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC39-12B_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J141203.85+121609.9_sdL5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J141203.85+121609.9_sdL5_OSIRIS_GTC39-12B_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", +======= + "image/png": 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J141203.85+121609.9_sdL5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J082206.61+044101.8_sdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J082206.61+044101.8_sdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J082206.61+044101.8_sdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J130710.22+151103.4_sdL8_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J130710.22+151103.4_sdL8_OSIRIS_GTC46-14A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J130710.22+151103.4_sdL8_OSIRIS_GTC46-14A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J154638.34-011213.0_sdL3_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J154638.34-011213.0_sdL3_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J154638.34-011213.0_sdL3_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J020628.22+020255.6_sdM7_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J020628.22+020255.6_sdM7_OSIRIS_GTC39-12B_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", +======= + "image/png": 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J020628.22+020255.6_sdM7_OSIRIS_GTC39-12B_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J145234.65+043738.4_esdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J145234.65+043738.4_esdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J145234.65+043738.4_esdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J134206.86+053724.9_sdL1_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J134206.86+053724.9_sdL1_OSIRIS_GTC46-14A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J134206.86+053724.9_sdL1_OSIRIS_GTC46-14A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J135216.31+312327.0_esdL0.5_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: ULAS_J230711.01+014447.1_usdL4.5_Xshooter_VIS_Primeval-III.fits\n", + "\n", + "Reading: ULAS_J135216.31+312327.0_esdL0.5_OSIRIS_GTC46-14A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", +======= + "image/png": 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J135216.31+312327.0_esdL0.5_OSIRIS_GTC46-14A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J143154.18-004114.3_sdM9_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J143154.18-004114.3_sdM9_OSIRIS_GTC46-14A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J143154.18-004114.3_sdM9_OSIRIS_GTC46-14A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J223440.80+001002.6_sdL1_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J223440.80+001002.6_sdL1_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J223440.80+001002.6_sdL1_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J123142.99+015045.4_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: ULAS_J230711.01+014447.1_usdL4.5_Xshooter_NIR_Primeval-III.fits\n", + "\n", + "Reading: ULAS_J123142.99+015045.4_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", +======= + "image/png": 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J123142.99+015045.4_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J233227.03+123452.0_M6_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J233227.03+123452.0_M6_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", +======= + "image/png": 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J233227.03+123452.0_M6_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_NIR_Primeval-IV.fits\n", + "\n", + "Reading: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC46-14A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC46-14A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J143517.18-014713.1_sdM9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J143517.18-014713.1_sdM9_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J143517.18-014713.1_sdM9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J021258.08+064115.9_sdL1_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J021258.08+064115.9_sdL1_OSIRIS_GTC39-12B_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J021258.08+064115.9_sdL1_OSIRIS_GTC39-12B_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J223123.44+010025.1_M6_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: 'datfix' made the change 'Set MJD-OBS to 56487.206231 from DATE-OBS'. [astropy.wcs.wcs]\n" +======= + "\n", + "Reading: ULAS_J223123.44+010025.1_M6_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J223123.44+010025.1_M6_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J151649.84+083607.1_sdL5_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J151649.84+083607.1_sdL5_OSIRIS_GTC46-14A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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+/HiaOnUq7dq1Szx/37596fLlyx74DgAAAIxRBK1kftQZIJNTGaBQSzAjZ4BCg50LgNic9ccdFEFr+gCRMXh1Flj//v3FyVUc8JQvX173tpkzZ9LYsWNp9OjR4vKcOXPo119/pblz59Lzzz9f4mMGAADwJnt9dJTAJ0dakpJ3eTmqAQqzFD/LNUChlj4/zmSiTiWm2z1Gk802eGOEQD5ZA9S2bVuqXr069e7dm/7880/r9Tk5ObRz507q1auX9brAwEBxefPmzXafLzs7m1JSUlQnAAAAX8wAyUtg+fnFzwCFFLEEdiEp03q+ZvlIx9vgDZgB8qkAiIMezugsWbJEnGrVqkU9e/YUS13s6tWrlJ+fT1Wrqrft8WVtnZBsxowZFBsbaz3x8wIAAPjWKAzbIuiiMkB5lgBJCXbCXVgC48aJ9l5HfYg8Dd7ebT66BMaZk7Aw/eFpntCkSRNxUnTt2pWOHz9O77zzDn3xxRfFft6JEyeKuiEFZ4AQBAEAgC9ug1dlgIoKgArM9w22LHe5sg3+P7c2ol/2Jqiex3qMmuM1+fousN9++41GjhxJ9evXp5CQEIqMjKSYmBjq0aMHvfrqq3ThwgUqbZ06daJjx46J85UqVaKgoCC6dOmS6j58uVq1anafg4M4/j7kEwAAgC+OwlBngOzvAjOZTNYt7MGBOkXQRQRATapF07RBzc2vo1lq09YAqTtBk+8EQD/88AM1btyYHnzwQQoODqb//e9/tHTpUlq5ciV99tlnIgD6/fffRWD06KOP0pUrV6i07N69WyyNsdDQUOrQoQOtWbPGentBQYG43KVLl1I7JgAAAE+xl0DZefq6ajt8URmgfOk2ZbCpqgbI0ujQkRDLMpmjOWTaYajkS0tgb775plhm4h1bXFSsdc8994iv58+fp/fff5++/PJLeuaZZ4p83rS0NGv2hp08eVIENHFxcVS7dm2xNMXPuXDhQnH7rFmzqF69etSiRQvKysoSwdcff/xBq1atsj4HL2Vxlqpjx44iO8SP4e32yq4wAACAspgB+mrrGXr19laaPkD2o4086bZgpQZIWgILC7YdjKoVYokJbGqA5PMmHoVhvFlgTgVAjnZQyWrUqEGvv/660y++Y8cOuuWWW6yXlTocDmDmz58vevycOXNGtcvrv//9rwiKePmtdevWIvMkP8fQoUNFBmrKlCmi8Jl3jK1YscKmMBoAAMAXFVVDI2dj5MDD0f2CA20zQLERIUUei1I7ZJMBUs0C04zCMEb8490+QLyDy1E/AA6CZM8995w4FWXcuHHiBAAAUNYUUddsHYlRZAYoX14Cs60BKh9ZdAAUZAmcbGqApAhIuw3eKEXQLgVAXE+zfv162rhxI50+fZoyMjKocuXK1K5dO9FrBzunAAAAPKuoRoLO1gDlWgqkAwIKAxl5Gnz5yNAij0UJnGx2gWmnwRtwG7xTRdCZmZn0yiuviABnwIABYjdYUlKS2HHFNTw8doJrc/i2LVu2eP6oAQAA/JS9mMYSw6gCIGcyQCFSba8cnJR3ZgnM8qLagaiqIEezDd4g8Y9zGSDeAca7qD799FPRfZm3wGtxRujrr7+mYcOG0QsvvCDGUQAAAIB72VtC4liHMz7qPkAFRQZAwdLIC6UzNIuUCqJdzQDJbLbBm3woAOJdVs2aNXN4nzp16ohdWxMmTFAVLgMAAIB7cCbFUQDBxcjOdoLOtQQtyvIXq1OxcKRFAK+NFUEJnoqqAVIfhsl3AqCigh8ZZ4caNGhQkmMCAAAAHUVlTzj4cXYWWJ5mDAZrWSOW3ru3HdWOU8/2skdpoKjdBWZTAyRvgzf56CwwLoS2dz0yPwAAAN7cAm+izFzzhHc5A7T64CX6dsdZzX0LVHU8in+3iae2tco7dTxKA0VtsbV2FIZ83EbZBeZ0AMTzsbjhYVRUlOipw312ePCognvvcCE0AAAAeGkLfH4BZeYUfjZzYMLLZmMX7qDnvt9Lp66mi+sTkjNp4eZTTs38ckRpoOioCNrcB0h92ae2wb/44ou0Z88eMXSUd4DxrjCews4jMXgEhTNb8wAAAKD4isqe8PJXliYDJBc2X0jKpLqVouih+TvoYEKKTRG0q5TskW0RtLzk5eNLYMuWLaOPP/6Y7rrrLhozZozo4sxZn0GDBomp8M4WTAEAAEDx2AselMGlHPBk5UqdoE0mSs/Os15Ot2SHDlqCH70lMFfYK4JWHbO2EzT5WADEwQ7v9FLw5HUeQ5Gamir6/3BTRAAAACj9DFCYpYGhWAKTM0D5HAAVXk5MMycsZCVaAnOiCJojHvU2eGOEQE5/1zyc9NChQ6rroqOjxRZ5bpR4++23e+L4AAAAoKgAyDK4lJfA5ACI+wClSRmgqzoBUHAJlsCUImiHw1B9uRM069OnD82bN8/m+nLlytHKlSspPDzc3ccGAAAAThRBhwWbP85/P3TJZhp8ek5hAJScmWs3i1OSImibPkCaxofqTtAm3yqCnj59Ol24cEH3Ns4ErV69WhRFAwAAgGfoLR9xCU+oJQCa9ftR1W28C0zOAGl3a8lZnOIIUUZhaGeByec1w1CNkgFyOgCqUKGCONnDQVCPHj3cdVwAAADgRAaIOznbC2JEBkgVABW4tQYnyBIAKVkeZTOUw23wvhYAybZv305r166ly5cv2zRGnDlzpruODQAAAIqoAQoM4ABIfxkrXxMA8VKVvC3eXlbIWfza8msp9UTaZ1Rtg/e1JTDFa6+9RpMnT6YmTZqIhojy1ndsgwcAACjdAMicAdIPgDjjIwc8fDkxPUd1n4iQooee2hMobaG3V58k+gD56jBU2bvvvktz586lUaNGeeaIAAAAQJde8BAkMkDqBATHJRyQcEG0nOHJLTDRkYuFPYCcnfpuj9xCSB3kmAw/Dd7l0u/AwEDq1q2bZ44GAAAAXFsCCwygiFB1PqN/y+ria05+AeVJPXpy8wroUEKq6r4RJQiA5Eny9rbom+uDyHBLYC4HQM888wzNnj3bM0cDAAAALhdBlwtTBzExESHiK2eA5B49PLLiSqq6F1DJMkDqGiCFOhYy5igMl5fAJkyYQAMHDqQGDRpQ8+bNKSTE/CYreDYYAAAAuJ8cSMhBSJQmAxQrB0DSElhOvnpbPHvgxsIpDyUJgNQDT9UBj2oJjHw0AHryySfFDrBbbrmFKlasiMJnAAAAb9YABRKVC7cTAPESmLRbm5fDUrPMzRCnDmpO/VpWo+qxEe6pAbKT5bHdBm/yzQBowYIFtGTJEpEFAgAAAC/vAgvgJTD1x3lMRLDuEhjvAkvNMmeAKkSGlij4caUGSA6O7O0WM3wAFBcXJ5a/AAAAwBhF0FFhjpbA5G3w3AfIHABFa7JGxSGvAtnb6WWeBWa8JTCXi6CnTZtGU6dOxfR3AACAUqYXPJiLoPUDoGztNngpAxQdrq7hdUc36MLjVAdDqqyPry6Bvffee3T8+HHRBLFu3bo2RdCYBwYAAOAZJieXwOQASN6dxQXRSg1QtBsyQIzjH54/b6/ZobkGyHgZIJe/+yFDhnjmSAAAAMAhvfoZXgKTAyDOyERadoXl5OWriqA5A6TsAiunCZpKthPMpN4Gr+0EXRa2wfPyFwAAABinCFquAeLRFmGW6fC8C0xeAsuRRmOEhbhcBeNwK7zq0DSHqd4Gb4wIKLA4g1C3bt1qcz1ft2PHDncdFwAAAGho5o/rZoDC5QBIswSWlZtvDVTCgorfAFH1+pY6aPl1HHWC1vsefCIAeuKJJ+js2bM2158/f17cBgAAAKU5DFXdByg8JJBCLQEQxyTZeVyhYyY3QQxzVwbIEgGp63zU5+0tj3mTy9/9wYMHqX379jbXt2vXTtwGAAAApTsMNUoahcEZICUAYunZhQFQVm5h+iXUzgT54i6B2S2CNtkflOpNLn/3YWFhdOnSJZvrExISKDjYPQVVAAAA4HwfIG1BsxzcZOSoR1+wkKAAa+bGXdvg1aMwyP42eINwOQDq06cPTZw4kZKTk63XJSUl0aRJk6h3794uPdeGDRto0KBBFB8fL5opLVu2zOH9ec4Yv0blypUpJiaGunTpQitXrrTpU8TPJZ+aNm3q4ncJAADgO0XQXPis4OWm4KBAa21ORk5hBkgRFuye+h97NUBylkdsgzfgLjCXA6C33npL1ADVqVNHzAPjU7169ejixYv09ttvu/Rc6enp1KZNG6eny3PAxAHQ8uXLaefOneK1OYD6+++/Vfdr0aKFyEgpp02bNrl0XAAAAL60DV7uyKxse1eWwfQDoEC3HZPuEph2G7x0m72RGaXN5TWrGjVq0N69e+mrr76iPXv2UEREBI0ePZruvfdem6aIRenfv784OWvWrFmqy6+99hr9+OOP9PPPP4saJAUvxVWrVs2lYwEAAPDVRoiyxLQc6zIY1/yka6a/i9uCPRAASbu7tI0Qy8Q0eBYVFUUPP/wweVtBQQGlpqaK+WSyo0ePimW18PBwsUw2Y8YMql27tteOEwAAwFMZoOAgcwASFRpE6Tn5FGxZkwoVy1x5Hs8ABensAlPRbIP32SJoI+HluLS0NLrnnnus13Xu3Jnmz59PK1asoI8++ohOnjxJN910kwiU7MnOzqaUlBTVCQAAwGj0ggwl4FnyeFdqVSOW3h3WThXkpOsUQYe5sQZISUDZy/IYdRiqz27b+vrrr2n69OliCaxKlSrW6+UltdatW4uAiOuVvv32W3rooYd0n4szRPxcAAAAvtcHyBzoNK0WQz//p7v1eiUA0ku4hLmpB5D59ZVO0Jq979JZVZNEg0RAPpkBWrRoEY0ZM0YENb169XJ43/Lly1Pjxo3p2LFjdu+j7GpTTnqNHgEAALxNL5hRMkCu1PmEuqkHkFwDlC/XAJH6vLYmyAh8LgD65ptvRNE1fx04cGCR9+clMp5eX716dYe9jXhbvXwCAADwiSUwSw2QKwFQmBszQEr85agRopwBMsouMJffAc6OnDt3znp527Zt9PTTT9Mnn3zi8otzcLJ7925xYlyvw+fPnDljzcyMGDFCtezFl3m7PS9t8dZ7Psk9iSZMmEDr16+nU6dO0V9//UW33347BQUFiV1qAAAAZa4I2l4GKKh0M0AFqnEX6vP2giNvcvkduO+++2jt2rXiPAcf3JeHg6AXXniBXnrpJZeei4en8vZ1ZQv7+PHjxfkpU6aIy9zDRwmGGAdZeXl5YuYYZ3SU01NPPWW9DwdnHOw0adJEFEdXrFiRtmzZIponAgAAlNUaIFcyQJGaztHu7gRNDjpBG2UavMvvwP79+6lTp07iPNfgtGzZkv78809atWoVPfroo9bgxRk9e/Z0uB2Od3PJ1q1b51R9EAAAQFmk95npbA0QJ2qUh0eFunMXmKUGyN4SmIPlMZ/KAOXm5oqaGfb777/Tv//9b3Gex01wxgYAAAA8Q2k2KAc9dmuANMtc0VLWJzLUnRkgy7E5CHLKRADEYybmzJlDGzdupNWrV1O/fv3E9RcuXBDLTQAAAOAZSiAhNzJ0NgMUHV44rSFKmh7vmRogiclkd06YTwVAb7zxBn388cdi+YprbXiWF/vpp5+sS2MAAADgfkocESYNP7VXA6Rtdhgd7pkMUKB1FhjZHYZqxG3wLr8DHPhcvXpVdEuuUKGC9XoejREZGenu4wMAAABNYCFngEKc3AZfTloCiwr17DR4mXYbvEESQMXrBM3byuXgh9WtW9ddxwQAAAA6lDgiXJUB0g+AtPO+ykeGenQXmMluHyDtKAxjREA+1wgRAADAX+nVAGmGwdsNgOLLh1vPR7lxCUxvF5jMZgnMGPEPAiAAAABfDoDsBRRynRAXSlcuZ97BzSLduAQWpFcDJDdC5CUwDEMFAACAovxzKZUOX0ylyJAgKh8ZQh3rxonrlThCLnC214BQDpK4HiiuXOESWHz5CLcdq1KDbXcJzGYbvDFCIARAAAAABtPnnQ2qbM3Bl/qpM0DSLC97AYVcJ8QBUGZOvvVyg8pRHhiGqp/lETVAZaUIevv27WIcxuXLl6lA6cpkMXPmTHcdGwAAgN/LyMkXQQTX2uRZAgm594+93VeqDFBQIPVrWY3eXHGEujasSMGemAVmZxu8zW3kowHQa6+9RpMnTxaztqpWrWotfmLyeQAAAH/EH/5JGblUIapwyamkcvNNFBocQLn5BTZb3O0tgWkzQDUrRNLWSbep+gG5dRaY3QxQGVkCe/fdd2nu3Lk0atQozxwRAACAD3tr1RGavfY4fTWmM3VrWMktz5mTXyCCmJw8cwAUImVw9Aak6mWAmDuDMoWSjLJ3HFwQbW95zJtczoEFBgZSt27dPHM0AAAAPo6DH/bM4t1ue04l8LFmgIJcrwHylEC9bfCabe/yTXKmyJtcfkeeeeYZmj17tmeOBgAAoIy4nJpdrMfpBTSFAZDJ6SUwOQNUK85zkxoCdbfBq8+XiW3wEyZMoIEDB1KDBg2oefPmFBJSOFyNLV261J3HBwAA4Fd4ucteAJTtwhKYnAFqWi2aPCVIrwZIsyVedYwmHw2AnnzySbED7JZbbhHT31H4DAAAULSP1h2nK6nZ9EzvRqrJ7PaCHRYREkSZufmUk5+vWgJTB0BFZ4CaeDAACtCpAVJngDTb4MlHA6AFCxbQkiVLRBYIAAAACmXlFvbakbeqn0/KpDdWHBbn61WKpOFd7M/PVLI8LCosWARAynW5lq+qJTA7EZAcJJVGBijfTq8fcwZIvmzyzQAoLi5OLH8BAACA2vWMHOt5zojc+8kWqhITRre3q2G9PiUrz+FzZEtBjpLFUbJCyvJYqDQBvkMd9XByhRwk1anovsaH9mqAHMU19rJDPhUATZs2jaZOnUrz5s2jyEjPFVUBAAD4muvpudbznPXYfCJRnG9cNVp3iUuPcnuYTgAkL4GtndCTdpy6Rne0r6n7PA2rlKNn+zahmhUiVNmg0tgFZpLCHM5QyVkqezVLhg+A3nvvPTp+/Lhogli3bl2bIuhdu3a58/gAAAB8RpKUAZJ9teW07hKXnuw88zIaBz9KFkfJ/MjZoXqVosTJkSduaUieFqhXAyTFOBwYqZfAyDcDoCFDhnjmSAAAAHzc9YzCDJDsQnKWTYBjT3aukgEKKgyA8gooLTuPlu46Ly57MqPjnl1ghbfz1WViGzwvfwEAAIDjGiB7isoAKdkekQEKKgyAft5zoVQaG7pK2Q1ubzcaB0aqwmeDREDFHgiyc+dOOnTokDjfokULateunTuPCwAAoMwsgelleIq6PVSzBCZvaw+RiqC9LchyWOpdYOqaH3WTRJNvBkA8AX7YsGG0bt06Kl++vLguKSlJ9AVatGgRVa5c2RPHCQAAYHg8BLU4jQ5leQUF1qUlJQDirFGlcoVzvHIsHaGNINC6C0x/mYuXv+TgiLtZc0+k9rXLU+f6FclbXM6h/ec//6HU1FQ6cOAAXbt2TZz2799PKSkpokkiAACAv0rPcVzfw7KlXkF6TFJgoSyB8e4vrglSpBWxlb40BerNApPYdIImEj2R1v9zhXwqA7RixQr6/fffqVmzZtbreCQGzwfr06ePu48PAADAZ2Tk2A9MOINzNS2nyBogJZPCcYVS7JyXr86ipGYVnWkqLYF6s8DkXWCabfCKYC8Xcrv86gUFBTZb3xlfx7cBAAD4qwwHGaBK5cJsdoHpdUVWruLiYqXWhzNAchaleXwMGUWgsg1eNe7CpA6AdJJDcjNHnwiAbr31VnrqqafowoXCavTz58+LKfG33Xabu48PAACgTGSAKkeHqZoa8niMrq//QR+uO6a6nxIsBEhZEq6bkQOgAS2rk+G2wZvsjcJQH7vPZoA++OADUe/DTRB5JAaf6tWrJ657//33PXOUAAAAPp4Bigo1V50oS2Bv/HaYEpKz6M0VR1T3U7JCHFcoGaC8/AJSaqfb1ipPgdKcMaNsg8+XFoG0RdB6AZC3exm5XANUq1Yt0e2Z64AOHzYPduN6oF69enni+AAAAHxGRrb9AIhHUsgBEDc21KNkgLi2JjjQkgESy0iFgZGRBFniGHsZIP5+jLgE5lIAlJubSxEREbR7927q3bu3OAEAAIBZus4S2C//6S5mdrWqWZ4+23TSWgMkT44vqgha1ABZoghlycl4RdAm3dv5uOUCbp9cAuNC59q1a1N+ftHb/JyxYcMGGjRoEMXHx4sU2rJly4p8DPcfat++PYWFhVHDhg1p/vz5NvfhHWm8RBceHk6dO3embdu2ueV4AQAAHMm0LIGFhxR+vLasEUujutWzGWyaaS8AItsiaF4Cs9YGWQIOYwdAJus5veDHCEtgLr/6Cy+8QJMmTRL9f0oqPT2d2rRpIwIWZ5w8eZIGDhwomi5yFurpp5+mMWPG0MqVK633Wbx4MY0fP16M7OClOn7+vn37igaOAAAApZEBGnZDbfG1UZVy1tuUoEhZAsuy0xFaCSTMRdDKLjCTtc9OkGEDILKSY6E8uwGQDy2BKUXQx44dE1mbOnXqUFRUVLGnwffv31+cnDVnzhxRcP32229ba482bdpE77zzjghy2MyZM2ns2LE0evRo62N+/fVXmjt3Lj3//PNOvxYAAIArONOhBDWP9WxAXRtUpA51KlhvVxoZKqMu7C+BFQYW8hKYtTjaOGPA1DVAqm3wVOTwV29ngFwOgAYPHuy19NvmzZttiq058OFMEMvJyREzyiZOnGi9PTAwUDyGHwsAAOAp8pJWTHgI9WlRTXW7sgTGAQEHM/YCoIIiGiEqGRfjDUM16fY3srczzucCoGnTppG3XLx4kapWraq6ji/zFvzMzEy6fv26qE/Su4+yY01Pdna2OCn4+QAAAIrTA4jjAbkGSKHM9eI4hpeF7NUAKcy7wCxLYAWFNUBGC4CCAh1vg7cXACnLe97icvhVv359SkxMtLmeB6Lybb5oxowZFBsbaz3xVn8AAIDibIGPDAnSXSmRZ3lxIbQzGaBgKQNk3F1gZLerNbP3fSpzzrzF5Vc/deqU7i4wzqCcO3eOPKlatWp06dIl1XV8OSYmRmzPr1SpEgUFBenehx9rDy+ZJScnW09nz5712PcAAABlz8oDF+muOeZSiwhLw0N7GSClEJqDGj3yKIxQnVEYBot/SG8YqhwLKRkgZQlQoWS3DL8E9tNPP1nP864rzpQoOCBas2aNKFD2pC5dutDy5ctV161evVpcz0JDQ6lDhw7iWIYMGSKu4/lkfHncuHF2n5e31PMJAACgOB75Yqf1fFRYYaZHxpkb3vnEO7rsFQY7GoWhBBiBPrELzKTTGiBINQg2RBMQGTYAUgIKjkhHjhxp0x+I++4ou7OclZaWJnaUydvceXt7XFyc6DfEmRmeM7Zw4UJx+6OPPip2oT333HP04IMP0h9//EHffvut2OWl4C3wfHwdO3akTp060axZs8R2e2VXGAAAgCdF2skAKcs+ufn5YieYfv6ncAmMEyRKliTPB2qACuzsAlNqnSJCgig5M9cwS2BOB0DKpHfO8mzfvl0sN5XUjh07RE8fOXhhHMBwg8OEhAQ6c+aM9XZ+bQ52ePDqu+++SzVr1qTPPvvMugWeDR06lK5cuUJTpkwRRdNt27alFStW2BRGAwAAeEJkqH4GiIWFBFF6Tj7lSNvabUiBjrJsZuxO0GTbCNHkuDmkEYqgXd4FxlkavQLo8uXLu/ziPXv2tP8DQKTb5Zkf8/fffzt8Xl7ucrTkBQAA4KkJ8A4DIGUrvBMZIFEEHWg7Dd5gCSDrYNb8IjJAvARmpG3wLr/6G2+8IbotK+6++26xZFWjRg3as2ePu48PAADA0K6m5jj9wa7uBURFjsIIVk2DN2oGKMBhDZDCJgDyckdHl1+dOysr28S5AJmnwvMSE3d0fvbZZz1xjAAAAIaVklVY18Jiwh3UAFkDIP0xGNpRGEqdDPcNkjtEG0lQEcNQrffTBG4hwT62BMZ1NUoA9Msvv9A999xDffr0EUXQPHgUAADAn2gb/Q1oVd3ufa3jMBzsApMDHSUDxH2DjLoLLECnBkgvFDpwIVl12duZLJczQBUqVLD2yeHMjzKagtNd7poSDwAA4CvSs/Osy1tzHuhgMwJDFhNhzjtcT1dnjWQmnVEYRu4DFKRXA6QTAWmHvyr1TT6TAbrjjjvovvvuo0aNGomO0MowUy5MbtiwoSeOEQAAwPAT4NvWKk/9WtoPfljVmHDx9WJKlt37KLGDvAssx9C7wALEV/UmMNsIqFpMuOr79vZUe5fDL568zjusmjdvLmqAypUrJ67nLeuPP/64J44RAADA8BmgqLCicwocBOgtB8ms/XQCCmuAeAnM2gfIaAFQoHMZoHmjb9A8jnwrA8RNDydMmGBzPffmAQAA8DdplhlgTgVAseYAaPm+izbLXoVT1QszK8quMVEDZJ0GT4bvA2TS3Kd/y2rUrHqM6jpvZ7JcDoDkkRgy/ocLDw8Xy2CeHokBAABgFBlKBshB/x9Fu1oVdK/n2EbpC1i4BFa4a4wDIKU2yNtLR8XZBaaM9JB5u5jb5QCIR2JwsKPd469cx1+7d+9Oy5YtEwXTAAAAZVmapQbImQxQq5qxdEuTyrT2yBXV9ZzdUTIi1iJozbZ5ZReY3qR5bwrQ6QOkTQGF6GR7vJ0BcnkFjut+brjhBvFVmZ7O53kLPG+L37BhgyiO1lsmAwAA8OcaINa5fkWb61TLR6olsCBrHyBlery3AwendoFpIiC9sRdBvpYBeuqpp+iTTz6hrl27Wq+77bbbxPLXww8/TAcOHBADSHlYKQAAQFl0LT1HZGoqlguj6xnmLe3lI0KcemyTatE218nBgzUYkpbAWJZlpITB4h9SjkdeGdKuhukugflaDdDx48cpJkZdyMT4uhMnTojzvEX+6tWr7jlCAAAAA+GxFO1fXi3OH365HyUrAVCkcwFQU70AyGSi/eeTaezCHRRt6SQttsFLgYPSR8fbgYPdXWAOiqD1lsC8zeUlsA4dOoiRFzxxXcHnn3vuObE0xo4ePWrtFg0AAFCWXMsonP11MTmLkjLNlytEhjr1+MrlwnS3vo//djclJGfRP5fSxHUcMoRIS0fKUFFvFw/bnQUm9TnU1gnrZYC8zeUM0Oeff06DBw+mmjVrWoMc7gxdv359+vHHH8XltLQ0mjx5svuPFgAAwMvkLs5L/z5PRy0BS6yTGSAOBjghIhcN8xJYumU7vRxYBFi2wnMRtBIAebt2pni7wIx1zMUKgJo0aUIHDx6kVatW0T///GO9rnfv3hRo6WrEO8UAAADKosT0bOv599YctZ53NgPEIkKCKF2aISYvHymUOCfUEgAZvQaowOESWBnIADEOdPr16ydOAAAA/sTeHK+4KBcCoFB1AMTLR9rEjrK9nDNAqXIRtMEioEDL8cgZLdsiaGMdc7EDoDVr1ojT5cuXqUBe9COiuXPnuuvYAAAADOealAGSxTq5C4wp29sdZYCUOEcphDZ+DZDJ7n2Uoa4+HQBNnz6dXnrpJerYsSNVr17dcA2ZAAAAPOmaJQN0R7sadC4pk7advEbVLSMuXMkAyVIyc1Vb4bVLYCzTkjEyXh8gUi2BaQugWbDBjrlYAdCcOXNo/vz5NHz4cM8cEQAAgEHwFvfNJxLp1qZVrIGIkgGqXj6cXrm9JX28/gTd2b6mS88bqQmA+r+70W5mRXldZRu80fIOAZYDUrJYerXQRtwF5vIR5eTkqJogAgAAlFVjv9hBj365U1XsfM3S94eLniNDg+mZ3o2pdsVIl543PKTouWFKnBNsKSDOyS8w9i6wAvNlvYUweTu/zwZAY8aMoa+//tozRwMAAGAgvLzFvthy2nqdkgGqWM75omctZ7pGK5kVpYA41xIAGbYGyGS/BkhZvvPpJbCsrCwxCuP333+n1q1bU0iI+h9x5syZ7jw+AAAAr0vNyrXWt2w5cc3lbe9alaJtmyFqKXGOUvPDE+GNuAssIKDoGiC5eaTPBkB79+6ltm3bivP79+/3xDEBAAAYilKfvOHoVWuxcpVo1wqfi+oGbS+zohQQF2aAyKDDUEnQywNdTy8DAdDatWs9cyQAAAAGt/VEovhaLSacmlW3nenlrNpxRdcMBWgCoVyDToMPtByfkvnRWwnrVK8iGY1byrL5m/7tt9/orrvucsfTAQAAGA7P/fpw3XFx/snbGpWoDcy/28ZT7+ZVHd5HWerSNhE0WvuZIEskYd0FJuWAVj9zM310f3u6vV0NKlMB0MmTJ+nFF1+k2rVr0+233y7qgwAAAMqiiUv3Ws+3rhlboufixoCfjuhIjauWs3sfJcwJ0oyRMNousABNI0Q5A1QtNpz6t6puuKxVsZbAsrOz6fvvvxdDUTdt2kT5+fn01ltv0UMPPUQxMTGeOUoAAAAvW3vkivV8k2rFX/6SKT1+HO4C0wQPRoslgqy7wGxvM1q2qlgZoJ07d9Ljjz9O1apVo1mzZomBpzwFnueC9e3bF8EPAACUaTfUrSC+Nq0W7bbRDsqYCz1KoKPNnhhtF1igE9vgbR9DvpMB6ty5M/3nP/+hLVu2iOnvAAAAZZl2O7dShDy+d2O3vYbjDBDZyQAZIHqQKCt0yu44+W2zd6RG+B6cDmFvu+02sezFc8BWrFihu88fAADAlxy/kibGUCzfl2Bzm9J5WZGcae4FVC6sWHPEdYVKQ1Efvrk+tYiPsQkStBkgo02VCLTuAiObImh7cY5PBUArV66kAwcOiOzPY489JgahPvXUU4Zf4wMAALDnv9/uoUMJKfT4V7vE5bdXHRHXcTYjK0cdACWmmTtAR7kxAAqTMkDDbqhFdaSRGoVF0MbOAAUpfYB0tsEH2MsBGeBbcCmOrFWrFk2ZMkXs/vriiy/oypUrFBwcTIMHD6ZJkybRrl3mHyBXzZ49m+rWrUvh4eFiqW3btm1279uzZ08RcGlPAwcOtN5n1KhRNrf369evWMcGAABlV6JlrIXi/T+O0ZJd52jF/os23YtTsvLcHgDJqymVo8MoTMoIKckFowdAAdpO0Dq3GbEGqNiJtN69e4uZYBcuXBC1QdwH6IYbbnD5eRYvXkzjx4+nqVOnigCqTZs2oqj68uXLuvdfunQpJSQkWE/cjTooKIjuvvtu1f044JHv98033xT3WwUAgDIqz1LXo7Xx6BW6nKLf2sWdS2DZlvEWyvPKGSFfqQEKkpbAnC2PMcL3UOKVxAoVKogA6O+//6bt27e7/HieHTZ27FgaPXo0NW/enObMmUORkZE0d+5c3fvHxcWJnWjKafXq1eL+2gAoLCxMdT8+TgAAAL3CZrmPDUvNzqMrliUvraiwoie5OysrN1+V8ZEDoMIaoECfqAFiBU4GQT4TAJ05c8apJ2vfvr34ev78eafun5OTI7bX9+rVq/CAAgPF5c2bNzv1HFyYPWzYMIqKilJdv27dOqpSpYq1Zikx0dy+HAAAQJFXUJiByZMCoLz8Arqckq27bT0q1DMZIBYsRTdKiKDNABmt7jZQOj6unXJmCUyZa2b4AIiXth555BGHGZ7k5GT69NNPqWXLlrRkyRKnXvzq1auikWLVqup24Hz54sWLRT6ea4V4CWzMmDE2y18LFy6kNWvW0BtvvEHr16+n/v37i9ey19wxJSVFdQIAAP9aAlMFQ/kmSkjOtLk/dzZ2Zx+e7FxNACQ9t/I6NrvAjBYABRSe5zogZ4qgtYGfNzgVxh48eJBeffVVUffDhcodOnSg+Ph4cf769evidt4hxhmgN998kwYMGOD5I7dkf1q1akWdOnVSXc8ZIQXf3rp1a2rQoIHICvF2fq0ZM2bQ9OnTS+WYAQDAOORMhJwByi0w0bHLaTb3rx5b/AnwerLz1H+Yy8GO3Roggy2BBUnHJwqh5QDIWLGailNvY8WKFUWtDhcTf/DBB9SoUSORvTl69Ki4/f777xdLWbxs5UrwU6lSJVHAfOnSJdX1fJnrdhxJT0+nRYsWiREcRalfv754rWPHjunePnHiRJHBUk7c4RoAAMo+pXmfOC9ng/IL6GipBECOlsB8YxdYoLYGSO4DpLlviGawqze5tJAZEREhJr67a+p7aGioyCbxUhWP1mAFBQXi8rhx4xw+9rvvvhNLVw888ECRr3Pu3DlRA8S9i/RwwTSfAADAv6izPoXBSE5eAV1ONdcAxYQHW7fAx0W597OC+/4kJGfpL4HZG4Vh6ADIpF4C0xxrhchQ6/vqbV5PpPEWeK4dWrBgAR06dEgULHN2h3eFsREjRogMjd7yFwdNnJ2SpaWl0bPPPitGdpw6dUoEU9ynqGHDhmJ7PQAAQFHZoPScfBEEsbioUOv15cLdVwDN3rq7DQ1sXZ1+eLyr00tgRpusHigdztlrGXRRah+gPdKZ97QVXycNaEre5t5/yWIYOnSoaKjIDRa58Llt27Zi1IZSGM070HhnmOzIkSNiEv2qVatsno+X1Pbu3SsCqqSkJFGr1KdPH3r55ZeR5QEAAKcKoq+nFzZBrFgujE4lZojz0W7sAcRqVoik2feZd1DbZoD0t8EbLAFEckA28L1NDu/bvVElOvxyPwoPcV8rAZ8NgBgvd9lb8uLCZS3e2m6vzwAv0/HYDgAAgOIuhyldoDnY8GQGSEuuASq8zti7wAIcHI/eTUYIfgyxBAYAAGCE5Rt5R5iy/BUREqTq/OzOLtB69DNA2l1gxgqAHC3LGa1nUbECIF6i4p1eAAAAZYVcwJuebS50lkWGBolTaWWAnNoGb8CgItB4h+S+AIh3UnEzwZo1a4pCZZ79xZ2cAQAAfJWcTcnIydddrpGHn7q7BsiZDJA24DFisBGoE5QZME4rXgDEs7m4SJmHikZHR9PTTz8teuvceeedouvytWvXPHukAAAAHpRq2eruKAMUHR5SajVASqBjUwNkwAgoUC8AImNzqQaId2PddNNNotsz78TaunUrde7cmT7++GOx2+rmm2+mt956y+lZYAAAAN7EDQ8VF5JsR19EhAartsfXqBDh0eNRLXfZqwEyYGolyIBBmUeLoJs1a0bPPfcc/fnnn6J78siRI2njxo0iSwQAAGBkPP1dim3ozDXzVndtQHJFatzn6SJoOZCwZoB8IAAKCPCtAmjmtn/JypUri7EUzoymAAAAMNK2d6WJn8198guopoezPvZGRSijMEKDAw09C8xeBsjY4Y9B+gABAACUNnn6O9t8IlF8bREfQwcupIjzvZpVpQe71xP1QX1bOp5R6Q5y00MlpggLDjJ0HyBfLYJGAAQAAH4pV+r8LO8C40Lkr8d0pr+OJ9KjPRtQSFAgTRzQrFSOSV7uUgKIUE1zRCMuLQXqFkEb7zhlCIAAAID8vQBaG4R0bVhJnEqbug+Q/hKYEQuOA/UOyXiHqWLAlUQAAADPk3d3GSXAkLe8K0tdNjVABgwsgox4UO7OAP3000+613OkGh4eLqau16tXzx3HBgAA4DG5lgCIAwyeL6ksicmFyKUtWKoBiokw9xwKswmAjBdsBPpgHyCXA6AhQ4aIYEc7jFS5jr92796dli1bRhUqVHDnsQIAALh9CSwkMIBCgoMoKSNXd/q6tzIpMZaxG7a7wIwXWgTqvGUGjNNUXP5XXr16Nd1www3ia3JysjjxeW6I+Msvv9CGDRsoMTGRJkyY4JkjBgAAcAMl48NFz1GhhfkADoi8RS6CtpcB8pldYGS84yxRBuipp56iTz75hLp27Wq97rbbbhPLXw8//DAdOHCAZs2aRQ8++KC7jxUAAKBIn244QdHhwTSsU22H91O2wfOSV1RY4VZz3vVlhAxQrCUACg1Sb4M3YAKI9IIyA8ZpJQuAjh8/TjExMTbX83UnTpwQ5xs1akRXr151zxECAAA46Xp6Dr26/JA437dFNaoQFWr3vnmWDBAHHZFSBoiDJyMUZlszQCHGXwIL0OsETcbmcpjboUMHevbZZ+nKlSvW6/g8j8TgpTF29OhRqlWrlnuPFAAAoAjZeYVb27eduuZUJ2guPJZHXHh64Kkj6TmFA1mjLENYtX2AjFgEHaTXCdqAx1miAOizzz6jkydPUs2aNcWOLz7x+VOnTonbWFpaGk2ePNkTxwsAAOBUd2dltMWXW05T1xlr6Istp/WLoIMCVFmfcl7MADWrFmMNKOz2ATJgYBFowGMqisv/yk2bNqWDBw/SqlWr6J9//hHXNWnShHr37i2mxSs7xQAAALy5hKRkeCYv2y++zlx1hIbfWEe3CLpqTLjN7itv4CW7bZNuowhL9kcvAAowYAe/gLK+DT43N5ciIiJo9+7d1K9fP3ECAAAw4ngLzvDILVt4npdesMQ7r+QAyJs1QKyKdCx60+CNmAEK0gvKjHeYKi7FkSEhIVS7dm3KzzfPSwEAADBqBoiDoStp2aqM0As/7KOE5Ezz7ZblMu6+XDUmzBA1QM5kV4y43BTkgxkglxNpL7zwAk2aNImuXXNcXAYAAODNGiA+fybRXAek+GrrGfq/FUfE+RxLwTQXGTesUs56nxiDBUDa7tRe7NNYpoqgXc7zffDBB3Ts2DGKj4+nOnXqUFRUlOr2Xbt2ufP4AAAAil0DdEoTALHzSZnqACg4kFrXLE8T+zelAxdSqGNd400xCA8Ootz8PAMvgQXYXGfAwyz5KAwAAAB3yMjJU/XgcW8NkInOJKbb3KeBJdujBEBK48NHejQgowoLCaLU7DzjLoEFGu+YiuLyT93UqVM9cyQAAOA3uDj5yUW76de9F+irMTdSlwYV3Z8Byi+gc0k5NvfJzjUHPrmWbfDaURNGFBEaaOhGiME663LGO0q1Yv2rJyUliZ4/EydOtNYC8dLX+fPn3X18AABQBh2/kk4/77lAHK8s3XXOIzVAPO2dO0PrZZ1YjiUA0m4zB9f5RQ3Q3r17qVevXhQbGyuaH44dO5bi4uJo6dKldObMGVq4cKFnjhQAAMqMo5dSrefX/XNFZIRK+oF5MTmL7vt0qyoDdN0y4f3fbeJp+b4EURd0JTWb5v15ks5dz9TttGxEmTnG3n0drBcAkbG5/K8+fvx4GjVqlBh3wQNQFQMGDBCT4AEAAIpy9HKa9TwHJIcSCgOi4nr9N/MMMLkGKDnTHAA9cGMdev/eduL8jtPXafrPB+nzTSe9PvzUWRkGD4ACfbAI2uV/9e3bt9Mjjzxic32NGjXo4sWL7jouAAAwuLVHLtO2k8VriZKQnKW6fPa67W4tVyVZgh3VEliGeQmsfGQIRUrzvmS+sASW4YMZIDJ4Dsjlf/WwsDBKSUmxuZ7HYlSuXNldxwUAAAaWmJZNo+dtp3s+3mwtJnb18bIkS6BSEpHS+AiWk5dvzQBxAKQMF/XFAMjohdpBBizMLorL7+i///1veumll8RYDMZrtlz787///Y/uvPNOTxwjAAAYTKJUXKzU0hTn8UrQkmSp1SmJiBB1hufMtUziSRj84Vw+ItTudntfCIA+G9mRqkSH0ecjO5LP1AAFkKG5/K/+9ttvi2nvVapUoczMTOrRo4eYCB8dHU2vvvpqsQ5i9uzZVLduXVFT1LlzZ9q2bZvd+86fP18EXfJJrkViXEw3ZcoUql69uphdxkXbXLMEAADuoWRW2Kmrtr12nM0ANahcTnf5ypVt7xuPXhHHo80AHUowr1a0rhkrgpwq0rgLmS8UQd/UqDJte6EX3dasKhlRkA9ug3d5Fxjv/lq9ejX9+eeftGfPHhEMtW/fXgQZxbF48WJRWD1nzhwR/MyaNYv69u1LR44cEUGWnpiYGHG7Qrtz4M0336T33nuPFixYQPXq1aMXX3xRPCdPsdcGSwAA4Do5Y3P0cird0lT/97XWws2n6KN1x601QPUrR9G+88nFzgB9sfkUTfv5ILWqEUs31I3Tvc+N9c09hipGhfpsAGR0QTpvodEzQMVuv9mtWzdxKqmZM2eKrfSjR48WlzkQ+vXXX2nu3Ln0/PPP6z6GA55q1arp3sbZHw6iJk+eTIMHDxbX8db8qlWr0rJly2jYsGElPmYAAH+nFBezPWeTnX7clB8PWM+XCwsWgcuPuy8UuwZoyS5z/zkOojjTo6eLJQCyt83eF5bAjC5INwNk7AjIqX/1RYsWOf2EZ8+eFdkhZ+Tk5NDOnTtV2aPAwEBxefPmzXYfx1knnkNWq1YtEeQcOFD4H+rkyZNiN5r8nJy14uySo+cEAADnJUsZm4OWpaaiZOWqdzINbFWdKkSaszJpljEPrpJLT7IsHZ5lXPjcqV5hZuih7vVs7uML2+CNLris1gB99NFH1KxZM7G0dOiQus8CS05OpuXLl9N9990nlsMSExOdevGrV69Sfn6+yM7I+LK9LfVNmjQR2aEff/yRvvzySyooKKCuXbvSuXPmTqLK41x5zuzsbLGzTT4BAIB916SMzeUU9ZZ2e3gSu7IUtfTxrjTt3y0oPCRINZ6iJP1nsvNst4r3a1nd+hps8sBmdGB6X1W2CBkgD3WCpjKwBLZ+/Xr66aef6P333xfjL3gCPAcUXE9z/fp1EVhUqlRJNEjcv3+/TfDhTl26dBEnBQc/HJx9/PHH9PLLLxfrOWfMmEHTp09341ECAJRNXHT87pqj9OPfhaOP0nPyRafiCDvbzJXyhNlrj4nzz/ZtQu1rmyeuh4eYg48sneDFGfJkdL0M0IgudVSXeRksKixYTFdXIADyVB+gMlIDxNvf+cRZm02bNtHp06fFLjAOfNq1aydOvHzlCn5sUFAQXbp0SXU9X7ZX46MVEhIiXvvYMfN/LOVx/By8C0x+zrZt2+o+Bwd1XIit4AwQL68BAIDaj7vP03trbHfVXk3LplpxkXYfx0XO1yxb329vX8N6vZKd0S6PuSsDVL28/saXcClY0+4eA9f5xSwwDlqGDBnilhcPDQ2lDh060Jo1a6zPyUtafHncuHFOPQcvoe3bt0+M4mC864uDIH4OJeDhgGbr1q302GOP2W3uyCcAAHDs8EX9kRVXigiALqdmWxsShknZF6XBn172xhny5266Th1RxSj93+3hUtaHi7GhZPyiEaK7cebl008/FVvWub6Ig5T09HTrrrARI0aIDI2CmzCuWrWKTpw4ISbQP/DAAyIbNWbMGGvE+fTTT9Mrr7wilu04OOLniI+Pd1vgBgDgb7jPTkGBySZTo3zwXUvLsWaCXv/tMJ3U9AbieV+Mm/nJrDVAxVwCC5SyDFctx6B3fFpyXVB0OAIgfyyC9vq/+tChQ+nKlSuicSHXEnHWZsWKFdY6Iu4yLS+tcc0Rb5vn+1aoUEFkkP766y9q3ry59T7PPfecCKIefvhhSkpKou7du4vnRA8gAADXnU5Mp94zN1DfltUoM0edZalTMZJOXEmnlCzzrrDJP+ynFQcu0pJd52j7C4W7cS+nmgulK9sEQCXLAOXkFdgEWYr/u6u13cdFSAFQubCQYr02FLENHgFQ0Xi5y96S17p161SX33nnHXFyhLNAnCniEwAAlMzi7WcpJ7+Aft5zgRpUjlLdFh8bIQKgrSeu0R3ta9LmE4m6wYhS/xOnWZJSlsOKWwMkDwnNlJ5j4YOd6ObG9udTlpOyPlFhqAEqqeAgvV1gxo6ADBEAAQCAccm7pI5fUS9tVY81Z9YX7zhLw7vUUfXU4Z1fo+ZtF4GJ0o25nCbYKFwCKxD3d7VwVg56FCuevomaVotx+LhK5QoDsWhkgEpMXor0FS4HQFlZWXaXkhISElQ7rwAAwPcp2Rs98tb3b7adUU0tv5CcRev/uSLOK9drB5YqS2BKECTX5jgjWycAitS8hp7YiMKgBxkg/6wBcrkImhsd7t692+b6JUuWUOvW9tdbAQDAN120zO3Sk5qVp2p0eCG5cDJ8t9f/sJ7fevKabrAhBzzFWQbLkmqAFI76ESkqlSucCxaMTtB+2QjR5X/1nj170o033khvvPGGuMzFxtwAcfjw4TRp0iRPHCMAAHiRUuCsJ1Vzm8nkuFhZG5zwkpny4elqITTvTEvRmSLvTADUs0kVMSNsVNe6Lr0muFADZPAUkMtLYB9++CENHDhQbDv/5ZdfxLJXuXLlaNu2bdSyZUvPHCUAAJTqnK8HPt9KTapF01t3t6H0bPuZmTE31affD112+rmjQm0/dnh5jIuZXckAZeTk0c1vrqW8ApPDHV6O6pq+efhGp18PHPOLDBDr378/3XHHHWLoKW9T52wQgh8AAN+3+XgitXlplZiu/v3OcyIo0WswqODi5uVP3uT08+tlZ5Qi69x85zNAZ69ligxQWWnKVyZHYQRQ2QqAjh8/LmZxcfZn5cqVoucOj8jgr7m59tOkAABgfO+s/kd1mRsaFjWpvXl8DL0ztI1Tzx+lkwFSdo7xVnsZ7wqzx0T2bwNj7AILoDIWAHGjQh43sWfPHurdu7fouLx27VpaunQpderUyTNHCQAAHvPZxhM04bs9lJdfQDUqRKhuO5SQYjcDJNfP3N6uJkVJ2R17WRi9uVuhlgAoN78wqHl71RHq+MrvdPZaRpENENlD3evZ+e6gNIT64EDZwOLUAC1atIjKly+vmsj+999/ix1iAADgO3jZ6ZVfD4nlrjWHL9tkXcZ/u0dMe2efDO9AHetUoGVPdKM9U/vQ1EGFHfhZhajCnVVHXu7nfABk+fBUgprVBy/R+38co8T0HLrpzbV0OcV2F5p2uax/S/Mg7GjM9fKKBpXL+VwRtMsBEO/20hMdHU2ff/65O44JAABKydFLaarlriRLXc2AVuaAQta9USX6/rGu1LZWedFHR/sBVy0mXLW1fPZ97W1GX0TqLIEVZoDMQc0TX+9S3X7bzPU2j+GeQbKOdeNoyWNdaM1/exTxHYMnNK4abXOdscOfYuwCW7hwod3b+D+DvQAJAACM5+jlwunuXPisFBZ3aVCJlu+76NLuqsn/ak5DZv9JD9xYW1we2Lq6TUATqdN0MCQ4QJUBqlwujM4nZap6DfFt8jKLdgmMdagTV+T3C54RGhxI0//dgqb+dMB6ncETQK4HQE899ZTqMhc+Z2RkUGhoKEVGRiIAAgDwIZdTCmd27TuXbN3N06iK60sanBn6+8Xeqi7LcqfnomqAlCJovZ4y3IyxdsVIhwEQeNfIrnXFv8uryw/5xCwwl5fAeBq7fEpLS6MjR46IievffPONZ44SAAA84mpaYQB05loGnbhqnvVVITLU6Z1d2jqgQKkAWjvaItLBLjBlCeyqZpAqkzNCejvGwBgCpJjH6Bkgt5RtN2rUiF5//XWb7BAAABjbFSkA0o6K4J1dJeVUBkgqguYGh0rRtSxBGrGh3Fcxuhu6ORtFgNGjHonb9q0FBwfThQsX3PV0AABQCq6mmQed1q8cpdrCzhkguRh6SNv4Yj1/WHCQaqlLnhYvX69kgFIy9bfcJ2jmkSkB0K1Nq9DUQS2KdWzgfr4T/hSjBuinn35SXeYtkzwO44MPPqBu3bq589gAAMBD+Hc3d1M+nWhe8urWoBKduGI+HyctY824ozXd1rQq9bVsM3eVvARmb0ZXYSNEE6Vl51oLrjOl0RjyUp35vgW6GSYw0hJYAJWpAGjIkCGqy/wNVq5cmW699VZ6++233XlsAADgAVxP8/LPB2nFgcJdXrxj64stp8X5SuUKt65zQfOdHYq/FCZPf9db/tIugSnT5SuWC6XbmlahBZvNx3Qt3ZypYrxT7VBCqip7BMbrCB1AVLYCoIICFJ4BAPiyZ7/bQ38dT7Re5mRPu9qFzW0j3JhVKSc1JrTXHVouglbGbvDjpg9uSW1qlRfNGBMtS3VcI9Rm+iqf7kBclgX4WxE0AAD4Djn4YY/2aKCq1YlyYzflKGnXl73RXqGWPkC5eQWUZskARYebH1fRko1SlsB4ZIf6sfgYM5IA8p0AyKmf8vHjxzv9hDNnzizJ8QAAgIeFBAVY5249fHN9evK2RuL88Bvr0KLtZ+j5/k3d9lrylnh7wYrcByhVygCxipbxGhwA8UwybXNGvaJq8J4Ao0c9rgZAPOerrH3jAAD+iJeQlOBn3ugb6JYmVay3TRnUnP7bpzGVt+wAczd79TryNHglA1Qu3NxMsVZcpHW32q4z122fExkg4y6BUYDvB0A87R0AAHyfUksTFhxIPRtXtglEPBX8iNe0U1skF0Ers8iUDBAXYXNPIg6A1h25YvPYyBAMPzVsEXQAGZrTofOJEydspgQDAIBv4QnrytJSaWft7WWAlK3yWbkFYiArqyuNvahb0dyj6I/Dl8VXZVyHdpcZGKwGiMpIAMTdnq9cKYy+hw4dSpcuXfLUcQEAQAlw5+SFm0/R2WsZlJWbT//9dg/98Pc5Ss0yZ1hipHldpaVabOG0eL0hq3ycRy+Zt7c3lGaR1agQIb4qwVGXBhWttynF0mAMAT5UBe10AKTN/ixfvpzS080/jAAAYCyTlu6jKT8eoMe+2kmLtp2hJbvO0TOL91j77JRm4PDusLbUoU4Fmjywue7t4Zb+QJk5+SJgY3UrRekGTrwkNqprXY/sWIOSk7OKZa4PEAAAGN9aS73M/vMp1KF24R+rxy6n2fTn8bTBbWuIkz2RlgxQUmaOdQ6Y3IxRyRCxPs2rqm5DAGQsAfJ5g0dAga5Eddr1Yuz6AgAwHm3GXummzJSdVMouKyNQRmRcSMqyNkyMkTJUrWvGWs9PH9yCykm3lWYgB0Xzpbgg2JX/UKNGjaKwMHPknZWVRY8++ihFRRWmKdnSpUvdf5QAAOC0pAxznY+eM5YlJiMFDkqG50KSeeJ7hcgQ1Qcpb9V//9521LZWeYoMDVYt39kbrwHeEajaBm9sTv8PGDlypOryAw884InjAQCAEjqYkGL3tjOJGYYrHlZ2geUVmDNXyiR6BQdDg9oUTqOPkbJX8rZr8L6AsjgMdd68eZ49EgAAKJGCAhPNXP0PfbD2mM1tN9StQNtPXbcGGYbKAGmyOBUs3Z/t4R5GipqWHWJgDIEoggYAgNL0854L9J9v9Lv2d6obR10bVhQBkBGLh+UiZxZXRDNGzizsnNxLdI6ONlAtE6gZPAGEAAgAwFdx3xwOemrHRdLnm07a3H5f59oUEhhAD9xYhzafUA9ArRpTuJPK2yJdzADJQ1LByNvgA8jIDDFEZfbs2VS3bl0KDw+nzp0707Zt2+ze99NPP6WbbrqJKlSoIE69evWyuT8Xayu71pRTv379SuE7AQAoPb/sTaDVBy/pBj/s9nY1aPrgltSoajTVr1TYWJDVrFDYadnbtMtxcVHI6pSFImij83oAtHjxYjFtfurUqbRr1y5q06YN9e3bly5fNrc811q3bh3de++9Yj7Z5s2bqVatWtSnTx86f/686n4c8CQkJFhP33zzTSl9RwAApWPvuSSHt1eLKWwg2L5OedVtNcobp3aGMz5jb6pXeNmD88jAswLkrI/BgyGvB0AzZ86ksWPH0ujRo6l58+Y0Z84cioyMpLlz5+re/6uvvqLHH3+c2rZtS02bNqXPPvuMCgoKaM2aNar78Xb9atWqWU+cLQIAKEsuJpv75sg+HdGRRnSpQ/d0rKkqEObt421qFQZBPGDUSJ7t29R6PsXSrRp8fRq8sXm1BignJ4d27txJEydOtF4XGBgolrU4u+OMjIwMys3Npbi4OJtMUZUqVUTgc+utt9Irr7xCFSsWzo+RZWdni5MiJcX+FlIAAKO4Zhls+s7QNhQaFETdGlYU09x7N6+qe/8p/2pO038+QBP6NDHcFmWeCM/F0Jm5+WJsBvj+EligwX7GDBUAXb16lfLz86lqVfV/Vr58+PBhp57jf//7H8XHx4ugSV7+uuOOO6hevXp0/PhxmjRpEvXv318EVUFBtk2zZsyYQdOnT3fDdwQAUDoup2bRjtPmXV3VYyPoxvr6f+DJOLD4aVx3Mqo1/+1BhxJS6OZGlbx9KFBshUFPoNfXmMrwLrDXX3+dFi1aJLI9XECtGDZsmPV8q1atqHXr1tSgQQNxv9tuu83meTgDxXVIcgaIa4sAAIwmOy+fNvxzlSZ8t8d6XZwTu6Z8QXz5CHEC3xWIDJBzKlWqJDIyly5dUl3Pl7lux5G33npLBEC///67CHAcqV+/vnitY8eO6QZAXC+kjPgAADCyN1ccsdn1VT4Su6bAgNvgA4wdAHk1QRUaGkodOnRQFTArBc1dunSx+7g333yTXn75ZVqxYgV17NixyNc5d+4cJSYmUvXq1d127AAA3rDvXLLqcuXoMKoYhT/gwBgCfGhLvNdX6HjpiXv7LFiwgA4dOkSPPfYYpaeni11hbMSIEaoi6TfeeINefPFFsUuMewddvHhRnNLS0sTt/PXZZ5+lLVu20KlTp0QwNXjwYGrYsKHYXg8A4MtSs9U7pH5/poeYng5gBIFSVGH0n0qv1wANHTqUrly5QlOmTBGBDG9v58yOUhh95swZsTNM8dFHH4ndY3fddZfqebiP0LRp08SS2t69e0VAlZSUJAqkuU8QZ4ywzAUAvu5KauGO1eE31qFYLH+BQfsABRp8CczrARAbN26cOOnhwmUZZ3UciYiIoJUrV7r1+AAAjODVXw/S1TRzALT8yZuoUVV1d2cArwuQziIAAgCAknp71RH6dGNh8XPjquUoOMjrVQwAKnLWx+grs/jfAwBgcGcSM+j9P46prkPwA8Yvgg4gI8P/IAAAg5v0wz5vHwKA6xkgg0cYBj88AAD/lpyRW+TQUwBjzgILICNDAAQAYOBhp//6YKMYDlqpHHaxgvEFyOeNHf8gAAIAMKoFm0/R2WuZVKN8BM0bdYO3DwegSPLOL9QAAQBAsWz454r4+ly/JtSqZixFhdoOcwYwkgDVLDAyNARAUGz7zyfTP5dSvX0YAGXG2WsZ9M22M5SRk2ddAmONqkSLr3NH3SCyQZ+NKHoEEIA3BEjnjZ4BQh8gKJa07Dz61/ubxPljr/bHllzwql1nrlOtCpFiLpYvm/bTAVpz+DL9tv+iWPK6lpEjrq8UbZ723rl+Rfrz+Vu9fJQA9gVKaR+jN0LEpxYUS4Y0j+h6Rq5XjwX825GLqXTHh3/RrW+to6zcfPJF3N359d8Oi+BHWfq6lp5DJpN5SSEu0hwAARhdAPnOEhgyQFBiienZPv+XN/iu3WevW4eEbj6eSLc0rUK+hJeR+7yzweb6c9czxFcOfpBhBV8RIGV9DJ4AQgYIiievwGQ9fzXVnKb3BVtPJNLEpfsoJQtZq7Jg7eHL9O7vR62Xz1qCBl9y36dbda/fccoc2OGPC/DdIugAMjJkgKBY8qUAiDNAvmLoJ1vE18jQIHrxX829fThQwqnoo+dvV113/nom+ZKE5EzrcFOtNYcvia/1K0eV8lEBuKsPkLEDIGSAoMQBEO9c8TVnfPCY/fln7f7PttA9H2+mvPwCVfZH65yPBUAHL6SIr6HBhb+KO9WNE1+3nLgmvja07AAD8AWBPjQMFRkgKJZ8rs602HD0Ko27tRH5EvkDB4zp2OU0+mLzKWpfpwL9eSxRXHfkUiq1iI8V56/oZE7OJRUGQCaTSfUXKF822l+l+8+bA6C+LapRn+ZVRRH3sStptO2UOfhRpr4D+IoAH1oCw6cAlDgDdPJqOvmaMBSVGtJPey6I3VwHLiTTc9/voQWbT9NTi3arek8peJeU1vnrGWJyerfX/6Cur/+hWl565ddD1HzKSjqUYA46vC03v4C+2HJanG8ZH0OD2sTT3R1rUZ049ZKX0gMIwBcEIgME/hQApUtb4n0FMkBm3HBvxf6LdEuTKlQhyrNbrZMycuixL3dRr+ZV6aHu9azXZ+bkU5DlN+WT3/wtvr618gjtOmM7AHT32SSa9+cpOnxRvwHn1bQcuvn/1lovT/3xAI3qVpe2nbxGn286Ka77eP1xmjWsnTWIKjCZSn3OFgc/477eJQI0/t7v61zbeludipHW83xb3UqFlwGMLsiH+gAhAIISB0AZOfnisvyDb/RjRgBk9s7qf+jTjSepc704WvxIF4++Fgcum08kilPvZlVp/dEr4uuQ2X9STEQwvTS4pfW+HLDo+WbbWZvrbmpUiR6+ub4IrrhBp+zXfQniJNt0LFEEHuXCgqnn/62lkKBA2vS/WymiFMdMLPjrFK08YC5yblUjlqLDQ6y31Y6LVJ0PC8b4C/DVAIgMDQEQlDiYYOk5eRQj/RI3orSswg/HUCyBCT/8fV583Won4HAVZwPv/XQLNa8eQ6/f2dqmW7NCydK8uGy/+HoxhWjc138XPk+O8w0N7+9ch25qVFmMiOAaIUVMeLCYoq7FwQ/33Rnfu7H19vNJmdSwSunV2sgZLO0ur+qx4dbzeQWFRd8AvrcEFkBGhk8BKHEfIF9ZBkvNLuz9oz56/8J1NMqQzThp2UspEi4u3qE16/d/aO+5ZFq0/Sz9ti+B5v15UvxsJKZl08ajVx0+ngMTzsxxZsYVlS1jIqLDCx/30uAWNKxT4bKSFi99TbYEX8rynKesPHCRFm4+pbqO65QUz/RqrLqNmx7e3aGmOD/ixroeOy4AT2eADL4ogAyQURl9SYnrJnwtAOJaE0VOnn/+ZV1QYLLOcPt9fA+KkoINHmkiB0TO+nbHWfp66xlqW6s8zf+r8IP+sa92ia+XUrLpux22S1d6Xh7cQmz7vvOjv2xuu61pFeuoiIiQIMq0jL1oUi3G5q/NEV3q0qJtZ5z+HhJ1Cqrd1efnkS92ivM3N6os3h/lPeL/3uufvYVqSUteCs6e3dmhJrWvXcEjxwXgKUHIAEFJ8IdJq2kracV+de2CkeTlqwOgVJ2lBk/hXWfKtGxXZEtBjz8GQJzhOZVYuGPvYEIKJUtz3Ow15JOduppOvx80164w7qj93Pd7RXGyHPzI5qw/bg0wPh/ZkVrWMAcsLwxoJnreTPlXc1Hrcke7GnRPx1rUoU4FsSNKi7fDK3o0rmw9r2SM/te/KTWoHEULHuwkLustaXG25dm+TWyuv+6hAGjdEXOmjfV8a53qPbq9XU3d4IfxHz831q+IWjXwOYHSjyyKoMFlk37YJ75+v/M89WtZnXyiBii7dIZQ7j2XRP/+4E+qXymK/pjQs/gBkNRQryzg7Bb/ruHllkMJqTT2pnpU0bKziSeMKx+8PZsUBg7rj1xRBURXU7OpcdVou7uWuFj4wfnb6cTVdJo1tK14rlWWQl7Zc/2aUOMq0TRm4Q7V9f9uE0+3NasqTkqPnrE31xe3PSjtCmNv392Gbm5UifadT6aFm81bxe/vXJv+b+URcZ4f17VhRZF1UnDgtOa/hT8THevG0StDWlKDyuUoJCiAlu+7SPd2qiV2fA29wfx1wnd76Pud5+itVf+I7FefFtXInRw1Cb2zQw23vhaAEQShCBrcEVgYeAVM1QiRaXffeMqve81ZMf4QdlV2nueWwC6lZFF4SBDFRni2EJyXVDjjIe8a4vqVW95aJ5awFPyB/98+TURAJGcd5IzEkl3nVM/NwUadSlFimUzOTCz7+7wIyofdUNv6vj+9uLA3j9b9nepQbGQIHXqpHz29+G/rbqdJA5o5/ZchZz64Jw6/nxwA8f+F8pGh9MPjXcX0dw52+FSUB26sowqIFMq295oVIqzZr4e/2Cmev10Jlp04sOP/C5uOXhXP6agztb1gE6DsLIGRoSEAMhh5acfI66f5mt0p3MG2NASW4H+UHPTI2aCS4gCk82trxPlTrw9U3bbvXDKFBAdQU0udiqv4feXeON0aVhL9czjQaVotmpY81lX0tWlSNZpWHbykCn7Y+38co+2nrokWBc6a8dthceJi4g3P3iICIg4ypv18QDzP3D/NfXQc6duiqgh+GG8rf/OuNvTwzRywFAYfrujVrCq9f287a6aHg5OSBChafZpXo1nSMFXeos9BF2fRBrZ2Pfv65soj9NG649bL9paw/nNrw1LvPQRQ6tPgybifYQwBUCnjup6XfzlE793bTvUXLHe+5V/EI7vUtZtl8QT+i/W15Ydo+6nr9M3YG53uhaJdQVIKUj0t2EEAxLuQftmbQJ3qxVF8efNf9qWxBCZvaZbHL3BdyaAPzAXHJ14bUKzgbfH2syLA4RP3yuEgjndZNXrhtyIfq8yS0hYNy3jZ5/n+Ten5JXtJST5yPVe7l1dbP8CLypZFhwXTK7ebl5rkJn6Mg4niBj+M3zO9eiB3aR4fQx/c144WbTtLm45dpTdXHBEnFhl2g2gQ6Qo5+GF671372uVFdg6gLAoyetpHggColD36pXlnzGNf7qRtL/SyXn/3nM3ir+zVUoGpp7MqvHNr4Hsb6ZRlS+7qQ5dEnUZxMkDyDitPkrNi2llPX287Q1N+PEDlI0No95Q+No+VP4xypOUwWWpWrlhicqV4j5eb5CCLl8LYaan+I82JPkm89HQhOZPiYyOswdLUnw5Yb39m8R6Hj+eanJbxsfTB2mM2t22eeKsoVB41bzv1alaFht5QW2SuOMsRGRpMQ9rWoF/2XqAvt5xWdWBW3jOlpw4HoEoLhMd6NhABe9WYMMMXOzryr9bxVCEyVARA2uydqwGQM8bcZK57AijrS2AmgzccQQDkJdqlCb2liuIGQC//cpCupGbTu8Paig8m/hB7fule6t6wEt3R3txfhK09ctka/LBsy+vxlG1+7f6tqlt7pnBUL9e36GWADl9MEbUPI7vWFQWzns4AycGGUtTLkjTLQfL9Hf1lvvl4Ig3/fCs92qMBTdDZKeRMUMZBpXJM8s6ilMzcIgOg8d/upmW7L9Ad7WvQzHvaioDFWRy4vnlXa/HaXFD8zbYz1oJhxvUzPZtUsVmiU3Cmh382bm9XgyYu3Sf6+Mie69eU6laMosiwINFEkr+frg0rUVnRsoZ5wKrMXX+A8PId/1vyjrf/9mlMnetXdMvzAhh9F5jJ2PEPAiBv4Y/MH3efFx+SRy+n6d7H3rLSP5dSRZajSnS49cOcMzBce8FflZlH425tKAotl+0+T0t3mU9yAKTthsyBA+/2GT1/u7j85/O3ir/8b317HUWFBtOyJ7qJrEuVmHCbDrX8uv1mbfToX7n8gfTn8au6wQazt3zHRbycFQmT6jH0As5R87aJ7Abf15UASG4Kyc+rfLwlJGdZr0/JzCOqQKI54I+7L9Abd7a21soozQk5+GH873Rn+5p0/2dbdV9v4YOdxL/xekszwxf/1Vw1W4uXtZ64paFYCuRgWC4+LgoHzDPuaCV2avHy0K97L1BmTgHd1aGm6r0uazi4f7BbPfp57wXxxwOz9/9Si1sBPDR/u90dm2/d3ZrOXMsQ29o52wbgL0tgJjI2/G8sRby8oMjOL1BNudajt6zELfu5jT9/mB9+uZ/4wHrkix301/FE+vaRLlRO6obLf6Vru9xysMQBFI8qkLdAs4spWZSYVnhfHhp5OjFDBEZ8uuHV38X1H97fXhyHvWCNlxK0AVByZi79sOscZeTm0+M9G6pu23n6Gj373V7xQX5LU/tLDs9+v1dV18Jb7ytKrV4ipQCId+Io/WFe+uWgzeRwvb5F9gqjuTCda2jsLfPI2SR5NxzvDJO/f7k5IBcac6M7DoL3nE0WPXlk9oIf7nPTpUFFurlxZVHzdCUtm6rH2tY7sRvqxtFP47qTq/j77N28qjj/8M0NyF9MGdRcnP46fpXu+3SrWI5euuuc6o8GPd/vOCdq6Pikp3ZclGjuCOAPAqXfk9qGuUaDAMjAnYizcm3vw3UJyof1gQspIpBZa1n6GTz7T9ErRcGZBl7OkDMjjSf/Zv2LV/lQVvBfvpdTCz+0lf4rWo9bPsTtBUDapQNunsdN4BSDWseLbdYcmH21tXCphjNPOyb3os82nqR/ta4uiosPXkihFwY2Ex9GP+8xZ0gUfPycBVK6GcuZmJZTV4qmd0/e1tAm+FH+aneEgwsOkrgu5sUfD4glJi5cV5bKeLnv7LVMii8fLop/Ff3f3UjNqsfQkse6qIIh7etxkPjdTvU29KLw0M9Phne0Li/yyAR7wQ8UX5f6FaluxUixPPzH4ctFBkCOfsXzsiSaGYLfFkGbyNAM8T9z9uzZVLduXQoPD6fOnTvTtm3bHN7/u+++o6ZNm4r7t2rVipYvX666nZdppkyZQtWrV6eIiAjq1asXHT1auNXVW6rEuLbtVW8JTP4g5X4oly3pegUHFIovtpwWaXzeNaSlDX5YUmauNf3vKjnLlJyZJxrMfbbxhLj8+yF1szwle8RN9eQ6FWXXE3cO5nEN/By89frFH/fTo1+axwnIeIdVu5dW087T11UZL8U7v/9jtx6IgxsOruzNweLAkTNenD1iP+25YO3RxMM+p/98UBzbK78eoj81xbOHElLEhHNlKZLxOAReiiOd5TF7Zt/XXjQ03DLxNvrlP93powc6lOrEcn/FGTBl2ZB3FXI7AUeupev/n7mxfpzobA3gv0XQxub1AGjx4sU0fvx4mjp1Ku3atYvatGlDffv2pcuXzTN/tP766y+699576aGHHqK///6bhgwZIk779xcONnzzzTfpvffeozlz5tDWrVspKipKPGdWVtEfOp5U2cW+H3pLYMekuoRLqVl0WrOMVRzVYsy1ROeuZdAFzdKWs7jLrhwAcHddDg6YNgjhZn4nrqSpdhsp9F6fR4PYw9vZlQBEL6jbe942+FMMeG8jTV62TwQ/2iU9zs5wRilXGvnBAae8S0/xmRToKP65ZFs/Yq95IBcey754qBP9NK6b2KH1wsDmVC02XBTpujokFIqvXqXCCe3PLN4tivt5aUxe3vzX+xvp6UV/03k7zQ7x7wX+KFCuATL4EpjXA6CZM2fS2LFjafTo0dS8eXMRtERGRtLcuXN17//uu+9Sv3796Nlnn6VmzZrRyy+/TO3bt6cPPvjA+obPmjWLJk+eTIMHD6bWrVvTwoUL6cKFC7Rs2TLypsrRrmeA1Fu3C+iTDeasCrucki2a1ZWUskTEXX55ucedeInqpCZIu5CUZS3g1ZIzWM7imibevq6XvRo513E28cstZ8RyVM//K1yicxQwjdWMdyiu8JBA69iId4a2paGWTAHv1LupUWVqXbNwxAN4JwBSukRzN+cHPt9KD3y2VQTBjPsG7T+fIgrXleJ1rRgPdwUHMDqTseMf7wZAOTk5tHPnTrFEZT2gwEBxefPmzbqP4evl+zPO7ij3P3nyJF28eFF1n9jYWLG0Zu85s7OzKSUlRXXyBGU2kyuGfrKZ/jp2VQQS7S3N6RRcr7PmkDlT1rle8ZvN3eqg8FiZy6TgLsRyB1u+7AhndJTxFbwkwHjZi5eQGNfL6A2tdAUvU7Satsq6pZ+7GGubcd3T0X4dx/DPzbu/3IFnT2ndJ9Vl8XFsf6EX7ZzcW4xdeKyHucj4tTtaiczPzKGF7zV4D9dXbfrfraqhq/wj0nfWBhr39S6xvKrFDRX3TO2jW5QP4I9MZGxeDYCuXr1K+fn5VLWqeceJgi9zEKOHr3d0f+WrK885Y8YMESQpp1q1PLNuz9uTuZDVFX+fSRKjCFpMXWkzb4uXnbh1Py+5DrD07GEDpfNFmTywGU0c0NThfSqWC7We5142laTLTapF0/R/t7D72IcWmDMmvGvtP7c2srl95j1t6PfxPUTRqbvwkpHcs4iDId7W/s7QNiLzwp2LPYVnTz1iGfCp4GZ665/tSQem9xWjITgTyIXbPNJB2VnGx8iZH6W1ARhvKUwOuPXwTsEoKegJlhuiAPihAoOngPA/lAteJ06k5ORk6+nsWXUTOHea80AHa82NI7xN2lE9ibKEwngX0pB2NURfH94mPfv+9rT44Rvpu0e7FPk6vF29ZoVIio+1f0xyxofT+hxgKI5eShOdgO3h/idsYv+mog9KP820bWUg5MIHO4v5SLWlIZxaUwc1J2fwrptwaefNzsm9RGBxe7uaYkDn7ql9aP/0vnT8tQE2weD/3dVa/Vx2Gjq+dXcbmvIv9fFUsPT1mTigmSojxx+KdSpGWXerge/gGWysYlQozXmgveo2HiEi/1/mAIgzR744EgDAEwwe/3g3AKpUqRIFBQXRpUvqwlK+XK2a+oNSwdc7ur/y1ZXnDAsLo5iYGNXJU/hDkMcSrJ3Qk74e09nu/RwNQr2jXQ0a3KawcLZKdJjIePDSyvKnbhLXcbfZDg6GRt7WtIoIxpRf1CueuVk039PDz289HxOmClJ44nVsRGFGiI+Dn087s4u7Q/P1c4Z3UAVMyodE7YqRYj7SqmdupnmjbtANvpxZKlOWoOQddHI2iDMu/JpcoMpfeZioHAzyBHLZkVf60et3tLJe5iGkHPgMaRtvU+Mh9xHiPj0K7NzyXTw2hP+f8M+l3OiQf4a5Y3gNS50QC9M0inQ0tw4A/DwACg0NpQ4dOtCaNeZJ2qygoEBc7tJFP3vB18v3Z6tXr7bev169eiLQke/DNT28G8zec5Y2/hDm1DqPEpDra2RP92qk2wH40xEd6aUhLVWTqpUAhTsLhwUHqarxuahWqdWRl34+H3UD9WtZTbW01adF4bLhf3s3Fl/5deTapfDgIHq6l/k2xtvwuSu1YnzvxrRvWh+bBnxyE8H3720vgo8nbrFtssfdhtvXqSCek2uGFj9yo6ib+ej+9g47EfNx8pgHXoJi8jE7mlP14QPtqUV8jBgboocfy8M4OeD5bERHMcCWR03wX/pylk7b/0gOjpD58V3878//T5SfJ+7vVL9yFE3/tznQVgqllQyQLFiaEQcAxuP138y8BX7kyJHUsWNH6tSpk9jBlZ6eLnaFsREjRlCNGjVEnQ576qmnqEePHvT222/TwIEDadGiRbRjxw765JNPrL+wnn76aXrllVeoUaNGIiB68cUXKT4+XmyXNxruBvzq8kOqZn3P9m1Co7vVEx/m8tRvXkJSmqrJ087lLIkWZ1x4tlfXBhWpy4w/HB6LvGzTqGo5sXSkZHTkX+pcyySTMyy8XZvb/fMYha/GdKbJy/aLoEjGIxp2vdjb7jZhfr5tk8xF7Pz9ct0MU/r9mF8nRuzCUci1F+zJ2xrRk9/8rcrE6OHlw1+fNGfN7OEAZtawdrbXa8YayHXU/F7yGBF+L2pVcF99E3gXT7b/4789dbOjyrL03R1q0q/7EqzBOIC/Mhl8DczrAdDQoUPpypUronEhFym3bduWVqxYYS1iPnPmjNgZpujatSt9/fXXYpv7pEmTRJDD29tbtizcffPcc8+JIOrhhx+mpKQk6t69u3hObpxoRHKmXB5WyR1/ecL3xqNXRaGw3FGW//LkwmJedulY1/4OMA4yOIPBihrYzQMzOVDiwmvOwshZlDY1Y2nPuWQxNVyp6Znx22GRqZIDombVo1X1E7zUp0cOmvTodc+VWwIsGN1JdLpWGhXWKK8OMrhzc43y4VS/Usl2mDkSJtVhMR5iKtc27ZjcWyyDyH0xoGzh/zPapU7u/vzykJZlenYagDOMHf4QBZiMHqJ5AS+Z8W4wLoj2ZD2QgjsOKz1stNO6+Z+HMwt6BZU8kiErL596Nq7scJlHwZmgJ77eJYZdDrYEMnojIHhel3ZyOc/D4r5DdS27Yvi4uMCZ64H4tY9eShVfS7ql3RFeYuJtyPUrRdG80Z3EdV9sPkW/7b9IHw/vQNFFTFt3Vt3nf7VmlQ681M/u/XgsCXejVvAuLyx3+ZcFf52iqT+Ze2f9/WJvqqDJjgL4o7qW36EP3FibXhlSWENptM9v/LY2AEcJAlG0a+d2HorpCh40um9aX4e7U7i2JUZn5xMv5dStFKw6Lt7ZpGgkFRN7Cv9FzcsP8uEP71JXnNxp+I11xBgRHozpbAaIa60Q/PgfeTcmit0B1IyeXsFvbANwtOPL3Xx9a25pHD9vtx/epQ41KiKbxQXh1vNY7vBL8qYDXpIGgEIGj38QAPlbAARF4yyY0p/I2b/+0fXXP8k/A84sQwP4E5PBIyAEQABu+OtfuwUa/AO3suCCfR7pAgBaxo6AEAAZADrm+ya5BigkGH/9+yPeLLBnSh8KQc8fABvIAEGRsATmm+Saj9AgZID8FYqfAfRhFhgUCcsnvkmu+UAGAABAzeDxDwIgI5h5T1sxjJQHbIJv4qaVAABQyODxD5bAjIDHRvw18TZvHwaUgF7nagAAf2YyeASE39oAblA91phjVgAAvCXU4JtDEAABlABPkb+3U226vZ3+aBEAAH8zeWAzql85ip7upR6EbTSYBWaAWWAAAABQup/fyAABAACA30EABAAAAH4HARAAAAD4HQRAAAAA4HcQAAEAAIDfQQAEAAAAfgcBEAAAAPgdBEAAAADgdxAAAQAAgN9BAAQAAAB+BwEQAAAA+B0EQAAAAOB3EAABAACA30EABAAAAH4n2NsHYEQmk0l8TUlJ8fahAAAAgJOUz23lc9wRBEA6UlNTxddatWp5+1AAAACgGJ/jsbGxDu8TYHImTPIzBQUFdOHCBYqOjqaAgAC3R6ccWJ09e5ZiYmLc+txQCO9z6cF7XTrwPpcevNe++z5zSMPBT3x8PAUGOq7yQQZIB79pNWvW9Ohr8D82/mN5Ht7n0oP3unTgfS49eK9Lh7vf56IyPwoUQQMAAIDfQQAEAAAAfgcBUCkLCwujqVOniq/gOXifSw/e69KB97n04L32j/cZRdAAAADgd5ABAgAAAL+DAAgAAAD8DgIgAAAA8DsIgDxg9uzZVLduXQoPD6fOnTvTtm3b7N53/vz5otmifOLHgXvfZ5aUlERPPPEEVa9eXRTdNW7cmJYvX15qx+sv73XPnj1tfqb5NHDgwFI9Zn/4mZ41axY1adKEIiIiREO5Z555hrKyskrteP3lvc7NzaWXXnqJGjRoIO7fpk0bWrFiRakery/asGEDDRo0SDQl5N8By5YtK/Ix69ato/bt24vf0Q0bNhSfkR7DRdDgPosWLTKFhoaa5s6dazpw4IBp7NixpvLly5suXbqke/958+aZYmJiTAkJCdbTxYsXS/24y/r7nJ2dberYsaNpwIABpk2bNplOnjxpWrdunWn37t2lfuxl/b1OTExU/Tzv37/fFBQUJH7WwX3v81dffWUKCwsTX/nneeXKlabq1aubnnnmmVI/9rL+Xj/33HOm+Ph406+//mo6fvy46cMPPzSFh4ebdu3aVerH7kuWL19ueuGFF0xLly7lzVamH374weH9T5w4YYqMjDSNHz/edPDgQdP7778vfnesWLHCI8eHAMjNOnXqZHriiSesl/Pz88V/nBkzZujenz8UYmNjS/EI/fN9/uijj0z169c35eTklOJR+ud7rfXOO++YoqOjTWlpaR48Sv97n/m+t956q+o6/uDo1q2bx4/V395rDiw/+OAD1XV33HGH6f777/f4sZYV5EQAxIFmixYtVNcNHTrU1LdvX48cE5bA3CgnJ4d27txJvXr1Uo3V4MubN2+2+7i0tDSqU6eOSGEPHjyYDhw4UEpH7D/v808//URdunQRS2BVq1alli1b0muvvUb5+fmleOT+8zMt+/zzz2nYsGEUFRXlwSP1v/e5a9eu4jHK0s2JEyfEku6AAQNK7bj95b3Ozs62KU3gZcdNmzZ5/Hj9yebNm1X/Lqxv375O/65xFQIgN7p69ar4QOUPWBlfvnjxou5jeP1+7ty59OOPP9KXX34pBrHyL7Zz586V0lH7x/vMHw7ff/+9eBx/SLz44ov09ttv0yuvvFJKR+0/77WMP5z3799PY8aM8eBR+uf7fN9994m6lO7du1NISIioT+H6q0mTJpXSUfvPe80fwjNnzqSjR4+K39GrV6+mpUuXUkJCQikdtX+4ePGi7r8LD03NzMx0++shAPIyzkqMGDGC2rZtSz169BD/qSpXrkwff/yxtw+tTOFfWlWqVKFPPvmEOnToQEOHDqUXXniB5syZ4+1DK9M4+9OqVSvq1KmTtw+lzOFiUc5ifvjhh7Rr1y7xu+PXX3+ll19+2duHVua8++671KhRI2ratCmFhobSuHHjaPTo0UVOGwdjwzR4N6pUqRIFBQXRpUuXVNfz5WrVqjn1HPyXXLt27ejYsWMeOkr/fJ955xe/t/w4RbNmzcRfHJwS519q4N6f6fT0dFq0aJHIUoD732fOYg4fPtyaXeNAk9/zhx9+WAT3+HB233vNf5TyDibeYZeYmCh2NT3//PNUv379Ujpq/1CtWjXdfxeeFM9Lju6G/yFuxB+inF1Ys2aN9TrOPPBlzvQ4g1Oz+/btEx/Y4L73uVu3biKo5Psp/vnnH/E+I/jxzM/0d999J2onHnjggVI4Uv97nzMyMmyCHCXAx4Qjz/xMcx1QjRo1KC8vj5YsWSJqNsF9+P2X/10YLzc6+/npMo+UVvv59kremjp//nyxje/hhx8W2yuVre3Dhw83Pf/889b7T58+XWxf5a2VO3fuNA0bNkxsr+StmeC+9/nMmTNiJ9K4ceNMR44cMf3yyy+mKlWqmF555RUvfhdl871WdO/eXezgAM+8z1OnThU/0998843YPrxq1SpTgwYNTPfcc48Xv4uy+V5v2bLFtGTJEvF7esOGDWL3Xb169UzXr1/34ndhfKmpqaa///5bnDjcmDlzpjh/+vRpcTu/x/xea7fBP/vss6ZDhw6ZZs+ejW3wvoZ7F9SuXVv0meDtlvyfR9GjRw/TyJEjrZeffvpp632rVq0q+tSgt4T732f2119/mTp37ix+8fGW+FdffdWUl5fnhSMv++/14cOHxS88/lAGz7zPubm5pmnTpomgh/9oqlWrlunxxx/Hh7IH3mvuGdasWTPxu6NixYriQ/v8+fNeOnLfsXbtWvF7QHtS3lv+yu+19jFt27YV/y78e9qT/cMwDR4AAAD8DmqAAAAAwO8gAAIAAAC/gwAIAAAA/A4CIAAAAPA7CIAAAADA7yAAAgAAAL+DAAgAAAD8DgIgAAAA8DsIgADALQICAsTASCPr2bMnPf3006XyWjyslAeTetqcOXNo0KBBHn8dgLIGnaABwK5Ro0bRggULxPng4GCKi4uj1q1b07333ituk4dxXrx4kSpUqEBhYWFkVNeuXaOQkBCKjo726Ovwe9G4cWMx2LhOnToefa2cnByqV68eLVq0iG666SaPvhZAWYIMEAA41K9fP0pISKBTp07Rb7/9Rrfccgs99dRT9K9//UtMxVZUq1bNq8EPBwJF4QDO08EP++yzz6hr164eD36U6eb33Xcfvffeex5/LYCyBAEQADjEQQ0HNzVq1KD27dvTpEmT6McffxTB0Pz583WXwDgYGTduHFWvXp3Cw8NFIDBjxgzVfT/66CPq378/RUREUP369en7779Xve7Zs2fpnnvuofLly4vAZfDgwSIIU3AGasiQIfTqq69SfHw8NWnSRFz/4YcfUqNGjcTrVq1ale666y67S2DXr1+nESNGiMxVZGSkOJ6jR49ab+fvj19/5cqV1KxZMypXrpw1IHSEszHaZam6devSrFmzVNe1bduWpk2bpnpfPv74YxFc8vHwa27evJmOHTsmjj0qKkoEVsePH1c9D7/WTz/9RJmZmQ6PCwAKIQACAJfdeuut1KZNG1q6dKnu7ZyN4A/kb7/9lo4cOUJfffWVCAC0NTJ33nkn7dmzh+6//34aNmwYHTp0SNyWm5tLffv2FdmajRs30p9//mkNPuRMz5o1a8Tzr169mn755RfasWMHPfnkk/TSSy+J61esWEE333yz3e+Dgyh+DB8rBxpcETBgwADx+oqMjAx666236IsvvqANGzbQmTNnaMKECQ6X2Q4ePEgdO3ak4nj55ZdFULZ7925q2rSpyO488sgjNHHiRHGsfIwcXMr4tTgbt3Xr1mK9JoA/Cvb2AQCAb+IP57179+rexkECZ2G6d+8ushp6S0F33303jRkzxvqhz0HM+++/LzI4ixcvpoKCArGUxI9n8+bNE9mYdevWUZ8+fcR1nBHh+/AyEOOAjK/jDAoHT/y67dq10z1GzvRw4MPBFWdVGAdqtWrVEpksPj7GwRAXGjdo0EBc5uCDAyx7+HvnIIWzUsUxevRokfli//vf/6hLly4iWOSAkPHyI99Hxtmi2NhYOn36dLFeE8AfIQMEAMXCH/JKcKKXWeEMBi9LcUZm1apVNvfhD3btZSUDxFkhXvbhIIYzP3ziZbCsrCzV8k+rVq2swQ/r3bu3CHp4SW348OEioOEMjh5+LS7s7ty5s/W6ihUrimNWjkMJLpTgh/Gy3uXLl+2+L8oyFC/BFQcXmSt4CU/5PuXr+H1ISUlRPY6XEu19rwBgCwEQABQLBwm8+0gP1wqdPHlSZHY4IOCMhlyLU5S0tDTq0KGDCKLk0z///COWhBSc7ZFxwLRr1y765ptvRKAyZcoUsVSXlJRU7O+Td43JOOhztHm2UqVK1voiGe+Y0z5OXmrTez0lwNS7jjNk2qW3ypUrO/U9AQACIAAohj/++ENs8eYaHntiYmJo6NCh9Omnn4olrSVLlogPacWWLVtU9+fLXPSrBFC8RFWlShVq2LCh6sRLPY5wVqdXr1705ptviiU6Lpzm49Xi19LWzSQmJoraoebNm1NxcbaIv3euA5JxcCIXT3MGh4NEd+CsGGeF7C33AYAtBEAA4FB2drboa3P+/HmRXXnttdfEjiyus+FiXT0zZ84UWZjDhw+LrM13330ndpJxDY+Cr5s7d664ferUqbRt2zZrcS8XRXMmhV+Hi6A5UODaH15OO3funN1j5UJoLsDmbBHXwyxcuFBkSpQdYjKuUeLnHzt2LG3atEksuz3wwANitxtfX1yc6eEAjJ9TWzjOhdT8/XDwOHLkSAoKCiJ34OfkZT95qQ4AHEMABAAO8U4qXk7iXVy8C2vt2rUiyOCt8PY+wHkpijMwvDvphhtuEFmY5cuXqxonTp8+XWwX55oXDlQ4YFIyL1x3wzuuateuTXfccYfI1jz00EMiy8HZFXs4wOJCaA42+DFcvMzP26JFC937c2E1L7VxMMc1SLxExcepXfZyFRd38/cmL1PxLq4ePXqI1xo4cKDYwu+ugIW/Rw7kAMB56AQNAKWO61h++OEHEQSURfxrlYurn3nmGdE125MOHDggAj7OpBW1PAgAhZABAgDwQID3ySefqDplewrXFXEGDcEPgGuQAQKAUlfWM0AAYHxohAgApQ5/dwGAt2EJDAAAAPwOAiAAAADwOwiAAAAAwO8gAAIAAAC/gwAIAAAA/A4CIAAAAPA7CIAAAADA7yAAAgAAAL+DAAgAAADI3/w/SZv7DDPwx44AAAAASUVORK5CYII=", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J151649.84+083607.1_sdL5_OSIRIS_GTC46-14A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J125938.50+301500.2_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J125938.50+301500.2_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J125938.50+301500.2_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J111429.54+072809.5_esdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: 2MASS_J06164006-6407194_esdL6_Xshooter_VIS_Primeval-I.fits\n", + "Skipping Xshooter file: 2MASS_J06453153-6646120_sdL8_Xshooter_NIR_Primeval-IV.fits\n", + "\n", + "Reading: ULAS_J111429.54+072809.5_esdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J111429.54+072809.5_esdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J135359.58+011856.7_sdL0_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J135359.58+011856.7_sdL0_OSIRIS_GTC46-14A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J135359.58+011856.7_sdL0_OSIRIS_GTC46-14A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J223302.03+062030.8_esdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J223302.03+062030.8_esdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J223302.03+062030.8_esdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J230256.53+121310.2_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J230256.53+121310.2_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J230256.53+121310.2_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J144151.55+043738.5_sdL4_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J144151.55+043738.5_sdL4_OSIRIS_GTC46-14A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J144151.55+043738.5_sdL4_OSIRIS_GTC46-14A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J134852.93+101611.8_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J134852.93+101611.8_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J134852.93+101611.8_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J075335.23+200622.4_sdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: 2MASS_J06164006-6407194_esdL6_Xshooter_NIR_Primeval-I.fits\n", + "\n", + "Reading: ULAS_J075335.23+200622.4_sdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J075335.23+200622.4_sdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J230443.30+093423.9_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: 'datfix' made the change 'Set MJD-OBS to 56487.164945 from DATE-OBS'. [astropy.wcs.wcs]\n" +======= + "\n", + "Reading: ULAS_J230443.30+093423.9_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J230443.30+093423.9_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J224054.61+030902.0_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J224054.61+030902.0_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", +======= + "image/png": 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J224054.61+030902.0_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J231924.35+052524.5_esdL1_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J231924.35+052524.5_esdL1_comb_OSIRIS_scombine_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J231924.35+052524.5_esdL1_comb_OSIRIS_scombine_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: SDSS_J133348.24+273508.8_sdL1_OSIRIS_GTC65-13B_Primeval-I.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: ULAS_J151913.03-000030.0_sdL4_Xshooter_NIR_Primeval-I.fits\n", + "\n", + "Reading: SDSS_J133348.24+273508.8_sdL1_OSIRIS_GTC65-13B_Primeval-I.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: SDSS_J133348.24+273508.8_sdL1_OSIRIS_GTC65-13B_Primeval-I.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J001931.33+063111.0_M9_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J001931.33+063111.0_M9_OSIRIS_GTC39-12B_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", +======= + "image/png": 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J001931.33+063111.0_M9_OSIRIS_GTC39-12B_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J141832.35+025323.0_sdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: SDSS_J010448.46+153501.8_usdL1.5_Xshooter_VIS_Primeval-II.fits\n", + "\n", + "Reading: ULAS_J141832.35+025323.0_sdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J141832.35+025323.0_sdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J233227.03+123452.0_L6p+T4p_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: ULAS_J141203.85+121609.9_sdL5_Xshooter_VIS_Primeval-IV.fits\n", + "\n", + "Reading: ULAS_J233227.03+123452.0_L6p+T4p_OSIRIS_GTC46-14A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J233227.03+123452.0_L6p+T4p_OSIRIS_GTC46-14A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J141832.35+025323.0_sdL0_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J141832.35+025323.0_sdL0_comb_OSIRIS_scombine_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", +======= + "image/png": 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1aylfvrxUqVJFYmJivJ7Xe+kBAAAEKkS5wiVEPf3002ZmXpMmTSR//vwMJgcAAMFladbwOUS9//77MmPGDNMbBQAAECyWV/N8HxOVL18+U8oDAACI5Nu++Byihg4dKkOGDJHTp08Hp0UAAAD2V/N8D1Gvv/66fPnll2ahzapVq8qNN97otQXTsmXLpE2bNlKsWDEzFmvWrFmXfM3SpUtNu7JkySIVKlSQyZMnX3CMzjYsU6aMuYly3bp1ZeXKlUH6BAAAIFzKeT6PiWrbtq1cLadOnZLq1avLI488Infdddclj9+5c6cZu/XYY4/JRx99JIsXL5auXbtK0aJFpXnz5uaY6dOnS+/evSUuLs4EqHHjxpnntm7dKoUKFboCnwoAAITi7DyX4y44hhjtifrss88uGuqee+45+fzzz2Xjxo2efe3bt5djx47JvHnzzGMNTjfddJOMHz/ePNZ7AZYsWVKeeuop6devX4bacuLECcmdO7ccP35ccuXKddmfDQAAiMzbuF8e+3CN1CqdV2Y8Xj/g57/cv99R/tx8+Icffrhgv+5bvXq12GTFihUSGxvrtU97mXS/Onv2rKxZs8brGF2RXR+7j0lLUlKSufCpNwAAEGh29/P4HKKefPJJ2b179wX7ExISzHM22b9/vxm7lZo+1tDzxx9/yOHDhyU5OTnNY/S16Rk1apRJru5Ne64AAEBklfN8DlGbN29OcwB5zZo1zXORoH///qbrz72lFSoBAEB4z87zeWC5znI7cOCAlCtXzmv/vn37JFMmn08XVEWKFDFtTU0fa90zW7ZsEh0dbba0jtHXXuwa6AYAACK1mOdHT1SzZs08PTFuOlB7wIAB0rRpU7FJvXr1zIy81BYuXGj2q8yZM0utWrW8jtGB5frYfQwAALja5TyX2MjnrqMxY8bIrbfeKqVLlzYlPLV+/XozjuiDDz6QYEpMTJTt27d7LWGg762rqJcqVcqEOx2bNWXKFPO8Lm2gs+769u1rlkX46quv5L///a+Zseemyxt06tRJateuLXXq1DFLHOhSCp07dw7qZwEAABlkZ4byPUQVL15cNmzYYNZd+vHHH01ZTAPH/fffLzExMRJMOvtPb3ycOgApDUG6iKaWFOPj4z3Ply1b1gSmXr16yWuvvSYlSpSQd955x7NGlGrXrp0cOnRIBg8ebAaT16hRwyx/cP5gcwAAcGU5lhf0QnadKJuwThQAAIH3fz/ulaemrpO6ZfPJ9Efrhf46UQAAACBEAQAASzmWL3FAiAIAAFZzWTqynBAFAACs5Fg+bNvnEKWrc+/Zs8fzeOXKlfLMM8/IxIkTA902AAAACZty3gMPPCBLliwx3+uSALrApgap559/XoYPHx6MNgIAgAjmCpcQtXHjRrMopdKFK2+44Qb57rvvzLpRulYTAABAIFhezfM9RJ07d85z37hFixbJP//5T/N9pUqVzGKXAAAAgVxsM2wGll9//fUSFxcn33zzjbkPXYsWLcz+vXv3Sv78+YPRRgAAEMFcdmYo30PUyy+/LG+99ZY0btzY3OqlevXqZv+cOXM8ZT4AAIBwL+f5fO88DU+HDx82S6XnzZvXs7979+6SPXv2QLcPAABEKCfcQpSKjo72ClCqTJkygWoTAACAh8vSeh6LbQIAACs5YjdCFAAAsHrFcpfYiRAFAACs5rI0RRGiAACAlRwJw4Hlq1atMrd+OXjwoKSkpHg9N3bs2EC1DQAARDLnry+ucAlRI0eOlIEDB0rFihWlcOHCXiPmbR09DwAAQpfL0nzhc4h67bXXZNKkSfLwww8Hp0UAAADyv9u+2MrnMVFRUVHSoEGD4LQGAADgvMU2XeESonr16iUTJkwITmsAAADOY2k1z/dyXp8+faR169ZSvnx5qVKlisTExHg9P3PmzEC2DwAARChH7OZziHr66afNzLwmTZpI/vz5rR3sBQAAwoVLwiJEvf/++zJjxgzTGwUAABCpNyD2eUxUvnz5TCkPAADgSszOs7Xo5XOIGjp0qAwZMkROnz4dnBYBAACkYmmG8r2c9/rrr8uOHTvMQptlypS5YGD52rVrA9k+AAAQoRzLy3k+h6i2bdsGpyUAAACpuDOUreU8n0OUlvIAAACuFJelBT2/bkCs1qxZI1u2bDHfX3/99VKzZs1AtgsAAEQ6x+56ns8h6uDBg9K+fXtZunSp5MmTx+w7duyYWTdq2rRpUrBgwWC0EwAARBjH8nKez7PznnrqKTl58qRs2rRJfv/9d7Nt3LhRTpw4YRbiBAAACCRbQ5TPPVHz5s2TRYsWSeXKlT379PYvej+9Zs2aBbp9AAAgQjl2V/N874lKSUm5YFkDpfv0OQAAgEBw/k5Rtg4s9zlE3XbbbdKzZ0/Zu3evZ19CQoL06tVLbr/99kC3DwAARDqXhEeIGj9+vBn/pAtt6u1fdCtbtqzZ98YbbwSnlQAAIOI4Yjefx0SVLFnSrEqu46J+/vlns0/HR8XGxgajfQAAIMLHRLkkDELUuXPnJFu2bLJ+/Xpp2rSp2QAAAILJZen0PJ/KeTp4vFSpUpKcnCxXi84C1FJi1qxZpW7durJy5cp0j23cuLG58OdvrVu39hzz8MMPX/B8ixYtrtCnAQAAoVrO83lM1PPPPy8DBgww60NdadOnT5fevXubW89oSbF69erSvHlzswBoWmbOnCn79u3zbLqeVXR0tNx7771ex2loSn3c1KlTr9AnAgAAl56dFyZjonRg+fbt26VYsWJSunRpyZEjh9fzGm6CZezYsdKtWzfp3LmzeRwXFyeff/65TJo0Sfr163fB8fny5fN6rCuqZ8+e/YIQlSVLFilSpEjQ2g0AAPxnaTXP9xB1xx13XJXa5NmzZ839+vr37+/ZFxUVZQa0r1ixIkPnePfdd80ta84PfnoLm0KFCknevHnNEg4jRoyQ/PnzB/wzAACA8OFziBo6dKhcDYcPHzZjsQoXLuy1Xx+7ZwlejI6d0nKeBqnzS3l33XWXWaZhx44dplTZsmVLE8y09JeWpKQks7np8g4AACA4XOEyJqpcuXJy5MiRC/brTYj1OVtpeKpatarUqVPHa7/2TP3zn/80z7Vt21bmzp0rq1atMr1T6Rk1apTkzp3bs+myDwAAILDC7rYvv/32W5qz87RnZs+ePRIsBQoUMD1DBw4c8Nqvjy81nunUqVNmPFSXLl0u+T4aBPW9dNxXerSkePz4cc+2e/duHz4JAADICOfv+Xm2LnGQ4XLenDlzPN/Pnz/f9MC4aahavHixKYkFS+bMmaVWrVrmfbTHSOm9+vRxjx49LvraTz75xIS8Dh06XPJ9NAhqT1vRokXTPUYHousGAACCz84I5UOIcgcXTYOdOnW6YP0oXbvplVdekWDS5Q30vWvXrm3KcuPGjTO9TO7Zeh07dpTixYubctv5pTxt//mDxRMTE2XYsGFy9913m94sHRPVt29fqVChglk6AQAAXD2O5eW8DIco7fVR2tukY4a05HWltWvXTg4dOiSDBw+W/fv3S40aNWTevHmewebx8fFmxl5qW7duleXLl8uCBQsuOJ+WBzds2CDvv/++GdOlyzY0a9ZMXnjhBXqaAAC4yhzLu6Jcjnslq8ugASRPnjwSqXR2npY3dXxUrly5rnZzAAAIC3Ff75CXvvxZ7r6xhLxyX3Xr/n77PLD85ZdfNiuHu+nClbqopZbRfvzxR58bAAAAEIrlPJ9DlK4S7p7Sv3DhQlm0aJEpqenaSs8++2ww2ggAACJ6dp6Ex2KbOhbJHaJ0TaX77rvPjCPSgeV6Q2AAAIBAcoVLT5TeGsW9LpL2QOltV5QOrUpr/SgAAIBwLOf53BOlt0h54IEH5NprrzXrKWkZT61bt84sDQAAABBIYVPOe/XVV03pTnujRo8eLddcc43Zv2/fPnniiSeC0UYAABDBXJYW9HwOUbqwZp8+fS7Y36tXr0C1CQAAQAKwCpNdISr17V9S05XMs2bNakp6wbz9CwAAiAyOE2blPL19igam89Ohe59+bdiwocyaNcsMQgcAALgctoYon2fn6dpQN910k/mqK3zqpt/r8ga65MGyZcvMgPO0Sn4AAAAZZXcxz4+eqJ49e8rEiROlfv36nn233367KeV1795dNm3aZG4M/MgjjwS6rQAAIII4lt88z+eeqB07dqR5fxnd9+uvv5rvdfmDw4cPB6aFAAAgornszFC+h6hatWqZ27scOnTIs0+/79u3rynzqW3btnlWNQcAALic276ETTnv3XfflTvuuENKlCjhCUq6ZlS5cuVk9uzZ5nFiYqIMHDgw8K0FAACRNztPwiREVaxYUTZv3iwLFiyQX375xbOvadOmEhUV5ZnBBwAAEM58DlFKw1KLFi3MBgAAEAyO5WOi/ApRixcvNtvBgwclJSXF67lJkyYFqm0AAAASNrd9GTZsmAwfPlxq164tRYsWNYtrAgAABFy43fYlLi5OJk+eLA899FBwWgQAACD2l/N8XuLg7NmzXgttAgAABJOlGcr3ENW1a1f5+OOPg9MaAACA0Kjm+V7OO3PmjLnty6JFi6RatWoSExPj9fzYsWMD2T4AABCh3Itt2jr+2ucQtWHDBqlRo4b5fuPGjcFoEwAAgPV8DlFLliwJTksAAABCqJzn85iotDiOI19++aXcc889gTgdAACAhN3svNR27twpgwYNklKlSsmdd95pxksBAAAEUtgstpmUlCSffvqpuRHx8uXLJTk5WcaMGSNdunSRXLlyBaeVAAAg4jjhUs5bs2aNPPHEE1KkSBEZN26cucnw7t27zX30mjdvToACAABBmp0nod0TVbduXXnqqafk+++/l4oVKwa3VQAAAH+zNENlPETdfvvtpoSnNx3WW75o75Ot6zYAAIAw4Eh4lPPmz58vmzZtMr1Qjz/+uLn5cM+ePc1zhCkAABBoYTU7r2TJkjJ48GAzK++DDz6QQ4cOSaZMmeSOO+6QAQMGyNq1a4PXUgAAEJFclqYov5c4aNq0qbmH3t69e81YKV0n6qabbgps6wAAQMRyLJ+ed9mLbebNm9eEqHXr1smqVasC0yoAABDxnL8zlCuUQ1R8fHyGTnbjjTearwkJCZfXKgAAADdXCIcoLdM9+uijF+1pOn78uLz99ttyww03yIwZMwLZRgAAEIEcsVuGljjYvHmzvPjii2YcVNasWaVWrVpSrFgx8/3Ro0fN8zpzT3uiRo8eLa1atQp+ywEAQERwWdoVlaGeqPz588vYsWNl3759Mn78eLn22mvl8OHDsm3bNvP8gw8+aFY0X7FiBQEKAAAEhOXjyn27d162bNnknnvuMRsAAEAk3/blsmfnXWkTJkyQMmXKmFKi3opm5cqV6R47efJks7ZE6k1fd/70SV37ShcP1ZAYGxvr6WEDAABXn0vsFFIhavr06dK7d28ZMmSIWdizevXq5vYzeiua9OiNkbUM6d527drl9byO4Xr99dclLi5OfvjhB8mRI4c555kzZ67AJwIAAKFazgupEKXjsrp16yadO3eWKlWqmOCTPXt2mTRpUrqv0d6nIkWKeLbChQt79UKNGzdOBg4caFZdr1atmkyZMsUsIDpr1qwr9KkAAMDFUM67TGfPnjWD17Xc5hYVFWUe64D29CQmJkrp0qXNLWs0KOksQje9fc3+/fu9zpk7d25TJrzYOZOSkuTEiRNeGwAACI6Qnp2ndNyQhpirRWcDJicne/UkKX2sQSgterNk7aWaPXu2fPjhh5KSkiL169eXPXv2mOfdr/PlnGrUqFEmbLk3DWgAACCwwua2Lxo8WrZsKSVKlJDHH3/c3CtPe4dsVq9ePenYsaPUqFFDGjVqJDNnzpSCBQvKW2+9dVnn7d+/v1lc1L3t3r07YG0GAAB/ccKlnKc9Oto7M3XqVMmZM6c888wzUqBAAbn77rvNOKLff/89qA3V94qOjpYDBw547dfHOtYpI2JiYqRmzZqyfft289j9Ol/PmSVLFjNgPfUGAACCw9IM5duYKB2DdMstt5gZbVu3bjWz2XT8kPbs6Armt956q4wZMyYo987LnDmzWSl98eLFnn1antPH2uOUEVoO/Omnn8xyBqps2bImLKU+p45v0s+V0XMCAIDgCKvFNs9XuXJls/Xt21cOHTokc+bMMZvq06ePBJoub9CpUyepXbu21KlTx8ysO3XqlJmtp7R0V7x4cTNmSQ0fPlxuvvlmqVChghw7dkz+/e9/myUOunbt6pm5pz1qI0aMMKuwa6gaNGiQCYRt27YNePsBAIDvi23aWs+7rBCVmo416tKli9mCpV27dias6SB3LS3qWKd58+Z5BobHx8eb3jI3va+fLomgx+bNm9f0ZH333XdmeQQ3DYAaxLp3726CVsOGDc05z1+UEwAAXB0usZPLsX3oewjQEqDO0tNB5oyPAgAgMJ7/7Cf56Id46Xn7tdKr6XVi29/vkFknCgAARBZHrK7mEaIAAIDdXJYW9AhRAADASo7lA458Hljunn13Pp3ppoOxdSacznIDAAC4PI7V5TyfQ5RO/dfAdP54dPc+/aoz3PQGvjojDgAA4HJYmqF8L+ctXLhQbrrpJvPVfdsT/V4X3Zw7d64sW7ZMjhw5EpR1ogAAQORwwq2c17NnT5k4caK5ka/b7bffbkp5utbSpk2bzCKYjzzySKDbCgAAIpDLFSY9UTt27EhzLQXd9+uvv5rvdfXvw4cPB6aFAAAgIjmW90T5HKJ01e9nn33WrBzupt/ryt9a5lPbtm2TkiVLBralAAAgIm/74rK0K8rnct4777xjBpeXKFHCE5R2794t5cqVk9mzZ5vHiYmJMnDgwMC3FgAAIFRDVKVKlWTz5s2yYMEC+eWXX8y+ihUrStOmTT33rePmvQAAINzLeT6FqHPnzkm2bNlk/fr10qJFC7MBAAAEQ1jd9iUmJkZKlSolycnJwWsRAABAON725fnnn5cBAwbI77//HpwWAQAASJiV89T48eNl+/btUqxYMSldurTkyJHD6/m1a9cGsn0AAEAifXaehM9tXwAAAK4USzOU7yFqyJAhwWkJAABAapaX83weE6WOHTtm1ovq37+/Z2yUlvESEhIC3T4AABChnL+/hk05b8OGDRIbGyu5c+eW3377Tbp16yb58uWTmTNnSnx8vEyZMiU4LQUAABHJZWlBz+eeqN69e8vDDz9sbu2iNx12a9WqlSxbtizQ7QMAABHKsXx6ns8hatWqVfLoo49esL948eKyf//+QLULAABEOMfycp7PISpLlixy4sSJC/brLWAKFiwYqHYBAABYzecQ9c9//lOGDx9ubgHjvrOyjoV67rnn5O677w5GGwEAQARynDALUa+88ookJiZKoUKF5I8//pBGjRpJhQoVJGfOnPLiiy8Gp5UAACCCy3kuCYvZeTorb+HChfLtt9/Kjz/+aALVjTfeaGbsAQAABJqdEcqPEOXWoEEDswEAAARDWMzOmzZtWoZPuHv3btNLBQAAIJE+O+/NN9+UypUry+jRo2XLli0XPH/8+HH54osv5IEHHjClvSNHjgSjrQAAAKFVzvv6669lzpw58sYbb5hbveTIkUMKFy5sFts8evSoWR+qQIECZhHOjRs3mucAAAAC0RUV8mOidGkD3Q4fPizLly+XXbt2mdl5Gp5q1qxptqgov27FBwAAkK6wmZ2noalt27bBaQ0AAMDfHM+oKDvRdQQAAKzkuMt5dnZEEaIAAIDdXGInQhQAALCSY3c1jxAFAAAsHxPlcoVHiDpz5ky6z+3bt+9y2wMAAODFzgjlR4jSxTTXr19/wf4ZM2ZItWrVAtUuAAAQ4ZxwK+c1btxYbr75Znn55ZfN41OnTplFNh966CEZMGBAMNoIAAAikCNWV/N8D1H/+c9/TK/TuHHj5JZbbpHq1aubnqmVK1dKr169JNgmTJggZcqUMaul161b17xvet5++23Txrx585otNjb2guM1AOoiXqm3Fi1aBP1zAACAjHFZWtDza2B5y5Yt5a677jI3Go6Pjze9UjfccIME2/Tp06V3794yZMgQWbt2rQlwzZs3l4MHD6Z5/NKlS+X++++XJUuWyIoVK6RkyZLSrFkzSUhI8DpOQ5OO53JvU6dODfpnAQAAEVbO27Fjh9SrV0/mzp0r8+fPl759+5rbwejXc+fOSTCNHTtWunXrJp07d5YqVapIXFycZM+eXSZNmpTm8R999JE88cQTUqNGDalUqZK88847kpKSIosXL/Y6LkuWLFKkSBHPpr1WAADganPCq5yngaRs2bLy448/StOmTWXEiBGmp2fmzJlSp06d4LRSRM6ePStr1qwxJTk3vVefPtZepow4ffq0CXr58uW7oMeqUKFCUrFiRXn88cflyJEjAW8/AADwj6UZyr8xUdOmTZM8efJ49tWvX1/WrVtnZu4Fi974ODk5WQoXLuy1Xx/v378/Q+d47rnnpFixYl5BTEt5U6ZMMb1TWpb8+uuvTblS3ys9SUlJcuLECa8NAABEVjnP5xsQ6yy8tOTMmVPeffddsdVLL71kwp/2OumgdLf27dt7vq9atapZpqF8+fLmuNtvvz3Nc40aNUqGDRt2RdoNAECkcv7+ams5z+cQpb026dGZbemFrMtVoEABiY6OlgMHDnjt18c6julixowZY0LUokWLLrmWVbly5cx7bd++Pd0Q1b9/fzPA3U17onTQOgAAiJzZeT6HqJ49e3o91jFGOtYoc+bMZpB3sEKUnr9WrVqm7Na2bVuzzz1IvEePHum+bvTo0fLiiy+aQfC1a9e+5Pvs2bPHjIkqWrRousfoQHTdAABA8DiW1/N8HhN19OhRry0xMVG2bt0qDRs2DPrSANr7o2s/vf/++7JlyxYzCFwX+9TZeqpjx46ml8hNxzgNGjTIzN7TtaV07JRu2malX5999ln5/vvv5bfffjOB7I477pAKFSqYpRMAAMDV47i/sbMjyveeqLRce+21plzWoUMH+fnnnyVY2rVrJ4cOHZLBgwebMKQzBefNm+cZbK5rVumMPbc333zTzOq75557vM6j60wNHTrUlAc3bNhgQtmxY8fMoHNdR+qFF16gpwkAAAQ/RJkTZcoke/fulWDT0l165TsdDJ6a9i5dTLZs2UyZDwAA2MdxrO6I8j1EzZkz54J6pa7yPX78eGnQoEEg2wYAACA6cS0sQpR7UHfqD1awYEG57bbb5JVXXglk2wAAQARzxG4+hyidEQcAAHClZufZ2Q/l5w2IAQAArhRLq3kZ64lKvbBkRm4SDAAAEO4yFKL0vnihPPALAACE8Ow8l4RuiFqyZEnwWwIAABBCt33J8JioX3/91frl1wEAQPhwLJ+fF+XLquS6Wnjq1cPPvxkwAABApJTzMhyizu+F+uKLL8x96wAAACIRSxwAAAArOU6YhCideXf+7Dtm4wEAgGCPibI1b2TypZz38MMPS5YsWczjM2fOyGOPPSY5cuTwOm7mzJmBbyUAAIhYLpHQDlGdOnXyetyhQ4dgtAcAACAkynkZDlHvvfdecFsCAACQijtDWVrNY2A5AACwm8vSgh4hCgAA2MkRqxGiAACA5bPzxEqEKAAAYDWX2IkQBQAArORQzgMAAPAf5TwAAAAfWN4RRYgCAAB2cjz1PDu7oghRAADAai47MxQhCgAA2MkRuxGiAACAlZy/U5SlHVGEKAAAYDeXpfU8QhQAALBScspfXVHRlqYVS5sFAAAi3emzf5qv2WIyiY0IUQAAwEp/nE02X7NnjhYbEaIAAICV/jhHiAIAAPDZ6b97orLGEKIAAADS9euhRGn87yUybWW8GVSe9GeK2U9PFAAAwEUMnLVRfjtyWvrN/EnO/F3KU9kzM7AcAAAgXUcSz15QylNZY+yMK3a2CgAARJykP/8XnGavTzBfs8VEs9gmAADAxZz9ewyUGvH5FvM1JtrOAKUIUQAAwApJqUKUW1QUIQoAAMD3EGVpKS8kQ9SECROkTJkykjVrVqlbt66sXLnyosd/8sknUqlSJXN81apV5YsvvvB63nEcGTx4sBQtWlSyZcsmsbGxsm3btiB/CgAA4Pb7qbMyePZGSUz66zYvqVncERVaIWr69OnSu3dvGTJkiKxdu1aqV68uzZs3l4MHD6Z5/HfffSf333+/dOnSRdatWydt27Y128aNGz3HjB49Wl5//XWJi4uTH374QXLkyGHOeebMmSv4yQAAiFxvLdshU1bsSvM5WweVK5ejXTEhQnuebrrpJhk/frx5nJKSIiVLlpSnnnpK+vXrd8Hx7dq1k1OnTsncuXM9+26++WapUaOGCU360YsVKyb/+te/pE+fPub548ePS+HChWXy5MnSvn37DLXrxIkTkjt3bvPaXLlyBWWWQjCEzn/5q/cZHHHC4DMEX7B/jQT7M1yRfwv8rF76/ME9/V/vwc/qpd8jyJ/izNkU2X7opPx66JRsTDgui7cclJNp9EC5Fc6VRX4YEBuUtlzu3287V69Kw9mzZ2XNmjXSv39/z76oqChTfluxYkWar9H92nOVmvYyzZo1y3y/c+dO2b9/vzmHm15MDWv62vRCVFJSktlS/0cIhqpDF3jNVAAAINJEWdwTFTLlvMOHD0tycrLpJUpNH2sQSovuv9jx7q++nFONGjXKhC33pr1hAABcCZopgr1FBXGLjnJJ2QI5pEz+7JIl0/9iSKUiOeWbvk1k/jO3hkyICpmeKJtob1jqHi7tiQpGkFo9MFaC/aMT7FrzlfjRD/a/L9cV+BQW/46ImP8OV+K/Qaj/ezbvEezzX4n/DuHwDy5MOI4jKY7ILwdOSrHc2SR39hizP3+OzHLk1F+rl0dZ3N0TMiGqQIECEh0dLQcOHPDar4+LFCmS5mt0/8WOd3/VfTo7L/UxOm4qPVmyZDFbsOXK+tcPEwAA4cjlcomupVm5qPd4pJjoqJDoibI433nLnDmz1KpVSxYvXuzZpwPL9XG9evXSfI3uT328Wrhwoef4smXLmiCV+hjtVdJZeumdEwAABFdMJldIhKiQ6YlSWkLr1KmT1K5dW+rUqSPjxo0zs+86d+5snu/YsaMUL17cjFlSPXv2lEaNGskrr7wirVu3lmnTpsnq1atl4sSJ5nlNwM8884yMGDFCrr32WhOqBg0aZGbs6VIIAADgyotJVcOzOEOFVojSJQsOHTpkFsfUgd9acps3b55nYHh8fLyZsedWv359+fjjj2XgwIEyYMAAE5R0Zt4NN9zgOaZv374miHXv3l2OHTsmDRs2NOfUxTkBAMCVFxMi5byQWifKVsFaJwoAgEj0jze+kY0Jfy0fdF3ha2RBr0ZW/v0OmTFRAAAgMmSKCo2eKEIUAACwSuZU5Tybl6QgRAEAAItn54m1CFEAAMAqmSjnAQAAXO7sPLEWIQoAAFjlxJlznu8ZEwUAAJBBGxOOe77ffjBRbEWIAgAAVjl9NtnzfWLSn2IrQhQAAIAfCFEAAMAq99YqIaGAEAUAAKzyQtv/3ePWZoQoAABglawx0RIKCFEAAAB+IEQBAAD4gRAFAADgB0IUAACAHwhRAAAAfiBEAQAA+IEQBQAA4AdCFAAAgB8IUQAAAH4gRAEAAPiBEAUAAOAHQhQAAIAfCFEAAAB+IEQBAAD4gRAFAADgB0IUAACAHwhRAAAAfiBEAQAA62SNsT+i2N9CAAAQcT7sUldK5csu7z18k9gq09VuAAAAwPlql8kny/o2EZvREwUAAOAHQhQAAIAfCFEAAAB+IEQBAAD4gRAFAADgB0IUAABAOIeo33//XR588EHJlSuX5MmTR7p06SKJiYkXPf6pp56SihUrSrZs2aRUqVLy9NNPy/Hjx72Oc7lcF2zTpk27Ap8IAACEspBZJ0oD1L59+2ThwoVy7tw56dy5s3Tv3l0+/vjjNI/fu3ev2caMGSNVqlSRXbt2yWOPPWb2ffrpp17Hvvfee9KiRQvPYw1pAAAAF+NyHMcRy23ZssUEoVWrVknt2rXNvnnz5kmrVq1kz549UqxYsQyd55NPPpEOHTrIqVOnJFOmv/Kj9jx99tln0rZtW7/bd+LECcmdO7fp5dKeMgAAYL/L/fsdEuW8FStWmN4hd4BSsbGxEhUVJT/88EOGz+O+SO4A5fbkk09KgQIFpE6dOjJp0iQJgVwJAACuspAo5+3fv18KFSrktU+DUL58+cxzGXH48GF54YUXTAkwteHDh8ttt90m2bNnlwULFsgTTzxhxlrp+Kn0JCUlmS11kgUAAJHlqoaofv36ycsvv3zJUt7l0pDTunVrUxIcOnSo13ODBg3yfF+zZk1T6vv3v/990RA1atQoGTZs2GW3CwAAhK6rOibq0KFDcuTIkYseU65cOfnwww/lX//6lxw9etSz/88//5SsWbOacU533nlnuq8/efKkNG/e3PQ0zZ0717zmYj7//HP5xz/+IWfOnJEsWbJkuCeqZMmSjIkCACCCxkRd1Z6oggULmu1S6tWrJ8eOHZM1a9ZIrVq1zL6vvvpKUlJSpG7duhe9OBqgNAzNmTPnkgFKrV+/XvLmzZtugFL63MWeBwAA4S8kxkRVrlzZLEHQrVs3iYuLM0sc9OjRQ9q3b++ZmZeQkCC33367TJkyxQwQ1wDVrFkzOX36tOnJ0sfusUsa3KKjo+X//u//5MCBA3LzzTebgKXLJ4wcOVL69OnjU/vcnXmMjQIAIHS4/277XZRzQsSRI0ec+++/37nmmmucXLlyOZ07d3ZOnjzpeX7nzp16BZwlS5aYx/pVH6e16bHqyy+/dGrUqGHOmSNHDqd69epOXFyck5yc7FPbdu/ene57sbGxsbGxsYnVm/4d90dIrBNlOy0r6iKeOXPmNOtOhRL3eK7du3cznusiuE4Zw3XKGK5TxnCdMobr5P910gikY6e1qqXLJoVlOc92euFLlCghoUx/oPjHd2lcp4zhOmUM1yljuE4Zw3Xy7zrpwHJ/hcRimwAAALYhRAEAAPiBEBXhdKmGIUOGsGTDJXCdMobrlDFcp4zhOmUM1+nqXScGlgMAAPiBnigAAAA/EKIAAAD8QIgCAADwAyEqAkyYMEHKlCljbm2j9xpcuXJlusdOnjzZLBiaesvIPQcj7TopvZ/jk08+KUWLFjUDFa+77jr54osvJNz5cp0aN258wc+Tbq1bt5Zw5+vP07hx46RixYqSLVs2syBgr169zI3Qw50v10lv+TV8+HApX768Ob569eoyb948CWfLli2TNm3amMUg9d/OrFmzLvmapUuXyo033mh+L1WoUMH8Xg93y3y8Tvv27ZMHHnjA/N7WtR6feeYZv96XEBXmpk+fLr179zYzEtauXWt+6ehNmQ8ePJjua3QRMv0Bc2+7du2ScOfrdTp79qw0bdpUfvvtN/n0009l69at8vbbb0vx4sUlnPl6nWbOnOn1s7Rx40Zz38p7771Xwpmv1+njjz+Wfv36meO3bNki7777rjnHgAEDJJz5ep0GDhwob731lrzxxhuyefNmeeyxx+TOO++UdevWSbg6deqUuS4aNjNi586d5n9SmjRpIuvXrzfhoGvXrjJ//nwJZ6d8vE5JSUnmPrr6M6Wv85tfN4tByKhTp47z5JNPeh7rfQGLFSvmjBo1Ks3j33vvPSd37txOpPH1Or355ptOuXLlnLNnzzqRxNfrdL5XX33VyZkzp5OYmOiEM1+vkx572223ee3r3bu306BBAyec+XqdihYt6owfP95r31133eU8+OCDTiTQP9mfffbZRY/p27evc/3113vta9eundO8eXMnUkgGrlNqjRo1cnr27OnXe9ETFca0t2TNmjUSGxvr2afdlvp4xYoV6b4uMTFRSpcubUoKd9xxh2zatEnCmT/Xac6cOVKvXj1TzitcuLDccMMNMnLkSElOTpZw5e/PU2raw9K+fXvJkSOHhCt/rlP9+vXNa9ylrF9//dWUhlu1aiXhyp/rpL0H5w8v0PLn8uXLg97eUKHXLvU1Vdq7l9F/o/ANISqMHT582PxR1z/yqenj/fv3p/kaHZMxadIkmT17tnz44Yfm5sr6C37Pnj0Srvy5TvpHTst4+jr9Yzdo0CB55ZVXZMSIERKu/LlOqWlA0HKelhbCmT/XScdm6Fifhg0bSkxMjBnzo+PJwrmc58910jAwduxY2bZtm/ndtHDhQk/JGH/Ra5fWNdWb7/7xxx9XrV3hihAFL9q70rFjR6lRo4Y0atTI/ILSurGOQ8D/6C/wQoUKycSJE6VWrVrSrl07ef755yUuLu5qN81a2gtVtWpVqVOnztVuinV0ILD2ZP7nP/8xY4P0393nn38uL7zwwtVumlVee+01ufbaa6VSpUqSOXNm6dGjh3Tu3Nn0YAFXQ6ar8q64IgoUKGAG8R44cMBrvz4uUqRIhs6h/1dcs2ZN2b59u4Qrf66TzsjTa6Ovc6tcubL5v0AtU+gv+HBzOT9POuhz2rRpprcl3PlznbQn86GHHvL00mnY1GvWvXt3E87DMST4c530f+h01pXOWjxy5IiZiaUD8suVK3eFWm0/vXZpXVOdMKSlTwRW+P3LhIf+IddeksWLF3v1oOhj7XHKCO1u/+mnn0xoCFf+XKcGDRqYYKnHuf3yyy/mOoVjgLrcn6dPPvnEjGfp0KGDhDt/rtPp06cvCErugB6ud+a6nJ8nHRelM2H//PNPmTFjhhm7ib/otUt9TZWWPTP6Ox8+8ms4OkLGtGnTnCxZsjiTJ092Nm/e7HTv3t3JkyePs3//fvP8Qw895PTr189z/LBhw5z58+c7O3bscNasWeO0b9/eyZo1q7Np0yYnnPl6neLj480ssx49ejhbt2515s6d6xQqVMgZMWKEE858vU5uDRs2NDOEIoWv12nIkCHm52nq1KnOr7/+6ixYsMApX768c9999znhzNfr9P333zszZswwv5+WLVtmZjSWLVvWOXr0qBOuTp486axbt85s+id77Nix5vtdu3aZ5/X66HVy05+f7NmzO88++6yzZcsWZ8KECU50dLQzb948J5yd9PE6KffxtWrVch544AHzva9/6whREeCNN95wSpUq5WTOnNlMKdZfRKmndnbq1Mnz+JlnnvEcW7hwYadVq1bO2rVrnUjgy3VS3333nVO3bl3zR0CXO3jxxRedP//80wl3vl6nn3/+2fxS02AQSXy5TufOnXOGDh1qgpP+T0vJkiWdJ554IqzDgT/XaenSpU7lypXNv7n8+fObP4oJCQlOOFuyZIn593P+5r4u+lWv0/mvqVGjhrmm+rtJl64Jd0v8uE5pHV+6dGmf3tf194kAAADgA8ZEAQAA+IEQBQAA4AdCFAAAgB8IUQAAAH4gRAEAAPiBEAUAAOAHQhQAAIAfCFEAAAB+IEQBuOJcLpe5kazNGjduLM8888wVeS+9AbHebDjY4uLipE2bNkF/HyBSsGI5gIB4+OGH5f333zffZ8qUSfLlyyfVqlWT+++/3zyX+ga7+/fvl7x580qWLFnEVr///rvExMRIzpw5g/o+ei2uu+46c6Pv0qVLB/W9zp49K2XLlpVp06bJLbfcEtT3AiIBPVEAAqZFixayb98++e233+TLL7+UJk2aSM+ePeUf//iH/Pnnn57jihQpclUDlIaJS9EQGOwApd555x2pX79+0AOUypw5szzwwAPy+uuvB/29gEhAiAIQMBqMNCAVL15cbrzxRhkwYIDMnj3bBKrJkyenWc7TQNOjRw8pWrSoZM2a1YSJUaNGeR375ptvSsuWLSVbtmxSrlw5+fTTT73ed/fu3XLfffdJnjx5TPi54447TJBz056wtm3byosvvijFihWTihUrmv3/+c9/5NprrzXvW7hwYbnnnnvSLecdPXpUOnbsaHrQsmfPbtqzbds2z/P6+fT958+fL5UrV5ZrrrnGEyovRnuFzi+xlSlTRsaNG+e1r0aNGjJ06FCv6/LWW2+ZgKrt0fdcsWKFbN++3bQ9R44cJpzt2LHD6zz6XnPmzJE//vjjou0CcGmEKABBddttt0n16tVl5syZaT6vvSL6R/2///2vbN26VT766CMTIs4fM3T33XfLjz/+KA8++KC0b99etmzZYp47d+6cNG/e3PQaffPNN/Ltt996AkzqHqfFixeb8y9cuFDmzp0rq1evlqefflqGDx9u9s+bN09uvfXWdD+HBjF9jbZVw4qOhGjVqpV5f7fTp0/LmDFj5IMPPpBly5ZJfHy89OnT56Ilw82bN0vt2rXFHy+88IIJduvXr5dKlSqZXqZHH31U+vfvb9qqbdSAmpq+l/YK/vDDD369J4D/yZTqewAICv0Dv2HDhjSf06ChvUENGzY0vStplbXuvfde6dq1qyc4aBB64403TE/S9OnTJSUlxZTF9PXqvffeM71CS5culWbNmpl92jOjx2hJS2mo033ak6MBTN+3Zs2aabZRe5w0PGlA094dpWGvZMmSpkdN26c0UOng7fLly5vHGmA0pKVHP7sGHe0d80fnzp1ND5x67rnnpF69eiZwaqhUWkrVY1LTXqvcuXPLrl27/HpPAP9DTxSAoNOg4A44afXwaE+Klti0Z2jBggUXHKPh4PzH7p4o7Z3SEpYGIe2B0k1LemfOnPEqZVWtWtUToFTTpk1NcNLy4EMPPWRCkfYkpUXfSwfL161b17Mvf/78ps3udrgDijtAKS1RHjx4MN3r4i6paTnRHzpw303Lke7PmXqfXocTJ054vU7Loul9VgAZR4gCEHQaNHRWWFp07NTOnTtND5OGCu1ZST026VISExOlVq1aJoil3n755RdT3nLTXqfUNHStXbtWpk6dasLO4MGDTdnx2LFjfn9Onc2XmgbHi02ALlCggGe8VWo6k/H816UuG6b1fu6QmtY+7ak7v4xYsGDBDH0mAOkjRAEIqq+++spM39cxTenJlSuXtGvXTt5++21TnpsxY4b5Q+/2/fffex2vj3UgtTuEabmtUKFCUqFCBa9Ny1YXo71LsbGxMnr0aFNu1MHo2t7z6XudP47oyJEjZixVlSpVxF/aa6WfXcdFpaYBJ/WAdO1J0qAZCNo7p71T6ZUuAWQcIQpAwCQlJZl1jxISEkwvz8iRI81MOR13pAOg0zJ27FjTG/Tzzz+b3qNPPvnEzPDTMU1uum/SpEnm+SFDhsjKlSs9A6Z1oLn26Oj76MByDRs6FkpLg3v27Em3rTq4XAe1a6+Vjg+aMmWK6bFxz9xLTcds6fm7desmy5cvNyXEDh06mFmIut9f2uOkIU7Pef5gfB2crp9HA2inTp0kOjpaAkHPqSXM1GVHAP4hRAEIGJ3hpqUxnV2ns+OWLFligoouc5BeCNCymvYE6ayxm266yfQGffHFF16Lcw4bNswsBaBjgDTsaOhy9wDpOCSdCVeqVCm56667TK9Rly5dTG+L9vKkR0OaDi7XwKKv0QHhet7rr78+zeN1sLqWDTUQ6pgsLbdpO88v4flKB8zrZ0tdctPZdY0aNTLv1bp1a7M8Q6BCj35GDYMALh8rlgOwmo7r+eyzz0yQCEf6K1gHrPfq1cus7h5MmzZtMqFRe/QuVeoEcGn0RAHAVQ6JEydO9FrRPVh0nJX25BGggMCgJwqA1cK9JwpA6GKxTQBW4//zANiKch4AAIAfCFEAAAB+IEQBAAD4gRAFAADgB0IUAACAHwhRAAAAfiBEAQAA+IEQBQAA4AdCFAAAgPju/wG0wkyNs3clqgAAAABJRU5ErkJggg==", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J141832.35+025323.0_sdL0_comb_OSIRIS_scombine_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J134505.85+342441.8_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J134505.85+342441.8_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J134505.85+342441.8_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J001837.37+020015.7_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: ULAS_J151913.03-000030.0_sdL4_Xshooter_VIS_Primeval-I.fits\n", + "Skipping Xshooter file: ULAS_J223302.03+062030.8_esdL0.5_Xshooter_NIR_Primeval-IV.fits\n", + "\n", + "Reading: ULAS_J001837.37+020015.7_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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q+cHf9OW64+Q1mSXu4eHp119++aUY8shjA7Q408SZnAceeIDGjh1Lw4YNc/rBdu3a1WrzGa9qk61du9aufiYAAABfZCmzZOl6S/izedSCPeJ8+1oxdgVf2ZoyXIB/KQrkFXKZRFOXH6LDCSn05tIDNOyWWuQVwdKKFSuoYcOGVu/DZSwug3FZy9acIgAAAPA8SxvnOhosZUuBj16/UW6u7cxSgJ8fBfqXEucTrmeQkdhVhrMVKMk461S7du0bOSYAAAAweLD0/opDNHHxPnE+Q9N/pLVsXzytO6yewZiVqy3DlTKNE0hOz/Hu1XDc5G3pemSUAAAAvIelmMhSEKXgLUk+/usozfn3JMVfyxCXbQVaj83aYj2z5F/K1LOUbLBZS3YHSzx4kRugw8PDqUKFCqKpOje36M3hqd3c5A0AAADewVJgY6vB+3Jq0Ya3fqWIMrOLAh9ezWbJL9vPikZwvcxSQRnOT/c2rxkd8Nprr9Hu3bvp22+/FSvheHXcjh07xLYnQUFBTp38CQAAAMYtw11OySy6b36+KrMkn9d66efd4uuVtCxKSisKuJQynN7mukZg91EtWrSIPv/8c7r33nvFNGxexs/ZJJ5RxBvLslKlChqzAAAAwPgsdNbYDpZSs1QDJzOkzFK6lWBJ8fafB3VWwxU1eHttsMSBEa94U8TGxorNc3nDWZ6vxAMqAQAAwBcyS1mqx5AbvJPSitdvFOhX1OBtNHYfFU/IPnDggOq6iIgIMVaAh1b+73//c8XxAQAAgIvoTda2p2cpSSqh8X2tld7sxZklry/D9ezZk2bPnm12fenSpWn58uUUEhLi7GMDAAAAF7LUa5xnI1jKkhqw+b7pWc4IloybWbK7wXvSpEli7zQ9nGFauXKlaPgGAAAA72Bp0dnxS6n0++7zdGfzOP3vk/qNRGbJygo4ewVKQymNxu4QrkyZMtS4cWOLt3PA1KVLF2cdFwAAALiYtXlKz/640+JtOVLmKddpZTheDedPXp1Zkm3dupXWrFlDFy9eNBtSOW3aNGcdGwAAALiQrXKbHBBl5+ZRSKC/WQM4n890QrAUGuhv2MySw8HSW2+9RePGjaP69euL4ZTyuACMDgAAAPAe9m4B9/BXm2jP2Wu0cUw3igoNVDWGc5bJ2iBKe0WHBZkmeHt9sPThhx/SrFmzaNCgQa45IgAAAPDoajitTceviK+8vxv3McmZJS7l6a2ea1E1mvq3qkyv/Vawf5wt0WGBug3enP3y4zHh3hQs+fn5UceOHV1zNAAAAOA2tvaA41VuoUH+ZgMneRClgs/n6HSKv9yrvs3HjwgJoOsZOVaDJQ7o/MizwZLD+a4RI0bQjBkzXHM0AAAAYJiepatpWaJXSaE0cudK/coF/UzmjxPgV0r1vXq4pKeIDg2iwIBSDg/INGRm6aWXXqK+fftS7dq1qVGjRhQYWPRCGe8VBwAAAMZnKw7h4ChT6kdS5inJ5Ts+rxfQ8Oq2rBzrTyBnkjizxAGWEYMlhzNLzz33nFgJV69ePYqJiaGoqCjVCQAAALyDrUBEO507VQmWVKvh8ihbZ5O5AD8/6lKvHFUpE2rx8eXbeKWdv5+fw9PEDZlZ+uabb2jBggUiuwQAAADOxxmcF+bvpO4NK9B9baq6fYK3gstoGVKwdK1wmxO5Z4krbfJlhb9fKdHv9PfLt9IjX22mjccvm92natkw+mFoO4osLMeVmMxS2bJlRQkOAAAAXGPe1tO0fF8CvfzLHo+uhuNepEypDJdmIbOk1+CtlNg4aKpVLlz38XlUQIc6sdSkcpTpvlo5OlkrwwdLEydOpAkTJlBaWpprjggAAMDHpRSuEHM1W0mbHE1mKafwG7RzlrJ1HkgOfF7qWZ/+17IyDWxfXXWf4EB1GGLUzJLDZbiPPvqIjh07JgZS1qhRw6zBG/vDAQAA3Bh5uT6Xwly1wayt1XCcWfKTMkvKBrpyH9H8rWfonyOXzL5XDnzKhAfRBwNaiPPta8fSk99tF+eDNdub6GaWdEp8hg+W+vXr55ojAQAAACG4cFsRdjU1i8pHhrjkeWzNQeISWH62PFMpz2wjXb1ASVkNpydIGg8QHGA7s2TrGA0ZLHEJDgAAACxLy8qhi8mZVCNWv1fHFnmvtUsprguWbJW4OKuVk1vKLMtjzwo1Xg2nR86SaYMlf39jrobzK84mups3bza7nq/btm2bs44LAADAa/Wavo66Tl1Lu88kFev7lXlG7EpqwQo0V7CVtClo8M4tulwYuNiT7bGYWZICoiBNsBRo0J4lh4OlZ555hs6cOWN2/blz58RtAAAAvu7MlXTxdfm++GJ9v7KtCLucmkmeWg3HmaSM7KKepezC/iX7Mkv6wVJM6WDLmSWD9iw5HCzt37+fWrVqZXZ9y5YtxW0AAABQwK9U8fY0U5bos2/+PUmuYitDxNudrDl00WwZv7zdiSUBFprSK0YVlRS126ToZaO8MrMUHBxMCQkJZtdfuHCBAgIcboECAAAosfwsZFccKcPtOJ1Ee89dI3ethqtfIUJM3mbjFu2l33adNwtu7Mn2WMoslQ4uihWSCodcKvQneHvhnKWePXvSmDFj6Nq1oh9cUlISvfrqq9SjRw9nHx8AAIDXKmaspCrDscMJ18kV9JI2XAoLtNBvlFMYuNjTs6RXUrMVTJaY1XBTp06lW265hapXry5Kb2zXrl1i7tK3337rimMEAADwSv5OKMOxY4kp5Ap6JS4OlCzNdcou3Bj3RnqW2JR7mtKSPRfokZure0XPksPBUuXKlWnPnj30/fff0+7duyk0NJQGDx5MDz74oNmASgAAAF9W3DKcPDWbxV9zTZO3XtaGAxZL/UbZpp4l2wFMKSuB4oNtq4mTVomZ4M3Cw8PpiSeecP7RAAAAeDl5c1p7SlGyi8kZ9OU/x+lgfLK43L5WjNiANkNavu/qYInnI+kt4VfNWXJRtkd/bzgvDZYAAABAn7IliKNluGtp2dT2rdWq68qGB4mvGZqynLPoxSG8Is3SjKScwtfmqj4ivUGWRsgsuWazGQAAAB+VJe2l5kgZbua6Y2bXmYIlF2WW9AIRa2W4LAcmeJekzJJXBUvr1q2jO++8k+Li4kQtdNGiRTa/Z+3atWIuFI88qFOnDs2ZM8fsPjNmzBCbAoeEhFC7du1oy5YtLnoFAADgU8FSqRtbxl8mrKAXWB4M6aqSodw3JE/ZlhXNWXJRZkl3zpIXjg7wpNTUVGrevLkIbuxx4sQJ6tu3L916661ixd4LL7xAQ4cOpeXLl5vuM3/+fBo5cqTY827Hjh3i8Xv16kUXLxYN4QIAAChOGc6RmEJvBVqZwsySPHfJmZRDlTM6nFWytJItx5RZ0g9gutYvmM/kzMyS9HZ6T88Sb3XCWZ0qVaqIy5yF+eGHH6hRo0Yub/q+/fbbxcleM2fOpJo1a9L7778vLjds2JDWr19PH3zwgQiI2LRp02jYsGFiRZ/yPUuWLKFZs2bR6NGjXfRKAADAFzJLjmRFUjJz3F6GU3qPOJOUnlfwHAE6ZbjK0aF0LildbKwrvs/Cy/rkoVb0/opD1LRyVLGORy9I88qhlA899BCtWbNGnI+PjxeDKDlgGjt2LE2ePJmMZOPGjdS9e3fVdRwk8fUsKyuLtm/frrqPn5+fuKzcR09mZiYlJyerTgAA4Lu48VmZRq0EFOJ6B1JLesFSmbCCYCnTRWU4JVgKDvSzOpTy2yFtVa/NUgDD07kn3NmY7mlVkFBxTmbJC3uW9u7dS23bFrxpP/30EzVp0oT+/fdfMXdJrx/IkziY42GZMr7MwU16ejpdunSJcnNzde/D32vJlClTKCoqynSqWrWqy14DAAAY3/2fb6QWk1fS6ctplClnluxYYp+ZkysCglQrmSXtRG9XZJbkcqC2JFg6pKAQxXEL91bpBTCjetd3yWo4r2zwzs7OFs3SbNWqVXTXXXeJ8w0aNBD7w/kCZbsX5cSlSQAA8F28fxv7fc95VRnO2gd9/LUM6v/Zv1R/3DLq+9E/lJyRbZZliSgMUrRDKp1FSYJpM0tyo7W/XykKCfRXDabUvq5b65ejp7vWueHjMWpmyeGepcaNG4u+Hm6cXrlyJb3++uvi+vPnz1NMTAwZScWKFc02/eXLkZGRYvK4v7+/OOndh7/XEg4WlYARAABA/rBX9yxZ/qAft+g/2n7qqjh/MN5877ewQH8KLQxSOFjilWvWpmLfyGo4ObPEfUOBUoYnOMBPdTtvpqt9XcEBRcHUjdDvWfLCzNI777xDn3/+OXXt2lVsccKrx9jixYtN5TmjaN++Pa1erR7wxQEeX8+CgoKodevWqvvk5eWJy8p9AAAA7MVDKDmYsOeD/uhF6/u9xUYEU3BhsMQPI6+ycxYl6JGDHe1QyuAAdVmOg0FtsBQU4JzF9XqZJb2RCobPLHGQxL0+3PdTpkwZ0/W8Ei4sLIxcKSUlhY4ePaoaDcAjAcqWLUvVqlUT5bFz587R3Llzxe1PPvkkffLJJzRq1Ch6/PHH6a+//hJ9VrzaTcFjAwYOHEht2rQRwd706dPFiAJldRwAAIAjH/Zy87My8VqPrRigVmy4KbOkzFo6djGVnvp+O9UpV5o+f7S1xeGR9spVMktSsMN9Q/LjBgX4FZTmxGvLF8FSjouCJb05S1673QmXruRAifFQR1fbtm2bmJkkBzqMgx1uLueeqdOnT5tu57EBHBiNGDGCPvzwQzHu4KuvvjKNDWADBgygxMREGj9+vGjqbtGiBS1btsys6RsAAMAWDirkrUCsfdDb2jKkedVosSqNky38MFyKW7k/gU5dThOnf49dplvq3dhcI+UQOHskv4YgKWgJLAycOCDKycp1e2bJCEMpvWpvOM5q6U0bVeitxuPv2blzp9XHHT58uDgBAAA4Ss4e8Ye9nEyy1rNk6eNs8fCO9NfBi/TozdVFjxI3V6dl5YpgKTElw3S/z9Yeu+FgSTk+VWaJy3BSz1JQYbDEARUfh7J6T2Zp4rej9PbS89rMEgAAABSQRwUUBEv2ZZb0cKmLBzo2qxJtuo5LcRykPPvjTtWqtI3HL9Pi3efpruZxNz5nSe5Z0qyGCyoMpJSvemMM5MzUjfDTCZbsGb/gal613QkAAIChg6VS6jKctRKSXhkuOizQbMWbEiDtOXuNtpy4orpt/G97b+jYi4IluQynbugONGWWCo4jNTPX4ZKivfQ2HjZCZgnBEgAAwA3gspTcMC1/uFv7oNeLL6JCCzbOlYVIM5C0LO3hZi8llpODpUAxwVsOlkppMkvmwzMvpxRML3fJajgnBWJuL8Nt3bpVbHnCm83yUnsZ77UGAADgK+StSLh/SV7qrpTk0rJyaOryw9SnaUVqU6OsuE5vFEC1suaryuXSm6J7wwq06kCCQxv12rsazl8zOiBQ6lkqeC3mmaWL1zNv7EBKWs/SW2+9RePGjaP69euLFWNyutDZw7IAAAC8qQzHH+x6PUuf/HWUZm04IU4n3+5rCqDYy73q03vLD4nzA26qalewxFuLcLCkPIYzy3A8kFIeShmk6VlK0ynD6WXEikNntxPvnODNS/BnzZpFgwYNcs0RAQAAeGkZLoenW8s9S4XNyccSU8wCAJ6bxO5vU5XOXEmjmrHh1KtxRbvKUMqecfwYnMnS6/Wxh5IFU4ZfssaVI1WN1kGazNKoBXtMt303pB3N3nCCXu3bkFzV4M3vqdcFS35+ftSxY0fXHA0AAEAJzCyVInUQIK8oKx0cQG/3b2bx8a9nmGePwoL8VY8VHly8xe3KoXLwFRMeJI63bY2ytPtswV536jlL/qrv5fisU91YcXIWvTKcEeYsOdzgzQMeZ8yY4ZqjAQAA8PKeJXWwpP9Br5TPODaw1sCtbLirFSIFLno9RPZSsmAhAX7014tdacPo28T0brnBO6gwo6QdDyDPYnIWo66GczgUfemll8QmurVr16ZGjRpRYKC6Trlw4UJnHh8AAIChZeVKZbi8fFXZLDs3j66kZon+IpnS98Ob5drq903JLMos9W1Wifq3qiyCCp6/xFml9BsIlpRBz7wKLSosUDcQCpQmeNtaueYKXrka7rnnnhMr4XjbkZiYGDR1AwCAT5N7ajiTJGeWOOv04BebzLIjm45ftnubkBZVo2nXmSRRHpvxUCtVKY6DpTSdpfzagOjEpVSqERNulrlRjlX7Wa6MCyg4xlLia7BmSveNji2wl1f2LH3zzTe0YMECkV0CAADwddoeJflyRk4uHUq4rro/7602euF/4vzVtGybjz/j4VY0f8tpeqyDeg/WUO5bSi0ow+05m0STft9PHWrH0Is966vu992mU/Tab/toUIcaNPGuxqrblEPVZonkjXQDlQZvTbmwuE3ljjLCajiHC45ly5YVJTgAAABQ99SI1XCazJLWf+eKmqftUTk6lEb2rE+xpYN1m7y5DPf6H/tp+6mr9PFfR82+f8qfB8XXOf+eNMs48ca8TBv3qDJL/n66IwzcllnyxmBp4sSJNGHCBEpLS3PNEQEAAHgROTji8/LoAM4saZ2+4pzPz9CgguJQamYOJafnOLTCTNlbztKSfdUE74CC8xEh6h5ld3XhGCGz5HAZ7qOPPqJjx46JgZQ1atQwa/DesWOHM48PAADA0OTMR7ZmgrdeZumLdSdM5xc81b7Yz1uudMGspQQb07Plcpk8k+nkpTSLwZKcNQosPB+hGU/grhjG0opCQwdL/fr1c82RAAAAGEji9UyxEqtCZIjV+8lzgERmKU9/BpPiwIVk8XVop5rUunrB1ifFUaVMwdYoZ6+kUT5ZjlzkfqTBc7bSN4+3FedDg/wsrjiTS26BhVmmiJAAj2R8DJBYcjxY4hIcAABAScbzkm56c5U4f2By74JmarsySxws5ekOn9SqFB16Q8dYtXAfuTNXrZf15KzR34cTdWc1yeMJGA+5fLFHPdpy8grd1SJOXFdaEyzJGTRXctfzWFO8kZ9EtH37djpw4IA437hxY2rZsqUzjwsAAMBjkqWp2eeS0qhO+Qg7e5byVD1LvPJND48MuKt5QRBSXLViw8XXPWeviZlLlmhW/Itj4ueXN/LV63l6tltd1eUITc+Su+YfeeWcpYsXL9IDDzxAa9eupejoaHFdUlKSmLs0b948KleunCuOEwAAwG2S04uW9Cdez6I65e2bA5StKcNZ8suT7alchHp1m6Pa1Sorpn+fvZpu9X7aSdu8eo6DJblEmJxhe4RBsGYmlBwUupIBEkuOr4Z79tln6fr167Rv3z66cuWKOO3du5eSk5PFwEoAAABvJwcPL/+y2+7MB5fv7MmExN1gCY6FBQVQ08pRFqdyKzI0pUBliKUcLNmzt1ye5nHd1XdthMySw8HSsmXL6NNPP6WGDYt2GOZtT3i/uD///NPZxwcAAOB2clnKVuZGO2fJnonTvGmtM9QuV9pmJkY7pyi1cKuVTCmIGtq5ps3nalO9LDWsFOmBzJIXBkt5eXlm4wIYX8e3AQAAeDttWUqbrbHUs8R9QHof7nXLl1YFSM7aKqxmYd+StaX22uNRNvFVMksD2lSlSE0/kp6gAD9a+lwnt6+GM8KcJYeDpdtuu42ef/55On/+vOm6c+fO0YgRI6hbt27OPj4AAAC3uyb1LFkaAaDbs5Sr3htOwcvuA6Sp2M6ibbpm2udXYiVlKjdvjyJnlrTbmFhTygP7wRogVnI8WPrkk09EfxIPpORtT/hUs2ZNcd3HH3/smqMEAADwUIO3Xt+PTB4VIEYH6GSWuCfo8Y4Fpa7uDa10iztIbyNebbCkZJZKF/YlaTNL2sZtTyulicesZfUMuxquatWqYkr3qlWr6ODBgv1muH+pe/furjg+AAAAt8vQTN7WXrY2wTs3Vz+zNKRTTWpSOYpaVC1YSe4MwQ4ESxyw8ca9pp6lwmBJu+ebLeUigsXAzpbVnPc6ZBwr5RusDOdQsJSdnU2hoaG0a9cu6tGjhzgBAACUNNq+H+uZJfVcJd3MUhCX4fyoY51Ypx6nfZklUmWWeHSA/JoczSx9O6Qt/brjHN15g3OirJb6pPfQALGSY8ESN3FXq1aNcnMt/9IAAAB4Oy6nyfQ2xLVnbziFdvq1OzNLShlLmUKeWfhaispwjmWWGlSMpDF9ilbFOZu2K8oIZTiHC5Vjx46lV199VcxXAgAAKIl4XpK9ZTjtajglsyRnfbSb0Lo0s6QJLpTjUwKrrMJAUJkurvcYRupZyjVAsBRQnAbvo0ePUlxcHFWvXp3Cw9XLFrmfCQAAwJtpZxNZK8PJJbvsHJ7gXfC9laJC6NTlgn3bKkRZ34y3uPSyQto5T8pLUXqTlCBJ6WXykzbaNaI8A0wlcjhYuvvuuz2ydBAAAMBduJxWnJ4leXQAD4xUgqUqZQo2vXV3GU4uYSn3VV6bKVgqZewSaJ43ZpYmTpzomiMBAAAwCG12xupquFxNGc4ULIXTXwWLxqlydIhHynBygsw8s1RwvZ/BEyB5BgiWHC5U1qpViy5fvmx2PW+my7cBAAB4u2xN7UdpirYns6R8uFePCRfBDA+D9FRmSQ40QgpLdkpmKd+gmSUtr1sNx06ePKm7Gi4zM5POnj3rrOMCAAAwzmo4qz1LcrBU1LPEgdLG0beJD3tHZxk5a3SAKlgqnNStrIJT7mb01po8A2SW7A6WFi9ebDq/fPlyiooq2umYg6fVq1eLSd4AAAAlbTWcskWIHjk44fPKfTnrE1M62IVHqd/gre5Zku5bGLCZ9ywZPFjK86IyXL9+/cSJI9CBAweaLvPpgQceoJUrV9L777/v2qMlohkzZoitVkJCQqhdu3a0ZcsWi/ft2rWrOF7tqW/fvqb7DBo0yOz23r17u/x1AACA92SWUjIKtgjRC6a0AyyVfeWUIZCu5FBmSRkdYNazRIaW5/lYyf7MUl7hLwNnj7Zu3Uqxsc6dQmqP+fPn08iRI2nmzJkiUJo+fTr16tWLDh06ROXLm++1s3DhQsrKyjJd5l6r5s2b03333ae6HwdHs2fPNl0ODnbtXwIAAGBsSgAUHRZISWnZlFK4nxqbsvQAfbfpFP3+bCeqVa602RDIq2kFnzthQa4PlvR6luSyYJ6VzFJRz5Kxo6U8b2zwPnHihFmgxM3d7jBt2jQaNmwYDR48mBo1aiSCprCwMJo1a5bu/cuWLUsVK1Y0nTj7xffXBkscHMn3K1OmjFteDwAAGJOywi06NFB8Tc0sCpY+X3ecUrNyaebfxwruqw2WUt2XWQrw44qI5eBCPl80lFJdhjN4rEReVYZTvPPOOyLDo+DAg4OSypUr0+7du8lVOEO0fft21Ya9fn5+4vLGjRvteoyvv/5alAy1gzTXrl0rMlP169enp556Sne1HwAAlGyHE67T3Z+sp0m/76P0wobu6LAgVRlOLr8pn+HazJISjIQHu6apW8atI/6aaEceZZCfZ55ZysopuF2pHho/s0TeFyxxNqdq1ariPGdqVq1aRcuWLaPbb7+dXn75ZXKVS5cuiUbyChUqqK7ny/Hx8Ta/n3ub9u7dS0OHDjUrwc2dO1c0qHMg+Pfff4vXYm3/O175l5ycrDoBAJQ0RtiTy516frCOdp+9RrM3nKTtp66aynAsJbPgM+HCtQzT/ZXMjHaApcIdmSXd7UFs9Sx5W4N3vud/Dx3+SXJgogRLf/zxB91///3Us2dP0XTNfURGxVmlpk2bUtu2bVXXc6ZJwbc3a9aMateuLbJN3bp1032sKVOm0KRJk1x+zAAAnrLj9FUa+s02Gn17A7q/TcG/+SWZpYBHKcOlZBaU1pSJ3CwhOUPVMF2/QgQdSrhuuj3MbcESBzvSijxLZTilZ6nwePO9psE73/syS9zPc+bMGXGeM0pKWYz/ArGWjblR3Cfl7+9PCQkJquv5MvcZWZOamkrz5s2jIUOG2HweHqzJz8X731kyZswYunbtmumkvB8AACXF43O20pXULBr1yx7yBaevFAVBMqUMl1qYWTp5OdV024ajl2n5vnjT3KIxfRrQ7U2KPo/CXDRbSUsb7ORKq/OKZikRBflb6lkydrSU5/lYyfFg6Z577qGHHnqIevToIXp7uGTFdu7cSXXq1CFXCQoKotatW4tymbxCjy+3b9/e6vf+/PPPonT2yCOP2HweHqzJr6tSpUoW78MN4ZGRkaoTAEBJwivAfMnJS0VBkKyMKVgq6Fk6nqi+3/99u532nU82LeNvW7Os6TZ3bVBbitTPIyfJ5BVvQQGlvGJvuHf7N6PIkAB6995muj1hnuBwjvCDDz4QJTfOprz77rtUunRpcf2FCxfo6aefJlfisQE846lNmzainMajAzhrxKvj2GOPPSYazblMpi3B8TyomJgY1fUpKSminNa/f3+RnTp27BiNGjVKBH08kgAAwNcp2QhLeKbQuEV7qVGlSHqqa23yVicsBUvhBWW465k5YsuT33adszogcsBNVemX7WepcZzn/ojWyyxxQBTk7x17w91/U1W6t3UVUxbPCGU4h4OlwMBAeumll8yuHzFiBLnagAEDKDExkcaPHy96p1q0aCFKgUrT9+nTp8UKORnPYFq/fj2tWLHC7PG4rLdnzx765ptvxPiDuLg40X/1+uuvY9YSAPgsubGbSzZvLtlPY/s20r3vW0sO0O+7z4vTk11qGb6k42iwFCWNDoi/lkGXU7NESUvv85uX5vNspSXPdSZ3ypf6lbSZJbnUxnvU6TZ4O1xjcj3OyilBnAFiJceDJXnbExn/IHiqNmdlXLntyfDhw8VJDzdla/E4AEsrOkJDQ8XWLQAAUCQjW93s/OU/J+jFnvV19zc7mphiOp+SmUMRIQXBhS2nL6fRKwv20B3NK9HD7aqTpylZjIHtq9M3G0+Z9SzxFibKZO4KESEUX9jcbWtApDtoq1TyRHG51KZM+y7KLBm7Z8m/sD7olWU4ZcsTbQCiXMdfO3XqRIsWLcJwRwAAL6QEBTLOqtSIDde9XpF4PdPuYGnQ7C10/FIq7TmbZIxg6VJBg3edChGq68sUjg6QX2vpkACKyQ0SWSZbW4+4g/bzWC5bFa1448ySn7pnyeBzlkoVHpYRynAO/2R5ttJNN90kviqrwfg8jw3gUQLr1q0TDdJ6pToAADC+xbvN+3LOX0s3uy4jO1d1PQdLjmZyeBK2ESSmFBx7lehQ1fVcVuMp2UzJJkWEBNBHD7Y0m2+kt6mtO2gTL/JWdfIspWALmSXtUEuj8PPmMtzzzz9PX3zxBXXo0MF0Hc8j4hLcE088Qfv27RON148//rizjxUAANzgraUHza6bvuoIdagdK7IYHDRUigqlVQcSVB9kSsBh7wehpzMG/FpmbThJtcqFmwIIDoRk3OfDmSReHagMpORhkx3rxNKeCT3pnk//pSMXUzyaWdK+j+o5SwVfOe4oyizle8WcJX+lDGeAaMnhYIlXjOktlefrjh8/Ls7XrVtXTNwGAICSYf/5ZBFcfLDqCH20+ohY1j321/9U93Eks1SQNVA+tAtaONxty4kr9Pof+1XXacuIAf5+FB5UECwlFAZLkYX34fsGB/oZoAxneS81ObPkbT1Lpby5DMezjnhbE16VpuDzvOSey3PsyJEjpinfAADgPZIz9OcrcfP2+WsZIlBiPKxSyVA0qFjQ53Movmh6tR7uT1qw/aw4L38+K0Md3e3sVfPSYliQv1lmSck2KSVHeRsTufTmqQZvLTkTUzRnqSizxKvh+HqjzllSKOVBPkxPb73jcGaJZxbdfffdVKVKFVNAxDOXePL1b7/9ZppfNG7cOOcfLQAAuNS5wgCCG5t3vNZDBBRDvtlKhxNS6LBOMFQ5OpTubB5HB+MP0bytZ2jYLbWodrmC+XsKbih+8afdtHj3edN+a3KwxIGY3ko7dwsJ9DMFFIpAPz8KLQyglMwZl+UUodJxK71Nnib3MMmzlOTMFwe6pjKcQY5bS24859dROPnAO4IlXoq/f/9+Mbfo8OHDput4orcy44hXzAEAgPdRAoIKkSGiPFO1bBjVjA0XwRJvCcIBhTxaoHb50hRZOIuIzdty2mwm0687zpkCJbbqwEXVY6Rk5FBsac/PtuPAR+mTUQT4lzIN5lRWv8l9TeUiio7bKOUsLsPtPXeNPl93nO5uHmc6NnnAKAewRs8s+amCpXzy10wqd6di7fLHQVHv3r3FCQAASo6raVmqbT5YlTJh4uvZq2kiiJI3k+1SrxyFS6Urnsl0c60Y6tawYFgwOybNYhKXCxui5cySETbPlVe+KTjTpGxAq2wBI5fh4qJDyGh4LtEzP+wQPyceFqqds6T0LRU1fxszWvKTknye7lsqVrDE+7Hx6eLFi2J/NtmsWbOcdWwAAOBmvHkuKxsuB0sFy+nPJaWbmpsVfZtWEluCvPrrf6Zs0ZBvttH+yb1E8MG9JpzhkHHQZYRgSfu8l1IyyV9T6+HgSduLJL8HjeOiyGjSsnJUAa2SpeGsGQdNHCSpM0uljJ9ZyvOyBm/eS423BOFgiVe8Xb16VXUCAADvdbUwWFL2RGM8JoDx0nm5R4dLUBWjQkST86xBBQt8FMnpBYHImkMXzZ6DG8W185o8ITVT/bzcaK7NLHGAoV3lJvcs9W5ckYZ2qkkfDGhORjF1RUGLjEwpLyqvpd+MDabg1lvKcF6VWZo5cybNmTOHHn30UdccEQAAeMyVwjJcWakMp+yPdj2DtzMp+tiQ76PtOUrPzhW9M4/P2WbzOV21Go6zWr/uPEcNKkZSI52NbVOzzDNa2p4lLlFpM0vye8DN0ePu0N83z0iUuIPLihwkyQGrYTNLfmSYYMnhzFJWVpZqICUAAJS8MpyyJ5ocHFzPyFb1+chBQ4xUtlNKQdrtQCxxVWZp68mrNPKn3dTno390b9cr/wXo7Cqrncwt9yx5CyUg0htvYNBYiby6DDd06FD64YcfXHM0AADgMUv2XKCl/8Wr+pTkoIhXreUUzlZi/2tV2XReDq5YelYuJehsNuvOzJL8/NcKm7NlqZpg6cG2VXVLUuaZJfv2v3OX57vVtXkf5XVpRyMU3GbMaMnfm8twGRkZYruTVatWUbNmzSgwUP1LM23aNGceHwAAuAEHE7yCSsHjArSZFN7HTckCPd6xJj14UzWL5Ssuw1kacKmV6aLMkhzk7Dt/jTrUiTVd/utgAv22q2Cl2JNdatPD7apRXHSo7sowa2U4I3ihe10x62rWhhP0w+bTuvdRAiLtz0m+zWhKSYfldcHSnj17qEWLFuL83r17XXFMAADgZrvPJqku83wlvYbmpPSCAOiO5pXMhhkue6Ez9Z5eUPJKy8qlyyn2leFe+20fPdSuuu4H+Y3IkDJWckmQAye5l4r7meTX623BEgd4dcqXtjoU01o8ZNQG71KlSonj5jjJ0/vDOfwTX7NmjWuOBAAAPObAhWTVZXmiNvfs8Coqns2jzBqSBxwquJG6Y50Y2nD0sijDbT9l/wrp9UcviZlNzrLucCIt3XNBtz9p47HLqvuWDrY+PVyZs6QEFvKKQCOxliFSbtOLOYw6Z0kpxeXkF00b9xQ/Z604+PPPP+nee+91xsMBAICbKRkj1kkqVykiNE3NPNlaT2hgwf2S0rJEqctelxzYhNcWbkR/bNYWWravoP+K7Tl7jUb9sptOXkql5Ax1r1J4kPW8gRwYcknSqMGFtcycEizpHbpRM0vycXu6DHdDwdKJEyfotddeo2rVqtH//vc/0c8EAADeh5u3lQ/OTx9pZXZ7uCZY0msUljei/WPPBbpamIUa3LGGGF7JQceI7vWsTg53hiOaCeHsxy2n6adtZ2nQ7C0imLL22rSCA/0M29xtb9CjBEl6GUGj9iwx5dB4KrlXleEyMzPpl19+ERvqrl+/nnJzc2nq1Kk0ZMgQiow0n2MBAADGp5Spxtze0GxKN+M94WR6H7pMKVFtKyzBDepQgybc2Vic5+bwrSev6H7fhqOXaEinmk7J2uht+Ks4eTlNzIuyZxSAcihyz5LR+pVk1jbEVQIivYygkYOlAL9SlGmAYMnuzNL27dvp6aefpooVK9L06dPFZrlnzpwR+8T16tULgRIAgBdTsi2WggHtrCFLZTi5GZy1rx2j6oPSC8TYmkOJ9LvUY+SMzYAtsTezpAQRQV4SLMlL7bWU8VF6GUEDx0qk9Iu5aryE04Oldu3aUXBwMG3atIm2bt1Kzz33HFWoULRRIgAAeKfFu8/TqgMXdYMdSyvCLJXhYkoXzVuqHB1KPaQNdVlk4TRwPfvPq5vMi8vWB6vdmaXCrxHBgV4xkNKenqUAvTKcgZuWQgp/7zy1JY7C7p96t27dROmNN8/lrU44m2TUJjcAALDfcz/utNmTE2RnsCRve/JGvyZmH8SRVjIz16Qm8xuRmZNr15RypcyjLTEqlI+42Ihgr+hZsvaZrNwWpFuGI8MKNkhmye5gafny5aLsNnv2bHrqqacoPT2dBgwYIG5D0AQA4J14/zaZpcyJeWZJ/9/9clKwxEMetcpIk76bV4kSwRQHXltOXKFkpwVL1j9YDxb2NH3+aGtRJrT0GVaqMLckb+VSKSqEvLIMV8rydi5G7lkKNkhmyaHVcFWrVqXx48eLVXDffvstJSYmUkBAAN1999306quv0o4dRdNfAQDA+BKuq1cxV4hUb4hrsWdJ50NXXg3H4qLNAws508S9Qr8+3VFsM8KS0p2zIi4z274sRP0KERZ7qOQPajlbVkazB56RWEj2qQKiQC/aG06VWbLzZ2q40QE9evQQe8SdP3+enn32WTFn6aabbnLu0QEAgEudvZpuOv9yr/pUpUyYzeXzXJLTluUUdStE2F2yUkYLRIcG3VAZjlfyfbfpFF1OybSrDGct8yWOJyzQNPKAhUoBoJEbvOVAVDvNW7nYrmZZhzJShulZyvGizJKeMmXKiGBp586dovEbAAC8h9K/07JaND1zax2L95PLcNayMWXDg2jtS11p69juNp87JzdP1fStTAd3FA+bHLdoL439dS8dvZhCiwr3fLPFUsA39/G2NPnuxvSCNBPqjmaVRNbtjmZxZFRyOe3HJ25WbYaslBqHda5l9fuMJtibMkunT+tvzKfVqlXBILNz587d2FEBAIBbKNmcKCur1LRluKhQ69mVGrHhVE5qitaael9zKhMWSG/3b6p67uL2LC39r2BSN0/s7j7tb7PbX7ujEXWtr95KpUHFogyYVrMq0fRY+xqqTM3HD7akf0d3s/k+eZKcIeLgVm7CV14KB4jdNSsUjRwshXhTZonLa//3f/9nNXN07do1+vLLL6lJkya0YMECZx4jAAC4iBKgWMsWabMwNxow3Nu6Cu14rQe1rl5W1eeUXowm3uzC7BQrbyFAqxkbRnMGt1Vd9+Owmx16Hs7MOHujX2eTgzv+ecnHKwdE2t6mUk7Z+My1maXNx6+IvQk9xa7i6/79++nNN98UfUohISHUunVriouLE+evXr0qbt+3b5/ILL377rvUp08f1x85AAC4MbPkvGCJySvQlGApOzdfBD+WxhLYms1kKdgKKcyKcb8Rz1jq2aiCoRu1i0teoMiZwAALwZK2Od/ImaW8wj3heBbYpLsaU1CAZ35udv1GxsTE0LRp0+jChQv0ySefUN26denSpUt05MgRcfvDDz8sJnxv3LgRgRIAgBdmlhwrwzm3FCU3UKdlOZZd2n8h2eKwSW12Yt4TN9PA9tXp7f7NqCTSZpbkoFOOh7Szr4ycMIu/VrRa05MBrkNt/aGhoXTvvfeKEwAA+FBmSVoNFy3NSnIG3meOS0a8/1d6Vq5DwZg8YNISZehk47gomnR3FJVUcrZOeU91y3Ca4MjImaVz0mpNTzJwpRIAAFztSprjZbgummZpZ3zIhxVmf9Ky9LNDlly1K1hSz4jyhQGjHNzKg0NVgZMmlWTgWImqlS0YZeHpfjEESwAAPurMlTRadzhRnK9SVn/mkKJtzbJi6fz9barQLXWdGyzJpThHy3BX0hAs6TW7azNL/lZnMBk3Wnr33mZ0V/M4+uPZTh49DuNO1wIAAJcaPKdohXPN2HCr9+US1uZXbc9OKq7iroizZzaTsvy8pMuRM0uaniU5QPL3omCpRmw4ffRgS08fhvdllmbMmEE1atQQK/HatWtHW7ZssXjfOXPmiPSufOLvk+Xn54stXCpVqiR6srp3725qXAcAKKl4ry0e4KioEOHZPc9CgwKKl1nSKcMteqYjxUl7uPlKZkkZ8sn48y5Uet2W+pcKLrvpAL2Y3cESBxS84s2T5s+fTyNHjqQJEyaIfeiaN29OvXr1oosXL1r8nsjISLGKTzmdOnVKdTuPOvjoo49o5syZtHnzZgoPDxePmZGh3i8JAKAkuVS4NQib8VArsz4WdzNllhzoWeI/duXtWhQtqkbT4I41fS9Y0myKLG/nEmClDGdpI2EoRrB09uxZuv3226lKlSr01FNPib3gsrKcs+mhvXh8wbBhw2jw4MHUqFEjEeCEhYXRrFmzLH4P/xJUrFjRdKpQoYLqf7Tp06fTuHHjxGbAzZo1o7lz54r97hYtWuSmVwUA4H6XUgr+/eYMTN9mlTx9OKZgyd7M0r9HL1HXqWtF0Cc3MisqSJklTzcHu0tOrjpYqqR6D6Rp3qosk5sOzleCJQ5I4uPj6ccff6SIiAh64YUXKDY2lvr37y8CjCtXrrj0QDkw48wWl8kUfn5+4jLPd7IkJSWFqlevTlWrVhUBEQ/PVJw4cUK8Jvkxo6KiRHnP2mNmZmZScnKy6gQA4E0uXS/ILMVa2ZbEnZSSkb3B0kNfbaZTl9PE+frS1iVKkqRznVjxtVY5671YJUl2Xp5dmSV5WxQj9ysZiUM9SxycdO7cWZSuDh06JMpWHFh8/vnnYqL3LbfcQlOnTnXJ3nA8BDM3N1eVGWJ8mQMePfXr1xdB3m+//Ubfffcd5eXlUYcOHUSWjCnf58hjsilTpoigSjlxIAYAvotXIR1PLOr/8aYyXGxpYwRLSmaJe6kcVT0mnEb1ri/OT7u/uWmA4a7xPWjJs53JV+RqMku8qbFeNsla/xK4oMG7YcOGNGrUKNqwYQOdOXOGBg4cSP/884/IPhlB+/bt6bHHHqMWLVpQly5daOHChVSuXDkR3N2IMWPGiL3wlBO/dgDwXa8s2EO3vf83Ld9n+Y8so7lc2BgdW9oY23440uDNgytlVcqE0lNdatPWsd3pfy2rqIZnytPBfa1nyVKfkhwsIVZy8+gADkKGDBkiTq7AJT9/f39KSEhQXc+XuRfJHoGBgdSyZUs6evSouKx8Hz8Gr4aTH5MDLEuCg4PFCQCALdxRkE3/bO0x6tXYvn+PPC2xsAwXY7DMkq1gafPxyzTgi02q66qUCRP9qeUMUlL0lLho9YrGAGl0gKWZS8gslbDRAUFBQWID39WrV5uu47IaX+YMkj24jPfff/+ZAqOaNWuKgEl+TO4/4vKivY8JAL5NnppcJsy5e6b5YhnO1mq4TcfN+2O7uGBIpjca2KEGDepQg+Y+3lZclhvfLW2qiwbvEjiUkscGcKmvTZs21LZtW7GSLTU1VayOY1xyq1y5sugpYpMnT6abb76Z6tSpQ0lJSfTee++J0QFDhw4Vt/NfItyo/sYbb4jNgTl4eu2110T/Vb9+/Tz6WgHAOyRKS/DDg73nn9TLKUYrw9nOLPEcoQ9WHVZd99eLXahaTMGWGL6ONzueeFdj02V5KKW/HYETWOY9/2cT0YABAygxMVHMfOIGbC6VLVu2zNSgffr0adGErrh69aoYNcD3LVOmjMhM/fvvv2LsgIJ7rjjgeuKJJ0RA1alTJ/GY2uGVAADWgg55U1pvYLjMkrIazkKDN+8Z12j8crNAqVa50m45Pm9kMbOEniWHeVWwxIYPHy5OetauXau6/MEHH4iTNZxd4gwUnwAAHJWUnmV1mrRRGS1YUjJL2uZtxe4z11SXeQsMBErWBUjJA3nOkrVNdcFJwdLixYt1r1e2EuGSF5ezAAB8QbKUTbpY2DRtdLw8/2rhnmq8Oa6xVsPp9yxpRwrcUrdgjhJYFmAhs4QynBuCJe7l4cCIp1/LlOv4K5eyeAI2l74AAEoyufTGK8wuXs+g8h7eZ82WhOQM0yDIqNBAQ5XhLGWWrmcWBFHtapal+f+HBTj2UPUsocHbvavhVq5cSTfddJP4qswZ4vM8nPKPP/6gdevW0eXLl+mll166sSMDAPCClXDaXe8HztpKRnc+KcO0HYZR9gWzNTogtTBYigjxuu4Rj5EzSPKPWT1nyRg/f6Nz+Lfu+eefpy+++EJMwlZ069ZNlOC4SZq3E+FVao8//rizjxUAwDB2nr5Kg+dsNQuWDlww/vZHF64VbD5bUdo7zOir4VIyCoKl0l604tDT5DlLcjFINc0bwZJdHP6tO3bsGEVGRppdz9cdP35cnOdl+Lw9CQBASfW/T/+1usRd/qAyGmVPtWpljbPkPqywZyld6k3i1o7MnDwKCfSnlMLMkjeNZ/C0IAu/g+qeJTcekBdz+P9mXn7/8ssviyX8Cj7PS/C5PMeOHDmC/dIAoMTK1WwrwTa/2s10/sK1gjKXEc1af4I+XH3EtKeaURQNpSwKlsb/to8avLaMBs3eQrM3nBDXlUYZrlgN3nKfsZxNQhnORcHSV199RSdOnKAqVaqIlW984vMnT54Ut7GUlBQaN26cow8NAOAVTlxKVV3mbTYqRIZQ5cJd3pVl+UY0+Y/9pvM1Y42TWTKNDsjONU1F/3bTKfF17aFESlbKcIUZKLBNziBZKsNJEwXACod/6xo0aED79++nFStW0OHDBZNU69evTz169DANhMT0awAoqQ7GJ9ODmr3J4gp7f5TsSEZ2HhmRvCy/fEQwta9tnOX3ynvHMnJyTWU5LWSW7CdnjeRcKEYHOM6h37rs7GwKDQ2lXbt2Ue/evcUJwBfwX7oY3gbssa+3mGYUKSJCAlXZEe1MIKM4kpBi2uJky9juZCQhAUXBEjd581gDPehZKh6LmSUES3ZxKAEXGBhI1apVExvSAviKZXvjqfnkFbTm4EVPHwoYgN7gybuax4mv3IisbVI2kpOXC8qHtWKNN/maP8CVz+3fd5+n41KpU54FFYFgqVjyLPYseeiAvIzD1cqxY8fSq6++SleumO/8DFASPfnddrqekSOWiQPIujUoT2/0a0L3takiLofaGKxolFVw1Q268azyeT7p9/3U7f2/TSu6ujUsb7oPMkvFo2rwlj75kVmyj8O/dZ988gkdPXqU4uLiqHr16hQerl5NsWPHDkcfEgDAK/BIANlrdzSiGrFF/waGBPp5RWZJPmajCw/2V01ER89S8cg9S/I+cegucOF2JwAAvihJ2tpkxYhbzIIOJbNkxJ4lziycNuB8JXu27ODVhgoMpbzxniVklhzn8G/dhAkTXHMkAAAewMMO95xNonY1Y1TbQFjbB4633KhXIcLy8neDleH2nrtGA2dtocupWeJyDQPNV5K93q8JvbZor+q6xcM70ZaTRW0fCJaKJ1/KLckBEuYs2adYExaSkpLETKUxY8aYepe4/Hbu3LniPBwAgMc8+e12eujLzfTtxpM276sES5Y2nzVqg/d7yw+ZAiVWzaA9S4/eXF11eWinmmJLFvn9Rs/SjWeWAlCGc32wtGfPHqpXrx698847NHXqVBE4sYULF4rgCQDAm6w/WrA109yNBQMQLcnMyaXvCockWgqWispwxpqzFChNco4MCbB4/EYgJzrG3dFIfA2XZjAhs1Q8zapE6Q6iRBnORcHSyJEjadCgQWJLE948V9GnTx9at26dow8HAGAIvAfZyUuplK1p4lY89+NOWrjjnF3BktEyS3KAkWqwEqGW3sauzatGU8NKkXRr/XI2S6WgtmrkLTTt/ubUq3FF3fcYb6d9HA7Rt27dSp9//rnZ9ZUrV6b4+HhHHw4AwBDOJaVT16lr6emutWlU7wZmty/fl2A6H1k4hFLLqEMpr0hDNMMsDHs0CjEwUbP3Hjd5L32uk8eOyZvVKR8hTjI54ETPkosyS8HBwZScnGx2PW99Uq5cOUcfDgDAUD5de8zqjBoWHaYfLAUbbM7SxmOXafeZJLokDdL8+KGWZGSWhk7yhzo+2J1DDpaQWXJRsHTXXXfR5MmTxdYnjH95T58+Ta+88gr179/f0YcDAPAYZcNWLW2wI0+TtjanyEhluPhrGfTgl5vo7hkbTI3pvz7dgbrWLxrwaESfP9qaYksH04cPtPD0ofhIsIRoySXB0vvvv08pKSlUvnx5Sk9Ppy5dulCdOnUoIiKC3nzzTUcfDgDA7VYfSKBxi/6jS6nmW5ews1cL5hEp7v3sX9XldjXLGj5YOnChqAKgBEuWNqc1kjY1ytLWsd3o7haVPX0oJZYcICFYso/D/+dERUXRypUracOGDbR7924ROLVq1Yq6dzfWpowAAJYM+WabxWZidjYpnepWiBDlt4Px11Ub5854qBW1rFZG9/tCg/wM07OUKJXeeJaUPGHc6FBuc60AaXUk3mr7FPvPjI4dO4oTAIC32nj8su7155PSxVeevyTfh/eB69usksXHCzFQz5I2OyZnvsC3qVfDIVqyh11/ZsybN4/sdebMGZF1Aihp8G9KycDzkhTnkzJ073PmSrrIDsmBUqNKkfSIZmiixTlL0nN4ijyEUhEizSsC3yVWHJrOe/RQvIZdb9Nnn31GDRs2pHfffZcOHDhgdvu1a9do6dKl9NBDD4mS3OXL+n+tAaRl5dDwH3bQkj0XyNsgVioZ9MpTWkv+O09v/3lQdR1vcWJL0XYn7h9KmZqZQ4t2nqPDCdfF5eQM89eGzBIwZJZcVIb7+++/afHixfTxxx+LKd3h4eFUoUIFMZTy6tWrYr5SbGysGFa5d+9ecRuAns//Pk5/7LkgTn2b9SVvgj6KkhcsadUuF07HElNFZmnOvycdDpZCAjw3Z+mLdcfpw9VHxPn/JvakZGnTXxbgV0rMKwLAnCUX9izxyAA+Xbp0idavX0+nTp0Sq+E4SGrZsqU4+SGfB3YM/vNW+CelZNDLuCg61y0n+o3OXzMvz0VYGESpm1nKzhXN4e78IDp1uWi8wZA52yg7L0+3nwoAc5bc0ODNwVG/fv1cczTgE1tKeCv8AVYy6DVfd2tQnpLSs+n5bnVp/B2N6Pstp+m1RXtV97FnTzIlIMnNy6fs3HwKCijl9LlQ87edoVbVylD9ihGi/2rMwv+oS71ypvEAbPfZJKocHap7bABysGRpRSioGX/oBpQoWQZofC2uUsgtlQh6JbInu9amm2oUzU569Obq9HDbavTJmqM0beVhcV1pe3qWpICEs0tBAc7Ntv++57wIjtjJt/vSrzvOif3q+NSiarTqjxLtIE1lrAGAugzn0UPxGvi/B9wqy4szS4iVSoY0ncyS3l5vvGLofy2LBiNGW9g8VxboX8pU1nBF39LO00mqy5wNs6cXi6G5GxTIJjkOwRK4lVeX4Tx9AOAUetO1oywEQjGlg0yDHOVd2y3hHqXgwiZvV/xhkKfZo06vH7Bu+dK6t6MMB3qjA6z8SoEEZThwK68OlhAtlQh6GZ+y4UG69+XtQX55soMoW1jaD04rONBPBGTyPKcb6VHiXqTz19JF9uticlH26OL1DFOJUNa0chQduZhidr09PVfge2U4xEr2cfj/noyMDDEyQM+FCxeoUiXL020BnPEB4inoWSo5s75Yrdhw0dfzcq/6VnuLmlSOcujxgwqX5zvjD4MX5u+ixbvP697WY9o63exV48pRtHDnObtKjeCbeIyEPdlKuIEyHA+d3LVrl9n1CxYsoGbNmpGrzZgxg2rUqCECtnbt2tGWLVss3vfLL7+kzp07U5kyZcSJ96/T3p9nQ3HqXD717t3b5a/DV3lzzxKW2Hq/05fTaMaaY+J8ryYVae+kXvR019pOfQ7OLDkrWLIUKDF59ZsiPMifbq5VVvROcfbgvtZVbJYawffIgygRK7koWOratSvdfPPN9M4774jLqampIuB49NFH6dVXXyVXmj9/Po0cOZImTJhAO3bsoObNm1OvXr3o4sWLuvdfu3YtPfjgg7RmzRrauHEjVa1alXr27Ennzqn/6uLgiLNiyunHH3906evwZd4cLGF4m3fLzs2jW95bo2py5dKUs3+uSmbJE7/r0WFB1Dguita81JX+fL4zdawTa7otKgzBEhRAZskNZbhPP/2U+vbtS0OHDqU//vhDBBelS5cWGZsmTZqQK02bNo2GDRtGgwcPFpdnzpxJS5YsoVmzZtHo0aPN7v/999+rLn/11VciA7Z69Wp67LHHTNcHBwdTxYq2mzfBx3uWPH0AcEPiNYMmuefHFZQG7xv9XedZTY5SskdVyoSJr6cuF22mi8wS6DV4F+f3zBcVazXc7bffTvfcc4/YMPf06dMiy+TqQCkrK4u2b98uSmkKnhjOlzlrZI+0tDTKzs6msmWL5qkoGajy5ctT/fr16amnnsLedi7kzcESoiXvlpCsDo4s7QvntDLcDY4OuJpmvhGuHrmMqG3iDg8uWgEXiWAJLGRcwQXB0rFjx6h9+/Yiq7R8+XIaNWqU2AaFv3Ig4iq8zUpubq7ZvnN8mfems8crr7xCcXFxqoCLS3Bz584V2SYO+ngfPA4G+bksyczMpOTkZNUJ7JPjxf9jIlbybhekzFJMeBA9162uS57HVIZz4Hed/7/Qlu0upVifm8RiSweJBnWFtqIor/IrgzIc6OBJ8+CCMlyLFi1EGY4DpejoaOrRowf16dNHlLVWrlxJO3fuJCN6++23ad68eSKLJK/me+CBB0znmzZtKprUa9euLe7XrVs33ceaMmUKTZo0yS3HDcaBnqWSUYa7q3kcffhAC5f9PIML5xllZufZPR7gjo/Xi5EGq0Z2oYDCYEsO7rS+eLQ1rTuSSIM61BCvY/TtDejdZQepdxN1O0H9ChE0tk9DOnAhWex7B6CFzJILe5a4mVvWoUMHESS98MIL5Cq8J52/vz8lJCSorufLtvqNpk6dKoKlVatW2VyxV6tWLfFcR48etRgsjRkzRjSaKzizxM3jYJs3/w2DWMm7KavHOMPiysDX0cwSZ5AOxl83BUhVyxb0G527annTad7apKc0JPPJLrXpsfbVxVwoGb/OYbfUKtbrAN+AYMlFZThtoKSIiIigr7/+mlwlKCiIWrduLcpliry8PHGZy4KWvPvuu/T666/TsmXLqE2bNjaf5+zZs6Jnydq8KG4Ij4yMVJ2g5EdLiJVKxjYnoZqAwtM9S+elDFJyRlErw/nCidx69PqPtIESgD1QhrOPw/93cX+PJfxXjKVgyhk4mzNw4EAR9LRt25amT58uRhcoq+O4FFi5cmVRJmPcgzR+/Hj64YcfxGwmpbeJV+/xKSUlRZTT+vfvL7JT3I/FvVd16tQRIwnA+bz5f0uU4UrGNidhQa7d9iO4cMClvYsZ5KDoamq22fYlcv/RldSCpm9sXQLO4s3jXAwdLD3//POqy9zUzavMOPMTFhbm0mBpwIABlJiYKAIgDny4f4ozRkrTN6/M4xVyis8++0ysorv33ntVj8NzmiZOnCjKenv27KFvvvmGkpKSRPM3z2HiTBRnj8D58r1spod8vAiVvFt64eRudwVLWcUJlqQVcPL1vIXJe/c1o97T/3HqsQLk5CFYckmwdPXqVbPrjhw5Ipbcv/zyy+Rqw4cPFyc93JQtO3nypNXHCg0NFY3qAJbIM0iQWPI+HOx+vf4E1YwNN5XhXJ2VcXTOUuL1olVvz/64kxpWiqA65SNMPUvv39ec+jStRKFB/jRn8E0UFx3qoiMHX4QynH2cUuSuW7euaKB+5JFH6ODBg854SCihvO1/yxzVwDZES96Gtwt5Y8kBcb5z3Vi3ZJaUfeZ4H0TOLlnbd44lakYErD2USInXs0y9TJ3qxopAiXWtX95lxw2+KRtlONcNpdQTEBBA589b3scIgHlZFU61FQD2hvM+f/5XNINNySy5qwx3OCGFWkxeQRMX77N6f20j984zSfTgl5tMl8uVRksAuI4j88B8mcOZpcWLF5uluXnLk08++YQ6duzozGODEijfy3JLcmYJZTjvI68uU5qjXb4arjBY+vtwovg659+TNPGuxrr3PRR/nTYdvyLON6kcSXvPJdOSPRdMtw/uWEO1NQWAa7PnYInD/2r069fPbIVQuXLl6LbbbqP333/f0YcDH+N1mSU5WEIZzuukFmaT2IlLqeJrqIt7lvTKbqmZORSu2YqE/X24aBPw2uVKi2BJdkezOBcdJUAB7A3nomCJZxsB+Apv/atr/tbTtHL/Rfr4wZamfhdfdFlnyxDXl+HMH/94Yio1rRJldr2flK7sWDuWftulbmWoW6G0i44SADzSswRgj3wvGyMgZ5bk/iWje2XBf7TqQALN3Wh9RWhJxr9fevurRYYEuj2zdOGa/oDJ6xkF4wweubkaRUt7tz3VtTb9M+pWlx8r+C4eR8E61onx9KGUnMySvLWHLdOmTbuR44GSToo3OPYweh+QnFnyxiRTfLLl/cWMFNTsOpNEjeIidbMyxcUN3Rma/dlqxIRRtZiC7URc3bMkuyiNB5ClZBYES6WDA6lcRFEj90Ntq5m2PQFwhVmDbqJfd56l/q2qePpQSk6wZO/muJhw7HrL9saLVVnyvlDe2uDNmRo/g/cB5XppZklh76wfT/9OP/X9Drq1fjmaPbitUx7z1OWC/iSt4bfVJVfTC/jkWUraXiZWOthf7Pc2skc9Ua5DoASuxsH5E7fU9vRhlKxgac2aNa4/ErCJ/wp98rvt4vz+yb28ci8oOd7whkyNNwZLcnkzU5NZMUppc+/5a1S/YoQILH7Yclpcv+ZQIs1Yc5SeubXODT3+tpNX6N6ZGylWZ8l9hUjXL8MPciCzdN0ULAWIPzaf6+b6YA4AXNizdPz4ca/oMSnJMqSNOVMz7duk02jk3yBvCD5ypWP0llUjcjaJByMazfebT9Fdn2ygSb/vF5frlo8w3fbe8kO0/7x6RZijRvy0S3zV61dqWMn1m17rleESr+uXQ1MKe5ZKozcJoGQESzylm/dlk/dpS0hIcNVxgQ75w/pGPwS5LLBs7wXK8eBAMq8IlqT33AsOV/xBo5R2tAG2J83ZcIJmrT8hzr/9Z8GU/x82nxa/h+nZRcfLNhy9VOznOXoxhc5c0W+mZnrZJk9mlorKcN6XJQbwJXb/H6rNKi1dupSmTJniimMCC+SNOdOl+THFcefH60Xz7/g7GtHjnWqSu8i/R96QqJGDJaNnlri8df/nG1UfzElpRUMZPSUpLYsmFmaR7m1TRdU032/GBmpRLVp9//SizWQdtedsktl1zapEUZvqZalzvYLtTjyTWbLV4I1gCcDIMDrAi8jlFWXrhhtdJbVyv3uzg15XhvOinqULyRm07dRVOn0lzXTdFWkXeyOsyOOl8vJ7ei4p3SyQuJZe/ABP7/+LqNBAGn9nI7rVTfuqWWrwlsdQaEcHlA5BsARQIoIlbj7UrnbD6jf3ypZKZulOKq/4uTlcluONfOP1Hnt1sJSrs3v41cItPjwpvnBDWCVo0A763HKiYLsPxbX0HKc8lyLczQsh5DKcf+FWJfyaO7+7RpQJZcgsAZTAMtygQYMoOLig5p+RkUFPPvkkhYeHq+63cOFC5x8lOL0MpzdB2N0sBR/8AX/iciq1qlaGPE3+YDf6NO80Te8PS0rPFgGf8qHtCXIA859OmUxxT6vKtHDHuRvKLF3QC5bcHIjIZbjIkAC6WlgK5Swaz7V5uVcD8f9yoH8pU89SBDJLAIZm9/+hAwcOVF1+5JFHXHE8IDmWmCKWfvOWB4H+fqrdoW+0DOeJ7KC2701eaSbrNX2d6Lv55vG21KVeOfIkOaDjs1xKMerGpnq/E3zM3DMU48Gd6xOSi8pse85eE195phBnmTiAUDSOi7rhYOmaTr8TzzByJ3k7lRCxD13R6+Hm8+X74ump77bTsM61TAG4uwM6AHCM3f+Hzp4928GHhhvV84N1Iiuw+dVuVCEyhLJVPUvFL1XI3Pm5r22QtpRZUhqUeVihp4OlHE1pKzsvj4L9jLnXWpqFcRKc2fBksJScURQs/Lz9rPhauUyomNqtmD34JlO5LPkGgqXkwh4gmbsDkbLhQRZvO3M1jT5be0wsbvh83XFxHf+9EubizX0B4MagwdvAlHS+Mlgw0xU9S27MLGkzSbZagLgc5+nZXtqAThs8GYmlANrT4wP0gp9ypYPphe51RbD++aOtRfM1N2IzzoTd6HOFS9kddwdLcraWf3061y1ahbfzdJIqSGSlgwIMm60EgAIIlrwhWCqcqeSKnqU1hy7SV/8U/IXranmahm5bDdPL9sXT9FVHyJO0fUpG7luyFEA7K7B2RmZJ3mrh+W51afu4HtSrcOseJVji7FBxg2RldVmdCkWDLj3RPN29YQXxdWjnmvT+fc1pWGfL4zlQggMwPgRLBqYsQVZGBsir4bQbhDpCfhz+THpjyQFq+Noy3aXNrsws2fN0H672bLCkfU88OcTTFktT3Tmw5t6gXh+sE9OznelQ/HXq9v5aeuaHHdRj2t904IJ6+vY/RxJp+b4E3WCJMzBlpJKVEixxuXbF/gT6ffd5h4/nemFgVrd8aY8GIx8MaC567gZ1qEHlI0NobN9G1FIzT0qB5m4A40OwZGDBgUpmKc8ss5SjTdM4QK8sw9kHudmWP7DGLPyPFhT2mLikZ8nAWRolMPp5+xnVdZ4aTGktSOP38ev1J2j7qauq65WMCjd+v7fsIB1KuE5jf93r1OMa+dMuOpaYSkv2XKAjF1Po2R93qn7PHv16i+nyUGn4aeXoULPHCgn0oyD/gt/5//t2u3gsSxviWnoflKX4crDk7gZvFhESKPrtAgpfD6tapmhz3DbVi1Z68gIOADA2BEsGpnxw6JXh5JVxF69n0G+7zqlu13Mk4br4a91SWUYeHsjN1T9uOU0v/rxbfAiduJR6w/1D2uBIrwzn6R4l2bytZ2jpf/Gq67I9ECwdTrhOzSatoGkrDunezqurXv9jPy3YoQ5syxduGstBS4qL9hLUrly7kJRO+85fo91nkqj9lNWq23o1qShKb6N616d2NcuaPRZnmiILs0uKIwkpoofp6MXrNo+FB3AqPx45ADFKmSumdFEW7b42VUznm1bWzzgBgHEY418RsCuzJJfP5Ebjuz7eIAKdVwL30I/DbqaWFuYT9fhgnfj65v+a6N5+38yNtGH0beKvfnnLiV+2n6VRC/bQQ+2q0Vv/a+rSMpw8pdzT/j1mvkeZJ8pwby45ILJDH/11lEb2rG/XbCFWISKEjiem0muL9pp+l1wtNSuX+n60Xve2MmFBNKJHPavfHxUaoNoAl8dncCn2v3PXaMWIW6ie1Iuket7MHOr0zl+my9XKhhsuWPKXGr/val6Z1h25RInJmdSvZZxHjwsAbENmyRt6lpTVcFIgIQdOSkaI+5j+9+m/Nh+XV+RY8nxhGSVQGu39594Lpo1PbyRYsCezpNe4ztmmP/acp0m/7ytWGWzV/gTaelI9JdoeBTNyyOMN3kofjpLJeWzWFqoxegl9WNj8Lv8u6GUyrmfm0KWULIs/By6/cpO/vAGv3ko7vZ+9vYnAl3rWozpSacwSpW9Jse5IogiUGJf6ZJxx5enf19Ky6YX5u1R9fBWjQnSDFE+S3/bQIH+a8VAr+unJ9lQpyrwkCQDGYow/ucDqajil5CaX3pQPSFulN73ylrWPDt5bjMlLmeOk/hKe2cPNufwhxVXC1tXNyyn2ZpbG/7aX3unfjKpIvRwZhSVHGX8IDv+hIIjjDVH7NqukuT1XDO3Um1LNgw+Hzt0mzh96o7fuvl0OBUu5+TR340m6nJIllr67Y6hnuhQENJ+0wnT+g1WHxdRrZUK0teGI2hVjUWFFQcmQOVvpYPx1UfJ6595mpuv/OphAm45foSe71Kbu0/6mSlEhNPOR1mI/wZOXuSxbEGjZY/htde26XyX+XZOC+Q1HL6vKzbLJv++n7zef1n0ceQWc/PvrSTfVKEOzNpzw9GEAQDEgWPKCYOm5H3fS4fjrFOBf9MGcXViG09sLS4/cp2TP53uAFHj8e6zoA+tKahaFB/uL3e3Zwdd76wYVerRZIf4g5OzIe/c1t7rKTy4JXriWbrYsvet7a6lhpQj6bkg7evXXvSKQnFr4mHJPTf1xy+jvl7tS9Rj1Fj2WBOoEXxycjv9tnzjfrWF5albFNf0m/F6tOpBA7WvHUJZOAKngXjLtXCIOJu9vU5X+OpBgsbdHDpY4UGLczC4HS4/PKQgyOTDmnzufeH8zV6oRUxQ4ax27WNTszVlGS4GSgn/WHBhycG8EvZtUpGn3N3fZ7wwAuA7KcAYmb8j5yZqjqkBCySzpNWvrlaqSpOyDEmhZwiuK5CwNfyArLqdkqo7jsgMbteot4JObyi2t1JMDQm3Z55/Dl8SHOAde569liKZ07rHipuh+MzbQd5vUS+WVqcn29t9oJaZkmAUZzsKvQwl8Ri/YI1aEvbvsoNWNZfl7rmqCpZd61hcrsUIsZJa091dYqjBqhyg66svH2th937LhRYHN/91SS3XblpNXTMHv7A0nbT4WB8VNKkeRUXAW8p5WVewqRwKAsSBYMjBtyUgOJKwFSwNnbTELmORgydbeW2eupFkcGMnBkTy2gPtFFDxmgOfqWKK3F5z2OJXXyE3mtcsVZIBOXU4z3S6XIgsuF73+bVJf0rQVh8WH/Jx/T9rVY8Orrb5cd1zV/5Ois3WG3EzNqwu1OAszY81Rh8cicP9Nq9dXUovJK+lgfLJpW5DvNp2mK6lFDc96P4/zSQXHdHuTijSub0OqGVvwvoVayPjtO58sypN8jMMKS5SKhTvOit8P+ed6I34Y1o56NCoY0GiPu1vEUYOKEfRyr/o07JZaYgaRvH3IgM830ptL9pt9H99/8t2NxXnlKwCAs6AMZ2Dy7uXa5mclO6TXEL3+6CXafTaJWhWuijuemEJ7zxc0yeoFSxHBAaIJWLH/fDJZ+qjnRukR83epPrxe7l2fOtSOEWMG2Mm3++p+r17GS7v6TclacQNstGj2TRX9MfIWKLL4a0WBxKbjReXCyxYCDM48jb69gamRmJe4c6Zl4uJ9dPJyGr259ADtmdiTIkMCTTN71M9XFCzFSxvEKpTyZMXIEOrfumh5uC0Xpceat6VotlOtcuFiRZslPIdIGQQ57o5GqvlFfAyK34d3oom/7xOzmHh1HJ/0jPxpt8V+Jw5clAnZXE5S7muNoyWn2NLBtOyFW0yXN47pJkZo1Bv3pymbp5fRu6t5HFUtG0a9G1cUQyABAJwJmSUD0y73lrNISgbE0r5fGwv7jLisc9v7f9OoX/ZY3KuLAxPZ34cTLa56m7vxlGpFGAdZ3MMj949wAMcDLXlndc6YcHP5lKUHaPgPO3RXenGTsLISi8tnyoDC6LCCjMJJuQyoCZbkHqZdZ67ZtefdhqNFIwHunrGBBs3eKgIlRbOJK+i2qWtF0GktWEpIzqCpyw/R7R/+IzIxchO9soJLwT+nh77cJIY4ysEdz07i75Uzf/Lxyddb+3lwX06ctAKMVZP6fyJDA3QHQVrCowq03r6nqJ+pRmy4xd63FlWjafagm0QP2Y1uNcLfz+Xob4e0tXo/bj5nCJQAwBWQWfKiMpz8AabMWdIGS/xXOJeqeLUW23tOvf2EXmapfsUIung9UxUQWFqObsnBC0V/7XPwwxkc9ue4ZXRHs0r0h2bZt+JwQgp1fPsv0WPz3n3NaMLigubpkAB/ii5sQuYJ0XKAIpODHDmo0tt9Xlte08scKY5LjyVbLG3BcTE5Q/SSse82n6KH2lYz3aYMEj19OU1k+TiAVBrlb6lbjlpXL0MPfLFJXOYyU81yRX0sPAlb7knSM/ORVvTkd0XBZ/WyYWYr8+SJ0Rx0WCrL2attzbL08YMtRaarZdVo8ZhKpklxf5sqNPr2hqrSmTN0rluOqpQJpbNXi4LjCpHBNLRTLTF8U56UDQDgbAiWvKTBm8lzcLIs9CxxgMGBj/JhfeZqUTBhKViqXa40PXFLLdpxKkksR8/MzaMsG03gWvlS4Y73C5NZCpS02azle4umZfMKO+UDV87SnNcsVT9xqSiwkN8L7ao53tiUV5cV3JYhskBL7Tgua2VDOVDjAFFeRs/PwRmjW94rWD1WT5oozTOB5Lhm4u/7xQe/I+XZ3k0q0YNtq5mCUr3l8ZxJ4gCHe5N4IKTehraxpYNUM5gs4fePs1d3NpcGKOr8irx7b9HKRmcrHxGsCpa4lMp9TQAAroY/xwxMO0zveqa8ok0/WOIPRfn6szrBkrZPiMcE8F/uykafvDze0cyS0mTMDsWbZ7PsseVk0d5m/NL1ykb8PNtPXRFNvlxiPCd9eMq05SveH4znIrH45HRRpuSp5Pb4eqDt1VzcMC1PnuYsF6/ekjNo1hrNE3T6nyzZMra7+Nq8StFKL71giWdlzX/iZvr5yfbi/DO31hF9TNMHtBB9ZXz6fujN1KuxugF7pM6U7Yl3NTK7Ls1CCdhVhnWuJcqzigBpcCoAgCshs2Rg8mBIJpc8ciw0eCulq4U7zokgiDf0tEWJyZRMFs/1cXRStxyUFXdJvZwl4mCCyy5anFHr/1lBE/Wes9csLnfX4r6smMJM1dXUbNXsKFtua1De5n24tCePVOAMyFGpnHaj2tYoS7XLh9MjN1c3NafLpa7KOu8Vk0tzvIx+06vdzEqwnz/aRgSe+y8kU/taMaIRn4+ds3hj+jQQWT55cKhc8k3PK/r961gnhlzp9qaVxImnlzN3beECAOB1/9rMmDGDatSoQSEhIdSuXTvasqVoV3M9P//8MzVo0EDcv2nTprR06VLV7VyOGT9+PFWqVIlCQ0Ope/fudORIwTYSnqadiSg3ZiuZH22WSM4w/LTtrN0TvuVgief6aDeQtUUOWng/L1v0+mfkviceXcCrm6zZfKIgc2PP0MHQwAAKDQowZd30yl6WJl5re4He6NfEbDk8bweilD4ZN11vlFbnOUo7i6d2+dI05Z5m1DguSndjVmXMQnFxM32H2rHitXL/z0cPtqRfnuogJrTLzyn77JFW4ne0W4PyYnPc6QNakjvc17oKhQf5qxrOAQBcyauCpfnz59PIkSNpwoQJtGPHDmrevDn16tWLLl68qHv/f//9lx588EEaMmQI7dy5k/r16ydOe/cWLZt+99136aOPPqKZM2fS5s2bKTw8XDxmRoZ9k7FdSbuiS25a5uzNrzvPmmWWqmkCDIeCpcImWS4ncZahuOSSnJ6mlaNo36ReZtfLq+w4WLK3SbhhpUib9wkN8jMFaOmF26No8biAB9tWFecbx0WKfh7uC9Li7A6PSpBxs7i22X7dYcszp2ypIzV8FxxbgO7xyn1n7ta1fnla/8pt9OkjrejprnXcNin73Xub0bZxPURWDADAHbwqWJo2bRoNGzaMBg8eTI0aNRIBTlhYGM2aNUv3/h9++CH17t2bXn75ZWrYsCG9/vrr1KpVK/rkk09MWaXp06fTuHHj6O6776ZmzZrR3Llz6fz587Ro0SIyWmZJO6doxPzdZj1L2myMdoijtcyJdq5TcekNypTxti3aEqMWz73UZp+UYE5Lr1ynFeTvb8occYCpzcgx3sbltTsa0bv9m9Hcx9vS5le705R7mqruoyyF79u0ktlKRb2ZV8XFr2nM7Q3Mnlc7GoCXzNctX1o0P3sCZzId2W/PGfj3VTvuAgDAlbwmWMrKyqLt27eLMpnCz89PXN64saCHRYuvl+/POGuk3P/EiRMUHx+vuk9UVJQo71l6TJaZmUnJycmqkyvYCii0y+X1dm2XS0OOrr5zFb2sjhZnlrR7zsVFhxQ/WArwMz0eB3NKFoinXssfwmFBAXT/TVUppnSw7sa8StDC83x4arQqs2RHFo83U7UHL4d/+ObqVoNeDlL+erErLX2+s1s29AUA8FVeEyxdunSJcnNzqUIFda8IX+aARw9fb+3+yldHHpNNmTJFBFXKqWrVgtKNs1kbrKiQl9VXLct/5at/pI70HtkTLHGjsSLQvxR9+EALux/f9Dx2BEu8NQoHK/KGvpZ2j7dn2CK/tlCdzJLSEM+sNbUrpb7+rSubruPVZZsLG6Y5s2RpQKgyNoBXov38ZAdqV7PoPbSkQmSICMze/F8TUVrt30p/Gji/JnuCTwAAKD6shiuGMWPGiN4pBWeWXBEw2ZFYMg0t5E1Hn+9eV3cIpbOCGN7FnbejaDxhubjcvEo03VzL8RVQXIazRW+Vm6WgSG+llhI8nrmSbgqWTGW47Fxavq8giJRLSNY2GP5uSFuxgq5X46JMFFMek0uk01eZLwzgUlqfppXozSUHTDOB7AlKlXLqw+2qixMAAHiO1/xJGhsbS/7+/pSQUDBYUMGXK1ZUf4Ap+Hpr91e+OvKYLDg4mCIjI1Und2WWtFtaKE3RvFqKS0jW+o4sbRmhBCG2PsS5NCU/Pmd/OHhylD2ZEOV1ypvvcral6HywOG4uO3LmRi8JVymyKLgK9i9q8OYAkzeTZXKpT94gWO+180BG7XvE77k1A26qKgKfmY+2FlO7xbHY0eOjbdQHAADP8ZpgKSgoiFq3bk2rV682XZeXlycut2/fXvd7+Hr5/mzlypWm+9esWVMERfJ9OEvEq+IsPaY76QVLlSxkV5RAwNLsGd4eo1OdWNV1Xz7Whga2r25a8WUrWOKykLytBE+G5lJZ57rqx73RDBYvy590V2Oz4Y1yyaxu+Qha/WIX+ueVW8UsqTCdUQQVpMBS7lmSycGfMrvKEXp9TTwskn90D7WrZtrfTvWcFn5GgzvWMJ1XZkIBAIDneVUZjktfAwcOpDZt2lDbtm3FSrbU1FSxOo499thjVLlyZdFTxJ5//nnq0qULvf/++9S3b1+aN28ebdu2jb744gtxOzfFvvDCC/TGG29Q3bp1RfD02muvUVxcnBgx4Gl6ZbhyFjI5SiCgnfotBwv8ev8ZdavYioOXXXNWRp4XZE8vkUwZwsgrxzYdv0IfrT5i12whpQxXq1y42Gesb7NKtKRw65HJdzemx9oXBQ2Wmtc5cOPXrLxu7t1J1axG46nd8uvXW0ElrzCURxc4glfM8cbBijuaxdF3Q9tZHAiqzf7xiIKNY7qJ/iwODhtUjEDDNgCAgXhVsDRgwABKTEwUQyS5AbtFixa0bNkyU4P26dOnxQo5RYcOHeiHH34QowFeffVVERDxSIAmTZqY7jNq1CgRcD3xxBOUlJREnTp1Eo/JQyw9TW813IPtqtHjnWrS/Z9v1M0s6WU6lKXzjEtCloY9OvoBnVi4vQd/X/vaMbTj9FW7giWlDPf90Hb0++7zNOCmaqZgifcys0TO0pTWzB2SAyFuxn77nqa0YMdZVSCoNwiTV7EpvU2OZsgUnJmbseaoad8y3pLD2uR0uQz30/+1pwaVIkzvycTCjBoAABiHVwVLbPjw4eKkZ+3atWbX3XfffeJkCX/QT548WZyMRq8MxzN1eFUYl3h+2FywiaoydJHVKleahnaqSV+tP+GUsQDP3FqbZm84SS/2LFomr20ul1fHFR070T2tqtAv24sCFu39KkWF0hO31Bbnl79wC128nkENKlru/9JmlmRhgUWXPxjQXDwOB2Ly69cLJHny9o/DbqZFO8+JYZPFVRAcFQRLwTpBmUz+sfLPUx4uCQAAxuM1PUu+SC9Ykvt2ZHI/zrg7GlEjzVTr4gZLvAXGngk9aUinmg41bnPj89T7mps2r7V0PwWXBXkzX0t41Zn82iM0maUQKbMUUpi5CZRes/L6P3u4ler7uHTHq+mG31ZXt7/IXvLx2GrO5n3kbP08AQDAOBAsGZheRU0pJWm3MdE2L/NQR0tZH0dweUtu6mafPNRSZEfe6d/UYhCk7A6vN3m6OHOBmsRFURkpmNEO35QbvJXl/HIPlvKcNWLVe6g91aUgs3Wj5BlNtrZfuZ5RtMcfepMAAIzP68pwvp5ZUj5ctcGSth9HGzxpYie76W0uyw3M3RpUMGuYloMT5fn1SlL2zFlScF/TV/8cp9f7NRF7jz13Wx06dilVLOOXSa1qpuOSs2lKUzWXvXhvusjQAJr5SGurvUWOSM3MtRjIacl7/AEAgPEhWDIwa9udaLcx0ZbZtGUqe1d6cdlMHq4o9wLJ9FaWBQaUMgveEq8XNIGrjtWBzFLHOrHipBip0zulpcw+kgNG5f3hLNni4R2dntUZ0aMuvf7HAXrv3mY275ttx359AABgHCjDGZg2VnqpZz3TeTmzdH+bKmbDIbXlr5qa8pMlz95Wl8b2aWi6HFLYOG6PACm9owRTdzWvJAKVFlWjTbe5ensOpZFb3jNODtA4SHJ2+at3k0q0YfRt1EEzy0rP5LubiOzTG/2KVmUCAIBxIVjykjIc7w3GTciKJpWjTOffvbe5btDDejWuQJvGdLNZGpIDjQ51YuyeUG2xZ6mwybpO+Qja+VoP0exdnDKcvfTKjDViwt2+SbA9OHDcNb7HDa2+AwAA90EZzsDk5Ic2GfN01zoik9OzsXoTYEWjuEjxgczL0q2V8/TIgxr1ZhNZEiSV4eQp1eHB6m1YokPdM526ekzRqjRr28B4Ahq7AQC8B4IlA5PnAmlnBHGZizfOtaa4S+F5KxFlsrSlIZe2Mkva4ES+jRus3YF7lj58oIUYPMl7uwEAABQHgiUvKcPprYxzFQ7E9k7q5fC4AXWw5G+x4bxexdLkLne3qOy25wIAgJIJwZKByUkdRzI8zqA3H8kWuS9I2yPEpbg/nu0kMk7aQMoZijsaAQAAwBZjNXKAxb4Wd2aWiktp6rbUI8RN6XUrFJT4nI0342U1pD4lAAAAZ0BmycD8pQDJ3Zml4lCmdnti9RlvZls5OpSaSyMKAAAAnAHBkoHJU6m9I1iShkC6eJaSFr8/tzYo79bnBAAA34AynIF5WxlOHjOg3U8OAADAW+ETzWvKcORVmaV8Qsc1AACUDF7wEey75GySHDgZldzUjdVpAABQUiBYMjC5TcnRKdyeIB9jnp0b9wIAABgdgiUv6VnyhsySDLESAACUFAiWDExeAecNmSVZHupwAABQQiBY8pYynJdllgAAAEoKBEteUoZzdJ82T0NmCQAASgoES16SWXL3ROwbdXOtGE8fAgAAgFNggreX9Cy5eyJ2ca1/5Vbadz6Zejaq4OlDAQAAcAoESwYm9yl5S2apSpkwcQIAACgpvOMT2EfJPd3eEiwBAACUNPgE9pLMUqCXlOEAAABKGnwCe0vPEjJLAAAAHoFPYC9ZDReMzBIAAIBH4BPYS+YsIbMEAADgGfgENjB5Pzj0LAEAAHgGPoENzBtHBwAAAJQ0+AQ2MIwOAAAA8Dx8AhuYnxdO8AYAAChp8AnsJT1LwcgsAQAAeITXfAJfuXKFHn74YYqMjKTo6GgaMmQIpaSkWL3/s88+S/Xr16fQ0FCqVq0aPffcc3Tt2jWzFWfa07x588gI8vLzTefR4A0AAOAZXrM3HAdKFy5coJUrV1J2djYNHjyYnnjiCfrhhx9073/+/Hlxmjp1KjVq1IhOnTpFTz75pLjul19+Ud139uzZ1Lt3b9NlDsaMIDevKFhCzxIAAIBneEWwdODAAVq2bBlt3bqV2rRpI677+OOPqU+fPiIYiouLM/ueJk2a0IIFC0yXa9euTW+++SY98sgjlJOTQwEBAargqGLFimQ0yCwBAAB4nld8Am/cuFEENEqgxLp3705+fn60efNmux+HS3BcxpMDJfbMM89QbGwstW3blmbNmkX5UpCiJzMzk5KTk1UnV6hWNow6142lvs0qIbMEAADgIV6RWYqPj6fy5curruOAp2zZsuI2e1y6dIlef/11UbqTTZ48mW677TYKCwujFStW0NNPPy16obi/yZIpU6bQpEmTyNW4f+rbIe1c/jwAAABgmUfTFaNHj9ZtsJZPBw8evOHn4cxP3759Re/SxIkTVbe99tpr1LFjR2rZsiW98sorNGrUKHrvvfesPt6YMWNElko5nTlz5oaPEQAAAIzJo5mlF198kQYNGmT1PrVq1RL9RBcvXlRdz31HvOLNVq/R9evXRfN2REQE/frrrxQYGGj1/u3atRMZKC61BQcH696Hr7d0GwAAAJQsHg2WypUrJ062tG/fnpKSkmj79u3UunVrcd1ff/1FeXl5IrixllHq1auXCGwWL15MISEhNp9r165dVKZMGQRDAAAA4D09Sw0bNhTZoWHDhtHMmTPF6IDhw4fTAw88YFoJd+7cOerWrRvNnTtXNGpzoNSzZ09KS0uj7777TtWIzQGav78//f7775SQkEA333yzCKR4LMFbb71FL730kodfMQAAABiFVwRL7PvvvxcBEgdEvAquf//+9NFHH5lu5wDq0KFDIjhiO3bsMK2Uq1OnjuqxTpw4QTVq1BAluRkzZtCIESPECji+37Rp00RQBgAAAMBK5dtaJw82ccYqKirKNJoAAAAASs7nN4b3AAAAAFiBYAkAAADACgRLAAAAAFYgWAIAAACwAsESAAAAgBUIlgAAAACsQLAEAAAAYAWCJQAAAICSMMHbyJS5nsp2KgAAAGB8yue2rfncCJac4Pr16+Jr1apVPX0oAAAAUIzPcZ7kbQm2O3GCvLw8On/+PEVERFCpUqWcGvFyAHbmzBlso+IGeL/dC++3e+H9dh+8197zfnMIxIFSXFyc2HfWEmSWnIDf4CpVqrjs8fmHj//h3Afvt3vh/XYvvN/ug/faO95vaxklBRq8AQAAAKxAsAQAAABgBYIlAwsODqYJEyaIr+B6eL/dC++3e+H9dh+81yXv/UaDNwAAAIAVyCwBAAAAWIFgCQAAAMAKBEsAAAAAViBY8rAZM2ZQjRo1KCQkhNq1a0dbtmyxeN85c+aIoZfyib8PXPN+s6SkJHrmmWeoUqVKonmwXr16tHTpUrcdry+93127djX7/eZT37593XrMvvK7PX36dKpfvz6FhoaKgX4jRoygjIwMtx2vL73f2dnZNHnyZKpdu7a4f/PmzWnZsmVuPV5vtm7dOrrzzjvF4Ej+N2HRokU2v2ft2rXUqlUr8e92nTp1xOfnDeEGb/CMefPm5QcFBeXPmjUrf9++ffnDhg3Lj46Ozk9ISNC9/+zZs/MjIyPzL1y4YDrFx8e7/bh95f3OzMzMb9OmTX6fPn3y169fn3/ixIn8tWvX5u/atcvtx+4L7/fly5dVv9t79+7N9/f3F7/34Nz3+vvvv88PDg4WX/n3evny5fmVKlXKHzFihNuP3Rfe71GjRuXHxcXlL1myJP/YsWP5n376aX5ISEj+jh073H7s3mjp0qX5Y8eOzV+4cCEvSMv/9ddfrd7/+PHj+WFhYfkjR47M379/f/7HH38s/i1ZtmxZsY8BwZIHtW3bNv+ZZ54xXc7NzRX/Q02ZMkX3/vyhERUV5cYj9O33+7PPPsuvVatWflZWlhuP0nffb60PPvggPyIiIj8lJcWFR+mb7zXf97bbblNdxx8sHTt2dPmx+uL7zYHoJ598orrunnvuyX/44YddfqwlDdkRLHFw2rhxY9V1AwYMyO/Vq1exnxdlOA/Jysqi7du3U/fu3VXbpvDljRs3Wvy+lJQUql69ukib33333bRv3z43HbHvvd+LFy+m9u3bizJchQoVqEmTJvTWW29Rbm6uG4/ct36/ZV9//TU98MADFB4e7sIj9c33ukOHDuJ7lNLR8ePHRXm5T58+bjtuX3q/MzMzzVomuPy5fv16lx+vL9q4caPq58N69epl9789ehAsecilS5fEhy5/CMv4cnx8vO73cH/BrFmz6LfffqPvvvtObODL/+idPXvWTUftW+83f4D88ssv4vv4g+S1116j999/n9544w03HbVvvd8y/hDfu3cvDR061IVH6bvv9UMPPSR6aDp16kSBgYGil4Z7xl599VU3HbVvvd/8QT1t2jQ6cuSI+Hd75cqVtHDhQrpw4YKbjtq3xMfH6/58eMPd9PT0Yj0mgiUvwlmOxx57jFq0aEFdunQR/7OVK1eOPv/8c08fWonE/6iVL1+evvjiC2rdujUNGDCAxo4dSzNnzvT0oZV4nFVq2rQptW3b1tOHUiJx8ytnST/99FPasWOH+LdkyZIl9Prrr3v60EqkDz/8kOrWrUsNGjSgoKAgGj58OA0ePNjqLvdgLAGePgBfFRsbS/7+/pSQkKC6ni9XrFjRrsfgvwhbtmxJR48eddFR+vb7zSvg+D3m71M0bNhQ/NXCqXj+Rw+c//udmppK8+bNE5kPcM17zVnSRx991JS548CU3/cnnnhC/EGAD3Hnvt/8Ry2v4OLVhpcvXxarukaPHk21atVy01H7looVK+r+fCIjI0X5szjwf4SH8ActZytWr16tymTwZc4g2YNTwf/995/4UAfnv98dO3YUgSjfT3H48GHxfiNQct3v988//yx6PB555BE3HKlvvtdpaWlmAZHyRwF2wHLd7zb3LVWuXJlycnJowYIFou8UnI9/DvLPh3Hp097PVl3Fbg0Hpyw/5eW7c+bMEcsbn3jiCbH8VBkH8Oijj+aPHj3adP9JkyaJJb689HT79u35DzzwgFh+yktXwfnv9+nTp8VqrOHDh+cfOnQo/48//sgvX758/htvvOHBV1Fy329Fp06dxMoVcN17PWHCBPG7/eOPP4pl1itWrMivXbt2/v333+/BV1Fy3+9NmzblL1iwQPzbvW7dOrESsWbNmvlXr1714KvwHtevX8/fuXOnOHHYMm3aNHH+1KlT4nZ+r/k9144OePnll/MPHDiQP2PGDIwO8HY8/6FatWpiZgcvR+X/qRRdunTJHzhwoOnyCy+8YLpvhQoVxPwfzOlw3fvN/v333/x27dqJfxh5jMCbb76Zn5OT44Ej9433++DBg+IfQ/7wBte919nZ2fkTJ04UARL/wVW1atX8p59+Gh/eLnq/eT5bw4YNxb8jMTEx4oP93LlzHjpy77NmzRrx74L2pLzH/JXfc+33tGjRQvx8+N/uG53XVor/c+NJLwAAAICSCT1LAAAAAFYgWAIAAACwAsESAAAAgBUIlgAAAACsQLAEAAAAYAWCJQAAAAArECwBAAAAWIFgCQAAAMAKBEsA4HalSpUSG4saWdeuXemFF15wy3Pxxra8ia2rzZw5k+68806XPw9ASYMJ3gDgFIMGDaJvvvlGnA8ICKCyZctSs2bN6MEHHxS3yRu3xsfHU5kyZSg4OJiM6sqVKxQYGEgREREufR5+L+rVqyc2xa5evbpLnysrK4tq1qxJ8+bNo86dO7v0uQBKEmSWAMBpevfuTRcuXKCTJ0/Sn3/+Sbfeeis9//zzdMcdd4id1hUVK1b0aKDEQYMtHOy5OlBiX331FXXo0MHlgRILCgqihx56iD766COXPxdASYJgCQCchgMgDoQqV65MrVq1oldffZV+++03ETjNmTNHtwzHgcvw4cOpUqVKFBISIoKGKVOmqO772Wef0e23306hoaFUq1Yt+uWXX1TPe+bMGbr//vspOjpaBDl33323CNgUnNnq168fvfnmmxQXF0f169cX13/66adUt25d8bwVKlSge++912IZ7urVq/TYY4+JjFhYWJg4niNHjphu59fHz798+XJq2LAhlS5d2hQ8WsNZHm1prEaNGjR9+nTVdS1atKCJEyeq3pfPP/9cBKJ8PPycGzdupKNHj4pjDw8PF0HYsWPHVI/Dz7V48WJKT0+3elwAUATBEgC41G233UbNmzenhQsX6t7OWQ7+8P7pp5/o0KFD9P3334tgQdvT079/f9q9ezc9/PDD9MADD9CBAwfEbdnZ2dSrVy+RBfrnn39ow4YNpkBFziCtXr1aPP7KlSvpjz/+oG3bttFzzz1HkydPFtcvW7aMbrnlFouvgwMu/h4+Vg5KuIOhT58+4vkVaWlpNHXqVPr2229p3bp1dPr0aXrppZeslvr2799Pbdq0oeJ4/fXXRQC3a9cuatCggcga/d///R+NGTNGHCsfIweiMn4uzvJt3ry5WM8J4IsCPH0AAFDy8Qf5nj17dG/jgIKzO506dRLZEr1y1H333UdDhw41BQgc8Hz88cciMzR//nzKy8sT5Sz+fjZ79myR5Vm7di317NlTXMeZFr4Pl6IYB298HWdmONDi523ZsqXuMXIGiYMkDsQ4W8M4qKtatarIkPHxMQ6cuIm6du3a4jIHKhyMWcKvnQMaznYVx+DBg0VGjb3yyivUvn17EVhy8Mi4BMr3kXEWKioqik6dOlWs5wTwRcgsAYDLcUCgBDJ6GRvOjHBpjDM9K1asMLsPBwHay0pmibNNXHrigIczSnziUlxGRoaqBNW0aVNToMR69OghAiQu6z366KMi+OHMkB5+Lm5ab9eunem6mJgYcczKcSiBiBIoMS4tXrx40eL7opTCuAxYHNxAr+AyovI65ev4fUhOTlZ9H5czLb1WADCHYAkAXI4DCl6FpYd7m06cOCEyRhw8cKZE7h2yJSUlhVq3bi0CLvl0+PBhUZZScBZJxsHVjh076McffxRBzfjx40W5MCkpqdivk1fPyThAtLbgODY21tQPJeOVg9rvk8t9es+nBKN613HmTVv+K1eunF2vCQAQLAGAi/31119iWTz3HFkSGRlJAwYMoC+//FKU1RYsWCA+0BWbNm1S3Z8vc0OzEmxxmax8+fJUp04d1YnLTdZwtqh79+707rvvijIhN4Xz8Wrxc2n7fC5fvix6nRo1akTFxVkofu3ctyTjQEZuDOfMEAeUzsDZNs42WSo5AoA5BEsA4DSZmZlibtC5c+dE1uatt94SK9O4L4gbkfVMmzZNZHcOHjwoskE///yzWFHHPUcKvm7WrFni9gkTJtCWLVtMjcvc8M0ZGn4ebvDmoIJ7lbikd/bsWYvHyk3e3FzOWSju35k7d67IwCgr5WTcU8WPP2zYMFq/fr0o/T3yyCNi1R9fX1ycQeJgjR9T2xTPTeL8ejjQHDhwIPn7+5Mz8GNy6VEuFwKAdQiWAMBpeEUZl7R4NRuvRluzZo0ISHh8gKUPey6HcWaHV2nddNNNIruzdOlS1RDLSZMmiSX23KPDQQ0HV0pGh/uEeOVZtWrV6J577hFZoCFDhojsCWdtLOFgjJu8OTDh7+HGbH7cxo0b696fm8a53MeBH/dMcZmMj1NbenMUN67za5NLZbyarUuXLuK5+vbtK8YeOCu44dfIQR8A2A8TvAHA0Ljv5tdffxUBQ0nE/wRz4/iIESPEtHNX2rdvnwgOOUNnq0QJAEWQWQIA8HAw+MUXX6gmnLsK90FxZg6BEoBjkFkCAEMr6ZklADA+DKUEAEPD33MA4GkowwEAAABYgWAJAAAAwAoESwAAAABWIFgCAAAAsALBEgAAAIAVCJYAAAAArECwBAAAAGAFgiUAAAAAKxAsAQAAAJBl/w/fFB4vjNYgbwAAAABJRU5ErkJggg==", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J001837.37+020015.7_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J205721.89+005628.7_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J205721.89+005628.7_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", +======= + "image/png": 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htqgm2lALHdUTdKSgTPysZyJ0Jow6jlo5xJAnnA0Dg566Io1Hxxeho4nosNCptndEB0IHAABiGLtuTrVFHWNQXhHanjqqsJIprbq61JUkR2dSDrkZudpz6ko/wsK46sreHh0IHQAAiGHkN/NojugE29fijVxHNZWKWUQnx0QA6XGZhYM71LPScWzMhI70EZn20alyeXTkWAi7EZ3vcAAAiDEO5JXQOa/Mp8//rBn+GMsRHe6bY5a64gnc93y5yjkkM+xCx4dmgZaakau9pK4MhI626qraVXVlU9Fsz1UBAADwi2d/2EArd+XS3dNX+fV7ajdbu8yHqi36vjmq0Jn03zX02ZKddPeX/h0nI/TN9GSTQiOhY1ZZ5Wvqytkw0KLOyEl+mJFFHx1l1pVrqKc9RTOEDgAARAH5pa7N9Y8th+npWesNv43rUecT+XL/SEAdSqkXOrPW7Ava8+hNztIorBc6nNExmk7O5KQm2cKjk2jir/Ee0alyVV3ZVOigvBwAAKIA1R9xwwdLxWZ7pLCMnrygp8/Tq0uF/8O3CIOdKdcNolQrldSJ4bVFn0Zi4256coKb0OE5UmqnZpVsXyM6FjcMTHD4btyGfBqZkevUcZaS891LHfeBGRkAAIBlqN+m5Ub70/oDXn9P3ThLyv3fRK2cIxUo3MTO6DUGWySYdRGWox0kcmCmEXKqebgbBsYrURpf+uiofpwix31STNJf4QZCBwAAogCjipeURO8f8SVKFU9NRMd32Ng78rlf6YGvV5OdIzpSwO3NLTaNZgUzdXWsSCt0UhxCZ/zI4zymDn3x6HCX59qu20jo8PvHaPq4UeqKIzfxSvSmqLTS5/dbOLDnqgAAAPiFUWbEm+eGNzl1PIK/zei+XbVXDLX8YNF2shN6k7AUcJsPFmiur210RB/RkT1n3FJXjsng/zq5A/04YXhAz6WWfwczqlPlrJhig3Gcjx6dOK2J3bGeZA+Rq3ASMULnoYceEjlO9dS5c+dwLwsAAGyBUfv9Qsc3bX83al+xYdbK0IwsBdyy7ce01weQqgvEjCxTVxy96dAow1CUekMd0RBMoVMpIzpKbxwVmZZSSTBJc5mVqIebiDIjd+vWjX788Ufn5YSEiFo+AACENqJTXinSHGbpEU+mXV/wNe0SavSGWvm6/tqdq7u+duZr/fG68u0/6LZTOlJeie8eHV9Rq6KEQEuhoFCpzKkyEi8lZlVXBm84CJ0gwMKmSZMm4V4GAADYDjORUuyoBPLFtOtvREfdF3nDtEt5sexnI5FVQfk6AWJ2zL7/a6+oJjqzZ1OPz6Ofis7jHh7/bp3b/VIcqavawFkMTl9xFM6KiE68SUTHbNYVi1y+u6oppRfJbthTfpmwceNGatasGbVr147GjBlDO3bs8Hj/0tJSysvL05wAACAaMRMpRi38gxXRUYWNvyIpHBEdfVWZ0etlIXHTR8volo+X0YH8Eo/P42sVV6rOpPu0o+T/36PczcmeSLagaWClMpDT0KNjUnXFqJVXfJWRULIDESN0Bg4cSNOmTaNZs2bR66+/Tlu3bqVhw4ZRfn6+6e9MnjyZsrOznaeWLVuGdM0AABAqinWbeJojiuDJkGxm2vUVtTeMrYSO3qPjWJtaYWb2etXjtWGf1ryswilBX6ei61NXF/VvSYvvO4VuPbkD+YMVvXSqvEV0DGdd1axDnfjAHiKzXkHhJmKEzujRo+miiy6inj170mmnnUbfffcdHTt2jD7//HPT35k4cSLl5uY6Tzt3WjfbBAAAwokqNE7r1tgpdArLKnwWBP720VFTRCU2Gh/B3XpVXvp5kzg+pT5EdFTxo6/Skkyc8RcNnPwT7TmmLVdXaZad4lZ1pdIoM8VvYWCF0KlQysv96aOjj+gk27S0nLHvyryQk5NDxx13HG3atMn0PsnJyZSVlaU5AQBANCKjFuMGt6H/u6iXc3P1lLpyS/H4GZVRIxq2iugY9Jl5f+E2twiOUdWVKn62HS40fPxPFu+gg/ml9Ma8LaZrGNKhgamXJ1BcTQMrg15eHm9SSaWP+qkdkNX729WIzNh3ZV4oKCigzZs3U9Omns1iAAAQjeQWldOT36+nDfvzNd+8R3VtTFkpiZSelOBD6kpXXu5npEDbVdk+QscopbTtcJFT2KQ7RKBR6kp9HUavSe0EvfWQsRBi+rSq6zyvb1QYKLJpoL9eKp/NyD6OcHBFdOrY3ogcUULnzjvvpF9//ZW2bdtGCxYsoPPOO4/i4+PpsssuC/fSAAAg5Dz0vzU05dfNdOrz8zRpJ7nhpPqSunKL6Pi3gZbWcnyEVRhFIVi0SI+OHLCprn/nkSJ6atZ62nW02OPxKFSEo9HzSIZ0qO88v/eYZ1NzOFNXlVXGYx08IQWOKozsHNGJmPLyXbt2CVFz+PBhatiwIQ0dOpQWLVokzgMAQKyxfMdRzWUZfZBt+DMcJeUFHoZYujfW8zd1pXRVtlFER/+6mMLSCud6s1ITaU9uiUYwXPrmItp9rJjejnelo/TmZeZoYZnbdSM6NaTOTbKoTf00IUDbN8yg1vXT6bLjW4k0F/fWCQaWmJGrXX10fK2akhGddBE1LHVraBhVQofLt9kHEwo+/fTTkDwPAABEAnojq0xdyYgOp6+Mesd4iuj4G5XRpK78FEmh9ujsPOKK1LDQ0Ud0WOS4izf343HYQOhwVdV/Rtd06h/eqaGzb9Fj53anG05sR20bpFMwkFGTYPbRqVA6I/vaB0lGftKSXeKmmqqjI3X1/fff09ixY0Ufm8TEREpLSxMG3+HDh9Pjjz9Oe/bssW6lAAAATJGbshQ6mSk1m+1D/1tLx4rcN2cjj85Rk/v54oUpLrNP6krfMFA/lkGKQG8RLF8jOolK/5mm2anOx2fhECyRwyQ5oiaWlJfX0aaiPCEFUZrDB8ZsPmDuV4oIofPVV1+JCqdrrrlGdCe+5557aMaMGTR79mx6++23hdDh0QwsgG688UY6ePCg9SsHAIAYRt2S2Csiv+XLni0yasG8/LNxdaq+Gshbgzw9amTBTmZko4iOHMvAoxSkf8mbJ8nodiMxqA7ctBIZ0fFUSRewGTk+Tgzr9AWZ4pKmbmbs4DYU0amrp59+mp5//nnRyybO4EBcfPHF4ufu3bvp5Zdfpg8//JDGjx8f/NUCAABwUzqqyJAenUxl7MO+PGMBozfTHsir8VtEfuqqZl2D2tWnJtkp9NXy3VRQWuNVSkmIdwoGb9VLRq9JNSMbRXSspElWSlCruDSdkevUoUQ/PTrq675peHuKaKGzcOFCnx6sefPm9OSTT9Z2TQAAALygbkkaoZOgTV15qoiRkQ85Q+lAfqnXNAfPc5JVS2pEx8gAHC5kpIojN1cNai2EjqwKT05UhU6l3xGdYoMqtlBVHLWqlyZ+bj9c5PPvFJVV0HsLttOp3RoLk7R5Z2RtXxw96lwreT9VKGco7ze7Yd96MAAAAD6ZkTcfLHQKFjlRXA3WmG3E0qMju/iyj8VTCurmj5ZRv0fn0DZH/5hyJSLi6ziEUCAjTZym0kdb+Fgk++h1MYr4GKWN1MniVtKqfpqzFN5XXvhxoyibP+XZX712RlY9OrJnj0SVsfJ+5cqbzC4DXY3wS4JVVVWJXja//fYbbd++nYqKikR5d58+fWjkyJGYJQUAACFC3VYufqMm6p6iCBq1db9ZNZWMfNRLTxJVR3z5SGEZNctJNbz/rDX7xM8Zy3fThFHHaSI6wawEqi1SdLF5V++f4VEFclyB19SVgegzasAYKo9Oy7ppmgoxX1iy7YhP5eUsXjQjHTjKp/xNlT6J1DAj2dDMbld8+usUFxfTY489JoTMGWecIaqveM4UN+zjEQyTJk2itm3bitu4tw0AAABrMRqTpHanHdi2nvO8edWV3OTinOkotTrJrNqoUWayWxQnmJVAVkZ0OFLh6jBcGaSITmiEDgtS5lhRuaZDsycSvKyt0iSiwyk+lWuGtKWeLbLpw2sHOqOJwRptYYuIDldcDRo0iN566y0aNWqUKC3XwxGejz/+mC699FK677776Prrr7divQAAAExQh0f2b1OPxg5qTe8t3E7HTMSLTFtwFQ1XaR0qKDMVOuqASymyymyaunJGdOLj3JrgsShxRnTK/Y/oFIUxopOTluj8u7EpWjaF9ESSj0KHU0/qffXpzl4ts+nBs7sa/q7d8emv88MPP4gp4RyxMRI5TOvWrcW08I0bN9LJJ58c7HUCAABQqKNJXmmNyJLRPZo652J56jfDm5yM6Fz/3hLDaAEPsZQUldZs9mXKN3o7fbuXAowFiF6EcNRCenS8pa74dv2xKC6v8FtMBAuO2EkBwlG6dXvzaLvJ4FFJghf/kFPocNVVvPk0cqPXeMUJrcTPocoA04iN6HTp0sXnB2Qh1L69fcvMAAAgGpBlwSqytFzS0JFi2nKoUEQn9IMX1YiO3Mi4qmrp9qOiUunSAa2oR4tst1JrOT+rTLnOVqkrh+jijVufVkqMYzOyb6mrmseq0ow3CGdER0Z19ueVCgP62KmLxXXbnjzT9P4JXnrjyPcRm9i1s6vivabAzu3dnDo2yqQOjdyrueyE338dNiSbXb9jx45grAkAAIAXjDZpvZBplu0yFV/w+gKPHh32fUjunr6KPvpjB539ynzndXPW7ncz5KpRHDulrtSIjr4iqiai4/vMKL2RW752VVSGyqPDyMibftaZGUkJddxKyVWqDMSuUerKqLKMvTrdm2fbenI54/NfJy8vTzQGTE9Pp8aNG9ODDz5IlZWufzTuhsyGZAAAANZjVEml33BUz86aPXmmqSve5NQZTlsc5eqS9xZso+/+qqm40kZ07O3RMYrosKiTRltvqSsjQSmr2Vo4KqBCmbpiclJrDMmHCnxr7pigRHSMJtmbR3S8p64iBZ9X/sADD9DKlSvpgw8+EHOt3n//fTrnnHOorMz1z+GrCxwAAEDtMJoW7os51Sh1xR6d7s2zTO/3+HfrNJdl+kYVN3bx6KzZk0v/W7XHuVm7p65ckQufhI5OUMrX3qKuK1qWGMLUVbbDkKx2sfa091Yr52V3aBX5J9R7dPSiOZSvMdj4vPKvv/6a3njjDbrwwgvpuuuuoyVLlogoztlnny2mmBtN0wUAAGANUlj0bZVjGMGRtHY0mTNCpq54g5t8fg/D+2w6kO+W4nGakSvs10fnzJfmO9NwnG5hEacWXonUVaLvHh23iI5D6Ki9hkIZ7ZBiVq2k81T9VKZ6qwyFjsuQnugxdRUDQodFDVdWSRo0aCAGeebn54tqLG4eCAAAIDTIaEqGY1K2fsii5PUx/Uy7I0uxxJscT90+pXMjt/uMfG6e23VFjmiSpmGgDczI+siG3JzVTVqkrqQZ2RGt8SQU9ClCKXy6Ns0KS1dg6Q3KU4WOh4hOqfJ3KXAIVLPy8kQPfXRC1f05rEKnVatWtG6dNnyZmZkpSs+5oeB5551nxfoAAAAYGEhl2kkd3plmkLqqn5FkOtFbfpt3TqP2MfVVVGpPj45elMhqKDXiwqkrfXm5p7XrIzpSHA3p0ICuPKG1GJ/RR4mqWY1MKeWXuKIznlwjpcoxKVB+R6LOr4r5iM6pp55K7777rtv1GRkZNHv2bEpJqZmVAgAAwFrKlepXdXinUURHblD8zV0fuXCWlzu+rfs6mHFvbomBRyf8QudYcZlxRCfBOKIjhZonrw4LhRd+3EBt/vMt3fnFSmeZPUdWHj23O/3+n5OpgWMkQihIdQidvBLfUlelilAz9uionZHjTN9LkSx0fHauPfzww7RnT43BSw9HdubMmUPLli0L5toAAAAYoBp/VQNyWpL7R7qacmAxEh8X715e7qjM8dXMzLOWuGGdJqJTYa0ZeX9eCX27ai9d1L8FZSrpuvX78ui+r1bTv07uoBF9jBQ06jHg8zL9I0WAp7Qbe2F4MCbz5dJdymPHh8WbmmoQ0fE1dVXoQejUdEZ2vRb1GEd66spnoVO3bl1xMoPFzvDhw4O1LgAAACaoU8PVdFN6snlER43gFJVVCHGjenT8rdpauydPI7isNiPz4NLth4to66FCEUmR3PbJctqwv4DGvfun6WtXS6z5fFK8NnXlae0rdh4zvN5sIrzVGBnOqz0c+lKNR8dc6HD6Uj1OetEYyeXl/tUiOvjzzz9p7ty5dODAAbcGgs8991yw1gYAAMAAmSZifZKmbHzGEZ04jUAqrlNJJz79i5hX1b91XU3qSkYLfGFPbolGIFidumKRwyzYfEhz/T5HGs0I+drVzsXaqqsq05lWEu4SbSehozcJe4/oVHoWOrKPDpeXK6/JPaITQ0LniSeeoPvvv586deokGgeqYTuUlwMAgPVIgcGbj9rvxCiiw9EaPvE3dxYjBwtKnc3mvl+9T2NG1s838pZKUgmVR4erw1SSRArJfQOvuc0odeXy6PAx4aaJnoZ7rt6d63adiH6EaeM3EqMePTrlnlNXsjOyMCMr1WOyA3M09NHxW+i8+OKLNHXqVBo3bpw1KwIAAOARmTLidIK3iI7cmHkzZIF0ROmA7Lo9zu8ohbvQqQ5qmfg787dSt2bZNKh9fY3xtlGW1vir+kr0SIGjKS9Xqq5kVEed4yXhPZ81gJFROVzRHDOh46lhYIUigjxFdPgQqcdJVutJ9FPgIwm//1pxcXE0ZMgQa1YDAADA9xEHCXF0SpfGYhPifUjt1mvkr2AxctRA6MjIh36QoxFyv5OVV1b00fllw0F67Nt1dNlbi8TlwwVlphuup0iDy4ysrbpSU1lC6BikrvSl9lxG7nzcMM52Sk2K8yt1VaFE2gyFTqVx6ipLl7oKp7irLX6vfPz48fTqq69asxoAAAB+zHKqQ/XSk+jP+0bSt7cN08xfUpEbGP/ekSKjiE4dn6dwt6yXZuiN8WWcgq/sOlLkNmvLtFeOhxRSamKC2+vi9IzaHI8FmtHa03XRsU5NMp3nU8K46af4mbqqUm4yrLpyiCSO6qmpKzVSGOnWFL9TV3feeSedeeaZ1L59e+ratSslJmpV34wZM4K5PgAAADpkmkhGKuqmJ4mTGXJTZ6FjFNGRfhNP39qvHdpWlHJf0LcFTfh8pVtEh9NLnEIJxoYYr1T/rNubR9M0QkcbffFUMSXHX6ivy/Va46m8skKYdY3mhun9TurIh3BGdIyEjqeGgRVKwZDHPjpxrmNjVt0VM0LntttuExVXJ510EtWvXz+iVR4AAERyRMfXkl8piFggHSl0+V30Phc1dcW9ZtToyc0j2lP9jGRasu2IuCwNzSyi+HE5MsIDL33truwJdYr27qPFmttKdNEXdRSCHrkWVehI0SeiPKU1kSijiI5aas/HmV+7XT06HiM6VeRxBESV06NTR+P1MRJUkYrf78j33nuPpk+fLqI6AAAAwtdHx9eSX5dHp4pyDYSBM8qhVF2d2LGh2EB/Wn9A0zWZU2UqXJ3DzetYLBwtKguK0FGrpPRGYTWiwxuz2jjPDFXAOSvMlHlXRh6dLKXqKCs1gTKUCE84hY7Rc3vy6FQqtxmlrpwT7OvUGNbNUleRjN9/rXr16om0FQAAgDCXlyfU8StCwgLJaGK3fvOXG726SUqxUD9dX/UUR3XTasTPUYNoUSCoUQg5LVyippk44iQ36q9uHqy53/SbBrnWaJi6cnVHNoro9G6ZozHmqubccKau1KZ+3qqu+PpKtepKJwr5dvmrHNEpV+4byX1z9Pj9Sh566CGaNGkSppUDAIBNPDrekPdjgWRUHeUcfqlpGJdgmBLh6IZa+ZSSFO/0BxkZnQPB09gCNZ2W7yg75+Wo86aevagX9Wtdz3nZKHWlDvY0iuic0K6+aw1lFdRU9eiEMaKjpvUkZjYl/Z+vUHcs1b8vC53GutL9aMHvGONLL71EmzdvFs0C27Rp42ZGxrwrAEAkselAAf37i5V028kdRKl2RFVdGXy79yR0KthLY7AruvrouCIVHMEwChSwL5OFzcH8Go9O85xU54bJ86+CgRp1OlqkjRKpqSzZX4f9NGqqRe8v0UR04rRpuqumLjYUdGrDvP15pdQ8J8W0mV4oMepnY+bRUY3ITEFZhcYwrkbs4uLqUOcmWfTUBT00xmsmy8dhr3bF79Wfe+651qwEAADCwITPV9CqXbl07XtLaNuTkeE9vPkj/75Qqh4do4iOK8rhPaKjdtNluHdPXnFNpMCooisQ1DWy70dFjb7kOVIxnGZTq4T0NTLaqivtazV7jXL+l0Td/NvUT6dwoV+Xaih2u173p66uJo1hXL2dPTrMJQNaOa/7+PqB9Ng36+jx81yzxWJC6HDaCsQGs1bvFT9P79403EsBwDKMOgXbGVUErNxlPHBSj/TymKWuZMTHTeiYbKC9WubQzw6TMm+8cgCkUflybVNXbhEdTeqqwjmXKUWJRumlgKaPjsH8KyNY/P1ndGd68vv1dM2Qtpqu092aZVG4MBo9YSZ0jP5+haUVTqGjRnyMBNTg9g3ou9uHUaQTF8hAzz/++MPter5uyZIlFCqefPJJEX674447QvacsQT/M9z44TJxMnLqAxAtRFqHjAP5JX436VPLyw1TVzLKkahN/5zfp7k436WpdmN/bUxf5/leLXKcpdj5QfqsUMXYkcKaFJmkWInoSI8OCy1OvZihpuRkistbF2ju5XPDsHb0v1uH0sQzOovrXry0N/3zxHZ0WrcmFAmpK9n1WC1LV8WoJqITwSMegi50brnlFtq5c6fb9bt37xa3hQIWW2+88Qb17NkzJM8Xi6jhYfWDBYBog1vfRxL6GVO+IH0p5qkrR5RDiRZwdOfi/i1F+uLTG07Q3J9F0G93n0RPnt9DNBCUpef6qp5geHTU8Q9MTb+emueRKTP9uILmulEYavRGlo17MxSLsRpxdahHi2zn8Tmnd3OaeEYXj6IqPKkr8hrRyUp1j7qpt8vUVTTit9BZu3Yt9e3rUvOSPn36iNuspqCggMaMGUNvvfUW1a1b1/Lni1XQCBLECpH2Tt+Xq41w+ILUL2KwpwePjtq/hsUBb+icvjAy3/IoiEuPbyXuIyM6VqSu9hkIO2mElhEdaZb94NrjhZ+kZwtXabhe1GT7KHTsGuFI9CN1paamshxiUCN0FIUUTvFmO6GTnJxM+/fvd7t+7969lJBgvTObo0bcrHDkyJFe71taWkp5eXmaE/AfT+3FAYh0Ijmi88aV/fyK6PCGaJTukrerX3AaZbqqjLwhPTq+NO/zBVWMHdN5dFShI5sfyijNsI4NaczA1h59LS6h4zl1Zddp3UbLMjeN1/zk1yJ9OWrUTe2KHM34LXROPfVUmjhxIuXm5jqvO3bsGN177700atQospJPP/1UlK9PnjzZp/vz/bKzs52nli1bWrq+aEJ921cTlA6IXiJM5zjFxJiBrXz2ishv61xebiR01CjBMxf1on+POo66N8/2eU0ZyYlBTl159h4dcAgdaSTXd2t2ezwl/e4UOkoXaCPsuvmzGNWLMG8RnTgl6sY9gSS7jxXb+rUGC79DMM888wydeOKJ1Lp1a5GuYlasWCH66nzwwQdkFewLuv3222nOnDmUkuLbNw0WZBMmTHBe5ogOxE4AH/7QOSCKibQ0rfSveItIqMiMFG+IZQadkdWU1YX9Wvi9JmdEJ2ipK8++QBnROewQOvUzknwWTkZ+JAlv+DI6YtSB2C6weVx2hDYqI9dfH1+HIzrSjFxzbHceKaLzX1sgzkfWf0AIhE7z5s1p1apV9NFHH9HKlSspNTWVrr76arrsssvcmgcGk6VLl9KBAwc0/qDKykqaN28evfLKKyJNFR8f75Zm4xPwnzpR/9YHoIZI+zIry6u9RSSMpoELj46j6kqzqdey3b/TjFwanBEQRj6i49vUo/aNMuiTxTuckZzDjsGi9b1EdPRjJMyOX1pivFOsGXUgtgs1Isx1jMzaAMjrE0RERxt123gg3+/qvUglIFNNeno63XDDDRRKTjnlFPrrr78017HA6ty5M91zzz1uIgcAAPz16KhdY+0f0fFH6NT85CiAFBEchZH+FzWiEwhOM7KfqSuu7pz6+1Y6uXMj0ZXX08Y7sF090exO/J7jGLhSV56/0MoRFSpGETE50dzu6Rz92kz76GhSV/HivGwXYjY2IhqJmL7OmZmZ1L17dzfBVb9+fbfrQe1RfTnIXIFoRhU2vMHqxwfYDSkC/FmnjOiwyJEZD67CcQmd2kV0ZI8Wf1tRvP3bFnrmhw309Ky/NV2p5YgLFU41VSZUOyeO+5O6Yj/T6t25NFIZ8WEkFKWQYuz8PtALU7VTtUqlkRm5tML0GEcrESN0QGhBpRWIFdQtgzdQO29wqtAJJKKj9seSG18wKoxkGojX5k9UbOUuV1GLCpum5RwtaZjl55AfS/w8FZVVTmO2nJ5uBv9Nn7+kt3bNBscvUnqG6SM63mZdxXFER9e92ig9GK1EtND55Zdfwr2EqEX9t4HoAdGMGvbnjS6bwjew0RdkBZF/ZuQ6bhu5OgQzsZbTuKU45EPJHiBf16YXWL9uOChGz8jNmKupnEInId75WcTHQC1ll0Zbf1C7QEcaeqO0WcNAtbw8Q1ZdSaGDiA6IdfhbGQCxgOoHiYRv9CUBRXTiNKkZ1hdq1ZGvU9DNUNfCZmlfhY4+MjF26mJTbw2np2SX5BnLd4uT0WvxlUB+xy7ojdLeZl3FcdVVUuxGdOICKfPetWuX8/LixYvFvKk333wz2GsDdonowKUDohi1xwqnQ+yOM6LjV9WVVsixJ0et1KmtGZlFg8xWeSsNV/GWMquX5oquNcxINhR37A8KxEBudPw+vHYgdWiUQZ//cxBFQ+pKmpHj4+o4p7vL9GUseXT8FjqXX345zZ07V5zft2+faBLIYue+++6jRx55xIo1gjBjFhYFINoiOmZlurY0I/uRupINA2WZNVcXbTlY4Ly9tuXlLDTkeqRR2BfU5zWKIqsRnQaZyYbiJFWZKu4PRlGnoR0b0I8ThtPxbeuRnfG1YaBqRk5RfFQMIjoeWL16NR1//PHi/Oeffy4qnhYsWCD66kybNs2KNYIwoP7fII0FYkXoSBNsRJiR/YjoJOiEDkdGZGl2sJDrUQ3P3lAjSWrFk76ai2mYmWwo7gLtBqBGh7o1y6LZd5xIkevR8W5GTk4wj+hwFCua8VvolJeXO5vw/fjjj/SPf/xDnOd+NjzvCkRhebn9P/sBCBg11WK2YUSbGZlTTVyFxEJi6rj+QVmXFCGyoaG/yLlVZmQmJxiKO3+ElZnQ+b8Le1GnJpkUqR4dsyxUlQ8RnZFdGtE3/xpq6XojTuh069aNpkyZQr/99psYx3D66aeL6/fs2SN62oAoQRPRCedCALAO7j9SrkRxzLwOkV9eHueWujqnd3Na/fBpdHJnV2+Z2uDaSH0XHmqaa91e96HLp3RpJErMz+jRRJMeUwk0BaP6eppk+z7ANJIaBjojOnXcIzpljvd96/rptm+pUFv8Tm4+9dRTdN5559H//d//0dixY6lXr17i+pkzZzpTWiDyUf9tIuFbLgCBoC+xjYT3uhQS/jUMJG1ExyGSgtn917WR+i48ZIdj5tr3lrjdzk0N5919knNMh1FEJ9AyabXCrq5ieo4E9FVyZg0D5fs5Id48oiPfC9GM30JnxIgRdOjQITEgs27dus7reSREWlpasNcH7ODRCedCALAQvXE2EgpR5Jr9iehIM7L0wVixucmN1J9UkjdRxGZlVYwZpesC1aYD29aj4xpnUI/mObYf++G16sqLGTmujrlHp7ZdsSOBgOzqPFdKFTlMmzZtgrUmYDuPDqQOiE70aRYZ6rcr/L8ooyCBmJHlJmdFDxnZgM+fAZHeRJG+ukiKqWDAETE2IEeayDHuo0Mey8sT2Iys614thY4/gjlSif5XCAJC1TYRYFsAICD0m7LNdY5o9iY9RTmpnsceGA0u1aeugolMpfkX0fF8X320wR8Dti9EosgxLC/3MusqTqm6kt2rZeqqtj2UIgEIHeADUDogNiI6du+jczC/1FmBJBvA+bMxSrN1UpAFgxoZUH03/qauLu7fwmPkwp8oVjQjzeW+zrqKZyO3cuxY4EtvUyR3iPaV6H+FIAhm5DAuBAAL0W+0Zt+M7cIBh9DhnjK18XRYsbnJiI4/DQP1oogrgDxFdNicrOfpC3pSrOFrw0DVjJykdK/mSJozooPUFYhVVF+Ozb/kAhC01FVFVWREdLhLsD9IM7LECl9GSgARHSmKOJLD/VyuOKG15nZ9WkWtNMtOTaQ1D59GFw9oSbGGr7OuZAPMuDp1RJpO/t35uJfHUEQnIDPyn3/+KcZAHDhwgKp0Se3nnnsuWGsDtvHo2PvDH4Cgpa4iJKLTyE+ho48AWOHRcXVG9t+MfM3QttS5SZZb4YO+A7AKRyTSHRO5Yw3939O0YaCM6MTV3J99Ovz34fe9M3UVAxEdv98lTzzxBN1///3UqVMnaty4scbMFanGLuAZ6BwQreibzdld1B91jG2or8yA8seMbGnqSs668sujU6n5Xf0e4skoG2j/nGhAb8r2NusqziF02KeTW1wjRssrHH4tRHTcefHFF2nq1Kk0btw4a1YEbAEiOiAWU1d2j+hw1RWTkZJQq1SHlVVX/nl0qjw2P/T05dnufysr0f/9zKuuXOXlqkBiMVquTDaPdvx+t8fFxdGQIUOsWQ2wZR8dAKKVSBM6+SUOoZOcWLuIjhWpK+nR8bG8nD0i8nj70x/nmiFtxc87Tz2OYhX936/cVOg4PDoOMSOHpBaXuY69XgRHI36/28ePH0+vvvqqNasBtgERHRDNVDj6iMgBmZEidAoDjOi4VV3ZoI+Oej9/xlnce0Zn+va2oXTziA4Uq7gJHZM0njTXxzuEbnpyzXEuLKtwiaAYsJz4nbq688476cwzz6T27dtT165dKTFR+81ixowZwVwfsAHQOSCaYMPr6S/+JgZcjuraOKL66DhTV44NK2AzsiXl5dpZSt74v9l/G1aB8VI96U0eC9GtWTbFMvq/n9lgU70ZOd1h3i5ShE4spK78Fjq33XabqLg66aSTxLRyGJCjEwz1BNFKYVklbTpQIM5PW7Atovro5JfaOHXlZ0Tn/YXbnefVfYQrrWLZaBzMiI7ejJzmaDJZUFrp/FyH0DHgvffeo+nTp4uoDoiRPjphXQkAwYW/zZpRESmpKz/Lqt06DFvq0amdSBEV5b4XbsUkenFiLnS0ZmRnRKe0wi2tFc34/W6vV6+eSFuB6Eb9uEdAB0QTRaXmu6idopezVu+lRVsOOy9zpYyMRPkrdPQRHX/GR/hddeVDebmnqE+remlBXVc0ok9FmqUL9RGd9KQEZ1RTRi9jIaLjt9B56KGHaNKkSVRUVGTNioAtUD/vMb0cRBNsxNST6TD32sWMvP1wId344TK69M1Fzus+/mOH83xtzcgyhWGNGdl7RCevpNz0tuuGtYuZRnaBoh+NIQe9eovopEkzcmmF04+m75odjfidunrppZdo8+bNollgmzZt3MzIy5YtC+b6QNhA6gpEJ0Vl7tGEfq3r0i9/H7SN0Nl5pNjtupkr9zjPZ9VS6KQmJoR1qGdesXn68KJ+LcSHTpemWUFdX1SnrswiOlLM1Km5f4YjosPpWznUQB8dikb8frefe+651qwE2Le83CYf/gAE0+ciufv0Ts6UkF2EjpHnoll2Ki2nY9QgI4nqZ/g51LNO6CI6pbWM6LAxORbnV/mDvmO0mXnb6cOJkxEdR+qqtNI52Rzl5QZw2grEmEcnjOsAwBdRcKSwjBpnpQQU0encJJO2Hiy0VXm56rngLxqcXuDXyDxwVle/H09vRrZG6Mjy8kqfGx+CwIjXzQAzMyPLL6kJTo+Okrpy/EoseHQCjl8uXbqU1q1bJ85369aN+vTpE8x1gTCDhoEgUrjszUW0ZPtR+uZfQ6l782y/Izpcqi0/7O0SvVQ3Lv5WnhRXh44W1Qidumn+zbkKlRlZjhfwyaNTbB7RAQFEdHw1IycnOPsxobzcAzyx/NJLL6VffvmFcnJyxHXHjh0TfXU+/fRTatiwoRXrBOHEHp/9ABjCIoeZvmyXT0JHH9HhbrFyI7BL+xZV6Mh0mhQ69fwc6GlsRk6wLKLjSx+dY4rQ+ei6gUFfS7Sjn+pulrrSm5FTpGG8wjUCIhaEjt+29n/961+Un59Pa9asoSNHjojT6tWrKS8vTzQTBNE368omX3IB8KsShck38ILoq64ykxOdG4HcGOwV0amiBZsP0f68UnE5J82/ZoEhq7pyRHQ4AsUjNlQ+/3Mnvf3bFuflg3kl4ueYga1oSIcGQV9LtONzHx2dGTlFphfLK11CJwY8On4LnVmzZtFrr71GXbp0cV7HoyB4/tX3338f7PUBO5SXI6QDIgB9euaFHzdQj4d+ECLBrI8OexbqZyQ5f9cuHh01FXGsqJwuf+sP5+VAIjpymKPzsoVmZCOP0d3TV9Fj364TZfOMFG2++qqA59RVeYXnoZ4J+oiOKnQQ0XGnqqrKraSc4ev4NhCNHp1wrgQAc1RPjb5M9oUfN4qfk/67xjCic0aPJvTVLUOEbyHeZqkrVSjsza2JfpiJFl/IStV+ZqcF8BjeULstq+mrYuX8PsdrOZBf87NRpn/VY8A178u31JW2V46MuvH7K5b66PgtdE4++WS6/fbbac8eV0+H3bt3i6nmp5xySrDXB8KEGsVBw0BgV9Q0lL6yyCylJSM6XZtm0XGNM8V5pxnZJu91VSjsc6R5JIHMF5QNEc02ymDAG6YcNqkKNVXo5DmqrQ7k10R0GmVB6ARCJ8f71lczcrwzouPyUemjPdGM3+/2V155RfhxuFkgj4LgU9u2bcV1L7/8sjWrJKLXX3+devbsSVlZWeI0aNAgpMpClroCwN7TvD1FHhN1HXalOFINuXIjqDDpMBtqtFEQ9+aBgVZEWU2ygSGZp8RLDjoEjlPoZCJ1FQhNslPo+9uH0ZtX9vNr1lWyUhnnjPbEgEfHb+t9y5YtRffjH3/8kdavXy+uY7/OyJEjyUpatGhBTz75JHXs2FFEGHi46DnnnEPLly8X5e3AOhDRAXZFLRVng6VE/eBP1H1jlVVXXG0lkYZMu0R01MqwPce0ER07wxtpPlVoSszV18IpKzYqHypARKe2cOdoKWBMU1eOt3OczoysCulY8Oj4JXTKy8spNTWVVqxYQaNGjRKnUHH22WdrLj/++OMiyrNo0SIIHctnXYVzJQD41nhOjSIcLqgpxWb0X1ilOFIjOq7ychumrnQendpixeRyT00D1WnxHNE5XFgmPlP4kNdPh9CpDTItazoCQkZ04h0RHQNvVixUXfkldNhw3KpVK6qs9N4nwUr4+b/44gsqLCwUKSwzSktLxUnC6TXgPzb57AfAY+pK/ZYqIwZMrq45nbyfUUTHLlVXarrnWLFLtAUD2TTOCowGe6qvhc9vPlgzbqNBRnJMRBOsRA4+VYd6cgSeP7P52OrTUykOIaoSb+Jtiyb8lvb33Xcf3XvvvaJ/Tqj566+/KCMjg5KTk+nGG2+kr776SpS2mzF58mTKzs52njjtBnwDZmQQaRGdYmVzVcXN0aJyrxEd+Y230oYeHZ5LJHnD4cmoDVb00PE02FNNXfHrkqXyGAMRvIgOp674c5pPF7+xkE57YZ5IEeoNx0nxcW4RTkR0TMzImzZtombNmlHr1q0pPT09ZNPLO3XqJNJmubm59OWXX9LYsWPp119/NRU7EydOpAkTJmgiOhA7voHychAJyG7B+nSPKnQOF5QKzw5/2P9n+l+02THXKl1NXdksoqOKAynMHjyrK53WrUnAj/mPXs3EBPTbTulIVuEa7FnpNdKmRtRA7czfstKN3yt/bjvq9Hbpy8vr1KkjxKgacdM1WY5K/BY6bAAOpLwxGCQlJVGHDh3E+X79+tGff/5JL774Ir3xxhuG9+fID5+A/2g/7u3x4Q+AvuvxfV+tNhQ63GRPwp/1CzcfpnHvLtaI9jQ1deX4sLfLrCv1tcj0XG2b/D1zUS+6aUR7McTUeo+Ocepq7R6XfeClyzAfMZh+Kz7m2w4XaTpqywBlvLJnsxhVhQ4iOgY89NBDZBe4QaHqwQHBQ01X2eSzHwAN7/6+TXNZ3VD1vpwJn690ex+n2ziio01dVZj6K/z1c3CljpXIhnSqUFPNyIWOv9HxbevR4PYY/VBbZCqK37ZsAJedp+V7SG9Gdv2NXP8fseCT8vs/p127dnT48GG363mwJ99mFZyGmjdvHm3btk14dfgyDxYdM2aMZc8Zy6gf9zb57AdAg17MqL4QvYFXTZkYRXSkh4HnNNkBVbRJcRCqXjjB6aOjlJcbDPk8uXOjkK4rWpGpKKa0vIp2HnH1XDLrlZOiCGZ+24crQ2PriA4LDaOqK46s7Nq1i6yCp6ZfddVVtHfvXmEs5uaBs2fPDmmJe+x6dOzx4Q+ASkPd+ABVHOTpRJCkeU6qmG01sG09ykpxjUVwdka2odCR1DaiEwpkRGdPbjG9v3AbndO7uabXEdOnVQ5dP8y6L8WxBgtgFjWculKjZ2bdj5MVwRwL0Ry/hM7MmTOd51lgsNiQsPD56aefRIdkq3jnnXcse2xghFJ1FdZ1AGCM/jNajSJIjw4PwDxSWBPd6d48i7751zDDx5LfaqtsmLrSiwg7I/u0vPFrzaTyFTuPuY0YOLFjw5jZYEOBM6JTUenWkVpvRmbUYx8LXZH9Ejrnnnuu8wOBq530/XV4JMSzzz4b/BWCsIPycmBHVGFTc9ndo8PzrOZvqple3rq+tkJUxW5DPY2EjlGzN7uhb0Y4e/U+GtC2nua6nDT3odAgOOlC9X+CU7nSjJxgInRiYc4VE+eP8ZdP3DCQ00jysjQE//3333TWWWdZu1oQMtAZGdgdKWxGdGroJg5kRKdrM5f5tnW9NNPHkpUndhD1nD7Ti7iISV3pxFjd9CQ6kKf1R2XrJqmD2iFTURzRUTtS10R0at5HakTH7Hw047dHZ+vWrYZG5JycnGCtCdjNjIzkFbAhUgxwh10pdFiocNRZRnR6tXB9Lp3e3bwHjYzg26HqSi3N9iQi7IhejLEPau1ebUf6TMUbBYJb0q+J6AiPTs15tYTcLLoTzfj9FeGpp56izz77zHn5oosuonr16lHz5s1p5cqVwV4fsIMZ2SbhfACMqqzqOlIhNSW2NW9WKXS6NM2kFy/tTR9cezz1VESPeeoq/EJHNZRGntDRrlEvcqyetRXTER1OXSkRnZqqK+30ck+iJ5rx+x03ZcoUZ3fhOXPmiCnms2bNotGjR9Ndd91lxRpBGFBD+OH/6AfAPHWVk5bkvI7HCnDre9lkj2/jyp9hHWvSW96Ejg0COob+nEgRCGZrzExJiKjXERVmZKXqKk6TrnL9LszIJuzbt88pdL755hu6+OKL6dRTTxVm5IEDB1qxRhAG1M97u1SiAKAiP9R5E+VvptwDZ8DjP2p6tGQpG6wnZNWVHSI66mYV6REdyd2ndaJX526mfXkl1K25q2IXBFPo1JSYGwmdBJN0FVJXJtStW5d27twpznMkZ+TIkc4IQLinmoPgodE24f/sB8AN6UfgsutUZYP9ef0B8TMzOYES5GwHL9hpenlxmYlHJwIiIWaG6XrpyfTLXSPor4dOpQwLp6fHthnZwKNTbRDRUaI4iOiYcP7559Pll19OHTt2FB2SOWXFLF++3DmHCkQ+qgEZER1gR2Tkg8trufQ6X9eYLsuP6h6ph+xQdWXk0RnWsYHPoi2cmHVv5n5GHO2JhKhUpCHF5b7cYs0wVf7/kP7KBLPycmU0RDTjt9B5/vnnRZqKozpPP/00ZWRkiOu5Y/HNN99sxRpBOFDLy8O5DgC8CB3ePFOT3EWAP2XMdkpdGXl0nr24F0UC5hEdl48KBJfDjoaYnBqsrxzn8spqMdhTH7lRzcixMNAzIKHDzQHvvPNOt+vHjx8frDUBm4GIDrB16oqFjkGkwJ/GdK7UFYWMTQcKaPmOo3R+3xbiW/a+3BJauOUQxatuUQeNMlMoEjDr3gyhYx3dmmXTbxsPaUQPw6Z8Z3l5nEln5Bjx6PgtdNRREPpvRCkpKSJ9ZeUoCBAaMNQTREpEJ9VE6PgT0YkLQ+pq5HO/ip8NMpPppE6N6KyX54vhox0b1UTJI7lLrx4IHeu4ZmgbmvLrZrfry6uqjcvL4xDR8WkUBIsa/QeCvI5/Dh06lL7++mthXAZR0Bk5nAsBwATZKycrNcFwI/UnohMX4tTVziNFzvP7c0s0E9Y3HiigSMXMoxMr1T3hgKN9t53cgV76eZPmeo7oVDhClPEmUZxY+bv47W7j3jkDBgwQP3Nzc8WJz3NpOZebz5s3T5iUjdJbIDLNyHYwaAKgwu9JKXQ4ciO7IwduRpZDPSkkrNmT6zyfmhQ9Bl3VbJzmeF0Pnd01jCuKDVIM3kMscmS5eYryd9F4dGJE6Pgd0bn99tvpzTffpMGDBzuvO+WUU0Ta6oYbbqA1a9bQCy+8QNdcc02w1wpCCGZdATtTVFYp+uZIoWOUMslJTfI7osNzpkLBUccsLmka9cQDZ0WOUFDNyLef0pFO7daE2tQ3nzEGgoNR6rasskqc9E0a4dHxgc2bN1NWlmtQnoSv27JlizjPpeeHDtWYo0BkgoaBwM7IaE5ifB3xIZ9oUHrtl0cnxH10jha5TKNlJrOtxg1uQ1cNak1tG5hPXbcbzbJTafhxDYUn5LKBrcSsKxAeoVOotFtIUW7XVmBRTOB36qpfv35i1MPBgwed1/H5u+++W6S0mI0bNzq7J4MoGAEBnQPs6s9JSRS+wDEDW7vdp33D9ABSV6F5s8vp6kyZMp9IhVM/7RpmOEvfIwGOELx3zfH0zrgBEDkhxCj9Kceg6CM6qjE5waDCLxrx+1W+8847YoJ5ixYtRIUVn/j8tm3b6O233xb3KSgooPvvv9+K9YIQgYgOsDN5ij+H6dAog5bcP5IeOaeb8z7d/Rg1ID/7Q5a6UsqAzVJXRt/SATDCqBFjYWmlU8QnKBFPs7lX0YzfqatOnTrR2rVr6YcffqANGzY4rxs1ahTFOY4aV2YBAID1FVeuqAEbknnO1YP/XUOdm2RSuh+jBuSHf+hSV0pERzY70RFNJmVgLdL4bRTRSdaNDlGzvDAje4AFzemnny5OIEpRPu8R0QF2Y93efPGzSZa2kV6Lumn0290nUV0/+7bIShTZMt9qcou1Hh2jSJJRJRkA/np0UnS3qVVXmHXlgZ9++kmcDhw4QFW6T4apU6cGa23ANuXlYV0KAG7MWbdP/Dyli2tSuaRlPf+rfJxVVyF6sx/Mr+mZIyM66tTp2rwOEJsYpa5kVWKyLqKjpq5Uv04047fQefjhh+mRRx6h/v37U9OmTSPKKAd8R/28t8H4HwA08LgEf304npBehVA0DOToze5jxc7L5WLqtLshuWW9VMvXAqIDT2nOZH3qCn10vDNlyhSaNm0aXXnlldasCNiwMzKUDrAXeSU1YfnMlICC0h4iOmQ5B/JLNQZkjujoB3ny5tQQqSsQQOoqKT5O4/tK1nWrjo+PvdSV357rsrIyTbNAEJ1g1hWwK6UVlc7eM5lBKmEOZXn5rqOu8Q8Mvxa90GmclYJoOQhI6OgnyCfrLsdiRMdvoXPdddfRxx9/bM1qgE376EDpAPtQ4IjmMBl+VFbZxaMzfdluzWX+9r146xHNdf6aqUFsk5bsEjrVXibKx8fgrCu/PyVKSkrECIgff/yRevbsSYmJ2m9Uzz33XDDXB8IEIjrAruQ7hE56UnzQPqjlw1jt0dl0oIA++3OHOH9Gjyb03V/76K9duTRDJ374tQHgK2p6Sv5/mEV04mIwouO30Fm1ahX17t1bnF+9erUVawI2A2ZkEE5e+XmjqFJ66B/dRDpHfpAHK22lSV0F6c3O08mf+eFvun5YO41hmod58lP0aZVDg9s3EELHaFp5uUlvHQD8Jdmtj446AgJCx5C5c+dasxJgK8JpRuZUGZdGGs0vArEFvxee+aGmMenoHk3phHb1Kb+kPKhGZCvMyP/+YqVIR/13xR7a9uSZmonSUqQl6TYglTIvgz4B8JVkD6mrWBnqGResD6Pvv/+eLrzwwmA8HLAF1WGL6Nz68XLq++gcOqYMPgSxidpf5o8tR+hAfknQK66s6Iy89VCh4fUyNcb9S/TftFW45BwAfxjWsYH42bOFtuVClm64rZq6ipU+OrUSOjzz6oEHHqBWrVrReeedJ/w7IDqoDqNJ59u/9or0xP9W7Q3p8wL7ofaXef7HDTT86V9oj6MHTUYwU1fOzsjVlrXkV5u48bdqo4jlxf1bCL/QpLO7BmUdIHZ4+bI+9PA/utHzl9RYSyQt6mr7MSXEYETH769EpaWl9OWXX4rhnvPnz6fKykp65pln6Nprr6WsrCxrVgnCPNQzjAsBMY2+7Jovb9ifb0FEh4JadZWWZLy2Skcned5suN+Jylk9m9LTF/aiB87qGlT/EYgNctKSaOzgNpTnSO1KmudohU5cDHp0fI7oLF26lG6++WZq0qQJvfDCC2Jw586dO8Xcq9NOOw0iJ8pAw0BgB4rL3DsG78+riRxnWeTRCUY7hQyl3NcsoqP36MheKBA5oDYk6kaSN9dFdJR+gai60jNw4ED617/+RYsWLRLTykF0o4obRHRAuCgyEDrcWTjoVVfKN1t+v6ubQSCkKhGdisoqSnBEbzx5dMzSXQD4Q4LuzdtEN/g2Fvvo+BzROeWUU0S6iudczZo1K+RN5CZPnkwDBgygzMxMatSokYgo/f333yFdQ8xGdMIkdGLjXxD44tFpUz+NerXM0QidYDUL1Bs0g5G+SlFEzLHicoOIThwl6wYxpkDogCCgNxhn6b4QaFJXEDpaZs+eTWvWrBHRnJtuukkM9Lz99tvFbaFoVf7rr7/SLbfcIiJKc+bMofLycjr11FOpsNC4ugHUDq0XGSEdEF6PDk9nTnMIAzn52wqPTrCaBqqPccenK5yCTY3o6Fv1pyUG7/WA2EW/H6fr0qhq9BKzrgxo2bIlPfjgg6La6oMPPqCDBw9SQkICnXPOOXTvvffSsmXLLFsoR5HGjRtH3bp1o169eonBojt27BDeIWAtkDkg3B4dns6sT+1Y0TCQCYauV4cqzt90iDo/MIsWbD7k7KPDgxX1/U1Sk9A3CgSfBJ3pXX2vo7zcC6NGjRIzr/bs2SO8O9xHh1NLoSI3N1f8rFevnscKsby8PM0J+AZmXQE7RXTYqKtP7VjRMDBYvXRKy9374Hy4aLum6krv0VF9PQBYRXwMlpfX+itE3bp1hdBZvnw5/fnnnxQKqqqq6I477qAhQ4ZQ9+7dPfp6srOznSeOSAH/CVc3+hiJqgIfIjoczZGpK0mmRR6dYKSueMK623XlVZqqK07HmU2gBsAq4lFebgyniHyhb9++4ufu3doBdcGGvTo8Z+vTTz/1eL+JEyeKyI88cTk88A2UlwO7eXQ4faWSnWZV6ioYQqfKMJ2FqisQCjwFauI0Qz0pJvDpZXJK6p///KfHiA0LibfeektEWKZPn05Wceutt9I333wjZm61aNHC432Tk5NFfx/1BAIoLw9TfTkyZkBNXalCp25aInVqnGnJxhCMiE6ZgdDhQZ2aqiuTPjoABNuXY15eHhtKx6fY79q1a+nxxx8XvpyUlBTq168fNWvWTJw/evSouJ0rsjii8/TTT9MZZ5wR9IXytyxOkX311Vf0yy+/UNu2bYP+HMBYZKCPDggXJYoZWRUCA9rU8/hhHkilCn/R5fd9UDw6hkKn2imiEuPriPVzZEeKH30qC4BASYyrQ2aTAuMQ0TGmfv369Nxzz9HevXvplVdeoY4dO9KhQ4do48aN4vYxY8aI6qeFCxdaInJkuurDDz8UBmjupbNv3z5xKi6umXsDgov6WR+sQYf+EiPpY+BjREdN7eQEMW2l9ysE4+0uPTrn9WlOj57bXYnoVGm+VatRHaSuQLA48biG4mejzGS329T3XKyUl/vl5ktNTRUTysMxpfz1118XP0eMGKG5/t133xVl5yC4oI8OsFNn5JryctfHVXoQjcjaD31X1CUYEZ3bTulIu48WO9NZqkdHRnEKldcIQDB44rwe1LFRBp3f193eob7PYqVhYMTUM2KzDR/B+OD3FfydgVlEJyvVFcUJZldkibArVFJQhQ7Ps+I0lRQ6+SUVGm+E+u0aHh0QLOqmJ9GEU41HNaUq77NY6aMTMUIHhBZVcITSoxNKUQXsj+wozN9Cs60WOkFKXbF5X5qRWcgkOsTMlkOF4qRuMOpgT0R0QChIU95n6KMDYhr1sz6UVVfQOcCojw6neFShY0XqSnp0autJk1EoJj0pgZIMHJ9GKQN4dEAoSFEiOuijA2IbTdVVKIWO67nqBDjWk4VZuErigXWpK8sjOg7xUdv3u/QV8R7C86wSDYSOnDCtvk1TdCMhALCCNEVQx4jO8V3o8IwrzJWKzT46jvE8oXne6tqn3C6YsoDOfHk+xE6UdUZWhY5+IGYwkEGW2r5visoqnOKMy9alR0fFqOoqVtIIILykKkKnLJQf7mHE50+LXbt20ejRo0WTPp5ezrOtysrMKvVBdPXRCd0/Q23TBlzBsnzHMVq3N4/25pUEbV3ABmZkZbaVFRpWio/KIEV05Ddnw4iO47kaGpT/AmAlKUrk0KixZUwLnalTp4q+NZ988onoY8Ozpho0aEAXXHABvf/++3TkyBFrVwpixKNTu+dSvxNXhGtIFwj+CIik+KA2CPQkdOSE8UApKHVEdBxCRzUcu54rzrTPCQBWEqdEDiF0jO4cF0fDhg0T3Y///vtv+uOPP2jgwIH0xhtviE7JJ554Ij3zzDOWz7oC0RvRqVb+7wLJH6trlR1nQeRSXFalKYm9oG8LatsgnU7q1Cjoz5XgEB+1ed9w6vSiKQvFeWlC9hTR6RjEMRYABGP4bDRSK0dfly5dxOnuu++mgwcP0syZM8WJufPOO4O1RhBmQhkYqa2oUveo2n4zBzYqL3cInWcv7iXEBHtfgo00CFc6uhcHgmz+x+zLrUmdevLoXDOkLS3bfpRO6dI44OcEIFDKYiSiE7TShYYNG9K1114rTiC6zMihbOKn+iMCeVo1zSbb7YPIg9M/P63b75YGYqwQOWqUhWdS+crq3bk05dfN9MBZXalxVgrll5Q7byt3zrUyj+jw63pn3IAgrB4A/ymD0AGxTLhmXakRnUCiO5rUFSI6Ecs9X66ib//a67ysn/RtBVKQ+PO+Of+1BVRWWUWHCkrp0xsGOTsfq5uIkdCJldb7wN70aJFNsQCEDvBuRg5TeXkgkSRVlPEGBCITVeSYiQWrUlflfkQC5XuMK/2YvGJXRMeTqJHPBUA4+HHCcFq24yid3bMZxQIQOsAYNbISpqqrQJ5W1UaxEpaNBUIidOL8i+gUOtJqjMym5SmpK0/IqisAwkGHRhniFCtA6AAfIjoh9Ogo6iaQ51V/H0InejAy9AYb6ZvxtS0Bp6skJeVVdMvHy2j26n3O614b09frcwEAbCh0ZFWVHjYIpqSkUIcOHaht27bBWBuwi0cnpNPLXecDeVpVHMkJ0iCyYVFglQHZOHXl2xuvXCeIvl3lSred1q0xndGjqenvwqMDgI2Fzrnnnis+dPT+CXkd/xw6dCh9/fXXVLdu3WCuFYQQ9e8bwoCORqgE4tHRpK7g0bGUn9fvFymY4cc1jPi0lfo8vpaXl1WYvz+zUlzjKqTwmb1mv9tzAQCsx+//tjlz5tCAAQPEz9zcXHHi89w48JtvvqF58+bR4cOH0UcnwlE/wkNbdaWeR+rKrrA/5ZppS2js1MUar0qkpq0CKS/31L4gS5nLxUy5oh/ddkpH5+X2DdMDXicAwOKIzu23305vvvkmDR482HndKaecItJWN9xwA61Zs4ZeeOEFuuaaa/x9aGBTwjW9vLapKwgd65D9bZi9ucXUoZF1HX5DFf2QIyZ8NSPL1FV6UrymUSDTOEs72oEj3buOFjkv56QlBWHFAABf8PsTZPPmzZSVleV2PV+3ZcsWcb5jx4506NAhfx8a2AiNVyaUVVe1NCNrhU5stDcPB2oUZ9fRYkufK2RCR5qR/UxdNc1JFakplUaZKW73H929xrPTM0Z6lwBgF/z+BOnXrx/dddddYuSDhM/zGAhOaTEbN26kli1bBnelICb66KjPFVBnZHh0QkJhqUtE7j5msdBJCFHqyiGo/E1dsUB6+bK+dNdpnZy3NdJFdJiRXRrR17cMoY+vPyFoawYAWCB03n77bdq6dSu1aNFCVFjxic9v27ZN3MYUFBTQ/fff7+9DAxuhGoFDWXWlSV0F8Lzw6ISGwrLoi+gk+lleLlNXPJ2cT+f2ae4xosPpq94tcygjGV09AAglfv/Hde7cmdauXUs//PADbdiwQVzXqVMnGjVqlJhuLiuzQPQQLo9OICZoeHRCQ5EidHYHWejoy7YTQ9RcT5aX+zq9XKaupBCrp/hujCI6AIAIEDrl5eWUmppKK1asoNNPP12cQHSi7WcTSo+O+rz+/7661FKkriyjwMLUVZHO2Bvq1BX3X5q5cg/1b12XmuWk+pS6kgM6376qv/h/0ZeXAwAiROgkJiZSq1atqLISJs9Yml5eFUF9dJC6Cg1FGjNykWXRonCYkT//cyftyysR1VRrHjndp9SVZGRXrSkZABB+/P4Eue++++jee++lI0eOWLMiENtVV0GcXh7Kdccaajn1gfzSoIpKt4hOqFJXjudhkcPoS8b1lOtSVwCAKPHovPLKK7Rp0yZq1qwZtW7dmtLTtY2vli1bFsz1gZjz6BifD5XHB/gf0eHDnFtcTg0zg+NLKVLSYqFMXRk1JmRjskxp6ZFTzjG3CoAoHAEBop/wdUaubUTHdR4WHeso0KWXuK9O0ISO7rHjQ2xGVtmbW0It66UZ3r/cEcVKVFJXAIAoEDqTJk2yZiXAxqmr0D2vmm4KRF9ppp8jdWUZ+qiL2ik5UBZvPUIv/bSRRnSydnaWt9SVz0LH0W8nCakrAGxNQA0djh07Rl9++aXokszNA+vVqydSVo0bN6bmzV29JEC0mJHDlLoKQKggdRX6PjrBEjoXv7FQ/Jy/6ZBh5MRqjFJQnuZ4IXUFQJQKnVWrVtHIkSMpOztbNAm8/vrrhdCZMWMG7dixg95//31rVgpiorxcrbQKyKOjlqcjohOyiI6Vgz0PF5ZSKDDy4uiN0YZmZKSuALA1fv+HTpgwgcaNGyfGPPAgT8kZZ5whJpeD6COUXpfKIFZdIaITWREdMw7ml4bNjFxcXum9vBypKwBsjd//oX/++Sf985//dLueU1b79u0L1rpAmKmuZT+b4My6qqXQQUTHMvQRHCuFztGicgoFRimoYp2gU0HqCoAoFTrJycmUl5fndj2Pg2jYMDwmQhB8VI0Rvqqr2v4+hI5VyJROI0elVW1TV55EaagiJkhdARCd+P0f+o9//IMeeeQRMQ5CDqpjb84999xDF1xwAVkJp8bOPvts0cOHn/frr7+29PlA6L0ummGigUR0lDQbIjrWp67kTKeCktoJnaNFZW7XDWxbj7o1y6Jp1wygUKB2OPZJ6DhSV2gYCIC98fs/9NlnnxXTyRs1akTFxcU0fPhwMcE8MzOTHn/8cbKSwsJC6tWrF7366quWPg/Q9tEJpV5Q/UABjYDQpK7I9uzLLaFX526iI4XuG72dKXSYkRs7pnSrs6+CYW5mRnVtTN/eNowGt29AoSAlMd5nj87U+Vvpp3X7xfkkA28PACCCq6642mrOnDn0+++/08qVK4Xo6du3r6jEsprRo0eLE4jioZ6aEQ6R4y0KlH9+sIRW7sqlP7YeofevOZ4iBZmqqpdeM7G7tKJ2Qsfo95tmmw/UtIJUI6FjENFZuv0oPfLNWudls87JAIAI7qPDDBkyRJxA9PfRCWUKSFteHshQT+V8BAgdFjnMvA0HKVLgsQg84VsrdGoXPjP6/SbZrqrOUJCS6Fvqar9jFpYEVVcA2Buf/kM//fRTnx9w586dItpjB0pLS4VxWj0B31A1Qij1QlBnXcGjUyu2HioUKRrpRZGowy7rBknolBnkGZvlhFroGKWu3L1H8boqK6PfAwBEmNB5/fXXqUuXLvT000/TunXr3G7Pzc2l7777ji6//HKRxjp8+DDZgcmTJ4tUmzy1bNky3EuKGMI160oVJ7UtL0fVVeBwyuakZ34RKZr/rdzj/Hs88r+19KgjbZOVkkCZKTVB4VIP/WZ8wWj6ecOM4MzOqk3qyiiiE19HL3QQ0QEg4lNXv/76K82cOZNefvllmjhxophYzuMeuGHg0aNHRf+cBg0aiEaCq1evFrfZAV4rNziUcEQHYsdHwiQYaj/UM3IjOrd/ulxsrG9e2U9UFYaLhZsP0/bDhZoZVJsOFFBJeRVN/X2r8/o2DdKdaRujiIw/qBGh5IQ4evy8HiH3vviautL/aRDRASBKPDpcVs6nQ4cO0fz582n79u2i6ooFTp8+fcQpLkRThv3p+cMn4D+qRGDtwN/mQ7H5ak3QtR0BQRHFf1fURE62Hy4SIiIc/LbxIF35zmLNdZ/+udPwvq3qpVGyY5MvLa9l6sohdHq3zKEZNw2muDA04TMSLCUGkSp99AkRHQCizIzMwubcc8+lcMAVXps2bXJe3rp1K61YsULM2mrVqlVY1hQrsOgIRRVtbSM6mvLyCEhdsXbUL7OklhVMteG3jdqBmp5oUz9dRF9qW3XFIvpwQamzl004RI6Z0DGK6Oj9SCkJiOgAEJVVV+FgyZIldNJJJzkvy7TU2LFjadq0aWFcWfSh33w5DaQ3YVrv0allw0Gbp654rUavsbbN92qDP3/jkV0b0zFHo7/amJGfn7OBXvq55guMFE7hwNCMXOY9oiOjWgAAexJRQmfEiBER0Rsl2srLQ+nTqW3/HtUqYlczMneavuvLVdQgs6ZiSU9ucWhmOxnhz9ymXi2yaeGWw6ZmYl/gii4pcsIudAw7I7uLTn30CqkrAOxNRAkdEDr0GiFUoiEWzMirdufS9GW7TG8Pp9DxNaLTvXmW8GwlO9I2gUZ0th1ymZ7NxjCECl9nXbmlrhDRAcDW4KsIMEQvEUKlGdTnCaSQp7ZDQUNBkZcBmHaP6NRPT6L3rq7p4lxbj45+6rndmu+xqNHPetMLHaOydACAffD7U6WkRNsVVGXv3r21XQ+wsUcnFKgG4oD66CjrDOUwUn845GWuVTiFji88f0lvqu/ocSPTNoFGdPQemHBGdMzQz7tCRAeAyMLvTxVuCMiVTnqmT59OPXv2DNa6gN08OiESDbUdAaGJCNnUo3Mov6bCyJPQ4TELcp5UKPHFa5OTlug8nxQfXyuPjj41JFNhdkKucebKPXTJGwtp15Eize3w6ABgb+ICMQSfcMIJ9NRTTzkninOjwCuvvJLuvfdeK9YIwoFOI1SESOiogqqyliMgbBvRcZRSezLoXvLmIhrxzC90QDdXyWpKdIJFzrJSyU51CZ3kWkZ0isrtFdFRzdAyJSWjTrd9slwMX52xfLfmd1BeDkCUmZFfe+01OvPMM+m6666jb775RqSrMjIyaPHixdS9e3drVglCjrtHJ1RmZGUNtTUjV0em0OHmezwhm3n+x400+fweIVqZ+yiHBhlJdESXatMIHYcw4NQmR6H87WZcrKtqCrfQaZaTKmZ8MWlJ8SJtVWQw70olXH1/AAC+EdCnyujRo+n8888Xwzt37NghojsQOdFNyCI6taya0kwvt2lEJ99Ln5zDirDYfLCAQgmPeVBpmOneWTwzRRU6rmhGIFEdfeoq3Gbkm0a0Fz+HdWxAqUmuiA7aWgAQufj9qbJ582YaNGiQiObMnj2b7r77bjEagn+Wl9vbRGk1q3fn0r5c31IN/C25Nt1krUb/wV4VIUInElJX6vRvIw7ku95DWw5qy6+tRt+VuWl2qscSdDUCYzQuwW+PTpj9Lhf1a0Ff3DiIXr+in4joyMowfVSL6dMqhz674YQwrBIA4A9+f6r07t2b2rZtSytXrqRRo0bRY489RnPnzqUZM2bQ8cfXlJzGIvzN+6yX59MJk3/yet95Gw5S30fn0Ij/+8Xj5jB1/lYa/n9zaafO/Gg1G/bn09ZDRWGK6Kjna1d1ZdfUlbfy8v15pZo0l+w+HAr0M6uaZKU4z0+5oi/9OGG4m+hJVwRBbauuujXLpnDCvYEGtKlHGckJYsQFw7O//t6f73bfC/u1oIHt6odhlQAAS4UOe3Q+/fRTysnJcV43ePBgWr58uajIilWWOTwVvrBmT574uTe3hHYdLTa93yPfrBUDHl/4caPmel/C6Hwf9kz4C5tfT31+Hv24br/m+sqIiei4ztdyoLblEZ0bTmwnhlgO7dBAc/tBXVWWP/OnAoEjSBe/sZCmL93lFtFJT3bZ+E7u3Jg6NMpw+/0sh2cnr9h/oVOoeHSaZqe4HYtw0qO5S3S9onRvlrAYAgBEodDh6iojMjMz6Z133qFYRZ3s7S0lVamM1a4wGLH9/sJtdM4r8w0fb8ayXdTn0Tn03V+eexbd+OFSGvzkz5RX4l868af1B0zWHBlVV2oUx64jIORYgdO6NaavbxlCgzt4jgr865PltOeYuyCev/EQ3fPlKsNICkeCPli0nfJ9+Pu/M38rLd56hP79xUq3CGN6crxXo3CWw7Ojvtf47/jHlsNe338yonPt0Lb0w/gTQzJPzVdG92jqPL9gc82oC5XMFAgdACIBv/9T33//fY+bvZkQinbUTZX7oDTKNC85LVd28PIK9834wf+uMW1IxpvXsaJyuvmjZbTtyTNNn2P2mpqIzPd/7aVLBvg+2X35DuPIVOgiOsr5AJ7TzkM9OQW1Yucxpxk5LSnB2WnYG8t3HBMVQSpXvPOHs6/NxDO6aG679eNltGjLEVq+/Sg9d0lvP9aoFSaD29dEWBI9jK7PSq15HXmORodcHn/de0vo1w0Hhefl/y7q5dWjw9Ec1eRsBzh69cG1x4vUlREZyfZaLwAgSELn9ttv11xmA3JRURElJSVRWlpazAodtZImt4iFjsvboEeN4pQbRHQ8iajEuDiNEPBW2qrfuLxhZLqMrNSVfSM64979UwgdSbpD6NRN8y50jCJ/ks0GhmUWOQz3fPEmdNQRBuv31XhRGmcl08TRXcRm/82/hhpWX5lFdOas3S9EDrPEIKXLXwS2Hy6kni1ynL9j1+iIp/9jpK4AiAz8/k89etT9g2vjxo1000030V133UWxitq2/5iXFv6qsbfch5JcVXwkKN+syyqrKCXOc7Myb2vRY2Yo9bTR2smMrJleboE449SOPy3/VTGqihwmzZEWqp/hXejofTsqtS19Nip3f2fsAOru8KjIn2boPTpq5aGS0XXy8Mw1QoA9fWFPZ0+hBo6REnbDkwCzqzgDAGgJSi1nx44d6cknn3SL9sQSMmzvSxSlQkldSdHDG6JZBdZRReioG4cv5bz+RnQOmGyoIWsYWBW8iE6wq67+u2I3dX5gFn2+ZKfbbWz85rSi6qWZ/P066vfYHFE1p/4NJeleIjrs4fH2dwnG61Tfu0ZNAb2R5djw1+3Nc+unY/T+k52F7/5yFR3KL4tYoYOIDgCRQdCaViQkJNCePXsoVtEKHc/lwGo1FEdlmDs+W0EDn/iJdhuYTo8qm4UaWNE3dzMSCLnFZU6vzmPfrPVYifXu71tN+7ao4sxKaiNUWPjNXrPP9VhBDkLd/ukK5wat55tVe+mBr1cLAzhHWPj0xq9bxN+OZyRtPKBt/MeCVc5IMhqzwIzq2oRuOam9YURHOxOsdj2QjAzDMkrjC1IUsYDhx1LN8/y/4On5Dxc6IjoeUmPhJD0pgcyyw2pFGgDAvvj9nzpz5ky3D1UeA/HKK6/QkCFDKFbJUz06fqSupIDgzZB55WdtKbm+qZoURp4iOmwGda6ruILW7smjmz5aJi6P7NqYTjDp/fHw/9aartnqnjT8PuLDUhsz8qOOcvxQrJk3cI5cNHb0mdmkCBnuuZKodPhtmJFMu49p+xKlJyU4K/Vy0pJE1dH/Vu7RRG44YtC2QYazxJwjSuf0bu4WNZHHiY8hP2a+Lv3IJePS+Cz5c9sR2n20mAa0rUfzNmjL13lZmX5s4uf0aU4vOcqvP1y0XVNmzktj8cOvkcvYtx4sFNVbcgioNOb7YsgOB5x25L+D+v9tl3EVAACLhM65556rucwfrA0bNqSTTz6Znn32WYpVVAHiT+qKRYkaZVE3TKN5QOqUaH3PE6O1cIRk/b6alAIT6ERsq83IXKXDUY+TOzcKWKh89MeOkK35vNcWiOjbrNuHUbuGGZqyaI6+qOKU/wZ7jpW6zZBSeeCsrtS/dV2nIJVpE1ntxF4WjihximflrmP09m9bNe+h9xZso2d/+Js+uu4Et3RLYam70LloykLT18Yix5/5Te0bZtDo7k3o+9X76OlZf7vdfuZL80WjwWum/Umrd7vei+q8LH98T6GGo1tGQgcAEKVCpypEptRIQzUVH3Oki3wyI1dW0REl1WXUgZgnPMtv62q0hlNXvNm+O38rjR3chlrWS3MTUqwVVHET6JRpq0TDmj259J/pf9Ffu3OdkQZJMN5qvlSmBYIc/MhRpPvO7KIx9PL5AuUyR970jSGN0lX6dXIkQS8AWOToxQQbyCfNrGlJcNlbi+ij6wYa9O1J1lQFeiI7zf+yaTYss9Axgt+jX6/YbShy7OzPkdSUvdf8/e49ozP9seUI9WtTN9zLAgD4CJLMQaLcQ0Tnri9WiqnOcgq1pry8slrjv1AfRxUrLFB401MjOjxpetzUxSIS8uf2o/TfW4a4PQYLlIJSV3Qh0PlaVgmdZ3/Y4BQ5jJry8eU5ecr3279tEWLDCI4KxZF1Tejm/n1QnIYf19B5HYscNX3Jfzu990rtpSRJ0Akd9oDoNZqRSFGnobPo0adO9fOkth/xPD/LHyOy5Pi29TzefsjATN2qXhrtzyuhly7rQ3amXrrreDTJTqV3xg0I63oAABYInQkTJvj8gM899xzFIuUaA3C5ZqTCF0t3ifO8GfO3dE3VVWUVHSpwRXSKFFGi36xY6KgRmZKKKqfJdaVSuqwKndLKKmcnXnHZxMAsq2fMQvSBCB3edNkfxCkZs6iKNOQaPY+auuLHaV431W0TvuD1Bc5jrno/1McLVlaE00hGAoVZokSi2JOiRvVE5O2o1qNjJDj1x4i7Eqs9bpg35m1x+z329bSsl0o7j9SIKb2oUv/+jOpjMuLkTq70oa/0auEaCWPEBl1KlhsEzrv7JGek0s5IH5Z+9hcAIIqEDs+x8gW7f2CFLHVVVC7SFZxGUEWN3MS1EZ0qjS9HbySVFDuMx2ZmZNWXoe28XKXpjWOWuuIUj9lzq2tX4UjU+M9W0CUDWtLZvZq53X7ttD/pj61H6PHzutOYga29biL62UfSZMsi4sIpC0UTuz/uHWn4ODuOFFGKgdAJZlk8+3DMhI46kZxTV6rYZS/VnmM1vWVa108TQuPKE9yPR7zu/4ejW7IZnyf4JcoybRnl0qxNJ56NfGAq153YjvyFRebMW4fQP1753asQZKRgjYTPDPU9ymIbABCFQoenkwM/UlfFZTR92S7Rtl9Fmo61ZuRqmq14G8xmE0lDstaj49rA1KoV9T4sjLQeHeOIEW/OUhOwGVUvetg7xLOVuHLm/L4txHUv/rSB5m86JE5GQodFDvPxHztMhY6+RF6dZi0jOtxpVz/V28jQKg3BYwa2chqTg5lySxBdqb0bh1hYqunL/bklTqH61c1DRL8Zo8o3feqKhY6v/iL5+MwfWw+7iYw3522hO0/rJIaIrlZShSp83EZ3b+qTuDKCOx0f1ziDNuyvEVL/HN5OlNjLAbaBlq+HG1WANrZpGTwAwByf6yO3bNlS6w6s0YxqIj5WWE5Ltx01vY+a5mJRwtEIb71xpM9CjViom2ldE6HD59Vog1HqiqMPsp8Jp0pSktxzPSwYeLbShM9XOo24Rwu1omzh5sPCc6EnzuBbOws6PrHPSEUVZVKkqN2gzUhKiHcagm8cXtN7huGH8HXa+2u/bKLfN5lPCvd14CS/LjWiw+XmTKPMZGFCHtKhgeFj6UWN2XypM3s0pasGtRYzrtrUrzGgq8gUloRLv1mMXuhI863ZozUFpyfFi+Gij5/Xg4Z2rN30cLW6i6d/v3ip8fiJNIP3mF1Ro6XstQMARBZx/nQ/PniwZn4Nc8kll9D+/TXftIFWgHA0ZOvhQtP7qNPLJ3+/nvYZiAM9T3y3TjT9U59HCg5m26FCWrXrmGHqylPVFZtbB0/+iU5+9ldxOSMlwS2FwqgC5qijSkytCGKPEKfquOkh+5JUeP/mdctoEp8/6+X5dMZLv7l5gtTIhExd1URSvAsVKSTVqqGl24/QgMd/oukOn5QZv/x9UFQzjXm7ZlCmEfqIC6dqLunf0u1+HL1QPVNSWPRq6dnHon98+bo/u+EEzfWcPnnknO60/IFRdFZP90iaGXx8OCKnf789cX4PEekJBqqASU6IN22GaPQesyuXD2xFx7epR/ebGN4BAFEidPTfir/77jsqLPRcvRFL6Kul1hiU0jojOgF0GeYhjdxjRY0cTVuwzXmeO/CyP4JHDehTV6rBWd9kkKNJasSHzdJG0YZtinArcdxfNRIvU6aec/RAH40a+tTPdP5rC4TI4b4+7FPhyMOP67RiWT028rWqAkBNRanvSRnNYa8Ip97qOsTONdOWiKqkf3+xkjyhVr6xIOP009y/D2iaFuojS52bZFGPFu5zoLi5n5Gpe1QX10gHI8wiOgPb1aeVD57qvD7dETVhf0ufVlqBkqREHIxGFBz/+E9uUYpgpve0QieOclKNhU4keHPU8vLPbxxE1w3z37sEAAg/iMNaJHRU07Deo2NlIzuuuNEIHS9mZH3TQa70MRQ6h1zpNbmJq2m23ze5fCHspVEFFVeGcWUQRzZ49tONHyx1e3yjrJA0EqvpAtWsrD6/TL01y04Rm6iayvOFxATXArjnzb8/X0FXv/unmF8lUSNLvF4hqnwc7MgVbRf2q/E2maFGOVjcqWJAjVJxykot0VZRGy6e0M685Jt/TwrIfq2D1xNGTV0JoaOs9bLjXdEvZIAAAKHC548b/tDVfwuLpG9lViMNxp4OiRQ/nuZN1RZOU2lSV5XVGnGgNyOr5l8mPck4orNTKY+Ws5HUGUlqZIbTXGZjMDjyskdnTGV4RIAeI0GopuE0lU0O0dM0O9XrtG+zdUm2Hy6k2WtqXs+rc2tGGzBGx8VXUy2PbvBmLFYf38iXNOnsrjSsYwO6qH8L0+N21+mdRCSnQ6MMusggrSZpWTeNFk48hWbdMYxa108nSyI6ifEagaZGmHz1OwEAQMgaBnKaYNy4cZScXFN1UFJSQjfeeCOlp2s/JGfMmEGxiBQxbDg1qw6SYiiQ1JWvHCks08zgqam6qjSP6OhSWbwZqQ3oJGpnXykKjKZey5TaqcrkbV/ISU0Ua1eRRmLVl6QKnYJS9+fn/iwMV3lN+XWz5jZPPVtUoaOWZ3N0jI8R+5FU4SXPysndRnBqTwqwtg28iwl181cbJ0quHtJWnFTUiIkcx/Dzv4cLkcEpPL5dmtb7tsqhZY5KQO670zAzWZyCSaoidDiNps7MUoWeFKQAAGCbiM7YsWOpUaNGlJ2dLU5XXHEFNWvWzHlZnmIVmS7ytHGUB5C66mXgAVHR79s/rN3v1hlZLVlXJ6HLpoP6brzezL9S4Hia//PlEs/mXz36DVvCh0pNr6ldnovL3CNjTXNqhM74UR3dbjObQcaG7P+b7RqroEaDjiq3GXWtrhkP4BI2qlhRzdpGXh49CV6EjhFG92uUlSL61LCw4GaNkjN6NHWel+NCgo363m7iSCOq1Xevj+lLo7o2pttOcf/7AABAWCM67777riULiAY41SE/39W5Pe0aptOWgy4Tr4zklPsxxKlrs2y6/6yupkMY+fnUjfmr5bvdPBdqFGfehoO080iRc6OTxmLN2AEvaYVvVu0RZl+jiIrEKHXFIkDdCNVOxmZjB/j+akk8v9bRL/5GQzvUp1Fdm7jdv0vTLGfFD5c3q+Ml2Mdj5N35arlWlB3Rlc1/9Md2UXFj5LtSPTocDePNXE4g79IkixZuqfEuqYLDDPW4m5WW+8t5fVrQj+sOiJTSgDb1NKkrK1Df7/qKK452ju7RVJwAACBUwBIYBO74bIXhN3zeaFXKDRoGeoO/sHdrVrN5G9HQYCDiPgMPjIpswGdkRs4QZmTPa9p8sJAe+t9aZ78WNT3RPKcmJbE/330NU8cNEN2NJe2UdI6RR0caklVf0fsLt4mGe2/9ttVttAGjlknre7W8v3A7PfK/taKSiqvTLn9rEX25dJdbKlGWz3dqnCl+cvqJxaLa/VqiNtfj6IVMncn5T++OG0C/3X2ST342rRk5OP+aZ/ZsKnrkfHL9CdSpSc3rYYKdspJwjyCZGpM8d3EvOqtnU7rs+FaWPCcAAESV0Hn11VepTZs2lJKSQgMHDqTFixeHe0maDVX9hs/fYFXk6Ad/Ule84enTE2qax2jD4gnXvvoo9B4d1mLxfm6yHLmSyHJnI58S+1nUqhx1EKTHiI4iMNTxBfq1899BCi0ZndILnam/bxXl78/88Dct2HyY7vxipZsniUUQ0ygr2ZkaZOO1UURH/duzgFK9OHzbSZ0b+Zwmig8woiM9Wf8w6E4txR/38OFU2oRRx4neP57Ec224ekgbeuaiXjT9psHO67iT9iuX93WbxA4AAKEgooTOZ599JgaMTpo0iZYtW0a9evWi0047jQ4cOBDWdambtyp09GmSsgppRvY9dcWpEH0jOU6JeBII3MdFj2pQVtNKep9LmwZp5G/WZMKpnUR33XGD2zg3fqOqJ65QUoXBiR0beuz5IsdAqIJGHSUwdb6rj5BM46mRE1XQqbCw2egYU8Ds0g3BPOKI6PDfUq4rr9hVzcZiiiMkjPp83OywbYOMgLv/ejMjm/HJ9QNFU7vHzuvu9b7sjXnqwp6WVUyymOEy+kaZGH4JALAHESV0eDL69ddfT1dffTV17dqVpkyZQmlpaTR16tSwrkvd0NI1oifRr4gOfxPWw2XGvCmpjeB6K03ijhWX0yuX9/G6Rp6FxUJEXy0lU1cjuzQS3/bP69Pc77QJp3hWP3waPfSPbsIbYwYLB/VYdWycQef2biZKptuYVCVxlMRsEOli3aDIBhlaYcniywgeY6H+7h6H0JHRIGlaTk9KcKamZDqL+f6OYTSovfusKm6M2FaJbqUq7wVfUAWtP6MG+rWuR0+c1yPgGVUAABDNRIzQKSsro6VLl9LIka7p1XFxceLywoXGRt1QoW7ePCtK63dxbV4ykmMW0eHyX7M5UWoqo5mSnuHRDzwGYP2jp9NAJRWkh9M4sueLtv9MjdA5rnGm+LbP4sxfewhHi2SEQI0c6eGNWBVC/FwvXNqHPrh2oKbLsqfUlSf0UQo10uYJKXT0JeB8zGSE7nCBS+ioopO574ya0QDsQVF9Wf4aiq0wIwMAQKwTMULn0KFDVFlZSY0ba/uz8OV9+1zTv1VKS0spLy9Pc7ICdUNVN+yM5ET6+uYhzssy9aGOcVAx8jDIb/nqN3wWUHJzveu0Ts7f1XtSVNjbItNcXBbOTf3Y5CuFjvrcZs3czGb9qOKGu+Gawc+hdmlW01V68SC568tVolLMFw7rvDa+po6kn4jTdiq8PhklkZ2XjdJK15/YTnhS7j2js2bIptq/yBdUM7LRIFQAAAD+419sPcKYPHkyPfzww5Y/j5oiUQUDj1Pg/imndm3s7G/DEQq9idbod/WiQ91cWVhdN6y56JCrViupGzung3g+layMat8w3Sl0/rdyD327ao8wqPLMKX0kysyMzLN+OCr0yeIdtNzReE4vUjylrpjNiplYI5BMjKo/rz+geX1yirsRamk/U9ekkssIFmhNsrS+Eh5wKiM6RxwRHf57GAlBtaSfU4Dfr94npoz7Q7wSxUHnYAAAiLGIToMGDSg+Pt5tYjpfbtLEvZ8KM3HiRMrNzXWedu7cacnaVC+GaoCVEQspUrisnL0eZkVXRukbueElKZsgPy6nafQl2enKOtiP89zFvZ2X+bzaxZfXwGJFdiNWn9tT1uTi/i3pqQt6Oi9z4EFNsySbpKAkciSAPvJjFtFR0c91UuEKLp7CrXJBvxbiOLSo60r1TRzd2fD32Z+jT7tpUleO4+RLSolTgN/fPkwz/sDfiA5kDgAAxJjQSUpKon79+tFPP9VMX2aqqqrE5UGDBhn+Do+ryMrK0pysQPVlpCgRDZlKkpsjR3SMxisY/a5bREfZhM1SMmnJrutZBHGDuC1PnEHbnjxTRG88eVYGKP4eb9EENVKiHz7pKXXFvHRZHxrUrr6m/NgXgSTHGxjRvXkWff7PQcJnpMIN69gg/c2/htKVJ7QWqbcbTmxn2LyPfU96scUpQo7qMFIQ+iLIAkU97khdAQBADKauuLScR1H079+fjj/+eHrhhReosLBQVGGFk6EdG9DTF/akjo0yNL4MGdGR/hr26CzafNh5m+pXYYw6ErvMyK4N1syLo07zll1p1cc0Mwqz6OislKyrG+5tJ3egdfvy6baTOxr28dE32zNLXUmx17dVXfrkhprSbBVfBITeQ+NLpKdmvUn06Lmu0uvXrugrJqlfO+1PZ3StWU6KRkxKj5VM6ckBpp7M1kEVOhHzFQQAAOxNRAmdSy65hA4ePEgPPvigMCD37t2bZs2a5WZQDgec0mEWbDpkGtHhqeUPzVrv7LniC9wZ2Fehc1xjV8SjtcHmbxZt0TePUzfcDo0zRZ8cFU89XtTneOuq/nT9+0t8qoAyq7ry5rnhKd2Tzu5G/sA9Xhp1ShG9cC55c5FT1OjFFnusZFpSlpxbGtHRpK4Q0QEAgJgTOsytt94qTnaFG9xJ0hzRACkM1DJpfS8d7oNihBwXUceH/jDsSeH02Nm9mhlGh4zSQyxM9CZoNW3i73bLfX8kvVpme20IKEmK914hZSTwplzRlxrrTMS+MrBdfY2g1EdreM0yTSh7D+mjPsFE/ZvJCBIAAIDagQB5kFGjDnLjkg34CpXZTC9e2lsT+eDOtkbIJoPq+AGz6AiXQt9wYntqmu0y36oYRSPUTs5Gjev89YqoYi4nNYnuPPU4cV5vFNZj5tHheVhjBraiaVcPMIxIeavy8sbYQa1FeopNy+4enQRn6kr2HvKnY3Ft4NQaAACAGIzo2J3uzbNFZU8LZTq0TMtw7xrJ6O5N6XaqGQZa6WGauRQ4csp3bXwiRiXcRmMS1MiCmc5hAWCUfitSfEe8zltP7kjjhrT1IaJj/JqaZKfQ445o14eLtrvd7s387I2Hz+lO957ZRQgmdY6WU+gkaYWOlakrpleLbFq5K1f8BAAAUHsgdCzgn8Pbay7L/jXf/eVqbKiWKavVQnKj06eujikjCALFaJNW++cYR3TM00hGQifDYAyBN5HjKaKjzgsz8ujUNqKjPoZReblMXckmj1amrpi3xw6gN+dtpssHtrb0eQAAIFaA0AkBcvSCfmTCL3eOEOXm7ZSy6S9uHCyuG/zkz04Ds+xmXFuMxISR0NGWlxsrHS69PqQNgDgnaC/YfIiGdmjg19rMIiV1lQqv07s3oWuGtKX3F25zCo9gVkGpaSmOZLHI0R+fZIsjOjyN/r4zu1r6HAAAEEtA6IQA/YRxuVnyIEv9MEveuNVZVuU603JtUhqGHhcDoaP6cjxFdIzg9auNCn2FS/BZYOlN2vWUKA7f/uDZXUUkibszy+cLFupjZSTVNGXUp/ZUszUAAAD7AzNyGISOP5uzjOi8f83xNPy4hvT6Ff0CXodR1KR3yxyPER39oEy1E3Gw0Y6SqDl/yfHuJu2s1ARLRiW0rOtqGtja0bNHH9FRvVIAAADsDyI6thc6NRGOE49rKE61QS9arhvalu4Y6WoE6E9Eh4eJcmqHTdXBglNr0vfz9tj+1KdVXUN/jxy0GWwaZaXQT/8eTqt359IJjtJzfYWbr/2PAAAA2AMIHZsKnc5NMmn9vnz6R+9mlqypb6scuv8sYy+INqJj/PssAO46zXhuVDAiOrwGMxOz2pk52LSslyZOZo0MIXQAACCygNAJAfoIhC8lyl/dPIR2HCmiTk2085uChSex5UvqygpUs7Sn/j3n9G5Ob/y6Rczyshr94NQSD9PTAQAA2A94dEKA6inxNaLDJlirRE7NGszLsrWpq9AJHX1ExwyO9Px61wh69uJeIYnGzbx1iPMyIjoAABBZQOiEAI6KcGdfiZWDIX3FU1RJ1RihrDFSe+J48xiHMtLUs4XLsA2hAwAAkUX4d9wYQZ0nZXV3XV8wa9DnNkU7lBEdRQCGUsj4gzohHgAAgP0J/44bI6g9bOwQ0ZEDR43QDPWsE55jFEqB5Quyk3Wz7MAGiAIAAAgP4d9xYwQ1LVPb+Uy14fZTOlKDjGS6Y1TNsM1Aq66sQBWA8TYTOjNuGiLK+98Z50pBAgAAsD+ougpDqiicEZ3xo44TvXM8pYa0Hp06YRGDNtM51KNFtmjaCAAAILJARCccqaswe3S8+V/U6eVBbDwc0akrAAAAkQmEThiiFerwSDuipo1C2kdHnTXlw8RzAAAAwBv23nGjNHXFoxPsjLbqKnTPq4oqfe8hAAAAIBAgdEJEihLR6ReCjr7BEhyhzCCVOQaYMojoAAAACAbYTUJYntytWRYdKyqnUV0ak51xVFKHPHVVqjTjS7B5eg8AAEBkAKETIlgw8Pwq1g229+io5eUhfN7SCjTjAwAAEFwgdEKIHRoF+oK26iqEEZ0KjFcAAAAQXCJj5wUhJVydkRHRAQAAEGwgdIDH8vJQRnTQOwcAAECwgdABHlNXoeTRc7pTo8xkmnx+j7A8PwAAgOgDHh3ghuqVDmWUpWuzLPrj3lNsO7kcAABA5IGIDrCNR6fm+SByAAAABA8IHeBR6MA3AwAAIJKB0AGe++hA5wAAAIhgIHSAl4hOWJcCAAAA1AoIHeCGVtxA6QAAAIhcIHSAbaaXAwAAADErdB5//HEaPHgwpaWlUU5OTriXEzN9dFAFBQAAIJKJGKFTVlZGF110Ed10003hXkqMdUYO61IAAACA2GgY+PDDD4uf06ZNC/dSYquPDjw6AAAAIpiIieiA0BGnvCuQuQIAABDJRExEJxBKS0vFSZKXlxfW9URi6gpCBwAAQCQT1ojOf/7zH2F29XRav359wI8/efJkys7Odp5atmwZ1PXHRtUVlA4AAIDIJawRnX//+980btw4j/dp165dwI8/ceJEmjBhgiaiA7HjHbXSCjoHAABAJBNWodOwYUNxsork5GRxAv6BiA4AAIBoIWI8Ojt27KAjR46In5WVlbRixQpxfYcOHSgjIyPcy4tej05YVwIAAADEiNB58MEH6b333nNe7tOnj/g5d+5cGjFiRBhXFu1VV5A6AAAAIpeIKS/n/jnV1dVuJ4gci/voQOcAAACIYCJG6IDQoYobeHQAAABEMhA6wA21GzJkDgAAgEgGQge4gYgOAACAaAFCB7ihSps6eIcAAACIYLCNAc8NA8O6EgAAAKB2QOgAN5C6AgAAEC1A6ADPqSvoHAAAABEMhA7wmLpCRAcAAEAkA6ED3FBGXQEAAAARDYQOcEON4lRVV4d1LQAAAEBMzLoCoaNF3VQ6qVNDSkmMp7QkvEUAAABELtjFgKFH592rjw/3MgAAAIBag9QVAAAAAKIWCB0AAAAARC0QOgAAAACIWiB0AAAAABC1QOgAAAAAIGqB0AEAAABA1AKhAwAAAICoBUIHAAAAAFELhA4AAAAAohYIHQAAAABELRA6AAAAAIhaIHQAAAAAELVA6AAAAAAgaoHQAQAAAEDUkkAxRHV1tfiZl5cX7qUAAAAAwEfkvi33cX+IKaGTn58vfrZs2TLcSwEAAABAAPt4dna2X79TpzoQeRShVFVV0Z49eygzM5Pq1KkTVKXJ4mnnzp2UlZUVtMcFnsFxDz045qEHxzw84Ljb65izVGGR06xZM4qL8891E1MRHT44LVq0sOzx+Q+Df4jQg+MeenDMQw+OeXjAcbfPMfc3kiOBGRkAAAAAUQuEDgAAAACiFgidIJCcnEyTJk0SP0HowHEPPTjmoQfHPDzguEfPMY8pMzIAAAAAYgtEdAAAAAAQtUDoAAAAACBqgdABAAAAQNQCoeMjr776KrVp04ZSUlJo4MCBtHjxYtP7Tps2TTQkVE/8e8Da484cO3aMbrnlFmratKkwtB133HH03XffhWy9sXbMR4wY4fZe59OZZ54Z0jXH2vv8hRdeoE6dOlFqaqposDZ+/HgqKSkJ2Xpj8biXl5fTI488Qu3btxf379WrF82aNSuk64105s2bR2effbZo+sefE19//bXX3/nll1+ob9++4vO8Q4cOYn/1GzYjA898+umn1UlJSdVTp06tXrNmTfX1119fnZOTU71//37D+7/77rvVWVlZ1Xv37nWe9u3bF/J1x9pxLy0tre7fv3/1GWecUT1//vzqrVu3Vv/yyy/VK1asCPnaY+WYHz58WPM+X716dXV8fLz4HwDWHPOPPvqoOjk5Wfzk9/js2bOrmzZtWj1+/PiQrz2Wjvvdd99d3axZs+pvv/22evPmzdWvvfZadUpKSvWyZctCvvZI5bvvvqu+7777qmfMmMFFUNVfffWVx/tv2bKlOi0trXrChAnVa9eurX755ZfF58usWbP8el4IHR84/vjjq2+55Rbn5crKSvGGnzx5suH9+UM+Ozs7hCuMTvw97q+//np1u3btqsvKykK4ytg+5nqef/756szMzOqCggILVxnbx5zve/LJJ2uu441gyJAhlq81lo87i8lXXnlFc935559fPWbMGMvXGo2QD0KHxWW3bt00111yySXVp512ml/PhdSVF8rKymjp0qU0cuRIzSgJvrxw4ULT3ysoKKDWrVuLsPI555xDa9asCdGKY/e4z5w5kwYNGiRSV40bN6bu3bvTE088QZWVlSFceey911XeeecduvTSSyk9Pd3Clcb2MR88eLD4HZlm2bJli0jPnnHGGSFbdywe99LSUjcLAqcO58+fb/l6Y5WFCxdq/kbMaaed5vPnkQRCxwuHDh0SGyVvnCp8ed++fYa/w7nzqVOn0n//+1/68MMPxTBR/nDatWtXiFYdm8edP/C//PJL8Xv8wf/AAw/Qs88+S4899liIVh17x1yFN97Vq1fTddddZ+Eqo4tAjvnll18uvCJDhw6lxMRE4Rlhr9S9994bolXH5nHnDfa5556jjRs3is/0OXPm0IwZM2jv3r0hWnXssW/fPsO/EQ//LC4u9vlxIHQsgKMKV111FfXu3ZuGDx8u/hkaNmxIb7zxRriXFtXwh0+jRo3ozTffpH79+tEll1xC9913H02ZMiXcS4sJOJrTo0cPOv7448O9lKiGzZkcqXzttddo2bJl4vPl22+/pUcffTTcS4tqXnzxRerYsSN17tyZkpKS6NZbb6Wrr77a70naIPTE1PTyQGjQoAHFx8fT/v37Ndfz5SZNmvj0GPytq0+fPrRp0yaLVhl9BHLcudKKjzX/nqRLly7iWwGHqvnDCVjzXi8sLKRPP/1URBqAtcecI5VXXnmlM3LG4pKP/w033CCEPTZea447f1nlKiGubjt8+LCoHPrPf/5D7dq1C9GqY48mTZoY/o14sjmnDX0F/xFe4M2RowM//fSTJnLAlzly4wscIv3rr7/ERgysO+5DhgwRYpLvJ9mwYYM47hA51r7Xv/jiC+FhuOKKK0Kw0tg+5kVFRW5iRop7TPSx/r3OPp3mzZtTRUUFTZ8+XXgwgTXw30L9GzGcMvR173USkF06BssQuZxz2rRposTthhtuEGWIsmT8yiuvrP7Pf/7jvP/DDz8sSj65BHHp0qXVl156qShD5BJGYN1x37Fjh6j4ufXWW6v//vvv6m+++aa6UaNG1Y899lgYX0V0H3PJ0KFDRTUEsP6YT5o0SbzPP/nkE1F++8MPP1S3b9+++uKLLw7jq4j+475o0aLq6dOni8/1efPmicq3tm3bVh89ejSMryKyyM/Pr16+fLk4sfx47rnnxPnt27eL2/l483HXl5ffdddd1evWrat+9dVXUV5uJVy/36pVK9F3gcsS+U0vGT58ePXYsWOdl++44w7nfRs3biz6uqDXgvXHnVmwYEH1wIEDxQcYl5o//vjj1RUVFWFYeewc8/Xr14sPLd5wgfXHvLy8vPqhhx4S4oa/QLVs2bL65ptvxoZr8XHnnlxdunQRny3169cXG/Lu3bvDtPLIZO7cueKzQn+Sx5l/8nHX/07v3r3F34g/0wPp0YXp5QAAAACIWuDRAQAAAEDUAqEDAAAAgKgFQgcAAAAAUQuEDgAAAACiFggdAAAAAEQtEDoAAAAAiFogdAAAAAAQtUDoAAAAACBqgdABAJhSp04dMcjQzowYMYLuuOOOkDwXD9Tk4ZlWM2XKFDr77LMtfx4AYgF0RgYgxhg3bhy999574nxCQgLVq1ePevbsSZdddpm4TR0YyZPf69atS8nJyWRXjhw5IqbWZ2ZmWvo8fCyOO+44MaC3devWlj5XWVkZtW3bVkyEHzZsmKXPBUC0g4gOADHI6aefTnv37qVt27bR999/TyeddBLdfvvtdNZZZ4mpzJImTZqEVeTwhu8NFmpWixzm7bffpsGDB1sucuR07csvv5xeeukly58LgGgHQgeAGITFC4uY5s2bU9++fenee++l//73v0L0TJs2zTB1xaLj1ltvpaZNm1JKSorY8CdPnqy57+uvv06jR4+m1NRUateuHX355Zea5925cyddfPHFlJOTIwTKOeecI8SWhCNK5557Lj3++OPUrFkz6tSpk7j+tddeo44dO4rnbdy4MV144YWmqaujR4/SVVddJSJRaWlpYj0bN2503s6vj59/9uzZ1KVLF8rIyHAKP09wdEWfTmrTpg298MILmut69+5NDz30kOa4vPHGG0JE8nr4ORcuXEibNm0Sa09PTxcCavPmzZrH4eeaOXMmFRcXe1wXAMAzEDoAAMHJJ59MvXr1ohkzZhjeztEF3ng///xz+vvvv+mjjz4SG73ew3LBBRfQypUracyYMXTppZfSunXrxG3l5eV02mmniejLb7/9Rr///rtTZKiRm59++kk8/pw5c+ibb76hJUuW0G233UaPPPKIuH7WrFl04oknmr4OFkv8O7xWFhScnT/jjDPE80uKioromWeeoQ8++IDmzZtHO3bsoDvvvNNjemzt2rXUv39/CoRHH31UiK8VK1ZQ586dRbTmn//8J02cOFGsldfIIlKFn4uja3/88UdAzwkAqCHB8RMAAMQmvGrVKsPbWAxwVGXo0KEiSmGUwrnooovouuuuc27uLFZefvllEZH57LPPqKqqSqSA+PeZd999V0RXfvnlFzr11FPFdRzh4Ptw+oZh4cXXcUSERRI/b58+fQzXyJEbFjgsojhKwrAga9mypYhM8foYFj1s+G3fvr24zCKDhZQZ/NpZjHCUKRCuvvpqEcli7rnnHho0aJAQhSz8GE4b8n1UOPqTnZ1N27dvD+g5AQA1IKIDAHDCm7kUIUaREo5IcDqJIyw//PCD2314A9dflhEdjvJwuobFCkdy+MTpq5KSEk3apkePHk6Rw4waNUqIG06FXXnllUK4cETGCH4uNlgPHDjQeV39+vXFmuU6pIiQIofhdNyBAwdMj4tMH3HqLBDY7C3h1Jt8nep1fBzy8vI0v8cpQLPXCgDwDQgdAIATFgNc7WMEe3m2bt0qIjW88XOEQvXKeKOgoID69esnxJJ62rBhg0jlSDh6o8LCaNmyZfTJJ58IQfLggw+KFNuxY8cCfp1cpaXC4s5TAWqDBg2c/h8VrlDT/56aIjN6Pikkja7jiJc+ZdawYUOfXhMAwBgIHQCA4Oeffxal0+yxMSMrK4suueQSeuutt0Qqavr06WIzlixatEhzf77M5lsplDi11KhRI+rQoYPmxCkaT3CUZuTIkfT000+L1BobmHm9evi59L6Ww4cPC29P165dKVA4+sOvnX06KixCVBMzR2RYDAYDjnJxlMcsTQcA8A0IHQBikNLSUtEXZvfu3SJa8sQTT4gKKPbBsGnWiOeee05EVdavXy+iMF988YWo3GKPjYSvmzp1qrh90qRJtHjxYqfJls3JHBnh52EzMgsC9uZwGmzXrl2ma2VDMhuhOfrDfpX3339fRD5kRZYKe4j48a+//nqaP3++SJddccUVorqMrw8Ujtyw0OLH1Bu42dDMr4dF4tixYyk+Pp6CAT8mp+vUFBsAwH8gdACIQbhyidNAXDXFVU9z584VYoJLzM02ak4hcUSFq4EGDBggoirfffedpsHgww8/LMqw2ZPCgoSFkYyksC+GK5xatWpF559/voi+XHvttSJqwdESM1hIsSGZRQX/DpuI+XG7detmeH82OHOKjEUbe4Q4tcTr1Ker/IVN1vza1PQSV00NHz5cPNeZZ54pSuODJUz4NbJgAwDUDnRGBgAEBfaZfPXVV2Kzj0b4o5JNzuPHjxddpK1kzZo1QthxZMxbWg8A4BlEdAAAwEch9+abb2o6R1sF+344IgaRA0DtQUQHABAUoj2iAwCITNAwEAAQFPCdCQBgR5C6AgAAAEDUAqEDAAAAgKgFQgcAAAAAUQuEDgAAAACiFggdAAAAAEQtEDoAAAAAiFogdAAAAAAQtUDoAAAAACBqgdABAAAAAEUr/w9AORNpvpw/4AAAAABJRU5ErkJggg==", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J205721.89+005628.7_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J225902.14+115602.1_sdL0_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J225902.14+115602.1_sdL0_OSIRIS_GTC46-14A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J225902.14+115602.1_sdL0_OSIRIS_GTC46-14A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J224749.77+053207.9_M7_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: ULAS_J130710.22+151103.4_sdL8_Xshooter_NIR_Primeval-IV.fits\n", + "\n", + "Reading: ULAS_J224749.77+053207.9_M7_OSIRIS_GTC46-14A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J224749.77+053207.9_M7_OSIRIS_GTC46-14A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J024035.36+060629.3_sdM7_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J024035.36+060629.3_sdM7_OSIRIS_GTC39-12B_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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chumabUeKymxLxQUaESqrrAxpuGtmWjI9fE5PGti2oWnVmB6pudRIUSQ/aQEJoa+++oo6d+5M11xzDSUlJdE999xDU6ZMoR9++IHefvttIYR++uknIZD+9re/0cGDB+1fOQAAAEvRp8KMqo+iAY44jHh6tigFP1xYk7lYtfsYPfbtGsortk54+KPIIDXWID05KP+OFUJIH/DRC6PjAURpX798APVplW3amyhQv0+VwyJCATVUfOqpp+i5556jsWPHUkKCt3a68MILxfnu3bvppZdeov/+9790++23W79aAAAAtqFPhUVr+XxBaYXnwL5g6xEa26uFMCf/6aXfxDaOyIwf0tbWNSzfmUePfbeG9uQd12zPTEui7LpaIbRmbz59NH87XXpi61o3WTSrRFObZcrBrGp1WYlBOk3P8C5N6I8th2n5LpfJOynReK0cJfKFFD11HOIRCkgIzZs3L6Ana9myJf373/+u7ZoAAABEAH0ESO8ZihZ4lpdk/f4CIYQOFNQIkj15JbV+DX6+LxbvogsH5lLjeqletz/49SqPYFBplJFC9XURIeb+r1ZR/bopdFbvFrVaV6F7yKqeSl2aMyVJK4SKdZErIzgClJ6SqFzXBkZevaw/vf3rFnr4zz18+pOMRI/jhRAAAIDYR+8JilazNHdzlsiREeoMLSvmad3x2XL6bdMhmrPhIH16Q41R2B8NMlK8IkKSaSv31loIyWnzevR/S44ISW78aDFNW7kvIE9Q3eREzXWVM3u1ECd/GJbPR9AlFJQQqqqqol9++YV+/fVX2r59OxUXF1OTJk2oX79+NGrUKMrNzbVvpQAAAMIbEYpSs7TqC5JRj5KymvdmxTwtFkHMH1uMe2JlmYidhukshFIMb7PCNM1pwUD+tqqEmRaACBKPqVOH6ioRoVC9TcYeIXK2WbqkpIQee+wxIXTOPPNMUT2Wl5dHiYmJtGnTJpo4cSK1a9dO3PbHH3/Yv2oAAACWU647GkWrWfqQkhpjYzSbpEuUKJAVQsgMfr3r3l9Ev250CSU99YUQMhZJpRW1j1SZeYT0orbagsrCrLqhJZVqqsbqOKKhYkDvgivGBg8eTG+99RaNHj1alM7r4QjRxx9/TBdffDHdf//9dP3119uxXgAAAGGqGmODcTSiCh2OdvDp6qE15ug8C4RQRkqiYb+el37eRD+t3W/6ODZLsz/nrjO60M/rDtDi7Uc1w1hri5lHSG+WtkJ4tGqgbQMQKMZ9hMjZQujHH3+kbt26+bxPmzZtaMKECXTnnXfSjh07rFofAAAAC2Avy80fL6Enz+stzMOBRA3M/CZOJ98gKvK+e8ioFREhntSuiiA+sMvoxr58bZWY5PKTWovSedlD6KYRHenG4R2o3YRpnvsctiI1ZmaW1imNUHXHxSfkiiq3v/TLCfEZTESP04WQPxGkwtGiDh061GZNAAAALOaGDxeJkvK/f7SElvxrNDXMSPEbNbAzhWQn+SUVPg+++iaHwfLK7E1eRuRkdyl5oolv5q7Tu1K2rlpMXyrP+5vTkaqR2ao+Ql6psRCFR4OMFHrpkn5BPcZ7xIaz+ggFvbfZMG22HZEgAABwHjxZXG2Y997crQEdLJ+cvq7WoiES+JvqXqwbexEs+o7Vj3+31pPiMuvgnJFaYzL2xdFaNns0ioYZ+b0i6cmpMuojFLHVBCGE8vPzRePEjIwMatasGT344INUqbTk5m7SbJgGAADgLLboDtyy4snfwfJAQSn95dW5QkhFE/l+Unrc7bk2QqBY5w167/dtdN5rv9PdXyynqcuMR00lBRjlqW3lmJlH6Mc1++nNOZsd0benKlojQv/6179o+fLl9OGHH4q5Yh988AGdc845VFZW5giFCQAAwJglO1zRCjnaYdOBQsP7GfUN4qGgmw4a3z9aI0L8NtVmgsGy82ix4fb/LdpFteWIUvEWCr58XU9MW0e73c0kI3m0rnLv+upomz4/depUeuONN+j888+n6667jhYtWiSiQGeffbZnCn1tW4MDAACwnqU78sT56O7NPBETo9J4fdWYZOE24145TiU/AG9TqCk/Nh0H25nayI8lmXLjELp9VGca0KaBJYZp6RHiyjQjDrjN3OGMwFxyYmvNdfna6hoiGUgJWAix6OHKMEnjxo3FoNWCggLRP4ibKwIAAHAePPeKGdGlqcfDYuRFkT1i9AfR/ceMK6GcSiDpJX16K1C4Koz3E5ujeZK8P7ha7OkLepve3r91A7p1VCdPb6GH/28NWRENq2/Sq0hGjMLZLPPuMV3onfED6cR2rgn1UvOo2icqPEKtW7emtWvXarZlZmaK0npuuPiXv/zFjvUBAACoJbKku12TDGqQnmIqFuRsMS6R/uyGk+iaoS7f51EL+tuECx6fEch6QxVCOw67fvS3rF+X0pQuy2Y8Nq4XndbVFYnzhYyO8HiQ2kRHZETIaJ6ZNFPz8+srBO0kNSmRRnZrRlnuYayV/PqVVZqxGlHhETr99NPp3Xff9dper149+uGHHygtLc3qtQEAAKglnMqR0R9O0XD5s5kXRUYJUhITaFD7RtSqQV1LKpnCyT4f0avxg9tQbsO6HsN0KMjhrc2z08R+0hPqrLC/nVrTdsaoUWOwRnEe4GoEN23kz0QkdEeCOxo5YcpKGvDoDE0lY1QMXX344Ydpzx5jNzxHhmbMmEFLliyxcm0AAABqCYsYeZDhOVfSr3LER2pMVjg1yEi2rONxuNjrQwjxeIuMlCTDEvqSskpRTTe8SxOffXxkxIWjG6lJNTPNJP85vzct25HnMSUHyqB2DYWwKqusEv2E6gWQdjMa0SG7get7FkmOFpXR8QCM4n/p11KIvV/WHxQNFK1AnU2mr+yLiohQgwYNqEePHqa3sxg69dRTrVoXAAAAC5ApME6VsMBhMaRuVw+Qk939hWRzQBlV8BUR4i7LTppJti/fJUDaNPIe/5CWnEjp7nSWPiL05pwtdP0Hi+jv/zX/Qc9mcumxqZeWZCiY0lOSQjqoc7GRHNTK+7S2pfNm88w42lRsYBTv3Sqb2ir7rHXDdLpnTFdqkplKVpHgQ3FERURIZeHChTRr1iw6cOCAV4PFZ5991qq1AQAAqCWH3SmwRu5IUMN6rvPdR7URi3u+XOG5nOQ+YkmfiVlE6GBBKZ3w+E/UqWk9mnHHqY6KCLVtlEHb3X4eSVJCHTHmginWCaHPFroaApvNCdt7rIQueuMP2nHE9ZxslDarzBrcoRFNWbLbVIyYwUNM2SNk1hTRHzJaxXPQzKJaHDEy8kcN79xEzGDbNm+7Z19Zja/K8qgSQk888QQ98MAD1KVLF9FYUX1jKJ8HAABn8P3KveKgPen7deJ6S/eATCmI3pizhS4YmEsdm9bzNNyTJLkjQjwg1MxPw6mf392NGTea9CWKpEeoa/NM+mXDQc1tCQl1aiJCutRY95xs2uN+LIsFFjksLFgQcCTpxZkbPSJIRoT0QuiqIa7BrhP/1INyG6TTuH4tg1q7FE6hjjZRo1VmQobTZ0Z/z8SEBEpUHsP7ijl/QCuxH3vkZIW0Js1r+BJCEawbC1oIvfDCCzR58mS66qqr7FkRAACAWsFVQTxTTKWdO+0hxQ3zxLS1NPmqE7weLyvL6rr9NOyf0Q9wvXLyAnIiMiLUyj3cVIWFC6eujN6TTAfKEvS6KYnUc+IP1DQzlRbcP4p2HtFG0DLTkjVm6dcvH0Cnu/s0sT/n9tGdg157bYWQ7I2UkZKkETUqpSYRoaTEOhrxJB//p94tqF3jDGrfJINqi68gUySblwc9aywhIYGGDh1qz2oAAADUGqPBmxed4Gpqp5aWexrb6Y5Cp3ZpIs7rJid6Dp5yevmq3ccMRRBHGliAyYZ9kY4ItcjSVjKzZ2hc3xxTj5A0GUsj79q9BZ4xI+wN2rDfdV3CZmY1IsQRKBlFCRVZXh5IQ0gj5N+I02JBC6GEOiIqpF6XmZ6eLbM9AtIqs7SeqGioKLn99tvplVdesWc1AAAAas0hXWn8I+f0oO7u1Ma5Srqm1F2+rHpSHvxTd9Ejh5GiQfbnYa561zgSxFVY//lhPZ34xEyaaeKzCWdEiCueJO0bZ9DsO4eLKE6NR6hScxAucb8/GRFSDc/sG2JBpMKRNTWKpEbaQkVGhPwJITa6T/x6FX25WDvSo9wthFgEmaXGyiqMzdJJiQmax/gSLaHiyz4TyYhQ0H+5O++8k8466yzq0KEDde/enZKTtWawKVOmWLk+AAAAQXK4UHvQ7tq8xt/RqVkmPf6XnnT/V6s8B3826DJZaUl0zbCa4dmpSQnExy7WBCwcWEToRZbnNYtK6dXZrqGeb/+6VTTQCzcc1ZHvpYUihFjUyINwjUfIJQbY+/PfP7ZrDsT5JRUaz8qPq72FnV74sC/HMiHkZ2js1KW76X1hat5Op/doJgSeOiKFBVpCkBGh5ESOCHmnxqzE91NGkUfolltuERVjI0aMoEaNGsEgDQAADoEjOwu3HvE60On9HW0aZmiiPAcLXOKmcT1tqTR/v3N6jJ+PPTWyq7IRPJxVUlAamb5D+91pOfbuqPO9OLUjyZB9hNz76NkZG7ye5/J35tO9Y7t6ri/f5RpRou9JJL1UsntybeGqMekRYlFjNrFeTX3yZY8QCiAixFFAfcWc0WNqm+YzIiFWIkLvv/8+ffnllyIqBAAAwDn84+OlosKnWVaNoLl0UGtPpZikborrACsjQhzNMRJC4r5uIcQT1y97e77pa289VOS5vCfPPp/Qun35NG/zYfG+VPHB4oH9SzItxiJu2i0ni7L4W0Z28twvPVUbETLj3+5qO2bzQdd74zYBskKOZ3k1trDHjhoR+nH1Pvp+1V564KzudPlJNTM+jfxMandm2Rk8yadHqJIKDN57MleNKak+O8rnndpHKGiPUMOGDUVaDAAAgLOQ5eL780s9M8Oe+Esvr8i9FBAyIsTNFM2mpHP1FPP1st2a7f1a1zcVQuyxscv8yik9Hkz6wFerPNv4tc577XdPpZz0B7Ev6uFzelIjReDJ1JjqCQqUzs0zPZc5GnRyx8ZkhxDipocscB6YWvMe9WJGIv+G6qw4YXw2ib5w52qjIbpJ+qqxOuGOCEWRWfqhhx6iiRMnYto8AAA4nEbu5olm4kaWkMs0kYyWaO7rrhybs+GQ4XYjIcSjOtiLYgeLtx8V558rRmEWNZuUXkaqP0iPrH7iiJAqIiTPXNDH9LFqg0TuAj2kY2N6/fL+9OPtp5AVyM7S/tBGhCqNI0JKdEefGtttELFL1FWNhT81FkUeoRdffJE2b94smim2bdvWyyyNeWMAABB+pFFWpVGGcepGihiZVvEIIYNp6nKbnGDPpCUniCaDZkJINvfT36e2qFEmVZTop82rFWN6MhSPkFHH7D652kiXUXk7I1NPY3qGNmTVCLO/l1FUxyg1JsvnObJj3lCxSnTJ1pOsqxqzJTXm4ymjqrP0uHHj7FkJAACAkOHxCAFHhNwChQ+ofPCUaSKjXjEyeqRyUvtGXhEh/ewyTo9ZOadKb8iW4z/U1J4kJ9tV/m+ExyNUVuGZocYpQR56ysZjLrU345ROjen1X1yVcXagert8oUbb1DRZuZIaM4u+8P1LClyPaZCe7BGRroiQvWbpmBmxwWkxAAAAzkLfKZlpYmB+ZtRIDadWZBWRXtyog1eZIR0aUU79unTXGV3oyek1ZuJAmzoG2xiRD9ptGmUIUfXGL1vo6+Van5JEH9nx1QU5wy32eEDp2Bd+FZe5b9Jrlw/w3IfniOkNxSwueIbYW1cOFJ2W7YCjXNykUU19GWFmlvZEhHR+H/1jpeZg4XvUve+SI+wRiqoRGzxwlQetDho0SLN9/vz5lJiYSAMHDrRyfQAAAALAyPyrmoRVuD+Q+jiZGjOK/jRQDNRXDm5LY3o2d93XT9pLzr0KBe50fdKkmeLyyodOp6vfXUiL3N4gvRjIKy4T5e4qHZq45qcZIVN9ajpNbxJ/9fL+dMU72saR3EOJIxqj3WM07ICfn6NC+nEevoSQJiIkPUK6uWEqLJzkLLnU5JrPQUpiYkT7CEXViI2bbrqJdu7c6bV99+7d4jYAAADhx6hJnllqjNMeUgxxJKnEh0eI0ycSOaCVMfP/yPvXRghtUfxGHBnSiyBVDLwya5NmO0c2muvGa6gYvccbTmlvGgWT8ET3cNAs03ztRqkx1SxdKVNjojmi8eGdha98vNp+IDU5wSOQbBNCCTEyYmPNmjXUv39/r+39+vUTtwEAAAg/Rk3y1IZ/euTAUG7C54kIGYgbNZvRqkFdjWHaCBmN4XRWqCzdUSN8uJTcCHkw3+duFSAHhM6bMNLnAVeO2FDf01BdGbxqxDZ7nF008yHi/KXGaiJC5qkx9fGquEtN4ihSzd/UpJdjTDZUDPqtpqam0v793u3G9+7dS0lJ4fmgAAAA8O8R8vWrPtkdESqvrFIiQt7f4UWllYZRIK4yMoq2NHNXbNXGI/Tlkl2m40KMUmOSP/XOMWwKqcIHfHW3tDaYUs/T4/Wkh0kI8TDX4KrG1IhQTfl8IGZnVdylJiVqxJPVFX9OHrERtBA6/fTTacKECXTsmKuDJ5OXl0f33XcfjR492ur1AQAACDE15gt50GMhVFxeYZo2Guv2BKlpMTMh1DQzVcwrq21qbM2efMNKMb0Y4HTKQfcw1FHdmtIZPZoF5MPJUASfUdSMzdKBbAuH14v/Pr49Qmpn6ZqqsUDK3zNS9RGhOkGX8sdCRCjov+zTTz9Np5xyCrVp00akw5hly5aJvkIffvihHWsEAAAQxAGUDbc3jejo8/5SyHA6pcSHWXpQ+0b07T+GUa4ucqJOXpc0zUzzzL0KNTXGKT516Kiv6rSDhaW066jLWPyP0zoFPPuSS+hlVZhR9IejKZ/dcBJ9sXiXp3Gj0f3soE0j7X7miI9edKpCiNsA6KfP+zJLq2QogjA1mSNlNY9pkGH9+42ZPkItW7akFStW0EcffUTLly+nunXr0tVXX02XXHKJV3NFAAAA4UGKmTN7NadXL6spBTdDChmOIshUi1pNpqIOLa15vPd9OS0mUzuhpsbYHB0opz412yMA1b5C/uBohxxD0thgrIgUgMcrqjxCiGeLhQM2bvM+kK/LHiC9f1pNjeUr/aPU8vlAhJAaAUxN4plyFQH5y0KlTqx0lmYyMjLohhtusH41AAAAQqLG8BzY17oaEZIRBiNxY4bRZHSevSUjFGpUJxjUDtbBRMGMDM5mtGxQl9bsdaXfWhl4hCT1lNRRMM9fGzii9p8L+tBXS3cLI7ucH6ZSqrxvmRpU02hi1lgAQkj9e6cmJWhEVTCfBUv6CEWTWRoAAIDzKCkz9/n4EjJ88JTVRtzML1BSlNQYV2vdOrITnTegVU1EKEQhpM4MCwaZkgsEbqAoyW1gLoRa1k8Pe9WYXojI+WEqZcq2n9Ye8MxfU0dsGDVE1Iu5JJ0QSjcwy4cvNRZFZmkAAADO45j713xW3UAjQu7UWFUVlYcSEVJKrc/o0ZxuH91ZRCHkwXZ3XklIB7eVu1yFOJcNak1t3X4Zf5Vgwfa9UX04bRunBzTyQj/Gw25kTx8js7Q+jfTsjPXu+/oeunrtsHba11BniyUm0J/75tBFA3PpxUtc/t+w9hGiyIF6dwAAiCEhFGgKR4qesopqj+fEyABt+ngleqRGkk5o21D0GOLIzvr9BdS1eRYFwwZ3RGhYx8b08J97CIHD3pK2937nuQ/3O1LTYr5GahjBkas9eSXUIruuOAXiaenaIrj3YVlEyKCcSkZ+9MNgZUPFRJOqMX1USy8ekxMT6Mnze5NdxMz0eQAAAM4VQkZdkY2QB0oREXILoWBSY8nKQVQ2Z5QjOdo3ric8OGxI7uqqvg+IhduO0PKdeeJyqwbphj4kpl5akkcIXTesHf311A6Bv4hbONx/VveA7vvj7afQvM2HaVzfHAonansDoxEkKjJiJtNoLGiNUmPsecpMS/K0NrBhnFhUVo0FnRrj8Rq7dtU0u1qwYAHddttt9Oabb1q9NgAAAEFOn88KMCIkRQ9XJcnjqipo/KGm0fQCSqbnVPNtIFzw+jzP5Rb1zTssqx2wh3VqbPmUe5XOzTJp/JC2pqIsEh6hSp1qkGJJRo+4Q7Q+2sO+qLN652gaJdah8Cohs4jQ1UPbimG+kSLov+yll15Ks2bNEpf37dsnmiiyGLr//vvpkUcesWONAAAAAjQZB1pGLiMO0mQdfNVYHdPHyVRNfhC9hPR+ooY+yrfVIan6gamxgurhMkuNcTSMkT2R5H3FJHnl7/PU+b3p17tHCCO7GikKd0SojsHrsWCbeHYPr4adjhZCq1atohNPPFFc/t///kc9e/ak33//XfQVeu+998hO5syZQ2effTbl5OSI3O3UqVP9Pmb27NliNhqPBunYsaPtawQAgHDz5eJdnnRHoB4hGeFQO1IHI4RSfEaE3EKoJLDKsQ37C2jHkWLP9XaNM3waa9VBsLEqhJIUD5eZn0aKXlmhJ6NHbGRXoy/c7VvuTzVSdMHAVp6u3JGKCNkw29V+j1B5ebkQFcxPP/1Ef/7zn8Xlrl27inljdlJUVER9+vSha665hs4991y/99+6dSudddZZ9Le//U0ItZkzZ9J1111HLVq0oDPOOMPWtQIAQDjgSMozP7qqhhh9B2h/QkYdahqqWVr/uGAiQqt2H6M/vfSbJlI19cahPh8jq6MYX5PmoxnVw2UWEZKiV3bxlqkx14iNBMPWAqoQYqP4mkfOMBy2awdGoifc6TlLhFCPHj3o9ddfFwJjxowZ9Oijj4rte/bsoUaNGpGdjB07VpwChdfZrl07euaZZ8T1bt260W+//UbPPfcchBAAICbYeKCQ9ri7Mf8xYWRAQzsZmTopdqdVWMwEOqJCPF45qqWaeISkgdv3+gs017knkb9xFurzhtu7E2mPEAtf6emSkTcZDfQ0VEysQ4oOEgZpid47lG5z7yAVwyhf5HVQ8KmxJ598kt544w0aPny4GKvBERrmm2++8aTMnMK8efNo1KhRmm0sgHg7AADEAlOW7Bbnp3VtSs3dk9+DOdDKiFCwnYQ1ZulEbURBRioCMUvrh7P2yPEe56Gna/NMinXM+gippfMy8iYr6ORtiT4iQpFMRSUYCG0H6KDgI0IsgA4dOkT5+fnUoEEDz3YeuZGeHlhINlywmZuHwarwdV57SUmJmJOmp7S0VJwkfF8AAHAifJDkwaDMhQNzg3qsTGdJs3RthFBykllqzL9HSC+WeuT479dzz9iuYkjoRQNbU6ySnGDcR0itGJN9gXgwq7Z8PkFjTFYjQqpAcoQQqkMRJ6Q9kpiYqBFBTNu2balp0/AYruxk0qRJlJ2d7Tnl5gb35QIAAOGsFDtUWEqZqUk0MkjDqz4iFEwPIX2KRV92nxVEREgvlnoYDHjVw31zHhvXi3q18n/faEWKS31ESLUMZbhnocmBu9JPxH8bKY70QsiXCd1ujF7aV5PFcBGbyVU3zZs3p/3792u28fWsrCzDaBAzYcIEOnbsmOfEfZMAAMCJyLQS99EJNqIjIwPyIBpMDyFfxmlZpRSoWVoVS+w7Mqt6++fozuKcZ5rFA/Lvo/cIqREh6Qfj1Bh7h2T0iKN9+snykkhaqhJiJTUWTQwePJimTZum2cYGb95uBlfEyao4EPvwl0cwBlEAnERhabmn03KwyNSYnBYfTMWYi+oAIkIBpMbcYomrv774u/l3882ndaSz++Ro5oTFMskBeISkEOJNPCZFiiZuqNixaSbdf2Y3aqbzjRl1nA4XRi/thO/fqIoIFRYW0rJly8RJlsfz5R07dniiOVdeeaXn/lw2v2XLFrr77rtp3bp19Oqrr4reR7fffnvE3gNwDly2O+iJmfT5IkT9QHRHhAKtFFORESQZEQo2olQvNdm/EAooIuR6D/eM7SLGapgh5o01znDEgTOcEaFynUdIHa+hzg47XlZV01DRnYO6/pT29Oc+2tEgkU2N1fHa5oS/ZlRFhBYtWkQjRozwXL/jjjvE+fjx40WjRO5jJEURw6Xz3333nRA+L7zwArVq1YrefvttlM4Dwa2fLqUDBaV01xcr6IIgjaYAOIGi0krDYZrBVCXVRISCE0JcofbIOT0oI6WmWZ8+NVZWUSW8KupYBz2F7vJ9VViBmr9PhT4ipKTGuG0BpxM5JcbpsZoRG+bywmgYa7gw8mlHUpjVSggtXLhQjNk4cOAAVemaPT377LNkF1yxpm/DrmLUNZofs3TpUtvWBKIXg6HOAERlaozN0sEihU+xW0zpfT6BcOXgtobbOULFxzf+H+OeP76EkIxIqZ4WYN5HSEaEeP9ydIybIfKIDSGEZGdpH6I2kubkBIPX9iXawkXQ/z1PPPEEPfDAA9SlSxdRiq6GKeMlZAliA3xcQbQjRyvUxiMkR2ykBO0RMoePBY3qpdLBglJxauaj+3Nxues91IUQMvYI6YIN+qhPWopbCJVVevxDvvxekRQeCYYjNiL/RRz0fw+nmCZPnkxXXXWVPSsCIEw44R8QgNpQ6I7m1MojVB5a+bw/mmW5hNCBAu56bV7mjoiQMTKq41U15okIub6/5HgM/jtKY7UvseM8IUQRJ+hPfkJCAg0d6nsODADRQCSrJwCwAu4hFGpESJ8+CdYj5I+mma4o0P78mga1RsiIVHpyVFlWbUcanr36CLntIVLQSCHEXqyaiJBTU2PkyNRY0J98Nh6/8sor9qwGgDACHQSiGfaK/L75kLjct1X9kA+0dgkhjggx+/Ndc9DM3oOMSCE1piXdHeXTjyDxjNFwf4GlJddU/wUSEZIdyAPp4G01RvYZJ0Tmg5bgd955pxi42qFDB+revTslJ2ud/lOmTLFyfQDYhhN+iQAQKlsOFdGhwjJxIBzYtmHQj9cLn9o0VDSiSb1UTdTKiOMV3AjQdRmpMe/u2Ub7zxMRcvuAZLNE0UdIRoR8jNE4s1dz+vYfw6h9kwwKNwmxEhG65ZZbRMVY586dxbR5dRwFnwCIFpzwSwSA2vTBkkNKQ/H3yPJsSfANFX2TnZ4izo/5aKoo02Jqige4aFzPtf++XbGX9uSViMv7jh2nd37bpokIyb89tyrwGKl9/C05KtOzZXZYp8473SMU9J54//336csvvxRRIQCiGSf8AwIQKhsPFIjzbi1Cm8SujwBZnRqr726qmFdc5tk2ZckuIXjG9mqhMUpzVMsJ/WSchIyoMa/M2kSP/6UXnTRppmeb3F/cS4gpreDyeW1DRaeRaLAuJ/zdgxZCDRs2FGkxAKIdtHsA0cyRonKNKbnWZmmLq8bqp7uEEPcRYrYfLqI7/rdcXN78xJnioLjzaLG4HonohNNpkOGKCDHs/TlaVCMo1YhQqtsjdLy8ytMbzQnpJiOMvnKdULQS9Cf/oYceookTJ1JxsesDDEC04tDvCuAgOJoxdelukXZwGvLA2MAtOIJFnwqz2iMkhVBesUsIrdvnimBJcTRp2lq69K354npD5aAPXHRsWs9zmTuHbzxQqLldih35d5Mdwv01VIwkCbFiln7xxRdp8+bNopli27ZtvczSS5YssXJ9ANiGU381Aefw4sxNNHnuVuHTeHv8QHISR9wpJzVyUCuztMURoey6KZrU2CblQH6kqJTe/HWLYRoI1Px97hnTlZ6cvk7MY9t2qEhzu/RDS7O07BAe6TEaQQuhhCgUQuPGjbNnJQCEGaTGgD/en+cypv60dj85NyIUmhDSHyytNkvLiFD+8QpR8r3bbfhlth4q9lSLMdcOa2fpa8cKWXWTPBE02SpBojdLayNCzvxuSzCsGqPoE0KcFgP2898/ttPk37bS+9ecSLkNzScyg9BxwA8R4EC4t81bv24RJekcqdjn7oPDB3MnRBFZAH25ZJcnVRKqENJ7gqw2S2e7zdJMfkm56DKtN3rzfX647RQxwBWY70OuGlu3L19zW6LOLK2NCDlAXRhgFP1xgkcoZIfa4sWLae3ateJyjx49qF+/flauK+55YOoqcc5h0Zcv7R/p5cQkTjioAefx++bDNOn7dZpmdfJXuRO8LNe+v5CW7MjzXG/TKLQfSvpeM1YLIX4+Hv3B0+U3HSzUCKFN+ws9JeIQQf6F0Jq9WhGk8Qi5hVBeiStCyLrCqd9tSQbrqhONQognzl988cU0e/Zsql/f1c00Ly+PRowYQZ9++ik1adLEjnXGLU74kMQqTjDpAechvTeyEsezvajMEUJIFUF/PaW9MNKGQnKSvWZpeSBnIXTB6/O8xCbDg1lBYFE1s+8v6RH6YbUrfaumHJ1GolFEyAGiLehP/j/+8Q8qKCig1atX05EjR8Rp1apVlJ+fL5otAmvJQLdV24AQAkbwzCYj1H44kWL2+gOmlUXBok+fWO0RUn1CemS6ESZp32SlafefGv3TR4SigSSDlJ0TUmNB78Hp06fTq6++St26dfNs41EbPH/s+++/t3p9cQ/6a9iHA/7/gAMpKjXuhHzUXQYeSd6d6zJvSzo1C62ZomFDRRsOqP78Sx1qIeTiMSJ0Sqcmph6haCDRMDVGESfoPVhVVeVVMs/wNr4NWEu9VESE7AIRIRCMEJKNASOJHFCak51GL1zcl/q0Cn2skb6yyK7UmP5AKEdHMF1qIeTigSzd/mtRP83r+yuqIkKJMZIaO+200+jWW2+lPXv2eLbt3r1bTKUfOXKk1euLS+R0YXUCMbAeCCFgRKFSfaPCIwycItIeP7cXndO3Za08hN6zxmyICGVoD+RZaUkac3SfXMyn9IVeJKQr89hiJSKUGI1C6OWXXxZ+IG6myKM2+NSuXTux7aWXXrJnlXGG2g8CHiH7cMD/H3AghaXGkZ9SxTgdKdiwzTSywLStT7vbMf29mW78B0eI7hjdWVw+pXMTatUArUGCQU1fRqNHKDFWOkvn5uaK7tE//fQTrVvnKjFlv9CoUaPsWF9cUnjc+a3SYwEn/BIBzqPIHRHKTE0SB+tqqqZpK/dRmXugZaSorq72CKFQewepcGk7C6rD7ufM1BlzrYCjVs/M2KCZSH9a12Y0/baTKad+XctfLxbhSkX+u7fITtNE7RJ1VWPRQKLR0FUHfA0HJYTKy8upbt26tGzZMho9erQ4AespViJCTi6FjHac8EsEOKNKjE/101PEcMsFW4+I7fee2ZUuG9SGJkxZ6YiIEPuDSt0zz6wq42/fJMMjhGQXYytp3SidvvjbYDrfXT4vPUNdm2dZ/lqxCkfQeN7dpHN70eo9+V6pzWhKjSU51CMU1CefDdGtW7emysrI58pjmQrFI8S/RoE9QAcB7nEz4unZdKiwlD67YTB9smCHZxSEPGjLA01ZhL/3DheWeVIhVqWx2jbKoIXbjhqWaltF5+Y1hmik+oPn8pPaiBOzwd2IUm1OGE1CKNEwIhT5L+Kg9+D9999P9913n+gfBOxBjQIhImQfTvglAiILDwLljsf8f3bhG/Poq6W7PbfJqIs80EQ6InTU3ceI01lWNVptklnTx8cuIZSheJHseo14Qe31lOjuyRPtfYQSHCCEkkIxS2/atIlycnKoTZs2lJGRobkd0+drT5WifqCD7MMJ/4AgsqhjH/Q0djf7q4kIRVYIWekPktRLSzK8bNcPDjvSb/FqlpaiSO8RGtm1KTmVRIdWjQX9qTznnHMw9sFmNFEghIRsQ/0YsxEVn+v4w5cQkhGhFIdEhKQQsnLMBxvCw3lA8jUyAvhH7fXkKZ9X5uExz1zYh5xKklFqLBqF0EMPPWTPSoAhkEHhiQhx7yYjIx+IbdgbZIaMvMhf3JHuI3TALdqsFELDu3D0YLVo0GgnFwxoRbPWH6RLB7m8LiA01KoxeVkVR9cNaydM/1EVEapD0SeE2rdvTwsXLqRGjRpptvPg1f79+9OWLVusXF9cAo9QeFD/Jyurq4P/ZwBRSUVllactha+IkL5PS6RTY1w5xLRqYF3ZeW7DdPr17hGmM8Gs4j8X9BE/NpyQBokdj5B3RMjpDXiTYsUsvW3bNsOqsdLSUtq1a5dV64prVI+QehlYi/qlrHbzBrHL/xbtpB4Tf6AvFu/SCKGH/9yD+reu77nfzH+e6rnsBLN0/vFyWrevQFy+zF1BZKUYsqOHkB6IIKsjQm6hrmxL06XJoqJqLCHyn4uA5eM333zjufzDDz9QdnZNa3QWRjNnzhQdpkHtgUUoPKieIAih+ICHlnIvnjs/X04Ltx6h6av3eaqn9uS5JqIzHZrUDAOVv7gjGRHacrBInDfNTKWWaEQYt6gVYjURoRqzdLJBVZaTqGMQ/XHC9PmAhdC4ceM8b2T8+PFe/YV45MYzzzxj/QrjEDbuei5HdCVxlBqDEIp5Pp6/g9burWlI99minZoKsbG9mguh1De3JjLEpCQmRjwitPlAoacBIohf1IiQLEVXI0LR6HNMcIB2C1gIycnyHPVhj1Djxo3tXFdcox6TVVEE7DVLg9hk++Ei+mXDQXrw69Wm9+GI0D9P70Kdm2XS6d2baW7zpMbCGBHadKCA1u4toD/1bkHHy6von58v94pUgfhD9djIy6pvyMiD43QSoikiJNm6davXNjZK16+v/RUFagMOyuGGzdIgNnnk/9bQzHUHfN6HU04ZqUl0yYmtvW6rKZ8PX9XYqGfneCrXWBSpnaBB/KKmxqThX003ySaL0USiA8Rb0HvtySefpM8++8xz/YILLqCGDRtSy5Ytafly168WUDtQNRYesJ/jg1V7jvm8/dFzeggRZIZMN6ijb+ykSnmdlbuP0Z5jNd6l3IbwB8UzamrMSD8gIhQmIfT666+LCfTMjBkzxBT66dOn09ixY+muu+4KcRnANDWG6JBtqPsWQij2+G3jIZq2ci/tz68pkW/dMF3T1I/721wxuG1ABx8uu7ebw4Wl9NovmzURAOkP4hL307s3t30NwLmoaTCjr6yWFrZWiCchFHRqbN++fR4h9O2339KFF15Ip59+ujBLDxo0yI41xh2qLwjWFftQ9y3aFMQW7AkaP3mBoReI/9bHSsrF9aZZNbO2zJC/sssr7f+MjH93Aa3aXWPoPlZcRofcHaWfOq+3I0qNgTMiQup31jvjB9L6/QU0pIO2v180kOiAbF7QS2jQoAHt3OmqtuBI0KhRozwHb0yltwaUz0cgNRbJhQDL2XqwZkq3SpN6qZohoE0z0wI++JSHISKkiiDmYGEZFbhFG8ZTAFUIqV9aI7s1oxuHd4zKMUEJCVEYETr33HPp0ksvpU6dOtHhw4dFSoxZunQpdezY0Y41xvkBGodo+1BTY9jPsUSeWzwYRYT2FxzXmKT94UmN2RyeNfoMcqqMmykyWRBCcY9qLI6VKHYdikIh9Nxzz4k0GEeFnnrqKapXz1XOuXfvXrrxxhvtWGN89xGKjc+6I4FZOnbJKzYWQhxVyVAjQoGkxty+DLsjQjJdp1JYWkH5JRXiMiJCQCVWvrPqRF4HBS+EuHninXfe6bX99ttvt2pNcU+MfL4dD4RQeAln1C2v2OWr0cO/otWhpQGlxtwlyRU2e4SKyyoNJ87LjtaICAGVWPnKqkNRKITUURsqnJtMS0sT6TGM2rDyAB0rH3eHV43FzNeKcwnnR1lNjfFIit15JeJyekoiZaYlaVJl/qgpn7c3IlRi0KdIzhfjlEhGSs0oBQBiJTWWmpQYfUKIR22w6NEfoOU2Ph82bBhNnTpVGKtB7T7gMfJZdyTqvkV1Xmx9ccvU2DMX9KHTezSjD+Ztp29X7KXLT2pDz/+00XO/NGVOk//UWLXnO84OSgwiQmrn82g0wgL7iNZjwwNndaPPFu6kje62EO0cMDYm6Kox7h10wgkniPNjx46JE1/m0nkup58zZ44wURulz0BgqJ9vHKDDVZ2HHW034dzD0m8jJ6vfNKIjfX/ryVQ/PYW652QF9VzqIEs7R7EYRYQk5/ZvadvrgugkWr+zrju5PX1z8zDP9Y4OGBsTdETo1ltvpTfffJOGDBni2TZy5EiRFrvhhhto9erV9Pzzz9M111xj9VrjdOhqdH7YowGUz8dwasztEeImhHrO69+Kdh0tocHtA+u5kqyMNeDKMbsi+b4iQo+N62nPi4KoJZq/s9KSE2h092bih0XX5pnRJ4Q2b95MWVnev6h425YtW8RlLq0/dOiQNSuMQ9BHKBLVedjRdhMOUc9frGUVVZ6IUH0DgzH7be4Y3Tng51THFrBxOZB0Wm3N0lcObiPSeUy/1vUpXal0AyDaPUJ16tSht64cSE4h6NTYgAEDxCiNgwcPerbx5bvvvlukzJiNGzd6uk+D2kaEgF1AcIYXu/cxi6Axz8+hk5/62ZNStqLSSm1iZ2fl2HF3amxox0b04J+6e7bXtUl4AQBCFELvvPOOmEDfqlUrUSHGJ768bds2evvtt8V9CgsL6YEHHgj2qYHRAQNHaNuA4IwtOArEBsxDhWUeAWFF9IYjSNKnbOe8MekR4nXLyeKy6g0AyY3DO4gWENxJGlhD0PHWLl260Jo1a+jHH3+kDRs2eLaNHj2aEtymQq4sA6ED70okTOnY03Zj9z7O1zUkNPIHhQobpjktVm6jWVqmxuq602C3nNZRlM/fM7arba8Joo+7x3SlO0/v4ojRFLFCSIlnFjxjxowRJ2A9KJ8PD2ioGF7sroCUoygkVg5J5RJ61im2RoTKXB2k6ya7flDecXoX214LRDcQQQ4QQjNnzhSnAwcOUJWuydjkyZOtWlvcgkhFeEAGMtYiQi4hIbl5RAfLntvuCfTsb/pu5T5xuUU2UmEAOFoIPfzww/TII4/QwIEDqUWLFmjyZQNIjYXfIwTBaT/VYYoItW+cQXed0YXO6NHcsudOcZfQ29VdesaafbR2bz5lpSXR+CFtbXkNAIBFQuj111+n9957j6644opgHwoCBENXwwN2beQ+11b/fuKBqHvcYzTaN8mgsb1aWPr8STbPG1u/z9Vld0zP5ppZaAAABwqhsrIyTTNFYHPKBodr+4BHKGY8Qnd/sYK+WrpbXM5Ks344aagT6LmxI3ez9sf6/fnivFWD9BBXCAAIW/n8ddddRx9//HHILwiCLZ+P4EJiHDUdhtSY/di1jznSJEUQ08CGiIrsJRSMR+jLxbuo7yMz6L25Ww17Br02ezNtPlgoUmLT3P6gVg3gDwLA8RGh48ePixEbP/30E/Xu3ZuSk7W/vp599lkr1xeXaKeiA7uAFys2qiGPFLn6BklaZKeR1UizdDBVY//8fLk4f+j/1tBVQ9tpbuPBr6//spkmz91Kp3Vp6tneuVnkxw0AEG8ELYRWrFhBffv2FZdXrVplx5riHjWFgNEPYRKc2M/2o9vFVk1y33ywSHO9uR1CSEaELMrvTVu5V5wfLCilDQcKxOWLT8ilni2zLXl+AICNQmjWrFnBPgTUqpopokuJaVTtg/1sP/p9zPvfCtM0p5dU7PAIJbs9Qlb0EVq07QjtOFLsub77qMvkfd6AVrV+bgBAGDxCZgfu77//ns4//3wrng4oIFBhH9pdix0dbo+QVZ6hLYoQyq6bTH1y65MTPEKS9BTtmI/7vlqpuX6goFSco1oMgCgUQjxz7F//+he1bt2a/vKXvwj/ELDYS4EDtG2gs3R40Qsfq3b51kOu1NhDZ3en3+89TYgh2zxCIfQR0s8723a4Jhqk0ghCCIDoEEKlpaX00Ucf0WmnnSZmjD3xxBN0xx13iC7T3377rT2rjAMOF5bS8P/Moud/2oADdNhACjKc6D/LVkWEZESlZYN0ykgNqVl+wBGhQPsIlVXUCCb9NISmmani/NJBrTWDXe1I6QEALBRCixcvphtvvJGaN29Ozz//vBisunPnTjF37IwzzqCsrKxAnwoYwBUk/EuRq0kgfsKDVnBip9uNfhdbtcsPuYVQ43r2RVSC7SNUVKqO+9AqoWPu4bBtGtb0DGqQnoL5UQBEiIB/Pg0aNIj+8Y9/0B9//CEiQcBajpdXmczAwgHaLtCuKcKpMQt2Ov9/HCp0lc83rueKtNiB7CwdqEeoUBFCpRWuqfJypljBcddtbRrVCCGkxQCIgojQyJEj6Z133hFzxqZPnx6xA/Qrr7xCbdu2pbS0NCHOFixYYHpfHgXC5bnqiR/nRCpNmvvhAG0faKgY/Wbp/OMVVOaO0jRxp5zswFM1FqBHqMg9SZ4pLqv0fF8WuOehMa0bZnguwygNQBQIoR9++IFWr14tokF///vfxcDVW2+9VdwWrsGrn332mfAjTZw4kZYsWUJ9+vQRaTn2J5nBKbu9e/d6Ttu3bycnwR1mv1+5l44V13xBquoHB2j7QAfv8KLfxVbs8kOFrrRYZmqSlynZlj5CAUaEikq1UaBSt2dIpsXqJidqhFtWXXu8TQAAi83Subm59OCDD4pqsQ8//JAOHjxISUlJdM4559B9990nxImdcNfq66+/nq6++mrq3r27GACbnp5OkydPNn0MizT2NclTs2bNyEk8MHUV/f2jJfSdu8Gad6O/CC0sDoAOCi/6KLIVIt/jD7IxGhRKHyGtR4iopKxSI4S4sk1Nh+3Pd70PAEAUlc+PHj1azBzbs2eP8A5xH6ETTjiB7IKHvbJhe9SoUZ5tbNTm6/PmzTN9XGFhIbVp00aIOBZsHNXyVxWXn5+vOdnJF4t3+e4sbfCYn9bsp9nrzaNgIJTGlZBCduzfOz5bRjd/vISqqqq9GyrWvjeh4g+yN7WULKfPB1heqBdCMlWmCiHVHG33+gEANjZUbNCggRBCS5cupYULF5JdHDp0iCorK70iOnx93z7XwEI9nMbjaNHXX39N//3vf6mqqoqGDBlCu3Z5iw/JpEmTKDs723NiARVufJXPcwrtug8W0VXvLtSYMEHtgA6ynk0HCmnK0t307Yq9ovuzdx+hastSY3YapUOpGlPN0tInpBdCzOd/G0wjuzal+8/qbvGKAQCWCqEdO3YE9GT9+/cX57t310yCjiSDBw+mK6+8UsxGO/XUU2nKlCnUpEkTeuONN0wfM2HCBDp27JjnxC0Cwo32AKE9WBSU1niJAu1pAozB0FV7+WPrEc/l5buOkd5nbEXvpnAJoWD7COkjQhv3F9KcDQc9QijLLYROaNuQ3rnqBGrXuMY4DQBwoBDilNdf//pXnxEfFg1vvfUW9ezZk7788kuymsaNG1NiYiLt379fs52vs/cnEJKTk6lfv360adMm0/ukpqYKg7V6iuzQ1bC/fNygCk6kxqzniDttxWw/XOQVAapt5emk79fSSz9v0jQptAvZWbo84KoxbbT2po+X0JWTF9B3K1xeQDu6XwMAQiOgUoU1a9bQ448/LnxBXH4+YMAAysnJEZePHj0qbmfvDUeEnnrqKTrzzDPJalJSUsTrzpw5UzRzZDjVxddvvvnmgJ6DU2srV660ZX2WopbP644VaoVeOA/e3yzfQ58t3EEvXNzP9l/f4QJVY/aipm65OtK7s3Toz82eozd+2eK53rFpPbITT9VYRfB9hFR+33xYnEMIARBlEaFGjRqJii0uP3/55ZepU6dOwrOzceNGcftll10mjMxsWrZTZHDpPEed3n//fVq7dq0o4y8qKhJVZAynwTi1JeGeRz/++CNt2bJFVLRdfvnlonz+uuuuIyejftX6EjvhHAtxyydLae6mw/Sf6espVsBMN3tRx0xw+bh3Q8XqWqfEJJ2bZ5KdBN1HyEQISRqkQwgB4BSCal5Rt25dMWE+UlPmL7roIlGyzyX8bJBm7w83d5QGavYycSWZhKNVXG7P92VTN0eUfv/9d1F6H63elTq6X8XhJq+kJt0R7aj7OYRZmsAPsneOjAh5VY3V4rl3Hi3xXO7QJIPaNrLXYxPs9HmziJBkXL+WlqwLAFB7oq6LF6fBzFJhs2fP1lx/7rnnxCmqIxU+vncj4Wupo5ubFM0gM2YfS3YcpQ//2K4RRVb2EdqdVyOEptw4VAwtDUfVWKh9hFRGdWtGucqcMQBAlJfPA7sjQvqSY+OxHCAEMHTVNs599XfNdcOIUC12uay+GtOjeVj8NrKPEAu6a95bSM/8uD6gztIt69f1uq17DgZUA+AkIIQciOb4UO2aTzRjzX5hPlXTYZE4dodpmkoEqsYiupSYx+qIkIy4pKfaN1bDKCI0a90B+nndAU+1mr/U2EUnePch62aznwkAEBwQQg5EPWDwpeveX0TXf7CInpq+XiN+eIYRCB3tcRj70k6sjghJIVQvNTzZfVk1VuDH+6NfX/smWu/SkA6NaETXpjasEABguxBigzJXhoFwd5aupvnuxnT/W7RTkw6LhBCKrYiQchk6yFaMq8ZCfz4ZcckIkxBKNvAgqVVxZkKoRXZNaiwrLYk+vv4kW4fDAgBsFEI8lmLs2LHUqlUrUbbOs8V4/hcIHTNfiq+UTaBGaruIKbO0ZtZYRJcS8xwv59QYWZ4aC1dESFaNGQ1S9dVQMVuZKo+PGABRLoR4ZheXoX/yySeUmZlJt912m+j2fN5559EHH3xAR47UtNMHgWF28PU1dFU9eEfELB07OkhXNYbDlFUYtXUoFQ0VzY3/wSLNyBkp4YmupCR5f1UWlxunyfh9FhlErLLS0DsIgKj3CHGPnpNPPll0j16/fj3Nnz+fBg0aJGZ3cafpU045hZ5++mnHzBqL2oiQSTUTaxD1GIOxELUDo0zs4bjBMGBXaky7rTaf33CnxgyFkElEiN+rnFKvrg/dpAGIQbN0t27d6O6776a5c+eK4aTjx4+nX3/9VUSNQOgRITU6Ua0br6EePCLRUDGGAkIa9QNRaR1GKSOXWdq6ztLhTo0ZCSGz1JjaQygjJYlS3Gm1kd1gkgbAiVj2LcJT3a+99lpxAoFhlo4xm4HFRmW1A3IgOogPNvx8CQl1aPPBQrrhg0V082kd6S/9Wpk+hg9aZoZOddaZ/nV+XLOferbMNuyd4kQgfeyhpNw4IuSd5g39NfLcfYTqpYVHCKUmBh4Rkmm7usmJotHjt7cME+0vrh3WzvZ1AgCCB+XzEcTsQKAtn9enxoKrGuOy+1HP/iJ6EN35+XLafLCIbv9suc/hql3/NZ2+WLwrqIgQP+6vHy6mU56aRdGCNgUZyZXEFiykA4kIhRrQPJB/nDYdKAzLsFXfqbGKgNJ2nZtl0k0jOqJaDACHAiHkSCFkfh/NfKwAjt4/rT1AWw4V0fKdx7wGVZoNV2VYNAUDN5qLtt5G2uq86Fm30ykpqwlb9mmVLc7ZM1OuKzcP1aB+y6euzyhXtDfPSiPHpcbcAqlemJo9AgBqB4RQBDE7+JpNn/fyCPk5eKt9TjhM76vc1xcaw3adwNMhTidaIkK8/0P920WCQqWZ4Kc3DPZsP64TQqEOus0rLvdEWsxStZE0S4fbyA0AqB0QQhHE7Nhr1iuIv/L3KMMm/UVf1NB93ZRE0y9uf6ivY3bYCfW5nTPTzbm8Onsz9XzoB/p98yGKBrYccqWtchukU6oiII7rPiOhRuEOFLgim89e2JfChTQ8qxSbiP98t38J5fIARAdB/2T55ptvDLfzL7O0tDTq2LEjtWsHU6Bl5fPK9sNFZfT3j5Z4rut1EE/kbpSR4vEiyF+mMo0QjFhRfwHLUmDG7Be4kS/E6ZhF3pzGf35wDfi89K35tO3fZ5HTWb+vQJx3bZ4pTPosIsoqq0w9NcHAn7MjRa5Grjn1w5MWM0+NVfgUQiiXByBGhdC4cePEwVB/EJfb+HzYsGE0depUatCggZVrjaPyeeWyj+OzevBety+fxjz/K/VulU3f3DxMbFOFT7CHebVRnUYIxVREKEpCQlHGyt3HxHm3Fq4p6xwVYiFUUq5LjYUgPlnsy1RvOIVGMKmx/OMugZSldJUGAMRQamzGjBl0wgkniPNjx46JE1/mxorffvstzZkzhw4fPkx33nmnPSuOJQKoGvN1hFb7CH2/cp84X7HLdRDS9zMJ9piTnlLzJV5Z6f/BUe8RghKyBI7YrHILoX6t64vzVHeEUh9BCSUIt26vK9rUuVm9sPmDmNREb+OzmW/rGCJCAEQVQf9kufXWW+nNN9+kIUOGeLaNHDlSpMVuuOEGWr16NT3//PN0zTXXWL3WmMPsF3Gg88TUERtq7x4WQGzU1P5iDe6ow54iSXkArla9/8OIjfsLRIn9LSM70bh+LX16ku6bslIcSC8+sTXZha+ZbiA02MNWXlktIoqtG6aLbdInpBfLoUSE1u7N10SbHBkRgkcIgNiOCG3evJmysry/hHjbli1bxOVOnTrRoUPRYeyMJGaHgUpFd/g6VKj6JF0p1d1xpLjWEaEkZdp2RaX/+WZmxlEVLsnnUv7bPlvmtxT/s0U76d4pKyneq8Yq1A+Dn4nnTkCKHRbiMmKTlmwshELZ5fO3HhbnfXJd0SYnCiFPRCgdQgiAmBRCAwYMoLvuuosOHjzo2caXedQGp8yYjRs3Um5urrUrjdOIkK9fzeptqlg5WlwWkkdIUx2mpB0qFMVlVqmm7xFTGx8RdyG2YgxDLAxdlQdViSpunTplnlGbB8rLan+hUP62bLZesiNPXB7WsTGFE+4Qrfw2EJSYDF3logYGqTEAYlQIvf3227R161Zq1aqVqBDjE1/etm2buI0pLCykBx54wI71xhRmxwFV1ASaGitXIgdSt6i/wAM55qjRBvU7XxMRCkMOKVMZm1BkowlbPRA7NTW27XCR5vod/1vm6KaVsnqQzcySmtSYVjgE+zZW78kX771ZVirlutNukYwKmQn73Uddhu5WDcK/RgBAGDxCXbt2pTVr1tCPP/5IGzZsENu6dOlCo0ePFtPpZWUZ8E91IB6hAB+vVnbJCI72efwfdbiyR+L+Uxo8t/HzWGlcTUqsea684jLbBmtq3olDc2N88FeZtf4gzV5/gEZ2a0ZORBqI01KMIkK61FiQu3z5Tlc0qHer8KbF1PchI15mQoh/kOw95hJCuQ2jY+YeAPFOUEeY8vJyqlu3Li1btozGjBkjTsDuhormRwvVPqJ6SeTjVc0SbERIxSg1xvOezn3td7poYC79Y2QnS6fSqxEP7iLcyq4uDFFQPb/lYJHhtpHdyJHIKGRdty/ISrO0LMvv3dI1tiPcZKQkebpam1WN7c07Lv7v+D03qZca3gUCAOxPjSUnJ1Pr1q2psjL6SqWdiNmBwCzq4uvxXKnjeby8HMQ4Dn1ESE2HaS671/bKrE2062gJPTPDFRW0EvX19B4Z2xoqOjTdZOQJWr/fVULuFFbuOkYP/99qKjhergihmohQg/QUcX6o0OWdCTUixK/D9A6zUVqij0xKL57KEfe2xvVSw1reDwAIo0fo/vvvp/vuu4+OHDlSi5cFAU+f99VQ0SAdpkZUgo0IqYZnjedIFVTuJy3T9xYK4Ds/0OOCKgRtFUIBpiAjiazGO7FdQ882NSrhBK6cPJ/enbuN/jV1VY1HSEmNNc92dYBWx8MEa5bmz52shuwUponzejJ0Q1R51If+PbAY1PvcAADOJuj/1pdffpk2bdpEOTk51KZNG8rIyNDcvmRJzQgI4BuzKI2aGvLl7dGapb2jNmYHGjNBookIKWuoNBFcmuck66hUXsPOcvFghWIkKHZHhM4f0IquOKkN/eOTpZ6DrVM46hZmU5ftoZYNXL6YtKQa0dDCLYT0nppggnCHikrFZ5Irt5pmRibllKq8J/nZzC+p0JTJ83UGPYQAiPERG8AazA6+qvfHVy9D9UCippP8eYTMRIsqOtTokCqE5OVQov6Big1V1NkphLQNFZ2phKR4SE9J9KRmCtwjHJzIK7M2e5mlm2cbm4aDaVmw79hxcd4kM5WSDAaghgO1gIB7I7Fx+kDBcY0QQkQIgOgj6P/WiRMn2rOSOMRcCCl9dAIcsaFGaqQoMuuTk2CgYt74ZTNN+n6d53q5aUTI/qox9fXUKJXVOFT7GAqhjJQkynRHGQpKnRUR4i7S+jYH6rR2GRHSE0xESAohM1EVDo4W1ez3to0yaN2+Alq7r4A6Ncv0bM93C6Es9BACIGoI6adVXl6e6Bk0YcIEj1eIU2K7d++2en0xjZnICTRlw1GMuz5fTue+OldTwSKFhJnXSNUsXJ6+cNsRjQjSV6GpKThPRIjsQxVbtkaEoiA1VuSez8URoaw0bURo2sq99PQP62nH4WJ6d+7WiHSdZk+Qv15P0iOkJxiP0L58txDKilwllmqOHuVuX/DDKteMP4n82yAiBED0EPR/64oVK2jUqFGUnZ0tmihef/311LBhQ5oyZQrt2LGDPvjgA3tWGoOY/SJWhYevQwWLks8X7/IyFcvHq8cZs0jOn1+e6zGhqmhSbcrxNZRmflsOFtKUJbsDNj6rIkw1bdcWPvCqkSttQ0VnKiEpcNPViNDxCrH2Gz9y+fFenrXJM3D3uYv6hm1tvIbxkxcY3nbhwJrO8o0yUkSESB/dC2aX73VHhFpEMCLEvh+5DjniY+dR1//O3E2HaNG2ox4jOzxCAMRwROiOO+6gq666SozR4EGrkjPPPFNMngeBY/aLWDPt3VdnaUWUHMgv9TZLKw9WxUUdJZ5jJIL0g1aNKtL0mTD1ur4U/Yp3FoiDNVfZRCoitDuvhE6aNJNe/nlj0ILTCeXzPEtORhn4b2AUhflqaXgjsgcLS2n+Vu/q0Ylnd6fuOTXzCFl8GkWFghGf+z2pMePoUjh45sI+1LtVNn147YnUPCtNk7K77O359NxPG+jDP7Z7Zq0BAGJUCC1cuJD++te/em1v2bIl7dunDRMDKyJC5gcLtUFdgdJvptItejRmavVKAHktI/O1+jyqmPK1filCgkEVeGYRIS7FDmbu1nMzNtD+/FJ6+scNUVM1xn6TfHeqJSMlSaTHeOYVw+kwJzV7bN8kg64e2pZOaNtAEw2SGHVZDnSfHykqoylukScFSCTo2TKbvrl5GJ3cqYkY88EcKiyl0gpvUVpPV2oPAHAuQf9sSU1Npfx8bdt/hsdtNGnSxKp1xQnVteojZDbryKCfokYI1QnAo8H3l6mkSj+pMXE/9fWrqknppxc0qvgpNRBC2w4V0fCnZ1PX5pk0/bZTAnpOo3WrkSsnpsY+nr/DUynVqF6K+Ftw5RinGPUzyCLB1kM1a3jpkn7UI8e843Onppk0d5Nrcnyw+3y64sPp1SoyXaX1NKqXKkQpf644JamnbgoiQgDEbEToz3/+Mz3yyCNi3AbDX87sDbrnnnvovPPOs2ON8RcRCvAAbRYRkVVn2un0SmqsTmB+HymejPoIqakwvl313ujXLE2+eu/Lun35hmJMExGq8L5dRge4aqc2OFH8qCzZflScXzWkLSW7q7Bkekz6gyLJXnek77JBrX2KIKZbi5rKKkmge3/+VpeAumBAK+rQJDLNFPWwCJL9jLjYwKiSDgAQo0LomWeeEdPlmzZtSiUlJXTqqaeKCfSZmZn0+OOP27PKeJs+r2moGHxEyMgYrfbm8XU/lZp+RMbGabPn0QssNvrqufCNeTTm+V/p53UHfD5fmcE4l11ugyrDngx9x2J/PPbtGvEcmsaVDhRFcuDqgDY1w9akYdoJHC6qGSfhj3P6tvTaFug+33SgUJyf0aM5OYmm7jSdXJ+K2lkbAOBsgo7fcrXYjBkzaO7cubR8+XIhivr37y8qyYA1EYlAy7qNhj6K55UjNky8NlLM+IuIyJuNJturcDWQmhrT38WoxZAcoPn5ol1ek9RVf5JRRGi/u5Sa4bEOz2ek0OJ/jaZAefu3rbR4x1HNvg33qDH+2/y4Zh/1zW1gaABmkSZLxts1rune7q8sm583we0jspvD7tlhnLbzh5xArxLIPmextN3th2qr7AcnwKX8y3UpQgnM0gBEDyH/tw4dOlScgB0NFQOMCOmmeXtXjanbvGeHBRwRMmmu6HluXbRJb5b2dVg2EmOaERsGHiH9GmRkwhf6NSzdkSfMx5JwB4R+33yY/vZfV3pr3aNjPEJBzupiHxC/T07BqBEXozSjCu+vtITwRCPYxMw0zPAvhIxgMXxmrxZ+K9MKSyvEaA0jw3UkaeaOCBkJIfWzBQCIgdTYp59+GvAT7ty5U0SLgH+MplfrBY6v9IGcQ6WnZuiq6hFSxIx7u6ZM38fzGHWW1ld2VYfovTG6pzY15i2EfFWsBQpHVtR1BjPuwQrUdJ70OvG4hhFPz6bTnp5NO91tDdiHIivF9KmxxgaRmNLy8DVV5PlfTKOMwJoc/n14B83112Zvpt82HvL5mNnrD4rzLs2zvGZ9OUUIGQ3BNUoHAwCiWAi99tpr1K1bN3rqqado7dq1XrcfO3aMpk2bRpdeeqlIkx0+rK0OAd5sOlAgeo8YUaA2R/QRtZFdh/XUdJY28R1VuwSW/4iQeWdpTfqKhZDBhPpAxm8YaSZ/fYSMns6v30T3mAbpKZoUnl2psf9bvoc+WeCq/jJrfSBTnN8s2yMa9u05dpzW7HX5g/RpMzUixGMe9BiVcvsilAaZ8m++N8+VumsaYLfnf47uTB9fP4j6t3Y1I2Re+8XVDFKFjf3TV+2l7YeLaPE2l2F8ZNem5DR8lfLDLA1A9BDQz5ZffvmFvvnmG3rppZfEWA2eON+sWTPRUPHo0aOif1Djxo1Fo8VVq1aJ24BvPpjnarxmhOwd4+9AZVo+bzBiQ60ak/fxdxA08hrJx6gNF9mIrRnMGlSeyXeqzaiPkNE2/lXeIIgUDUeE9uTZ20iI9xtPi2dO7tSYWjVINxSxXy/bTfd/tZK2KCmWSdPWGR5s1efo2iKTFrkryySlQTSgnLf5MF37/kJ64KzudOmg1gE95s05m8Ww0aEdGwsx1yA9mdoZCDIjeFjqkA6NKT3FNZjVyGh8uLCUBjz2k6d7M3elZlq5p9o7MSJkBMzSAEQPScGUzfPp0KFD9Ntvv9H27dtF1RgLoH79+olTgjqeGfjEV8dkOcHa34gJs/L5XzYcpCU7jmq8JfqqMRYrRsZnFSMvkbysihUWWaqO0AssX/NYjbSYui6j/WR0sGcfSTBCSAhBmztLq1Efbuaoipji0prbPl240/Sx+oiQapzul9uA/vvHjpAjQg//32ohpu/7amVAQoj38RNugSb/pP1aNwjanK1+HlhUqdz9xQrP5eU786hXy+yAK9PCTfNs7ZouPiGXlu3Mo+y6yaLfEwAgOgj6v5WFz7hx4+xZTRzh65e7eptR2bukSDmYqhj119GLE9YafnSQR6RUGaXGlAf/tukQHVcOwHzT2r35opqoaabvTsBGfiJVeKlCkAUiG3SNfDCq6AgEVzrP9zpqixr1kVPJ/UXz9NTVVVu1bVwjpnq0rBljYSYsjPhq6S7hz2FxFkrfIGajO5KTG0KkRpOy1Qn9mbp2CrK6kJtKOo0mmd4i9d/n9faaaQcAcDb42RIhAv3lLquIDG8L4te/msoKNiKkSXu5O06rAu3h/1ujedzqPcfo7x8tEWMI5t/nu62Ckf5QTdyFiti79v1FtMBgtpWvVgJm1GYAaKCoUZ9DujlrxSb+Lj0pSdooa8emmfTIOT1EhKR+XQOztMFngn1KLHxeurSfaEh4+2dc9O29//ylc9i7JNmw3yW2W4YghFTRqn6OuPpKdmvW09iBQigzNUlUs8nlprujQBBBAEQXyGVFiECHifoaVBpMhZBXiXsgHiEDIeTa7v1LXkWmemTEwdfrVPsRbXnFZeIg/aeXfjUVQaFEhPT7zmodxNGrP7bUFA0ccvfcCTYidMVJbby2XTm4rSg7r2dQSm/0mWCfEpuvr3p3gZeRXSJ7FjF8n9d/2UxPTFur+TurESGPEKpfE6EKFDWly4KU/xcWbTsiKubkZ2VElyYawSG7ODsJTgmqVXzptZkrAwCIGBBCESIYU6sVESG9cOGDnb+qMaMyfPFcVVU+H7vKnc4IJL3nb8QGp8K+Wb6bVu32nm9XGyGkjwhZnRrj6NW9U1Z6rh9xl5oHExEa1a2ZmGllhnrgbdso3SOczcTOziMltL+gRvCoyCnqzIrdx+jf36+jN+dsEX4zo35N8iXUVF2g6EVgXkkZfa/ME2PeuGKg5/KdZ3TxjBhxGll1a8RoBgatAhCVOPPbJQ7wlfIKlGCO3V5jMKr9R4SMOkuLx7KI8iFuuBmg9rWrgnoPmqGrFVW0+6j/ERrH/URY9K/j1fvF4pCQPnq1O69ERGS+Wb7H1N/FDQPV0nJ/Tfk4IjH33tPol7uGe1JUt322jN7+bYvpY44Wefe8kT2Mau5TZtjvSG/O5zRWx6bBz/7SFwAcKy73SgHy9QfO6kYXDcylS04MrKItEmQpESEMWgUgToTQ8ePGvyiZvXv31nY9ccPb408I6+vpxQxHQAJNjekjDPxcviIo+tfyJZqMnkefNnzxZ+9eM8FGx3xV39Wmn06gTFu5TzQHvMVdTq/vAcVG22//cbKmaWAg3Ylb1q9LbRplUEOlqaGs7DJCHU+iF2oSdW1qykwfdeuZE1qTw/vP6qa5XlRW6eWhYq47uT09eX5vL5HkVCGE3kEARCdBf8Nww8Rly5Z5bf/yyy+pd+/eVq0r5uES23CiFxccpAk0NabXEGxmDjQa9fH8HT5FCI+a0B+cy/x0vDaipMy30PElxoLvfaSFfUw/rN7nV2xpH6ONzPRplS0+E6nJCSH1opH9dvQpR7152mhAqGzmaGTy/t+iXTT62V9o8fajXob0q4a2pVD4U+8cmn3ncCHiXK9XQZ8v3kXRiDr7Dd2kAYgTITR8+HA66aST6MknnxTXi4qKRCPFK664gu677z471ggsQH9ADCQ1ZtRZWl4P1FPDPWr8+aEufesPzfVy9/2D+YXtzyNkZ0To8nfm018/XExv/WqektL349GPV8lyC+MUxQsTzLwq/X3nbTlM/1u40ysVZiaEuOXCTR8tEZ8TNSJ0sKBUlMo/+u0aL28PN0cMFR6gKkviZ6zdT9GK/LsxmC8GQHQS9E+YV199lc466yy67rrr6NtvvxXpsHr16tGCBQuoZ8+e9qwS1Jr8kgov87S/8vlqk9QYiwYrzcWbDxYJn0h2erLGyHzv2K70r69XB+y54vWyIZi7EOub/JX7ETr+omNG8H7g15VGbo6q3Di8o9+KQB4dUaB0D5cjP5hUxQAdTIRBX1146Vuu8S3XDWun2b7poLcQSk6sIwzt363cS6d2aWJY0cYCTd3OHaVrW8klzcVc3i/hTtoTz+5O0YIaiUuHWRqAqCSk5PvYsWPp3HPPFcNVd+zYIaJDEEHORm9g5sZ7/qIgMhLk5fkRQsja9fV55EeRXlKjNy2y61JSgF2LOW3DRuRT/jOLHp+mnYc3e/0B+mOz7/l3RgNoWQAu3XFUY2zfdbRYREf4/MrJ86nfIzM8t8kJ8mYdvyVG08rbN3F1jE5V/DDy+QLhMpPO0CxuVDa6y95VJp7dw3P557UHDCvaWtRPo5Jy1/YxPZrTVzcOrXW/HCn0ZGuBN64YQH/cN5LG+plI79yIEFJjAMSFENq8eTMNHjxYRIN++OEHuvvuu8XoDT4vLzeuSAGRR9/ZmFNJ/meNuc/1qTH2CFm/RHrw61XiXEZU2C8TaNk0Vz09MNX1+Hd+2+rZzpGmq95daDjF3p9H6P152+gvr/7umRfGjJ+8QDz/nZ8vp7mbDmuel7tA89ovNRmmK9lmIIRaN0z3EkLqgFV/8KgLriCTzyPhIa5mc+wkl57Ymj645kRxefrqffT5Im+/Tn5JuXi/zF/6txSprdqipj758mkOHKwazHvQdwEHAMSoEOrbty+1a9eOli9fTqNHj6bHHnuMZs2aRVOmTKETT3R9mQLnR4Q4gmIkhDgFIn/omzVU5JSa32nvISBfRkaEWAQFGhFiU6+abmK/y7tzt3oJQDOM9sVbc1yenxlr9mvSeMwfW7ybO7K5maNSPF7EF9sOF3vK5TkSxF6Zbi2yvKJAPKIkGNh8zENLg4XTiGqHaKMmnrPWH7TcCyM7MTPcL8mpvYJ8kaG8B24nAACIPhJC8Qh9+umnVL9+Tb+TIUOG0NKlS0VFGbCGQAVAoPAvehVOc+hTXj1bZtGSB0dTC/dUbfPO0tZ6hCTyKWWUhcumkxJD2w+cEuLRH/4iQaow/HzRTk+0hnvpqCZvThfd+2XNQFCjrBB7bZbt1E6DN0K+RsP0FJp2y8k0687hHgGkztRSS+IDhUvRJd3d4kp2Z/aFrOAKhGBSdr5QG0KGu4rSKga2bRjpJQAAaknQSW2uDjMiMzOT3nnnndquB7gRZl8LjTj6iNC2Q8Uaf4OEp2ZL74fR0FWPR6j2jbENcL1OeUW1JzqVmFC7KEGhQSrICE4J8Wl4lyb0yJ97Cq+RytM/bNBMiTfSgSXlVZ4qrQsHthIjRngUBZt/P1mwU0SKONqyaLtLLGWnp3iJihxFkLBQqg08uZ5HazBdmmd6Xre24ibBollaakRI7dAcTXD/p69vGhp09A4A4ByC/vb54IMPTG/jA6iZUALBYXWQXa+pHvl2jfd9qrQh/ppJ894NEq2ICLHo4lJySXWAqTGObtw2urMwLftjxxFXGipQuOmhXgQxC7b5NltLk7Qs/R/asTGd07elMFyzqB3TswW9/PNGevrHDT5nU3E1lqRhCAfXVy/rT/d8uYJeuLgv/bCqJqXXu1V9n0KI4QP6xW/+4bcVQb/cmmhwbaivCPFojQgxfSzaHwCAKBFCt956q+Y6G6SLi4spJSWF0tPTIYQswuhX98fXD/KURduBlDZSe/gqn7ciM8bN6FQhJMWVNEsbpcY4hfPr3SOEuBjWsbGYQ/bKrM2WCSEz9uSZd1RXo0/yzybL4dUy/taNtAZjfXdppq1yn1A6FfMw1rE9m4sfJdwEUdInN1tzv7P75Iiy9ROV1A4f0K8/pT29OHOj6fNPOreXV2uCUFHnlKkdmgEAwNFC6OhR71+VGzdupL///e901113WbWuuICjHWb9a/Q6iL0jA9o0qPVr8sFV9ZGoSOEjD3Q1naVDb6joTwjtVeazymeUvh723OgjQhxFkuvjdM+fqnN8CiGeam4FPPzVHxsOFHgEYkNdp2dmULuGfiu4chum0+SrBooISajl6fJxbRpmaFI4Kn89pT2d268l9W6lFUjNsrx9SdyXiUVng4wUOn9AK7IKVfQZpWkBACAcWFKm0alTJ/r3v//tFS0CvvH1y1ofEeIDrBXeDF8HHHkQl6+zxW3q1Ys1jthYIYTUihs18iRTY+wRStJVEumb1ukP8L6qnexG3SX1lRSXpFlWGt08oqPnel+dCJGc1rUZDWhTexPuKZ2beC5zTyZVxLAIHdG1qdd0+0aKQTsn22Wan/L3IfTv83rTPWO6WlrZxaJPmsN75NQYuwEAIJxY5lBMSkqiPXtqOsQC/3C0wyzOoJc8LDysEEL6KIz+NRipzyZMWSkMt/oZU1xBZUVqjIUO982R1VnV7o7XUneJ1JhBREhv8mVvyzmvzCWnwB2XWXgYcecZXeicvjn09bI9Ig1lJ/y3+/e5vUSEjQXHQ3/uQV+4Z3qZpaLUWWc//fNUKi2vEpEgO2BR9e0/hom5axzdAwCAqBBC33zzjVc6hcdsvPzyyzR06FAr1xbzJPoQNvqbWCBYYc3wZUqtEUI1L3T1uws9PW4khaWVljRUZP8PiyGPEKrmaFC15kCp783SoUm9gKJcJ7RtQAu3+S9ltwP26fjqKdOpWaYQROHg4hNba0Tki5f0E0NOzcRN75bZHhHKnZJrWbjmF46S8QkAACJF0HHucePGaU48auOhhx4Sk+cnT55MdvPKK69Q27ZtKS0tjQYNGiRmnPni888/p65du4r79+rVi6ZNm0ZOIdFHjxz2edylHCw5SlLbkQaMWaRCa5bWvo6+QSBXR1mRGtOXxvPLqn1/RNWYkophbfHP0zt7PY8+avTKpf3p6qHaGVv9W9c39O34Qu/pCZSebjHhRP7cJ0cjjvRwquy3e0bQ/Akjw7ouAACIGiFUVVWlOVVWVtK+ffvo448/phYt7J0R9Nlnn9Edd9xBEydOpCVLllCfPn3ojDPOoAMHDhje//fff6dLLrmErr32WtHwUYq3Vatcoxic3DSRb7pJ8ZPUZjq63vhqivslzKIZ0vfy/ap9lgghfv/q87BHqNRdus2iSG+WZoGTaZDS4eiFyshuTcU8LP0BXp3sHghvXjlQU85uRNfmmdSpaT2NH4cbU0YzrRqk25YOAwAApxFVPe2fffZZuv766+nqq6+m7t270+uvvy5K9s0iUS+88AKNGTNGVLN169aNHn30UdH9mtN4TsBX+kQflbFOCGlnUfnyCOlp7DbWztlwUEx51xPsiAG+v2rEPl5R5Wn8KKum1Oc0M5frBSVHkvi+f+rdQiOWglnfFSe1EWvwN0iTp7XPuONU6tKsns/0HQAAgCj2CHEUJhixYgdlZWW0ePFimjBhgmdbQkICjRo1iubNm2f4GN6uXztHkKZOnWr6OqWlpeIkyc/3PTcqbB4hi1o5+4oISU1iloLztV7pQdF3sA4mIsRiT04il832OCrk7/X1lWVS8GQoIiY1MYEGtW9IU5bsFqJI9ioy4vZRnenWUZ1cz6GrUtOTmpToqYCSROPMLAAAiFcCEkKcVgoEKzwsZhw6dEik4Zo1a6bZztfXrVtn+BhO2Rndn7ebMWnSJHr44YfJCR4hFauGbeTUNzemSlFiFjkxmtv12Lienqnv/LjrhrUTTQxvHNFRTJNfsetYwBEhZn/+cc/4Cdd9akSF2brMUl5qqT2LnwlndhMRMa7aGvnML6brUku5/UWE5LT4CwfmChEXjRPUAQAgnglICPF0+XiBI05qFIkjQrm5ueGPCOmuB2LJYUHgb8hoUkICfXTdILrs7fk++ggZP/a4wegF1YDM6bwH/tTdc/2fp3eh8ZNdZnbuYPzIuB60YX8h3fLJUk9ESP++9rmFkCciFEhqzERQZigihoUQp7ruGO1ttvY8T0Id0SuHPUae5/AbEUrwlPH7em4AAADOJOAY/pYtWzydhyNB48aNKTExkfbvr5mfxPD15s21xlgJbw/m/kxqaiplZWVpTk7wCEk44mJWAq/2gDGDRUO/1qHNRmJho0dNA+nfTppiYubX7do8S7N2o4Gq+465hZDbpKzuI9PUmMl+rKuMqAhkqCh7iri3jxqN8xsRsmgSOwAAAIcLIe4effBgTZfeiy66yEtk2AnPMhswYADNnDnTs42r1vj64MGDDR/D29X7MzNmzDC9f7jh6IwZZsEijrh8eO2JhrcFcrAXRmKTJ9fP+jISCtwAT/t8dUxfXxUJ0sejprGMBMyBAndqzC2Y1GiP2e4yS8nKeV9GHaiNHmJUKeVv3peMCAEAAIhOAv4W10eDuB9PUZFrBEO44JTVW2+9Re+//z6tXbtWzDfjNXAVGXPllVdqzNQ88mP69On0zDPPCB8R9ztatGgR3XzzzeQEQokI+XpcIAdlFh9mj/cIIaWpoexGfVbvFkLotG6UbhoRSteJBnU9MsWVkqREeAxSWruOlmg6SKti0Z9ZW8/AtjWz2TorVV36yeeShgbdA9N1nax5Fhf3JJJACAEAQHQTVd/iHIV6+umn6cEHH6S+ffvSsmXLhNCRhugdO3aILteSIUOGiP5Gb775pug59MUXX4iKsZ49e5ITCLbc3N/jAokIcWTGTFBI33JZhdYL9OXfh4gePkYCTRVCelGgrkdGdlISa7bxOt6+cqAm6iLN1XIOmRo1CnZ/cX8fHlTbtlE69cjRNjk0Si8aRYTUkR7j+ubQvHtHajohQwgBAECcjNjg9IM+BWFnlZgZHM0xi+jMnj3ba9sFF1wgTk6kU7N6tHK3cVWVj6wZ1TURPGkBeIQ4lWVmOpZBP73hWhUD+oeqt+kdZKpIkJEdtfkhC5tR3ZvRiofOoA73TTN8j4H0ETKDP5+f/3WwSIPpP6uiKu1wsWabUefpTOX9sbDjNajDYvWDYwEAAEQXScGkxq666iphJmaOHz9Of/vb3ygjQ+u9mDJlivWrjFEe/FN3IRY+WbAzqNSY2cFX9rQJ1ZckpQwP2tSnxszWpRqSK3QpNVUISRGjeopktMco0iPTbGqPoGBTY+rr6jGMCBmkxtT3LiNc6jajTtcAAABiUAiNHz9ec/3yyy+3Yz1xRf30FJp0bm9as7eAlu/M09zm65Cvn8AebETIjF7uGVn6afMZSuWUXouo4kTf9FE1S0v/kSYi5GMt6RakxnzRp1W26JDtLyKkDnSVok8VP6ooAgAAEH0E/C3+7rvv2rsSEHBEyMyXkhZARMgonXn+gFaUlZZMfx/eQVwv1vULUqMq+nWpV/XNEdXyeZ4jpq8aU0XUW1cOpOs/WOS5nu4WUZqqMQtTsTzHrbC0grq3yKK7vlghtjXI8I7uqKJH7l81XQYhBAAA0Q2+xR2A4eG9TmBihi9Kb08gfYTMBoded3L7gOaa6cWIKpL0j1PTWvnHy70iLMVK5Gl092Y0tGMjmrvpsDY1FmREKNCoEae5Jp7dgzYdKPRsq1/XICKkCJ26KQle75kFJAAAgOgFQsgBGAU6Ao1+sKlYCopAIkJGBJNy0t9Vva73CKnISiu1kuxgQc1MN73HyZMaUyNIAei8xvWCm5reoUkGjerWjJpmpXpNsddHhIw8RKgaAwCA6AZCyAEYyZBApQlHTqQQMjqQB4JZZ2bmkhNbG1QPquM4zD1CzE93nEKvzNpMfz/VlXZT0QshNW0mI0Iaw3UA4rBxPZeZP1D4/bw9fqDp7Wrqa2jHxq7H6B4PAAAgeoEQciiBRoSMevUEi9GoC8mkc3sZrq3SrYTquFNr6/YV0NieLbzu27FpJj13UV/D5y4ordBcV4WcLJ9Xo0SBRK6CFUL+aNWgrugfxM+bU7+u2HZS+0aWvgYAAIDIASHkAIyiCoEGGvrm1vd0Y/ZdGk90Xv9WhtvNUk5maR/WI5XK2j+8dhDNWn+Azu6dE9CaWVw9MW0tPXpOD9066nhFYgKNCF1yYq5oQ2D14FN+f89f3E+zrXtOFk29aSjlZNc0VgQAABCdQAg5NTXmRwl9deMQmrZyr0hdfbtir1dpPEdUSnTVX6f3cHXg9geX4R8vr6IT2jY0WS+/jisixNqlUb1UunBgLgUKr/migblePX7UGWeyV5JqAPcVEXriL73o3jHdKNs9rNVuWIACAACIfiCEHGuW9v2Yfq0biNOBfNeQUmksvv/MbrT9SBHtO1ZKP63VDsU1a0ioayRNX980jD6ev51uPq2TyYLVdYaWjjNqdFiqCCE5ukM1gPsSQiwcwyWCAAAAxA4QQg7AyOQcqL5QI0c82PT6U1xl8Dd9tMTrvmZCQvp9JF2aZ9LD5wQ2j83K3j760R76fWPlawEAAAAMan8dQOuG2onuwRz0VXGjmp6DEVc8PiUYNFVTFn6CSnWpPKPZZAAAAICVQAg5gHaNtfPamEAP+ao2kCXn+lJ0vxEhHw0UIx0RUn1PocwaAwAAAHwBIeQAxvTwLjsPtD+N2nDw5M6uPjdMclKdgEVLLXSQXy9TMKhmaYlaCeenKA4AAAAIGhxaHEDrRuk0+87hdNWQtp5tgQY/eADrjcM70G2jOlHX5lme7SmJiQELoWBTY4E8ZyiwN0mP2hsJqTEAAABWA7O0Q2jbOIMaKdPPgxEYd4/p6rXNyCNkpiNqkxqzMlv1r7O6i9ldPATWKMUHszQAAACrgRByEGpJeW0P+UZCKNCqsWBw9RSyhgYZKfTQn7VNFrWzxiCEAAAAWAtSYw5CjXjUNvqRYjBuw6h3DzOkQ423KBDUpdmtTTTT5xERAgAAYDGICDkItdCrtsd849SY95PWT0+uVZdku9NVHZvWE12yG2akmAo5AAAAIFQghByEKipqLYSMyucNnrRPq/q1SofZHaThobJLHxwNfxAAAABbgBCK1dSYMpqiNqM8/BFomX9txRAAAABgB/AIOQjVDFxbfaE2IjR6fkn/1g1q90IAAABAFIOIkINQPTC1jwj59gjNuP0U+mXDQbpicJtavQ4AAAAQzUAIOQgrvcCphuXzNZc7NcsUJwAAACCeQWrMQahmZhm9OaGtK3WVk50W1HMZD12F4RgAAABQQUTIsWZp1/krl/anyXO30aUntg7quVo39B7kij48AAAAgBYIIad2lnaLlqZZaXTvWO8RGv5obzDR3qrOzNBTAAAAYgWkxhyE6uGprWZhUXX9ye1sETDQQQAAAGIFCCEHoa0Uq73cuP+s7jReqQrDrC4AAABAC4SQwz1CtUU1SKM7MwAAAKAFQihGGyoaASEEAAAAaIEQchBqFMgO0YLMGAAAAKAFQihGh64aAY8QAAAAoAVCyLFCyBrRUl1dXfP8FgmhmmcEAAAAohsIIQehRmysSo2posWq56yoghQCAAAQG0AIObWhokXPWaVEhKzqLF1eWWXJ8wAAAACRBkLIsWZpa55TDd5Y5TtStBUAAAAQ1UAIOYhEGzxCVYoSglkaAAAA0AIh5NhZY9Y857GScs/lZHWGBwAAAAAghBxbNWaRS+hocZklzwMAAADEIhBCMTp0VXK0qCYiBAAAAAAtEEIx3lDxCCJCAAAAgCkQQo4dumqNEsqDEAIAAABMgRBy7NBVa4TQk+f1Fud3ndHFkucDAAAAYomkSC8A1KBqH6tSY+f2b0UjujSlBhkp1jwhAAAAEEMgIuTUiJCFz2uXCEpBOT4AAIAoB0cyhzZUTIqC5odJic5fIwAAAOALCCEHofqCkqIg2hINYg0AAADwhfOPtnGaGouGLtAZqbCYAQAAiG6cf7SN09RYsoPTTi9e0o9ystPo9csHRHopAAAAQK3AT3oHoVaKJSU4V6P+uU+OOAEAAADRjnOPtnGeGoMRGQAAALAfCCHHeoQghAAAAAC7gRByENGSGgMAAABiBRxtHUS0mKUBAACAWAFCyEGog1YTERECAAAAbAdHWweRoHiE0KsQAAAAsB8IIYeapdXoEAAAAADsAULIQahRIDU6BAAAAAB7gBByEGoUCDoIAAAAsJ+oEUJHjhyhyy67jLKysqh+/fp07bXXUmFhoc/HDB8+XAwyVU9/+9vfKBpSY+plAAAAAMT5iA0WQXv37qUZM2ZQeXk5XX311XTDDTfQxx9/7PNx119/PT3yyCOe6+np6RQdESEIIQAAAMBuokIIrV27lqZPn04LFy6kgQMHim0vvfQSnXnmmfT0009TTo753CsWPs2bN6eo8whBCAEAAAC2ExWpsXnz5ol0mBRBzKhRoyghIYHmz5/v87EfffQRNW7cmHr27EkTJkyg4uJiciqcupMgMwYAAADYT1REhPbt20dNmzbVbEtKSqKGDRuK28y49NJLqU2bNiJitGLFCrrnnnto/fr1NGXKFNPHlJaWipMkPz+fIgGqxgAAAIAYF0L33nsvPfnkk37TYqHCHiJJr169qEWLFjRy5EjavHkzdejQwfAxkyZNoocffpgiDVJjAAAAQIwLoX/+85901VVX+bxP+/bthcfnwIEDmu0VFRWikiwY/8+gQYPE+aZNm0yFEKfP7rjjDk1EKDc3l8JNYlQkLQEAAIDoJqJCqEmTJuLkj8GDB1NeXh4tXryYBgwYILb9/PPPVFVV5RE3gbBs2TJxzpEhM1JTU8Up0mD6PAAAAGA/UXG07datG40ZM0aUwi9YsIDmzp1LN998M1188cWeirHdu3dT165dxe0Mp78effRRIZ62bdtG33zzDV155ZV0yimnUO/evcmpXHJiaxrQpgEN6dAo0ksBAAAAYp6oMEvL6i8WP+zx4Wqx8847j1588UXP7dxbiI3QsiosJSWFfvrpJ3r++eepqKhIpLf4MQ888AA5mUnn9or0EgAAAIC4oU51dXV1pBfhZNgjlJ2dTceOHRNdrQEAAAAQO8fvqEiNAQAAAADYAYQQAAAAAOIWCCEAAAAAxC0QQgAAAACIWyCEAAAAABC3QAgBAAAAIG6BEAIAAABA3AIhBAAAAIC4BUIIAAAAAHELhBAAAAAA4hYIIQAAAADELRBCAAAAAIhbIIQAAAAAELckRXoBTqe6utozxRYAAAAA0YE8bsvjuBkQQn4oKCgQ57m5uZFeCgAAAABCOI5nZ2eb3l6n2p9UinOqqqpoz549lJmZSXXq1LFUqbK42rlzJ2VlZVn2vMAb7Ovwgv0dPrCvwwf2dfTta5Y3LIJycnIoIcHcCYSIkB9457Vq1cq25+c/Mv6pwgP2dXjB/g4f2NfhA/s6uva1r0iQBGZpAAAAAMQtEEIAAAAAiFsghCJEamoqTZw4UZwDe8G+Di/Y3+ED+zp8YF/H7r6GWRoAAAAAcQsiQgAAAACIWyCEAAAAABC3QAgBAAAAIG6BELKRV155hdq2bUtpaWk0aNAgWrBggel933vvPdGwUT3x44D1+5rJy8ujm266iVq0aCEMeZ07d6Zp06aFbb3xsq+HDx/u9bnm01lnnRXWNcfL5/r555+nLl26UN26dUVDuttvv52OHz8etvXG0/4uLy+nRx55hDp06CDu36dPH5o+fXpY1xuNzJkzh84++2zR5JC/C6ZOner3MbNnz6b+/fuL7+qOHTuK46WlsFkaWM+nn35anZKSUj158uTq1atXV19//fXV9evXr96/f7/h/d99993qrKys6r1793pO+/btC/u642Ffl5aWVg8cOLD6zDPPrP7tt9+qt27dWj179uzqZcuWhX3tsb6vDx8+rPlMr1q1qjoxMVF83oG1+/qjjz6qTk1NFef8mf7hhx+qW7RoUX377beHfe3xsL/vvvvu6pycnOrvvvuuevPmzdWvvvpqdVpaWvWSJUvCvvZoYtq0adX3339/9ZQpU7hQq/qrr77yef8tW7ZUp6enV99xxx3Va9asqX7ppZfEd8j06dMtWxOEkE2ceOKJ1TfddJPnemVlpfinmTRpkuH9+cCQnZ0dxhXG775+7bXXqtu3b19dVlYWxlXG577W89xzz1VnZmZWFxYW2rjK+NzXfN/TTjtNs40PHkOHDrV9rfG4v1lkvvzyy5pt5557bvVll11m+1pjBQpACLHg7NGjh2bbRRddVH3GGWdYtg6kxmygrKyMFi9eTKNGjdKM6uDr8+bNM31cYWEhtWnTRoS0zznnHFq9enWYVhxf+/qbb76hwYMHi9RYs2bNqGfPnvTEE09QZWVlGFceP59rlXfeeYcuvvhiysjIsHGl8bmvhwwZIh4j0zlbtmwR6d4zzzwzbOuOp/1dWlrqZV/glORvv/1m+3rjiXnz5mn+LswZZ5wR8HdOIEAI2cChQ4fEQZUPsip8fd++fYaP4bz+5MmT6euvv6b//ve/Ytgrf7Ht2rUrTKuOn33NB4gvvvhCPI4PFP/617/omWeeocceeyxMq46ffa3CB+hVq1bRddddZ+Mq43dfX3rppcKzMmzYMEpOThbeFfZo3XfffWFadXztbz4YP/vss7Rx40bxfT1jxgyaMmUK7d27N0yrjg/27dtn+HfhwawlJSWWvAaEkEPgCMWVV15Jffv2pVNPPVX8QzVp0oTeeOONSC8t5uAvraZNm9Kbb75JAwYMoIsuuojuv/9+ev311yO9tJiGo0G9evWiE088MdJLiUnYUMqRzVdffZWWLFkivkO+++47evTRRyO9tJjkhRdeoE6dOlHXrl0pJSWFbr75Zrr66qt9TjkHzgTT522gcePGlJiYSPv379ds5+vNmzcP6Dn4F12/fv1o06ZNNq0yfvc1V4rx/uXHSbp16yZ+eXCInL/UgLWf66KiIvr0009FxALYs685snnFFVd4Im4sOnm/33DDDULo4wBt7f7mH6pc8cRVeYcPHxZVUPfeey+1b98+TKuOD5o3b274d+Gp9JyKtAL8Z9gAH0g50jBz5kxNFIKvc+QnEDhMu3LlSnHQBtbu66FDhwqByfeTbNiwQexriCB7Pteff/658FRcfvnlYVhpfO7r4uJiL7EjxT4mKdn32WafUMuWLamiooK+/PJL4e8E1sH7X/27MJyGDPRYGhCW2a6BVykml7K+9957ouTvhhtuEKWYsiT+iiuuqL733ns993/44YdFuSuXYS5evLj64osvFqWYXMYJrN3XO3bsEJVLN998c/X69eurv/322+qmTZtWP/bYYxF8F7G5ryXDhg0TlR7Avn09ceJE8bn+5JNPRMnxjz/+WN2hQ4fqCy+8MILvInb39x9//FH95Zdfiu/sOXPmiIq9du3aVR89ejSC78L5FBQUVC9dulScWII8++yz4vL27dvF7byPeV/ry+fvuuuu6rVr11a/8sorKJ+PJrjfQevWrUVvCi7N5H8cyamnnlo9fvx4z/XbbrvNc99mzZqJHjfoR2HPvmZ+//336kGDBokvPi6lf/zxx6srKioisPLY39fr1q0TX3h8YAb27evy8vLqhx56SIgf/hGVm5tbfeONN+LAbNP+5t5j3bp1E98hjRo1Egfv3bt3R2jl0cOsWbPE94H+JPctn/O+1j+mb9++4u/C39dW9yHD9HkAAAAAxC3wCAEAAAAgboEQAgAAAEDcAiEEAAAAgLgFQggAAAAAcQuEEAAAAADiFgghAAAAAMQtEEIAAAAAiFsghAAAAAAQt0AIAQAspU6dOmIYpZMZPnw43XbbbWF5LR6GyoNP7eb111+ns88+2/bXASDWQGdpAIBfrrrqKnr//ffF5aSkJGrYsCH17t2bLrnkEnGbOuxz37591KBBA0pNTSWncuTIEUpOTqbMzExbX4f3RefOncUA5TZt2tj6WmVlZdSuXTv69NNP6eSTT7b1tQCIJRARAgAExJgxY2jv3r20bds2+v7772nEiBF066230p/+9CcxeVvSvHnziIogFgT+YCFntwhi3n77bRoyZIjtIkhOUL/00kvpxRdftP21AIglIIQAAAHB4oZFTsuWLal///5033330ddffy1E0XvvvWeYGmNRcvPNN1OLFi0oLS1NCIJJkyZp7vvaa6/R2LFjqW7dutS+fXv64osvNK+7c+dOuvDCC6l+/fpCwJxzzjlCjEk4IjVu3Dh6/PHHKScnh7p06SK2v/rqq9SpUyfxus2aNaPzzz/fNDV29OhRuvLKK0UkKz09Xaxn48aNntv5/fHr//DDD9StWzeqV6+eRxj6gqMz+nRV27Zt6fnnn9ds69u3Lz300EOa/fLGG28Ikcnr4decN28ebdq0Saw9IyNDCKzNmzdrnodf65tvvqGSkhKf6wIA1AAhBAAImdNOO4369OlDU6ZMMbydoxN8YP7f//5H69evp48++kgIAb2H5rzzzqPly5fTZZddRhdffDGtXbtW3FZeXk5nnHGGiN78+uuvNHfuXI8IUSM/M2fOFM8/Y8YM+vbbb2nRokV0yy230COPPCK2T58+nU455RTT98Fiih/Da2XBwY6BM888U7y+pLi4mJ5++mn68MMPac6cObRjxw668847fabf1qxZQwMHDqRQePTRR4U4W7ZsGXXt2lVEe/7617/ShAkTxFp5jSwyVfi1ODo3f/78kF4TgHgkKdILAABEN3yQXrFiheFtLBY4KjNs2DAR5TBKEV1wwQV03XXXeQ7+LGZeeuklEdH57LPPqKqqSqSY+PHMu+++K6Izs2fPptNPP11s4wgJ34fTQwwLM97GERUWUfy6/fr1M1wjR35YALHI4igLw4ItNzdXRLZ4fQyLIjYkd+jQQVxnEcJCywx+7yxWOEoVCldffbWIhDH33HMPDR48WIhGFoYMpyX5PiocPcrOzqbt27eH9JoAxCOICAEAagUf7KVIMYq0cESD01Ucofnxxx+97sMHeP11GRHiKBGng1jMcCSIT5weO378uCYt1KtXL48IYkaPHi3ED6farrjiCiFsOKJjBL8WG8AHDRrk2daoUSOxZrkOKTKkCGI43XfgwAHT/SLTU5yaCwU2o0s4tSffp7qN90N+fr7mcZxiNHuvAABvIIQAALWCxQJXKxnBXqKtW7eKSA8LA45wqF4dfxQWFtKAAQOEmFJPGzZsEKkiCUd/VFg4LVmyhD755BMhWB588EGRwsvLywv5fXKVmQqLP19Ft40bN/b4j1S4wk7/ODUFZ/R6UmgabeOImT4l16RJk4DeEwAAQggAUAt+/vlnURrOHh8zsrKy6KKLLqK33npLpLq+/PJLcbCW/PHHH5r783U2B0shxamrpk2bUseOHTUnTgH5gqM8o0aNoqeeekqk7thgzevVw6+l99UcPnxYeIu6d+9OocLRI37v7BNSYZGimqw5osNi0Qo4SsZRIrM0IADAGwghAEBAlJaWir44u3fvFtGWJ554QlRwsQ+HTb1GPPvssyIqs27dOhHF+fzzz0XlGXt8JLxt8uTJ4vaJEyfSggULPCZgNk9zZIVfh83SLBjYG8Rptl27dpmulQ3TbNTm6BH7ZT744AMROZEVZSrsYeLnv/766+m3334T6bjLL79cVMfx9lDhyA8LMX5OvcGcDdf8flhEjh8/nhITE8kK+Dk5Haim8AAAvoEQAgAEBFdecZqJq764amvWrFlCbHAJvdmBnFNUHJHhaqYTTjhBRGWmTZumacD48MMPizJz9sSwYGHhJCMx7MvhCq3WrVvTueeeK6I31157rYh6cLTFDBZabJhm0cGPYZMzP2+PHj0M788GbE7BsahjjxKnrnid+nRYsLAJnN+bmr7iqq9TTz1VvNZZZ50lSv+tEi78HlnQAQACB52lAQARg30uX331lRADsQh/vbIJ+/bbbxdduO1k9erVQvhxZM1f2hAAUAMiQgAAYKPQe/PNNzWdt+2CfUccUYMIAiA4EBECAESMWI8IAQCcDxoqAgAiBn6HAQAiDVJjAAAAAIhbIIQAAAAAELdACAEAAAAgboEQAgAAAEDcAiEEAAAAgLgFQggAAAAAcQuEEAAAAADiFgghAAAAAMQtEEIAAAAAoHjl/wGkdm0GH+GRHAAAAABJRU5ErkJggg==", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J024035.36+060629.3_sdM7_OSIRIS_GTC39-12B_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J134423.98+280603.8_sdL4_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: ULAS_J020858.62+020657.0_esdL3_Xshooter_NIR_Primeval-III.fits\n", + "Skipping Xshooter file: ULAS_J135058.85+081506.8_usdL3_Xshooter_NIR_Primeval-III.fits\n", + "\n", + "Reading: ULAS_J134423.98+280603.8_sdL4_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J134423.98+280603.8_sdL4_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J020858.62+020657.0_esdL3_OSIRIS_GTC63-13A_Primeval-III.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J020858.62+020657.0_esdL3_OSIRIS_GTC63-13A_Primeval-III.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J020858.62+020657.0_esdL3_OSIRIS_GTC63-13A_Primeval-III.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: WISEA_J001450.17-083823.4_esdL0_OSIRIS_GTC80-15A_Primeval-I.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: WISEA_J001450.17-083823.4_esdL0_OSIRIS_GTC80-15A_Primeval-I.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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b3OYtEKgAAIBucdmFad0uK0sszsiobDqWJ14nRTYMkKpq6qjcIjhoamtuY2RGRUugUq4cgsiNw7KBlgMnb4NABQAAdB+oxIVpC1QcbaZVl1X+uyNdvO7eNpyCLBplOYNhx/E8jWZUtJR+KmrkIYg+4sRmVqZaRuctEKgAAID+Sz8aMyq27FE5lV8mzhGyxlom5qzkSApWDhyUSp2UwfBTMip1dmRUAv18TYGKvM2bIFABAACvK/00l1HhiZlRL6+iCW+spVyLPS2sqLzh13WJD2sQqDhrE6w860dTRqXa2MQbHOBrOrHZsgzlDRCoAACAB5R+tC0xC2+mR0U9xmu5i4S/p+WYL5/cPLlfOxEUuIIs/WgZT66otlb68b5ABXtUAABAt3JKquzKqMjNtI3tUVEHJ+pJmZ2nCuiSd4wbaFlyVDBdMiCJHpnQQzTJuipQ8VGW2Nkz9RPsz6UfP6eXflYdyBaL7s7rFk+3n5dK7oJABQAAdImftPNK7Z368TdN5VTW1DZYwqYOVApU2ZO5a46afd79F3SlaUNTTO9bln7UOOtz+eAOZA9fpfSjJaNSbsqomJd++HFbtT+bhnSKdmid/v6MYvrjUI7mRmZnQ6ACAAC6kV1cQSUVNZQaH0a5pZXiHB1+Do/R+ISrPgSQ+1QCwywDlTLT2+oyj8zEWPa6SMFK5sISnwm0+fFxdo0mq3tU6uzoUQkSGZX60s+z/91Dn284QZcOTKbXpw0ge50uKDNlldwJPSoAAKAbw15YSee/toayiyoop7jKFAT4ySYOG/Ehf6HKk7e1hlpZUmJFqkBFGb5pkJmRgq2c48P8fX3sDlLMSj929aj4mgKVTcdyRZDCeO2/5dZcLU4rWafkaAQqAAAAYhJH2nmq0DSabG/poak1+uon8IKy+o+fUYKj+vswz6A0VvoJsGMbrbXSj5a4otzUo+Jjui7LoIwfR3udVk5mbo9ABQAAwHxihZeZ2Tua3GCXipWMCveuWCv9yODI8j6aK/34y1MF7SQPhFYHa41lUb7adIIyCsupUpVRaazJd+6aIzT5rT9ozoqD9mdU3Fz6cahHpbKykgID3dtkAwAA3kG9nI2DC9nkyuf82KOpE5TVGRWzQKWowuI+/G3MqPi2yNTPa8sP0Ed/HKPe7SJoZNdY0zU1Fkws35slXu9JL6I7zktt0IPTmNm/7jMts4uzM1B0S0blt99+oxtvvJFSU1PJ39+fQkJCKCIigkaPHk0vvPACpacb1wwDAAA4EqjkllY5IaPSeOmnSl36UQIVzmY0l1FpbCrH4dKPjT0q3/yVJl7vzSgyNdMG+vuK5uNBKVFNfu2xM6XigMXm7EkvpLlrjdNPXJEKaySL1FJsemR/+ukn6t69O91yyy3k5+dHjz76KC1cuJCWLVtGH3/8sQhUfv/9dxHA3HXXXXTmzBnXXzkAAHiVUlWgwkGKs0o/1pppq2sNDTIq/Fp9O5Njv1I71cGE6usKcLD0I3tUmuulLVE9RuqFb+yzW4bRed3jxdu3jerc4Guv/XgjTXzzD/q/Zfub/B55pVVm00gy2+MuNoVJr7zyCr3++us0ceJE8rFsiSaiK6+8Urw+ffo0vf322/Tll1/S9OnTnX+1AADgtdS9JDkllZSrTObY30zbRKCi6lGRUz8yMGrK5YPbU35ZtXh922eb6YyTMipyYEjLwrdqJSsUoExEcQbps5uHUlZRpdjp8vG6Y2afL0tg7646QveO7dZoX4u6V0jLXhe3BiobNmyw6c6Sk5PppZdecvSaAACgFVJnC3gSh4MVV5V+zKd+qswCFW6M5cxK98SwBl8XGxZIj03sqXxefXAigwVXln7KLE5GlqUfdZDEI9JtVVmfxqw7nENd4kPF2UIcjPRsG2E1o6KDOAUL3wAAQH+BSlFFtd0nJ0vhgY1nVNQ9Klzy4UVr2UqgMqRjDM2Z1p+igpteMqcOVNRvOxKoNDX1k6va/cLk49PY915wx9n0664M8fPzThW1T9YdpY1H80zvf3TDEBrfO7FBoKIHmgKVuro6WrNmDf3xxx904sQJKisro/j4eBo4cCCNGzeOOnSwb3UwAACAukclp7jStN/E4dJPpZVmWlXph6stJVU1Zj0x7SKbH8n1V2UyHC/9ND/1k2cRQGQWVjSZzTk7NVa8WBtNVgcpcspHBiqWAZG72fTIlpeX0/PPPy8CkUmTJonpn4KCAvL19aXDhw/T008/TZ07dxYf27hxo+uvGgAAvE5JZX1vRLryJOzn04aigs1HhLWXfpoeT2aFZdWUqYwm21I6sWygdbj0Y8PCt1zl3CMpS7ledcBkTbwNJ0+fyCszNedafh+PyKjwxM8555xDH330EY0fP16MJlviDMvXX39NV111FT3++ON0++23u+J6AQCgFWRUJM6m2Dt1YuvUjyz/yEAlMcK2QMWsR8Xh8WRqtvSTY5Hp4P4SW4KkpjJS91/QjT7985h4jA5nl1Df5EizIwU8JlBZvnw59erVq8nP6dixI82cOZNmzJhBJ0+edNb1AQBAKyF/o1eLC7f/9F+53MxaANQgo8KBipLFUY8gt1SgYir9aOhRkQL8mg7kmlrYlhwVJJbHbTqWR/szi0Wgop764ekhd7PpkW0uSFHjbEuXLl0cuSYAAGiFKlV9I5K9W2lZkDJ+y+v4m2qmtQxU7MmoONxMa0OPSrpy9k5T19FcRsUyORUZHECp8aFmJ0qrA5X5Nw8jd9P8yHJDbWO3I5MCAAD2qrQSUNg78cOClLX25VV1jTbTyoxBflmVqefD1oyKOpPR2Gp9rVM/je0tySutoi82nrAabDRf+qnPivROqh9DZtEh/hQVEmC2+E6OQfPUEGdYPCZQKSoqEovdQkNDKTExkZ566imqra3/Q8XbaLmhFgAAwB5yL4izAhW50Ewe3met9COzDSfzykw9H7E2ljuC/eu7JxpbnmYr2YfTSC6AXvhln+ltuX1Waq6ZVn2+zz/6JZl9LDo0QAQrTE5ZlSsZlRAHf6YWD1SefPJJ2rFjB33xxRfiXJ/PP/+cpkyZQlVV6sUwOtgMAwAAXpNRsXc0WZ3lKLcaqBjMAqGTuWWmJ+dAGw8YDA2s/zxHn9RllqSxHpXjuaWmt7slhGnKqHD/y8MTetDUAUl004hOZh/jiSq5L0YuvpOHEYa4+YwfyearWLRoEX322Wc0ZswY8f7UqVNp8uTJdPHFF9OSJUvMmoEAAADs7VEJ9PMxvd0xNsTu+5Nn4HCmhDMo6l4OuUJfBkInlEBFyyi0+onc0UBF9qjw4rmmGo0/vXko7UgrMPuYLY2894ztavV23rQbpWRU+GgAj86ocGmHJ3ukuLg4cRBhcXGx2J/Cy98AAADsJZ+M20fXL1vr177pE4Gboj5Q0HKiSDbTmjIqecbnsEilX8MWoaonckezD6bSTyMZlQIliOBASl3KcbSRl3tj1D0qHNDJx8bjApWUlBTat6++RsbCw8PF6DIvhLv00ktdcX0AANBKyCxKanyYU0o/nJmRiX7L8o/sUZFTRXJ9v6aMiipgcLz0I8eTrX+8UGl05aAi1CJQcXQ0WmZUuPSjnvjRS+nH5p/uwgsvpE8//bTB7WFhYbRs2TIKCrKtSxoAAEBtw5Fcmv7tdtp20ljSuGZ4Ct05OlWUORzB7Qhy8qdCNfnDI8CywmLZrCuftLVmVBxtppVJEWuln+raOrNAyjJQ4UMUHSF/Zg6G5M4Z3gjsaADkLDaHS88++yylp6db/RhnVlasWEFbt2515rUBAEAr8NTi3XQou8T0foi/L82caPv+rqZwAMHZFPUuFfU5P5YZGy2BinlGxcHST5vGSz9Fqk2xEaL0Yx4UBfo6FiRFKlkkjpHkdl5HAy9nsjlcio6Opj59+jT6cQ5WRo8e7azrAgCAVuLwmfoghQU6uJPE6uSPqqShXvZmufmWF6DZ16PipNKPlYxKgRKo8JEA3FMSahEU+TezmdbSh9cPFiPJn95kzFjxlJO8/owCY6Bi+T3cya4r2bx5M61atYqys7MbLICbM2eOs64NAABaAcskgpzWcYZA5b7UzbTq9fmOZFTUJRhXLHxbujtDvI4PDzLLfDQs/Wh7vC7s01aclKye1I0OCaCyqnLT9lu9NNLaFai8+OKL9MQTT1CPHj3E4jf1D4rxZAAA0LI3pcTKgYG27jGxd5eKDFS4t0M++UtammnVU0XOzqhwY+tdXxrbKV6f1t/sNGj11A9/GfeTaGX5fM2Pw+mCcvHCQizKSx4VqLz55ps0b948uummm1xzRQAA4PW4afSSt/+kA1nFDT7mzIyKDFTMMio19acOczaCSzhyyZmWjIo6PnC8R8X4WiZUDmbVl8PWHDgjXocrAYo6o+Lv4+OUJEF0qPHnzihUAhXV1l130/ynwcfHh0aOHOmaqwEAgFaBz9axFqQ4PaMiDyZUreeXPSpy9bzcI6K1RyVCyXA4I7iSpR+5mfag6rFZc/CM2SZcdUalurGd+xrJ7bTpBR7cTCtNnz6d3n33XddcDQAAtApZRZVN7j9xFhn0qEs/cupH9nbwJI2kJaPSKS5UrKZ/8dKzHM5qyIVvsvRzWDUFla8se5OZFHVQ5KyTayKVn1v2qKiPB3A3zbmdGTNmiNX5Xbp0od69e5O/v/n/1IULFzrz+gAAwAtlFRt/c3d1oCIzA+qpH9mjIs/IiQz2sytQaWo1vb0r9GXgkVPSMJALUwIV895Qp3x708GEuaVVDQ5cdDfNV3L//feLiZ+xY8dSbGwsGmgBAECzrMLGAxU/B1bCWwqWUz811ptpWVJkcIMSSEuzbKYtstJkHGYx7SOndZzB8uf26IwKH0z4448/iqwKAACAo6Wfyf3aUWJ4EM3785gopTiTnMypsLJHRZZ++iRH0sJtp5XPd882Vh/l28oeFfWSN8lyLNmeDFBzpR/Jo3tUYmJiRNnH2V566SWRnXnwwQedft8AAOB+nMn4atMJSssrMx0COH1cd3r3mkEiQFl8z0i6e4xzn1+sjycbzAKVK4a0p+SoYBrbI95tVQLZTGtQApXiiuoWzahEW9yPnqZ+NF/JM888Q08//bQ49yckxP7jty0XyM2dO5f69evnlPsDAAD34EbVK+duoM5xofT6tAFmH3vpt/30ybpjdE5qrKkHo09ShOk3+P4d7D8pudmMimrqp1ppppVn2fD0ztpHxpI7GxlsKf2EqgKVHonhYmpq2tAOTvn+lpkZjy79vPXWW3TkyBGx7K1Tp04Nmmm1nvdTUlJC1157LX300Uf0/PPPa70cAADQka0n82l7WoF44WkYWUIoq6oRQQrbcDTX9Pn9OkS69HqCmlj4Jptp1RkN3QQqVko/YUH1T9lf3z6cdp0upNHd453aTKvH0o/mQGXq1KlOvYB77rlH9LuMGzeu2UClsrJSvEhFRUVOvRYAAHBMbolxaoQdzSmhPknGQOTHrcYeELVOsSGUoKyHdxVTM616PNm0R0U/wyD1pR/jtVYqWZ9Q1TI69WGEsWGBNKZHgtO+v+X+GI9eoc9lH2dZsGCByMBw6ccWs2fPFqc4AwCAPsneE3bkTKkpUFl/OKfB5142qL3Lr6d+4Vvje1T0QCZ0uJm2WCn7cJKla2I47UgrEO8nRrguqLM8SsDRTbvOpPn/EgcVmzZtanA73/b333/bfD9paWn0wAMP0FdffUVBQbY9+DNnzqTCwkLTC98HAADox8m8UtPbR5VTkblBdMuJfPF2v/b1pZ6xTswIaCv9mDfT6oG69CMbacMC/ChGVZJpH+WcvlBruF9H3awb6smBCpdqrAUIp0+fFh+z1ZYtW8Tpy4MGDSI/Pz/xsmbNGtEDw2/X1tb/oZICAwMpIiLC7AUAAPSZUckuNpbq80qrTG+f2y3O9PGe7cJdfj1Wm2mt9Ki4m/r05DKl1MPZoDrV5tkI1WI6V2dVXP29tNB8JXv37hXBhaWBAweKj9nqggsuoF27dpnddvPNN1PPnj3p0UcfJV9f/dTHAABAe6ByRglO5LZTniy58ZxO9N3fp2hCn8QWyWiYxpOtbaZ14gZcZ2VUODBRX1+dake+q0enw1XNuupzjDwuUOGsRlZWFqWmpprdnpGRITIhtgoPD6e+ffua3RYaGiq23VreDgAA+sdPsPJQO7NARWmwjQkNoISIINr8+LgWu6b6jIq1hW/6aaY1LXyrM5h6aDhQueGcTvTHoRyzTJSrqEs/6vOP3E1zOHnhhReaekWkgoICmjVrFo0fP97Z1wcAAB4io6DCNF7L5K6U3FLj67jQwBa/JplR0XszrTzrh8mJHy5NjeuVQL/cP4rmXj+4xbI6ltkVd9N8Ja+++iqdd9551LFjR1HuYdu3bxd7Vb744guHLmb16tUOfT0AALjPEaV5ltfQc08IZ1S4kZZ7VGRGpaUFBxiDkTIre1R0Faio9rjIxl8+nLFNmzamySmXUyWY9PTYaA5UkpOTaefOnWJaZ8eOHRQcHCx6S66++uoGy98AAKD12HbSONlzQc9E+mVXhsgMFFfW1Jd+wlo+UJHbXEsra0TQxE/8cupHTz0q6v4Tmf1p6etrQ/pkV26He0nuuOMO518NAAB4rG3Kvo+zu8TS//Zni8xAYVm1KaMS64aMSrjSFMrBCQdO3LNSX/ppo8uMigxU9JTVcCc8CgAA4BSn8svF624JYaZR1wJVoOKO0g9vdpUxgFxLXz+e7KvLHhU5oaSnjI874VEAAACnkIEAjyHLQ+4Ky6tNzbTuCFS4pCKzKkXKIrVqHa7QV08eV6iaaVuSPOBwgAsOh3SEftp6AQDAY3H/hwwEeAeHHG8tKK9SlX5afupHXE+wnwiY5InEpvFfvTbTuimjcunAZEqJCaEebV2/iE8LBCoAACDwaDE/X9qzWIz7UWSTKpd9ooJVGRXVHhV3MC4vKzdlfOSWWp6q0WPpp6LGTc20bdrQkE4xpDeaHwVen3/q1CnT+3/99Rc9+OCD9OGHHzr72gAAoIXwb/FjX11N137c8Cw3WxSV15gyA3zyruxRyS+tovwyY6AS54apH/VOEJlRKa2qMZsI0gN1bFipw0DKnTQ/Ctdccw2tWrVKvJ2ZmSmWvHGw8vjjj9Nzzz3nimsEAAAXW3PwjFh/v/5Irtm6+ebU1NbR8ZxSVdnHT/xmLntUTuSWmc6riXZrRoVMh/3Js3T0dEIwP2ay+lOmBFJ6Kk25k+ZHYffu3TRs2DDx9nfffSfW3a9fv17sVZk/f74rrhEAAFpoWRs7XWCc3rHF2/87TGNeXU3/t+yAeF9mUuTrozmlpgDGXeO2pmZaJevDO1VYaKB+pn6Yn7JHv1zJqGDqx0jzo1BdXS3O+2G///47XXLJJeJtPkyQz/sBAADPs/OUcQcKS9cQqHy24bh4vWJvlngtm2gjQ4zZky0njEvgOsaGkrvIk4D1nFFRN9SWy4wKAhVB86PQp08f+uCDD+iPP/6gFStW0EUXXSRuT09PFwcKAgCA5zmQWWxXRkV9kJ26H0RmVKQhnaLJXWRGhRt7t57Mp8yiCp1mVNqYBVJY+Gak+VF4+eWXae7cuTRmzBixNr9///7i9iVLlphKQgAA4Dm4J+JEXpnp/QwbAxXeR5JRWH9aMosPM2bc5dSPNLij+wIVLjuxxdvT6bL31pvGk0P1llHxNQ9UkFEx0vx/iQOUnJwcKioqoujo+j94vFI/JCRE690BAICbHc4uIUP9ocdUUllr12nJrG1ksNWMSuc4N5Z+lIxKidKbIvF0kh4zKqY9KsioCHaFk76+vmZBCuvUqZM9dwUAADoq+6hP721OdrF5NoW1iwwSr+XUj9QhJsTtPSqW9DSerO5RKas2BlQYTzbCowAA4AEKyqroi40n6HC2eVDhDAezLAIVpZmzOfllxuZUtbZKoKLOqPB5OzKr4Q6NfW+9BQKmqR+UfszgUQAA0Dk+TXfyW+voyUW7afq3O5x+//uVjMpZyZGaMiocPLFBKVENggLZwGqtDNTS1NeiZs8G3paZ+kGgooZHAQBA537Ycso0ibPrdKEpQGB1dQbRY8LBjL3SlEba3u0izPZ4NIdPRpZlnfN7JohzYuSBduqza/oqAZDeSj96Y5r6Uf5f6ul0Z3fyjP97AACt2IajuWbv/308n8b1ThRvv7xsP81dc5R6JIbT0gfP1Zwl4MMEs4uNpxt3UhpeK2zcTMsHDrLokAB6Y9oA0ZDrowpQRnePp7+P59FjE3uSnjIqyVHBNLlfO9IbGdzJxmZkVBwIVDZv3izW6GdnZ1NdnXnkPWfOHHvuEgAAGvHXsTzxOi4skHJKKiktv36UePX+M+L1gaxiMSrMzayf/nmcuiSEiUChOTwJI8dhO8aGmDVz2tqjwqUdDpAsY6SPbhgiRp+jlOVv7h5Plv54ZKxZQKUX6iwUQ6BiZ6Dy4osv0hNPPEE9evSgxMREs+hdb/U+AABPx2fonFEyHuN6JdCCzWmUqewu4dHgY7nGFfVs9+lCsVX2uZ/3ivePzZ7U7L/LMpsSHuhnOt3Y1rN+CpVAJdpiwkf9RBvg594ghflZjPnqMUhhfsoeFQnjyXYGKm+++SbNmzePbrrpJq1fCgAAFn7fm0W5pZV05ZAOVoMK3lUix327xIcZb1MClRO5pablZWxPehG1jzbuMWFnSiopIdw4hdOY7CJjoBIfEUjB/saeiAobe1Tkqcjuzph4C19l6kcK8NNnQKX7QMXHx4dGjhzpmqsBAGhFuAH27q+2UlVtHVXW1NEN5zTcRyXP3UmKDDaN/sqMiuX+k4zCcvJRBTuHskqaD1SUXSiJ4UEUrCxAs3XqR5Z+3HUqsreRzbQSmmmNNOeVpk+fTu+++67WLwMAAAs8wcNBClu5L9vq58hpn6SoINMytYyiclNfilpmUSUdy6k/BfmQxcebyqgkqDIqtpZ+8kqNXxvjARkVve1MsQY9Kk7KqMyYMYMmT55MXbp0od69e5O/v3ltcuHChVrvEgCgVdp20niyMMtSDsprLFBpFxlMyUpZh8tB3I/y2XrjycXndoujPw7lUHZRhdnETp6VhWyW5PdNCA80y6jw2LPs5eDJIMuyFN+WX2q8/5gw/Qcqd43uQm+uPEQT+hinpTwio4JAxb5A5f777xcTP2PHjhWnJaOBFgDAsUVrzPJwP+mg8jld4kNFeSbI30f0kPzj7XWmz5nYt50IVDjoUP+bXGpxtk1TzbSJEUGmjArjUhQHLusO5dD9C7bRc1P60D/6JdXfd1WtKRvkCRmVe8/vSoM6RtMQNx6O2BxkVJwUqHz22Wf0448/iqwKAABow/0lt3/+t5jmqVY1whaWV4uSi8xqsPzSKlq531gS6p0UKTIcHWNCzUo+sy87iyb2bUuzftolekYC/Xw1BSoyoxIfHkhBqkCFsyp8LXd+8bcISu79eptZoJJXYmyk5cBJfc165e/rY9O4tr56VBCoMM2PQkxMjCj7AACAdiv2ZYnelBO5ZZRukUXJtCj/PP/LPtPbPduFm+06YVcMbk9XD0sRe0z8ldFW9X1YnhZsjRx95qZb/o1e/hYvG2o5SLEmT5n4iQ0NbPZ7gL1TPwhUmOZH4ZlnnqGnn36aysrqFw4BAIBtjp2p33vCuFIjR4p5akftkHIAYee4UNMZOqN71GcFrhjSQbmPNlYP3pOL3JrCI8wyo8JCZJ9KVY3oQ1FTv8/ZHhYd6t5zfLyJZUbFExqAdVn6eeutt+jIkSNi2VunTp0aNNNu3brVmdcHAOBV1FM5rHtCOMWFB9Cp/PIGDbWn842ByzvXDDTddtXQFNp9ukhkUIZ2qu+34KxKrhI82JpR4YZZ+Tny4EDuUykgLkPV0fK9WWafr97LkicDFQ/oT/EUvlj45pxAZerUqVq/BAAAFMdzzbPRkSH+1DZCZlTqAxVePS8Dj/bR9eUeLs9wX4qlcCsnFDfXo1IqsibK1ytr5mVDbXphOc34bkeDTbSWgUosdqi4JKPCb+t1g67uAxUu+wAAgHbVtXV0Ujmp+LJBybRw62l64IJutP5IjtkiN/WiNw4gZLZDy3k2tgQqxRXGj3N2RpYZZEPtpqN5VFxZI9bj1xmMzb7qjbWyRwXL3lwz9cPNv+Dg6clbtmyhffuMjV59+vShgQPrU5MAANBQWl6ZOJ+H+0D+7/L+9OTk3uKJ/mhOaYNAJUeZqpG9I82xFsyUVDbdoyLLPmGBfqaxZtmjsi+jSLwe1jmGDmaVGAOVmtoGPSqeMJrsiRkVNNI6EKjwiclXXXUVrV69mqKiosRtBQUFYq/KggULKD5e3+NfAADuckwJSDrFhorfnmU2IjkqyHRWj1y0xuv1mXq3SVMiVIEK3zcHRFw+akpxhXFhW7iqEVeOGu/LLDJdK08osUpVRkWWpTxh2ZsnTv0gUKmn+ZG47777qLi4mPbs2UN5eXniZffu3VRUVCSWwQEAgHWHsktMUzxqZ6fGitINb6H9UykDyTKLerdJU9RTP20jgkxTPxz4NKZIKf3I/hT19ytQttp2jA2lQNNhhciotFhGBaUfE82PxNKlS+m9996jXr16mW7jVfp8/s9vv/2m9e4AAFqNPw8bg5ABHYzZaCkkwI/G9TKudv/7uHGtfqVSZuGFaraICK4PNvhcIKmpAwZLKupLP5JlBodHp4OU3+7VpR/0qLi2RwWjyfU0PxJ1dXUNRpIZ38YfAwCAhqpq6mjTsTzx9tieDUvkfZMjTeUfdZlFvWm2KerMBp8LpP6+zTXTqks/skdF4tX6MsuibqbNURbFYerHedCjYp3mR+L888+nBx54gNLT0023nT59WpyqfMEFF2i9OwCAVuFUfpkIGjgQ6BIf1uDjfZIizJpYKzRmVDigkOLCAk2bavnMnuZ7VBqWfurvN9D0270s/fBrWTaS48rg3D0qCFTqaX4k3nnnHdGPwsveeJU+v3Tu3Fnc9vbbb2u9OwCAViFNWd7WITrE6mGuMtDg6Rp1UBBkY0ZFPR0UGxZgysSo+0oam/pRByrqc3v4yZKniWTwIoOeHGWbLX9cXXIC52VUbO1Nag00/wnr0KGD2D77+++/0/79+8Vt3K8ybtw4V1wfAIBXkPtTOsTUl2XUZIDAkzq8ql6WWWQjq5aMCjfmchaE44mmMypWAhXV9+NsCgdVMqsjgx55PlB8mPHj4Pypn1APOOhRl4FKdXU1BQcH0/bt22n8+PHiBQAAmnfKFKjUb5m1FqjwkE5VbV19RsXG0o+6V4TvQ5ZrZFNuU4FKWKD1HhU5PWTKqFgGKjbueAHtGRVusAY7Sj/cMJuSkkK1tc0fdAUAAPXkqcZJqkZXNXUmo7yq1pQJsbWZVr1unQMImYnR2qMiD0hkqXHGXhpTM61yX9kIVFw+9aMuwbV2mntUHn/8cZo1a5bYnwIAALaRfR18AKE1vDJdNsDySLHWjAp795pBdPPITjShT9v6jIpqUseW0k+PtsamXtZJ2fdi2UyLjEpLZFQQqEh+9jTTHj58mJKSkqhjx44UGmq+uAinJwMANJRTXGWayGkMZy6qa2vEojatC9/Y5H7txAuzpfRjrZk2RVWaigrxtyj91JlOUWYJCFRcllFB6aee5kdiypQpaJ4CALA3o9JEoMK/RXOWg0s/pvFkO8dUZcnIttKP+fr9685OoT8P59Kks8yDHnlNyKi4BjIqTgpUnnnmGa1fAgDQqvG5O3KTK48ON8b4W3SlKP3IxlVbp34sBfpraaY1fyp4fupZZu/XL3xrOPUDzhOpZLAYApV6mkP11NRUys3NbXA7H0zIHwMAAHN5pVVkMBBxMrqps3FkQKBuptXSo6JmU4+KldJPU/cly1HIqLiGenkemmnraf4bcPz4catTP5WVlXTq1CmtdwcA4PUyCytMI8R+TRw2J3+LNvaoaFv4prX0w5kWuV5fXfqxRp1R4R0vZ2woY4F2vLdGCkWPionNj8SSJUtMby9btowiI43nUjAOXFauXCk21Grx/vvvixcOflifPn3oqaeeookTJ2q6HwAAPTuQVSxed01ouDrf2ogyBwSm8WRHMyqNlH44yyN7UixLP5bUm2m5LCUDnKbKWKBdgmppH1pB7QhUpk6dKl5zI+2NN97YYL8Kr9R/7bXXSIv27dvTSy+9RN26dRNR+meffSaadbdt2yaCFgAAb3Ag03h+T0/V6G/T22nrgwEeW7aHaY9KI6Wf9IJy01I39bSJNerNtHLFP49SW560DI4JVwWMsn8INAQq8mRkzpps3ryZ4uLiHP7mF198sdn7L7zwgsiwbNy4EYEKAHiNvcpBgz3ahjf5efKJn9fo1/B6WTEJ4mhGpbFARVlAFxWkqYwkA5WIIH9MgDqZ+vHs1kz2rTXRXAQ7duyY1UbaqKgohy6Ey0fff/89lZaW0jnnnOPQfQEA6EV1bR1tO1kg3h6YEmVz6aemVmZU2rhk6iej0JhRSYqyvim3sYxKUbnxN30+rBCcb9mD59HBrGIanhrr7kvRDc2h+ssvv0zffvut6f0rrriCYmJiKDk5mXbs2KH5Anbt2kVhYWEUGBhId911F/3000/Uu3dvq5/LDbt8SrP6BQBAz/amF4lSDj+xd09oOqPCpxGzqloDVdcqGRV7Sz+m05Obzqi0a2Slf2PNtDKjEo5AxSU463Zx/yR3X4auaP4b8MEHH4gTlNmKFSvEKcpLly4VDbAPP/yw5gvo0aOHOORw06ZN9K9//Uv0v+zdu9fq586ePVs08coXeR0AAHp1OLtEvO6TFGF2Ho81sh+FszA1SrldvQRMi/oyUm2TPSrJNpR+gqyUfpBRAd2WfjIzM00Bws8//0xXXnklXXjhhaKZdvjw4ZovICAggLp27SreHjx4sOh/efPNN2nu3LkNPnfmzJn00EMPmd7njAqCFQDQs/qAoPnMhb+fMSiprqmjGiWjYm8zbVigMbgoVXalNLgupfRjW0alYTMtAhVoKZr/BkRHR1NaWpp4mzMp48aNE2/z1I4zTlXmpl0u8VjD5aGIiAizFwAAPTstAxXVqcSNCVRlVPiF+dnZoxKmLHErrbIeqGTI0o+GZlru780rNf77HNHMkjgAZ9H8J+2yyy6ja665RowU84ZaufOER4plZsRWnCHhr09JSaHi4mL6+uuvafXq1WJPCwCAVwUqtmRUfOt7VOTUj7+dUz+hysIwa2OunBnJVfao2HJd6l0uWUXGQAUZFdBtoPL666+LMg9nVV555RXRCMsyMjLo7rvv1nRf2dnZdMMNN4iv5Z6Tfv36iSBl/PjxWi8LAMDzAxXZTKsq/didUVF2cqhLP7tOFYqFbXL1Pfex2BJw8KgzT87yMQDZyvr8CAQqoNdAhZe7zZgxo8Ht06dP1/zNP/nkE81fAwDgKbgknq6h9KNupq2WzbR2BiqhFoEKjztf89FGcb7Pv8d3N+1QsWUXCn8OBys8QZRdZCwZIaMCug1U1Kv0Lf8gBwUFifKP1lX6AADeiNfU85M7xwJtI5vvBQlQghLjmTrkWOlHCVRKlEAlo7DCdAjhaysO2rxDRd2nIgIVJaOCQAV0G6jwKn0OSvg3BTV5G78eNWoULVq0SDTeAgC09rJPfFigqSHVlj0qXJ6R7M2oyBORS6uMBwmm5Zc1+JwkGyZ+1JM/PCgkzwjizbQALUFzqM67U4YOHSpeFxYWihd+m0eTeVx57dq1osnWWnkIAKA1OZ1ve9lHXfpR7z6xdzxZZlRq6wxi/8mpPOO1qNky8WO59E1CRgV0m1F54IEH6MMPP6QRI0aYbrvgggtE2eeOO+6gPXv20BtvvEG33HKLs68VAMCjyCxG++gQuwMVexe+hagCCy7/nMxzLKNieQBhRDDGk6FlaA7Vjxw5YnV/Cd929OhR8TaPLufk5DjnCgEAPNSR7FLxOjUuVGOgUj+p09zJxo3hLbhy8iezsIIylSZYtXO62H6ejOXUEjIqoNtAhbfH8qr8M2fOmG7jtx955BFREmKHDh3CxlgAaPWOnDGuz+9i40m4AcpmWplR4QMJHTmh+GzlYLtP/zxuaoJ9eEIPGpQSRU9M7kUdYmzL9LDuFic/h6NHBVqInz0jxVOmTKH27dubghHeqZKamkqLFy8W75eUlNATTzzh/KsFAPDEQCXetoxKgK+xvFKuBCp+dk78SHeOTqXf92XR8r2Z1DYiyHTm0D1jtS3nZD0S6wMVzhDZm+kBcHmgwocI8qGBy5cvp4MHD5pu4yVtPspfKp4MAgBozXh/SX6Z8VycjrG2ln7amJV+7J34kQalRFNsaIDYQltcYQyaEsJtb6BVG9E1luLE9JIPvT5tgEPXBaCFXd1QHJBcdNFF4gUAABrivSVyTFj2iti6mVbZnm/3xI/EWY9+7SNp1YH6Un1ChHErrVYc4Gx+/ALxtiPlKIAWCVRWrlwpXngFPh8iqDZv3jx77hIAwKtkmE4ntj2DEWARmNg78aNmzOacMQUu0SEBdt8XAhTwiEDl2Wefpeeee46GDBlC7dq1wx9cAIAmMiptNYwAW2ZQHM2osE6x9Q2z6C2BVhGofPDBBzR//ny6/vrrXXNFAABeIKPAGKgkacmoKKUfydEeFdZRNRrd1cbpIwA90RyuV1VVmS17AwCAhuSCNVtOTbZspnVm6WdYpxjT2wNTohy+PwDdByq33XYbff311665GgAAL3EsxzhlkxofZnePijNKP7xK/+f7RtFtozrTNcM7Onx/ALov/VRUVIgV+r///jv169eP/P3Nl/7MmTPHmdcHAOCRjuUYt9J2tnErrbXAxBmlH9Y3OVK8ALSKQGXnzp00YIBxhn737t2uuCYAAI+WX1pl2qHSKc727a9yPFlydOEbQKsMVFatWuWaKwEA8BJ7M4rE65SYEAoJ8HOg9IMJHQCnhOsGg4F+++03uvzyy51xdwAAHm3X6ULxum9ywwNctTXTIqMC4NDfgmPHjtGTTz5JKSkpdOmll4r+FQCA1u7v4/nitda+EN5LpQ5WLEtBAK2R5tJPZWUl/fDDD+JwwnXr1lFtbS29+uqrdOutt1JEhLbfHgAAvLE/Zc3BbPH2BT0TNX89N9RW19ZaLQUBtEY2/y3YsmUL3X333dS2bVt64403xMGDfGoyn/szYcIEBCkAAET0y64Mqq41UK92EdSjbf2Jw/ZM/gT4oUcFwOaMyvDhw+m+++6jjRs3itOSAQCgoaW7M8XrSwcm2fX16u20yKgAaAhULrjgAlHu4YMIeX0+Z1Fwzg8AgLn0AuNhhP3b27cFVh2cWK7UB2iNbP5bsGzZMtqzZ4/IpvzrX/8SBxI+8MAD4mMIWAAAjHJLq8TrmFD7Tik2a6ZFRgVA29RPhw4d6KmnnhLTPl988QWdOXOG/Pz8aMqUKTRr1izaunWr664UAEDnamrrqLDcuOgt2u5ABRkVADW7/xaMHz9enPmTnp4ueld4j8rQoUPtvTsAAI9XoAQpLCrY/HgRWyFQATDn8N+C6OhoEahs27aNNm/e7OjdAQB49Ggyiwz2Jz87yzbq4CQQpR8A2wKVkydP2nRngwYNEq9Pnz7t2FUBAHigPAf7UyybadGjAmBjoMIlnTvvvLPJjElhYSF99NFH1LdvX/rxxx+deY0AAB4hv8wYqESH2Ff2Yf6q3Sko/QDYOJ68d+9eeuGFF0RfSlBQEA0ePJiSkpLE2/n5+eLjPBHEGZVXXnmFJk2a5PorBwDQmaLyGvE6ws7+FIYeFQBzNv0tiI2NpTlz5lBGRga988471K1bN8rJyaFDhw6Jj1977bVic+2GDRsQpABAq1VSaQxUwgI1n05iNVBB6QdA41k/wcHB4oRknJIMANB4oBIeZH+gYraZFhkVAMenfgAAwKhUCVRCAxwIVFRZlEAEKgAIVAAAnKVYBioOlX6wmRZADX8LAACcnFFxpPRj1kyLQAUAgQoAgNNLP05qpkWPCoCGQIXP+OHJHgAAsK64wvGpH3VfCko/ABoClVOnTtHEiROpffv24vRkPtunqsq43AgAAIhKq5w7noyMCoCGQGXevHmUmZlJ33zzDYWHh9ODDz5IcXFx9M9//pM+//xzysvLc+2VAgDoXInMqDipRwVTPwAae1R8fHzo3HPPFdtnDxw4QJs2baLhw4fT3Llzxaba8847j1599VWc9QMArc4PW07R8dwyhzMqZ6fGmN5GoAKgceGbpV69eomXRx55hM6cOUNLliwRL2zGjBnOukYAAF1bvieTZny/w/R+++hgu+9reGosPTaxJ53ILaWuCWFOukIAz9XGYDAYyEMVFRVRZGSkOBAxIiLC3ZcDAK3UQ99up4Xb6jPJx1+a7NbrAfCm52/kFQEAHJRVXOHuSwDwWghUAAAclF1UaXp71qSebr0WAG/jUI8KAEBrlZZXRg//sIMu6JlI2cXGQOWLW4fRiC5x7r40AK+CQAUAwA6/7MqgjUfzxIt0VnIk+frUn9UDAG4IVORUj6U2bdpQUFAQde3alTp37uyESwMA0K8Tyiiy+lyeyGB/t10PgLfSHKhMnTpVBCWWw0LyNn49atQoWrRoEUVHRzvzWgEAdONkXqnZ+20jg8S/fwDg5mbaFStW0NChQ8VrHiviF36bF7/9/PPPtHbtWsrNzbVpj8rs2bPFffGm24SEBBEE8SI5AAC9O5lnnlHpFBfqtmsB8GaaMyoPPPAAffjhhzRixAjTbRdccIEo+9xxxx20Z88eeuONN+iWW25p9r7WrFlD99xzjwhWampqaNasWXThhRfS3r17KTQUf+kBQJ/q6gyUXmA+kpwcZf+SNwBwYqBy5MgRq8tZ+LajR4+Kt7t160Y5OTnN3tfSpUvN3p8/f77IrPApzbyOHwBAjwrLq6m2zrz87e+Lsg+ALko/gwcPpocffliszJf4bV6jz5kRdujQIerQoYPmi+EyEouJqT/rAgBAb3JLjePIEUF+9MzFvaljbAjdfm6quy8LwCtpzqh8/PHHopekffv2pmAkLS2NUlNTafHixeL9kpISeuKJJzTdb11dnTiReeTIkdS3b1+rn1NZWSle1Ct4AQBaWm5JlXgdFxZIN43sLF4AQCeBSs+ePUUPyfLly+ngwYPith49etD48ePF6cqMAxmtuFdl9+7dtG7duiabb5999lnN9w0A4Ey5pcZAJSY0wN2XAuD1NAUq1dXVFBwcTNu3b6eLLrpIvDjDvffea5oY4kxNY2bOnEkPPfSQWUbFnhITAHi3bSfz6c/DOTRtaAoF+Dl/v4kMVGLDEKgA6CpQ8ff3p5SUFKqtrXXKN+e9K/fddx/99NNPtHr16mYXxQUGBooXAIDGnMgtpUvfWy/efnX5QUqKDKL/zRhDQf6+TvseuSXGEnRMKP49AtBdM+3jjz8uxojz8urXRtuLyz1ffvklff3112KXSmZmpngpLy93+L4BoHX665j5v03phRW0I63Aqd/jjHK2TzwyKgD661F555136PDhw5SUlEQdO3ZssO9k69atNt/X+++/L16PGTPG7PZPP/2UbrrpJq2XBgDQYLU923qygIanxjrte2QppyUnRgY57T4BwIkr9J3Fcg0/AICjjuear7Znh7NLnPo9soqMy94SwxGoAOguUHn66addcyUAAI3Yk15I3/x1kqYNSaGz2kda/ZzKmlr6+3g+HcgsFu/PubI/LdicJkpBFdXO6atrEKhEIFAB0F2gwgoKCuiHH34QW2p5+RsvaOOST2JiIiUnJzv/KgGg1TqeU0pXfrCBSqtq6cctp+mFS/vSyK5xZkECr7S/4ZO/aJOqP2VAhyiqrq1zeqBSU1tHOUozbWIkmmkBdBeo7Ny5k8aNG0eRkZF0/Phxuv3220WgsnDhQjp58iR9/vnnrrlSAGiVXv/9oAhSWHl1LT303Q6KCvGnxfeMpI6xxh65Q9klZkEKjyTzx3adLjR9nbNkFVcSb8/382lDsZj6AdDf1A/vMeFGV16TzwcRSpMmTRJ7UAAAnIUzIv/bny3efvSiniIAYQVl1fTZ+hOiz41LPnszjAGJFBsaQL4+bUwjyc7MqBzKMpaWOseFiu8BADrLqGzevJnmzp3b4HYu+fBoMQCAs2w+nkfFFTUi8LjjvFS6aUQnEbjc8/VWmvfnMVp3+AzllVbTWcnGg1J5sRuXZm4c0Um8Xx+o1Dntmg4qgUr3xHCn3ScAODFQ4YVr1s7Y4XX68fHxWu8OAKBRK/cZsyljeyaI7EVwgC9d2CdRLHHj/SgHs4zTPKsOGA9JfWJyL7psUHtTpiNIycA4M6NyINP4PRGoAOi09HPJJZfQc889J9bpszZt2ojelEcffZT++c9/uuIaAaAV4rLOyn1Z4u1xvRJMt/v7+tCjE3tSoJ8P+fual16GdIoxK8dwYOP00k+2MaPSo22Y0+4TAJwYqLz22mvidOSEhASxQXb06NHUtWtXsVn2hRde0Hp3AABWbT6eT8dzyyjA14fO7WaerZ0yIJn2PXcRHXphErWPDha3hQf6UafYELPPM5V+apxT+uHpokNKFqcbMioA+iz98LTPihUr6M8//6QdO3aIoGXQoEFiEggAwFlm/bRLvB7TI55CAxv+U+WjZE7evGoALdqWTpPOaicyvGpBfsZApVyZGnLUqfxyMUEkpopizIMiANDRHhU2cuRI8QIA4GxpeWVimyzHHc9N6dvk5w7uGCNerAkKUHpUampFKckykNHqRJ5x6y0HKX6+mhPSAGAHm/6mLViwwOY7TEtLE9kWAAB7yZ0oAztEUVsHztORpR8+raOqts5pZ/w4ck0A4IJAhQ8P7NWrF73yyiu0b9++Bh8vLCykX3/9la655hpRBsrNzdV4GQAADXeV9Gsf5dD9yNIPq6iqc9rq/ASc8QOgr9LPmjVraMmSJfT222/TzJkzxYnJvC6fF77l5+eL/SlxcXFiEdzu3bvFxwAAHD1Y0LI5ViueCuIpoNo6gyj/RJK/Q/eXrQQqbbE6H0B/PSo8lswvOTk5tG7dOjpx4oSY+uEAZeDAgeLFxwc1WwBw3IncMvFarsi3F/ek8C4VXsHvjBFlWfrBYYQAOm6m5cBk6tSprrkaAGj1uOn1ZJ4xUElxMKMi+1Q4UHHGeT9ZxSj9ALQ0pEAAQFdySqqorKpWTPzIHSmOkOcDVdcYHL6vbFNGBaUfgJaCQAUAdOWkMgKcFBlMgapmWHvxJlvm6NQPL3uTzbQo/QC0HAQqAKDL/pQUJy1U81PW7PNhhY7IK6uimjrexUIUH46MCoDuF74BALi2kdY5gQqv4GfVtQa7e2bu+nILbTtZIN6PDQ00ZWkAwPU0/22rqDCmPq3JyMhw9HoAoJXbk14oXneJd86hfzKoqK6zL6OSV1pFy/ZkUXYx+lMAPCJQ4YVu27dvb3D7jz/+SP369XPWdQFAK8R9IHwYIRvSKdqppZ9qOw8mlAGK1CEaZ/wA6DpQGTNmDJ199tn08ssvi/dLS0vForfrr7+eZs2a5YprBIBW4lhuKRWWV1OQvw/1TY50bkbFztLPGYtApW9yhFOuCwBc1KPy3nvv0eTJk+m2226jn3/+WZR7wsLC6K+//qK+fZs+PAwAwJbV+d0Tw53WB8LbaVlNnXMyKl0Twp1yXQDgwmbaiRMn0mWXXSbOAPLz86P//ve/CFIAwGGHskrE664JzulPMRtPtrP0o86oDEyJovO6xznt2gCgeZp/ZTly5Aidc845IpuybNkyeuSRR8RqfX5dXV2t9e4AAEwOZRsDlW5OzFrIQIVHi+2RrWyjvXN0Kv1090gKCcCwJICuA5UBAwZQ586daceOHTR+/Hh6/vnnadWqVbRw4UIaNmyYa64SAFqFU/nOHU1Wl36q7dyjkl9aJV7HhgY47ZoAwIWBCveoLFiwgKKi6o9fHzFiBG3btk1MBAEA2Cuz0Ji9aBcZpJvST0G5MVMcFYJABcAjAhWe7rEmPDycPvnkE2dcEwC0QrW8ol7pB2kX6fgZP5Kfj2Oln4IyJVAJ9nfaNQGA7TQXWz///PMmj1RvLJABAGhKbkmlCFZ82hDFhTkvexHg59geFR6XZsioAHhIoPLAAw+Yvc8NtGVlZRQQEEAhISEIVADALhlK2SchPIj8nLiivn4zrX0ZlfwyY49KVAgyKgDuoPlfg/z8fLOXkpISOnDgAI0aNYq++eYb11wlAHi9+pOJnbuiXpZ+7Gmm5U259RkVBCoA7uCUX1u6detGL730UoNsCwCArXJKjJkLZ59M7O9A6ae4ooYMSiImEj0qAG7htPwqL35LT0931t0BQCsjF6s5PVBxoJlWln2C/X0p0M/XqdcFAC7qUVmyZEmDI9B5jf4777xDI0eO1Hp3AADCmRJj6ScuzMmBihxPtqP0k+michQAuDBQmTp1aoNJn/j4eDr//PPptdde03p3AABCTrFrSz81dgQqp/LLxevkaOeNSwOAiwOVOjsP9gIAaMqZkkrXZFRMzbTaSz+nlUClfZTzNuUCgDbOmwEEAHBAjhKoOD2joqzQ11r6+XbzSXr994PibWRUAHSeUXnooYdsvsM5c+Y4cj0A0MqbaZ2dUZE7WbSUfrj37sVf95ve7xQX6tRrAgAnByp8jo8tuF8FAECr0soaKquqdUlGJcBXe+knu7jStD/lzvNS6aI+bZ16TQDg5ECFT0cGAHB12SfI34dCA3xds0dFQ0ZlT3qheN0tIYxmTurl1OsBABf1qBw9elSkQwEAXNmf4uzMrD2baY9kl4rX3duGO/VaAMCFgQpvnz1z5ozp/WnTplFWVpYd3xIAoGX6U8zO+tFQ+pHnDrWPQhMtgMcEKpbZlF9//ZVKS42/dQAAOIJ7Qli8SwIV7XtUMgqNY8ltI4Ocfj0AoA3GkwHA7U4XGAODJBdkMOo309qeUUlXMirtIpFRAfCYQIXrxpa1Y0z5AIAzZBQYA4NkFwYqWjIqmUpGJSkKGRUAj9lMy6Wfm266iQIDjanZiooKuuuuuyg01Hy/wMKFC51/lQDg1dJdmlGxfepn56kC+mTdMcoqqnRZ4AQALgpUbrzxRrP3r7vuOo3fCgCguUAlyK3NtA9/v5MOZBWLt+PCAijWBT0zAOCiQOXTTz/VeNcA4O3ySqvo2f/uoWlDOtCIrnF23UdZVQ1lKKcUd4hx/pk6fhoyKjJIUS+KAwD3cuvfxLVr19LFF19MSUlJot9l0aJF7rwcANDoteUHaPH2dLrm401238fh7BLiocLY0ACXjCfXb6ZtPlCJCKr/3e2SAclOvxYA8LBAhceb+/fvT++++647LwMA7HRKOV3YEQcyjVmMHi5arlbfTNt06YdX5hdV1Ii3n/pHb/rX6C4uuR4AcFHpxxUmTpwoXgDAMwX7O77u/qBSbume6JpAxc/G05NPK0FXTGgA3TKqs0uuBQA8LFDRqrKyUrxIRUVFbr0egNYuRHUuT0V1LQXZEbgcyCpxaUbF1tKPPIQwOsTfJdcBAPbxqG6x2bNnU2RkpOmlQ4cO7r4kgNatTcM1+FodyCxycUbF+M9cnYGolv/TiPJqY9knJMCjfn8D8HoeFajMnDmTCgsLTS9paWnuviSAVq1E6elg2cXGyR0tiiqqTTtLuieGkSvIPSrNZVXKqmobZIkAwP086lcHXjYnF84BgPsVqwIV9du2ylJW1UcG+1N4kL9Lm2lZTRMZlbJKBCoAeuRRGRUA0JfiSmNfB6ussX1FfYPDCMNd9wuIOlCpbuIaeZ8LCwn0qN/fALyeW/9GlpSU0OHDh03vHzt2jLZv304xMTGUkpLizksDABuosyj2BSrGjEqCCwMVX5825NPG2KPSVOmnVJZ+nDDJBABeEqj8/fffNHbsWNP7Dz30kGld//z58914ZQCgOVCpNj7RayEbcF0ZqMiG2qqaOqpuqpkWPSoAuuTWQGXMmDHisEMA8EyllfWBSnN7SqzJVhppEyJce0pxgAxUmiz9KIEKSj8AuoIeFQCwC4/6qss9ldX296i4OqMiJ39q6mzoUUHpB0BXEKgAgF3KLUo9jvSouLKZVr1LpaqmiakfZFQAdAmBCoCH2Hoyn8bPWUP/259FeiB7OiQurdjbo+LqQMWW7bSmjAp6VAB0BYEKgIe47L31dCi7hP793Q7SY6BSWVPrQOnHtT0qfjaVftBMC6BHCFQAPECJqmk1v6x+d4k7lSkr5+0t/fDZQHJqKCHC1T0qGko/WKEPoCsIVAA8gDzZ1/IAPXeST+z2ZlTkxE+Qvw+Fu7gvRAYqNjXTIqMCoCsIVAA8QHqBeaByLKeU3K3CwR6VLNOytyBq00Z1uqELp35w1g+A50GgAuABTlsEKpaBiz4yKtoCFfkztIt0bX8KC/Qz/lNX0cQINUo/APqEQAXAA1gGJpalIHcosxxP1rhHJUM5kDApKphcLUwpLal7fSyh9AOgTwhUADwoo8Ln1qjf11PpR2uPSkYLZlRCZaDSyAnPvLxOZlsQqADoCwIVAA/KqAztFK2bQEVmIOxdoZ+uZFTatUBGJTzIr8HK/8aW18mgBgD0AYEKgAdILzA+qQ/tFKO70k+EEgRoL/0Yf4aklsioKH0nr604SG/8frDRoIt7emU/CwDoA/5GAuhcTW0dZRZZBCp6yKhUGgOVqJAAu5ppM5Tgq11kC/SoKMEUe+P3Qw0mlOTPwuf8uHoCCQC0QaACoHO8vZV7KHjEdkBKlGmPSlONoS2huKLabP29lh4VXvaWW1ol3k6KCmqxZlqpoNz4vSWc8wOgXwhUAHTulFLm4cxDRJC/qdTi7hHlIqUxNVHZKmt5SGFTMpX+lGB/X4oM9qeWDlQKLbb7litbdtFIC6A/CFQAdC4tr0y87hBjLJEkR4fook+lSNmOK8/pKa+yvfSTrvSntIty/bI3y9IPK7DY7FsqSz/YoQKgOwhUAHQuLV8JVJQAJVkplbi7T6VIKf0kRshApUZzf0pSC/SnMB+LYChfKTtJ2EoLoF8IVAA8pPTTPlrJqCjjvByocLbFYGj8oD1XKio3BiZtI+tLP7Zei5z4aYkdKkxZP9NoRgXL3gD0C4EKgMeUfpSMihKwvL/6CJ37yir69/c7RHOq2zIqSumnzmD75E9L7lBhF/RKpH/0a9dojwoyKgD6hUAFwGMyKiFWV84v3HqaHvtxp/t6VJRmWmZrwCS30rbEDhV5evI71wyim0Z0Eu/nl5mXfspxzg+AbiFQAdAxPu1XlklkM23PtuENPm/R9nQ6eqakRXe7lCpP7jGhgabTiS0PKmzunJ+WyqhIUSH+1ptpUfoB0C0EKgA6xk2nXFLhbanxYcbMRdeEcLrzvFTy82lD3915Dg3vbFwC9/fx/Ba7rnyldMI9qryePsjfV9OIcnoLZ1SkKGUUusF4Mko/ALqFQAXAAyZ+uJFWPcY7c1Iv2vefi2hY5xga0MG4BG7HqYIWuy45ccT9KVxWkU/w8gm/KXzejtzB0tIZlejQAKsL3+ozKij9AOgNAhUAD2qkVeMAgfVrbwxUtp1suUDllCqAkovbbM2oyFIWZ2IsF7G5mlwul1+KZloAT4FABcCDdqhYw1kVti+zqMF+kJYamQ5WMhG2ZFTSW3iHipo8l4iPIFBD6QdAvxCoAOiYZUBgDZ+10z0xjHiFycajuS2a6ZGTSMH+PjY305p2qLTAGT+WomUzrcXUj2wMRukHQH8QqAB4aOlHbUSXOPF6/ZGWCVT2pBeJ110Twsye4G0ZTz6p/ExycV1LigoOMAUm6hOU5VZdZFQA9AeBCoBO1dUZ6FC2ceS4Y2zTgco5XWLF6/VHclx+XXxK8l4lUBmonOYsez9e//2g6VTlxhw9Uypep8Ybg5yWxH0xsidZ3VBrOusHpycD6A4CFQCdOnymhIorakSjao/EhrtT1IZ0jBavj5wppZJK28/csceWE/lUVVtHsaEBlKJkekZ2NWZ0TuSW0ecbTjT59cdylEAlLpRamo9PG1NQpR5Rlk3AyKgA6A8CFQAd4mDjpd/2i7f7d4gkP2XCpzGxYYHUVjkccF+GMdvhKv/dkSFeX9ArwTQyfWGfRNPHd6QVNJohWrE3i/ZnFov3U+NbPlBh0UpDrdwFI0em1dNLAKAfCFQAdGjO8oP0v/3ZFODnQ3eO7mLT1/RJihCvZVnGFf48nEPf/Z0m3p46INl0e1xYID1zcW+r6+mlN1ceots//1u8HRMa0OQkkyvJjIq6oVaeWyQ/BgD6gUAFQGe4yfOnbafE229dNZDG9kiw6et6K4HKnvRCl1zXmeJKuufrrVRbZ6ApA5JohFLukfopi+dOK5NKlhYqPxO7a3SqKMO4g+UafW4Arqg2NtZGKh8DAP1A5xiAzqw9eEaUJThLMa6XbUGKOqPy17E8yi6qoASlFOQMh7OL6eb5m6mgrFqcNfTK5f0afI4coc4sqhBnFMmFdOK2wgpKyzMGMN/cfrZp7b87Sz8yoyJ3qvj6tKFwNNMC6A4yKgA689P20+I1Zy2a601R65MUKV4fzy2jYS+uNJ2n44x+mWs/3iQCDW6e5VOIA/0a9nLEhQaKUhWfTbTrdKHoRzHwchexNTffFEzxhJK7sinmpZ9qs0CFb1cfUwAA+oBABUBHeLT3971ZDXpAbMEZjdHd403vf/PXSadc04q9mZRVVEntIoNo8T0jTbtTLHHw0V7ZjXLZe+tFP8qag2fE+3uVBt++SjDlTpalHxmwoD8FQJ8QqADoyGfrj1NlTZ0IBvomG0s5tuJswNzrB9Pkfu3E+7/vy3bKNS3fYwycrhjSwXSoX2OSLTbobjqWZ7Ygro/Gn8mlUz+lVSLjcyDTeG0IVAD0CYEKuBzvq+DdGbIM0NrllFSa7fCQ+Ilz7pqj4u37zu9qVxkiyN+XnvqHcfqGn4CbW75mi+3KuPFIZalcUyxX/R/KKhH9KpuPGwOWs5Ldn1FJCA8Ur7OKKuid/x2mJxfvMcu0AIC+oHMMnI4PePt5Z7pYq/7JuqO0VTnV98VLz6JrhqdQa8ZPjuPmrBH7OpbcO4raRtY3vL6z6jAVV9ZQ73YRdHG/JLu/R2JEEHWICRY9JTO+30GvXN7f7mwBB1UZhRVim2sfG4IMefaPxDtd+PwhXlwXFxZgOunZndop5anD2SWmP5sMGRUAfUJGBZyKsyYPLNhGD/+wU4yyqp8I5P4NZziYVSwyELtOFdJVH26gR37YQTW1dZRdXEFfbDzhlEyCXFL2x6EztGjbafHa0azQvHXHxJN2dnElzV17xHT7e6sP0yfrjom3H7moh8PNprK/ZdmeLLrqw43i57DH1hP5pi2yYTZMxFzSP8l08B9LLyynLzcaN9Ve2KetmKxxtyQlOCyqMN/gO8pi3BoA9AEZFXCqj/44SsuVZlB58NwLl/almz7dLEoIeaVVYtmXI37blUH/+mqrccKkzkA1dQbaeDRP9HUs+CuNjuaU0qr92TTvpqEOfR8uWdz91VYxvSLdPaYLPXJRT7vuj6918fZ0szFktnJfFr2y9IB4+9ZRnc0aYu1126hU2nGqUHwPzmpsPZlPQzrF0KoD2fT+qiN09fAOdOnA9jYteFOfJdQcPjxx5b/HiJ0r/3x/vZgY4mCJXT1UH9k0Hvv2921D1bX1wdtNIzrRPwc1/3gAQMtDRgWchn9znq2sff/P1L70xyNj6X8zRtOYHgmmM2H2K42L9uLlXM//ss+0GI2DFOnFX/eLIIXxVtedp6yvctfS2MpBCpc9Oivn0nyw5ggdV76HVtxYyjtGJD6XJ6OwnD5Tzsa58ZyO9OQ/ejtlRJYXl31+yzC6bKAxs/LzzgxRjrvv62301/E8mv7tDtPJzI1lW/j2lfuNDbmjutoePHEg2qNtuNlBivy21uZgV+FsFZfHpKuHpdAzl/Rx68g0ADQOgYqX4SfvA8pZKq7GQccPW06JfR38m/PLv+0nroxcPawDXTc8Rfx2Lfdt8BMXs+XauI+Dyzjq03rf+P0gfbT2KN3z1VY6XVBO8eGBNGtST5o+rrsIiPh92WcgnxC/2mj/eC5vX5Uli2cv6UOrZoyhMT3ixY4QLtNoxSWjd1cdNj0xDlC2uPIoMvdwsGvP7kjOJieA5q8/Tvd+vc3swMJzX1lFw174nbo8/itd+cEGkXVR44DmVH65WIJmT5ank+rQwfG9EnW1o6SbasS6UzMnUwOAe6H040X4yfDer7eK0gs/ud44opNT75+fvPnJLD4skHacKqAHv90uAhM+cbZ7YrhoBOWD5l6YelaDJyU+/ZezE9xb0hSeDpk2dwMN7xxLn9w0RDTkfvzHMXrj90Omzwnw9aGX/3kWnd+z/iC8+TcPFTs7JvZtJxpAr/hgA337dxqN6BpLUzTuI2Hfbk4Ti9MigvxMJYH7L+hGqw+coYVbT9N953cTgZitOMOz7nCO8eye81Lpx62nRCnsP7/sE8Ell8jUT57OMqpbnCh18GPC/0um9E+iYZ1jadZPu8THuVdGBiW8++Tf47vT3WO7il6S7/8+ZQp2gu04VZgbgn/ZaTzA8J+D9VVW6d42nFYdOGO2KA8A9AmBihcFKW//77CpP+S5n/fSdWd3dFrz4sncMnrg2220TdUcy/iJnJsS5Qjrv8dbbwSVGRU+eXfT0TxRmnj/2sFmUy+y2ZSzFhuO5tLl72+gW0Z1prdW1gcpg1KiaOakXjS0k/kKdn6ykU84/Bsyr2jnUssDC7ZTQniQzT0WjDNEry439ow8OK47hSpNpINSouncbnH0x6EcemLRbnrnmoEUHmTbpAgHN+y64R1FpoGf/Pn/FwcpbHSPeJdkHDij9eVtw0Swx42u5ymZEd7GeiirmKYMTBbjui/8sk8EUq+tOEibT+SLx3mRsiHX3iBjQp9EunN0KoX4+1Gvdvoo+6gDZ+nsVPet8weA5rUxePByi6KiIoqMjKTCwkKKiNDXP4Qtbf6fx+iZ/+41u23F9POom+ofZHvxk+mkt/4Q45yWUxKf3jyU5v95nDYdyxUZDi77WHvC5SfF8a+vNbuNSyCzLzvLrMTT/9nlpgPi1Pq3j6Sf7h5pcx8B97L8+/sd4jd6Di6+uHV4s1/DfxU4Y/Kfn/eKXhd+Mvv5/lFmZ9Zw3ws3iXIjJl/TwrtHNhsMcrll8H9WiEVuP983ivoqY743f/qX6bf6L24dRud2c7yJ1l5lVTX0/uoj9N7qIyJzJk0dkESvTxugq7KNM3BpkU9zPic1tsHhigCgr+dvZFS8gOjhULIOVwxuT4fPlIjMx85ThQ0CFZ4A4THTE7lltDejUJRuOADh/ReDO0aLpkfLkgaf5Mufw3swFt87SrydUVBOUwcmiyfx289LFS+29itIP+9Ip2cu6W3qY9mRViiCFP4+H90whJ5avEeMGY/sGifKLlqaHXnx2WMX9RQTQpwB4Z+7qd/qORh7YtEu+k4pd/AI67ybh5oFKYz3gHxw3WC668stYqpm6e5MUx9IY5btzhRBCo/4yoMD2Uv/7CcyM/xk6c4ghXGJ7d8X9qB2kcH0f8v2U9vIYLrjvM50Sf9krwtSGJ+hxD8vAOgfAhUvwOOffF5J24gg8eT3/C97RaDCB8NxMMGTKtz/wIu7nl5i3MLZmCB/HzEie8XgDiK44CzD58pUyu3npopeCn7Rip/w+bdzLi/83+X96bGFO8X5MeuP5NLYHgmmsg87OzWWBqZE03/vG0WO4IBr4lntRFaFx6bnXDnA6udx4DVr4S7Rp8GxEPf23DW6i9lkiNoFvRLp1lGp4nH9dVdGk4EKZyfkfpRLB5o/6fP9c0CmJ7yQr7Uv5QMAfdFFoPLuu+/S//3f/1FmZib179+f3n77bRo2bJi7L0sXOFDYfZqzAeHit0DuFfl+SxoF+vmIzMjudOPkDbtySHtRhujX3lha+OtYHl3/ySYRDFji3pJzu8dTdU2daJQ8nV9Of5/IFxmNd1fxE3Am/XL/KJGJ4HNauAn0yiEdHPpZ3rhqoPh5+Ml6XK9E+mrTSfrv9nQRqPCkz9I9meLz/jWmCznLHeemikBlyfZ0eniCMWNQH0AcpW/+ShPr/RlPt7x1zUBT4NSUiX3bikBl5X4OEqsoSjk/xhJ/Dh/Ixw3H3DMEAAAeFqh8++239NBDD9EHH3xAw4cPpzfeeIMmTJhABw4coISE5p8wvB0/mXN5gPs5+DdynuqRkxpqvOyMpzXU56nIE2vVeLHVzEk9yd/Hp0EppbSyhuauOUJv/e+wePI++8WVpnFWnhZp7kA6W8iMAgc9IlDZmU53ju5Cu08Xits5yHLmFEb/DlGmxtrn/ruX3rt2kMgs8cQSB3KMl3+N6BJHT0zuZXNPD18nl5I4kONG1Fcu72eWLeFlcVtO5NOcFQfF+7ynwxmPHwBAa+P2ZloOToYOHUrvvPOOeL+uro46dOhA9913Hz322GNuaablxsLckioxmRKhTHXwkzhPn3Dj3dBO0aKmb205FpdFeqv6EJrDGzy58ZPLFJuO5tLLS/fTjAk9xBMn6/TYL83ex8iusfTsJX1FsCKzBUOeX0H5ysF3fHaMn28bmja0A10zLKXZnoMtJzgT8xeVVdUaryE2hH741wgx5upMN877S4wUc7ZGTr/cM7YLPTzBvs2vTf080+ZuFMvheDSYV/nzYxMa4EuzJvcS48u2rIe3xFteb52/WUwpcU9LfESQyEzxKLDaxf2T6K2rvK8hFQDAXlqev90aqFRVVVFISAj98MMPNHXqVNPtN954IxUUFNDixYvdEqgs3n5ajLXyvo6Fd48QDZC8LOuXXcadEDIzwevJL+rbVizq+nVnBr3wq3FjKmc+rjs7hXq3i6SjOSW04UguXTUsRQQQn68/TuN6J4pNpz9tO01PLd4tGlr5N3IeKeZeE8bLzAZ3jBETJpb4ez82saeY0hjRJZaGpzYcvf1ucxo98uNOEcTMv3lYg6bQ5nA2gEtKnI2YeFZbU8OrM/FW1n99udU02syZjdUPj7WrB6Y5/DjLXhsZvHF2xVqTrxb8OHPGq0q1oE5tYEoUfXbLMFPACwAA5DmBSnp6OiUnJ9P69evpnHPOMd3+yCOP0Jo1a2jTpk1mn19ZWSle1D8oZ1+cHajwqnEOTFi7yCDRP2HPmW5+Pm1MK965p4QzErxV1RHcMDv/lqHUs22ETYEAf76ef5PnP358Tg9nJ4Z0jBYH17lCZmEFTXxzrcikcH/JS5f1ExkzZ+DJJO7j4SxcVIg/hQf5kU+bNmI/Ca+T594iAABoBePJs2fPpmeffdbl3+cf/ZLEptULX18r+hmkYZ1jxCpwXudeqpRF1Hq2DadbRnamp5bsFk2p6nNoeDzVWpDCS7F4IRmf+MtuG9WZfH3biGmStDzj58+4sLtoxOTlYtxWYmvgIRtH9Yx/Fl7GpmUhmz14sRxPEfGED6+Dd2bwxv9feFIJAACcz6NKPy2VUZHOf3W16ZC7j28YIraHcgmFe0r4fBbejspvc9r/j4M5NL53omiYzC2pFAHOP95eZwpgeHU87ynhXhLOHnCzKv/GzSO//DXbTuaLbawc6PAOEC4T8fks/L/n2uEd7VphDgAAoEceU/qRzbQ8iswjybKZNiUlhe699163NdOqe1X4jBkOJuzZLcGZF/4N/tUr+ouxYa19IgAAAN7Io0o/PJrMGZQhQ4aIgIXHk0tLS+nmm29296WJaRB7DrST+JwYAAAAsJ/bA5Vp06bRmTNn6KmnnhIL3wYMGEBLly6lxMT6k3EBAACgdXJ76ccROJQQAADAu5+/0TQBAAAAuoVABQAAAHQLgQoAAADoFgIVAAAA0C0EKgAAAKBbCFQAAABAtxCoAAAAgG4hUAEAAADdQqACAAAAuoVABQAAAHQLgQoAAADoFgIVAAAA0C23n57sCHmeIh9uBAAAAJ5BPm/bci6yRwcqubm54nWHDh3cfSkAAACgUXFxsThF2WsDlZiYGPH65MmTzf6grR1HrxzQpaWlNXukdmuGx8k2eJxsg8fJNnicWt/jZDAYRJCSlJTU7Od6dKDi42NsseEgxdP/p7UUfpzwWDUPj5Nt8DjZBo+TbfA4ta7HKdLGBAOaaQEAAEC3EKgAAACAbnl0oBIYGEhPP/20eA1Nw2NlGzxOtsHjZBs8TrbB42SbwFb6OLUx2DIbBAAAAOAGHp1RAQAAAO+GQAUAAAB0C4EKAAAA6JbuA5V3332XOnXqREFBQTR8+HD666+/bPq6BQsWUJs2bWjq1KnUWmh5rObPny8eH/ULf11roPXPVEFBAd1zzz3Url070cTWvXt3+vXXX8nbaXmcxowZ0+DPE79MnjyZvJ3WP09vvPEG9ejRg4KDg8XyrunTp1NFRQV5Oy2PU3V1NT333HPUpUsX8fn9+/enpUuXkrdbu3YtXXzxxWIJGv/9WbRoUbNfs3r1aho0aJD4t6lr167i33avY9CxBQsWGAICAgzz5s0z7Nmzx3D77bcboqKiDFlZWU1+3bFjxwzJycmGc8891zBlyhRDa6D1sfr0008NERERhoyMDNNLZmamwdtpfZwqKysNQ4YMMUyaNMmwbt068Wdr9erVhu3btxu8mdbHKTc31+zP0u7duw2+vr7iz5k30/o4ffXVV4bAwEDxmv8sLVu2zNCuXTvD9OnTDd5M6+P0yCOPGJKSkgy//PKL4ciRI4b33nvPEBQUZNi6davBm/3666+Gxx9/3LBw4UIecjH89NNPTX7+0aNHDSEhIYaHHnrIsHfvXsPbb78t/t4tXbrU4E10HagMGzbMcM8995jer62tFX94Z8+e3ejX1NTUGEaMGGH4+OOPDTfeeGOrCVS0Plb8BBIZGWlobbQ+Tu+//74hNTXVUFVVZWhN7Pm7p/b6668bwsPDDSUlJQZvpvVx4s89//zzzW7jJ5mRI0cavJnWx4mDt3feecfstssuu8xw7bXXGloLWwKVRx55xNCnTx+z26ZNm2aYMGGCwZvotvRTVVVFW7ZsoXHjxpmtzOf3N2zY0OjXcbowISGBbr31Vmot7H2sSkpKqGPHjiL9PGXKFNqzZw95M3sepyVLltA555wjSj+JiYnUt29fevHFF6m2tpa8lb1/ntQ++eQTuuqqqyg0NJS8lT2P04gRI8TXyLLH0aNHRRlx0qRJ5K3seZwqKysblKK5VLZu3TqXX68n2bBhg9njyiZMmGDz31NPodtAJScnRzwZ8JODGr+fmZlp9Wv4DzH/A/nRRx9Ra2LPY8U18nnz5tHixYvpyy+/pLq6OvGP6KlTp8hb2fM48RPJDz/8IL6On1CefPJJeu211+j5558nb2XP46TGT8K7d++m2267jbyZPY/TNddcI36ZGjVqFPn7+4seDO7vmTVrFnkrex4nfrKdM2cOHTp0SPzbtGLFClq4cCFlZGS00FV7hszMTKuPKx9eWF5eTt5Ct4GKVnwK4/XXXy+ClLi4OHdfju5xluCGG26gAQMG0OjRo8U/AvHx8TR37lx3X5qu8D+SnKH78MMPafDgwTRt2jR6/PHH6YMPPnD3pekW/7Jw1lln0bBhw9x9KbrDjY+ckXvvvfdo69at4u/dL7/8Qv/5z3/cfWm68uabb1K3bt2oZ8+eFBAQQPfeey/dfPPNpoNooXXR7enJHGz4+vpSVlaW2e38ftu2bRt8/pEjR+j48eOiY1r9JMP8/PzowIED4rcXb6T1sbKGf7sbOHAgHT58mLyVPY8TT/rwY8NfJ/Xq1Uv8JsMpbf5H1Ns48ueptLRUTNxx1sDb2fM4cUaOf6GS2SYO6Pgxu+OOO0QA7I1PxPY8TvxLE0+88DRUbm6umIJ57LHHKDU1tYWu2jO0bdvW6uPKJytzqcxb6PZvBT8B8G+wK1euNAs8+H3OBljiyHvXrl20fft208sll1xCY8eOFW9zH4a30vpYWcOpWX78+InZW9nzOI0cOVIEbzLoZQcPHhSPkzcGKY7+efr+++9Ff8F1111H3s6ex6msrKxBMCKDYG89zcSRP0/cp5KcnEw1NTX0448/il46qMePn/pxZVwms/XffY9h0PlIG4/yzZ8/X4xe3XHHHWKkTY7RXn/99YbHHnus0a9vTVM/Wh+rZ599VoxG8ujfli1bDFdddZUY/+PRQW+m9XE6efKkmF659957DQcOHDD8/PPPhoSEBMPzzz9v8Gb2/t0bNWqUmDpoLbQ+Tk8//bT48/TNN9+I0dLly5cbunTpYrjyyisN3kzr47Rx40bDjz/+KP59Wrt2rZiU6ty5syE/P9/gzYqLiw3btm0TL/z0PGfOHPH2iRMnxMf5MeLHynI8+eGHHzbs27fP8O6772I82R14LjwlJUXM4POIG/8BlkaPHi2Ckca0pkBF62P14IMPmj43MTFR7Anx9h0F9v6ZWr9+vWH48OHiH1oeVX7hhRfEGLy30/o47d+/X/zjyk++rYmWx6m6utrwzDPPiOCEfzHo0KGD4e677/b6J2CtjxPvKurVq5f4OxcbGyuenE+fPm3wdqtWrRJ/hyxfblQeG37Nj5Xl1wwYMEA8rvzvkzfuLsLpyQAAAKBbuu1RAQAAAECgAgAAALqFQAUAAAB0C4EKAAAA6BYCFQAAANAtBCoAAACgWwhUAAAAQLcQqAAAAIBuIVABaGXatGkjDnzTszFjxtCDDz7YIt+LDwrkQwFdjU/cVh+aCgC2wWZaAC9w00030WeffWY6LTwmJob69etHV199tfiY+iA8Pvk5OjqaAgMDSa/y8vLEqdXh4eEu/T78WHTv3l0cyNmxY0eXfi8+bbtz587idOlzzz3Xpd8LwJsgowLgJS666CLKyMig48eP02+//SZODn/ggQfoH//4hzh9Vn00vDuDFH7Cbg4HWq4OUtjHH39MI0aMcHmQIk8Rvuaaa+itt95y+fcC8CYIVAC8BAcfHIQkJyfToEGDaNasWbR48WIRtMyfP99q6YeDhnvvvZfatWtHQUFB4gl79uzZZp/7/vvv08SJEyk4OJhSU1Pphx9+MPu+aWlpdOWVV1JUVJQIMKZMmSKCJYkzOlOnTqUXXniBkpKSqEePHuL29957j7p16ya+b2JiIl1++eWNln7y8/PphhtuEJmgkJAQcT2HDh0yfZx/Pv7+y5Yto169elFYWJgpcGsKZzcsyzGdOnWiN954w+y2AQMG0DPPPGP2uMydO1cEgXw9/D03bNhAhw8fFtceGhoqAqAjR46Y3Q9/ryVLllB5eXmT1wUA9RCoAHix888/n/r3708LFy60+nH+7Z6fOL/77js6cOAAffXVV+KJ2rKH45///Cft2LGDrr32Wrrqqqto37594mPV1dU0YcIEkf34448/6M8//zQFCerMycqVK8X9r1ixgn7++Wf6+++/6f7776fnnntO3L506VI677zzGv05ONjhr+Fr5YCAK9aTJk0S318qKyujV199lb744gtau3YtnTx5kmbMmNFkeWnv3r00ZMgQssd//vMfETxt376devbsKbIld955J82cOVNcK18jB4Fq/L04u7Vp0ya7vidAa+Tn7gsAANfiJ9GdO3da/Rg/mXNWY9SoUSJLYK0EcsUVV9Btt91menLmYOPtt98WGZFvv/2W6urqRAmFv559+umnIruxevVquvDCC8VtnGHgz+HyB+PAiW/jjAQHOfx9Bw4caPUaOXPCAQoHQZylYBxQdejQQWSG+PoYBy3csNqlSxfxPgcJHAg1hn92DiY4y2OPm2++WWSS2KOPPkrnnHOOCOo4cGNcduPPUePsS2RkJJ04ccKu7wnQGiGjAuDl+MlYBhHWMhWcEeByDGc4li9f3uBz+AnY8n2ZUeEsC5c7ONjgTAq/cPmnoqLCrOxx1llnmYIUNn78eBGccCnp+uuvF4EHZ0Ss4e/FDcLDhw833RYbGyuuWV6HDAJkkMK4nJWdnd3o4yLLL1x6sgc3K0tcupI/p/o2fhyKiorMvo5LaI39rADQEAIVAC/HT+Y8bWIN97IcO3ZMZEr4iZszBOpekeaUlJTQ4MGDRbCjfjl48KAohUicPVHjwGbr1q30zTffiIDiqaeeEiWqgoICu39OnhJS4+CsqaHGuLg4U/+LGk9IWX6dusRk7fvJQNDabZxxsiw5xcfH2/QzAQACFQCv9r///U+M3nKPSWMiIiJo2rRp9NFHH4lSzo8//iieTKWNGzeafT6/z82jMtDh0kxCQgJ17drV7IVLHE3hLMm4cePolVdeEaUpbsDl67XE38uyryM3N1f0tvTu3ZvsxdkX/tm5T0WNgwh1Ey5nRDiYcwbOMnGWpbEyFwA0hEAFwEtUVlaKvSCnT58W2YoXX3xRTOBwHwg3fVozZ84ckdXYv3+/yIJ8//33YnKIe0wkvm3evHni408//TT99ddfpiZRbq7lzAR/H26m5Sd07k3hMtKpU6cavVZuqOVGXs6+cL/G559/LjIPciJIjXto+P5vv/12WrdunSg3XXfddWK6iW+3F2dOOFDi+7RsQOaGXP55OMi78cYbydfXl5yB75PLXeoSFQA0DYEKgJfgyRkuo/DUDk/drFq1SgQDPKLc2BMtl2A4o8HTKEOHDhVZjV9//dVsQdyzzz4rxni5J4MDCg5sZCaD+0J4wiYlJYUuu+wykf249dZbRdaAsxWN4UCIG2o5KOCv4SZYvt8+ffpY/Xxu0OUSEwdd3CPDpRm+Tstyj1bcJMw/m7o8w1M7o0ePFt9r8uTJYrTaWYEF/4wccAGA7bCZFgAaxX0WP/30k3iy9kb8zx836U6fPl1s8XWlPXv2iMCMM1PNlcUAoB4yKgDQqgOxDz/80Gxzr6tw3wtnpBCkAGiDjAoAtNqMCgDoHxa+AUCj8HsMALgbSj8AAACgWwhUAAAAQLcQqAAAAIBuIVABAAAA3UKgAgAAALqFQAUAAAB0C4EKAAAA6BYCFQAAANAtBCoAAABAevX/zDPICpZXw78AAAAASUVORK5CYII=", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: WISEA_J001450.17-083823.4_esdL0_OSIRIS_GTC80-15A_Primeval-I.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J004716.65+161242.4_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: ULAS_J130710.22+151103.4_sdL8_Xshooter_VIS_Primeval-IV.fits.fits\n", + "\n", + "Reading: ULAS_J004716.65+161242.4_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J004716.65+161242.4_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J141832.35+025323.0_sdL0_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J141832.35+025323.0_sdL0_OSIRIS_GTC46-14A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J141832.35+025323.0_sdL0_OSIRIS_GTC46-14A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: 2MASS_J00412179+3547133_sdL0.5_OSIRIS_GTC80-15A_Primeval-I.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: 2MASS_J00412179+3547133_sdL0.5_OSIRIS_GTC80-15A_Primeval-I.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: 2MASS_J00412179+3547133_sdL0.5_OSIRIS_GTC80-15A_Primeval-I.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J223623.17+034344.5_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J223623.17+034344.5_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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1pSykwNvssdfWLDVt2tTpHbKYql+/PnkCti7gm7N89NFHusdvvfUW/f777/THH3+IOisJe0fFx8e79VgBAACAskI5V8SSC9YB4rHFB7vhuMjb3npOx3kzfIznz5+nmJgY3XqOhnFqj00177zzTq//HAAAAIDPOnjnOU6xeWNkyWmxxLVKbD4ZGRlJVatWpZdffplycwtMFdi1m4u8vZn33nuPMjIyNBNNplOnTjRlyhSaN28eff7553To0CFRe8WiytFMPD4f6g0AAAAoqwQUMbJkagtgU7PkQ9YBL730Em3ZsoWmTZsmOuG4O27jxo2iiDokJERs4w1eCPb48ccf6dVXXxVpuLi4OG29mtZr1aqVEE9cf8U1WiNHjjTd1/jx48W+AAAAAEAuRpacN6XMf0y+E1nizrMvvviCbr75Zrrvvvto/fr1IprEBdMcaXE1Z1mSTJ8+XRwzCyD2g3JExYoVRfcfWyLYgwvZ09LStNuxY8c8cNQAAACA/3XD5ekcusmJmiWL74glFkYccZHExsaK4bmcruIuOTao9EZ++uknGjFihLgfNGhQodtzmo5tEKpVq2Z3m9DQUGFFoN4AAACAskpAEdNwZik2o4DyqchSrVq1aNeuXbp1FSpUELYCbFp5ww03kKdhIbN582ZxY7i+iJdlQTZHfIYNG6ZLvfHj999/X6TXEhMTxY2jQZJnnnlGuJIfPnyYVq5cKT4Hm20OHTrU458HAAAA8AcCyjkfCcotxDrA+PpNR1PIZ8RSv3796Ntvv7VZX758eWH0GBYWRp6GU3/c8i/b/kePHi2WudicYY8ktZPtyy+/pMuXL9Ojjz4qIkXyNmrUKG2b48ePC2HUuHFjUfhduXJl4ULORpYAAAAAcC0Nl622u5mg6iNT6wDDqpFT19Pp8/nlPl5f4M0FzSdPnjR9jiNMCxcuFAXfnqRnz54OFSt3taksXbrUqXomAAAAALgHSyFpMzWaZN4MZ7vyROpFqlIhlLxeLFWqVEnc7MGCqUePHu46LgAAAAD4ChZy2OGmkltYzZLjwJR3iyWVdevW0T///EPJyck2JpUffPCBu44NAAAAAD6AhRyn1uxFlkwH6ZpElnxOLPHIkBdffFHU+LA5pWoX4K3WAQAAAAAoGfIUAfT237vpUk4uvXJ984LnLYU5eNuuy8opMMH2CbH08ccf0+TJk+mee+7xzBEBAAAAwKewqPPerGonJzePJi07IJaHd6lDdWMjdc/b74az3f+ly3m+NRsuICCAunbt6pmjAQAAAIDPkWcSLVJFkdrNVpjPklkjF0enfEosPfXUUzRx4kTPHA0AAAAAfI5cNVpkFTvqupQL2TbPi23MxJLJ/i/5WhqOTRzZCbt+/frUrFkzCg4O1j3Ps+IAAAAAUHbINSnaVoVQqiKW1G3NUm5m0aasUk7DuSyWnnjiCdEJ16tXL2HgiKJuAAAAoGyTa1KzpNYjncvMsZOyc65myecKvKdOnUozZ850as4aAAAAAPyf3ELScOmXchxGoVTMBNSlHB8r8I6JiREpOAAAAAAAW7Hk2HxSXS7M7dtbapZcFkuvvPIKjRs3ji5cuOCZIwIAAACAT5FrEi3SeVarqbeiRJYu+1ga7pNPPqEDBw4IQ8o6derYFHh7ej4cAAAAALw/DXdZUUv2OuCcrVkq7TScy2JpyJAhnjkSAAAAAPhRgTdpqAGkXN16+5GlCTe3oudnbaPLeZZC5815nVjiFBwAAAAAgKPUmr0Ikmo66WjcSWRIED3Ssz59smS/qVGlV9cs8RDdNWvW2KzndevXr3fXcQEAAADAR7CoyyYO3qrWKSwNJ3cWwM5EVnuiUg4suS6WHn30UTp27JjN+hMnTojnAAAAAFCGZ8NZLA6jSc5aB7BOEoJJ6Ccfiyzt3LmT2rVrZ7O+bdu24jkAAAAAlC0syrKWhjOxExDb2lk27otNr/k/4+t9QiyFhoZSUlKSzfpTp05RUJDLJVAAAAAA8HEsJq7cZh1yLkWWCrJwTvsxeY1Y6tevH40dO5bS0tK0dampqfT888/T1Vdf7e7jAwAAAIAPkSu74ewUcjtrHRBQrlxBGq6U1ZLLoaD33nuPrrrqKqpdu7ZIvTGbN28WvkvTpk3zxDECAAAAwEuxGISMWWRJbsNdczmKd4C5WCqoWZLzZ0s7suSyWKpevTpt3bqVfvjhB9qyZQuFh4fTiBEjaOjQoTYGlQAAAADwbywGISP9lcxGnJzPumxI2ZnsjwoiS+W8pMC7SEVGkZGR9MADD7j/aAAAAADgU1gMj2Wa7XKurXVA+sWCgbqFmVJy0ZLPFngDAAAAANhNw5maUubfp14wiKU8Z2uWqFSBWAIAAACA+yJLebbjTqSgevbXLbptHTl467vhfMxnCQAAAADAbs2SLPA2qVnanXhet62ZdYAURvmRJWuBN5UuEEsAAAAAKDIWg5SRwkhNsdmrOXJkHSCjSva282qxxKNOjh8/rj1eu3YtPfnkk/Tll1+6+9gAAAAA4OVYDDpGOgMYTSmzLxfk5brUr6yttye+vMk6wGWxdMcdd9A///wjlhMTE4URJQumF154gV577TVPHCMAAAAAfIRckzQcL2VmXdYeP9KzgRM1SwUF3j4XWdq+fTt17NhRLP/888/UokULWrlypfBdmjJliieOEQAAAABeSp6dbjg1Dcd1SBlWsRQWHEAhQQGFmlKyUJKZOJ+rWcrJyRHz4ZhFixbR9ddfL5abNGki5sMBAAAAwDs5nnKB9hiKrEukwDuPNLFUPjS4IGLkwDqAU3AB1g19rhuuefPmNGnSJPr3339p4cKFNGDAALH+5MmTVLlyfg4SAAAAAEUj7WIOvTd/D+1LcreosVC3d/6h/h8tp5TMbPftl/TIWiVjzVKBWArURJBjB28lsuRrNUvvvPMOffHFF9SzZ08x4qR169Zi/Zw5c7T0HAAAAACKxmt/7KTP/tlPAz/+1637PasIpMT0Sx6fDZdnMKXUxFJYkGYJYGYdIF+nFnj7XM0Si6QzZ86I2+TJk7X1PP6EI06eZPny5XTddddRQkKCOIGzZ88u9DVLly6ldu3aidRhgwYNTOuqJk6cSHXq1KGwsDDq1KmTKFgHAAAASoN1h8+J+8tunvFx5OwFbVkdZuv+yBLZjDvhrTIu5YulyJAgCtS63Byn4QpMKcn3fJYCAwOpUqVKunUsNuLi4siTZGZmikgWixtnOHToEA0aNIh69epFmzdvFhYH9913H82fP1/bZsaMGTR69GgaN24cbdy4Uey/f//+lJyc7MFPAgAAAJhjFm1xB8fOFYilzKxcz1kHWMwjS1lW64Cw4EBNBKl1TTaRJasxpXy9zw3SLS0GDhwobs7Cka66devS+++/Lx43bdqUVqxYQR9++KEQRMwHH3xA999/P40YMUJ7zV9//SWiZmPGjPHQJwEAAABKViydPp+lLatt/MXGYngoC7yV4JXqs8SdcI5EkDobrsCX0sfScL7EqlWrqG/fvrp1LJJ4PZOdnU0bNmzQbRMQECAey20AAACAksTd6TeJrBliMrMve8zBO9fOIN3sy7maWAp00OUm17Ge0sadILLkOdg0s2rVqrp1/Dg9PZ0uXrxIKSkplJuba7rN7t277e43KytL3CS8PwAAAMAdeKqY+YIikDyahssz91nKtoaaQgM5sqTfVrc/670QSr5qSgmIxo8fT9HR0dqtZs2apX1IAAAA/ITLbiy+VslQBJIqnIqLhez4LNkZdyLScA6sA3TdcHbewyciS+vWrRMjT7gIOo+dphS4BshbiI+Pp6SkJN06fhwVFUXh4eGiUJ1vZtvwa+0xduxYURSuRpYgmAAAAHhzzZJap6Sm5CTbT6RReEgg1a9SXrf+yNlMigwNotjy+YbURoypNKn11GgQL0qxFCwiS1axZGodoI478dEC77feeotefPFFaty4sUhXSQ8ERl32Bjp37kxz587VrWMjTV7PhISEUPv27Wnx4sU0ZMgQsY7FHz9+7LHH7O6XbQikizkAAADgCzVLajTpQrY+Dccmldd+ukIsHxp/jXY9T06/RD3eXSqWD789qFiRpazcgshSkDWyZNYNpxV4B+RHl/LXWXxLLH388ceiU+yee+6hkiYjI4P279+vswZgS4CYmBiqVauWiPicOHGCvvvuO/H8Qw89RJ999hk999xzdO+999KSJUvEPDvudpNwhGj48OHUoUMHYar50UcfCYsC2R0HAAAA+ENkKcNBZCnp/CWdkOJIErPleJrr407sFnjbpuHMhKFW4K1ElnyuwJu7xbp27Uqlwfr164VnkkSmwljssNkkz6Y7evSo9jzbBrAweuqpp4TIq1GjBn399deabQBz22230enTp+nll18WBeFt2rShefPm2RR9AwAAAL4aWbqYnUurD+abXZpZB6hihMetSLEkBY5L3XAysqSYUrIAkkaYIYEFkSXT2XDquBMZWSrlqiWXxRILDzaF5AhMScPu4Y5CcWbu3PyaTZs2Odwvp9wcpd0AAACA0oDFhIzCFIdfNxzTPTZ2w6lpudQLOZRQMVwsZ+cWrOeIl2z5dyaypIo+m8iSVQVddnbciWdq3j0nlp555hnhil2/fn1q1qwZBQcH656fNWuWO48PAAAAKLNwu31YQGCx98PRIhVjZIkjT5JrPvmX7ulSh165vrkuspSTm0eBJsdi5uDNgY1LObmm3XChSs2SmSDUjTuR63zNlPKJJ54QnXCNGjWiypUr61ro+QYAAACAomFMe2XluCekYhRLRusA4+MpKw/bHE+2HUsDo5DhYNFTMzbTF8sPFmzDkSWlwFsVR8bokl+MO5k6dSrNnDlTRJcAAAAA4D7UCA+TJVyv9RmconAmI1vc924SR0t2J9sUeBu74wreXxFLduqXzNJwszefNGyj+CwpNUtie+MO1HEnXmK05HJkiTvPOAUHAAAAAPdyIeeyXbFSHM5k5E+dqF05wlQcmYklrlFSRdX0tUfp4OkMm+0sTnTzqYN01XEnDiNLYtyJfp3PiKVXXnmFxo0bRxcuFEwvBgAAAEDxMRZeu0skyCG6dSpHinvbyNJl09SdWtv03oK91Pv9ZTbbGRuvzAwv1ZolNqVUxZJRXOnGnVirlnzOwfuTTz6hAwcOiNb6OnXq2BR4b9y40Z3HBwAAAJQZjKLFXZ5Lp9LyfZSkOzdHkljkyG4zY/qPSb2QrRuRIuHC7bDggkJvo56TKT+VPEPNUqBiYm38jKpA9FlTSul0DQAAAAD3YkyHuSOyxAJMFng3iCuvCRROi0nRc0HpXJNwFKlL/co26/cmnadWNSrafb+zmQWD5k1rlqwF3iyE+OPZRJY0B28fHnfCKTgAAAAAeD6y5A6RkGiNKpUPDaK4CgWjujjFJsVSxiXzwborD5y1WXfesK1Rz53LtI0s8TbSlDI0ML8CiKNLly0Wu2KpIAnng2k4yYYNG2jXrl1iuXnz5tS2bVt3HhcAAABAZT2y5I40nBRL8dFhIloTERIo3ofroypbZ+amX9JbCzgi21B0brQOMNoUyAiZ5uAdZBVLAeVEcbdxPpzcH0eVeD6cT6bhkpOT6fbbb6elS5dSxYr5YbjU1FQxhmT69OlUpUoVTxwnAAAA4PcYfZVYLKm1RcWpV6oWHSbuI0KC8sWSEsUyCpw/H++mDdY1YuzQM+qYCyZ1TmqBtyqWjGNR8relAgdvWeDta9YBjz/+OJ0/f5527NhB586dE7ft27dTenq6MKwEAAAAQNEwGj+O/nkztX19IW1zYqCtPRLTrZGlqHyxVD40P/WmdroZxRIXgtvTZ9mGYzTqGDPzSqMppU4sGSNLunEn3mEd4HJkiYfMLlq0iJo2baqt47EnPC+uX79+7j4+AAAAoNThC/iD0zbQxZxcmjKio+mMNHdgTHHtTcr3Ndp0LIVa1ijalIxTaRdtIktMppLyS7eKpRvbVqfbrqhJ4SGBVLNSBB09Z2sTZJOGc0LIsNjRfJYCDWLJMPhNiyzxf+W8I7LksljKy8uzsQtgeB0/BwAAAPgbG4+m0oKdSWL5eMoFqm31K3I39lyyLxtSVa6QmJbfnVbVKpYiTSNL+cv3da9HzRKixHLDuPLOiSUqHN7GmIaTLt5qIEoVXgG+bErZu3dvGjVqFJ08WWBlfuLECXrqqaeoT58+7j4+AAAAoNRZfbCgKyzZavDoCezNXytOoXdGVn7UKCosP9ARGRqkE0ssUGRkKTqiIBhS32ozYCRbjGApwBkdw8evpeGskSVpC3BZCbSo+8ofpOuZCJ7HxdJnn30m6pPYkJLHnvCtbt26Yt2nn37qmaMEAAAASpEka92Pcdnd2BtvYhwJUpR9hlojOpEherG05tA5IWTCggOocmSI9rqhHWs5V7NkKfzYuBNObmaMLKlJKXVPAb5cs1SzZk3h0s11S7t37xbruH6pb9++njg+AAAAoNRJTi+IJiUpyyWXhit6mcsla4ed9FTS0nDWmqVX/9gp7ge2qKZz5q4bG0n/jelNj3y/gbYoBeZFScPJY1DFEtsYiM+mqCWde7eoWSLfq1nKycmh8PBw2rx5M1199dXiBgAAAPg7yecLoknJHowsZXsismR155ZCqGJEiDbOhEeX7DqVLh4/3ruBzWurVwynWpUjHYslJw4tS0ndyTScFllSdqBLwwUUWAf4VGSJi7hr1apFubm2HgoAAACAP8Fpqps+X0ldG8Tq6pTMTBfdRbad62uuG9NwMdZU29mMbDqZmt8pFxkSKCJJZoRZX6ftz8Y6wOL0MbA+Cgo0RJaU4nV9ZKmgwNviazVLL7zwAj3//PPCXwkAAADwV+bvSKTdiefpmxWHSkws5Vy2uD2yxNEjNbKkiaXMbDqeki+WalSKsGt8GRqslwpFiSwZ65UYOUxX9VlS98UF4Nox+VIaThZ479+/nxISEqh27doUGalXolzPBAAAAPg6slvLKBBcGQ3irm644tUsSbGUL1Riy0uxlKV5MCVUzLcVMCMsKLDYYsmYgtP7LCliSVFFYtyJrxZ4Dx48uFi26wAAAIAvIGeZGfFoGs6j3XAyshSqzYyTppeVrHVMRYoskfPHFqIILzOxpH5M1cG7tNNwLoulV155xTNHAgAAAHgR9kSRJ8WSPeuAotYscURKCi1jZOlMRrZIMTJR4bZm03YjS7lFjywFBxYEW8wLvC0GseQdBd4u1yzVq1ePzp4tMOeS8DBdfg4AAADwB4yiKK5CfkQm3ep2XaJpuCKKpUuK+JI1S3JGnIojsRRaSGSpKEN97Rd4F2yrWlKWtnWAy2Lp8OHDpt1wWVlZdPz4cXcdFwAAAFCqpF7Qi6XalSO0mqXidKc5wuiOXdyaJWkboGvZV+qGJNEOxFKIYfvi1CypmEWW1Hxb/rgTH5sNN2fOHG15/vz5FB1dMNCPxdPixYuFkzcAAADgj5ElHiy77nCKuHCzR1Hl8vmRJndiL2pTFHE2esZm2pN0XutCk5EcMxyJJSM2aTiTiqI6lSPo8FnbuXJ3dipwBS8Yd2LHOkB0w1nfw1cKvIcMGaId/PDhw238l3j8yfvvv+/+IwQAAABKgVSDWGIzx0oRwZRyIUfU+3hELLkpDccdcLM2nbDrlTRtZEe6+5u12uPy1nlxZlgKqasy0zGc8uvZuAot3XNat/65/k205aBAs244w7gTzZSSfCMNl5eXJ25sSpmcnKw95hun4Pbs2UPXXnutZ48WAAAAKKXIUvmwIE0gPfLDBrqQ7f7aJVm/o/oRFSWydNE6ykQSqowxYbo3rEJbXu6nPa4Wbd86wGJ4a2fGnfDxf3vPFbTs2Z4FxxAUQFHhQTaRpVxnIkul3A/ncs3SoUOHKDY21qa4GwAAAPAn0i5k6x5XCA3SDB0PnM6k71Ydcft7ygiSdNsuWO9azVKmQcjJTjiV6IhgmvNYV3rrhpbUqkZBaY0Ri+Gxbc2SxbTOicWOWh/FqT7VekjWLOkiS9ZFuVnBIF3yLbH0zjvv0IwZM7THt9xyC8XExFD16tVpy5Yt7j4+AAAAwGsiS7LtXi0A/2X9MWr/+kJadcC2U9xVZCG39EQqWF+8yJKx/V/SqkZFuqNTLYf+iRaDGLKtWbJFG5ar7DbYUChuakppfS/5Mm8p8HZZLE2aNIlq1qwplhcuXEiLFi2iefPm0cCBA+nZZ5/1xDECAAAAJUpensVGLFUIC6Jb2udf/2SEhWuDnv11qxgdMn3dUQ9GllxTC5k2aTiXL/carWtWdD2ypImlcjbiyPhYN+7Eei9f5y0F3i6fvcTERE0s/fnnn3TrrbdSv3796LnnnqN169Z54hgBAACAEiUj+7JN6oeLoHs1iaMXBzXVxoXstXabMUEBRRckxghSaBFqln5ae5Q6vbWIdp5Mt6mnshdZcoYr6sTQN8M70Me3t3HaOkDaDagCSabdHDt4WyNL5QyRJSpdXP5mK1WqRMeOHRPLHFHq27evpvrM/JcAAAAAb4GjRf0+XEYv/LbN5jkWGOPn7qLVB8/SLZ+vsnm+Zky+z5KsWzqXmU2P/bhJ2be+xqkoyNqkkCLULI2dtY2S0rPolT920IUs90WWmD5Nq1KT+CiX03DBDgRkoPU585ola2TJut7nHLxvvPFGuuOOO+jqq68WTt6cfmM2bdpEDRo0IE8zceJEYVMQFhZGnTp1orVrC1ofjfTs2dNaTa+/DRo0SNvmnnvusXl+wIABHv8cAAAASoYtx1Lp5/XHxB/1f2w5Keah/bDmqDZgVvJ//xygL5YfpNu/XK35E6nUr1Je3MuOuIOnM+nouQIvIRZPHkvDKTVL87afomV79S35Kvw5Lxg+W3EiS0YB5FRkybqttAcwQz5lGlkivWgq7Zoll2fDffjhh0KscHRpwoQJVL58/g/PqVOn6JFHHiFPwoXlo0ePFnVTLJQ++ugj6t+/v7AtiIuLs9l+1qxZlJ1d8MPL4q5169aiKF2FxdG3336rPQ4Ndb93BgAAgNJh8MT/xH3tmAg6poibHSfTqX3tStrjRbuSbF77UI/61K5WRWqWkB9VYRKsbfYnUi/qtmX/Jfel4QwF3lZBwe/50PcbxfLBt64xNZoMDwmiC1nGbjhPiiWLzbZS7BnrlJyNLHlbzZLLYokNKJ955hmb9U899RR5mg8++IDuv/9+GjFihHjMoumvv/6iyZMn05gxY2y25y49lenTp1NERISNWGJxFB8f7+GjBwAAUNKoF9ljKRfpiOIqvT/5vE4sGSND3Or+ZN+GNkJDpuMk9apEiijT2YysYh+vTLcZ02ZSUBw8naGt47ErbJRp/JzhwQF0wVjgbYhUFYUQax0Sp+H4/bSoj4Nt1Q4443byqcsOrAO8pRvOZbGkjj1R4ZPGqTFOxXli7AlHiDZs2EBjx47V1gUEBIiaqVWrbHPLZnzzzTd0++23U2RkpG790qVLRWSK67F69+5Nb7zxBlWuXNntnwEAAEDpzXfjAm3VfygxLUvX/cYdbSpPmQglhtdVjQoV9UFMs2pRQixlZF3WiYhimVIa2uyloDieclEXyZJiid9bEhESpHtsZkpZFEIUwcWCSUa/HKXh1MiSMTokI0t87rVtrJJKiyxp631MLPHYE/5BMH5ouY7vu3XrRrNnzxbiw12cOXNGFJBXrVpVt54f7969u9DXc23T9u3bhWAypuC4DosF3oEDB+j5558XdVgswAIDzX+42LGcb5L09PQify4AAACOWXvoHB05m0k3t6/hshBJPq8IIotFJyIS0y9pyyyUjB1n1SvpI0gqjeOjKCk9v26oQVx+OQq/nEeBFDXlxddQrWbJJrKUH3FSa6RSLmRTXYq0iYrx5zTaHpiZUrpKqCqWLitiyUTKGAvUzTCLLMnFgpolHy3wZm+lK664QtynpaWJGy9zDRFbCSxfvlzUBpml6koTFkktW7akjh076tZzpOn6668Xz7EQ5M/AFggcbbLH+PHjxSBheZNWCgAAANzPfVPXCS+jojhmn1bEEhd0q11iiWn5UZoXZ2+jK95cZBMJqVLBfv3qTe2qa8t1YwuyFcb0lyuoYs0msmSNOKUrIuikUjPFs+okvM3k/w7pXm+sgSoKIcox6eqWrIetnrsQO8EGFWm1oAohzZTSy9JwLoulUaNGidqhPn36UIUKFcSNl999911hStm1a1dReM0Cyp3wiBWO9CQl6Qvw+HFh9UaZmZmiXmnkyJGFvk+9evXEe+3fv9/uNpwKlEKRb9JKAQAAgPtJv5QfDfp+tetiiaMvkos5ubrIEqfRDp/JpO9XF5hJ1ouNpLuurEXdG8ZSC6Wo20j/5vG6LjkZdck0pL9cQY2wGMVNjjWypDpzs23B1uOpNpGlf/acthEX7ogsBQSU07ySVPsA+VY6sWQSWTLqHSmETCNLhgiiz0WWOFUVFWX7A8TrDh48KJYbNmwo0mbuJCQkhNq3b0+LFy/W1vEQX37cuXNnh6/95ZdfRNrsrrvuKvR9jh8/LiJj1apVs7sNF4Tz51VvAAAA3I8c/8HsP53hcleUag/AQkM1a2SBsfVEmm77GpXC6Y0hLWnayE66uWZGONX25+Pd6JOhbalF9WiKDA0qdmRJJ5aMaThrZMk48+2DhXvFfWHF5UZDSHd2xFksBbPzJM4MGZa2AmrNkpRU8nBlt19p1yy5LJZYsHAE6fTpAo8HXmYHb07PMfv27fNIaoptA7766iuaOnUq7dq1ix5++GERNZLdccOGDdMVgKspOE6xGYu2MzIyxGdZvXo1HT58WAivwYMHiyJ1tiQAAABQumQqaTO+KKtpNWfgGiJVOKn7Y7G03SCWYq0eSs7AIun61gliOSIk0GmR4IwwNKbhsq1iyZ4YMxanS65tVY2aJ0TR1c3iPSeWyGKTtjSrLTPqXGciS1qBt69ZB7DwYEFRo0YNTRBxGorTV7///rsmQl588UW3H+xtt90mhNnLL78sxq60adNGuIjLou+jR4+KDjkV9mBasWIFLViwwGZ/nNbbunWrEF+pqamUkJAgRre8/vrr8FoCAAAvGTtiFAVxUfk+R65Gljidp6aPeNk4/NaRL5AjIkOKH1nKUYwnjWmsHOtx2xVLSs2Sym1X1KTuDauQuwixijhVhKqu27890oV+XHOURnaz7Yo3FoLLaJes1cq6nEtrDp3TR5a8pGbJZbHUuHFj2rlzpxAfe/fu1daxo7cUKhzF8RSPPfaYuJlhVpTNx2ZPkYaHh9P8+fPdfowAAADcg7EGKMVFl2z1on5GSVUFB5YT4mSbNbI0vHNtWrH/DD3aq2iTKCJCA4tdsyRFA4sIo2izJ5YS0/I7+o6ey7Q7182dhMjIkknNEh9x21qVxM0ZZIpNfu4Xf9tOv2w4ruzNe7rhXBZLDIsibrnHWBAAAACexOgXdE4p2HZVLMkUHl/wq5QP1Tlwj72mabFcriOtkSUuIi8qUhBxLY89sXTRGmkbM7AJvf33bi1ytj+5wKxS8vK1zdzi3F14zZK+g81ZtMiS9fUFQqlgX5qDN5HviSWu7eFbcnKyKLJWYTdtAAAAwB0YB8K6HFlSxIs0dGShxPU1UiyxU3dxRUW4tWbJKO6KFlkKMEnDWYQoybRGlipFBGtikIWL6r8kqRBWpEu8cy7el83ScI5fawwOSUH428YT9NBV9U2FVDnyjjScywXer776qqjrYbHEHW8pKSm6GwAAAOCxyFJmTpEjS1JQsFBKqFhQ98Ru3MUlKixfvKRfLI51QEFkyVjgLQWTtA6oZHXu5s/H9ggGP01BBesxuZNQBwXeUti4KpY4GnfVu//onpO1SmqArTSLvF2WnTyPbcqUKXT33Xd75ogAAAAAa7fa3G2ndOuMztSuFHjLyE1chVCqFh2urY+r4HzBuD1kpCfVxTShWYE3R5bMZrlxnZDstqsUaRVLObnaSBcWWGotkUciS0EmNUtORpaMBDp4gRRSalcdv08xJsmUbGSJZ7R16dLFM0cDAACgzMJ+O2sOntWiSVdN+IfmbDmp28bVmiA1siSpGhVG1aLVyFLxxVJFq1hSTTCLU+CtDqCVZFy6rEWQ1DScfM+q0foIGc/CczchDnyWXB1F46jzUBNLyrrSLPJ2WSzdd9999OOPP3rmaAAAAJRZftlwjG77cjU9NG0DHTt3wbT+R40UOQO3oxupXD6E6lQuGFFSr4p+uHpRkANt1cG9xSnwNnPAVqNq8v3Yo0jaBrBHlKo/ypdUzRLl42rQx5FYMloHqO9TGrh8Ji9dukRffvklLVq0iFq1akXBwfqcKI9CAQAAAFxFjh3hFn517pmKq6aPl3LyTOuLWtaI1rl2F5dKbhBLamTJTCzJFB+n6KQJJpN8/pJ2DDwmRUbfVEdtdxFiPa6s3OJ3wzkTWVIVWGlGllw+k2ziyGaQzPbt2z1xTAAAAMogsqOMOW+dB6c9F5wvAi6aiB9XI0tcy8OpN77wc4SknZO+QI6o5IY0nFazFBhgWuAtI0s8WkV9PtlqicCpQFVQeCSyFBRYQpGlcprg+29Mb7Fvs3NSUrh8Jv/5R1+xDgAAALgDNVpyKu2ijRi5mJZLl1x0yDaLLMnC56XP9BQCpGZMBBWXytYxKacLmdHmTDcc1ysFO0jDsXBkQcURKE7DJVmNKSuGh+hGh/B2JWsdUM7ha43dbM5Elti4snrF4kf+iotbZBqfgL///ptuvvlmd+wOAABAGUR1p95wRG9FI2t0XC/wNoss5UeBEiqGU9Nq7hmEHm8tGOc0nGzvL2rNUkhgOQo1iaJ8vHifTlTKlFiSNQ3HkSWZyitKwXVRC7xJsw5wjKUI3XDeQrHE0qFDh+ill16iWrVq0Q033CDqmQAAAICicFaJyvy774xpt5kzYomjUi/O3iZMJ7McRJbcSVRYkCZiEtOLdi3Mvqyk4UwiS9JUM8JaiyTtBZLSC9JwnibU+p5S2BXHOoAL2e2hFnZ7Ay7/xGRlZdGvv/4qBurygNrc3Fx67733aOTIkRQV5R6FDgAAoOyhdr/xwFyzAurCojZbjqXS4In/ieWdJ9PpkoPIkjvhKA7bERw4nUmnUi9S3VjXO+ykAOG5dWZiSRJhTa9xMTdRDiVZxZmMvnmSEIez4cwFTvOEKNpxMp2ub5PgtCDy2cjShg0b6JFHHqH4+Hj66KOPxLDcY8eOiTlx/fv3h1ACAAA3w11Oe5POO7XdH1tOipb7ZXtPk69iHBKrEu1kZOnzpQe05Y1HU00jS57wH1L9mmRazBHbT6RpXWy2YilA57NkFE4yghUaHKArhq8YHky3X1FTLA82CJOSqFkiO/rmh/s60ed3tqPRVzcyHWlihqMUXWng9E9Mp06d6PHHH6fVq1dT48aNPXtUAABQxuHak9u+WE2HzmTSPV3q0LjrmtmtQXn0h4207nB+jc+8HYm049X+omPK13DkocRCwJnIUkSovqjZTFxFhXvm3MRYXbVTChnJwkNvr/10hRBBe98YaFKzpE/DRYYE6sSJMQ0n4TTcWze0pHu61tH5SHnEOuCy2bgTczjiNbBlNZv1XLxtj4DSa3wzxenD6dOnj0i9vfbaazRv3rxSndECAAD+zsoDZ4RQYqasPExbj6eZbscdUlIoSU5Zu6N8CRYKsnW+QVx5m+e1NFxOrsPrT7phHIrRgqAgfeVBsVSIfcDGo/nfFwsgtfZHfn6OKqlt8hEhQTb1UWafg88RC5Am8VHFHgxcuFjKLX7NkjM+S74mlubPn087duwQUaWHH36YqlWrRqNGjfJYxT0AAJRlft1wXPd40a4k0+12nLAVUa7OT/MG1AhQ46oVbJ5Xi5fN7AAkp62eQ6WBFHQ8084Raku/ar6ppeGCAnTFz8Yoi0z3qb5UseVDSqTFPtR0kC45NUjXpciSl+kKlwJdNWvWpJdffll0wU2bNo1Onz5NQUFBNHjwYHr++edp48aNnjtSAAAoQ6w+eFbcD7HWnny6ZD898dMmu8KoQ+1K1LJ6vit12sWiGyOWFjK9xhGF+ibjR9RgkqO6pdIUS85GltIvFYjZw2cvmBZ4q8KjQqi+IF0O0VVFV6e6lR2KD8/OhrOIe0SWTLj66qvFjLiTJ0+KWib2Wbriiivce3QAAFAG4bEWsh38pvY1tPU8VNY47iPTKjK4RklGX4ozcqO0xRILADOTSL54ygu1I7EkO+ocXYg9hRQxhUWW1MhfirKtTMNxCi7aWqPFVI3SD8hlYWw08YwzbOMpQmSBt4l1gKvRIIc+S74cWTKjUqVKQixt2rSJ1q1b556jAgCAMsy+5Axxz2mVK+rEiAGp2nNJ+c9JMq3igDu8oqwXWFfScBwV+Gr5QS2SVdqdcJxaUj/vhJtb0S3ta9C1ratpkRQWVvuSzotUpXHY7iVrxEOmqhjWTfHKY08ha4nM6qRU0hQxq3YAymgNp+D4PMx7sjsteOoq6ly/srbNlBFXaEaaamRJpgA9Taj1PdUuQ63A242z4UoiSuZ2sXT0aP5ww8Jo166duD9x4kTxjgoAAMowx87lp2bqxEaIQt35T3anJvEVdEJKIsUCRxlkx5grkaX5OxLpzbm76PYvV5dq446MFrEAUF21b+1Qk969pbUoZlbF0lM/b6ZnftlCLcbNpyNn8wvh+fil4KhSoUBw8Wu/GtaBWtWIFm3snkIWVbMAWnf4nN3uPlXMqpFC1TqA4ULtRlUr0D1d6tKDPerR9AeupJ6N4wreT4ksyahWaUaWXIXNN/0qssTptQcffNBh5CgtLY2++uoratGiBc2cOdOdxwgAAGWKE1an5oTocG3uWGOrWJKT542RJU7DOVtgrLJNKRDnlnZvSMPx6JA5j3WlJU/30G0j004srLafSNfWvzh7u007u5q6CgsOoJY1omnOY92oa4NYj4sl7mK8ZdIq0xozY+RJjSyp1gEqnH4cO7ApXVmvIMKkmlMyMSUVWQoq+mw4I/IPAF+oWXLKbGLnzp305ptvijqlsLAwat++PSUkJIjllJQU8Tx3ynFkacKECXTNNdd4/sgBAMBPOWkdIlu9UriNkaKMJOXlWejpX7bQb5tOaM9XqxhmOoRWjSL9vO4YDetSR9S9sMBS03octWpo0olWEsgIi+zwalWjol0xwmKJL9pSHPFoFD4fqliKqxDmcasA2+PTi5wFO807GNWojF4sFVgHOIPaDVcp0vOjTlSxpLMOsN67Km/45++Lu9vTg9M2+EcarnLlyvTBBx/QqVOn6LPPPqOGDRvSmTNnaN++/KF+d955p3D4XrVqFYQSAAAUE+mvxINeJeWt9TAZ1qgER4SkUJIXHrn9iVRznyW+KC3enUzDJ6+lh77fYDPH7LzSpVXSSBHoyF1bioOL2Zd1goP5deNx7QLOAQ617skoYjxFmJOiTB12y5/FXhqu0PdTIktVlM/rK91wTP/m8Vqtl4qDsXGlgks2puHh4XTzzTeLGwAAAPczecUhWn3wnFhub+16YioYIkuHrXU6ksjQQC1tp3r32EMOqk22dt05U5jsSWQdjxxrYoasWeKaLJn66d+8Ks3fkUS7TqVTZ2uaiqMf0YpLd7jB1NFTyPEjhaEaUcpuRnV9cJBzSkGNpJl1EJaYWKJ8iqpvzGqXfDKyBAAAoGT4ae1R7a/0esowVhlxOW8VS8aZcZEhQVSjUrio9WDhIYueC0t9nckoEEvp3iCWlJZ5e5EUdchu21r5gvLb/w5T9wn/aGk3dahsJQcCrPQjS7ZpOGPNkjOeUp5y7HZmkC4VsWZJYmbz4JMF3gAAADwL1xnd/c0ardttydM9dRef8mHBujSccaQJ16xwKk5GVxbvSi70PTcdTaXLyoW7NNNwsoNPdvSZIQu8z2ZkaxduNd2mpt1U0VVSbfXOChb1nKvdcNkupuHMxsJ4mtAgB9YBRdyn2ef1yQJvAAAAnmXiP/u11FidyhFUV4kqmRV4S8EgkaKBu+ZW7D9DSUotkjqQVU37GLvfSjMNl+5EZIlTjcxpazSMxVNlk5Z5vqBLzynjqBRPYhxsa4/L9tJwis+SM9zZqZawJ+jZuAqVFCGywNvEOqCowSCzz+ttaTiIJQAA8AKOKGMv1BSSpIKhwPtspn6sB9sLqCknHrnBhbc8gLdulUgqHxKkuzAzR61+Tt4QWZJpOEfCJjo8/7wkWrv9uHXezF+IRUuc4rPEEbeSgC/wLCbUep7C0nCOfJaciWQ92qsBlSQh0mfpcp74+eLoZ8GnKZrACfSnNBzPhOOONwAAAO5HjRSN6tvQbgoq03pxPXNeH1mSERYptDitxYXPgyf+R9d8/C/9vP6Ytm33hrF2xFLpRZZSnYgsSSF40trtx91xZv5CXGjN9VtG36qSIMyJ6JI+9VlwzjOzcgvtCCxtQpUidpk2LG5kyUwYeVsazmmxdPz4cRo4cCDVqFGDHn74YTELLjvb94Y1AgCAt8F/ocvutkWje1AvxaVZEmHt6OK0C29vjCzJeplKiljadCxFLB9PuUhjZm3TtpWjQKRTeEmIJTbTVOegGTlrTa3FRNpvgZefTfpQsVgym4nGaTiOeLBjNzOwZTyVFMa6JTNX9MvWQm7jOZcDdqOs9WneSIgS9ZIRtOLWLJlGlrxMLDktXydPnkx5eXn033//0R9//EFPPvmk8F1io8rBgwfTtddeSzExMZ49WgAA8EO4q4nNCfn6UMtOC7hsm+ftuG5Jdk6xU3WPRgU1K2oa7kCyeUec3EZGlmLLh9CZjGztYu1uuEanzWsLxfLeNwZqdS8q/P7yWOwhU3RSf0QEB5kWVcvaoWn3dqIdp9Loyrp65+uStA+4lJOnM49kLufl6Wq1ZDpL1m1FKbYH3iyWDp3JFJYNstbK1UG6fimWmICAAOrevbu4sVP3rl27hHD64osv6IEHHqCOHTvS9ddfT0OHDqXq1at77qgBAMCPOGytV2LHbjMhoTNkzMnV6nv4wrV6bB9d15z0KeKuOuMcOYlM1Un3aB7Yy2LFU5Glc8qIltSL2Tp3bR7XwqlCWbgua6/MMNYn2RMVUljyuehS33PjTZyxD+CaJKNYUmuWOCUnBZW0bvDmyFJAQDmRbmPBev1n/2k/P8VKw5kIo6IKL6+0DmjatCk999xzItp07NgxGj58OP3777/0008/kaeYOHEi1alTR4xa6dSpE61du9butlOmTBG/RNQbv06FFT3XY1WrVk2Ybvbt21dzJgcAgJLgsNWxu05lfQecirzg8kVK+utwx5fR26ZGRdvI1IYX+9LPD3ama1rG08yHu4hIlOptI52/ucDbE8N0VRGmtpxzxGn25hO6rjwzN2d7FgD2RIV0Oy8NjJEuOSBYRUYFJRzR43MhBaPayeeNBBnEzQmrCWpR9Y2ZMPIyreQ+n6UqVarQyJEj6ffff6dnnnmGPMGMGTNo9OjRNG7cONq4cSO1bt2a+vfvT8nJ9v1EoqKiRLpQ3o4cOaJ7niNkn3zyCU2aNInWrFlDkZGRYp+XLpmPCwAAAHdzyFqvZLQLMIuWMNIWwCyyYnTAfvrqRiJa07FuDP3fne2FK3iL6tE0rHMdG7HEF3HVFdpdyEiYWqDOoowjSi/8lj8EV+LI2DDBOvtOIkXFl3e3N+0cLA2Mo1VU00mzyJIUqVIolfbxO0OAne+oHLnPlNLsvJUmPmVKyfPp7r//fhoxYgQ1a9ZMCJyIiAhRT2UP/ocXHx+v3apWrao9x/9YP/roI3rxxRdF3VWrVq3ou+++o5MnT9Ls2bNL6FMBAMo6zkSWOFUhU3SJVkNKe51jQzvWFPfv3tyKHu9j21nHNEuI0pZZpMnrnyfqlnRiydrxxTYGO06m67a7ok7BeBczuMhdrWmSUah+zePp14c6a+vLhwZ7TWRJHZRr1g3HpF28TOkXL2tdj85aB5QWQfbqiYoaWTLZnyoevQHv/kYUuPOOrQs4TabWUPFjHuBrj4yMDKpduzbVrFlTCKIdO3Zozx06dIgSExN1+4yOjhbpPUf7BAAAd5GXZ6Gdp9ILjSyp0aVE6zw3e2LpxUHN6M/Hu9EtHfJFkxmyzkQ6QcvZc56oW0qzunOrvkLqqA7mutYJ9NWwDoXuq0algjSjmq6KUeqZvCkyYy6WrOaTVpHA50RG3GTXozcTaEcsFbkbziRSJf3EvAWfEUtnzpyh3NxcXWSI4ccseMxo3LixiDpxavD7778X3XxdunQRNgiMfJ0r+2SysrIoPT1ddwMAgKLA/kdsSMneOm1rVXS4rfRa0tJwdmp22ISRU22OqBZdkNKqVyVSEx7nHLT3uyOyxIN7uT5HnUn3YI969OnQtqZmnEYaVS0Y8aF+flUsOeukXRKw1YORXGvNkqyt4gJv2YbvTcfuyuDb4syGMxNfiCyVIJ07d6Zhw4ZRmzZtqEePHjRr1ixRW8Xde8Vh/PjxIgIlbxy1AgCAovCjdXDuQz3qFSoWtMhSIWk4Z2CLAjan7NesKlUpH0rNquWn5dYeOkeeFEtP/7KF+n24nPYl5Rd1d6hdicYObOr0vq5SbBLUCJIqnIwF1CWJsT7eURpOmk+yoCpw7/ayymYXIksBbuyGkwOjvQWX431z5swxXS87zRo0aEB169YldxMbG0uBgYGUlJSkW8+PuRbJGYKDg6lt27a0f/9+8Vi+jvfB3XDqPllg2WPs2LGi0FzCkSUIJgBAUZDGkL2b6CPcjuphHBV4u1InMm1kJ50IWbAziWZuOE4P9ahfbJ+bJbuT6MvlB+nuK+sIewCVg2cy6esVB8Wy2SBcR/RvHk83tqtOe5POU4c6MaZ1L4WNG/Ek0qDRbJyJMQ0nxRJ3zMljtmcd4U0E2i3wJvdFlkpx9I4ZLv9LGzJkSP4sGIN8luv4vlu3bqJAulIlx8V6rhASEkLt27enxYsXi2NgOK3Gjx977DGn9sFpvG3bttE111wjHrOoY8HE+5DiiIUPd8WxS7k9QkNDxQ0AAIoDX0hTrPU87LFUGDINl5he/MiSkSFtq9Orf+wQQobNKgurnyqMd+fvFYaFqw+aR6oOns7UTDVdgYufP7jV/h+zTHOleL20I0tm1gHGyFIWiyUX58J5Z2SpXJH2Z/a6h3uW7My7wnD5W1m4cCFdccUV4j4tLU3ceJmLov/8809avnw5nT171iP2ARzN+eqrr2jq1KnCEJMFTWZmpuiOYzjlxlEfyWuvvUYLFiyggwcPCquBu+66S1gH3HfffeJ5FnbsRP7GG2+IiBkLKd5HQkKCJsgAAMBTyJllXFztjPCRXksyteNOscQX7srWUSPuKK7dn3zeqe2cEYnOMu/J7vTeLa2pT1PbcTHekobjgn65jVnNki9EloLspAqLXrNUsMwi/Z9netLN7WuQT0eWRo0aRV9++aUolJb06dNHpODYxZu7zbgd/95773X3sdJtt91Gp0+fFiaSXIDN0aB58+ZpBdpHjx4VHXKSlJQUYTXA23KUiyNTK1euFLYDEjbVZMHFx56amiqiYrxPo3klAAC4G9kRVlUptnaE6rXkCafnyNBAtxXXGr2E7FEt2n1iqUl8lLiVJsY0nNEvKEcZdaKm4WSdlS9HlsoVMQ8XpFy3uUOwuFFNrxBLBw4cEEaPRngdR3CYhg0biu41T8ApN3tpt6VLl+oef/jhh+LmCFbCHIHiGwAAlCSp1sJnOautMIxjM9wZWVIv3sYaI1fhYmVHWolnvPGgXzOjSV/HGFmSxfhmItKswFudveZrPksBbvBZ8rYxJxKXvxWOzjz77LMiwiPhZY7QcHqO4XEhKHgGAADnusScFT02kSU3iyW2HGCk548r8FBVWcxcmP3Ak1ajzHqxkYVaHPgaRo24bO9pXY2vakjpqwXeAW528Fazel6qlVyPLH399deinqdGjRqaIOK5cPXq1RN+RtIIkl2xAQAA2EdGV6LDC/cXKonIkjRElC7bzrLjZBoN+mSFWOZOOp5B54jhXepQ3SrlqXWNaAo1DJ71dTrWidHZL3AxPrfBy5TpZcXWQFez5EPWAUF2jlHJpvldZMllsdSkSRPauXOnKJzeu3evZv549dVXa/VCKI4GAIDCSb2YraWlihJZUo0Y3UF5a82Sq2m4v7ae0pYnLTtAGVnmbd/3dKlDvZvEifIHHubrjzzWu4GwdOjTtCrd9PlKIYg5FaeJJWvNEmuCyBClG06LLHm/eAy0o4qKWuCtpvWKKri8Sizl5ORQeHg4bd68mQYMGCBuAAAAika6i2k4aR0g0zXqY3em4Vwt8DYe/6yNJ8R953qV6Yth7anVKwu0kSY8yNefYS+sB66qL5bjo8KEWDqZepEaVa2giyyxQJBDd/MLvH0oshTgOZ8lb40suaTh2NSxVq1awq8IAABA8UjJdE0sqUNaYyJCivyXvD1kDY2ZkaIjjJEo2S4fUz5ERFTkfhtUKRhVUhaQI2VOKUXessCbBYL8PtWapVAfNqUMcIPPkrt/pt2Fy9/KCy+8QM8//zydO+d+S3wAAChLyPlozrpYq0NW3Z2CU/ef4WLN0lk7Bd2Vrce4cmxvWvt8H4p2Mt3oL9SzisONR1K0dXnWYm8WHGr3YUFkqSxaB5TTlotpHO89NUufffaZGBfCxo21a9emyEi9HwKbPwIAACic01axVKWCc2IpPCTAo2JJpoWyLrsmlmT32/PXNKHxf+/W2ucrWWfdcXTJ3Z5QvkCfJnH0zYpDtHzfaZvIEkdTZIH3+UuXKduanvMJ64BAN0eWfCANV6RxJwAAAIoHt5Mnp+eLpTgnxVKkElmqGuV+fyLZtu7qbLVkq7lmQsVwEU06k5EvniqXd7+g8yUax+fXKSWlZ4lzyudXOgewQFCtGuQ5Dw4qe5GlQOWFfhNZGjdunGeOBAAAyhBcRC3nhsU5OR+tabUCQ+B6Vdzvcizb+LOcEEss9rgWhy+cG6xpJnZerlIhTBNLnoh++RL8+TlSxLYAB05nCLErPZdYFPCYGzlexpfScEF2C7yLOu7E+2uWijSymseC/Prrr8LNmw0qY2JiRPqNx45Ur17d/UcJAAB+BkcbGK5bUWuRHFFDmaPWIM79xdKyuNgZsfTUjM00e/NJ3bp8sRRKu04VFKGXZfjCXzU6lI6du0gDP/5XrPvi7vZaukntPvSlAu8AuwXe7uiGI/8QS1u3bqW+fftSdHQ0HT58WMxeY7E0a9YsMZvtu+++88yRAgCAH3Es5YKNAHLm4vvDfZ1o+4k06tcsfyamZ9JwjmuWzl/KsRFKDIs+NaXI3XBlnWpR4UIsSVbsO6Ol4WTNEs+Fy7B2IPqEdUCgm9NwPlCz5LKEHT16NN1zzz1ipIk6bPaaa66h5cuXu/v4AADALzl2Ll8s1YyJcOl1XRvE0oM96nskXeFsZGl34nmbdUuf6alrl2fKehqOqV05wlQY8F2kElE8Z01d+kKBd6Ad50h3WAf4jVhat24dPfjggzbrOf2WmJjoruMCAAC/5kByhriv5aJY8iShVt+frBzHYmnHiTRtuW/TOFrw1FVUxzop/pqW1bTnZDdcWaaJUmemigG+Z+EkjUX3JJ33mQLvILsF3u6oWSKvxOVvJTQ0lNLT023W8+iTKlX8074eAOD9zNlykrq9s0QrNvZmuD5l1qZ8l2tvcrQuiCw5TsPtPJV/DXiidwP6evgVmju1LEL/dsQV9ON9nXyiWNnTNFbODZNtNXWWoqlNzYo6+wXfiCyVM12PNJzC9ddfT6+99poYfSKVJNcq/e9//6ObbrrJE8cIAACmTJi3m3q9t5SOnM2kJ37aRMdTLtIPa46Qt8Ozwthbhy+MA5o7Hjpbkmg1S9bOLDO4m2vzsVSx3Cwh2nSbXo3jqEuDWA8dpW+n4bjzjZGZrNeHtDD9DnzTwZv8tsDb5W/l/fffp4yMDIqLi6OLFy9Sjx49qEGDBlShQgV68803PXOUAABgIDn9Ev3f0gN06Ewm9Xh3qbbeF7qJks/nj7+Ijw7TGfJ5TWTJkIZTx59sOpZKe5MyxEX9ijreExXzVtQaLnXunoyg1K9SXjMDZXwhGhcY6GbrAB+oWXK5G4674BYuXEj//fcfbdmyRQindu3aiQ45AAAoKbafLKibUUm3/uXurXBkZt72RJfMKEsKM5+l6WuP0guzt9OYAU3o/qvq0S5rCq5bg1iq7OSYlrJMkEH8cETRKAq4i/BSju+k4YLsCPyi6v4Af/VZYrp27SpuAABQmkNomdY1oqlCWDCt2H+G0i4UrPdGftt0gr5ecchjLtzuiCypDt5jZm0T9z+uPSrE0snUiy5bHpR1HuxRj75YdtAQWSp4nou8z2WSzxR4B9pTRUUUOr4wG86pb2X69OlO7/DYsWMi6gQAAJ4k5UK21o01+9GuNLJbXfE47aJ3i6VPl+zXljkN502oBd4cAcuTszmEF1C+gDqRclEbbQKcY+zApvT01Y20obnGyFKkYiHgC5GlQDfXLPnCbDinvpXPP/+cmjZtShMmTKBdu3bZPJ+WlkZz586lO+64Q6Tkzp4964ljBQAADSmK+KLNoXs50T71Yr6I8laiwgsGyvZoVMUr03CskS7nWbSUEcPF83uTztMJa2TJWIsDHBOhuHXbpOFC8887ExLknWLBmchSUYWOrmbJS7WiU2m4ZcuW0Zw5c+jTTz+lsWPHUmRkpBhtwqaUKSkpwl8pNjZWmFVu375dPAcAACURWapoFR/R1vtUL0/DncvMH3PSsU6MqPvxJkKVQmOuWzpnPceS/h8t1843jzYBziO73C5Zi+fVaIr0WhLbBRYseyvl7Iiicm5wBPf5miW2DODbmTNnaMWKFXTkyBHRDcciqW3btuIW4K2SEADgd6RYRVFFq/GhHErKaQ5OIXnbL12uA3pr7i5t9MW7t7Tyqk44YwroYnYubTqq96ziGbDyvHMXF3C9LkfaMuhrlgouxcE+EVkyX1/Un2d1xEuAvxR4szgaMmSIZ44GAAAcsPbQOXro+w1Up3IEbTya7/VTKTI/0iHnbHEK6WJOrtPDaUuKKSsP0ZSVh7XHMhLmTfDFLjw4UJy/hTuT6Pnf8ou7jSREh2lDYIFrqStZ+6WvWVIjS75bs1RUgpRAi5f9/aCBn3YAgM9w1zdrRIRGuh2rkSW+yPMvWhZLbPznbWJp9cFzusfcveeNcEqIxdIrc3bY3aZ+HKJKRY0scXTOGIUJVyNLPiCWAtxcs+QLkSXv/1YAAGUeNkUcPnmtrqXdOH+M026RhiJab+JMRn6tkhQkdtuvS5lwa5RDdfH+4u721No6loNpALHkMsbvW31YXlfgXfa64YKUyJKXaiWIJQCA9zN3WyIt23va9DlZcMyU1+qWHM82Kw1ULxnuNPNW1GJj5ok+Dal/83iKsXYbMhBLxRMExghKrGLuGeLDkaVyRRVLiCwBAIB9OFJ02cEcMsm24/n1SUy9KvouLHWyvYwsnc/yjo64Szm5lGrtKFNdsWXdijeipoSYa1tVE/cxkQUX9AYo7nZrZEl1QvdlU8qAIqfhvL9myeVv5dKl/JlGZpw6daq4xwMAKCPwTLe2ry2gBi/8Te1fX0jzdyTS7sT8URpGtp7IH23y8e1taN6oq6hl9YIBrhWshd3eGFm69YtV1OGNRaLGioWTpHO9yuSthCv2Aer5bVi1QCAhslT8ESGqsKhcPqSMF3iXK9i3l6oll78VNp3cvHmzzfqZM2dSq1at3HVcAAA/Z87mk5SZnS8gzmZm04PTNtCAj/6laauP6LbjKMzOk/kiqlWNiqKmY3S/fDdkY0pAiqUML4gs5eZZaOvxNJFyW7Y3WfPXuaZlPL1zk/f+rjQWxkdZC9H7NIkT93z+MROu+MNnVbFUKybCtNjZWyln5xCLGllS5+d5q1h0uV2kZ8+edOWVV9Krr75K//vf/ygzM5MeffRR+vnnn+nNN9/0zFECAPyOVQfPmK5/afZ26tmoiog8dW0QS/uSMkQKiyMcta0XFX6ex0eo0Q4m0looW5KRpfOXcoTztbEw96zVfFIsZxRElrgGqKZycfTWAm/5V76sYWpYtYIYK+ONlgc+GVlSflzYs2rMwCZC7HubP5hraTgqEqpADA0O9A+x9H//9380aNAguu++++jPP/8Uqbfy5cvT2rVrqUWLFp45SgCA33Hk7AVxP+OBK2ni0gO0XCng7j7hH3H/WK8GVDMmfwYZp95kFIkvKI/3aWh3XIdaH+RJjqdcoN7vLxNjS74a1kH33OnzBWKJhZ8US2HWY/RWIpSLVVSY/uLdRumIA8WtWdI/fqhHffIVAu0WeBe/ZknOJ/Q2imREMnDgQLrxxhvFzLigoCD6448/IJQAAE7BKbVPFu+jU2mXtPqXlwY1pU/Cg4VgUgfhfvZPwdDZljUK6pScGQRbEvy3/4woUmcDx+TzlyiuQpipWOLlS1YBF+alfzlLVLPJSpEFtTTAc91wvkZAOc9Flrw1DefyUR04cIA6d+4sokrz58+n5557ToxB4fucHM/XCUycOJHq1Kkj5tJ16tRJRLTs8dVXX1H37t2pUqVK4ta3b1+b7XmeHath9TZgwACPfw4AyioP/7CB5u1IFMuc4omJDBEpnk+HtqVZj3Sx+7or61Z2erZZlrU+yNOof0lvO55fhC45k1FgnJmUfknUMEnzTG+mUdUK2jKG5boPtT2e8dI6ZqcItHfwRa1ZUoSkOp/Qm3D5qNq0aUN169alLVu20NVXX01vvPEG/fPPPzRr1izq2LEjeZIZM2bQ6NGjady4cbRx40Zq3bo19e/fn5KTk023X7p0KQ0dOlQc36pVq6hmzZrUr18/OnHihG47FkecTpS3n376yaOfA4CyjEy/ycJWVXBw7cbO1/rTE70b0I1tq1OT+Aqi1qNtrYp0VaMqhe67pNNw6UoUjGem8Ty1wZ+toAe+Wy8EkuRE6kWvvxiYpdpU/x/g3polb+36KhVTykDvjywVqWbp7rvv1q3r0qULbdq0iZ588knyJB988AHdf//9NGLECPF40qRJ9Ndff9HkyZNpzJgxNtv/8MMPusdff/216NpbvHgxDRs2TFsfGhpK8fHxHj12AEA+FSOCKdU6jDXeJHLB3Vij+zXWHrMPEwdlnLm4lHQaTk0Zsp/SygNnaIuIMKXRygNnbaJMfI3x1poMSeP4gsiSTJWC4mP8+fWFQu6SG3cS4PUF3i7/qzUKJUmFChXom2++IU+RnZ1NGzZsEKk0SUBAgHjMUSNnuHDhgkgVxsTE2ESg4uLiqHHjxvTwww/T2bMFv+QAAO5FtvczmU6MJeG2YmdHQJRmZIm9lFYfLPjdYTZyhYWSt18k+aJ+W4eaYvnBq+qV9uH4cc1SqR1KsQm088+xnBuibn4TWfruu+/sPse/BOyJqeJy5swZys3NpapVq+rW8+Pdu3c7tQ+2OkhISNAJLk7BcbE6pxa5Huv5558XBewswAIDzRVuVlaWuEnS082N9AAAtqhDcK+oo//DpbiUdM1SmiENpxZ1m+Ht9UqSN25oQfdfVVekRUHJdMP5R4F3uWL7LHlretJlsTRq1CjdY47UcMQmJCSEIiIiPCaWisvbb79N06dPF1EkLg6X3H777dpyy5YthbFm/fr1xXZ9+vQx3df48eOFzxQAwDU4knTBakT5cM/6NKqvbft/cSipNBwP9uXp8cY03Km0gtokyZd3t6cHpm0Qy4GG6IK3wmmRBnEF6TjgCZ8l7xQFzhBgTxS5oRvOWzWky/9yU1JSdLeMjAzas2cPdevWzaOF0bGxsSLSk5SUpFvPjwurN3rvvfeEWFqwYEGhLuP16tUT77V/f0HLspGxY8dSWlqadjt27JiLnwaAsgebN97/3XqxzB1w/xvQREubuYuSSMPl5Vlo4Mf/Uo93/6GTqQU1PYnpl+ikUsht1l3mrRcC4Hn8KbIU6OaaJTVF6a2RJbf8mdOwYUMhRoxRJ3fCkav27duL4mxJXl6eeMxWBvaYMGECvf766zRv3jzq0EFvGmfG8ePHRc1StWr5wyPN4ILwqKgo3Q0A4Jhf1h/Xip7N6nncG1nynFg6k5ElOvq4aHtP0nlt/a5T6SIVxyQohesJFfNNNRnvvAyAksCfrAMCPOiz5K0i0m0xYTanPHnyJHkStg1g76SpU6fSrl27RDE2j1uR3XHc4cZRH8k777xDL730kuiWY2+mxMREceNoGMP3zz77LK1evZoOHz4shNfgwYOpQYMGwpIAAOA+9iXn/7tjutT3zCDZgpol96bh1h8+R/uswuiknQ4xOfstMiSQ6sRGauvV4nR16C8oWxgjJu4eRusdDt5UJNSmB28VSy7/y50zZ47uscViEd5En332GXXt2pU8yW233UanT5+ml19+WYge9nziiJEs+j569KjokJOwwzh30d188826/bBP0yuvvCLSelu3bhXiKzU1VRR/sw8TR6I4egQAcB+Hz2SK+8qRIfT6YM84/nsiDbfxaArdPGkVxZYPoXUv9LVJtfF1o1p0uOalxJGk+7rXFVG0jtYC9vE3tqS3/95NE2723gG6oGS74by9K9IRgXbCLO4QOt4acXNZLA0ZMsTmC69SpQr17t2b3n//ffI0jz32mLiZwUXZKhwtckR4eLhwIQcAeJ7DZ/PF0pfDOnhskKwn0nCcPmQ47WZWl1SlQij1bhJH01Yf0cRS7yZV6fdHu2rT5Id2rEW3X1HTpy+QwN01S+SzBHjw51gdt+NNuHxUXCcEAACuwM7W0uCwnpKicjee6IY7ei5f5DF7Es/TgdMFj2UBd//m8ZpYkiNCWhuGzkIolW1suuF8+OchwM3WAcxzAxrT3sTz1LmeZ1L0xcU7JRwAwC+jStHhwR4dzirdf3m4rbuG/v63v8Bo8ui5C7RXKepmmlWLok71YoRI4uLvm9vXcMt7Az+PLPlwaCnQzd1wzCM9G5A3E+RsYbUrI0kAAEDliFUsqYXPvpCG+3zZAd1j7oLbfiLNZpYa+xL9/lhXYYbpqRQj8LfIEvksAXZEkQ8Hy9wjlnjumzMgzAzcATcN/N/SA2KIap+mesd24Jucy8xvqa9S3nNRJZ1YclM33Onz+s63WRuPCyHGPlHSibxrw1hxH1fBds4dAGXLZ4nKtlj6559/PH8kAFj5d98Zenf+HrF8+O1BpX04wA1Ip+uo8GCPvo9MwxU3ssTGk39sPUnrDqeIx10bVBbpOOmjxDVK3RrECiuAqDDPfibgH3AwgUVGLk+F9mLzRWcItGs65LufyW01SwcPHhTz0xA9Ap7GzAUZ+IdY4polTyKHcLJY4gilM7+v+Nju+Gq1iEp9M/wKUZPEUaNR0zdr27SsXlFXuxRXIZQGtbJvXAuAGapY8uVLaYCbTSn9SiyxSzf7KcXFxWmeR5988onNYFsAikv+rxLgT5SUWJKmlEx2bp5T41RumbSS9iblG2beO3UdbTqaarNNvSr6Wqu4KPiwgaKJedl84J9puHLkrzjt4M1/panMnTtXuGcD4G7yDD9rwHPwv+unZmym+6auc1sHmRnpJSWWFLdsZ1JxnG6TQokxE0qMMdWG+iRQ3LEevpyGCyiDBd6+MQIblClUrWQU6cC9sDv1b5tO0KJdyfT39lN+k4ZjuDOtME6lm48uMXa7RRnGlHDzAQCuoo6+8WVhEeABnyW/ScNx7t+Y/0f9kvfz4uxtdCErl96/tbXPfF+qQMrJtVBIkG8cty+ybM9pbXntoXM0uE11t7/HV8sP0or9Z8RyxQjPiiX+GefoEkeVnDGmPGQwmFSpUSmcHu3VQLhzq/RrVhX2AKDYYsmXhUWgvaiY734k94klvoDdc8892sy0S5cu0UMPPUSRkfpc/qxZs9x/lKBI8MXi+9VHxfLofo2oRiXf+AWvxpJycvN0v2CAe9mjGCxKh2138+bcXdpywzjPR2SkWLqQnUspmdkOTTDPZmaZrv9kaFtqVT1a5wt1a4caNHvTSXq6X2OPHDfwf9iPS+LDWTjy5Gw4nxdLw4cP1z2+6667PHE8wI1czi2QHb6UzeI6EgnX0USiltZjqPU6nuhCvGTwO+JojacR9gGXLtPNn6+k9EuX6e0bW9LtHWuZbptqtQIQhbe5+Wk7Trld3zrBZtvxN7aiV65vThEhGHwAip8mDvRhYRGAbjj7fPvtt549EuBRseRL/y4vK2KJI0vAM3C0+ETKRY+KpXG/79CW/zegSYmkgmWRNwsl5uf1xwoVS9zttjsxP8oWb53tZpZ6gFAC7qtZ8qFfyk6m4cr5cR4O+Q0/Rv6l7GuRJbWLyZ3T44EeNlhUf0ZYXLizI46F7rwdiWJ5WOfa9HDP+lQSqB1xjPS1cVR4XldJt8VHez76BcomusiSD4dhAspgZAliyY9RozK+1I6vjqpAZMlzzLcKGbXoOiMrPxrjDo6nXBRiJCw4gMZd15xKCqO30kUHo09SL2bbiKXKHhz0C8o2as2SuuxrBJbBAm/f/bZAoahCg7vKfAU1mqRGPoD7ugyX7T1NY2dtE8vxUWEUGZIvMM5fyo+0uINEa8F4QnR4if4VrRpTMnKGmyP/J+5uq1M5vwGiQ51KHj5CUFZR03Cq55KvEaj8e1YHBKPAG/i8WHKUivBmsZRz2XeO25vZfiJNjPR4pFcDeqhHfZq09ID2XK2YCEq5kE2Z2bl03lrnU1zWHz5HQ79aLZarRpWsgWOEVfipYombBgJMBJusWaoYHkx/PdGdjp67QI2qwkMJeAY1mqSKDF8jWvFLU2tM/VksIbLkx2QrQuNynu9EaFR/nOxc90yPL+v8seVkfmfY37tpy7FUWnUwf87ZoJbV6KVrm1H50Py/m9whljiCdfOkVdpjewXTnqJCqN7LiX+Xn7tgHl2SUaeYyBCKDA2iptWifLqWBHg3aj1dkA+n4cKsA6uN+LFWgljyZ3w2sqQ4L6uCDxSdzOwCEfTx4n3ivlPdGJp4ZzuRgqpgHedR3JolLhBfvi/fgFJST6kHKgkqGNy2mVOp5h5SUkSxWALA0/hLGo6Rg6RbVo8miT//nYE0XBkRS2qo1NtBzZL7+H3zCZq58QQt31vg1L1kd7K4V52ppcAobs3Ss79uod83n8zfZ2gQjb2mKQ1uY+tZ5EmiTEaqnEi9QC1rFPxSZy7n5mlpOIglUBKoAikowLdjFR/e2oYe792AVu4/S9tOpFnX+q9a8u1vCzgk21cjS0oaLseHrAOS0y/RXV+vob+3eW7GmiscT7kghuSqQknl5vY1bMRScSJLXNAthRJzS4eadEenWiK9VdqRpRMmkSW2TpCpg4oREEughCNLPj6ZICQogJrER+kEoD9Hlnz72wIOUTvgVINKb8dXI0vj/94tZqA9/MNG8gY2Hk0V9TpmPi9P9m1IlcsXWKNHWdNwKZk5xSoiV6leAm7dZsjPorLXajhpVq/Exd2oUwIlbh3gJz9zgQH+YbRZGEjD+TGcZvD9miXfEEvsJ/TbphPa4zu/Xi1+iXw9rEOpzbYzihdm6yv9xPp2tfTt8bFW4fThor0iZTXh5tYuvdc/u5Ppvu/W69axJUFpoEaWrqhTidYdTqHVh/IL2mUB+rvz99CGIyniMVJwoKQI8ZMCb5UgRJaAf9Us+YboMKbhnJkcX5qczcii0+ez6Ic1R3Tr/9t/VqS/vlt1WKTlOEVXWmKpY90YcR9bPkR0sXSoE2PTRs/PSX5ef9xlcT1iyjrd4+oVw6lz/cpUGqg1S32aVhVRoyNnL2jjXHadOk//t/QArTl0TjyGWAKl4eCtigxfJgg+S8DXyVZSbyUZWTpyNlO0oqtpnqKm4S4pUSZvFKPXfbpCtORXs9Me/8Zfu8R936Zx9PXwK0rs2Dh6IsXSy9c2o0NnMqltrYp2t4+toP+u9idnUON45/yGks/rheBXwzrQ1c2qUmlRv0pB9x1/Ly2qR+fbJRw4Sze1r0GLdyXptodYAqXRch/s4wXeqk+b/APJ2d8Zvoh/fFt+zJmMLBG9MF6cTqUVPvRULY4uKQdvPrYe7y6lzm8vKfI+1NSbcWq9O9NmnyzeJ4RdUWEDw5Npl0RR9L7kDIfbLtqVTH9uLSh+Lg4sgtgvyfhzITl27gLVHTtXiLjw4EBhsnhd6wSqUSn/l5oZ0jpA0v+j5fTvPvPCcJUDpzOo+zv/aI/Zt6mP0mVXGtSNLa8tZ2blUud6+RGup3/ZQkfPXqBFNmKpaKIegGKJJT+JLHWoE0OLn+4hbr48wqUw/PeT+QEsGjq8sYjav7FIExAcIer45mLqPH4JXVC8c1z1Wfp53TH6bdNxh5GJoqTAdpxI1479Ynau10aWWGx8sHAv3fZFvst0UTh0OtPG1fZ/A5rY3f6xHzfRrlP556cwWCQO/PhfuldJb63cf4YW7UyicXN20KRlB2jY5LW613Cqb8GORPrfzK3auif6NHSqZqqpyV+ED03bQGus5pXShoAFJv9sLNmdJEQbd7/J7+uzO9oK3yYzp+yShNNuN7StTlFhQdS3WRx1UdKBo2Zsoi3H9bVcMZG2BeEAeAL+48XfapaY+lXK2zWq9BeQhvNiUhXXYXZc7tGoiqiPkXBqpXmC3jvGmZol3u9z1gtq36ZVRVSBL7QcIalXJf+vcr7gzt2WSPOe7O4wImFEFVgn0y6Kf0SukJR+iU5Ya0uYSx6qWVq2J99rKNFQS8Tn7OHvNxL/Hvv8zva08sBZWn/kHD3Ss4EQHVzI/NPao/Rgj/o2Bc1D2iTQg1fVo8bx5UV0o9d7S23elwUG5/if/20bXdsqgYZ3qSM+c1yFUF0nycYjKUJY8Y3PB6c17/h6jW5fO06mizqchIr5XWejf94iuvEkHWpXovu713XqfMRFhdGi0VeJn4UPFuylGeuPifEnt325mlaN7S3Wj5q+WRMjXCCtwu/Dn8db+ODW1iKayt9ZTEQI1asSSQdPZ9Kmo6k22yKyBEqK8BD/MaUsa0AseTHnFc+b4ZPX0qHx1wgBIjmRcpGqRYeL7h+z8Ke9mqWk9ALBxYWvDeLK07WfrqDk81kijXJf97qiyJdZvCtZXNAlh89kUlxUKEWEmP/onM7I1h2fK2KJoymd3lpss84TqB4nHCmRQmXGumNammbriTS665t8gcJiYVjn2loh84KdBamca1rGU+saFenuzrVFVKV3E/v1OtyB9emS/SKFx0Zum46m0OzNJ+n1wc3p7s4F53m30urOc9bsGdhxETnX4Szdc1onlJjvRnZ06a/XBnH50aWHe9YXYknCUUyO0kiMQolx9JlLA/4+Q4Lyv1M+B7893JVav7ZAe57TkjwCRjqZA1DikSU/qVkqK0AseTEZhjldd3y1Rjdni6Mej/ywkVrXrEgzHrjS5sJoz8GbIxlqdIoFEwsl5q9tp8RNwkKM93Pf1PWizmfzsVTq1iCWKkYEiwvSJ7e30UVETiv7lt1HKjzQlDffm5QhCnHVY16tpHw8nYZTfXW+/e8wdW8YKwQp1yBJvlhWMGx2/NxdtNQajTJyfesEGtAi3/pfpUalcDqecpEqR4bQWaunD6etLloFIH82FkoMn3MWS2z3wMfGUSPJnM0nqZGdwskxs7aJ1/5rGDESFhxgV9AWhoxUqXD9kyOaVvPuws7oiGARZZLp7Ed61hffCw/55QJwAEoCf6xZKitALHkxRjdlOfxU8vf2U0IEcbRi7eFz1KV+rN0C7/nbE0UdB0egVLHEBc6Ocs0caeGIxTLFBVqNYDzTrxHVrhxpGlkyG146ZtZWLWp195W16fUhLbTnWIgZ4ZQXW+rLCzin+biLxKwuhiNEMvViBkepvllxiJonRGmGhMynS/aJc6kKJebv7YnaMp9noyBhWDR2qmveIj/jwc70797Twsl6zaGz9OwvW3UpRpXVB8/R4In/CfNEKaYki3cni5uKTCsxZsdVHPj83X5FTZq+riC6VBi+4IBdOyZCFOJXigimJvEV6JXrm5f2IYEyRpif1iyVBfBteTGFTYBX02lmg0JzlGgSX2w/W7JfLMsoEnMuM8fhiAv2opm1scBs0ci+pAydENmbVJA+SsnMFut/XHNU1EmxUJBCiZm2+gilK7PI1M+j0uXtJbTu8Dmxn2Yvz6cnZ+TXzhi5/7sN1PGtRbTxaL7ZoITrflYeOEPjft8hUkhckyRngonjvJAjjAvtcVWjKjbruJB7zfN9aPHoHlTJTus5t9Le3rGWiBSxkL21Q02bbWpXLqgH4/Z2o1CyB9eajerT0O7zXKdTHN6+qRUdeOsaurFddd36Xo0LzsW0kR3FZxva0fZzeSNf3N2eejauQq8NbuHXTsPAN9JwiCz5Fj4nliZOnEh16tShsLAw6tSpE61dq+8IMvLLL79QkyZNxPYtW7akuXPn2kQjXn75ZapWrRqFh4dT3759ad++/KnspY0rc7rOZtoKDTUNx3y/Ot848awS/eH5YTLK8mCPetSmpn0vHjP2n84Q6bkmL82j1//cqbkiSyHG6SsuZn7ml6201SRytE3pTFKL14088N16+mzJPlF7NWfLSV23HX+HvI5rjVgEvTJnh/Y6jkRxVxmnMGUdjhQkPOhVnZgtMfoRDW6dQN+P7KQ9vqldDVHXwykcV7ykOBqkLcdG0vDOtemb4R1o3HXNTLd/tFd9+r8725k+16BKeXrgqnoi1cefg1OBLOBevb65SHMObqsXOUWBhdAHt7ahd25qqa17rHdDevrqRvTGkBbUvWEV+u9/vX0mQsPNC1NGdBT1SgCUBuEhqljyuctvmcan0nAzZsyg0aNH06RJk4RQ+uijj6h///60Z88eiouz9XZZuXIlDR06lMaPH0/XXnst/fjjjzRkyBDauHEjtWiRn/6ZMGECffLJJzR16lSqW7cuvfTSS2KfO3fuFAKrNHFlAvwZqwDiolUeXXFlvRibIbRcN/Pojxvpr60FNUlqoTJfdHmel1k6zFFkSYowIxxNmrkxP33EQoaPyQh3fXERONdinTaYG6pw9CeFCs5Hi1fmiw6xd29uJQqlP1pUIHDVNCMbEdqDU3vNqkVpE7M5EsQigMXS/B2JtP5wCoUGB9CAFvFiGOy/z/US0bBHezagolA3tkAscfqxa4NYrbCaRaA0sOS0I3fb8edjnujdgD5Zsl+kD/cknhcpwQEt84/pr8e7U1ZuLsVVCNMNyI1QfikXF3bBbp5wRLTgt6tVkdrXLhiVotbQAQAcExakFngjsuRLlLPwn+U+AgukK664gj777DPxOC8vj2rWrEmPP/44jRkzxmb72267jTIzM+nPP//U1l155ZXUpk0bIbj4oyckJNDTTz9NzzzzjHg+LS2NqlatSlOmTKHbb7/dqeNKT0+n6Oho8dqoqCi3fd5PF++j9xfu1dWn2IPTJU/1bUTdJxQYBLJrNJshOgtHJbjge8rKww63Y1Fhr/ZGhaNUW46nkvEnjOtFejeJEyMnJDxD7eXft4u6IX6eP29xhujyTLBJd7WnN+fusptG5FTW60Oai24vZmS3uvTSteZRHnfAxdv3f7detKq/d0srXSro4OkMYQTZLCGafnu4i64mi4UUG1ry2JL0i5dF+F5aPAAAfAdueuGyAmbLy/1E4wEoXZy9fvtMZCk7O5s2bNhAY8eO1dYFBASItNmqVatMX8PrORKlwlGj2bNni+VDhw5RYmKi2IeETxqLMn6ts2LJU5y2OjTz6Aj+K+TPradE55oZLAiMxpOuCCVGjChxMPqBn3vzhpbieLgOiO0GVLhwliNAEnsRKm7VNg5yVT2Lvr+vEy3bc1o4LjO3dqihq3VyBq5BYjNPR/BxsPXCnMe60uxNJ+mpqxuRJ+GCzm9HdDR9jsXPkqd7ivonY/E6p8MGt8lPq1VD4xYAPgtHgyWBqFnyKXxGLJ05c4Zyc3NF1EeFH+/evdv0NSyEzLbn9fJ5uc7eNmZkZWWJm6pMPQGPrWBqx0TSHZ1qifqah77fKGpSOHXF87tUuC1dha+5royEKx/meJ7brw930VJJ7M1kjGwlp2fZeP2Y0a52JTGCwx6cRhzcJkFEr3gY6xV1YujGdjVo4j/7xRwv4+eUJESH0Z1X1hYt//Za3TmFJOuqejfNT922qlFR3EqbmtYZSwAA/4Rd/tlTjX+JyzQ78A3wbRUBroF69dVXPf4+x1LyU101Y/Lb5vs1i6ep93YU/+B+Xn/MRiwZcXV2Ltcs2eO2DjWpjtK5xS2wfBxc3M081qsBvTPPXLSqsOjjYmROzbEXkNFHiYe+yigMj+qQXFmvsrhxdx2/L0fRflhzVDzHhom/PdpVM8DkwmfumNuflEF7lO485u0bW9IXyw8KXyVX3cUBAKC4qOazwHfwGbEUGxtLgYGBlJSkH4LJj+Pj401fw+sdbS/veR13w6nbcF2TPTgVqKb3OLLEtVPuhOupuFONqWkdN8LpGR55wqgzu2LLh2gF3s7Cf9UYu+2qVAjVmVdK3rqhpRA5RlSxxFPr1XZ8LgZm00wjLKq4VoejYxwxk2KGO8LYd6kw7xEWadz6zU7iUizNeqRAKMkuk4l3tNM6AllYsRdRbl4eNaxagd67pXWh5wcAAACQ+EzvYkhICLVv354WLy4Yh8EF3vy4c+fOpq/h9er2zMKFC7XtufuNBZO6DQufNWvW2N0nExoaKgrB1Ju74eGk17VKEB1kZo7K17ZOEHVMPP9r7qjuorX9ritr0WuDm4vIjZFBrQrE4LP9G9NfT3QTresq3AnXoU4laly1gmiPlwTZya2r3Rwclbrryvz9vTioKX1+V3vT13C7vSShYsHy8M51XDJpqxUTQS2qR4ljVSNeRlg4scDiOiszl20AAADAbyJLDEdzhg8fTh06dKCOHTsK6wDudhsxYoR4ftiwYVS9enWRJmNGjRpFPXr0oPfff58GDRpE06dPp/Xr19OXX34pnucIx5NPPklvvPEGNWzYULMO4A45thgoTfgC/66DCAh3pK0c01v4dvDcMm4d79YwvxV91yl96okjKRxVkZYBLDDYdXvcdc1FETkPzGXkeIz5T10l7mduzC+q5vZ6M65uXpW+WHZQjFvhc8n+NT0aV6GosGCtrkmmCr8a1kGky9QxIy8MakYHTq8TosfVSfW8/ZxHuxHHwdR9AgAAAGVaLLEVwOnTp4WJJBdgc6ps3rx5WoH20aNHRYecpEuXLsJb6cUXX6Tnn39eCCLuhJMeS8xzzz0nBNcDDzxAqamp1K1bN7HP0vZYcnZSvBmhhnEf3GreIK5A8HD0SAqO9rVjNLFkZP6TV4mBr/ZmZz3Xv4moo2pYtSAFJoUSwyaJ3Co/tGMtEdkxwmJq2bM9i+ym7KrAAgAAAPzeZ8lb8ZTPUlEZ//cuEfGRfH5nOxrYshot3pVEjeMrUA1rDRTDBdPvL9gjjAe5gNrdcEdbtagwCBsAAABeh9/5LAHnCVVcYlVbfRZEZuk+Tod5Ck4XAgAAAL6MzxR4A+exScMZHgMAAADAeXAV9UPMapYAAAAAUDQglsqEWMLXDAAAABQVXEXLUM0SAAAAAFwHV1E/JDQYaTgAAADAXUAs+SEhhkiS8TEAAAAAnAdXUT/EmHZDGg4AAAAoOriK+iHGWW6wDgAAAACKDq6ifkiQMvKFQc0SAAAAUHQglvwQ42BZ1CwBAAAARQdX0bKQhoNYAgAAAIoMrqJlILJkFE8AAAAAcB6IJT8k2FizZHgMAAAAAOfBVdTPI0tBAeUowBBpAgAAAIDzQCz5IWraDfVKAAAAQPHAldTPI0uwDQAAAACKB8SSH8KpN0kIDCkBAACAYoErqd9HlvAVAwAAAMUBV1I/RBVIEEsAAABA8cCV1N+74VCzBAAAABQLiCU/r1kKKAexBAAAABQHiCU/jyzBYgkAAAAoHhBLfkiQ4tiNyBIAAABQPCCW/BDUKQEAAADuA2LJDwlUokmILAEAAADFA2LJD1FnwUErAQAAAMUDYsnPCYWDNwAAAFAscCX1c8JDAkv7EAAAAACfBmLJzwkPhlgCAAAAigPEkp8THhJU2ocAAAAA+DQQS35OeDC+YgAAAKA4+MyV9Ny5c3TnnXdSVFQUVaxYkUaOHEkZGRkOt3/88cepcePGFB4eTrVq1aInnniC0tLSdNuVK1fO5jZ9+nTyFyIQWQIAAACKhc9cSVkonTp1ihYuXEg5OTk0YsQIeuCBB+jHH3803f7kyZPi9t5771GzZs3oyJEj9NBDD4l1v/76q27bb7/9lgYMGKA9ZjHmL4ShZgkAAADwf7G0a9cumjdvHq1bt446dOgg1n366ad0zTXXCDGUkJBg85oWLVrQzJkztcf169enN998k+666y66fPkyBQUF6cRRfHw8+SMVwnziKwYAAAC8Fp9Iw61atUoIGimUmL59+1JAQACtWbPG6f1wCo7TeKpQYh599FGKjY2ljh070uTJk8lisZCv83jvBtQkvgIN61y7tA8FAAAA8Gl8IuyQmJhIcXFxunUseGJiYsRzznDmzBl6/fXXRepO5bXXXqPevXtTREQELViwgB555BFRC8X1TfbIysoSN0l6ejp5G0/3ayxuAAAAAPBhsTRmzBh65513Ck3BFRcWM4MGDRK1S6+88oruuZdeeklbbtu2LWVmZtK7777rUCyNHz+eXn311WIfFwAAAAC8n3KWUsw5nT59ms6ePetwm3r16tH3339PTz/9NKWkpGjrue4oLCyMfvnlF7rhhhvsvv78+fPUv39/ETn6888/xWsc8ddff9G1115Lly5dotDQUKcjSzVr1tTSfAAAAADwfvj6HR0dXej1u1QjS1WqVBG3wujcuTOlpqbShg0bqH379mLdkiVLKC8vjzp16uTwJLBQYtEzZ86cQoUSs3nzZqpUqZJdocTwc46eBwAAAID/4BM1S02bNhWt/ffffz9NmjRJWAc89thjdPvtt2udcCdOnKA+ffrQd999Jwq1WSj169ePLly4ICJT/FjWFrFACwwMpD/++IOSkpLoyiuvFEKKbQneeusteuaZZ0r5EwMAAADAW/AJscT88MMPQiCxIOIuuJtuuok++eQT7XkWUHv27BHiiNm4caPWKdegQQPdvg4dOkR16tSh4OBgmjhxIj311FOiA463++CDD4QoAwAAAAAo9ZqlspbzBAAAAIDvXb99wmcJAAAAAKC0gFgCAAAAAHAAxBIAAAAAgAMglgAAAAAAHACxBAAAAADgAIglAAAAAAAHQCwBAAAAADgAYgkAAAAAwB8cvL0Z6espx6kAAAAAwPuR1+3C/LkhltzA+fPnxX3NmjVL+1AAAAAAUITrODt52wPjTtxAXl4enTx5kipUqEDlypUr7cPxKUXPAvPYsWMYE1OC4LyXDjjvpQPOe+mQ7iPnnSUQC6WEhAQxd9YeiCy5AT7BNWrUKO3D8Fn4H5I3/2PyV3DeSwec99IB5710iPKB8+4ooiRBgTcAAAAAgAMglgAAAAAAHACxBEqN0NBQGjdunLgHJQfOe+mA81464LyXDqF+dt5R4A0AAAAA4ABElgAAAAAAHACxBAAAAADgAIglAAAAAAAHQCyBYnPixAm66667qHLlyhQeHk4tW7ak9evXa89zWdzLL79M1apVE8/37duX9u3bp9vHuXPn6M477xR+HBUrVqSRI0dSRkaGbputW7dS9+7dKSwsTJidTZgwgcoqderUEQaoxtujjz4qnr906ZJY5u+kfPnydNNNN1FSUpJuH0ePHqVBgwZRREQExcXF0bPPPkuXL1/WbbN06VJq166dKNJs0KABTZkyhcoyubm59NJLL1HdunXFz3L9+vXp9ddf141KwM+7Z2DjwCeffJJq164tzmuXLl1o3bp12vM478Vn+fLldN111wmDRv59Mnv2bN3zlhI8x7/88gs1adJEbMPXlLlz51KpwgXeABSVc+fOWWrXrm255557LGvWrLEcPHjQMn/+fMv+/fu1bd5++21LdHS0Zfbs2ZYtW7ZYrr/+ekvdunUtFy9e1LYZMGCApXXr1pbVq1db/v33X0uDBg0sQ4cO1Z5PS0uzVK1a1XLnnXdatm/fbvnpp58s4eHhli+++MJSFklOTracOnVKuy1cuJCv1pZ//vlHPP/QQw9ZatasaVm8eLFl/fr1liuvvNLSpUsX7fWXL1+2tGjRwtK3b1/Lpk2bLHPnzrXExsZaxo4dq23D32VERIRl9OjRlp07d1o+/fRTS2BgoGXevHmWssqbb75pqVy5suXPP/+0HDp0yPLLL79Yypcvb/n444+1bfDz7hluvfVWS7NmzSzLli2z7Nu3zzJu3DhLVFSU5fjx4+J5nPfiw78HXnjhBcusWbPE75PffvtN9/zbJXSO//vvP/G7ZsKECeJ3z4svvmgJDg62bNu2zVJaQCyBYvG///3P0q1bN7vP5+XlWeLj4y3vvvuuti41NdUSGhoq/pEw/I+B/2GuW7dO2+bvv/+2lCtXznLixAnx+P/+7/8slSpVsmRlZeneu3Hjxh76ZL7FqFGjLPXr1xfnm88v/2LhC7lk165d4hyvWrVK+6UYEBBgSUxM1Lb5/PPPxcVHnuPnnnvO0rx5c9373HbbbZb+/ftbyiqDBg2y3Hvvvbp1N954o/jFz+Dn3TNcuHBBXDxZpKq0a9dOXNxx3t2PUSzlleA5ZmHM/9ZUOnXqZHnwwQctpQXScKBYzJkzhzp06EC33HKLSOW0bduWvvrqK+35Q4cOUWJiogjXqtbynTp1olWrVonHfM/hWt6PhLfnMTJr1qzRtrnqqqsoJCRE26Z///60Z88eSklJobJMdnY2ff/993TvvfeK0PmGDRsoJydHd845nF2rVi3dOefQdtWqVXXnk+c57dixQ9tG3YfcRu6jLMKpn8WLF9PevXvF4y1bttCKFSto4MCB4jF+3j0Dp4c5BcopGRVOBfH5x3n3PIdK8Bx74+8eiCVQLA4ePEiff/45NWzYkObPn08PP/wwPfHEEzR16lTxPP/jYtSLsnwsn+N7FloqQUFBFBMTo9vGbB/qe5RVuK4gNTWV7rnnHu188C8i/qXl6JwXdj7tbcOC6uLFi1QWGTNmDN1+++1CfAYHB4s/DriOhms0GPy8ewYeUt65c2dRH8ZDy1k48R8IfPE8deoUznsJkFiC59jeNqX5HWCQLigWeXl54q+It956Szzmi8f27dtp0qRJNHz48NI+vDLBN998IyIbXJQJPMvPP/9MP/zwA/3444/UvHlz2rx5sxBLfO7x8+5Zpk2bJqKn1atXp8DAQNF4MHToUBFJBcDTILIEigV3RTRr1ky3rmnTpqLTiomPjxf3xk4sfiyf4/vk5GSbsDt3VajbmO1DfY+yyJEjR2jRokV03333aev4fHBqjqNNjs55YefT3jbc5cLpj7IIdwzK6BKnMe+++2566qmnaPz48eJ5/Lx7Du48XLZsmeisOnbsGK1du1akm+vVq4fzXgLEl+A5trdNaX4HEEugWHTt2lXkmlW4noPbexluseYfcK7zkHAah/PXHFZn+J4v7OpfiEuWLBFRK86Hy224rZV/OUoWLlxIjRs3pkqVKlFZ5dtvvxVhb7YAkLRv316kiNRzzt8RC1j1nG/btk33i43PJwshKX55G3Ufchu5j7LIhQsXRP2FCkc5+GeVwc+754mMjBR/pHF9C6f+Bw8ejPNeAtQtwXPslb97Sq20HPgFa9eutQQFBYmWam7n/eGHH0S7+ffff69rN61YsaLl999/t2zdutUyePBg03bTtm3bCvuBFStWWBo2bKhrN+WuC243vfvuu0W76fTp08X7lJWWXjNyc3MttWrVEp0kRtg6gJ9bsmSJsA7o3LmzuBmtA/r162fZvHmzsAOoUqWKqXXAs88+K7rpJk6cWOatA4YPH26pXr26Zh3ALdZsucCdgxL8vHsG/rnjzir+uVywYIFoT+cOqezsbPE8znvxOX/+vLAS4RvLgw8++EAsHzlypETPMVsH8HXlvffeE7972CYC1gHA5/njjz/EhZdbSJs0aWL58ssvdc9zy+lLL70k/oHwNn369LHs2bNHt83Zs2fFPyj2rOH29REjRoh/uCrs68E2BbwPvmDxP9yyDPtZ8S8047lk+JfXI488Ilp0+RfRDTfcIPyYVA4fPmwZOHCg8DjhC/7TTz9tycnJ0W3Dvk1t2rSxhISEWOrVq2f59ttvLWWZ9PR0YdPAQjQsLEycE25dV9ug8fPuGWbMmCHON/8scgv7o48+Ki68Epz34sP/3vl3ivE2fPjwEj/HP//8s6VRo0bi+2YLk7/++stSmpTj/5VeXAsAAAAAwLtBzRIAAAAAgAMglgAAAAAAHACxBAAAAADgAIglAAAAAAAHQCwBAAAAADgAYgkAAAAAwAEQSwAAAAAADoBYAgAAAABwAMQSAMAu5cqVo9mzZ5M307NnT3ryySdL5L1eeukleuCBB0rkvXyNSZMm0XXXXVfahwGAR4CDNwBljHvuuYemTp0qloOCgigmJoZatWpFQ4cOFc+pg2ITExPFcMvQ0FDyVniiOQ8OrlChgkffh89Fo0aNxABiOShasmrVKurWrRsNGDCA/vrrLyppXnnlFSFqN2/eTKVFdna2GLY6ffp06t69e6kdBwCeAJElAMogfFE/deoUHT58mP7++2/q1asXjRo1iq699lq6fPmyth1PGS9NocQX4MJgsedpocR8/fXX1KVLFxuhxHzzzTf0+OOPi2nqJ0+eJG9FnfTubkJCQuiOO+6gTz75xGPvAUBpAbEEQBmEBRALoerVq1O7du3o+eefp99//10IpylTppim4Vi4PPbYY1StWjUKCwsTomH8+PG6bT///HMaOHAghYeHU7169ejXX3/Vve+xY8fo1ltvpYoVKwqRM3jwYCHYJBzZGjJkCL355puUkJBAjRs3Fuv/7//+jxo2bCjet2rVqnTzzTfbTcOlpKTQsGHDREQsIiJCHM++ffu05/nz8fvPnz+fmjZtSuXLl9fEoyM4YmKWZsrIyKAZM2bQww8/TIMGDdKdP2bp0qXi3CxevJg6dOggjolF1549e3TbvfHGGxQXFyeE33333UdjxoyhNm3a6PbTsWNHioyMFMfftWtXOnLkiHi/V199lbZs2SLeh2/yGOR3cv3114vX8XlleF39+vWFwOFzPG3aNN2x8Ou++OILIZ75ePk8cfRs//794nzzvvgzHDhwQPc6Pj9z5syhixcvOjyXAPgcpTrGFwBQ4vAE8cGDB5s+17p1a8vAgQO1x/wr4rfffhPL7777rqVmzZqW5cuXWw4fPmz5999/LT/++KNu28qVK1u++uorMYn8xRdftAQGBlp27twpns/OzrY0bdrUcu+991q2bt0q1t9xxx2Wxo0bW7KysrRj42nld999t2X79u3itm7dOrEffi9+340bN1o+/vhj7X179OhhGTVqlPb4+uuvF+/Dx7l582ZL//79LQ0aNBDvz3z77beW4OBgS9++fcW+N2zYILbnY7EHT1IvV66cZfXq1TbPffPNN5YOHTqI5T/++MNSv359MZ3dOMm9U6dOlqVLl1p27Nhh6d69u6VLly7aNt9//70lLCzMMnnyZHHuXn31VTGxnb8PJicnxxIdHW155plnLPv37xfnbsqUKZYjR45YLly4YHn66afFZPZTp06JG6+T30lcXJzY74EDB8T2s2bNEp9/4sSJ4r3ef/99cX6XLFmi+y55GvyMGTPENkOGDLHUqVPH0rt3b8u8efPE+1955ZWWAQMG6M5FZmamJSAgQHxmAPwJiCUAyhiOxNJtt90mhIOZWHr88cfFxVIVAiq87UMPPaRbxwLh4YcfFsvTpk0Twkh9PYuk8PBwy/z587Vjq1q1qiaemJkzZwrhkJ6ebvq+qljau3evOI7//vtPe/7MmTPiPX7++WdNLPE2LDokLBz4fe2xadMm8ZqjR4/aPMei56OPPtJETWxsrE4sSLG0aNEibd1ff/0l1l28eFE7T48++qhuv127dtXEEos13p7Flhnjxo3TtlXh1zz55JM2x3v//ffr1t1yyy2Wa665Rvc6FruSVatWiXUsDCU//fSTEHhGKlWqJIQcAP4E0nAAAA2+TnIKxgxOkXEBMadtnnjiCVqwYIHNNp07d7Z5vGvXLrHMaSJO43CaiVNffONU3KVLl3TpnJYtW4r0kOTqq68WKT9O69199930ww8/0IULF0yPkd+Li9Y7deqkratcubI4ZnkcDKeWOA0l4dRicnKy3fMi00qcBlThVNratWtFcTzD733bbbeJGiYjXESvvh8j35P3wyk2FfUxnyc+//379xepro8//rjQtKGEU38qfB44hafCj9XzYzxeTn3K70Zdx99denq67nWcgrX3/QDgq0AsAQA0+ILJHU1mcG3ToUOH6PXXXxfigWuP1NqhwuDanvbt2wvBpd727t0rCoMlXA+jwuJq48aN9NNPPwmR8fLLL1Pr1q0pNTW1yJ+Tu+dUWCA6agyOjY3V6qFUWBRxQTzXV7FQ4hvXA82cOZPS0tLsvqcUpHl5eU4f87fffivqhrhWiGukuDNv9erVhb7OeD6dxex4nfkM3J1YpUqVIr0nAN4KxBIAQLBkyRLRFn/TTTfZ3SYqKkpETr766itxwWZRwBdHifHizY+5OFiKLS605iLmBg0a6G7R0dEOj41FSN++fWnChAm0detWURTOx2uE34vFy5o1a7R1Z8+eFZGbZs2aUVHhKBR/9p07d2rr+H2+++47ev/993XijyNoLJ5Y3DkLR77WrVunW2d8zLRt25bGjh1LK1eupBYtWtCPP/4o1nMkLjc316n34nP033//6dbx4+KcHwlHCDnaxMcJgD8RVNoHAAAoebKysoRvEF9gk5KSaN68eaKzjbufuJPMjA8++EBEdvhCyF5Mv/zyi+io484sCa/jtA97DnG6jFNUMiV155130rvvvis64F577TWqUaOG6OaaNWsWPffcc+KxGX/++ScdPHiQrrrqKtHhNnfuXBHNkJ1yKtwxx/u///77RTcXR6W4q4y7/nh9UeHPy2JtxYoVoltPHhdHmkaOHGkj9lhw8ud+6KGHnNo/2w7wMfO5k5EjFoWcemQ4ovfll1+KrjYWYiz+WHjK76pOnTpiGxZrfB75c9uzfHj22WdFVJC/R/5Mf/zxh/gOFi1aRMXl33//FcespjgB8AcQWQKgDMLiiIUPX2S5bf6ff/4R/jhsHxAYGGj6Gr4Ac2SHL+hXXHGFiO6wcFFNLLmFnVvsud6Foy4cXZERC64TYh+iWrVq0Y033igiHCw0OBLBURt7sBjji3nv3r3Fa9gpmvfbvHlzu+kqTvex8OOaKU6v8XEaU2+uwu38/Nlk2onFEIsNs6gYi6X169cLweMMLCQ5YvTMM89o6U6uUZI1Unzudu/eLfbL6Td2EX/00UfpwQcf1N6Pv0f2y+IUmKOoFos9rnl67733xDlkUcnnjC0Bigu/L4s+APwNOHgDANwC17D89ttvWuTF3+BflVw4/tRTT2kF3Z6EC9s5cmf0QPJWduzYIQQt16AVllYFwNdAGg4AAJwUg5wK47oud8PdYxwx4243juxxhIbTYgsXLiRfgbvzOJoIoQT8EUSWAABuwd8jS56EuwvZEmDTpk0iLcn1WC+++KJIVwIASh+IJQAAAAAAB6DAGwAAAADAARBLAAAAAAAOgFgCAAAAAHAAxBIAAAAAgAMglgAAAAAAHACxBAAAAADgAIglAAAAAAAHQCwBAAAAADgAYgkAAAAAgOzz/yYJW+o8JkZEAAAAAElFTkSuQmCC", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J223623.17+034344.5_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J002009.35+160451.2_sdM9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: ULAS_J024035.36+060629.3_sdM7_Xshooter_VIS_Primevl-IV.fits\n", + "\n", + "Reading: ULAS_J002009.35+160451.2_sdM9_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", +======= + "image/png": 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J002009.35+160451.2_sdM9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J135122.15+141914.9_esdM7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J135122.15+141914.9_esdM7_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J135122.15+141914.9_esdM7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J214816.13+012225.1_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: ULAS_J135058.85+081506.8_usdL3_Xshooter_VIS_Primeval-III.fits\n", + "Skipping Xshooter file: ULAS_J020858.62+020657.0_esdL3_Xshooter_VIS_Primeval-III.fits\n", + "\n", + "Reading: ULAS_J214816.13+012225.1_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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sGWVnZ9ts6jd16lR3HRsAAAB4SbnOEpT6PnJ6WSpgMjeKF198kZ5++mlq1aqV2MxPbv9GKzgAAEBgKtcMydRmahzFK/5UUOxycPP222/TjBkz6M477/TMEQEAAICPW8FNNsGMzeBMm+DHf5alXJ4tFRISQr179/bM0QAAAIBfZG7KHXZH+e+ylMvBzSOPPELTp0/3zNEAAACAz5l0dyQ2387MO0dv/LabzpVWzJe06bYKtJqbcePG0dChQ6lZs2bUtm1bCg8PV32fZ00BAABAYCnXdEYZbdp3+ydr6GBOkc3zTX6UuXE5uHnwwQdFp1T//v0pOTkZRcQAAABBwKTZ50Y7QkH5vl5gY9MKHmgFxZ9//jnNmTNHZG8AAAAgOJRr2r5tZkc5CFhUNTdlAVZzk5SUJJakAAAAIHiYVAXFet1SgdMK7nJw8+yzz9KkSZMwBRwAACCIp4KbHHRLaclFxAFXUPzOO+/Q/v37xQZ+jRs3tikoxnwpAACAwGOSxy+IZSnN9+1ENxzM+FMruMvBzfDhwz1zJAAAAOAxuYXFdOb8BWqcEuu45obUwYq4z068wstQyvOfv+YiGtK+LgVUcMNLUgAAABBYur6wRHxdPf5yqpMY5aBbSmefGztVN9wppTy+fq1oSo6LpICqueGhmWvWrLG5n+9bt26du44LAAAAPGBbZr7u/XLwIgqK1XOxRcBzoUxzp05w4w9bxLgc3Nx///105MgRm/szMzPF9wAAAMB/hYQ4V1CstyxVYhDccI2NEgyFBmJws2PHDurSpYvN/Z07dxbfAwAAAP9yQQpKapB+8CEXDJsHZ9ouS5VcKHdYUBwSiMFNZGQkZWVl2dx//PhxCgtzuYQHAAAAPKxYCkqMYg+T5rp2h2K+PXdDpnHmxhrcUOAFN1dccQWNHz+e8vMr1uzy8vLoqaeeokGDBrn7+AAAAMCNwY2z4xe07dw/bTpGz/28w07NDflNzY3LqZbXX3+dLrvsMmrUqJFYimKbNm0S+9588cUXnjhGAAAAqILiC2UORyOodigud22EgrkV3Pz4UD9I3bicualfvz5t2bKFXn31VTEVvGvXrvT222/T1q1bKT093TNHCQAAAJVWXFqRuRk9ax298dtuh8tSF7TtUnaUlXFBsf8sS1WqSCY2Npbuvvtu9x8NAAAAeHxZ6t3f99H/XdHKTreUqRKZG/9ZlnI5cwMAAAC+x3UuZ0suGH7/eP45WrwjSwQq8rKUEVXmxuTaCIWy8vLAXpYCAAAA37v9kzXUduIiyiks1v3+oKkraMysdfT7rmzDFm57U8GNNuzTw4GQ8nQ/iG0Q3AAAAASiVQdyxdfftttuz1JaVk6FxeaszrrDp53qlpLpdUs5yiIpreP+sM8NNqYBAAAIIOdL1UtM2s322IGTRaRIjA7XXZbiTI1cH6OquXFxsrd6/AIFXnDDoxf4w2jQoIG4vXbtWvr6669F5xSKjAEAADyHO5Iue3UZnS0p011OUhScL7VezztbquqWUvAohciw0IrXkapuRM2NC8tS8j43AVlzc+utt9KyZcvE9RMnToiN+zjAmTBhAj333HOeOEYAAAAgorOlZZR9pti65EQ6OwkzOZjJKjhPW3WGZWrrcGy6pSqZufGHZSmXg5tt27ZR9+7dxfXvvvuO2rVrR3///Td99dVXNHPmTJcPYPr06dS4cWOKioqiHj16iEDJnrfeeotatWpF0dHRYl+dRx55hM6fP+/y+wIAAAT6khTTi0HOS4/7cWMmvbd8v81jtHU48uuYJ4A7H9wE/PiF0tJSMV+KLVmyhK6++mpxvXXr1mK+lCu+/fZbevTRR2nSpEm0YcMG6tixIw0ePJiys7N1H8/LX08++aR4/M6dO+nTTz8Vr8GjHwAAAKpjcMPFwzaPu+C49Vsb3KiWpYgzN/rLUrERFUtZqsGZflRQ7HJwc9FFF9EHH3xAK1eupMWLF9OVV14p7j927BglJye79FpTp06lMWPG0KhRo0TNDr9uTEwMzZgxQ/fxnCHq3bu3WBrjbA/PubrlllscZnsAAACCNbiR628UxTo1Nq4sS9kbv/Dtf3saZG4ocIObV155hT788EPq16+fCCw428Lmz59vXa5yRklJCa1fv54GDhxYcTAhIeL2qlWrdJ/Tq1cv8RwlmDlw4AAtWLCAhgwZ4uqPAQAAYLco1x+d1wlatBv5bcvMp//7frPD17K3sR9/Hnq1PCwqPNTubCl/CG5c7pbioCYnJ4cKCgqoVq1a1vu5U4qzLs7i1ygrKxMDN2V8e9euXbrP4YwNP69Pnz7mYqcLF+iee+6xuyxVXFwsLgo+bgAAAMW5kjL617srqXWdBJp+WxfyZ+d0MjdFmszNvV+td+q1tNkdOcDja6UGy1JR4SH6s6X8qBW8Upv4hYaGqgIbxstEaWlp5EnLly+nF198kd577z1RozN37lz65Zdf6Pnnnzd8zksvvUSJiYnWC4Z7AgCAbPnubNp/soh+2XrcYxkcrkfJP1vRnl2VQMzRfZmnzzn1WjY1N6qCYuPMTbRh5iaAW8HdJSUlRQRJWVnqnRX5dp06dXSf88wzz9Add9xBo0ePpvbt29O///1vEexwAFNuEGGOHz+e8vPzrRfepwcAAEBvTxi9+hV3uHPmP9Txud9oX/YZt9fcaGtnyp2Mz2xqbuTrJi5U1u9+itYpKC4L9IJid4mIiKCuXbvS0qVLrfdxgMK3e/a0LVZiZ8+eFXU5Mg6QmFG0zZ1dCQkJqgsAAIAit6jEev302Yrr7rRiz0nxdfbaI25fllIyMHwe/OAP25ZvI/JeOebna1vBza8bHqo+70ZJG//5ayu4T8cvcBv4yJEjqVu3bqIYmfewKSoqEt1TbMSIEVS/fn2RmWHDhg0THVadO3cWe+Ls27dPZHP4fiXIAQAAcMXhnLOq3XwbqKsu/IrRTsNs4bYT9PKv+jWrek5JQZ3tDsUVm/hFhIVYA6iwkBoUohO9iFZwy9PlkQ7VMri56aab6OTJkzRx4kSx23GnTp1o4cKF1iLjjIwMVabm6aefFh8af83MzKTU1FQR2EyZMsWHPwUAAASyLdLuvRzceFJVK3r0Mjcllq6npbts94gb0DqNthzN150cfqpIfZ/NbCnLslRkWAgpi2lhofqBi7zXjj/U3FQquPnnn3/ECAbebE9b68KZFVeMHTtWXIwKiGVhYWFiAz++AAAAVNXJM8W0J+uMx5elFFWtV9Zr31ayKqc1mRh2Q9cG9MmIbtT0qQVkbzmOyYdmLii2XZYK05SGKJT6HOYHsY3rwQ0X8HLmhEcgcIZFTj/5QyoKAADAWUt2Zqm6goo0dSjupjfB2xV6856UwmDtctEDA5rTle3qGJ6btctScuQlCoot7yUHN0aBi5y58YdYwOXg5u233xY7CN95552eOSIAAAAvyS4otrtnjL/R2zVYCW603U8PXd7CbqChXYJTz5YySQXFFa+hV2/jj8tSLndLcQ0Mj0AAAAAIdHnn1NmLsx7O3FSF0aRuLih+4oct9IelI0sRpuly0tLOjpILis+cv0AfrzworidEh1vvDzUIlpSiZuYHsY3rwQ1P4eZJ3gAAAIFOu7HeWZ2C3apS7fxbyWUp3t9m0Jsr6J2le8Xt9KRoapQcY83YfLvOfov5zw/0oWEd6xnWyZiPTf+5ybHmYdnMKBNUekGuuQnAZalx48bR0KFDqVmzZmLYZXh4RUTHeNdgAACAQJB3zhzcpMVHUvaZYvpy9WG6q08TSomrOKFXlZxt2Z11hga8sZyGtKtL4wa3cvo1eF7UvuxC6+0rL6pD13dNp8FvrbDZaVhPu/qJdH//ZvS/zces9ynLTgqjsCslLsJ63SgZJGeBagRi5ubBBx8UnVItW7YUU8Dl0QZ8AQAA8HdcRLzjWIG1Y6hezWjrcsx9X25w63vJtTCrD5yiAyeLaNqyfS69RqRm4zxecuIWbb3N+IxoMyraJS7DzI0c3BgtS0k/o9Fj/Dpz8/nnn9OcOXNE9gYAACAQ8U6+ry3abb1dr2YUbbKs7Kw9dMqt7yUX21b6NTT1MbyZHm+up1dIzO7s1Zi0ajgoTpZrbmRxkeEOl6XUNTcBGNwkJSWJJSkAAIBAJQc2LC0+ymPvJZ/4K6tUE8DwfjNKcKO14MFLqU3deJv7tTGHtqDYaF2qQS1zVsteJ5S6FZwCb1nq2WefFZvo8ZwnAACAQBSrGf6oLPHIBbx8cUvWRad9u6oBEu8UbBTcpCVE6mZYaidEOcjc2BrZsxGlxkc6Dm4sBcX87YDc5+add96h/fv3iw38GjdubFNQvGGDe9cqAQAA3C02Mky1p03flqn04YoD1tuLd2TRm0v2iNqcxY/0NQwkKpN1qdRraIIbDjJiI8JEUKYtKI7RmdrN4qPCadm4fqI4+YFvNtosdel1cvVpkapaZjKKW5Sdk/1hSapSwc3w4cM9cyQAAABeog0WujSqRUse7SsGT/KuxXzyV/B4Bu428uWyVInUaq3U3HCA8/u4ftT75d+t90+++iKKiTA+tTdJiaUz580dYmVOtILHRoaq9q0xKhZWAqyADW4w1wkAAALdWc1OxJwBaZ4WR8/8q40IbmTcVVWl4MYNmRubZSlLxFHf0uXFuH19pE4hsZYyH0oZr2BvWUrbpWW0LKX8jH4S21R+Kvj69etp586d4vpFF11EnTt3dudxAQAAeAQvoWiXcpQ6kUbJsdS7eTL9tS/X+r2DuUVVej+31O1ojjdUZ8MZzrI4I9wyTsFmnxud6IaDPmfmRikTyf1h9EKlghueBH7zzTeLid01a9YU9+Xl5VH//v1p9uzZlJqa6onjBAAAqLStR/Pp913ZdF3X+qJWxZ7LWqSqgpucM+r5U74oKNYGSOE6QUSiNCbBHmUsg7agWG+oJ9cayYNFHUx08JtlKZcrpB544AE6c+YMbd++nU6dOiUu27Zto4KCArHBHwAAgL95fM4WUSB82ydr6FVNG7jWVe3qqm6fLKxacGPTcu2mguJKBzchlsyNzpwqvcyNHK84Cl78JLZxPbhZuHAhvffee9SmTRvrfTyGgedN/frrr+4+PgAAqAbeXrKXuk9ZQkdOuX+bEe4C2nm8QFw/nHuWvlmbofq+MqNJ0TA5hl6+tr2Y38ROVjFzI2c+Kku7jBYupVC6Nqolvo7o6bjeRmkj1x2caZC5kQMa5frUGztSu/oJNObSJqrH+8uylMvBTXl5uU37N+P7+HsAAACuDq/krArPdvrflorZR676bfsJumb6X6K7SQ4oztgZT3B91wb0/X972tx/c/eG9P5tXd0S3DiTIXF1aUsOIj7/T3eaP7Y3DWpb26nXClMKistM6qGeOo+NCFVnbpT3vbZLA/r5gUtFjVJQLEsNGDCAHnroITp2rOIvYGZmppgWfvnll7v7+AAAIMgdkgp2q9JZ9N8v19PmI3l0xZsrqM8rv4tN+H7Zcpxe+XWX7uNb14mn12/oSGmaze0USbHmmUqnz5ZUepq3Xsu1O5allKUlFhcZRh0amGtgXSkoZnIQqPcj2mZujF9L7/sBU1A8bdo0uvrqq8UGfunp6eK+I0eOULt27ejLL7/0xDECAEAQkwc/ZhVUPksin5yP558XS1D3f73B4fKMkVoxEdYMB2/4x0GEOzM35eUmCnEyGrAJbhxV9tohP5ePTen21pstZbQspbc8xvxhd2Lm8p8UBzS8C/GSJUto1y5zNMz1NwMHDvTE8QEAQJDjSdyKrILzlX4dzsTsOnHGejvDQf2OtltIKyrcPL+Js0l5Z0sqHdwY1dyUmUwUYjPOUp82oyVnblwVJj33gqPMTSgHN8Y1Ndogyx8mgjOX/qRKS0spOjqaNm3aRIMGDRIXAACAyjhXUkbjvt9MZ0sqgptTRSVue/39Jwvtfl+v9VmbhagVEy6ySXlnS6mBuW7Xbd1SHPSEh1Z+tpRbgpuyitc1GXwGNexlbkKCYFmKi4YbNmxIZWXqnR0BAABc9b/Nx+iXrcdV93GdjCO8nMPnWO0SiLLrMNeB8FLSvmz7wc09fZs5fC9emuLghutuKssoiHIUXNnL3FSlKylUeq5cqGx0OKpWcAeZG39ZlnJ50W7ChAn01FNPif1tAAAAKkvvPOgouOFsx7/e/ZNu+GCVTZGvEtykxZsLhPdqghteZlJwKzN3/Dii7B3DmZvKMlr+cqVF/Jzmc1E6niqjRo0a1kJg9THoH4+crQl1UFDsL63glSoo3rdvH9WrV48aNWpEsbHqNjBMBQcAAHs4KNl0JE9VSGx0EtfrrNph2bOGgxmegP3JyoPUvkEinbMsb6UlRFJm3jnROSVLjY+kI6fOietD2qs36jMSH2U+TRbZaSevdM2NdP/6w6foh/WZ9PjgVlTL0qVlL+iryrKUEoRw1kYuVDbK3MjxiqOCYj+JbVwPbq655hq/STsBAEDg+X7dUbFjsFEdjj3FpRUnYw44Vu3PpSkLzHMOlVNTbUvmRqtpSpw1uIlystgl1lJErBeIVbVbSg5uHvh6Ix3LPy8Ct5/u7y3u41okHlzJgYj2c0nWCYBcER4SQuep3GFBMVN1S2mXpWxqbmoEZnDz7LPPeuZIAACAjuWdo6U7s+j6rukUHeFktWkAOXCy0DCwYecd7HOTf65ieajg/AXV0pNycq6dEKn73G6NalGvZslUJ1E/+NETY5lDVVRc+VpTe91SCg5smJJt4kzOrR+voQa1omnRw5fZTDFvmKTeVdlVYTrDM41qgNTjF+y/rp/ENq7X3DRt2pRycysGiil4eCZ/DwAAKu+69/+mZ37aTu8t30fB6MeNmQ4LZ+3VouSfqyjs5WyK3jKW0aZ8XPz6377N6JpO9Z0+3jjLpO0iqaPLffvcGAcFGw7niZEL+08WUU5hiWpZqn39xCqvoIRZlpNUBcUGj1XV3GiiG+3OyVXY69C3wc2hQ4d0u6WKi4vp6NGj7jouAIBqiTefYyv2nKRg5Ew3lL3HyIW9hecvUOZp8zKTgvelSZAGSPJ5WSkkbpKirhH11rJUmUEruNwirl3OkYM2vq7cfvHf7ek7nXERrgq3BCmOdijWHpv2OEs1P5srHWB+sSw1f/586/VFixZRYmKi9TYHO0uXLqUmTdQDtAAAwHnyiUavqDQY8K7BzgQ3SlChlSctS505X0qFxaU2U6zjpefWSYiiRY9cRusPnabLWqa6fLzKxn1VKSh2KnOj+Z4c3PBS3p4s8/Jb67rxblmuDLUsS8nBid4OxeLY7BQUJ0SpZ026YYyWd4Ob4cOHi6+cChs5cqTN/jc8juGNN95w/xECAFQTchYi1lLrYWT94dOi7oI7gAJJwflS6yRuo0BHObFzJ8/D326iLg1r0V19mlgDGnkg5nmpwJhxAa7S4cTq1YwWJ+D+rdMqdbxKkFWlbimjVnApy2EOGipuywXEd32+znqdu8PcIdzSSq5qU9ccJgeKTG9wpqJLw5o0tn9zmrZsX2BmbpSJ35yd+eeffyglJcWTxwUAUO3szT6jWzirtS0zX9TmsI7p5pOLsxOhfU0JRuolRhsGN8qyFC/N8eBLvvynd2Pxy7VcWMvLUsUXymwzN1I2oa4LxcO+7JbSpm6Mluaind3SuBIFxdqjVIIbe8tS/Gfyf1e0rAhu/CR143LNzcGDB20CGy4mBgCAqpE7f+ztiLtR2r+Fu2vGzKr4zV7Gc5qenreVdhwr8JsTDxfJsro1bYMOJSmgzJqSd+VVuonkjAY/Tnk9RWR4iGoGVP2a0VU6XmUTv/xznt3nRg4ZOOA45+ngJsSSuVHV3KiPM8IyUVMOaPTqmOXiZj/4K1a54OaVV16hb7/91nr7hhtuoKSkJKpfvz5t3rzZ3ccHAFBt7Mk649R0bO08H6Pf9Ie+s5K+XJ1BLy7YKWY4XfrqMtWyji8omRa9jErztDjxlbuDDucW0b1fVWwKq4xSUGVuikt1l6USoiuCG26lrgplP5mcwmKPZm7kAILb4fX2++HC6CQ31WKFKZkbVc2NUeam4j5HPVr+sizlcnDzwQcfiMngbPHixWI6+MKFC+mqq66ixx57zBPHCAAQ1JTfmOVZSHwy1S652Fuy0hs4yUGCkt35Yf1RsWvv0p3Z9PuuLMquwvTtqlA24VMyIux/Y/vQ/LG9qWGSuZsp+8x5evwH9V44J88U6wQ3+stSnK25umM9GtaxHl3d0fm2bz1KTRO/v3a+U1W7pYwCgWKpO0q2bFw/m1lOlRVmiVjszZbiLJg2M+OoA91fghuXN/E7ceKENbj5+eef6cYbb6QrrrhCFBT36NHDE8cIABC0/tqXQw/N3kh39WlKW47mq76XlV9MDZNj7HYMKXILS0TxrB4+SVliA1p76BR9vSaD0uIjae2EgeRtSjDSu3mKCEDa1E0QoxO0gYR2oneeZZnuXGnF8tA3a49QPU0GiIMbPhm/c0tntxwvD85UvLpwFz39r7YeydzIGRReatNm4ga0TqO6iVXLQsmUIEkuKNYeZQtLJs2VkQoBuyxVq1YtOnLkiLjOGZuBAwdaf/PAtHAAANfc/ukakWF5ZeEu633KfixHTp91OnOTW6ReNpFPjrlSVmflXvP+OdlnikUmx1eZG975lwOQe/tVTObmgEvpGtO2Oyv722h36lVqcRSRbqpJkffNUXzy50G31twoQQ/XQskZlPM6mRt3dUlpB16qlqUsWZer2tURWa8Xhre3zdw4WJjyl8yNy8HNtddeS7feeisNGjRI7FTMy1Fs48aN1Lx5c08cIwBA0NKeC3o3T6Y2dePFdR4u6Si4UQpMtctSSsu19j2O5VUEAxlO7DnjbkoBsFLPIevUsKb4umz3SZvC2TzLzsSOZk/pvW5VKeMcOluOz2373Fj+YEqkjiXlM9IGcbEOtgaodEFxme2yVI8mSfTuLZ2tmTRVzY2jZSk/Sd24/LfgzTffpLFjx1Lbtm1FzU1cnDltdfz4cbrvvvs8cYwAANXG5KvbUbdGSbrBDS/XPPjNRlqyI0vcfu36DtTXsjGddh+WAoPuHjmLoFen40n83sqJXC8I4blPSr2RslNzelK03cyNN4KbyVdfVKWhkIb73Fj+LG76cJVNcKP984uxjIFwl7AQvYJi8/FoRzs46pZyJpDzNpdDQd6wb9y4cTb3P/LII+46JgCAakHbestqxoRbO4mUOhPFO0v30vzNx6y3ueVZOekVaU76cubGyCnNUpanyQW5elO5udOJl4H4cUo7ONflTF+2n37ecpzKyteLSdn28Gu4W1xkuHVfncqwV3PDGxVu1tRa8c+o/bOPdXfmJtS4oFgbwKhv249utK35vuLypyWPYZBxpBcVFSWWplwZwzB9+nR67bXXRKFyx44d6d1336Xu3bsbPp731JkwYQLNnTuXTp06RY0aNaK33nqLhgwZ4uqPAgDgU/KcJAV3ESmb0Gl/e+eJ4bKYyDDrSe+sJnNjbxNAxaki77aFy51NRhmW2IhQVRDUsUHFUtCv205Yr9/SvSF9szbD5vlKh487xUVVbSM/ozoUDnr0/pyyC4ptAiJ3T4gPsxQU682W0oYvrmSs7A099evghscwcCCj/Y1DuY+/9unTh+bNmyeKj+3h/XIeffRR0V7OnVYcpAwePJh2795NaWm2W2WXlJSIWh/+3g8//CD21jl8+DDVrFm5dVAAAF/SFgxzJiY8lAc/mv9r3p11RmRrxlzaVJzctNkODgSUzI12ueZQTpHfZW6U3+p5C3+jlmYuND4tBX0dpOBGu4SlG9x4YFlK2RSwssGNUeaGN+vTC26OnLKtheI/a3cKt7aCu7Ys5YnP1xNcPkqus7n44ovF1/z8fHHh6xyccGv4ihUrRKGx3tKV1tSpU2nMmDE0atQoUcPDQU5MTAzNmDFD9/F8P2drOHDq3bu3aD/v27evyPgAAASao5qJ1rGWQEUeRjh18R76YvUhcf14viZzE1GRudEuS8kbAhopqOQyi6t4T50Bry+nWz5e7fAEKe8uzLiwWDsFm+/j5TtHrdvuosyq4uBGbylRqXmas/6ozXISKzVYquElIb3snV6XHP9Zu1Oo7g7F5q/aRI1cUFw7oWrjLPw2uHnooYdEUHL55ZdTfHy8uPB1XlriTfw46OAMDAc89nAWZv369dZWcnEwISHi9qpV6uIqeUmsZ8+edP/991Pt2rWpXbt29OKLL9ptQS8uLqaCggLVBQDAHxzVnMSUNtsEaYM7ucNJWwDMwZDSIqytRdmaqa7j0FOVYZCuWLwziw7kFNGBk+ZskjzYUktbOMvLTN2bJNHDA1tY7+NdevVqdjw1TV2ZL8VLLtodkRXP/W8H/d/3m+nuL9bbfE/bDaXgYt58SxeYbEOGbZec3n5H7mgFPyX9nTIZtHvLmRylcyzogpv9+/dTQkKCzf1834EDB8T1Fi1aUE5Ojt3X4e9zUMJBioxvc/2NHn59Xo7i5y1YsICeeeYZMYn8hRdeMHyfl156iRITE60XZQNCAABfO3JKnYlRziHak78S7BQWa/c+CbP+Rr/9WAHtPG7+5e27dUdoW6b5+sA2xgM1HXUeuQsP+nS26DRWk6FQsjzyjsbJcRGG2Z8kD2Ru5Pcy2qV43qZM8XXtwVM235OXfrT3y8tSvFGfvFP15dIk8w6WjQ7dXVD80YoDNO33vfTv9/6idYfMx26vxCZoMzddu3YVGZqTJ80bQTG+/vjjj4vlKrZ3716PBBE8mZzrbT766CNxHDfddJMoLublLCPjx4+3Lp/xRdmAEADA1zJ0aisY193IlGJhnqWkzdwoS1l8QuQTFE/SVkYX8G/nL19n3ohNT5GDziN3kcdKyBv56VF+HsadU0rWQA5u0mvFqDI38rwlT9SEKG3T9rIw9t632IllqaEd6lKrOub9jRRTb+okusUeGdjS7ctSYZZlKfb6b3toY0aetdZJL7bplF5TzNnq2sh+La2/cPnT+vTTT+maa66hBg0aWAMYDhiaNm1KP/30k7hdWFhITz/9tN3X4cnioaGhlJVl3q9Bwbfr1Kmj+5y6deuKVnR+nqJNmzYi08PLXBERthF7ZGSkuAAA+JP/bT5Gf+yp+CWRGf3CfLa0TBSfapdEosJ4Wariv3H+/ogZa623Fz/Sl1LiImnX81fSqwt304y/DlpPxGKjOE0mqLIdUHyi5CLhZbuy6fNVh+jlaztQHWksgrKsdkPXBvT9+qP05k2dDF8vVvp55IBBDm4Gta1t8z1lecXd+8EwDrAiQkNEYCPvC2OzM7JBDZNR5oaD0G6WYKFmdLiq3oj39+Gfy11jJIyWpfToZW5+uKenGK0g79gsU1r4Aza4adWqFe3YsYN+++032rNnj/U+7mLimhmlo8oRDkQ4+7J06VLr4zkzw7d5k0A9XM/z9ddfi8cp78XHwEGPXmADAOCv+CTPasWEV/zGLJ1Vvhrdg277ZI01c1OkCURa14mnkJAaqpO+jMcaNLaMceAsR7v6FeUE9WtFi/qXynb/yIHNgNf/EDvZzru/N42a+Y+4/9r3/qK/x18urnNQdsIypPP/rmhFE4e1tba665GDE3nPGvl6/9ZpqvESHOj8t29T8TP1aGLeCNATwQCv4pVeMLmcubF30l93+LT4mqgJbpS9dTwlVMrcaOmNWHA0sDMy0IMbxoHFlVdeKS5VwW3gI0eOpG7duom9bbgQuaioSHRPsREjRoh2b66bYffeey9NmzZNFDU/8MADYvmLC4offPDBKh0HAIC37bV0M314Rze60bJDbYNaFYMRebDklH+3owk/bhO1MYWWJSTOICx46FIx+dpegadcgMvkgKJBrRgRCDjaEM8Rfg2eT8UXedNAnve09Wi+GIjJM6y4EJeXdjgI4gyPM8W7LEras6ZH0yQa2r4udUxPNAd0JnX9yPir2pAnhXPwUlJmuCwlL5P9uvU4XdW+rvW2Myd97v5SBzfuz0DJ7L5+JTZibpoaJ6bPB3Rww9kVvmRnZ4ssisyojVsP18xwvc7EiRPF0lKnTp3EME6lyDgjI8OaoWG8DLZo0SKxG3KHDh1E4MOBzhNPPFGZHwMAwCe4iFQZL9C6bjx9cVd3+vCPA/Tiv9X1MbHKBn0c3FiWPHhDueaWac0sLd62wJNrULQ79conTiUw0raPu0resE0J1hS/7TghghtluYiLgB0FNizWYFmK65Cm39bFo5v12aPUQRktMcnHeu9XG+jQy0Ott42eI+OATQ7stC3x7tZc+jukVZkhE9Nu6UzPzt9Od1/WlPyBy5/e5MmT6bnnnhPZFl4O0m724ypegjJahlq+fLnNfdwKvnq1ea8EAIBAtC/bHAjwmAXe0+bSFqnioqXsSsuFv8oSklxwKz9GpkzXlskdWE0ty1WcUeATr7aA2ZHZazOozGSimtEV5QDrLcsril0nzD+jEtw4u/+MPP3a3igFb28mp7fpnUwbjHDgpwRzzmRuEqMjVH9GcXaW7tyhVR3brmdFZc7r6Ukx9Omd5qaigAxuuDNp5syZdMcdd3jmiAAAgtzuE+buoRa11d0xWrHW0Qpl1mnYMeG2/23LdTtG7bryybdpqjm4Ea9dUkaJ0c4HCtlnztOTc7fa3L/zuDpzoxzvacumdkab7tk7TnvZmar+Yl2pZSk7wY12b7/comJrVs1oKUubuZEDVU8vSzVJiRVLmlkFtrtUO5Fg83suh77cldSrVy/PHA0AQDWg7B7cqrbx0oBcc8KFuyWWzUr1TvhLHu0rCmoVenU4ynwkpaBY6ZZxte6GJ5M70+59zlLwq7Q6O525kYIbOYtjjzf261GyWyUGBcXy3CxlPpTCmcwNL9vJgV2sm1u/9dzavZHu/V6OG/0juBk9erToWAIAgKoFN44yNxV1HibrCZILirWS4yJpeKf61tt6gYS85FEnIcraQq7twnJEu0uyUXCjBBzK42s6GdzIM5SMOsG0jmo2Q/RFzY12Lxs5CHQmc8N1UnJw443N8sLDajjdLRVoXA4Nz58/LzbRW7JkiSjq5X1nZDyaAQAAjCmBQEsHwY2ypwifOJWTp1F9jPxa3CKuxfUrn/+nu5hQzYEGBxFc2Oxq5sYouFEyNXyS5scordrKslRSrHOBilxU6yi44QwDLwd5o/4mwpLpMgpulJ+XP3qus5bb7J3qlooOp/PS4+TOOU8JN2gHD4bMjcvBzZYtW0RXE9u2bZsnjgkAIGjxyZHbo505gSnBTQkvSymZG4MTORevvn1zJ/pi1WEa1bux7mP6tky1CSLclblRcPaBH6METUoGIzXOuc1UY6XlGO2MLa059/YSrfJPD/VsG7g2i6ZHCT45uMspLLEGe1xYbDAU3GYfmRgpqmiUXFEX5Snhdjbyq3bBzbJlyzxzJAAA1YBysucTi6M5SBHSCVU5qRoFN+yaTvXFxZXaFleHZ552ENw0So4RYyWUgmIlkEtzcpmldmKkavq3PV0a1qJfH7qUvEEJbh6cvZE+vL2r2EhQL7jhbJMIbiw/vysb23HG7dlhbUVxeNt6xt1M7i6S9nWxtie4JZfHI+B//fVXuv76693xcgAAQUvZrZc7afSWj3QzN2XlInsj31dVSm2Lq/OlcpV9a6R5Tjzg8drO9cXl3r7NxH1K5kIJ5vTa0/XIGR6lGNkfKIEAByvKTsx6e/4omyUqNUfO1Nv8p3cT6/U7ezehRwa1JG8IN1jiDPzQppKb+CkOHjwoNu3j1nDejG/gwIHuOzIAgCCUbQlujHYW1svc8InznGWuVKSLe9IYUQqKXe00UpaluJVYCXQ4i3H7JebOmzxLjY0528RLcOafl3cndoacNeB9gPyFUnOj0O4PVG4Nbsyf6zlL0KhkcJRaHK3v7+lpnS/lbeEGy1JBkLhxPXNTXFxMX331FQ0YMEDMlOLxBzxGgXcr/vnnnz1zlAAAQULZV8SZbhh52UBZPnJ1wz0jymaAri5LKcGNvFeO3Ikl79Wy+kCuddinK90/3959iagbGtFTv3bIF+Qp2uxwrnqiOxdqs1hN0JiZZ35c3UT9+qqLGyf5bBko3DBzE/jRjdP/StavX0/33XefmNjNM6B42CVPA+fxCIMHD6aEBM+vDwIABMuylDMne7ntW+m+cdeylCuZm+W7s+mbtRliL5c1B09ZZwkp5BZmPmaeI8Xu+HStNUslz15ypEfTZJo07CLd3Zd9RVufou0yU7IySqE2T3KXg6CGSTHkb8KNgpsa1WhZqkePHmJYJY8+4IwNAAC4LssyU8qpzI20bODu4MbZmhuuqbzzM3ONCQc42hEO2uCGsxBcX8PDMxXptfzvxF7VJRxt15SSuVF2FlaWo1bsOWkNblYdyLU+/sHLW4hBoL4UEcQ1N07/K7n88svp008/FXOleLgl/4UHAADn8eTsuRszna654UBBOQEVuTtzo2QYHLSCy0W9W47mW693blhLNZVbJu/XwhomB35wo91LR7vfjUmbubEEjUt3ZouvA9uaB0IrHh3UklrVsb/PkaeFGdbcBH544/S/Ep7GvX37dpG1uffee8XQTJ7IHSwfBACApy3ZkaWqtXCGEsxYMzeh3s3cHD2t3v2X/7vfPnkwpcRFGA641O6F08QLe7Z4mnYwpja4sdbcWIObMlXXWIcGidZNCd0VoFZVeBAvS7n0Caenp9PEiRNFl9QXX3whOqTCwsLommuuoaeeeoo2bNjguSMFAAhwXGDL7unbTExRdmU5pNBHmRulIFbRpk6COIHzL7VPXNmabr+kIV2k2ZNFu6leCwcztAJBXGS43eCGp6TL87B435sLZeV0wVKMw0Hp12N60KUtUuiHe3qSPwg3ytx4/Uj8qBV80KBB4nL69Gn68ssvRUv4K6+8QmWW4W4AAKCm7PnSJMX5ZRolmCnyUebmVJF6r5n7+ze3Xr+3n3lPG607ezWmS5omU8G5UtqamU+DL6pDgU4ePKodoMllGsqylBzcyHvc8MDTi+ol0hd39SB/EWo4fiHww5sqjx2tVauWKDTmCzI3AADGTrk4IVu1LHXezQXFTu5QLH+fT9z9W1eMcLA3SqBd/URxvVfzFAoG8XaWpeQSVKUrrLi0jIotbfDuDErdKdQgiAn80MbJZamMjIoKeXu6dOkivmZmmgvmAACggrLBHc8fcrUuwv3dUs61givv27J2HH0z5hJrC3l1o21Ll4Mbpd5GPM4S3PBOxspIBm6N54DP34Qa7JAdBIkb54Kbiy++mP773//SP//YbjmtyM/Pp48//pjatWtHc+bMcecxAgAEBaXQtpYLwY3yG/8ZNy9LxUQ6tyylBDcDWtemjuk1qbqSAxh2QWoFl3ceVoI/8yR3947McLfQIA5unArBd+zYQVOmTBE1NlFRUdS1a1eqV6+euM41N/x97qTizM2rr75KQ4YM8fyRAwBofPfPEfph/VF67/YulOLkFGpvtoGfsSwtubIspWQMlHOr0bBDV8VGOFdQrCxLKfu3VFfa4KbEKHMTYf7zOV9aMcld20bu98ENBX5049QnnpycTFOnTqXjx4/TtGnTqEWLFpSTk0N79+4V37/tttvEDsarVq1CYAMAPvP4nC209tApmvLLTvInu0+coQ7P/mb9rVhpCXaGdjK22zI3ThYUKxkjpUanuurTPNXJZSk5c6MEN/4ZGIYZDW4N/NjGtYLi6OhoMfkb078BwJ+tkXaC9Qcv/LLDer1mdLjhb8zOBDfuygIowQrPfuLBnEbHVJG5qd7BDQ/+3DRxED09bxv9vOW4JrixzbTxkpSyLMWdUoGVuQl81ftvKwAEzeZ4eecqWpb1pi/7krzLryv1NixKU8jqvtlSFa/Lu+nGR+lnk5Qureoe3LCaMRHW5Tx5/IJeQTF/XynWDrRlqZAgKLrB31YACGh/7cuh0bPW2d2TxNfyzlXs2OtKvY3uspSbTpR8wuWTG2dt+CRsFNxkW/bmcTUoC1bhYeYTv1JPw0zl+l1VSo2VvxYUhwVxQbF/fuIAAE7amHHa+VoCHymVNnzjZSlXeKrmhjdqs9bdGOx1w0WxR0+ftRmUWZ0prflGNTdR0hIUb2LozzU3IdW9oBgAwF/tPHHG5j7t1vi+Jp9DXK2/0O6vYjQPqDJiLUssRVLH1Mq9J+nv/Tniesaps2KJjzew45oTqAgulbEK2uCGv68E19wh58/LUmFGy1L+ebgucfpH4JlS3BEFAOBvnUhacpuuP5CPp2GSaxmQKM2J0Z1LHLGavW54H547Pl1Lt368Riy7HMszD82sXys6KLbkdwcluJSXpZS5UvwR8eekBDMF5y64PSD1RuYmNAj+rJ3+xI8ePUpXXXUVNWjQQEwF//XXX6mkRD35FQDAm3jZ5GBOkc398onHHxRYai/YtV3qV6mg2J1ZgIoJ1ubjO5hTaP0eBzo5heb/45G1sb8spSRulELcyHB10OivwU2YQXATZjBQM5A4/YnzYMwTJ07QN998Q/Hx8fTwww9TSkoKXXfddTRr1iw6deqUZ48UAEBjX3ahKIj15+CG24GV45l99yXUsna8XxQUs4qaG/Oy1IGTFYFiTmGxddAnghvbE79ezY0SKyjZNqWWyd9qwKpDt5RL/0pCQkLo0ksvFbsQ7969m9asWUM9evSgDz/8UOxYfNlll9Hrr7+O2VIA4BW7dJak/C24UTpm2MWNk6rUsu3uAYyx1vlS5mM8ctq8DMUO5RbRKwt3iesIbmw/f3UruPlrDW3mxhI0+msmJNQgiAkLgqKbKv0Ebdq0occff5z++usvOnLkCI0cOZJWrlwpsjsAAJ62+0SB+Nq1US3V/fKJx9deX7Tbet2VzfsUidHqFmx3jV9gMdbJ4OaTcG6hOVPDxn690Xo9LT7Kbe8Z6MItgYpq/IIlulH+eJWlQ2Uul78uS4UGcUGx2zaDSE1NpbvuuktcAAC84Vj+efG1Q4NEWn+4oiWcTzwmk8kvimA3Hcmr0vO1E8Tdm7kJtWZuthzNo23HzMGiVrt6CW57z0CnBJcXdGpulExIpGZZqjJBrTfUCOLMjX/tdAUA4ILTlinbenUsHOD4w/4i8ZYNBZ8a0rpSz68VE66bOXAHZYL13uxCev23PYaP69Cg+k4DNy4otm0FtxYUW/7eVWRu/DO4MeKniSaXILgBgICzaPsJ+mlTJm3NzBe369eMphl3dhMnnP9+sd5ad+MPwU2upeOoYyUDBHlnYD5JujMbpbSC7zDI2LAv7+phs9dOdVZRc6PfCi7vZaSMXwi0TEhogB2vHgQ3ABBwJs/fbl2SUpZu2tVPtNY++FNRMXcdseS4yhXlyjsa63WGuSNzw23fRvq0SHHrewbjPje8BCrvG6ME1f6+LGWkWu1zAwDgD86cL1UFNnJdCp9clLZbfygq5hOgssdNciVnM4VJawTuHgiqZG5ypeDm3Vs6iywYu6ZTPfe+YRBQlpj0poJX7HOjLSgOrGAhNMCO1y2Zm/nz5+vez6nSqKgoat68OTVp0sQdxwYAYEPei0Wv6Jb3gblQUrG3jC8czz8nTnjKEgaf8xJdnCnlDUrmRjGwTRoN62gOaBY9fBk1qBXtoyML1JobUhUUF1v+DgbaMk9YgGWa3BLcDB8+XAQyShpOodzHX/v06UPz5s2jWrXU7ZkAAFV1okCdtWFR0kZ3HNxwrUNJWcW8JG/ioKrnS7+L69Nu7Sy+xkWEGW5170tNUmJ0dyxmreq4ttlgtR6cabmqLSiueI7//dnbU+028WOLFy+miy++WHzNz88XF77Om/n9/PPPtGLFCsrNzaVx48Z55ogBoFrL1glu9GsifLMslXGqyGavmAQ/zNqwro2SxFBMo0wOOLsspe6WitAEM4FWUBzmh4G4q1z+xB966CGaOnUqXX755WIMA1/4+muvvUaPPfYY9e7dm9566y0R8Dhr+vTp1LhxY7GsxUHS2rVrnXre7NmzRaaIs0kAEPy+WHWInvlpu93HhFv+Y76g/DrtZft1ls2UdnB/9KTUoh5nqcEBx/vc8LIUF7Cv2p9L50rNWUIlJtio2dvIX3coNuKPWUaPBzf79++nhATbDZ34vgMHDojrLVq0oJycHKde79tvv6VHH32UJk2aRBs2bKCOHTvS4MGDKTs72+7zDh06JLJDPA4CAIIfdwo5CmzkAlxfFRQfOXXW5r6EqKplbpqlmieJN7V8dadYKVsjL0uB41bwD1ccoFs+Xk3P/7xD3Ke06d9xSaOAzoSEBdjxuiW46dq1q8jQnDx50nofX+cxDLxcxfbu3Uvp6elOvR5ngcaMGUOjRo2itm3b0gcffEAxMTFiUKeRsrIyuu2222jy5MnUtGlTV38EAAhA+09WTKxmKZbWau0OvspvyfIOst6kjDKQKd0zlTXjzovp1h4NacZI8/+x7iTvYROH4Malmhtl9taWo+b9lpTVp2u7NDDseAsEodUxuPnkk0/o4MGD1KBBA9EZxRe+zpkU/h4rLCykp59+2uFrlZSU0Pr162ngwIEVBxQSIm6vWrXK8HnPPfccpaWlOTXqobi4mAoKClQXAAg8GzMqxiv0b5VKCx7sQ3f1aULf/fcS1ePCLWeYC+7um3ZhCrj2t1+54LkyGiXH0ov/bk+NU9yfuZEHc9aMqVy7erWcLaXTjafsD8PBweWt0wI2ExIaYMerx+UwvXXr1rRjxw767bffaM8e83bdrVq1okGDBonAhDlbA8NLV5yFqV27tup+vr1rlzki1vrzzz/p008/pU2bNjn1Hi+99JLI8ABAYOEgYevRfOqUXlP85qvMaPpv36Y0/qo24voz/2pr87wwnYJPbzpfan7fMZc1pUtbpIjBmSN6qpcp/IkquPHTwmd/zNwo+xcZdRklSmMzAq3mJrRGNQtuSktLKTo6WgQWV155pbh405kzZ+iOO+6gjz/+mFJSnNs1c/z48aKmR8GZG2eXzADAd0Z/vo5W7s2hp4e2oW6Nk+ibtUfE/V0b2t9iQlkCuFDm28xNVFgo9WqWQnPv8+8dfuUOqZqaOVZgy96EbzkmkLN1SjbRH93YrQF9v/4odWlYyzp8NhgKil0KbsLDw6lhw4Yi2+IOHKCEhoZSVlaW6n6+XadOHd1iZl7+GjZsmPW+cktHRFhYGO3evZuaNWumek5kZKS4AEBg4DlHaw/misCGvfDLTmpbN8HpcQC+7JZafSDXOlm7qnU2vsjc+ONGg/7G3p41cuaGg9tAWOZ55boO9Nw17WjCj9uswU0wcPlf34QJE+ipp56iU6dOVfnNIyIiRIHy0qVLVcEK3+7Zs6fuktjWrVtF5ki5XH311dS/f39xHRkZgMCWd7aEhryzkp79n7n7RLHjuDlguPnidId7sVQsS3k3c7MtM59u/mg1bbYsn0VZWob9nZxhQHDjfCu4o+AmOiIkIJalavB0gfDQoJgEXqWam2nTptG+ffuoXr161KhRI4qNVRe4cTu3K3jJaOTIkdStWzfq3r272COnqKhIdE+xESNGUP369UXtDO+D065dO9Xza9Y0T9rV3g8Agefo6XN2v6/U2jizbODtzM2SneoMdGQVi4i9RW5Tl+tEQF9sRBhFhYdYa6sMl6WkzI29pSx/EerH2SWvjV9wp5tuukm0kk+cOJFOnDhBnTp1ooULF1qLjDMyMqyFygAQ3ArOl6puD2pbmxbvyLK2fDtz8vXV4EztzCtlvpC/41bwhQ9fKrIO2rEBoB8EtKmbQBsz8nS/p5cRC4TAITQAjtGjwQ1vtuduY8eOFRc9y5cvt/vcmTNnuv14AMA3Cs6Vqn4LvvuyptbgxtlOHm8VFHP31rjvN4tjvLFbOmXmqbNOVW3/9qbWdWw3ZgVjlzRN1g1uVDU3Ui1TIMyWCg2CDilZpXZsysvLox9++EEU+PKGfklJSWI5irMtvIQEAFAZ+Zbgpn39RHp+eDvRBs4nBs7CNEhSD3k0opxIPL0s9eScLbQvu5Ae/2ELdWxQkzI1S2qBkrkB193fv7n48+YsIQe1aw6aa1Dl5IdccxVfxR2qvSE0yFZIXA5utmzZIjbZS0xMFJ1LvLswBzdz584VS0izZs3yzJECQNDKyD1Lw6b9aQ1umqfFicCGPXFla/pzXw5N+Xd7p15LGVLo6WWp4/kVAzx/3JhJWWfOB2zmBlzDOzm/c4t54vsD35iHo8rjF7R//spu2v4sNLhiG9e7pbgA+M477xQjFrjAVzFkyBAxERwAwNWZUZ/8ecAa2Gi7dkZf2pRmjupO9WtGO/V63hi/wK8tHy+PhrAMhrZC5qZ6iJWWn+TMjfzXITU+EIKbEKrWmZt//vmHPvzwQ5v7eTmKC4IBAJzFbdO3fryaikrUe2fVqsIYAG+MXzh9Vl34fEAz94ohc1M9yFsTyEW5hdIOxnIA5K9Cq3vmhjfE05vPxKMYUlNT3XVcAFANvLpol01gwxqnOFdfo8cb4xdOny1R3T6Qo+6UYnUSKzLbELxiI0N1l6Xq1ozSvd9fhQZZ5sbln4Y3zePBlTyKQflD41qbJ554gq677jpPHCMABKnocP2UPg+KrCzrPjcerLnJLVQHN9olKZasmVYOwSlWmqQu/x3u1zJVjA759m71YFd/1aCWc8u+QRvcvPHGG2LqN0/lPnfuHPXt21dMBo+Pj6cpU6Z45igBICglx0aq9rRpmBRDafGR1LJ2XKVf07rPjZu7pT776yD9suW4dSdldlG9BFFcqicQflsHd9fc1FD9+XO9WI+myRQIru1cn+7q04Q+GdGNqmXNDXdJLV68mP766y/avHmzCHS6dOkiOqgAAFxRLqU8Lm9Tm169viOZTCaHIxa8vc/NoZwimmwZCdGnxRWUZykmrpsYTS1rx4tuKVYvMYqyzhTTNZ3que29ITBrbgJNWGgIPfOvthQsKv0/SO/evcUFAKCyzliKLh8Z2FJshOcO1n1u3Fhzk1tUsQz18YoDtOtEgXWKdsf0mtbgpnPDWvTyde0NszkQ3DU3StYQAmRZavbs2U6/4JEjR0RWBwDAkTPF5gxIw2T3rfdb97lxQ7dUUfEFumvmP/ThH/ut901bto+W7My27prcMq1iCY1HRPCGbViSqp6ZGyVrCL7n1J/E+++/T23atKFXX32Vdu7cafP9/Px8WrBgAd16661iiSo3N9cTxwoAQZq5iY903w6u7tznZsafB2nprmz6zTICQoszN3JXFDqkqh9kbvyTU7nTP/74g+bPn0/vvvsujR8/XkwC51ELvInf6dOnxf42KSkpYnO/bdu2WYdeAgA4M0sqwcm5Ua4tS1U9c6PX4i1LjImg2glRut1fUD3Iw0aRufEfYa60gPMlJyeH/vzzTzp8+LDoluKgpnPnzuKC6d0AUJlaluS4CLcvS5W4IXOjZJaM8LKUvFlfXBRqbaobZesBcR2ZG7/h8r9EDmaGDx/umaMBgGqj+EKZNXhw554w7szc5BQW2/0+L0uxhwe2oFX7c+nqjuiSqm7kid+B3C0VbPBrBgD4xI8bzB1GLMGNU5OtreBu2Ofm5BkHwU20OSh7eGBLehi7YVB1z9xgWcp/4E8CAHziyblbrddD3Pgbr3UTvypmbsrLTZStmfRtlLmB6ku1LCVlccC3ENwAgNflSss9tRPcOzE53E2ZG54f5ShAQnADckAj71AMvoXgBgC87vCps9brP9zTy62vXTE4s2qZG2UXYnuwWR+Eh+E06o9c/lM5f944TXv8uHnuCgCAPZmnz4mv3RsnUXpS5SeA2+uWquo+N7yBH+NVrj7NU2j6rV2ojtT2zTsTY7M+CEeXsF9y+dcO3qTv66+/pk6dOqnunzNnDt1zzz108uRJdx4fAAShzDxzcFPfA5OIrd1SVdyhuNAS3DRNjaMvR/cQ1/u3ThUTwXlfnkj8xg6aZSmeiwb+weV/nf369aNLLrmEXnnlFXG7qKhIbN53xx130FNPPeWJYwSAIHMi35wBruuBHX2VjhVXlqX4pHRamh/FiorLxNdYaemJt9rnTFOiZn8bqL7k9m83TPwAX2Vu3nvvPRo6dCiNHj2afv75Z7EUFRcXR2vXrqV27dq567gAIIidtBQUp8S5t5hY3kjNlWWpqYv30Lu/76PP/9Od+rZMVS1LxUnb6wNoYWnSP1Uqr3rVVVfRtddeKwZkZmRkiCwOAhsAcLVbyp07E9vuc+P8r9Ec2LCn5221WZaKlQYjAthjIqRuAja42b9/P/Xs2VNkbRYtWkSPP/64GMvAX0tLHXcXAABw3QpL9UTmxtot5XpBcaE0bqEic4PgBpyDZakADm64kLhJkya0efNmGjRoEL3wwgu0bNkymjt3LnXv3t0zRwkAQUUZa5DskeBG6ZYyVWmWlBLcyDU3ABCkwQ3X3MyePZtq1qxpva9Xr160ceNG0UkFAGAP7/p7+mwpcalCvZqeKChWuqWcy9zIHS4mKfjKsRQYI7gBZ6FZyn+4/K+Wu6L0xMfH06effuqOYwKAIHXgZCE98M1Gcb1NnQSKd+NMKe0+N852S52xZGiUzpcjp87S5W/8YZ0qjoJicB6im4ANbmbNmmW3atwo+AEAuPHDVZRjqbfp3iTJI+9RMRXcucxNjjQck5+zcm+ONbBhyNyAs5C58R8u/6t96KGHVLe5iPjs2bMUERFBMTExCG4AgsDmI3nUOCVW7OfiTkpgwy5u7JngxrrPjZPVndlScMNP0U4CR3ADzkJwE8A1N6dPn1ZdCgsLaffu3dSnTx/65ptvPHOUAOA1f+w5SddM/4uue/9vj77PxU1qeeR1Xd3nRg5u2K4TBarb6JYCZ6EV3H+4Zf/wFi1a0Msvv2yT1QGAwPPTxkzxdV92oVtft+SCOthIi3d/MbGcueEsTLkT2ZvsAvW8vF+3nVDdRuYGHGmRFie+XtOpvq8PBSzc9q82LCyMjh075q6XAwAfKfNQbj23qCJDsujhy8hTlG4ptnJfjghebuiWbvh47TKUFgqKwZH5Y/vQ0dNnqUXteF8fClQ2uJk/f75NGyWPYJg2bRr17t3b1ZcDAD9T5qGdyPLOmjf5TImLoFZ14r0ypXnkjLXia8va8WKKtzPLUlrI3IAj0RGhCGz8jMv/aocPH27TIZWamkoDBgygN954w53HBgA+UC5lboovlFFkmHsyF/nnzMFNggfav40yN4q92YV2ghv1shTr2qgWrT98WlxHzQ1A4HH5X225kxtjAUBgkveHKTh3gVLj3RPcFCjBjZs7sLTCpCnNinMlFXvZaGUXmDM3LWvH0Z4sc53RXX2aUExEKNVOiKL6NaM9eLQA4An4lQQAdDMsyvXU+Ei3vq6728u1OJvMAY48OPNsSZnh45VlqYZJsdbgpmfTZBrSvq5HjxMAfBzcPProo06/4NSpU6tyPADgY6ctYwfkydhuXZbycHCjLE3JwY08M0rG3VQF583HdUfPRrRqfw7dfVkzqhXr/mnlAOBnwQ3PjXL2NyYACGw890lRXGqc8ajsslRitOcTxlxUfJ4qltBPn60I2GRnS8usG691b5xEW58dTCE6y1oAEFic+l+Gp3570vTp0+m1116jEydOUMeOHendd981nDD+8ccfixEQ27ZtE7e7du1KL774IiaSu9Fv20/Q3/tz6emhbax7hvgz7thDYO2+zzJPCgSKNXvTVMVJZRJ4rPsngTsqKj5fqv9zFFoyOryMFRUegr9HAEHC6TPXgQMHVNNz3eXbb78Vy16TJk2iDRs2iOBm8ODBlJ2drfv45cuX0y233CICrlWrVlF6ejpdccUVlJlp3ngMqu7uL9bTzL8P0XfrjpK/+/zvQ3TJS0vdvuFcdcVDJOXlHHcGN8fyzF1JnpgErqUNys9f0M9AFRabs0lxUWEIbACqY3DDuxCfPHnSevumm26irKysKh8A1+iMGTOGRo0aRW3btqUPPvhAzKiaMWOG7uO/+uoruu+++6hTp07UunVr+uSTT0QH19KlS6t8LKB2LO8c+btJ87dTVkExPTPPnMkD99XbsPNuXJY6kW8Obuomer77SBnB4Gh5TanFQbs3QDUNbrRZmwULFlBRUVGV3rykpITWr19PAwcOrDigkBBxm7MyzuChnTy8MylJfwhfcXExFRQUqC7gHPk3eH93zo0n4epMu6GduzI3POeJd3D1VebG6OdQCqYR3AAEF58WVOTk5FBZWRnVrl1bdT/f5vobZzzxxBNUr149VYAke+mllygxMdF64WUscE5ZAO1p5KlddasbJbsib+LnDmsPnaKikjKqFRNOjZNjyfs1N/YzN/FRCG4AqmVww+vR2jVpX69R87DO2bNn048//khRUfq/DY4fP57y8/OtlyNHjnj9OANVIGVuSp2cAA0uBjcGhbiu2nHMnDHt2SzZK0Xq8ggGZwqKkbkBCC5hrixL3XnnnRQZae50OH/+PN1zzz0UG6v+LWzu3LlOv3lKSgqFhoba1O7w7Tp16th97uuvvy6CmyVLllCHDh0MH8fHqxwzBG82JJACMX+WqamzcteylLLc5Y16G73MjVEGiguoWZyHR0IAgJ8GNyNHjlTdvv3226v85hEREaKVm4uBlZlVSnHw2LFjDZ/36quv0pQpU2jRokXUrVu3Kh8HBH7AwDUdUHVbjuaJr9wWzdkOdy1LKRmhOgmer7fR7ZZC5gagWnH6X/Rnn33mkQPgNnAOnDhI4b1q3nrrLVGozN1TbMSIEVS/fn1RO8NeeeUVmjhxIn399dfUuHFja21OXFycuID7lEkzhgJpHhJUPkDcmpkvrvdpnkJLdmYbBgWuOlFgDm5qJ3onuNF2S/H73/fVerqhWzr1b5Vm0wqOmhuA4OLzf9HcUs4t5hywcKDCLd4LFy60FhlnZGSIDirF+++/L7qsrr/+etXr8D45zz77rNePP5gFUuYmUJbQuDYo3E83RjxVVCKCRI4LmqXFieCmqpmb3MJimv3PEWtGyHuZG3VwU3KhnBZsPSEuh14eatMtFY/MDUBQ8Yt/0bwEZbQMxZv2yQ4dOuSlo4JA6pa6EADHOmf9UXpy7haafmsXuuIi+zVlvqDsIJwUG0kx4WFuqbn5YvVhemvJXuttbwU3zgaQ1n1ukLkBCCr++Ssk+IVAytzwb+b+7v++3ywyI7wDtD/h4ZHcMJBTaN7ALyUugiLDQ9zSLbX1qHmZS5GW4J3ifh6n4AzscwMQnBDcgOFmjYGy1BNox+pP1h8+TS2f/pVm/HWIciwdTSlxkRQVZglu3FRQrIgKDyVvMGo3j9a8P/a5AQhO+BcNKnKMEEiZm1I/P1YOGnkDO3nitj94a8ke8ef8/M87rPelxUdSpCUIqOqyVK40zuGKturNOj0pXFNzo9AmdCq6pdAKDhBMENyAYe1KIGVD/LkVnMcOXPX2SmuWQMmIRIZ5J4thT6QlQyNrVSfeen9VZ0vlFpmzQR/e0ZX6tkwlbwnTbOKn4F2SswrO0/99t5luv6RhxbIUMjcAQQX/okFFrssNpMyNPx/qT5uOqQIbln+ulNLifR/cnNTMkmIX1UsUx+eWzI2ljqdV7XivLUlpg7YHBzSnkjITffDHfnH7sR+20J/7csQlwRLUoOYGILig5gYMMzfaYangnknbrMASPPjaMc24heGd6lGvZsnW4KAywQ3/veFs1bmSMjpbYs78JMdFkDfFSsFK89rx9MSVrSjUsia19mCuzQ7FqLkBCC74Fw0q8lJUOYIbt9ibXWhzn5IZ8WWHlLK3jeyNGztRSEgNa5aluBLLUl+tyaCn520Tyz4sIjTE65mR2MiKLBEHajwHj4+BP3d5Y0LlrzgyNwDBBf+iwTC4CaSaG3+247h5aKS/BDebjuTR9e//TaMvbWr9M+7SsCZ1Sq9lzW4oreCVabHnwIZ9uTrDmrXx9pBdOXOTGG0uFlaCGy3+kWMifL9ECADug+AGVOSA5gJGGlRZdsF53boWXwY3UxebO6SUGpSk2Aiae19v1WOqsiyl5e0lKW0mpmZMRXBj9FhvB18A4FmouQEVuYjYm+3V/tztVJVA8YVfdlpv8/KMIt+HLeHKHjYK3rRPS+nk4m4pnhSuLGNVBu+b420xEVJwEx1htyMqHhPBAYIOghswzNyUemnX31mrDlGHyb/R+sOnKJh8vPIAzd98zFqou23yYLqlu7kOZdWBXDFnypdjFhRD29ezeYySueF9anq//Ds99eNWp15brwi9Y4Oa5EtK5kZeqpKhmBgg+CC4AePgxksn34k/bRddNQ/N3kTB5Oct5sCGdUqvSRFhIdb6j0Xbs1Qb53lTRu5Z6/UeTZJo7IDmNo/Rtm3z8EtnKN1Rsr6tvLe/jV4mUPlZjIZj+mLZDAA8C8ENGC5LeXufm2ArYFaWQ1jfVmniqxLcsFmrDnv9mHjTOmXX4Neu70Cf/6e7tYjY0eZ+zjh9Vt19lZ4UTV0a1iJv01sKkzuoZDwoFACCC/KxYBhgeHsYpavBTVXqQLwhx7L8c1O3dGqSEmsT3Pgya8OjIG7olm74OKVbSsaZPEfTtvOkWqKrO9ajJ65qTb4woHUa3X1ZU9WSmNGIheRYZG4Agg2CG/D5slRl99UpMwVGcDOyV2OH2QNv2X7MPKW7aWqc3cdpB0wquw3XSYxyKrhpWTuO3rmlM/kK79Xz1JA2qvsSog2WpRDcAAQdLEuBcSu4ny9LaR/vT8tanFVShmRyq7Xi0hapYjCl4l/vrqQvVntveWr1gVPWWht7uDVa2x2tBGv25J0rsVmS8xdK9ow1To6xXq+dYD9gA4DAg+AGDMcveKtbquK9qxbc+Kr7SM++k4XW46sVW7EcwoHO6vGXWwOHbZkF9Ixl0ztv4LEIrHXdBIeP1SbG5CUnI9kF5gAoJd7/gpsWafHW6x2k5aq29Rx/FgAQWBDcBJkT+edpx7EC+mZtBt3wwd+UpynwdGVpqFSeoukFrtbQaJel/GXQJ2/ad8WbK6y3tdO/eckkTtqHxZuUAIVrbly1O+sMjZ+7hX7flWXzvTPnS+nL1Ydp+zHzbsx1E6PJ3zRPixMZm7qJUXRP32bW+1vUtr9EBwCBBzU3Qeba9/5SDUOc9vs+evpfbZ1+vrwrcamXdyh2tYamTHN8B04WUv2a0ZTsg03jZAu2Hnf4mITocOvQRsZZHr2uJXdzZdlozKVN6OOVB623ldb179cdpWXj+lF6UsXSzgs/76Rv11W0i3MA4W+4FX/xo30ptEYNEWB+NupisTuxNvgEgMCHzE2Q0U55znNxm3/tbClnsym/bDlOP23KdOm97L13ZYKhq6f9Rb1f+Z18hZfFjuefo/eXm8casGs713dq47jcIsf1LFXFG+wpdUDKxnb2jBvciubc25P+rfkZOEM2b6P6z1oObJijwmNf4W4vDmxY/1ZpdHFj+7VHABCYkLnxc3xCcnbujd7usK52IGmXdnhpKjLE/m+2xRfK6P6vN4jrfZqnVDpz4o5WcJ74fLbkgmr7fW/Yl11IA6f+obpv7YTLKdXgs0jQbPnPLdpp8VULCDiw4uyP3utw8Dnz74PW9v5aTnQIcUaja6Mk+mXLCZvv7co6Y71+WjNZXFkCAgDwFWRu/NhHK/bTxVOW0rpDzo0l0Bty6Gq3tDYb4szSVOH5iuWVnELXanxkHKss3pElghNnGNXYZJ4+R+6ydGcW7T9ZaHM/z1zi4+S5Szd+sMomsLm8dZoIMowCU23mZvHOLN1glYdc/s8ywsEePpbBb66g7lOW0rG8cza79XLw+c+h09b7Yl2Ygq2X5ZGHgd73lTmwNSreBQDwNmRu/Njri/ZQSVk5Xf/BKjr08lBxX1HxBTIZTDjW2/peL5vjSh2L6JiKdLzrrXp5peLEtuuEucC0dZ0EpwZmjpm1joa2r0vTb+vi+FgNgpujp89Ri9pVP7muPXiK7vp8nbiufP6Mg4deLxsvfz15VWsa0q6uw/oP2fpDp+lgTpFoE1dmIHFx7jtL94rrzVLjbLp65Kze8fzzVGAJMvnYfv+/vmIJhutitmaa97ZRdG1Uy6Up2HrjCbgtfNmubDpy+qyYkyULC6nhlfohAAAjCG78GAc22pN5n1d+F0svmyddYXOC5MBH61DuWXp14S4a1LY2dXZiG3y9ZSlHzkiZG/k3+oLzpXTlWyvF9d0vXKlbuKn9GdkvW4/T9CpkbuRjcBUHDF+tyaDWdeJp+e5s1RKYUqsx8+9Dhs9vlhqr6sQxog1O1x0+Tf1fX07XdKpHPZsmU6PkWFUGa2tmnhhlwBOsOVv02sJd9NuOLHrw8hbi/eQ/AzbgDXMm6avRPazjFhQ8csEVtaVlrnqJUaKu68DJIho18x/dx7sjsAQAqAosS7nJpiN5dMena+imD1eJtlhPOJRbJApCz5WW2Sw9ML5f77jeW76fRlsyEI6UV2JZyii42XC4Yhlk/qZjtEbzG35VRzwYLV/JmSRXrdybQ0/P2yayZXIxdtOnFlgLpvVqTBQfjejm1PvceLF59AEHqLUTKlJjP206Rk/O3Uq3fLxa7AiseO5/O8Tk9GW7s2n83K00b9Mxkal7+ddd4vsFBoXjby3ZQw9+s1F1n17Wzx55kzujPWE47nv/ti7Upm4CvevDnYkBABgyN27CqXg+MSrLGZe3qe3W1+cgZfj0v1TLAo2lHVeNlqUU2t/enc2GcPCxIeM0ta2bYDMpWi+YkDd6U/Y8YY/9sEV8/en+3qKup3N6TbE0ope5Ud5Xm5nSOmfw81YluNlxvOKYv16TofoeTy3v2SxZZE60xvZvTvf1b+Z0ITN36cy++xKx9f+i7Sfo9d/26O4royiy/KyP/7DFJjPFn8OWo3m67yPX2VSWHHzxMldqfKTNMXB90VXt64oLAICvIXPjJhdJv9G6Y6dc7kCSTfxJvYttlmUnWJmjQlxnCpPLNMtQn/11kK597296au5W1f281NXvtWX0x56TVFhcahDo2AZU10z/S7weB4Dm99PPDDlTVGwUzOktzznL0a7Mi7Zn2WTNuOD2kUEtXe7QuqRpsljCGdBaPxD+9M+KPWYU2qAiJiKUbv90jW5wpOfLu3pQZSZsK/vWcO1Pr2bJNo/hJTMAAH+B4MZNOAtxSVPznhmvLNwtOp1cqfPgJQ+5Kydfs8ywTVMUuu6wbaBy5JR5a30jvNTiyiZ+bNYq89yjuZp9TXipi+t5eFlEXpbiwGLGnwep/bOLaMFW2xZixfI9J3Xfz/o6drJQjoKbqmRuHM1P+mLVIfFzsxWP9Rc1LXypSgEtL/Vw0MFLOq5kCpXPYL20/BdpJ9s1595e1KdFisvHx7VGCx+6jD4Z0Y1u6NaAnpE2heQaI3ZvP8d1RgAA3oJlKTfi7hTGXS8vLthFo/s0tRahKrhmomlKrCgYVU6m93653rp8MLBNGj1+ZWub2hdtguOzvw6JmgwuJuWTI7cMK5019nA9EBelGnFmXxxug1Zw/QnvoaI4VVRCz1l2stUWuert82KYuXEiQDlXalxzw38GjZJibD5/R3adqFgKUix6+DLxZ3Qgp4j2ZFUEoLUTI6mhNICxKjjouP2ShjThx21OD4Hcm23bot4pvSatsWTFWP9WqTT1xk5iSTHahfZvrcSYcBrY1pxhiowLpT8e6yeCKt7gj7u0EqNdH+cAAOApyNx4ILhRaOtJODsz6rN/VF0m/5n5j6ouYsnObLr14zXWLiN75m8+RkPeWUlzNxx1KrBh7Z/9TRQX874n2jZsZ+czKcMR2YmC86qTaYaD7JHitGXJSh7UqZd94SUgLtTm/W+0vv1HvSuuXJTLnUf8+biCP48tR9UZsnFXtKRWdeJp6f/1VU335gDV3dv233xxQ5EV4TocR9KkOhjZ5W3SrNcn/qstfTaqu9iwryqBjR4Ozq/t0kBkLBHYAIC/QXDjRuGh6ixBcWm5WHJS9pr5eOUB8ZXbaBXak6kzSyNaj3632e73W2oGAy7ZmSWyLfy1MrsEc0BjxNng5qMVB0QwYRRMKUtOvOzFhdq8/82erDPWz5LrmlYfsF9D9Ppvu8lZq/bn0t1frLfpOBtzWVPxlU/i/VqmWu9/6+ZO5G68tHVXnyb0nz5NrPfd37+ZYR1MhCaYZl0a1hJt/61qx1s7sgAAqhssS7lRmOZkU1hygW7+eDVFh4fQRfUSaVtmgdcHJbKWtePFxnbaGpV7vtyg2pxOOS4jT8/bSpzs4ayFK7skK7o3TqK1UlHzir0nDUcOKEXBcrDEk7Y/uqOrCEC4c0lb1Nu7eYpqicyVEQDceq1Hzs5wXcl6S+cY/3l6irx78b861KPpy2zrtzibxJmTkTPWqpak2tVPpI+dbEcHAAhWCG7cSPubNO/rstPSWrwhQ92q++h3m0RtjT084Zp3k3V1eUWLf4s/nHvWZqdapp3DZC+4+XK1ujXaHl6q4PqePi1S6d6+zUQ7cXJsJM3deJQm/89ck7N890m6rksD3ecrgZhSOKuYMG+bTccQZ8w2PjNIjJrggtq5GzJtaoPcgTub/nisP3kaBynKV/6zkz07rC3tzioUGR4OvDg4lTcYBAAABDdupT0R85b4RrguxFHL8r861NXdmM8In+QXP9JXbD43a9UhsTcOFx3f2qMhDW5Xh4a9+6dNZiXnTAk1TA5zqeZGwRkMeV8YGQcz3E3EWQj5xDuqdxMKqVGDJs3fLjqx+HPQc8by2WRrAhkuWNZ6eGBLsWzEEwW4ePb6Lg3o1k/WVHrOVZeGNUUwyl99oUODmrR8XD+qVzNafHZDO9QVGSluwb6zd8WSlQKBDQCAGoIbNwrXtOEqWRsjepkUWWR4qEtLVwNap1k39uuU3knUpXCrNReT8qTu/z3QRyztyHKKilUdP85O5u7WqJZYBjIKbm7sli46bBwNYtS2vCsycotERoInXcv0jk877iAl3lxsq2R4uDj5iTlbRIDQoFa0KNodfFEdw5/t5es6iE4vba2SN8kbNL50bXvxeXOQAwAAjqGg2I3CNYHIz1L9hx69jfhkUeEhFKeZHm1Pn+YpNt1bcpeM3O2jkLf4dya44b1SLmuZKgIAeaDilmevUC1Jjb7UXIirR+84tHYePyMKqx2Nf7iqXR2bAFDZcI4DpxV7TtKCLcettThce/Ts/O12X7NFWpxYDrTXMu9N3DbPGS+j+iQAAFBD5saDreBVFRUWKrb7/2p1htjyv2N6TaoVE073929ON+hsyHdHz8Z2X69WjG1QcTi3SLSScyaDp1E7Wpbik/4sy+DF7cfybfatkYMLV46D9225vHUaNU2No6d+3Cr2UNHbx0VxfdcGdFuPhrrTxuWgZMSMtTYZD14u5MCHRzzM25hpbUtnd1/W1KWJ2QAA4H8Q3HiwW6qqeOM13rX2rycH2HzvnwkD6eIpS1x6Pb0lrjcX7xG7ATdL3Udz7+tN2Tpt3rwswq3br17fQXX/wDa1qWFSjGr0hDbQcbQspeDanKf/1Va0en/wx37RJXXbJ2sMXyMtPtKpKedMydoM71SPlu7KFktOq/bniG4xrTsuaeTUawIAgP/yi2Wp6dOnU+PGjSkqKop69OhBa9dWtLfq+f7776l169bi8e3bt6cFCxaQP4jQ7HNTVfa20ufhhf+xFJc2To6hH+/rVan3UMYc7D9ZRJe9uoxm62yMN6R9XVo2rp8Y9ijjTA8Xvr53Wxdrdxe7pnM9u+9ZJyHKpk1bCbw4a8IZKlmPJkn0wIDmYjilgjM89vzXsj+Ngl/zles7UDtLC7cyVkIrMtwv/kkAAEAV+Px/8m+//ZYeffRRmjRpEm3YsIE6duxIgwcPpuzsbN3H//3333TLLbfQXXfdRRs3bqThw4eLy7Ztzm1bH2iZG3smDG0jOpKWP9bf6SzGE1e2Fu3FcqDgqLg3PtI4wcedOsoyzg/39qR3b+lMt1zc0OHntPChS+mGrg10O8245kXWpVEt+r8rWtGwjhVBU5OUGIc/52ejLrYGNjz/iVunm1hmIf29P1f3eZGh7t3JFwAAqmFwM3XqVBozZgyNGjWK2rZtSx988AHFxMTQjBkzdB//9ttv05VXXkmPPfYYtWnThp5//nnq0qULTZs2jQKh5oaXcYa21+966d08WXVi54Jiezjb4epsI96IbtEjl1ELFzqBnG01rpsYLQIQZx4fpil2lpfMuM5IxjOiGHcvcaDCHU9t69rfRI+PoX+rNDrw4hD66f7eFGcJ0OQNCDkm4wyYDJkbAIDA59P/yUtKSmj9+vU0cODAigMKCRG3V63Sn2DN98uPZ5zpMXq8L8cvaL15U0f65cE+9ODlLXS/f2mLVNXJ1lHmpip4+35fk38+OTDk5a+Xr20vuq54/MA1neqL+zlD9MM9PcVSmLOzkrSBVjNpOYuX27o3US+16Y00AACAwOLTguKcnBwqKyuj2rXN04YVfHvXrl26zzlx4oTu4/l+PcXFxeKiKCiwv/eMJzM313SsL062cVEVm/dxLQl3KnHbOHf/bD6S53TmpirkNm5fkWuKtMXON3dvKC7u7kjjrixF5/SatP9koSqwwYZ4AACBL+h/TX3ppZcoMTHReklP99wwwTAHmRvlxFlPapXmEzzPA3ryqtaihVmeK+So68iTmRtuOWePDW7llcyNdndnT+ElLQVnhuTPOMJOATcAAAQOn/5vnpKSQqGhoZSVpZ5Ozbfr1NHfQZbvd+Xx48ePp/z8fOvlyBHbbiB3kbMKN3bTn5kkL6/wXi0jeqn3pomLDFedfD2F95qRt3OJ0Szz3H1ZM1r5eH+6r5/+VGpPZ248hWt9eN8b7ti64qI6lCB9xva60wAAIHD49H/ziIgI6tq1Ky1dutR6X3l5ubjds2dP3efw/fLj2eLFiw0fHxkZSQkJCaqLp8RKAyiv75ouCll5515ebpp+q7ldWtGtcRK9fkNHm+yMfI6XT7zuxsGE3AX195MDxFgCOZOSnhTj0Q3teLxExft576/itFs6i72DOHjk/XKsx4PgBgAgKPh8Ez9uAx85ciR169aNunfvTm+99RYVFRWJ7ik2YsQIql+/vlheYg899BD17duX3njjDRo6dCjNnj2b1q1bRx999JGPfxJ15w0vcSj7tUz5d3unX0PeINiTBcUsIoxf31z/w91ENaVgyhuZlCgpmHC0pOdOHLApb1dHXiL08OcNAADVJLi56aab6OTJkzRx4kRRFNypUydauHChtWg4IyNDdFApevXqRV9//TU9/fTT9NRTT1GLFi1o3rx51K5dO/I1OQvgqHPKSLnJ+anc7tx0kJdr5GUwbwQbET5YltLi5SkFMjcAAMHB58ENGzt2rLjoWb58uc19N9xwg7j4Gzlzw3OLKkNv7pKnaAto5WWwEC/MV5KDCW8VFGthGCUAQPDxi+AmWPA4Ar3rrvhPn8b0z6FTNsMevRPchHml3kfv/UO9WHMji4kM9UnWDAAAPAfBjZt9dufFdPT0WWpZO75Sz+d28C9H9yBv0O4ZwzsMcwKF6354QrenRUijDnyVuZE/AwcD0QEAIEAguHGz/l4ICtyFxxNsP1Zg7ZrimptfH7qMosNDK515qmzmxh/qXZC5AQAIDghuqrGxA5pTUmwEDZACslZ1Kpdxqgy56NrTnWHOKEfqBgAgKCC4qcY4oPhPnyY+e385c+PJURPOQmwDABAcfH9GgWpLXoryi8wNlqUAAIICghvwGbmg2B820ENsAwAQHBDcgH8sS6GgGAAA3MT3ZxSotuTgxh8mcpeh6AYAICj4/owC1ZYc0HhjR2RHENsAAAQHBDfgM3IruC+DG2UmWJ/myT47BgAAcB+0goPPREi7A/tog2Jhzr296H9bjtFtPRr57iAAAMBtENyAz9SQsjXydW9LT4qh+/o199n7AwCAe2FZCvxCRJjva24AACA4IHMDPnVbj4a043gBXdoi1deHAgAAQQLBDfjUlH+39/UhAABAkMGyFAAAAAQVBDcAAAAQVBDcAAAAQFBBcAMAAABBBcENAAAABBUENwAAABBUENwAAABAUEFwAwAAAEEFwQ0AAAAEFQQ3AAAAEFQQ3AAAAEBQQXADAAAAQQXBDQAAAAQVBDcAAAAQVMKomjGZTOJrQUGBrw8FAAAAnKSct5XzuD3VLrg5c+aM+Jqenu7rQwEAAIBKnMcTExPtPqaGyZkQKIiUl5fTsWPHKD4+nmrUqOH2qJKDpiNHjlBCQoJbX7u6w2frWfh8PQefrWfh860+n6/JZBKBTb169SgkxH5VTbXL3PAH0qBBA4++B/8F8PVfgmCFz9az8Pl6Dj5bz8LnWz0+30QHGRsFCooBAAAgqCC4AQAAgKCC4MaNIiMjadKkSeIruBc+W8/C5+s5+Gw9C5+vZ0UG6Odb7QqKAQAAILghcwMAAABBBcENAAAABBUENwAAABBUENy4aPr06dS4cWOKioqiHj160Nq1aw0fO3PmTLFRoHzh50HVP1uWl5dH999/P9WtW1cUu7Vs2ZIWLFjgteMN5s+3X79+Nn93+TJ06FCvHnOw/t196623qFWrVhQdHS02SHvkkUfo/PnzXjveYP58S0tL6bnnnqNmzZqJx3fs2JEWLlzo1eMNFCtWrKBhw4aJTfH43/e8efMcPmf58uXUpUsX8X9u8+bNxXnOL3FBMThn9uzZpoiICNOMGTNM27dvN40ZM8ZUs2ZNU1ZWlu7jP/vsM1NCQoLp+PHj1suJEye8ftzB+NkWFxebunXrZhoyZIjpzz//NB08eNC0fPly06ZNm7x+7MH4+ebm5qr+3m7bts0UGhoq/k5D1T7br776yhQZGSm+8t/bRYsWmerWrWt65JFHvH7swfj5Pv7446Z69eqZfvnlF9P+/ftN7733nikqKsq0YcMGrx+7v1uwYIFpwoQJprlz53JjkenHH3+0+/gDBw6YYmJiTI8++qhpx44dpnfffVf8v7Bw4UKTv0Fw44Lu3bub7r//fuvtsrIy8Y/opZde0n08nwgSExO9eITV57N9//33TU2bNjWVlJR48Sirz+er9eabb5ri4+NNhYWFHjzK6vHZ8mMHDBiguo9PFr179/b4sVaHz5cDxWnTpqnuu/baa0233Xabx481kJETwQ0HjhdddJHqvptuusk0ePBgk7/BspSTSkpKaP369TRw4EDVKAe+vWrVKsPnFRYWUqNGjUTq+ZprrqHt27d76YiD+7OdP38+9ezZUyxL1a5dm9q1a0cvvvgilZWVefHIg/vvruzTTz+lm2++mWJjYz14pNXjs+3Vq5d4jrK0cuDAAbGcOmTIEK8ddzB/vsXFxTbL/7z89+eff3r8eIPdqlWrVH8WbPDgwU7/P+JNCG6clJOTI06cfCKV8e0TJ07oPofX1GfMmEE//fQTffnll2JoJ//HdvToUS8ddfB+tnxC+OGHH8Tz+MTwzDPP0BtvvEEvvPCCl446uD9fGZ+Et23bRqNHj/bgUVafz/bWW28VNSF9+vSh8PBwURvCNU5PPfWUl446uD9fPtlOnTqV9u7dK/7PXbx4Mc2dO5eOHz/upaMOXidOnND9s+DhmufOnSN/guDGgzizMGLECOrUqRP17dtX/ANLTU2lDz/80NeHFvD4P620tDT66KOPqGvXrnTTTTfRhAkT6IMPPvD1oQUdztq0b9+eunfv7utDCQpckMlZxvfee482bNgg/l/45Zdf6Pnnn/f1oQWFt99+m1q0aEGtW7emiIgIGjt2LI0aNcrhFGkILtVuKnhlpaSkUGhoKGVlZanu59t16tRx6jX4t7TOnTvTvn37PHSU1eez5Q4p/jz5eYo2bdqI3yw4lc3/qUHV/+4WFRXR7NmzRaYB3PPZcpbxjjvusGbCOHDkz/nuu+8WATpOwlX7fPkXSO764e6z3Nxc0Qn05JNPUtOmTb101MGrTp06un8WPC2cl/78Cf4VOYlPlpwhWLp0qSp7wLc5Q+MMTq9u3bpVnJihap9t7969RZDIj1Ps2bNHfLYIbNz3d/f7778XNQy33367F460eny2Z8+etQlglCAd03Dc93eX627q169PFy5coDlz5oiaR6ga/szlPwvGy37OngO9ytcVzYHWksgtnDNnzhRtcHfffbdoSVTau++44w7Tk08+aX385MmTRZsntyOuX7/edPPNN4uWRG5nhKp9thkZGaJ7Z+zYsabdu3ebfv75Z1NaWprphRde8OFPETyfr6JPnz6iGwLc99lOmjRJ/N395ptvRGvtb7/9ZmrWrJnpxhtv9OFPETyf7+rVq01z5swR/++uWLFCdKY1adLEdPr0aR/+FP7pzJkzpo0bN4oLhwNTp04V1w8fPiy+z58rf77aVvDHHnvMtHPnTtP06dPRCh4suK+/YcOGYt8FblHkf0iKvn37mkaOHGm9/fDDD1sfW7t2bbEnC/ZacM9ny/7++29Tjx49xH983BY+ZcoU04ULF3xw5MH5+e7atUv8h8cnX3DfZ1taWmp69tlnRUDDv+ykp6eb7rvvPpx83fT58n5Xbdq0Ef8vJCcni5NzZmamj47cvy1btkz8G9delM+Tv/Lnq31Op06dxJ8F/7/rr3tfYSo4AAAABBXU3AAAAEBQQXADAAAAQQXBDQAAAAQVBDcAAAAQVBDcAAAAQFBBcAMAAABBBcENAAAABBUENwAAABBUENwAgEM1atQQwwj9Wb9+/ejhhx/2ynvx8EsedOlpPOV+2LBhHn8fgGCDHYoBqqk777yTPv/8c3E9LCyMkpKSqEOHDnTLLbeI78nDHXnaeq1atSgyMpL81alTp8Sk+Pj4eI++D38WLVu2FENwGzVq5NH34gn3TZo0EZPZL730Uo++F0AwQeYGoBq78sor6fjx43To0CH69ddfqX///vTQQw/Rv/71LzFNWVGnTh2fBjZ8kneEgzNPBzbsk08+oV69enk8sFGmYt966630zjvvePy9AIIJghuAaowDFg5c6tevT126dKGnnnqKfvrpJxHozJw5U3dZigONsWPHUt26dSkqKkqc5F966SXVY99//3266qqrKDo6mpo2bUo//PCD6n2PHDlCN954I9WsWVMEJddcc40IsBScORo+fDhNmTKF6tWrR61atRL3v/fee9SiRQvxvrVr16brr7/ecFnq9OnTNGLECJFxiomJEcezd+9e6/f55+P3X7RoEbVp04bi4uKswZ49nEXRLhU1btyY3nrrLdV9nTp1omeffVb1uXz44YcicOTj4fdctWoV7du3Txx7bGysCJr279+veh1+r/nz59O5c+fsHhcAVEBwAwAqAwYMoI4dO9LcuXN1v89ZBD7Zfvfdd7R792766quvxMldW5Ny3XXX0ebNm+m2226jm2++mXbu3Cm+V1paSoMHDxZZlpUrV9Jff/1lDSzkDM3SpUvF6y9evJh+/vlnWrduHT344IP03HPPifsXLlxIl112meHPwQESP4ePlYMIXoEfMmSIeH/F2bNn6fXXX6cvvviCVqxYQRkZGTRu3Di7S187duygbt26UWU8//zzIuDatGkTtW7dWmRl/vvf/9L48ePFsfIxcuAo4/fiLNqaNWsq9Z4A1VGYrw8AAPwPn3i3bNmi+z0OADh70qdPH5GN0FueueGGG2j06NHWEzoHKO+++67IvHz77bdUXl4ulnf4+eyzzz4TWZTly5fTFVdcIe7jTAY/hpdmGAdbfB9nPjgw4vft3Lmz7jFyhoaDGg6cOBvCOAhLT08XGSg+PsaBDhftNmvWTNzmwIKDJyP8s3MAwtmkyhg1apTIWLEnnniCevbsKQJBDvYYLwnyY2Sc5UlMTKTDhw9X6j0BqiNkbgDABp/AlcBDLyPCmQdeKuJMym+//WbzGD5pa28rmRvO5vBSDAconLHhCy9NnT9/XrUk0759e2tgwwYNGiQCGl7muuOOO0SwwpkXPfxeXCTdo0cP633JycnimJXjUAIHJbBhvNSWnZ1t+LkoS0O8LFYZXLCt4GU15eeU7+PPoaCgQPU8Xt4z+lkBwBaCGwCwwQEAd+no4dqcgwcPiowMn+w5EyHXvjhSWFhIXbt2FQGSfNmzZ49YplFwlkbGwdCGDRvom2++EUHIxIkTxfJZXl5epX9O7q6ScUBnr4E0JSXFWs8j484y7fPk5S+991OCR737OLOlXQ5LTU116mcCAAQ3AKDx+++/izZnrpkxkpCQQDfddBN9/PHHYplpzpw54gSsWL16terxfJsLaJXgiJeN0tLSqHnz5qoLL7/Yw9mYgQMH0quvviqWzbgImY9Xi99LW6eSm5sranXatm1LlcVZHv7Zue5GxoGHXIjMmRcOAN2Bs1mczTFaggMAWwhuAKqx4uJisW9LZmamyIq8+OKLonOJ61q48FXP1KlTRfZk165dItvy/fffi44rrplR8H0zZswQ3580aRKtXbvWWijLBcacAeH34YJiDgK41oaXuI4ePWp4rFxUzMXMnOXh+pNZs2aJDIfSSSXjmiB+/TFjxtCff/4plsJuv/120RXG91cWZ2g4uOLX1BZhc1Ey/zwcGI4cOZJCQ0PJHfg1eSlOXj4DAPsQ3ABUY9xxxEs83O3E3UrLli0TAQS3gxudnHl5iDMn3MVz8cUXi+zJggULVJv+TZ48WbRMc40JByEcDCkZE65z4c6khg0b0rXXXiuyLHfddZfITnBWxAgHT1xUzIEEP4cLgfl1L7roIt3Hc5EyL39xoMY1P7xsxMepXYpyFRdK888mLx1xt1Pfvn3Few0dOlS0sbsrGOGfkYM0AHAedigGALfiupEff/xRnOCDEf+XyYXKjzzyiNjN2ZO2b98ugjnOgDlasgOACsjcAAC4GLx99NFHqh2cPYXreDjzhcAGwDXI3ACAWwV75gYA/B828QMAt8LvSwDga1iWAgAAgKCC4AYAAACCCoIbAAAACCoIbgAAACCoILgBAACAoILgBgAAAIIKghsAAAAIKghuAAAAIKgguAEAAAAKJv8PdXprijQ+RhsAAAAASUVORK5CYII=", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J214816.13+012225.1_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J231949.36+044559.5_M7_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: ULAS_J024035.36+060629.3_sdM7_Xshooter_NIR_Primevl-IV.fits\n", + "Skipping Xshooter file: ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV.fits\n", + "\n", + "Reading: ULAS_J231949.36+044559.5_M7_OSIRIS_GTC46-14A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J231949.36+044559.5_M7_OSIRIS_GTC46-14A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J225902.14+115602.1_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J225902.14+115602.1_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J225902.14+115602.1_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J011711.98-005213.4_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J124425.75+102439.3_esdL0.5_IMACS_Magellan_Primeval-I.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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KS6hyWrKuUGELixQzGtVoLUPyRM9PjSwe6q7KnmDa6pkpltoNKK6fYFtUyqTtFUqiRE+8aFOV5285TE//uobO71w/okLFUjBtfn4+Pfvss0KInHvuuSL759ixY5SUlESbNm2iUaNGUbNmzcR78+fPD/2oAQAAhI1Xp26gDqOmCLcII5eRZ96buZlu+3yx1x15NKYgK5YN93ua50Y6Qi6CV56eXP6aC7k9fUF7emBwK6qRaVzOw21RCXLIT6n0k+hZVNSB0WW6IqdCQznbosIZP71796YPP/yQBg8eTCkpHoWowBaWr776ii6//HJ69NFH6ZZbbgnFeAEAAISZ16dvFP9/v3gXndmmtlecxmvTyt//beVeuqBLA4o25MlaOylrXT1GwcPqKrWe5aw/ru3dVDz/dO423c/yLt1ZPwEqlQO5BTR29jY6r3M9al8/WzX+HVInZV9iSz5WzkpyvFD5448/qG3btqbrNGnShB5++GEaOXIk7dixI1jjAwAA4BCUSqzaO2+F7YdPut1EjOIqiqbgYC+LinSoPOcbxajI3ZLlYFoOlDWrYyLWSZCCaQMUKp/P2y4sXPzY9sIwlbVo+5Hy38cIpZEif/bPdQfotGbVxWulGJ2jXT++RIoMW1tatGgRyJgAAAA4kORE88l0zNQN4r0+o6dT56f+oIO5hRQNyAJCOyerYlTIOJi2sFQ/PVnenl4dE2WdxCDFqCzYesTwPV+bViwqL/y+jhZuPULfLtqlip+Jml4/HFBrtByWFAAAiC3k2huc2cOT+tZDxi4EtqbkFJQIwdLzuWn0bUXar5ORg0hNY1TYomIQhqO1qHiEimd7RQYWFd6nu4R+oEEqLv8/qg2mVQRcpFPPLQuVnJwcUdiNS+bXqVOHnnjiCSot9ZzAXI2WA2oBAADEDnkF5W4cZcK66dNF9Oxvaw3Xlyds5qHvV5DTkYOAtfO82qJibPGQ03x5cx7Xj4czW+tnziRKFpXAdYrL789qXXqKJUWJn4kUlnf/+OOP0/Lly+nzzz+n5557jj777DO64IILqKioyL2O7AsDAAAQ/ch32SxCZm0wb5EiT9jRQrGcWqxRCrJQWbrjKM3ddEh3GyeLStRZPzoWmlcv66L7WRYpinclUNdPWQAfL9VYVDhjKWpiVJgJEybQ+++/TxdffDHdfPPNtGjRImFFOe+880QXZSeYhwAAINbILYhs/xX5LlvObDHiq4XRFwJQrMrYUU/Wsm74e+MhOlGkL8S4FL1qGzoxKlUzUqnfKTVD6/oJgPL0a8/+lSJ+kc76sSxUWJRwZo9CzZo1RSPC3NxcUT+Fi78BAAAIjId/XEl3fbVETBhcv6Tjk3/Q5FV7IzYeVZ0NC3VS3v1rM4WTIyeK6JzXZtH7MzcHRYxpLRpWDRxKRhTDX5lRDRK9+3le5A6mDVCouAKwyPC+ZTGqBE9r43YcK1QaN25Ma9eq/ZJZWVkidZkLwl144YWhGB8AAMQNPFF8vXAH/bpiL20+mOeuX/LYhNURHZNRnQ0nMHb2Vlq3L5dG/74uKO4trVCw2s1Y3oYIpnW/Uk/yepO+sKgELUbFf3jccj+g5IomxFGT9TNkyBD65JNPvJZXrlyZpkyZQunp6cEeGwAAxBXypJgrBbEGi+U7j9HKXcctr8+TtjxxG2WtRJJAgkf10pP9FSrazyiWDa0u0ZvzOYtKWW62vwlLd9PoSWtNrSaBhLjwRwulJBll7JG2qFiuxvPUU0/Rnj17dN9jy8rUqVNpyZIlwRwbACCO4aDM9JQYaSBjEXmSkmMeArtPLudEYQld+M4cccf+53/6U/NalU3X53L5d3y5hG7oW15V1azQWySpFIRzRGsNCXTil3v9WJnkWQBaKfh23zfLxP+9mlens9rUoWAjmi5KP7EylqjJ+qlWrRq1b9/e8H0WK/379w/WuAAAccy0Nfup3ROTadycrRRPyJOiUdCmv+QUFLsnz/05xoXY9h0voPELd9AN4/4RcRfvSDEnTnT9BEPMyrE32mP0R6is3pPjsaho3jP6Cu00Jdx9NN/wPe2n7Yxfjq2RxxI1FhWZf/75h2bMmEEHDhzwKgA3ZsyYYI0NABCn/G/KenHRfPKXNXR93/ipzyRPKup018C3Ldc3Mbtr//fni2i5gXvIqAR8JMlITVYJjmST2/89x/Lpr/UHaUS3BiqBo4pRcQXu+lm645j7uXaOLzWwSrljVCwEqZwwE7EBnCx8rPK54e71E21C5fnnn6fHHnuMWrduLQq/ySnJSE8GAASD7AzvxqfxgOpuNshpqrLIMHLhvDh5naFIYTYfNG9qFwlSKlJoFReKmVAZNGYmnSwqFW6wW85o7tXjxlcdFX/QTvJGv6une7Lv/Z0MsrVNgXct716xLkU6mNa2UHn99ddp7NixdP3114dmRACAuCfSBaYihdEkFQzJou7u63JEanGw8TXHKxP8yt1qMSa7e+QGhRwnZeYms4S2d5CBUcoTo+J7k/mStU2L9iuw+6ckW5Q8MSpRJlQSExOpb9++oRkNAACI6wzFJaGs9VVsMBkHC57Mgm0FsovVqq7VNBY72dokZ9Tc/sVimrHevBKvbYuKwRgVQ1CgFhxXgD+ByvVjkLkUbmxfDu6//356++23QzMaAABwgE88UsiTpDzhBKM9icr1E4Kg2IxU/aDWcN6MuyyG0CRplLD83chaK1CRwmgPXxaJsqXCStaPlb8Pbbq23VNHPtcUN1ikLZy2LSojR46kYcOGUYsWLahdu3aUkqJWpj/++GMwxwcAiEPiV6hIz4O8bTmYNhRpxkZ1X8xiRoKNVWuEUhpeT7jxNrYczKMlUkBsIJgF097Ytyl9+PdWGtyujlTwzcIxJFDIkC0+JQ5x/dg+g+655x6R8dOqVSuqUaMGZWdnqx7+8sILL4hg3Pvuu8/vbQAAYoMIXxcjRqBmfzPkYm3hdNGkhPjHlJM4zL4/+Zi1E6/WonLWKzNp5HfLbY+lQ4MqFoJpPc8fPLsNfX7TqfTG5V19BtN+Pm+b4TZlAj2F9OqoJEabReXTTz+lH374QVhVggWnO3PDw06dOgVtmwCA6CXSF8ZQNhjMSjfOaJL1Q7BFi9qiEvi2bz2jOX0wa4vP9UJ9N65yVZgclixGlB42Vron24GLsK3anaNapj16efupyYl0esta5esplWnL9CvXPv6zp42C2Tca6E8rn3eK5S3SNw62LSrVq1cXbp9gkZeXR1dddRV9+OGHoqgcAABEultrKHjh93WiweDMDQctxqhIz4Owf85gMbOo2I2DubqXp0mtltv6t6BZD54ZlrL7VmN5ZKGiFU9ywbdABGJass6UqnX9GGxfEed6LQEO5qozj8wtKoGdLXJGlCKaos718+STT9KoUaOC1i35zjvvFNaZQYMGBWV7AIDoJ9LBe6HgvYruvs/+usaiRSW4+8/JL3Y/f+WP9V7v27WyJCUl0MghrXTf45iLrPRyg31BcZmwJIWKMssWFZfh+WUUTGuXVJ14HK2oMBJCymp6b5dqBqX981izJ4cem7CSDuQWeIkWlx/duxUUkakNPna86+eNN96gzZs3i2JvTZs29QqmtdPvZ/z48WJ9dv1YobCwUDwUcnLUJjYAQGwgXxf5YhtLxSTNSr7L04o8OQXDC3RcEiqH8oq83rcbt8LuE7acTFy+h2pnpdPsTYdUE3a1zFSql51Oe48X0MYDedStcWgs5lbdZWZVdc16/cg0rZFB2w4b36SzK0eL9sw1soYkVKypt/v8YnWgsnYL577xt/j/2Mli05L4/pKeEmVCZfjw4UHZ8c6dO+nee+8VzQytdl4ePXq0aI4IAIht5Is53+nL1UejHV33gM6kG4yUZBntJBZoeXz+jTijZ/K9Z4g7/P98u5x+XLpbpCkrQaWV0xSrSmgqqXpbVFyWYnS0mkyV9WMg2BpWq0Tt6lexLVS0bkwja6Gymp4N5Jj2tzPYxvbDJ1VCh8VnME6jSDcHtS1U2O0TDBYvXix6BXXr1s29rLS0lGbNmkVvvfWWsJwkJam/nIcffpgeeOABlUWlUaNGQRkPAMChQqWUhQrFDPJFn8XIkh1HqWWdLKqSnqKaJLWiZdG2I6J77qjz2gvXSiAWFT1LlS+LCouOvMISr4BUZSL+3yWd6b5BrahxjQyviVsWCeGqPaNF7d5x2Xb98Dnpy7KXouP60X7CaBNmrp9dmiaERqNgK9a+4/mq43SFWFyHA9t7ZzfNggULvJbzskWLFlnezsCBA2nlypW0bNky96NHjx4isJafa0UKk5aWRlWqVFE9AACxhxy8p1fzgyf0T+ZspZUmfWmcinzXzW6Ti96dRxe+PYc+n7+dbv9ysaFwuO2LxWLCuuUz39dZPWvMMY1Q+WLBDlv9Y05rXoMeOqe1KkZF+5vJIiVcQkX+mriWCwcry8Gxeu4d7fej6vVjGOzqOxtNL+ZU+xHjwFTj9OS9x9WxJ0bj0B6XeBkEk4qepSicJPoT/MpuGy27d+8W71klKyuLOnTooHpkZmaK2iz8HAAQv8jX4bmbD9Oxk+qYil9W7KGnfllD5701O+Jl2wMJuJy4bI+72d/jE1apUlvlCcul6dVjBk/S5781h+78Sh0veFzjPnht6gbdOAcj2IKSlpxkmOJrdqwz1h/QFQ/BQP6e/vPdcrpu7EJ6bdpGr/XMrCay68fI5cbiwNch631Ua4UxEioe1483JyRLlhlaV0+wLCqhaLkQUqGyZs0albtGoWvXruI9AAAIJv/+fDF1eXoqbTvk6dz7z7Yj7ueFJaGLfwh1oLDZDbp20qtk0f+1ak+OSDH9bcVe1aSbo8m80VZn9RXDop1graSsKnfiXy/cSe9bqLniD/IcunZvudB7a8Ymr/WKAnT9kAWLip41xNv1YxBMq6Qn6+z/pKYJoZHVhwWFS5MKHYwYleIQWsRCIlTY/bJ//36v5Xv37qXkZNshLyr++usveu211wLaBgAgBtC5uP66otz6oGXPMbVZPFZQ1dtwEVXS9NLhAFU9K4UceCxbYbQBrT2aVhf/L95+hMbopCtrYWGSYDOFXLbAfDl/O4UCq0HH8mSrFSOyW8iszomvQ9b7pFbcGMWFJxgczz1fL6Vpaw/43I/HoiJZh8qCk/XTrGYmRZVQGTJkiAhqPX7c4xs+duwYPfLIIzR48OBgjw8AEIfoXVzlnjHyRDNozEz6dpG3O9qpqA8twfJ3ILtaWHT0e3EG/evN2abiQI47ya8QKtUzU8X/betmiUmNY2Te+NPbAqGF9y/PuVYsKnIQplXXlV2sTsRmKchWCr5ZiVHRFmZjtB/5V6f64v8mmngexdLm0gRAT1y+x7I407poguH66dOihgj2jiS2TSAvv/wynXHGGdSkSRPh7mE4+JXrqnz++eehGCMAIM7QM7/LE7X2Ov3ML2vo0h7RkQEoj92y60ez3vp9uXQor1A8WLTImUSyfmCXgSJM8itES6s6lWn+liPiO/50rqd/jC84u0cehpXaNnIQpr8pyjz5c+D05T0bewXrMlbDJ1TuHelD3/6zk75bvMv92kj38NH70mY9mnjXilF/a0TX9WkqREpXTV0ZvToqRmLQZTBGPi6XVqgEqFSG+JFhFnGLSoMGDWjFihX00ksvie7J3bt3p9dff11k8CBVGAAQMouKdNHW1rrQukWcjNV7XO9qpAm68SXau3j5Y7JFhSvEMpmpye7tPzdpreVxl1tUEvwOHPbXonL/N8vonb8200XvzdV932owtTpGxbP8oR9WqNYzqqOSYMGicmqz6vTYsLZen5Nh8TGwbR23gPSsqIzNd2BvmYlFRR6/iFEJ0KYSzu7XhmPw50OcnXPrrbcGfzQAgLiBs1C+WbSDLujSgOpUURd91LsOKxfMn5ftpm80rp6oEiqyRcVkPXky0q6nWEeYIyeKqFH1DN3JTVmPXRvKRJ1RUYSN18tMS/YZRKvgT78X2aLib+aIEjit51axFaNisZ9PIHVU+H0WK+pllobn6fVjoY2Cy2AbbEFTC53AG0VZye4KNZGXSgCAuOS5SWvo+Unr6PIP5tuyqNw7fllYClIdyCmwnBZqB5VHx2QOMOviK1tKtBVl5Y+xiOGsqALJmpFZIer4bjuzwrpiBRFMmxD++hu+BJI/rh8zcWMYo5JorYtwsqYvjtVO4O5gWnmhy/cY5d5RXJl25xF1wbdAg2kj3ZCQgVABAESEOZsOu1vYWzHnh9MEzXfvpz4/nfq++GeILSpmwbTSeprJThYqO4+epAe+XUarKrreyhPTDeP+oeFvz1XFhyjWJ95+1Qx1rzY7WT9hEyp+pATrUVyiX/XX6vbKY1Q8YzEalrbdg1Vx56lMaxz068blEaIfzd5KRvBxypuolpHiFcTrC71qu+Em8iMAAMQlZpOk3kTCE4CRlSHYRd8Wbz8q/me3SLB77ljFbAKWhcf93yynH5fsdmcAaT/HtUUUFxDXYlEmfv4u7TQKFBatAGJU/EVbAddvi4qF6rNm72kP32hUWkFt1aKi5/pxGXyfZRUr+Sqipw2ubepHmjEsKgCAuGX1Hk8V1gVbyq0rCnrigC/kRnEOwdQSvO80qVusktbrL/tzCujCd+bIe7D0ObmeB89h8nRhVpJe77tQhA13wVUmHp7s7OgObdaPFeTvMVQWFatCUttH6f2Zm+msV/7yXs8o60dUpk3wKUC0MR1WvzOP68fYojKwbW3VGI1qvsifl1cRcTYUBzEqXD5/1y5PKtfChQvpvvvuow8++CDYYwMAxBBs9dA2xlO4TBOnondXa+ZvD9QPz2m+szYcpMmr9lKPZ6fRnI2H3O8dtRhsasSrUzfQ0h3HAktP1mAmnvS+C2V9tqgobiSe7OxYonjCal+/SvgtKj5jVKwdgyxyWbSM/n0dbTl4wrLwEWIxwbgrspGrxGqmlPy7eMaiv21lua/fT7h+JOHDos9u5pYTsn5sj+DKK6+kGTNmiOf79u0TRd5YrDz66KP09NNPh2KMAIAYgOMlOj/1h4hJ8XUXrHf95QnJyKISqOfnnNf+pmvHLqTbvlhChzV+/1xN6XnZqvGfb5fTT0s9N256aOuHaOtcWLEA8NQizy9HNb2PVJ/T2aQS05KemkTKvMOTnHai6928Bv33nDa62+VJjmt/fHRtD5p6/xlkhbQIB9PK55l8rGbfu9Hkn+hlUdH/vHZ5IDEq2r+TFI3rx7dQ0VhUEq1beKLaorJq1So69dRTxfNvv/1WNBCcO3cuffnllzRu3LhQjBEAEAOwxYL55p+dPoWF3kTC7nijC3MwLCpGKPVHtPyyfA/9sGSXiBExQy7GpsVs2HKWCt8Fy+su33nMYKyl7u9ZhrsKKxYVTyyEt1CpUimZburXzDQwdlC7OpYrlQYjmNaf/joMd5k+943Z7swteT3zYFqjcahFiJETRWuxCCTrxytGJVm9LZ9CRVNS3+pYnBajYruOSnFxsej3w0ybNo3OP/988bxNmzai3w8AAJiRX1TilVKrRW/uEa6fMMSokEnNEqNGcTwZGJnUtUKF1/149lbaeeSkqgiZFrlAGm9ZtiadMBjTg9+vEAJKi9J9WhYqHN+gjXHISk8xnJj8yf4IhlDRNk+0+ttPXVPek27Cst10Va8mQuh6PmM/mNY7RsWiRcVk7KrPVXxQ2/3YzKLiS6CXu3488PjtivrkaBQq7du3p/fee4+GDRtGU6dOpWeeeUYs37NnD9WoUSMUYwQARDFLdhylx35a5X79x5r9VCdbXeBNi94EziLF2PUTOqVSYNCduUqlFJVwqFxRSM2XUPln21Gasf6g7/1qXEZyAK1RMK2eSGGU2CAeizLZ8lepFX5Z6cmGE7BfQiUpKfTpyT6sCoUVFjH5HCk2+YxhZVqNtcQoRkUrWC27fkjP9aNexztGhWy5fvzp/eMEi4rtM+/FF1+k999/nwYMGEBXXHEFde7cWSyfOHGi2yUEAAAKd3+1lNbs9WT47D1eQC9N9u7WK0++hTrBoqUhDKY1o8DAeiFfwM0Kw2mv83kWi8jJLiee7GQrlC+LlJYcSagoeoMnZKlPnyArLdnQMpSSHBmLii+ThC83onI4spvErO9QiWmMiu9haX9vy64fJUaFrFtUSqSUaz3KhYk6Nsfu34riNowqiwoLlEOHDlFOTg5Vq+bJweeS+hkZ9grJAABiH6s9XnjyVSY2vbgQnj9CFUzrj0Xl7w2HvO7aQ7lfWZyYpSfroXRH5mJvnuwSb1cau36MSPXhgrEiVHh/RpYIf/E18XK1VkY+d8y+vxKtelNVprVgUbEdrlrxOel3UdAeWmrFb6As9qFTxPvyT8yv7Wp6X3VswoFfcjcpKUklUpimTZtS7drlOd4AAKDA3XqtIF+g9cQBT3LGMSqhUyr5RfqzgdxvqKjU+A7dj/hF3bv+YmkCtWtRUagk1VHhTWjvyCunG9+7+uf6UX/GLCbHEB8/ra/fftzcbXQgt4D+XLffklAx+m61FhUjS0mC5muyKsw8rh/PMu2hJVWU51eO2W4dFdGk0OafSv+WtSjSRD5BGgAQ07SoZVGoSPODnml+0fajhhOdvw3vyvdr/llf5nWzzKBA7rDzVdtMUB27XYuKQnkwbflzzliaJVmFlBiVYAoV7Vy+es9xkY2jlPs3goXFil36mU1arPz0V3wwn1bt9rgfuf+REWZiShWjYvCzahdbLvimW5lWfXBKYLH1Oir8vtr1Y1fUB9sCFrbuyQAAYBUrE72XRUVn4udAUaWhnpZiPyduzuhZurO8XL4dV4B2gjCf3PwaGm3cnyu9cqmDaQ3cE1ZcMbIlQFs4zigg2F+hohWBF707z92iYMnjgw0/13v0n+I7/vXufj6DP63EXGzWFHbT+71qZKaKGjry9/zQOa3d8VTedVQ8z/ueUoNu73+K13K910Yk6vb60V/Xeh0V727MoXSThgpYVAAAIcXI528uVPTveMf/43G3yJhlcZhx51dL6MoPF6iW1dNkJOkJLa17wMzC4W+gr9x4UBsDU2RiEfBVZdRs4jSNUdHU8LCCkWuCm+mZfq7i95y54aCXBYBfy+eHPz+99vdqVL0SjTy7dfl70m/bp0VNwzoq8vf45c2nUb+W5etqv17rWT/q+BPxXHPsiZrqtb6ECn9eJVRE75/oUyoQKgCAkGLVLaNManzxtRqAa9V9Y8Sf6w54LdN2l5VjQ4yOyWy8gbilFHI1mUJ6Y7JaE8Ms3dTM9eNPqnFzA7ef1dL62myqOZsO0fWf/EMdn5xChyuK9PkTn6QVKtUyUt0iRHmPm2CqsnzYopJopY5KoN2TPcu0p06CZh1fIrhUI0z4tb/nTtS5fv755x9RRv/AgQNUprnbGDNmTLDGBgBwEMrdGXehHTdnG/VvXYva1PXd+8XqRM3b/mzeNnr6lzW2xxbM9OQm1TNp/pYj7td6d60/LN5l2aJSGoKJwa+g1IqUarOQAzOhUtdH7Rs9GlStRD/d0YcufGeu5aBdM6Fy1Uce69ekVfvomtOa+PXba38vFk5KjIjyHn9XcnyRd2l8q0Gy9tKT1cejtahULPXh+mFByn93WlcPb9vf+KaoEirPP/88PfbYY9S6dWuqU6eO6sey2+wIABA9sIuEe8xc1K2haOjGj1kPnkmNNRYILb5a0csX0Sd+Xu3X2Mp98cbVYe3AbgCj8U9etY+qpCfTqInqcZoFZwbDoqLFTjNB7QRmFhyZkaKeEro3qSbiSZiG1dTfi1W4PxB/pzuP5NuO22D3l9GRKqm6frl+NOckB6kqheU2Hshzx0nJw9RWpjU6BO8YFf9dP14WFVKvo+dae/mSzvThrC20fn+ul+tnWMd69GZFqnpMC5XXX3+dxo4dS9dff31oRgQAcAw8SXNcA0+M87YcFsuem7TW/f6l78+j+Y8MDI7rJ8AJnT9ut+QDB5dq7zBrZ2ljVMrHte94Ad32xWLd7ZjW5bAYTBwOOL01pSLFVcuwTvVErx8lpXzD/jy6rGcjeuTctkLgmPUs8kVasvqzVvWkNhhUr0aLPxYVrauOA4X1vhZVt2STGBWjz5S/tlnwzSQ9OUFjdTGy1nnW82QOsei8bUALemXqBop5oZKYmEh9+/YNzWgAAI6BU0kvencu3XXmKXTz6c1119mXU+BzO1YtKoF6b/jinWQzFbhKeopXQ0JlstYKFbOOxaZ1OUqcExPAoSEpOkGxH1zTnYa0r+t+/f3tfWjNnhw6tWn1oKSnarsoW92itrKqTLK7poj98WirrQqhoiMoVBYUstrrxz+LitwsUkErwhI0Kcx6FhVeQ+7npHx9Z7ev41fmlhOwPer777+f3n777dCMBgDgGO7+eqkwf7/8xwbbwa3+WFS0F2WzeIlgWWQqpXpfAtM0lgMla8nsIm/2/XBMj6MsKjrHoW38xwLutOY1glZDQytUrGJmLdGWkw8EthjpWT5UFpVErYXFqDKt9rX/JfS1h5aosajoBZHzdpSAablkvj+dk6PWojJy5EjRkLBFixbUrl07SklRp7P9+OOPwRwfACBCHMgp9Fmt06yzKncX5uDHpTusFe6675tlXpPlB9f0oLu+WiLqW/jCnwkrXeOSYDo2yNZ13Zi5cMwrnTrHosK/l17GTagnMTuuH9miYCY+ZfdGoJRbVHT2IYkMr+7Jhk0JNa8tajT9Oioai0rF/2YxKrx/eVvK6aeM/fXLu9C945cZjsGJdVZsy9x77rlHZPy0atVKdEvOzs5WPQAAsYE8MRsJFbOqsz8v26MSKZyhYYZW0KSlJFLvFjVoRLcGlsYbrAtszcppNPu/Z9INfZuqLEJmLhyzYFp/i9GFAr7T1msuGOoOudqeP2ZWBlmcaEvA61m6gmJRkYJpZbQxKVaaEnp1T7Y8Ct/BwYkVA/CV9ePuG8S9firWUX7jC7oY/z09dUEHigmLyqeffko//PCDsKoAAGKTPcfyVdVhjSwGPEHzRfP9WVuoc8OqQlgo5BaUd+xVyEhLsl3unbHqfvDH9WPklmpYLUMIFrFOhUgzSwn2p3eMkywqepN0MPGKUUmw9puYNdFThHQw+jxxvIsv10+C5ly0+pXZ7p5s0pQwQbPc6JxXhsnfpbKOlb+jUJ8HYbOoVK9eXbh9AACxyyt/bLA02XJsxrKdx+iF39fRFR/OV1UM1YoAbeqrL5QsE6sXen+KvmmPK7uSx5XNBb/kO3e976B5zUzxf6GZiHGQUOG7aj3rSaj7uWjjfsyQz5ucgmLafSzf3KIShK9XW9zNqLePqhyHzdgTy8G00jKjYNoyE4sKj0uJ32Exp7iHrIgQp8ba2h7Wk08+SaNGjaKTJ8tbZwMAYg+OL5GZsHSP7np5BSW0/bDnWiBnxvB7Mhk6fXra1jMuGJeekmjrLs8fF4C2vP/MBwd4dapVJk49q0mlimPSlrh3rEUlKUF3cjOLNQoGdrJ+5JTbuZvLU+LNLCrBcv1oBXGnhtmqcfL78uugW1Qq/lc3JdSsI1XP5b9Ro2NXXG187nlcP8Ebq+NdP2+88QZt3rxZFHtr2rSpVzDtkiVLgjk+AEAE0F6v3pqxybC0uxwEy03+3O9phIoyqWsvqHWrpOumOSuBrpZdP35MWLKIYGtK1YxUb4tKxYSoJzgU95SZ1cRqr6NwwOJLT3CF3KLi5fpJCLjujBKkrNVd/LvZDWBm14/W0nR+5/rqiVtYVKSXQZ7U9Vw/WiGSWLHSjPUHqd0TU+ixYW11t6O49ziu6q8NBy2PN2aEyvDhw0MzEgCAY/B3cpW78WrFR6ZOjMrynceoWoZ+Izy7BcaM5jeOMRHl0HUuwmbWDmXiMnP9RJtFha1TeoIx9DEq1n9Lq7FGynraGBXuAH30pDo+yhcsbrRfgbCgaIJprbp7tNuxs55ZenKC5jMrdx/X3Zbi+lm157j7e7Lm+okRocJuHwBAbLJhfy49+9taKvXT8S/HqCza5umXw1QyiFExmlQ468dOsCTfffI+G1SrRPWyy8u9c9EyLlrXv1Uteu+a7qbxENr9KBVclXX0aqUo7izTQFtHWVQSqFez6qIK7W8r9qqWhxLltwxm3R1FABpZHQLtKq11B5XHqMj7sbZtu8ORj8eoe7KeBZPJTE2iM9vUpmlrD3g13bTyG4fashbWpoTM4sWLae3a8lLa7du3p65duwZzXACACDDk1Vmq10/8qx3tOppPY+dstfT5/KIyVZ8WXzEqZigWFasenSU7jtJdXy0Vz7e9UJ6VOGX1PmHlmbx6n24vINlypC2EplzYeUL8cckuUVJeS0Zq+SW0UBJogVhUujSqKoKTjeAaL+v25fhdm6XccpBAzw/vqBIqiQ7K+rEac6IIGu8Ow/aPJUU0a1R/Tjuxe1ectWcp8auEvsE6ehZMZukTQ4Q7VXFbyjcORiKEj9OO1SUqgmm5Y/JZZ51FPXv2FDVV+NG9e3caOHAgHTxY7gsDAMQGXB329gGeLD8uw22GcuFkUaC1QNgVKoqf3aiEuha9wEvZzZGTr46Z0VaNrV0lXbda698bD9ED3y6n92ZuNty+mUXFjlB59+pudPVpjampQaNHHtM3/+5NgbpgkjSVaLWVaUNeR8VMqFj8ukoMLSrkp0XFvIGjdw8fa9u2OhzdrB+NCkvwYVFRvmflb0eORzKyTMrixKEGFftC5e6776bc3FxavXo1HTlyRDxWrVpFOTk5QrQAAKITo1ogNTI9AaZNapSn4/rKFtKbuBXrgwy7ZIxQ7gqtZh3rFVaTL7wHNT19+C5SvnY/d6G62JWVvigZSjCtWVNCG9YPdlk9O7wjta6bpfs+BygbNRX0lT0lT2TaLJ9wV6Y1w6pFhVs7NP2/32j2pkNBcP14d5XmwGN1lo86Y8qqu8xudpAsTrTfRKKJRaVDA08GnSc92fd3KZ9OMeP6mTx5Mk2bNo3atvVEG3Mpfe7/M2TIkGCPDwAQJsb/s0M3fZgvXuNu6EmH8orcWS5GKKZmuVicXpzC0A516fJTG4uOrh1GTTG8y7Xj+tELwpRdJFoxIVs6Fj4y0MuiYmUiUqxEZr1+/Kmjohy7Fh6z3XgSdqEpv4ciVLTbCLXFX3vemAWl2k03NuqHYwcWf14xKhp3UHl5eclVaFEwWnVFKb+NUqSNfyPvOiqkQjnv2CX4rWRpcwsV6fwvs2BRiRnXT1lZmVdKMsPL+D0AQHQyQwq8UybhDhV9bwa0rk0Xd29omKGjNUXrlZSXL+x8EWZrCmdomMUN2HH9FOsKlTLDtFf5bjMrXeeaZsEdUkmJUTEroe+PUJFm2/rZHgHFE4+VcRn1M1JiRbQTkj/F8myNIcVOjEpg+2Jh0KbCInVTv2aWPlMeOKtexgJdm/Ujf0/BDkCWvyO3qPYSYQmq18p5x3+nsptT6ZAti2Qj/SdbUZya9WNbqHB8yr333kt79ngKQO3evVt0VeY4FQBA9MBZMqv3lKc4NqqujosY0NrbLZPtS6hU3LnrpevKcRAuG1YFuQCYlZgF9TLPZ9/6c5Ph+noxGkrBNyuTi5l7x59eP/KkIk8kfKdtZG3xNUb5rl1r4venBo29MWgtKh72Hs+nvEJP/FCgJfF5Lv/splPpjSu60iPntqXTmlf3+Rn+TrWWDxZz2hL6oUzgkt1jimXSl2jLrwhe17ry9NokGG1LFicONajYFypvvfWWiEfhYm9cSp8fzZo1E8vefPPN0IwSABB09ucU0MXvzaNhb8zWLdCmF1eQqRNnoucz17MwqC6mFi74ivnazK0io5cJIwfL/rFmP63fl6u7vl5lVsWiY4byHZnFAuiNS28ikZm4fI/uXTTvx24VWVkkaLNvFEJtDPe2qCS4RUrv0X9Sz2enBU008fdVOytdFGzjSZiLufmCf2vvLB/v7smhtDyJhpEVglk557XWxESNklAEjXbsevFVRq4ftXtLu52E6IxRadSokag+y3Eq69atE8s4XmXQoEGhGB8AIESskopFjXhnDh3T1DPRMwM3qZEhLC3sFpq0cp/X+/kVwbR6MSqyJcCKO6dyRYE4I7fK5T0b0S/L99CJCneTnotFa+k4IbUGUFxBPPHrxRFYMYNXSq2w+hhMYGwd0ItR4QlAk7BhiDwOnmysBPkaCRVt9o1Cg6rldWdChex+YpQjWrTtqFdQaKCiSfuzWfkd9bJ+ErTdkhNCb3li4VtcWmJoUUnQjFFZz1tg6PzONi0qnCr/jEO6KdsSKsXFxVSpUiVatmwZDR48WDwAANHJwVxPFsySHd61O/Qu73zxHnfDqeI5Z1xoUXzrelYQviCe3rImzdl0iC7t0UglfpR+QXL5cyVLSC+j5opTG9HoEZ1o9IiOdPpLM0StF731tO4gOTZDETFGqblGLhbehDJfKUGiRmXfjQQMCwZFYMnbNdqfZ8xlhmKDYSuCbI3RTkSylezCrg1E6vWXN/fy6dILVVNCvTv2QHv3+GMVKG9KqGNR0cbySGMLhZuELV6cnKb8/SzeXi7kPGPS1AEy6OOjd8xGNwfq9GTP84eHtqGODctj1KJKqHDAbOPGjam01OKtAADAsfhKXfTnQqzcceoVQOOL54fX9hAuplpZae7lX99yGn29cIcI1uW7/17PTxfLMysCbfVEj3JB5YlEcWcU6FhetAG28rYUC4xR9obRBMfiRClmp0zAenE0LFLenuFde8Uo/sUo40JeznsxC2jWq1UjT65ZUvDyq5d1oXChdf0oKljPLROo0SLBH4uKTtaP1qLilTocAuOKYv1iSwlb496YvlE9JoPPac8nPTFr9OeushrJ+3JQwIrtGJVHH32UHnnkEVE/BQAQvfi6c/Wnr4liwDCyqPCFWBYpTP2qleg/Q1qLGi11qqRT+/rl9SB6t6hhuK1kHSuBXPzq20U76Xh+sVcgq2Iq33X0JL1eMQkYWVSMUrFlMaC4NPRE3w+Ld9Gr0zbobkOvRYEc4PqBVO5fnkCrZ6aKCeSXu/rRfwa3stQfSXYDRKpOhnd6cjkp0oSqiIBgW1SsxKjwOaA9D7xiVIjrqFBIUUQ3n/N6wiLBSMx6WVSsC0DVOaHKciLHkOxPMO2mTZuofv361KRJE8rMVBeAQvdkAKKDUAQGKtv0lZ5sxoQ7+wprh+L6ueusU1Q9S7QXV6U+ixwM/ND3K2jSyr1UTeqGXD6u8pnm2rELacvBE6YungyD1GnZfaJYCvRcPEo2lR56WUKy5UQurMfHWiU9mXIKSujs9nXFMjbJN6peiV6ZqhZCZ7WpTePmbrMVuBsOvLJ+Ko5VDljmWJ70xKSgBNParbrL1jO9kvkJmq8u5DEqkkVFT7AlGByK1hoXjGDahGgWKhdccIGjTEIAAP/QS7WUY0R8/ZlzxdrDJ4pUy8wa+Fm9m+eLrHyh7da4Gi0fNYTOfPkvOlKxP9miokzEuQXqYOC/1h+kf3Wqp2tRUUSK2J/BuLjBmy83hlK7Qs+iolfXxfOevsVJz3TPi3++qx9NX7ufrj6tiXu5LLC47P6NfZu53WUyZ3eoK6q31qystmRFUqgoE6t8DNxniqsD2221YNf1k10pRVjbtFYX7WTPL7VnRqCp0/YsKt77SjT4o9T+bem5LbWiXUH+W3Kq68e2UHnyySdDMxIAQFjRqzvCF3GuQMv4uk7975JOtHp3DlXNSKH5W47Qbyv3ui+ucjO0YMDjSpcnb5VFpXxiy5VqcRhZLu7+eim1qFVZtczQomKQii2LAcW6omdR0ft+FfSyouS5Rk4j5om2Wc1Muvn05upxSx/g0vvNa1UWKedaejatRj/f2derTk440caoVKmU7CUidhw5Sdd8vJC+u83/XkZ6E6z8PX18XQ+RunzeW7PV6xhYVLTCQP6drRYi9Od7Ko9R8X4/weBzWpGlZ0U7p0O5NU6L/Lek6m1EzsG2TbB58+Z0+LB3869jx46J9wAA0YFeOm+VStazP85qU4fuHtiSrundlLo1qaa6kCtiJ1SZI/KF2d28UOfCrpeNc+4bf1tyDRhl18h3psokqLcfrUg6pbZaIFm1qBhNGLLVSfksCzotdaukU+dGVUV8S6TQpid7fitX0F2SXs0Fpe+JRYqeB5K/S+8YFU3BtwQy7MEULBThyxYVPfGbaDBja5tM6p27RkHFRsG0oe7/FFKhsm3bNt2sn8LCQtq1a5etbb377rvUqVMnqlKlinj07t2bfv/9d7tDAgD4QZGO70c90Vm/UCkTtnJxXbs3h4KNbGWQ75LN9qVXbE2L3SZ/8oSvTG66fYakZex2mfZAf2F9YlrX8Z7wbuvfQneiMYqLkCceRbSwi2Xew2fR7P+eKWJYhrSrQ1UNTP7hROua2Hu8QHSj1rpgmEBDp/R69njGoT9h8zpaq4Q2mJY5r1N9emZ4B/r17n4UChSLCsd46caokO/MMMZOrR2VKI72GJWJEye6n0+ZMoWysz351Sxcpk+fLirU2qFhw4b0wgsvUMuWLYXv79NPPxUxMEuXLqX27dvb2hYAIHCLiixU7FyolIlImbDNugkHw6IiT3w1KqfS7mP5fvfZMQu27NOiBs3drLYgK2KDUSY9vRgVObNHiRn4/d7Tae6mw+J7euiHFWLZ8C71hVunXb0quqLMSvfl1CS1G4iZOfJMR3XDfe/q7vT94p00be0B8Xu98Ht5wVAtgWf9qF/LwoRFjF4aOE/s3o0a1RYV8fnEBLqmIk7In6w4qxYVdg3qZ/2QLr4q017X2xPbpKVJ9Uxatbtc7Gt7G0WdUBk+fLj7x7vuuuu86qtwSf1XXnnF1s7PO+881evnnntOWFnmz58PoQJAiNETE7JQ6d28PD3YCsrFX7n7t9JePlgWFQ4w5SwfPZRJvmblVEN3lN3eOY2qZXilvvJhs8tCEQazNhxUVe5VJg4WERd1b0g/L9utCshVmj/qxRhYEVt6d9BOEilKjAT/bixUzAhUqGhjVFTp2Rx3omdR4fRkjWWtvOCb8X5CEaOiWDf4b1MvcDfBKJhWG6NS0ZRQ4ZFhbVWvOVbn4R9X0muXdRGtJdzbJ2diWagonZHZavLPP/9QzZo1gzoQtsp89913dOLECeEC0oPdS/xQ4P5CAAD/0JsAOf6C3QZcXl9JhbWCMhcoFhV/OgbbyRxRdXw1mU2U7Bru0mwkVKz09JHhTKKVu4+Lei/ynSyLs9SK15z+rNqHTvyDe/w6+5cnJCuiz67YihRWvGzK4dapkkb7cwqDalHhr0nvfBEF37Q16TTBtOGYxJWxsVjT+9kTE6xZBWVxxueetm/XwLZ1aOGjdcTzGesPxF568tatW3UDaatWrerXAFauXCmESUFBAVWuXJl++uknateune66o0ePpqeeesqv/QAA1OiJCU45blgtQzzsoFTGDKVQMbKoGAUJ8nLFolI5Pdkv14/exZqzfpSqriekTCOjcvnl49XerSdYLkhmxfUju42cjJWUV8WiYtYqwN8YFd6/3vmSYmRRofAiu1BtpScnGAsVX+eXLHKd6vqxfSa8+OKL9M0337hfX3LJJVS9enVq0KABLV++3PYAWrduLXoHLViwgG6//XbhVlqzZo3uug8//DAdP37c/di5c6ft/QEAyikq8b4QVvUzM0S51ikXVyuTq13YKqJbpMpIqCRwTRiPRcUIu03+5CqraotKRcdbC4W65CH76oZsJvqm3HcGjbuhJ7WrqObrdKxMfsr352+hOu0u5IlaxKjoun70Y1TCPVkr58KYqRvon61HrKcnJ5pbVMzQusbc+3KOTrEvVN577z3RQZmZOnWq6KI8efJkGjp0KD344IO2B5CamkqnnHIKde/eXVhMOnfuTK+//rruumlpae4MIeUBAPAPvQlQ6VhsF+UCpwgUs2Jn/qKXFmzaI4ctKhXjqJxmnHbtSyhokYWR/FnFosIVZLXI3YG1lgVtaqkWs2+S02UHtK5N0YIVN5tyWqZq3BV+11FJUp8ruhaVRLao6GT9mAz33oHlLQwu7dGQgoU8ttu/XGK9hH6CJkZFJVQSLQdiyzjJomLb9bNv3z63UPn111/p0ksvpSFDhohg2l69egU8II6FkeNQAADhEypaX7ZVlLtWJZhW22MnGHB2j1HcgR68jnKMWaauH+MLuZzZcU77uvSvzupKt9oYFUav6JrSHdofi0qoq6GGE7m3T+hcP2T4G/HcqzcB8zmgtcyV11ExtjBwL6rlTwxxF68LBr7EQYLVrB8pmNZXCwH5/A93TI5VbH/D1apVEy4XFitsSXn22Wfdf0x2uyqzK4ctMdyROTc3l7766iv666+/RPozACD8QsXfi5Pb9VMxWesVQAsUuRid3C3W6OKeV1giHnKpez3MdMKxfE8A7ntSo0BtzANbUxSLitxzyAi10DKfkENgnIoYVtxsijCzG+RsrY6KvkVFWcTrKoLTikUh26STtT/4+noSTayH/saoyOuqC9wlRK9QGTFiBF155ZWi9glXqGWhwXDtE3bh2OHAgQN07bXX0t69e0VdFi7+xiJl8ODBdocFALCJXj8ef0nUpidXuID6t6pFMzccpAu61A94H3LvHfmCbhRMK1M/O90vIXBpj0a0avdqGtC6luE6ilD5vx9WUJdG1ahX8+o+x6MOpk0Iabquk7DiZlN+j8QQCBXh+tGZgJVzSHYXRmKeNhOto85rZzgm714/Ngq+SRYXp8ao2BYqr776qnDzsFXlpZdeEpk6DIuNO+64w9a2Pv74Y7u7BwCE0qLi58VJudC7s34qLCr3DDyF7hvUMijBnnLvHbnBnpUJzaw1gJkOuPLUxqI3UNfGxlmNPBGy3WXG+oPiMfb6Hj7HI3/PvoRWDOkUS+4c5RyyolMUkWjalFDl2vBOkb6hb1PKSk/RLQ4Xbsz0xQ19m9Hi7Uf0P6cZqxzw7cu6KRdSdGrWj22hwsXdRo4c6bX8/vvvD9aYAABhQK+8vN20ZEOhUpFRxDEv2mJm/iJ31W1SI9Ozbx8X1GeHd/BhPTJJK05KpL6nmNeM0gqNXUf1q+SqtptoPSsjliwqVu70leO1MlFyNpe2DL9Xqq5JevJjw9qqmj2qhEpi+Avo+TqXyaiEvmZssiDUa4Apc37n+vTJnG10WvPq6u7JRNErVORS+jJ8AqSnpwv3j91S+gCAyFpUmtbIoDvOPMVvUaEVKspdnK9APjucLPLEwHEfG+2+jeh3Sk2vMvgygeoArTtjt45Q+fymU/2OUYkhneJTlMnnEH9H3FOHXYf/m7Jed12u+6MVKt6p4PJ3rR+joltzRTNVh8PC4EsMJVoMppXx1cmcCylyawdm04E8aV8J0StUuJQ+ixJtJLqyjP/v168fTZgwQQTeAgCcXUKf76heuKijyrViF3cJfXfBN5elQD47dGyY7W7cJmcnmV1QeWJsUiOD6man01O/rNa1rBQFWJxOKzS06cmcvnp6S3WMiyzg4ilGxUptFCVGhK0vLJz5YSRU9Ar5ac8HtTvD3Gqhdv1o3gvDxO3rXEgwDKYNTiyatlu0U7B9FeHaKT179hT/K4XX+DmnJnO68qxZs0SQrZ57CADgHE4UlU+o1/VpGpBIUVlUlPTkisnfyh20VRpUrUR//qc/zfu/gbr71iM9Oanc2puSRD/e0Ud3ncMGpfX9nVyUTCOFOwZ4JxlYqawbi0LFSql/JRDbSpC0XK1YQfsxdYCouUVFncrsXVfFuRaVxODsP1aCae+991764IMPqE8fzx/9wIEDhdvn1ltvpdWrV9Nrr71GN954Y7DHCgDwk9yCYjp2spgaVffEoJwoLPVZtdUqygXenZ5cMdnYrfrqi+a1Kuvs23j9tBTPm1UqAiaVi3CbulVo7d4c0SwvELQTX16B2hUhf+cKsqXJt0WFYgYrk73iNrQictn68sPtvenj2VvdTSC1AkPtZlPXRtEKHXUVW+fEqIytCNA26tjsb6FGLaoYFQcpFdtXkc2bN+tWhOVlW7ZsEc85dfnQoUPBGSEAIGB6j/6TTn9pBm0/fMLrzj8zCBc55SJeosn6CWaMiuG+TS6osotILvrGRoqvbu5Fb1/Zjf7d3xNM6Q/aY9RaVPRLtvu2qFzYtYH4//b+LShWsCKKS2y4DVkYd29SXRXwrP06ZTGivMfuOA7O5qJtMvIutedVOGI29M6FWllpdFab8gaCRkPg/lPBQNWawjk6xb5Q4VL3XCr/4MGD7mX8/KGHHhIuIWbjxo3u6rUAgMijTJ7zKoJK84tK3TEqQbGoKF1fKwqfKd6KlCDGqBju2+SKKltUtMdZLTOVhnWq53c1XqP9Wyn4JltRjKxOL17UiSbc2ZfuGdiSYsn1c0Yr45o0qkBsOzVXVBOscQaM8t5LF3em5aOG0Cm1s9TjMykkaMUVFSh6YijRQtxIZoCuW73tG1lvIoHtqwjXPuEOyg0bNhQZPvzg59u2baOPPvpIrJOXl0ePPfZYKMYLAAjChWj+lsNBvRuTY1TkbCIrJdPDZVHhSVIvpiFQtGLMklCRxInRBMgTbJdGVcMyQYaT6j6quboDsS1Y4zypzMbng1HgtZ5A1JbblwmHJ0TvmBMtdNrWq5DbvUl5MsvANtZ7QWkDj51Csj/djrm78R9//EEbNmxwL+NqsokVXyJnBgEAnIfid86tsLDUrJwalDgSOT1ZFip2G/4Fsm89OENIht0/hQEGz/rav9b1o4f8vYTjO3ISvgI/3a4fSzVXyv8368kjnwO+vmo5RkQbkxKOrB99i0qCacG8F0Z0VMVfKbx/TXeauGwPjehW7kK0giouxUGnpV+3UixIzjnnHPEAAEQPyrUnvyLjp3ND44qr/goVZaIJRTCtfYuKdv8JIb8LPmFBqGgDPOMJX8IspyIY2YqAU8pkaDN7fLl+/EpPjpDoTpAW6QmVy09trLstrt58Yz97Nc3kvUd1HRVm+vTp4sG9erjbsczYsWODNTYAQBCQax4VlJTR9Z8spL/WH/TZrC9Qi4qoWRGWi7vxe9r4k1Bce7XHqAQUm6GqoxKGgGMnkeTjeDmDh1m3L9dP149xtWVfmTvyb6GN0QhHFoye1SZR5a5Sv39lL32REgycdFbaFipPPfUUPf3009SjRw+qV6+eo1KYAADeyBPn6t3H3SJF2xMkKMG0Ls74sW66DwZmd35a108orlb+uG7kWINKKcEJhIwWrH5fC7fq97WRaVUny2cwbfXMVFFDh2vqBJL1Eg7Dl1lnZyYtyXMML17UkS7rGTqhEtUWlffee4/GjRtH11xzTWhGBAAIKnLMiFyGXts/JxgXWM7YKFGKvYXJpWE1mDZcFhUryHfuPJHGE8GwsrWtV0UEGo8c0spSRdVuja1VSVeV0HdIenKiQYxKoNlqvnCQTrEvVIqKilTF3gAAzkZpEKgnVIJWf8Fd8E3qfusAoaK1qIQCf9oEyKXk61TxdIKOB4IRPNylUTaNHtHR/drMomIH+ZyNRME3vX0kSItk10+o3apO8pbY/gu7+eab6auvvgrNaAAAQUfuZZNfrA70DNZdWbKUnqzEDYQrSNTsehrqu05fx/nA4PI7fi1c0v+1y7rQ65d3oaoZ8WVRseoSNC/EZ2ztCOS0MwsmDYvrx0eMSrL03QWzPYXTsX07VVBQIEroT5s2jTp16kQpKeq0qDFjxgRzfACAILp+cvLVQqVn0+A0DlUupmxNUXYXjnRO30JFG6MSgqwfgxmsdZ0s02Jtwysqz8YbVi0qw7s0sPyby9onIIuKjmVmUNs6NHfzIRrWsR6FGj0Nl2jYiDA8MWBRKVRWrFhBXbp0Ec9XrVoVijEBAIKIUoGWWbn7uPt518ZVqY9UejxYVgWlsmi4TMfmrp/IxahcfVroAh2jGauWNjNB410m3/M7B3LeyXN/QsXzD6/tLorQ6aUGBxs98ZFgcDjt6nu3solVbAuVGTNmhGYkAICQUFCijktR+P62PiGZfBRhFKakH1t1VEKS9WNggjeqbxHvWLWomMWEaC1jsiANlhhVzisWPqnJ4RHdViwqs/97pmgwyt3E44XEYNVp+P333+niiy8OxuYAAEGCq6Ryh2AtbepmBTWGRN6WUgI9XK4fs8PwtqgkhOUumINlw1HsLhqx6rIwEzTan1GuBxSs0zoSdfh0K9MmeteF6dAgO+RjcVAsrX8F3xS45w8XeON0ZW5MOGjQoOCNDAAQMOe/NZu2HPR0TA4VsihRYmLC5fox24/clDBU6E2owSqkF88WFTMhrZ3Q1WXyg3PeRaIpn6/05FBTp0o6Na2RIYJ2Kwep0WEwsD2SwsJC+v7770VzwtmzZ1NpaSm9/PLLdNNNN1GVKvHjMwPA6bCl00ikXN+naVD3Jd/1KUIlXFk/Zrvxcv2EKUYlFM0PYwWr54Wd80cuXBg0oRIBi4J+Cf2EsO5/+n8GhLW8gBUs/zUtXryY7rjjDqpbty699tprovHgzp07Rd+fs88+GyIFAIdh1hzv3E71QmhR8S5rHsvBtHoWArh9jLHaMsBMqHg3HkyKicqs+unJFN4xJCY4rv+UZYtKr1696O6776b58+eLbskAAGeTX6wfRMukBDm1UR2jUuaYgm9ay8bRE+UN74KJ3kU9nmpchC7rJ9Hybx4KYRiJuTrSrh+nYvnXHThwoHD3cJ+fyZMnqxqdAQCcR2GxumGoTLDvmNg8rWzS7foJ1wXWZDfaCaxHRd2YVnUqh9Sisu3wyaBtP9YIRoyK9p1QnGuREAh64j4ROsW6UJkyZQqtXr1aWFNuv/120ZDw3nvvdVypXQBAOQUai4pctj0YZcyNJhYlPTlcF3r5UDo0qEK3D2ihanUv8+JFnejegS3p85t6BW3/8VR4K5zflx3Xj1LzJJgBtJGY1vT+LhMwv9pLT27UqBE98cQTItvn888/F5k+ycnJdMEFF9AjjzxCS5YsCd1IAQC2KJQKvWmb34XCLaMIE6VbcyRcP9UyUlVl61vXLe+uK2c13D+4lfg/3DEXwJ5bzLzgW4KhRUVp4RAokRAIuunJCWEfhuPwO/9o8ODB4nH06FH64osvRJryiy++KLKAAADOs6jUqJxK+3IKQrY/5Q7Yk/VDYb+48+TC7p4FjwwUd8ShCLLU4rTAw7jI+vEqoe9ZEM1RCYhR0SfgS0m1atVEkO3SpUvpn3/+CXRzAIAgUVBsbFEJBcpdrSfrJ1x1VKTnFf+zxaR2VvCsJmaEwo0Wy1iOUTE5f7Q1TuRzzUXRq1QgVAIQKjt27LCyGnXr1k38v3v3bkvrAwBCR6GmdH6NEAsVxdXjzvpxQK+fcACLij2sZuiYuQ61b8XKb3BCp6RAQmwcWkBYOmN69uxJ//73v00tJsePH6cPP/yQOnToQD/88EMwxwgA8AMlVkSheqY6sDRUd8rF7mBaCgvyfpwSAAmMyUpPCXgb2t9Z/gmc5Pqxe2ro9e9JhFKxFqOyZs0aeu6550RMSnp6OnXv3p3q168vnnOMCr/PGUFsUXnppZfo3HPPDf3IAQCmlGqECseohNOiEr7KtFKMCkU2i6VedjrtPR66OKBYICs98NLsWtePHPjqBJ0y6rx29NQva+jtK8u9DFapXSWdJtzZl4a/Pce9LBE6xZpFpUaNGjRmzBjau3cvvfXWW9SyZUs6dOgQbdy4Ubx/1VVXicq18+bNg0gBwAH8uW4/bTqQp1rWvUl5DZFQocQUFEUwRiUSd59yFsuYS7tQp4bZ9N7V9iaoeKJVnSzxHQWC2eQdiEUlWPEtN/RtRqufOpuGdrRfAbpdPXWV90RYVOxl/VSqVEl0SEaXZACcy7zNh+nGcYtUy16/vAud1rwGvXpZZ2pWM3jFzsyyfsInVCJb+0I+zpZ1KtPEu/qFfxBRBJ8nP9/Zl+ZuPkxXfbTAv42Y/tBOsKkQZaYlB0WEJUCoBNY9GQDgHL5fvIuW7zxGlTWm9TNa1aILujQQzy/s2jBk+1c8ICVhdv2oCf8+5WkRPX6swZNvILE9Zp8MRCBHomOy1xg040+M/JAiDoQKADHCyO+We1WgDWewp5frJwJX2EjcfMrtRNDjJzyF8szESLRnAGmHnwiLSuB1VAAAzqKowqKhELY0YS/XD8UFckyEWSM9oCaQ78rslI72id3LopIYsaE4BnwFAEQpC7Ycpud+W+NVgVZLuCwqyn7crp8ITBgJERaGsKhYJ8mBrh8nkhBjxxNSocI9fjizBwDgDC77YD59+PdWmrZ2v+l64U4TVirTRuICG4lren6RRyhiUrFOIPE8Zm7FWAsTSsQ5ZV2o7Nq1i4YOHUoNGzYU3ZN///13KioqCu3oAAA+4yIe/G4FLd5+NOJCxd09Ocy9fiIdDJnvw6IFwnteRiI2KpQkxtbh+IXlSwk3Hdy3bx99/fXXlJWVRffddx/VrFmTLrroIvrss8/oyJEjoR0pAMCNXMuNJ8qL3p1ruG7YgmkjVPAt0v58CBX/CCjrJ4ZjVGL9ePzB1p91YmIinX766aL67Pr162nBggXUq1cvev/990Wl2jPOOINefvll9PoBIMSUlKkDZp1wh+lx/ZRFzvUTAYvK1b2aiP8Hta0T9n1HM3aErLZYodnkHWsWiIRID8ABBHT/0bZtW3rooYdozpw5tHPnTrruuuvo77//FlYXAED4yuObEW6LypxNh8tfR+JOMAK7bFe/Ci17YjB9cE338O88irFzerx7dTeVWDH7aCDnnRONFyU2/tZjlaDVUalVqxbddNNN4gEACC1KwKqTLCraCSLa61nYoWpGaPsoxSJ2zo/aWel0z8CWdN3Yhb4tKjF23pXYsJ7GKjEWHw1AfOBki4pCnBhUQJhiL+S1zT5a2c/S9bFwUxKrQKgAEON3WeHO+nG/joBSKcFFPXaFio/VHz23LZ3arDpd2atxTJ0/JZoCjvFIbElPAOIEOxaVcAkGrck9EtkK2qq8wLnY1c9yoLTeuXXLGc3FIxByC4vJaZQ5TzuFHVhUAIhC7Nz5JYWpWqp2N5GIFSgqgVCJFswsff1b1fJaJmuTUGngnPyS0GwYhNeiMnHiRN3lnIqYnp5Op5xyCjVr1iywUQEAoj5GJRIF3yBUogc9ITtySCsxl1x9WnnKt2GMSojGlJ6Ce/eYECrDhw8XJ5JcGZNRlvH//fr1owkTJlC1aurcdy2jR4+mH3/8kdatW0eVKlWiPn360IsvvkitW7e2fyQAxBG+Uhav79OUxs3dFl7Xj1d7+vBbVArh+oka9M6Pu85qabi+XJcnVNa6Vy/rQv/5djk9dI5z5qAERIjbd/1MnTqVevbsKf4/fvy4ePBzLvz266+/0qxZs+jw4cM0cuRIn9uaOXMm3XnnnTR//nyxjeLiYhoyZAidOHHC3+MBgOI9mPaZ4R0oNdnzp50UpnKtSU6IUYFFJWqwK6BVrh8KDe3rZ9Pk+86gs9qgeF9UW1Tuvfde+uCDD4T1Q2HgwIHC7XPrrbfS6tWr6bXXXqMbb7zR57YmT56sej1u3DiqXbu2aH7IVW4BcAqFJaU0aeVe6ntKTVHTwakxKqfUrkzXnNaE/jdlXdhdMN6un/AJlceGtaVX/thAo0d0DNs+QWDY1bGq1WFmiCtsC5XNmzdTlSpVvJbzsi1btojnLVu2pEOHDtkeDFtnmOrVq+u+X1hYKB4KOTk5tvcBgD+8OX0TvTVjEzWunkGzHjrTsTEqio9dtqKEy6KiLZkfzljam09vLtxdybHWOjeGsStkVa4f6JS4wvZfdffu3enBBx+kgwcPupfxcy6lzy4hZuPGjdSoUSNb2y0rKxONDvv27UsdOnQwjGnJzs52P+zuAwB/mbRqr/h/x5GT5OQYlUopSV5m9XAF02rj1sKd9QOREj91VCLR0wlEDtt/2R999BFt3bqVGjZsKDJ8+MHPt23bJt5j8vLy6LHHHrO1XY5VWbVqFY0fP95wnYcfftgdF8MP7i8EgNOybJwQiyHP2eESDBqdEplePyCG66hIz2P81LrnrFPcz89pX5fiHduunzZt2tCaNWvojz/+oA0bNohlnKUzePBg0V1ZyQyyw1133eUOxGXRY0RaWpp4ABBunFaxkmNm9MiulOIlTsJlUSnTWlRifTYBAWG3u7a8eqy7fh4Y0pqu6NWY1u3N1a0pE2/YEiqclcNpxMuWLaNzzjlHPAI1Fd999930008/0V9//YX6K8CxONmikpacSIUVrzs3rOplzYiURSXWmsMB5wibeHD91MuuJB7ApusnJSWFGjduTKWl+ndzdmF3zxdffEFfffUVZWVl0b59+8QjPz8/KNsHsc/uY/m0dm9O3LVaV4QJi5TZ/z3LvVy5lic5wqISlt2COEGd9RO5cYAoiFF59NFH6ZFHHqEjR44EvPN3331XxJoMGDCA6tWr53588803AW8bxAd9X/iThr7+N+09Hl/idtOBPPF/t8bVqFaWtztUdruEK01Yq+UQowKCiTrrB+dWPGE7RuWtt96iTZs2Uf369alJkyaUmZmpen/JkiV+ZwkA4C/syw2lmdRpCSWvT98o/p+35bBqeWZFi3tZnIRPMEQ26wfENuEooQ9iqIQ+AE6gTLqFV1whocLp1oFHzm1Df647QJf3bOwdTBumpoRacNcLgkk4mhKCGBEqo0aNCs1IALBJkdTXRX7uhAyFcHPrGS3EQ0EVTBumsWu/I6dZoUB0IwfQQgTHF35dSo4dOyZqpnBdEyVWhV0+u3fvDvb4ADCksFgSKiG2qDjJTbnrqKfo3JW9yi0oWmSRELbuyQ5oSghiF1hU4hfbFpUVK1bQoEGDRGVYLvJ2yy23iJL33AV5x44d9Nlnn4VmpABoKJSyz4pLy+hwXqGYHKtlpgZ9X05K+un34gz384u769cdkkVCuGJFtJX6IVRAMMHpFL/Ytqg88MADdP3114sy+dyIUOHcc88VBdsAiIRF5URhCXV/dhp1fWYqlfjhBvp52W565KeVhp91aQJFI8HG/bl0y2eLdEvma5GDaVOSIuX6wcwCggdcP/GLbaHyzz//0L///W+v5Q0aNBA1UAAIF3Jcyq6jnvTkV6eVV0y2w73jl9FXC3bQD0t26b7vBM/P4Fdn0dQ1+1XLMlJ9C5VwNSXUTh7QKcAXv97dz/K6cP3EL7avYFzCXq9rMZfTr1ULpX5BZCwq4+Zucz9/e8ZmVUaQHbYcPKG73AE6RRcji4osGlLCFqOiGQOUCvBBhwbZNOme0+mU2pXpvau7m66LpoTxi22hcv7559PTTz8tyukr5l6OTfnvf/9LF110USjGCIAuZpk+/qYrHztZfl6bWVT8FUGhIN2CRSVcXYW1wsTpKd3AGbSrX4WmPdCfzulQ14brJwwDA47B9hXslVdeEd2Ra9euLUrd9+/fX3RQ5hL4zz33XGhGCUAFq/ccp9u/WEybD+ZRYbFxK4cCk/fMMnqO5RcZreV+VhomP9DsjYfou0U7TbOOrFhUwlVH5bRmNQzHAECgwPUTv9jO+uFsn6lTp9KcOXNo+fLlQrR069ZNZAIBEGru/nqpcM8s2HqEXr+8i+F6BRXdhVnYnCwqpZ5Nq+uu9+e6/XTjuEW2LCrcoNBAHwSVqz9eIP7v0qgqNaqeobtOioG1JBK9fjgDaenOY/T1wh3iNVw/IJiozyacW/GEbaGi0LdvX/EAIJzsrgiaPXKiSBWjoqWguEwIimFvzBavlz4+WKQtj5m6gd6YvpF+uqMPdW1cTSVSmG2HT7gF0S/L91DL2pVp/K2nqWJUwtFJWd7HobwiqlHZu5+PGbJGSA5XMG1iAl3cvYFbqKDgGwhdr5+IDgWEGUuXkvHjx1ve4M6dO4W1BYBQUEmKyTCLUWHXz55jnkygoyfLXTosUpgL35mr+7mDuYXisyxSmI0H8kTaMgujcHZSPlFU4n6elpJou6BdYgTSk8V+0TgOhMX1g3Mrnki02uW4bdu29NJLL9HatWu93ucOyJMmTaIrr7xSuIEOH1Y3SgMgWMgumMIK944eo35eTU/9ssb9OregRFXRVSEr3duomJOvdv9MWa1OCQ6HRSWvoEQ14dsVKnIga7iCacV+JYEEoQKCCZoSxi+WXD8zZ86kiRMn0ptvvinK5nPH5Dp16oiCb0ePHhX1U2rWrCkKwa1atUq8B0CoMZu8F24rb+2gwFaRHk2qea2XlpxIudJr1iBHKqwvRoRDqLAlR666a7eXUboURBOuGBUGFhUQFtcP3IpxRbKdtGR+HDp0iGbPnk3bt28XWT8sULp27SoeiTh7QIiR5z47Kcir9+TQOe3V6Y9cPE1vMl2y/VjEhcr6fTkqQaaIslpZadSpQTZNX3fA9POypSic3ZPl7xMxKiB0FhWI4HjCdjAtC5Phw4eHZjQA2HD92HWHvDJVXbGWy9HXy/a0gZCtL2aEIz35RKHHrcXWFLaqMKlJifTM8A6U8ssauqFvU2tCJYw3EPKuYFEBwUR1OuHUiiv8zvoBINJoLSqdGmbTil3HbW1j7/EC2/stLQ2HUPHEqBSXlNG3FfVUdh/Lp/pVK9F715hX8ayclhxWC5BebAyECggm6PUTv0CogKhCLnymCJULutSnK05tLGqltHhkUkj2y4XVONYjt7CESsr8q3rrb9ZPcamLvlxQnvJrlSrpKdS6TpYYK7uLwoWcbYSmhCCYqEvog3gCQgVELUrWT63KaXRac3VVVGZwuzp0Za/GdMMn//i1/dNb1qSXL+lMszYcpF7NatD5b5fXZCkLg+vn6AlP5pHi9rErGCbde7oQdkmRCqaFUAFBBJVp4xcIFRC1TFi6W/yfmqwfg9GwWiVqV6+K39v/7MZTRabBJT0aqbJnwlFHZdlOT0Cv3YwfhXKBEt4rutr1E9Zdg7gq+IaTK56wHWVXUGDs09+7d2+g4wHAMvtzCsX/acmeVNwf7+jjfs4CpnYWW1s85fM7N6pqadvVMlK8ikoplomw1FGRY1T8FCqRQP7K0JQQBBPE0sYvtoUKF3RbtmyZ1/IffviBOnXqFKxxAeCG3RfchJC7FutZM2SLSrfGnlopdbLShdgYf2tvemFERzq3Y1365tbTdPfxxhVdhQVGTyhoJ95wCJV8qakiB9PWrJwqnnPpfycju5lQPRQEE1SmjV9sC5UBAwbQaaedRi+++KJ4feLECVHo7ZprrqFHHnkkFGMEcc6nc7fRwFdm0lO/rKYSnYwbLtomc81pTahFrUy6pEdD97LLT21M71zVXRRC4949WrgYnJwpwwGsWpKSwuP6YQuKLIY4aFhpllgv2yOmnEiVSil+dbAGwE7WD3RKfGE7RuWdd96hYcOG0c0330y//vqrcPdUrlyZFi5cSB06dAjNKEFc8/Sv5aXwP523XfcCxb1wZLjOiBmyIFGolpFKaVI1V65XYmRRYctOKNFO8F8s2O4WR9UyPULAicjf7cG8ctccAMFA/tvnLDwQP/hVCWro0KE0YsQI0Xxwx44dwroCkQJChawL9BJu9ISHGS1qVdZtdngwxxN/9efI/oZujVBbVLjzs8zOI57minI8jlP5V6d6IsZncFu00gChESqZac7/OwARtKhs3rxZNB/k/j5TpkwRfYC4tP69995Lzz33HKWkOPuOD8QeGan2TmMWJR9c053+XHeAVu4+To+c21YsL5LcPQ2rZXh9TqnwGm6LSrTx5hVdhevMKBsLgEBdP5k2b05AdGP71+7SpYtw/bBIqVq1Kg0ePJjOPfdcuvbaa2nq1Km0dOnS0IwUAAMyUu3fXQ1pX1c8ZHz5vRPDZlGJbqHCgY6pyQgiAMFFLrQIoRJfJPoTozJ+/HghUhT69OkjBApnBAEQboKVhaMNytWi1FEpDbPrBwBAlCLFjWUgRiWusC1LObtHj6ysLPr444+DMSYAbKHXWNAf2tarQruOeuJBjCwqIRcqFRV3AQAealZOo5cu6kQZaUmUjNbccYVtofLZZ5+ZmnyNhAwAwebi7g1pSLs61LJOVlC299zwDsJqck3vJrrvh6sybbS7fgAIFZf2LK8SDeIL20KFg2ZliouL6eTJk5SamkoZGRkQKiDkcGG296/pLsrjB7PwU+0q6fTu1cZdid3pySHu9ZNfVC5UmtbIoG2HT4Z0XwAA4HRs28+OHj2qeuTl5dH69eupX79+9PXXX4dmlABIcNG29vWzw16dMmzpyRVdoetmp1PfU7ybLQIAQDwRFEdfy5Yt6YUXXvCytgAQCiLV7C65ojJtqZR9EErXDwuyly7uTHWrlMfgsBUJAADijaDleCUnJ9OePXuCtTkADIlU51Rlv6HuEag0IeQspAZVK9H8RwaKfkfobwIAiEdsC5WJEyeqXvMFlMvov/XWW9S3b99gjg0AXbLSI1NDwZOeHFqlovQzUgrMMRApAIB4xfYVf/jw4arXfAGtVasWnXXWWfTKK68Ec2wA6DKknbpQW7jwpCeHx6KiuJoAACCesS1UykJ8NwmAGRd1a0g39msWcYsKi4kVu45Tp4bZqkJUwUCp06IE7wIAQDyDqjkgqrjzzBYRm8DlrJ+nfllNF707l577bW3Q96NkFaVIrh8AAIhXLFlUHnjgAcsbHDNmTCDjAcCxKEKFLR5fzN8hno+bu42ePL99SGJUkuD6AQAAa0LFaqNBBPyBYKMtV1+nIlU30kIlHM3XUuD6AQAAa0JlxowZoR8JADocOVHkfj7rwTMj2jVVqUxbGuTKtJw599PS3aKIXeu6WW7XTxJcPwAAYD1GZcuWLeKCCuIPDhx9c/pGWr7zWFj3u/d4PvV8bpo7kLVR9UoUSdwF3ypcM8Fi1sZD9MC3y+ns12aJ1yUVWT8pcP0AAIB1ocLVZw8ePOh+fdlll9H+/ftDNS7gID76eyu9MnUDXfD2nLDu98uKOBCGLSmRdi0qBd+CXUJ/84E893O+GShW6qhAqAAAgHWhorWmTJo0iU6cOBGKMQGHMWuDR6CGE1mXRKrIm156cqBNCblE/vszN9OG/bniddWMFPd7u47m055j+eI5XD8AAID0ZGCB/bkFEdmvnIYsT+aRQhEOgVpUvvlnJ43+fR0NeXWWqsAbc/pLM+iPNeWWSgTTAgCADaHCZnet6T3SpngQHg7kFEZkvwnkOb/qZEUu20dBqetWVuYKqDHi1kMnVJbKk0Wl+vuD6wcAAKxXpuUL6vXXX09paWnidUFBAd12222UmZmpWu/HH38M/ihBRMkrLInIfotKPRP4ac1rkJMsKtyHp8jPWvp1sz2i69jJYkOhgoJvAABgw6Jy3XXXUe3atSk7O1s8rr76aqpfv777tfKww6xZs+i8884T22HrzIQJE/w5BhCDbDqQR2/P2Ox+fX6X+uQUiwrXUQmkOq4c47L7WD4dlVKw1fuDRQUAACxbVD755JOg75yDcTt37kw33ngjjRgxIujbB9FrTblu7EL382t7N4looTetRYWFihJY6w8FxR5LzL/enG24HtKTAQDAj6aEwWTo0KHiAZzLgRxPIC3PzewCDEdsElsaFGpnlbsbI40iTtj1E0j8SGGxvqtHC7J+AAAAWT/AB/ulQFpOdgl2DRErpCUnkRNQXDFlAVhU+LO/LN9jaV3UUQEAgAhbVOxSWFgoHgo5OTkRHU88kFNQrHrNbo+UMOuGyg6ooaLtnuxv/MivK/fSnuP66d5ZacmUK7na4PoBAIAos6iMHj1aFbjbqFGjSA8p5jmhiVEJdUO+VbuP09O/rFEtqxzB/j56vX44GJazfhSUkvdWmLPxkOF7H13XQ70/uH4AACC6hMrDDz9Mx48fdz927twZ6SHFXTBtKF0/POFzcOnYOVujyqJSWGJdqKSnGP/J9WhanZ46v737NQq+AQBAlLl+uIaLUscFREaohNKiYpRhVMVhQqW0rEwlVLgkvtWuzumpxn4z3qYsZJCeDAAAERYqeXl5tGnTJvfrrVu30rJly6h69erUuHHjSA4NGLh+Ssr8K3JmhZx8b6FSIzOVOjSwV58n9ELFpaqFYsei4iswWH4/RSncAgAAcUxEhcqiRYvozDPPdL9+4IEH3MXlxo0bF8GRAYUThepU2hDqFK/AXeabf/d2TNZPsiRUSio6HNsVKoUl5qnJacmwqAAAgGOEyoABA7y6MgOnx6iETqnkFnhbVCqZuErCTaIsVKTvgV0/Vsk3KJf/4Nmtxf/pUkoV0pMBACDKYlRA+MkrCF+Mip5FpVK4c6EtFnyTvwc7FhW9vj5PnteOrj6tiZdFRc4sAgCAeAVXQmDKiaLwZf3IVXCdKFTkGJVi2fUToEXlou4NKbkiHiUNFhUAAFABoQJsWQBCZVE5mFtIj/+82lY6bySFivw9FNiwqGiFH5OVnuJ+LltUuAAcAADEO86ZBYAj0cZfyEGkwWT1nuNey364vU9Y+gr5E0xbLBV5s2NRUYTf7QNaUEZqkjs2Rc+KUqMyUvEBAAC3bMCWUAmVRUWbijv1/jOoZZ0schKJFaKp1OW/RUVx/fRsWo3+M7iV2+Wj3QdTtZLH0gIAAPEKhAowRRsoGqqsnyLJQjH/4YFUNzudnIZi7WCrkhyrY8+iUu76qZSS7CVSmJa1K9P1fZqK41eyjAAAIJ6BULEJp1M7yR0RagqKy8JiUSmuEERdG1d1pEiRrR1FGvFW6IdFhd0+evC59aRURh8AAOIdxKjYYPexfOr45B903/ilFC8o1gK5z00oULJonFyNVUkXlq0/duuonKxYNzPNOdlMAADgZJw7KziQt/7cJAqgTVi2h9buzaF4QLEWZFZYAEJmUamY/OWsF6ehlDXRunps1VGpqPRbKRXGTAAAsIJzZwUHIpc//33lXop1WJQo1gOl6V6ohIqyn2iwqGiFiRJ3YqU7tHKcGQ6qDwMAAE7GubOCA5En6XiIU5GFWciFSsXkn+LgImeK+0vr6jme711RV4986XNOag0AAABOBkLFz07C8dCjSA6kVVw/oYhROXqiiB7/eZXjLSqKUNFaVI6dLLYVSMubcbKLCwAAnASuljbYceSkX3EJ0W5RYStHasXEWhqC9OTRv68lRfc5WajIvX4CsahwW4B4sMgBAEAwcO6s4EDkCYkrjJaFsO+Nkywq6clJIc36WbHLU5W2ZuVUcipyMTZ/sn6UqrRw+wAAgHUgVGyQk+9x/Xw+fzv1Gj2djls0+0cjygSclpLoDiQNRYxKrSxPqfhmNSuTUzFqEmjVuua2qECoAACAZSBUbAR7ysGQSiO9BVsPU6yiTMBpyUnuKqmh6PWjuEGqpCfT8K71yakoViUthZqieL5iVJzUERoAAJwOhIpFjOIQ5LiVWEOZWLmDsdyQL9iw4GPeuKIrZTi4vkiSketHyo6yJFQcfIwAAOA0IFQsklNQbDr5xHKWU+X0lJDGqBzOKxcqNR3eLThQi4pSlbZSCv7sAADAKrhiBmhRORHDQoWr8DJZacmSRSW4WT+c5n30ZJF4Xj3TuYG0pkLFokWlwN3nBxYVAACwCoSKD2ZuOEg3f7qINh3IU9UTMapKyjVBzntzNj30/XKKdnIVi0pasnuSDrbrh4We0uenWoazhYoi1hRSK1KprQbTbj5Yfg4hRgUAAKwDoeKD68YupGlr99ND368Qrzs2zNZNOVX4+p8dtHL3cfp20a6oLwqXV1DirkprVEMkUFjYMVwAzenZMEpAsUJGRWNBzo6y8lu/P2uL+H/6uv0hGiEAAMQeECo2ya6UQk+e187QolIqZcVos4SiDcUlUy2DY1RCk56sBCMrJfqjyaKSWeHC4a/El4CThYxc8RcAAIA5ECo24fiC6/s2o/9d3Em8PlHRDZdZty+HXpm6wXbFUqdyOK9cqNSonBYyi8pVHy0Q/x+psKxEU4xKlUop7ue+3D9KM0Jm9IiOIRgdAADEJhAqJuh1xVWyfBQLAL/mrJX7xi+lc177268eME7lyInybJwamamUVFHsLJgWlWhzjXkJlXSPFajQh/VMabrIjOjWIASjAwCA2ARCxYR5m72LuVV4QNzxFCeKSui5SWtpwrI9XutGu0VFyWiqnB6aGJU/1x1wP7+sRyOKNqHC54DSA+mTOdtMS+nLFhclCBcAAIBvcMW02dvlkooJNbMiPoGDaTcfPKH7+Wi3qMiVVJXvIljpyTyp3/TpIvfr56PAHaIt+MYBwEoX5LdmbKL/TVnvU6iwsEFDQgAAsA6EignfL96lev3w0DY0oFUt8TyjwqLCVpNcA8vJ7V8upmhGCQZOT0kKukVFqUbrq0aJk9COkb8Xbi+gMHG5t1VN4ZuFO7xcQAAAAHwDoWJSP+W3lXtVywa2reO+G25Rq7Iw4XMQ6JZD+hYVDsHYfSyfohVPyfckT4xKkHr9RKNbjH97WaxwV2luL2AkvmTe+HNTyMcHAACxCISKwQTN9VNkBrapTc1qZrpf8+Rds7LvAmV9X/iTnpy4OioFixJzUSkEFhXZ+nBGhZUqGpDdP9xVmovhyezU6f0UbUHDAADgJCBULDQa5LopH1/f0zQ91Yxxc7fRA98so2iCs3uUEvosVIJZR4WzqT6oKH7GjLm0M0ULsgWFM7/W7ctVva9nXQtFI0cAAIgXIFR0yCtUuyWSDbI0jITKWW1qey1bsPUIRQslpWXU49mpIgCUC9zVq5ru6fUTgHVg2c5j9MPiXe76LEyDqpUc34xQRi5Mx9aU+tnpqvdPVog7oxoq9w5sGeIRAgBAbAGhYiFbR1uRVKFKur5Q+eCa7l7LlODbaGD2pkN0tOI76NeyJqUkJbqtSTwRn//WbHrwu+Ve7g1f7q3rP1lI//luuUjlVciJslgV+XdkofLUBR1U7yvfm4wcQHv3WaeEeIQAABBbQKjooJ1s6lWtpLtelUrq+IQWtTLp8X+107XAaFNbnUyJFDCriDTl/+W7jtOKXcfpu8W7aN/xAvd6L05eL+JxflyizpRSeG/mZrcAXLbzqFfjw2jhgBQwy0LljFY1qUODKu5lerVUFKHCp0A0ZDcBAICTgFDRgQNnZc5oWdOSRWXaA/3ppn7NTLf99oxNdPfXS4V7xalwETuF3IrGhMoEq7xmdh87qRIizKifV+tu84Xf17mfywLn/kGtKJqQj79mVppIT/717tPp4u4NDUvpK64fzhJDDRUAALAHhIoO1TI92TxcPt5ocpFjVK7q1dh0EuLYhpyCYlEU7Jfle2jeFu+qt05gf04B3TveE/ibW1CssqgojQqZp35ZI/4/IVlFCnUEmDYTZk+FUKmemUp3ntmCookBrT0ZSn1a1PAKslUsKhxA++GsLbRq93G3RUWpYgsAAMA6zm9ZGyEyU5NECfmujasarlOniicIVGtJ+eP+M+j3lftoYNva9K83Z4vJfMEWT0DtXsmq4AQO5RXShv259NWC8sJkCnef1VJlUZEzWNgFxFzy3jz3Mq1U49iV01+aobvPTg2zDQOVncrbV3ajT+dtoxFdG4rYHQWl8JtiUflkzlbRWoH54qZe4n+UzgcAAPtAqBjw81396Jt/dtC/+xvf8fdvVUsIGu6FU18Tx9KqTpZ4cMNCJRZjzqZD7ve3GRSJCwcsHl6btpEaVKtEl1a0BPjPt8tFkTsZbp6n1DhR0pO1LN5+lNbszXG/1k7GZoKsbhV1xkw0wJaxOwZ4B8QqpfQLS8otKmNnb3W/9+iEleJ/VKUFAAD7QKgYcErtyvTosHam6zSslkGz/3uWKPzF5dT14PRetkawJWLu5kNetVrYtTJt7X46t2M9VTl2bd2R5MREL9cBT4ocpGvXKrF6Tw69Pn2jeH5+5/r00d9bvEQK06lBts/Mp5Ga7B/tGNndZYSZCIw2lN+/oLiMjp8sdru3mO2HT0Zl4DAAADgB2KKDEM+SUdGgUA8WEYrlYMP+PPfynIqgTA4yvf+b5TTyuxW6n+eia+1HTaEhr85ULee7c86yGfLqLPGahdDTv6yhyav2+RyzXOq9zeOT6eU/Nuiud2lPT0djo2wVpcy+gjZMJ08KPlWsDkq3ZLnSb7SjHBvHqGw55PmdZa7s1TjMowIAgOgHQiUMcFEzLUqQ6pcVMSEcYKtw9ESRu+z68p3HRM+gbYdP0t7j+fTQ98tp9Z7jtO3wCTqUV95niC0rk1bupbFzttJtX/huhLgvx3d8zLgbeqoEWHJFrx+zDCFZgCl8MtdTM+WrW8pjNeSGh7ECW86UHkZLdhzTtULJQg0AAIA1cOUMAxwLopfmqtcDZtqa/dT1makihkRb1ZTdLN8u2kXD3pitmgTZ1fB1RXdeK71l9ljoO9S5YVVLxe2UdN2XL+nstvQocRrMbys8jR27N6nuGSPFFlUzyjPF/lx3gP5YXW7VurZ3U9U6CKYFAAD74MoZBtrX9xQEU9h0II+aPTxJtey1aRvovoqeQEoMiRyAybElClsOeoJxX/5jPc3d7El3Vnr06HHzp4voTR+dfLksvJyizchl7i/s2oD6nuJJzWUaV8/QrTWi5T+DWwnrQ6yVkq+WkeLVLqFH02qqdeQsIQAAANbAlTPMtTfM4jLYiiKLjBcnr6N/f75Yt7T/nV8tcT9nK4sMu4T0OJBbIAJ3jfhXp3qiHsizF6rLwjN1sj1C5fYBLbwsLNxJWukkzEKlrMxFF7w9x/3+D7f3Fv/fPbAlLX18sAhWjiWa6vyutbLUPYxQRwUAAOyDrJ8w0LSGZxKzU0L93b/Kq73qoVcBVeHbRTtFkOujw9qq7uI/mOnpWKyFLSJvXdnN8P3aWen03tXdhTWE0661QoWLt1VJTxZCi/v3PP3rGhFfo+dKSozBMvJ1dFKtuS8QizdFfMKiAgAA9sGVMwzI6cPFYSidzwJn3NxtdMZLM0S5fs5E2bg/lz6SanvcI7le2B0jB7oacU6HutS7ohprVnqySnyxcMmqEC9HThaJ/ctEW2E3f+A+TzKVUpJU31OKQUAyAAAAY2BRCTN68RtKnZVgw8XWOJvo2Mki+nujp4bLHQNa0AODW4kS8LWz0qh5LftuGLl9AMdnsJVEmZS/W7ST4hFth2yurVJJWia3HwAAAGCN2L/NdQhKX5gRXRuoAk9nPXgmNanheR0KZJHCsEhhTmtewy+RwrCbR5uaq4iXSSt913KJB6HCFpWDOYVRXYkXAAAiDSwqYeLdq7vT3xsP0qC2deius06hwa/OEiX4G9fIENVljWhdJ4vW788N6liC4YaRLSocn8LIbg5m7PU9RIn9szTdqGMVbeE/tqbIP+3lp6LgGwAARKVF5e2336amTZtSeno69erVixYuXEixBlsd/tWpvnAHcM2N+Q8PdNceKTWoe8LWlyn3n+ElAALh4+t6BGU7SjwKc8vpzSuWqcfZvGZlevDsNqr6KbEM932S41G4wJssChFMCwAA9on4lfObb76hBx54gEaNGkVLliyhzp0709lnn00HDhygWEbO/lEaAzJjLu1MN/ZtJmJHlIBXOa7lNpP+ODf0VRcY08JpxcGybihWFEZxH2kzgRrqFLqLl8J+7PZJ4D5MMZjhBAAAcSVUxowZQ7fccgvdcMMN1K5dO3rvvfcoIyODxo4dS/GCIlQ4lXVEt4b0xHntaMEjA3Vrc9w3qCVd30dfkLDAMWNoh7pi8gx2Ebs6VdK8MprYohAPmT4yjapleLUSgBUFAACiOEalqKiIFi9eTA8//LB7WWJiIg0aNIjmzZvntX5hYaF4KOTkeCq1RjNsnWBXEBdbUzASFOw66tzI09VY4bTm1alR9Qx696puoi8QF4szc9cECo/jt3v6iW7Bynb7tKhJH/5dngK9YtTZFG/o1YdBkTcAAAiMiF5FDx06RKWlpVSnTh3Vcn69b5935sjo0aMpOzvb/WjUyOMyiXbqZqe7+8Vo+eT6nuL//xvaRvx/QecGqve/vuU0+vDa8tiToR3r0W39m9OIbg3o1Kbq2JBgxrow7etnU/cm1VQVeP+4/wza9NxQVVpuPNG5UVVVy4H/XdxJ9Ph59Ny2ER4ZAABEJ1GV9cOWF45nkS0qsSRWjDizTW3a9sIwwzt3pQibbI0Zc2kX8fznZbvp3vHLQiJUtPB+uWptPPPqpZ1FK4Q7ziyPJerRtDqtfGoIpSXHp3ADAICoFio1a9akpKQk2r9f3X+GX9etW9dr/bS0NPEA1pGbGmKyDD0cWPzGFV1Vy/C9AwBAlLp+UlNTqXv37jR9+nT3srKyMvG6d+/yJnbA3MUwqK15Fo+d3kIAAACA04i464ddOddddx316NGDTj31VHrttdfoxIkTIgsIGPPRtT3o1xV7aETXhqbrDe1Qjz6evZV6N1e7hwAAAIBoIOJC5bLLLqODBw/SE088IQJou3TpQpMnT/YKsAVqamWl0Q0+0pEZDmr97Z7TwzImAAAAINgkuFwGZVGjAA6m5eyf48ePU5UqnroeAAAAAIiN+RtFHgAAAADgWCBUAAAAAOBYIFQAAAAA4FggVAAAAADgWCBUAAAAAOBYIFQAAAAA4FggVAAAAADgWCBUAAAAAOBYIFQAAAAA4FggVAAAAADgWCBUAAAAAOBYIFQAAAAA4FggVAAAAADgWJIpilEaP3MXRgAAAABEB8q8rczjMStUcnNzxf+NGjWK9FAAAAAA4Mc8np2dbbpOgsuKnHEoZWVltGfPHsrKyqKEhISQKD4WQTt37qQqVapQrBNvx8vgmHHMsUi8HS+DY65C0QRLDxYp9evXp8TExNi1qPDBNWzYMOT74RMg2k6CQIi342VwzPFBvB1zvB0vg2OOHnxZUhQQTAsAAAAAxwKhAgAAAADHAqFiQlpaGo0aNUr8Hw/E2/EyOOb4IN6OOd6Ol8Exxy5RHUwLAAAAgNgGFhUAAAAAOBYIFQAAAAA4FggVAAAAADiWuBIqb7/9NjVt2pTS09OpV69etHDhQtP1jx07RnfeeSfVq1dPBCu1atWKJk2a5H7/ySefFIXm5EebNm0oWo95wIABXsfDj2HDhrnX4ZCmJ554QnwnlSpVokGDBtHGjRsplo/5+uuv93r/nHPOoWg9r1977TVq3bq1+P24WNT9999PBQUFAW0z2o851v6Wi4uL6emnn6YWLVqI9Tt37kyTJ08OaJuxcMxO/p1nzZpF5513niiAxuOaMGGCz8/89ddf1K1bNzE/nXLKKTRu3Lio+40t4YoTxo8f70pNTXWNHTvWtXr1atctt9ziqlq1qmv//v266xcWFrp69OjhOvfcc12zZ892bd261fXXX3+5li1b5l5n1KhRrvbt27v27t3rfhw8eNAVrcd8+PBh1bGsWrXKlZSU5Prkk0/c67zwwguu7Oxs14QJE1zLly93nX/++a5mzZq58vPzXbF6zNddd53rnHPOUa135MgRVzQe75dffulKS0sT//M5PWXKFFe9evVc999/v9/bjIVjjrW/5YceeshVv35912+//ebavHmz65133nGlp6e7lixZ4vc2Y+GYnfw7T5o0yfXoo4+6fvzxR05wcf3000+m62/ZssWVkZHheuCBB1xr1qxxvfnmm+LaNXny5Kj5ja0SN0Ll1FNPdd15553u16WlpeKkHj16tO767777rqt58+auoqIiw23ySd+5c2dXrByzlldffdWVlZXlysvLE6/LyspcdevWdf3vf/9zr3Ps2DExCXz99deuWDxmRahccMEFLidi93h53bPOOku1jC90ffv29XubsXDMsfa3zELsrbfeUi0bMWKE66qrrvJ7m7FwzE7/nRWsCJWHHnpIiC6Zyy67zHX22WdHzW9slbhw/RQVFdHixYuFm0Iuv8+v582bp/uZiRMnUu/evYXrp06dOtShQwd6/vnnqbS0VLUeuz3YVNe8eXO66qqraMeOHRStx6zl448/pssvv5wyMzPF661bt9K+fftU2+QSyGxOtLrNaDtm2cRau3Zt4T64/fbb6fDhwxSNx9unTx/xGcX8u2XLFuHOPPfcc/3eZrQfcyz+LRcWFgpTvwy7vWbPnu33NqP9mJ3+O9tl3rx5qu+HOfvss93fj9N/YzvEhVA5dOiQEBgsOGT4NU+8evDF7Pvvvxef44va448/Tq+88go9++yz7nV4gmafIPtB3333XTGRn3766e6uztF2zDJ8UV+1ahXdfPPN7mXK5/zdZjQeM8PxKJ999hlNnz6dXnzxRZo5cyYNHTrUS7RGw/FeeeWVwo/fr18/SklJEf58jtN55JFH/N5mtB9zLP4t84Q1ZswYMSlz89apU6fSjz/+SHv37vV7m9F+zE7/ne2yb98+3e+HGxXm5+c7/je2Q1wIFX/gE53voD/44APq3r07XXbZZfToo4/Se++9516HJ6tLLrmEOnXqJP5IWNBwAO63335L0Q5bFjp27EinnnoqxQtGx8wWlvPPP1+8N3z4cPr111/pn3/+EVaWaIPHzJbBd955h5YsWSIu5L/99hs988wzFKtYOeZY+1t+/fXXqWXLliJQNDU1le666y664YYbfHapjWasHHOs/c7xQuyetRI1a9akpKQk2r9/v2o5v65bt67uZzirhbN8+HMKbdu2FUqUTWp6VK1aVXxm06ZNFI3HrHDixAkaP3483XTTTarlyuf82Wa0HrMebDLmfUX6d/bneNkyeM011wirEQuvCy+8UEzio0ePFuI8kO8wWo85Fv+Wa9WqJbJG+Lzevn07rVu3jipXrizOXX+3Ge3H7PTf2S5169bV/X64izK7vJz+G9shLoQKq2u2irDpXoEvUPya41D06Nu3rzh55QvZhg0bhIDh7emRl5dHmzdvFutE4zErfPfdd8Lfe/XVV6uWN2vWTJzg8jbZzLhgwQKf24zWY9Zj165dIkYl0r+zP8d78uRJr7tqRYxzDF8g32G0HnMs/y1zzEaDBg2opKSEfvjhB7rgggsC3ma0HrPTf2e79O7dW/X9MOzuUr4fp//GtnDFCZymxdkp48aNE6lct956q0jT2rdvn3j/mmuucf3f//2fe/0dO3aI7I+77rrLtX79etevv/7qql27tuvZZ591r/Of//xHpCxzyuOcOXNcgwYNctWsWdN14MABVzQes0K/fv1E9LgenJ7M2/j5559dK1asENkwTktPDuYx5+bmukaOHOmaN2+e+J2nTZvm6tatm6tly5augoICV7QdL2c98HnNWVqc3vjHH3+4WrRo4br00kstbzMWjznW/pbnz5/v+uGHH0Sa7qxZs0TWE/+dHj161PI2I00ojtnJvzNfa5YuXSoePDWPGTNGPN++fbt4n4+Vj1mbnvzggw+61q5d63r77bd105Od/BtbJW6ECsN55o0bNxZ55Zy2xSe2Qv/+/UUaqszcuXNdvXr1Ej80pyo/99xzrpKSEvf7PLFxShxvr0GDBuL1pk2bXNF8zOvWrRN/JHwx14NTlB9//HFXnTp1xPcycOBAIeRi9ZhPnjzpGjJkiKtWrVqulJQUV5MmTUQtAif9ods53uLiYteTTz4pJmquMdGoUSPXHXfcobqY+9pmLB5zrP0t82Tctm1b8Tdao0YNMcHt3r3b1jZj8Zid/DvPmDFDXIe0j+sqjpH/52PWfqZLly7ieHiOkus/RctvbAV0TwYAAACAY4mLGBUAAAAARCcQKgAAAABwLBAqAAAAAHAsECoAAAAAcCwQKgAAAABwLBAqAAAAAHAsECoAAAAAcCwQKgAAAABwLBAqAMQZCQkJonmbkxkwYADdd999YdkXNy289dZbQ74f7rx+3nnnhXw/AMQaqEwLQAxw/fXX06effiqeJycnU/Xq1UUr+yuuuEK8Jzfl4w7g1apVo7S0NHIqR44coZSUFMrKygrpfvi74O65K1eupCZNmoR0X9x1nRt7cpfu008/PaT7AiCWgEUFgBjhnHPOob1799K2bdvo999/pzPPPJPuvfde+te//iU6ySpwB+xIihSesH3BQivUIoX56KOPqE+fPiEXKUo32yuvvJLeeOONkO8LgFgCQgWAGIHFB4sQbnHfrVs3euSRR+jnn38WomXcuHG6rh8WDXfddZdoc5+eni4m7NGjR6vWfffdd2no0KFUqVIlat68OX3//feq/e7cuZMuvfRSqlq1qhAYF1xwgRBLCmzRGT58OD333HNUv359at26tVj+zjvvUMuWLcV+69SpQxdffLGh6+fo0aN07bXXCktQRkaGGM/GjRvd7/Px8f6nTJlCbdu2pcqVK7uFmxls3dC6Y5o2bUqvvfaaalmXLl3oySefVH0v77//vhCBPB7e57x582jTpk1i7JmZmUIAbd68WbUd3tfEiRMpPz/fdFwAAA8QKgDEMGeddRZ17tyZfvzxR933+e6eJ85vv/2W1q9fT19++aWYqLUxHBdddBEtX76crrrqKrr88stp7dq14r3i4mI6++yzhfXj77//pjlz5rhFgmw5mT59utj+1KlT6ddff6VFixbRPffcQ08//bRYPnnyZDrjjDMMj4PFDn+Gx8qCgD3W5557rti/wsmTJ+nll1+mzz//nGbNmkU7duygkSNHmrqX1qxZQz169CB/eOaZZ4R4WrZsGbVp00ZYS/7973/Tww8/LMbKY2QRKMP7YuvWggUL/NonAPFIcqQHAAAILTyJrlixQvc9nszZqtGvXz9hJdBzgVxyySV08803uydnFhtvvvmmsIh88803VFZWJlwo/Hnmk08+EdaNv/76i4YMGSKWsYWB12H3B8PCiZexRYJFDu+3a9euumNkywkLFBZBbKVgWFA1atRIWIZ4fAyLFg5YbdGihXjNIoGFkBF87Cwm2MrjDzfccIOwJDH//e9/qXfv3kLUsXBj2O3G68iw9SU7O5u2b9/u1z4BiEdgUQEgxuHJWBERepYKtgiwO4YtHH/88YfXOjwBa18rFhW2srC7g8UGW1L4we6fgoICldujY8eObpHCDB48WIgTdiVdc801QniwRUQP3hcHCPfq1cu9rEaNGmLMyjgUEaCIFIbdWQcOHDD8XhT3C7ue/IGDlRXYdaUcp7yMv4ecnBzV59iFZnSsAABvIFQAiHF4MudsEz04lmXr1q3CUsITN1sI5FgRX+Tl5VH37t2F2JEfGzZsEK4QBbaeyLCwWbJkCX399ddCUDzxxBPCRXXs2DG/j5OzhGRYnJklNdasWdMd/yLDGVLaz8kuJr39KUJQbxlbnLQup1q1alk6JgAAhAoAMc2ff/4pUm85xsSIKlWq0GWXXUYffvihcOX88MMPYjJVmD9/vmp9fs3Bo4rQYddM7dq16ZRTTlE92MVhBltJBg0aRC+99JJwTXEALo9XC+9LG9dx+PBhEdvSrl078he2vvCxc5yKDIsIOQiXLSIs5oIBW5nYymLk5gIAeAOhAkCMUFhYKOqC7N69W1grnn/+eZGBw3EgHPSpx5gxY4RVY926dcIK8t1334nMIY4xUeBlY8eOFe+PGjWKFi5c6A4S5eBatkzwfjiYlid0jk1hN9KuXbsMx8oBtRzIy9YXjtf47LPPhOVByQiS4Rga3v4tt9xCs2fPFu6mq6++WmQ38XJ/YcsJCyXepjYAmQNy+XhY5F133XWUlJREwYC3ye4u2UUFADAHQgWAGIEzZ9iNwlk7nHUzY8YMIQY4RdloomUXDFs0OBulZ8+ewqoxadIkVYG4p556SqTxckwGCwoWNoolg+NCOMOmcePGNGLECGH9uOmmm4TVgK0VRrAQ4oBaFgX8GQ6C5e22b99ed30O0GUXE4sujpFh1wyPU+vusQsHCfOxye4Zztrp37+/2NewYcNEanWwhAUfIwsuAIB1UJkWAGAIx1n89NNPYrKORfjyx0G6999/v6jiG0pWr14thBlbpny5xQAAHmBRAQDEtRD74IMPVJV7QwXHvbBFCiIFAHvAogIAiFuLCgDA+aDgGwDAENzHAAAiDVw/AAAAAHAsECoAAAAAcCwQKgAAAABwLBAqAAAAAHAsECoAAAAAcCwQKgAAAABwLBAqAAAAAHAsECoAAAAAcCwQKgAAAAAgp/L/9TUCsDL71v0AAAAASUVORK5CYII=", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J124425.75+102439.3_esdL0.5_IMACS_Magellan_Primeval-I.fits\n", + "\n", + "Reading: ULAS_J011711.98-005213.4_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n" + ] + }, + { + "data": { + "image/png": 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v3jkG+gEAAAAUtDwVybi4uNCHH35o+KMBnSBxAwAAYMCaGzARRDQAAAA6QXADAAAAVgXBjQVCQTEAAIB2CG4sBOIZAAAAIwU3vPXC7du3lbdPnDhBX3zxBS1evFjflwIDtIUDAABAPoObPn360L59+8T1uLg4MbiPA5zx48fTN998o+/LAQAAAJg2uLlw4QKFhISI6+vWraMaNWrQkSNHxNyb5cuX630ACxYsoKCgIHJycqKGDRuKQCk3c+bMocqVK4v5OgEBATRixAh68eIFFaY6G9TcAAAAGDC4SUtLE/tLsd27d9Mbb7whrlepUkXsL6WPtWvX0siRI2nSpEkUHh5OtWvXpg4dOtD9+/c1Pn7VqlU0ZswY8fjLly/T77//Ll6Dt34AAAAAyFNwU716dVq4cCEdPHiQdu3aRR07dhT33717l0qUKKHXa82ePZuGDBkiJhxXq1ZNvK6zszMtXbpU4+M5Q9S0aVOxNMbZHt7niicjvyrbAwAAAIWH3sHN999/T4sWLaKWLVuKwIKzLWzz5s3K5SpdpKamUlhYGLVt2zb7YIoUEbePHj2q8TlNmjQRz5GCmevXr9O2bduoc+fOWt8nJSWFEhMTVS6WCEXEAAAARtp+gYOaBw8eiCDBw8NDeT9vx8BZF13xa6Snp4sNN+X4dkREhMbncMaGn9esWTNSKBT08uVL+vjjj3NdlpoxYwZNmTJF5+MCAACAQjjnxtbWViWwYbxM5OPjQ8YUGhpK06dPp19++UXU6GzcuJG2bt1K3377rdbnjB07lhISEpQXbmW3dBzYAQAAgAE3zjQELy8vESTdu3dP5X6+7evrq/E5EyZMoH79+tHgwYPF7Zo1a1JycrLIGnErOi9rqePiZ6kA2pIhngEAADDzCcUODg5Ur1492rNnj/K+jIwMcbtx48Yan/Ps2bMcAQwHSIUtm1F4flIAAAALytwwbgMfMGAA1a9fXxQj8wwbzsRw9xTr378/+fv7i7oZ1rVrV9FhVadOHTETJzIyUmRz+H4pyAEAAIDCzaTBTc+ePSk+Pp4mTpwoph0HBwfT9u3blUXG0dHRKpmar7/+mmxsbMTXO3fukLe3twhspk2bRtYO2RoAAADd2CjysJ5z8uRJsQUDD9vjpSQ5zqyYM+7ycnd3F8XFbm5uZCn2X42nAUszW+D7NSpD33arYepDAgAAMMvzt96ZG+5W4swJb4HAGRbOpEjk1wEAAABMQe/gZu7cuWKC8MCBA41zRKCRPMGGgX4AAAAG7JbiGhjeAgEAAADAKoIb3oWbd/KGgiXP1RSirncAAADjL0uNGjWKunTpQuXLlxebXdrb26t8n6cGAwAAAFhMcPP555+LTqlWrVqJXcBRRAwAAAAWHdz88ccftGHDBpG9gQIkW4rCqhQAAIABa248PT3FkhQAAACAVQQ3kydPpkmTJol9nsA0UFAMAABgwGWpn3/+maKiosQAv6CgoBwFxeHh4fq+JOgAs20AAACMFNx069ZN36eAwSHQAQAAMFhww0tSAAAAAFa3K3hYWBhdvnxZXK9evTrVqVPHkMcFalBnAwAAYKTghncC79WrF4WGhlLx4sXFfU+ePBFzb9asWUPe3t76viToCYEOAACAAbulPvvsM3r69CldvHiRHj16JC4XLlwQW5HzgD8AAAAAi8rcbN++nXbv3k1Vq1ZV3sfbMPB+U+3btzf08YGGbA0yNwAAAAbM3GRkZORo/2Z8H38PAAAAwKKCm9atW9Pw4cPp7t27yvvu3Lkjdgtv06aNoY8PNMDMGwAAAAMGN/Pnzxf1NTzAj7dh4EvZsmXFffPmzdP35UBHCGcAAACMVHMTEBAgphBz3U1ERIS4j+tv2rZtq+9LAQAAAJg2uElLS6OiRYvSmTNnqF27duICBQ8FxQAAAAZaluKi4cDAQEpPT9fnaWAACkQ0AAAAxqm5GT9+PI0bN07MtwHTQJgDAABgwJobLiiOjIwkPz8/KlOmDLm4uKh8H7uCAwAAgEUFN2+++SbZ2NgY52hAp2wNVqgAAAAMGNxMnjxZ36cAAAAAmG/NTbly5ejhw4c57ufNM/l7AAAAABYV3Ny8eVNjt1RKSgrdvn3bUMcFue0thZJiAACA/C9Lbd68WXl9x44d5O7urrzNwc6ePXvEpGIAAAAAiwhuunXrJr5yMfGAAQNyzL/h7RhmzZpl+COEnJC4AQAAyH9wI+34zdmZkydPkpeXl65PBYNARAMAAGCUbqkbN25oLCYuXry4vi8FeYQwBwAAwIAFxd9//z2tXbtWefvdd98lT09P8vf3p7Nnz+r7cgAAAACmDW4WLlwodgZnu3btEruDb9++nTp16kRffvmlYY8OlDC4DwAAwEjLUnFxccrgZsuWLdSjRw9q3769KChu2LChvi8HeYBNNAEAAAyYufHw8KCYmBhxnTM2bdu2VZ5wsVs4AAAAWFzmpnv37tSnTx+qWLGimFTMy1Hs9OnTVKFCBWMcI6jvLWXC4wAAALC64Oann34SS1Ccvfnhhx+oWLFi4v7Y2Fj69NNPjXGMAAAAAMYLbnhg36hRo3LcP2LECH1fCvIIJTcAAAAGDG7k2zDI8eRiJycnsTSlzzYMCxYsoB9//FEUKteuXZvmzZtHISEhWh/PM3XGjx9PGzdupEePHlGZMmVozpw51LlzZ7JmCGgAAACMFNzwNgwcyKh37Ej38ddmzZrRpk2bRPFxbnhezsiRI0V7OXdacZDSoUMHunLlCvn4+OR4fGpqKrVr1058b/369WK2zq1btzBAEAAAAPLeLcWzbRo0aCC+JiQkiAtf5+CEW8MPHDggCo01LV2pmz17Ng0ZMoQGDRpE1apVE0GOs7MzLV26VOPj+X7O1nDg1LRpU1H706JFC5HxKUyQxAEAADBgcDN8+HARlLRp04ZcXV3Fha/z0hIP8eOggzMwHPDkhrMwYWFhylZycTBFiojbR48e1bok1rhxYxo6dCiVLFmSatSoQdOnTy8ULegKhDQAAADGWZaKiooiNze3HPfzfdevXxfXuU38wYMHub4Of5+DEg5S5Ph2RESExufw6+/du5f69u1L27Zto8jISNGhlZaWRpMmTdL4nJSUFHGRJCYmkqXDED8AAAADZm7q1asnMjTx8fHK+/j6V199JZar2LVr15RTjA2JdybnepvFixeL4+jZs6coLublLG1mzJhB7u7uyosxjgsAAAAsOLj5/fffxc7gpUuXFp1RfOHrN2/epN9++008Jikpib7++utcX8fLy4tsbW3p3r17KvfzbV9fX43PKVWqFFWqVEk8T1K1alXRacXLXJqMHTtWWRvEF2m6sqWRJ2uQtwEAADDgslTlypXp0qVLtHPnTrp69aryPu5i4poZqaPqVRwcHET2Zc+ePcrHc2aGbw8bNkzjc7ieZ9WqVeJx0nvxMXDQw6+niaOjo7gAAABA4aB3cMM4sOjYsaO45Ae3gQ8YMIDq168vZttwIXJycrLonmL9+/cX7d68tMQ++eQTmj9/vihq/uyzz8TyFxcUf/755/k6DgAAACjkwQ1nV/hy//59kUWR09bGrQnXzHC9zsSJE8XSUnBwsNiMUyoyjo6OVmZoGNfL7NixQ0xDrlWrlgh8ONAZPXo0WTuVpSisSwEAABguuJkyZQp98803ItvCy0E8tC8/eAlK2zJUaGhojvu4FfzYsWP5ek8AAACwXnoHN9yZtHz5curXr59xjgheCTNvAAAADNgtxV1JTZo00fdpkE+YbQMAAGCk4Gbw4MGiYwlMB3EOAACAAZelXrx4IYbo7d69WxT12tvbq3yft2YAAAAAsJjg5ty5c6KriV24cMEYxwQAAABQcMHNvn378v5uYBBYlgIAADBgzY22Ytf//vuP3nnnHUO8HAAAAIBpghveY2rChAkUGBhIb731lqjHgYLYWwqpGwAAAIMtS6WkpND69evFBpqHDh2i9PR0mjlzJn3wwQfk5uam78sBAAAAmCZzExYWRp9++qnYsZv3gOLNLnmHbd4eoUOHDghsAAAAwLIyNw0bNhSbVfLWB7wLOBQs+VIUCooBAAAMENy0adNGLEXxZpm89QJna/K7rxQAAACAyZaleDfuixcviqzNJ598IjbN5B25GYKcgoXEDQAAgIG6pQICAmjixImiS2rlypUUHx9PdnZ29Oabb9K4ceMoPDxcn5cDPWApCgAAwMit4O3atRN7TN29e1fU4vCcmwYNGhj26EAjBDoAAABGHOLn4eEhgpvTp0/TyZMn8/tyAAAAAMYPbqKjo3V6sbp164qvd+7cyd9RQQ7I1gAAABgwuOHlpo8++ijXzExCQgItWbKEatSoQRs2bNDx7SFvEOkAAADkqxX80qVLNG3aNFFn4+TkRPXq1SM/Pz9x/fHjx+L73EnFmZsffviBOnfurMvLAgAAAJgmc1OiRAmaPXs2xcbG0vz586lixYr04MEDunbtmvh+3759xQTjo0ePIrApgFwNlqgAAAAMtLdU0aJFxc7f2P0bAAAArLZbCgqGQpauQeIGAABAOwQ3AAAAYFUQ3AAAAIBVQXBjkQXFWJgCAADId3DDe0pxRxQAAACAVQQ3t2/fpk6dOlHp0qXFruC8l1Rqaqpxjw40Qt4GAADAAMHN0qVLKS4ujlavXk2urq70xRdfkJeXF7399tu0YsUKevToka4vBXmBiAYAAMDwNTdFihSh1157TUwhvnLlCh0/fpwaNmxIixYtEhOLmzdvTjNnzsTeUkaGkhsAAAAjFRRXrVqVvvrqKzp8+DDFxMTQgAED6ODBgyK7AwAAAGD2E4pz4+3tTR988IG4gOEpsC4FAACgE7SCWyCEOQAAANohuAEAAACrguDGAouIMcQPAABAOwQ3AAAAULgLijdv3qzxfhsbG3JycqIKFSpQ2bJlDXFsAAAAAMYPbrp16yYCGfWlEek+/tqsWTPatGkTeXh46H9EoBEWogAAAIy0LLVr1y5q0KCB+JqQkCAufJ2H+W3ZsoUOHDhADx8+pFGjRun70gAAAAAFn7kZPnw4LV68mJo0aaK8r02bNmJJ6sMPP6SLFy/SnDlz6P3338//0YFGqCcGAABzEnbrMZ27/YQGNgkSKzgWF9xERUWRm5tbjvv5vuvXr4vrFStWpAcPHhjmCEFAQAMAAObq7V+PiK+l3ItSxxq+lrcsVa9ePfryyy8pPj5eeR9f520YeLmKXbt2jQICAnR+zQULFlBQUJDI/vDy1okTJ3R63po1a0SEyHVAhQmmFQMAgDmKik8ic6B3cPPbb7/RjRs3qHTp0qIzii98/ebNm+J7LCkpib7++mudXm/t2rU0cuRImjRpEoWHh1Pt2rWpQ4cOdP/+/Vyfx+/HdT28kScAAABAnpelqlSpQpcuXaKdO3fS1atXxX2VK1emdu3aiV3DmT6ZlNmzZ9OQIUNo0KBB4vbChQtp69attHTpUhozZozG56Snp1Pfvn1pypQpYqPOJ0+eUGHK1mCJCgAAwEDBTVpaGhUtWpTOnDlDHTt2FJf8SE1NpbCwMBo7dqzyPg6Q2rZtS0ePHtX6vG+++YZ8fHzEJp0c3AAAAADkKbixt7enwMBAkTkxBC465tcqWbKkyv18OyIiQuNzDh06RL///rsIsHSRkpIiLpLExMR8HjUAAACYM71rbsaPH0/jxo2jR48eUUF7+vQp9evXj5YsWUJeXl46PWfGjBnk7u6uvOhT6Gy+e0uZ8kgAAACsrOZm/vz5FBkZSX5+flSmTBlycXFR+T4XBeuKAxRbW1u6d++eyv1829fXV2MbOhcSd+3aVXlfRkZG5g9iZ0dXrlyh8uXLqzyHl7y4YFmeubHUAAcAAMDcpGcorGP7BUNxcHAQreV79uxRvi4HK3x72LBhGouZz58/r3Ifd2VxRmfu3LkagxZHR0dxsSZoBQcAAHORlp6ZZGDqWzNZTHDDLduGxFmVAQMGUP369SkkJERMN05OTlZ2T/Xv35/8/f3F8hLPwalRo4bK84sXLy6+qt9vbczjrwsAAID24MZc6B3cMG69Xr9+vVgm4oF+np6eYjmKC4E5ENFHz549xRDAiRMnUlxcHAUHB9P27duVRcbR0dHKFnPIZCaBMQAAAKWlm9+oEr2Dm3PnzolWbS7O5foXnlHDwc3GjRtFILJixQq9D4KXoDQtQ7HQ0NBcn7t8+XK93w8AAAAMn7l5aSb1N0Xysow0cOBAscUCLxNJOnfuLHYEByMxl3AYAABAJvVlhtktUekd3Jw8eZI++uijHPfzchQvK4HxIcwBAABjUCgUdOz6Q0p8kabzc+QBjcUGN9x5pGkQHm/F4O3tbajjAgAAgAK2IfwO9Vp8jN777bjOz5EvRcnrbywquHnjjTfE9ge8FQPjXbm51mb06NH09ttvG+MYQT1bYx5/dwAAwMqsOREtvp67nZCnZalUS83czJo1S+z6zXs7PX/+nFq0aCF2Bnd1daVp06YZ5ygBAADAqDIyFHTq1mO9n6eyLCULdCyqW4q7pHbt2kWHDx+ms2fPikCnbt26ooMKCgaG+AEAgKHtvxafp+fJl6LMpeYmT3NuWNOmTcUFCgaapQAAwJhS0jL0Kjzm+pwqvq5qBcUKy1mWWrNmjc4vGBMTI7I6AAAAYNnLVNocvPaARv11ll6fd0ilzubC3QT6NTSKXqSlk9kHN7/++itVrVqVfvjhB7p8+XKO7yckJNC2bduoT58+Yonq4cOHxjhWyIIsDgAAGFpyykuV20mpqrflrt1P0lhnc+vhM/p+ewQtPnCdzH5Zav/+/bR582aaN2+e2GWbdwLn7RF4iN/jx4/FfBve4ZuH+124cEG5dQIYjrlsRgYAANbpmVow8/TFS3JzshfXbz5IJl93J3KytxW37W1tcl2KOh2tf2GySWpuuAWcLw8ePKBDhw7RrVu3RLcUBzV16tQRF+wBVTAQ5gAAgKElp6ouJaVkLS2duPGIeiw6SiFlPWndR43FfbZFsoOb5xqWoBSWVlDMwUy3bt2MczQAAABgEs/UlqWkjMwfR24qg5yX6Rn0KDmV7GTBzZNnqTley9SLDXnuloKCJf97giUqAAAwhKSUl5SeoSD3ovY5MjdSF9SDpBTlfeP+Pk/rTt2mt+r4K+978iznVg2mPkshuAEAACiE0jMUFDxlp7h+6ZuOOWpuUrIKhR8mZ2dmOLBhf5++o7xv/r7IHK9t6l/CEdwAAAAUQg+TUpT7QvFSU1KK5swNP87SILixEPIg2NTpPgAAMG9p6RkUl/CC/nf8FtmQDY3pVCXHY+ISX6g8PmfNTWZw81jDstOrmLp6Qu/g5sWLF6IFXJPY2FgqVaqUIY4LAAAA8mj0hnO0MTx76eiTFuXJ3TmzrVvCwY+84yk5NWdwY+rlpbzSu3ebh/SdOXMmx/0bNmygWrVqGeq4IBcW+ncNAMAsPE9Np2+3XKIzMU/IWm2UBTYsPik7kJHce5q93MQThZ+pFRRfj0+mXouP5bmex6KCm5YtW1KjRo3o+++/F7eTk5PF8L5+/frRuHHjjHGMgKUoAACD+e3gdfr90A3qtuCwRWQm7ie+oBFrz9D6sMxi3rw4Hf1EtHHLyZehOOCTJhTbZHV5T916mY7feJSn93tm4u0X9F6W+uWXX6hLly40ePBg2rJli1iKKlasGJ04cYJq1KhhnKMEFeb/TxEAwHydvf1EZbuAIC8XMmdbzsWK7iS+tKjkTd6ujjkew5mXvRH3qXUVH7K3zZm3+HL9OTod84Smv1VTeZ98w8sXLzOUmZviRe3zVGcjN+td067k5GmkcKdOnah79+5ig8zo6GiRxUFgAwAA5o6zF2diEpS3bz5MJnMXm/Bcef3avacaHzPl34v06Z/h9M2WS6LzSZN/ZO3bLFW2bQJnbnjmDSvu7JCv461fxoMq+LiSRQU3UVFR1LhxY5G12bFjB3311VdiWwb+mpaWv0gPtLOE1CkAgCVkbeRD6WIePSNz/79/56V7yttR8UnK+/dG3KP4rLqZ1SdixNdVx6Pp603nNb5Wutp5RCVzI6u5Ka5WeKwv3oPK1PQOboKDg6ls2bJ09uxZateuHU2dOpX27dtHGzdupJCQEOMcJahCoAMAoBfe+HHQshM0fVuEyv2HIx/SsesPyVzN3XNNLJ1JYh5nZnG2nY+j95efot5Lchb87riYHQzJFS+qmpGR7+ad8DxNWQTMy1K68tAQCJWyxOCGa27WrFlDxYsXV97XpEkTOn36tOikAgAAMLV9Efep8Yw99NepGLr/9AW1nBlK+67EU9itzN2qK5fMXDbZfjFOdARdjk0kc3Q0SjXwWnzgOi3aH0X/nMlcYoq8n0RhtzQX/Tav5E0L+tTVKXNzOPKB+OrqZJdjWcqrmPZlKn+PojnuqxPoQRYX3HBXlCaurq70+++/G+KY4BWQtwEA0O7Gg2T6duslik14IQppp265nOMxX3WsrHL7qpZaFlOT6mcc7bJP1zP+i1BZWnv716Man5uekUEdqpekphVKiNvqQ/rkNTfS0leH6r7kZK8aGhwe01rr8fm5qwY31Uq5UZuqPmRqendLrVixQuv3bGxstAY/AAAAxnbrYTK1mRVK8jErm8/eVXmMp4sDvVbRm96tV5r+ymqvHr7mjDjByzMd5kAKYj5rXYFm7ryqvD88+tUzehztbMnOtgjN6VmHGkzbLdqzMzIUVCRrR2955kZS099dWdfDitrbitdRV93Pjar4upGDXfbu4LN71BYbanIsYHHBzfDhw1VucxHxs2fPyMHBgZydnRHcFACU3AAAaHbxbqJKYCO3pH99UYDLJ2AHuyI05c3qdO1+knKY39ZzsVTTP4reqVeavIrlbLcuSPP2XBOBl9SSXSlrGU0f4zpXFV9dHG2V544XL9PJ2cFOa3BTwacYRcuKrJ0dcgY2bNXgRmLi8eTNF5X38WdmDoFNnpalHj9+rHJJSkqiK1euULNmzWj16tXGOUpQ21sK0Q0AgCZ3n2S3TavXn7SrVpL6NAykolknbD7J8zKM3Hf/RdCETRfIVMee+CIzmFl57JYyyLArYkOVfXMGN1V8XenvT5sob9cr40HlvLNn9nCgwpzsbJWD+ZJlm2O+lC1LScqUcFaZkyN9VupsbTNf0Mk++/slcqnNsYg5N+oqVqxI3333XY6sDhgHMjcAYOmOX39Ig/84SeHRmQW+ecWZg6AxW2nGtsuiPVq+X1KDIA/a8EkTmtsrmOb1rqPx+fWDcha//nchTjmt11g4gAqZtlvZyn06+jG1/DGU+v12XEwkvi/bGoEzIoGezuRfXLW+xa2ovVgakvBqU5+QQHG9SfkS2fcXsSHnrCDkmWz/qFQNmZuSbk5U0i07a+WSleXJWslS4oBLCobkx2lVwQ2zs7Oju3dV1zXBOEy8ZQcAQL5x18/uy/ep+y9HNC6P6OL242e0/MhNcX3Rgeuic+h2Vqs0T/LlZSjOZrwZ7E/uWtqbGwR50sTXq9H/tatE5ye3V9lXKT+4bmXA0hOiC4l/vv1X4+mdX49Q5P2nIjvDmRkOYP7IOv75eyNFsHH2dgKduKna/cQTiXm5578vXhNLahI3J3uVzErLyj40sEkQ/fF+CC3sV0/lNZwd7XJkbjR97py1KSub2Mz1SWxuL9XgUMruyNu+PfI5/M+kNTebN29Wuc2RMm/BMH/+fGratKkhjw1I81IUBvoBWA8+wfDY/Nqli5vF8DNj4v+7pJoM3gpAEnolXiwZ6TtpWGrrlnAAIXU9fdCsrM6Tdt9vVlZ5PSTIUwQXHJzULO1OecHZkTaz9ovrR7Nm6KRmzZTp//sJmtmjtvKx8/dF0rv1S9NdWcZp0+m7GluxOZjpUrOU2IZB3C6aeQpfNbiheJ8Pm5cTBcQtKnnnOCYXB1uKV8vcSMENB34850aqrynnlbmcxTxcMoPCrrX9RGH2rqyuKtuszE2jciWovLcL+RUvKuqYLDa46datm8pt/ovq7e1NrVu3plmzZhny2EALxDYA1mPiPxdp9YlocQLbM7KlKNK0RoeuPaDBK06KItfudUurbBGw5/I9vYKbkevOiDk2nWqWUrmfN3qU16PkRXmfYiK4iYjLe2u4fINLKaiRcBCT+Fx1yWvViWiKup/dobT7suoQPvleUvK/HxzssCYVvMQlN85Zy0vJsp2/015mnkymvFFdBHOtqvjkmF2TkpZ9/AEe2UtQEq652TWihbKmx2KDm4yMvKUPwXBQUAxgHVJepiuHsT1ISqXQq/fFEoomvPfPhytPiQzPqA6qM1oswXu/H1cGc3yRu3A3e68nXbI/G8PvKLcaYD6ujio1KkzT5pK6qF3anVafIDoryyzpizNRuXmaVTQsOXnjkcb6F4mvbJaMfHow19zoyiWrY0o+60Z6z2KOdvR/7bP/TklZGSYVOOfWOSW1lpsT88khgc7ZGtTcAFiHC3cSlfv5SLNWuFtH08aHOy7G0cFrD8QyxrLDN+jJM82bI5oj9eyFOq5v0bbczvffS3yh/L6m3ap5aUTuh3dq5bklmWt0GC95yQflabLuZAx1/+VwjunGfLy54eGCcq+aWVPWKztjIq8dKuOZM5OiV+YmPfPPxV7DcpJUS8N1PK/qnDJHOmVuRo4cqfMLzp49Oz/HAzrIwLoUgFW4omHpY+H+KDp58xGt/7ixyglaPkF3yr+XxHO/e7sWmTsOwmbJhs/Jcasy7/nEAd69xBSNNUe8h9LQVeH0RduKVL+MJ6WprR64OtrRiHaVlIP6fu1bN8dylT4qlnQV2Rsu7J296ypNf6umxsdxN9VXG86J6yuO3qIZ3bMfJ3VAabP2ZOYml25OdpT4IjuTIh8qKOdfPDuI4ToiTpTwL7nSMpJemZvUnDU39llt3XIbP21CB67Gq2QSuW7HqoIb3jdKF+YyvMfqIbYBsApnYjILYjvV8BXtxxLOGlx/kEzlvbMLO7kTSG7TmTv0bbcaKjNJzNGv+6NEZ5AmvI8Rtx7fefKcYhOeawxupG6iObuvqbQgS0LKeoruHj4ZH7/+SO/CZE0+bVWBPloZRkey9lvShI9ZIt94kzeffKgh86bpuYElnEX2TvJlh8oUGZ9Ep6OfiA0ph7aqILq/uKVdwkW7u0e2EKcBqZNJFy4OmrqlMk8mmv4OlXIvSj0bZLaVSwL0yBRZRHDDu36D+cQzyNwAWDY+kX+4IozO38msNenfOIjKlHChS7GJdP72E7H0cu1ekkpwI+0GLXmRliGWQ2qVzt7E2Bydi9FeT5P4PE3UxvDJXr1mJubRM1Foy+3eci/V1uXrB3mKr3UDPcTFEOoEZn6mtx49oxdp6SqD6jQFN3ysHNRwrcrjZ6niOv+uzwW48mm/6vj7UnDDBeU+bk5i+wfeO+rTluWpaqnsGTZy5WR/L3TlktUKLs/c8M8mDfnTResqPvRRi3Ji/yhzp3PIf/36dbQgmwn8KQBYLt7bZ8TaM8rApmVlb2pUzpPGdKpCK94PoVZZNQ48D0VOOsnvGtGc2mQtR/CSDeP/m3P7/5mLliPiCn7Xa27X5oBN6l7ipbbudf3FQDrWtlpJ5cA4Hlwn/4ze+uUI/RoapdIiLcetyfP71BFzXQzNu5ijWDLij/TWQ83ByR1ZsMkBl7QUxS3VUpEuZ19etQQm4VZq6SsPHNQW2OSVc9aSUlLKSzFAkQvUn2cFN0Udiui8OjO2U1WtRe8WGdzwFOL4+OwK8J49e9K9e6rtalBQBcUIbwAsFZ/sj13PHNI2oHEZWvhePZUlfW5Fli9DcdCy7lQMPc2qzeA23Z4NApT1ORy41P12F/VZclzUgYReuU8frwwTdTvsSNQDUajccc5BcUIrSP/311lxsudA4e9Pm4osy+wewbRzRHNRG/Npywrk45q5FCXP3KwPv/3KYl4Oll6v5WeUIlcx4iSr20pTcTd7mKR6/50nmUGQNNmYg5tiTjkXR+pmZYWYfLmpiJHLOoplHQu3qfdcfIx6LDqqDMQ0ZaYsnc7BjfpvBdu2baPk5PxNcIS8QTc+gOW6lpWR4WFxU96skePEIu0HxLUXjAtMv1qfWbgqdb20qZqd8eDAhZexeIgbF95yrcj2i3H07sKjosiW61AkE/4puD2T+JzBwwnZZ60rqgQh/DNz0S93/kg/B3cYXY9PoiUHrqv8vNrIJ+MaQwmXzOPiZSZN5C3S7M6TF8rMiLQM5OqomrkJKuFM79TLDEzrl/GgpuWzZ9M0lm2XYAyuWTNxpCCZM4fSaZ13/rY2ZlGJtmDBAgoKCiInJydq2LAhnThxQutjlyxZQq+99hp5eHiIS9u2bXN9PACAOZEyMhVKaq6bkIIbafz/7wdvKL9XOyDzt36u7ZjctbrG+Sopsrbrz1efphM3soMb/q39VZ08+kp4lkZ/n76tPKnLa1L4RMoFwP2blNH6fClzs+7UbWo9az9N23ZZpaV74Xt1ac2HjejyNx1p1rvZk325c8qYpMm8n/4ZrnHmDdcLadqwUyrYFcGNLHPDhc9rPmxMvUMCaP+XLWn1h43EfJgtnzWjT1qWp89aVzDqz+OmIYtkiS3eBg9uOE2n3g1liO6otWvXilbzSZMmUXh4ONWuXZs6dOhA9+9nRvzqQkNDqXfv3qLI+ejRoxQQEEDt27enO3cyhzoVhsF9WJYCsDycyeCsxIJ9UeJ2xawgRh0PpGPcHn3jQTJdyWoB717Hn2a9m936zZmP4W0qanwN+SwUafy/RKqBMZT5+67RiLVnqc+SY8r2Yt5Tqdn3mY0oXDvimEvBqo9sk0Y5bopqXK4EdaxRSsyx4RNwxxq+4nN7raIXBXiqbiJpaPJOpMn/qg4dlGdupM+a5xNxIXH2spQtechegzuhuBuMz5tcPC51KNXwd6fRHaso59AYi2suwY2uBcWWxE6ff5gDBw4kR8fMv4gvXrygjz/+mFxcsjfYYhs3btTrAHguzpAhQ2jQoEHi9sKFC2nr1q20dOlSGjNmTI7H//nnnyq3f/vtN9qwYQPt2bOH+vfvT4UBYhsAy8NLNPKsREUfzdsDcK0GZ2b4RBmRFYjwbtCzewbneKy86HTHF82pw5wD4vqwVhXobsJzWnY4s42alfN2Edkg7rDStPdQXh24mtkufe52gsjiHIyMF3s8SXiPp9xImRs5LsTlLId66zFnQ3aNbEEFQb4JJHemqZO2UOBdsflnZ/zZKpelHOyUgSoroUfbtjGXpdQ52RcxywnDBRbcDBgwQOX2e++9l+83T01NpbCwMBo7dqzyviJFioilJs7K6OLZs2eUlpZGnp6aU5QpKSniIklMLPiOAUND5gbA8vD+URI+l1Ty1Zy54d/secQ+z0rhWTeUyzyT5pW8RB0HBwGVfV1p09CmtPNiHA1oEkT7rtxXCW44oOHgRlv3T15wgbK8JqX2NzuVA+GaVfCiyW9UowpagjgJB27qeJmGfx5T4t3CiaKUgwLVPU3JzNz0CQmkc7fPK+uG5AXF8gBJquExFVctmRtrrLfRK7hZtmyZwd/8wYMHlJ6eTiVLqg5d4tsRERE6vcbo0aPJz89PBESazJgxg6ZMmUKWDtsvAFiuh0kpyuLaqd1qkF9xJ40ZC/nmiBzc8LIUky9vyPFSxr5RLZUlAsEBxcWFta9Wkv6vXSX67dANsZRT1dctx3wWffGwOl5O4SWZQctOanyMNBiOO7peFdhIP6uvmxPFZbWC/9y7jtj52tS4Rb9t1ZJiE0v14mF55qZiyWKiNX9PxH0xs+an3VeVWSY72eRfaQdvc8vcFC3swY05+u6772jNmjWiDoeLkTXhrJB8+wjO3HCdjmVDdANgSQ5FPhC/lHD78nuNtBfXqm+OyN1DzDOXeSnaah/5/s/aVKRhrSuIX46k2ps7akPxdMVt51xXogkXyd588Ey8By/TNCnvRZ31CFDerucvapG4fuWN2n5kDvjz+7/2lURwo6ktXQp4eGduqW5ICmwY/yzSnle8JGXqCf7FtNT0OFlhMbHJgxsvLy+ytbXNMS+Hb/v6+ub63JkzZ4rgZvfu3VSrlvb9VbhGSKoTshbI3ABYlkPXMutSmutY68L7B7Hrr8jc6N4Mkr38w5kbrqHU52TLs15m7rii8Xsj2lYSy0hcJ8TFxHmZmfJF20ois2CoCcOG4lUse9aNNIGY8ecndUvxztw89E8dFzzz1hKHRrfSa/duYykqC2J4jyhpA83cir0tmUlbwR0cHKhevXqiGFiSkZEhbjdu3Fjr83744Qf69ttvafv27VS/fn0qbDApGsBy8LTdA9filXUoupBmvzzJ2gHbU1a7kVelijspi2O1DabTdvzrw2JybHvAbem/9K1Lw9tWFPsd8Yk/r8PgeKnr4xblRbu0OeFaJ2mTyofJ2dkbDgykj4MzN5qG9UkTh0t7OIvHmJqDbOdveTed+l5d1sLky1K8ZMTFyhykhISE0Jw5c8RwQKl7ijug/P39Re0M+/7772nixIm0atUqMRsnLi5z/HixYsXEpTBA5gYgc1mAB9Txfjf8/zOfsEto+A3a1MKjH4sdr7koVdeTt6+bapFtfjI3Ev4Nnbt3eBIwZ290+aw4E9N3yXE6kTXtmPdc4k0d2YaPG5OdmW/amV8csHGA8yAplR48TRV1Un+dilHu0M7F09xtpKmNu4ynaiexOXGUBaFWGtuYPrjhbRx4WwcOWDhQCQ4OFhkZqcg4OjpadFBJfv31V9Fl9c4776i8Ds/JmTx5MhUGyNwAEE3bcpnWnooRSyKpLzPo90M3aPWQRkaf9KqvkzcfK5ekdM1sSFkWiT67P+eGt27g4IZ3mn7Vhpsc2Ly//KQysGEfNS9PLzMyxKBBaw9s5EtTIrhJSqEDV+PpS9n0ZM7I8PIed0bJ8aaXvOO3ubKRXzdxLZDVBjds2LBh4qIJFwvL3byZ3dpYmMgDGsQ2ACQCG8abK0p4Uq45BTe8pPPfhVhxvZqf7hsh+rmrZW4MsCzFynkVE5mXK3FPcy345cCGt284kzWZt1Zpd3q7bmlqV62ksu6ksMisu3lKF+4m0A/bVeuOpFoaaVNKSe+QQLIURaz0j9MsghvQD+bcQGGnLXtpbhsADl97Rjngraa/u87PK+/jYpTMTQ1/N9oQTnQha0dybRbtj1IGNu/UK00zZdseFDbSBpp7L9/XuqUBt30behnRqGyowDbsNJXCkVe0MghtoLCL17Jj9Kt2ki5Im07foX/P3lV2zuhaTMx47ov8N2pDBTfSYDxpfo62wPGPo7eUezv98Lb2btTCwKtY5mfP2S51UuZGHtxw4S53I5m7Xlk7y49oV4msEYIbixzih/AGCjdp88nMmSrZy1CG3hQyP3ZcjFNuJRA6qpVeI+65DoLbiNWzB/klLXfFJrzQmv3iYmP+HLlYtluwv1WO5s9LO/hTtY1BmdQFJQ9muLPN3OtYbIho+ls16eT4ttRUj6DbkiC4sUCIbaAw4mWSBtN208R/LlBEbOZv0RW8i9GfgxvS/z5oKG4/TNK9xdnYpK6ixf3r56lOZX6fuqJld8obOXf/ziveuJE9T0sXE3Y5wBn/93n6v3Vn6VnqS5UMRXnvYirtw4WVPMhUJ00ddpZlbgyVZTMm96L2Img1VNBsjlBzY4EQ3EBhsvLYLbqX8IJO3nwkMgorspZMWN0yHpl7MWVN8JU2LTQVLmietyeSPm9TUbmdAAcJeVGvjAedndTeoMfHNUmcSXr8LE1srBmfVIT+PB6tXDrjYXpbz2cWQFf3071GyJoFeanWP/HnFPPoucqWBvK5Mdwabq7m9a5D8/ZeE8uN1g7BjYWQxzNYloLCgmfXTNh0Qev33wz2U6l5eJY1ddUUOAsyYu1ZcZ2zS9K+PRxMmNvJ+nH0E7p2P4leyD6v/x27JfZS+udMZp1Q/8av3iaiMChbQjW4CQkqQTGPbqsUFMtbwaW9tcxR19p+4lIYmG+ICVqZ7z8dAP3xWHup/oNbp6WNHXl2zdQtl7Q+j08sPP1VXvOQnJq51GLqIufEF5kZJN4g09zqL6qWymxJ/+bfS3QpNlF5P89y+Wz1afHnERLkKSYQQ+bGnrwnGAv0dKYWlbO30NC0rQK30YPpIXNjgZC5AWtxOvoxvf3rERrdsQoNfq0cDVp+UgxKG9aqAoXdeqzc7FHCg/D4+6yUbBaMlLnhfxpcT6JpYqyxXbyTHShIKpV89a7YBa1xuRK06ni06Cw7HJm551U5Lxexj5XURdWqio+Jj9K8bBralO4nppBnMQexPCqRL0dJENyYB2RuLIQ8nkFsA9Zi8r+XxHYiM/6LoFUnopWBy/x9kcrA5q06/vTvsGa0pH99WtCnDg1uVlYUusrrBnj5R0qQmKLuhrNFy45kDhjlIk2pffjNYH8yN6/XKqWsC+GlKTa+S1XlxprstYrW2UGTn1olnjjMy0/yJagysiWr9tUyp+p/0KycSY4RVCFzY6H03dUXwBzJm4g01db81LM2vVWntLhekzILXMd1rkr/176yyi7H3PnhbJ+503FySjpRASZMLt1NpM4/H1TentszWMyTiYh7qtKmbi74/42WlXxoe1arOp+sG5UrQVO71aAPV54SBdDVspauICdeOpXwNhSSn3vXocuxiVT7FdtaQMFAcGOhOHuD2AYs/STBqf7cdKqRc4sADmTkgY18aSozuCnYzM3//ZVZRMzerVeammTNDWlawXzbbMVJ+SIpJxDzZ8dLUWET2oldogv7bJvc8DYaXONVqnhRlSwOZ3fqBHqY9NggG4IbC6FQKyPmupsiKtufAViOyPtPqe3sA+I6LzHN7lGbRq47Sy0qedPbdf3p4/+Fi6URfbZT4BMNbwpp7OBm9s4rtCH8Dn3WuoLYgJJ/W2e84zYv71hae3P3uv45htKBdtz+fWRsG7EUCuYLwY2FkmVGASzORyvDlNeHt6lIr9fyo5aVfcTSEmcN1n3UmCrKUv66cHbM7pgypIdJKWLHca794db0n/dGivvHbDyvfIyrkx0dH9fGYpaKpe4fhnk2+tNUSAzmBcGNlWRyACzF89R0iorP7MrhJZCPmmcWYMpT/CFlPfV+XZesDilRc2NAfZYcpyv3noq26dArmQXP6qa9VdNiAhtWw9+dfulbl/yKFy10u3xD4YBuKQuh3iGFjimwVFHxmR06LHxiO7KzNcx/Q1JwZOhlKQ5smDywGdgkSHl9RNtK9IYFDkbrXLMUBWOWDVgpBDcWCsENWGpg88EfJ5XZGUPWeEj7+xiiFTzm0TOavu0ynbuduT+UXN+GgTSqQ2Xl7QZBKCIFMDdYlrJQGOQHlmju7mt0L6tDqqa/YWs9imXV3BhiC4aBy06IpbPVWfsuyfHkXs4S/fB2Lbr1KJkam2G7N0Bhh+DGQqiHMghuwNJsOx9Lm89m7lvE2hh4Cq6LsubmZb47uaSaoKcaXouH4LEeDQLy9T4AYDxYlrJQCG3A0nz6Z7jy+oTXqynnwRh6WUrXbineQynyflKOvajOxiRofU6ZEs4m2doBAPSD4MZCKbB9CRiBsbYueJGWvVTEA9AGGGHHaWlZStduqYX7o6jt7P2itkaS8CxNZSifhGfu8AyeZQMbGPCIAcBYENxYCrXfLtEKDoa27PANqjFpB83bc83grx2X8EJ5/fCY1gbrkJKTNs/UNUBbGBolvi45eEMUED99kUYd52YOFmSz3q0t9oniYW2j2lemP94PoXLe+s3eAQDTQH7VQmGIHxgSL81891+EuD5r11Ua2qqCwUbw/336Nu25fF+5+3Rx58xNJQ3NJWu56JkOy1I8mE9eT7Pz0j1ydrCl2KwgbG6vYNHe3aVWKVHfhqUoAMuCf7EWSr1OoDDi37Z3X75HvRoEatxrCHTHJ/qUl9lrnbGJL1R2ic4rzqKMWHtWpWbFWLIzN69elrp6L3vWDvt2yyXl9ZAgT+Vu3vps/wAA5gPLUhbbLWWiAzEjby44TFP+vUSzd10x9aFYvAdPVTewvJHVLZRfNx+ovg5vsWAsLlk1N0+fp9GsnVfoaNTDXDuimKtsKrKEN5IEAMuG4MZCIXNDYp8ftv+q5pH4oLt4teAm+tEzg7zurYfZr9M7JMCogYNL1tLR9QfJNG9vJPVeckzrvxN+DHurrj/Jd03gzFLnrFZvALBcCG4sFEIbMKRI2ZYILC4xuwA4L1JfZtC+K/fpxoPM1+0W7EczutdSLh0Zg6bXlrZOUHcjK7ip4uumsgXBrhEtVPa4AgDLhH/FFkL9F1AM8cuGjyJ/rscn0fi/L6jcF5fwPF+v+eOOCNGFJPF1z3/9zqtoCkoiYp+KAEZbcFPO24VmdK9Jozecp6Ety5ODHX7fA7AGCG4sFE7o2fBR5M+m03eU1wM8i1LMo+fKrqG84KUgeWDDSro5krE5Z9XcyF3Lqq1RzypxMbrUveXj5kT/DG1q9OMDgIKDX1MslC6Zm+ep6WJ2yYMk1XoKKDg8Bdcc66OiHz6j+Xuvib8j0lYDbFirCuLrvXwsS915kjPrw/NijM1FQ7v2gn1R9OmfYZT4Ik2lnogL8nmYYEEcFwAUPAQ3FkJ9aJ8u58ulh2+IbqIOP2UPJrNG5hg8SG3QrWeF0tu/HjG7Y/zkzzCaufOqOPGfuvVI3Lfi/RCqV8ZTXM9P5ubc7cztC/zcnZT3GaKt/FVsi9iQq1POAGfb+Tj6V7anlZS1CfB0Jht5NTEAWA0sS1koXc6VYbcei68Pk1PFYDNrGkSW8jJ7lomZxQ1K/52PFd1CfLn9+Lk4mZoDXpa5eDdRXN93JbPTzK6IDdUP8lCOGHj64qUIzvJSXCsFNy2r+FDXWn50JS5RpWjXmNyc7MWxq7scm6jcBuL+08zAraRbdvAFANbFes52hYwuy1I8cVXyMCmVnD2t549bvn+QOcY2PAH3y/XnlLdP3nxk8uCGl8g++OMkhWYFNJIKPsVocLOyyuCXsx8cIPCWCfw9fZ2/80R8reXvTo3LlxAXU/y7qOnvTufvZAZaV+OS6Pj1h/Te78cpLT3zMT5YkgKwWliWKiCzd14RHSR5pR7LvMxQ0O+HbtBVtVZXrpWQshr3ZbNLHj/LnAljLZJlo/M5E2FuNoZnF+myzbJlEVM5e/tJjsCG93naPbIF9QoJVN7nm5XRGL3hHDX7fi/deqjbQD/OivRYdJQOR2YOz6vh704FTb6ctvrDRvRJy/LKOqCZO68oAxuGehsA64XgpgDsjbhHP++NFMWN607F0G8HrytT43n1V1iMGBnf/qcDtOZEtGjn5WmwjWfsoXazD1DC8zSVwWxS66su9kXcF4FTWrr5BQ0S+eaIuuwlVJC4vmbRgevKoXC8RRMHFWG3HomBgz9sj6CLdxNEMLD2ZHSOANVY1KcFB5Vw1lgL45tVK8PLmrycNnvXVZ1e/78LsXTiRmb9DqtU0pUK2rjOVcTXoa3KiyW1gU2ClMHNyZuZy7QSZG4ArJf1rFOYKU6Fv7/8lPL2V1lLFTsv3qN1HzfWeGLUpcjxSNZvx2zMxvPiRDW6YxVRM8HdIOtOxtB9WcfL8DVnxMmmaqmcMz/U33/4mtOU+OIlPUt5SZ+1qZjr47kTiztu1JdcePw971U0tlMVoxRtyjM3z1JfvZdQQTp47YGyQ21at5q0Mfw2bTx9h97+9ajyMRw8cgEsH7ubkx2FT2hnlJ2y5X+u17O6olpX8SGvYg70YfNyGh9bSlYIrCko0mb18Rjl9VaVvU0yM2ZQ07LUqFwJquGXmTXyLuZI9rY2KhkbSbWsxwCA9UFwY4S6Bj5pSbaci9X4uBM3s3/DlSzYFymyOnN71RG1Au81KkPuRe3Fa3ImRu72Y9Xx+DcfPqNr97OnzK49FUPJaid9bgv/4Z3auR5/fFKKCGyY/PU0eZmeQe/8ekQsf+39v5biN36uNeHNLHn8PeNx+4GezrTkwHWqHVCcmlfyJkNnbjiIyshQGGwX67zgP5/fD16npYdvKo+tbmBxalqhBHm42IvgRk6+SSV/3g+SUpUZE0O6++Q57Y24T4sORIn5NaxJ+RI0+DXNgY2mgXt3tXRO8Z8///3mjA3X60h/p//3QUNqUNaDTMHetgjVKp1dvMx/J3xcnZTt6VV8XSkiLjNTVqs0ghsAa4XgxoCmbrlE68Nv07bPXyO/rHS/PrtV/7gjcwPI/ktPiK9R8Uk0u0cwfb7mNG1VC5I0dYTIlw8iNQQmunRLyfcCknckMQ4geLmlvLcLta/uK5YgOKhiOy/FkZOdLX21IbuIlh269kAEbNIJkpcJJnWtlu9sjrygmD1PSzfqaH/OwLG6ZTxEsMlLdvy1uLODmBnT/Md9OZ7zZYfMrFV1P3f6tGV5+iU0KvM1AotTeHRm0a0kNuG5SnCz7XysGK437a2aOWpDOAjmzNCELtVyDej4z4s3F1XfN4ozN7lpX60k/bIvUtR1MX5+/am7qE2VkvTd2zXFvkxF7W1p3t5rtPpEdrZGChiaVfQic+Ll6qgMbnjjzi/aVqRijvbY8RvAiiG4MaDfDt1QLjkEebnQP6fviJOuJk72RXQqSuWlhDMxqidCJp149MHByKW7iVTNT/vSlDQDRB5Ace3FX6diRFEzZ4TYjRmdRfAlmfjPRY2vN23bZREESJYfuSmyOfktNpUvSzFe3jFkcMPLOPwzcUZmwuvVqOfiY+L+Ei4OorWe8XLHzHdri04oTUs7IWUzZ8awke0qUZuqJalOQHFRXBwefUY5ufdeYgqN2XBe7IPEt3kp69M/w8X3PV0c6Lu3aylfhwMNKQjuXLOUCBw5E8HXucakbdWS4s+rR/3SIqMmD2x4aN3oTlWonHfuHVD8Z7N5WDMR3PZZclz8HebMEv/Z89/bP47e0vrcng0CyNx4uTgor/NE4o41sDEmgLVDcGMEp249FgFObjycHVTqa/gkpYmmwEauS81S1LdRIH24IkxlqUbCSxAeLg4i83MpNpE6/3yQIqd10lrfIZ9mzMHNudtPxBA6dU+epdGjZNWlMk3kgY18qWTXpXuiRZjrI/TFJ131n5WLczn7we3LdQI9VLrHuCXe1cle59e2L1JEbPq48ljmSfxoVtaGSYEN4zoOrmWSW9yvnviz/7xNRZXlSf6865XJPK621UqKuS81/N3o8bM08WcjbfDIgc7gFdk1WmtOxojP8Pu3a4kszaL9mdkf9t5vx5XLW79mZYWkwOfY9YcqHVrc3r3ls2ZUpoSLTp+DFABzUMYBqkRTYLN6SCOxAzcHdMbc9TuvvIplZ77Keuv28wOAZUNwYyDyCbRnXxGQSC2rwd/sEmn8l+kKlROoPr7sUFlkif6vfSUxjZjVCSxOp7OWPbgjpH+TIJVlrT0R90VKnn/DP3A1nn4bUF95AuDf0CVc9/PG/MMa3/fmw2Q6HaPafcKKO9uLwCc3H64ME19/3nuN1n3UWCzBuDra0Yh2lcTnwq3I0nILByx8X91AD1G4zMtePByPl4fkQq/Gi5qXW4+e0fqPm4hAguuSWvwYKj7jvz9tqgys+PMOLKFaAJ3wLE10MPX57ThxvMm1ThL1ZR1tNg1tKoIWXrLLDWdY+LFSHZT6kqO6v8Ju06HIB9Shuq/IfGmq21EnD2w4iFrxfkORBdLXkOblqGdIAKWnK6jp93tzFG/z3z8OUtd+2IhKuRclRzvzW+rh4F5S1gvBDUBhYBbBzYIFC+jHH3+kuLg4ql27Ns2bN49CQkK0Pv6vv/6iCRMm0M2bN6lixYr0/fffU+fOncmU8tKxw0se3FljiM0C+zYsI+aLcBcM1/tIwQ1PYa2utgz10cowcQKX4rEZ2yJoVo/MQmNd96F665fsbA7XhEgBQPOK3uK3/RsPk2nQspO5vga//7sLj6rURvBSkIezvZi7MqJtJZGd4L2PeGPD7Rezx+jLW47ZhE3Zu1r/ceSmCG44O8RZD/4sONPjYFtEnKCL2NjQ6Ynt6PztBPF9Xj7ibRKkrAwf16sCNFbRp5hK0TUPjdMXByyzd16ldIVCHLP096FSyWIiwJLalznAkwIbXnLiYnEpKOIMEQexmrZMCAnyFHUyeQls5FN/We3SxZVB+NxewSLrJk35bZiHDFxB6VTDl7aev0v1Aj3EsiIAWD+TBzdr166lkSNH0sKFC6lhw4Y0Z84c6tChA125coV8fHIWPh45coR69+5NM2bMoNdff51WrVpF3bp1o/DwcKpRowaZyhO1biZ1zSp4iRNyqoFnx7hkFQlz2y1nYNiq49HK7/OOx/zb9NRuNehrWQAgHwp4IWuKqzTJWBPONJy48VC0sPOymxxnWqTg5tNW5UUmiS+cjXma8lK0OksdWPKiVu7ikZPqdniphpdZuM5HyiRxvcfBa6oD6LThpTQupt1zOfv1d12KIz/3ouLn5kCi9cz9ykDux3dqqSw3Sfgz5Sm76j+vdHJ/M9ifrt17SlO3Xqb21UuqLEPpigPRk1+3FcEmB11cFM7v2almKbHUxgFMRFyicpdt7jwb2a6yKD7OyAijI1EPadfI5qIjiINl/tkbBHmKgmfOUMmzFvkVHJgd3HBAaCnbF3CX3sGvWpv6MACgANkoTLyjHwc0DRo0oPnz54vbGRkZFBAQQJ999hmNGTMmx+N79uxJycnJtGXLFuV9jRo1ouDgYBEgvUpiYiK5u7tTQkICubnlPvNFH7yk0eXnQ1q/z/NeeK7I6Zgn1F2W9ZDj2hB5Bujk+LbUYNruXN/3+vTOOTpmOGMxJKtuY1G/eiI7wHovPqZ1+Wv6WzUppKwHDVh6UuOuzlHTO4uT97Stl5QnWsm0t2rQ+L8viFH9PO1W8s+ZO7Tk4HUa8lo50d007u/zyu8tHVhfZf7Pq3AxrHprO+vVIEDUpajrWT9AWfzMOLPB2RhNwSUvVciHHPLSWodqvtSysrdYYpq/N7M7SarB4W6bL9pWooLEu1rz7KI3gv1EICOvZ8pLUJUXj5JT6Z2FR6iMpzMtG6Q9swoAYAz6nL9NmrlJTU2lsLAwGjt2rPK+IkWKUNu2beno0ezlCjm+nzM9cpzp2bRpk8bHp6SkiIv8wzEGTa3Z6oELFw9z7QgHOjP+i1CeWOf1riNmw3AmoNXMUL3Gw2tqBZZvdshLCZLyPi5agxt54KGJdAJV/22dMzC9GwRS43IlqISL6vHyz8MXeSAyZ/dV8nZzouAA/eagSIENZy6WD2pA/12IE58lZxC45uNxcirtvnxfFE3zSVge2KhvRaFOHti837QsjelURWUA3fC2mYMM+X34fbUNvzMmXhpSn01TUEGNhJe29oxsgZ20AcDsmTS4efDgAaWnp1PJkiVV7ufbERGa92HiuhxNj+f7NeHlqylTppCxcf3B5K7VaHJWUS/vsixv15bP1PioRXlxkZNao795s7pYnhnyWllx+8/BDWnZ4Zsi+NEVd7rwyZnrC+SzU8Z2qkpVfN3E/Z9ktRrzzBquadGVfFz/ivdDxHIbB1ivai9m/LiR7Ssrb/O8G66P4SU9qcZl1ru1RTvz4agHynZorpWRMi5cP8TvNbRVBeXrSAHUwKZlacq/F8XnlVttjKNdEWqatUwo77qa0zOYutXJDsbUcbs1XwozBDYAYAmsfm8pzgpxCku6xMTkXMIwFHm7cYliqrUO3Iqri/calhEtuzwAjvFJWKqlYa/aPoFxIeqh0a1o54jmKvfzHBieesz1HMsGNqD1Hzemij6a9//hrh+J/HzWorK3KHblTBQHGvmZCsyj8kO/bCU6pt5rFEgnxreht+uVJndne+UQRCYPZOoHZc+O0YSLmT9WCxzVb4/rXJWWDmxAM9/Nnh/DmlQw36JYAACwkMyNl5cX2dra0r17qlkJvu3rq7mdlu/X5/GOjo7iUhDkQ+Q8XTKHs0l4IqouOFjIbcCdriVSUl2GNq2yptTKt4eQdz398X4IHY58QJdjE6lrbT+VKcdiwFtahghCDIH3vJrarabKfZxR4oLkDIVCFOs2CPKgredjqXdIwCsDTF5W4svfp2+Tg60ttanqQ6tORIvW92ql3JTZGfmY/u+613zlZwYAAJbBpMGNg4MD1atXj/bs2SM6nqSCYr49bNgwjc9p3Lix+P4XX3yhvG/Xrl3iflOT17pwS3ZeMjevwktdPDGXdwTnZZT8alHJW9li3CckkObuuSbqZzj7o20ZhpfYjD26noOU/V+1IjtbG2UrcpMK+o31f6tO9kC5DZ80yfF9zg7tHtmc3Is66FTfBAAAlsHkreBcHDxgwACqX7++mG3DreDcDTVo0CDx/f79+5O/v7+onWHDhw+nFi1a0KxZs6hLly60Zs0aOnXqFC1evNjEPwlnbrJP+OrzNIoZKrhJz6D3mwZRt2A/KiGbvJpX3BHEdT6lPYpSswre1K5aSdH1ZA7yM5tFVxW0LMsBAIDlMnlww63d8fHxNHHiRFEUzC3d27dvVxYNR0dHiw4qSZMmTcRsm6+//prGjRsnhvhxp5QpZ9xoytyUktWMMF5iMQQe+c9FnYYIbBi/Vv/GQcrb+d3zCQAAgAp7cMN4CUrbMlRoaHZrtOTdd98VF3Mjr7nxk3UpMV33NnqVlxmGHQIIAABgbay+W8pUwY36ZFhddgHXBU+dBQAAAO0Q3BgQT9GVONnZ0ozuNQ0+H4TH6gMAAICZL0tZCzvbIiqdOG2rlaTKvq7k4Wy4wlj5YEAAAADICcGNgfFeTvcSX4gpwYy3CDAkLEsBAADkDsGNgUmbVBpLGgqKAQAAcoWaGwtj2j3cAQAAzB+CGwAAALAqCG4AAADAqiC4sRArPwihQE9nWj2kkakPBQAAwKzZKHTdZtpKJCYmkru7OyUkJJCbW2ZHEwAAAFjP+RuZGwAAALAqCG4AAADAqiC4AQAAAKuC4AYAAACsCoIbAAAAsCoIbgAAAMCqILgBAAAAq4LgBgAAAKwKghsAAACwKghuAAAAwKoguAEAAACrguAGAAAArAqCGwAAALAqCG4AAADAqthRIaNQKJRbpwMAAIBlkM7b0nk8N4UuuHn69Kn4GhAQYOpDAQAAgDycx93d3XN9jI1ClxDIimRkZNDdu3fJ1dWVbGxsDB5VctAUExNDbm5uBn3twg6frXHgczUefLbGg8+2cH6uCoVCBDZ+fn5UpEjuVTWFLnPDH0jp0qWN+h78l8Ic/2JYA3y2xoHP1Xjw2RoPPtvC97m6vyJjI0FBMQAAAFgVBDcAAABgVRDcGJCjoyNNmjRJfAXDwmdrHPhcjQefrfHgszUORyv6XAtdQTEAAABYN2RuAAAAwKoguAEAAACrguAGAAAArAqCGz0tWLCAgoKCyMnJiRo2bEgnTpzQ+tjly5eLQYHyCz8P8ve5sidPntDQoUOpVKlSovitUqVKtG3btgI7Xmv9bFu2bJnj7yxfunTpUqDHbK1/b+fMmUOVK1emokWLimFpI0aMoBcvXhTY8VrrZ5uWlkbffPMNlS9fXjy+du3atH379gI9Xktw4MAB6tq1qxiCx/+uN23a9MrnhIaGUt26dcX/sxUqVBDnNYvABcWgmzVr1igcHBwUS5cuVVy8eFExZMgQRfHixRX37t3T+Phly5Yp3NzcFLGxscpLXFxcgR+3tX2uKSkpivr16ys6d+6sOHTokOLGjRuK0NBQxZkzZwr82K3ts3348KHK39cLFy4obG1txd9lyN9n++effyocHR3FV/47u2PHDkWpUqUUI0aMKPBjt7bP9quvvlL4+fkptm7dqoiKilL88ssvCicnJ0V4eHiBH7s527Ztm2L8+PGKjRs3ciOR4u+//8718devX1c4OzsrRo4cqbh06ZJi3rx54v+D7du3K8wdghs9hISEKIYOHaq8nZ6eLv5BzZgxQ+Pj+YTg7u5egEdYOD7XX3/9VVGuXDlFampqAR5l4fhs1f30008KV1dXRVJSkhGPsnB8tvzY1q1bq9zHJ42mTZsa/Vit/bPlIHH+/Pkq93Xv3l3Rt29fox+rpSIdghsOGqtXr65yX8+ePRUdOnRQmDssS+koNTWVwsLCqG3btipbOfDto0ePan1eUlISlSlTRqSg33zzTbp48WIBHbH1fq6bN2+mxo0bi2WpkiVLUo0aNWj69OmUnp5egEduvX9n5X7//Xfq1asXubi4GPFIC8dn26RJE/EcaXnl+vXrYim1c+fOBXbc1vrZpqSk5Fjy56W/Q4cOGf14rdnRo0dV/hxYhw4ddP7/w5QQ3OjowYMH4uTJJ1M5vh0XF6fxOby2vnTpUvrnn3/of//7n9i0k/+Du337dgEdtXV+rnxSWL9+vXgenxwmTJhAs2bNoqlTpxbQUVvvZyvHJ+ELFy7Q4MGDjXiUheez7dOnj6gLadasGdnb24v6EK5xGjduXAEdtfV+tnzCnT17Nl27dk38P7tr1y7auHEjxcbGFtBRW6e4uDiNfw68webz58/JnCG4MSLOLvTv35+Cg4OpRYsW4h+bt7c3LVq0yNSHZtH4Py8fHx9avHgx1atXj3r27Enjx4+nhQsXmvrQrApnbWrWrEkhISGmPhSrwIWZnGH85ZdfKDw8XPx/sHXrVvr2229NfWgWb+7cuVSxYkWqUqUKOTg40LBhw2jQoEGv3DkarFeh2xU8r7y8vMjW1pbu3buncj/f9vX11ek1+Le1OnXqUGRkpJGOsnB8rtwhxZ8lP09StWpV8VsGp7T5PzfI39/Z5ORkWrNmjcg0gGE+W84w9uvXT5kJ48CRP+cPP/xQBOc4Eef9s+VfGrnzhzvPHj58KLqBxowZQ+XKlSugo7ZOvr6+Gv8ceMdwXvYzZ/jXpCM+YXKWYM+ePSoZBL7NGRpdcKr1/Pnz4uQMef9cmzZtKgJEfpzk6tWr4nNFYGOYv7N//fWXqGN47733CuBIC8dn++zZsxwBjBSgYxccw/y95bobf39/evnyJW3YsEHUOULe8ect/3NgvOSn6znPpExd0Wxp7Yncyrl8+XLRFvfhhx+K9kSpvbtfv36KMWPGKB8/ZcoU0e7JrYlhYWGKXr16ifZEbm2EvH+u0dHRooNn2LBhiitXrii2bNmi8PHxUUydOtWEP4V1fLaSZs2aia4IMNxnO2nSJPH3dvXq1aLFdufOnYry5csrevToYcKfwjo+22PHjik2bNgg/q89cOCA6EorW7as4vHjxyb8KczP06dPFadPnxYXPv3Pnj1bXL9165b4Pn+m/Nmqt4J/+eWXisuXLysWLFiAVnBrxX3+gYGBYgYDtyvyPypJixYtFAMGDFDe/uKLL5SPLVmypJjLgrkL+f9c2ZEjRxQNGzYU/wFyW/i0adMUL1++NMGRW99nGxERIf7j45MvGO6zTUtLU0yePFkENPxLTkBAgOLTTz/FCdgAny3Puapatar4/6BEiRLiBH3nzh0THbn52rdvn/i3rX6RPkv+yp+t+nOCg4PFnwP/X2spM6+wKzgAAABYFdTcAAAAgFVBcAMAAABWBcENAAAAWBUENwAAAGBVENwAAACAVUFwAwAAAFYFwQ0AAABYFQQ3AAAAYFUQ3ADAK9nY2IiNCc1Zy5Yt6YsvviiQ9+JNMHnDS2Pjne67du1q9PcBsDaYUAxQSA0cOJD++OMPcd3Ozo48PT2pVq1a1Lt3b/E9+SaPvOO6h4cHOTo6krl69OiR2C3e1dXVqO/Dn0WlSpXEJrhlypQx6nvxLvdly5YVO7S/9tprRn0vAGuCzA1AIdaxY0eKjY2lmzdv0n///UetWrWi4cOH0+uvvy52Vpb4+vqaNLDhk/yrcHBm7MCG/fbbb9SkSROjBzbSDtl9+vShn3/+2ejvBWBNENwAFGIcsHDg4u/vT3Xr1qVx48bRP//8IwKd5cuXa1yW4kBj2LBhVKpUKXJychIn+RkzZqg89tdff6VOnTpR0aJFqVy5crR+/XqV942JiaEePXpQ8eLFRVDy5ptvigBLwpmjbt260bRp08jPz48qV64s7v/ll1+oYsWK4n1LlixJ77zzjtZlqcePH1P//v1FxsnZ2Vkcz7Vr15Tf55+P33/Hjh1UtWpVKlasmDLYyw1nUdSXioKCgmjOnDkq9wUHB9PkyZNVPpdFixaJwJGPh9/z6NGjFBkZKY7dxcVFBE1RUVEqr8PvtXnzZnr+/HmuxwUA2RDcAICK1q1bU+3atWnjxo0av89ZBD7Zrlu3jq5cuUJ//vmnOLmr16S8/fbbdPbsWerbty/16tWLLl++LL6XlpZGHTp0EFmWgwcP0uHDh5WBhTxDs2fPHvH6u3btoi1bttCpU6fo888/p2+++Ubcv337dmrevLnWn4MDJH4OHysHEbwC37lzZ/H+kmfPntHMmTNp5cqVdODAAYqOjqZRo0bluvR16dIlql+/PuXFt99+KwKuM2fOUJUqVURW5qOPPqKxY8eKY+Vj5MBRjt+Ls2jHjx/P03sCFEZ2pj4AADA/fOI9d+6cxu9xAMDZk2bNmolshKblmXfffZcGDx6sPKFzgDJv3jyReVm7di1lZGSI5R1+Plu2bJnIooSGhlL79u3FfZzJ4Mfw0gzjYIvv48wHB0b8vnXq1NF4jJyh4aCGAyfOhjAOwgICAkQGio+PcaDDRbvly5cXtzmw4OBJG/7ZOQDhbFJeDBo0SGSs2OjRo6lx48YiEORgj/GSID9GjrM87u7udOvWrTy9J0BhhMwNAOTAJ3Ap8NCUEeHMAy8VcSZl586dOR7DJ23121LmhrM5vBTDAQpnbPjCS1MvXrxQWZKpWbOmMrBh7dq1EwENL3P169dPBCucedGE34uLpBs2bKi8r0SJEuKYpeOQAgcpsGG81Hb//n2tn4u0NMTLYnnBBdsSXlaTfk75ffw5JCYmqjyPl/e0/awAkBOCGwDIgQMA7tLRhGtzbty4ITIyfLLnTIS89uVVkpKSqF69eiJAkl+uXr0qlmkknKWR42AoPDycVq9eLYKQiRMniuWzJ0+e5Pnn5O4qOQ7ocmsg9fLyUtbzyHFnmfrz5Mtfmt5PCh413ceZLfXlMG9vb51+JgBAcAMAavbu3SvanLlmRhs3Nzfq2bMnLVmyRCwzbdiwQZyAJceOHVN5PN/mAlopOOJlIx8fH6pQoYLKhZdfcsPZmLZt29IPP/wgls24CJmPVx2/l3qdysOHD0WtTrVq1SivOMvDPzvX3chx4CEvRObMCweAhsDZLM7maFuCA4CcENwAFGIpKSlibsudO3dEVmT69Omic4nrWrjwVZPZs2eL7ElERITItvz111+i44prZiR839KlS8X3J02aRCdOnFAWynKBMWdA+H24oJiDAK614SWu27dvaz1WLirmYmbO8nD9yYoVK0SGQ+qkkuOaIH79IUOG0KFDh8RS2HvvvSe6wvj+vOIMDQdX/JrqRdhclMw/DweGAwYMIFtbWzIEfk1eipMvnwFA7hDcABRi3HHESzzc7cTdSvv27RMBBLeDazs58/IQZ064i6dBgwYie7Jt2zaVoX9TpkwRLdNcY8JBCAdDUsaE61y4MykwMJC6d+8usiwffPCByE5wVkQbDp64qJgDCX4OFwLz61avXl3j47lImZe/OFDjmh9eNuLjVF+K0hcXSvPPJl864m6nFi1aiPfq0qWLaGM3VDDCPyMHaQCgO0woBgCD4rqRv//+W5zgrRH/l8mFyiNGjBDTnI3p4sWLIpjjDNirluwAIBsyNwAAegZvixcvVpngbCxcx8OZLwQ2APpB5gYADMraMzcAYP4wxA8ADAq/LwGAqWFZCgAAAKwKghsAAACwKghuAAAAwKoguAEAAACrguAGAAAArAqCGwAAALAqCG4AAADAqiC4AQAAAKuC4AYAAADImvw/WGzKcfWo/90AAAAASUVORK5CYII=", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J011711.98-005213.4_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J134505.85+342441.8_M9_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J134505.85+342441.8_M9_OSIRIS_GTC46-14A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J134505.85+342441.8_M9_OSIRIS_GTC46-14A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J004602.85+091131.2_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: SDSS_J010448.46+153501.8_usdL1.5_Xshooter_UVB_Primeval-II.fits\n", + "\n", + "Reading: ULAS_J004602.85+091131.2_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J004602.85+091131.2_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J134505.85+342441.8_M9_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J134505.85+342441.8_M9_comb_OSIRIS_scombine_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J134505.85+342441.8_M9_comb_OSIRIS_scombine_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J023803.12+054526.1_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J023803.12+054526.1_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J023803.12+054526.1_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J230711.01+014447.1_usdL4.5_OSIRIS_GTC63-13A_Primeval-III.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J230711.01+014447.1_usdL4.5_OSIRIS_GTC63-13A_Primeval-III.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J230711.01+014447.1_usdL4.5_OSIRIS_GTC63-13A_Primeval-III.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J125226.62+092920.1_sdL0.5_OSIRIS_GTC80-15A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "Skipping Xshooter file: 2MASS_J06453153-6646120_sdL8_Xshooter_VIS_Primeval-IV.fits\n", + "\n", + "Reading: ULAS_J125226.62+092920.1_sdL0.5_OSIRIS_GTC80-15A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J125226.62+092920.1_sdL0.5_OSIRIS_GTC80-15A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J011840.73+084424.7_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J011840.73+084424.7_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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HpDc1mr9mx44dLj4z/4GMEACA8fy2NY6OJKTa3HcsQyqgTr6WZXG/rTlD2qUx5Y9mjp2U+5SgR35uvSU0rw2Exo8fT+fOndO9jzNDnHXZvn27M88NvPwvCgAA8H48A+iV33erbsutAVIraJnK1rxFud1erhEqHhBgHuSoBERJ6QYNhEqXLi0u1nAw1KVLF2edF3gpvU4AAADwXinSUpQiNUMnI3TD9u70toql5bcGuUaoeGAxUhrQTGTwjJBsy5YttGrVKkpISLAYsDhp0iRnnRvYwd2NenJXAQAAGFNahuMZIbLxfiPXCPESmNJhXDwogPf2yLs99/4kqVh6yqqjlHI9i+5rU4061ylLhgiE3n//fRozZgzVq1dPDFaUi6e8rX0enA/t8wAAxqL3B6xeIJRZ4NKYrRohzUBFZWlMGj6k1AjJGarNJy7T8cQ06lTbM0FQoQKhyZMn0/fff0/Dhg1zzRmBV0PXGACAsegVRqcWIiOUk2Oid/7eT13rlbXI3lhrny8uFRaZ8p4+XTq2csygImz46va9xgICAqhjx46uORvweugaAwAwFr0AR39pLFt8tBaTcOaGt9t48LvNFvfJSSex11heRihIJyOULgVmyrkFGCkQ4mGEU6ZMcc3ZgNdDRggAwBcyQtbb5ytG6m9BZYtqaSxbqhEKLGYRCF2Ttu/IzAu+PJkRcnhpbOTIkWJrjVq1alHDhg2pePHiqvvnzZvnzPMDL4OMEACAr2aEcux+Ts74yHOF5KUxOSMk1whtOH6JTiamqQYqekNGyOFA6PnnnxcdY926daMyZcqgQNrPYI4QAIAPBEK6c4SyxceaMRF0Numazee8lJZB5UqGmq/Lbw1yjRAXWHOMw3HRs7MshxsrM4YMlRHijVfnzp0rskLgfzBHCADA+EtjervLZ+YFTE93rUVNqkTSV6uPWX3Oi1fVgZBFsXReGUVQIAdCxaxupaHcbKsjzetqhKKjo8WyGHiHYja3wXM+LI0BABg/IyTX6WgfVyqsOL3apz7ZkpiaPwtIWyPE2SClRoiXz+yJcQzVNfbWW2/RuHHj3LLbPHgfLI0BALjWzA0nadWhBKc9X4ZORuhalvVAKJiHIBbg6vUsG5Ol8zNEHODYU0Jjax8zr1sa++yzz+jYsWNimGKNGjUsiqWx35hv84Zx6AAAvmrfuWR688994vOTH/ZzS0Zo0tJD9O+RRLqclpvlCbEjEEq5dsP67vM5OeYyCqVGyKcCoYEDB7rmTMAQEAYBALiOEowoGXh5Do+zM0K8nHUhJYM+W3lUdV9IUKD4OOHupjTq9910701VafaWONVjeFsMq0tj0mRppUbIpwIhXhYDAAAA51OCEGVz0jIlQor8nNeljNA7AxvTm/P3mjNFB86n6JxDbvA1qHVV6tWgvOjs0gZCFktjqoGK+dsxBQYEeH0gFFCYDVc3bdpkcTvftnXrVmedF3gpOeoHAADX7QuWJO3SXhTKJqcjb6lL97eppuocOxh/1eLxIcXzQ4PSEcEUFpwfnNmzNMaDd7NVNULkW4HQM888Q3Fx6siQnT17VtwHvg1hEACAe1rd5V3ai+JSXocXZ5c44FCKoXmo4oWU6xaPD9Ysx4UX1wmELIqlpYGKOfn1pJwNsifEMVQgtH//fmrZsqXF7S1atBD3AQAA+Jq4y+nmgYOudD1vmwuWlO6cjFBiXt1RmYhg8TEsL7DpPGEVnbli2QGurUvSq1PiZTuZvFjAQZBSLM0ZIXumRgcaaY5QSEgIXbhwweL2+Ph4CgpyuOQIisjdPztYGQMAf7P99BURNDyks9moKzNCV5wUCF1KzRAfY0rm1huFSktfyw8k2N0pprcvmV5HMQdBvFM9CzRAsbTDgdAtt9xCo0ePpuTkZPNtSUlJ9Prrr1OvXr2cfX4AAAAe9dvW3HKQTScuu/xY8nyfazrbYBRlaSwmIsQi66SoU74EFWWUinavMVVGyJ6BitLmrO7mcArnk08+oZtvvpmqV68ulsPYzp07xVyhmTNnuuIcAQAAvKKTy50ZoUwnTPKPT74mgisORsrmZYS0y1rsnlZVae/Zfebls4JwQbStpTFliw1e8rJroGIxAwVClStXpt27d9PPP/9Mu3btorCwMHr44YfpvvvusxiuCL7HhHJpAPAzchdVeuYNCg92XRmIPPxQ7iArrM15WazGlSPN3V/DOtSgGf+dVD2uaZVIWvFyF4oODy5URki+LtcIiS027Hg+Q80RYhERETR8+HDnnw0AAICXyZYyMwkpGVQjJsgtGaEsnYnQjjqakCo+Nqkcab5tTL8G9MeOs6rMUKmw4lSrbIlCb8Ct3XQ1x0ADFYs+shL8apaPfGjMFAIAfyAHDAlXcwuP3bM0luO0SdUx0mBG7gJ7qqt68/RSocWLWCMk3SfVCHGA4+1bbCAQMiD5B66YRwMhNx8cAMAD5Jk5zprtY41cyOyMQEhpwS8drg50ykqBUWBAMYouoDbold71RLfZ67fW1w2ErG2xYXeNkNGWxsCz5BSkJ3nHWQAAuC8jpFdo7LqlMZPTMkI8IVoWWzbC/Hm5krmDFm15plttGn5zLO04naRfI6QJhLLylhM5+xRgR8oFGSFwiJfEQV4TkAEAuJK8nYQ2EOLAZd72M3T8Ym4tjjP3BXNGsfSVvAxWaU0RdK1y+fVAoTqTo/UUDwwwByyWNUL6AR1PsQ7wta4x3l6D01xVqlQR1zdv3kyzZs2ihg0booDazwIQLzkNAACPZITOJl2jjh+uFJ9zfHD8g37OzQi5MBCSa4LSMuyfV8RzgQpaGpO/Dw6e7AlxguxJG7mIw0e+//77adWqVeLz8+fPiyGKHAy98cYb9Pbbb7viHMFLeUtABgDgSilWAqEpq45azYg4IxDiVvr/jiaal7ccxcGJMp26dIRlMfTUB1qJjM3zPerY/Zz5GSHrk6Xl7yPEzoyQB+MgxwOhvXv3Ups2bcTnv/76KzVu3Jj+++8/MVdoxowZrjhH8KIABJ1iAOBP+A3+qpQxkff/OnPlmtOPJwdC3OJ+/7RNdNtna3Ufe8NGxoizPK/N3UOZeUtt2owQ69O4Au0b35seaFfd7vNTJkDbmiyt7GyvbOCqFwfFxkRQ5agwY2aEsrKyxH5jbPny5XT77beLz+vXry/2GwPXc9ZfHkWFmAgAfN1VzS7rylITu5yWYXdgYi+97S/OJVvuEP/O3/upxTvLxGawejhbNSdvaxAORsLzhilqFdfZUNWepbGCaoSUrUKKW5kjFBESRINaVzVmRqhRo0Y0depUWrt2LS1btoz69Okjbj937hyVKVPGFecI3jRHSPocS2MA4E+F0tos0EXNTKGU6zecmhGy5bt1J+jq9Rs0c+Mp3ft3ncnt7lKWxexpYbdHYF7EIg+ZZMoARe2mrMFBgbqBEO9SwMtyhswIffTRR/T1119T165dxbYazZo1E7cvWLDAvGQGrqX6eXNzpb1qjpBbjwwA4P4/OrVdYmeupJsnJyfmbWaqly0qrOs39AMhOdCQ/xgOs9LxJf+uduYqQpDVjJBmaSzrhjkjZO1tiu9TeLB73vGuMQ6AEhMTKSUlhUqXLm2+nTvGwsPDnX1+4MV1Ot5yHgAAzsa1Nf0+W0unLuUuPdUuV4JOJqaJ+TiHzl+lCpGh5jqZipGhFJ98XVU/5MylMcYBmTILaPaW3CUvVjLU8m38Slom7YpLspq5KopAK11jFktjSo1QENcIWUY5JUKCRCG1wlkZq8IoVC4qMDBQFQSxGjVqULly5Zx1XmCDt8Qf3lKrBADgbMcuptKRhFTzdGfejLRy6dzi3ls/W0sfLzlkntgclVeInOpAG7qjS2OX8uqRTl1Ko9Hz9uhu0qrYeuoKpeUFIqxVdfX7tXMyQjk2M0JKQJfbNWb5PC/2rOtwfZKrYLK0AXm0a0xeEEMgBAA+iutvZKXCgig4KNycIfpl82nxsWzJEHOtizM2SVVqa7SS82qVzmsKp/VmACkF3m1qRFO3+uXo1iYVyNkZoRxT7nJdgPm69TlCco3QiF51qVfD8tSgYik6l+T8rrvC8I5wDAqfifGWoAgAwMC442vRnnjzm7N2dg/vzl412rL8gzczDcnLbBR1bzBebrL2HEobvNKWrtBel4Mj3j+MN1etXiZ/O42iCpKKmuVtNTQJInPXWO5k6fzbK0WFiSCIeUtGyDvOAgodgLh7ecpVBXgAAJ705p/76Omft9Prf+zRLXzmSczVdAIhzggVDyqmClYKK8NKobR8n3b5TW85Tpl7VEKnfqioAqUCZ7lOSJsRym+fV9cIKUtrSm2VN0AgZEDqzi33RiPqZBQiIQDwDcpS1+pDF3UDociw4nRb04oWX8e7uPOcHmcEQkqBsR7lubVLYemZN8Tv4pG/7aIXZu8Qy1XKY7gg2dmCpEDmho1ASLmqzQjJm6ty7dJLPevSZ/e1IE8q1Ku0ZcsWsc1GQkIC5WjyYZMmTXLWuYE9WZkcDx4bcRAA+IhSoUHmOUCXUjNE55Xe0tg/L3SmvpPzJz1zAXXclXSnLI3JG65qKc9tmRHKpoupGfT7tjPi+p0tq1BaRrbLAqFAKZCRZwlZez/InSxdTLdlnm9/oaf923u4isOv0vvvv09jxoyhevXqUfny5VXfoCfb3/yJHHm7PxaRj41ICAB8A7fFK05eShPt8DLuDmNKfYvi7lZVaPvpJKdkhGwNU1SKqJUgp0xEMF1KyxTZn3NJ+ee67shFc6E3T292tkDpfV7uHLPWxGOZEfK+hSiHX6XJkyfT999/T8OGDXPNGYFjgZCbl6fUhdpuPTQAgEtwAKPUtDCeB6TduqJJ5Ujdry0ZWjx/aSzbdYGQ8ty8FKbUJimB0Flp2vWJxHTz8lWJEP1hi0UREJA7IJHfelQ1QlZSQtqMUGhx7wuEHD6jgIAA6tixo2vOBhyvETJ5LgjD0hgA+IIUzX5iHAid1gRCPFBRO8QwpkTu/KBgJxVLK7N35OUnhfLcytJY+VK5hcZpmZwRyg+Elh+4QIcuXHVZsTRTAi1V15i1pTFNRigkyPnBmdsDoZdeeommTJnimrOBQtTpuDkjJI95R0oIAHxAimYbDa75uZI3JfrDO5vQgmc7qrIaMx6+SczomT4sd1spJSOUVcSMUEZeRkhvWrS2a6xcydzNz9MzsilRs/nricS03OcJyV3Oc7ZAZaiiqkZI//2AgzF5jpA8TdpbOBwujhw5kvr160e1atWihg0bUvHi6hd63rx5zjw/8LIaIU9mowAAXEG7WerMDbkbmVYpHUb3tqlm8fhW1aPp1yfbm68rAxWLnBHKC3a4VV+7XYfy3McvpqkyVBwYaYc/KmLygiVnCxJ1Pjm6S2PKspk4folg8b3I5cMhvrA09vzzz4uOsbp164rd5iMjI1UX8O0d4NVLY4iEAMD4tB1iXHtjqy5ISwmE9La7KMzSGE+x1uJd5nnPMN7njLWvVcZ8zKS8Vv/OdWJUX8MF1S7NCOVYLo3JnWqxMbnBmjojFGj8jNAPP/xAc+fOFVkh8AxVAOLugYry54iDAMBgFu6Op73nkumVW+qZt4c4Y2Wrh0E3VbXrOYs7uVhab0nrQkoG3fTecvF5RHAg1atQUnWfEritPZJovr1MXg2Ty2qEciz/MC4ZEmTOUNWMyZ1oXczXlsaio6PFshj4aY2QqmPNrYcGACiyZ2ZtFx8bV4qkfnkDEpWuK26RV2qDxvRrQN3q2beRuLP2GlM61woqco4uESwyKzyTh9v+lf3HlMBDER4c5OKMUI75NiUmklv2Y8vmBULS13pjIOTwGb311ls0btw4Sk9XV9SD+8gt8+6OReTOABRLA4DR9hNT7D6TO/uHnc3LCMmBT+Wo3J3m7aEUS/+27Qwt33+hyEtjocUDzc+pJyosWBV0nE/JDYQquGnLiqC8QGj4j9vogWmbxOuq/JEsB3GxZUtYTKMOKe4DS2OfffYZHTt2TAxTrFGjhkWx9PbtudE2uCcYcXdGSBWEIQ4CABeKT75Gnyw5TE92iaU65fOXggpj/dFEmvHfSfN1JXhgpy/lFiB3qVeW5u04a54kbS85y/HYj1vp5If9irQ0FhoUILI91nbciMob7hgRHCSKqpUlKp5pJE/KdpXAvOnQHEDyZePxy/mBkJQRqhkTbg7svDkj5PArNXDgQNecCdhNzsS4f46Q/DkiIQBwnY8XHxKBydztZwodXCiGTNukup6c1zLPf9wdvpAqPm9YsRQ91qkmHTifQm1qRtv93M7aRV1pn+fAoTgHDFYiodLhSkZInV2R2+5Lu6hQWrsDPdt88rK5a0x+X6gcFW4R/MjZIcMGQrwsBp4l7y/myYGKCIMAwFUFzeuOJoo9tOQNScOCnbeswgXGc7acpq0nr5hrc6qVCacxtzV0+LmUGqGiUvYa4+nLtpbGlO0+tDVA3Kpep1wJOpKQSoNa21foXRjagY/czab8kawEmEz595Jb5r1xK65C5862bdtGBw4cEJ83atSIWrTw7O6x/sSTW2xgjhAAuKugWca7wYcF267b4VqVHzacoo61y1D9Cuo9wbQOxKfQq3P3mK/HlAgpdGu3tki5qLvPh3FGyFaNUF5GSF6G4kwLt8v/+GgbWn/0Eg1oXolcJUgTCPH7kPK+JAdC3twyX6RAiHecv/fee2n16tUUFRUlbktKSqJu3brR7NmzqWzZsq44T/AC2qDL3UEYAPguHhj4+h97LDY1VVgbGij7ccMpeufv/eJzXkrjSc/3frPRPIXZlqUv3UyF1axK7nuhgutmOFhQtsHQOnYxVWR8eDd7WXpeIBQeEmQzy1Qjr/ZGXhrj75HHAVSMDBMbwbpSoCYQypECobtbVqX/LT9MzatGefUQRZnDZ/fcc8/R1atXad++fXT58mVx2bt3L6WkpIhhi+C7y1PavWQQBgGAs/y+7Yy4KIGM1lXNfmB6eDlNtjMuibadukL/7D1fYBAUXYSaGg5AZg9vZ77e8cOV1Pb9FbobkfK+ZrdOXkudJ6yiPWeSVfcpG6qGBwfarKWpUy63cDxCWhor76aOMf2MUH7Jxl2tKtOvT7SnmY/mbj9ihIyQw4HQ4sWL6csvv6QGDRqYb+OtNnj/sX/++YdcjY/D3WqhoaHUtm1b2rx5s9XHzpgxQ6xHyhf+OqPz1PKUtjgaCSEAcJYtJy/bvN+ejJA2WIrPm69jy3Pda1PdInaksZtqWBZXp+vsJn8h+bp5AvWy/ed1M0K8NGbt1yt3kynba8gzeypYyT65JyNE5vcHLqTmQnO5g+2+NlXF1yhzmwy/NJaTk2PRMs/4Nr7PlebMmUMjRoygqVOniiDo008/pd69e9OhQ4eoXDn9wVelSpUS93tzoVbRMkImjwVC6BoDAGdJy9tM1N4d4vVo61OOJeR2g9kyolddcgZ+o+eaHWVTVOV7kut4tPuaaSdaKzVCHODo/X4deUtd6lA7xtyOLgdC1pbh3NE1lp2TP0dIc5fAy3X7xvf2ytZ55vBZde/enV544QU6d+6c+bazZ8+KXel79Ojh7PNTmTRpEj3++OP08MMPiywUB0Th4eH0/fffW/0aDnwqVKhgvvD8I6NTDTV0YyyiPRbiIABwloIyPvZlhNSPOXrRMhCqGq0uuHbmH8fc7SWTg6L8c8wP1pSJ1or0rBvmbiu936/NqkZRy2qlzdd5qw1PBEKBmoxQVg7XCJHFvmIyDt68NRHhcCD0xRdfiHogXp7irTb4UrNmTXHb559/7rpCusxM0anWs2dP820BAQHi+oYNG6x+XWpqKlWvXp2qVq1KAwYMELVNtmRkZIjvRb54H0/VCCEjBACuoRc0OBoIyZuecgeZXkZo9chu5CraWhi9LJecEVImWivSM/KKpYsH6mZPqpRWF1erlsYiXbPTvJ6gvIGKCnlrEWuBkDdzeGmMAwqeHr18+XI6ePCguI3rheQAxRUSExMpOzvbIqPD15Xz0KpXr57IFjVt2pSSk5Ppk08+oQ4dOohgqEoV/ar6Dz74gMaPH0/eTKf+zi0Q9wCAqxRUDK3Xlm1tICG7nJZJJxJzJ0YruFNLm81wphAHM0J8jrpdY8FBquGIfz/XScxU0rbpl47IL1MpX9KDGaHs/EAo0NcDoaysLAoLC6OdO3dSr169xMWbtW/fXlwUHARx0Pb111/TO++8o/s1o0ePFnVICs4IcfDnTeROBBRLA4AvKCjjcz5Zf4d4+fdimjSJuc37KwpcunK2UIuMkGWxdMq1G6rAh8cGKK3y5q6xkEBVsXHjypG6x+vRoLzoMLuRbTIXUHuiayxTCoSKeWcZkPMCIS6IrlatmsjMuFtMTAwFBgbShQvqDe34Otf+2Hv+PPjx6NGjVh8TEhIiLt5ME454LBOFpTEA4+I5YPxfmFu/jRAInUuy3QE2dsHeAo/hzMnU9mSE9JbGtJkvznSVzZtzpEy45uBGW2SthydJ//tKN/Ec5TxYI5Rp8KUxh2O3N954g15//XUxP8idgoODqVWrVrRiRX6Uz11qfF3O+tjCAdyePXuoYkXvbOEr3GRpDw5UdN+hAcCJeHPPvpPXUpO3ltC+c+pZNp6QcSNblVXQI9fT8JLSMz9vp/+OJYrfSx8tPkg/bTxd4HGULSk40HBHRkhvaUx7m7Lkx8FEVnbub9Xw4kFUpoR9c404iHJnNkiva0wOhHx+aUwpluaMSqVKlUQRckREhNt2n+clq6FDh1Lr1q2pTZs2on0+LS1NdJGxhx56iCpXrizqfNjbb79N7dq1o9q1a4vp1x9//DGdOnWKHnvsMTI0uWvMkwMVkRECMBQOOHincO42Onj+qrhtxYEEalRJf+nFXewphObd4nn5izNYvIv8wj3x4rLg2Y701epjdh2nYt7QwWlDW9NTP22ntwc0IndnhOSggSVfy1S1ziuZq2e61Rb/Nne2rEzeJtBiaSz/vcCAcZDjgRB3XnmqBW7w4MF08eJFGjt2LJ0/f56aN28uBjwqBdSnT58WnWSKK1euiHZ7fmzp0qVFRum///4Trfe+0z7vyTlCbjs0AGisO5JI7y7cT13rlaPX+ta362s+WXKIvl17QpVBOHQhNyDy9kAoO8ckZgnxPluc0VLs1kxn1mpRLYp2nE4SnyvLTR1qxdDOsb2c/l6mzQgpS10yJeujzQgprfM8MJFrhnjvszWjXNfh5tQaoRvZhl4aczgQeuutt8iTnn32WXHRw/ufyf73v/+Ji6/xVG2O5XERCQE4y9GEq7T9dJLodDqZmEaf3tvc5tYE368/IbI6fOHPl7/UReyebs3es8kiCMo9Vn5b+dELBQ8ddLVUG4GQMiuHC6GvpOcGQkpRMbui6bziDqvbPl9nvl4tOtwcCMlDGV3xB702I6TN/mg7rFhSepbFVGlvF2CjWNqVXXleUyMUGxtLly5dsridl574PnA9k6dCEYtiaXceHMB38cybod9voVG/7xbLPLw3Fmd8bDksZXL4DXf9MduPn7LqaKEnNnuydZ6zI6Xz9gFT2s2vpOU//pymm4w3H/3oribm66XDg2lI22ri8+e71yFX0maE5LlG1gIhJQAyzxCS9g/zVkE2i6XJ9wOhkydP6naN8SDCM2fOOOu8wAuLpS1rhNx3bABftiMuyWK4Hu/gPWjqBtp/LkW34PaMZirxhRTbXVXaJRmFvMxUWEVdoh/zZ27Hlzw7RxEYECCCGZaUnhsIXUrLMN+vfR247bycNFOHJy6/PaAx/fdad7E9hStp2/O5JqugQEh5/eXWeW8XaCMQ8tbp0bbYHXouWLDA/PmSJUsoMjK/uI4DI+7e4gnT4HryLx1P1gihWBrAOc7rbA6692xuAPT23/to9vD2uo/nwOGxTrEiaJIDoZUHL9C4Bfvos3tbUItqpUXGadeZ3OUhretZRdsj8tXfd9PWU5dpwbOdVJOO7ZVw9Todv5g7+LBGmQhR78SdULf8b424LTCAKCo8d6YOL41pM0LaAJKDEaUdXSmQ5jfuSlHqrTVcIUSzrJWh89oqASlPjuaMkVIkrWzQ6qqONndkhAKMFwMJdv/UDhw40BztceeWdj4Pb7kxceJE558h2N593o3HRbE0gGvIE4a5WFbO3uzRKQa+eDU3I1K2RAiVLxViEUw9MmOr+Pjyb7to5ctdafmBBPPXaHFBL/9RU9i/5OdsjRMf/959jgbflLsE5YiTiemqJbKOtWNUmRQuvo02L43lfg8Xrl63ul8Xfx+8PKaQgyJXC9Vsi2FraYwzVxmpGeYASAmIuHXe2wVq2ueVn1cj1gc5tDTGM3v4wgMVExISzNf5wstivMP7bbfd5tqzBa/aYsOdO98D+LJLqblv8A+0q0b7xvdR3cdFwol59yvLYspmojElQ6h8Xkv4qkMXadKywyL7o23fVrIm3eqV1T2+3hu2PeRltUuaomV7cWG4toOquPRGy4EQB3yMgzn+/pUCY+25c6cVUwInpiyruUOoJptja2msVFiQKgBS/q1cPfTRFXuNZeZ9T0ZcFmMOh54nTuR2HWgLpaOiopx1TuBIZsaDW2wgDgIoPJ6Jw63r9cqXNAcR0REh5u0WZA9M20SLX7xZfH7vNxvMy2YiIyTVw3y24ghVj87vHFOeKyUvwODlIWVJRruEw7uDO0oOfhKvFi4QOn053WJDUrkriWMiZWf1PWeTqfG4JVafa9HzncTHoMAAev3W+nQ+OYMaVCxJ7lJZs/ymF2AqM3d4KrQcTCqt9hEGrBFSGDQh5Hix9EcffURz5swxX7/nnnsoOjpaDDLctWuXs88PvGhpTBsHYWkMoPB+2HBSTHeeuuaYeWmsjJTJkHGLPC9f8eOUIIjFlAimCnkZIcU5qWaGl414uUnpDCsVVlx3V/PrOpkLRzJZ2uPag7NUQ6ZtpNlb8idCfzq4ucXjeFKxkvXiYZDWvHlbQ9U2E8NvrkVj+zd0a5aCW/ULap9XMnaRYcVVAVB++3yQ4WqEjDxVulCB0NSpU82bkC5btkzsQs9DDfv27UuvvPKKK84RvLVYGikhgEIb/9d+8XHC4kMUn1ffo9SzTLm/pfjrun+zSqrNOo/nLYnJS0Gl8wqJ9bI0/MfK1lNXzBt9chZCW9BblM6xS6n5x7qc19Flr4e+20Trj16ixLznGNWnnur7lZfGKujso1VHs62EN8zfqV4mwoEaIfXSmJK1K2HojFAxMiKHQ0+e0qwEQn///TcNGjSIbrnlFlEs3bZtW1ecI3jJHCG0zwO4hhLgKBmFfk0rUvf6fUS9yJrDF0XtDBcIv7vwgOrrOHDSZjzipKUmtvJAgpQRCtLNCOntiWUPuQBbO9hQxgMcq5cJp+LcApbnWF6nmCI2Rh1EKPjbqxRlGQhxdxl3yykZsrBgz297zkFp70blacm+CzZqhPKWxjQZIaUOzJ3F3c7OCBUzZhzkeEaIt6qIi8vtEuBMUM+ePc2ZCU/sSu+PvGXTVew+D1A4ckGzXBvDwYJCKZqVu8LkIYpycfDQ9tXNt8VdUQdC/+yNN8/fERkhnUCo32frHF7aYicvpel2vin4fGu8tpB6TvpXtR/Y+qOWwx+5PkqmZIF6Niwvam9KSq359SuUpB4NytOdLapYHWboCRyUfv1ga5r1eFsb7fM5qhohJSOkZMaUf1MjdY0pfL5rTHHnnXfS/fffT7169RITpnlJjO3YsUNsbgqu56naHIuMkGdOA8Dw9JaR+D2EW6q1lEJhDiqUOhIFd42x8QMa05NdauU9Lje71LlOjJi/w2+wW05ekWqE8gMGuTD785X6k6f18PC/od9vpi+l4OZKeqZYYuM9wcT1tEx6f1F+BuvL1fnPP2TaJovn1O62PmlQMxrXvyGN6l1fBBgNKpUy39ezQXmLwmJtx5YnKa+xsjTGGbfTl9L1l8Y0GSEjBEJBPrY05nAgxHt38V5fvHEp1wiVKJG7ThsfH09PP/20K84RbNUIuTEcwUBFAOdQBgLymyHvLs4fP7mnme5jlY1Cj2nqg5hcH8SF0zJ+w+1ev5zqNi7Glv+YV9rS9ZbUbFm05zz9e/ii6jaOf+q/uZj6f75OLPW1fHcZrT500eL7SLAyAVsJ+BQ8BfrhjjXNWYYqpfM7spRCY3k7Cm+oEVIoWTdlaWzAF+vo5o9XiWBIWRpThkQqy5bm2VAGWBoLtLo05ic1Qjw8ceTIkRa3v/TSS846J3Cka8yNsYjyl54njg3gC/iPh3VHE80zY3jw36RBzW0ONFTe4JWamkaVSolaDJ4ILbdrKzUnilOX0umullVo3vaz5ts4mJA7meQtLTij48g0aAW/ccu1QvvjU+jrf49b/H7gzBQv0XEHnBYHBUqgZE20NA9ICYRUGSEvCoSUrTY4I8RZMuXfbu3Ri5SV9/rz2AQWd/ma+HlQlhblGUhGmSOkkErAfDsQkrfakPF/4tDQULE8hq023Fgj5KHjimMjEAJwCHdJPfjdZvP1Mnl1Mbb+klaWfJSCag5mvhrSSvx/5Hk5iihNIDSmX0PqXDeGXvl9tyqASMvb3LMow/vkHeuXvHgzLdx9jt78c5/5tjNJ6apaH04gnEu+Loqm5X3CFPYsBykbr8rBgvdmhHLPhZcyD0mBH7eXZ+XkBkI89oDrvy6kZNATM7eZl9EKs02JuwX62NKYw684b7XB/2m1yyLKbfyxU6dONH/+fFFYDc6neuk9mBFCsTSAY/bHq7fLsOevf6UIWCmm5aGIPHAwgNRvOlFSxmRMvwai84zd16Ya/bI5d1YP/36Wd5uXsyz2do7xEtrifefF59Mfvkl8D9rlnJ2n8/c1mzioGU3995g5EOJJ2VrtY8sUeFz5taqa110X4aWBkJKd4+zbkYT8oJHrgJSlMe6gi40pIQIhzqJ54/dhjd/XCHFd0E033SQ+Jicniwt/zq3z3E6/Zs0aUUStt3wGzuGpAMRyjhAAOEK731dMyYIDIW1beKVI/c1DlZqT3M/zn/flW+pSy2pR9P4dTcT1q3kdaqxO3vKM9nZbJi49JDIdN9UoTV3rlrU4HlOCHd4yhPcOq5t3nAlLDtH55GvmAG3yvc3p6a61aMxtDRx681XqheSMlnbnd0/iDjclJpD3QuOgR/mDkgMh/v61HXd6XX1G6RorZsw4yPGM0AsvvEDffPMNdejQwXxbjx49xLLY8OHDad++ffTpp5/SI4884uxzhTzqhJD7whFNxy+WxgAcpAxOtDaJWI82Q2BtF3WlbkZb+8PLTvOe7qj7NU93qyV2qudOs1Q7AiF+E1+dVyQ98pZ65iU9a/t5Kbf3qF+Ovlt3Qrzhf7v2hHnJbEDzymQvuQZIWT4KlpYG9QZFegpn7DgY4rEIC3bl12jF5wWByua6pcNDxL+v0jnGn8vbixhusnSA95+7HodDz2PHjlGpUvltjAq+7fjx4+LzOnXqUGKi5ZwIcMVkaU8WSyMSAnDEBU3HlHYSsR5tEbDecEFtIGTvVgc8y+a3JzuYN84saML07jNJYsPTUqFB1Kp6fumDdrq1/PysbWwZ6tOoguq+6Aj9r7Gmd6MK4jm4pV4RJT2Hty0pKbOh5MGRyqaySkaIA0n539MIG676Yo2Qw4FQq1atxFYaFy/mt0Xy56NGjRJLZuzIkSPm6dPgfHI84tFiaTceG8AXnLcIhMIdDoS0G3vqPS7ExjLR1w+2EoHLD4+0Edflbi1eHvvvWCINmrrBYngjW3M49w/cznXKqgq15UJmmbLDOr9xTn2wlblTSnwfUju8PXjmET8Ht9Sbnz+0OP36RHua+1QH3c1qvY08B0qZsi3/u3lbMOcvk6UdXhr77rvvaMCAAVSlShVzsMOTpmNjY+nPP/8U11NTU2nMmDHOP1vQaZ9359IYiqUBCov/r15Izq0ReqV3PfFRDgyskd8ceTnFVocVD1U8EJ9is/iYMyu3NCxvXtbiIIWDIS6W5sv93+YOOxz+41Za8XJX+n1bHLWtWYZqxETQkYTc4KhFtSjVc/Kb+tQHWtG0tcdpR1yS+XeFdsmsdY3SdCgvwGpdI5qcoU1N5zyPOwMhjiOUrIq87Yg31TkVJiNk1E1XHQ6E6tWrR/v376elS5fS4cOHzbfxpOmAvAIq7iwD32ufz0b7PEChbT5xWSw/scc7x9qdwZCXS7jl2lYNCe+/ZQ9tuz4vq3EQJA9VPHkpnX7edIrG/rlP1LvsGd/bvA2HXlaqT+MK4vK/ZYdp8oojFsXY7IWedei/Y5fEspqybOar+DU6q9m2RJkfJQc/8s+BUZbGggJ9a2msUAMLOODp06ePuID7eao2J0dbI+SRswAwnjNX0mnwNxvN1x1ZxpEzQtY6xoqqU+0YmrM1jkbP26O6ffHe3Db5q3lv4OeScpf2KlpZntMWamuLwcuVDKVVI7uSP/j5sbbU9ZPVqtuUfcVURd5yIGSQpbFAf+8aYytWrBCXhIQEyskbDqX4/vvvnXVuYE/XGIqlAbyePEumjYNLQnINibX6oKJ6pFNNEQhpMxhcGC1nMy7kTZS2VrDNuBOM9y3j4MqoXUTOwEuJz3arTV+syt9jLS3zhkVGRQ6KwqS5SN4syMe6xhx+1cePH09vv/02tW7dmipWrGjYvUWMTJuZcdtxsTQGUCiJ0vygCXc3dehrK0bmBx2u2oeqXoWSoq5ow/FLqtvlLqfft50R/+c5yyPvUabF57j5jR6qN3h/pRSLK5Rf3VaXxgxSIxRQzM+XxqZOnUozZsygBx980DVnBAXSxh+29ily6RwhLI4B2OVi3s7ivPcXZwocIXeWKRkFVwVD2kBIqWliC3adEx8fbFe9wN838g73/sxahsd6IGT0GiEyJIfDz8zMTNUwRXA/bULIXZkZbbG0ZlUUAKxIvJpp9yRpLQ46bm9WSdRf8DRmV5HnAulNwt526or4yJOiwT7WhlTKwY96acwYgVCgj+0+73Ag9Nhjj9GsWbNcczZgFxRLAxiLslu7rSUlWyYNakabXu9BjSpFkqv0ali+wMd0rhNDDSoW3PIPuSpEhhRYYyMHRdqZUd4qyN9rhK5fvy622Fi+fDk1bdqUihdXt0BOmjTJmecHOrRxkLsCEswRAiic3WdyN1utVbZEob6ehxdyx5Ur2fMm/HTX2ob9q98T+jetJLYv4TovHkNQ0NJYuMEzQgEG/dFwOBDavXs3NW+eu1Hc3r17XXFO4HDRMl93Q42QpyIwACKasf6E2IF9ZN4wQqPgTqzTl9PFmwcPFDQyveUzsB3Avtqnft58JikQCjJ4jVCAtfb5Yv4RCK1atco1ZwKFrxHy2NIYIiFwzInENFE30aRKpMPZyLf+2i8+b1olkppXixKZUR4E6G3LCVevZ9EH/xykO1pUphZVo6jbx7mzZBpWLEUlDTxEsGPtMobYxsIbaV+3YKnYOEQ1Wdq7fpat8fvJ0no4I7F48WKx/cbvv//ujKcEG7QBiMeKpREHgQN4cnG3vAFz29/sRdFW9qfSk5SeW2zMhs/cJj7y79wqpcPo7+c6qzYc9bT3Fh6g2VviaNam0/TeHY3NnVdGLjL+6dG21LSq6+qTfJ28FKbNqBQ3YLF0kLWlMYPGyUU67RMnTtCbb75J1apVozvuuEPUD4HrWa5QmTyTESriYTGQ0b8oU4qVScv24CF+py+l0+W0/EBIwT8+cZev0epDCeRN1h7J3ZiUfbjooPnzRzrWIG93Z4vK5o9NKucHPp3qxPj8lhiuxHvEqa4bfGks0N93n8/IyKCff/6ZunfvLvYYe//992nEiBFiyvTff//tmrMErxioaDFZuggB2M64JLrpveViSBv4pqMJV1UBzxFpN/NLqZaBza9b4mji0kOqn+/nftlBXT9ZpQoubLV4e9ry/RdU05l5a4qI4EA69v6tVK6Ua4udneGdgY3pyyEtxceYEo63+oN9GSF5acyIxdJB/rrX2LZt28TS1y+//EK1a9cWAxX5c96Fvnfv3lSqVCnXninYGKjonuNma45TlHjsld925Ra+/raL7m5VpcjnBt6Fi0N7TlpDpUKDaPdbvXNvk4KixLwBg2z6+hM0Z0scHTyfGyg1rxpFPRqUp5TrWbTyYG6259u1x60eK8HDgdAH/xwQwRtvOPrYj1st7m9QsZRh2oojQoLo1iYVxedlCtnqD44tjRmxfT7Qx7rG7M4ItW3blkJCQmjjxo20ZcsWev7556l8+YLnToDzeapt3SITVYTzMOpfDmCfhXvixceU6zfoelbuRpO8jKWYtvaEqBladTCBxv+13xwEsUd/2Cq2dpCX0uKTLZfdB7XODaATUjy3JM8B3df/Hqdv156gH/47ZXVisxH1b1ZJfCzjQC0XWA8c5OBBXhoLlaZwG71rLMDXM0I9evQQGSFeAuNsEGeBjNoq53M1Qh4qli7KYcNDjPEfHgpnw7H8rRoGf72BLqVl0pkr+YHQoQtXqfG4JVa/fviPWynjhvXR5bOHt6P45Gv069Yz5u0rPCE+bzd2eQsKra71ypERdalblmY91pZqlSvc7COwLDBWygvkmqGW0kgCOUAyZEYowMcDoSVLllBcXBxNnz6dnnrqKbp27RoNHjxY3IeAyL20RcbuKpa2GKhYhLWxCIPssgyO4wJnec+qXXnDBB2x6cRlm/fzYELl5zEhJcMt39MjM7ZQzZgI+vCu/E1TORgrSNtYx3ab9yYdDNzp5m14Kw0luJe31eCfqae61qID8SmqAnVDdo0VI0NyKPysWrUqjR07VnSLzZw5ky5evEhBQUE0YMAAev3112n79u2uO1PweNu6M7fYMEpRIDiOC5szbWRzhravbvW+RzrWVF0vGZIfMHPR8Su964kL73Cu7MTuzBohLrxeuDuebkibjfLyV9PxS0Vwxm3xnK16c/5e2nziMn2y9FCBz4luK9DWAmmLjXno4oyH21jUEnmrQH/vGlP06tVL7Dl27tw5eu655+iff/6hm266yblnBz47R6iE9AaHNnrfcPB8Cs3fcZa2nrSezeG/hNvXKqN738R7mtHY/g1pRK+65ttaSZOYo8KD6ZlutcWFlcsLhLieKONGbh1SUQ2ZtpGembWdZvx30nzbA9M2qbKhS/dfoJkbT9GgrzeI7RMKs2cX+B+5EDo40Nh/CAYhEFIrXbq0CIR27NghiqjBjyZLFyGAkWuE0jOd8yYGnvXi7J304pydNG3dCauPKRVWnKIj8ruR7m9bTQQOE+5uSnfldQ/e2TJ3lg2rW76k1VksPERRWWJwVgu9EtjI9T5yIbc1j3bKz2T1qF9OdIoByORhiREGr5EM9LEaIbsCodOnT9v1ZC1bthQfz549W7SzgkLsNUbu32usCOQU8NXrN8iZ9p9LoU1SjQq4J0jWBgyVInPn5gxpW818W2jxANVEaS7I/fah1jSodVXzbVVKh9P42xuJqdFyUBSr2bCUaxNdsTzGeG+wod9vpnnb1XOuWlSLsngsd/rUlgqKK0SG0uR7m1P9CiXpqyG5vxMB5I6wcIPXSBaTMj9y7GPQOMi+QIiXvJ544gmbGZ/k5GT69ttvqXHjxjR37lxnniNoeWz3eee18cvZJWctayhu/WwtDf5mI13wYFu1v5HnAinev7OJ6O56Z0Bj1V+SlaJCzTViHAjpGdqhBq17tTvVr1BKBFIVSoWKIX9aSiDkjIwQzy1SJKVn0b+HL9KIX3epHvPF/S3pgXb5gR0rFRZEUdIWH5WjwkQma/GLN1PfvJk8AL6UEbJW+2TUpTG7wtL9+/fTe++9J+qCQkNDqVWrVlSpUiXx+ZUrV8T9+/btExmhCRMm0K233ur6M/djlhkh4x1Xzi5dz7JeWOsoOTvGE37LG2Cary+QpynLnV1Vo8NVt0UEB4m/hpe8eLMoGLVngNx7dzShdweadLtTyzkxI/Te3wds3t+mZrTIcr07sAldSc8SRdWMY3p5SaBiVFiRzwV8OyNklHlB9uD/w8rvcKMGQnZlhMqUKUOTJk2i+Ph4+uKLL6hOnTqUmJhIR44cEfcPGTJETJ7esGEDgiA38FRtseUWG855LmdmhOTnNep/Sl8JhDgzolWnfO4SEgdIFSPtDxisjegwZ4QcyP5xK7zyc8JZoDWHL4rhjnO2xtn8ujnD25nP44v7Wphvv5KWSaXDg3UbAQD0gh+e4G10g1pXEVPg5c2Ejbo05tC/RlhYGN19993iAu7FwQL/BcqbH1p0a7mra0w7R6gIEdkNab8OW4PzHH5eVSDktKf1GeeSrtGRhFSrS1JFeV4lTc6t88/3qKPKknStV5ZWH7pIw2+Odepxy5XMzfjZO1SRN2/t8vEqalolkn5+rB3d+/VG2h+fIlr6m1WNol1xSXYFY/Ln/DN3U43Sotutbl6gB2BrZIgvjA+ZcHcz8XHErzsN/8en8cNSA+M3DB7S1qp6aXpJahnW89mKIzRl1TFRgNkutoxndp935tKYnBFy4tJYplTIZNT/lK7Cy4adPlopAumZj7ahznWcFwydzZsazd1TQ9vXMGdqFFMfaCXqiLgQ2pnKlQpxaKgi71TPxfnrj16ia5nZIghiP2zQ3x7Dlme61RL/J7mgmwMjDv4ArAlV1Qj5zltvkPQHj093jYFr8IaS644m0uQVuUuMtszddtZqKy8HJBxULdt/QVXw6fKlsSJEQnKNkDOXxrKsZJe4OJtn3JzX2bPK0c1EP1h0oMjPw3afSaKZG046reuPC4b5/HiPrquanwMeEHjnV/+Zs4m2dnMvjLN5W01UigoTXVPa9lquI3B2EMTK5m0Mam9GiIugFUoQZE1BdRwv9axL04fdRG9LxeAA9nWNGT8jpAiU9h0zaByEjJC3SM+8YbOlku+3mpkhoskrDou/Tns2KE/ThrZ2yjkdTUil+77dSE/cHEuPdY51akZIXsJyZrF0lrTkJp/vP3vPixk3UeHFacebvQq9LQyngbecvCK2kFjwbKcinevtX6wXHzl70qdx0bqLeOPRNu+vMF9vFxtNs4e3F5/vPZsspiGfk4I3baBUGBzAfb3mOEWHB9P5lNyMUEU3F6fbmxE6djGVjl9MoyMJ+X9IfLnqqM2vubluDC3Zd8Hq/UGBAdStvjH3EQNPL435zltvoJROMWoW3nf+NQxI/pnhDIN2TorsWt4O3tZqc3gHbLb8gPVf3OxowlUx1bRamYL/OucZKpxleHfhAbqnVVXnFktnuygjJC2NycHWirzXhTMCnFVzdOAd76C+YOc5EQSx3YXYP8ua/fFXHQ6EODBOvJpp/ndcsi9/p3a28Xj+dOcpq46qgiB27GIaFdXyAwn04T8HVbeVdvNO5UqNEC+7cdZPLzXPPxN3TFlPKZp5VSsOJug+55h+DWjW5tM0tn8j8T1qf+4BCkP+46t0uO9suxIkZYSsDVr0maUx3mOMO8PAebh7RXHBxl+0vKwhZzosd583qd70bRWK9py0hm7+eJVqLyV7ArXjialOnSMkn6+jxdL8hmcteJIDIXlWEQ/IU1xKzXTwbIk+XX6ERs3drbqNlyHteR31yG+ugXkvNA+C5EBVwUHoC7N36A6HHPb9FvHvyBs1Ko/V+mTJIZEJ2XoqN3hj3OUhFzc7il/379adEEtw2uCLccbNncqUCBY/p/zzdCU9UxQ7PztrO51ITFNlNrVBkFatshE08pa69NFdTUT2c+XLXUXX2/1tcmcGdbCyLQiAvbrUjRHT0HlJlbeL8RUBqiYC8u2M0JkzZ6hv374UHBxM/fv3p9tvv5169OghrkPhcMuuglP2sWUjdOferDp00SlbbPASiYLfKOpI2xfouZyWv3zCb7R6S2McbJy5co2+X3+CHutc0+46kOyc/AAiQ8p22WPo9M106PxVWjWyq0XRoRwwKsEW109tP50fDPDeVKsOJYhan08Ht6CGlQrODv2xQz1hmDV9a6nYTuHVvvXF0tPTXWvToJvyJyTbwm/asm2nrtBdX/0nfpHc0byy2HaCMxZ/7jwnLic/7CcCXt6OhL/nzXn7ef244RR9cGcTOnkpP9BTfLHqKH2z9rg5IORCe57YPGDKepGB5GBM+QuOg7q9Z5LFPmDWlg0nLT1En63MXU5auu+8bhpcHizoDjyhvExEMCWmZoqfw+d+2SGC3u2nrtDqV7qJLrY90s+9HBDuzOsQ43b3ZS910c0mvdGvAbWuUZq61sUSGBRNq+rRtHNs4ZflvVWQtPWNzy+Nff/995STk0Pr16+nv/76i1588UUxV4iHLPLu87fddhtFR0e79mx9OBAa++c+cVn5cheLJbKzV/Lf5ELEFM/C1epw8KDYey7ZjkAoP8vAbzTaLMyOuCRqNn4pXc37PnjTTaUupSBSvGLOCPEbva1fEpx94SBGKfT979gliw0u5YyQknV5eMZmVfDIb/q8sSZ7++99Vs+Zn4uDKA48rCV+OFjhN1sORDhjZG8gxNk5xaW0DBEEKf+W83acFRdu51Z0nrBSTFfmpTm5S+OXzacppkSweA49yi7wnIr/54XO4nXg4IeDxPMp10UQwfVOX60+JnZTZ092qUWv9a2vep745GvmIIjxTuzVdZZXeS8xd2tWJUr8O3DTgZL546XA+TvP0j2tqtBMnY6wznVizIEQT/y11u3CRd4Dmudv8wFQFL4WBGmDH4OujDlWIxQQEECdO3cWF54gfeDAAREUff311zR8+HBq06aNyBTdd999VLkyfnk4sjSmWLQnnp7trm7DTb52QxU0ZN6wPc/HWuE1L28pTiaqMwhj/9wr2oonDWomljyW7rtAp6Qsw8lLabRoz3nzmypP1uVBdLJ953KXaeZsOS062Cbf28KcseGgZMz8vdS8aiQNvqmaKiPExdJc7Nv/i3XUvX45sbs4Z3ZqxkSoshaP/LBVdUy9HZDl9nl+sz984apolZZZWxbiOhOup7m5TllafzSRZm+Jo7TMG7TgmU6q89WSs1BcS6Q3LZmzcZzNqRYdLoLZdVLX1o7T+rNr9kmZjLjL18RF+b5kn0sBijVKpof/eONz4Izgd2tPiJ9B7SDBqf8eoye7xIoAj8+TMyb3T9ukegz/7ovP6xRT8OPkPeTchYMaDoS4C1P2v2WHKeValm5GSN4bzJem/AK4W5APtM8XqVi6QYMG4jJq1Ci6ePEiLViwQFzYyJEjnXWOPistw3JJSHkfX3vkonhjaVGtNCVdUy+jzNVsBKkNqLgGJjza8p/2nPTGxX89P9W1lnjT5nkqvMTC7mhRmZ78KTdbIvtmTW4xNuMpuhwIaVWMDBWZjlfn7hHXOavxYLvq4nMeE8DZi18280TSqpqBitnifLhO6pfNcSIAkWM73ttpSNvqFoGXXGfDmSIONuTbOHjR229MyQRo/5oZ9+c+WrgnnqavP6l6PGeUkq5Z77JKzchSZd04k/PPnnjx5vxmv4Y05s+99Je0m7mW3hs1s6fuy16NK0eaP3+8cyy9/sceEfDqTYRm/BpwFujXrZZLguaRDZo0Gdc/eAL/H5G93KsuTVx2mOKTr4tCf8a71MvnKwdCHLwCQOHIwY9Rl8ac9udb2bJl6dFHH6U///zTpUHQlClTqEaNGmKfs7Zt29LmzZttPv63336j+vXri8c3adKEFi1aRN64NKb4dWuceEN/8LvNdMeX/4nlIn6TdySguiQtu8j4jU329t/7LepV/tmbu3+SLdY6g7iOqOU7y8zX35y/V/xVfuZKuurNhs9PvcVGDh25kGp1qe+njaep7+S1uq8fZ26enLlNLNENmbaJHvo+/+eBi3p/3nja4uvk6cG8vPb9uhMWAZKMlwXlc+Id1Cfc1VS3Q4vrb175bRc99fN2+n3bGRo+c6vNIEhWr4ClyqLgLJD5HJtXouKBxawGQYwDU70gqF+Tiub9vbQ8FQjVr1jSnDW8vVklevzmWIs5LdqlvmjpZ9ja/xcAcDAjZMw4yFgDFefMmUMjRoygcePG0fbt26lZs2bUu3dvSkjQb4P977//xDIdB2g7duyggQMHisvevXvJG6TqdLLwm9Ntn68zX0/LzKZkneyLrYBKru1h/Jc/L3dolzJmbTptUa/CGZmCyPsqyfSyRPyG2umjVWLpS8HLMvJARV7KK8wgSO6I4sBnsU73EuMlMb37tB1EHBDy9iXy7tDWRAQHiuJkrgVqXV2diVD8tu2MqpbGXk90iaU7W9heUuatKmxpUyOamlWJFNOOlQ4xbSDEy5XKIEJFk8qR4vgFGde/oXm/ME93jClCggLFki5ngvgjZzmXvnSz6jH1KpTMq6/LJRfZoz0eoPDklnmlA9ZoDBUI8cavjz/+OD388MPUsGFDmjp1KoWHh4tCbj2TJ0+mPn360CuvvCKW8N555x1q2bKl2DjWG2g7h3Qfk5ZpXpbhX/T2BEKcoeAZQEcuXBWB1RMzt4l5L0pRs+yOL9fbbKVupNNRFR3h+Bue3Pm25eRl1ZsPBya2shPWcKeVs97EuHia26zluhFtDVJsTATtHd+b7mhRRVx/rohbKnCwIrulUQWaNLi5mGMj4860r4a0FLUwb97W0OJ5OIjhVu+2NaPp1yfb05/PdqJJg5pTydD8N/vq0RGqr+E6LcVD7avTH093oNF9G4g9t6zZOLoHlSsVStWk55IzK57cbJQLmvnfg4ccMu5e5NdL0aRKpFgeU0QEB9F3Q1uLWiceGAoARQ+EjFoMbpiBipmZmWKO0ejRo1XF2z179hS73uvh2zmDJOMM0vz5860eJyMjQ1wUKSm2x/C7OhDiAYDK0lirGqVp4j3N6OXfdqke88XKI1brebhlWsZLIjElQkT9hFKo+9du9XIY7xfFy0qM6114AKEccJQKdTwQkgtZuSBcrj3mtmcu1NbqVq+sxegA2R4nDjXUqlI6TCyxjPo9f3ZQZHhx1X903riUi7uV723dq93Ev1W/z/IzegquvfpjR+42KQrOLM3bnnsbd4QpgYQ2M/VM99rUslpp6tvEcugiBzsTBzWjWmVLkPZXEJ8fd9jVKBMuzl3G2R9ePuJlvrtbVTUHEOUjQ23O7GFyt1jV0mGqjKI3Ub5//j3NP7NyFpJ/efdoUJ62vtHTaoYTAAomZ4H8vkbI1RITEyk7O5vKl1e3S/P18+f1l0b4dkcezz744AOKjIw0X6pWta8dujD0lpK0uFBa2R8pKixYFCRr7bIREGj3JuM3zLWjutH/BufuHMyOX8zPhCiFpPxXMteCcAcXt1grBrWuUuTOgIPxV1WTsg/q7PnEYwQK2ohWyXBxRqQg/P+Tg0h761k4MONamtua5gcfHKxocWCp4ACzUaVIsXz0eOeaqqUp7ZIWB6i8pMMb7vKb8tj+DVVBk0xbkzO4dVWRrfp0cHNa/1p3qls+t0ZG++/CBeYT7m5KC56z3AqEl4840HuwfQ1V4PVIx5riot2dnjM/SkdYdWmZTR4M520rTA93rCmya/+8kLtMxl17WmVKhBi20wXA65bGAsg/MkJKV5gW/6XMBcm1a9emmjVrklFxxknOInFGyBXBEBdBJ9mREXpt7h7R1q3UYBRlmjPjQIr/+uflHa6h4YJepe1dwYHPfW2q0ehbG5jfBBPyJhdzcDLjP3VXldYPj7ShoVLRMp+3vNkld0PJk3+VOUIc0Mx5op0IEHmph6cX2/Of8L07GosJy0q3mp5nutamznVjVN/jp/c2p4enb9F9/PgBjUSg8sX9Lenv3QvFbZz90VIXUQea34DZ87/sMBdgc0ZHMf3hm8xLjrwLPAdd8iBNHn3AwY7S1q5sIyFnkl7v16DAYI4DHO7QcwR/DxyUcZbn542naGCLyqKYWB6UKG/PIs8Nctbmsc7CPxs8JRoAXCfQH5fGuNiYv1ntLz3lNv7YqVMnsfxUurR+MWlhxMTEUGBgIF24oN5Li69XqFBB92v4dkcez0JCQsTF1bgIWp4/Y41cO8NvfHqdZgrOQPAbk7bNXFYxKsxiqUMrRpOBkCeHclaqmGYRhjtylD2neKmGswmf3ddCBAKsa92yVL9iKfpsxRGxwag8n0jGwQ8HAcoMJH5sQe69qSo1rRJFNWIibAZCXBzLm4OaFeOlt3Ki5mfU77vMM5LYhtHdqWJk/uv06xPtxWTqu1rm1gbJbP0LvtCzjtj7bUjbamJXdp6LxHhOkfLLQ/5+ZfLwSp7nI+MMhqs7tDj4VWqgqkoZIFa9TITuVPCiBumuNoKLqZcdprE6dVYAUPRAyG+WxpYtW0Y33XST+JicnCwu/Dm3sv/999+0Zs0aunTpktNb6Hkrj1atWtGKFfk7bPOka77evr3+ZGC+XX68cv7WHu9OXASt9ybH7cnWcE1HjTIRYqmE90bSfu03D7aiylG2d/+Wu4diIvQDDe3t8j5onGXQ/qzLA+mU4tkW0rIQBzQ8rXjvW73p8/taWD037ZgAvcGEWry0xMILeGyJkEBzHQzLyNvxnutyvhzSiqbc31Jc521O5CCItakZLc5fbwnF1uaJvAy5/+0+9Ea/huKXxeIXO4uLPRsTenNIwa9Zx9q5e2/dVCOahnWoIT4f0aseebNnu9UWS64Pd8w9XwAoOr9cGnvhhRfom2++oQ4dOphv4z3HeFmMp0vv27ePPv30U3rkkUecfa5iyWro0KHUunVrMcWaj5OWlia6yNhDDz0kJlpznY9yrl26dKGJEydSv379aPbs2bR161Zx/p6mDPrjuhNlWwAecMiBEA/108PZtuCgYrRmVDfxw9d43BLzfZ1qx4iOHrmLx1oRsCKmpLWMkPp27UwW7fs4F9wqlCUUue6E6zDE1wUUE23M/PV69ST3tnF8CZIzLUwOcvRwxkgJFp+fvYNe7Knu+OrbuIK4r22sY5trvnxLPTp0IVVkfQrCS232eq57HVp5IIGGeemb9g8PtxFde82rRYlurJG963m0a8we/POn3b4GAIrGFzJCDv/mOnbsGJUqZdlSzbcdP57brVSnTh1R3OxsgwcPFhOsx44dKwqemzdvTosXLzYXRJ8+fVp0kik4WJs1axaNGTOGXn/9dXFevGTXuHFj8jSla4sDoY/uakqrDyWIXYn554iXiGy1kyuZEvlnTslWFNQBw0tbispR4arMCmebOHOiXar5+O5m9Orc3eaCXu3SmJy5UYpnI6TnkN8gORioXJrrf66ZC4O5C4lbnVtUtVxKbVktirafThLB1od3NqUX5+xU3c/7bNlDqdHhFvV94/tYZGX49eP7HMW1PX8+05GcjQvWd467xa7skSdw4CkHjd4eBAGA67vGivlLIMTLUzyX58cffxTTpBkHJ7zNBi+ZsSNHjris2+rZZ58VFz2rV6+2uO2ee+4RF2/Du3+zCpGhYh8oviiWj+gidkd/+uftNpfM5IBEeb+Uu3i0XUq8xQDvpK2oGh2mCjh4CUcPLw3xTu/m49pYGlOG6slZoogQdSYkQgqSuI27fgXru79/N/QmWnPkIvVWgpQ5+cttfRpVEMtPBQ1AfKhDDdUAPW8NLrSMcp4A4L+CVLvPk38EQtOmTRMF01WqVDEHO3FxcRQbGyu212CpqakiCwMFZ4T02uF5WYmzM4oVL3ehqqUtd/qWAxIlKpeH6Cn4GLzzONeyynUu5aVuJGvbZujRRv2qjFDe0pj8GPk4LER6vDzkTg+fl97u3893ry1avwvyy/B2opgaAACcL0D6XW/UP94cDoR43679+/fT0qVL6fDhw+K2evXqUa9evczLUhwogW28ISiP/OeMkJ6GlUqJeTRc3FxQ1oMpAY68jQB7umstsckmBybaTA5/TbvYaFHrMVAn2LBG+6Mu1wNFShkp7s7hbTDkbJf2HO3Z1kKP3i7nC5/vZDHM0J6CawAAcMZeY34QCGVlZVFYWBjt3LlTbF3BFyic8QMa01u3N7K5RYQyj8Ya+UdOb2ls9ciu5iJha2Y83Ea05PMwQHtpf9h5Jg9nongeDu91pXikk/75y0MIQx0oIGYv9KhDa49c1M0S6X0Pjj4/AADYT15lMOofng4FQsWLF6dq1aqJCc9QdJylkddXC/P12pQkb7ipzK0pKAhSfnAd/eG1qBEKDqQVI7qIlm95MKA9HD02D3S0NnFaL0sUGmzQfk4AAINlhEKl2lAjcfis33jjDdGBdfmy/btqg2uoM0LFzMHRe3c0EVtjuOO4yrG5dd/eIEieu6ddyisKvaBSLuQGAAAXZoSCAv2jRoh3bj969ChVqlSJqlevThER6qzD9u35nU7gYnL7vBvXZrWDBR09tDyB2Jn7POkVXqOtGwDAPRmhEINmhAq1xQZ4H09W6zsahLlqJwa9pTGjzrUAADDaHKFQg2bgHQ6Exo0b55ozAYfJb/HufL+36D5zNBAi9wSDg1pb7g0GAACu+b0batClsULlsZKSksQ8Id6pXakV4iWxs2fPOvv8wN5iaXcujWmO5XAyyg0baT3Yrjq9O7CJ6w8EAODHAv1xaWz37t3Us2dPioyMpJMnT9Ljjz9O0dHRNG/ePLHFBU+cBvdQDVR049JYMQMsPzWvGmWxKS0AADhXoD9mhHjj02HDholtNHijVcWtt94qdp4HTy2NGScjZHJDSghBEACAmwOh4sb8vevwWW/ZsoWeeOIJi9t513feCBXcRz1HyJ3H9c5iafZwxxrUrGoU3dIodyNeAABwnRzVOJRA/1gaCwkJoZSUFIvbebsNZRNWcD931ghpedNY9XH9G3n6FAAA/MaN7BzD1wg5fNa33347vf3222K7DSUrwbVBr776Kt11112uOEfw8qUxRw/99oDGVDIkiEb3re/cEwMAALfKyja5ZECuOzl81hMnThS7y5crV46uXbtGXbp0odq1a1PJkiXpvffec81ZgncVSxdxaYw3lN057hZ6okst554YAAC41Y2cHK9unHHJ0hh3iy1btozWr19Pu3btEkFRy5YtRScZuJu8668njlr4Y3tyACQAADhHm5rRVKNMONUqW4KMqtD7D3Ts2FFcwHPk4NuZW1UURHssb6oRAgAA9wkJCqQVL3d16x/jHlkamz17tt1PGBcXJ7JF4LvF0pZzhNx2aAAA8DKBAcUMuyxmdyD01VdfUYMGDWjChAl04MABi/uTk5Np0aJFdP/994tlskuXLrniXMGO3efdclzpWPypkf8DAACAf7Nraezff/+lBQsW0Oeffy621eAd58uXLy8GKl65ckXMD4qJiRGDFvfu3SvuA99dGlMdF0EQAAAYWJAjbfN8SUxMpHXr1tGpU6dE1xgHQC1atBCXgABjts4ZVTEpJ+TepTHPFGkDAAB4vFiaA5+BAwc6/USgqJkZ9x1XPhaWxQAAwMiQwvGVGiGPLY257bAAAABOh0DIRwR4bGkMkRAAABgXAiED84ZNVxEIAQCAkSEQ8hGebJ8HAADwm0Do+vXrVu+Lj48v6vmAATIznppfBAAA4PFAiAcm7ty50+L2uXPnUtOmTZ11XuDFm67KUxJQLA0AAH4VCHXt2pXatWtHH330kbielpYmBik++OCD9Prrr7viHMEO7t10FcXSAADgp3OEvvzyS+rXrx899thj9Pfff4vlsBIlStDmzZupcePGrjlLKDgg8VD7POYIAQCAkRVq9/m+ffvSnXfeKfYgCwoKor/++gtBkKeXxjxULI2lMQAA8KulsWPHjlH79u1FNmjJkiU0atQosfUGf8zKynLNWYJ3bbrqoeMCAAB4PBBq3rw51axZk3bt2kW9evWid999l1atWkXz5s2jNm3aOP0Ewc7MjDuLpZERAgAAfw2EuEZo9uzZFBUVZb6tQ4cOtGPHDtFRBu4jxyCeGqiIGiEAADAyh98+uTtMT8mSJem7775zxjlBIXhsaQwjOQEAwJ+KpX/88Uer93F2wFqgBC7gqYGKqqUxZIQAAMCPAqEXXnhBdZ0LpNPT0yk4OJjCw8MRCPlDsTT2GgMAAB/h8MLGlStXVJfU1FQ6dOgQderUiX755RfXnCV41aarcvCDOAgAAIzMKW+fderUoQ8//NAiWwS+mRGSO8WQEQIAACNzWh6BByueO3fOWU8HXrxEhfZ5AADw2xqhBQsWqK6bTCaxzcYXX3xBHTt2dOa5gQPcuekqaoQAAMBvA6GBAwda1KmULVuWunfvThMnTnTmuYEDe425Mx6Rgy7MEQIAAL8KhHJyclxzJuAwLI0BAAAUDcbh+Qi0zwMAALgoIzRixAi7n3DSpEmFOA0oDHlZyq1LY8gIAQCAPwVCvI+YPVAv4jnufOnlDV7xbw4AAD4fCPHu8uB9ilkpnHY11AgBAIDf1QgdP35ctMqD91DX6rjvuBioCAAAfhcI8fToixcvmq8PHjyYLly44KrzAjvIMYg7l6jUGSEEQgAA4AeBkDYbtGjRIkpLS3PFOYGd5OWwAI/NEXLfcQEAAJwN7fM+kxHyzHGREQIAAL8IhHjpRbv8go4h7+GxpTGE0gAA4A+TpXlpbNiwYRQSEiKuX79+nZ588kmKiIhQPW7evHnOP0uwo2vMM0tjyAgBAIBfBEJDhw5VXX/ggQdccT7gCA8VLcv1SMgKAgCAXwRC06dPJ0+6fPkyPffcc/TXX39RQEAA3XXXXTR58mQqUaKE1a/p2rUr/fvvv6rbnnjiCZo6dSr5XEbIre3z+QcLwiAhAADwp01XPWXIkCEUHx9Py5Yto6ysLHr44Ydp+PDhNGvWLJtf9/jjj9Pbb79tvh4eHk6+wjs2XUUgBAAAxmWIQOjAgQO0ePFi2rJlC7Vu3Vrc9vnnn9Ott95Kn3zyCVWqVMnq13LgU6FCBTeere+Tg59AFEsDAICBGeJtbMOGDRQVFWUOgljPnj3FEtmmTZtsfu3PP/9MMTEx1LhxYxo9ejSlp6eTr5BzMW7NCEk/NUFoGwMAAAMzREbo/PnzVK5cOdVtQUFBFB0dLe6z5v7776fq1auLjNHu3bvp1VdfpUOHDtnsbMvIyBAXRUpKCnkrT+0+r26fx9IYAAAYl0cDoddee40++uijApfFCotriBRNmjShihUrUo8ePejYsWNUq1Yt3a/54IMPaPz48WQEHssIoVgaAAB8hEcDoZdfflnMJrIlNjZW1PgkJCSobr9x44boJHOk/qdt27bi49GjR60GQrx8NmLECFVGqGrVquSNPDVZWl4NQ7E0AAAYmUcDobJly4pLQdq3b09JSUm0bds2atWqlbht5cqVlJOTYw5u7LFz507xkTND1vDASGVopLfz1F5jKJYGAABfYYi3sQYNGlCfPn1EK/zmzZtp/fr19Oyzz9K9995r7hg7e/Ys1a9fX9zPePnrnXfeEcHTyZMnacGCBfTQQw/RzTffTE2bNiXf475IKBDt8wAA4CMMEQgp3V8c6HCND7fNd+rUib755hvz/TxbiAuhla6w4OBgWr58Od1yyy3i63gZjocw8kBGn6GaI+S+w8rBD+IgAAAwMkN0jTHuELM1PLFGjRpiPzQF1/Vop0r7GvVkafdFJMVU4TMiIQAAMC7DZISgoMnS5JGlMWSEAADAyBAIGZhcLC1/7talMbcdFQAAwPkQCBmYp9rnPXVcAAAAZ0MgZGCB0nqYOwMS+bjoGgMAACNDIGRgcoG0pyZLIwwCAAAjQyBkYHKBtHv3GpOPi1AIAACMC4GQgak2P3Vn+zyCHwAA8BEIhAzMG5aoEBMBAICRIRAyMG9YonJn2z4AAICzIRAyMG9oY0dGCAAAjAyBkIF5qkZIhjgIAACMDIGQr2SEvOAcAAAAjAaBkI/wWEYIkRAAABgYAiFf2WvMQ/+SCIMAAMDIEAgZmRcsjSESAgAAI0Mg5CM8VyyNSAgAAIwLgZCBySEI2ucBAAAch0DIwDy16arqHDxyVAAAAOdAIGRg3hCEICMEAABGhkDIR3gqI+Sp4wIAADgDAiED84otNjxzWAAAAKdAIGRgchCCzAwAAIDjEAj5SLG057bYQAAGAADGhUDIR3gqHmlaJdIzBwYAAHCCIGc8CXjDHCH3RkLLXrqZDpy/St3rl3PrcQEAAJwJgZCReXBVqk75kuICAABgZFgaMzBsbwEAAFA0CIQAAADAbyEQMjA0bAEAABQNAiEDQxwEAABQNAiEDAwZIQAAgKJBIAQAAAB+C4GQgaFrDAAAoGgQCBkYlsYAAACKBoEQAAAA+C0EQgaGjBAAAEDRIBAyNERCAAAARYFAyMCQEQIAACgaBEIAAADgtxAIGRgSQgAAAEWDQMjAsDQGAABQNAiEDAwDFQEAAIoGgRAAAAD4LQRCBoalMQAAgKJBIGRgiIMAAACKBoGQgRVDSggAAKBIEAgBAACA30IgBAAAAH4LgZCBYWUMAACgaBAIGRjmCAEAABQNAiEAAADwWwiEDAxLYwAAAEWDQMjAEAcBAAAUDQIhAAAA8FsIhAwspDj++QAAAIrCMO+k7733HnXo0IHCw8MpKirKrq8xmUw0duxYqlixIoWFhVHPnj3pyJEj5Cse7xxLdcqVoJG31PX0qQAAABiSYQKhzMxMuueee+ipp56y+2smTJhAn332GU2dOpU2bdpEERER1Lt3b7p+/Tr5gqjwYFo2ogs9272Op08FAADAkIqZOG1iIDNmzKAXX3yRkpKSbD6Ov61KlSrRyy+/TCNHjhS3JScnU/ny5cVz3HvvvXYdLyUlhSIjI8XXlipVyinfAwAAALiWve/fhskIOerEiRN0/vx5sRym4Bekbdu2tGHDBqtfl5GRIV48+QIAAAC+yWcDIQ6CGGeAZHxduU/PBx98IAIm5VK1alWXnysAAAD4YSD02muvUbFixWxeDh486NZzGj16tEijKZe4uDi3Hh8AAADcJ4g8iOt3hg0bZvMxsbGxhXruChUqiI8XLlwQXWMKvt68eXOrXxcSEiIuAAAA4Ps8GgiVLVtWXFyhZs2aIhhasWKFOfDheh/uHnOk8wwAAAB8l2FqhE6fPk07d+4UH7Ozs8XnfElNTTU/pn79+vTHH3+Iz3lZjbvL3n33XVqwYAHt2bOHHnroIdFJNnDgQA9+JwAAAOAtPJoRcgQPRvzhhx/M11u0aCE+rlq1irp27So+P3TokKjrUYwaNYrS0tJo+PDhot2+U6dOtHjxYgoNDfXAdwAAAADexnBzhNwNc4QAAACMx+/nCAEAAAAUBIEQAAAA+C0EQgAAAOC3EAgBAACA30IgBAAAAH7LMO3znqI01WHzVQAAAONQ3rcLao5HIFSAq1evio/YfBUAAMCY7+PcRm8N5ggVICcnh86dO0clS5YU06rB8Yicg0jevBZzmNwPr79n4fX3LLz+/v36m0wmEQTxjhIBAdYrgZARKgC/eFWqVPH0aRge/yfALyLPwevvWXj9PQuvv/++/pE2MkEKFEsDAACA30IgBAAAAH4LgRC4VEhICI0bN058BPfD6+9ZeP09C6+/Z4UY5PVHsTQAAAD4LWSEAAAAwG8hEAIAAAC/hUAIAAAA/BYCISjQ2bNn6YEHHqAyZcpQWFgYNWnShLZu3Wq+n8vMxo4dSxUrVhT39+zZk44cOaJ6jsuXL9OQIUPELImoqCh69NFHKTU1VfWY3bt3U+fOnSk0NFQM4ZowYQL5uxo1aohBntrLM888I+6/fv26+Jz/bUqUKEF33XUXXbhwQfUcp0+fpn79+lF4eDiVK1eOXnnlFbpx44bqMatXr6aWLVuKosbatWvTjBkz3Pp9eqvs7Gx68803qWbNmuJnu1atWvTOO++oRvbj59+1eCDeiy++SNWrVxevb4cOHWjLli3m+/H6O8+aNWuof//+YgAh/56ZP3++6n53vta//fYb1a9fXzyG33MWLVrkou869xsDsOry5cum6tWrm4YNG2batGmT6fjx46YlS5aYjh49an7Mhx9+aIqMjDTNnz/ftGvXLtPtt99uqlmzpunatWvmx/Tp08fUrFkz08aNG01r16411a5d23TfffeZ709OTjaVL1/eNGTIENPevXtNv/zyiyksLMz09ddfm/xZQkKCKT4+3nxZtmwZvwObVq1aJe5/8sknTVWrVjWtWLHCtHXrVlO7du1MHTp0MH/9jRs3TI0bNzb17NnTtGPHDtOiRYtMMTExptGjR5sfw/+m4eHhphEjRpj2799v+vzzz02BgYGmxYsXm/zde++9ZypTpozp77//Np04ccL022+/mUqUKGGaPHmy+TH4+XetQYMGmRo2bGj6999/TUeOHDGNGzfOVKpUKdOZM2fE/Xj9nWfRokWmN954wzRv3jzxe+aPP/5Q3e+u13r9+vXid9CECRPE76QxY8aYihcvbtqzZ49Lvm8EQmDTq6++aurUqZPV+3NyckwVKlQwffzxx+bbkpKSTCEhIeIHnPEPMv+n2rJli/kx//zzj6lYsWKms2fPiutffvmlqXTp0qaMjAzVsevVq+ei78yYXnjhBVOtWrXE686vM/9y4DdnxYEDB8RrvWHDBvMvtoCAANP58+fNj/nqq6/EG4nyWo8aNcrUqFEj1XEGDx5s6t27t8nf9evXz/TII4+obrvzzjvFL3GGn3/XSk9PF2+IHIjKWrZsKd6w8fq7DmkCIXe+1hz88v89Wdu2bU1PPPGES75XLI2BTQsWLKDWrVvTPffcI5ZVWrRoQd9++635/hMnTtD58+dFilQead62bVvasGGDuM4fOUXKz6Pgx/P2JZs2bTI/5uabb6bg4GDzY3r37k2HDh2iK1euuOm79W6ZmZn0008/0SOPPCLS1tu2baOsrCzVa8+p5GrVqqlee04rly9fXvW68h5A+/btMz9Gfg7lMcpz+DNehlmxYgUdPnxYXN+1axetW7eO+vbtK67j59+1eAmXlyd5eUTGyzL874DX331OuPG1dvfvJARCYNPx48fpq6++ojp16tCSJUvoqaeeoueff55++OEHcT//x2DyG61yXbmPP3IQJQsKCqLo6GjVY/SeQz6Gv+P1+qSkJBo2bJj5deFfJvyLx9ZrX9Drau0xHCxdu3aN/Nlrr71G9957rwgwixcvLv4Q4HoVroFg+Pl3Ld7sun379qIuize/5qCI/xjgN8T4+Hi8/m503o2vtbXHuOrfApuugk05OTkiun///ffFdX4j2Lt3L02dOpWGDh3q6dPzK999953IRHAhI7jHr7/+Sj///DPNmjWLGjVqRDt37hSBEP8b4OffPWbOnCmyoJUrV6bAwEBR1H/fffeJjCiAMyAjBDZxd0DDhg1VtzVo0EB0IrEKFSqIj9pOJb6u3McfExISLFLe3F0gP0bvOeRj+LNTp07R8uXL6bHHHjPfxq8LL5dxlsjWa1/Q62rtMdz1wUsQ/ow77JSsEC8xPvjgg/TSSy/RBx98IO7Hz7/rcafev//+KzqP4uLiaPPmzWJJODY2Fq+/G1Vw42tt7TGu+rdAIAQ2dezYUazdyrhegltZGbcV8w8n11EoeEmF14M5pc34I79Zy3/BrVy5UmSbeH1ZeQy3bvIvOMWyZcuoXr16VLp0afJ306dPFylnboNXtGrVSizXyK89/1txkCq/9nv27FH9cuLXlYMcJcDlx8jPoTxGeQ5/lp6eLuobZJyV4J9dhp9/94mIiBB/mHEdCS/TDxgwAK+/G9V042vt9t9JLinBBp+xefNmU1BQkGgj5tbVn3/+WbRa//TTT6qWyqioKNOff/5p2r17t2nAgAG6LZUtWrQQLfjr1q0z1alTR9VSyd0H3FL54IMPipbK2bNni+P4W/uqnuzsbFO1atVEZ4UWt8/zfStXrhTt8+3btxcXbfv8LbfcYtq5c6doiS9btqxu+/wrr7wius6mTJmC9vk8Q4cONVWuXNncPs9txTx+gDvtFPj5dy3+OeTOI/45Xbp0qWjN5g6izMxMcT9ef+e5evWqGLPBFw4PJk2aJD4/deqUW19rbp/n951PPvlE/E7ikQlonweP+uuvv8SbKbdJ1q9f3/TNN9+o7ue2yjfffFP8cPNjevToYTp06JDqMZcuXRL/GXgGC7duP/zww+I/nYznUnCrPj8Hv/nwfzowiblN/EtJ+5oy/gX09NNPi3ZU/mVyxx13iHlDspMnT5r69u0rZnXwm/jLL79sysrKUj2G5xI1b97cFBwcbIqNjTVNnz7d5d+XEaSkpIiRBRxshoaGiteG27bl1l/8/LvWnDlzxOvOP5vcvv3MM8+IN1MFXn/nWbVqlfhdo73wHwTufq1//fVXU926dcW/O4/3WLhwocu+b+w+DwAAAH4LNUIAAADgtxAIAQAAgN9CIAQAAAB+C4EQAAAA+C0EQgAAAOC3EAgBAACA30IgBAAAAH4LgRAAAAD4LQRCAH6qWLFiNH/+fPJmXbt2Fbu9u8Obb75Jw4cPd8uxjGbq1KnUv39/T58GgEtgsjSADxk2bBj98MMP4vOgoCCKjo6mpk2b0n333SfukzcQPX/+vNjkMCQkhLwV71rNG8uWLFnSpcfh16Ju3bpig1plQ2HFhg0bqFOnTtSnTx9auHAhudtbb70lAtadO3eSp2RmZopNN2fPnk2dO3f22HkAuAIyQgA+ht+w4+Pj6eTJk/TPP/9Qt27d6IUXXqDbbruNbty4YX4c7yTtySCI31wLwoGcq4MgNm3aNOrQoYNFEMS+++47eu6558SO2efOnSNvJe/m7WzBwcF0//3302effeayYwB4CgIhAB/DwQ0HOZUrV6aWLVvS66+/Tn/++acIimbMmKG7NMZBybPPPksVK1ak0NBQERB88MEHqsd+9dVX1LdvXwoLC6PY2Fj6/fffVceNi4ujQYMGUVRUlAhgBgwYIIIxBWekBg4cSO+99x5VqlSJ6tWrJ27/8ssvqU6dOuK45cuXp7vvvtvq0tiVK1fooYceEpms8PBwcT5Hjhwx38/fHx9/yZIl1KBBAypRooQ5MLSFMx16Sz+pqak0Z84ceuqpp6hfv36q14+tXr1avDYrVqyg1q1bi3PigOrQoUOqx7377rtUrlw5EdQ99thj9Nprr1Hz5s1Vz9OmTRuKiIgQ59+xY0c6deqUON748eNp165d4jh8Uc5B+Te5/fbbxdfx68r4tlq1aonghV/jmTNnqs6Fv+7rr78WgTGfL79OnPU6evSoeL35ufh7OHbsmOrr+PVZsGABXbt2zeZrCWA4LtvOFQDcjneJHjBggO59zZo1E7vQK/i//x9//CE+//jjj01Vq1Y1rVmzRuxWv3btWtOsWbNUjy1Tpozp22+/FbtNjxkzxhQYGGjav3+/uD8zM9PUoEED0yOPPGLavXu3uP3+++831atXz7xTO58b70j94IMPmvbu3SsuW7ZsEc/Dx+Ljbt++3TR58mTzcbt06SJ2f1fcfvvt4jh8njt37jT17t3bVLt2bXF8Nn36dFPx4sVNPXv2FM+9bds28Xg+F2t4t+xixYqZNm7caHHfd999Z2rdurX4/K+//jLVqlVL7MCt3a27bdu2ptWrV5v27dtn6ty5s6lDhw7mx/z0009i5/rvv/9evHbjx48Xu3LzvwfLysoyRUZGmkaOHGk6evSoeO1mzJhhOnXqlCk9Pd308ssvi9234+PjxYVvU/5NypUrJ5732LFj4vHz5s0T3/+UKVPEsSZOnChe35UrV6r+LXnHb97VnR8zcOBAU40aNUzdu3c3LV68WBy/Xbt2pj59+qhei7S0NFNAQID4ngF8CQIhAD8JhAYPHiyCAr1A6LnnnhNvhPKbvIwf++STT6pu4zf/p556Snw+c+ZMEfTIX88BUFhYmGnJkiXmcytfvrw5MGJz584VQUFKSoruceVA6PDhw+I81q9fb74/MTFRHOPXX381B0L8GA4oFBwU8HGt2bFjh/ia06dPW9zHAc2nn35qDlhiYmJUgYASCC1fvtx828KFC8Vt165dM79OzzzzjOp5O3bsaA6EOBDjx3MgpWfcuHHmx8r4a1588UWL83388cdVt91zzz2mW2+9VfV1HMgqNmzYIG7joE/xyy+/iOBNq3Tp0iJIA/AlWBoD8BP8HsjLInp42YqLcXkp5fnnn6elS5daPKZ9+/YW1w8cOCA+56UbXlrhpR9ejuILL49dv35dtcTSpEkTsWSj6NWrl1iG46W2Bx98kH7++WdKT0/XPUc+FheAt23b1nxbmTJlxDkr58F4uYeXhhS83JeQkGD1dVGWenhpTsbLW5s3bxaF5oyPPXjwYFEzpMUF6fLxmHJMfh5e9pLJ1/l14te/d+/eYvlp8uTJBS7lKXg5TsavAy+ryfi6/Ppoz5eXI5V/G/k2/rdLSUlRfR0vi1r79wEwKgRCAH6C3wy580cP1xKdOHGC3nnnHREYcK2PXKtTEK6ladWqlQim5Mvhw4dFka2C609kHDht376dfvnlFxFAjB07lpo1a0ZJSUmF/j65y0zGwZ+t5tiYmBhz/ZGMAx4uLud6Jg6C+ML1N3PnzqXk5GSrx1SCzZycHLvPefr06aJOh2tzuCaJO9g2btxY4NdpX0976Z2vPd8Dd/GVLVu2UMcE8FYIhAD8wMqVK0Vr+F133WX1MaVKlRIZj2+//Va8GfMbPr/xKbRvzHydC22VQIqLlrkguHbt2qpLZGSkzXPjAKNnz540YcIE2r17tyiw5vPV4mNxYLJp0ybzbZcuXRIZl4YNG1JhcfaIv/f9+/ebb+Pj/PjjjzRx4kRVYMeZLw6MOHCzF2estmzZorpNe521aNGCRo8eTf/99x81btyYZs2aJW7nDFp2drZdx+LXaP369arb+HpRXh8FZ/Y4S8TnCeBLgjx9AgDgXBkZGWIuDr95XrhwgRYvXiw6wLhLiDuu9EyaNElkZPhNjmcN/fbbb6LzjDuYFHwbL8XwTB1ewuJlI2WZaMiQIfTxxx+LTrG3336bqlSpIrqe5s2bR6NGjRLX9fz99990/Phxuvnmm0Un2KJFi0QWQukok3FnGT//448/LrqeOJvE3VfcHce3FxZ/vxyIrVu3TnS1KefFGaJHH33UIpDjYJK/7yeffNKu5+fWez5nfu2UjA8HfLwcyDgT980334juLw6yOLDjoFL5t6pRo4Z4DAdi/Dry921t7MErr7wisnn878jf019//SX+DZYvX05FtXbtWnHO8rIjgC9ARgjAx3Dgw0ENv4Fy6/iqVavE/BduoQ8MDNT9Gn5z5YwMv1nfdNNNIivDQYk8gJHbuLnNnOtLOFvCWREl08B1OTxnp1q1anTnnXeKzAQHEZxB4GyLNRxo8Rt19+7dxdfwBGN+3kaNGlldQuIlOA7quEaJl7z4PLXLYY7ilnb+3pSlIA50OJDQy2ZxILR161YRzNiDg0TO9IwcOdK8BMk1QUpNEr92Bw8eFM/LS2I83fqZZ56hJ554wnw8/nfkeVC8LGUrG8WBHNcYffLJJ+I15ICRXzNuiy8qPi4HdAC+BpOlAaBAXDPyxx9/mDMmvoZ/DXIR9ksvvWQujnYlLhLnjJt2xo+32rdvnwhWuearoKVOAKPB0hgA+D0O9Hh5iuuonI27rDjTxV1hnJHjzAovVS1btoyMgrvYOAuIIAh8ETJCAED+nhFyJe7C47b4HTt2iKVCrn8aM2aMWEIEAM9DIAQAAAB+C8XSAAAA4LcQCAEAAIDfQiAEAAAAfguBEAAAAPgtBEIAAADgtxAIAQAAgN9CIAQAAAB+C4EQAAAA+C0EQgAAAED+6v/cINcPUl44jQAAAABJRU5ErkJggg==", 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mb7DeZ2dlTGfoqrahou3XFI0IJdMsjfXs2ZNmzJghsj+yokWLigaFPXr0IG/jZTlHJ1u9rtH8NVu3bvXykYFRGSEsjQEAuGduwik6feW69fZ1TR2QNjDSspsRkv4+c3bI3q4x+fmiwl2a9OUVTh/BuHHj6PTp07qf48wQZ122bNniyWMDkzGiWFpO5wIAgGu45mfkrAT1fZmuBUL26oG1Q1e1m1uUW8nXM633FSlsooxQiRIlxMUeDoY6d+7sqeMCE/YOMiJXg6UxAICCS9cZrXFNUxCt9xiZc0tjtrPFlEAp+VqmX/UWKlBOauPGjbRixQo6d+6cTYPFiRMneurYwGy7xgz4fcb2eQCAgtPL9qRm3FDd1u4i03KmWJqv22SEcm9euZb3fJ+vPER/JJyie1tXoY614s0RCL399tv0yiuvUJ06dURjRTlF5m/b58H75F98I4qlXZl7AwAAlG+Qk5bu2tKYvSyOfA7gIEibEVI+f1VaGks4kUQJJ4g61SpFvuJyIPTxxx/T9OnTaejQod45IjAtI3I1mVgaAwDwaCCUqskIaTtNa207kUSvzd1JI2+uRXFF8/ruyXEPB0HajJByU683kdzp2u8DoZCQEOrQoYN3jgZMnhEytkaI310gCwkA4Dy9+p80bY2Q1EdIz4p9OT2FONB5+/8a2S2W1maOlNt63apD7BUe+ePQVW5GOHnyZO8cDZiOqpOoISM28v6D+kGNHQCA+WuE0l3LCCkOnkuxXyzNNUKaDL7yN1t/bAeZJyM0atQoMVqjRo0aVL9+fSpcuLDq83PmzPHk8YGfk3/xDdk1Jj0h4iAAAA/UCGXo1wjxTDFHvdtKF4uw30eIGypq3q1euZZJ7y/eSxdT8maUKkJDQswTCD311FNix1jXrl0pLi4OSxNBTi6O0xbGecMN6Z0KZ6BC7Q29AQAApwKhFG1GKPcx8UXD6Wxyut3vpQ2gbEds5HyfwqGFRH3nmoMXxEWPqWqEePDq7NmzRVYIwOjlKVVGCCkhAAC3l8auaRsq5r7h7NuoPIWHhdCUVYd0v9fFFHWQpC2WVt63hoWEUGaW495Evlwac/mpS5YsKZbFAGwaKhpdLI3FMQAAt4ul0zWBkHI7KjyUXrylrt3vdTE1w2FGSLkdFpp/tsdebyK/DIRef/11Gjt2rCHT5sH/ZRteLI2MEAAEF66tmbRsPx0+ry5OLgi9HWHXNfcpGSHOBjmiXVKTSyX4WyhvXAs7ke7heiTTLI198skndOjQIdFMsWrVqjbF0pg3FsSdpQ14PrmhIgIhAAgGExbsoVkbT4glqr1v3OLW99LbEXYtNwO0NzGZxv+5m/47dNGpQOjq9RuqNibapTFrRsiJIMdUgVD//v29cyRgSkZ3llYHXoiEACDwbT52WTdzUxDaZTB5GvyMNUetQRALz83kvHFbA3p17i5qUjGWtp28Yv087yjjYyoSHqq7NKa0Owm4jBAviwEo5FDEiDFg8lMgIwQAwSCicIhXdo0NaluFvlt3zJoR2n/uqu7zDmpXlf7XuDytP3KRHv1everD4zLyAiFSBUlK8ol3jeXHl7vGQgoycHX9+vU29/N9mzZt8tRxgUmos0DGRiaIgwAgGESE5QQanpCcO+draPuqdGeLita6If5bfvCsugZJyQixEtHhFFnY9jiuSnVCcguVnEAorx9RfkzVWfqJJ56gEydO2Nx/6tQp8TkI5s7Sxj63EcXZAAC+FpFPrY4rLuXu9CopBTapGTdEpkgOavRqhIroBULXb9gdsZGXEfLvpTGXX93du3dT8+bNbe5v1qyZ+BwEF6NnjalqhBAHAYAfOHoh1WEHZnfJmRh3azGVrs45GZ6cECApLZPu/XJdvgGYsgQmkyfJa3cR5zVUDLBAKCIigs6ePWtz/5kzZygszOWSIzA5o4uXVc+BQAgAfOz3rSepywcracyc7V57DiVgYak6k9tdcTktJxCKiw5XZXi2HE+yeaw25tLLCMnb8dXb53nEBjndR8hUNUI9e/akMWPG0JUreZXjSUlJ9NJLL1GPHj08fXxgooyQtLPdENg1BgC+NmnZAfHxl00nDXm+tAz18pWrlCaIJaLCKUInsCkXG2m9fl7TOVqvRkieJ6Y6H8gZoZAA2zX2wQcf0E033URVqlQRy2EsISFB9BX67rvvvHGMYBJGByZG1yQBAHizfseZsRjaie6uyMzKplOXr4nrZWMjdTM8xSLDKONGuAiY2laPy3dpTF4StN01lttQMcy/O0u7HAhVqFCBtm/fTj/88ANt27aNihQpQsOGDaN77rnHprkiBD6ja4RUK2MoEgKAANrRZY/cP4iDmYLacyZZFEXHFilMVUpGiZ1aFYoXoVNJOcERKxZZmH59tD2dv3qdapYupvp6vcBJ7vZvWyytNFQMsIwQi46OpuHDh3v+aMB0jC5e9t1mfQAAxxkh3j7ujW3g8nwwdwKhIxdSxcd65YpZj3P+kx2p2RtLrY8pGhEmAiW+aMlLY5zA4b/58pZ57S7ivEDIvztL+3DeKwQCORVqxNKYdg0aAMCX5B1RPBPM2xmhjBsF/7vHu8OUrfOKEtHh1LRScevtGJ0ASC9YUYqb5YxQlua68rmA2zUGIJODH0M6SyMlBAB+ROnKLDcr9GZGSBlb4U4gFFskLxBi8UXDda/r6VQrnsrHRlKb6iVt5j+6M33el7vGsN8dPLg0ZmxGCHEQAPia3Ecn+Zp7O7qcGYvhztJY0rWcHWPFo9RZnypx0dbrpYpFOPwe3z7QWmR7Hv8hZ9SGfDjaoauZLkyfd6KMyGuQEQK3yMGPIbXSaKgIAH5E7qwsZ4Q4WNhw5BKt2HvO7edQhqK6uzR2JTcjVFyz/FU1XgqEijoOhHjSfFhoiHUpS84IyecDXhZTgja5D1JAFEvzeA1+ISpWzJlRsmHDBvrxxx+pfv36KKAO9hohI6bPq5biEAkBgB8FQlKN0DM/J9C8bafF9XVjbhbb1T2REXJraSz3+LQZoQblY6zX4/JZGlPkBUL2/yYrzRad2Vlnqhqhe++9l1asWCGuJyYmiiaKHAy9/PLLNH78eG8cI/gxozM08t8AhEEA4Euc8dCrEbqcmmENgtgFTWNCV8ndm09evkYbj14q0PdJyu0qra0RalapOPVqUEYUUTetVMKp76XsBFNvn1c/5npubZMzvZZM1Vl6586d1Lp1a3H9l19+oYYNG9J///0n+grNnDnTG8cIfszomh113yKEQgDgH9kguUZo+6m8yQssRTPM1BX8d04JKNiYOTvorilrdYOhGw7qh2b+e8Q6RkObESpUqBB9cV8L2vRyd9WOMkdCXMoI6Yca9cvFmDMjlJmZKeaNsWXLltGtt94qrtetW1fMG4PgIv/ay/0kjFmK8/rTAQA4VSjNLuVmXC5cVWeA5CUzV3HBsd7fOm3t0Wtzd1KLN5dR4pXrNo+9mJJOr/+ZNxRdGwgpgY0rPZCUjJA8YkN7nEptk3aKveKe1pWs173Rf8lrgVCDBg1oypQp9M8//9DSpUupd+/e4v7Tp09TXJy6HTcEPqOLpeVnQSAEAP6UETqT26H5Uu48L0/0F5KzQY6yTN+uPSae56cNx20ee/Rimup2cc3SWEFYa4SkkR9ydkgOhOzVCMmzzky1NPbuu+/S1KlTqUuXLmKsRpMmTcT98+bNsy6ZQfBQdxI1OCOEKiEA8OGbQG2mRxlVcSE13WOBkFwfZC8Ik7PxevPAjuZ2lFbodY0uaCBkb8QGu55b5B1hZ9dYYam/kKl2jXEAdOHCBUpOTqYSJfKKqnjHWFRUlKePD/yc6hffEoCzzQAAdIKgAVPX0QZNnc7xS2miYPpiSobHlsbkZor2luX+3J5XmB0dYXtaX7FPvYzmzHb2/Cjzwxz9TVYyROF2+gjJ/YVMVSPEQkNDVUEQq1q1KpUuXdpTxwUmYXSjZ4PjLgAAG8nXb6iCoLplc4aTnk1Op+bjl9LO3GJppfA4JV0/mHF1vIZeRoh7A42clWC9P1Paaq/49+AFm+Jod4XojNiwtyqglxG6vXkFVYCEztJgWkbP/sKsMQDwNaUxoaJGqaJ0+HwqZWRli8Bgb+JVcX+52EhRL+RO7x97GSGl/uaiZhkuLeOG3Xqip7vXonbVPVPLGxaa/64xhVwjVCYmgj4Z2IxaVS1Jqw6cN2exNICK0dPnsWsMAHxg/9mrtGr/edWoCnlQadFI27wCB0LujsWQmynKlD9/aRnqQEl7O+NGtnXUxbAO1aiNhwKhUN3t8/qPlbfPR4eHiWPgwMfekpnRkBECU/URUhdIIxICAO87cSmNen60WlxfMaoLXdZkhGIiw0gvn1EmJtJhMOPqeA09qZrdY7aBUd7no3UKqQtKWcqSAyGLExkhuRYoPp9xHkbxj3AMTMvwXWNyZ2nEQQBgALl54e7TydYOzXJG6LEuNRxkhCyezwhZ9AMfDozOJl+nWz9bQ79sOmFdFuOsDM8I85RQ664xefo85VsjJAdCdcoWo9G969AHd+XsPjdVRmjjxo1izMa5c+coW7P2OXHiRE8dG5iA6hff4F1jBvRvBABQbVU/fD6FYjUNCYtFhtGgtlXo0PlUax8fPt/HRoXbLWB2d/u88rcwVVMTlJaZRd/8d5S2n7xCo3/bTn891dHubjJ3hFmXxshuHyG93WFKbZHi8S41yddcfmXefvtteuWVV6hOnTpUpkwZVfW5JyrRwVyMHoKq3jWGSAgAvE/eqs5b5EvfiLDpy8Pnv7tbVrQGQn0alaOI3ADAvRoh/aUxJeawWQpLv6EKSBJO5IzViPLgsph6xIacEbLo9gqSd4SF5m679ycuB0Iff/wxTZ8+nYYOHeqdIwJTMbp4WQ5+sDQGAEZnhLg5ojawUaa3lyqWFyDd2aIiXc5dQuPdZJ7OCGXkBkgc+Mg4MDovDXndl7uDragBGSGLRT8bJOdInBnAajSXjygkJIQ6dOjgnaMB0zF6xAZmjQGAL/oG5V3PtHaQVlSPL2oTCHEhcGEPZITsjdhQ6o5SczNCSuExB0LyvDEeveGNjFCo0xmhEGvPoYAJhJ555hmaPHmyd44GTEcOTNBHCAACfWmMJ8yfuJQTCA2/qTr9/nh76zIR747i+/6vWQWRJVICId7C7vmMULZq11h80XBrzZB21hkrGun+WA1XR2womSh/zwi5nCsbNWoU9e3bl2rUqEH169enwoXVL+6cOXM8eXzg54xeqkLsAwC+XBrbfSbZen1Et5oUowkwXupTz3pd6ZPj3q4x/YyQstx2LHegao3SRUUjx2sZWZQRYhs8xeV2ufb00lh2PhtYKpeMUmWE7E2i9yWXj+ipp54SO8Zq164tps3HxsaqLhBc1L/4RhRLo0YIAIyVpDMrrHxspE0QpKWc9N1aGsvNCGlncXHWhwuh9+QGZi2rlLBmiFI0WSJWIncHm6eEKBmhLMd9hKrEcSCUd9tfmii6lRH65ptvaPbs2SIrBKDuI+T958P0eQDwpt+3nqSjF9LEOAplJ/RZqeZGMahd1Xy/l3VpzAO7xniJSTvFvv/kf63XG1eMtdYIKQmYeuVi6J8DOXPG4qSgyLPF0haH54AqcdGapTHP1ip5gsuhWcmSJcWyGIAvMjToIwQA3vTMz9vo4+UHaO3hi+L2jaxsOndVHQhVj4/WbaCot3XcUyM28tv1VbFEVM7xZlusS3GcjfFWRig0dxt8lvQ3Wa+PUNW4KFVrnYBYGnv99ddp7NixlJaWsy4Jwc3oztLq7fqIhADAc+RxFcq287NX08WbLiWoYcrSk7MZIS6u5iaH7ozY4KaN9nBwoRfoKMERK+nhGqHQ3Ohh5b7z1OGdv2n7ySTr3+RIqZN05bgo1Y41fwyEXF4a++STT+jQoUOimWLVqlVtiqW3bNniyeMDP2f0rDGjnw8A/N/chFMicHmuZx2bWhpn8Yn83UV7rbdPXs7ZGXbyUs6b/rKxkdbdYnFOzsiST/pj5+2iIe3zX04rSEaIGzryc3H9jbIMx8GHPMtLzg55QqjUGJHbCdw9dS3VKl1Mt1hazgj54/tXlwOh/v37e+dIwJRUEzaQEQIAHxg5K0F8rFQyiu5pXblA32PA1HV0TRpwmpQ7WJXHZrCqcdE07tYG9N6iffT+nY2d+p6eKAx2JiNUvEhOQqJIeChlXMsLnOSQkI/fGzVCclG38kZVKfBmxSILq/5W29sFZ6pAiJfFAHQzNOgsDQAG+uzvA6psw7LdZwscCMlBkLJN/rfNJ+ml33eI29Xio6lb3TLi4qzCmmUgDghcHUWlZISi88kIiceEh1oLqjlwqlk6p9GjEiR5UojOz2GvblP+me0NkfWlAvfc3rx5M+3Zs0dcb9CgATVr1syTxwVmYfAuLvWuMQAIVpdTM+iDJfsdBjN6jlxIpeV7ztL9batQZGH7wQFvSx/16zbr7aaVirt8jKU0S2icKXE1IMnLCBXONxCSvzd3uW5SqThNub85VY33bDZILyPkbJbeneaSfhMI8cT5gQMH0sqVK6l48ZxfjKSkJOratSvNmjWLSpUq5Y3jBD9ldHdnozNQAOBfODB4cfZ2KqFT/Gtv+rms+8RV4nHcJPGZHrXp/cV7af72Mw6/5ua6pal/0wouHyvX7XBAcv5qujXLVKlEESodE6nbvfrguRQRcMkZFG6QKAc7enhJUJs1Kl0s5zl6NyxH3hCqmSIv/33uXLsUrdp/nrrXs82e+ePSmMsLmE8++SRdvXqVdu3aRZcuXRKXnTt3UnJysmi2CMFcI2TsE2LEBkDwmfnfUfoj4TTN+Nd2F5Y87sEeJVjacvyy+Dh5xSFrd2Z7vhrS0tpA0FV/PdXRev2OL/6j1m8v182cvDB7O/3f5//RO1LBtpzliiliP29RsUQR8VHenSXPPfOGUAdLYzxmZNbwtvTpPbYrRf64NOZyILRo0SL6/PPPqV69vDbiPGqD548tXLiQvI2fh3erRUZGUps2bWjDhg12Hztz5kwRWcsX/jow7xBUZIQAgtvGI5ec2v6eH+4KnZaR/+O/faC1y3U9Ms7MKIGKQq/B4oIdieLj1FWHVfdzg0TleO1pkdtVOipczgh5NxAK0wkMs3NPCNw2oG31ONVS3YMdq4mPz/WoQ6ZfGsvOzrbZMs/4Pv6cN/3888/07LPP0pQpU0QQNGnSJOrVqxft27ePSpcurfs1MTEx4vMKd36hwc+mz6NKCCDoOMr65NffR25syLuquIO0I40qxNJNtd0v99BufU9Lz3K6w7JSIxRjZ2ls6qAW1KxyCcMzQiF6gVDu+UAvefbq/+rTqJ51PF607ZOMULdu3WjkyJF0+vRp632nTp0SU+lvvvlmTx+fysSJE+nhhx+mYcOGiSwUB0RRUVE0ffp0u1/DgU/ZsmWtF+5/BJ5jdFZGtRyGOAgg6Djq0pxfIHQhJadWR2n6d/RiztZ4e6IjPHPS1hZl84R4RxkWpS5InRHSz1v0alDWel0OhJQaIUMzQhbHCQd/DIIKFAh99tlnoh6Il6d41AZfqlWrJu779NNPvXOUnErMyBA71bp37269LyQkRNxeu3at3a9LSUmhKlWqUKVKlei2224TtU2OpKeni59FvoCz29mN7SOEERsAwcdRsJNy/YbDv0OXUzNVO7h4B5nWwpGdrNcL2pxRK0KzjV4JbmRy7HDmSk7jRv5ZlBohbuio1bexuhBaXhrzeo1QSCG79Vceetn8d2mMAwruHr1s2TLauzenqIvrheQAxRsuXLhAWVlZNhkdvq0ch1adOnVEtqhx48Z05coV+uCDD6h9+/YiGKpYsaLu10yYMIHGjRvnlZ8hEMmroRbDl+IQCQEEG0eBEC+bceAgBwQyeWjpxdQM1ZwsvVEUcmNAd2jHSmhrmXgnlTIfjF1Oy8i9P9v65q9cTF6d0e3NKlCHmvHUs4H6fKjOCBkfCN3IPSHo9RgKmEAoMzOTihQpQgkJCdSjRw9x8Wft2rUTFwUHQRy0TZ06ld544w3drxkzZoyoQ1JwRoiDP9CnCkaMnj6POAgg6HDWx5FzyelUNV7/1HYxNW9pbNmes7qPiZRqdzy11VtbD6TNCPFWflnytRs2S2TyMh0vPd3RwvbN/O3NK9LnKw9RudhIh9vtvRUIZeYGcwEdCHFBdOXKlUVmxmjx8fEUGhpKZ8+qf3n5Ntf+OHv83Pjx4MGDdh8TEREhLuAco5enVEtxxj41QNBTMrK+3HSS386wM1eu220gOOLHrfl+/whpYKinMkLy99T7GbTBXfL1nMyVsizGozrCpHEd9l4D7iS96vkuIgNV0O3+zgqTZo0pMnO3xut8yq+5fLgvv/wyvfTSS6J/kJHCw8OpRYsWtHz5cut9vEuNb8tZH0c4gNuxYweVK+edBlPByOLDztLoIwRgHC407vjuCmrz9nJV0bGReHt2qk59jexs8nXrbqtnf06gRTvPiOvP/ZLXJdrZeh5PxRL51Qhpl/uSc5fwlMfJ09zz+1tbJS6aysWqt+t7Q6hO9JCeW8ge0BkhpViaMyrly5cXRcjR0dGGTZ/nJashQ4ZQy5YtqXXr1mL7fGpqqthFxgYPHkwVKlQQdT5s/Pjx1LZtW6pZs6bofv3+++/TsWPH6KGHHvLaMQYbi9GzxrBrDMBQXAD778ELom6Fp4yzdYcv0v8alzf8WPR2W2kl5gZC3C16ztZT4vJcj9o0e8vJfL+Wz9+c7Xr3jkY0YeFeeucO54aruro0pv05tDvhlFomZeu8stvqjdsa0JRVh2l077rka6E6aR9lfEbAB0K888pXadEBAwbQ+fPn6bXXXqPExERq2rSpaPCoFFAfP35c7CRTXL58WWy358eWKFFCZJT+++8/sfUevNBZ2oDnQx8hAPfsPp0suhg3qhhLb/VvmO/f86/XHKa3F6g3pBw653jbubfktz1eLjRWggi21E49kJbyPmtAq8p0d8tKHjvXaTNCcu0PkwulWXLuUpmyNKYUfw9qV1Vc/EGYg3RZwO8ae/3118mXRowYIS56eP6Z7KOPPhIX8B6jl6eMzkABmMHJy2littPeM1dFtuH9O5vY3fr9y6YTtOPUFXH5cf1xWjumm92lFJ6RpQ2C2OELKeQLznSOvpKWabNDTK7B4SLiT+5pRkOm259KwDz5hl8bCGk7S9/Q3LZdGvO//jshDqIdszUudrlGqHr16nTx4kWb+3npiT8HwUW1UmXwrjH0EQLIMfzbzfTy7zvpu3XHaM6WU7TtZJLdxx44d1V1e+0h27/nivnb8xrnurJzy1u0u6tkhXOHgCbpBUJSAFUiqrAYCirjJSc2tp93VgtsAiHNvK1MzR8zJQBSMkfytnh/ERbMGaGjR4/q7hrjRoQnT+a/BguBRTX7y5BiaWMbOAL4u9NJ18RUc9kTP2yhBuVjaNLAZjbjHXjCuUyZjK5HCSq0rruxrZz/3xY0YzBp2QG7n+NOylzDlHQtZ2nscmrOR20mSa9+5f62Vahr3dJUobh3iowjNBkdbSCkzQgpy3rXMnOOu4g/ZoQKOQqECgVmIDRv3jzr9cWLF1NsbKz1NgdGvHuLO0xD8DJ6+jzCIACiczqBDG8h58u8hNN0b5vKql1XSuDTv2l5McVduc0BymPfbxFNBqfe30IsfSSc0M8spRdwW/nmY5fpke8200t96oqeN64WbfPyn2L60JZ06vI1enVuzrSA0jEROYFQbvB2WQri5J1men83ODCrWCKKvCXfjJA2EMr9/LWMbL9dGgsLCcJAqH///tZfGN65pe3PwyM3PvzwQ88fIfg1o2uEMH0eQL84WM+2E0mqQCjpWqZ1Sbl22WKqQOrwhVRatCtnAjoHFNyLZvWBvMDDExmhMXO2i633z/6yzeVASNkNpuhWt4zYGq8okztbSwmE7G3x90UmWdtZmjtGOyqWzssI+e/SWGjuUqQek8VBzgdCymR5zvps3LhRNDgEMHo3u7qzNCIhAGUJqFOteHqrfyO66f0V1s/tTUxWZVS2Hr9sHeCpLAPN23aa2laPU2UtTlxOo+jwMPH/m2tq+IQsNxcsaEZIe8J3xfGLaQ6b+pUrHmntHs2ZL2VelxaPpmD883PAVzbGu8NJ9TI6Nktj8qwiORDK8N+lsVAH0Y6nZrT5bbH0kSNHbIIgLpSG4KSeBm9wjZDXnw3Av2uDLqVmiAsrERVOFUuoa1y2nbxCaw5cENffX7yPHvxmk7geXzSCShXN66D/0u876IBUO3TiUpq1MJmHd3JnY09khIpJE9Q5WHF1Z5xWmJSVUAI7DrZ6fLSKzibbZoQ46Hn1fzkF0TOGtaJbGpalbx5oTd5WXrMrT7trTAkQlWBUmxHyx6ntoQG0NOZyIPTuu+/Szz//bL191113UcmSJUUjw23bnOvcCYHD6IyQqm8RIiEIUlzX0/6dv6nfp2usS0E8LFRvS/NnK3IKjKesOmS9jx/LNTXawEqx58xVupo75qFYZGGbYt+CZoTkzAgv0zmDC4lH/bpNBGuKN/s3FB8LSwEaB1nFo3Lmax06r9/niHeFKcdQu0wx+uL+FlQnd4nQm7QBqr0aIX6tmZJ9U3aP+WMgFBZAu8ZcDoSmTJliHUK6dOlSMYWemxrecsst9Pzzz3vjGMGPGb19Xl4Ow4gNCFabjuaMOOKlHe4HxOJyp6Y/3b2W6iSlV2gbVzScSuXW1OgFQv8dukBXc3dacYChzQhpa1wKsv3dUW2TjIej/rb5pDVrckfzimKXF5N/Tq7DkbNcenxVdKws29l7/W7k/my8ZClnhJQ2BdEmywgVCvSMEHdpVgKh+fPn09133009e/ak0aNHi9ohCC5Gd3dWd5YGCE7KqAum7KSqWDIn6/B099q04/VeNG1QC+vuqWW71Z2VS0ZHWE+6et9z/9kUOnIhVcoI2Q4NLUiNnlzArLc1nzMj2u39W46rSy+qxeft7ios1TWFh4ZS2Vh1wPFo5xpUTRrAqv05jMIjNjiAszfVXskIFdUEQsqyZ1w+AZ4vFCpUyG7mJ+AzQjyq4sSJE+I6Z4K6d+8urvN/Cl9MpQffMrp4Wd1ZGqEQBKejF22XfuTt37yUwrU97MLVdPpHs/uLszx8IuvdoKz1Pt5uL1u4I2dHFvch0maEbmRbaMC0dS4dM5/c5Z5FSZqMENcy1Xp5IXWfuErMNlO6RE9bfVj1uBK5mS8mB3ONKsRSrdLqZa7ne9Wh/2tWwXrbl9vQP7y7CX16TzM7xdI5f8uUnk/K0tjF3ECIlzL9UZidMfMBXyN0++2307333ks9evQQHaZ5SYxt3bpVDDeF4KIKTAx4PnSTBuCdYrbZlCol1X1wuCCacfCh3XquZCCmDGpB7WvEqT5XvVROBuVo7i4tDjbkWhzFhiOXnJ5Cz4ENT62XcbZDyXzwzrcxv2+3fm7Rzpxt/OPm5/QIknFRuKJm6WL0er/69P2DbahyXBTVlep9mlSMFcs38tbzSM3wU6MpxdBKsTTvhOOu15m5gZFSTM6f511+vAOOxRf1z0AoxE4EEfCBEM/u4llfPLiUa4SKFi0q7j9z5gw9/vjj3jhGME1GyLvPpc0AoUYIgpVSX8NBDNfJPNK5OpXWbANXsgt8UpWXvZj8X0fOsLB+mqnyxaPCbRr+KfZoOlrb8+A3G1UjL9jzv22nVm8tEwFVszeW0olL12wKqf/ee87me5XOzXQphnaoRh1rxdvU4iiFx3KhcaSPlsa0/YQ4I3T4fIpodXDXlLXWERsxucfMOEC6lJK7NBbtf0tjjjJChXz7Mnt/xAY3Txw1apTN/c8884ynjglMxMhQhN8hqZ4bcRAEGc6icG8gpXbkkc416IeH2ugWp8rLQMcu5GR3mlUuTvsTr9KDHauphpDKmlYurrpdvnikzVKOgrNGnWrlf9xyDyIO0JTZX1w8fffUtTaP5yDB3kyzKnF5NT9axYtIy2ZFck5vqoyQj/vxyIHQH1tPWYPJrnVKWWuEysREiK3/e88kWztiy1kwfxJSyPUeQwERCMmjNmT8HzEyMlIsj2HURvAwcmmMW/+rn9vLTwjgZ16du5P+2p7XTZmbHdrboSM3SFR2gPHoDM7wyJ2O5SwEa1mlBLWoUkKMw2DlixcRE+0LOnyV38DwsfBOqSe61qCHO1WnpuOX6j5WCZK4UJv/tnDgIg9MzW+ZSNk+n3M93Fqo7C+BkPL83B/ofG62R94mz0uQdcrG0Nnk86oaLH/cPs/CdJZMzbg05nIgxKM2+D+edplCuY8/duzYkf744w9RWA3BtH3eu5GJ9tsjDoJgIwdB+WUKuKcQBzxKNofrZXj3kXbbs5wRWvrMTWJJ6fP7mltrergJob2ARx5mag9nPjgI4voX3tHm6CQ5fWgruufLdSIw4KyIUkOk4HolR1uz5UAoPnfJT34+Xy+NKcXdnAlLzu3TxM7m1nAVDi0kAtHV0kw1/ufi+/1RqJ2UkMniINdrhLguqFWrVuLjlStXxIWvt2nTRmynX716tSii1ls+g8BjZJ2OdmkMNUIQ7PLbTRQpZX64tkbvxCV3e47JDYr4sfe0rkS3NikvmgHKQ0vlbJI2W6PFb464ozV7rEsNkfGwd/K8p3Vlal2tJFXOLfrmBpDKbqqfHm5Lg9pWocXP3OTw+ZS6KFYkPOe6/HS+LpZW6pb4dZODSKWYnWtunuiq3nTE4zX8tS9PqJ3jCviM0MiRI2natGnUvn17630333yzWBYbPnw47dq1iyZNmkQPPPCAp48V/JCRsYh2aQwpIQgm2uwIi5ZO/PaWYpJzsznaHjsKeWu8EhTxiXfC7Y11H//bo+3o1s/+dSoQ4rEdfJLnTMwDHRyXTCiZqZtqxYulsZn/Hc39GUKoXY04ccmPHDCUjY2wOSnrdd42krIMyW/qNh3NWXpkZ3NbF3DmhwPFKnFRdCx3156vl/McsRfUBnwfoUOHDlFMTIzN/Xzf4cM5/R5q1apFFy7k9IGAwGbkNHjtbCKjmzkC+JLcg8dZ8knUmeGizgz3bFyxOL1xWwOnaoSUfkCtqpbM94SuBGEPSIXcBSkU5llifRqVpf/l7n6rUTpnZ7M/kJfm5CBSCVaVmhv538qfA6Gw0MDICLkcCLVo0UKM0jh/Pm8Nk69zZ2leMmMHDhywdp+G4OHtwETbQwgrYxBMzmkCoVpOnODlE6+9jFBURN6J1t4SDHep5sLsmcNaqTogcxE1Z6qGzthAM/49YvN1aw9dFB/b11AP6laWv/QCId4V9uNDbaz3l3FxOjzviPv8vhbW3kfcWfrbB1rTX091JF+z9/oqw1WVY5Znu/m6rqkgS2Mmi4NcXxr7+uuv6bbbbqOKFStagx3uNF29enWaO3euuJ2SkkKvvPKK548WgjojZFsj5N3nA/An569et57YO9WKp/va5Mzbcjcj1LN+WepQM45aVLa/uaVng7LUo34Z64k8Ojyv6JeLoVfuOy8uwzpUo7kJp6hm6aLUoHwsHc4d08Fdn2UcUL3yx076LzdQknd5abfwV9IJmlx1U+2c7en+SvnbphRFy8uVZlsaK1TIfLPGXA6E6tSpQ7t376YlS5bQ/v37rfdxp+mQ3OZKvLMMgoORWRltcTSWxiBYcNHxn9tydozVKVOMxt+WM309P3JxsN0aobAQ+uGhtvl+L/nkptTznLlyTVW7xKM8Rs5KENePvtPXWvuiHTpavVRR+vHhtvTj+uPWqfLVpZlgUeFh9ErfejR5xUF6tHN1ChZKg8LwsEIuLVf6UyAUarIgqECBEOOAp3fv3uICwU2VEfLyc6GhIgSredtO01+5s7+uawZ2OiIPGXWmRshZXCfESza8xf3HDcdtRmMoNTBK/yJ7z63MQ5NHeyge6lRdXALNnyM6Ur/P1jisuSlskoxQINQHFTgQWr58ubicO3eOsrPVHUenT5/uqWMDE5BjEa8XS9tkhACCw77Eq9brnV1Y5lEtjdnJCBUEN/jjga1/JJwWk+rlXWKKY7mDYbn2x97uNt4Jxp2UeSmNs0DBoFHFWDEHbdvJKzafU5bE1Etj/lsjVEgn6DFhHOR6IDRu3DgaP348tWzZksqVK2e6tUDwYkNFbxdLa7r8Y/o8BIuLuV2IefloYKvKBQqEXC06zg9nazgQ0huNwb5fd0x8bFpJPbJD2/fnn9HdxLy0YCKPHNHNCIWZIyNUKFgzQlOmTKGZM2fSoEGDvHNEYCpGBiMYsQHBSplCzsGHK+MW5HEUnj6hctG21gVpbMS83CDprpaOdxDLDRqDhdxVWrdGyCRLY4V0Yh4zxrQu/wZmZGSomilCcDNy+rxtjRAiIQgOF3OHrObXSVprSLuq4sSkDPX0JF7u4sJte5Ru1G2qlfT4c5td8jX9QMi6a0wKDouYLhAqRAEfCD300EP0448/eudowHSM3LmFGiEIVhdS0vMdOKqnanw0bXi5O00d1NIrx9W1bmmHn+fGhp5ekgsEzavotypQiqTl2WJ+XSNEQVojdP36dTFiY9myZdS4cWMqXFg9uXjixImePD7wc3LdjrczNNpACH2EIBhcuZZJJy9fszYbdFV80bydWZ5WNiYi34wU2Hrvzsb05eojoqB8+d5zpt01lq3zN9/XY0wMCYS2b99OTZs2Fdd37tzpjWMC0IWlMfCUc8nX6Z1Fe8Ugz2YOGgn6gy3HL4tl56pxUart5v6gZD5Blr+/tr5SLrYIvdavPk1YsEcVCCkBkLw05s+BUJbOu9Gg6CO0YsUK7xwJmJKxs8a8+/3BnDYfuyROLOWLF3H6a17/cxct2JFIc7acogVPdaJKJYtQZpbF5Rocb83Ue3fRXtGrp2vdUjRsxkZxf4sq/ldrE+fg9WpWuXhQFkK7Qs78yLfDTZwRKhQMgZAefme+aNEiMX7jt99+88S3BFNunzd215jef0IILiv2nqNhMzdSwwoxNP/JTk5/3QGp902fT/6xFqX++mg7aqgZB2G0P7efpqmrcwZYv9C7rvX+1tX8L7uizAdjFYoXoVNJOUt4PJS1X5Ocoafg/NBSpY2AemksxFQZoRDzxUGuF0vLjhw5Qq+++ipVrlyZ/u///k/UD0FwMTQj5MHt81hWCww8goHtPJXsdNExT3HX24LOgy9/33qKfG3X6byf5dO/D4iPUeGhdGuTCuRvOBOneLJbTVURtTw7DFzMCJlk11i2JTB2jbmcEUpPTxdZH87+rFmzhrKysuiDDz6gBx98kGJiYrxzlOC3LAYvGXjiufnk+c1/R2n2Y+09MtARjMPFpTy6gQd6sstpeX1rbmRlU5h0Yllz4AIt2Z1IL95SV3QtTr+RRT0mrhKPsbeMpuzO8pW9icmqYCwtI0tkXbaP7emXSw5cs8RZNA7UziWnm+Lk7U/k3WFmLJbOCraM0ObNm+nxxx+nsmXL0qRJk8RgVZ46z3PHevXqhSAoSMmZFW9vpffUrLH3F++jc1fTRbEsmEdmVjZ1fn8l9f1kDV1Jy+nDkpqeN3crKbc3y+7TydT3k3/o/q/X07drj9Gnf+dkjbYcS6LLaZkiI3TgbN7ICpkvAqGD567S4OkbaPvJJOo96R9xfDLu1eOPQZCiVdWSIjCNyR3EyoJlXIa7lAaKCqU2SA6QipgsECrkx7+rbgdCbdq0oYiICFq3bh1t3LiRnnrqKSpTpox3jw7MVSNkMVeN0NXrOQMhwRy2Hk+yXj995ZrIAJ2XApe5CafpxKU0um3yGtXy0hcrD9Gl1AxauvusKtMiuzm3H86Fq3kZJqO8+dceWr3/PN362b+6n69VpiiZgTw9PgJF0k6RR2nIGaGIsFDdwbmmyAiFkOk4HbbffPPNYjmMB63yeA3OApkx8gPzTp/3dKCVljsZG8xh1f68bca3f/6fCIzlP8RvzN8tLnru/XKdTaZFNqpXHbGN2RcZoZR8AvIONePJDEpEh9P8JzuKIMiMvWR8obDmdVIyRE0qxZpiO3qWXh8hPz5etwOhxYsXi6WwGTNm0GOPPUbXrl2jAQMGiM8hIApeFhP3EdJmBcC/rd5/QVXY7Iq90vR2rbpli1FcbsfmS2kZ4vcs1Asn8msZWfTgNxupYoki9N6dTaz35xc0mKkXj6933JmNXNMmL4lxEfpT3WpSwskrfv3vn6VbI2S+eMClhdxKlSrRa6+9Ji5Lly4VQVFYWBjddtttdOedd4pL8+bNvXe04HdUBcxeXhvz9NBVV0+m4Ducqdlx6oru5ziwSLxynW7o/FHmwaBHLqTqfl3raiWpfGwkPd29NpWMChejAfh3ipfR3G1c+O/BC6Kjc52yObO4rmdmUYd3/xbfmx29kCb67HSvX4Y2HLnk8HuV9rMmiuC9Ymm5SPrZnnXI32UFW7G0Vo8ePcTMsdOnT9OTTz5JCxcupFatWnn26MDvWQzMDml3jbk7YiMtA0tj/o4DiJ83HqfFuxLtPqZEVDi111k+6tWgDM0d0YGeurmWblDRsWY8TRrYTMzj4nfmHAwxd5fHDp9Pofu+Wk+9Jq223vfS7zusQRDbcPSS6BV015S1Nl/PS0tKPxm9LdYQOLSF0Gb7t84KkIyQ2696iRIlRCC0detWUUQNwcXQYmmb7fNuLo1JO47AP83bdppemL2DXv7d/jif2CKFVZ14H+5Ujf6vWQX6/L4WFBNZmG6VGvvVLx9jdwaXsjx2McW9gukD5/KaNWbcyGmHzh2snc0MNKoQS70alnXrGMAc5K3xHPyarRN3doDUCDn1qh8/ftypb6Ysi5065fumZP6OT+pP/rRV7GgxMyO3z2vffLgbeKV5cGls87HLYvszeNbh86l263oUMUXCaM+ZvF1iL/WpRx8NaGqt86lZuiiN6llbzOq6q0Ul6+MaV1TXsyiBkbsZITlgHzlrq8gGyfTOE/e0rmy9zs0eX+lbjxqUj6EJtzdy61jAv8mNPf15m7xr2+cpMAMhXvJ65JFHHGZ8rly5Ql9++SU1bNiQZs+e7cljDEhrDl6gP7edFjOFzMzICfA2naW98J+4IJKvZ9IdX/wntj/zlm7wnLPJ6m71w2+qTj8+3IZmDMtbhuesz1M353Q1vqd1Jd3NGyO61aKVz3elbnVLi7oh3i7PgYY3AqF1hy9ary/cmUg/rle/kfxmWGuqUSraJqslnxC5WPavpzqpAiQIPHLwo9ft3N9lBVOx9O7du+mtt94SdUGRkZHUokULKl++vLh++fJl8fldu3aJjNB7771Hffr08f6Rm5y8dVvbEddM5CyQ4UtjfjIm47JU+8EFu1ILEHDTmSs5s6vkwuj2NeIpVfr/w0HEnS0qUd2yMfnuWuKTzYpRXcTvjjZgUpbGLrixNMb/l7mJoz3cgblt9ThaMLIT1XllkSqYkx8DwUGeI2bGf/fIwqGi07vZ+wg5dchxcXE0ceJEOnPmDH322WdUq1YtunDhAh04kDMH57777hOdp9euXYsgyEnyH+FkEzf2U20a8/pzeXbXmDdeA09lmSDHmSvqjFCzSiVsThqc4eFlsCaViju97V0va+RqRogLuXlsBzt39boY6SEXROtZ9XxXUQfCDfN+e7Sd7vBSbEEPzhqhIibsxj1jWCsxbLd3g7KBnxFSFClSxLpNHjy3YykpLYNKRhdsQOHFlHSa8e9RGtCqkmFzszgDsmLfOerNBZ0GFkvbLo35R9AhZ6b0GowFCw4Klu85J5afPDEfiV9XORDiuiBlOYsDmeqlokUN0c31PNPhvpQLgRCP++j50WoReC1++ibq/uEq8YbmgQ7VHH6dHPAo89IYv6v+6eG2tHL/ORrcrqpbPweYNBDy4w7Sjsar/PtiN5qz5SQtyt3Zaca+guYLQQNEcu5cJHlGkjNpd27H37Z6SerdsJy474kft9C6w5dEV9yFIzu5dUxbj1+m1+buEoWabarH2X3cA99sFOMOtp1IcnvMhSu05Td+mRHK8pOD8oGnZyWImpjB7arQ+Nsauv39eC6Ysutq48vdRRZIbj74xxMd6HpGlts9fxTxxZzfNXb8Upq4sN1nkq1Z3en/HnH4dfLoCV6m45+JG3s2rVScWlYtSe1q2P9/B4FdI2TGTIpCzsRqWiOZgvlC0AAhz7lSBkjmhyPumf8dpUe/32K9j4MgJu+aKajh320WTesGTFvn1MynP7ef0fQRyrnFc5O4wZ2/9xHyFHk5TM4I7Uu8KjJn7hQKT1iwR8zPcuc1+3btUdpppxmhK3hEBQ8IXbb7rDVAUfyw/pgIgpijGpmC1AfFFw0XwU50hPp9G9fVlI6JJE+Ji3Y+IyT/m/AbAmdp3y2vHNVFFH+3qOK/3YPBmIxQoARCISb8OZAR8pGrUoEZ7zpyNXjSFnt6ov9EfvUNeu9mLqdJX2MhWrH3HA2buZGKRxWmhNd6un1MY+fupLWHL9IPD7W17SztJ0tjvEyiFxRxUz0+qc4Y2oq65g71dMVLc3aITN+CnWfon9HdCnRsf24/LbJ87Og7famgziVfp9ZvL7fevrdNZXr7/xqJ38MPluyjySsOeayzLC+98sT4ElE5BcSli3ku2HEkPjezxBkhvWJqdvV6pugavftM3siOaasPO/y+vJPtpw0ndD/HgZwngzkwbwBhwvhBdx6aGQMhZIT8YGlM++7a3o4oeYttqmZOlrNt+Pmd7ICpa+nvvXmTuAu6a4F3PKgaKnLWKjcrkOQgy8U7fniLsTO7vr5Ze4z2n02h8fN32y7DeSAO8sTOM3m0gxIIcfZEySz8vtX1vlrcWoGDIHbiknrnlCu2n7xS4NeFsz9KO4Cle9S/LxwMKM0D5SCI8Q5Id17XD5fuE0tMHy7dL25zUG2EuNw6vYysbLsbGCYs3Csysp8sz9kowk4lXdNtkFirdFF6vlcd03ULBt+Q68fMJsTkAZ3T/0N5vhjvDAPPuL15Ret17YykaasPUd1XF9HXa/LqDXjp6/Ef8pbELmgmacst+VfuO0f7z161ZiveW7TXOs9o1K/baP2RS/TAzE3i3a2sqGbpIb8ib72+F6lOjK0YPXs7DZy2jn7Q9FdxtBTGAZx2acwT+aBMF2p6eJeQHrl3kBIIyUuVrg53/efAedFsU8bLpwUJLrRfwkuWG4/mzbbiOVz8XNql1dlbTlH3iavp9T936dbNHLuYRh8t3U+7T9suyXJg72p2kQeSfvXPYTqddI2W7FIHXfLWcm8vUxTL/T/AQez87afpxdnbVf9P/sgnqOX6Pa6RmjeiIy19tjM90bWmaabHg29wF/QqcVH02v8akFmFBktG6OTJk3TLLbdQxYoVxfR5ni2WkeFeK/pgxgMf+zQqa7O0wmb+e5TSb2TTG/N3q5ZZZPbqGPiENnTGRrGjhX31zxH6fOUhunvqWpt3r41eX0KTVxy03pZrMHhekt5W8F82nrDbCZVP1HxCyy9w+Gv7GfHx07/z3lXrkZcMORukPR4OjPjCNUncmNKZZobaYILf/Ttjy/HL1HDsYvpUygTofQ8lqN0lBQic/ePAtPek1bTEwcwsxaajl23uazJ+iciKcZDc7YOVNv117JGzaLzDsO2E5WK+1W2T/6VZG46Lzsecfbrzi/+sO784kOEgh32/LidY5QBF6+PlB+jpnxOstyfe3cS6BV3e7cVBrF7ApOCAv95ri8RGgBfn7KCLmiCKO0cbRSm8PnguhUb8uJVmbTxB4/7M+X/Ir4s2qJWXNrhJ4qzh7USheL1yec0ae9YvQ1Pub0Grn+9q2M8B5sFd0LlWrHKcMbt+vSFUqpAO2D5CbPr06ZSYmEg//fQTFStWjJ5++mmKj4+nO+64g7799lu6dMnxBGWwFZb7G6PNSpzWFBrzH2XtO+zDF1JVJ37lOyiZIHGfxULrj+R1uWU3NM/1/uJ9uqnZbh+uohE/5mWgFInJeQGYzUqVheh6bl8Vpqofsj5/ttPFzrxrSK6P0gYtXDzeeNwSGjx9gxhV8teOnADLEe1zpmdm5ZtpuXItk0b/tl0EOcpyjb3XlIM1PunLHcOTrmXQ/V+tp72JV0VBuj2ceeCvt7cTj9skvL1gr/i3f29R3r+bIzey814zOcvEBb4cdChLZ7zU2vn9FdTijWVU+5WFqoCZs4gnLjsu2H65Tz2R5SwXm1Pvwl/PgSwPS+37yT/U55N/qOqLf9EmKRslnjf9hirg56BWG/DKS8Le1iC3h8/r83IyYey3zSdF4Llwp+3vl5ztibLTB4ZrjbjVhJlPdOBdZtxyHpQZIfHgkBDq1KmT6B69b98+Wr9+PbVp04amTp0qOk3fdNNN9MEHH2DWmJOU2gE+EfDJXLv0o+g+cZXNfQt3nKGjF9NUSxX8PVbuO68qyNZmjuQTo7ZGSc7miOfIrfexl6XRdhTlo5ffMestj8iZAvXAVos44Y6Zs0OcCCcu2Udv/bVbtRQ4N+G06nudvHxNdQwcLHFR76Cv19PS3WdVwRcvcfyy6YTNSZaDq2d+TqD2E5bT0QupIvPDx6IEbBycNBm3RASj9sivqTj2peogheulzmmWMpVghP/t+UTLwQJn6J77JcHmddXDwZAenne2+dgl8bNwkLFsd96utf8OqYNiLf4d0ntuPr5/Dzr+2lbVSoqPlXN7WXG2ibfTP/LdZlW9jbIjkWvEOChqMHYx5ceopTHWLrdthLaR47sL99Ib8/fYPF4elWHGWVEAni/6Nl8g5FbOuV69euIyevRoOn/+PM2bN09c2KhRozx1jAFLnjjN74S58LSONEyS8QlNz4p952nFPnWAxN9DxkseO08lq068euMDeNmjany03fqeXaeviNoSblzH2REFZzgcTXS/nGpbMM0deBUcpB04e5VqlSkmiov5hMuqx0fTJ3/nLdkpQZ283KSnRFQ4PfztJtp28gr9c+CCdZcUv1a8xMGXfo3zJpEzft4/cgOsLh+sVH3u7pYVqWWVnBO8Hg4cufeS/HNyIJShybrJmTF5RxUvT2nxsXC9QH444GP8+n2x6hANa19NbJP/Nfc1NJoyBJXrYzgzx4GT3rIjvz5cUP/o987XG8YYmBHiye8K/nvOM8mW7Tln/R3Rql6qaN4N8/39B/AIOQsU1H2ESpUqRQ8++CDNnTvXq0HQ5MmTqWrVqmLOGWejNmzY4PDxv/76K9WtW1c8vlGjRrRgwQLyF9rdJHoZlJ836W+7dcbLv+9U3dY78cr1H3IQo+DC2r6frKEHv9kklt3k3W5anOFJy8wLpi7pLI0lXlFnRnrk1jLJ7QR4y7cj0XZ2t704Z7sIghQDp60VvXyUMQhMDuS0AzK1ftl0UhR2ax27mEqvzd0p6lru/Wo9PffrNuvnJizcYzOFXl765ISUXJdlLzMjG9uvvs1jOGPxv0//Ea/fnC2n6L6v1vksCOLdVko/FK594zobR7VXekEQf4298RhG1gjVKpMX2AxuW4Ue75ozzFU+zg4185oelpW2vssz5wCCSZhcI2TCjJCpypp+/vlnevbZZ2ns2LG0ZcsWatKkCfXq1YvOndNvWvfff//RPffcIwK0rVu3Uv/+/cVl5051gOAPvzzsni/X0Zg56hMv1754mxKwyMGIggtrFTzOwNFcNO7ro84I5Z0YuCCcC425FbsW15PI2+3z2/JdzM5SidxnSWk22WvSatWyzuEL6iWufYn2l7zs4SU8e00DORPlqHWAUpfFtTPOGN27Dg3rUE13a62c7XN2Xh3vanq2R22Hj3HUioGXvqrGRYnMj6KodGycFtdOVuesSuOKjudnzRzWSmQCfb00xgHdpAFNxbb31/o1oOaVS9BjXWpYP18tLlpVsxQdkReUHzzv+u8SQCAIKWTupTFTBUI8+PXhhx+mYcOGUf369WnKlCkUFRUlCrn1fPzxx9S7d296/vnnxRLeG2+8Qc2bNxeDY/1BuE5/EXuN17yJ6194iUivn5GM37Bfzc2o3NO6sm5GSF5e46CAA5/jF9No+pqcvjBKbxxZh3f+dtj5WFt74eo8r5825G3T33JMvSPrwDnb5b387JGa6RUU187IeHCh1tox3ejxLjkZiec0wYsrTQvrlMlbbr25bhl66uZa9MFdTVSPub15BRp5cy26s0VFGtrBdtYVz/Xi5S+e3L7y+a6qERrRmiLhPo1yxr+woe2r0rTBLcV2cns+HthUzN2yNyvPyKUx1r9ZBbHtXclQyYFQueKR6kAoPIzev7OxtWAcIBiFqjpLk+mYpoMTb9XnPkZjxoxRFW93795dTL3Xw/dzBknGGaQ//vjD7vOkp6eLiyI52f3RFc5mhHxl0rID4pIfLqRViqWHtK+iCjDY1hNJdD0zL5hatuesuDhDu5W+fY04a3FvzwZlVIXSfCLiwK0gtAXg8i47RaWSRRw2MXSmmNlVI7vXEjvT9IaAsqEdqtHrudu4YyLDaPvrvajju3+LgnFZ7TJFRQNKWb8m5WjfkqvWpSvtzCs2omtNa73LzxvV/67v3N6I7m5ZSRTDy3/wlNfpwY7qQaP3tq4saoH4cn/bKvlOhFcCnYoliqg6pSuBuZEZIT3y8/PvpVyozpm6u1pWEoNmCzo4GcDsQoNp15gvXbhwgbKysqhMGfWkab7N2/r18P2uPJ5NmDCBYmNjrZdKlSqRt/i642yrqq7NN+IlH6XGhk8OfEKWuTJzibMAfz/X2XpbW8TNU7x5qaRfk/LWnUiKW3jqfQFpC67lwI19eFcTev9OdbZEjzaQ0HNH84rUsEJeP5n8soP83NoOzXqU1PNn9zan+9tWps61S1k/p23eN6xDVWpUsbj137thbjEwB5d64yVY44rFRfDCJ/0tr/agga0ri86x2oCGR4dMG9SC7mhR0ea4eTnvoU7VVbOUZg1vq5tJrJkbgMmBUEUpQ2ZkjZA985/sSK/3q093tahE6dLvTMUSOb+bcUUjTLkkAOAJcu8gM/YRcvkvjLIrTIv/CHBBcs2aNalaNfU7RDPhjJOcReKMkLeCIV8HQq7OOOKGfvK7eLmtusvPXSxSZCBevKUuvbMwr+eOgnuu/D2qi7g+Q5rozSejK9duOOzSyuMf9LarO/LLI+3EcM+qcdG034nlskFtq4hddFzXZc+IbjVV/Wi49kRuQKgoHxspgpkS0eFi2z/3R5Ib8mkpLztPLOcLdztelbtjkG8rfnu0HdUvHyP62/wzuiuVL17EGsxEhIVSrwZlaHFuF2elozLj5+YAiANdRyf3mqWLiYuz2laPExcuNuai8aYVi9OF1HTrklil3KCCcXZFybwY2UfIHg4glSBS3tTgiRl/AIHSE4+Z8Q2By4EQFxvzD6ptQqfcxx87duwolp9KlPDcRGVu3hgaGkpnz6qXWvh22bL6GQK+35XHs4iICHExevu8K3j2UiFNw8GC4FlIBcU7txylQHs3KCtO6PaUzW28Z285Qb5fvl48KtymKJo7dC/YkWh97MKRnajFm8tUwdN7i/c5HHVRvnik9d29vCRlz6hedfLNCvHsNjnY7VG/DO14vadYApOX6P4bc7P1+vj+DUQLBb3Mib0/NDzQlRsZ1i8XI4Iz3sVVo1RRalk1b+u/Xv2NXBOm/Z7eDD7+J7UwkJsMyscoj2/xt/4897WpTPO2nRbLYQBAJL+nD4qlsaVLl1KrVq3ExytXrogLX+et7PPnz6fVq1fTxYsXPb6FPjw8nFq0aEHLl+dNwM7Ozha327Vrp/s1fL/8eOX47T3el1G0Kx7sUI3e7N+owM/bv2l5sezBtRz5Pc4ePnF+cFdj3XfF3z3Y2hro2KN0IC4ZFW63J5De9Zqli9oM9YsMyztRFi9SWCxTyLi+ZufrvWyWnmRlpOyYM7UevOST3zsfDoSUCerKbd7x9sX9LejJbjV1X2POlD3To7bD10/esq0ELWvH3ExfD20l5sWteaEb/TS8LZkNZ6I4K6dk3Lj+plnl4n73DrNN9TgxLoPHZgCAOvgJimLpkSNH0rRp06h9+/bW+26++WaxLDZ8+HDatWsXTZo0iR544AFPH6tYshoyZAi1bNmSWrduLZ4nNTVV7CJjgwcPpgoVKog6H+VYO3fuTB9++CH17duXZs2aRZs2bRLH7w8KFzCtzoGHMhOpICYNbObwJJuY26xv4t1N7TaSY93qlqGd43rRtNWHVdO4ucZkyzHH9UJK7Uhc7olPS65HkQMtDoSUZSBFROG8z8famVTOy3i1pd1TMt4NJWduPHXi5aDk+d51RNF3k0qxqu/LO5F4qcWVrMLXQ1qKonbtji8tvWG4ekb3rksbj15W7YryJf43X/V8V1HHxfVMG17qXuCsqbdhXAaA/t9ruXA6YAOhQ4cOUUyMbf0C33f48GFxvVatWqK42dMGDBggOli/9tprouC5adOmtGjRImtB9PHjx8VOMgUHaz/++CO98sor9NJLL4nj4iW7hg3ztv76UuEChs580uYTxRu3NaCzyen0mYMGfZx50Y4LkH3zQGsxfkJ5TJc6pUSQxf1TOHi4vVkFmuNg4jaf7LU/Bf9YvHznjHKxeUWx3FGZC2ebV1EvqfKxtKxSQmQM5OJbBde72FvSkZevtCcv/tm61C0teutolYmJEK8tZ3SaVCquGl3i7LIRBz6c4Vk9uqtNoTHX7fRq4FrRNy978cVT+PXcNrZnvru6jMSDf5Wdbc4GdADgW6HBNmKDl6e4Lw8PWuVu0oyDEx6zwUtm7MCBA14rMB4xYoS46Fm5Uj0igd11113i4o8KWizNWRT+ZRvULqffi14g9FKfnHf7n9/XnGq9vNB6P/eKkXGRLi+r8EBMJXB4rmcd6+c5+3BPm8qqxorccya//xT2ggUuypW79crN+3h3GC/vaHFG6LfH2ttdg5aDI23PGT6xyktT8vecOKCp3Z+B+95sOHJJDMvkYm4lEOJAcZT0+ujhnjuv/S+vG7Q/BRpa/nxsAGAOocHWR+irr74SBdMVK1a0BjsnTpyg6tWri/EaLCUlRWRhwDt9hLj5XH6G31SDht+Uc33R053EqInq8UXFLiJHtAGMdklp9mPtqYmmS7D2DQAHKnrv5u9qUZHevaOxareZfJ2zS86wqRGSlsa0PWfqlcs79jAX/odyzRBv3dd+3cxhrfP92kUjb8JuIgAIGqEm7yPkciDEc7t2795NS5Ysof3794v76tSpQz169LAuS3GgBAXrLK1n7hMdxBiKx3/YIm5XszOKwJ66ZWPExREeuzB/+2nR/0UvOOJCY476W2iWrVghzeIY/0fQ/mycIeGxDHpb7rlgmGuRuJuvM7TfQc4IKYEcb4fnbtZjb62vm7J15b+q3ngLBe9Qu+Xjf1T3+WtdCwCAN4TYeXMbkIFQZmYmFSlShBISEsToCr6AZ5fGPr2nGSWlZdCrc/P6z3CNCl/WvNBVBBja5Qy9bsKu4rELfLFH2zTPcUZIXSPEPWzsjU9Qlt9e6lPP6b5G2udTAkOubVKa8nGdiVJr4q7B7auK/j69G+aNjtDb0ZZ3fOb7QwAAUFBy1tyMbwRdCoQKFy5MlStXFh2ewX3awt9xtzawLsfIgZBC6XOj9cNDbenvvWfphdk7yB9wRogb+93bprIITBwFQUonYleaO2pTr1zntPy5zqIwXK+YWo8rsQovt821MyvLX8akAAD4SogUCBW0LYwvuXzEL7/8stiBdenSJe8cURCRa1u4w/KQ9rbDLp3BmZABrSr7rPGcza6xkEIiK/L2/zWyDg31Jg6MuIEg78RylnY5r6AKm/A/PQCAt2qECocGQY0QT24/ePAglS9fnqpUqULR0ep6lS1bcupYIH9y9kK7TMapxhs8h8AFvlqRkZ/XiOVh7dJTQZ7TU69V4TDz/acHAPCkUDkjFAyBEAqhvRMIaXcZcXdjV+dl+erXTw5MjNiObdu3yPXn9NRRmjENDADgtYaKISGBHwiNHTvWO0cS5Etj4Zoo+vbmFWnKqkMu7RDr27gc/bLppMOBnd5mRKGwNtYqyFN66ji1aWBe4gQACNqlsZAgyAixpKQk+u2330SXaW6uWLJkSbEkxh2eecQFuJ4R0mYWnulRi6rFR9FNtXOaVjpjbL8G1KxyCeruwe7DrvLF0pgvd2nJz/3ITdVpeKfqPjsWAACfF0uHBkFGaPv27dS9e3eKjY2lo0eP0sMPPywCoTlz5ogRF9xxGpwjFzdnWyw2YyO4ANoV3EXZ0dRyb5HjECPmzHiiJskbR8k75czYQwMAwFPMWCwdUpDBp0OHDhVjNHjQqqJPnz5i8jwULCOkDYTMRN6BZURXUfkZCvx8hfxnZAoAQKAIM+GbQZczQhs3bqSpU6fa3M9LYjwIFQpWYJaVTQHBiIyIvBxV0EDIk0c5qG0V2nn6ikvLmAAAgSjUhG8IXQ6EIiIiKDk52eZ+HrehDGEF15k6I2T49nn9674K2N7o39Bj3wsAwMwKmzAj5HLoduutt9L48ePFuA3l3TnXBr3wwgt0xx13eOMYg4KpAyHpujFLYwXPCL13Z2OKDg+lL+5r4YUjAwAIbmEmzAi5fMQffvihmC5funRpunbtGnXu3Jlq1qxJxYoVo7feess7RxkEmle2HWZqyoyQAe8G5Kdw9enublmJtr/ei9rViPP4cQEABLvCJiyWdnlpjHeLLV26lP7991/atm2bCIqaN28udpKB69aO6Uank65RwwqxFAiMXxpz/QmNaPoIABBM+jYuRwnHk3zavsXQPkKsQ4cO4gLuKRdbRFzMTF6qMmT7vPR8GPQOAOB7n93TjHgqlBnfaDq1NDZr1iynv+GJEydEtgiCh7sZGtef0NiaJAAAcIz/9psxCHI6EPriiy+oXr169N5779GePXtsPn/lyhVasGAB3XvvvWKZ7OLFi944VjABI8bMyMGPSf/fAQCAmZbGVq1aRfPmzaNPP/2UxowZIybO8zgNbqh4+fJl0T8oPj5eNFrcuXOn+BwEJ2OWxvIgIwQAAIbUCPG2eb5cuHCB1qxZQ8eOHRO7xjgAatasmbiEmHDqLPhHg0PXnk//uQEAALxeLM2BT//+/V1+IghchQzvLK1/HQAAwFVI4YDpOkujRggAADwFgRB4lNE1O6gRAgAAdyAQAvON2DC4JgkAAAIXAiFwmyowMeA3Sg59EAcBAIA7XD5tXb9+3e7nzpw549bBgDnJwYgR2+fVNUKIhAAAwMBAiBsmJiQk2Nw/e/Zsaty4sRuHAoHAiO3s2DUGAAA+C4S6dOlCbdu2pXfffVfcTk1NFY0UBw0aRC+99JLHDgzMWiNk9PMhEgIAAAP7CH3++efUt29feuihh2j+/PliOaxo0aK0YcMGatiwoRuHAqYlBSNGzJpBRggAAHw6ff6WW26h22+/XcwgCwsLoz///BNBUBBTFy9j1xgAAATw0tihQ4eoXbt2Ihu0ePFiGj16tBi9wR8zMzO9c5RgGsbPGvP60wEAQABzORBq2rQpVatWjbZt20Y9evSgN998k1asWEFz5syh1q1be+cowTydpY3YPo+MEAAAeEhIQWqEZs2aRcWLF7fe1759e9q6davYUQbBp5CUozGkoaJ8HYEQAAAYGQjx7jA9xYoVo6+//tqdY4GAmDVmQB8h6bcWYRAAABhaLP3tt9/a/Ry/O7cXKEFwMGb7vLGdrAEAIHC5HAiNHDlSdZsLpNPS0ig8PJyioqIQCAUhOfYxYvu8/ISoEQIAAHe4/H768uXLqktKSgrt27ePOnbsSD/99JNbBwPmpO7rY+yIDdQIAQCAOzyysFCrVi165513bLJFEIzF0t5/Pvk5sH0eAADc4bEKC26sePr0aU99OzApI5bGMHQVAAB8ViM0b9481W2LxSLGbHz22WfUoUMHjx0YmIjBS2OqpTivPxsAAAQylwOh/v37q27zia9UqVLUrVs3+vDDDz15bGASRg9BRUYIAAB8FghlZ2d77MkhMKg7PZPBxdLefz4AAAhc6MICHmVEXKIulkYkBAAAXs4IPfvss05/w4kTJ7pxOGBGhi+NSZEQGioCAIDXAyGeI+YM9HQJTqp/doOXxpARAgAArwdCPF0ewLldXEYUS3v9KQAAIEg4vbBw+PBhsVUewBGji6WREQIAAEMCIe4eff78eevtAQMG0NmzZ916cggMchbIiLhEPe3e+88HAACBy+lASJsNWrBgAaWmpnrjmMBk1IEJ+ggBAIB5YM8NeJQRcYk8xgMF+gAAYEggxCcc7UkHJyHQMmb6vP51AAAAr3WW5qWxoUOHUkREhLh9/fp1evTRRyk6Olr1uDlz5rh8EBA4wU8hwztZIxICAAADAqEhQ4aobt9///1uPC0EElUbIYzYAACAQAyEZsyYQb506dIlevLJJ+nPP/+kkJAQuuOOO+jjjz+mokWL2v2aLl260KpVq1T3PfLIIzRlyhQDjjh4GF8sLV3H2hgAABg5dNVX7rvvPjpz5gwtXbqUMjMzadiwYTR8+HD68ccfHX7dww8/TOPHj7fejoqKMuBog5cxs8byniUUKSEAAAj0QGjPnj20aNEi2rhxI7Vs2VLc9+mnn1KfPn3ogw8+oPLly9v9Wg58ypYta+DRBnsfIWNnjYUhIwQAAIG+fX7t2rVUvHhxaxDEunfvLpbI1q9f7/Brf/jhB4qPj6eGDRvSmDFjKC0tzYAjDuIRG4bUCEnXEQgBAECgZ4QSExOpdOnSqvvCwsKoZMmS4nP23HvvvVSlShWRMdq+fTu98MILtG/fPoc729LT08VFkZyc7KGfInCpZ64a21ARS2MAAGDaQOjFF1+kd999N99lsYLiGiJFo0aNqFy5cnTzzTfToUOHqEaNGrpfM2HCBBo3blyBnzPYGZGgURVnIyMEAABmDYSee+450ZvIkerVq4san3Pnzqnuv3HjhthJ5kr9T5s2bcTHgwcP2g2EePns2WefVWWEKlWq5PRzBCPjl8akjJApFncBAMBf+TQQKlWqlLjkp127dpSUlESbN2+mFi1aiPv+/vtvys7OtgY3zkhISBAfOTNkDzeMVJpGgrOMbXAoL4cZsRQHAACByxTvp+vVq0e9e/cWW+E3bNhA//77L40YMYIGDhxo3TF26tQpqlu3rvg84+WvN954QwRPR48epXnz5tHgwYPppptuosaNG/v4JwosqtjH4IwQVsYAACDgAyFl9xcHOlzjw9vmO3bsSNOmTbN+nnsLcSG0sissPDycli1bRj179hRfx8tw3ISRGzKC9xiRoSkk/dZi3h0AAAT8rjHGO8QcNU+sWrWqmIem4LoebVdp8A45FDEiQ4P5YgAAEHQZITDJ0FWD+wghJgIAAHcgEAIPZ4SM7SMEAADgDgRC4Nnt82Tw9HnsGgMAADcgEALPBiZGT59HHAQAAG5AIARuk7s7G91QEatkAADgDgRC4NniZSO2z6uKpREJAQBAwSEQAtM1OFTtUvP+0wEAQABDIASmmzUGAADgKQiEwHTF0jIsjQEAgDsQCIGpi5cRBwEAgDsQCIHpiqVliIMAAMAdCITAo8tTRvf1QUYIAADcgUAI3IbZXwAAYFYIhMDD2+eNXhpD5AUAAAWHQAjcFurDORcYsQEAAO5AIARuk5NAhk+Gx1ocAAC4AYEQmHv7vLFPBwAAAQaBEHg2EDL4uZEQAgAAdyAQAo/W6ciT6AEAAPwdAiEw9RBUw2uSAAAgoCAQAg/3EUJnaQAAMA8EQuA2zBoDAACzQiAEHi6WxvR5AAAwDwRC4OE+QsY+d4PyMcY+IQAABJQwXx8ABFZnaaMSNEufuYn2Jl6lzrVLGfOEAAAQkBAIgYdrhIyJhGqVKSYuAAAA7sDSGHh215gvDwQAAMBFCITAs32EULwMAAAmgkAI3IaMEAAAmBUCIfBojZDFp0cCAADgGgRC4DaMuQAAALNCIARuKyT9FlksyAkBAIB5IBACtyEjBAAAZoVACDxaLI18EAAAmAkCIfBsRgiREAAAmAgCIXAblsYAAMCsEAiBh5fGkBICAADzQCAEbkNGCAAAzAqBELhNVSKEhBAAAJgIAiFwmzxfDHEQAACYCQIh8ChkhAAAwEwQCIFHoVgaAADMBIEQAAAABC0EQuBRWBoDAAAzQSAEHoU4CAAAzASBEAAAAAQtBELgWVgbAwAAE0EgBAAAAEELgRB4FPJBAABgJgiEAAAAIGghEAKPQokQAACYCQIh8CgLIiEAADARBELgUQiDAADATBAIgUchIQQAAGaCQAg8Kiy0kK8PAQAAIPACobfeeovat29PUVFRVLx4cafrVV577TUqV64cFSlShLp3704HDhzw+rEGo8e61KB65WLozhYVfX0oAAAAgRcIZWRk0F133UWPPfaY01/z3nvv0SeffEJTpkyh9evXU3R0NPXq1YuuX7/u1WMNRi/0rksLR3aiqPAwXx8KAACA0wpZTLbNZ+bMmfT0009TUlKSw8fxj1W+fHl67rnnaNSoUeK+K1euUJkyZcT3GDhwoFPPl5ycTLGxseJrY2JiPPIzAAAAgHc5e/42TUbIVUeOHKHExESxHKbgF6RNmza0du1au1+Xnp4uXjz5AgAAAIEpYAMhDoIYZ4BkfFv5nJ4JEyaIgEm5VKpUyevHCgAAAEEYCL344otUqFAhh5e9e/caekxjxowRaTTlcuLECUOfHwAAAIzj08pWrt8ZOnSow8dUr169QN+7bNmy4uPZs2fFrjEF327atKndr4uIiBAXAAAACHw+DYRKlSolLt5QrVo1EQwtX77cGvhwvQ/vHnNl5xkAAAAELtPUCB0/fpwSEhLEx6ysLHGdLykpKdbH1K1bl37//XdxnZfVeHfZm2++SfPmzaMdO3bQ4MGDxU6y/v37+/AnAQAAAH9hmqYv3Bjxm2++sd5u1qyZ+LhixQrq0qWLuL5v3z5R16MYPXo0paam0vDhw8V2+44dO9KiRYsoMjLSBz8BAAAA+BvT9REyGvoIAQAAmE/Q9xECAAAAyA8CIQAAAAhaCIQAAAAgaCEQAgAAgKCFQAgAAACClmm2z/uKsqkOw1cBAADMQzlv57c5HoFQPq5evSo+YvgqAACAOc/jvI3eHvQRykd2djadPn2aihUrJrpVezJS5eCKh7qiP5F34DX2Lry+3ofX2Lvw+nqfL19jDm84COKJEiEh9iuBkBHKB794FStW9Nr3518M/Af0LrzG3oXX1/vwGnsXXt/AfY0dZYIUKJYGAACAoIVACAAAAIIWAiEfiYiIoLFjx4qP4B14jb0Lr6/34TX2Lry+3meG1xjF0gAAABC0kBECAACAoIVACAAAAIIWAiEAAAAIWgiEvGjy5MlUtWpVioyMpDZt2tCGDRvsPnbmzJmiYaN84a8Dz73GLCkpiZ544gkqV66cKN6rXbs2LViwwLDjDeTXt0uXLja/w3zp27evoccc6L/DkyZNojp16lCRIkVEo7pnnnmGrl+/btjxBvLrm5mZSePHj6caNWqIxzdp0oQWLVpk6PGayerVq6lfv36iYSH/X//jjz/y/ZqVK1dS8+bNxd/fmjVrinOfz3GxNHjerFmzLOHh4Zbp06dbdu3aZXn44YctxYsXt5w9e1b38TNmzLDExMRYzpw5Y70kJiYaftyB/Bqnp6dbWrZsaenTp49lzZo1liNHjlhWrlxpSUhIMPzYA/H1vXjxour3d+fOnZbQ0FDxuw2eeY1/+OEHS0REhPjIv7+LFy+2lCtXzvLMM88YfuyB+PqOHj3aUr58ectff/1lOXTokOXzzz+3REZGWrZs2WL4sZvBggULLC+//LJlzpw5vOnK8vvvvzt8/OHDhy1RUVGWZ5991rJ7927Lp59+Kv5GLFq0yOJLCIS8pHXr1pYnnnjCejsrK0v8B5swYYLu4/lkERsba+ARBt9r/MUXX1iqV69uycjIMPAog+f11froo48sxYoVs6SkpHjxKIPrNebHduvWTXUfn1Q6dOjg9WMNhteXg8rPPvtMdd/tt99uue+++7x+rGZHTgRCHGg2aNBAdd+AAQMsvXr1svgSlsa8ICMjgzZv3kzdu3dXjerg22vXrrX7dSkpKVSlShWR7r7tttto165dBh1xcLzG8+bNo3bt2omlsTJlylDDhg3p7bffpqysLAOPPLB/h2Vff/01DRw4kKKjo714pMH1Grdv3158jbK8c/jwYbG026dPH8OOO5Bf3/T0dJuSBF6CXLNmjdePNxisXbtW9e/BevXq5fTfFG9BIOQFFy5cECdXPtnK+HZiYqLu1/Ca//Tp02nu3Ln0/fffi2Gv/Efv5MmTBh114L/GfNL47bffxNfxyePVV1+lDz/8kN58802DjjqwX18Zn6h37txJDz30kBePMvhe43vvvVfUsHTs2JEKFy4salm4Nuull14y6KgD+/Xlk/LEiRPpwIED4m/w0qVLac6cOXTmzBmDjjqwJSYm6v578GDWa9eu+ey4EAj5Cc5UDB48mJo2bUqdO3cW//lKlSpFU6dO9fWhBQz+w1a6dGmaNm0atWjRggYMGEAvv/wyTZkyxdeHFnA4G9SoUSNq3bq1rw8loHChKWcxP//8c9qyZYv4O/HXX3/RG2+84etDCwgff/wx1apVi+rWrUvh4eE0YsQIGjZsmMPJ5WB+mD7vBfHx8RQaGkpnz55V3c+3y5Yt69T34Hd7zZo1o4MHD3rpKIPvNeadYvy68tcp6tWrJ96lcBqd//CB+7/DqampNGvWLJG5AM++xpzFHDRokDXTxsEmv97Dhw8XQT1O2O69vvzmk3c+8S68ixcvit1QL774IlWvXt2gow5sZcuW1f334Kn0vATpK/hf4wV8QuWMw/Lly1XZCL7NmR9ncEp3x44d4uQNnnmNO3ToIAJLfpxi//794jVGEOS53+Fff/1V1Frcf//9BhxpcL3GaWlpNsGOEthjWpLnfoe5TqhChQp048YNmj17tqjZBPfx6y7/ezBefnT2vOg1Pi3VDvBtm7zNdebMmWKb4PDhw8W2TWVL/KBBgywvvvii9fHjxo0TW2F5y+bmzZstAwcOFNs2ecsneOY1Pn78uNjFNGLECMu+ffss8+fPt5QuXdry5ptv+vCnCJzXV9GxY0exEwQ8/xqPHTtW/A7/9NNPYivykiVLLDVq1LDcfffdPvwpAuf1XbdunWX27Nni7/Dq1avFDr1q1apZLl++7MOfwn9dvXrVsnXrVnHhcGLixIni+rFjx8Tn+bXl11i7ff7555+37NmzxzJ58mRsnw903COhcuXKoo8Fb+Pk/2SKzp07W4YMGWK9/fTTT1sfW6ZMGdHrBr0rPPsas//++8/Spk0b8ceRt9K/9dZblhs3bvjgyAPz9d27d6/4g8gnaPD8a5yZmWl5/fXXRfDDb5QqVapkefzxx3Gi9tDry33F6tWrJ/4+xMXFiZP4qVOnfHTk/m/FihXi/7v2orym/JFfY+3XNG3aVPx78N9gf+gzhunzAAAAELRQIwQAAABBC4EQAAAABC0EQgAAABC0EAgBAABA0EIgBAAAAEELgRAAAAAELQRCAAAAELQQCAEAAEDQQiAEAB5XqFAhMbzSn3Xp0oWefvppQ56Lh6XyYFRvmzJlCvXr18/rzwMQSNBZGgCcMnToUPrmm2/E9bCwMCpZsiQ1btyY7rnnHvE5eRhoYmIilShRgiIiIshfXbp0iQoXLkzFihXz6vPwa1G7dm0xRLlKlSpefa6MjAyqVq0azZo1izp16uTV5wIIFMgIAYDTevfuTWfOnKGjR4/SwoULqWvXrjRy5Ej63//+JyZ1K8qWLevTIIgDgvxwIOftIIh99dVX1L59e68HQcrE9XvvvZc++eQTrz8XQKBAIAQATuPghoOcChUqUPPmzemll16iuXPniqBo5syZuktjHJSMGDGCypUrR5GRkSIgmDBhguqxX3zxBd1yyy1UpEgRql69Ov3222+q5z1x4gTdfffdVLx4cRHA3HbbbSIYU3BGqn///vTWW29R+fLlqU6dOuL+zz//nGrVqiWet0yZMnTnnXfaXRq7fPkyDR48WGSyoqKixPEcOHDA+nn++fj5Fy9eTPXq1aOiRYtaA0NHODujXa6qWrUqTZo0SXVf06ZN6fXXX1e9LlOnThVBJh8PP+fatWvp4MGD4tijo6NFgHXo0CHV9+HnmjdvHl27ds3hcQFADgRCAOCWbt26UZMmTWjOnDm6n+fsBJ+Yf/nlF9q3bx/98MMPIhDQ1tDccccdtG3bNrrvvvto4MCBtGfPHvG5zMxM6tWrl8je/PPPP/Tvv/9agxA587N8+XLx/ZcuXUrz58+nTZs20VNPPUXjx48X9y9atIhuuukmuz8HB1P8NXysHHBw1UCfPn3E8yvS0tLogw8+oO+++45Wr15Nx48fp1GjRjlcftu9eze1bNmSCuKNN94QwVlCQgLVrVtXZHseeeQRGjNmjDhWPkYOMmX8XJydW79+fYGeEyDYhPn6AADA/PgkvX37dt3PcbDAWZmOHTuKLIfeEtFdd91FDz30kPXkz8HMp59+KjI6P//8M2VnZ4slJv56NmPGDJGdWblyJfXs2VPcxxkSfgwvDzEOzPg+zqhwEMXP26xZM91j5MwPB0AcZHGWhXHAVqlSJZHZ4uNjHBRxQXKNGjXEbQ5CONCyh392DlY4S1UQw4YNE5kw9sILL1C7du1E0MiBIeNlSX6MjLNHsbGxdOzYsQI9J0CwQUYIANzGJ3slSNHLtHBGg5erOEOzZMkSm8fwCV57W8kIcZaIl4M4mOFMEF94eez69euqZaFGjRpZgyDWo0cPEfzwUtugQYNEYMMZHT38XFwA3qZNG+t9cXFx4piV41CCDCUIYrzcd+7cObuvi7I8xUtzBcHF6Ape2lN+Tvk+fh2Sk5NVX8dLjPZ+VgBQQyAEAG7jYIF3K+nhWqIjR46ITA8HBpzhkGt18pOSkkItWrQQwZR82b9/v1gqUnD2R8aB05YtW+inn34SActrr70mlvCSkpIK/HPyLjMZB3+ONt7Gx8db649kvMNO+3XyEpze8ymBpt59nDHTLsmVKlXKqZ8JINghEAIAt/z9999iazjX+NgTExNDAwYMoC+//FIsdc2ePVucrBXr1q1TPZ5vc3GwEkjx0lXp0qWpZs2aqgsvATnCWZ7u3bvTe++9J5buuMCaj1eLn0tbV3Px4kVRW1S/fn0qKM4e8c/OdUIyDlLkImvO6HCw6AmcJeMskb1lQABQQyAEAE5LT08XfXFOnTolsi1vv/222MHFdThc1Ktn4sSJIiuzd+9ekcX59ddfxc4zrvFR8H3Tp08Xnx87dixt2LDBWgTMxdOcWeHn4WJpDhi4NoiX2U6ePGn3WLlgmgu1OXvE9TLffvutyJwoO8pkXMPE3//hhx+mNWvWiOW4+++/X+yO4/sLijM/HIjx99QWmHPBNf88HEQOGTKEQkNDyRP4e/JyoLyEBwD2IRACAKfxziteZuJdX7xra8WKFSLY4C309k7kvETFGRnezdSqVSuRlVmwYIGqAeO4cePENnOuieGAhQMnJRPDdTm8Q6ty5cp0++23i+zNgw8+KLIenG2xhwMtLpjmoIO/houc+fs2aNBA9/FcgM1LcBzUcY0SL13xcWqXw1zFReD8s8nLV7zrq3PnzuK5+vbtK7b+eypw4Z+RAzoAcA46SwOAT3Gdy++//y6CgUDEf2K5CPuZZ54RXbi9adeuXSLw48xafsuGAJADGSEAAC8HetOmTVN13vYWrjvijBqCIADnISMEAD4V6BkhAPBvaKgIAD6F92IA4EtYGgMAAICghUAIAAAAghYCIQAAAAhaCIQAAAAgaCEQAgAAgKCFQAgAAACCFgIhAAAACFoIhAAAACBoIRACAAAAClb/D9knrgqX4JlVAAAAAElFTkSuQmCC", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J011840.73+084424.7_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", +<<<<<<< HEAD + "Reading OSIRIS FITS file: ULAS_J124104.75-000531.4_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" +======= + "\n", + "Reading: ULAS_J124104.75-000531.4_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + }, + { + "data": { +<<<<<<< HEAD + "image/png": 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", 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", +>>>>>>> parent of b9a85416 (kelle's work) + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J124104.75-000531.4_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", +<<<<<<< HEAD + "Total files plotted: 75\n", + "Total files failed: 6\n" +======= + "Total files plotted: 95\n", + "Total files failed: 1\n" +>>>>>>> parent of b9a85416 (kelle's work) + ] + } + ], + "source": [ + "# Test for OSIRIS instrument\n", + "for filename in os.listdir(path):\n", + " if filename.endswith(\".fits\") and \"osiris\" in filename.lower():\n", + "\n", + " # Get fits files from sty2054 directory\n", + " file_path = os.path.join(path, filename)\n", + "\n", + " # file info\n", + " # fits.info(file_path)\n", + " # print(fits.getheader(file_path))\n", + " \n", + " try:\n", + " print(f\"Reading OSIRIS FITS file: {filename}\\n\")\n", + "\n", + " with fits.open(file_path, mode=\"update\") as filehandle:\n", + " unit_string = \"erg / (angstrom s cm2)\"\n", + " print(f\"REPLACING {filehandle[0].header['BUNIT']} with {unit_string}\")\n", + " filehandle[0].header[\"BUNIT\"] = unit_string\n", + "\n", + " with fits.open(file_path) as hdul:\n", + " header = hdul[0].header\n", + "\n", + " # Helper funct to calculate wavelength\n", + " spectrum = spectrum.read(file_path, format=\"wcs1d-fits\")\n", + " if filename == \"ULAS_J230443.30+093423.9_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\":\n", + " spectrum = extract_region(spectrum, SpectralRegion(0.625*u.um, 0.98*u.um))\n", + " if filename == \"ULAS_J141832.35+025323.0_sdL0_comb_OSIRIS_scombine_Primeval-IV.fits\":\n", + " spectrum = extract_region(spectrum, SpectralRegion(0.62*u.um, 0.975*u.um))\n", + " else:\n", + " spectrum = extract_region(spectrum, SpectralRegion(0.54*u.um, 1.02*u.um))\n", + " \n", + " # Check and plot if the new file can be read in SIMPLE\n", + " if check_spectrum_plottable(spectrum,raise_error=True, show_plot=True):\n", + " print(f\"Plotable file name: {filename}\")\n", + " file_plotted += 1\n", + "\n", + " except Exception as e:\n", + " print(f\"Error reading {filename}: {e}\")\n", + " print(f\"Header info: {header}\")\n", + " file_failed += 1\n", + " continue\n", + " \n", + "print(f\"\\nTotal files plotted: {file_plotted}\")\n", + "print(f\"Total files failed: {file_failed}\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "simple-db", + "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": "3.13.4" + }, + "orig_nbformat": 4 + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/scripts/ingests/Zhang18/create_spectra_csv.py b/scripts/ingests/Zhang18/create_spectra_csv.py new file mode 100644 index 000000000..4bf48b6eb --- /dev/null +++ b/scripts/ingests/Zhang18/create_spectra_csv.py @@ -0,0 +1,94 @@ +from astropy.io import fits +from astropy.time import Time +import os +import csv + + +path = "/Users/guanying/SIMPLE Archieve/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files" + +csv_file = "/Users/guanying/SIMPLE Archieve/SIMPLE-db/scripts/ingests/Zhang18/zhang18_spectra.csv" + +csv_rows = [] + +for filename in os.listdir(path): + if not filename.endswith(".fits"): + continue + + file_path = os.path.join(path, filename) + print(f"\nReading: {filename}") + + sourceName = "_".join(filename.split("_")[0:2]) + + with fits.open(file_path) as hdul: + header = hdul[0].header + + # Get metadata from header + instrument_ = header.get("INSTRUME", None) + telescope_ = header.get("TELESCOP", None) + obs_date_ = header.get("DATE-OBS", None) + mode_ = header.get("INSMODE", None) + + # Find missing values from header + if (instrument_ == "XSHOOTER") or "xshooter" in filename.lower(): + instrument_ = "XShooter" + telescope_ = "ESO VLT" + mode_ = "Echelle" + elif instrument_ == "OSIRIS" or "osiris" in filename.lower(): + instrument_ = "OSIRIS" + telescope_ = "GTC" + mode_ = "Missing" + + # Some of the mode(regime) is not available in the header + # VIS: range 0.559.5-1.024 µm --- optical + # NIR: 1.024-2.480 µm --- nir + # UVB: 0.300-0.559.5 µm -- optical + # OSIRIS: 0.365 to 1.05 µm --- optical + + filename_lower = filename.lower() + if instrument_ == "XShooter": + if "nir" in filename_lower: + regime = "nir" + elif "vis" in filename_lower or "uvb" in filename_lower: + regime = "optical" + elif instrument_ == "OSIRIS": + regime = "optical" + + # Some date format is not standard + try: + obs_date = Time(obs_date_).to_datetime().isoformat() + except Exception: + obs_date = None + + # prepare rows for csv file + csv_rows.append({ + "source": sourceName, + "access_url": file_path, + "regime": regime, + "telescope": telescope_, + "instrument": instrument_, + "mode": mode_, + "observation_date": obs_date, + "comments": None, + "reference": "Zhan18.1352" + }) + +# Create csv file +with open(csv_file, mode='w', newline='') as file: + fieldnames = [ + "source", + "access_url", + "regime", + "telescope", + "instrument", + "mode", + "observation_date", + "comments", + "reference" + ] + writer = csv.DictWriter(file, fieldnames=csv_rows[0].keys()) + writer.writeheader() + writer.writerows(csv_rows) + +print(f"CSV file '{csv_file}' created with {len(csv_rows)} entries.") + + diff --git a/scripts/ingests/Zhang18/ingest_Spectra_zhang18.py b/scripts/ingests/Zhang18/ingest_Spectra_zhang18.py new file mode 100644 index 000000000..89960ca1a --- /dev/null +++ b/scripts/ingests/Zhang18/ingest_Spectra_zhang18.py @@ -0,0 +1,92 @@ +import logging +from astrodb_utils import load_astrodb, AstroDBError +from simple import REFERENCE_TABLES +from simple.utils.spectra import ingest_spectrum +from astropy.io import ascii +import sys + +# Set up logger +astrodb_utils_logger = logging.getLogger("astrodb_utils") +astrodb_utils_logger.setLevel(logging.INFO) + +# set up zhang logger +# Reference: Zhan18.1352 +logger = logging.getLogger( + "astrodb_utils.zhang18" +) +logger.setLevel(logging.INFO) + +recreate_db = True +save_db = False + +# Load Database +db = load_astrodb( + "SIMPLE.sqlite", + recreatedb=recreate_db, + reference_tables=REFERENCE_TABLES, + felis_schema="simple/schema.yaml" +) + +path = "scripts/ingests/Zhang18/zhang18_spectra.csv" +sys.path.append(".") + +def ingest_zhang_spectra(): + spec_table = ascii.read( + path, + format="csv", + data_start=1, + header_start=0, + guess=False, + fast_reader=False, + delimiter="," + ) + spectra_added = 0 + skipped = 0 + inaccessible = 0 + + for row in spec_table: + sourceName = row["source"] + file_path = row["access_url"] + logger.info(f"Processing {sourceName}") + + try: + ingest_spectrum( + db, + source=sourceName, + access_url=file_path, + regime=row["regime"], + telescope=row["telescope"], + instrument=row["instrument"], + mode=row["mode"], + obs_date=row["observation_date"], + comments=row["comments"], + reference="Zhan18.1352" + ) + spectra_added += 1 + logger.info(f"Successfully added spectrum for {sourceName}.") + + except AstroDBError as e: + if "Spectrum already exists" in str(e): + logger.warning(f"Skipping {sourceName}: Spectrum already exists.") + skipped += 1 + else: + inaccessible += 1 + logger.info(f"Inaccessible data: {inaccessible}") + print(f"Inaccessible data for {sourceName}: {e}") + except Exception as e: + logger.warning(f"Skipping {sourceName} due to invalid URL path: {file_path}") + skipped += 1 + + logger.info(f"Total spectra added: {spectra_added}") + logger.info(f"Total spectra skipped: {skipped}") + logger.info(f"Total inaccessible spectra: {inaccessible}") + +# call ingest function +ingest_zhang_spectra() + +# save to SIMPLE database +if save_db: + db.save_database(directory="data/") + + + diff --git a/scripts/ingests/Zhang18/zhang18_spectra.csv b/scripts/ingests/Zhang18/zhang18_spectra.csv new file mode 100644 index 000000000..873258e79 --- /dev/null +++ b/scripts/ingests/Zhang18/zhang18_spectra.csv @@ -0,0 +1,93 @@ +source,access_url,regime,telescope,instrument,mode,observation_date,comments,reference +ULAS_J021642.96+004005.7,/Users/guanying/SIMPLE Archieve/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J021642.96+004005.7_sdL4_Xshooter_VIS_Primeval-I.fits,optical,ESO VLT,XShooter,Echelle,,,Zhan18.1352 +ULAS_J223302.03+062030.8,/Users/guanying/SIMPLE Archieve/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J223302.03+062030.8_esdL0.5_Xshooter_VIS_Primeval-IV.fits,optical,ESO VLT,XShooter,Echelle,2015-09-11T02:17:10.443000,,Zhan18.1352 +ULAS_J231949.36+044559.5,/Users/guanying/SIMPLE 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a/scripts/ingests/beiler24/~$BeilerSIMPLE.Photometry.Ingest.1.xlsx and /dev/null differ diff --git a/scripts/spectra_convert/Zhang18/KC_convert_spectra_zhang18.ipynb b/scripts/spectra_convert/Zhang18/KC_convert_spectra_zhang18.ipynb new file mode 100644 index 000000000..ba4832f2e --- /dev/null +++ b/scripts/spectra_convert/Zhang18/KC_convert_spectra_zhang18.ipynb @@ -0,0 +1,1970 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "from astrodb_utils import load_astrodb, AstroDBError\n", + "#from simple.utils.spectra import check_spectrum_plottable\n", + "from astrodb_utils.fits import add_missing_keywords, add_wavelength_keywords, check_header\n", + "from astropy.io import fits\n", + "import astropy.units as u\n", + "import os\n", + "import numpy as np\n", + "from specutils import Spectrum, SpectralRegion\n", + "from specutils.manipulation import extract_region, snr_threshold\n", + "from astropy.wcs import WCS\n", + "import matplotlib.pyplot as plt\n" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " Reading FITS file: ULAS_J021642.96+004005.7_sdL4_Xshooter_VIS_Primeval-I.fits\n", + "BUNIT keyword not found, set to 'erg / (cm2 s Angstrom)'\n", + "COPY AND PASTE THE FOLLOWING COMMANDS INTO YOUR SCRIPT \n", + "Replace with the appropriate value for your dataset \n", + "If you're not sure of the correct value, use None \n", + "If you started with a header object not called `header`, \n", + "replace 'header' with the name of your header object \n", + "Use the `astrodb_utils.fits.add_wavelength_keywords` function \n", + "to add the SPEC_VAL, SPEC_BW, TDMID1, TDMAX1, and SPECBAND keywords \n", + "\n", + "header.set('OBJECT', \"\")\n", + "header.set('RA_TARG', \"\")\n", + "header.set('DEC_TARG', \"\")\n", + "header.set('INSTRUME', \"\")\n", + "header.set('TELESCOP', \"\")\n", + "header.set('DATE-OBS', \"\")\n", + "header.set('TELAPSE', \"\")\n", + "header.set('AUTHOR', \"\")\n", + "header.set('VOREF', \"\")\n", + "header.set('VOPUB', \"\")\n", + "header.set('CONTRIB1', \"\")\n", + "header.set('SPEC_VAL', \"\")\n", + "header.set('SPEC_BW', \"\")\n", + "header.set('TDMIN1', \"\")\n", + "header.set('TDMAX1', \"\")\n", + "header.set('SPECBAND', \"\")\n", + "header.set('APERTURE', \"\")\n", + "Adding values to missing IVOA SpectrumDM keywords.\n", + "Setting OBJECT based on filename: ULAS J021642.96+004005.7\n", + "RA_TARG or DEC_TARG keyword not found, querying Simbad for coordinates using OBJECT: ULAS J021642.96+004005.7.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: VerifyWarning: Card is too long, comment will be truncated. [astropy.io.fits.card]\n", + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " Reading FITS file: ULAS_J223302.03+062030.8_esdL0.5_Xshooter_VIS_Primeval-IV.fits\n", + "BUNIT keyword found and extra '/'s removed, set to 'erg / (cm2 s Angstrom)'\n", + "COPY AND PASTE THE FOLLOWING COMMANDS INTO YOUR SCRIPT \n", + "Replace with the appropriate value for your dataset \n", + "If you're not sure of the correct value, use None \n", + "If you started with a header object not called `header`, \n", + "replace 'header' with the name of your header object \n", + "Use the `astrodb_utils.fits.add_wavelength_keywords` function \n", + "to add the SPEC_VAL, SPEC_BW, TDMID1, TDMAX1, and SPECBAND keywords \n", + "\n", + "header.set('RA_TARG', \"\")\n", + "header.set('DEC_TARG', \"\")\n", + "header.set('TELAPSE', \"\")\n", + "header.set('AUTHOR', \"\")\n", + "header.set('VOREF', \"\")\n", + "header.set('VOPUB', \"\")\n", + "header.set('CONTRIB1', \"\")\n", + "header.set('SPEC_VAL', \"\")\n", + "header.set('SPEC_BW', \"\")\n", + "header.set('TDMIN1', \"\")\n", + "header.set('TDMAX1', \"\")\n", + "header.set('SPECBAND', \"\")\n", + "header.set('APERTURE', \"\")\n", + "Adding values to missing IVOA SpectrumDM keywords.\n", + "OBJECT keyword found: j2233\n", + "Setting OBJECT based on filename: ULAS J223302.03+062030.8\n", + "RA_TARG or DEC_TARG keyword not found, querying Simbad for coordinates using OBJECT: ULAS J223302.03+062030.8.\n", + "\n", + " Reading FITS file: ULAS_J230711.01+014447.1_usdL4.5_Xshooter_VIS_Primeval-III.fits\n", + "BUNIT keyword found and extra '/'s removed, set to 'erg / (cm2 s Angstrom)'\n", + "COPY AND PASTE THE FOLLOWING COMMANDS INTO YOUR SCRIPT \n", + "Replace with the appropriate value for your dataset \n", + "If you're not sure of the correct value, use None \n", + "If you started with a header object not called `header`, \n", + "replace 'header' with the name of your header object \n", + "Use the `astrodb_utils.fits.add_wavelength_keywords` function \n", + "to add the SPEC_VAL, SPEC_BW, TDMID1, TDMAX1, and SPECBAND keywords \n", + "\n", + "header.set('RA_TARG', \"\")\n", + "header.set('DEC_TARG', \"\")\n", + "header.set('TELAPSE', \"\")\n", + "header.set('AUTHOR', \"\")\n", + "header.set('VOREF', \"\")\n", + "header.set('VOPUB', \"\")\n", + "header.set('CONTRIB1', \"\")\n", + "header.set('SPEC_VAL', \"\")\n", + "header.set('SPEC_BW', \"\")\n", + "header.set('TDMIN1', \"\")\n", + "header.set('TDMAX1', \"\")\n", + "header.set('SPECBAND', \"\")\n", + "header.set('APERTURE', \"\")\n", + "Adding values to missing IVOA SpectrumDM keywords.\n", + "OBJECT keyword found: j2307\n", + "Setting OBJECT based on filename: ULAS J230711.01+014447.1\n", + "RA_TARG or DEC_TARG keyword not found, querying Simbad for coordinates using OBJECT: ULAS J230711.01+014447.1.\n", + "\n", + " Reading FITS file: 2MASS_J06164006-6407194_esdL6_Xshooter_VIS_Primeval-I.fits\n", + "BUNIT keyword found and extra '/'s removed, set to 'erg / (cm2 s Angstrom)'\n", + "COPY AND PASTE THE FOLLOWING COMMANDS INTO YOUR SCRIPT \n", + "Replace with the appropriate value for your dataset \n", + "If you're not sure of the correct value, use None \n", + "If you started with a header object not called `header`, \n", + "replace 'header' with the name of your header object \n", + "Use the `astrodb_utils.fits.add_wavelength_keywords` function \n", + "to add the SPEC_VAL, SPEC_BW, TDMID1, TDMAX1, and SPECBAND keywords \n", + "\n", + "header.set('RA_TARG', \"\")\n", + "header.set('DEC_TARG', \"\")\n", + "header.set('TELAPSE', \"\")\n", + "header.set('AUTHOR', \"\")\n", + "header.set('VOREF', \"\")\n", + "header.set('VOPUB', \"\")\n", + "header.set('CONTRIB1', \"\")\n", + "header.set('SPEC_VAL', \"\")\n", + "header.set('SPEC_BW', \"\")\n", + "header.set('TDMIN1', \"\")\n", + "header.set('TDMAX1', \"\")\n", + "header.set('SPECBAND', \"\")\n", + "header.set('APERTURE', \"\")\n", + "Adding values to missing IVOA SpectrumDM keywords.\n", + "OBJECT keyword found: 2M0616\n", + "Setting OBJECT based on filename: 2MASS J06164006-6407194\n", + "RA_TARG or DEC_TARG keyword not found, querying Simbad for coordinates using OBJECT: 2MASS J06164006-6407194.\n", + "\n", + " Reading FITS file: SDSS_J010448.46+153501.8_usdL1.5_Xshooter_VIS_Primeval-II.fits\n", + "Removed unnecessary WCS keywords for 2D or 3D data.\n", + "BUNIT keyword found and extra '/'s removed, set to 'erg / (cm2 s Angstrom)'\n", + "COPY AND PASTE THE FOLLOWING COMMANDS INTO YOUR SCRIPT \n", + "Replace with the appropriate value for your dataset \n", + "If you're not sure of the correct value, use None \n", + "If you started with a header object not called `header`, \n", + "replace 'header' with the name of your header object \n", + "Use the `astrodb_utils.fits.add_wavelength_keywords` function \n", + "to add the SPEC_VAL, SPEC_BW, TDMID1, TDMAX1, and SPECBAND keywords \n", + "\n", + "header.set('RA_TARG', \"\")\n", + "header.set('DEC_TARG', \"\")\n", + "header.set('TELAPSE', \"\")\n", + "header.set('AUTHOR', \"\")\n", + "header.set('VOREF', \"\")\n", + "header.set('VOPUB', \"\")\n", + "header.set('CONTRIB1', \"\")\n", + "header.set('SPEC_VAL', \"\")\n", + "header.set('SPEC_BW', \"\")\n", + "header.set('TDMIN1', \"\")\n", + "header.set('TDMAX1', \"\")\n", + "header.set('SPECBAND', \"\")\n", + "header.set('APERTURE', \"\")\n", + "Adding values to missing IVOA SpectrumDM keywords.\n", + "OBJECT keyword found: sd0104\n", + "Setting OBJECT based on filename: SDSS J010448.46+153501.8\n", + "RA_TARG or DEC_TARG keyword not found, querying Simbad for coordinates using OBJECT: SDSS J010448.46+153501.8.\n", + "\n", + " Reading FITS file: ULAS_J141203.85+121609.9_sdL5_Xshooter_VIS_Primeval-IV.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate system \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: The WCS transformation has more axes (2) than the image it is associated with (1) [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: 'cdfix' made the change 'Success'. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "BUNIT keyword found and extra '/'s removed, set to 'erg / (cm2 s Angstrom)'\n", + "COPY AND PASTE THE FOLLOWING COMMANDS INTO YOUR SCRIPT \n", + "Replace with the appropriate value for your dataset \n", + "If you're not sure of the correct value, use None \n", + "If you started with a header object not called `header`, \n", + "replace 'header' with the name of your header object \n", + "Use the `astrodb_utils.fits.add_wavelength_keywords` function \n", + "to add the SPEC_VAL, SPEC_BW, TDMID1, TDMAX1, and SPECBAND keywords \n", + "\n", + "header.set('RA_TARG', \"\")\n", + "header.set('DEC_TARG', \"\")\n", + "header.set('TELAPSE', \"\")\n", + "header.set('AUTHOR', \"\")\n", + "header.set('VOREF', \"\")\n", + "header.set('VOPUB', \"\")\n", + "header.set('CONTRIB1', \"\")\n", + "header.set('SPEC_VAL', \"\")\n", + "header.set('SPEC_BW', \"\")\n", + "header.set('TDMIN1', \"\")\n", + "header.set('TDMAX1', \"\")\n", + "header.set('SPECBAND', \"\")\n", + "header.set('APERTURE', \"\")\n", + "Adding values to missing IVOA SpectrumDM keywords.\n", + "OBJECT keyword found: j1412\n", + "Setting OBJECT based on filename: ULAS J141203.85+121609.9\n", + "RA_TARG or DEC_TARG keyword not found, querying Simbad for coordinates using OBJECT: ULAS J141203.85+121609.9.\n", + "\n", + " Reading FITS file: ULAS_J151913.03-000030.0_sdL4_Xshooter_VIS_Primeval-I.fits\n", + "BUNIT keyword not found, set to 'erg / (cm2 s Angstrom)'\n", + "COPY AND PASTE THE FOLLOWING COMMANDS INTO YOUR SCRIPT \n", + "Replace with the appropriate value for your dataset \n", + "If you're not sure of the correct value, use None \n", + "If you started with a header object not called `header`, \n", + "replace 'header' with the name of your header object \n", + "Use the `astrodb_utils.fits.add_wavelength_keywords` function \n", + "to add the SPEC_VAL, SPEC_BW, TDMID1, TDMAX1, and SPECBAND keywords \n", + "\n", + "header.set('OBJECT', \"\")\n", + "header.set('RA_TARG', \"\")\n", + "header.set('DEC_TARG', \"\")\n", + "header.set('INSTRUME', \"\")\n", + "header.set('TELESCOP', \"\")\n", + "header.set('DATE-OBS', \"\")\n", + "header.set('TELAPSE', \"\")\n", + "header.set('AUTHOR', \"\")\n", + "header.set('VOREF', \"\")\n", + "header.set('VOPUB', \"\")\n", + "header.set('CONTRIB1', \"\")\n", + "header.set('SPEC_VAL', \"\")\n", + "header.set('SPEC_BW', \"\")\n", + "header.set('TDMIN1', \"\")\n", + "header.set('TDMAX1', \"\")\n", + "header.set('SPECBAND', \"\")\n", + "header.set('APERTURE', \"\")\n", + "Adding values to missing IVOA SpectrumDM keywords.\n", + "Setting OBJECT based on filename: ULAS J151913.03-000030.0\n", + "RA_TARG or DEC_TARG keyword not found, querying Simbad for coordinates using OBJECT: ULAS J151913.03-000030.0.\n", + "\n", + " Reading FITS file: ULAS_J130710.22+151103.4_sdL8_Xshooter_VIS_Primeval-IV.fits.fits\n", + "Removed unnecessary WCS keywords for 2D or 3D data.\n", + "BUNIT keyword found and extra '/'s removed, set to 'erg / (cm2 s Angstrom)'\n", + "COPY AND PASTE THE FOLLOWING COMMANDS INTO YOUR SCRIPT \n", + "Replace with the appropriate value for your dataset \n", + "If you're not sure of the correct value, use None \n", + "If you started with a header object not called `header`, \n", + "replace 'header' with the name of your header object \n", + "Use the `astrodb_utils.fits.add_wavelength_keywords` function \n", + "to add the SPEC_VAL, SPEC_BW, TDMID1, TDMAX1, and SPECBAND keywords \n", + "\n", + "header.set('RA_TARG', \"\")\n", + "header.set('DEC_TARG', \"\")\n", + "header.set('TELAPSE', \"\")\n", + "header.set('AUTHOR', \"\")\n", + "header.set('VOREF', \"\")\n", + "header.set('VOPUB', \"\")\n", + "header.set('CONTRIB1', \"\")\n", + "header.set('SPEC_VAL', \"\")\n", + "header.set('SPEC_BW', \"\")\n", + "header.set('TDMIN1', \"\")\n", + "header.set('TDMAX1', \"\")\n", + "header.set('SPECBAND', \"\")\n", + "header.set('APERTURE', \"\")\n", + "Adding values to missing IVOA SpectrumDM keywords.\n", + "OBJECT keyword found: ULAS1307+1511\n", + "Setting OBJECT based on filename: ULAS J130710.22+151103.4\n", + "RA_TARG or DEC_TARG keyword not found, querying Simbad for coordinates using OBJECT: ULAS J130710.22+151103.4.\n", + "\n", + " Reading FITS file: ULAS_J024035.36+060629.3_sdM7_Xshooter_VIS_Primevl-IV.fits\n", + "BUNIT keyword found and extra '/'s removed, set to 'erg / (cm2 s Angstrom)'\n", + "COPY AND PASTE THE FOLLOWING COMMANDS INTO YOUR SCRIPT \n", + "Replace with the appropriate value for your dataset \n", + "If you're not sure of the correct value, use None \n", + "If you started with a header object not called `header`, \n", + "replace 'header' with the name of your header object \n", + "Use the `astrodb_utils.fits.add_wavelength_keywords` function \n", + "to add the SPEC_VAL, SPEC_BW, TDMID1, TDMAX1, and SPECBAND keywords \n", + "\n", + "header.set('RA_TARG', \"\")\n", + "header.set('DEC_TARG', \"\")\n", + "header.set('TELAPSE', \"\")\n", + "header.set('AUTHOR', \"\")\n", + "header.set('VOREF', \"\")\n", + "header.set('VOPUB', \"\")\n", + "header.set('CONTRIB1', \"\")\n", + "header.set('SPEC_VAL', \"\")\n", + "header.set('SPEC_BW', \"\")\n", + "header.set('TDMIN1', \"\")\n", + "header.set('TDMAX1', \"\")\n", + "header.set('SPECBAND', \"\")\n", + "header.set('APERTURE', \"\")\n", + "Adding values to missing IVOA SpectrumDM keywords.\n", + "OBJECT keyword found: j0240\n", + "Setting OBJECT based on filename: ULAS J024035.36+060629.3\n", + "RA_TARG or DEC_TARG keyword not found, querying Simbad for coordinates using OBJECT: ULAS J024035.36+060629.3.\n", + "\n", + " Reading FITS file: ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV.fits\n", + "BUNIT keyword found and extra '/'s removed, set to 'erg / (cm2 s Angstrom)'\n", + "COPY AND PASTE THE FOLLOWING COMMANDS INTO YOUR SCRIPT \n", + "Replace with the appropriate value for your dataset \n", + "If you're not sure of the correct value, use None \n", + "If you started with a header object not called `header`, \n", + "replace 'header' with the name of your header object \n", + "Use the `astrodb_utils.fits.add_wavelength_keywords` function \n", + "to add the SPEC_VAL, SPEC_BW, TDMID1, TDMAX1, and SPECBAND keywords \n", + "\n", + "header.set('RA_TARG', \"\")\n", + "header.set('DEC_TARG', \"\")\n", + "header.set('TELAPSE', \"\")\n", + "header.set('AUTHOR', \"\")\n", + "header.set('VOREF', \"\")\n", + "header.set('VOPUB', \"\")\n", + "header.set('CONTRIB1', \"\")\n", + "header.set('SPEC_VAL', \"\")\n", + "header.set('SPEC_BW', \"\")\n", + "header.set('TDMIN1', \"\")\n", + "header.set('TDMAX1', \"\")\n", + "header.set('SPECBAND', \"\")\n", + "header.set('APERTURE', \"\")\n", + "Adding values to missing IVOA SpectrumDM keywords.\n", + "OBJECT keyword found: j2332\n", + "Setting OBJECT based on filename: ULAS J233227.03+123452.0\n", + "RA_TARG or DEC_TARG keyword not found, querying Simbad for coordinates using OBJECT: ULAS J233227.03+123452.0.\n", + "\n", + " Reading FITS file: 2MASS_J06453153-6646120_sdL8_Xshooter_VIS_Primeval-IV.fits\n", + "BUNIT keyword found and extra '/'s removed, set to 'erg / (cm2 s Angstrom)'\n", + "COPY AND PASTE THE FOLLOWING COMMANDS INTO YOUR SCRIPT \n", + "Replace with the appropriate value for your dataset \n", + "If you're not sure of the correct value, use None \n", + "If you started with a header object not called `header`, \n", + "replace 'header' with the name of your header object \n", + "Use the `astrodb_utils.fits.add_wavelength_keywords` function \n", + "to add the SPEC_VAL, SPEC_BW, TDMID1, TDMAX1, and SPECBAND keywords \n", + "\n", + "header.set('RA_TARG', \"\")\n", + "header.set('DEC_TARG', \"\")\n", + "header.set('TELAPSE', \"\")\n", + "header.set('AUTHOR', \"\")\n", + "header.set('VOREF', \"\")\n", + "header.set('VOPUB', \"\")\n", + "header.set('CONTRIB1', \"\")\n", + "header.set('SPEC_VAL', \"\")\n", + "header.set('SPEC_BW', \"\")\n", + "header.set('TDMIN1', \"\")\n", + "header.set('TDMAX1', \"\")\n", + "header.set('SPECBAND', \"\")\n", + "header.set('APERTURE', \"\")\n", + "Adding values to missing IVOA SpectrumDM keywords.\n", + "OBJECT keyword found: 2M0645\n", + "Setting OBJECT based on filename: 2MASS J06453153-6646120\n", + "RA_TARG or DEC_TARG keyword not found, querying Simbad for coordinates using OBJECT: 2MASS J06453153-6646120.\n", + "Total FITS files converted: 11\n", + "Total FITS files with extra WCS keywords removed: 2\n", + "Total FITS files with no BUNIT keyword: 2\n", + "\n", + "Reading new FITS file: ULAS_J024035.36+060629.3_sdM7_Xshooter_VIS_Primevl-IV_SIMPLE.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: TELAPSE = / [s] Total elapsed time (s) \n", + "a floating-point value was expected. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J024035.36+060629.3_sdM7_Xshooter_VIS_Primevl-IV_SIMPLE.fits is plottable.\n", + "\n", + "Reading new FITS file: ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV_SIMPLE.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: TELAPSE = / [s] Total elapsed time (s) \n", + "a floating-point value was expected. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV_SIMPLE.fits is plottable.\n", + "\n", + "Reading new FITS file: ULAS_J223302.03+062030.8_esdL0.5_Xshooter_VIS_Primeval-IV_SIMPLE.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: TELAPSE = / [s] Total elapsed time (s) \n", + "a floating-point value was expected. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J223302.03+062030.8_esdL0.5_Xshooter_VIS_Primeval-IV_SIMPLE.fits is plottable.\n", + "\n", + "Reading new FITS file: ULAS_J130710.22+151103.4_sdL8_Xshooter_VIS_Primeval-IV_SIMPLE.fits_SIMPLE.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: TELAPSE = / [s] Total elapsed time (s) \n", + "a floating-point value was expected. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J130710.22+151103.4_sdL8_Xshooter_VIS_Primeval-IV_SIMPLE.fits_SIMPLE.fits is plottable.\n", + "\n", + "Reading new FITS file: SDSS_J010448.46+153501.8_usdL1.5_Xshooter_VIS_Primeval-II_SIMPLE.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: TELAPSE = / [s] Total elapsed time (s) \n", + "a floating-point value was expected. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File SDSS_J010448.46+153501.8_usdL1.5_Xshooter_VIS_Primeval-II_SIMPLE.fits is plottable.\n", + "\n", + "Reading new FITS file: ULAS_J141203.85+121609.9_sdL5_Xshooter_VIS_Primeval-IV_SIMPLE.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: TELAPSE = / [s] Total elapsed time (s) \n", + "a floating-point value was expected. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J141203.85+121609.9_sdL5_Xshooter_VIS_Primeval-IV_SIMPLE.fits is plottable.\n", + "\n", + "Reading new FITS file: ULAS_J021642.96+004005.7_sdL4_Xshooter_VIS_Primeval-I_SIMPLE.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: DATE-OBS= / Date of observation \n", + "a string value was expected. [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: TELAPSE = / [s] Total elapsed time (s) \n", + "a floating-point value was expected. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J021642.96+004005.7_sdL4_Xshooter_VIS_Primeval-I_SIMPLE.fits is plottable.\n", + "\n", + "Reading new FITS file: 2MASS_J06453153-6646120_sdL8_Xshooter_VIS_Primeval-IV_SIMPLE.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: TELAPSE = / [s] Total elapsed time (s) \n", + "a floating-point value was expected. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File 2MASS_J06453153-6646120_sdL8_Xshooter_VIS_Primeval-IV_SIMPLE.fits is plottable.\n", + "\n", + "Reading new FITS file: ULAS_J151913.03-000030.0_sdL4_Xshooter_VIS_Primeval-I_SIMPLE.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: DATE-OBS= / Date of observation \n", + "a string value was expected. [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: TELAPSE = / [s] Total elapsed time (s) \n", + "a floating-point value was expected. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J151913.03-000030.0_sdL4_Xshooter_VIS_Primeval-I_SIMPLE.fits is plottable.\n", + "\n", + "Reading new FITS file: ULAS_J230711.01+014447.1_usdL4.5_Xshooter_VIS_Primeval-III_SIMPLE.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: TELAPSE = / [s] Total elapsed time (s) \n", + "a floating-point value was expected. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J230711.01+014447.1_usdL4.5_Xshooter_VIS_Primeval-III_SIMPLE.fits is plottable.\n", + "\n", + "Reading new FITS file: 2MASS_J06164006-6407194_esdL6_Xshooter_VIS_Primeval-I_SIMPLE.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: TELAPSE = / [s] Total elapsed time (s) \n", + "a floating-point value was expected. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File 2MASS_J06164006-6407194_esdL6_Xshooter_VIS_Primeval-I_SIMPLE.fits is plottable.\n", + "Total FITS files plotted: 11\n", + "Total FITS files failed: 0\n" + ] + } + ], + "source": [ + "# Got 11/13 xshooter VIS working. PHEW.\n", + "%run x_shooter_VIS.py" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(2, 22001) (22001,)\n", + "Filename: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/spectra_convert/Zhang18/SIMPLE/ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV_SIMPLE.fits\n", + "No. Name Ver Type Cards Dimensions Format\n", + " 0 PRIMARY 1 PrimaryHDU 603 () \n", + " 1 DATA 1 BinTableHDU 16 22001R x 2C [D, 2D] \n" + ] + }, + { + "data": { + "text/plain": [ + "ColDefs(\n", + " name = 'wavelength'; format = 'D'; unit = 'nm'\n", + " name = 'flux'; format = '2D'; unit = 'erg Angstrom-1 s-1 cm-2'; dim = '(2)'\n", + ")" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "path= \"/Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/spectra_convert/Zhang18/SIMPLE/ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV_SIMPLE.fits\"\n", + "spectrum = Spectrum.read(path)\n", + "print(spectrum.flux.shape, spectrum.spectral_axis.shape)\n", + "#spectrum.meta\n", + "#spectrum[0].plot(label=\"Original Spectrum\")\n", + "hdu_list = fits.open(path)\n", + "hdu_list.info()\n", + "hdu_list[0].header\n", + "hdu_list[1].columns" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'2025-07-09'" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from datetime import date\n", + "date.today().isoformat() # set to today's date\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n" + ] + } + ], + "source": [ + "path = \"/Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files\"\n", + "print(os.path.exists(os.path.join(path,\"SDSS_J134749.74+333601.7_sdL0_SDSS_Primeval-I.txt\")))\n" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 2\n", + "CTYPE : 'LINEAR' '' \n", + "CRVAL : 533.65885533784 0.0 \n", + "CRPIX : -1316.02868326581 0.0 \n", + "CD1_1 CD1_2 : 0.0200004335492849 0.0 \n", + "CD2_1 CD2_2 : 0.0 1.0 \n", + "NAXIS : 22993 0\n", + "1\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate system \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: The WCS transformation has more axes (2) than the image it is associated with (1) [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: 'cdfix' made the change 'Success'. [astropy.wcs.wcs]\n" + ] + } + ], + "source": [ + "file_path = os.path.join(path, \"SDSS_J010448.46+153501.8_usdL1.5_Xshooter_VIS_Primeval-II.fits\")\n", + "with fits.open(file_path, mode=\"update\") as hdul:\n", + " header= hdul[0].header\n", + " #header.remove(\"CRDER2\", ignore_missing=True)\n", + " #header.remove(\"CSYER2\", ignore_missing=True) \n", + " #header.remove(\"CUNIT2\", ignore_missing=True)\n", + " #header.remove(\"HDUCLAS2\", ignore_missing=True)\n", + " w = WCS(header)\n", + " \n", + "print(f\"WCS: {w}\")\n", + "print(hdul[0].header[\"NAXIS\"])\n", + "#print(f\"header: {header}\")\n", + "#spectrum = Spectrum.read(file_path)\n", + "#print(f\"spectrum flux units: {spectrum.flux.unit}\")\n", + "#print(f\"spectrum spectral axis units: {spectrum.spectral_axis.unit}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 72, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1\n", + "WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 533.65885533784 \n", + "CRPIX : -1316.02868326581 \n", + "CD1_1 : 0.0200004335492849 \n", + "NAXIS : 22993\n", + "None\n", + "1\n", + "1\n", + "1\n", + "1\n", + "FK5\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate system \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: The WCS transformation has more axes (2) than the image it is associated with (1) [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: 'cdfix' made the change 'Success'. [astropy.wcs.wcs]\n" + ] + } + ], + "source": [ + "filepath = os.path.join(path, \"SDSS_J010448.46+153501.8_usdL1.5_Xshooter_VIS_Primeval-II.fits\")\n", + "hdul= fits.open(filepath, mode=\"update\")\n", + "hdul.verify(\"fix\")\n", + "header= hdul[0].header\n", + "wcs = WCS(header)\n", + "wcs = wcs.dropaxis(1) # Drop the second axis (index 1)\n", + "print(wcs.naxis)\n", + "print(wcs.printwcs())\n", + "print(wcs.pixel_n_dim)\n", + "print(wcs.world_n_dim)\n", + "print(hdul[0].header[\"NAXIS\"])\n", + "print(hdul[0].header[\"WCSDIM\"])\n", + "print(header[\"RADECSYS\"])\n", + "hdul.close()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " Reading FITS file: ULAS_J021642.96+004005.7_sdL4_Xshooter_VIS_Primeval-I.fits\n", + "BUNIT keyword not found, set to 'erg / (cm2 s Angstrom)'\n", + "RADECSYS keyword not found, no changes made.\n", + "flux unit: wavelength unit: Angstrom\n", + "ERROR - astrodb_utils.spectra - flux units are not expected: . Expecting [PhysicalType({'power density', 'spectral flux density wav'}), PhysicalType('spectral flux density')].\n", + "Could not read ULAS_J021642.96+004005.7_sdL4_Xshooter_VIS_Primeval-I.fits: flux units are not expected: . Expecting [PhysicalType({'power density', 'spectral flux density wav'}), PhysicalType('spectral flux density')].\n", + "\n", + " Reading FITS file: ULAS_J223302.03+062030.8_esdL0.5_Xshooter_VIS_Primeval-IV.fits\n", + "BUNIT keyword found and extra / removed, set to 'erg / (cm2 s Angstrom)'\n", + "RADECSYS keyword found and renamed to RADESYSa with value: FK5\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n", + "File ULAS_J223302.03+062030.8_esdL0.5_Xshooter_VIS_Primeval-IV.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J230711.01+014447.1_usdL4.5_Xshooter_VIS_Primeval-III.fits\n", + "BUNIT keyword found and extra / removed, set to 'erg / (cm2 s Angstrom)'\n", + "RADECSYS keyword found and renamed to RADESYSa with value: FK5\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n", + "WARNING: UnitsWarning: 'erg/s/cm2/Angstrom' contains multiple slashes, which is discouraged by the FITS standard [astropy.units.format.generic]\n", + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n", + "File ULAS_J230711.01+014447.1_usdL4.5_Xshooter_VIS_Primeval-III.fits is plottable.\n", + "\n", + " Reading FITS file: 2MASS_J06164006-6407194_esdL6_Xshooter_VIS_Primeval-I.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: UnitsWarning: 'erg/s/cm2/Angstrom' contains multiple slashes, which is discouraged by the FITS standard [astropy.units.format.generic]\n", + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "BUNIT keyword found and extra / removed, set to 'erg / (cm2 s Angstrom)'\n", + "RADECSYS keyword found and renamed to RADESYSa with value: FK5\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n", + "File 2MASS_J06164006-6407194_esdL6_Xshooter_VIS_Primeval-I.fits is plottable.\n", + "\n", + " Reading FITS file: SDSS_J010448.46+153501.8_usdL1.5_Xshooter_VIS_Primeval-II.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: UnitsWarning: 'erg/s/cm2/Angstrom' contains multiple slashes, which is discouraged by the FITS standard [astropy.units.format.generic]\n", + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate system \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: The WCS transformation has more axes (2) than the image it is associated with (1) [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: 'cdfix' made the change 'Success'. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Detected 2D WCS with 1D data, removing unnecessary WCS keywords.\n", + "Original WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 2\n", + "CTYPE : 'LINEAR' '' \n", + "CRVAL : 533.65885533784 0.0 \n", + "CRPIX : -1316.02868326581 0.0 \n", + "CD1_1 CD1_2 : 0.0200004335492849 0.0 \n", + "CD2_1 CD2_2 : 0.0 1.0 \n", + "NAXIS : 22993 0\n", + "WCSDIM: 1\n", + "Removed unnecessary WCS keywords for 2D or 3D data.\n", + "Updated WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 2\n", + "CTYPE : 'LINEAR' '' \n", + "CRVAL : 533.65885533784 0.0 \n", + "CRPIX : -1316.02868326581 0.0 \n", + "CD1_1 CD1_2 : 0.0200004335492849 0.0 \n", + "CD2_1 CD2_2 : 0.0 1.0 \n", + "NAXIS : 22993 0\n", + "BUNIT keyword found and extra / removed, set to 'erg / (cm2 s Angstrom)'\n", + "DC-FLAG keyword not found, set to 0\n", + "RADECSYS keyword found and renamed to RADESYSa with value: FK5\n", + "Could not read SDSS_J010448.46+153501.8_usdL1.5_Xshooter_VIS_Primeval-II.fits: spec_axis does not have unit: []\n", + "\n", + " Reading FITS file: ULAS_J141203.85+121609.9_sdL5_Xshooter_VIS_Primeval-IV.fits\n", + "BUNIT keyword found and extra / removed, set to 'erg / (cm2 s Angstrom)'\n", + "RADECSYS keyword found and renamed to RADESYSa with value: FK5\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n", + "File ULAS_J141203.85+121609.9_sdL5_Xshooter_VIS_Primeval-IV.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J151913.03-000030.0_sdL4_Xshooter_VIS_Primeval-I.fits\n", + "BUNIT keyword not found, set to 'erg / (cm2 s Angstrom)'\n", + "RADECSYS keyword not found, no changes made.\n", + "flux unit: wavelength unit: Angstrom\n", + "ERROR - astrodb_utils.spectra - flux units are not expected: . Expecting [PhysicalType({'power density', 'spectral flux density wav'}), PhysicalType('spectral flux density')].\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: UnitsWarning: 'erg/s/cm2/Angstrom' contains multiple slashes, which is discouraged by the FITS standard [astropy.units.format.generic]\n", + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n", + "WARNING: UnitsWarning: 'erg/s/cm2/Angstrom' contains multiple slashes, which is discouraged by the FITS standard [astropy.units.format.generic]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Could not read ULAS_J151913.03-000030.0_sdL4_Xshooter_VIS_Primeval-I.fits: flux units are not expected: . Expecting [PhysicalType({'power density', 'spectral flux density wav'}), PhysicalType('spectral flux density')].\n", + "\n", + " Reading FITS file: ULAS_J130710.22+151103.4_sdL8_Xshooter_VIS_Primeval-IV.fits.fits\n", + "Detected 2D WCS with 1D data, removing unnecessary WCS keywords.\n", + "Original WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 2\n", + "CTYPE : 'LINEAR' '' \n", + "CRVAL : 533.660000320511 0.0 \n", + "CRPIX : -716.000000000667 0.0 \n", + "CD1_1 CD1_2 : 0.0199999995529652 0.0 \n", + "CD2_1 CD2_2 : 0.0 1.0 \n", + "NAXIS : 23601 0\n", + "WCSDIM: 1\n", + "Removed unnecessary WCS keywords for 2D or 3D data.\n", + "Updated WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 2\n", + "CTYPE : 'LINEAR' '' \n", + "CRVAL : 533.660000320511 0.0 \n", + "CRPIX : -716.000000000667 0.0 \n", + "CD1_1 CD1_2 : 0.0199999995529652 0.0 \n", + "CD2_1 CD2_2 : 0.0 1.0 \n", + "NAXIS : 23601 0\n", + "BUNIT keyword found and extra / removed, set to 'erg / (cm2 s Angstrom)'\n", + "DC-FLAG keyword not found, set to 0\n", + "RADECSYS keyword found and renamed to RADESYSa with value: FK5\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: The WCS transformation has more axes (2) than the image it is associated with (1) [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: 'cdfix' made the change 'Success'. [astropy.wcs.wcs]\n", + "WARNING: UnitsWarning: 'erg/s/cm2/Angstrom' contains multiple slashes, which is discouraged by the FITS standard [astropy.units.format.generic]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Could not read ULAS_J130710.22+151103.4_sdL8_Xshooter_VIS_Primeval-IV.fits.fits: spec_axis does not have unit: []\n", + "\n", + " Reading FITS file: ULAS_J024035.36+060629.3_sdM7_Xshooter_VIS_Primevl-IV.fits\n", + "BUNIT keyword found and extra / removed, set to 'erg / (cm2 s Angstrom)'\n", + "RADECSYS keyword found and renamed to RADESYSa with value: FK5\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n", + "WARNING: UnitsWarning: 'erg/s/cm2/Angstrom' contains multiple slashes, which is discouraged by the FITS standard [astropy.units.format.generic]\n", + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n", + "/Users/kelle/miniforge3/envs/simple_3.13/lib/python3.13/site-packages/specutils/io/default_loaders/wcs_fits.py:522: UserWarning: linear Solution: Try using `format='wcs1d-fits'` instead\n", + " warnings.warn(\"linear Solution: Try using `format='wcs1d-fits'` instead\")\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n", + "File ULAS_J024035.36+060629.3_sdM7_Xshooter_VIS_Primevl-IV.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J135058.85+081506.8_usdL3_Xshooter_VIS_Primeval-III.fits\n", + "BUNIT keyword found and extra / removed, set to 'erg / (cm2 s Angstrom)'\n", + "DC-FLAG keyword not found, set to 0\n", + "RADECSYS keyword found and renamed to RADESYSa with value: FK5\n", + "Could not read ULAS_J135058.85+081506.8_usdL3_Xshooter_VIS_Primeval-III.fits: \"Keyword 'DC-FLAG' not found.\"\n", + "\n", + " Reading FITS file: ULAS_J020858.62+020657.0_esdL3_Xshooter_VIS_Primeval-III.fits\n", + "BUNIT keyword found and extra / removed, set to 'erg / (cm2 s Angstrom)'\n", + "DC-FLAG keyword not found, set to 0\n", + "RADECSYS keyword found and renamed to RADESYSa with value: FK5\n", + "Could not read ULAS_J020858.62+020657.0_esdL3_Xshooter_VIS_Primeval-III.fits: \"Keyword 'DC-FLAG' not found.\"\n", + "\n", + " Reading FITS file: ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV.fits\n", + "BUNIT keyword found and extra / removed, set to 'erg / (cm2 s Angstrom)'\n", + "RADECSYS keyword found and renamed to RADESYSa with value: FK5\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n", + "File ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV.fits is plottable.\n", + "\n", + " Reading FITS file: 2MASS_J06453153-6646120_sdL8_Xshooter_VIS_Primeval-IV.fits\n", + "BUNIT keyword found and extra / removed, set to 'erg / (cm2 s Angstrom)'\n", + "RADECSYS keyword found and renamed to RADESYSa with value: FK5\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n", + "File 2MASS_J06453153-6646120_sdL8_Xshooter_VIS_Primeval-IV.fits is plottable.\n", + "Total FITS files plotted: 7\n", + "Total FITS files failed: 6\n", + "Total FITS files with extra WCS keywords removed: 2\n", + "Total FITS files with no BUNIT keyword: 2\n", + "Total FITS files with no DC-FLAG keyword: 4\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: UnitsWarning: 'erg/s/cm2/Angstrom' contains multiple slashes, which is discouraged by the FITS standard [astropy.units.format.generic]\n", + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n", + "WARNING: UnitsWarning: 'erg/s/cm2/Angstrom' contains multiple slashes, which is discouraged by the FITS standard [astropy.units.format.generic]\n" + ] + } + ], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "READING FITS file: ULAS_J231949.36+044559.5_M7_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J231949.36+044559.5_M7_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5403.447981095367 Angstrom - 10195.708446603123 Angstrom\n", + "PLOTTABLE file name: ULAS_J231949.36+044559.5_M7_comb_OSIRIS_scombine_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J010756.85+100811.3_sdM7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J010756.85+100811.3_sdM7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5400.000009536744 Angstrom - 10195.122075080872 Angstrom\n", + "PLOTTABLE file name: ULAS_J010756.85+100811.3_sdM7_OSIRIS_GTC63-13A_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5404.615382671358 Angstrom - 10196.626481056217 Angstrom\n", + "PLOTTABLE file name: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC39-12B_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J141203.85+121609.9_sdL5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J141203.85+121609.9_sdL5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5400.184251785285 Angstrom - 10197.514977455152 Angstrom\n", + "PLOTTABLE file name: ULAS_J141203.85+121609.9_sdL5_OSIRIS_GTC39-12B_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J082206.61+044101.8_sdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J082206.61+044101.8_sdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5404.634617328648 Angstrom - 10196.873518943787 Angstrom\n", + "PLOTTABLE file name: ULAS_J082206.61+044101.8_sdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J130710.22+151103.4_sdL8_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J130710.22+151103.4_sdL8_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5402.84044837951 Angstrom - 9925.204053401936 Angstrom\n", + "PLOTTABLE file name: ULAS_J130710.22+151103.4_sdL8_OSIRIS_GTC46-14A_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J154638.34-011213.0_sdL3_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J154638.34-011213.0_sdL3_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5402.792775630954 Angstrom - 10198.396174907692 Angstrom\n", + "PLOTTABLE file name: ULAS_J154638.34-011213.0_sdL3_OSIRIS_GTC63-13A_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J020628.22+020255.6_sdM7_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J020628.22+020255.6_sdM7_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5404.691965103148 Angstrom - 10197.61005783081 Angstrom\n", + "PLOTTABLE file name: ULAS_J020628.22+020255.6_sdM7_OSIRIS_GTC39-12B_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J145234.65+043738.4_esdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J145234.65+043738.4_esdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5400.1113290786725 Angstrom - 10196.56787157058 Angstrom\n", + "PLOTTABLE file name: ULAS_J145234.65+043738.4_esdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J134206.86+053724.9_sdL1_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J134206.86+053724.9_sdL1_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5400.0000095367395 Angstrom - 10000.000119209286 Angstrom\n", + "PLOTTABLE file name: ULAS_J134206.86+053724.9_sdL1_OSIRIS_GTC46-14A_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J135216.31+312327.0_esdL0.5_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J135216.31+312327.0_esdL0.5_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5402.911756515502 Angstrom - 10198.544370651243 Angstrom\n", + "PLOTTABLE file name: ULAS_J135216.31+312327.0_esdL0.5_OSIRIS_GTC46-14A_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J143154.18-004114.3_sdM9_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J143154.18-004114.3_sdM9_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5400.1913681030255 Angstrom - 10099.99975204468 Angstrom\n", + "PLOTTABLE file name: ULAS_J143154.18-004114.3_sdM9_OSIRIS_GTC46-14A_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5404.782201766971 Angstrom - 10150.000061035156 Angstrom\n", + "PLOTTABLE file name: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC63-13A_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J223440.80+001002.6_sdL1_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J223440.80+001002.6_sdL1_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5404.240742206577 Angstrom - 10196.68520402909 Angstrom\n", + "PLOTTABLE file name: ULAS_J223440.80+001002.6_sdL1_OSIRIS_GTC63-13A_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J123142.99+015045.4_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J123142.99+015045.4_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5410.322566986097 Angstrom - 10197.419181823752 Angstrom\n", + "PLOTTABLE file name: ULAS_J123142.99+015045.4_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J233227.03+123452.0_M6_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J233227.03+123452.0_M6_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5400.228787422178 Angstrom - 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10197.610057830812 Angstrom\n", + "PLOTTABLE file name: ULAS_J230443.30+093423.9_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits \n", + "\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: 'datfix' made the change 'Set MJD-OBS to 56487.164945 from DATE-OBS'. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "wavelenth range: 6253.0823497772235 Angstrom - 9797.793899536135 Angstrom\n", + "READING FITS file: ULAS_J224054.61+030902.0_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J224054.61+030902.0_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5404.399250030519 Angstrom - 10150.00008773804 Angstrom\n", + "PLOTTABLE file name: ULAS_J224054.61+030902.0_M7_OSIRIS_GTC63-13A_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J231924.35+052524.5_esdL1_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J231924.35+052524.5_esdL1_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5403.540403323384 Angstrom - 10195.546174948173 Angstrom\n", + "PLOTTABLE file name: ULAS_J231924.35+052524.5_esdL1_comb_OSIRIS_scombine_Primeval-IV.fits \n", + "\n", + "READING FITS file: SDSS_J133348.24+273508.8_sdL1_OSIRIS_GTC65-13B_Primeval-I.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/SDSS_J133348.24+273508.8_sdL1_OSIRIS_GTC65-13B_Primeval-I.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5404.598859491877 Angstrom - 10152.300965069808 Angstrom\n", + "PLOTTABLE file name: SDSS_J133348.24+273508.8_sdL1_OSIRIS_GTC65-13B_Primeval-I.fits \n", + "\n", + "READING FITS file: ULAS_J001931.33+063111.0_M9_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J001931.33+063111.0_M9_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5404.691885948183 Angstrom - 10197.609041213987 Angstrom\n", + "PLOTTABLE file name: ULAS_J001931.33+063111.0_M9_OSIRIS_GTC39-12B_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J141832.35+025323.0_sdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J141832.35+025323.0_sdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5404.691965103151 Angstrom - 10197.610057830812 Angstrom\n", + "PLOTTABLE file name: ULAS_J141832.35+025323.0_sdL0_OSIRIS_GTC39-12B_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J233227.03+123452.0_L6p+T4p_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J233227.03+123452.0_L6p+T4p_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5402.072617530823 Angstrom - 10197.524080276486 Angstrom\n", + "PLOTTABLE file name: ULAS_J233227.03+123452.0_L6p+T4p_OSIRIS_GTC46-14A_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J141832.35+025323.0_sdL0_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J141832.35+025323.0_sdL0_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5401.270009773435 Angstrom - 10197.723097303437 Angstrom\n", + "PLOTTABLE file name: ULAS_J141832.35+025323.0_sdL0_comb_OSIRIS_scombine_Primeval-IV.fits \n", + "\n" + ] + }, + { + "data": { + "image/png": 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10198.799433141887 Angstrom\n", + "PLOTTABLE file name: ULAS_J134505.85+342441.8_M9_comb_OSIRIS_scombine_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J023803.12+054526.1_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J023803.12+054526.1_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5404.354579925535 Angstrom - 9999.999901771545 Angstrom\n", + "PLOTTABLE file name: ULAS_J023803.12+054526.1_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J230711.01+014447.1_usdL4.5_OSIRIS_GTC63-13A_Primeval-III.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J230711.01+014447.1_usdL4.5_OSIRIS_GTC63-13A_Primeval-III.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5404.634617328642 Angstrom - 10196.873518943781 Angstrom\n", + "PLOTTABLE file name: ULAS_J230711.01+014447.1_usdL4.5_OSIRIS_GTC63-13A_Primeval-III.fits \n", + "\n", + "READING FITS file: ULAS_J125226.62+092920.1_sdL0.5_OSIRIS_GTC80-15A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J125226.62+092920.1_sdL0.5_OSIRIS_GTC80-15A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5407.101453304298 Angstrom - 10192.46381950379 Angstrom\n", + "PLOTTABLE file name: ULAS_J125226.62+092920.1_sdL0.5_OSIRIS_GTC80-15A_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J011840.73+084424.7_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J011840.73+084424.7_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5404.684524536133 Angstrom - 10100.000152587892 Angstrom\n", + "PLOTTABLE file name: ULAS_J011840.73+084424.7_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits \n", + "\n", + "READING FITS file: ULAS_J124104.75-000531.4_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "File path: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files/ULAS_J124104.75-000531.4_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2)\n", + "flux unit: power density/spectral flux density wav, wave unit: Angstrom\n", + "wavelenth range: 5404.252971649175 Angstrom - 9889.999801635746 Angstrom\n", + "PLOTTABLE file name: ULAS_J124104.75-000531.4_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits \n", + "\n", + "\n", + "Total files read into Spectrum objects: 64\n", + "Total files plotted: 64\n", + "Total files failed: 0\n" + ] + } + ], + "source": [ + "# Only do OSIRIS FITS files\n", + "\n", + "file_read = 0\n", + "file_plotted = 0\n", + "file_failed = 0\n", + "\n", + "for filename in os.listdir(path):\n", + " if not filename.endswith(\"fits\") or \"OSIRIS\" not in filename:\n", + " #print(f\"SKIPPING FITS file: {filename}\")\n", + " continue\n", + " else:\n", + " print(f\"READING FITS file: {filename}\")\n", + " \n", + " file_path = os.path.join(path, filename)\n", + " print(f\"File path: {file_path}\")\n", + "\n", + " # Read the FITS file\n", + " #with fits.open(file_path, mode=\"update\") as filehandle:\n", + " # unit_string = \"erg / (angstrom s cm2)\"\n", + " # print(f\"REPLACING {filehandle[0].header['BUNIT']} with {unit_string}\")\n", + " # filehandle[0].header[\"BUNIT\"] = unit_string\n", + "\n", + " try:\n", + " spectrum = Spectrum.read(file_path) #format=\"wcs1d-fits\") #, flux_unit=u.Unit(\"erg / (angstrom s cm2)\"))\n", + " spectrum = extract_region(spectrum, SpectralRegion(0.54*u.um, 1.02*u.um))\n", + " \n", + " print(f\"flux unit: {spectrum.flux.unit}\")\n", + " #if u.get_physical_type(spectrum.flux.unit) == \"unknown\": \n", + " # spectrum.flux = spectrum.flux * u.Unit(\"erg / (angstrom s cm2)\") # Convert flux to erg/cm^2/s/A\n", + " print(f\"flux unit: {u.get_physical_type(spectrum.flux.unit)}, wave unit: {spectrum.spectral_axis.unit}\")\n", + " file_read +=1\n", + " except Exception as e:\n", + " file_failed += 1\n", + " raise e\n", + "\n", + " # Plot and check\n", + " try:\n", + " check_spectrum_plottable(spectrum, raise_error=True, show_plot=False)\n", + " print(f\"wavelenth range: {spectrum.spectral_axis.min()} - {spectrum.spectral_axis.max()}\")\n", + " print(f\"PLOTTABLE file name: {filename} \\n\")\n", + " file_plotted += 1\n", + " except Exception as e:\n", + " file_failed += 1\n", + " raise e\n", + "\n", + " if filename == \"ULAS_J230443.30+093423.9_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\":\n", + " spectrum = extract_region(spectrum, SpectralRegion(0.625*u.um, 0.98*u.um))\n", + " check_spectrum_plottable(spectrum, raise_error=True, show_plot=True)\n", + " print(f\"wavelenth range: {spectrum.spectral_axis.min()} - {spectrum.spectral_axis.max()}\")\n", + "\n", + " if filename == \"ULAS_J141832.35+025323.0_sdL0_comb_OSIRIS_scombine_Primeval-IV.fits\":\n", + " spectrum = extract_region(spectrum, SpectralRegion(0.62*u.um, 0.975*u.um))\n", + " check_spectrum_plottable(spectrum, raise_error=True, show_plot=True)\n", + " print(f\"wavelenth range: {spectrum.spectral_axis.min()} - {spectrum.spectral_axis.max()}\")\n", + "\n", + " \n", + "\n", + "print(f\"\\nTotal files read into Spectrum objects: {file_read}\")\n", + "print(f\"Total files plotted: {file_plotted}\")\n", + "print(f\"Total files failed: {file_failed}\")\n", + "\n", + "#Problems\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "path = \"/Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/spectra_convert/Zhang18/\"\n", + "original_path = os.path.join(path, \"sty2054_supplemental_files\")\n", + "out_path = os.path.join(path, \"SIMPLE\")\n", + "filename = \"ULAS_J020858.62+020657.0_esdL3_Xshooter_VIS_Primeval-III.fits\"\n", + "file_path = os.path.join(original_path, filename)\n", + "hdul = fits.open(file_path)\n", + "header = hdul[0].header\n", + "\n", + "\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "0\n", + "SIMPLE = T / Fits standard BITPIX = -32 / Bits per pixel NAXIS = 3 / Number of axes NAXIS1 = 23001 / Axis length NAXIS2 = 1 / Axis length NAXIS3 = 4 / Axis length EXTEND = T / File may contain extensions ORIGIN = 'NOAO-IRAF FITS Image Kernel July 2003' / FITS file originator IRAF-TLM= '2018-05-29T13:04:39' / Time of last modification OBJECT = 'j0208 ' / Name of the object observed COMMENT FITS (Flexible Image Transport System) format is defined in 'AstronomyCOMMENT and Astrophysics', volume 376, page 359; bibcode: 2001A&A...376..359H DATE = '2018-05-29T13:04:39' / file creation date (YYYY-MM-DDThh:mm:ss UT) LAMNLIN = 4130 / No. of lines used in wavelength solution LAMRMS = 0.00264384632376248 / RMS of wavelength solution [CUNIT1] CRDER1 = 4.11397058273674E-05 / Wavelength uncertainty [CUNIT1] CSYER1 = 0.02 / Typical systematic wavelength error [CUNIT1] CUNIT1 = 'nm ' / Wavelength units SPATRMS = 0.0360231359032311 / RMS on spatial coordinate uncertainty [CUNIT2] CRDER2 = 0.000560539847085054 / Spatial coordinate uncertainty [CUNIT2] CSYER2 = 0.16 / Spatial coordinate systematic uncertainty [CUNICUNIT2 = 'arcsec ' / Spatial units CRPIX1 = -1316.00000000126 CRVAL1 = 533.66000058872 CTYPE1 = 'LINEAR ' CTYPE2 = 'LINEAR ' CD1_1 = 0.0199999995529652 CD2_2 = 1. TELESCOP= 'ESO-VLT-U2' / ESO Telescope Name INSTRUME= 'XSHOOTER' / Instrument used. RA = 32.2446 / 02:08:58.7 RA (J2000) pointing DEC = 2.11489 / 02:06:53.6 DEC (J2000) pointing EQUINOX = 2000. / Standard FK5 RADECSYS= 'FK5 ' / Coordinate reference frame EXPTIME = 282. / Total integration time MJD-OBS = 56990.082606922 / MJD start (2014-11-29T01:58:57.238) DATE-OBS= '2014-11-29T01:58:57.238' / Date of observation UTC = 7132. / 01:58:52.000 UTC at start LST = 6527.004 / 01:48:47.004 LST at start PI-COI = 'UNKNOWN ' / PI-COI name. OBSERVER= 'UNKNOWN ' / Name of observer. BUNIT = 'erg/s/cm2/Angstrom' HDUCLASS= 'ESO ' / hdu classification HDUDOC = 'DICD ' / hdu reference document HDUVERS = 'DICD V6.0' / hdu reference document version HDUCLAS1= 'IMAGE ' / hdu format classification HDUCLAS2= 'DATA ' / hdu type classification ERRDATA = 'ORD16_ERRS' / name of errs extension QUALDATA= 'ORD16_QUAL' / name of qual extension ARCFILE = 'XSHOO.2014-11-29T01:58:57.238.fits' / Archive File Name DATAMD5 = '4436645266aa3d9eaf05c6a9fccd198b' / MD5 checksum PIPEFILE= 'SCI_SLIT_FLUX_MERGE2D_VIS.fits' / Filename of data product HIERARCH ESO OBS AIRM = 1.6 / Req. max. airmass HIERARCH ESO OBS AMBI FWHM = 1.2 / Req. max. seeing HIERARCH ESO OBS AMBI TRANS = '3THN ' / Req. sky transparency HIERARCH ESO OBS ATM = 'NATM ' / Req. Atmospheric Turbulence Model HIERARCH ESO OBS CONTAINER ID = -999 / Scheduling container ID HIERARCH ESO OBS CONTAINER TYPE = 'U ' / Scheduling container type HIERARCH ESO OBS DID = 'ESO-VLT-DIC.OBS-1.12' / OBS Dictionary HIERARCH ESO OBS EXECTIME = 4483 / Expected execution time HIERARCH ESO OBS GRP = '0 ' / linked blocks HIERARCH ESO OBS ID = 1135336 / Observation block ID HIERARCH ESO OBS MOON DIST = 30 / Req. min. angular dist. from moon HIERARCH ESO OBS MOON FLI = 0.5 / Req. max. fractional lunar illum. HIERARCH ESO OBS NAME = 'j0208 ' / OB name HIERARCH ESO OBS NTPL = 2 / Number of templates within OB HIERARCH ESO OBS OBSERVER = 'UNKNOWN ' / Observer Name HIERARCH ESO OBS PI-COI ID = 72262 / ESO internal PI-COI ID HIERARCH ESO OBS PI-COI NAME = 'UNKNOWN ' / PI-COI name HIERARCH ESO OBS PROG ID = '094.C-0202(A)' / ESO program identification HIERARCH ESO OBS START = '2014-11-29T01:48:30' / OB start time HIERARCH ESO OBS STREHLRATIO = 0. / Req. strehl ratio HIERARCH ESO OBS TARG NAME = 'j0208 ' / OB target name HIERARCH ESO OBS TPLNO = 2 / Template number within OB HIERARCH ESO OBS TWILIGHT = 0 / Req. twilight HIERARCH ESO OBS WATERVAPOUR = 0. / Req. water vapour HIERARCH ESO TPL DID = 'ESO-VLT-DIC.TPL-1.9' / Data dictionary for TPL HIERARCH ESO TPL EXPNO = 2 / Exposure number within template HIERARCH ESO TPL ID = 'XSHOOTER_slt_obs_AutoNodOnSlit' / Template signa HIERARCH ESO TPL NAME = 'XSHOOTER observations with AutoNodOnSlit offset' HIERARCH ESO TPL NEXP = 36 / Number of exposures within templat HIERARCH ESO TPL PRESEQ = 'XSHOOTER_obs_AutoNodOnSlit.seq' / Sequencer scri HIERARCH ESO TPL START = '2014-11-29T01:58:28' / TPL start time HIERARCH ESO TPL VERSION = '$Revision: 213208 $' / Version of the template HIERARCH ESO TEL AIRM END = 1.141 / Airmass at end HIERARCH ESO TEL AIRM START = 1.125 / Airmass at start HIERARCH ESO TEL ALT = 62.715 / Alt angle at start HIERARCH ESO TEL AMBI FWHM END = 0.87 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI FWHM START = 1.4 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI PRES END = 742.8 / Observatory ambient air pressure q HIERARCH ESO TEL AMBI PRES START = 742.55 / Observatory ambient air pressure q HIERARCH ESO TEL AMBI RHUM = 11.5 / Observatory ambient relative humid HIERARCH ESO TEL AMBI TAU0 = 0.0018 / Average coherence time HIERARCH ESO TEL AMBI TEMP = 12.96 / Observatory ambient temperature qu HIERARCH ESO TEL AMBI WINDDIR = 47.5 / Observatory ambient wind direction HIERARCH ESO TEL AMBI WINDSP = 7.4 / Observatory ambient wind speed que HIERARCH ESO TEL AZ = 191.496 / Az angle at start S=0,W=90 HIERARCH ESO TEL CHOP ST = F / True when chopping is active HIERARCH ESO TEL DATE = '2000-01-01T00:00:00' / TCS installation date HIERARCH ESO TEL DID = 'ESO-VLT-DIC.TCS' / Data dictionary for TEL HIERARCH ESO TEL DOME STATUS = 'FULLY-OPEN' / Dome status HIERARCH ESO TEL FOCU ID = 'CA ' / Telescope focus station ID HIERARCH ESO TEL FOCU LEN = 108.557 / Focal length HIERARCH ESO TEL FOCU SCALE = 1.894 / Focal scale HIERARCH ESO TEL FOCU VALUE = 0.449 / M2 setting HIERARCH ESO TEL GEOELEV = 2648. / Elevation above sea level (m) HIERARCH ESO TEL GEOLAT = -24.6272 / Tel geo latitute (+=North) HIERARCH ESO TEL GEOLON = -70.4048 / Tel geo longitude (+=East) HIERARCH ESO TEL IA FWHM = 0.73 / Delivered seeing corrected by airm HIERARCH ESO TEL IA FWHMLIN = 0.82 / Delivered seeing on IA detector (l HIERARCH ESO TEL IA FWHMLINOBS = 0.87 / Delivered seeing on IA detector (l HIERARCH ESO TEL ID = 'v 260521' / TCS version number HIERARCH ESO TEL MOON DEC = -6.86868 / -06:52:07.2 DEC (J2000) HIERARCH ESO TEL MOON RA = 332.201925 / 22:08:48.4 RA (J2000) HIERARCH ESO TEL OPER = 'I, Condor' / Telescope Operator HIERARCH ESO TEL PARANG END = 159.28 / Parallactic angle at end HIERARCH ESO TEL PARANG START = -169.552 / Parallactic angle at start HIERARCH ESO TEL TARG ALPHA = 20858.62 / Alpha coordinate for the target HIERARCH ESO TEL TARG COORDTYPE = 'M ' / Coordinate type (M=mean A=apparenHIERARCH ESO TEL TARG DELTA = 20657. / Delta coordinate for the target HIERARCH ESO TEL TARG EPOCH = 2010.8 / Epoch HIERARCH ESO TEL TARG EPOCHSYSTEM = 'J ' / Epoch system (default J=Julian)HIERARCH ESO TEL TARG EQUINOX = 2000. / Equinox HIERARCH ESO TEL TARG PARALLAX = 0. / Parallax HIERARCH ESO TEL TARG PMA = 0.01894 / Proper Motion Alpha HIERARCH ESO TEL TARG PMD = -0.05719 / Proper motion Delta HIERARCH ESO TEL TARG RADVEL = 0. / Radial velocity HIERARCH ESO TEL TH M1 TEMP = 13.06 / M1 superficial temperature HIERARCH ESO TEL TRAK STATUS = 'NORMAL ' / Tracking status HIERARCH ESO INS ADC1 DEC = 21106.46131 / Telescope desclination [deg]. HIERARCH ESO INS ADC1 END = 199.297 / Position angle at end [deg]. HIERARCH ESO INS ADC1 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC1 RA = 20946.29785 / Telescope right ascension [deg]. HIERARCH ESO INS ADC1 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC2 DEC = 21106.46131 / Telescope desclination [deg]. HIERARCH ESO INS ADC2 END = 238.555 / Position angle at end [deg]. HIERARCH ESO INS ADC2 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC2 RA = 20946.29785 / Telescope right ascension [deg]. HIERARCH ESO INS ADC2 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC3 DEC = 21106.01031 / Telescope desclination [deg]. HIERARCH ESO INS ADC3 ENCSTART = 33727 / ADC encoder value at exposure star HIERARCH ESO INS ADC3 END = 197.856 / Position angle at end [deg]. HIERARCH ESO INS ADC3 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC3 RA = 20946.295633 / Telescope right ascension [deg]. HIERARCH ESO INS ADC3 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC4 DEC = 21106.01031 / Telescope desclination [deg]. HIERARCH ESO INS ADC4 ENCSTART = 39317 / ADC encoder value at exposure star HIERARCH ESO INS ADC4 END = 228.548 / Position angle at end [deg]. HIERARCH ESO INS ADC4 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC4 RA = 20946.295633 / Telescope right ascension [deg]. HIERARCH ESO INS ADC4 SWSIM = T / If T, function is software simulat HIERARCH ESO INS DATE = '2005-04-01' / Instrument release date (yyyy-mm-d HIERARCH ESO INS DID = 'ESO-VLT-DIC.XSHOOTER_ICS-239929' / Data dictiona HIERARCH ESO INS FOCU1 ENC = 26988 / Absolute position [Enc]. HIERARCH ESO INS FOCU1 POS = 14.7 / Position [C]. HIERARCH ESO INS FOCU2 ENC = 11750 / Absolute position [Enc]. HIERARCH ESO INS FOCU2 POS = 0. / Position [C]. HIERARCH ESO INS ID = 'XSHOOTER/176642' / Instrument ID. HIERARCH ESO INS MIRR1 ID = 'Tel ' / Mirror unique ID. HIERARCH ESO INS MIRR1 NAME = 'Tel ' / Mirror name. HIERARCH ESO INS MIRR1 NO = 1 / Mirror slide position. HIERARCH ESO INS MODE = 'SLITSPEC' / Instrument mode used. HIERARCH ESO INS OPTI2 ID = 'SLOT ' / OPTIi unique ID. HIERARCH ESO INS OPTI2 NAME = 'SLOT ' / OPTIi name. HIERARCH ESO INS OPTI2 NO = 3 / OPTIi slot number. HIERARCH ESO INS OPTI2 TYPE = 'MIRROR ' / OPTIi element. HIERARCH ESO INS OPTI3 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI3 NAME = '1.3x11 ' / OPTIi name. HIERARCH ESO INS OPTI3 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI3 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI4 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI4 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI4 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI4 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI5 ID = 'PS5 ' / OPTIi unique ID. HIERARCH ESO INS OPTI5 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI5 NO = 5 / OPTIi slot number. HIERARCH ESO INS OPTI5 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS PATH = 'SLITSPEC' / Optical path used. HIERARCH ESO INS SENS21 ID = 'CA1F1 ' / sensor ID. HIERARCH ESO INS SENS21 NAME = 'Cab.1 Flow rate' / sensor common name. HIERARCH ESO INS SENS21 VAL = 91. / Cab. 1 Flow rate [l/h] HIERARCH ESO INS SENS60 ID = 'NPM ' / sensor ID. HIERARCH ESO INS SENS60 NAME = 'NIR cryo. P' / sensor common name. HIERARCH ESO INS SENS60 VAL = 2.9E-06 / NIR Pressure [mbar] HIERARCH ESO INS SENS81 ID = 'RANGE ' / sensor ID. HIERARCH ESO INS SENS81 NAME = 'Heater Range' / sensor common name. HIERARCH ESO INS SENS81 VAL = 4. / Lake 340 Heater Range HIERARCH ESO INS SENS82 ID = 'HEATR ' / sensor ID. HIERARCH ESO INS SENS82 NAME = 'Heater output' / sensor common name. HIERARCH ESO INS SENS82 VAL = 53.3 / Lake 340 Heater output HIERARCH ESO INS SHUT1 ID = 'INSH ' / Shutter ID. HIERARCH ESO INS SHUT1 NAME = 'Instrument shutter' / Shutter name. HIERARCH ESO INS SHUT1 ST = T / Shutter open. HIERARCH ESO INS SWSIM = 'NORMAL ' / Software simulation. HIERARCH ESO INS TEMP1 ID = 'TMUC ' / Temperature sensor ID. HIERARCH ESO INS TEMP1 NAME = 'UVB Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP1 VAL = 14.47 / UVB Camera temp. [C] HIERARCH ESO INS TEMP10 ID = 'TMA ' / Temperature sensor ID. HIERARCH ESO INS TEMP10 NAME = 'Ambient temp.' / Temperature sensor name. HIERARCH ESO INS TEMP10 VAL = 14.39 / Ambient temp. [C] HIERARCH ESO INS TEMP11 ID = 'TMADC ' / Temperature sensor ID. HIERARCH ESO INS TEMP11 NAME = 'BB UVB ADC temp.' / Temperature sensor name. HIERARCH ESO INS TEMP11 VAL = 15.5 / BB UVB ADC temp. [C] HIERARCH ESO INS TEMP2 ID = 'TMUP ' / Temperature sensor ID. HIERARCH ESO INS TEMP2 NAME = 'UVB Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP2 VAL = 14.17 / UVB Prism temp. [C] HIERARCH ESO INS TEMP21 ID = 'CA1OT ' / Temperature sensor ID. HIERARCH ESO INS TEMP21 NAME = 'Cab.1 outlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP21 VAL = 11.39 / Cab. 1 outlet temp. [C] HIERARCH ESO INS TEMP22 ID = 'CA1IT ' / Temperature sensor ID. HIERARCH ESO INS TEMP22 NAME = 'Cab.1 inlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP22 VAL = 8.96 / Cab. 1 inlet temp. [C] HIERARCH ESO INS TEMP23 ID = 'CA1CT ' / Temperature sensor ID. HIERARCH ESO INS TEMP23 NAME = 'Cab.1 temp.' / Temperature sensor name. HIERARCH ESO INS TEMP23 VAL = 17.42 / Cab. 1 temp. [C] HIERARCH ESO INS TEMP24 ID = 'CA1AT ' / Temperature sensor ID. HIERARCH ESO INS TEMP24 NAME = 'Cab.1 Amb. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP24 VAL = 14.65 / Cab. 1 Amb. temp. [C] HIERARCH ESO INS TEMP3 ID = 'TMUB ' / Temperature sensor ID. HIERARCH ESO INS TEMP3 NAME = 'UVB bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP3 VAL = 14.39 / UVB bench temp. [C] HIERARCH ESO INS TEMP4 ID = 'TMVC ' / Temperature sensor ID. HIERARCH ESO INS TEMP4 NAME = 'VIS Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP4 VAL = 13.23 / VIS Camera temp. [C] HIERARCH ESO INS TEMP5 ID = 'TMVP ' / Temperature sensor ID. HIERARCH ESO INS TEMP5 NAME = 'VIS Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP5 VAL = 13.7 / VIS Prism temp. [C] HIERARCH ESO INS TEMP6 ID = 'TMVB ' / Temperature sensor ID. HIERARCH ESO INS TEMP6 NAME = 'VIS bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP6 VAL = 14.04 / VIS bench temp. [C] HIERARCH ESO INS TEMP7 ID = 'TMUCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP7 NAME = 'UVB cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP7 VAL = 10.83 / UVB cryo. temp. [C] HIERARCH ESO INS TEMP8 ID = 'TMVCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP8 NAME = 'VIS cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP8 VAL = 10.71 / VIS cryo. temp. [C] HIERARCH ESO INS TEMP80 ID = 'OBCT ' / Temperature sensor ID. HIERARCH ESO INS TEMP80 NAME = 'OB Cover Tel.' / Temperature sensor name. HIERARCH ESO INS TEMP80 VAL = 104.01 / OB Cover Telescope [K] HIERARCH ESO INS TEMP81 ID = 'OBCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP81 NAME = 'OB Cover Tank' / Temperature sensor name. HIERARCH ESO INS TEMP81 VAL = 104.17 / OB Cover Tank [K] HIERARCH ESO INS TEMP82 ID = 'OBPR ' / Temperature sensor ID. HIERARCH ESO INS TEMP82 NAME = 'OB Prism1' / Temperature sensor name. HIERARCH ESO INS TEMP82 VAL = 103.32 / OB Prism1 [K] HIERARCH ESO INS TEMP83 ID = 'OBCL ' / Temperature sensor ID. HIERARCH ESO INS TEMP83 NAME = 'OB Corrector Lens' / Temperature sensor name. HIERARCH ESO INS TEMP83 VAL = 104.23 / OB Corrector Lens [K] HIERARCH ESO INS TEMP84 ID = 'CP ' / Temperature sensor ID. HIERARCH ESO INS TEMP84 NAME = 'Cryo. Cold Plate' / Temperature sensor name. HIERARCH ESO INS TEMP84 VAL = 81.933 / Cryostat Cold Plate [K] HIERARCH ESO INS TEMP85 ID = 'RS ' / Temperature sensor ID. HIERARCH ESO INS TEMP85 NAME = 'Cryo. rad. shield' / Temperature sensor name. HIERARCH ESO INS TEMP85 VAL = 95.984 / Cryostat rad. shield [K] HIERARCH ESO INS TEMP86 ID = 'DCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP86 NAME = 'CCD Copper bar' / Temperature sensor name. HIERARCH ESO INS TEMP86 VAL = 76.63 / CCD Copper bar [K] HIERARCH ESO INS TEMP9 ID = 'TMNCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP9 NAME = 'NIR cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP9 VAL = 16.22 / NIR cryo. temp. [C] HIERARCH ESO INS TEMP90 ID = 'NHT ' / Temperature sensor ID. HIERARCH ESO INS TEMP90 NAME = 'NIR Head temp.' / Temperature sensor name. HIERARCH ESO INS TEMP90 VAL = 79. / NIR Head temp. [K] HIERARCH ESO INS TILT1 AFCX = 0.321 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT1 AFCY = -0.247 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT1 CONVX = 0.208 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT1 CONVY = 0.269 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT1 ENGX = 5.21 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT1 ENGY = 3.993 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT1 ID = 'afcs1 ' / AFCS ID. HIERARCH ESO INS TILT1 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT1 NAME = 'Flexure comp. UVB' / AFCS description. HIERARCH ESO INS TILT1 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT1 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT1 POSXEND = -0.292 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSXSTART = 0.252 / Piezo position at start in X [volt HIERARCH ESO INS TILT1 POSYEND = -0.919 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSYSTART = -1.02 / Piezo position at start in Y [volt HIERARCH ESO INS TILT1 REFRACXEND = -1.502 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT1 REFRACXST = -1.106 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT1 REFRACYEND = -1.556 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT1 REFRACYST = -1.583 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT2 AFCX = -1.045 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT2 AFCY = 0.185 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT2 CONVX = 0.291 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT2 CONVY = 0.384 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT2 ENGX = 4.049 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT2 ENGY = 5.854 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT2 ID = 'afcs2 ' / AFCS ID. HIERARCH ESO INS TILT2 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT2 NAME = 'Flexure comp. VIS' / AFCS description. HIERARCH ESO INS TILT2 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT2 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT2 POSXEND = -0.545 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSXSTART = -0.988 / Piezo position at start in X [volt HIERARCH ESO INS TILT2 POSYEND = 0.775 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSYSTART = 0.863 / Piezo position at start in Y [volt HIERARCH ESO INS TILT2 REFRACXEND = 1.534 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT2 REFRACXST = 1.145 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT2 REFRACYEND = 1.601 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT2 REFRACYST = 1.63 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT3 AFCX = 0.791 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT3 AFCY = 0.506 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT3 CONVX = 0.58 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT3 CONVY = 0.56 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT3 ENGX = 6.63 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT3 ENGY = 5.419 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT3 ID = 'afcs3 ' / AFCS ID. HIERARCH ESO INS TILT3 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT3 NAME = 'Flexure comp. NIR' / AFCS description. HIERARCH ESO INS TILT3 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT3 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT3 POSXEND = 1.531 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSXSTART = 1.641 / Piezo position at start in X [volt HIERARCH ESO INS TILT3 POSYEND = -0.036 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSYSTART = 0.444 / Piezo position at start in Y [volt HIERARCH ESO INS TILT3 REFRACXEND = 1.652 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT3 REFRACXST = 1.263 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT3 REFRACYEND = 1.716 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT3 REFRACYST = 1.748 / Atm. refr. corr. start in Y [volt] HIERARCH ESO DET BITS = 16 / Bits per pixel readout HIERARCH ESO DET CHIP1 DATE = '2005-04-22' / Date of installation [YYYY-MM-DD] HIERARCH ESO DET CHIP1 ID = 'Catherine' / Detector chip identification HIERARCH ESO DET CHIP1 INDEX = 1 / Chip index HIERARCH ESO DET CHIP1 NAME = 'MIT/LL CCID-20' / Detector chip name HIERARCH ESO DET CHIP1 NX = 2048 / # of pixels along X HIERARCH ESO DET CHIP1 NY = 4102 / # of pixels along Y HIERARCH ESO DET CHIP1 PSZX = 15. / Size of pixel in X HIERARCH ESO DET CHIP1 PSZY = 15. / Size of pixel in Y HIERARCH ESO DET CHIP1 X = 1 / X location in array HIERARCH ESO DET CHIP1 XGAP = 0. / Gap between chips along x HIERARCH ESO DET CHIP1 Y = 1 / Y location in array HIERARCH ESO DET CHIP1 YGAP = 0. / Gap between chips along y HIERARCH ESO DET CHIPS = 1 / # of chips in detector array HIERARCH ESO DET DATE = '2005-04-22' / Installation date HIERARCH ESO DET DEC = 0. / Apparent 00:00:00.0 DEC at start HIERARCH ESO DET DID = 'ESO-VLT-DIC.CCDDCS,ESO-VLT-DIC.FCDDCS' / Diction HIERARCH ESO DET EXP NO = 251 / Unique exposure ID number HIERARCH ESO DET EXP RDTTIME = 4.02 / image readout time HIERARCH ESO DET EXP TYPE = 'Normal ' / Exposure type HIERARCH ESO DET EXP XFERTIM = 21.336 / image transfer time HIERARCH ESO DET FRAM ID = 1 / Image sequencial number HIERARCH ESO DET FRAM TYPE = 'Normal ' / Type of frame HIERARCH ESO DET ID = 'CCD FIERA - Rev: 238334' / Detector system Id HIERARCH ESO DET NAME = 'shdetv - shdetv' / Name of detector system HIERARCH ESO DET OUT1 CHIP = 1 / Chip to which the output belongs HIERARCH ESO DET OUT1 CONAD = 1.4 / Conversion from ADUs to electrons HIERARCH ESO DET OUT1 GAIN = 0.71 / Conversion from electrons to ADU HIERARCH ESO DET OUT1 ID = 'A ' / Output ID as from manufacturer HIERARCH ESO DET OUT1 INDEX = 1 / Output index HIERARCH ESO DET OUT1 NAME = 'A ' / Description of output HIERARCH ESO DET OUT1 NX = 2048 / valid pixels along X HIERARCH ESO DET OUT1 NY = 4000 / valid pixels along Y HIERARCH ESO DET OUT1 OVSCX = 48 / Overscan region in X HIERARCH ESO DET OUT1 OVSCY = 0 / Overscan region in Y HIERARCH ESO DET OUT1 PRSCX = 10 / Prescan region in X HIERARCH ESO DET OUT1 PRSCY = 0 / Prescan region in Y HIERARCH ESO DET OUT1 RON = 5.3 / [e-] Readout noise per output (ele HIERARCH ESO DET OUT1 X = 1 / X location of output HIERARCH ESO DET OUT1 Y = 1 / Y location of output HIERARCH ESO DET OUTPUTS = 1 / # of outputs HIERARCH ESO DET OUTREF = 0 / reference output HIERARCH ESO DET RA = 0. / Apparent 00:00:00.0 RA at start HIERARCH ESO DET READ CLOCK = '400k/1pt/lg' / Readout clock pattern used HIERARCH ESO DET READ MODE = 'normal ' / Readout method HIERARCH ESO DET READ NFRAM = 1 / Number of readouts buffered in sin HIERARCH ESO DET READ SPEED = '1pt/400k/lg' / Readout speed HIERARCH ESO DET SHUT ID = 'VA 25mm BistableCCD Sensor1' / Shutter unique id HIERARCH ESO DET SHUT TMCLOS = 0. / Time taken to close shutter HIERARCH ESO DET SHUT TMOPEN = 0. / Time taken to open shutter HIERARCH ESO DET SHUT TYPE = 'Iris on Slit' / type of shutter HIERARCH ESO DET SOFW MODE = 'Normal ' / CCD sw operational mode HIERARCH ESO DET WIN1 BINX = 1 / Binning factor along X HIERARCH ESO DET WIN1 BINY = 1 / Binning factor along Y HIERARCH ESO DET WIN1 DIT1 = 282.000005 / actual subintegration time HIERARCH ESO DET WIN1 DKTM = 282.3842 / Dark current time HIERARCH ESO DET WIN1 NDIT = 1 / # of subintegrations HIERARCH ESO DET WIN1 NX = 2106 / # of pixels along X HIERARCH ESO DET WIN1 NY = 4000 / # of pixels along Y HIERARCH ESO DET WIN1 ST = T / If T, window enabled HIERARCH ESO DET WIN1 STRX = 1 / Lower left pixel in X HIERARCH ESO DET WIN1 STRY = 1 / Lower left pixel in Y HIERARCH ESO DET WIN1 UIT1 = 282. / user defined subintegration time HIERARCH ESO DET WINDOWS = 1 / # of windows readout HIERARCH ESO PRO CATG = 'SCI_SLIT_FLUX_MERGE2D_VIS' / Category of pipeline produHIERARCH ESO PRO B RELOFF RA = 1.264158 HIERARCH ESO PRO B RELOFF DEC = 4.837551 HIERARCH ESO PRO B CUMOFF RA = 0.632079 HIERARCH ESO PRO B CUMOFF DEC = 2.418776 HIERARCH ESO PRO RECT BIN LAMBDA = 0.02 HIERARCH ESO PRO RECT BIN SPACE = 0.16 HIERARCH ESO PRO RECT LAMBDA MIN = 533.66 HIERARCH ESO PRO RECT LAMBDA MAX = 1020. HIERARCH ESO PRO RECT SPACE MIN = -10.2600002288818 HIERARCH ESO PRO RECT SPACE MAX = 5.41999959945679 HIERARCH ESO PRO EXTRACT SLIT MIN = -10.2600002288818 HIERARCH ESO PRO EXTRACT SLIT MAX = 5.41999959945679 HIERARCH ESO PRO ANCESTOR = 'XSHOO.2014-11-29T01:58:57.238.fits' HIERARCH ESO PRO DID = 'PRO-1.15' / Data dictionary for PRO HIERARCH ESO PRO TYPE = 'REDUCED ' / Product type HIERARCH ESO PRO TECH = 'ECHELLE,SLIT,NODDING' / Observation technique HIERARCH ESO PRO SCIENCE = T / Scientific product if T HIERARCH ESO PRO REC1 ID = 'xsh_scired_slit_nod' / Pipeline recipe (unique) idenHIERARCH ESO PRO REC1 DRS ID = 'cpl-7.0 ' / Data Reduction System identifier HIERARCH ESO PRO REC1 PIPE ID = 'xshoo/2.7.1' / Pipeline (unique) identifier HIERARCH ESO PRO REC1 RAW1 NAME = 'XSHOO.2014-11-29T01:58:57.238.fits' / File naHIERARCH ESO PRO REC1 RAW1 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW2 NAME = 'XSHOO.2014-11-29T02:04:20.577.fits' / File naHIERARCH ESO PRO REC1 RAW2 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW3 NAME = 'XSHOO.2014-11-29T02:09:37.074.fits' / File naHIERARCH ESO PRO REC1 RAW3 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW4 NAME = 'XSHOO.2014-11-29T02:15:01.703.fits' / File naHIERARCH ESO PRO REC1 RAW4 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW5 NAME = 'XSHOO.2014-11-29T02:20:19.851.fits' / File naHIERARCH ESO PRO REC1 RAW5 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW6 NAME = 'XSHOO.2014-11-29T02:25:44.119.fits' / File naHIERARCH ESO PRO REC1 RAW6 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW7 NAME = 'XSHOO.2014-11-29T02:31:01.837.fits' / File naHIERARCH ESO PRO REC1 RAW7 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW8 NAME = 'XSHOO.2014-11-29T02:36:24.525.fits' / File naHIERARCH ESO PRO REC1 RAW8 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW9 NAME = 'XSHOO.2014-11-29T02:41:42.853.fits' / File naHIERARCH ESO PRO REC1 RAW9 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW10 NAME = 'XSHOO.2014-11-29T02:47:05.561.fits' / File nHIERARCH ESO PRO REC1 RAW10 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frameHIERARCH ESO PRO REC1 RAW11 NAME = 'XSHOO.2014-11-29T02:52:24.090.fits' / File nHIERARCH ESO PRO REC1 RAW11 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frameHIERARCH ESO PRO REC1 RAW12 NAME = 'XSHOO.2014-11-29T02:57:47.618.fits' / File nHIERARCH ESO PRO REC1 RAW12 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frameHIERARCH ESO PRO DATANCOM = 12 / Number of combined frames HIERARCH ESO PRO REC1 CAL1 NAME = 'xsh_paranal_extinct_model_vis.fits' / File naHIERARCH ESO PRO REC1 CAL1 CATG = 'ATMOS_EXT_VIS' / Category of calibration framHIERARCH ESO PRO REC1 CAL1 DATAMD5 = '127f77fd815204958285517e8b21a214' / MD5 siHIERARCH ESO PRO REC1 CAL2 NAME = 'M.XSHOOTER.2013-05-07T11:52:12.787.fits' / FiHIERARCH ESO PRO REC1 CAL2 CATG = 'BP_MAP_RP_VIS' / Category of calibration framHIERARCH ESO PRO REC1 CAL2 DATAMD5 = '45b68d9dd3bfb2211887f5112de96d92' / MD5 siHIERARCH ESO PRO REC1 CAL3 NAME = 'DISP_TAB_AFC_VIS.fits' / File name of calibraHIERARCH ESO PRO REC1 CAL3 CATG = 'DISP_TAB_AFC_VIS' / Category of calibration fHIERARCH ESO PRO REC1 CAL3 DATAMD5 = '69ec573c3f2aab8c855787eb33120733' / MD5 siHIERARCH ESO PRO REC1 CAL4 NAME = 'DISP_TAB_VIS.fits' / File name of calibrationHIERARCH ESO PRO REC1 CAL4 CATG = 'DISP_TAB_VIS' / Category of calibration frameHIERARCH ESO PRO REC1 CAL4 DATAMD5 = 'a1d2b1e8521a1e4d808b812488817c7f' / MD5 siHIERARCH ESO PRO REC1 CAL5 NAME = 'MASTER_FLAT_SLIT_VIS.fits' / File name of calHIERARCH ESO PRO REC1 CAL5 CATG = 'MASTER_FLAT_SLIT_VIS' / Category of calibratiHIERARCH ESO PRO REC1 CAL5 DATAMD5 = 'b7457806cdd0f299b8199f29025f0512' / MD5 siHIERARCH ESO PRO REC1 CAL6 NAME = 'M.XSHOOTER.2015-10-02T13:17:59.613.fits' / FiHIERARCH ESO PRO REC1 CAL6 CATG = 'MRESPONSE_MERGE1D_SLIT_VIS' / Category of calHIERARCH ESO PRO REC1 CAL7 NAME = 'ORDER_TAB_AFC_SLIT_VIS.fits' / File name of cHIERARCH ESO PRO REC1 CAL7 CATG = 'ORDER_TAB_AFC_SLIT_VIS' / Category of calibraHIERARCH ESO PRO REC1 CAL7 DATAMD5 = '7da2d8f2ed47fcb341c19ef2f7faff1a' / MD5 siHIERARCH ESO PRO REC1 CAL8 NAME = 'ORDER_TAB_EDGES_SLIT_VIS.fits' / File name ofHIERARCH ESO PRO REC1 CAL8 CATG = 'ORDER_TAB_EDGES_SLIT_VIS' / Category of calibHIERARCH ESO PRO REC1 CAL8 DATAMD5 = '98ddab7af5444f4f3e1f756e48259a8a' / MD5 siHIERARCH ESO PRO REC1 CAL9 NAME = 'RESPONSE_MERGE1D_SLIT_VIS.fits' / File name oHIERARCH ESO PRO REC1 CAL9 CATG = 'RESPONSE_MERGE1D_SLIT_VIS' / Category of caliHIERARCH ESO PRO REC1 CAL9 DATAMD5 = '228c73bbcc942ac5f1b26042a446b644' / MD5 siHIERARCH ESO PRO REC1 CAL10 NAME = 'M.XSHOOTER.2010-04-07T17:28:19.722.fits' / FHIERARCH ESO PRO REC1 CAL10 CATG = 'SPECTRAL_FORMAT_TAB_VIS' / Category of calibHIERARCH ESO PRO REC1 CAL11 NAME = 'XSH_MOD_CFG_OPT_2D_VIS.fits' / File name of HIERARCH ESO PRO REC1 CAL11 CATG = 'XSH_MOD_CFG_OPT_2D_VIS' / Category of calibrHIERARCH ESO PRO REC1 CAL11 DATAMD5 = 'f2bffd330a3fd730279939bd3736b13e' / MD5 sHIERARCH ESO PRO REC1 CAL12 NAME = 'XSH_MOD_CFG_OPT_AFC_VIS.fits' / File name ofHIERARCH ESO PRO REC1 CAL12 CATG = 'XSH_MOD_CFG_OPT_AFC_VIS' / Category of calibHIERARCH ESO PRO REC1 CAL12 DATAMD5 = 'f4252aa36c598c776825667690eedf63' / MD5 sHIERARCH ESO PRO REC1 PARAM1 NAME = 'keep-temp' / If 'no', temporary files are dHIERARCH ESO PRO REC1 PARAM1 VALUE = 'no ' / Default: 'no' HIERARCH ESO PRO REC1 PARAM2 NAME = 'debug-level' / Additional xshooter debug leHIERARCH ESO PRO REC1 PARAM2 VALUE = 'none ' / Default: 'none' HIERARCH ESO PRO REC1 PARAM3 NAME = 'time-stamp' / Add timestamp to product fileHIERARCH ESO PRO REC1 PARAM3 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM4 NAME = 'decode-bp' / Integer representation of the HIERARCH ESO PRO REC1 PARAM4 VALUE = '2144337919' / Default: 2144337919 HIERARCH ESO PRO REC1 PARAM5 NAME = 'pre-overscan-corr' / pre-overscan correctioHIERARCH ESO PRO REC1 PARAM5 VALUE = '1 ' / Default: 1 HIERARCH ESO PRO REC1 PARAM6 NAME = 'stack-method' / Method used to build masterHIERARCH ESO PRO REC1 PARAM6 VALUE = 'median ' / Default: 'median' HIERARCH ESO PRO REC1 PARAM7 NAME = 'klow ' / Kappa used to clip low level vaHIERARCH ESO PRO REC1 PARAM7 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM8 NAME = 'khigh ' / Kappa used to clip high level vHIERARCH ESO PRO REC1 PARAM8 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM9 NAME = 'removecrhsingle-sigmalim' / Poisson fluctuaHIERARCH ESO PRO REC1 PARAM9 VALUE = '20 ' / Default: 20 HIERARCH ESO PRO REC1 PARAM10 NAME = 'removecrhsingle-flim' / Minimum contrast bHIERARCH ESO PRO REC1 PARAM10 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM11 NAME = 'removecrhsingle-niter' / Max number of iteHIERARCH ESO PRO REC1 PARAM11 VALUE = '4 ' / Default: 4 HIERARCH ESO PRO REC1 PARAM12 NAME = 'rectify-kernel' / Name of the InterpolatioHIERARCH ESO PRO REC1 PARAM12 VALUE = 'tanh ' / Default: 'tanh' HIERARCH ESO PRO REC1 PARAM13 NAME = 'rectify-radius' / Rectify Interpolation raHIERARCH ESO PRO REC1 PARAM13 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM14 NAME = 'rectify-bin-lambda' / Wavelength step in tHIERARCH ESO PRO REC1 PARAM14 VALUE = '0.02 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM15 NAME = 'rectify-bin-slit' / Spatial step along theHIERARCH ESO PRO REC1 PARAM15 VALUE = '0.16 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM16 NAME = 'rectify-fast' / Fast if TRUE (Rect[B-A] = HIERARCH ESO PRO REC1 PARAM16 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM17 NAME = 'localize-method' / Localization method (MAHIERARCH ESO PRO REC1 PARAM17 VALUE = 'MANUAL ' / Default: 'MANUAL' HIERARCH ESO PRO REC1 PARAM18 NAME = 'localize-chunk-nb' / Number of chunks in tHIERARCH ESO PRO REC1 PARAM18 VALUE = '10 ' / Default: 10 HIERARCH ESO PRO REC1 PARAM19 NAME = 'localize-thresh' / Threshold relative to tHIERARCH ESO PRO REC1 PARAM19 VALUE = '0.1 ' / Default: 0.1 HIERARCH ESO PRO REC1 PARAM20 NAME = 'localize-deg-lambda' / Degree in lambda inHIERARCH ESO PRO REC1 PARAM20 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM21 NAME = 'localize-slit-position' / Object position HIERARCH ESO PRO REC1 PARAM21 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM22 NAME = 'localize-slit-hheight' / Object half heighHIERARCH ESO PRO REC1 PARAM22 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM23 NAME = 'localize-kappa' / Kappa value for sigma clHIERARCH ESO PRO REC1 PARAM23 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM24 NAME = 'localize-niter' / Number of iterations forHIERARCH ESO PRO REC1 PARAM24 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM25 NAME = 'localize-use-skymask' / TRUE if we want toHIERARCH ESO PRO REC1 PARAM25 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM26 NAME = 'localize-nod-throw' / Step (arcsec) betweeHIERARCH ESO PRO REC1 PARAM26 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM27 NAME = 'extract-method' / Method used for extractiHIERARCH ESO PRO REC1 PARAM27 VALUE = 'NOD ' / Default: 'NOD' HIERARCH ESO PRO REC1 PARAM28 NAME = 'stdextract-interp-hsize' / Half size of maHIERARCH ESO PRO REC1 PARAM28 VALUE = '30 ' / Default: 30 HIERARCH ESO PRO REC1 PARAM29 NAME = 'combinenod-throwlist' / Name of ascii fileHIERARCH ESO PRO REC1 PARAM29 VALUE = 'throwlist.asc' / Default: 'throwlist.asc'HIERARCH ESO PRO REC1 PARAM30 NAME = 'combinenod-method' / Combination method foHIERARCH ESO PRO REC1 PARAM30 VALUE = 'MEAN ' / Default: 'MEAN' HIERARCH ESO PRO REC1 PARAM31 NAME = 'max-slit' / Lower Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM31 VALUE = '5.7 ' / Default: 5.7 HIERARCH ESO PRO REC1 PARAM32 NAME = 'min-slit' / Upper Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM32 VALUE = '-5.3 ' / Default: -5.3 HIERARCH ESO PRO REC1 PARAM33 NAME = 'correct-sky-by-median' / TRUE if the resamHIERARCH ESO PRO REC1 PARAM33 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM34 NAME = 'cut-uvb-spectrum' / TRUE if recipe cuts thHIERARCH ESO PRO REC1 PARAM34 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM35 NAME = 'generate-SDP-format' / TRUE if additional HIERARCH ESO PRO REC1 PARAM35 VALUE = 'true ' / Default: false HIERARCH ESO PRO REC1 PARAM36 NAME = 'dummy-association-keys' / Sets the number HIERARCH ESO PRO REC1 PARAM36 VALUE = '0 ' / Default: 0 HIERARCH ESO ADA ABSROT END = 131.24039 / Abs rot angle at exp end HIERARCH ESO ADA ABSROT PPOS = 'POS ' / sign of probe position HIERARCH ESO ADA ABSROT START = 162.3962 / Abs rot angle at exp start HIERARCH ESO ADA GUID DEC = 2.08464 / 02:05:04.7 Guide star DEC J2000 HIERARCH ESO ADA GUID RA = 32.343843 / 02:09:22.5 Guide star RA J2000 HIERARCH ESO ADA GUID STATUS = 'ON ' / Status of autoguider HIERARCH ESO ADA POSANG = 165.3549 / Position angle at start HIERARCH ESO OCS DET2 IMGNAME = 'XSHOOTER_SLT_OBJ_VIS_' / Data File Name. HIERARCH ESO SEQ ARM = 'VIS ' / Instrument Arm HIERARCH ESO SEQ CUMOFF DEC = -2.418776 / Cumulative DEC offset HIERARCH ESO SEQ CUMOFF RA = -0.632079 / Cumulative RA offset HIERARCH ESO SEQ CUMOFF X = 0. / Cumulative offset X (along the sli HIERARCH ESO SEQ CUMOFF Y = 2.5 / Cumulative offset Y (along the sli HIERARCH ESO SEQ JITTER WIDTH = 0. / Width of the Jitter box (arcsec) HIERARCH ESO SEQ NOD THROW = 5. / Nodding throw length in arcsec HIERARCH ESO SEQ RELOFF DEC = -2.418776 / List of DEC offsets HIERARCH ESO SEQ RELOFF RA = -0.632079 / List of RA offsets HIERARCH ESO QC NPIXSAT = 0. / Number of saturated pixels HIERARCH ESO QC FPIXSAT = 0. / Fraction of saturated pixels HIERARCH ESO QC NPIXRANG = 3. / Number of pixels in range 4800-5200 ADU HIERARCH ESO QC FPIXRANG = 3.662109375E-07 / Frac of pix in range 4800-5200 ADU HIERARCH ESO QC CRRATE = 0.06868259 / Number of detected CRH per cm2 and s HIERARCH ESO QC NCRH = 357 / Number of detected cosmic ray hits HIERARCH ESO QC NCRH AVG = 456. / Average number of cosmic ray hits per frame HIERARCH ESO QC NCRH TOT = 5478 / Total number of cosmic ray hits on frames HIERARCH ESO QC VRAD BARYCOR = -17.6425674888563 / Barycentric radial velocity cHIERARCH ESO QC VRAD HELICOR = -17.6531639127141 / Heliocentric radial velocity CHECKSUM= 'EJFiHHDiEHDiEHDi' / HDU checksum updated 2016-05-23T10:04:53 DATASUM = '4157399048' / data unit checksum updated 2016-05-23T10:04:53 APNUM1 = '1 1 43.83 53.83' WCSDIM = 3 CTYPE3 = 'LINEAR ' CD3_3 = 1. LTM1_1 = 0.999999999999948 LTM2_2 = 1. LTM3_3 = 1. WAT0_001= 'system=equispec' WAT1_001= 'wtype=linear label=Wavelength units=nanometers units_display=nm' WAT2_001= 'wtype=linear' WAT3_001= 'wtype=linear' LTV1 = -1317.00000000126 BANDID1 = 'spectrum: background fit, weights variance, clean yes' BANDID2 = 'spectrum: background fit, weights none, clean no' BANDID3 = 'background: background fit' BANDID4 = 'sigma - background fit, weights variance, clean yes' DC-FLAG = 0 END \n", + "File written to: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/spectra_convert/Zhang18/SIMPLE/ULAS_J020858.62+020657.0_esdL3_Xshooter_VIS_Primeval-III_SIMPLE.fits\n", + "0\n" + ] + } + ], + "source": [ + "print(header.get(\"DC-FLAG\"))\n", + "if header.get(\"DC-FLAG\") is None: \n", + " print(\"DC-FLAG keyword not found, setting to 0\")\n", + " header[\"DC-FLAG\"] = 0\n", + "\n", + "print(header)\n", + "\n", + "out_filename = filename.replace(\".fits\", \"_SIMPLE.fits\")\n", + "outfile_path = os.path.join(path, \"SIMPLE\", out_filename)\n", + "fits.writeto(\n", + " outfile_path,\n", + " hdul[0].data,\n", + " header=header,\n", + " overwrite=True,\n", + " output_verify=\"fix\",\n", + ")\n", + "print(f\"File written to: {outfile_path}\")\n", + "print(fits.getval(outfile_path, \"DC-FLAG\"))" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Filename: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/spectra_convert/Zhang18/sty2054_supplemental_files/ULAS_J020858.62+020657.0_esdL3_Xshooter_VIS_Primeval-III.fits\n", + "No. Name Ver Type Cards Dimensions Format\n", + " 0 PRIMARY 1 PrimaryHDU 611 (23001, 1, 4) float32 \n", + "data shape: (4, 1, 23001)\n", + "header: SIMPLE = T / Fits standard BITPIX = -32 / Bits per pixel NAXIS = 3 / Number of axes NAXIS1 = 23001 / Axis length NAXIS2 = 1 / Axis length NAXIS3 = 4 / Axis length EXTEND = T / File may contain extensions ORIGIN = 'NOAO-IRAF FITS Image Kernel July 2003' / FITS file originator IRAF-TLM= '2018-05-29T13:04:39' / Time of last modification OBJECT = 'j0208 ' / Name of the object observed COMMENT FITS (Flexible Image Transport System) format is defined in 'AstronomyCOMMENT and Astrophysics', volume 376, page 359; bibcode: 2001A&A...376..359H DATE = '2018-05-29T13:04:39' / file creation date (YYYY-MM-DDThh:mm:ss UT) LAMNLIN = 4130 / No. of lines used in wavelength solution LAMRMS = 0.00264384632376248 / RMS of wavelength solution [CUNIT1] CRDER1 = 4.11397058273674E-05 / Wavelength uncertainty [CUNIT1] CSYER1 = 0.02 / Typical systematic wavelength error [CUNIT1] CUNIT1 = 'nm ' / Wavelength units SPATRMS = 0.0360231359032311 / RMS on spatial coordinate uncertainty [CUNIT2] CRDER2 = 0.000560539847085054 / Spatial coordinate uncertainty [CUNIT2] CSYER2 = 0.16 / Spatial coordinate systematic uncertainty [CUNICUNIT2 = 'arcsec ' / Spatial units CRPIX1 = -1316.00000000126 CRVAL1 = 533.66000058872 CTYPE1 = 'LINEAR ' CTYPE2 = 'LINEAR ' CD1_1 = 0.0199999995529652 CD2_2 = 1. TELESCOP= 'ESO-VLT-U2' / ESO Telescope Name INSTRUME= 'XSHOOTER' / Instrument used. RA = 32.2446 / 02:08:58.7 RA (J2000) pointing DEC = 2.11489 / 02:06:53.6 DEC (J2000) pointing EQUINOX = 2000. / Standard FK5 RADECSYS= 'FK5 ' / Coordinate reference frame EXPTIME = 282. / Total integration time MJD-OBS = 56990.082606922 / MJD start (2014-11-29T01:58:57.238) DATE-OBS= '2014-11-29T01:58:57.238' / Date of observation UTC = 7132. / 01:58:52.000 UTC at start LST = 6527.004 / 01:48:47.004 LST at start PI-COI = 'UNKNOWN ' / PI-COI name. OBSERVER= 'UNKNOWN ' / Name of observer. BUNIT = 'erg/s/cm2/Angstrom' HDUCLASS= 'ESO ' / hdu classification HDUDOC = 'DICD ' / hdu reference document HDUVERS = 'DICD V6.0' / hdu reference document version HDUCLAS1= 'IMAGE ' / hdu format classification HDUCLAS2= 'DATA ' / hdu type classification ERRDATA = 'ORD16_ERRS' / name of errs extension QUALDATA= 'ORD16_QUAL' / name of qual extension ARCFILE = 'XSHOO.2014-11-29T01:58:57.238.fits' / Archive File Name DATAMD5 = '4436645266aa3d9eaf05c6a9fccd198b' / MD5 checksum PIPEFILE= 'SCI_SLIT_FLUX_MERGE2D_VIS.fits' / Filename of data product HIERARCH ESO OBS AIRM = 1.6 / Req. max. airmass HIERARCH ESO OBS AMBI FWHM = 1.2 / Req. max. seeing HIERARCH ESO OBS AMBI TRANS = '3THN ' / Req. sky transparency HIERARCH ESO OBS ATM = 'NATM ' / Req. Atmospheric Turbulence Model HIERARCH ESO OBS CONTAINER ID = -999 / Scheduling container ID HIERARCH ESO OBS CONTAINER TYPE = 'U ' / Scheduling container type HIERARCH ESO OBS DID = 'ESO-VLT-DIC.OBS-1.12' / OBS Dictionary HIERARCH ESO OBS EXECTIME = 4483 / Expected execution time HIERARCH ESO OBS GRP = '0 ' / linked blocks HIERARCH ESO OBS ID = 1135336 / Observation block ID HIERARCH ESO OBS MOON DIST = 30 / Req. min. angular dist. from moon HIERARCH ESO OBS MOON FLI = 0.5 / Req. max. fractional lunar illum. HIERARCH ESO OBS NAME = 'j0208 ' / OB name HIERARCH ESO OBS NTPL = 2 / Number of templates within OB HIERARCH ESO OBS OBSERVER = 'UNKNOWN ' / Observer Name HIERARCH ESO OBS PI-COI ID = 72262 / ESO internal PI-COI ID HIERARCH ESO OBS PI-COI NAME = 'UNKNOWN ' / PI-COI name HIERARCH ESO OBS PROG ID = '094.C-0202(A)' / ESO program identification HIERARCH ESO OBS START = '2014-11-29T01:48:30' / OB start time HIERARCH ESO OBS STREHLRATIO = 0. / Req. strehl ratio HIERARCH ESO OBS TARG NAME = 'j0208 ' / OB target name HIERARCH ESO OBS TPLNO = 2 / Template number within OB HIERARCH ESO OBS TWILIGHT = 0 / Req. twilight HIERARCH ESO OBS WATERVAPOUR = 0. / Req. water vapour HIERARCH ESO TPL DID = 'ESO-VLT-DIC.TPL-1.9' / Data dictionary for TPL HIERARCH ESO TPL EXPNO = 2 / Exposure number within template HIERARCH ESO TPL ID = 'XSHOOTER_slt_obs_AutoNodOnSlit' / Template signa HIERARCH ESO TPL NAME = 'XSHOOTER observations with AutoNodOnSlit offset' HIERARCH ESO TPL NEXP = 36 / Number of exposures within templat HIERARCH ESO TPL PRESEQ = 'XSHOOTER_obs_AutoNodOnSlit.seq' / Sequencer scri HIERARCH ESO TPL START = '2014-11-29T01:58:28' / TPL start time HIERARCH ESO TPL VERSION = '$Revision: 213208 $' / Version of the template HIERARCH ESO TEL AIRM END = 1.141 / Airmass at end HIERARCH ESO TEL AIRM START = 1.125 / Airmass at start HIERARCH ESO TEL ALT = 62.715 / Alt angle at start HIERARCH ESO TEL AMBI FWHM END = 0.87 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI FWHM START = 1.4 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI PRES END = 742.8 / Observatory ambient air pressure q HIERARCH ESO TEL AMBI PRES START = 742.55 / Observatory ambient air pressure q HIERARCH ESO TEL AMBI RHUM = 11.5 / Observatory ambient relative humid HIERARCH ESO TEL AMBI TAU0 = 0.0018 / Average coherence time HIERARCH ESO TEL AMBI TEMP = 12.96 / Observatory ambient temperature qu HIERARCH ESO TEL AMBI WINDDIR = 47.5 / Observatory ambient wind direction HIERARCH ESO TEL AMBI WINDSP = 7.4 / Observatory ambient wind speed que HIERARCH ESO TEL AZ = 191.496 / Az angle at start S=0,W=90 HIERARCH ESO TEL CHOP ST = F / True when chopping is active HIERARCH ESO TEL DATE = '2000-01-01T00:00:00' / TCS installation date HIERARCH ESO TEL DID = 'ESO-VLT-DIC.TCS' / Data dictionary for TEL HIERARCH ESO TEL DOME STATUS = 'FULLY-OPEN' / Dome status HIERARCH ESO TEL FOCU ID = 'CA ' / Telescope focus station ID HIERARCH ESO TEL FOCU LEN = 108.557 / Focal length HIERARCH ESO TEL FOCU SCALE = 1.894 / Focal scale HIERARCH ESO TEL FOCU VALUE = 0.449 / M2 setting HIERARCH ESO TEL GEOELEV = 2648. / Elevation above sea level (m) HIERARCH ESO TEL GEOLAT = -24.6272 / Tel geo latitute (+=North) HIERARCH ESO TEL GEOLON = -70.4048 / Tel geo longitude (+=East) HIERARCH ESO TEL IA FWHM = 0.73 / Delivered seeing corrected by airm HIERARCH ESO TEL IA FWHMLIN = 0.82 / Delivered seeing on IA detector (l HIERARCH ESO TEL IA FWHMLINOBS = 0.87 / Delivered seeing on IA detector (l HIERARCH ESO TEL ID = 'v 260521' / TCS version number HIERARCH ESO TEL MOON DEC = -6.86868 / -06:52:07.2 DEC (J2000) HIERARCH ESO TEL MOON RA = 332.201925 / 22:08:48.4 RA (J2000) HIERARCH ESO TEL OPER = 'I, Condor' / Telescope Operator HIERARCH ESO TEL PARANG END = 159.28 / Parallactic angle at end HIERARCH ESO TEL PARANG START = -169.552 / Parallactic angle at start HIERARCH ESO TEL TARG ALPHA = 20858.62 / Alpha coordinate for the target HIERARCH ESO TEL TARG COORDTYPE = 'M ' / Coordinate type (M=mean A=apparenHIERARCH ESO TEL TARG DELTA = 20657. / Delta coordinate for the target HIERARCH ESO TEL TARG EPOCH = 2010.8 / Epoch HIERARCH ESO TEL TARG EPOCHSYSTEM = 'J ' / Epoch system (default J=Julian)HIERARCH ESO TEL TARG EQUINOX = 2000. / Equinox HIERARCH ESO TEL TARG PARALLAX = 0. / Parallax HIERARCH ESO TEL TARG PMA = 0.01894 / Proper Motion Alpha HIERARCH ESO TEL TARG PMD = -0.05719 / Proper motion Delta HIERARCH ESO TEL TARG RADVEL = 0. / Radial velocity HIERARCH ESO TEL TH M1 TEMP = 13.06 / M1 superficial temperature HIERARCH ESO TEL TRAK STATUS = 'NORMAL ' / Tracking status HIERARCH ESO INS ADC1 DEC = 21106.46131 / Telescope desclination [deg]. HIERARCH ESO INS ADC1 END = 199.297 / Position angle at end [deg]. HIERARCH ESO INS ADC1 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC1 RA = 20946.29785 / Telescope right ascension [deg]. HIERARCH ESO INS ADC1 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC2 DEC = 21106.46131 / Telescope desclination [deg]. HIERARCH ESO INS ADC2 END = 238.555 / Position angle at end [deg]. HIERARCH ESO INS ADC2 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC2 RA = 20946.29785 / Telescope right ascension [deg]. HIERARCH ESO INS ADC2 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC3 DEC = 21106.01031 / Telescope desclination [deg]. HIERARCH ESO INS ADC3 ENCSTART = 33727 / ADC encoder value at exposure star HIERARCH ESO INS ADC3 END = 197.856 / Position angle at end [deg]. HIERARCH ESO INS ADC3 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC3 RA = 20946.295633 / Telescope right ascension [deg]. HIERARCH ESO INS ADC3 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC4 DEC = 21106.01031 / Telescope desclination [deg]. HIERARCH ESO INS ADC4 ENCSTART = 39317 / ADC encoder value at exposure star HIERARCH ESO INS ADC4 END = 228.548 / Position angle at end [deg]. HIERARCH ESO INS ADC4 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC4 RA = 20946.295633 / Telescope right ascension [deg]. HIERARCH ESO INS ADC4 SWSIM = T / If T, function is software simulat HIERARCH ESO INS DATE = '2005-04-01' / Instrument release date (yyyy-mm-d HIERARCH ESO INS DID = 'ESO-VLT-DIC.XSHOOTER_ICS-239929' / Data dictiona HIERARCH ESO INS FOCU1 ENC = 26988 / Absolute position [Enc]. HIERARCH ESO INS FOCU1 POS = 14.7 / Position [C]. HIERARCH ESO INS FOCU2 ENC = 11750 / Absolute position [Enc]. HIERARCH ESO INS FOCU2 POS = 0. / Position [C]. HIERARCH ESO INS ID = 'XSHOOTER/176642' / Instrument ID. HIERARCH ESO INS MIRR1 ID = 'Tel ' / Mirror unique ID. HIERARCH ESO INS MIRR1 NAME = 'Tel ' / Mirror name. HIERARCH ESO INS MIRR1 NO = 1 / Mirror slide position. HIERARCH ESO INS MODE = 'SLITSPEC' / Instrument mode used. HIERARCH ESO INS OPTI2 ID = 'SLOT ' / OPTIi unique ID. HIERARCH ESO INS OPTI2 NAME = 'SLOT ' / OPTIi name. HIERARCH ESO INS OPTI2 NO = 3 / OPTIi slot number. HIERARCH ESO INS OPTI2 TYPE = 'MIRROR ' / OPTIi element. HIERARCH ESO INS OPTI3 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI3 NAME = '1.3x11 ' / OPTIi name. HIERARCH ESO INS OPTI3 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI3 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI4 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI4 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI4 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI4 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI5 ID = 'PS5 ' / OPTIi unique ID. HIERARCH ESO INS OPTI5 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI5 NO = 5 / OPTIi slot number. HIERARCH ESO INS OPTI5 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS PATH = 'SLITSPEC' / Optical path used. HIERARCH ESO INS SENS21 ID = 'CA1F1 ' / sensor ID. HIERARCH ESO INS SENS21 NAME = 'Cab.1 Flow rate' / sensor common name. HIERARCH ESO INS SENS21 VAL = 91. / Cab. 1 Flow rate [l/h] HIERARCH ESO INS SENS60 ID = 'NPM ' / sensor ID. HIERARCH ESO INS SENS60 NAME = 'NIR cryo. P' / sensor common name. HIERARCH ESO INS SENS60 VAL = 2.9E-06 / NIR Pressure [mbar] HIERARCH ESO INS SENS81 ID = 'RANGE ' / sensor ID. HIERARCH ESO INS SENS81 NAME = 'Heater Range' / sensor common name. HIERARCH ESO INS SENS81 VAL = 4. / Lake 340 Heater Range HIERARCH ESO INS SENS82 ID = 'HEATR ' / sensor ID. HIERARCH ESO INS SENS82 NAME = 'Heater output' / sensor common name. HIERARCH ESO INS SENS82 VAL = 53.3 / Lake 340 Heater output HIERARCH ESO INS SHUT1 ID = 'INSH ' / Shutter ID. HIERARCH ESO INS SHUT1 NAME = 'Instrument shutter' / Shutter name. HIERARCH ESO INS SHUT1 ST = T / Shutter open. HIERARCH ESO INS SWSIM = 'NORMAL ' / Software simulation. HIERARCH ESO INS TEMP1 ID = 'TMUC ' / Temperature sensor ID. HIERARCH ESO INS TEMP1 NAME = 'UVB Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP1 VAL = 14.47 / UVB Camera temp. [C] HIERARCH ESO INS TEMP10 ID = 'TMA ' / Temperature sensor ID. HIERARCH ESO INS TEMP10 NAME = 'Ambient temp.' / Temperature sensor name. HIERARCH ESO INS TEMP10 VAL = 14.39 / Ambient temp. [C] HIERARCH ESO INS TEMP11 ID = 'TMADC ' / Temperature sensor ID. HIERARCH ESO INS TEMP11 NAME = 'BB UVB ADC temp.' / Temperature sensor name. HIERARCH ESO INS TEMP11 VAL = 15.5 / BB UVB ADC temp. [C] HIERARCH ESO INS TEMP2 ID = 'TMUP ' / Temperature sensor ID. HIERARCH ESO INS TEMP2 NAME = 'UVB Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP2 VAL = 14.17 / UVB Prism temp. [C] HIERARCH ESO INS TEMP21 ID = 'CA1OT ' / Temperature sensor ID. HIERARCH ESO INS TEMP21 NAME = 'Cab.1 outlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP21 VAL = 11.39 / Cab. 1 outlet temp. [C] HIERARCH ESO INS TEMP22 ID = 'CA1IT ' / Temperature sensor ID. HIERARCH ESO INS TEMP22 NAME = 'Cab.1 inlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP22 VAL = 8.96 / Cab. 1 inlet temp. [C] HIERARCH ESO INS TEMP23 ID = 'CA1CT ' / Temperature sensor ID. HIERARCH ESO INS TEMP23 NAME = 'Cab.1 temp.' / Temperature sensor name. HIERARCH ESO INS TEMP23 VAL = 17.42 / Cab. 1 temp. [C] HIERARCH ESO INS TEMP24 ID = 'CA1AT ' / Temperature sensor ID. HIERARCH ESO INS TEMP24 NAME = 'Cab.1 Amb. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP24 VAL = 14.65 / Cab. 1 Amb. temp. [C] HIERARCH ESO INS TEMP3 ID = 'TMUB ' / Temperature sensor ID. HIERARCH ESO INS TEMP3 NAME = 'UVB bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP3 VAL = 14.39 / UVB bench temp. [C] HIERARCH ESO INS TEMP4 ID = 'TMVC ' / Temperature sensor ID. HIERARCH ESO INS TEMP4 NAME = 'VIS Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP4 VAL = 13.23 / VIS Camera temp. [C] HIERARCH ESO INS TEMP5 ID = 'TMVP ' / Temperature sensor ID. HIERARCH ESO INS TEMP5 NAME = 'VIS Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP5 VAL = 13.7 / VIS Prism temp. [C] HIERARCH ESO INS TEMP6 ID = 'TMVB ' / Temperature sensor ID. HIERARCH ESO INS TEMP6 NAME = 'VIS bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP6 VAL = 14.04 / VIS bench temp. [C] HIERARCH ESO INS TEMP7 ID = 'TMUCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP7 NAME = 'UVB cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP7 VAL = 10.83 / UVB cryo. temp. [C] HIERARCH ESO INS TEMP8 ID = 'TMVCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP8 NAME = 'VIS cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP8 VAL = 10.71 / VIS cryo. temp. [C] HIERARCH ESO INS TEMP80 ID = 'OBCT ' / Temperature sensor ID. HIERARCH ESO INS TEMP80 NAME = 'OB Cover Tel.' / Temperature sensor name. HIERARCH ESO INS TEMP80 VAL = 104.01 / OB Cover Telescope [K] HIERARCH ESO INS TEMP81 ID = 'OBCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP81 NAME = 'OB Cover Tank' / Temperature sensor name. HIERARCH ESO INS TEMP81 VAL = 104.17 / OB Cover Tank [K] HIERARCH ESO INS TEMP82 ID = 'OBPR ' / Temperature sensor ID. HIERARCH ESO INS TEMP82 NAME = 'OB Prism1' / Temperature sensor name. HIERARCH ESO INS TEMP82 VAL = 103.32 / OB Prism1 [K] HIERARCH ESO INS TEMP83 ID = 'OBCL ' / Temperature sensor ID. HIERARCH ESO INS TEMP83 NAME = 'OB Corrector Lens' / Temperature sensor name. HIERARCH ESO INS TEMP83 VAL = 104.23 / OB Corrector Lens [K] HIERARCH ESO INS TEMP84 ID = 'CP ' / Temperature sensor ID. HIERARCH ESO INS TEMP84 NAME = 'Cryo. Cold Plate' / Temperature sensor name. HIERARCH ESO INS TEMP84 VAL = 81.933 / Cryostat Cold Plate [K] HIERARCH ESO INS TEMP85 ID = 'RS ' / Temperature sensor ID. HIERARCH ESO INS TEMP85 NAME = 'Cryo. rad. shield' / Temperature sensor name. HIERARCH ESO INS TEMP85 VAL = 95.984 / Cryostat rad. shield [K] HIERARCH ESO INS TEMP86 ID = 'DCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP86 NAME = 'CCD Copper bar' / Temperature sensor name. HIERARCH ESO INS TEMP86 VAL = 76.63 / CCD Copper bar [K] HIERARCH ESO INS TEMP9 ID = 'TMNCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP9 NAME = 'NIR cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP9 VAL = 16.22 / NIR cryo. temp. [C] HIERARCH ESO INS TEMP90 ID = 'NHT ' / Temperature sensor ID. HIERARCH ESO INS TEMP90 NAME = 'NIR Head temp.' / Temperature sensor name. HIERARCH ESO INS TEMP90 VAL = 79. / NIR Head temp. [K] HIERARCH ESO INS TILT1 AFCX = 0.321 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT1 AFCY = -0.247 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT1 CONVX = 0.208 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT1 CONVY = 0.269 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT1 ENGX = 5.21 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT1 ENGY = 3.993 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT1 ID = 'afcs1 ' / AFCS ID. HIERARCH ESO INS TILT1 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT1 NAME = 'Flexure comp. UVB' / AFCS description. HIERARCH ESO INS TILT1 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT1 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT1 POSXEND = -0.292 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSXSTART = 0.252 / Piezo position at start in X [volt HIERARCH ESO INS TILT1 POSYEND = -0.919 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSYSTART = -1.02 / Piezo position at start in Y [volt HIERARCH ESO INS TILT1 REFRACXEND = -1.502 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT1 REFRACXST = -1.106 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT1 REFRACYEND = -1.556 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT1 REFRACYST = -1.583 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT2 AFCX = -1.045 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT2 AFCY = 0.185 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT2 CONVX = 0.291 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT2 CONVY = 0.384 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT2 ENGX = 4.049 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT2 ENGY = 5.854 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT2 ID = 'afcs2 ' / AFCS ID. HIERARCH ESO INS TILT2 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT2 NAME = 'Flexure comp. VIS' / AFCS description. HIERARCH ESO INS TILT2 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT2 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT2 POSXEND = -0.545 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSXSTART = -0.988 / Piezo position at start in X [volt HIERARCH ESO INS TILT2 POSYEND = 0.775 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSYSTART = 0.863 / Piezo position at start in Y [volt HIERARCH ESO INS TILT2 REFRACXEND = 1.534 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT2 REFRACXST = 1.145 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT2 REFRACYEND = 1.601 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT2 REFRACYST = 1.63 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT3 AFCX = 0.791 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT3 AFCY = 0.506 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT3 CONVX = 0.58 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT3 CONVY = 0.56 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT3 ENGX = 6.63 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT3 ENGY = 5.419 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT3 ID = 'afcs3 ' / AFCS ID. HIERARCH ESO INS TILT3 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT3 NAME = 'Flexure comp. NIR' / AFCS description. HIERARCH ESO INS TILT3 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT3 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT3 POSXEND = 1.531 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSXSTART = 1.641 / Piezo position at start in X [volt HIERARCH ESO INS TILT3 POSYEND = -0.036 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSYSTART = 0.444 / Piezo position at start in Y [volt HIERARCH ESO INS TILT3 REFRACXEND = 1.652 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT3 REFRACXST = 1.263 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT3 REFRACYEND = 1.716 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT3 REFRACYST = 1.748 / Atm. refr. corr. start in Y [volt] HIERARCH ESO DET BITS = 16 / Bits per pixel readout HIERARCH ESO DET CHIP1 DATE = '2005-04-22' / Date of installation [YYYY-MM-DD] HIERARCH ESO DET CHIP1 ID = 'Catherine' / Detector chip identification HIERARCH ESO DET CHIP1 INDEX = 1 / Chip index HIERARCH ESO DET CHIP1 NAME = 'MIT/LL CCID-20' / Detector chip name HIERARCH ESO DET CHIP1 NX = 2048 / # of pixels along X HIERARCH ESO DET CHIP1 NY = 4102 / # of pixels along Y HIERARCH ESO DET CHIP1 PSZX = 15. / Size of pixel in X HIERARCH ESO DET CHIP1 PSZY = 15. / Size of pixel in Y HIERARCH ESO DET CHIP1 X = 1 / X location in array HIERARCH ESO DET CHIP1 XGAP = 0. / Gap between chips along x HIERARCH ESO DET CHIP1 Y = 1 / Y location in array HIERARCH ESO DET CHIP1 YGAP = 0. / Gap between chips along y HIERARCH ESO DET CHIPS = 1 / # of chips in detector array HIERARCH ESO DET DATE = '2005-04-22' / Installation date HIERARCH ESO DET DEC = 0. / Apparent 00:00:00.0 DEC at start HIERARCH ESO DET DID = 'ESO-VLT-DIC.CCDDCS,ESO-VLT-DIC.FCDDCS' / Diction HIERARCH ESO DET EXP NO = 251 / Unique exposure ID number HIERARCH ESO DET EXP RDTTIME = 4.02 / image readout time HIERARCH ESO DET EXP TYPE = 'Normal ' / Exposure type HIERARCH ESO DET EXP XFERTIM = 21.336 / image transfer time HIERARCH ESO DET FRAM ID = 1 / Image sequencial number HIERARCH ESO DET FRAM TYPE = 'Normal ' / Type of frame HIERARCH ESO DET ID = 'CCD FIERA - Rev: 238334' / Detector system Id HIERARCH ESO DET NAME = 'shdetv - shdetv' / Name of detector system HIERARCH ESO DET OUT1 CHIP = 1 / Chip to which the output belongs HIERARCH ESO DET OUT1 CONAD = 1.4 / Conversion from ADUs to electrons HIERARCH ESO DET OUT1 GAIN = 0.71 / Conversion from electrons to ADU HIERARCH ESO DET OUT1 ID = 'A ' / Output ID as from manufacturer HIERARCH ESO DET OUT1 INDEX = 1 / Output index HIERARCH ESO DET OUT1 NAME = 'A ' / Description of output HIERARCH ESO DET OUT1 NX = 2048 / valid pixels along X HIERARCH ESO DET OUT1 NY = 4000 / valid pixels along Y HIERARCH ESO DET OUT1 OVSCX = 48 / Overscan region in X HIERARCH ESO DET OUT1 OVSCY = 0 / Overscan region in Y HIERARCH ESO DET OUT1 PRSCX = 10 / Prescan region in X HIERARCH ESO DET OUT1 PRSCY = 0 / Prescan region in Y HIERARCH ESO DET OUT1 RON = 5.3 / [e-] Readout noise per output (ele HIERARCH ESO DET OUT1 X = 1 / X location of output HIERARCH ESO DET OUT1 Y = 1 / Y location of output HIERARCH ESO DET OUTPUTS = 1 / # of outputs HIERARCH ESO DET OUTREF = 0 / reference output HIERARCH ESO DET RA = 0. / Apparent 00:00:00.0 RA at start HIERARCH ESO DET READ CLOCK = '400k/1pt/lg' / Readout clock pattern used HIERARCH ESO DET READ MODE = 'normal ' / Readout method HIERARCH ESO DET READ NFRAM = 1 / Number of readouts buffered in sin HIERARCH ESO DET READ SPEED = '1pt/400k/lg' / Readout speed HIERARCH ESO DET SHUT ID = 'VA 25mm BistableCCD Sensor1' / Shutter unique id HIERARCH ESO DET SHUT TMCLOS = 0. / Time taken to close shutter HIERARCH ESO DET SHUT TMOPEN = 0. / Time taken to open shutter HIERARCH ESO DET SHUT TYPE = 'Iris on Slit' / type of shutter HIERARCH ESO DET SOFW MODE = 'Normal ' / CCD sw operational mode HIERARCH ESO DET WIN1 BINX = 1 / Binning factor along X HIERARCH ESO DET WIN1 BINY = 1 / Binning factor along Y HIERARCH ESO DET WIN1 DIT1 = 282.000005 / actual subintegration time HIERARCH ESO DET WIN1 DKTM = 282.3842 / Dark current time HIERARCH ESO DET WIN1 NDIT = 1 / # of subintegrations HIERARCH ESO DET WIN1 NX = 2106 / # of pixels along X HIERARCH ESO DET WIN1 NY = 4000 / # of pixels along Y HIERARCH ESO DET WIN1 ST = T / If T, window enabled HIERARCH ESO DET WIN1 STRX = 1 / Lower left pixel in X HIERARCH ESO DET WIN1 STRY = 1 / Lower left pixel in Y HIERARCH ESO DET WIN1 UIT1 = 282. / user defined subintegration time HIERARCH ESO DET WINDOWS = 1 / # of windows readout HIERARCH ESO PRO CATG = 'SCI_SLIT_FLUX_MERGE2D_VIS' / Category of pipeline produHIERARCH ESO PRO B RELOFF RA = 1.264158 HIERARCH ESO PRO B RELOFF DEC = 4.837551 HIERARCH ESO PRO B CUMOFF RA = 0.632079 HIERARCH ESO PRO B CUMOFF DEC = 2.418776 HIERARCH ESO PRO RECT BIN LAMBDA = 0.02 HIERARCH ESO PRO RECT BIN SPACE = 0.16 HIERARCH ESO PRO RECT LAMBDA MIN = 533.66 HIERARCH ESO PRO RECT LAMBDA MAX = 1020. HIERARCH ESO PRO RECT SPACE MIN = -10.2600002288818 HIERARCH ESO PRO RECT SPACE MAX = 5.41999959945679 HIERARCH ESO PRO EXTRACT SLIT MIN = -10.2600002288818 HIERARCH ESO PRO EXTRACT SLIT MAX = 5.41999959945679 HIERARCH ESO PRO ANCESTOR = 'XSHOO.2014-11-29T01:58:57.238.fits' HIERARCH ESO PRO DID = 'PRO-1.15' / Data dictionary for PRO HIERARCH ESO PRO TYPE = 'REDUCED ' / Product type HIERARCH ESO PRO TECH = 'ECHELLE,SLIT,NODDING' / Observation technique HIERARCH ESO PRO SCIENCE = T / Scientific product if T HIERARCH ESO PRO REC1 ID = 'xsh_scired_slit_nod' / Pipeline recipe (unique) idenHIERARCH ESO PRO REC1 DRS ID = 'cpl-7.0 ' / Data Reduction System identifier HIERARCH ESO PRO REC1 PIPE ID = 'xshoo/2.7.1' / Pipeline (unique) identifier HIERARCH ESO PRO REC1 RAW1 NAME = 'XSHOO.2014-11-29T01:58:57.238.fits' / File naHIERARCH ESO PRO REC1 RAW1 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW2 NAME = 'XSHOO.2014-11-29T02:04:20.577.fits' / File naHIERARCH ESO PRO REC1 RAW2 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW3 NAME = 'XSHOO.2014-11-29T02:09:37.074.fits' / File naHIERARCH ESO PRO REC1 RAW3 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW4 NAME = 'XSHOO.2014-11-29T02:15:01.703.fits' / File naHIERARCH ESO PRO REC1 RAW4 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW5 NAME = 'XSHOO.2014-11-29T02:20:19.851.fits' / File naHIERARCH ESO PRO REC1 RAW5 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW6 NAME = 'XSHOO.2014-11-29T02:25:44.119.fits' / File naHIERARCH ESO PRO REC1 RAW6 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW7 NAME = 'XSHOO.2014-11-29T02:31:01.837.fits' / File naHIERARCH ESO PRO REC1 RAW7 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW8 NAME = 'XSHOO.2014-11-29T02:36:24.525.fits' / File naHIERARCH ESO PRO REC1 RAW8 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW9 NAME = 'XSHOO.2014-11-29T02:41:42.853.fits' / File naHIERARCH ESO PRO REC1 RAW9 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frame HIERARCH ESO PRO REC1 RAW10 NAME = 'XSHOO.2014-11-29T02:47:05.561.fits' / File nHIERARCH ESO PRO REC1 RAW10 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frameHIERARCH ESO PRO REC1 RAW11 NAME = 'XSHOO.2014-11-29T02:52:24.090.fits' / File nHIERARCH ESO PRO REC1 RAW11 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frameHIERARCH ESO PRO REC1 RAW12 NAME = 'XSHOO.2014-11-29T02:57:47.618.fits' / File nHIERARCH ESO PRO REC1 RAW12 CATG = 'OBJECT_SLIT_NOD_VIS' / Category of raw frameHIERARCH ESO PRO DATANCOM = 12 / Number of combined frames HIERARCH ESO PRO REC1 CAL1 NAME = 'xsh_paranal_extinct_model_vis.fits' / File naHIERARCH ESO PRO REC1 CAL1 CATG = 'ATMOS_EXT_VIS' / Category of calibration framHIERARCH ESO PRO REC1 CAL1 DATAMD5 = '127f77fd815204958285517e8b21a214' / MD5 siHIERARCH ESO PRO REC1 CAL2 NAME = 'M.XSHOOTER.2013-05-07T11:52:12.787.fits' / FiHIERARCH ESO PRO REC1 CAL2 CATG = 'BP_MAP_RP_VIS' / Category of calibration framHIERARCH ESO PRO REC1 CAL2 DATAMD5 = '45b68d9dd3bfb2211887f5112de96d92' / MD5 siHIERARCH ESO PRO REC1 CAL3 NAME = 'DISP_TAB_AFC_VIS.fits' / File name of calibraHIERARCH ESO PRO REC1 CAL3 CATG = 'DISP_TAB_AFC_VIS' / Category of calibration fHIERARCH ESO PRO REC1 CAL3 DATAMD5 = '69ec573c3f2aab8c855787eb33120733' / MD5 siHIERARCH ESO PRO REC1 CAL4 NAME = 'DISP_TAB_VIS.fits' / File name of calibrationHIERARCH ESO PRO REC1 CAL4 CATG = 'DISP_TAB_VIS' / Category of calibration frameHIERARCH ESO PRO REC1 CAL4 DATAMD5 = 'a1d2b1e8521a1e4d808b812488817c7f' / MD5 siHIERARCH ESO PRO REC1 CAL5 NAME = 'MASTER_FLAT_SLIT_VIS.fits' / File name of calHIERARCH ESO PRO REC1 CAL5 CATG = 'MASTER_FLAT_SLIT_VIS' / Category of calibratiHIERARCH ESO PRO REC1 CAL5 DATAMD5 = 'b7457806cdd0f299b8199f29025f0512' / MD5 siHIERARCH ESO PRO REC1 CAL6 NAME = 'M.XSHOOTER.2015-10-02T13:17:59.613.fits' / FiHIERARCH ESO PRO REC1 CAL6 CATG = 'MRESPONSE_MERGE1D_SLIT_VIS' / Category of calHIERARCH ESO PRO REC1 CAL7 NAME = 'ORDER_TAB_AFC_SLIT_VIS.fits' / File name of cHIERARCH ESO PRO REC1 CAL7 CATG = 'ORDER_TAB_AFC_SLIT_VIS' / Category of calibraHIERARCH ESO PRO REC1 CAL7 DATAMD5 = '7da2d8f2ed47fcb341c19ef2f7faff1a' / MD5 siHIERARCH ESO PRO REC1 CAL8 NAME = 'ORDER_TAB_EDGES_SLIT_VIS.fits' / File name ofHIERARCH ESO PRO REC1 CAL8 CATG = 'ORDER_TAB_EDGES_SLIT_VIS' / Category of calibHIERARCH ESO PRO REC1 CAL8 DATAMD5 = '98ddab7af5444f4f3e1f756e48259a8a' / MD5 siHIERARCH ESO PRO REC1 CAL9 NAME = 'RESPONSE_MERGE1D_SLIT_VIS.fits' / File name oHIERARCH ESO PRO REC1 CAL9 CATG = 'RESPONSE_MERGE1D_SLIT_VIS' / Category of caliHIERARCH ESO PRO REC1 CAL9 DATAMD5 = '228c73bbcc942ac5f1b26042a446b644' / MD5 siHIERARCH ESO PRO REC1 CAL10 NAME = 'M.XSHOOTER.2010-04-07T17:28:19.722.fits' / FHIERARCH ESO PRO REC1 CAL10 CATG = 'SPECTRAL_FORMAT_TAB_VIS' / Category of calibHIERARCH ESO PRO REC1 CAL11 NAME = 'XSH_MOD_CFG_OPT_2D_VIS.fits' / File name of HIERARCH ESO PRO REC1 CAL11 CATG = 'XSH_MOD_CFG_OPT_2D_VIS' / Category of calibrHIERARCH ESO PRO REC1 CAL11 DATAMD5 = 'f2bffd330a3fd730279939bd3736b13e' / MD5 sHIERARCH ESO PRO REC1 CAL12 NAME = 'XSH_MOD_CFG_OPT_AFC_VIS.fits' / File name ofHIERARCH ESO PRO REC1 CAL12 CATG = 'XSH_MOD_CFG_OPT_AFC_VIS' / Category of calibHIERARCH ESO PRO REC1 CAL12 DATAMD5 = 'f4252aa36c598c776825667690eedf63' / MD5 sHIERARCH ESO PRO REC1 PARAM1 NAME = 'keep-temp' / If 'no', temporary files are dHIERARCH ESO PRO REC1 PARAM1 VALUE = 'no ' / Default: 'no' HIERARCH ESO PRO REC1 PARAM2 NAME = 'debug-level' / Additional xshooter debug leHIERARCH ESO PRO REC1 PARAM2 VALUE = 'none ' / Default: 'none' HIERARCH ESO PRO REC1 PARAM3 NAME = 'time-stamp' / Add timestamp to product fileHIERARCH ESO PRO REC1 PARAM3 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM4 NAME = 'decode-bp' / Integer representation of the HIERARCH ESO PRO REC1 PARAM4 VALUE = '2144337919' / Default: 2144337919 HIERARCH ESO PRO REC1 PARAM5 NAME = 'pre-overscan-corr' / pre-overscan correctioHIERARCH ESO PRO REC1 PARAM5 VALUE = '1 ' / Default: 1 HIERARCH ESO PRO REC1 PARAM6 NAME = 'stack-method' / Method used to build masterHIERARCH ESO PRO REC1 PARAM6 VALUE = 'median ' / Default: 'median' HIERARCH ESO PRO REC1 PARAM7 NAME = 'klow ' / Kappa used to clip low level vaHIERARCH ESO PRO REC1 PARAM7 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM8 NAME = 'khigh ' / Kappa used to clip high level vHIERARCH ESO PRO REC1 PARAM8 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM9 NAME = 'removecrhsingle-sigmalim' / Poisson fluctuaHIERARCH ESO PRO REC1 PARAM9 VALUE = '20 ' / Default: 20 HIERARCH ESO PRO REC1 PARAM10 NAME = 'removecrhsingle-flim' / Minimum contrast bHIERARCH ESO PRO REC1 PARAM10 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM11 NAME = 'removecrhsingle-niter' / Max number of iteHIERARCH ESO PRO REC1 PARAM11 VALUE = '4 ' / Default: 4 HIERARCH ESO PRO REC1 PARAM12 NAME = 'rectify-kernel' / Name of the InterpolatioHIERARCH ESO PRO REC1 PARAM12 VALUE = 'tanh ' / Default: 'tanh' HIERARCH ESO PRO REC1 PARAM13 NAME = 'rectify-radius' / Rectify Interpolation raHIERARCH ESO PRO REC1 PARAM13 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM14 NAME = 'rectify-bin-lambda' / Wavelength step in tHIERARCH ESO PRO REC1 PARAM14 VALUE = '0.02 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM15 NAME = 'rectify-bin-slit' / Spatial step along theHIERARCH ESO PRO REC1 PARAM15 VALUE = '0.16 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM16 NAME = 'rectify-fast' / Fast if TRUE (Rect[B-A] = HIERARCH ESO PRO REC1 PARAM16 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM17 NAME = 'localize-method' / Localization method (MAHIERARCH ESO PRO REC1 PARAM17 VALUE = 'MANUAL ' / Default: 'MANUAL' HIERARCH ESO PRO REC1 PARAM18 NAME = 'localize-chunk-nb' / Number of chunks in tHIERARCH ESO PRO REC1 PARAM18 VALUE = '10 ' / Default: 10 HIERARCH ESO PRO REC1 PARAM19 NAME = 'localize-thresh' / Threshold relative to tHIERARCH ESO PRO REC1 PARAM19 VALUE = '0.1 ' / Default: 0.1 HIERARCH ESO PRO REC1 PARAM20 NAME = 'localize-deg-lambda' / Degree in lambda inHIERARCH ESO PRO REC1 PARAM20 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM21 NAME = 'localize-slit-position' / Object position HIERARCH ESO PRO REC1 PARAM21 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM22 NAME = 'localize-slit-hheight' / Object half heighHIERARCH ESO PRO REC1 PARAM22 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM23 NAME = 'localize-kappa' / Kappa value for sigma clHIERARCH ESO PRO REC1 PARAM23 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM24 NAME = 'localize-niter' / Number of iterations forHIERARCH ESO PRO REC1 PARAM24 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM25 NAME = 'localize-use-skymask' / TRUE if we want toHIERARCH ESO PRO REC1 PARAM25 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM26 NAME = 'localize-nod-throw' / Step (arcsec) betweeHIERARCH ESO PRO REC1 PARAM26 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM27 NAME = 'extract-method' / Method used for extractiHIERARCH ESO PRO REC1 PARAM27 VALUE = 'NOD ' / Default: 'NOD' HIERARCH ESO PRO REC1 PARAM28 NAME = 'stdextract-interp-hsize' / Half size of maHIERARCH ESO PRO REC1 PARAM28 VALUE = '30 ' / Default: 30 HIERARCH ESO PRO REC1 PARAM29 NAME = 'combinenod-throwlist' / Name of ascii fileHIERARCH ESO PRO REC1 PARAM29 VALUE = 'throwlist.asc' / Default: 'throwlist.asc'HIERARCH ESO PRO REC1 PARAM30 NAME = 'combinenod-method' / Combination method foHIERARCH ESO PRO REC1 PARAM30 VALUE = 'MEAN ' / Default: 'MEAN' HIERARCH ESO PRO REC1 PARAM31 NAME = 'max-slit' / Lower Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM31 VALUE = '5.7 ' / Default: 5.7 HIERARCH ESO PRO REC1 PARAM32 NAME = 'min-slit' / Upper Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM32 VALUE = '-5.3 ' / Default: -5.3 HIERARCH ESO PRO REC1 PARAM33 NAME = 'correct-sky-by-median' / TRUE if the resamHIERARCH ESO PRO REC1 PARAM33 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM34 NAME = 'cut-uvb-spectrum' / TRUE if recipe cuts thHIERARCH ESO PRO REC1 PARAM34 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM35 NAME = 'generate-SDP-format' / TRUE if additional HIERARCH ESO PRO REC1 PARAM35 VALUE = 'true ' / Default: false HIERARCH ESO PRO REC1 PARAM36 NAME = 'dummy-association-keys' / Sets the number HIERARCH ESO PRO REC1 PARAM36 VALUE = '0 ' / Default: 0 HIERARCH ESO ADA ABSROT END = 131.24039 / Abs rot angle at exp end HIERARCH ESO ADA ABSROT PPOS = 'POS ' / sign of probe position HIERARCH ESO ADA ABSROT START = 162.3962 / Abs rot angle at exp start HIERARCH ESO ADA GUID DEC = 2.08464 / 02:05:04.7 Guide star DEC J2000 HIERARCH ESO ADA GUID RA = 32.343843 / 02:09:22.5 Guide star RA J2000 HIERARCH ESO ADA GUID STATUS = 'ON ' / Status of autoguider HIERARCH ESO ADA POSANG = 165.3549 / Position angle at start HIERARCH ESO OCS DET2 IMGNAME = 'XSHOOTER_SLT_OBJ_VIS_' / Data File Name. HIERARCH ESO SEQ ARM = 'VIS ' / Instrument Arm HIERARCH ESO SEQ CUMOFF DEC = -2.418776 / Cumulative DEC offset HIERARCH ESO SEQ CUMOFF RA = -0.632079 / Cumulative RA offset HIERARCH ESO SEQ CUMOFF X = 0. / Cumulative offset X (along the sli HIERARCH ESO SEQ CUMOFF Y = 2.5 / Cumulative offset Y (along the sli HIERARCH ESO SEQ JITTER WIDTH = 0. / Width of the Jitter box (arcsec) HIERARCH ESO SEQ NOD THROW = 5. / Nodding throw length in arcsec HIERARCH ESO SEQ RELOFF DEC = -2.418776 / List of DEC offsets HIERARCH ESO SEQ RELOFF RA = -0.632079 / List of RA offsets HIERARCH ESO QC NPIXSAT = 0. / Number of saturated pixels HIERARCH ESO QC FPIXSAT = 0. / Fraction of saturated pixels HIERARCH ESO QC NPIXRANG = 3. / Number of pixels in range 4800-5200 ADU HIERARCH ESO QC FPIXRANG = 3.662109375E-07 / Frac of pix in range 4800-5200 ADU HIERARCH ESO QC CRRATE = 0.06868259 / Number of detected CRH per cm2 and s HIERARCH ESO QC NCRH = 357 / Number of detected cosmic ray hits HIERARCH ESO QC NCRH AVG = 456. / Average number of cosmic ray hits per frame HIERARCH ESO QC NCRH TOT = 5478 / Total number of cosmic ray hits on frames HIERARCH ESO QC VRAD BARYCOR = -17.6425674888563 / Barycentric radial velocity cHIERARCH ESO QC VRAD HELICOR = -17.6531639127141 / Heliocentric radial velocity CHECKSUM= 'EJFiHHDiEHDiEHDi' / HDU checksum updated 2016-05-23T10:04:53 DATASUM = '4157399048' / data unit checksum updated 2016-05-23T10:04:53 APNUM1 = '1 1 43.83 53.83' WCSDIM = 3 CTYPE3 = 'LINEAR ' CD3_3 = 1. LTM1_1 = 0.999999999999948 LTM2_2 = 1. LTM3_3 = 1. WAT0_001= 'system=equispec' WAT1_001= 'wtype=linear label=Wavelength units=nanometers units_display=nm' WAT2_001= 'wtype=linear' WAT3_001= 'wtype=linear' LTV1 = -1317.00000000126 BANDID1 = 'spectrum: background fit, weights variance, clean yes' BANDID2 = 'spectrum: background fit, weights none, clean no' BANDID3 = 'background: background fit' BANDID4 = 'sigma - background fit, weights variance, clean yes' DC-FLAG = 0 END \n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 3\n", + "CTYPE : 'LINEAR' 'LINEAR' 'LINEAR' \n", + "CRVAL : 533.66000058872 0.0 0.0 \n", + "CRPIX : -1316.00000000126 0.0 0.0 \n", + "CD1_1 CD1_2 CD1_3 : 0.0199999995529652 0.0 0.0 \n", + "CD2_1 CD2_2 CD2_3 : 0.0 1.0 0.0 \n", + "CD3_1 CD3_2 CD3_3 : 0.0 0.0 1.0 \n", + "NAXIS : 23001 1 4\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "text/plain": [ + "np.float64(533.66000058872)" + ] + }, + "execution_count": 49, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "hdul.info()\n", + "data = hdul[0].data\n", + "print(f\"data shape: {data.shape}\")\n", + "print(f\"header: {header}\")\n", + "wcs = WCS(header)\n", + "print(f\"WCS: {wcs}\")\n", + "wcs.wcs.crval[0] # Access the first element of crval\n" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Loading 1D non-linear fits solution\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/kelle/miniconda3/envs/simple-db/lib/python3.13/site-packages/specutils/io/default_loaders/wcs_fits.py:519: UserWarning: linear Solution: Try using `format='wcs1d-fits'` instead\n", + " warnings.warn(\"linear Solution: Try using `format='wcs1d-fits'` instead\")\n", + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "ename": "ValueError", + "evalue": "shape mismatch: objects cannot be broadcast to a single shape. Mismatch is between arg 0 with shape (23001,) and arg 1 with shape (3,).", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mValueError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[47]\u001b[39m\u001b[32m, line 2\u001b[39m\n\u001b[32m 1\u001b[39m \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34;01mspecutils\u001b[39;00m\u001b[34;01m.\u001b[39;00m\u001b[34;01mmanipulation\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mimport\u001b[39;00m median_smooth\n\u001b[32m----> \u001b[39m\u001b[32m2\u001b[39m spectrum = \u001b[43mSpectrum\u001b[49m\u001b[43m.\u001b[49m\u001b[43mread\u001b[49m\u001b[43m(\u001b[49m\u001b[43moutfile_path\u001b[49m\u001b[43m \u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mformat\u001b[39;49m\u001b[43m=\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43miraf\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mverbose\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43;01mTrue\u001b[39;49;00m\u001b[43m)\u001b[49m\n\u001b[32m 3\u001b[39m smoothed = median_smooth(spectrum, width=\u001b[32m101\u001b[39m)\n\u001b[32m 4\u001b[39m ax = plt.subplots()[\u001b[32m1\u001b[39m]\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/simple-db/lib/python3.13/site-packages/astropy/nddata/mixins/ndio.py:59\u001b[39m, in \u001b[36mNDDataRead.__call__\u001b[39m\u001b[34m(self, *args, **kwargs)\u001b[39m\n\u001b[32m 58\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34m__call__\u001b[39m(\u001b[38;5;28mself\u001b[39m, *args, **kwargs):\n\u001b[32m---> \u001b[39m\u001b[32m59\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mregistry\u001b[49m\u001b[43m.\u001b[49m\u001b[43mread\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_cls\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/simple-db/lib/python3.13/site-packages/astropy/io/registry/core.py:221\u001b[39m, in \u001b[36mUnifiedInputRegistry.read\u001b[39m\u001b[34m(self, cls, format, cache, *args, **kwargs)\u001b[39m\n\u001b[32m 218\u001b[39m kwargs.update({\u001b[33m\"\u001b[39m\u001b[33mfilename\u001b[39m\u001b[33m\"\u001b[39m: path})\n\u001b[32m 220\u001b[39m reader = \u001b[38;5;28mself\u001b[39m.get_reader(\u001b[38;5;28mformat\u001b[39m, \u001b[38;5;28mcls\u001b[39m)\n\u001b[32m--> \u001b[39m\u001b[32m221\u001b[39m data = \u001b[43mreader\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 223\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(data, \u001b[38;5;28mcls\u001b[39m):\n\u001b[32m 224\u001b[39m \u001b[38;5;66;03m# User has read with a subclass where only the parent class is\u001b[39;00m\n\u001b[32m 225\u001b[39m \u001b[38;5;66;03m# registered. This returns the parent class, so try coercing\u001b[39;00m\n\u001b[32m 226\u001b[39m \u001b[38;5;66;03m# to desired subclass.\u001b[39;00m\n\u001b[32m 227\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/simple-db/lib/python3.13/site-packages/specutils/io/default_loaders/wcs_fits.py:401\u001b[39m, in \u001b[36mnon_linear_wcs1d_fits\u001b[39m\u001b[34m(file_obj, **kwargs)\u001b[39m\n\u001b[32m 375\u001b[39m \u001b[38;5;129m@data_loader\u001b[39m(\u001b[33m'\u001b[39m\u001b[33miraf\u001b[39m\u001b[33m'\u001b[39m, identifier=identify_iraf_wcs, dtype=Spectrum1D, extensions=[\u001b[33m'\u001b[39m\u001b[33mfits\u001b[39m\u001b[33m'\u001b[39m])\n\u001b[32m 376\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34mnon_linear_wcs1d_fits\u001b[39m(file_obj, **kwargs):\n\u001b[32m 377\u001b[39m \u001b[38;5;250m \u001b[39m\u001b[33;03m\"\"\"Load Spectrum1D with WCS spectral axis from FITS files written by IRAF\u001b[39;00m\n\u001b[32m 378\u001b[39m \n\u001b[32m 379\u001b[39m \u001b[33;03m Parameters\u001b[39;00m\n\u001b[32m (...)\u001b[39m\u001b[32m 399\u001b[39m \u001b[33;03m :class:`~specutils.Spectrum1D`\u001b[39;00m\n\u001b[32m 400\u001b[39m \u001b[33;03m \"\"\"\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m401\u001b[39m spectral_axis, flux, meta = \u001b[43m_read_non_linear_iraf_fits\u001b[49m\u001b[43m(\u001b[49m\u001b[43mfile_obj\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 403\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m spectral_axis.ndim > \u001b[32m1\u001b[39m:\n\u001b[32m 404\u001b[39m warnings.warn(\u001b[33mf\u001b[39m\u001b[33m'\u001b[39m\u001b[33mRead spectral axis of shape \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mspectral_axis.shape\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m - \u001b[39m\u001b[33m'\u001b[39m\n\u001b[32m 405\u001b[39m \u001b[33m'\u001b[39m\u001b[33mconsider loading into SpectrumCollection.\u001b[39m\u001b[33m'\u001b[39m)\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/simple-db/lib/python3.13/site-packages/specutils/io/default_loaders/wcs_fits.py:521\u001b[39m, in \u001b[36m_read_non_linear_iraf_fits\u001b[39m\u001b[34m(file_obj, spectral_axis_unit, flux_unit, verbose, **kwargs)\u001b[39m\n\u001b[32m 519\u001b[39m warnings.warn(\u001b[33m\"\u001b[39m\u001b[33mlinear Solution: Try using `format=\u001b[39m\u001b[33m'\u001b[39m\u001b[33mwcs1d-fits\u001b[39m\u001b[33m'\u001b[39m\u001b[33m` instead\u001b[39m\u001b[33m\"\u001b[39m)\n\u001b[32m 520\u001b[39m wcs = WCS(header)\n\u001b[32m--> \u001b[39m\u001b[32m521\u001b[39m spectral_axis = \u001b[43m_read_linear_iraf_wcs\u001b[49m\u001b[43m(\u001b[49m\u001b[43mwcs\u001b[49m\u001b[43m=\u001b[49m\u001b[43mwcs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdc_flag\u001b[49m\u001b[43m=\u001b[49m\u001b[43mheader\u001b[49m\u001b[43m[\u001b[49m\u001b[33;43m'\u001b[39;49m\u001b[33;43mDC-FLAG\u001b[39;49m\u001b[33;43m'\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 522\u001b[39m \u001b[38;5;28;01melif\u001b[39;00m ctypen == \u001b[33m'\u001b[39m\u001b[33mMULTISPE\u001b[39m\u001b[33m'\u001b[39m:\n\u001b[32m 523\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m verbose:\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/simple-db/lib/python3.13/site-packages/specutils/io/default_loaders/wcs_fits.py:585\u001b[39m, in \u001b[36m_read_linear_iraf_wcs\u001b[39m\u001b[34m(wcs, dc_flag)\u001b[39m\n\u001b[32m 577\u001b[39m wcs_dict = {\u001b[33m'\u001b[39m\u001b[33mcrval\u001b[39m\u001b[33m'\u001b[39m: wcs.wcs.crval[\u001b[32m0\u001b[39m],\n\u001b[32m 578\u001b[39m \u001b[33m'\u001b[39m\u001b[33mcrpix\u001b[39m\u001b[33m'\u001b[39m: wcs.wcs.crpix[\u001b[32m0\u001b[39m],\n\u001b[32m 579\u001b[39m \u001b[33m'\u001b[39m\u001b[33mcdelt\u001b[39m\u001b[33m'\u001b[39m: wcs.wcs.cd[\u001b[32m0\u001b[39m],\n\u001b[32m 580\u001b[39m \u001b[33m'\u001b[39m\u001b[33mdtype\u001b[39m\u001b[33m'\u001b[39m: dc_flag,\n\u001b[32m 581\u001b[39m \u001b[33m'\u001b[39m\u001b[33mpnum\u001b[39m\u001b[33m'\u001b[39m: wcs._naxis[\u001b[32m0\u001b[39m]}\n\u001b[32m 583\u001b[39m math_model = _set_math_model(wcs_dict=wcs_dict)\n\u001b[32m--> \u001b[39m\u001b[32m585\u001b[39m spectral_axis = \u001b[43mmath_model\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mrange\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43mwcs_dict\u001b[49m\u001b[43m[\u001b[49m\u001b[33;43m'\u001b[39;49m\u001b[33;43mpnum\u001b[39;49m\u001b[33;43m'\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m)\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 587\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m spectral_axis\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/simple-db/lib/python3.13/site-packages/astropy/modeling/core.py:391\u001b[39m, in \u001b[36m_ModelMeta._handle_special_methods..__call__\u001b[39m\u001b[34m(self, model_set_axis, with_bounding_box, fill_value, equivalencies, inputs_map, *inputs, **new_inputs)\u001b[39m\n\u001b[32m 390\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34m__call__\u001b[39m(\u001b[38;5;28mself\u001b[39m, *inputs, **kwargs):\n\u001b[32m--> \u001b[39m\u001b[32m391\u001b[39m \u001b[38;5;250m \u001b[39m\u001b[33;03m\"\"\"Evaluate this model on the supplied inputs.\"\"\"\u001b[39;00m\n\u001b[32m 392\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28msuper\u001b[39m(\u001b[38;5;28mcls\u001b[39m, \u001b[38;5;28mself\u001b[39m).\u001b[34m__call__\u001b[39m(*inputs, **kwargs)\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/simple-db/lib/python3.13/site-packages/astropy/modeling/core.py:392\u001b[39m, in \u001b[36m_ModelMeta._handle_special_methods..__call__\u001b[39m\u001b[34m(self, *inputs, **kwargs)\u001b[39m\n\u001b[32m 390\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34m__call__\u001b[39m(\u001b[38;5;28mself\u001b[39m, *inputs, **kwargs):\n\u001b[32m 391\u001b[39m \u001b[38;5;250m \u001b[39m\u001b[33;03m\"\"\"Evaluate this model on the supplied inputs.\"\"\"\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m392\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43msuper\u001b[39;49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mcls\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m.\u001b[49m\u001b[34;43m__call__\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43minputs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/simple-db/lib/python3.13/site-packages/astropy/modeling/core.py:1097\u001b[39m, in \u001b[36mModel.__call__\u001b[39m\u001b[34m(self, *args, **kwargs)\u001b[39m\n\u001b[32m 1094\u001b[39m fill_value = kwargs.pop(\u001b[33m\"\u001b[39m\u001b[33mfill_value\u001b[39m\u001b[33m\"\u001b[39m, np.nan)\n\u001b[32m 1096\u001b[39m \u001b[38;5;66;03m# prepare for model evaluation (overridden in CompoundModel)\u001b[39;00m\n\u001b[32m-> \u001b[39m\u001b[32m1097\u001b[39m evaluate, inputs, broadcasted_shapes, kwargs = \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_pre_evaluate\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 1098\u001b[39m \u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\n\u001b[32m 1099\u001b[39m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 1101\u001b[39m outputs = \u001b[38;5;28mself\u001b[39m._generic_evaluate(evaluate, inputs, fill_value, with_bbox)\n\u001b[32m 1103\u001b[39m \u001b[38;5;66;03m# post-process evaluation results (overridden in CompoundModel)\u001b[39;00m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/simple-db/lib/python3.13/site-packages/astropy/modeling/core.py:943\u001b[39m, in \u001b[36mModel._pre_evaluate\u001b[39m\u001b[34m(self, *args, **kwargs)\u001b[39m\n\u001b[32m 939\u001b[39m \u001b[38;5;250m\u001b[39m\u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m 940\u001b[39m \u001b[33;03mModel specific input setup that needs to occur prior to model evaluation.\u001b[39;00m\n\u001b[32m 941\u001b[39m \u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m 942\u001b[39m \u001b[38;5;66;03m# Broadcast inputs into common size\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m943\u001b[39m inputs, broadcasted_shapes = \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mprepare_inputs\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 945\u001b[39m \u001b[38;5;66;03m# Setup actual model evaluation method\u001b[39;00m\n\u001b[32m 946\u001b[39m parameters = \u001b[38;5;28mself\u001b[39m._param_sets(raw=\u001b[38;5;28;01mTrue\u001b[39;00m, units=\u001b[38;5;28mself\u001b[39m._has_units)\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/simple-db/lib/python3.13/site-packages/astropy/modeling/core.py:2126\u001b[39m, in \u001b[36mModel.prepare_inputs\u001b[39m\u001b[34m(self, model_set_axis, equivalencies, *inputs, **kwargs)\u001b[39m\n\u001b[32m 2122\u001b[39m \u001b[38;5;66;03m# The input formatting required for single models versus a multiple\u001b[39;00m\n\u001b[32m 2123\u001b[39m \u001b[38;5;66;03m# model set are different enough that they've been split into separate\u001b[39;00m\n\u001b[32m 2124\u001b[39m \u001b[38;5;66;03m# subroutines\u001b[39;00m\n\u001b[32m 2125\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m._n_models == \u001b[32m1\u001b[39m:\n\u001b[32m-> \u001b[39m\u001b[32m2126\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_prepare_inputs_single_model\u001b[49m\u001b[43m(\u001b[49m\u001b[43mparams\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43minputs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 2127\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[32m 2128\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m._prepare_inputs_model_set(\n\u001b[32m 2129\u001b[39m params, inputs, model_set_axis, **kwargs\n\u001b[32m 2130\u001b[39m )\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/simple-db/lib/python3.13/site-packages/astropy/modeling/core.py:1986\u001b[39m, in \u001b[36mModel._prepare_inputs_single_model\u001b[39m\u001b[34m(self, params, inputs, **kwargs)\u001b[39m\n\u001b[32m 1980\u001b[39m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m exc:\n\u001b[32m 1981\u001b[39m exc.add_note(\n\u001b[32m 1982\u001b[39m \u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33mself input argument \u001b[39m\u001b[38;5;132;01m{\u001b[39;00m\u001b[38;5;28mself\u001b[39m.inputs[idx]\u001b[38;5;132;01m!r}\u001b[39;00m\u001b[33m of shape\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 1983\u001b[39m \u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33m \u001b[39m\u001b[38;5;132;01m{\u001b[39;00minput_shape\u001b[38;5;132;01m!r}\u001b[39;00m\u001b[33m cannot be broadcast with parameter\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 1984\u001b[39m \u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33m \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mparam.name\u001b[38;5;132;01m!r}\u001b[39;00m\u001b[33m of shape \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mparam.shape\u001b[38;5;132;01m!r}\u001b[39;00m\u001b[33m.\u001b[39m\u001b[33m\"\u001b[39m,\n\u001b[32m 1985\u001b[39m )\n\u001b[32m-> \u001b[39m\u001b[32m1986\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m exc\n\u001b[32m 1988\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(broadcast) > \u001b[38;5;28mlen\u001b[39m(max_broadcast):\n\u001b[32m 1989\u001b[39m max_broadcast = broadcast\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/simple-db/lib/python3.13/site-packages/astropy/modeling/core.py:1977\u001b[39m, in \u001b[36mModel._prepare_inputs_single_model\u001b[39m\u001b[34m(self, params, inputs, **kwargs)\u001b[39m\n\u001b[32m 1973\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m 1974\u001b[39m \u001b[38;5;66;03m# bypass the broadcast_shapes call for performance reasons\u001b[39;00m\n\u001b[32m 1975\u001b[39m \u001b[38;5;66;03m# if parameter is a scalar\u001b[39;00m\n\u001b[32m 1976\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m.standard_broadcasting \u001b[38;5;129;01mand\u001b[39;00m param.shape:\n\u001b[32m-> \u001b[39m\u001b[32m1977\u001b[39m broadcast = \u001b[43mnp\u001b[49m\u001b[43m.\u001b[49m\u001b[43mbroadcast_shapes\u001b[49m\u001b[43m(\u001b[49m\u001b[43minput_shape\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mparam\u001b[49m\u001b[43m.\u001b[49m\u001b[43mshape\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 1978\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[32m 1979\u001b[39m broadcast = input_shape\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/simple-db/lib/python3.13/site-packages/numpy/lib/_stride_tricks_impl.py:488\u001b[39m, in \u001b[36mbroadcast_shapes\u001b[39m\u001b[34m(*args)\u001b[39m\n\u001b[32m 449\u001b[39m \u001b[38;5;250m\u001b[39m\u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m 450\u001b[39m \u001b[33;03mBroadcast the input shapes into a single shape.\u001b[39;00m\n\u001b[32m 451\u001b[39m \n\u001b[32m (...)\u001b[39m\u001b[32m 485\u001b[39m \u001b[33;03m(5, 6, 7)\u001b[39;00m\n\u001b[32m 486\u001b[39m \u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m 487\u001b[39m arrays = [np.empty(x, dtype=_size0_dtype) \u001b[38;5;28;01mfor\u001b[39;00m x \u001b[38;5;129;01min\u001b[39;00m args]\n\u001b[32m--> \u001b[39m\u001b[32m488\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43m_broadcast_shape\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43marrays\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniconda3/envs/simple-db/lib/python3.13/site-packages/numpy/lib/_stride_tricks_impl.py:433\u001b[39m, in \u001b[36m_broadcast_shape\u001b[39m\u001b[34m(*args)\u001b[39m\n\u001b[32m 428\u001b[39m \u001b[38;5;250m\u001b[39m\u001b[33;03m\"\"\"Returns the shape of the arrays that would result from broadcasting the\u001b[39;00m\n\u001b[32m 429\u001b[39m \u001b[33;03msupplied arrays against each other.\u001b[39;00m\n\u001b[32m 430\u001b[39m \u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m 431\u001b[39m \u001b[38;5;66;03m# use the old-iterator because np.nditer does not handle size 0 arrays\u001b[39;00m\n\u001b[32m 432\u001b[39m \u001b[38;5;66;03m# consistently\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m433\u001b[39m b = \u001b[43mnp\u001b[49m\u001b[43m.\u001b[49m\u001b[43mbroadcast\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m[\u001b[49m\u001b[43m:\u001b[49m\u001b[32;43m32\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 434\u001b[39m \u001b[38;5;66;03m# unfortunately, it cannot handle 32 or more arguments directly\u001b[39;00m\n\u001b[32m 435\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m pos \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mrange\u001b[39m(\u001b[32m32\u001b[39m, \u001b[38;5;28mlen\u001b[39m(args), \u001b[32m31\u001b[39m):\n\u001b[32m 436\u001b[39m \u001b[38;5;66;03m# ironically, np.broadcast does not properly handle np.broadcast\u001b[39;00m\n\u001b[32m 437\u001b[39m \u001b[38;5;66;03m# objects (it treats them as scalars)\u001b[39;00m\n\u001b[32m 438\u001b[39m \u001b[38;5;66;03m# use broadcasting to avoid allocating the full array\u001b[39;00m\n", + "\u001b[31mValueError\u001b[39m: shape mismatch: objects cannot be broadcast to a single shape. Mismatch is between arg 0 with shape (23001,) and arg 1 with shape (3,).", + "self input argument 'x' of shape (23001,) cannot be broadcast with parameter 'slope' of shape (3,)." + ] + } + ], + "source": [ + "from specutils.manipulation import median_smooth\n", + "spectrum = Spectrum.read(outfile_path , format=\"iraf\", verbose=True)\n", + "smoothed = median_smooth(spectrum, width=101)\n", + "ax = plt.subplots()[1]\n", + "ax.plot(smoothed.spectral_axis, smoothed.flux)\n", + "#ax.plot(spectrum.spectral_axis, spectrum.flux, alpha=0.5)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "ename": "IORegistryError", + "evalue": "Format could not be identified based on the file name or contents, please provide a 'format' argument.\nThe available formats are:\nFormat Read Write Auto-identify\n------ ---- ----- -------------", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mIORegistryError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[4]\u001b[39m\u001b[32m, line 8\u001b[39m\n\u001b[32m 6\u001b[39m spec1, spec2\n\u001b[32m 7\u001b[39m speclist = SpectrumList([spec1, spec2])\n\u001b[32m----> \u001b[39m\u001b[32m8\u001b[39m \u001b[43mspeclist\u001b[49m\u001b[43m.\u001b[49m\u001b[43mwrite\u001b[49m\u001b[43m(\u001b[49m\u001b[43mfile\u001b[49m\u001b[43m=\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mspeclist.fits\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniforge3/envs/simple_3.13/lib/python3.13/site-packages/astropy/nddata/mixins/ndio.py:103\u001b[39m, in \u001b[36mNDDataWrite.__call__\u001b[39m\u001b[34m(self, *args, **kwargs)\u001b[39m\n\u001b[32m 102\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34m__call__\u001b[39m(\u001b[38;5;28mself\u001b[39m, *args, **kwargs):\n\u001b[32m--> \u001b[39m\u001b[32m103\u001b[39m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mregistry\u001b[49m\u001b[43m.\u001b[49m\u001b[43mwrite\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_instance\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniforge3/envs/simple_3.13/lib/python3.13/site-packages/astropy/io/registry/core.py:381\u001b[39m, in \u001b[36mUnifiedOutputRegistry.write\u001b[39m\u001b[34m(self, data, format, *args, **kwargs)\u001b[39m\n\u001b[32m 378\u001b[39m path = \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[32m 379\u001b[39m fileobj = args[\u001b[32m0\u001b[39m]\n\u001b[32m--> \u001b[39m\u001b[32m381\u001b[39m \u001b[38;5;28mformat\u001b[39m = \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_get_valid_format\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 382\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mwrite\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdata\u001b[49m\u001b[43m.\u001b[49m\u001b[34;43m__class__\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mpath\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mfileobj\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mkwargs\u001b[49m\n\u001b[32m 383\u001b[39m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 385\u001b[39m writer = \u001b[38;5;28mself\u001b[39m.get_writer(\u001b[38;5;28mformat\u001b[39m, data.\u001b[34m__class__\u001b[39m)\n\u001b[32m 386\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m writer(data, *args, **kwargs)\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/miniforge3/envs/simple_3.13/lib/python3.13/site-packages/astropy/io/registry/base.py:357\u001b[39m, in \u001b[36m_UnifiedIORegistryBase._get_valid_format\u001b[39m\u001b[34m(self, mode, cls, path, fileobj, args, kwargs)\u001b[39m\n\u001b[32m 355\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(valid_formats) == \u001b[32m0\u001b[39m:\n\u001b[32m 356\u001b[39m format_table_str = \u001b[38;5;28mself\u001b[39m._get_format_table_str(\u001b[38;5;28mcls\u001b[39m, mode.capitalize())\n\u001b[32m--> \u001b[39m\u001b[32m357\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m IORegistryError(\n\u001b[32m 358\u001b[39m \u001b[33m\"\u001b[39m\u001b[33mFormat could not be identified based on the\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 359\u001b[39m \u001b[33m\"\u001b[39m\u001b[33m file name or contents, please provide a\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 360\u001b[39m \u001b[33m\"\u001b[39m\u001b[33m \u001b[39m\u001b[33m'\u001b[39m\u001b[33mformat\u001b[39m\u001b[33m'\u001b[39m\u001b[33m argument.\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m\"\u001b[39m\n\u001b[32m 361\u001b[39m \u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33mThe available formats are:\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;132;01m{\u001b[39;00mformat_table_str\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m\"\u001b[39m\n\u001b[32m 362\u001b[39m )\n\u001b[32m 363\u001b[39m \u001b[38;5;28;01melif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(valid_formats) > \u001b[32m1\u001b[39m:\n\u001b[32m 364\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mself\u001b[39m._get_highest_priority_format(mode, \u001b[38;5;28mcls\u001b[39m, valid_formats)\n", + "\u001b[31mIORegistryError\u001b[39m: Format could not be identified based on the file name or contents, please provide a 'format' argument.\nThe available formats are:\nFormat Read Write Auto-identify\n------ ---- ----- -------------" + ] + } + ], + "source": [ + "from specutils import Spectrum, SpectrumList\n", + "file = \"SIMPLE/2MASS_J06164006-6407194_esdL6_Xshooter_VIS_Primeval-I_SIMPLE.fits\"\n", + "file2 =\"SIMPLE/2MASS_J06453153-6646120_sdL8_Xshooter_VIS_Primeval-IV_SIMPLE.fits\"\n", + "spec1 = Spectrum.read(file)\n", + "spec2= Spectrum.read(file2)\n", + "spec1, spec2\n", + "speclist = SpectrumList([spec1, spec2])\n", + "speclist.write(file=\"speclist.fits\")" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "ename": "AttributeError", + "evalue": "'list' object has no attribute 'write'", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mAttributeError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[9]\u001b[39m\u001b[32m, line 1\u001b[39m\n\u001b[32m----> \u001b[39m\u001b[32m1\u001b[39m \u001b[43mspeclist\u001b[49m\u001b[43m.\u001b[49m\u001b[43mwrite\u001b[49m.help()\n", + "\u001b[31mAttributeError\u001b[39m: 'list' object has no attribute 'write'" + ] + } + ], + "source": [ + "speclist.write.help()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "simple_3.13", + "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": "3.13.2" + }, + "orig_nbformat": 4 + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/scripts/spectra_convert/Zhang18/convert_spectra_zhang18.ipynb b/scripts/spectra_convert/Zhang18/convert_spectra_zhang18.ipynb new file mode 100644 index 000000000..93cc0b10b --- /dev/null +++ b/scripts/spectra_convert/Zhang18/convert_spectra_zhang18.ipynb @@ -0,0 +1,2352 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 234, + "metadata": {}, + "outputs": [], + "source": [ + "import logging\n", + "from astrodb_utils import load_astrodb, AstroDBError\n", + "from simple.utils.spectra import check_spectrum_plottable\n", + "from astrodb_utils.fits import add_missing_keywords, add_wavelength_keywords, check_header\n", + "from astropy.io import fits\n", + "import astropy.units as u\n", + "import os\n", + "import pandas as pd\n", + "import numpy as np\n", + "from specutils import Spectrum1D, Spectrum, SpectralRegion\n", + "from specutils.manipulation import extract_region\n", + "from astropy.wcs import WCS\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 207, + "metadata": {}, + "outputs": [], + "source": [ + "path = \"/Users/guanying/SIMPLE Archieve/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files\"" + ] + }, + { + "cell_type": "code", + "execution_count": 208, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "True\n" + ] + } + ], + "source": [ + "path = \"/Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files\"\n", + "print(os.path.exists(os.path.join(path,\"SDSS_J134749.74+333601.7_sdL0_SDSS_Primeval-I.txt\")))\n" + ] + }, + { + "cell_type": "code", + "execution_count": 209, + "metadata": {}, + "outputs": [], + "source": [ + "# Handle txt files first separately\n", + "file_plotted = 0\n", + "file_failed = 0\n", + "for filename in os.listdir(path):\n", + " if filename.endswith(\".txt\"):\n", + " \n", + " print(f\"Reading text file: {filename}\")\n", + "\n", + " file_path = os.path.join(path, filename)\n", + " \n", + " try:\n", + " data = np.loadtxt(file_path, comments=\"#\", encoding=\"latin1\")\n", + "\n", + " # column1: #w column2:flux \n", + " if (filename == \"SDSS_J134749.74+333601.7_sdL0_SDSS_Primeval-I.txt\"):\n", + " wavelength = (data[:, 0] * u.AA).to(u.um)\n", + " flux = data[:, 1] * (u.erg / (u.cm**2 * u.s * u.micron))\n", + "\n", + " # column1: #w (micron) column2:flux \n", + " else:\n", + " wavelength = (data[:, 0] * u.um)\n", + " flux = data[:, 1] * (u.erg / (u.cm**2))\n", + "\n", + " # check plottability\n", + " spectrum = Spectrum1D(spectral_axis=wavelength, flux=flux)\n", + " check_spectrum_plottable(spectrum, show_plot=True)\n", + " file_plotted += 1\n", + " \n", + " except Exception as e:\n", + " print(f\"Could not read {filename}: {e}\")\n", + " file_failed += 1\n", + "print(f\"Total files plotted: {file_plotted}\")\n" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'os' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mNameError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[1]\u001b[39m\u001b[32m, line 1\u001b[39m\n\u001b[32m----> \u001b[39m\u001b[32m1\u001b[39m file_path = \u001b[43mos\u001b[49m.path.join(path, \u001b[33m\"\u001b[39m\u001b[33mSDSS_J010448.46+153501.8_usdL1.5_Xshooter_VIS_Primeval-II.fits\u001b[39m\u001b[33m\"\u001b[39m)\n\u001b[32m 2\u001b[39m spectrum.flux.unit == \u001b[33m\"\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 3\u001b[39m \u001b[38;5;28;01mwith\u001b[39;00m fits.open(file_path) \u001b[38;5;28;01mas\u001b[39;00m hdul:\n", + "\u001b[31mNameError\u001b[39m: name 'os' is not defined" + ] + } + ], + "source": [ + "file_path = os.path.join(path, \"SDSS_J010448.46+153501.8_usdL1.5_Xshooter_VIS_Primeval-II.fits\")\n", + "spectrum.flux.unit == \"\"\n", + "with fits.open(file_path) as hdul:\n", + " header= hdul[0].header\n", + " w = WCS(header)\n", + " W = WCS.world_axis_physical_types\n", + " \n", + " print(f\"WCS: {w}\")\n", + " \n", + "spectrum = Spectrum.read(file_path, format=\"wcs1d-fits\", spectral_axis_index=0)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 235, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " Reading FITS file: ULAS_J021642.96+004005.7_sdL4_Xshooter_VIS_Primeval-I.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 5800.0 \n", + "CRPIX : 1.0 \n", + "CD1_1 : 0.2 \n", + "NAXIS : 22001 0\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: Angstrom\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J021642.96+004005.7_sdL4_Xshooter_VIS_Primeval-I.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J223302.03+062030.8_esdL0.5_Xshooter_VIS_Primeval-IV.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 533.660001035733 \n", + "CRPIX : -2316.00000000232 \n", + "CD1_1 : 0.0199999995529652 \n", + "NAXIS : 22001 0\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J223302.03+062030.8_esdL0.5_Xshooter_VIS_Primeval-IV.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J230711.01+014447.1_usdL4.5_Xshooter_VIS_Primeval-III.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 533.660001035733 \n", + "CRPIX : -2316.00000000232 \n", + "CD1_1 : 0.0199999995529652 \n", + "NAXIS : 22001 0\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J230711.01+014447.1_usdL4.5_Xshooter_VIS_Primeval-III.fits is plottable.\n", + "\n", + " Reading FITS file: 2MASS_J06164006-6407194_esdL6_Xshooter_VIS_Primeval-I.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 533.660001035733 \n", + "CRPIX : -2316.00000000232 \n", + "CD1_1 : 0.0199999995529652 \n", + "NAXIS : 22001 0\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File 2MASS_J06164006-6407194_esdL6_Xshooter_VIS_Primeval-I.fits is plottable.\n", + "\n", + " Reading FITS file: SDSS_J010448.46+153501.8_usdL1.5_Xshooter_VIS_Primeval-II.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 2\n", + "CTYPE : 'LINEAR' '' \n", + "CRVAL : 533.65885533784 0.0 \n", + "CRPIX : -1316.02868326581 0.0 \n", + "CD1_1 CD1_2 : 0.0200004335492849 0.0 \n", + "CD2_1 CD2_2 : 0.0 1.0 \n", + "NAXIS : 22993 0\n", + "Could not read SDSS_J010448.46+153501.8_usdL1.5_Xshooter_VIS_Primeval-II.fits: Input WCS must have exactly one axis with spectral units, found 0\n", + "\n", + " Reading FITS file: ULAS_J141203.85+121609.9_sdL5_Xshooter_VIS_Primeval-IV.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 533.660001035733 \n", + "CRPIX : -2316.00000000232 \n", + "CD1_1 : 0.0199999995529652 \n", + "NAXIS : 22001 0\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + ": FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate system \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: The WCS transformation has more axes (2) than the image it is associated with (1) [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: 'cdfix' made the change 'Success'. [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "data": { + "image/png": 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KrNeT+iFLe2m2oYRfUynSJsKUP+Us3oqjc5IFNRzA8AonpeDgYNHE8tmzZ6I+DRfiAwAAsBmtL9Jd5hwSNVfm7U1fwp2cybTPxjN3VOdbTMtYx0ZKpUdvdoqRGgU5N6ODmpCQEDp//rzGddmzZxfLvbk4X7t27ayxfy4R0ZraHwQAAPRPlRy+9sjklUu26Ig9ctVpemDmdJjUFHqil1eJmn2vzGFM8UG7BzVNmzal+fPnZ7jez8+PNm/eTN7e3lLvm0sY+s8pe++CS9p05jZ9tPiYXYdJAcA8PFX09JX+966jpkIsORRDg/8+SY5g/xXdX6b7LT5u8WPb899vdO+ncePG0a1buvtI8IjN1q1b6fhxy/8ZrobLY1vi76Ox9OB5In3UALWBTKF84xYM9KGRrUpbdVucQO+oH7IAju7yveeiOJ6yAi5/Eak+frs4P75dWZ2/o/524zwbR+Ioi6AGLIuy2mPb89PO6JGawMBAKlOmjN7bObCpX7++VPsFRhryzyn6btMF8cYH03FAaE1X7j+nauO30e979CcrAoD+4niRU3dRrUk7VNediHli0mNcf4h8T1uz55c4k7p0Kx05coR27txJ9+7dy1CMb+rUqVLtm0uKe/KKCpjRk4OrEoPjGbv2rAicvl1/nnrXDbf37gA4BeXopvYoy19HY+lLtSl7fbkbbmo5LGB79hypMTmomTBhAo0aNYpKlCghivCpR2QYYrdcx5n7af/wxvbeDZCIo690AHA0J2OfiA7Tw1uWpPBgP43bhq7QzEF88kr3SKvyUMQ5LGB7TpFTo/TTTz/RvHnzqEePHtbZI5n7efsl8vJwpw/r686BuaWjzDcvSTx09SGVKxhA2b0zdkgHAJCLj5ccp3vPEmjg8pO09tPaGar3qlcNnrwp2uFW3wDZdYDD5N5P7u7uVLu25gsNjM/Yn7r1Ik3ceEH0A2HGfJGfu/cqdfn9kKjBAGAs7jGz6+J9epWY3s4EwNG9UUtp0A5OjD1UYtLAdZkc1AwcOJCmT59unb2RuQS1fhgpad82jGktseJYnPh5Ou6p3vtg6s88Uv3X+Hn860gsXbgTT45i/Ppz1H3eYfps6Ql77wqA0dQ/ErU/1gz1WQLH4FQ5NYMHD6ZWrVpRkSJFqHTp0pQ1q+Z0yMqVK6XcP6eF955rWXfqNn2ZNt9/fVIrm28/KvYJFQr0oSA/L9V1fxxI7b+y7bxlZQMAHCd52N57AbLLqenfv79Y+dSwYUMKCgrCCIGF30aQRyoPZ27pHkWzxduDq6d2mn2APNzd6PKEltbfIICJTt3UP8qsTaHn/cP1XUwZqTG3kSU4N5ODmj/++INWrFghRmvAcSC0dN3VT7su3lN1AwaQU7mKq/fTl3TvuHCPXqXlIhrjIwkq44ILBDU5c+YUU09gGVMOP+Z+2/9j/3U6cv0RTetckTyymJw+BSbAagsAw4nrplLPB+Nl3sZSb1QJtucUvZ+Uxo4dS2PGjEFXbjO+oesKTqz5TX7M2rMi12ODxG9wntved/kB3X8mg+FdK7/3MDsLzuryvWc0cHkUXb0vTbXy6w7WrgCsx6lyan7++We6cuWKKLxXuHDhDInC6P/keJ6/trzrKtfJCc/lR7mye9GWc3fpw0XHRL2d6G9bkFOTKKhE8AJy03HWAXr8MolWnYijQyMaUx5/y5oWf7z4OJ3/prnO254nvCE/r9TDEQpWgk2DmrZt21q0Qbm6/uAFvTShHogxS7mlorDwyM21TnhpcBZ3N7oyoSX9F52aw5FgxnCyMbiGz+6L96l20WDyTfugAwDpcc+4PP5eOot6ckCj9MHcw7R5YD2LtqUvH2ZNVJxorji0eUk05pUJN2fq/cRTT5BRgyn/aVxW1qHR90SPWXOWBjYpTvYsRe7p4U6l8vkbvO+ei/dVlY1tYcTK07TyRBw1KZ2H5nxQlZyBKwzUnL75lArl9KEc2TzJ2a07dYviX72hLhEh5KrOxD2lt37ZS9m9Pej02GaZ3jf67jNJtvki4U2GLyqD/z4pfnJj3g/rcX80DNWADXNquJnloUMZK9vydUePGp/I5YrUR2f4oN1t7iGTR3N4RGj9qdsmjfRo3/XJy0RqM30ftfhpj01HjIzF/xu29dxdWRVctBZbPIUHrjykt3/dS3W/20ly8OmfJ2jEqtN087Hr5gbyaiL27PUbVYVza5u+83KGwCopOf0FzK8xcH4KOx5XTA5qPvnkE4qNjc1wfVxcnLgNjHf9of4P1Pn7rlH1CdvF8LD2iNAnfx6nTSYk/2q/vNQTfE0dJuRWD8oPQzlITJYm6ND3bzx8/RHJwfa0An7PEizPzzLHlM3RNGvXFckfl0drXJX6S7b2pB022eatJ680LneefUDj8tlb8aKrPTg3XzumDZgc1Jw7d44qV66c4fpKlSqJ20A/UwKIcf+eE8HHV6vP6Lz92I3HWo+dyYNZGDWr/3b18dvpbrwMVj2l4dVh0XekGVq3F7knKfNoyq87L9OkjRcknwI153+388I9ipiwjfZeemDU/RPeJNMNrZU//E32m3Xn6Pc9V8kRPHxhOJAoPGw9vbHwS4D2Z+AL9CWTpfrFczlPUOPl5UV372acFrh9+zZ5eCCpU+rhtwNXH9IFHQddUx6d78sjO3Un76DRa87Qzcea35Zc3Yz/NIfEjcUH2BQHKHhni5Fee/6VUk+NWPre/N+CIyKwf9/A9LFS2+n7qf73/9H+Kw80RiTm7r1G364/T86k6MiNtE1tWpj/lzyNzgsJlP9Xfr5OxGh+6dLGwdzYtWetvr9gH+7OtKS7adOmNHz4cFqzZg0FBASI6548eUIjRoygJk2aWGMfQQL9Fh8TPxceuCFOzow/PHnllXfWLHbbBw5omv64i7w8stD6/nUkf/wF+65RaLAvNSyRW/LHBuuMcvHBXNdr8vzt1CanXeakBkGc/B7gk3G1kb3/9tTeSob/Ib0XHqWrE1qSu7ubGOHZkzZi9eRlEu2/8lBMj+vDCyj4i4CzBXPgPEweqZkyZYrIqQkNDRX9n/gUFhZGd+7coR9++ME6eykTbhJ+MzX0ZXPatouq86PXyOsbUZ+Fx6jkV5syzM/b0u2nr+jK/Rd07na8WKpqTAXNpOQUsfrDEJ5aHPvvOfrf/CMS7S1Ye2SLk/f5NcmjL4ZG77gyrlTBFCf9P3udvvRafXXjwasPM/1d7QCm7Yz9Rk/vhY/YQGHD12us8hy5+nSmAQ1bE3VL/C6AwwQ1BQoUoFOnTtHkyZNFl+4qVarQTz/9RKdPn6ZChQqRK9I1nG3JByd/4zHVn4diRPVP5YfStG2XSCpbzjlWyXFl1+l/jt0kZ9Lg+/+ozJjNFK/jIKTuztPXJj2u3HNqpKawwntfeTDnPJn2M/cb/D0pnrJXiclU8eutVG7slgy38erGd387SI+MyJVRD4QWHbhu9HQf/+n7L6cHThtOO9bnBNiPU9WpYb6+vtS3b1/p90ZGfth6kXrWCVNlgfM3e2M/YOp9b/qy2WVHUlekNSqZm6qEBpKUYh/Zb0SEkyx5ioc9eJ5AK9QCmbvxr0UhQE5Kk+pN9DLxDflkzWLS4/GHuzF354Z+yoNH3WK5Mh3RMYUDrso3G49kZfPU/P+r/31uduxRo2t6ht9371XXrHUTFftE7/2V3pmluerHHOrL0Xl0iKeDlNtV71S98MB1kUf3/TvlDb6ueYRw35WHRteH+nx5lNn7D/KlsOOHEjJ7JaDv+eOhVi7uxcPDNSfusGrjN6Wv16WumrIlHgLnEufWaJpZYtQmal0hP+25dF+jwilbcihGnGa9X5mal81n9jaUlaC5BhAvmW9aOg/9ZuBD3VrfRPi5z+xAoX7wsiXu9WVtyv8/B+bzelST/PH5fZHT19OsD9zD1x6J0ZgvtApmDl95mjpULpjh/uP+PUv/Rd+nfz+TPt9KadjK06rzyQoFuacFaBpBoJubatS2W41QqlAoh8HH5fpQ/PcCOCO0bpaAvo/IDadviyXZPC0k/TZ1b9XWAU3so5diCJxXRey38MDHB2xdUzNrT97KENCoUyYqmktZ5O/PwzHiJ/e2UuKheC4QZuhAaEqYkdlDXX2gv3kgl5MvP26L0UuJpXRJrV4SP0e8rNnUESVDlh5J/f9r10HS9+86ev2RWHVzxYiGi8djHlO18duoyIgNYlpGydjY9IN5h8R7Sz2QUNKuJcXm77tO1x68EJXDpTJn91UavvKUeC3yNLN6WYfTcU/F65Sp57mo/31L017fxuikVT8GwFkgqJGAvqqkey8/oEUHb9C289IXq7v3LIFiMineZyvqRQC7/H6Inr5KDT74g5eH4Xne31gfzDtM5XXkB9iDMvmyy5yDopT8jP+kLfzGwdJfR2PpXrzx+TPcH4cb//WYf1jvfYxJRDYVT/OpJ5B2nXNILGv+dYd5S+H1UugOmpv+uFtnPRWewuG+ZH0XGq5kvvhg+oq/o1o1nozxRq3qrbbMgoUVxw3nfRUbuUEUoeM6MB1n7RdLnb/462SGQHr8hvO09HCs2H/t29rP2C9ep49fJGr8G9UDOJ4q46XWf+y/Lt6nyMUCOUJQI4EXCbYvIMWrLcZvOGf3GiDaNXS+/jd1nxYfiqG20/cZbAWhHQTak/qBgpMvObA5HpOaH/H95mhJt/Xj1ov05T+nRFl4HmnILHnYlOfo35O3SEoclEdM2K5xHY8KMO7eLCVdYYP2/127zD679eS1pLkzxu6b+v/IEtwm4FDadM+R649pwf7rIhjiwFHXCOGApSfEyKgud5+91hip0R65bTdjP41JC5omb5L2NQ3glEENL+e+eTP928fhw4fp888/p99++41claVdsM0lRXXVUXoqFjNObNYuY27om+ipm6lBwNJDMWZ/K3YUzaftMep+CgtWcHERt8Y/7KIaWoGD0rAVp8RS4YsSNRQ0lb6K1kzqb/rGTJ3qamthzPtPXxqSm45Eca4/xKuYlDhB3VbNXNVxTs6wFaczTHHdymR13OukFI1eSoZefwDk6kFNly5daOfO1NU5XJuGC+5xYDNy5Ej6+uuvyRU58+qTzJZFV/5mq+obpKUcsXGmun6LUosT6lqtpKReD2SfxHktnKzMyZnaK+SUq9qs0fcos5EhbmBpqCS+uTENP+7K4zfF1JI6XSM/UuVE6wvAtK9fcTyOLt59LurNKPGImr0sPxorVjBFTt1l1P15dLTrnPQpJwBXY3JQc+bMGapevbo4/9dff1HZsmVp//79tGTJElqwYIE19hH0yCx51tKAQ1dBL3P9sv0ShQ3fQJM3XchwG38z5maFyiRHa+Ock+I6hu43nb1jsFHn8rQAg+1TK3n/+bIo1ZSMJTg505g8lTcpClXukjZzQ0fO1eFAg3MyPv3zOL035yB9vyXa7Iasmb3GOAdl0F8nqe5kw6ULtFd6uekZneBpt0HLo+jjJcd0jvjom35afeKWat84sZdfi0ocdHEAphx9tJdm09Jzioxx8qZt3ktg/5YAIMGS7qSkJNH/iW3bto1at24tzpcsWVL0f3JF9hqE0G5qaa6NZ+5QZKk8YoqjTH5/0Zdmnto3VXNXyajX7GGcbBsalI06VwsRyac8p88/OZeGGxbaAied6uvMzRWCM7Mz+h71rhtu9FA+/2268MtF30uGy8wbo/Wve6lNhfy0M/q+Rl0ic16LPLVSdsxmcb5k3uyqPKkF+66TFMasOUM7ou/Rhv51Kbt3Vjp49ZHRr++Vx43L2/ls6QnVeW5Quv2LBuI8ByVcakDfSA2/7niErGrhwAzJ4Mqgi+vm2BO6Vju2S+NbilV14KQjNWXKlKFZs2bRnj17aOvWrdS8eXNx/a1btygoKMga+whWtuTQDVG6nVdP/Lb7qvi50oIkUO6mzO0DdBmaliPAyaecjyNFcjCPkmS2EoxrrHADPf5Grj2lZIp9atVTDeES9doJtpbQPrjfePiSft5xWfztllRW5uKG6lNeupqnZkbXFBWPhvFya2W7gD8O3BAFHJX7aWwuTgcdlXk5v4WXtNecqP9/qwxOeQqN85G4+Fxm2zx8/VGmq9uUdYwAtHEdsizubvRt27L23hUwd6Tmu+++o3bt2tH3339P3bt3pwoVKojr165dq5qWcjW7L90nZ6Z+sJ64MeMUkalsmf/BTt18qqrCzNWFCwT60HvVQqhcwQBxAFR2U5ZyNIingDLDB1J9Yh69pKsGRoVMoW/kSV+hRK7H06ZiAdE7q+OsA+KD2Vw/b79Eg5qW0LiOH5OD2gntymk8No8icaCjXbiQSyLkyp46+pt+X93/381n74qTMfovOyGeJ+59ViSXrwl/FYBxetcJEz8jwnKa9fuVQ3KoVljKiULhREFNgwYN6MGDBxQfH0+BgenD3tw2IVu2bOSK1HMtwDAeNbEWrlui7IV1fVIrVUBjbk8tbeXGbCZ/n6yZjvhw/Rl9OS+GVhSZxYgPEGUlYk565eKC6st5+X+lizEjKrycWTuoUY7ScY6OelDDdYvKjd1ML9RGPvg6Tm4tnsdP4zH6L7OsYGX7Gfs0cmsMTS0CmKNQztRjnrmL437pUplqT9KsNh/s54kpR1vXqcmSJYtGQMMKFy5MuXPnJldkj+Wezuzb9edtsh1rrLh6lvDG4BQWBw6mTFVJOVKjXN7MAYW6DrP2i6ki9WrJhnACrjHJ6p8sOS6KFGr/v921oiKuDK0e0LChaSuLeMWRlPV25PjtF2zng5qhNKxFyUzv81u3KpQ1rTWMOWU9/L09dKavF8ud3eTHgnQovicBS/I0wHp4xZWrUcYVvLpI3YmYJ3oLtllq/enbIsFZu13Bq6RkmvFf5lN+0XaqvwOQmYYlc1ObivkzvU+T0nlU51NSnL/umZTsWa0aDS0BZOTCnXi6akQvJGvQHhjjJGYplroD2BqPMuby08zz0qaeGxZuZs6WroN/j1qF6dLd5/R2hfzUsWpBkX+nvrrPGSjsGJdhpAZARhYfjKFGPxhXqE1q1uhxBmAPHGtwKQBt1QunJgSXKxCgcb13VumW/ef09aIjIyNpbOsyVCZ/gAhujDUwUrOLvCtCUAMAkvhu0wW7F6oD59bahAO41Ga9X0V1nut1sepaq5o+jywmcmkW944waxvBWqM/uopC8uiNdtFJY4xoWZLy+Gc+umQr9pxAM2v66ciRI6JVwr179yhFazJx6tSpUu0bADgZZxsmB8eRL8CbetYJEwnlrFPVgtS4VB76UEcLE2toXjYvnRrblF4lJlNQWvCxqFd1UQOrSVqn+Kwe7tS0aF6Dj8WFJl8lvaEOMw/oPdyHBvlSkJ+nqHOTxc1NlfBv7tRNzfBgOnsL070mBzUTJkygUaNGUYkSJShPnjwa84ra9ScAwLVwUUAAc+wb2kiMUKz8uBYVzOFDuf29xfVRo5tQxa+3qvJNuAwAn6zB3zurOCl5eWShYnlMX41UOm2kRxsvlF31cS1R5HREy1Ji9dTZcc3EbVwoEuwQ1Pz00080b9486tGjhwSbBwAAV7O0Tw3RX0ydcsqlcohmuZAAn6xipRGPYIx5u7T48lx81EZKfCPhkiMJtSirfySHyx5UCgmkmWpTXdr5OI7e/Fd2QY27uzvVrl3bOnsDAACyF+ibPhpiCAcxcz6oqnHdv5/WoUUHr4vEeFvKLN6Y270qLTxwQyT46v19si43TJaYnig8cOBAmj59unX2BgAAZM/X07JqIiXyZqdv25YjR8L5P3/0rE550qbNdLH2IIybnm70rsTkV9bgwYOpVatWVKRIESpdujRlzaoZca9cuVLK/QMAABm2FxjSrARduvuMVkfdyjASI1fGTC0pTOw99fveaxbtE7n6SE3//v3FyqfixYuLrtwBAQEaJ2vjUSJuyeDt7U0RERF0+PBhq28TAAAsUyy3Zn+vTxoWpWnvVhI92tSr88qZ1AM1I1uVUp3P7o1auszk/8Iff/xBK1asEKM1trZ8+XIaNGgQzZo1SwQ006ZNo2bNmlF0dLTL9p0CANfh6eGukSDLK4Xaz9hPzkDZJ8laOM/Y2m34cvp6WvYAEu8f5xv90LECPXqRSIWDfenw9UfkCJyqS3fOnDnF1JM9cA2cPn360P/+9z9xmYOb9evXi9VYw4YNs8s+AQDYQl5/b9o5uIGoZ8IJocnJCgq09CBrQ1zQTtnB3Rp8PT1Ew1lrFea7/+w1FdUabTJVZsf6SiE56PqDF1SxUA6THrNDlYLGbcCG7Nm/yuTQeezYsTRmzBh6+dK29SgSExPp2LFjFBkZqbESiy8fOKBd4AgAwDl906YMHRjeKGP1WTciH88sYokz11JxhIDm3NepNVa0VQ0NpGOj0j+rtw2qT9k8pWsloEuDkrmtWpivW83CJv+e9t9ct1iw3vuu6FeLDo+MlLTlgisyeaTm559/pitXrojCe5zbop0ofPz4cbKGBw8eUHJystiuOr584cIFnb+TkJAgTkrx8db7lgAAYKkVH9WkKqGppfm5SFvdyTtVtznCupZtg+pR5NTU6rosm6eHKIi34fRtuvcs/bP27341NUZNrB3QsPHtylKlQjnox60XrTZiYyo3rTYGnauF6L0v1+lxt/RZdiOHYM9VWCYHNW3btiVnMXHiRBo3bpy9dwMAQKVySA46HpOxIm5gtqyqgEZXXkIFPdMSnFPxxd8nNa7rWKUgVQkNpGErT0u121Qw0IeK5s5YXZfrsox+qzSFj9igkeuhflizxWQEj15xm4U/D8fQs3upnepndq1MHy2xzhdtU/WtV0TSYoXtKhXIcD8vD8do52jP6SeTgxqeerKH4OBgypIlC929e1fjer6cN6/uCo7Dhw8XicXqIzWFChWy+r4CgOPZOrAeLTp4QxRIk0J2L/NyOLiibM0iQTR95xVx2TurO637rA7lDfDRe2BoWCIXTWhXTm9OBZflb/HTHnHZw92Nvu9YQZyXMqgpkUm7APUGjH3rhZOjaFEun6jwu/HMHXJm/HrhJGVOCFZfFq8tfw7N15ArMjus4/yWxYsXi9OJE9ZvYufp6UlVqlSh7du3q67jZpp8uWbNmjp/x8vLi/z9/TVOAOB6rk1sKXr4fN2mLP31YfrnReGgjAcGdRwgjFJbNqvU2ED+hmcmK33KFwyg6mFBqss8psEjIH5emt8x1UdqfulSOdMcmlL50j/byhW0TmmN92uEip91iqbmhXAgpi+hWbsXoD1L//vINEfFQWaanD+o4c7cjRo1omrVqomaNXziYKNx48Z0//59siYedZkzZ45YVn7+/Hn66KOP6MWLF6rVUAAAuqgfYKsVDhSjCZPfKa/zvkObl1SdPzmmKfWum3Hk4ffumReLy+2vmeSrxNtsXSG/xnU/v1dJ531T1AIB7uJsrHIFjA9qhrVI/1szs3tIQ2qYFsgt7h0hgsSyerbDXaftSTuA+qJZCZIDY/6rbjbYD9kFNZ999hk9e/aMzp49S48ePRKnM2fOiKkdDnCsqXPnzjRlyhQaPXo0VaxYkaKiomjTpk0ZkocBAFizMnloepfKGQIc7pDcqaruqei2ldKDDnc9wYR6kGSsiLCcYpv8u6Xypk/l6Cs8p35odjfik3p9/zr0ScMi9KVaUKbLBzVTR1xYrzphOu9Tv3gujcshWiNauv7+oLSRpHppv6uRU2PHpcbBfvZfJWYrbohqTM+p4SBi27ZtVKpU+pAst0vgSr9NmzYla/v000/FCQDAkNndTC+/ny/ARyRhcq4LL6E2R8/aYfT1unN6b8/t703/DW5AfkZWgdUXXKkrkz9AnAxpXiavKq9IvSAej7DwSiYexcrl56WR+GuMPUMb0pOXSXrzOoz9W+XE3qNW9uJUxfc4j0V7GTfj6/g2AAB7Cg/2pasPXlj0GD92rmhR7ZYHzxIzDWoYV4A19sAg5aGxfKEctOaT2hmCj3rFgumrt0qb/bi8vJtPStpx2If1i9CxG4/pba3pN6lVDgmkK/dfOMTy4nk9qonVV2PeNv//qqQdJ+iOc93I1Zk8/cT5NAMGDKBbt26prouLixPduzmvBgDsp1taMqcrW9IngvIHeIuGiYZY8oWS82r8dYw+8IGdp2vm96gmggdzpwZ4tMSUkRpT8PLwXNk1836s+eWaAzRecr2sb03qGmHd1+hXb5emzyOL0fYv6pO9VS2ckw6PaExvlZc+kOtQWa2ScBo3xDSmBzW//vqryJ/hwnvcLoFPYWFh4rpffvnFOnsJ4GSyZrHPp0vXGvqLe7HBTYurVq84qxrh6bVc9E0f7RvWSDRMlGqYfJqOkZuI8CCKGq1/yp0Ta/XVljFGQLas9O+ndWjz5/U0lkybWhOH1S4apLGiSxep+ybZa4SEg6fPI4tTkVyWtTSQijn5VzofR+uyriXd4QZG/1yBydNPXOeFqwZzXo2yki/n16i3LwBwRfytnb+ZceXQESvP2KW5XMm8/uJAuO70LZq966rGbVzV9dNGxahQzjjae/mBuO6LJsXph60XbbqPoUHZ6MZD89usNCuTlwY0Lp6hGBmb/79qkh5IlNpWKkB341/TxI2a1cu1g42f3jV/2koXS5dnz+1ejbacu0Mty+WjHRfukYe7u13K8NuzGJsryZHNkyZ3KE9frjhl8u+WzJudLtx5Ri4V1CQlJZGPj49YddSkSRNxAoD0jsnKiquZHVN5Zcmui9KXP1BOt/CBkE/aQc1/QxqIn2+Xz08DlkWJ89XDcopy/O2s1On5y+YlKF+Atxh+54NqWLAvfbv+fIaghgNCbhrY5fdDmT4e14fpEhFCXh5ZRH+kmhN3iOtzZ/cSq4galjCt/w/3KIp5ZFyA5WGgy/SffSKoVpFghxq54No2ytL8bSpmrECrTupaMpgKsY9COkZwjPHTu5Wo2bT0FhiWUDhLUMPJwCEhIaIHE4Aj+7ZtWToT95SWHYm12TbVh7t5+51mHxBTIFwJdNBfJ8UBec4HVcW3+ycvE6ni11sl2e77NUJoXOuyeldafNehnEbPGfXRhawe7qLCrbV83KCoxghLZh+CtYyYFvuhUwUR0CinmX55rxIdvf6IRr9dxqyVJmPblBEJu1MlGK2SOu/F2VescMn+Yrn96GViMhWwUqXbPnXDaM6eayLQ1cfJnxabcXNz0emnkSNH0ogRI2jRokWUM2fmc9sA9sLVT98kp9g0qFGf8uDqtce/aqK6jrv8cmVT5WUeJrYEL72Ne/KKmpbOQx311FvJDNcziXn0SjQAtBYOOIymSC/FH31XcwicE1rvpzVL1B7t4JU0lqym4fyL/o2LGRXU2LMqrjNOEfFrfdPn9cT/zdAol7mGtShFrSsUoFL59LdwAOPI5eXtYU6i8OXLlyl//vwUGhpKvr6+NunSDWCszmkHef4g5ZGRPguPatw+qX05SXviiG3pGCVQD3LUl7oq8chCspnZmQMaF8u0bL5yn96kKChCrSS/0pBmxlWStYS+YEPXF0Llf2HDgLqU8CaZSo/erLqtRngQ/XsybbWlA3+bdHPyb8LWOKiljp5Z7w/nx7dWWwi5y25m7zLZBTVt2rSRPAkPQEo1iqSPIHKexa4hDShy6i5KSk791H63egj9suOyGOmQyj8f1TJrhZQ5Qc3qT2obDGjY8dFN6PGLRAoNMrwiYkP/ujTu37P09FWSWcmCnKA7fv15in30khLemF6vSjkKwgcpDgC5rxDvB1epjX+dpApq7PnR07pifpEPVLeYeavHDNWlsTf1tgzgvNyMeI/wVPjFe8+sF9TY8bVkclAzduxY6+wJgEQ8s2iu7uCD+p99alD/pSdobOsy4roBkcXoy39MXyGgbdugeiLHw9zkPKXZ3arQh4uOGXVfNxOmVvhkDO7yvDyt0eO2c3ept9boliGcoMunGf9dpsmboo3+PWXnYU5YVsd9hZS9hdZExamut+fXqdzZvenCN81Frogp/ulXk1adiDPYvsDetI9DBQN96ObjV6JXFjiPEAOfRVM6VqB3qhSk938/RLGPNL/YHR7ZmKqPT28a7YxMnugMDw+nhw8fZrj+yZMn4jYAQ3gZ8ZUJLalobunrSFQJDdTZS6da4Zx0YHjjTJNVzcHLY80NaFqWzadaSmnMfrUom5cqFsqht5GgVCJL5xHJxcbaO7Sh6nzvOuEiSZpbAGQWyCit/ri2yGn5oZO0S6GthZ9vfSPV+q7nZf7j25WjAB/jAkxHsaxvDfq0YVGa3lWzd5azcbV5hfw5fDQ60WcW3LQqn/oZpB64OzuTg5rr16/rXP2UkJBAN2/elGq/QMY+a1xMTDNs+byeZN8C+VslJ+au+KgWeRrxTbpVOc03c2Y4eVWd+koOS6Ziv2lbVuT3cNdjY3J0Zr5fRSy/tkU/mXaVCtJb5fOJ/ctMpZAcVDAwPajj/z0naWc21cLNJHkKZ2bXyqLy7qAmxTUCHW2l8vmrznOyNUiLV88xLlinjp/Xwc1KyOJA52qqa4186pI3wDtDs1c5MHr6ae3atarzmzdvpoCA9G+LHORs375dVBYGMBYvLZ72biWqPSm11oh6wLH+9G2jH6dWkSAxvWQKXy8PujqhpdiHwsPWZ3rfQU2LU15/b7r99DWdvPmEhjQtQZ8uPU6vEpNFOX5z8T5wfo827hPDUzmbzt6h87fjaU1UeksSW+WzcXDya9oHXmZJ1eZMnfNqpkW9MgZy+hTPk52GtyhJwX5eVltF48q+aVNWrCLy83K9hpPORKq3fj49n1lyKZBo9Ku4bdu2qg/V7t27Z6hfw20TfvjhB+n3EGSNRz161QkT38B/3XlZXMfLM0e9VUpVWC0zgdmy0sKe1c3atqHS8/WK56KHzxNEgMEH+QqFUpdmsxldq5DUwnP50tX7L6h1hfwU5OdF/eoXEVVsOajJkc25pi6kxs0QHZ2zrp/gz3QENK5hWIuS4kugtQVYWLLCEka/kpUduHk05siRIxQc7Nz9Y0C3YD9PevA80abbVHYGVgY1/O2fC6sZo1PVQpJ+e+f6Lzwcz0Pvti4nzz1+XiclU3a15N48/t50dFSkwx505PHdDsDxWbqgaN1ndayej6dUKq/96gaZfDS4du1ahoCGk4TBuXESKh889w5tlOG20mo5DXI+qHJAx6ujuNWBPfrjZM3irhHQpO+Xl132xyhYBgwOzlVLkAzR6lJvbECjnsPmjEwOar777jtavny56nLHjh1FZeECBQrQyZMnpd4/UFumx7kIUiqvVrSKRzv0HTxNSeatGW79oU2wnw9qhtp7FxyWax46wVF90rAofdTA9GnbDpUz7xEmu6Bm1qxZolM327p1q+jWvWnTJmrRogUNGTLEGvsIaVMTfJISr6bRhZsLqhvUVDPiz4wUK3OU3/15qa8hhY0oLGfI/2oXFj85WRIy93WbshqXMU4DYBvmDDgpJH6DSt2F3iGCmjt37qiCmnXr1lGnTp2oadOm9OWXX4pcG7AOH88smS57NXe6RZfDIyM1LptSX6Ne8eAMw57m4qW+fNJlVKtS9HlkMepUtaDF2xn9VmlRdIoLUoFpeFUYgLMb6uCFEe2lllpSMX/eGur07pRBTWBgIMXGpjYJ5BGayMhIVZlzdO+Wxu4hDenity0sqn9iSNToJqpux0z9S4Al+RstyuYTw55ctMvadRi4roYUScI8545aHObhQnuQykVTN2TBnGkauSmoVm/KmZl8RGjfvj116dKFmjRpIioL87QTO3HiBBUtat0DmStoX6mAKEhmTAE5fR+i3WqEUvXCOfV+q+YRH+0u0YY+kLn6pCHZPNOr6/asEybqIXxYz/gq08rcnTYV82skz+qi3a0Z7CM3RmrU4DXpbM8KN79d378OyZXCiAnik6Ob0pGR6Sssa+pZ8u0sn7kmrxP98ccfRU0aHq2ZPHky+fmllrq/ffs2ffzxx9bYR9diwutm68B61HHWAXr8Msmo+x8Y3oj2XX4o6sAYk0R86uZT0fiM8dTM4L9PGh34cOC0f1gjMQri75OVvt9suB/Q8r416XniG41+Rby8+rtNFwz+LoC95fGXNpEfrK9PvXCrtGtxJgFaNbDK5A8QDW654vCnfx4nZ2NyUMOF9gYPHpzh+oEDB0q1T2AELjrHS49NyQPjAKOOkR2G5/eoRhtO36bWJsyhaielKZdS8nTU8iOxFPPopcFieNoNGHmJ8zdtytBXa84avR9gvdccZLTio5r05GWSbIbvwTGNbFWKBi63zQrj0vmdd1m3yUGNersE7QOYt7e3mIJCuwRpZPfysF5reAMDRFzRtlvN1FVBUrBBuyKwMlv0nHJGVUIN99kBkKIfm8lBjYJcjslBDbdL4ACGE4PVKa8TowF16tDq1atFUrEr4LnI5waCD2UJfFN8264sDVgWZZOCUlI8Hg9X6lO/eC66fuAGBZmxgkvX+xJJmQBgKXyOyI/JicJcm6ZatWri59OnT8WJz0dERIgl3rt37xYJxLqmqOTq1Jim0tULMDGyLprLsvlg7m/EuLOyJca1LkNVQvUHsVwDhldl/fuZNEl5+DCyP33L7QEcCT4rXOv/aPJIzYABA+i3336jWrVqqa5r3LixmHrq27cvnT17lqZNm0Y9e/YkV6HdGLFV+Xy0/pRml+kUiaog9awdRvP2XRONydjP71WiKZujaeWJuEx/7+0K6SuK1C3oUY0evUwU1YRN5eXhTglvUnuCda9V2GCdHV6VJZVAOzZMczVcyfr+swSqXVQzHyuzIBYAwCmCmitXrpC/f8YkIr7u6tWr4nyxYsXowYMH0uyhTBgd1KjFR3XSDiLcIkHpq7dKUb/64aqltPlz+NDUzhUNBjXKIEhXQGZOQGMvE9qVo1dJyeLvBttY/UltWn/qFr1bPYTkjrvFAziqZX1r0PCVp1EfSsrppypVqoh2CPfv31ddx+e5ojBPS7FLly6pqg5DqjFvlTH5dzhZ99TYprT9i/qaheJ01AYxVG04fyb5Lo5OPR7sEhFCveogEd2WCuTwob71imRYmSYn83pUFV8eFveubu9dAdCrRngQ7RzcIMOoKVgwUjN37lxq06YNFSxYUBW4cM2a8PBwWrNmjbj8/PlzGjVqFLmqCgUDMkw/RZbOQ+UKBNDpuKcmPZaxB5LMFqZwvw5rdKq11RyrdlI6OAYnmWI3SqOSecQJAHQv/nCWEX2Tg5oSJUrQuXPnaMuWLXTx4kXVdVxh2N3dXbVCytX81q0KTdhwXuSu9KgVRhM2pBeMm9i+nPiprNhoa4gJAMBVZfaFTk6BuS4KC39/ZMtStPJ4nBit7ShBnz1bMOsoy8FL8+bNxQlSNS2TV5zUq4vejU8QozbvpeUiGDOyYW40/Fb5/LRg/3Uqlc92RZOyeXrQ66REm20PAABsJ8jPi65PakXOxKygZvv27eJ07949SklJXf2iNG/ePKn2zan99WFNWnTgBvWua3zvI/ZZI/P6Z3EicOXQQKprg7nWCoVyUC4/L7EqZunhGKtvDxyTss8XAIDTJgqPGzeOmjZtKoIaXuH0+PFjjROkCg3ypVFvlc60IJ22dpUKiLYA5uDO2q0r5KdAZcKwFcdV+9ULp9+7VyUPG1WYxeyZY1n3WR1a3CsCQQ04Hf4iBpZZ3rcGyWqkZtasWbRgwQLq1q2bdfbIxcx6vwr1W3xMnM8tZUM8hfUSeq2RdAzOo2yBAHvvAoBZfn63EkXfiaex/54jV6CwQkJlRHgQZff2oGevbdPCx+ojNYmJiRqF98Ay1cOcp28ML6cuW8CfGqV17rYVJDoDgBQCfLJSl4j0IqD4giY/Jgc1vXv3pj///NM6e+PinY/N6Ytk68J36z6rS54eJr9sAABAJt4qn49kM/30+vVr0SZh27ZtVL58ecqaVTMHZOrUqVLun+zhmwIAADjTKPfot8rQ0sOxJIug5tSpU1SxYkVx/syZM9bYJ5CCjGIlzD4BgDWgsKd5uJefozI5qNm5c6d19gSkhfcqAICqj96D5wlUIm92Sk7Bh6OcuUsV7W7cuJHeeecdKR7OZeFLg274NgUAlljUqzpt6F+Xsri7kULtG5/cp/+DXXAJu0V1+69duyaK7fESb25qGRkZKd2egWQQEwCAK+PgRebxi049ahWm6DvPKLKUbfuaKZwpqElISKB//vlHNLbcu3cvJScn05QpU6hXr17k72+7Ev1yxAX0JCOjN3DNIkH23gUAAKc8pvzYOTUH1lUYPf107Ngx+vjjjylv3rw0bdo00bSSu3NzH6hmzZohoDECd+nWZUTLklSrSBB1rpba9dxZhOfytcl2yuQPoPX969CxURgJBABwRH3qhpEjMHqkJiIigj777DM6ePCg6MoNpvs8srhoAnnx3jNaf+q26vq+9YqIk7ON/71fI5Qev0yiusWCbRLYAACA4xY2dKqRmsaNG4spp6+//po2bdqE5E0zl8ENiCxGpfJmJznImsWdBjUpTtUKO09VZABwbeqHLhnN0oOpQc3mzZvp7NmzYpTmo48+onz58tGAAQNcIoMcAAAAZLaku1ChQjR69Gix6mnRokVixZOHhwe1adOGRowYQcePH7fenspIw7TeSdm9LFp8ljnEmQAA4GLMPqo2adJEnB4/fkyLFy8WS7u/++47sRoKDOeHbP+iPuV2wRoCAAAgL2HBvuTvbDk1+gQGBooE4hMnTtCRI0ek2SsXUCSXH2X3dowXAQAAgLlNmTd/Xo86VS3kPEFNTEyMUQ9WuXJl8TMuLs6yvQLLIY8bAACsLNjPizw93EVNnJIOsAjGqKCmWrVq9OGHH2Y6EvP06VOaM2cOlS1bllasWCHlPgIAAEgOa1xcNKfm3LlzNH78eJFD4+3tTVWqVKH8+fOL85xTw7fzyigeqZk8eTK1bNnS+nsOmVN7s4YGZbPnngAAgAyL7c3Zc41GtCpFThfUBAUF0dSpU0Vgs379etEe4caNG/Tq1SsKDg6mrl27iqrCPEoDjqdSSKC9dwEAAGRkZKvSNCCyOPlZcxWvGUzaGx8fH9GJG924AQAAXJufgwU0kqx+AgeFRGEAgAw83NPn5nNk87TrvoD0HC/MAgAAsBKPLO607rM6lJic4jD9ikA6CGrkCln9AAA6lS2ABrlyheknAAAAcK2ghns+HTt2zLp7AwAAAGDtoObmzZvUokULKliwoOjSvXHjRkpMTDR3u2BtSBQGAAAXY3RQww0r79y5Q0uXLqXs2bPT559/LmrUdOjQgRYuXEiPHj2y7p4CAAAASJVT4+7uTnXr1hVVg6Ojo+nQoUMUERFBs2fPFhWG69WrR1OmTEHvJ0eARGEAAHAxFiUKlypVir788kvat28fxcbGUvfu3WnPnj1iNAcAAADAKZd058qVi3r16iVOAAAAALaGJd0AAAAgC04T1HAzzVq1alG2bNkoR44c9t4dh9eybF7xs2Cgj713BQAAwCacpqIwLx/v2LEj1axZk+bOnWvv3XF43WoWptBgX6pYEAEgAAC4BqcJasaNGyd+LliwwN674hSyuLtRwxK57b0bAAAAjhvUrF27Vuf1bm5u5O3tTUWLFqWwsDAp9g0AAADAekFN27ZtRQCjUGiWrFVexz/r1KlDq1evpsDAQLKnhIQEcVKKj4+36/4AAACAAyUKb926lapVqyZ+Pn36VJz4PBfhW7duHe3evZsePnxIgwcPNvhYw4YNE0FQZqcLFy6Y+7fRxIkTKSAgQHUqVKiQ2Y8FAAAAMhupGTBgAP32229iJZJS48aNxdRT37596ezZszRt2jTq2bOnwcf64osvqEePHpneJzw8nMw1fPhwGjRokMZIDQIbAAAAeTI5qLly5Qr5+/tnuJ6vu3r1qjhfrFgxevDggVEF+/hkLV5eXuIEAAAA8mfy9FOVKlVoyJAhdP/+fdV1fJ7bJfC0FLt06ZLkIyIxMTEUFRUlfiYnJ4vzfHr+/Lmk2wEAAAAXGan5/fffRbJwwYIFVYEL933iaaI1a9aIyxxojBo1StIdHT16NP3xxx+qy5UqVRI/d+7cSQ0aNJB0WwAAAOB83BTay5iMkJKSQlu2bKGLFy+KyyVKlKAmTZqILt6OjHNqOGGYk5t1TaEBAACAeZpP200X7jyjJb0jqHbRYLLH8dukkZqkpCTy8fER0z7NmzcXJwAAAABHYNLQStasWSkkJETktAAAAAA4EpPni0aOHEkjRoygR48eWWePAAAAAGyRKPzrr7/S5cuXKX/+/BQaGkq+vr4atx8/ftyc/QAAAACwfZsEAAAAAKcPasaMGWOdPQEAAACwgFlrsJ88eSLq1XAbAmVuDU87xcXFWbIvAAAAALYbqTl16hRFRkaK9eLXr1+nPn36UM6cOWnlypWi2u/ChQvN3xsAAAAAW43UcINIbkLJrRC4iaVSy5YtRYduAAAAAKcIao4cOUIffvhhhusLFChAd+7ckWq/AAAAAKwb1HDXay5XrI1bJliz4zYAAACApEFN69at6euvvxYtE5ibm5vIpRk6dCh16NDB1IcDAAAAsE9Q88MPP4gu3Llz56ZXr15R/fr1qWjRopQ9e3YaP368NHsFAAAAYO3VT7zqaevWrbRv3z46efKkCHAqV64sVkQBAAAAOE1Qo1S7dm1xAgAAAHCa6adly5YZ/YCxsbFiFAcAAADA4YKamTNnUqlSpWjy5Ml0/vz5DLc/ffqUNmzYQF26dBFTUQ8fPrTGvgIAAICDUygcfPpp165dtHbtWvrll19EawTuzJ0nTx5RfO/x48eiPk1wcLAoynfmzBlxGwAAAIBD5tTwUm4+PXjwgPbu3Us3btwQq584mKlUqZI4ubub1UoKAAAAwPaJwhzEtG3b1vItAwAAAEgIQysAAAAgCwhqAAAAQBYQ1AAAAIAsIKgBAAAA1wxqXr9+rfe227dvW7o/AAAAALYJari4XlRUVIbrV6xYQeXLlzdvLwAAAABsHdQ0aNCAatSoQd999524/OLFC1F0r1u3bjRixAhL9wcAAADANnVqZsyYQa1ataLevXvTunXrxJSTn58fHT58mMqWLWveXgAAAADYo0t3ixYtqH379qInlIeHB/37778IaAAAAMC5pp+uXLlCNWvWFKM0mzdvpi+//FK0T+CfSUlJ1tlLAAAAAKmDmooVK1JYWBidPHmSmjRpQt9++y3t3LmTVq5cSdWrVzf14QAAAADsE9RwTs2yZcsoR44cqutq1apFJ06cECujAAAAAJwiqOFVTrpkz56d5s6dK8U+AQAAAFg/UXjhwoV6b3Nzc9Mb9AAAAAA4VFAzYMAAjcucHPzy5Uvy9PSkbNmyIagBAAAA55h+evz4scbp+fPnFB0dTXXq1KGlS5daZy8BAAAAbNHQslixYjRp0qQMozgAAAAATtelm4vw3bp1S6qHAwAAALBuTs3atWs1LisUCtEq4ddff6XatWub+nAAAAAA9glq2rZtm2HFU65cuahRo0b0ww8/SLNXAAAAANYOalJSUkz9FQAAAADnyakBAAAAcPiRmkGDBhn9gFOnTrVkfwAAAACsF9RwXydjcH4NAAAAgMMGNdyFGwAAAEAWOTVXr14Vy7cBAAAAnDqo4arB9+/fV13u3Lkz3b1711r7BQAAAGCdoEZ7lGbDhg304sUL07YGAAAAYCVY0g0AAACuFdTwyibt1U1Y7QQAAABOV1GYp5969OhBXl5e4vLr16+pX79+5Ovrq3G/lStXSr+XAAAAAFIFNd27d9e4/P777xv7qwAAAACOE9TMnz/funsCAAAAYAEkCgMAAIAsIKgBAAAAWUBQAwAAALKAoAYAAABkAUENAAAAyAKCGgAAAJAFBDUAAAAgCwhqAAAAQBYQ1AAAAIAsIKgBAAAAWUBQAwAAALKAoAYAAABkAUENAAAAyIJTBDXXr1+nXr16UVhYGPn4+FCRIkVozJgxlJiYaO9dAwAAAAfhQU7gwoULlJKSQrNnz6aiRYvSmTNnqE+fPvTixQuaMmWKvXcPAAAA0ihIQfbiFEFN8+bNxUkpPDycoqOjaebMmQhqAAAAHICbm5u9d8E5pp90efr0KeXMmdPeuwEAAAAOwilGarRdvnyZfvnlF4OjNAkJCeKkFB8fb4O9AwAAAJcbqRk2bJgYrsrsxPk06uLi4sRUVMeOHUVeTWYmTpxIAQEBqlOhQoWs/BcBAACAvbgpFAq7ZfTcv3+fHj58mOl9OH/G09NTnL916xY1aNCAatSoQQsWLCB3d3eTR2o4sOGpK39/f4n+CgAAAGjx0x46fzueFvWqTnWL5ZL0sfn4zYMTho7fdp1+ypUrlzgZg0doGjZsSFWqVKH58+cbDGiYl5eXOAEAAID8OUVODQc0PEITGhoq8mh4hEcpb968dt03AAAAcAxOEdRs3bpVJAfzqWDBghq32XH2DAAAAByIUyzp7tGjhwhedJ0AAAAAnCaoAQAAADAEQQ0AAADIAoIaAAAAkAUENQAAACALCGoAAABAFhDUAAAAgCwgqAEAAABZQFADAAAAsoCgBgAAAGQBQQ0AAADIAoIaAAAAkAUENQAAACALCGoAAABAFhDUAAAAgCwgqAEAAABZQFADAAAAsoCgBgAAAGQBQQ0AAADIAoIaAAAAkAUENQAAACALCGoAAABAFhDUAAAAgCwgqAEAAABZQFADAAAAsoCgBgAAAGQBQQ0AAADIAoIaAAAAkAUENQAAACALCGoAAABAFhDUAAAAgCwgqAEAAABZQFADAAAAsoCgBgAAAGQBQQ0AAADIAoIaAAAAkAUENQAAACALCGoAAABAFhDUAAAAgCwgqAEAAABZQFADAAAAsoCgBgAAAGQBQQ0AAABYzNPDnbw83MmN3MhePOy2ZQAAAJCNNZ/UtvcuYKQGAAAA5AFBDQAAAMgCghoAAACQBQQ1AAAAIAsIagAAAEAWENQAAACALCCoAQAAAFlAUAMAAACygKAGAAAAZAFBDQAAAMgCghoAAACQBQQ1AAAAIAsIagAAAEAWENQAAACALHiQC1EoFOJnfHy8vXcFAAAAjKQ8biuP4/q4VFDz7Nkz8bNQoUL23hUAAAAw4zgeEBCg93Y3haGwR0ZSUlLo1q1blD17dnJzcyNHj0o5+IqNjSV/f3977w6kwfPiuPDcOCY8L44r3omeGw5VOKDJnz8/ubvrz5xxqZEa/kcULFiQnAm/0Bz9xeaK8Lw4Ljw3jgnPi+Pyd5LnJrMRGiUkCgMAAIAsIKgBAAAAWUBQ46C8vLxozJgx4ic4DjwvjgvPjWPC8+K4vGT43LhUojAAAADIF0ZqAAAAQBYQ1AAAAIAsIKgBAAAAWUBQY2NxcXH0/vvvU1BQEPn4+FC5cuXo6NGjqts5xWn06NGUL18+cXtkZCRdunRJ4zEePXpEXbt2FXUFcuTIQb169aLnz5/b4a+Rh8KFC4tijNqnTz75RNz++vVrcZ6fMz8/P+rQoQPdvXtX4zFiYmKoVatWlC1bNsqdOzcNGTKE3rx5Y6e/SD6Sk5Ppq6++orCwMPF+KFKkCH3zzTcapdLxnrEPLoT2+eefU2hoqPi/16pVi44cOaK6Hc+LbezevZvefvttUZTOzc2NVq9erXG7VM/DqVOnqG7duuTt7S0K9k2ePJkcEicKg208evRIERoaqujRo4fi0KFDiqtXryo2b96suHz5suo+kyZNUgQEBChWr16tOHnypKJ169aKsLAwxatXr1T3ad68uaJChQqKgwcPKvbs2aMoWrSo4r333rPTX+X87t27p7h9+7bqtHXrVj5iKnbu3Clu79evn6JQoUKK7du3K44ePaqoUaOGolatWqrff/PmjaJs2bKKyMhIxYkTJxQbNmxQBAcHK4YPH27Hv0oexo8frwgKClKsW7dOce3aNcXff/+t8PPzU/z000+q++A9Yx+dOnVSlC5dWrFr1y7FpUuXFGPGjFH4+/srbt68KW7H82Ib/HkzcuRIxcqVK8Xn1qpVqzRul+J5ePr0qSJPnjyKrl27Ks6cOaNYunSpwsfHRzF79myFo0FQY0NDhw5V1KlTR+/tKSkpirx58yq+//571XVPnjxReHl5iRcRO3funHjhHjlyRHWfjRs3Ktzc3BRxcXFW/gtcw4ABAxRFihQRzwf//7NmzSoOpkrnz58Xz8GBAwdUHyru7u6KO3fuqO4zc+ZM8QGfkJBgl79BLlq1aqXo2bOnxnXt27cXH64M7xn7ePnypSJLliwi2FRXuXJlcYDF82IfpBXUSPU8zJgxQxEYGKjxecbHsxIlSigcDaafbGjt2rVUtWpV6tixo5iiqFSpEs2ZM0d1+7Vr1+jOnTtieFC9LHRERAQdOHBAXOafPDzIj6PE9+cWEIcOHbLxXyQ/iYmJtHjxYurZs6cYyj127BglJSVpPCclS5akkJAQjeeEpxHz5Mmjuk+zZs1EX5WzZ8/a5e+QC57S2L59O128eFFcPnnyJO3du5datGghLuM9Yx88tcpTgzwVoY6nN/j5wfPiGK5J9DzwferVq0eenp4an3HR0dH0+PFjciQIamzo6tWrNHPmTCpWrBht3ryZPvroI+rfvz/98ccf4nZ+8TH1g6PysvI2/skBkToPDw/KmTOn6j5gPp6PfvLkCfXo0UNc5v8pv5H5TZ/Zc6LrOVPeBuYbNmwYvfvuuyKQzJo1q/giwHkcPP/P8J6xD24KXLNmTZHfxE2COcDhLwN88Lt9+zaeFwdxR6LnwZk+41yqoaUjdAnnaHjChAniMn9AnzlzhmbNmkXdu3e39+4BEc2dO1eMAnDSHdjfX3/9RUuWLKE///yTypQpQ1FRUSKo4ecH7xn7WrRokRjRLFCgAGXJkoUqV65M7733nhjdBLAXjNTYEGefly5dWuO6UqVKiZUzLG/evOKn9soavqy8jX/eu3cvw1AwZ68r7wPmuXHjBm3bto169+6tuo7/pzwlxaM3mT0nup4z5W1gPl5Fphyt4Sm+bt260cCBA2nixInidrxn7IdXou3atUuskomNjaXDhw+Lqdrw8HA8Lw4ir0TPgzN9xiGosaHatWuLOUh1nCvASyIZL1vlFwjnEChxXgbPa/JQL+OffIBV/za0Y8cOMQrE86Rgvvnz54thWF6arVSlShUx7aH+nPBzyIGo+nNy+vRpjQ+GrVu3iuWR2kEsmObly5dibl8djwrw653hPWN/vr6+4gsb51bwtHqbNm3wvDiIMImeB74PLx3noFX9M65EiRIUGBhIDsXemcqu5PDhwwoPDw+xTJWXQC5ZskSRLVs2xeLFizWW3+XIkUOxZs0axalTpxRt2rTRufyuUqVKYln43r17FcWKFcMySAslJycrQkJCREa/Nl7Szbft2LFDLOmuWbOmOGkv6W7atKkiKipKsWnTJkWuXLmwpFsC3bt3VxQoUEC1pJuXrfJy+S+//FJ1H7xn7INf57xKhktTbNmyRSwJjoiIUCQmJorb8bzYxrNnz0QpCT4RkWLq1Kni/I0bNyR7HnjFFC/p7tatm1jSvWzZMnHswpJuUPz777/iAMhL6kqWLKn47bffNG7nJXhfffWVeAHxfRo3bqyIjo7WuM/Dhw/FC47rdfCy4f/973/ihQ3m43pB/IGg/b9m/Ob/+OOPxZJGfiO3a9dO1LNRd/36dUWLFi1E7QY+6H7xxReKpKQkG/4F8hQfHy+W2HNQ6e3trQgPDxdLhtWXluI9Yx/Lly8Xz4enp6dYNvzJJ5+Ig58Snhfb4Hpa/NmlferevbukzwPXuOGSJPwY/EWDgyVHhC7dAAAAIAvIqQEAAABZQFADAAAAsoCgBgAAAGQBQQ0AAADIAoIaAAAAkAUENQAAACALCGoAAABAFhDUAAAAgCwgqAEAvdzc3Gj16tXkyBo0aCA6d9vCV199RX379rX6dmbNmkVvv/221bcDIDeoKAzgYnr06EF//PGHOO/h4UE5c+ak8uXL03vvvSduU28geefOHdGwzsvLixwVdxPmpqPZs2e36nb4f1G8eHHRvFTZhNZauDM8NyNctmwZ1a1b16rbApATjNQAuKDmzZvT7du36fr167Rx40Zq2LAhDRgwgN566y168+aN6n7c4deeAQ0f3A3hoMzaAQ37/fffqVatWlYPaJinpyd16dKFfv75Z6tvC0BOENQAuCAOVDhgKVCgAFWuXJlGjBhBa9asEQHOggULdE4/cYDx6aefUr58+cjb21sc3CdOnKhx35kzZ1KLFi3Ix8eHwsPD6Z9//tHYbmxsLHXq1Ily5MghgpE2bdqIwEqJR4ratm1L48ePp/z581OJEiXE9TNmzKBixYqJ7ebJk4feeecdvdNPjx8/pg8++ECMMGXLlk3sz6VLl1S389/H29+8eTOVKlWK/Pz8VEFeZnjURHtKiLfdv39/+vLLL8Xfw//TsWPHatyH/y+zZ88WASPvD2/zwIEDdPnyZfH7vr6+Ili6cuWKxu/xttauXUuvXr3KdL8AIB2CGgAQGjVqRBUqVKCVK1fqvJ1HDfgg+9dff1F0dDQtWbKEChcunCHnpEOHDnTy5Enq2rUrvfvuu3T+/HlxW1JSEjVr1kyMquzZs4f27dunCijUR2S2b98uHn/r1q20bt06Onr0qAgcvv76a3H9pk2bqF69enr/Dg6M+Hd4Xzl44Bn2li1biu0rvXz5kqZMmUKLFi2i3bt3U0xMDA0ePDjTKa5z585R1apVM9zGU3kcmBw6dIgmT54s9pP3Xd0333wjAq2oqCgqWbKkGIX58MMPafjw4WJfeR85YFTH2+JRM35cADCSvduEA4Btde/eXdGmTRudt3Xu3FlRqlQp1WX+iFi1apU4/9lnnykaNWqkSElJ0fm7fN9+/fppXBcREaH46KOPxPlFixYpSpQoofH7CQkJCh8fH8XmzZtV+5YnTx5xvdKKFSsU/v7+ivj4eJ3brV+/vmLAgAHi/MWLF8V+7Nu3T3X7gwcPxDb++usvcXn+/PniPpcvX1bdZ/r06WK7+pw4cUL8TkxMTIZt16lTR+O6atWqKYYOHarxfxk1apTq8oEDB8R1c+fOVV23dOlShbe3d4btBgYGKhYsWKB3vwBAE0ZqAECFj8E8XaJvBIRHGnhKiEdOtmzZkuE+NWvWzHBZOVLDozc85cIjNTxCwyeesnn9+rXG1Eu5cuVETolSkyZNxFQXT2d169ZNjBDxSIsuvC1Ofo6IiFBdFxQUJPZZuR+Mp4GKFCmiusxTavfu3dP7f1FOAfH0lzZOslan67HU78PTZ8q/U/06/j/Ex8dr/B5P4+n7WwEgIwQ1AKDCB35edaML595cu3ZNTKXwQZ5zY9RzWwx5/vw5ValSRQRG6qeLFy+K6RglnspRx0HQ8ePHaenSpSJgGD16tJgme/Lkidl/J6+WUseBXGYLQYODg1X5OsY8VkpKit77KINGXddp/x5Pe+XKlcuovwkAENQAQJodO3aI5cqcE6OPv78/de7cmebMmUPLly+nFStWiAOv0sGDBzXuz5c5MVYZFHHCbu7cualo0aIap4CAgEz3jUdfIiMjRc7KqVOnRHIx76823pZ2HsrDhw9FLk7p0qXJXDyqw38759XYCo9e8ehNpUqVbLZNAGeHoAbABSUkJIi6K3FxcWIUZMKECWIlEq/Q4YRWXaZOnSpGSy5cuCBGV/7++2+x2odXEinxdfPmzRO3jxkzhg4fPqxKgOXEYR7x4O1wojCP+vz3339iKuvmzZt695WThTlJmUd1bty4QQsXLhQjGsqVUep4hRQ/fp8+fWjv3r1iyuv9998Xq7z4enNx7R4OqvgxbYX/Rzzlpj5NBgCZQ1AD4IJ4BRFP5fDqJV59tHPnThE48LLuLFmy6PwdngbikRJelVOtWjUxWrJhwwaNYn3jxo0TS585h4SDDw6ClCMknMfCK41CQkKoffv2YlSlV69eYjSCR0H04aCJV2Tx6iz+Ha62y49bpkwZnfefP3++mObiAI1zenhaifdTe5rIVL179xZ/m/YUkbXw38jBGQAYDxWFAUASnBeyatUqUWdGjvijkhOQBw4cKKovW9PZs2dFEMcjXoam5gAgHUZqAACMDNp+++03jYrL1sKFAHmkCwENgGkwUgMAkpD7SA0AOD4Pe+8AAMgDvh8BgL1h+gkAAABkAUENAAAAyAKCGgAAAJAFBDUAAAAgCwhqAAAAQBYQ1AAAAIAsIKgBAAAAWUBQAwAAALKAoAYAAABIDv4P8jKH+6YnprYAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J141203.85+121609.9_sdL5_Xshooter_VIS_Primeval-IV.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J151913.03-000030.0_sdL4_Xshooter_VIS_Primeval-I.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 5800.0 \n", + "CRPIX : 1.0 \n", + "CD1_1 : 0.2 \n", + "NAXIS : 22001 0\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: Angstrom\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J151913.03-000030.0_sdL4_Xshooter_VIS_Primeval-I.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J130710.22+151103.4_sdL8_Xshooter_VIS_Primeval-IV.fits.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 2\n", + "CTYPE : 'LINEAR' '' \n", + "CRVAL : 533.660000320511 0.0 \n", + "CRPIX : -716.000000000667 0.0 \n", + "CD1_1 CD1_2 : 0.0199999995529652 0.0 \n", + "CD2_1 CD2_2 : 0.0 1.0 \n", + "NAXIS : 23601 0\n", + "Could not read ULAS_J130710.22+151103.4_sdL8_Xshooter_VIS_Primeval-IV.fits.fits: Input WCS must have exactly one axis with spectral units, found 0\n", + "\n", + " Reading FITS file: ULAS_J024035.36+060629.3_sdM7_Xshooter_VIS_Primevl-IV.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 533.660001035733 \n", + "CRPIX : -2316.00000000232 \n", + "CD1_1 : 0.0199999995529652 \n", + "NAXIS : 22001 0\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: The WCS transformation has more axes (2) than the image it is associated with (1) [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: 'cdfix' made the change 'Success'. [astropy.wcs.wcs]\n", + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J024035.36+060629.3_sdM7_Xshooter_VIS_Primevl-IV.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J135058.85+081506.8_usdL3_Xshooter_VIS_Primeval-III.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 3\n", + "CTYPE : 'LINEAR' 'LINEAR' 'LINEAR' \n", + "CRVAL : 533.660001035733 0.0 0.0 \n", + "CRPIX : -2316.00000000232 0.0 0.0 \n", + "CD1_1 CD1_2 CD1_3 : 0.0199999995529652 0.0 0.0 \n", + "CD2_1 CD2_2 CD2_3 : 0.0 1.0 0.0 \n", + "CD3_1 CD3_2 CD3_3 : 0.0 0.0 1.0 \n", + "NAXIS : 22001 1 4\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J135058.85+081506.8_usdL3_Xshooter_VIS_Primeval-III.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J020858.62+020657.0_esdL3_Xshooter_VIS_Primeval-III.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 3\n", + "CTYPE : 'LINEAR' 'LINEAR' 'LINEAR' \n", + "CRVAL : 533.66000058872 0.0 0.0 \n", + "CRPIX : -1316.00000000126 0.0 0.0 \n", + "CD1_1 CD1_2 CD1_3 : 0.0199999995529652 0.0 0.0 \n", + "CD2_1 CD2_2 CD2_3 : 0.0 1.0 0.0 \n", + "CD3_1 CD3_2 CD3_3 : 0.0 0.0 1.0 \n", + "NAXIS : 23001 1 4\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J020858.62+020657.0_esdL3_Xshooter_VIS_Primeval-III.fits is plottable.\n", + "\n", + " Reading FITS file: ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV.fits\n", + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 533.660001035733 \n", + "CRPIX : -2316.00000000232 \n", + "CD1_1 : 0.0199999995529652 \n", + "NAXIS : 22001 0\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV.fits is plottable.\n", + "\n", + " Reading FITS file: 2MASS_J06453153-6646120_sdL8_Xshooter_VIS_Primeval-IV.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "WCS: WCS Keywords\n", + "\n", + "Number of WCS axes: 1\n", + "CTYPE : 'LINEAR' \n", + "CRVAL : 533.660001035733 \n", + "CRPIX : -2316.00000000232 \n", + "CD1_1 : 0.0199999995529652 \n", + "NAXIS : 22001 0\n", + "flux unit: erg / (Angstrom s cm2) wavelength unit: nm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File 2MASS_J06453153-6646120_sdL8_Xshooter_VIS_Primeval-IV.fits is plottable.\n", + "Total FITS files plotted: 11\n", + "Total FITS files failed: 2\n" + ] + } + ], + "source": [ + "# VIS Xshooter\n", + "file_plotted = 0\n", + "file_failed = 0\n", + "for filename in os.listdir(path):\n", + "\n", + "\n", + " if filename.endswith(\"fits\") and \"xshooter\" in filename.lower() and \"VIS\" in filename.upper():\n", + "\n", + " file_path = os.path.join(path, filename)\n", + " try:\n", + " with fits.open(file_path) as hdul:\n", + " print(f\"\\n Reading FITS file: {filename}\")\n", + " header = hdul[0].header\n", + " w = WCS(header)\n", + " print(f\"WCS: {w}\")\n", + " \n", + " spectrum = Spectrum.read(file_path)\n", + " if(spectrum.flux.unit == \"\"):\n", + " spectrum = Spectrum.read(file_path, format=\"wcs1d-fits\", flux_unit=\"erg / (cm2 s Angstrom)\")\n", + "\n", + "\n", + " print(f\"flux unit: {spectrum.flux.unit} wavelength unit: {spectrum.spectral_axis.unit}\")\n", + " if check_spectrum_plottable(spectrum, show_plot=True):\n", + " file_plotted += 1\n", + " print(f\"File {filename} is plottable.\")\n", + "\n", + " except Exception as e:\n", + " print(f\"Could not read {filename}: {e}\")\n", + " file_failed += 1 \n", + "print(f\"Total FITS files plotted: {file_plotted}\")\n", + "print(f\"Total FITS files failed: {file_failed}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 221, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " Reading FITS file: ULAS_J141203.85+121609.9_sdL5_Xshooter_NIR_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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PGF0x5PfDt1L1HFO2X6cP5h4R36v0ohoJ1RIEAAApBjUJCQmi/xPbs2cPtW3bVnzv5+cn+j/Z0qFDh6hNmzZUoEABMQW2adMmmz4fWIZHTLjj99XwGLoSHk1Vf9xDH/1+Qtw2ZM15evLiNfVZ8W4Fk7ajwVGa1VmpFR2XQKdu605dIaYBAHAsFgc1ZcqUoYULF9Lhw4dp9+7dFBAQIK4PDw+n3Llzky29ePGCKlSoQPPnz7fp80DqdFpwjA7efCSSff86fU9cp58jk2hg+KTHkpNpfu7msw/S+nO6CcUAAOBYLE4UnjZtGnXo0IF+/vln6tWrlwgy2JYtWzTTUrbSsmVLsYE0xb95N9UUG2+8MrGtpoQexsQbeDLbPBcAACgkqGnYsCFFRUVRTEwM5cqVS3M9r3zKlk1ay2fj4+PFpsb7LHeB957RpvNhNKxZKXJ3sbzXlrqOi7G0m8REFWXIkPakHNSKAQAAWbRJyJgxo05Aw4oWLUp58+YlKZkyZQq5u7trNm9vb5K79vOP0opjd2jq9uvisjoR19zRkJ9SKMb39V+Bad9JIrGPavP2BSXtm979OM/GVvQThwEAQNkU3ftp9OjRFB0drdm4xo5SBEc+p2MhUeQ/YQf978Rds3/u98O3Td6+KTCcrG3GrptJF/TijPGbL1v9+TRPhZgGAMChKDqo4VVabm5uOptScALuoNXnKeGtisZtukyv3+ezpJfbUS9o9clQSjAwUmSJoIfPyVYQ0wAAOBa0SZAx7ambxYdCaFDjkjZ/zl/3BolcnolbrojLL+LfUP/6xSU5JZTWZeIAACAvshqpiY2NpcDAQLGx27dvi+9DQ0NJ7vVdnqYxt2TX1Yc2DxzuPn5Bs3bf1AQ07NSdJ2maErL1FNHG81jmDQCQVtEvE0TJjvGbLotaZIoaqTl9+rRolRAZGUmJibrTD7NmzSJbOXPmDDVq1Ehz+euvvxZfeWm5XKsZn737VNR3yZopA934MfXL1S/ef98qwEypWZxkaKl2WoOStzaOaubuDaYOld71KQMAgNSpP32/CGzYqhN36c7U1qSIoOann36icePGka+vL3l5eeks3bX1Ml5eTm6qf5AUTdh8mTpWLkQVvXMavJ0jX+0aL2kVGfOKElKYduHfIefjWMrwr96yv8cbvX279egF2ZK8Xi0AANIU/T6gkTqLg5o5c+bQsmXLqHfv3rbZI4VZefyu2NIS1fLqpkM3H9Hc7pVM3o/zW6r/tDfFx5u3L5heJrw1env5STspcELzZPVqBqw8k+y+Uo8xOaEZ0m7Dufuil9eA+j723hUAsKIlh29R0dzZqWlpL1ICi4OaDBkyUJ06dWyzNw7InLEtXt3E/jxhOneozMSdZj3nwoMhJm+PefWGroTHULlC7prrhv99gcKjXyW7b2pimocxr0SQ5uqMPHW5+PqvC+JrE38v8vHMYe/dAQArpT/8+N+72mVSnU6ylMVnlWHDhoneS7Nnz7bNHimUupKv/nWW+H7rVavsiznThC9e6+bP/HPWcMKtupfT5sAws5//q7WBdNxIt25b4GXnmTPKKidesmJkMgQNAOalKyiNxUHN8OHDqXXr1uTj40OlS5emzJl1S/Vv2LDBmvunGMuO3qG+dYslXT5ym347EEK1fEw3ATXVR8mWJm6+QjuH1U/xfuq4bOha8ysRp2dAw2pP3UcnRjehjFZo/+DoJD7bCAAOzuKPr0OGDBErn0qVKiW6cmu3IeANzJvy4VEXzlH490J4ivkv1mbOCNENraJ4ppaby+Ek9+h5PD1+YaDhJQAAOPZIzR9//EHr168XozVgXfefxlGhXNmSnZCt7cVr40nChgTMOUSyJ4foC1IMxuNev6XsWZGLBQBWGqnx8PAQU09gGW5jcPH+M5OjJHWn7adTt3WL2T2Kjbf7fOvDGOP7wMeT1lYJco5p+PgXHQyhY8FRNnoGUBu85rxIhr8RYbvWGgDgYEHNpEmTaOLEiRQXF2ebPVLwGv+2846KokWmzNh1Q+fyTTu+ge+5FmnW/TovPE5SZ6ul57uvPqQp269T9yUnyRFY6/fIQT5PvfIUrLm2Xnwgvi4/aropKwA4LovHcX/99VcKCQkRhfeKFi2aLFH43Llz1tw/xVl1/C59Uquo0dt5pIaTg10yZ6S/z9yjCDtmp998+JzazT9q8j68+unCvWckdbZqHRH6xNGCe5XZfbeOhzym8t7u5Oas+x7B5u8Ppjl7g6hgThc6OqqxDfYTAByRxUFN+/btbbMnDsKcU0Jg6DOauuMaXQ6zb3+NFcfuWL09g72kR5HA568SyNXACdwR8WgK17/wy+dKO75Kvopu55UI8TXs2Us77B0AMBs3AZBHUMNTT2BbHy+Vz1TG81f2WXIuxTzhHZcj6MOq3unwTNK34dy7ukXXkf8CAOko1csIzp49S9euvatEWKZMGapUyXQJf0hKLE1rR24g6lbNm9aevmf2/eXWM0zp1EUbU0OJny4B7EGlwLdFi4Ma7szdrVs3OnDgAOXM+a5J47Nnz0T37LVr15Knp6ct9lMxQh69oEo/7Lb3bijKnG4VUyz+lx7/vLZu6CoF1vo93nwYa50HAgBIy+qnwYMH0/Pnz+nKlSv05MkTsV2+fJliYmJEYT4Aa/DxzG72fVuUyWfTfXE01h7VSkyhazwAgN2Cmh07dtBvv/1G/v7+muu4XQL3g9q+fbvVdgwcEyeWDm9eKsVRD0sHRdJlpIbk7+Stx1T5h920RavStXZQsvpUqMVBit/4HbL9TfNqxLuP0ekdlOX1G+nXFku3oCYxMTHZMm7G1/FtAKk148MKYqXMoMYlyVSbpqK5uepy0h2yZspA2bJktMuSbm1KmH3qs+I0PY1LoCFrzmuu67b4hE4C8LjNlynkUSxN2X6NHptRZ+Z1GoozckBx61Gs3UoadFl0nBr8fMAuzw9gC/P3B1OpcdvpWIgyC4ZaHNQ0btyYhg4dSuHhSZ/kwsLCRPfuJk2aWHv/wEFU9M5JnasU0lx2MvFp/J/Pa+tc5lGdCxOb040fA4z+jCVF3lI7ApSWoGb/9Uhq8PN+OntXt6J0euP6MvpO3dHdp9UnQ6nt3CO06OAtGrT6PF0OixZTVuHPXlLA7EPUas5huvpAtxxB8dH/Ue/lpwy2/dD/1Hg46BHdexJHb94mioCi8cyDFKfXNd4S4zddpm//uWDxz13TOwYAJfh557sCr+M2XlbEB7E0BzXz5s0T+TNceI/bJfBWrFgxcd3cuXNts5egeIMalTDrfk39vShPjqzJrs+cMQNlzWR8tGbmrptka6YCMXNGSO4+jqMeKVQmPh/6lD5afIKuhBuuD8QBQucFx+j7f6+a/dx7rj6kSVuuiCDC3Gk6df8w7rj+wdwjYlpqxD8XxBJu/YCGcax04MYjGrn+Iq07HapzG39qLDrqP9ocGEan7zyhnktPUb3p+3VGeKKeJ60YtOSNmIMhruL915n79NCOhSwBQKKrn7y9vUXV4D179tD169fFdZxf07RpU1vsHziI2iVy61zWPnH1qVOUlh/VLQRo7MQ2qqUfTd3+7nWZliae5rL2J51XCaanajr8dkx87f77STE6pW//jUg6c/ep2Ca0KZ2sOCAXu/PL56Zzfb+VZ8TX4p7ZUz1NN3bj5ffTgqbtux4pNkN4BduYVn6ayxm0frmpXQKuPfDEo1CWNMV0hNVsAKl15s4TqlrUg2Qd1CQkJJCLiwsFBgZSs2bNxAZgi1EO7ROKl5uzBY9jvzo1qT0HcrChP9oyb38wNSjlSVWK5DLaS8zc6SO1prMOiuak6wbUpBrFdYNINmHzFcqklcy060oENbdgZdnj2LTXX1pzynDtoYYzrJPX0u+PM7T3eiTt/aYB+XjmMHlfU3ldAI7uoYlGx7KZfuJk4MKFC9Pbt7b51AuOSz8g0L5oybklSybDL2mOaWwR2MRbYRXBT9t0R5ZWHLtNv+4Nok4L3o3KWPtNiJN9lx65TX8ZKF74RisoGrDqLO299tDsx38en/bq0rejklYaGcq/SYsjQVEioFH3YEuJ9kgRACg0p2bs2LE0ZswYUZ8GwFzXfzCexGtJcKJm7HTTxUibgkth0dRyzmGRN2JNHHxo9imVJ0H9hqDBkeat9jE0KmPOHqw7c49+2HqVvl1/kVak0PG67x/vpqbsgfNqjHkR/4Yioi3LkeHjtYSTgdwjzs8BUApVGj7nSTXmT1Wi8KFDh6hAgQLk6+tLlStX1tkA9JXyykHOmTOSu4v5zR5/7lyeCrg709SO5ahOiTxm/0NxrsQntYoYvI2TWC+GRdtspMbJaqNU5j0SByZpNcmChGKp4Do5ZSbupJpT9tq0Iab+34Vzj3gl1Q30swJQTqJwu3btkEAHqWIq3yNLRt34uqSXKx0bnboSAaamDezd64RX+Jy49YR+aFeGMr0/Zv3dVU+RmNNFfVLbMjrXaT/WxvP3RSBZ2CMblcjrSkqh3fOrztR91NDXkzpUKkjtKha06vMYe5/jaTHffMr5fYLjcjLzVP7ESL9Czu2z5MOqJIOaSZMm2WZPQPHemCjOmMHCrExewi3HNwh1j6rKhXMa7ehtSU0drhHDU2DfBvhRiby6ia/D1iXVZvm8oQ8pFS8V583qQY1VHw1AvtrMPZLsuv8uPaAv/jxHXzbyoREtklYt2pvFZ4bixYvT48ePk13PTS35NgBj8lmwiiklXzYqQcXyZKcRLXwtDC5U9OfJuyKXxNqlwi2pU2Psk4+l2s47QruuPqRey05p9sKQBQdCSOm4+vCyI7fpVYL1FzL0WHIiXatTA0hJmIFp3v8uPhBf5+9/997C+Yr9/jhNc7XyDGUR1Ny5c8fg6qf4+Hi6f/++tfYLFER9stefAuH2BubqWLmgzogDF+DbP7yhCG70DWxgfFSCa6RwTRXOJeFicdZkyays9miMqWAo4W2iyZO0ekaP33RExV4bVU6WA648/P3Wq6LXFCcSW9PR4OQf5ABAd9p8z7VImrnb9oVOrTL9tGXLFs33O3fuJHd3d81lDnL27t0rKgsDGDOlYznaMzlpiXBGC6acZn5YQeSPuDmnPH9rqq7NjYiklUWbA8NpTrdKZI/pit8P36axrXWL4xlSb9p+MapzcVJzkWxtCk/BXAl33NL+2jlbSw7fpqFNS9okp8beeVkA5tp/I1JUC+f3T/1CebeiXtDOK+aXbEiJLUZIbRrUtG/fXvOP3qtXr2T1a7htwsyZM62/h6AYnq5ZU10HhF935gQ0KbPtGSnmVQJ1XXSCAsrkM/ukaurXEPG+tP+tRy+odAHdSsCGWLu2i1w9e2l6ei89ijHKEY8M8msNidDK0Gf5aU0F8puTWya7feP5MKMrDC+HR4vq4ymV15Aas4MadQduHo05ffo05cmTfJktAGvqn1cMQ6Z00rbHIjpbnst4oGDlsTuiESJvZgc15twHWavpzljgo+RwqOTY7eLrxDalqU8djLwrxWsz63NxB+/Y+Dfk6pyJpu+4Qc1Le9HiT6qa9bNSWRVtcQh2+/btZAENJwmDfTpbS5GpKR1eepua6SdLHRzR0OD15i6XTo0vV5+jKCu0CoC0415h3C08xkg7Ce2O4z2XnhRv5OZyhFGe7/69Si9t1C8NpOnN20TRwZsXFXBAw3gRgrk/KxUWBzXTpk2jdevWaS5/+OGH5OHhQQULFqQLF6ybeAmmrf+8NkkJf7q7M7W1yWaB3GU7PcrQF8mdneyBa8eo8YmSl0IaWw0wZM35d99I5BNOeupeo7Dme9esmWhOt4pG+1ylFncL/+j3pFVLhozZeIkOB0WJVVNS/eRpL/4TdtDhoEf23g1IJ4lpiNX3XHsoKm7LMqhZuHCh6NTNdu/eLbp179ixg1q2bEkjRoywxT6CEbYc6UgPMt/9FP3vxF3RnsHYaoAtF8LpfOjTZG0SDOHVPJbUr7GVH9qXFduuYfVFY0wfT8uCxw/K56dtQ+rRTx3Kaa7zyJFF1JgxFKR3qVooTft793FcqpqKyg3nQFjaNsIcPZeeontPzPsdgrz9czb1q5fjXr8V72eyDGoiIiI0Qc3WrVupS5cu1Lx5c/r2229Frg1IU7+6Kc+PVy2SizZ9Wcesx6tTInmXZycLa9LYumHgxzWTRgPswZw6OMPWvSvGl5LOC49T1R/3kL3xqErPmkWolJer6PSdNVNGo/czZF73yskSnssVTFpJqf+andapPNmC/odS7Rmlk7ce06DV5yjyueEgQYqTTwP/d1a0jbDFp+W/zhjunL7udKh4/XJyMcjfmI2XbFItXvJBTa5cuejevXcvch6hadq0qWaeGd277efTFJL6zHnNcYxhKk9n97D6Zj/f//rVsHtQw5n79mTO0YXb4NO1tVQwI2drREDy4odszzcNqEjubOL7eiXzUMdKBcX0pLYdX9Wj/vWK0Y/ty2quq1EsadnpuA9K22wKaKVel271v0f8m7fUdfEJ2nrxgahnZJB03r811LkPiw/fsvpjG0shGrn+klg9w6UR9HF/LP7kzueFB9Evac2pULOW/PJo0+gNl2zeX+vU7Sd09u5Tmz2+vU/yqnTO+5JSR3uL2yR07NiRunfvTiVLlhSVhXnaiZ0/f55KlEheCA2kIVGlEj1yuJZJaivi8gnmxo8B9Dj2NRXI6UJ5XbNSpNYSYu0TkH7JfntMP0no/8woa1c1thbuF7X5yzpUdNR/Otf75ddd6lvA3UXz/bzulWjQ6vOaWkEHRzQSJyleym9oqpSDTv1aPYbeinvUKEx/ngwla+OTp+Z53z/xOGOBjFzY4VxqKBm7xexD4uvOKxGayrPcfX78B6ZrM/EI2Zm7T8XoUMhPrWyyvzzV2GXRcfF90OSW4j0xv7szlTUyYmguPlZ+P4yOe02/HQgRo948omltoY/jKDz6JdUsnny0XJ2023HBMSqYM+l/09buPH5Bsh2p+eWXX2jQoEFUunRpkVOTI8e7k9eDBw/oiy++sMU+wnsfVS9MjXw9Ux3UjEup2FsKQQCfmHi6gQMadnJM6hpOap7OxlGHJW0LbEE7l+bs3SckVdd/CEh2Xe/aRXUu8xvk6n41ko1+ZcuSNP2U0yVLssfJ5+6c5tyvXNmSP6418OiBmroC8d9pyCuwl73XrDPlFPfa8AqwlNpCaP8bHwuJopsPk0ZZ1AENO3gz5aRjdfFIW450PItL0Omd1n/lGfrAQG8jS3226qzo4j5j102RY/LD1qtkC/V/3k/dFp+gK+HRBm+/GBZNF+9H0/bLETrX87SqrVy4b3hfZBHUcKG94cOH05w5c6hSpaSlu8OGDaN+/fpZe/9Ah0rkGFQo5E7TOiUlWrI8rllSDGpSGj1J6dSjf27ioCR39iySHRnhJFyp6LTg3SdDKTJUqVj/b13cMzvVLpG8NpW3RzbR0G5sK3+q5ZObavvkpl61ilh1/xpoBfLF89hmVdtuCwIDqfV+6vvHGZ3LPCJiLEBJzaihdmBiyp2oF6LIW/Nf3o3S6LPF28PtqBeioSsXvVQLf/ZS/A6M0Z6ZCdVKgtZ+DA4A6k/fTwduRErqQ9vCg0k93C4ZCSSCjRw7T6seDY5K1VSdnFg8/aTdLkH/D+js7CymoNAuIW14uN5YZdi8bs60eVBdzeUFPSqL+XTOcfH1chV1NwzVYjEnl0/9P8gFlwzVJzA0b8rBUsqP62SXEwKvPJKSfdftv+SR81u+alpKnAj4k7P2EntTb8imWjRod+hd3b8mWZv2665aUQ9R3t3auBUFTx+YQ8plak7deUJNZx0UI2tHRzW2ykn4zuM4MfpibCpF/VO3oowHEvp/R3XOh/5zWvr+0PyXg5TwVkWzdt+kCxObk7tLZqo9dZ+47ey4ppQ7R1IVc86X+m1/CJUvlDTNlCVj0uf68pN2iZIUrNvvJ8Tfuffy05rrtHENH+5dt+tqBH3/71Vq5Jc32X20j4yP91BQlHiP5tHL1Ai894ymbr9u1v2M6bHkJFmKO3GnJKV6UJIOarhdAr8Q9ROR1Nfx17p169KmTZtEUjFYbuvgumJonIsgxWt9etJvCMlalssvNtbE34sa++WlOXuDaPaeIIsTx9TTNQs/rkLFx2xLdnsGA9MIUzuVF8OuUmROwJWePl2h+4naHoY2KSnqwSzrXY0u3H9GpfMbTqZWn2u4X9eSw7doQgq5ELbkoTUa2K26N60zshonrfjkpOSuyikxNbBw/2mcCGr4feTbfy4mq0XFAeHK43fMevxzoU+p42/HNDktmbUCC0M4GNl/PZJev+XnvkCr+tYQwe2x4CgR0KjN2xdEY1r5ay5zrszZ0KfUv15xKpYnu+hkf+KW7qjD8L91a6vtuPyAAsrmTxa48qhvh/f73KpcPtp2STcANpTzpf375B5LvEKNGQqSTOGpOJ7CjdL7oMu7yCNyJ249pto+ecQHj6jYeIqzcjNXc0pJmAqkJB/UcB7N2LFjafLkyVS9enVx3alTp2j8+PE0btw40ejys88+E1NUS5cutcU+Kx4nWfKn6R41iojhwoK5XMRw6CdmDOtzUMknrrCnL3XyA9T/pFz++vkrwy969WoVQ8GLuN7A1S3K5DPzqKSR5+KoVn5aXfTzUTf75DfJyoWNf+hw0srj4s2e+IT0Q7sy5JE9K1Uysc/2CASkbOauG+LkX7+Up9m1blL6v+VRMv28Iy7Bb+4HG14BpQ5o1LVRjL2+pmy7JlZXaS9GYB8uPE63p7Si7nqjDn8cu0vNSie9H33zPmDh0Wte4KAf0LAXelWTB/7vnHhsbZxzs1tr5Fo/oEkJH8eiQ7fM+v3rv/dyDasPFx2nEc196aTeNNCbRBUNWRMoCt/x7/Cb5qUkUfZBdkHN0KFDafHixVS7dlKhrCZNmoippwEDBtCVK1do9uzZ9Omnn1p7Xx1yGqr9+7YC/OZkLg5sfv6wAv1z7r4mmFGPWpwe25T8xu9I9jNdq3rT6JZJn3IMyZjCHLGxW52MDC/bOgcHAVQSHio31b1cKtV0eRTJ0Bx+z1pJicuDG5egufuCyV4kNgBolPp3tPDjymL0ISU81WLU+5eDodYJf58xL7n6esTzZO89vAKNT8g83T5q/UV6lZA0Mm0qECg2OvlIMgdX6lVN+nzHJX/PM4ZzT7RpBzSW4JGi6xExZgU0vKKp3fwjot/WkCYlxQjMX6fv0S97gkSu0+Rt15L9DCclq/HIPq9uhVQkCoeEhJCbW/Iha77u1q13fzxe7h0VZXlCEtjO2/fvxMZyI6Z1Lk/u2TLb/ESXnicEqSV02lNKK5CmdyovAls1e/3meJRxTCs/2vtNA6P3+aa5L41oYbg+TnrlrUiFOf2ZePSBc4bSMoXwj4nAJchEUq45eNqq2uQ9Nu3LZq/EWEO/N55+0zdt53V6GpcgcoNYjZ/20qR/r1K0BbkqPC0IqQhqqlSpItohPHqUtDyPv+eKwtWqVROXg4KCNFWHQSJNKlXSaMugnedi6wBHLp+o00OmFPIWulTzFoGtvXHQPaC+D/l4ml6p93kDH7KXxWZ88k4v5rbOqPzD7mTXPY6NN7tI23+XHoipI1sM4E3YfIWUytBihTFa9ZHUjgTpDgIYSxEwxZIASMksDmo4T4Y7dRcqVEisdOKNv79z5w4tWbJE3Cc2Nlbk14DlVvdPuRKvubTfr7QLNZlTKdaQ1MY02m+EukGNbaOOclqrHBxJda2qvGp++axfBMyeOPfg+OjGoiKxIzOn9osat1DgKrpck4dPolV+3GN2mw51LzNM6VpGPw9GOxjlnKdtlx4kC0hM5TaBDXJqfH196erVq7Rr1y66efOm5rpmzZpRhgwZNCukwHI8pJ4ti8V/ErPwJ/G0ssb0EycWF8x5U5x4j4fYrhgU61y5EG04F0aOmIulz9w/Hf9dePg9wMIEcHvI7+4iKhL/fjh5h21b45U2/OGgfMGcKU7b2pIlp79+K5OvvtsUGE6zu1Uyq37J74dvUR0DtYrAMpxbpJ3Qy0vPtRlaeQrmS9UZlIOXgIAAsYF08YqR8Zuv0BcNdYfq+dOtupx9ek8/cdB2+NtG4pN29cm2zdQ3topLiWZ1qSCSLjkwTsvyyrX9a4oyAi5alYKljl9PETGvxKqY9MJVY7ULAnKAw1PH/NU/v6vRRp/WZo2X+OJDIfTTtpTrnzyMiaeWcw6n/QlBB4+YgZ2Dmr1794otMjKSEhN1q7otW7bMWvvmcKw9X80rRnhkRP+T+wflC1CFQjnFG1SsBTUNrBUjqIONAfWL04//XRPF/mzBycFysbjdAY+mDV6TPGDN/H4U1Zy/jZwCGnVVY97mdKtIQ9cGajp8LzliuxGc1uXy0+XwaLr7OE4sc+aNlx+zzBmdRP0fDnD4/4y/cuAj1SDbnIAGQLFBzXfffUfff/89Va1alfLnz2+3pZ9KZIv5aq5AbAifBCwdebF2J9a+dYuJXB9bNH3TXvGlVLxC6HzoM4p9lUDFjSTWnhrbhDJlyCDZE6o1cbC+/OgdUW8ptVVbzTW7W0VRNI5XFV28/0yMjnFNEe6Bw9fx13f9cO5q6kO9C3DcxVcOQo39b1qCgyoASENQs3DhQlqxYgX17NnT0h8FLTxK8SD6Ff17IZzkwtpBDQfEae2Ma0pcfMrLXeWsUC4Xg6uEtP9KeV1te3KXEg7SuTMyW2bDURrxXO//F7jacUPfvGJTJ7/ff/pSK8h5JlbA8GqWI8FRYlPjztDqkRwOcjixPYdepd6UpFTFF8DRWBzUvH79WqfwHqQOl/NefvS2TlCT3oNelj5fanNq7DWYV6O4+QUL5eCD8vlpq1ZzQaxEMc7WA1PGRr44UFdPh7WpUEBc9+ZtIt14+Jwu3IvWBDrcS4k/1DyIjqAd73tO8f9Jybw5dAIdrgKdUhsBAEhDUMOduFevXi3aIkDa6M+OSP0UJbcZDFdn+61KsYV53SvT1ov/pRgsYkZYWkniXCOoTAF3sXWv8a4lAC+rvhzGU1Tqqato0abh5sNYsalbEXAl6DIF3Kiidy4xdcWBTmGPbJppf4XPsJqUM1tmehaH2iyQxqDm1atXok3Cnj17qHz58pQ5s+6JY9asWZY+pMOqWNhGhfbMNLhxSfph61Xq8L4VQ0pSyp9SWhAhV9I5nUvjd8BTvVIqmMe4IWSN4rnFphb5/BVd5NEcrRydmFdv6FzoM7Fpn8x5RMc7VzadhrdKNaRxCfr1fcuHaZ3KiaX83M+Kqyn7TzDe/oAXIOxKZYsDcKCg5uLFi1SxYkXx/eXLSb0nwHLcUPB/fWvQx0tP2uUT9qd1ilKDUp6iYaC+JZ9UFd2+uefUsqO3U1w6furOUzE9YgimSVK/VJl72fA0hSH4rZoXgI8K8JNcUGMI5z81Lc2blyY/587jOAq891SM5HCgczU8RoxOnL7zVGxylzt7FnpspIVDcc/sNLC+j6ixVSR3diqQ04Vq+SQFgfqr9PZ8XZ+azjokvl83oKYIGLlv0suEt6KgHd9fv/cUTxH+3Lm8wX544CBBzf79+22zJw6qbsk8djv58xt/ibyGV83wGytv7eYdMWvpuHbDQSnhofrQJ/JcIcJ5Gb1qF6Wp2y1bcosVibofEHgqqk+domJllJzw35E/cPDWoVIhcR2fpG9EPKc7j1+IqsDrztwjOeOcoWPvi3CeGN2E+v5xmq6Ex9DnDX1oZICf5n6dqrw7fmN4dVmJvK6iTlNE9CtNVe0smTKIzZDtQ+uRf/7kfQxB3qySgcafKLZv306dO3e2xsM5LCmei16/lfek/eiWSW+MclTJREsLY8FLBQdtD2Fqpd741qXFiKLc8QmaV0nxCMMomb+22bjWpcWI5L5vGohl+Kv71aTFPavQsKalzPp5noZjXI+LfdmoBP3QvqzR/42FH1ehXNkyixFyBDTKlKaa/NwDiovt8RJvbmrZtKluuWeQv2alvejagxjZBmstyxmeEkstrkHCn5R59QqXO7eWGz8GUNDDWBq69jyFPHqhuZ6H0Ff0qWZwitDYrzWbhcuClahgThedyzxa07mKt+h8/DaNvXV4mkMKcmXPQnLCRUArF85JO6+8y3P5plkpKl1AN7DglhPNLWjRsbp/Tdp77aFmpVlKAsrmoxZlvFI1mpktS0aKM6MrOtiXxe9+8fHx9M8//4jGlkeOHKG3b9/SjBkzqG/fvuTmhsg3LaQ4bcArLxwRr04JioylGxExdCMiVhPEmNsV2RLVi3qIsvpcs8fLzVknqGHqGijmkt6rKP3VK5lHTF/45U8q7Mg5FVe/byGqK3Ou0pm7qc1JwW84NXhBWlGt4Hxwk5JWCZS6VX+3oswW77OcmNzIN6+oTt21mrdo6im3aUxHY3ZQc/bsWRHIrFmzRnTm5uJ7/D136G7RogUCGitwUug+ZbdRk05r4ByFW1GxmtEX/so1Re49eWkyT4erIPvmy0Hz94ek6fm/a1tG51OmJXGtBGNgyeATF+dl6FP3ZOIE+dQHNdKZkvX1chWvV3v6qHphMeU5asOlFAsWDmlcUvzPcZsJKeGFEdzwc3KHsjR247sFME388lLXaoU1dcXYxDZlxPbln+fov/cdtmsU8xCrsX7eecOORwBqZp9tatSoQYMHD6YTJ06IrtxgfVI8SaWlivC87pVo4cEQmtqpHElV6Qk76I2R6Qj+FOiXz/VdAOPlSqXyuYo5fF6Oq2ZJUFOlSC46q3Ui5TYH+hWBrVG1WYojflLzWQMfmrk7qSmlJaRUG8Ye9XjOjW9GQQ+fU9fFJ8TlTBmcjLbp0PZ1c1/xv8NBgdTwooigyS1FoUN1UGPq32ha5/KaoKZbdW+RyL3+7H3RAwxkEtQ0adJEjNRwE0sepeHRGbx5ms/NOZOoOWGKFH+bZvZBNNqLhzd74xyILRce0K97g5LdxgENr5xQBy3qIIY3LoFvTes/r01FR70rnte7dlGDLQ6GNilJh4Oi6KPq3ik+nrH/Pym+jqSYcHt2XFOTHZL5ZG0o4E1jSo5VPX+VPsXnOK9r7r5gmt65vPi/4FwvDvB5irZdxQLJxq549VFjv7xi+Tl/sGGdU1jBZG/qys1fNvIRJQBGtDCeiK3dziL7+5HoLYPr0u+HbtGfJ+9SVKzuMvU7U1tTtcl76NFz609fQyqDmp07d9K9e/do+fLl9Pnnn9PLly+pa9eu4jYENyn7uGYR+ufsfYo08KL+sEoh2n/jEXWoLL1/eiX8bXmp59fNXMUnKa7aqu3YqMaiB4+tj3Npr6o6l3nI2pCqRT3o0qTmFvcA0tbE/10ODidlgnG5c+h2r9cX/FMrTRCqLVFCQzXcZyot+GQb/+Yt+Y4zXadFu7+V2r+D61JkTDwVzp2Nbj2K1bntr89qia9z9iT/ICF1HMzw6iuuBG0OddFR/p8d1qyUmI6rOWVvsvuVLeAm3ucdwfNXCXYrxmrR53Bvb2+aMGGCWPW0atUqseIpU6ZM1K5dOxozZgydO3fOdnsqc/wPYuy8+fOHFejUmCbk7pJZ8U0s7Un/ZFTKK4co6GXLgObCxOZ0fnwzauL/rqAaL19d1LOKWIVhDL8ZpGWfcmbLQtd/CKB/BqJHmy1IKahJjd3D3q3e6vG+ZYM6z8hSzpkzioCG8fQTL6Wu7ZOb/hn4LqBhKgnlH1nCnIBmXGt/6lbNm2rq9Zgz9q87qW2ZZEvR2Z/9aojHUpJXCfardJ3qyYVmzZqJHlDh4eEi14br1FSrVo1sbf78+VS0aFFydnYWeT6nTp0iJZBSrxpt+dyU0+VZ/1xk63MTt5/gQFV76S0X1OOaGqkNWoY3L2X2CUeqrykpKfL+pKzNyy0rff++ps3gxiXo45qFdZq5FnDXXS5u75ILKdGvx1KSk4t/DKDJHayb69azZhGxxJpHG9Vq+yQVF1WafvWK09RO5c3+X+aqyGqzulSkWz+1ottTWlGdEsr7Hb1KsN/S9zQvS8mVK5cIaniz9UjNunXr6Ouvv6aFCxeKgGb27Nkit+fGjRuUN69ly17Tm5OMK37yssa8CghueMWLdgVWW3+GLFfQ+kXwBjbwEc0O87qanjoB8+z8qr4o019n6j7NdVzZVn2i+qb5u0URf54MlWR9mJ86lKOcLpk1DTANGd/aX/z/DlsXSEPeL6NO7eiMpTi3hkdueMWgo9Bu38AtGCoXyaW5zHlc3PaEyzekhKeoP6lVVNTH6bPiNMnJS6kHNaGhoVS4cMq1ACpXriy+hoWFUcGC5jVJtAQ3y+zfvz/16dNHXObg5r///hMFAEeNGmX154N31Msa5W5Cm9J04GYkPYx5l9fEycFyHBbf901D2XVMlyoe0dIv1Gfok7dUZ5x4hR5PX3Njyy0Xwg3ep/b7kQDOgTGGeyWpVzNZm/bIjSNwc85Mcz+qJKbuW+v1w+M8LkO5XJyUrm/d+7wkOXppxyKFZk0/8bTSZ599RqdPG48Wo6Oj6ffff6eyZcvS+vXrydpev34tauVoVy3OkCGDuHz8+HGjhQJjYmJ0NnBcvJx0+PtP3oxzAOw9NZAaPBWihARuOfnifc0bczvap7eRLf1Ewrt2vyRLaHcL13d0VOM07Jlj4tpT+gGNKR9W9RY5fp/WKUZN/fPShA9K69z+S9cKlDmj8f95/jkpiXst8ZGaq1ev0uTJk0UeDeeyVKlShQoUKCC+f/r0qbj9ypUrYqRm+vTp1KpVK6vvaFRUlKhe7OWle6Lgy9evG274N2XKFPruu+9ICvzzu6JbtQRof+C29pLtormzia7KjJODpTRNAWnD01AcpJYpIM2+WjzaxCv5ONidtiPp/ZATWVODWwmo2xnkV8DUsxw+cO0a1sDo7VwHh7ePl5ykI8FRyW4f2rQkLTt6m6TCnjk1Zo3U5M6dW0z9PHjwgObNm0clS5YUQUZQ0Lvlej169BCjKDxiYouAJrVGjx4tRpDUGy9JT29bB9cV897qhmtg/6FhW3mrNUeBgEZZeHSsUuFcRjs+S4Gh0Tt17ZXUTGuB9MzsUoEa+nomu15qK2drmhj5k1SisIuLi+jEbY9u3Hny5KGMGTPSw4fvPj2o8eV8+QwHDFmzZhWbPXFCmDlJYZA++NN216reVMFE92tL3/zVBbUS7beKEcCqMKosTdwbbkWf6qI3XZmJO8V1/eqaN/UUUCYf7bgSQemdLJ3epPuxQ0+WLFnEtNfevUlFjRITE8XlWrWkmVDFc6QgvU/cXOK8+/saHdb0BlENKETObEmf/JG+Jc3pquDJLWnLoDo0+n1fKlOyZckoRnkcgWyCGsbLuTkZ+Y8//qBr166JysYvXrzQrIaSGi6LD46Dl18ybm4HIDfqxqrczgDT5fJYCVm+UE6dGkrGcNV6DoS4v5XSSbd9sgHcloGrGHNV44iICKpYsSLt2LEjWfKwVNirTDSkHye9GjJcl8MW9WkAzNW3bjFaesTypFFehvxrt4oiN+dqOFaKKknObFnSlGMlJ7I7wkGDBtHdu3fFcu2TJ0+KInwAUsCfmKoV9RC1TwDsZbzecmBLoFSA8jQv7UUD6hcnR2F2UMOjI7zCCVJP3e+neJ6kctkAYH/qXjzauSRy1uj9CpkeNVOXO6Yd2yDQkbfFn1QVU0+OwuwjvX//PrVs2VIk7LZp04batm1LTZo0EZfBPKNa+lH5Qu7IuQCQmGW9q9FvB4Kpb11lfKJd2qsaPY9/k+qlvohjlGt572qya7tgk5EabkXAeSxr1qwhV1dX+uqrr8Qy606dOtHKlSvpyZMntt1TBeBpiY6VC1EeA2WyAcB+uNHolI7lqYRW92Q542amaaldgiXdyjDBwFRkIz9p90lM15wabktQr149UTWYm0iqc1oWLVokKgzXr1+fZsyYIXo/AQCAPBXLk51cnTMl64sF8vKpmTVstJUt6EZ++eTXF08tTRNt/v7+Yvv222/FqqQtW7aIjQ0fPtxa+wgAAOmIKyefGdeUMmIeyiE5yfjvbrXsIU9PT+rbt6/YAABA3rJmwio+OctioqUHN/Mdv+kyKZHslnQDAACAaRlMDLb0rFmEahb3ICVCUAMAACBz/+tbg5r6m1+IVqnJ4AhqANJAxlPPAKAgdUvmoSW9qmouq1TkkBDUAAAAgCJYnCisXt1kKFva2dmZSpQoQcWKWb6MDAAAAKQ5yjy1YzkateESKS6oad++vQhgVHpjW+rr+GvdunVp06ZNlCtXLmvuKwAAANghqGlZNr8sghqLp592795N1apVE1+jo6PFxt9zEb6tW7fSoUOH6PHjx6hTAwAAkM5yvu9fVrVo6gcVtOOdK9+1oLPjmpK7TPqiWTxSM3ToUFq8eDHVrl1bcx33gOKppwEDBtCVK1do9uzZ9Omnn1p7XwEAAMCETV/UoXVn7tGndYpZZfUTN8OUU0NMi0dqQkJCyM3NLdn1fN2tW7fE9yVLlqSoqCjr7CGAhCl1WSQAyFPRPNlpZIAfebpmtenKTan2SbM4qKlSpQqNGDFCtEVQ4++5VQJPS7GgoCDy9va27p4CSBCWdAOAHGXJmLbFz1J967P4qJYsWUK3b9+mQoUKiZVOvPH3d+7cEbex2NhYGjdunC32FwAAANJoYpsyRm+b3rk8uTlnooltdLt8y6HRpcUTZX5+fnT16lXatWsX3bx5U1zn6+tLzZo1E1281SukAByBVD+tAACYUjh3Nto1rD41/+VQstvKFnSnwAnNKYOJXgsqJQQ1CQkJ5OLiQoGBgRQQECA2AEcm5262AODYnEzcZiqgkTKLpp8yZ85MhQsXprdv39pujxSiVbl89t4FSAeN/fKKrwVzuth7VwAA7GZA/eLi6+DGJeQ1/TR27FgaM2YMrVq1ijw8lNnl0xp8vZKvEAPlGdPKn/zzu1ET/3fBDQCAnH2awlJwY0a39KMuVb3JxzM7ySqomTdvHgUHB1OBAgWoSJEilD277gGcO3fOmvsnW33qFrX3LkA6cMmSkbrXKGzv3QAASLO93zQgH88cqZ6Kl8Iy71S1SYCUuTnLo/oiAAA4JpXe5dQGNEs+SeoOLrugZuLEibbZEwAAALCLDV8kdQkwh3b/x6alvUgqUlV959mzZ6ImzejRo+nJkyeaaaewsDBr7x8AAADYWJkCysgDtXik5uLFi9S0aVNyd3cXBff69+8vEoY3bNhAoaGhtHLlStvsKQAAAFiNUxp+1t1FmikWFo/UfP3119S7d2/RCoGbWKq1atVKdOgGAAAAZfexm9mlIlUo5E6LelYhWY/UnD59mhYtWpTs+oIFC1JERIS19gsAAABsyCkNQzXF8mSnzYPqkuxHarJmzUoxMTHJrueWCZ6entbaLwAAAADbBjVt27al77//XrRMUK9N51yakSNHUqdOnSx9OAAAAAD7BDUzZ84UXbjz5s1LL1++pAYNGohO3a6urjR58mTr7BUAAADYmBMpjcU5Nbzqaffu3XT06FG6cOGCCHAqV64sVkQBAACA/Dg5OWhQo1anTh2xAQAAgPw4KSSQsXj6ae3atWY/4L1798QoDgAAAEiXEzloULNgwQLy9/en6dOn07Vr15LdHh0dTdu2baPu3buLqajHjx/bYl8BAAAA0jb9dPDgQdqyZQvNnTtXtEbgztxeXl6i+N7Tp09FfZo8efKIonyXL18WtwEAAABIMqeGl3LzFhUVRUeOHKG7d++K1U8czFSqVElsGTKkqpUUAAAApDMnC5NqRgb4UZ8Vp6lnzSKkmERhDmLat29vm70BAACAdKdKarptVCO/vHRhQnNyc0n1GiObk+6eAQAAgM04aX2vIpV5ZV2ySbORpRrmiwAAAEARENQAAAA4IJcsGVPdpVuqMP0EAADggLzcnOnrZqXIJXNGypIpg2MGNa9evRJLuQ158OAB5c+f3xr7BQAAADY2pElJUhKLQzMurhcYGJjs+vXr11P58uWttV8AAAAAtg1qGjZsSDVr1qRp06aJyy9evBBF93r27Eljxoyx9OEAAAAA7DP99Ntvv1Hr1q2pX79+tHXrVjHllCNHDjp16hSVLVvWOnsFAAAAkB6Jwi1btqSOHTuKnlCZMmWif//9FwENAAAAyGv6KSQkhGrVqiVGaXbu3EnffvutaJ/AXxMSEmyzlwAAAADWDmoqVqxIxYoVowsXLlCzZs3oxx9/pP3799OGDRuoevXqlj4cAAAAgH2CGs6pWbt2LeXMmVNzXe3aten8+fNiZRQAAACALIIaXuVkiKurKy1dutQa+wQAAABg+0ThlStXmmxjbizoAQAAAJBUUDN06FCdy5wcHBcXR1myZKFs2bIhqAEAAAB5TD89ffpUZ4uNjaUbN25Q3bp1ac2aNbbZSwAAAIAUWKWDVcmSJWnq1KnJRnEAAAAA0ovV2nJyEb7w8HBrPRwAAACAbXNqtmzZonNZpVKJVgnz5s2jOnXqWPpwAAAAAPYJatq3b59sxZOnpyc1btyYZs6caZ29AgAAALB1UJOYmGjpjwAAAADIJ6cGAAAAQPIjNV9//bXZDzhr1qy07A8AAACA7YIa7utkDs6vAQAAAJBsUMNduAEAAAAUkVNz69YtsXzbXiZPniy6gXMrBu0O4QAAAAAWBTVcNfjRo0eay127dqWHDx+m22/x9evX9OGHH9Lnn3+ebs8JAAAACgxq9Edptm3bRi9evKD08t1339GwYcOoXLly6facAAAAoOA6NXISHx8vNrWYmBi77g8AAABIYKSGVzbpr26S+mqnKVOmkLu7u2bz9va29y4BAACAvUdqePqpd+/elDVrVnH51atXNHDgQMqePbvO/TZs2GD2k48aNYqmTZtm8j7Xrl0jPz8/So3Ro0fr1NjhkZr0CGy8PVxs/hwAAACQyqCmV69eOpc//vhjSqtvvvlGBEqmFC9ePNWPzwGYOghLL2Nb+dMHFfKn63MCAACABUHN8uXLrf7k3AiTNyXpXz/1QRgAAAA4QKJwaGgoPXnyRHx9+/YtBQYGiutLlChBOXLksPfuAQAAgJ3JJqiZMGEC/fHHH5rLlSpV0lQ7btiwoR33DAAAAKRANl26V6xYIZKV9TcENAAAACCroAYAAADAFAQ1AAAAoAgIagAAAEARENQAAACAIiCoAQAAAEVAUAMAAACKgKAGAAAAFAFBDQAAACgCghoAAABQBAQ1AAAAoAgIagAAAEARENQAAACAIiCoAQAAAEVAUAMAAACKgKAGAAAAFAFBDQAAACgCghoAAABQBAQ1AAAAoAgIagAAAEARENQAAACAIiCoAQAAAEVAUAMAAACKgKAGAAAAFAFBDQAAACgCghoAAABQBAQ1AAAAoAgIagAAAEARENQAAACAIiCoAQAAAEVAUAMAAACKgKAGAAAAFAFBDQAAACgCghoAAABQBAQ1AAAAoAgIagAAAEARENQAAACAIiCoAQAAAEVAUAMAAACKgKAGAAAAFAFBDQAAACgCghoAAABQBAQ1AAAAoAgIagAAAEARENQAAACAIiCoAQAAAEVAUAMAAACKgKAGAAAAFAFBDQAAACgCghoAAABQBAQ1AAAAoAgIagAAAEARENQAAACAIiCoAQAAAEVAUAMAAACKgKAGAAAAFAFBDQAAACgCghoAAABQBAQ1AAAAoAgIagAAAEARENQAAACAIiCoAQAAAEVAUAMAAACKgKDGCpb3qSa+jm7pZ+9dAQAAcFiyCGru3LlDffv2pWLFipGLiwv5+PjQxIkT6fXr1yQFjXzz0p2premzBj723hUAAACHlYlk4Pr165SYmEiLFi2iEiVK0OXLl6l///704sULmjFjhr13DwAAACTASaVSqUiGfv75Z1qwYAHdunXL7J+JiYkhd3d3io6OJjc3N5vuHwAAAFiHuedvWYzUGMIH5uHhYfI+8fHxYtP+pQAAAIAyySKnRl9wcDDNnTuXPvvsM5P3mzJliojs1Ju3t3e67SMAAAA4UFAzatQocnJyMrlxPo22sLAwCggIoA8//FDk1ZgyevRoMaKj3u7du2fjIwIAAACHzKl59OgRPX782OR9ihcvTlmyZBHfh4eHU8OGDalmzZq0YsUKypDBspgMOTUAAADyI4ucGk9PT7GZg0doGjVqRFWqVKHly5dbHNAAAACAsskiUZgDGh6hKVKkiFjCzSM8avny5bPrvgEAAIA0yCKo2b17t0gO5q1QoUI6t8l0RToAAABYmSzmcHr37i2CF0MbAAAAgGyCGgAAAICUIKgBAAAARUBQAwAAAIqAoAYAAAAUQRarn6xFnViMHlAAAADyoT5vp7RAyKGCmufPn4uv6AEFAAAgz/M4VxaWZJuE9JaYmChaLbi6uoq+UraIJDlg4h5TjtKGAces/GN2tONlOGYcsxLFyPh4OVThgKZAgQImOwo41EgN/yL0i/fZAr9Y5PaCSSscs/I52vEyHLNjcLRjdpPp8ZoaoVFDojAAAAAoAoIaAAAAUAQENVaUNWtWmjhxovjqKHDMyudox8twzI7B0Y45qwMcr0MlCgMAAIByYaQGAAAAFAFBDQAAACgCghoAAABQBAQ1eg4dOkRt2rQRBX64QN+mTZt0bucUpAkTJlD+/PnJxcWFmjZtSkFBQTr3efLkCfXo0UPUAciZMyf17duXYmNjde5z8eJFqlevHjk7O4tiSNOnTycpHnNCQgKNHDmSypUrR9mzZxf3+eSTT0QRQ6Ues76BAweK+8yePVu2x2zO8V67do3atm0rakHw37patWoUGhqquf3Vq1f05ZdfUu7cuSlHjhzUqVMnevjwoc5j8P1bt25N2bJlo7x589KIESPozZs3JMVj5r/VoEGDRO0q/l8uXbo0LVy4UOc+cjrmKVOmiL8ZFxfl/Wjfvj3duHHDJsdz4MABqly5skg4LVGiBK1YsYLsIaVj5v/RwYMHk6+vr/gbFy5cmIYMGULR0dGKPWb981XLli0Nvv7ldMwW4URhSLJt2zbV2LFjVRs2bOAEatXGjRt1bp86darK3d1dtWnTJtWFCxdUbdu2VRUrVkz18uVLzX0CAgJUFSpUUJ04cUJ1+PBhVYkSJVQfffSR5vbo6GiVl5eXqkePHqrLly+r1qxZo3JxcVEtWrRIJbVjfvbsmapp06aqdevWqa5fv646fvy4qnr16qoqVaroPIaSjlkb387HVaBAAdUvv/wi22NO6XiDg4NVHh4eqhEjRqjOnTsnLm/evFn18OFDzX0GDhyo8vb2Vu3du1d15swZVc2aNVW1a9fW3P7mzRtV2bJlxevl/Pnz4jnz5MmjGj16tMoeUjrm/v37q3x8fFT79+9X3b59W/xdMmbMKI5bjsfcokUL1fLly8VrLTAwUNWqVStV4cKFVbGxsVY9nlu3bqmyZcum+vrrr1VXr15VzZ07V/zeduzYIbljvnTpkqpjx46qLVu2iNc0H3fJkiVVnTp1Uuwxa5s1a5aqZcuWyV7/cjtmSyCoMUH/hZCYmKjKly+f6ueff9Y56WfNmlWcsBj/8fnnTp8+rbnP9u3bVU5OTqqwsDBx+bffflPlypVLFR8fr7nPyJEjVb6+vip7M3WCVzt16pS43927dxV9zPfv31cVLFhQvHkUKVJEJ6iR8zEbOt6uXbuqPv74Y6M/w6/zzJkzq/7++2/NddeuXROPxYEu4zfGDBkyqCIiIjT3WbBggcrNzU3ndyCVYy5Tpozq+++/17mucuXKIhBSwjFHRkaKfT148KBVj+fbb78Vvzv91w+fbO1N/5gN+euvv1RZsmRRJSQkKPqYz58/L96/Hjx4kOz1L/djNgXTTxa4ffs2RUREiCknNR6qr1GjBh0/flxc5q88FVG1alXNffj+3KLh5MmTmvvUr1+fsmTJorlPixYtxBDi06dPSep46JaHM/k4lXrM3CesZ8+eYki2TJkyyW5X0jHzsf73339UqlQpsX88FM2vae3h6rNnz4qpSO3Xvp+fnxjO137t8zSll5eX5j78eNxv5sqVKyQ1tWvXpi1btlBYWJgYpt+/fz/dvHmTmjdvrohjVk+xeHh4WPV4+D7aj6G+j/oxpHTMxu7DU8aZMmVS7DHHxcVR9+7daf78+ZQvX75kPyP3YzYFQY0FOKBh2i8E9WX1bfyVTwra+J+HX3Da9zH0GNrPIVU8J885Nh999JGmd4gSj3natGniGHj+3RAlHXNkZKTIL5k6dSoFBATQrl27qEOHDtSxY0c6ePCgZn85OFMHssZe+3I4XrW5c+eKPBrOqeFj42PnkwAHonI/Zg5Uv/rqK6pTpw6VLVvWqsdj7D58Qnz58iVJ6Zj1RUVF0Q8//EADBgzQXKfEYx42bJgI2tu1a2fw5+R8zClxqIaWkDb8Ka9Lly7iU+2CBQtIqfgT7Zw5c+jcuXM26eYuNfzGyPgNkN8MWcWKFenYsWMicbZBgwakRBzUnDhxQozWFClSRCQWcxItJxbrf0KVGz6Oy5cv05EjR8hRpHTMfDLmxFgOZCdNmkRKPeYtW7bQvn376Pz58+SIMFJjAfUwnv5qAb6svo2/8idfbZxRzln42vcx9BjazyHVgObu3bu0e/dunQ6vSjvmw4cPi+PhYXkefeGNj/ubb76hokWLKu6Y8+TJI46R3+y1+fv7a1Y/8f6+fv2anj17ZvK1L4fjZfxJc8yYMTRr1iyxQqp8+fJiJVTXrl1pxowZsj5mPo6tW7eK6TQehVKz1vEYuw+/J/AKIykds9rz58/FSByvGNq4cSNlzpxZc5vSjnnfvn0UEhIiRuTU71+MV7o1bNhQ1sdsDgQ1FihWrJj4Q+/du1cn+uccilq1aonL/JXfNPjTvvaLjD8Nc56C+j78qZADBTUOFHjZYa5cuUiqAQ0vXd+zZ49YDqpNacfMuTS8FDswMFCz8ad3zq/ZuXOn4o6ZpyR4iaj+slDOL+ERDFalShVxItB+7fP9OejRfu1funRJJ9hTB8D6AZO98d+EN86B0pYxY0bNyJXcjplHUPlExydtfi3y+5U2ax0P30f7MdT3UT+GlI5Z/R7NeVL8OudRDC6voE1pxzxq1Khk71/sl19+oeXLl8vymC1i70xlqXn+/LnIGueNfz28JI6/V6/04SXdOXPmFMs+L168qGrXrp3BJd2VKlVSnTx5UnXkyBGxhFB7qS+vQuClvj179hQra9auXSuWztlrebOpY379+rVYtl6oUCGxfJAz6dWb9uoOJR2zIfqrn+R2zCkdLy975pUxixcvVgUFBWmWb/JSde3lwLx0dN++fWI5cK1atcSmv0y0efPm4rXCSz89PT3ttqQ7pWNu0KCBWN3BS7p5+Sovk3V2dhar1uR4zJ9//rkoN3HgwAGd/9O4uDirHo96qS8v/+fVU/Pnz7fbUt+UjpnLKtSoUUNVrlw5saRb+z58rEo8ZkOMLemWyzFbAkGNHn6D4xeA/tarVy/Nsu7x48eLkxUv5W7SpInqxo0bOo/x+PFjcXLLkSOHWCLXp08f8QarjWvc1K1bVzwGL7vjYEmKx8z1Owzdxhv/nBKP2dygRk7HbM7xLl26VNTa4RM719/hWkzaOHD/4osvxDJ1frPr0KGDeDPVdufOHVEXg+vxcN2Lb775RrN0VmrHzPveu3dvUYOIj5mX2s+cOVP8j8vxmI39n3KwZu3j4d9txYoVxdLo4sWL6zyHlI7Z2GuAN35vU+Ixm1vSQE7HbAl06QYAAABFQE4NAAAAKAKCGgAAAFAEBDUAAACgCAhqAAAAQBEQ1AAAAIAiIKgBAAAARUBQAwAAAIqAoAYAAAAUAUENABjFXco3bdpEUsZN+r766qt0ea7x48fTgAEDbP483B2dG20CgGVQURjAwfTu3Zv++OMP8T138PXw8BBdqj/66CNxm3aTx4iICNF8M2vWrCRV3BmdGzVyB2Zb4t9FqVKlRCNAdaNPW+Fu2tyocO3atVSvXj2bPheAkmCkBsABBQQE0IMHD+jOnTu0fft2atSoEQ0dOpQ++OADevPmjeZ+3JXengENn9xTwkGZrQMatmTJEqpdu7bNAxrGHaW7d+9Ov/76q82fC0BJENQAOCAOVDhgKViwIFWuXJnGjBlDmzdvFgHOihUrDE4/cYAxaNAgyp8/Pzk7O4uT+5QpU3Tuu2DBAmrZsiW5uLhQ8eLF6Z9//tF53nv37lGXLl0oZ86cIhhp166dCKzUeKSoffv2NHnyZCpQoAD5+vqK63/77TcqWbKkeF4vLy/q3Lmz0emnp0+f0ieffCJGmLJlyyb2JygoSHM7Hx8//86dO8nf359y5MihCfJM4VET/Skhfu4hQ4bQt99+K46Hf6eTJk3SuQ//XhYtWiQCRt4ffs7jx49TcHCw+Pns2bOLYCkkJETn5/i5tmzZQi9fvjS5XwCQBEENAAiNGzemChUq0IYNGwzezqMGfJL966+/6MaNG/Tnn39S0aJFk+WcdOrUiS5cuEA9evSgbt260bVr18RtCQkJ1KJFCzGqcvjwYTp69KgmoNAekdm7d694/N27d9PWrVvpzJkzInD4/vvvxfU7duyg+vXrGz0ODoz4Z3hfOXjgGfZWrVqJ51eLi4ujGTNm0KpVq+jQoUMUGhpKw4cPNznFdfXqVapatWqy23gqjwOTkydP0vTp08V+8r5r++GHH0SgFRgYSH5+fmIU5rPPPqPRo0eLfeV95IBRGz8Xj5rx4wKAmezdJhwA0levXr1U7dq1M3hb165dVf7+/prL/BaxceNG8f3gwYNVjRs3ViUmJhr8Wb7vwIEDda6rUaOG6vPPPxffr1q1SuXr66vz8/Hx8SoXFxfVzp07Nfvm5eUlrldbv369ys3NTRUTE2PweRs0aKAaOnSo+P7mzZtiP44ePaq5PSoqSjzHX3/9JS4vX75c3Cc4OFhzn/nz54vnNeb8+fPiZ0JDQ5M9d926dXWuq1atmmrkyJE6v5dx48ZpLh8/flxct3TpUs11a9asUTk7Oyd73ly5cqlWrFhhdL8AQBdGagBAg8/BPF1ibASERxp4SohHTnbt2pXsPrVq1Up2WT1Sw6M3POXCIzU8QsMbT9m8evVKZ+qlXLlyIqdErVmzZmKqi6ezevbsKUaIeKTFEH4uTn6uUaOG5rrcuXOLfVbvB+NpIB8fH81lnlKLjIw0+ntRTwHx9Jc+TrLWZuixtO/D02fq49S+jn8PMTExOj/H03jGjhUAkkNQAwAafOLnVTeGcO7N7du3xVQKn+Q5N0Y7tyUlsbGxVKVKFREYaW83b94U0zFqPJWjjYOgc+fO0Zo1a0TAMGHCBDFN9uzZs1QfJ6+W0saBnKmFoHny5NHk65jzWImJiUbvow4aDV2n/3M87eXp6WnWMQEAghoAeG/fvn1iuTLnxBjj5uZGXbt2pd9//53WrVtH69evFydetRMnTujcny9zYqw6KOKE3bx581KJEiV0Nnd3d5P7xqMvTZs2FTkrFy9eFMnFvL/6+Ln081AeP34scnFKly5NqcWjOnzsnFeTXnj0ikdvKlWqlG7PCSB3CGoAHFB8fLyouxIWFiZGQX766SexEolX6HBCqyGzZs0SoyXXr18Xoyt///23WO3DK4nU+Lply5aJ2ydOnEinTp3SJMBy4jCPePDzcKIwj/ocOHBATGXdv3/f6L5ysjAnKfOozt27d2nlypViREO9Mkobr5Dix+/fvz8dOXJETHl9/PHHYpUXX59aXLuHgyp+zPTCvyOectOeJgMA0xDUADggXkHEUzm8eolXH+3fv18EDrysO2PGjAZ/hqeBeKSEV+VUq1ZNjJZs27ZNp1jfd999J5Y+cw4JBx8cBKlHSDiPhVcaFS5cmDp27ChGVfr27StGI3gUxBgOmnhFFq/O4p/harv8uGXKlDF4/+XLl4tpLg7QOKeHp5V4P/WniSzVr18/cWz6U0S2wsfIwRkAmA8VhQHAKjgvZOPGjaLOjBLxWyUnIA8bNkxUX7alK1euiCCOR7xSmpoDgCQYqQEAMDNoW7x4sU7FZVvhQoA80oWABsAyGKkBAKtQ+kgNAEhfJnvvAAAoAz4fAYC9YfoJAAAAFAFBDQAAACgCghoAAABQBAQ1AAAAoAgIagAAAEARENQAAACAIiCoAQAAAEVAUAMAAACKgKAGAAAASAn+D8IdHJJ1zoDBAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J141203.85+121609.9_sdL5_Xshooter_NIR_Primeval-IV.fits\n", + "\n", + " Reading FITS file: SDSS_J010448.46+153501.8_usdL1.5_Xshooter_NIR_Primeval-II.fits\n", + "Error reading SDSS_J010448.46+153501.8_usdL1.5_Xshooter_NIR_Primeval-II.fits: list index out of range\n", + "Header info: SIMPLE = T / Fits standard BITPIX = -32 / Bits per pixel NAXIS = 1 / Number of axes NAXIS1 = 24517 / Axis length EXTEND = T / File may contain extensions ORIGIN = 'NOAO-IRAF FITS Image Kernel July 2003' / FITS file originator IRAF-TLM= '2016-10-20T12:11:15' / Time of last modification OBJECT = 'sd0104 ' / Name of the object observed COMMENT FITS (Flexible Image Transport System) format is defined in 'AstronomyCOMMENT and Astrophysics', volume 376, page 359; bibcode: 2001A&A...376..359H DATE = '2016-10-20T12:11:15' / file creation date (YYYY-MM-DDThh:mm:ss UT) LAMNLIN = 1909 / No. of lines used in wavelength solution LAMRMS = 0.0105013378632639 / RMS of wavelength solution [CUNIT1] CRDER1 = 0.000240348638991945 / Wavelength uncertainty [CUNIT1] CSYER1 = 0.004 / Typical systematic wavelength error [CUNIT1] CUNIT1 = 'nm ' / Wavelength units SPATRMS = 0.0257069721252951 / RMS on spatial coordinate uncertainty [CUNIT2] CRDER2 = 0.000588366534185404 / Spatial coordinate uncertainty [CUNIT2] CSYER2 = 0.25 / Spatial coordinate systematic uncertainty [CUNICUNIT2 = 'arcsec ' / Spatial units CRPIX1 = -232.000000000209 CRVAL1 = 994.020000312465 CTYPE1 = 'LINEAR ' CD1_1 = 0.0599999986588955 TELESCOP= 'ESO-VLT-U2' / ESO INSTRUME= 'XSHOOTER' / Instrument used. RA = 16.202846 / [deg] 01:04:48.6 RA (J2000) pointing DEC = 15.58229 / [deg] 15:34:56.2 DEC (J2000) pointing EQUINOX = 2000. / Standard FK5 RADECSYS= 'FK5 ' / Coordinate system EXPTIME = 300. / Integration time MJD-OBS = 57641.15057279 / Obs start 2016-09-10T03:36:49.489 DATE-OBS= '2016-09-10T03:36:49.4895' / Observing date UTC = 13007. / [s] 03:36:47.000 UTC LST = 80015.233 / [s] 22:13:35.233 LST PI-COI = 'UNKNOWN ' / PI-COI name. OBSERVER= 'UNKNOWN ' / Name of observer. BUNIT = 'erg / (angstrom s cm2)' HDUCLASS= 'ESO ' / hdu classification HDUDOC = 'DICD ' / hdu reference document HDUVERS = 'DICD V6.0' / hdu reference document version HDUCLAS1= 'IMAGE ' / hdu format classification HDUCLAS2= 'DATA ' / hdu type classification ERRDATA = 'ORD11_ERRS' / name of errs extension QUALDATA= 'ORD11_QUAL' / name of qual extension ARCFILE = 'XSHOO.2016-09-10T03:36:49.489.fits' / Archive File Name DATAMD5 = 'bb4a6a0bd0f56dc78394d5f82f5c0df1' / MD5 checksum PIPEFILE= 'SCI_SLIT_FLUX_MERGE2D_NIR.fits' / Filename of data product HIERARCH ESO OBS AIRM = 1.9 / Req. max. airmass HIERARCH ESO OBS AMBI FWHM = 1.3 / Req. max. seeing HIERARCH ESO OBS AMBI TRANS = '3THN ' / Req. sky transparency HIERARCH ESO OBS ATM = 'NATM ' / Req. Atmospheric Turbulence Model HIERARCH ESO OBS CONTAINER ID = -999 / Scheduling container ID HIERARCH ESO OBS CONTAINER TYPE = 'U ' / Scheduling container type HIERARCH ESO OBS CONTRAST = 0. / Req. contrast HIERARCH ESO OBS DID = 'ESO-VLT-DIC.OBS-2.0' / OBS Dictionary HIERARCH ESO OBS EXECTIME = 4403 / Expected execution time HIERARCH ESO OBS GRP = '0 ' / linked blocks HIERARCH ESO OBS ID = 1407488 / Observation block ID HIERARCH ESO OBS MOON DIST = 30 / Req. min. angular dist. from moon HIERARCH ESO OBS MOON FLI = 1. / Req. max. fractional lunar illum. HIERARCH ESO OBS NAME = 'SD0104 ' / OB name HIERARCH ESO OBS NTPL = 2 / Number of templates within OB HIERARCH ESO OBS OBSERVER = 'UNKNOWN ' / Observer Name HIERARCH ESO OBS PI-COI ID = 72262 / ESO internal PI-COI ID HIERARCH ESO OBS PI-COI NAME = 'UNKNOWN ' / PI-COI name HIERARCH ESO OBS PROG ID = '098.D-0222(A)' / ESO program identification HIERARCH ESO OBS START = '2016-09-10T03:30:08' / OB start time HIERARCH ESO OBS STREHLRATIO = 0. / Req. strehl ratio HIERARCH ESO OBS TARG NAME = 'sd0104 ' / OB target name HIERARCH ESO OBS TPLNO = 2 / Template number within OB HIERARCH ESO OBS TWILIGHT = 0 / Req. twilight HIERARCH ESO OBS WATERVAPOUR = 0. / Req. water vapour HIERARCH ESO TPL DID = 'ESO-VLT-DIC.TPL-1.9' / Data dictionary for TPL HIERARCH ESO TPL EXPNO = 3 / Exposure number within template HIERARCH ESO TPL ID = 'XSHOOTER_slt_obs_AutoNodOnSlit' / Template signa HIERARCH ESO TPL NAME = 'XSHOOTER observations with AutoNodOnSlit offset' HIERARCH ESO TPL NEXP = 36 / Number of exposures within templat HIERARCH ESO TPL PRESEQ = 'XSHOOTER_obs_AutoNodOnSlit.seq' / Sequencer scri HIERARCH ESO TPL START = '2016-09-10T03:36:19' / TPL start time HIERARCH ESO TPL VERSION = '$Revision: 213208 $' / Version of the template HIERARCH ESO TEL AIRM END = 1.488 / Airmass at end HIERARCH ESO TEL AIRM START = 1.891 / Airmass at start HIERARCH ESO TEL ALT = 31.838 / Alt angle at start HIERARCH ESO TEL AMBI FWHM END = 0.4 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI FWHM START = 0.46 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI PRES END = 746. / Observatory ambient air pressure q HIERARCH ESO TEL AMBI PRES START = 746. / Observatory ambient air pressure q HIERARCH ESO TEL AMBI RHUM = 3.5 / Observatory ambient relative humid HIERARCH ESO TEL AMBI TAU0 = 0.0087 / Average coherence time HIERARCH ESO TEL AMBI TEMP = 15.96 / Observatory ambient temperature qu HIERARCH ESO TEL AMBI WINDDIR = 10.5 / Observatory ambient wind direction HIERARCH ESO TEL AMBI WINDSP = 5.85 / Observatory ambient wind speed que HIERARCH ESO TEL AZ = 230.644 / Az angle at start S=0,W=90 HIERARCH ESO TEL CHOP ST = F / True when chopping is active HIERARCH ESO TEL DATE = '2000-01-01T00:00:00' / TCS installation date HIERARCH ESO TEL DID = 'ESO-VLT-DIC.TCS' / Data dictionary for TEL HIERARCH ESO TEL DOME STATUS = 'FULLY-OPEN' / Dome status HIERARCH ESO TEL FOCU ID = 'CA ' / Telescope focus station ID HIERARCH ESO TEL FOCU LEN = 108.557 / Focal length HIERARCH ESO TEL FOCU SCALE = 1.894 / Focal scale HIERARCH ESO TEL FOCU VALUE = 0.291 / M2 setting HIERARCH ESO TEL GEOELEV = 2648. / Elevation above sea level (m) HIERARCH ESO TEL GEOLAT = -24.6272 / Tel geo latitute (+=North) HIERARCH ESO TEL GEOLON = -70.4048 / Tel geo longitude (+=East) HIERARCH ESO TEL IA FWHM = 0.87 / Delivered seeing corrected by airm HIERARCH ESO TEL IA FWHMLIN = 1.29 / Delivered seeing on IA detector (l HIERARCH ESO TEL IA FWHMLINOBS = 1.87 / Delivered seeing on IA detector (l HIERARCH ESO TEL ID = 'v 281158' / TCS version number HIERARCH ESO TEL MOON DEC = -17.92503 / -17:55:30.1 DEC (J2000) HIERARCH ESO TEL MOON RA = 264.165386 / 17:36:39.6 RA (J2000) HIERARCH ESO TEL OPER = 'I, Condor' / Telescope Operator HIERARCH ESO TEL PARANG END = -146.89 / Parallactic angle at end HIERARCH ESO TEL PARANG START = -133.115 / Parallactic angle at start HIERARCH ESO TEL TARG ALPHA = 10448.46 / Alpha coordinate for the target HIERARCH ESO TEL TARG COORDTYPE = 'M ' / Coordinate type (M=mean A=apparenHIERARCH ESO TEL TARG DELTA = 153501.8 / Delta coordinate for the target HIERARCH ESO TEL TARG EPOCH = 1999.8 / Epoch HIERARCH ESO TEL TARG EPOCHSYSTEM = 'J ' / Epoch system (default J=Julian)HIERARCH ESO TEL TARG EQUINOX = 2000. / Equinox HIERARCH ESO TEL TARG PARALLAX = 0. / Parallax HIERARCH ESO TEL TARG PMA = 0.092 / Proper Motion Alpha HIERARCH ESO TEL TARG PMD = -0.207 / Proper motion Delta HIERARCH ESO TEL TARG RADVEL = 0. / Radial velocity HIERARCH ESO TEL TH M1 TEMP = 14.27 / M1 superficial temperature HIERARCH ESO TEL TRAK STATUS = 'NORMAL ' / Tracking status HIERARCH ESO INS ADC1 DEC = 154018.36074 / Telescope desclination [deg]. HIERARCH ESO INS ADC1 END = 158.087 / Position angle at end [deg]. HIERARCH ESO INS ADC1 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC1 RA = 10542.713713 / Telescope right ascension [deg]. HIERARCH ESO INS ADC1 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC2 DEC = 154018.36074 / Telescope desclination [deg]. HIERARCH ESO INS ADC2 END = 238.375 / Position angle at end [deg]. HIERARCH ESO INS ADC2 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC2 RA = 10542.713713 / Telescope right ascension [deg]. HIERARCH ESO INS ADC2 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC3 DEC = 154018.36074 / Telescope desclination [deg]. HIERARCH ESO INS ADC3 END = 156.646 / Position angle at end [deg]. HIERARCH ESO INS ADC3 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC3 RA = 10542.713713 / Telescope right ascension [deg]. HIERARCH ESO INS ADC3 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC4 DEC = 154018.36074 / Telescope desclination [deg]. HIERARCH ESO INS ADC4 END = 228.368 / Position angle at end [deg]. HIERARCH ESO INS ADC4 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC4 RA = 10542.713713 / Telescope right ascension [deg]. HIERARCH ESO INS ADC4 SWSIM = T / If T, function is software simulat HIERARCH ESO INS DATE = '2005-04-01' / Instrument release date (yyyy-mm-d HIERARCH ESO INS DID = 'ESO-VLT-DIC.XSHOOTER_ICS-271852' / Data dictiona HIERARCH ESO INS FOCU1 ENC = 27072 / Absolute position [Enc]. HIERARCH ESO INS FOCU1 POS = 15.5 / Position [C]. HIERARCH ESO INS FOCU2 ENC = 11750 / Absolute position [Enc]. HIERARCH ESO INS FOCU2 POS = 0. / Position [C]. HIERARCH ESO INS ID = 'XSHOOTER/176642' / Instrument ID. HIERARCH ESO INS MIRR1 ID = 'Tel ' / Mirror unique ID. HIERARCH ESO INS MIRR1 NAME = 'Tel ' / Mirror name. HIERARCH ESO INS MIRR1 NO = 1 / Mirror slide position. HIERARCH ESO INS MODE = 'SLITSPEC' / Instrument mode used. HIERARCH ESO INS OPTI2 ID = 'SLOT ' / OPTIi unique ID. HIERARCH ESO INS OPTI2 NAME = 'SLOT ' / OPTIi name. HIERARCH ESO INS OPTI2 NO = 3 / OPTIi slot number. HIERARCH ESO INS OPTI2 TYPE = 'MIRROR ' / OPTIi element. HIERARCH ESO INS OPTI3 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI3 NAME = '1.3x11 ' / OPTIi name. HIERARCH ESO INS OPTI3 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI3 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI4 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI4 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI4 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI4 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI5 ID = 'PS5 ' / OPTIi unique ID. HIERARCH ESO INS OPTI5 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI5 NO = 5 / OPTIi slot number. HIERARCH ESO INS OPTI5 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS PATH = 'SLITSPEC' / Optical path used. HIERARCH ESO INS SENS21 ID = 'CA1F1 ' / sensor ID. HIERARCH ESO INS SENS21 NAME = 'Cab.1 Flow rate' / sensor common name. HIERARCH ESO INS SENS21 VAL = 101. / Cab. 1 Flow rate [l/h] HIERARCH ESO INS SENS60 ID = 'NPM ' / sensor ID. HIERARCH ESO INS SENS60 NAME = 'NIR cryo. P' / sensor common name. HIERARCH ESO INS SENS60 VAL = 5.0E-08 / NIR Pressure [mbar] HIERARCH ESO INS SENS81 ID = 'RANGE ' / sensor ID. HIERARCH ESO INS SENS81 NAME = 'Heater Range' / sensor common name. HIERARCH ESO INS SENS81 VAL = 4. / Lake 340 Heater Range HIERARCH ESO INS SENS82 ID = 'HEATR ' / sensor ID. HIERARCH ESO INS SENS82 NAME = 'Heater output' / sensor common name. HIERARCH ESO INS SENS82 VAL = 52.4 / Lake 340 Heater output HIERARCH ESO INS SHUT1 ID = 'INSH ' / Shutter ID. HIERARCH ESO INS SHUT1 NAME = 'Instrument shutter' / Shutter name. HIERARCH ESO INS SHUT1 ST = T / Shutter open. HIERARCH ESO INS SWSIM = 'NORMAL ' / Software simulation. HIERARCH ESO INS TEMP1 ID = 'TMUC ' / Temperature sensor ID. HIERARCH ESO INS TEMP1 NAME = 'UVB Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP1 VAL = 15.58 / UVB Camera temp. [C] HIERARCH ESO INS TEMP10 ID = 'TMA ' / Temperature sensor ID. HIERARCH ESO INS TEMP10 NAME = 'Ambient temp.' / Temperature sensor name. HIERARCH ESO INS TEMP10 VAL = 15.97 / Ambient temp. [C] HIERARCH ESO INS TEMP11 ID = 'TMADC ' / Temperature sensor ID. HIERARCH ESO INS TEMP11 NAME = 'BB UVB ADC temp.' / Temperature sensor name. HIERARCH ESO INS TEMP11 VAL = 17.34 / BB UVB ADC temp. [C] HIERARCH ESO INS TEMP2 ID = 'TMUP ' / Temperature sensor ID. HIERARCH ESO INS TEMP2 NAME = 'UVB Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP2 VAL = 15.11 / UVB Prism temp. [C] HIERARCH ESO INS TEMP21 ID = 'CA1OT ' / Temperature sensor ID. HIERARCH ESO INS TEMP21 NAME = 'Cab.1 outlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP21 VAL = 12.07 / Cab. 1 outlet temp. [C] HIERARCH ESO INS TEMP22 ID = 'CA1IT ' / Temperature sensor ID. HIERARCH ESO INS TEMP22 NAME = 'Cab.1 inlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP22 VAL = 9.75 / Cab. 1 inlet temp. [C] HIERARCH ESO INS TEMP23 ID = 'CA1CT ' / Temperature sensor ID. HIERARCH ESO INS TEMP23 NAME = 'Cab.1 temp.' / Temperature sensor name. HIERARCH ESO INS TEMP23 VAL = 18.96 / Cab. 1 temp. [C] HIERARCH ESO INS TEMP24 ID = 'CA1AT ' / Temperature sensor ID. HIERARCH ESO INS TEMP24 NAME = 'Cab.1 Amb. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP24 VAL = 16.48 / Cab. 1 Amb. temp. [C] HIERARCH ESO INS TEMP3 ID = 'TMUB ' / Temperature sensor ID. HIERARCH ESO INS TEMP3 NAME = 'UVB bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP3 VAL = 15.45 / UVB bench temp. [C] HIERARCH ESO INS TEMP4 ID = 'TMVC ' / Temperature sensor ID. HIERARCH ESO INS TEMP4 NAME = 'VIS Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP4 VAL = 14.3 / VIS Camera temp. [C] HIERARCH ESO INS TEMP5 ID = 'TMVP ' / Temperature sensor ID. HIERARCH ESO INS TEMP5 NAME = 'VIS Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP5 VAL = 14.81 / VIS Prism temp. [C] HIERARCH ESO INS TEMP6 ID = 'TMVB ' / Temperature sensor ID. HIERARCH ESO INS TEMP6 NAME = 'VIS bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP6 VAL = 15.2 / VIS bench temp. [C] HIERARCH ESO INS TEMP7 ID = 'TMUCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP7 NAME = 'UVB cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP7 VAL = 11.26 / UVB cryo. temp. [C] HIERARCH ESO INS TEMP8 ID = 'TMVCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP8 NAME = 'VIS cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP8 VAL = 12.63 / VIS cryo. temp. [C] HIERARCH ESO INS TEMP80 ID = 'OBCT ' / Temperature sensor ID. HIERARCH ESO INS TEMP80 NAME = 'OB Cover Tel.' / Temperature sensor name. HIERARCH ESO INS TEMP80 VAL = 103.89 / OB Cover Telescope [K] HIERARCH ESO INS TEMP81 ID = 'OBCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP81 NAME = 'OB Cover Tank' / Temperature sensor name. HIERARCH ESO INS TEMP81 VAL = 104.05 / OB Cover Tank [K] HIERARCH ESO INS TEMP82 ID = 'OBPR ' / Temperature sensor ID. HIERARCH ESO INS TEMP82 NAME = 'OB Prism1' / Temperature sensor name. HIERARCH ESO INS TEMP82 VAL = 103.32 / OB Prism1 [K] HIERARCH ESO INS TEMP83 ID = 'OBCL ' / Temperature sensor ID. HIERARCH ESO INS TEMP83 NAME = 'OB Corrector Lens' / Temperature sensor name. HIERARCH ESO INS TEMP83 VAL = 104.15 / OB Corrector Lens [K] HIERARCH ESO INS TEMP84 ID = 'CP ' / Temperature sensor ID. HIERARCH ESO INS TEMP84 NAME = 'Cryo. Cold Plate' / Temperature sensor name. HIERARCH ESO INS TEMP84 VAL = 75.258 / Cryostat Cold Plate [K] HIERARCH ESO INS TEMP85 ID = 'RS ' / Temperature sensor ID. HIERARCH ESO INS TEMP85 NAME = 'Cryo. rad. shield' / Temperature sensor name. HIERARCH ESO INS TEMP85 VAL = 94.579 / Cryostat rad. shield [K] HIERARCH ESO INS TEMP86 ID = 'DCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP86 NAME = 'CCD Copper bar' / Temperature sensor name. HIERARCH ESO INS TEMP86 VAL = 76.654 / CCD Copper bar [K] HIERARCH ESO INS TEMP9 ID = 'TMNCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP9 NAME = 'NIR cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP9 VAL = 18.24 / NIR cryo. temp. [C] HIERARCH ESO INS TEMP90 ID = 'NHT ' / Temperature sensor ID. HIERARCH ESO INS TEMP90 NAME = 'NIR Head temp.' / Temperature sensor name. HIERARCH ESO INS TEMP90 VAL = 79.002 / NIR Head temp. [K] HIERARCH ESO INS TILT1 AFCX = 0.383 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT1 AFCY = -0.118 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT1 CONVX = 0.208 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT1 CONVY = 0.269 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT1 ENGX = 5.296 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT1 ENGY = 2.551 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT1 ID = 'afcs1 ' / AFCS ID. HIERARCH ESO INS TILT1 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT1 NAME = 'Flexure comp. UVB' / AFCS description. HIERARCH ESO INS TILT1 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT1 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT1 POSXEND = -0.153 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSXSTART = 0.342 / Piezo position at start in X [volt HIERARCH ESO INS TILT1 POSYEND = -1.724 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSYSTART = -2.53 / Piezo position at start in Y [volt HIERARCH ESO INS TILT1 REFRACXEND = -1.473 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT1 REFRACXST = -1.01 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT1 REFRACYEND = -1.716 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT1 REFRACYST = -1.787 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT2 AFCX = -0.744 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT2 AFCY = 0.291 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT2 CONVX = 0.291 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT2 CONVY = 0.384 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT2 ENGX = 4.327 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT2 ENGY = 7.335 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT2 ID = 'afcs2 ' / AFCS ID. HIERARCH ESO INS TILT2 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT2 NAME = 'Flexure comp. VIS' / AFCS description. HIERARCH ESO INS TILT2 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT2 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT2 POSXEND = -0.307 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSXSTART = -0.711 / Piezo position at start in X [volt HIERARCH ESO INS TILT2 POSYEND = 1.699 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSYSTART = 2.406 / Piezo position at start in Y [volt HIERARCH ESO INS TILT2 REFRACXEND = 1.514 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT2 REFRACXST = 1.044 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT2 REFRACYEND = 1.76 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT2 REFRACYST = 1.828 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT3 AFCX = 0.923 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT3 AFCY = 0.569 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT3 CONVX = 0.58 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT3 CONVY = 0.56 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT3 ENGX = 8.484 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT3 ENGY = 5.505 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT3 ID = 'afcs3 ' / AFCS ID. HIERARCH ESO INS TILT3 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT3 NAME = 'Flexure comp. NIR' / AFCS description. HIERARCH ESO INS TILT3 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT3 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT3 POSXEND = 2.688 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSXSTART = 3.574 / Piezo position at start in X [volt HIERARCH ESO INS TILT3 POSYEND = 0.095 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSYSTART = 0.533 / Piezo position at start in Y [volt HIERARCH ESO INS TILT3 REFRACXEND = 1.633 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT3 REFRACXST = 1.162 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT3 REFRACYEND = 1.879 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT3 REFRACYST = 1.944 / Atm. refr. corr. start in Y [volt] HIERARCH ESO DET CHIP GAIN = 1. / Gain in e-/ADU HIERARCH ESO DET CHIP ID = 'ESO-Hawaii2RG' / Detector ID HIERARCH ESO DET CHIP NAME = 'Hawaii2RG' / Detector name HIERARCH ESO DET CHIP NX = 2048 / Pixels in X HIERARCH ESO DET CHIP NY = 1100 / Pixels in Y HIERARCH ESO DET CHIP PXSPACE = 1.8E-05 / Pixel-Pixel Spacing HIERARCH ESO DET CHIP RON = 0. / Read-out noise in e HIERARCH ESO DET CHIP TYPE = 'IR ' / The Type of Det Chip HIERARCH ESO DET CHOP FREQ = 0 / Chopping Frequency HIERARCH ESO DET CON OPMODE = 'NORMAL ' / Operational Mode HIERARCH ESO DET DID = 'ESO-VLT-DIC.IRACE-1.48' / Dictionary Name and Re HIERARCH ESO DET DIT = 300. / Integration Time HIERARCH ESO DET DITDELAY = 0. / Pause Between DITs HIERARCH ESO DET EXP NAME = 'XSHOOTER_SLT_OBJ_NIR_254_0003' / Exposure Name HIERARCH ESO DET EXP NO = 9746 / Exposure number HIERARCH ESO DET EXP UTC = '2016-09-10T03:41:54.0186' / File Creation Time HIERARCH ESO DET FILE CUBE ST = F / Data Cube On/Off HIERARCH ESO DET FRAM NO = 1 / Frame number HIERARCH ESO DET FRAM TYPE = 'INT ' / Frame type HIERARCH ESO DET FRAM UTC = '2016-09-10T03:41:52.4375' / Time Recv Frame HIERARCH ESO DET IRACE ADC1 DELAY = 7 / ADC Delay Adjustment HIERARCH ESO DET IRACE ADC1 ENABLE = 1 / Enable ADC Board (0/1) HIERARCH ESO DET IRACE ADC1 FILTER1 = 0 / ADC Filter1 Adjustment HIERARCH ESO DET IRACE ADC1 FILTER2 = 0 / ADC Filter2 Adjustment HIERARCH ESO DET IRACE ADC1 HEADER = 1 / Header of ADC Board HIERARCH ESO DET IRACE ADC1 NAME = 'ADC-RG ' / Name for ADC Board HIERARCH ESO DET IRACE ADC2 DELAY = 7 / ADC Delay Adjustment HIERARCH ESO DET IRACE ADC2 ENABLE = 1 / Enable ADC Board (0/1) HIERARCH ESO DET IRACE ADC2 FILTER1 = 0 / ADC Filter1 Adjustment HIERARCH ESO DET IRACE ADC2 FILTER2 = 0 / ADC Filter2 Adjustment HIERARCH ESO DET IRACE ADC2 HEADER = 1 / Header of ADC Board HIERARCH ESO DET IRACE ADC2 NAME = 'ADC-RG ' / Name for ADC Board HIERARCH ESO DET IRACE SEQCONT = F / Sequencer Continuous Mode HIERARCH ESO DET MINDIT = 299.9412 / Minimum DIT HIERARCH ESO DET MODE NAME = ' ' / DCS Detector Mode HIERARCH ESO DET NCORRS = 4 / Read-Out Mode HIERARCH ESO DET NCORRS NAME = 'NonDest ' / Read-Out Mode Name HIERARCH ESO DET NDIT = 1 / # of Sub-Integrations HIERARCH ESO DET NDITSKIP = 0 / DITs skipped at 1st.INT HIERARCH ESO DET NDSAMPLES = 452 / # of Non-Dest. Samples HIERARCH ESO DET NDSKIP = 1 / Samples skipped per DIT HIERARCH ESO DET RSPEED = 6 / Read-Speed Factor HIERARCH ESO DET RSPEEDADD = 0 / Read-Speed Add HIERARCH ESO DET SATLEVEL = 42000 / Saturation Level HIERARCH ESO DET VOLT1 CLKHI1 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI10 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI11 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI12 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI13 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI14 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI15 = 0. / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI16 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI2 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI3 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI4 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI5 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI6 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI7 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI8 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI9 = 0. / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHINM1 = 'clk1Hi FSYNCB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM10 = 'clk10Hi MODECTRL1' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM11 = 'clk11Hi MODECTRL2' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM12 = 'clock12Hi HORIWMEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM13 = 'clock13Hi VERTWMEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM14 = 'clock14Hi CSB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM15 = 'clock15Hi DATACLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM16 = 'clock16Hi DATAIN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM2 = 'clk2Hi VCLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM3 = 'clk3Hi LSYNCB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM4 = 'clk4Hi HCLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM5 = 'clk5Hi READEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM6 = 'clk6Hi RESETEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM7 = 'clk7Hi MAINRESETB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM8 = 'clk8Hi BUFDISABLE' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM9 = 'clk9Hi FASTENPAD' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHIT1 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT10 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT11 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT12 = 3.3447 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT13 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT14 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT15 = 0.0439 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT16 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT2 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT3 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT4 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT5 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT6 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT7 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT8 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT9 = 0.0439 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKLO1 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO10 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO11 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO12 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO13 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO14 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO15 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO16 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO2 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO3 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO4 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO5 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO6 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO7 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO8 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO9 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLONM1 = 'clk1Lo FSYNCB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM10 = 'clk10Lo MODECTRL1' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM11 = 'clk11Lo MODECTRL2' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM12 = 'clock12Lo HORIWMEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM13 = 'clock13Lo VERTWMEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM14 = 'clock14Lo CSB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM15 = 'clock15Lo DATACLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM16 = 'clock16Lo DATAIN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM2 = 'clk2Lo VCLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM3 = 'clk3Lo LSYNCB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM4 = 'clk4Lo HCLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM5 = 'clk5Lo READEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM6 = 'clk6Lo RESETEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM7 = 'clk7Lo MAINRESETB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM8 = 'clk8Lo BUFDISABLE' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM9 = 'clk9Lo FASTENPAD' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLOT1 = 0.0439 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT10 = 3.3398 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT11 = 3.335 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT12 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT13 = 0.0537 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT14 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT15 = 0.0342 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT16 = 3.3398 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT2 = 0.0537 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT3 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT4 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT5 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT6 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT7 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT8 = 3.335 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT9 = 0.0439 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 DC1 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC10 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC11 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC12 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC13 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC14 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC15 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC2 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC3 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC4 = 1.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC5 = 0.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC6 = 2.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC7 = 3.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC8 = 3. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC9 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DCNM1 = 'DC1 VDD ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM10 = 'DC10 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM11 = 'DC11 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM12 = 'DC12 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM13 = 'DC13 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM14 = 'DC14 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM15 = 'DC15 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM2 = 'DC2 VDDA' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM3 = 'DC3 VBIASPOWER' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM4 = 'DC4 DSUB' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM5 = 'DC5 VRESET' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM6 = 'DC6 BIASGATE' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM7 = 'DC7 EXTREF' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM8 = 'DC8 VLOAD' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM9 = 'DC9 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCTA1 = 3.3105 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA10 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA11 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA12 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA13 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA14 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA15 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA2 = 3.3154 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA3 = 3.3154 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA4 = 1.5088 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA5 = 0.5029 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA6 = 2.3145 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA7 = 3.5107 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA8 = 3.0127 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA9 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTB1 = 3.3057 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB10 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB11 = 0.0098 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB12 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB13 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB14 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB15 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB2 = 3.3057 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB3 = 3.3008 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB4 = 1.5039 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB5 = 0.5029 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB6 = 2.2656 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB7 = 3.4912 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB8 = 3.0078 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB9 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET WIN NX = 2048 / # of Pixels in X HIERARCH ESO DET WIN NY = 1100 / # of Pixels in Y HIERARCH ESO DET WIN STARTX = 1 / Lower left X ref HIERARCH ESO DET WIN STARTY = 1 / Lower left Y ref HIERARCH ESO DET WIN TYPE = 0 / Win-Type: 0=SW/1=HW HIERARCH ESO PRO CATG = 'SCI_SLIT_FLUX_MERGE2D_NIR' / Category of pipeline produHIERARCH ESO PRO B RELOFF RA = 3.699135 HIERARCH ESO PRO B RELOFF DEC = 3.363986 HIERARCH ESO PRO B CUMOFF RA = 1.849568 HIERARCH ESO PRO B CUMOFF DEC = 1.681993 HIERARCH ESO PRO RECT BIN LAMBDA = 0.06 HIERARCH ESO PRO RECT BIN SPACE = 0.21 HIERARCH ESO PRO RECT LAMBDA MIN = 994.02 HIERARCH ESO PRO RECT LAMBDA MAX = 2478.96 HIERARCH ESO PRO RECT SPACE MIN = -10.3400001525879 HIERARCH ESO PRO RECT SPACE MAX = 5.40999984741211 HIERARCH ESO PRO EXTRACT SLIT MIN = -10.3400001525879 HIERARCH ESO PRO EXTRACT SLIT MAX = 5.40999984741211 HIERARCH ESO PRO ANCESTOR = 'XSHOO.2016-09-10T03:36:49.489.fits' HIERARCH ESO PRO DID = 'PRO-1.15' / Data dictionary for PRO HIERARCH ESO PRO TYPE = 'REDUCED ' / Product type HIERARCH ESO PRO TECH = 'ECHELLE,SLIT,NODDING' / Observation technique HIERARCH ESO PRO SCIENCE = T / Scientific product if T HIERARCH ESO PRO REC1 ID = 'xsh_scired_slit_nod' / Pipeline recipe (unique) idenHIERARCH ESO PRO REC1 DRS ID = 'cpl-7.0 ' / Data Reduction System identifier HIERARCH ESO PRO REC1 PIPE ID = 'xshoo/2.7.1' / Pipeline (unique) identifier HIERARCH ESO PRO REC1 RAW1 NAME = 'XSHOO.2016-09-10T03:36:49.489.fits' / File naHIERARCH ESO PRO REC1 RAW1 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW2 NAME = 'XSHOO.2016-09-10T03:42:25.575.fits' / File naHIERARCH ESO PRO REC1 RAW2 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW3 NAME = 'XSHOO.2016-09-10T03:47:54.346.fits' / File naHIERARCH ESO PRO REC1 RAW3 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW4 NAME = 'XSHOO.2016-09-10T03:53:30.432.fits' / File naHIERARCH ESO PRO REC1 RAW4 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW5 NAME = 'XSHOO.2016-09-10T03:59:00.535.fits' / File naHIERARCH ESO PRO REC1 RAW5 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW6 NAME = 'XSHOO.2016-09-10T04:04:35.296.fits' / File naHIERARCH ESO PRO REC1 RAW6 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW7 NAME = 'XSHOO.2016-09-10T04:10:04.730.fits' / File naHIERARCH ESO PRO REC1 RAW7 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW8 NAME = 'XSHOO.2016-09-10T04:15:38.157.fits' / File naHIERARCH ESO PRO REC1 RAW8 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW9 NAME = 'XSHOO.2016-09-10T04:21:08.260.fits' / File naHIERARCH ESO PRO REC1 RAW9 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW10 NAME = 'XSHOO.2016-09-10T04:26:43.018.fits' / File nHIERARCH ESO PRO REC1 RAW10 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO REC1 RAW11 NAME = 'XSHOO.2016-09-10T04:32:13.117.fits' / File nHIERARCH ESO PRO REC1 RAW11 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO REC1 RAW12 NAME = 'XSHOO.2016-09-10T04:37:49.868.fits' / File nHIERARCH ESO PRO REC1 RAW12 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO DATANCOM = 12 / Number of combined frames HIERARCH ESO PRO REC1 CAL1 NAME = 'M.XSHOOTER.2013-06-19T11:05:31.825.fits' / FiHIERARCH ESO PRO REC1 CAL1 CATG = 'ATMOS_EXT_NIR' / Category of calibration framHIERARCH ESO PRO REC1 CAL1 DATAMD5 = '2f1001ad11033e4191a19af603be7f0b' / MD5 siHIERARCH ESO PRO REC1 CAL2 NAME = 'M.XSHOOTER.2013-05-07T11:57:31.621.fits' / FiHIERARCH ESO PRO REC1 CAL2 CATG = 'BP_MAP_RP_NIR' / Category of calibration framHIERARCH ESO PRO REC1 CAL2 DATAMD5 = '6f99f13903272739f959c96eda6d7e1b' / MD5 siHIERARCH ESO PRO REC1 CAL3 NAME = 'DISP_TAB_AFC_NIR.fits' / File name of calibraHIERARCH ESO PRO REC1 CAL3 CATG = 'DISP_TAB_AFC_NIR' / Category of calibration fHIERARCH ESO PRO REC1 CAL3 DATAMD5 = '394deb7dccd4350b85e6c5f4965918ff' / MD5 siHIERARCH ESO PRO REC1 CAL4 NAME = 'DISP_TAB_NIR.fits' / File name of calibrationHIERARCH ESO PRO REC1 CAL4 CATG = 'DISP_TAB_NIR' / Category of calibration frameHIERARCH ESO PRO REC1 CAL4 DATAMD5 = '2bcd77b2f28ecf1efab176465067fd2e' / MD5 siHIERARCH ESO PRO REC1 CAL5 NAME = 'MASTER_FLAT_SLIT_NIR.fits' / File name of calHIERARCH ESO PRO REC1 CAL5 CATG = 'MASTER_FLAT_SLIT_NIR' / Category of calibratiHIERARCH ESO PRO REC1 CAL5 DATAMD5 = '0bb8f88a9021b74e26ba617d2e85d134' / MD5 siHIERARCH ESO PRO REC1 CAL6 NAME = 'M.XSHOOTER.2014-04-15T14:17:42.199.fits' / FiHIERARCH ESO PRO REC1 CAL6 CATG = 'MRESPONSE_MERGE1D_SLIT_NIR' / Category of calHIERARCH ESO PRO REC1 CAL7 NAME = 'ORDER_TAB_AFC_SLIT_NIR.fits' / File name of cHIERARCH ESO PRO REC1 CAL7 CATG = 'ORDER_TAB_AFC_SLIT_NIR' / Category of calibraHIERARCH ESO PRO REC1 CAL7 DATAMD5 = '4b3c32c2b7eb0f3973b6f145e937bb8d' / MD5 siHIERARCH ESO PRO REC1 CAL8 NAME = 'ORDER_TAB_EDGES_SLIT_NIR.fits' / File name ofHIERARCH ESO PRO REC1 CAL8 CATG = 'ORDER_TAB_EDGES_SLIT_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL8 DATAMD5 = '4c8e927280e33fa3c48a167742d77482' / MD5 siHIERARCH ESO PRO REC1 CAL9 NAME = 'RESPONSE_MERGE1D_SLIT_NIR.fits' / File name oHIERARCH ESO PRO REC1 CAL9 CATG = 'RESPONSE_MERGE1D_SLIT_NIR' / Category of caliHIERARCH ESO PRO REC1 CAL9 DATAMD5 = '78cbfb6af56fe1e3b762cbe18c355276' / MD5 siHIERARCH ESO PRO REC1 CAL10 NAME = 'M.XSHOOTER.2012-03-30T11:16:37.593.fits' / FHIERARCH ESO PRO REC1 CAL10 CATG = 'SPECTRAL_FORMAT_TAB_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL11 NAME = 'XSH_MOD_CFG_OPT_2D_NIR.fits' / File name of HIERARCH ESO PRO REC1 CAL11 CATG = 'XSH_MOD_CFG_OPT_2D_NIR' / Category of calibrHIERARCH ESO PRO REC1 CAL11 DATAMD5 = '682d9e85ef87eb42730ebba0f3d35391' / MD5 sHIERARCH ESO PRO REC1 CAL12 NAME = 'XSH_MOD_CFG_OPT_AFC_NIR.fits' / File name ofHIERARCH ESO PRO REC1 CAL12 CATG = 'XSH_MOD_CFG_OPT_AFC_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL12 DATAMD5 = '7438a627fc730b45144e5535c19be8f7' / MD5 sHIERARCH ESO PRO REC1 PARAM1 NAME = 'keep-temp' / If 'no', temporary files are dHIERARCH ESO PRO REC1 PARAM1 VALUE = 'no ' / Default: 'no' HIERARCH ESO PRO REC1 PARAM2 NAME = 'debug-level' / Additional xshooter debug leHIERARCH ESO PRO REC1 PARAM2 VALUE = 'none ' / Default: 'none' HIERARCH ESO PRO REC1 PARAM3 NAME = 'time-stamp' / Add timestamp to product fileHIERARCH ESO PRO REC1 PARAM3 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM4 NAME = 'decode-bp' / Integer representation of the HIERARCH ESO PRO REC1 PARAM4 VALUE = '2144337919' / Default: 2144337919 HIERARCH ESO PRO REC1 PARAM5 NAME = 'pre-overscan-corr' / pre-overscan correctioHIERARCH ESO PRO REC1 PARAM5 VALUE = '0 ' / Default: 1 HIERARCH ESO PRO REC1 PARAM6 NAME = 'stack-method' / Method used to build masterHIERARCH ESO PRO REC1 PARAM6 VALUE = 'median ' / Default: 'median' HIERARCH ESO PRO REC1 PARAM7 NAME = 'klow ' / Kappa used to clip low level vaHIERARCH ESO PRO REC1 PARAM7 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM8 NAME = 'khigh ' / Kappa used to clip high level vHIERARCH ESO PRO REC1 PARAM8 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM9 NAME = 'removecrhsingle-sigmalim' / Poisson fluctuaHIERARCH ESO PRO REC1 PARAM9 VALUE = '20 ' / Default: 20 HIERARCH ESO PRO REC1 PARAM10 NAME = 'removecrhsingle-flim' / Minimum contrast bHIERARCH ESO PRO REC1 PARAM10 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM11 NAME = 'removecrhsingle-niter' / Max number of iteHIERARCH ESO PRO REC1 PARAM11 VALUE = '4 ' / Default: 4 HIERARCH ESO PRO REC1 PARAM12 NAME = 'rectify-kernel' / Name of the InterpolatioHIERARCH ESO PRO REC1 PARAM12 VALUE = 'tanh ' / Default: 'tanh' HIERARCH ESO PRO REC1 PARAM13 NAME = 'rectify-radius' / Rectify Interpolation raHIERARCH ESO PRO REC1 PARAM13 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM14 NAME = 'rectify-bin-lambda' / Wavelength step in tHIERARCH ESO PRO REC1 PARAM14 VALUE = '0.06 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM15 NAME = 'rectify-bin-slit' / Spatial step along theHIERARCH ESO PRO REC1 PARAM15 VALUE = '0.21 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM16 NAME = 'rectify-fast' / Fast if TRUE (Rect[B-A] = HIERARCH ESO PRO REC1 PARAM16 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM17 NAME = 'localize-method' / Localization method (MAHIERARCH ESO PRO REC1 PARAM17 VALUE = 'MANUAL ' / Default: 'MANUAL' HIERARCH ESO PRO REC1 PARAM18 NAME = 'localize-chunk-nb' / Number of chunks in tHIERARCH ESO PRO REC1 PARAM18 VALUE = '10 ' / Default: 10 HIERARCH ESO PRO REC1 PARAM19 NAME = 'localize-thresh' / Threshold relative to tHIERARCH ESO PRO REC1 PARAM19 VALUE = '0.1 ' / Default: 0.1 HIERARCH ESO PRO REC1 PARAM20 NAME = 'localize-deg-lambda' / Degree in lambda inHIERARCH ESO PRO REC1 PARAM20 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM21 NAME = 'localize-slit-position' / Object position HIERARCH ESO PRO REC1 PARAM21 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM22 NAME = 'localize-slit-hheight' / Object half heighHIERARCH ESO PRO REC1 PARAM22 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM23 NAME = 'localize-kappa' / Kappa value for sigma clHIERARCH ESO PRO REC1 PARAM23 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM24 NAME = 'localize-niter' / Number of iterations forHIERARCH ESO PRO REC1 PARAM24 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM25 NAME = 'localize-use-skymask' / TRUE if we want toHIERARCH ESO PRO REC1 PARAM25 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM26 NAME = 'localize-nod-throw' / Step (arcsec) betweeHIERARCH ESO PRO REC1 PARAM26 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM27 NAME = 'extract-method' / Method used for extractiHIERARCH ESO PRO REC1 PARAM27 VALUE = 'NOD ' / Default: 'NOD' HIERARCH ESO PRO REC1 PARAM28 NAME = 'stdextract-interp-hsize' / Half size of maHIERARCH ESO PRO REC1 PARAM28 VALUE = '30 ' / Default: 30 HIERARCH ESO PRO REC1 PARAM29 NAME = 'combinenod-throwlist' / Name of ascii fileHIERARCH ESO PRO REC1 PARAM29 VALUE = 'throwlist.asc' / Default: 'throwlist.asc'HIERARCH ESO PRO REC1 PARAM30 NAME = 'combinenod-method' / Combination method foHIERARCH ESO PRO REC1 PARAM30 VALUE = 'MEAN ' / Default: 'MEAN' HIERARCH ESO PRO REC1 PARAM31 NAME = 'max-slit' / Lower Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM31 VALUE = '5.7 ' / Default: 5.7 HIERARCH ESO PRO REC1 PARAM32 NAME = 'min-slit' / Upper Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM32 VALUE = '-5.3 ' / Default: -5.3 HIERARCH ESO PRO REC1 PARAM33 NAME = 'correct-sky-by-median' / TRUE if the resamHIERARCH ESO PRO REC1 PARAM33 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM34 NAME = 'cut-uvb-spectrum' / TRUE if recipe cuts thHIERARCH ESO PRO REC1 PARAM34 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM35 NAME = 'generate-SDP-format' / TRUE if additional HIERARCH ESO PRO REC1 PARAM35 VALUE = 'true ' / Default: false HIERARCH ESO PRO REC1 PARAM36 NAME = 'dummy-association-keys' / Sets the number HIERARCH ESO PRO REC1 PARAM36 VALUE = '0 ' / Default: 0 HIERARCH ESO ADA ABSROT END = 152.00517 / Abs rot angle at exp end HIERARCH ESO ADA ABSROT PPOS = 'NEG ' / sign of probe position HIERARCH ESO ADA ABSROT START = 165.77765 / Abs rot angle at exp start HIERARCH ESO ADA GUID DEC = 15.63948 / 15:38:22.1 Guide star DEC J2000 HIERARCH ESO ADA GUID RA = 16.217846 / 01:04:52.2 Guide star RA J2000 HIERARCH ESO ADA GUID STATUS = 'ON ' / Status of autoguider HIERARCH ESO ADA POSANG = 132.28334 / Position angle at start HIERARCH ESO OCS DET3 IMGNAME = 'XSHOOTER_SLT_OBJ_NIR_' / Data File Name. HIERARCH ESO SEQ ARM = 'NIR ' / Instrument Arm HIERARCH ESO SEQ CUMOFF DEC = -1.681993 / Cumulative DEC offset HIERARCH ESO SEQ CUMOFF RA = -1.849568 / Cumulative RA offset HIERARCH ESO SEQ CUMOFF X = 0. / Cumulative offset X (perp. to slit HIERARCH ESO SEQ CUMOFF Y = 2.5 / Cumulative offset Y (along the sli HIERARCH ESO SEQ JITTER WIDTH = 0. / Width of the Jitter box (arcsec) HIERARCH ESO SEQ NOD THROW = 5. / Nodding throw length in arcsec HIERARCH ESO SEQ RELOFF DEC = -1.681993 / List of DEC offsets HIERARCH ESO SEQ RELOFF RA = -1.849568 / List of RA offsets HIERARCH ESO QC NPIXSAT = 2314. / Number of saturated pixels HIERARCH ESO QC FPIXSAT = 0.00107416072489602 / Fraction of saturated pixels HIERARCH ESO QC CRRATE = 11.24111 / Number of detected CRH per cm2 and s HIERARCH ESO QC NCRH = 23538 / Number of detected cosmic ray hits HIERARCH ESO QC NCRH AVG = 22583. / Average number of cosmic ray hits per frame HIERARCH ESO QC NCRH TOT = 271004 / Total number of cosmic ray hits on frames HIERARCH ESO QC VRAD BARYCOR = 15.8633148390746 / Barycentric radial velocity coHIERARCH ESO QC VRAD HELICOR = 15.8617848755249 / Heliocentric radial velocity cCHECKSUM= 'fGbFiDZ9fDaCfDY9' / HDU checksum updated 2025-07-01T15:30:13 DATASUM = '1470583612' / data unit checksum updated 2025-07-01T15:30:13 APNUM1 = '1 1 35.97 41.88' WCSDIM = 1 LTM1_1 = 0.999999999999992 WAT0_001= 'system=equispec' WAT1_001= 'wtype=linear label=Wavelength units=nanometers units_display=nm' CDELT1 = 0.0599999986588955 LTV1 = -233.000000000209 BANDID1 = 'spectrum: background fit, weights variance, clean yes' END \n", + "\n", + " Reading FITS file: ULAS_J021642.96+004005.7_sdL4_Xshooter_NIR_Primeval-I.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: Angstrom\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J021642.96+004005.7_sdL4_Xshooter_NIR_Primeval-I.fits\n", + "\n", + " Reading FITS file: ULAS_J230711.01+014447.1_usdL4.5_Xshooter_NIR_Primeval-III.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J230711.01+014447.1_usdL4.5_Xshooter_NIR_Primeval-III.fits\n", + "\n", + " Reading FITS file: ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_NIR_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_NIR_Primeval-IV.fits\n", + "\n", + " Reading FITS file: 2MASS_J06453153-6646120_sdL8_Xshooter_NIR_Primeval-IV.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: 2MASS_J06453153-6646120_sdL8_Xshooter_NIR_Primeval-IV.fits\n", + "\n", + " Reading FITS file: 2MASS_J06164006-6407194_esdL6_Xshooter_NIR_Primeval-I.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: 2MASS_J06164006-6407194_esdL6_Xshooter_NIR_Primeval-I.fits\n", + "\n", + " Reading FITS file: ULAS_J151913.03-000030.0_sdL4_Xshooter_NIR_Primeval-I.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: Angstrom\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J151913.03-000030.0_sdL4_Xshooter_NIR_Primeval-I.fits\n", + "\n", + " Reading FITS file: ULAS_J223302.03+062030.8_esdL0.5_Xshooter_NIR_Primeval-IV.fits\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J223302.03+062030.8_esdL0.5_Xshooter_NIR_Primeval-IV.fits\n", + "\n", + " Reading FITS file: ULAS_J130710.22+151103.4_sdL8_Xshooter_NIR_Primeval-IV.fits\n", + "Error reading ULAS_J130710.22+151103.4_sdL8_Xshooter_NIR_Primeval-IV.fits: list index out of range\n", + "Header info: SIMPLE = T / Fits standard BITPIX = -32 / Bits per pixel NAXIS = 3 / Number of axes NAXIS1 = 24750 / Axis length NAXIS2 = 1 / Axis length NAXIS3 = 4 / Axis length EXTEND = T / File may contain extensions ORIGIN = 'NOAO-IRAF FITS Image Kernel July 2003' / FITS file originator IRAF-TLM= '2018-07-11T11:37:40' / Time of last modification OBJECT = 'ULAS1307+1511' / Name of the object observed COMMENT FITS (Flexible Image Transport System) format is defined in 'AstronomyCOMMENT and Astrophysics', volume 376, page 359; bibcode: 2001A&A...376..359H DATE = '2018-07-11T11:37:40' / file creation date (YYYY-MM-DDThh:mm:ss UT) LAMNLIN = 1761 / No. of lines used in wavelength solution LAMRMS = 0.0104273927884191 / RMS of wavelength solution [CUNIT1] CRDER1 = 0.000248482641543021 / Wavelength uncertainty [CUNIT1] CSYER1 = 0.004 / Typical systematic wavelength error [CUNIT1] CUNIT1 = 'nm ' / Wavelength units SPATRMS = 0.0323017604155954 / RMS on spatial coordinate uncertainty [CUNIT2] CRDER2 = 0.000769744356755336 / Spatial coordinate uncertainty [CUNIT2] CSYER2 = 0.25 / Spatial coordinate systematic uncertainty [CUNICUNIT2 = 'arcsec ' / Spatial units CRPIX1 = 1. CRVAL1 = 994.02 CTYPE1 = 'LINEAR ' CTYPE2 = 'LINEAR ' CD1_1 = 0.0599999999999454 CD2_2 = 1. TELESCOP= 'ESO-VLT-U2' / ESO Telescope Name INSTRUME= 'XSHOOTER' / Instrument used. RA = 196.791541 / 13:07:09.9 RA (J2000) pointing DEC = 15.183 / 15:10:58.7 DEC (J2000) pointing EQUINOX = 2000. / Standard FK5 RADECSYS= 'FK5 ' / Coordinate reference frame EXPTIME = 300. / Integration time MJD-OBS = 58231.10735456 / Obs start 2018-04-23T02:34:35.434 DATE-OBS= '2018-04-23T02:34:35.4342' / Observing date UTC = 9273. / 02:34:33.000 UTC at start LST = 43038.497 / 11:57:18.497 LST at start PI-COI = 'UNKNOWN ' / PI-COI name. OBSERVER= 'UNKNOWN ' / Name of observer. BUNIT = 'erg / (angstrom s cm2)' HDUCLASS= 'ESO ' / hdu classification HDUDOC = 'DICD ' / hdu reference document HDUVERS = 'DICD V6.0' / hdu reference document version HDUCLAS1= 'IMAGE ' / hdu format classification HDUCLAS2= 'DATA ' / hdu type classification ERRDATA = 'ORD11_ERRS' / name of errs extension QUALDATA= 'ORD11_QUAL' / name of qual extension ARCFILE = 'XSHOO.2018-04-23T02:34:35.434.fits' / Archive File Name DATAMD5 = 'ae6f5dda4c5da23385ae51654429014e' / MD5 checksum PIPEFILE= 'SCI_SLIT_FLUX_MERGE2D_NIR.fits' / Filename of data product HIERARCH ESO OBS AIRM = 1.8 / Req. max. airmass HIERARCH ESO OBS AMBI FWHM = 1.4 / Req. max. seeing HIERARCH ESO OBS AMBI TRANS = '3THN ' / Req. sky transparency HIERARCH ESO OBS ATM = 'NATM ' / Req. Atmospheric Turbulence Model HIERARCH ESO OBS CONTAINER ID = -999 / Scheduling container ID HIERARCH ESO OBS CONTAINER TYPE = 'U ' / Scheduling container type HIERARCH ESO OBS CONTRAST = 0. / Req. contrast HIERARCH ESO OBS DID = 'ESO-VLT-DIC.OBS-2.0' / OBS Dictionary HIERARCH ESO OBS EXECTIME = 4524 / Expected execution time HIERARCH ESO OBS GRP = '0 ' / linked blocks HIERARCH ESO OBS ID = 1957212 / Observation block ID HIERARCH ESO OBS MOON DIST = 45 / Req. min. angular dist. from moon HIERARCH ESO OBS MOON FLI = 1. / Req. max. fractional lunar illum. HIERARCH ESO OBS NAME = 'J1307p15' / OB name HIERARCH ESO OBS NTPL = 2 / Number of templates within OB HIERARCH ESO OBS OBSERVER = 'UNKNOWN ' / Observer Name HIERARCH ESO OBS PI-COI ID = 72262 / ESO internal PI-COI ID HIERARCH ESO OBS PI-COI NAME = 'UNKNOWN ' / PI-COI name HIERARCH ESO OBS PROG ID = '0101.C-0626(A)' / ESO program identification HIERARCH ESO OBS START = '2018-04-23T02:26:14' / OB start time HIERARCH ESO OBS STREHLRATIO = 0. / Req. strehl ratio HIERARCH ESO OBS TARG NAME = 'ULAS1307+1511' / OB target name HIERARCH ESO OBS TPLNO = 2 / Template number within OB HIERARCH ESO OBS TWILIGHT = 0 / Req. twilight HIERARCH ESO OBS WATERVAPOUR = 0. / Req. water vapour HIERARCH ESO TPL DID = 'ESO-VLT-DIC.TPL-1.9' / Data dictionary for TPL HIERARCH ESO TPL EXPNO = 3 / Exposure number within template HIERARCH ESO TPL ID = 'XSHOOTER_slt_obs_AutoNodOnSlit' / Template signa HIERARCH ESO TPL NAME = 'XSHOOTER observations with AutoNodOnSlit offset' HIERARCH ESO TPL NEXP = 36 / Number of exposures within templat HIERARCH ESO TPL PRESEQ = 'XSHOOTER_obs_AutoNodOnSlit.seq' / Sequencer scri HIERARCH ESO TPL START = '2018-04-23T02:34:02' / TPL start time HIERARCH ESO TPL VERSION = '$Revision: 213208 $' / Version of the template HIERARCH ESO TEL AIRM END = 1.299 / Airmass at end HIERARCH ESO TEL AIRM START = 1.373 / Airmass at start HIERARCH ESO TEL ALT = 46.709 / Alt angle at start HIERARCH ESO TEL AMBI FWHM END = 0.7 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI FWHM START = 0.42 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI IRSKY TEMP = -88.9 / Temperature of the IR sky, from ra HIERARCH ESO TEL AMBI IWV END = 4.61 / Integrated Water Vapor HIERARCH ESO TEL AMBI IWV START = 4.86 / Integrated Water Vapor HIERARCH ESO TEL AMBI IWV30D END = 4.69 / IWV at 30deg elev. HIERARCH ESO TEL AMBI IWV30D START = 5. / IWV at 30deg elev. HIERARCH ESO TEL AMBI IWV30DSTD END = 0.06 / IWV at 30deg elev. HIERARCH ESO TEL AMBI IWV30DSTD START = 0.06 / IWV at 30deg elev. HIERARCH ESO TEL AMBI IWVSTD END = 0.05 / Standard Deviation of Integrated W HIERARCH ESO TEL AMBI IWVSTD START = 0.02 / Standard Deviation of Integrated W HIERARCH ESO TEL AMBI PRES END = 744.68 / Observatory ambient air pressure q HIERARCH ESO TEL AMBI PRES START = 744.68 / Observatory ambient air pressure q HIERARCH ESO TEL AMBI RHUM = 17.5 / Observatory ambient relative humid HIERARCH ESO TEL AMBI TAU0 = 0.0069 / Average coherence time HIERARCH ESO TEL AMBI TEMP = 15.29 / Observatory ambient temperature qu HIERARCH ESO TEL AMBI WINDDIR = 54. / Observatory ambient wind direction HIERARCH ESO TEL AMBI WINDSP = 2.35 / Observatory ambient wind speed que HIERARCH ESO TEL AZ = 205.329 / Az angle at start S=0,W=90 HIERARCH ESO TEL CHOP ST = F / True when chopping is active HIERARCH ESO TEL DATE = '2000-01-01T00:00:00' / TCS installation date HIERARCH ESO TEL DID = 'ESO-VLT-DIC.TCS' / Data dictionary for TEL HIERARCH ESO TEL DOME STATUS = 'FULLY-OPEN' / Dome status HIERARCH ESO TEL FO POS = 0. / Adapter focus position during trac HIERARCH ESO TEL FOCU ID = 'CA ' / Telescope focus station ID HIERARCH ESO TEL FOCU LEN = 108.557 / Focal length HIERARCH ESO TEL FOCU SCALE = 1.894 / Focal scale HIERARCH ESO TEL FOCU VALUE = 0.43 / M2 setting HIERARCH ESO TEL GEOELEV = 2648. / Elevation above sea level (m) HIERARCH ESO TEL GEOLAT = -24.6272 / Tel geo latitute (+=North) HIERARCH ESO TEL GEOLON = -70.4048 / Tel geo longitude (+=East) HIERARCH ESO TEL IA FWHM = 0.74 / Delivered seeing corrected by airm HIERARCH ESO TEL IA FWHMLIN = 0.79 / Delivered seeing on IA detector (l HIERARCH ESO TEL IA FWHMLINOBS = 0.96 / Delivered seeing on IA detector (l HIERARCH ESO TEL ID = 'v 304385' / TCS version number HIERARCH ESO TEL MOON DEC = 18.9699 / 18:58:11.6 DEC (J2000) HIERARCH ESO TEL MOON RA = 126.996515 / 08:27:59.1 RA (J2000) HIERARCH ESO TEL OPER = 'I, Condor' / Telescope Operator HIERARCH ESO TEL PARANG END = -178.197 / Parallactic angle at end HIERARCH ESO TEL PARANG START = -156.253 / Parallactic angle at start HIERARCH ESO TEL TARG ALPHA = 130710.22 / Alpha coordinate for the target HIERARCH ESO TEL TARG COORDTYPE = 'M ' / Coordinate type (M=mean A=apparenHIERARCH ESO TEL TARG DELTA = 151103.4 / Delta coordinate for the target HIERARCH ESO TEL TARG EPOCH = 2014.1 / Epoch HIERARCH ESO TEL TARG EPOCHSYSTEM = 'J ' / Epoch system (default J=Julian)HIERARCH ESO TEL TARG EQUINOX = 2000. / Equinox HIERARCH ESO TEL TARG PARALLAX = 0. / Parallax HIERARCH ESO TEL TARG PMA = 0. / Proper Motion Alpha HIERARCH ESO TEL TARG PMD = 0.001 / Proper motion Delta HIERARCH ESO TEL TARG RADVEL = 0. / Radial velocity HIERARCH ESO TEL TH M1 TEMP = 13.68 / M1 superficial temperature HIERARCH ESO TEL TRAK STATUS = 'NORMAL ' / Tracking status HIERARCH ESO INS ADC1 DEC = 150509.78477 / Telescope desclination [deg]. HIERARCH ESO INS ADC1 END = 338.334 / Position angle at end [deg]. HIERARCH ESO INS ADC1 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC1 RA = 130804.647875 / Telescope right ascension [deg]. HIERARCH ESO INS ADC2 DEC = 150509.78477 / Telescope desclination [deg]. HIERARCH ESO INS ADC2 END = 311.938 / Position angle at end [deg]. HIERARCH ESO INS ADC2 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC2 RA = 130804.647875 / Telescope right ascension [deg]. HIERARCH ESO INS ADC3 DEC = 150509.78477 / Telescope desclination [deg]. HIERARCH ESO INS ADC3 END = 336.099 / Position angle at end [deg]. HIERARCH ESO INS ADC3 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC3 RA = 130804.647875 / Telescope right ascension [deg]. HIERARCH ESO INS ADC4 DEC = 150509.78477 / Telescope desclination [deg]. HIERARCH ESO INS ADC4 END = 313.468 / Position angle at end [deg]. HIERARCH ESO INS ADC4 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC4 RA = 130804.647875 / Telescope right ascension [deg]. HIERARCH ESO INS DATE = '2005-04-01' / Instrument release date (yyyy-mm-d HIERARCH ESO INS DID = 'ESO-VLT-DIC.XSHOOTER_ICS-271852' / Data dictiona HIERARCH ESO INS FOCU1 ENC = 26936 / Absolute position [Enc]. HIERARCH ESO INS FOCU1 POS = 14.2 / Position [C]. HIERARCH ESO INS FOCU2 ENC = 11750 / Absolute position [Enc]. HIERARCH ESO INS FOCU2 POS = 0. / Position [C]. HIERARCH ESO INS ID = 'XSHOOTER/176642' / Instrument ID. HIERARCH ESO INS MIRR1 ID = 'Tel ' / Mirror unique ID. HIERARCH ESO INS MIRR1 NAME = 'Tel ' / Mirror name. HIERARCH ESO INS MIRR1 NO = 1 / Mirror slide position. HIERARCH ESO INS MODE = 'SLITSPEC' / Instrument mode used. HIERARCH ESO INS OPTI2 ID = 'SLOT ' / OPTIi unique ID. HIERARCH ESO INS OPTI2 NAME = 'SLOT ' / OPTIi name. HIERARCH ESO INS OPTI2 NO = 3 / OPTIi slot number. HIERARCH ESO INS OPTI2 TYPE = 'MIRROR ' / OPTIi element. HIERARCH ESO INS OPTI3 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI3 NAME = '1.3x11 ' / OPTIi name. HIERARCH ESO INS OPTI3 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI3 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI4 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI4 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI4 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI4 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI5 ID = 'PS5 ' / OPTIi unique ID. HIERARCH ESO INS OPTI5 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI5 NO = 5 / OPTIi slot number. HIERARCH ESO INS OPTI5 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS PATH = 'SLITSPEC' / Optical path used. HIERARCH ESO INS SENS21 ID = 'CA1F1 ' / sensor ID. HIERARCH ESO INS SENS21 NAME = 'Cab.1 Flow rate' / sensor common name. HIERARCH ESO INS SENS21 VAL = 197. / Cab. 1 Flow rate [l/h] HIERARCH ESO INS SENS60 ID = 'NPM ' / sensor ID. HIERARCH ESO INS SENS60 NAME = 'NIR cryo. P' / sensor common name. HIERARCH ESO INS SENS60 VAL = 2.86E-06 / NIR Pressure [mbar] HIERARCH ESO INS SENS81 ID = 'RANGE ' / sensor ID. HIERARCH ESO INS SENS81 NAME = 'Heater Range' / sensor common name. HIERARCH ESO INS SENS81 VAL = 4. / Lake 340 Heater Range HIERARCH ESO INS SENS82 ID = 'HEATR ' / sensor ID. HIERARCH ESO INS SENS82 NAME = 'Heater output' / sensor common name. HIERARCH ESO INS SENS82 VAL = 43.9 / Lake 340 Heater output HIERARCH ESO INS SHUT1 ID = 'INSH ' / Shutter ID. HIERARCH ESO INS SHUT1 NAME = 'Instrument shutter' / Shutter name. HIERARCH ESO INS SHUT1 ST = T / Shutter open. HIERARCH ESO INS SWSIM = 'NORMAL ' / Software simulation. HIERARCH ESO INS TEMP1 ID = 'TMUC ' / Temperature sensor ID. HIERARCH ESO INS TEMP1 NAME = 'UVB Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP1 VAL = 14.21 / UVB Camera temp. [C] HIERARCH ESO INS TEMP10 ID = 'TMA ' / Temperature sensor ID. HIERARCH ESO INS TEMP10 NAME = 'Ambient temp.' / Temperature sensor name. HIERARCH ESO INS TEMP10 VAL = 14.34 / Ambient temp. [C] HIERARCH ESO INS TEMP11 ID = 'TMADC ' / Temperature sensor ID. HIERARCH ESO INS TEMP11 NAME = 'BB UVB ADC temp.' / Temperature sensor name. HIERARCH ESO INS TEMP11 VAL = 15.63 / BB UVB ADC temp. [C] HIERARCH ESO INS TEMP2 ID = 'TMUP ' / Temperature sensor ID. HIERARCH ESO INS TEMP2 NAME = 'UVB Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP2 VAL = 14. / UVB Prism temp. [C] HIERARCH ESO INS TEMP21 ID = 'CA1OT ' / Temperature sensor ID. HIERARCH ESO INS TEMP21 NAME = 'Cab.1 outlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP21 VAL = 9.43 / Cab. 1 outlet temp. [C] HIERARCH ESO INS TEMP22 ID = 'CA1IT ' / Temperature sensor ID. HIERARCH ESO INS TEMP22 NAME = 'Cab.1 inlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP22 VAL = 7.64 / Cab. 1 inlet temp. [C] HIERARCH ESO INS TEMP23 ID = 'CA1CT ' / Temperature sensor ID. HIERARCH ESO INS TEMP23 NAME = 'Cab.1 temp.' / Temperature sensor name. HIERARCH ESO INS TEMP23 VAL = 18.53 / Cab. 1 temp. [C] HIERARCH ESO INS TEMP24 ID = 'CA1AT ' / Temperature sensor ID. HIERARCH ESO INS TEMP24 NAME = 'Cab.1 Amb. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP24 VAL = 15.57 / Cab. 1 Amb. temp. [C] HIERARCH ESO INS TEMP3 ID = 'TMUB ' / Temperature sensor ID. HIERARCH ESO INS TEMP3 NAME = 'UVB bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP3 VAL = 14.3 / UVB bench temp. [C] HIERARCH ESO INS TEMP4 ID = 'TMVC ' / Temperature sensor ID. HIERARCH ESO INS TEMP4 NAME = 'VIS Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP4 VAL = 12.89 / VIS Camera temp. [C] HIERARCH ESO INS TEMP5 ID = 'TMVP ' / Temperature sensor ID. HIERARCH ESO INS TEMP5 NAME = 'VIS Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP5 VAL = 13.7 / VIS Prism temp. [C] HIERARCH ESO INS TEMP6 ID = 'TMVB ' / Temperature sensor ID. HIERARCH ESO INS TEMP6 NAME = 'VIS bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP6 VAL = 13.91 / VIS bench temp. [C] HIERARCH ESO INS TEMP7 ID = 'TMUCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP7 NAME = 'UVB cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP7 VAL = 9.55 / UVB cryo. temp. [C] HIERARCH ESO INS TEMP8 ID = 'TMVCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP8 NAME = 'VIS cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP8 VAL = 12.72 / VIS cryo. temp. [C] HIERARCH ESO INS TEMP80 ID = 'OBCT ' / Temperature sensor ID. HIERARCH ESO INS TEMP80 NAME = 'OB Cover Tel.' / Temperature sensor name. HIERARCH ESO INS TEMP80 VAL = 103.86 / OB Cover Telescope [K] HIERARCH ESO INS TEMP81 ID = 'OBCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP81 NAME = 'OB Cover Tank' / Temperature sensor name. HIERARCH ESO INS TEMP81 VAL = 103.9 / OB Cover Tank [K] HIERARCH ESO INS TEMP82 ID = 'OBPR ' / Temperature sensor ID. HIERARCH ESO INS TEMP82 NAME = 'OB Prism1' / Temperature sensor name. HIERARCH ESO INS TEMP82 VAL = 103.3 / OB Prism1 [K] HIERARCH ESO INS TEMP83 ID = 'OBCL ' / Temperature sensor ID. HIERARCH ESO INS TEMP83 NAME = 'OB Corrector Lens' / Temperature sensor name. HIERARCH ESO INS TEMP83 VAL = 104.08 / OB Corrector Lens [K] HIERARCH ESO INS TEMP84 ID = 'CP ' / Temperature sensor ID. HIERARCH ESO INS TEMP84 NAME = 'Cryo. Cold Plate' / Temperature sensor name. HIERARCH ESO INS TEMP84 VAL = 81.251 / Cryostat Cold Plate [K] HIERARCH ESO INS TEMP85 ID = 'RS ' / Temperature sensor ID. HIERARCH ESO INS TEMP85 NAME = 'Cryo. rad. shield' / Temperature sensor name. HIERARCH ESO INS TEMP85 VAL = 103.37 / Cryostat rad. shield [K] HIERARCH ESO INS TEMP86 ID = 'DCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP86 NAME = 'CCD Copper bar' / Temperature sensor name. HIERARCH ESO INS TEMP86 VAL = 76.891 / CCD Copper bar [K] HIERARCH ESO INS TEMP9 ID = 'TMNCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP9 NAME = 'NIR cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP9 VAL = 16.57 / NIR cryo. temp. [C] HIERARCH ESO INS TEMP90 ID = 'NHT ' / Temperature sensor ID. HIERARCH ESO INS TEMP90 NAME = 'NIR Head temp.' / Temperature sensor name. HIERARCH ESO INS TEMP90 VAL = 79. / NIR Head temp. [K] HIERARCH ESO INS TILT1 AFCX = 0.871 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT1 AFCY = 0.479 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT1 CONVX = 0.208 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT1 CONVY = 0.269 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT1 ENGX = 5.768 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT1 ENGY = 4.096 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT1 ID = 'afcs1 ' / AFCS ID. HIERARCH ESO INS TILT1 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT1 NAME = 'Flexure comp. UVB' / AFCS description. HIERARCH ESO INS TILT1 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT1 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT1 POSXEND = 0.22 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSXSTART = 0.815 / Piezo position at start in X [volt HIERARCH ESO INS TILT1 POSYEND = -0.659 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSYSTART = -0.931 / Piezo position at start in Y [volt HIERARCH ESO INS TILT1 REFRACXEND = -1.51 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT1 REFRACXST = -1.06 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT1 REFRACYEND = -1.653 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT1 REFRACYST = -1.69 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT2 AFCX = -0.083 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT2 AFCY = 0.36 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT2 CONVX = 0.291 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT2 CONVY = 0.384 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT2 ENGX = 5.008 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT2 ENGY = 6.574 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT2 ID = 'afcs2 ' / AFCS ID. HIERARCH ESO INS TILT2 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT2 NAME = 'Flexure comp. VIS' / AFCS description. HIERARCH ESO INS TILT2 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT2 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT2 POSXEND = 0.498 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSXSTART = -0.034 / Piezo position at start in X [volt HIERARCH ESO INS TILT2 POSYEND = 1.357 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSYSTART = 1.595 / Piezo position at start in Y [volt HIERARCH ESO INS TILT2 REFRACXEND = 1.544 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT2 REFRACXST = 1.106 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT2 REFRACYEND = 1.691 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT2 REFRACYST = 1.737 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT3 AFCX = 1.002 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT3 AFCY = 0.278 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT3 CONVX = 0.58 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT3 CONVY = 0.56 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT3 ENGX = 7.523 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT3 ENGY = 5.197 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT3 ID = 'afcs3 ' / AFCS ID. HIERARCH ESO INS TILT3 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT3 NAME = 'Flexure comp. NIR' / AFCS description. HIERARCH ESO INS TILT3 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT3 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT3 POSXEND = 2.252 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSXSTART = 2.55 / Piezo position at start in X [volt HIERARCH ESO INS TILT3 POSYEND = -0.297 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSYSTART = 0.228 / Piezo position at start in Y [volt HIERARCH ESO INS TILT3 REFRACXEND = 1.661 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT3 REFRACXST = 1.221 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT3 REFRACYEND = 1.808 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT3 REFRACYST = 1.851 / Atm. refr. corr. start in Y [volt] HIERARCH ESO DET CHIP GAIN = 1. / Gain in e-/ADU HIERARCH ESO DET CHIP ID = 'ESO-Hawaii2RG' / Detector ID HIERARCH ESO DET CHIP NAME = 'Hawaii2RG' / Detector name HIERARCH ESO DET CHIP NX = 2048 / Pixels in X HIERARCH ESO DET CHIP NY = 1100 / Pixels in Y HIERARCH ESO DET CHIP PXSPACE = 1.8E-05 / Pixel-Pixel Spacing HIERARCH ESO DET CHIP RON = 0. / Read-out noise in e HIERARCH ESO DET CHIP TYPE = 'IR ' / The Type of Det Chip HIERARCH ESO DET CHOP FREQ = 0 / Chopping Frequency HIERARCH ESO DET CON OPMODE = 'NORMAL ' / Operational Mode HIERARCH ESO DET DID = 'ESO-VLT-DIC.IRACE-1.48' / Dictionary Name and Re HIERARCH ESO DET DIT = 300. / Integration Time HIERARCH ESO DET DITDELAY = 0. / Pause Between DITs HIERARCH ESO DET EXP NAME = 'XSHOOTER_SLT_OBJ_NIR_113_0042' / Exposure Name HIERARCH ESO DET EXP NO = 4260 / Exposure number HIERARCH ESO DET EXP UTC = '2018-04-23T02:39:39.9524' / File Creation Time HIERARCH ESO DET FILE CUBE ST = F / Data Cube On/Off HIERARCH ESO DET FRAM NO = 1 / Frame number HIERARCH ESO DET FRAM TYPE = 'INT ' / Frame type HIERARCH ESO DET FRAM UTC = '2018-04-23T02:39:38.3834' / Time Recv Frame HIERARCH ESO DET IRACE ADC1 DELAY = 7 / ADC Delay Adjustment HIERARCH ESO DET IRACE ADC1 ENABLE = 1 / Enable ADC Board (0/1) HIERARCH ESO DET IRACE ADC1 FILTER1 = 0 / ADC Filter1 Adjustment HIERARCH ESO DET IRACE ADC1 FILTER2 = 0 / ADC Filter2 Adjustment HIERARCH ESO DET IRACE ADC1 HEADER = 1 / Header of ADC Board HIERARCH ESO DET IRACE ADC1 NAME = 'ADC-RG ' / Name for ADC Board HIERARCH ESO DET IRACE ADC2 DELAY = 7 / ADC Delay Adjustment HIERARCH ESO DET IRACE ADC2 ENABLE = 1 / Enable ADC Board (0/1) HIERARCH ESO DET IRACE ADC2 FILTER1 = 0 / ADC Filter1 Adjustment HIERARCH ESO DET IRACE ADC2 FILTER2 = 0 / ADC Filter2 Adjustment HIERARCH ESO DET IRACE ADC2 HEADER = 1 / Header of ADC Board HIERARCH ESO DET IRACE ADC2 NAME = 'ADC-RG ' / Name for ADC Board HIERARCH ESO DET IRACE SEQCONT = F / Sequencer Continuous Mode HIERARCH ESO DET MINDIT = 299.9412 / Minimum DIT HIERARCH ESO DET MODE NAME = ' ' / DCS Detector Mode HIERARCH ESO DET NCORRS = 4 / Read-Out Mode HIERARCH ESO DET NCORRS NAME = 'NonDest ' / Read-Out Mode Name HIERARCH ESO DET NDIT = 1 / # of Sub-Integrations HIERARCH ESO DET NDITSKIP = 0 / DITs skipped at 1st.INT HIERARCH ESO DET NDSAMPLES = 452 / # of Non-Dest. Samples HIERARCH ESO DET NDSKIP = 1 / Samples skipped per DIT HIERARCH ESO DET RSPEED = 6 / Read-Speed Factor HIERARCH ESO DET RSPEEDADD = 0 / Read-Speed Add HIERARCH ESO DET SATLEVEL = 42000 / Saturation Level HIERARCH ESO DET VOLT1 CLKHI1 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI10 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI11 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI12 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI13 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI14 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI15 = 0. / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI16 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI2 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI3 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI4 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI5 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI6 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI7 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI8 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI9 = 0. / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHINM1 = 'clk1Hi FSYNCB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM10 = 'clk10Hi MODECTRL1' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM11 = 'clk11Hi MODECTRL2' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM12 = 'clock12Hi HORIWMEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM13 = 'clock13Hi VERTWMEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM14 = 'clock14Hi CSB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM15 = 'clock15Hi DATACLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM16 = 'clock16Hi DATAIN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM2 = 'clk2Hi VCLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM3 = 'clk3Hi LSYNCB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM4 = 'clk4Hi HCLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM5 = 'clk5Hi READEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM6 = 'clk6Hi RESETEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM7 = 'clk7Hi MAINRESETB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM8 = 'clk8Hi BUFDISABLE' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM9 = 'clk9Hi FASTENPAD' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHIT1 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT10 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT11 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT12 = 3.3447 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT13 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT14 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT15 = 0.0439 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT16 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT2 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT3 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT4 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT5 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT6 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT7 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT8 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT9 = 0.0439 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKLO1 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO10 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO11 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO12 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO13 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO14 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO15 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO16 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO2 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO3 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO4 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO5 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO6 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO7 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO8 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO9 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLONM1 = 'clk1Lo FSYNCB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM10 = 'clk10Lo MODECTRL1' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM11 = 'clk11Lo MODECTRL2' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM12 = 'clock12Lo HORIWMEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM13 = 'clock13Lo VERTWMEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM14 = 'clock14Lo CSB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM15 = 'clock15Lo DATACLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM16 = 'clock16Lo DATAIN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM2 = 'clk2Lo VCLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM3 = 'clk3Lo LSYNCB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM4 = 'clk4Lo HCLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM5 = 'clk5Lo READEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM6 = 'clk6Lo RESETEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM7 = 'clk7Lo MAINRESETB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM8 = 'clk8Lo BUFDISABLE' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM9 = 'clk9Lo FASTENPAD' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLOT1 = 0.0439 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT10 = 3.3398 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT11 = 3.335 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT12 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT13 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT14 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT15 = 0.0293 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT16 = 3.3398 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT2 = 0.0537 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT3 = 0.0439 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT4 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT5 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT6 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT7 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT8 = 3.3301 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT9 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 DC1 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC10 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC11 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC12 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC13 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC14 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC15 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC2 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC3 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC4 = 1.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC5 = 0.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC6 = 2.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC7 = 3.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC8 = 3. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC9 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DCNM1 = 'DC1 VDD ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM10 = 'DC10 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM11 = 'DC11 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM12 = 'DC12 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM13 = 'DC13 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM14 = 'DC14 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM15 = 'DC15 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM2 = 'DC2 VDDA' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM3 = 'DC3 VBIASPOWER' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM4 = 'DC4 DSUB' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM5 = 'DC5 VRESET' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM6 = 'DC6 BIASGATE' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM7 = 'DC7 EXTREF' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM8 = 'DC8 VLOAD' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM9 = 'DC9 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCTA1 = 3.3105 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA10 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA11 = 0.0098 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA12 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA13 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA14 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA15 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA2 = 3.3105 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA3 = 3.3105 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA4 = 1.5088 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA5 = 0.5029 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA6 = 2.3145 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA7 = 3.5107 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA8 = 3.0127 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA9 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTB1 = 3.3057 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB10 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB11 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB12 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB13 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB14 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB15 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB2 = 3.3057 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB3 = 3.3008 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB4 = 1.5039 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB5 = 0.5029 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB6 = 2.2656 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB7 = 3.4912 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB8 = 3.0078 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB9 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET WIN NX = 2048 / # of Pixels in X HIERARCH ESO DET WIN NY = 1100 / # of Pixels in Y HIERARCH ESO DET WIN STARTX = 1 / Lower left X ref HIERARCH ESO DET WIN STARTY = 1 / Lower left Y ref HIERARCH ESO DET WIN TYPE = 0 / Win-Type: 0=SW/1=HW HIERARCH ESO PRO CATG = 'SCI_SLIT_FLUX_MERGE2D_NIR' / Category of pipeline produHIERARCH ESO PRO B RELOFF RA = 2.164589 HIERARCH ESO PRO B RELOFF DEC = 4.507167 HIERARCH ESO PRO B CUMOFF RA = 1.082295 HIERARCH ESO PRO B CUMOFF DEC = 2.253583 HIERARCH ESO PRO RECT BIN LAMBDA = 0.06 HIERARCH ESO PRO RECT BIN SPACE = 0.21 HIERARCH ESO PRO RECT LAMBDA MIN = 994.02 HIERARCH ESO PRO RECT LAMBDA MAX = 2478.96 HIERARCH ESO PRO RECT SPACE MIN = -10.3400001525879 HIERARCH ESO PRO RECT SPACE MAX = 5.40999984741211 HIERARCH ESO PRO EXTRACT SLIT MIN = -10.3400001525879 HIERARCH ESO PRO EXTRACT SLIT MAX = 5.40999984741211 HIERARCH ESO PRO ANCESTOR = 'XSHOO.2018-04-23T02:34:35.434.fits' HIERARCH ESO PRO DID = 'PRO-1.15' / Data dictionary for PRO HIERARCH ESO PRO TYPE = 'REDUCED ' / Product type HIERARCH ESO PRO TECH = 'ECHELLE,SLIT,NODDING' / Observation technique HIERARCH ESO PRO SCIENCE = T / Scientific product if T HIERARCH ESO PRO REC1 ID = 'xsh_scired_slit_nod' / Pipeline recipe (unique) idenHIERARCH ESO PRO REC1 DRS ID = 'cpl-7.0 ' / Data Reduction System identifier HIERARCH ESO PRO REC1 PIPE ID = 'xshoo/2.9.3' / Pipeline (unique) identifier HIERARCH ESO PRO REC1 RAW1 NAME = 'XSHOO.2018-04-23T02:34:35.434.fits' / File naHIERARCH ESO PRO REC1 RAW1 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW2 NAME = 'XSHOO.2018-04-23T02:40:08.195.fits' / File naHIERARCH ESO PRO REC1 RAW2 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW3 NAME = 'XSHOO.2018-04-23T02:45:33.640.fits' / File naHIERARCH ESO PRO REC1 RAW3 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW4 NAME = 'XSHOO.2018-04-23T02:51:07.066.fits' / File naHIERARCH ESO PRO REC1 RAW4 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW5 NAME = 'XSHOO.2018-04-23T02:56:32.514.fits' / File naHIERARCH ESO PRO REC1 RAW5 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW6 NAME = 'XSHOO.2018-04-23T03:02:04.609.fits' / File naHIERARCH ESO PRO REC1 RAW6 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW7 NAME = 'XSHOO.2018-04-23T03:07:30.057.fits' / File naHIERARCH ESO PRO REC1 RAW7 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW8 NAME = 'XSHOO.2018-04-23T03:13:03.484.fits' / File naHIERARCH ESO PRO REC1 RAW8 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW9 NAME = 'XSHOO.2018-04-23T03:18:29.595.fits' / File naHIERARCH ESO PRO REC1 RAW9 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW10 NAME = 'XSHOO.2018-04-23T03:24:01.693.fits' / File nHIERARCH ESO PRO REC1 RAW10 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO REC1 RAW11 NAME = 'XSHOO.2018-04-23T03:29:27.137.fits' / File nHIERARCH ESO PRO REC1 RAW11 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO REC1 RAW12 NAME = 'XSHOO.2018-04-23T03:35:00.566.fits' / File nHIERARCH ESO PRO REC1 RAW12 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO DATANCOM = 12 / Number of combined frames HIERARCH ESO PRO REC1 CAL1 NAME = 'xsh_paranal_extinct_model_nir.fits' / File naHIERARCH ESO PRO REC1 CAL1 CATG = 'ATMOS_EXT_NIR' / Category of calibration framHIERARCH ESO PRO REC1 CAL1 DATAMD5 = '5a3d3a43ed7161c2aeff04ff6823a0d0' / MD5 siHIERARCH ESO PRO REC1 CAL2 NAME = 'BP_MAP_RP_NIR.fits' / File name of calibratioHIERARCH ESO PRO REC1 CAL2 CATG = 'BP_MAP_RP_NIR' / Category of calibration framHIERARCH ESO PRO REC1 CAL2 DATAMD5 = '6f99f13903272739f959c96eda6d7e1b' / MD5 siHIERARCH ESO PRO REC1 CAL3 NAME = 'DISP_TAB_AFC_NIR.fits' / File name of calibraHIERARCH ESO PRO REC1 CAL3 CATG = 'DISP_TAB_AFC_NIR' / Category of calibration fHIERARCH ESO PRO REC1 CAL3 DATAMD5 = '4dcbacdd3c15dde869fe6e6cdf89ab68' / MD5 siHIERARCH ESO PRO REC1 CAL4 NAME = 'DISP_TAB_NIR.fits' / File name of calibrationHIERARCH ESO PRO REC1 CAL4 CATG = 'DISP_TAB_NIR' / Category of calibration frameHIERARCH ESO PRO REC1 CAL4 DATAMD5 = 'b470248389cb3c24ac8cf218abeb5308' / MD5 siHIERARCH ESO PRO REC1 CAL5 NAME = 'MASTER_FLAT_SLIT_NIR.fits' / File name of calHIERARCH ESO PRO REC1 CAL5 CATG = 'MASTER_FLAT_SLIT_NIR' / Category of calibratiHIERARCH ESO PRO REC1 CAL5 DATAMD5 = 'cbfb9f33a2ebd2140ac2bfc6fcb8fb91' / MD5 siHIERARCH ESO PRO REC1 CAL6 NAME = 'ORDER_TAB_AFC_SLIT_NIR.fits' / File name of cHIERARCH ESO PRO REC1 CAL6 CATG = 'ORDER_TAB_AFC_SLIT_NIR' / Category of calibraHIERARCH ESO PRO REC1 CAL6 DATAMD5 = '2ac6b80d22cdfd72f5ebd7e518296ec9' / MD5 siHIERARCH ESO PRO REC1 CAL7 NAME = 'ORDER_TAB_EDGES_SLIT_NIR.fits' / File name ofHIERARCH ESO PRO REC1 CAL7 CATG = 'ORDER_TAB_EDGES_SLIT_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL7 DATAMD5 = 'af91e7442ed4ba08ad7f6fe93a3e0c36' / MD5 siHIERARCH ESO PRO REC1 CAL8 NAME = 'RESPONSE_MERGE1D_SLIT_NIR.fits' / File name oHIERARCH ESO PRO REC1 CAL8 CATG = 'RESPONSE_MERGE1D_SLIT_NIR' / Category of caliHIERARCH ESO PRO REC1 CAL8 DATAMD5 = '875e463dcd8c3a4246e52a2efed93969' / MD5 siHIERARCH ESO PRO REC1 CAL9 NAME = 'SKY_MAP_NIR_1.2.fits' / File name of calibratHIERARCH ESO PRO REC1 CAL9 CATG = 'SKY_MAP_NIR' / Category of calibration frame HIERARCH ESO PRO REC1 CAL9 DATAMD5 = '34a98f750b67728692fe8c434929bc55' / MD5 siHIERARCH ESO PRO REC1 CAL10 NAME = 'M.XSHOOTER.2012-03-30T11:16:52.615.fits' / FHIERARCH ESO PRO REC1 CAL10 CATG = 'SPECTRAL_FORMAT_TAB_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL11 NAME = 'XSH_MOD_CFG_OPT_2D_NIR.fits' / File name of HIERARCH ESO PRO REC1 CAL11 CATG = 'XSH_MOD_CFG_OPT_2D_NIR' / Category of calibrHIERARCH ESO PRO REC1 CAL11 DATAMD5 = '12b9b6c68c665a4a76c5e5f8973777ea' / MD5 sHIERARCH ESO PRO REC1 CAL12 NAME = 'XSH_MOD_CFG_OPT_AFC_NIR.fits' / File name ofHIERARCH ESO PRO REC1 CAL12 CATG = 'XSH_MOD_CFG_OPT_AFC_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL12 DATAMD5 = '77ad71c8e512a6dd7ea4d0ee5500a47b' / MD5 sHIERARCH ESO PRO REC1 PARAM1 NAME = 'keep-temp' / If 'no', temporary files are dHIERARCH ESO PRO REC1 PARAM1 VALUE = 'no ' / Default: 'no' HIERARCH ESO PRO REC1 PARAM2 NAME = 'debug-level' / Additional xshooter debug leHIERARCH ESO PRO REC1 PARAM2 VALUE = 'none ' / Default: 'none' HIERARCH ESO PRO REC1 PARAM3 NAME = 'time-stamp' / Add timestamp to product fileHIERARCH ESO PRO REC1 PARAM3 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM4 NAME = 'decode-bp' / Integer representation of the HIERARCH ESO PRO REC1 PARAM4 VALUE = '2144337919' / Default: 2144337919 HIERARCH ESO PRO REC1 PARAM5 NAME = 'pre-overscan-corr' / pre-overscan correctioHIERARCH ESO PRO REC1 PARAM5 VALUE = '0 ' / Default: 1 HIERARCH ESO PRO REC1 PARAM6 NAME = 'stack-method' / Method used to build masterHIERARCH ESO PRO REC1 PARAM6 VALUE = 'median ' / Default: 'median' HIERARCH ESO PRO REC1 PARAM7 NAME = 'klow ' / Kappa used to clip low level vaHIERARCH ESO PRO REC1 PARAM7 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM8 NAME = 'khigh ' / Kappa used to clip high level vHIERARCH ESO PRO REC1 PARAM8 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM9 NAME = 'removecrhsingle-sigmalim' / Poisson fluctuaHIERARCH ESO PRO REC1 PARAM9 VALUE = '20 ' / Default: 20 HIERARCH ESO PRO REC1 PARAM10 NAME = 'removecrhsingle-flim' / Minimum contrast bHIERARCH ESO PRO REC1 PARAM10 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM11 NAME = 'removecrhsingle-niter' / Max number of iteHIERARCH ESO PRO REC1 PARAM11 VALUE = '4 ' / Default: 4 HIERARCH ESO PRO REC1 PARAM12 NAME = 'rectify-kernel' / Name of the InterpolatioHIERARCH ESO PRO REC1 PARAM12 VALUE = 'tanh ' / Default: 'tanh' HIERARCH ESO PRO REC1 PARAM13 NAME = 'rectify-radius' / Rectify Interpolation raHIERARCH ESO PRO REC1 PARAM13 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM14 NAME = 'rectify-bin-lambda' / Wavelength step in tHIERARCH ESO PRO REC1 PARAM14 VALUE = '0.06 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM15 NAME = 'rectify-bin-slit' / Spatial step along theHIERARCH ESO PRO REC1 PARAM15 VALUE = '0.21 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM16 NAME = 'rectify-fast' / Fast if TRUE (Rect[B-A] = HIERARCH ESO PRO REC1 PARAM16 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM17 NAME = 'localize-method' / Localization method (MAHIERARCH ESO PRO REC1 PARAM17 VALUE = 'MANUAL ' / Default: 'MANUAL' HIERARCH ESO PRO REC1 PARAM18 NAME = 'localize-chunk-nb' / Number of chunks in tHIERARCH ESO PRO REC1 PARAM18 VALUE = '10 ' / Default: 10 HIERARCH ESO PRO REC1 PARAM19 NAME = 'localize-thresh' / Threshold relative to tHIERARCH ESO PRO REC1 PARAM19 VALUE = '0.1 ' / Default: 0.1 HIERARCH ESO PRO REC1 PARAM20 NAME = 'localize-deg-lambda' / Degree in lambda inHIERARCH ESO PRO REC1 PARAM20 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM21 NAME = 'localize-slit-position' / Object position HIERARCH ESO PRO REC1 PARAM21 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM22 NAME = 'localize-slit-hheight' / Object half heighHIERARCH ESO PRO REC1 PARAM22 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM23 NAME = 'localize-kappa' / Kappa value for sigma clHIERARCH ESO PRO REC1 PARAM23 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM24 NAME = 'localize-niter' / Number of iterations forHIERARCH ESO PRO REC1 PARAM24 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM25 NAME = 'localize-use-skymask' / TRUE if we want toHIERARCH ESO PRO REC1 PARAM25 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM26 NAME = 'localize-nod-throw' / Step (arcsec) betweeHIERARCH ESO PRO REC1 PARAM26 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM27 NAME = 'extract-method' / Method used for extractiHIERARCH ESO PRO REC1 PARAM27 VALUE = 'NOD ' / Default: 'NOD' HIERARCH ESO PRO REC1 PARAM28 NAME = 'stdextract-interp-hsize' / Half size of maHIERARCH ESO PRO REC1 PARAM28 VALUE = '30 ' / Default: 30 HIERARCH ESO PRO REC1 PARAM29 NAME = 'combinenod-throwlist' / Name of ascii fileHIERARCH ESO PRO REC1 PARAM29 VALUE = 'throwlist.asc' / Default: 'throwlist.asc'HIERARCH ESO PRO REC1 PARAM30 NAME = 'combinenod-method' / Combination method foHIERARCH ESO PRO REC1 PARAM30 VALUE = 'MEAN ' / Default: 'MEAN' HIERARCH ESO PRO REC1 PARAM31 NAME = 'max-slit' / Lower Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM31 VALUE = '5.7 ' / Default: 5.7 HIERARCH ESO PRO REC1 PARAM32 NAME = 'min-slit' / Upper Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM32 VALUE = '-5.3 ' / Default: -5.3 HIERARCH ESO PRO REC1 PARAM33 NAME = 'correct-sky-by-median' / TRUE if the resamHIERARCH ESO PRO REC1 PARAM33 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM34 NAME = 'cut-uvb-spectrum' / TRUE if recipe cuts thHIERARCH ESO PRO REC1 PARAM34 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM35 NAME = 'generate-SDP-format' / TRUE if additional HIERARCH ESO PRO REC1 PARAM35 VALUE = 'true ' / Default: false HIERARCH ESO PRO REC1 PARAM36 NAME = 'dummy-association-keys' / Sets the number HIERARCH ESO PRO REC1 PARAM36 VALUE = '0 ' / Default: 0 HIERARCH ESO ADA ABSROT END = 142.82532 / Abs rot angle at exp end HIERARCH ESO ADA ABSROT PPOS = 'NEG ' / sign of probe position HIERARCH ESO ADA ABSROT START = 164.77214 / Abs rot angle at exp start HIERARCH ESO ADA GUID DEC = 15.12634 / 15:07:34.8 Guide star DEC J2000 HIERARCH ESO ADA GUID RA = 196.829762 / 13:07:19.1 Guide star RA J2000 HIERARCH ESO ADA GUID STATUS = 'ON ' / Status of autoguider HIERARCH ESO ADA POSANG = 154.34716 / Position angle at start HIERARCH ESO OCS DET3 IMGNAME = 'XSHOOTER_SLT_OBJ_NIR_' / Data File Name. HIERARCH ESO SEQ ARM = 'NIR ' / Instrument Arm HIERARCH ESO SEQ CUMOFF DEC = -2.253583 / Cumulative DEC offset HIERARCH ESO SEQ CUMOFF RA = -1.082295 / Cumulative RA offset HIERARCH ESO SEQ CUMOFF X = 0. / Cumulative offset X (perp. to slit HIERARCH ESO SEQ CUMOFF Y = 2.5 / Cumulative offset Y (along the sli HIERARCH ESO SEQ JITTER WIDTH = 0. / Width of the Jitter box (arcsec) HIERARCH ESO SEQ NOD THROW = 5. / Nodding throw length in arcsec HIERARCH ESO SEQ RELOFF DEC = -2.253583 / List of DEC offsets HIERARCH ESO SEQ RELOFF RA = -1.082295 / List of RA offsets HIERARCH ESO QC NPIXSAT = 1822. / Number of saturated pixels HIERARCH ESO QC FPIXSAT = 0.000845773915626857 / Fraction of saturated pixels HIERARCH ESO QC CRRATE = 10.60498 / Number of detected CRH per cm2 and s HIERARCH ESO QC NCRH = 22206 / Number of detected cosmic ray hits HIERARCH ESO QC NCRH AVG = 20841. / Average number of cosmic ray hits per frame HIERARCH ESO QC NCRH TOT = 250098 / Total number of cosmic ray hits on frames HIERARCH ESO QC VRAD BARYCOR = -10.5760514613339 / Barycentric radial velocity cHIERARCH ESO QC VRAD HELICOR = -10.5857022766585 / Heliocentric radial velocity CHECKSUM= '2PmI2Pj92PjG2Pj9' / HDU checksum updated 2025-07-01T15:30:13 DATASUM = '2955365595' / data unit checksum updated 2025-07-01T15:30:13 BANDID1 = 'spectrum: background fit, weights variance, clean yes' BANDID2 = 'spectrum: background fit, weights none, clean no' BANDID3 = 'background: background fit' BANDID4 = 'sigma - background fit, weights variance, clean yes' APNUM1 = '1 1 35.04 41.76' WCSDIM = 3 CTYPE3 = 'LINEAR ' CD3_3 = 1. LTM1_1 = 1. LTM2_2 = 1. LTM3_3 = 1. WAT0_001= 'system=equispec' WAT1_001= 'wtype=linear label=Wavelength units=nanometers units_display=nm' WAT2_001= 'wtype=linear' WAT3_001= 'wtype=linear' END \n", + "\n", + " Reading FITS file: ULAS_J020858.62+020657.0_esdL3_Xshooter_NIR_Primeval-III.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J020858.62+020657.0_esdL3_Xshooter_NIR_Primeval-III.fits\n", + "\n", + " Reading FITS file: ULAS_J135058.85+081506.8_usdL3_Xshooter_NIR_Primeval-III.fits\n", + "Error reading ULAS_J135058.85+081506.8_usdL3_Xshooter_NIR_Primeval-III.fits: list index out of range\n", + "Header info: SIMPLE = T / Fits standard BITPIX = -32 / Bits per pixel NAXIS = 3 / Number of axes NAXIS1 = 24750 / Axis length NAXIS2 = 1 / Axis length NAXIS3 = 4 / Axis length EXTEND = T / File may contain extensions ORIGIN = 'NOAO-IRAF FITS Image Kernel July 2003' / FITS file originator IRAF-TLM= '2017-01-26T13:20:00' / Time of last modification OBJECT = 'ULAS1350' / Name of the object observed COMMENT FITS (Flexible Image Transport System) format is defined in 'AstronomyCOMMENT and Astrophysics', volume 376, page 359; bibcode: 2001A&A...376..359H DATE = '2017-01-26T13:20:00' / file creation date (YYYY-MM-DDThh:mm:ss UT) LAMNLIN = 1899 / No. of lines used in wavelength solution LAMRMS = 0.0107175243772849 / RMS of wavelength solution [CUNIT1] CRDER1 = 0.000245941602021488 / Wavelength uncertainty [CUNIT1] CSYER1 = 0.004 / Typical systematic wavelength error [CUNIT1] CUNIT1 = 'nm ' / Wavelength units SPATRMS = 0.0313654195416496 / RMS on spatial coordinate uncertainty [CUNIT2] CRDER2 = 0.000719761510083316 / Spatial coordinate uncertainty [CUNIT2] CSYER2 = 0.25 / Spatial coordinate systematic uncertainty [CUNICUNIT2 = 'arcsec ' / Spatial units CRPIX1 = 1. CRVAL1 = 994.02 CTYPE1 = 'LINEAR ' CTYPE2 = 'LINEAR ' CD1_1 = 0.0599999999999454 CD2_2 = 1. TELESCOP= 'ESO-VLT-U2' / ESO Telescope Name INSTRUME= 'XSHOOTER' / Instrument used. RA = 207.744669 / 13:50:58.7 RA (J2000) pointing DEC = 8.25038 / 08:15:01.3 DEC (J2000) pointing EQUINOX = 2000. / Standard FK5 RADECSYS= 'FK5 ' / Coordinate reference frame EXPTIME = 300. / Integration time MJD-OBS = 57469.24238747 / Obs start 2016-03-22T05:49:02.278 DATE-OBS= '2016-03-22T05:49:02.2777' / Observing date UTC = 20939. / 05:48:59.000 UTC at start LST = 47281.786 / 13:08:01.786 LST at start PI-COI = 'UNKNOWN ' / PI-COI name. OBSERVER= 'UNKNOWN ' / Name of observer. BUNIT = 'erg / (angstrom s cm2)' HDUCLASS= 'ESO ' / hdu classification HDUDOC = 'DICD ' / hdu reference document HDUVERS = 'DICD V6.0' / hdu reference document version HDUCLAS1= 'IMAGE ' / hdu format classification HDUCLAS2= 'DATA ' / hdu type classification ERRDATA = 'ORD11_ERRS' / name of errs extension QUALDATA= 'ORD11_QUAL' / name of qual extension ARCFILE = 'XSHOO.2016-03-22T05:49:02.277.fits' / Archive File Name DATAMD5 = '35027987d19a178ae81d99f6ef4271e4' / MD5 checksum PIPEFILE= 'SCI_SLIT_FLUX_MERGE2D_NIR.fits' / Filename of data product HIERARCH ESO OBS AIRM = 1.6 / Req. max. airmass HIERARCH ESO OBS AMBI FWHM = 1.3 / Req. max. seeing HIERARCH ESO OBS AMBI TRANS = '3THN ' / Req. sky transparency HIERARCH ESO OBS ATM = 'NATM ' / Req. Atmospheric Turbulence Model HIERARCH ESO OBS CONTAINER ID = -999 / Scheduling container ID HIERARCH ESO OBS CONTAINER TYPE = 'U ' / Scheduling container type HIERARCH ESO OBS CONTRAST = 0. / Req. contrast HIERARCH ESO OBS DID = 'ESO-VLT-DIC.OBS-2.0' / OBS Dictionary HIERARCH ESO OBS EXECTIME = 4503 / Expected execution time HIERARCH ESO OBS GRP = '0 ' / linked blocks HIERARCH ESO OBS ID = 1276824 / Observation block ID HIERARCH ESO OBS MOON DIST = 30 / Req. min. angular dist. from moon HIERARCH ESO OBS MOON FLI = 1. / Req. max. fractional lunar illum. HIERARCH ESO OBS NAME = 'ULAS1350' / OB name HIERARCH ESO OBS NTPL = 2 / Number of templates within OB HIERARCH ESO OBS OBSERVER = 'UNKNOWN ' / Observer Name HIERARCH ESO OBS PI-COI ID = 72262 / ESO internal PI-COI ID HIERARCH ESO OBS PI-COI NAME = 'UNKNOWN ' / PI-COI name HIERARCH ESO OBS PROG ID = '096.C-0130(A)' / ESO program identification HIERARCH ESO OBS START = '2016-03-22T05:40:14' / OB start time HIERARCH ESO OBS STREHLRATIO = 0. / Req. strehl ratio HIERARCH ESO OBS TARG NAME = 'ULAS1350' / OB target name HIERARCH ESO OBS TPLNO = 2 / Template number within OB HIERARCH ESO OBS TWILIGHT = 0 / Req. twilight HIERARCH ESO OBS WATERVAPOUR = 0. / Req. water vapour HIERARCH ESO TPL DID = 'ESO-VLT-DIC.TPL-1.9' / Data dictionary for TPL HIERARCH ESO TPL EXPNO = 3 / Exposure number within template HIERARCH ESO TPL ID = 'XSHOOTER_slt_obs_AutoNodOnSlit' / Template signa HIERARCH ESO TPL NAME = 'XSHOOTER observations with AutoNodOnSlit offset' HIERARCH ESO TPL NEXP = 36 / Number of exposures within templat HIERARCH ESO TPL PRESEQ = 'XSHOOTER_obs_AutoNodOnSlit.seq' / Sequencer scri HIERARCH ESO TPL START = '2016-03-22T05:48:25' / TPL start time HIERARCH ESO TPL VERSION = '$Revision: 213208 $' / Version of the template HIERARCH ESO TEL AIRM END = 1.195 / Airmass at end HIERARCH ESO TEL AIRM START = 1.213 / Airmass at start HIERARCH ESO TEL ALT = 55.52 / Alt angle at start HIERARCH ESO TEL AMBI FWHM END = 0.63 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI FWHM START = 0.54 / Observatory Seeing queried from AS HIERARCH ESO TEL AMBI PRES END = 745.27 / Observatory ambient air pressure q HIERARCH ESO TEL AMBI PRES START = 745.58 / Observatory ambient air pressure q HIERARCH ESO TEL AMBI RHUM = 14.5 / Observatory ambient relative humid HIERARCH ESO TEL AMBI TAU0 = 0.0022 / Average coherence time HIERARCH ESO TEL AMBI TEMP = 17.12 / Observatory ambient temperature qu HIERARCH ESO TEL AMBI WINDDIR = 330.5 / Observatory ambient wind direction HIERARCH ESO TEL AMBI WINDSP = 3.23 / Observatory ambient wind speed que HIERARCH ESO TEL AZ = 199.38 / Az angle at start S=0,W=90 HIERARCH ESO TEL CHOP ST = F / True when chopping is active HIERARCH ESO TEL DATE = '2000-01-01T00:00:00' / TCS installation date HIERARCH ESO TEL DID = 'ESO-VLT-DIC.TCS' / Data dictionary for TEL HIERARCH ESO TEL DOME STATUS = 'FULLY-OPEN' / Dome status HIERARCH ESO TEL FOCU ID = 'CA ' / Telescope focus station ID HIERARCH ESO TEL FOCU LEN = 108.557 / Focal length HIERARCH ESO TEL FOCU SCALE = 1.894 / Focal scale HIERARCH ESO TEL FOCU VALUE = -0.002 / M2 setting HIERARCH ESO TEL GEOELEV = 2648. / Elevation above sea level (m) HIERARCH ESO TEL GEOLAT = -24.6272 / Tel geo latitute (+=North) HIERARCH ESO TEL GEOLON = -70.4048 / Tel geo longitude (+=East) HIERARCH ESO TEL IA FWHM = 0.64 / Delivered seeing corrected by airm HIERARCH ESO TEL IA FWHMLIN = 0.72 / Delivered seeing on IA detector (l HIERARCH ESO TEL IA FWHMLINOBS = 0.8 / Delivered seeing on IA detector (l HIERARCH ESO TEL ID = 'v 275245' / TCS version number HIERARCH ESO TEL MOON DEC = 4.78197 / 04:46:55.0 DEC (J2000) HIERARCH ESO TEL MOON RA = 168.658051 / 11:14:37.9 RA (J2000) HIERARCH ESO TEL OPER = 'I, Condor' / Telescope Operator HIERARCH ESO TEL PARANG END = 170.678 / Parallactic angle at end HIERARCH ESO TEL PARANG START = -162.264 / Parallactic angle at start HIERARCH ESO TEL TARG ALPHA = 135058.85 / Alpha coordinate for the target HIERARCH ESO TEL TARG COORDTYPE = 'M ' / Coordinate type (M=mean A=apparenHIERARCH ESO TEL TARG DELTA = 81506.8 / Delta coordinate for the target HIERARCH ESO TEL TARG EPOCH = 2006.5 / Epoch HIERARCH ESO TEL TARG EPOCHSYSTEM = 'J ' / Epoch system (default J=Julian)HIERARCH ESO TEL TARG EQUINOX = 2000. / Equinox HIERARCH ESO TEL TARG PARALLAX = 0. / Parallax HIERARCH ESO TEL TARG PMA = -0.23596 / Proper Motion Alpha HIERARCH ESO TEL TARG PMD = -0.22518 / Proper motion Delta HIERARCH ESO TEL TARG RADVEL = 0. / Radial velocity HIERARCH ESO TEL TH M1 TEMP = 14.97 / M1 superficial temperature HIERARCH ESO TEL TRAK STATUS = 'NORMAL ' / Tracking status HIERARCH ESO INS ADC1 DEC = 81009.51705 / Telescope desclination [deg]. HIERARCH ESO INS ADC1 END = 190.372 / Position angle at end [deg]. HIERARCH ESO INS ADC1 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC1 RA = 135148.047656 / Telescope right ascension [deg]. HIERARCH ESO INS ADC1 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC2 DEC = 81009.51705 / Telescope desclination [deg]. HIERARCH ESO INS ADC2 END = 236.575 / Position angle at end [deg]. HIERARCH ESO INS ADC2 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC2 RA = 135148.047656 / Telescope right ascension [deg]. HIERARCH ESO INS ADC2 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC3 DEC = 81009.51705 / Telescope desclination [deg]. HIERARCH ESO INS ADC3 END = 188.931 / Position angle at end [deg]. HIERARCH ESO INS ADC3 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC3 RA = 135148.047656 / Telescope right ascension [deg]. HIERARCH ESO INS ADC3 SWSIM = T / If T, function is software simulat HIERARCH ESO INS ADC4 DEC = 81009.51705 / Telescope desclination [deg]. HIERARCH ESO INS ADC4 END = 226.563 / Position angle at end [deg]. HIERARCH ESO INS ADC4 MODE = 'AUTO ' / ADC mode. HIERARCH ESO INS ADC4 RA = 135148.047656 / Telescope right ascension [deg]. HIERARCH ESO INS ADC4 SWSIM = T / If T, function is software simulat HIERARCH ESO INS DATE = '2005-04-01' / Instrument release date (yyyy-mm-d HIERARCH ESO INS DID = 'ESO-VLT-DIC.XSHOOTER_ICS-271852' / Data dictiona HIERARCH ESO INS FOCU1 ENC = 27155 / Absolute position [Enc]. HIERARCH ESO INS FOCU1 POS = 16.3 / Position [C]. HIERARCH ESO INS FOCU2 ENC = 11750 / Absolute position [Enc]. HIERARCH ESO INS FOCU2 POS = 0. / Position [C]. HIERARCH ESO INS ID = 'XSHOOTER/176642' / Instrument ID. HIERARCH ESO INS MIRR1 ID = 'Tel ' / Mirror unique ID. HIERARCH ESO INS MIRR1 NAME = 'Tel ' / Mirror name. HIERARCH ESO INS MIRR1 NO = 1 / Mirror slide position. HIERARCH ESO INS MODE = 'SLITSPEC' / Instrument mode used. HIERARCH ESO INS OPTI2 ID = 'SLOT ' / OPTIi unique ID. HIERARCH ESO INS OPTI2 NAME = 'SLOT ' / OPTIi name. HIERARCH ESO INS OPTI2 NO = 3 / OPTIi slot number. HIERARCH ESO INS OPTI2 TYPE = 'MIRROR ' / OPTIi element. HIERARCH ESO INS OPTI3 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI3 NAME = '1.3x11 ' / OPTIi name. HIERARCH ESO INS OPTI3 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI3 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI4 ID = 'PS2 ' / OPTIi unique ID. HIERARCH ESO INS OPTI4 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI4 NO = 2 / OPTIi slot number. HIERARCH ESO INS OPTI4 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS OPTI5 ID = 'PS5 ' / OPTIi unique ID. HIERARCH ESO INS OPTI5 NAME = '1.2x11 ' / OPTIi name. HIERARCH ESO INS OPTI5 NO = 5 / OPTIi slot number. HIERARCH ESO INS OPTI5 TYPE = 'SLIT ' / OPTIi element. HIERARCH ESO INS PATH = 'SLITSPEC' / Optical path used. HIERARCH ESO INS SENS21 ID = 'CA1F1 ' / sensor ID. HIERARCH ESO INS SENS21 NAME = 'Cab.1 Flow rate' / sensor common name. HIERARCH ESO INS SENS21 VAL = 110. / Cab. 1 Flow rate [l/h] HIERARCH ESO INS SENS60 ID = 'NPM ' / sensor ID. HIERARCH ESO INS SENS60 NAME = 'NIR cryo. P' / sensor common name. HIERARCH ESO INS SENS60 VAL = 7.0E-08 / NIR Pressure [mbar] HIERARCH ESO INS SENS81 ID = 'RANGE ' / sensor ID. HIERARCH ESO INS SENS81 NAME = 'Heater Range' / sensor common name. HIERARCH ESO INS SENS81 VAL = 4. / Lake 340 Heater Range HIERARCH ESO INS SENS82 ID = 'HEATR ' / sensor ID. HIERARCH ESO INS SENS82 NAME = 'Heater output' / sensor common name. HIERARCH ESO INS SENS82 VAL = 38.5 / Lake 340 Heater output HIERARCH ESO INS SHUT1 ID = 'INSH ' / Shutter ID. HIERARCH ESO INS SHUT1 NAME = 'Instrument shutter' / Shutter name. HIERARCH ESO INS SHUT1 ST = T / Shutter open. HIERARCH ESO INS SWSIM = 'NORMAL ' / Software simulation. HIERARCH ESO INS TEMP1 ID = 'TMUC ' / Temperature sensor ID. HIERARCH ESO INS TEMP1 NAME = 'UVB Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP1 VAL = 16.78 / UVB Camera temp. [C] HIERARCH ESO INS TEMP10 ID = 'TMA ' / Temperature sensor ID. HIERARCH ESO INS TEMP10 NAME = 'Ambient temp.' / Temperature sensor name. HIERARCH ESO INS TEMP10 VAL = 17.25 / Ambient temp. [C] HIERARCH ESO INS TEMP11 ID = 'TMADC ' / Temperature sensor ID. HIERARCH ESO INS TEMP11 NAME = 'BB UVB ADC temp.' / Temperature sensor name. HIERARCH ESO INS TEMP11 VAL = 17.76 / BB UVB ADC temp. [C] HIERARCH ESO INS TEMP2 ID = 'TMUP ' / Temperature sensor ID. HIERARCH ESO INS TEMP2 NAME = 'UVB Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP2 VAL = 16.4 / UVB Prism temp. [C] HIERARCH ESO INS TEMP21 ID = 'CA1OT ' / Temperature sensor ID. HIERARCH ESO INS TEMP21 NAME = 'Cab.1 outlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP21 VAL = 12.19 / Cab. 1 outlet temp. [C] HIERARCH ESO INS TEMP22 ID = 'CA1IT ' / Temperature sensor ID. HIERARCH ESO INS TEMP22 NAME = 'Cab.1 inlet temp.' / Temperature sensor name. HIERARCH ESO INS TEMP22 VAL = 9.73 / Cab. 1 inlet temp. [C] HIERARCH ESO INS TEMP23 ID = 'CA1CT ' / Temperature sensor ID. HIERARCH ESO INS TEMP23 NAME = 'Cab.1 temp.' / Temperature sensor name. HIERARCH ESO INS TEMP23 VAL = 20.44 / Cab. 1 temp. [C] HIERARCH ESO INS TEMP24 ID = 'CA1AT ' / Temperature sensor ID. HIERARCH ESO INS TEMP24 NAME = 'Cab.1 Amb. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP24 VAL = 17.83 / Cab. 1 Amb. temp. [C] HIERARCH ESO INS TEMP3 ID = 'TMUB ' / Temperature sensor ID. HIERARCH ESO INS TEMP3 NAME = 'UVB bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP3 VAL = 16.74 / UVB bench temp. [C] HIERARCH ESO INS TEMP4 ID = 'TMVC ' / Temperature sensor ID. HIERARCH ESO INS TEMP4 NAME = 'VIS Camera temp.' / Temperature sensor name. HIERARCH ESO INS TEMP4 VAL = 15.58 / VIS Camera temp. [C] HIERARCH ESO INS TEMP5 ID = 'TMVP ' / Temperature sensor ID. HIERARCH ESO INS TEMP5 NAME = 'VIS Prism temp.' / Temperature sensor name. HIERARCH ESO INS TEMP5 VAL = 16.05 / VIS Prism temp. [C] HIERARCH ESO INS TEMP6 ID = 'TMVB ' / Temperature sensor ID. HIERARCH ESO INS TEMP6 NAME = 'VIS bench temp.' / Temperature sensor name. HIERARCH ESO INS TEMP6 VAL = 16.48 / VIS bench temp. [C] HIERARCH ESO INS TEMP7 ID = 'TMUCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP7 NAME = 'UVB cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP7 VAL = 11.82 / UVB cryo. temp. [C] HIERARCH ESO INS TEMP8 ID = 'TMVCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP8 NAME = 'VIS cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP8 VAL = 12.72 / VIS cryo. temp. [C] HIERARCH ESO INS TEMP80 ID = 'OBCT ' / Temperature sensor ID. HIERARCH ESO INS TEMP80 NAME = 'OB Cover Tel.' / Temperature sensor name. HIERARCH ESO INS TEMP80 VAL = 103.98 / OB Cover Telescope [K] HIERARCH ESO INS TEMP81 ID = 'OBCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP81 NAME = 'OB Cover Tank' / Temperature sensor name. HIERARCH ESO INS TEMP81 VAL = 103.95 / OB Cover Tank [K] HIERARCH ESO INS TEMP82 ID = 'OBPR ' / Temperature sensor ID. HIERARCH ESO INS TEMP82 NAME = 'OB Prism1' / Temperature sensor name. HIERARCH ESO INS TEMP82 VAL = 103.34 / OB Prism1 [K] HIERARCH ESO INS TEMP83 ID = 'OBCL ' / Temperature sensor ID. HIERARCH ESO INS TEMP83 NAME = 'OB Corrector Lens' / Temperature sensor name. HIERARCH ESO INS TEMP83 VAL = 104.1 / OB Corrector Lens [K] HIERARCH ESO INS TEMP84 ID = 'CP ' / Temperature sensor ID. HIERARCH ESO INS TEMP84 NAME = 'Cryo. Cold Plate' / Temperature sensor name. HIERARCH ESO INS TEMP84 VAL = 84.551 / Cryostat Cold Plate [K] HIERARCH ESO INS TEMP85 ID = 'RS ' / Temperature sensor ID. HIERARCH ESO INS TEMP85 NAME = 'Cryo. rad. shield' / Temperature sensor name. HIERARCH ESO INS TEMP85 VAL = 107.25 / Cryostat rad. shield [K] HIERARCH ESO INS TEMP86 ID = 'DCB ' / Temperature sensor ID. HIERARCH ESO INS TEMP86 NAME = 'CCD Copper bar' / Temperature sensor name. HIERARCH ESO INS TEMP86 VAL = 76.994 / CCD Copper bar [K] HIERARCH ESO INS TEMP9 ID = 'TMNCR ' / Temperature sensor ID. HIERARCH ESO INS TEMP9 NAME = 'NIR cryo. temp.' / Temperature sensor name. HIERARCH ESO INS TEMP9 VAL = 19.69 / NIR cryo. temp. [C] HIERARCH ESO INS TEMP90 ID = 'NHT ' / Temperature sensor ID. HIERARCH ESO INS TEMP90 NAME = 'NIR Head temp.' / Temperature sensor name. HIERARCH ESO INS TEMP90 VAL = 79.001 / NIR Head temp. [K] HIERARCH ESO INS TILT1 AFCX = 0.243 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT1 AFCY = -0.033 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT1 CONVX = 0.208 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT1 CONVY = 0.269 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT1 ENGX = 5.141 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT1 ENGY = 3.962 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT1 ID = 'afcs1 ' / AFCS ID. HIERARCH ESO INS TILT1 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT1 NAME = 'Flexure comp. UVB' / AFCS description. HIERARCH ESO INS TILT1 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT1 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT1 POSXEND = -0.378 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSXSTART = 0.185 / Piezo position at start in X [volt HIERARCH ESO INS TILT1 POSYEND = -0.88 / Piezo position at end [volt]. HIERARCH ESO INS TILT1 POSYSTART = -1.054 / Piezo position at start in Y [volt HIERARCH ESO INS TILT1 REFRACXEND = -1.504 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT1 REFRACXST = -1.068 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT1 REFRACYEND = -1.603 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT1 REFRACYST = -1.637 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT2 AFCX = -0.829 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT2 AFCY = 0.324 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT2 CONVX = 0.291 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT2 CONVY = 0.384 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT2 ENGX = 4.253 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT2 ENGY = 6.204 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT2 ID = 'afcs2 ' / AFCS ID. HIERARCH ESO INS TILT2 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT2 NAME = 'Flexure comp. VIS' / AFCS description. HIERARCH ESO INS TILT2 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT2 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT2 POSXEND = -0.322 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSXSTART = -0.782 / Piezo position at start in X [volt HIERARCH ESO INS TILT2 POSYEND = 1.067 / Piezo position at end [volt]. HIERARCH ESO INS TILT2 POSYSTART = 1.219 / Piezo position at start in Y [volt HIERARCH ESO INS TILT2 REFRACXEND = 1.537 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT2 REFRACXST = 1.116 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT2 REFRACYEND = 1.643 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT2 REFRACYST = 1.672 / Atm. refr. corr. start in Y [volt] HIERARCH ESO INS TILT3 AFCX = 0.968 / Flexure corr. in X [volt]. HIERARCH ESO INS TILT3 AFCY = 0.653 / Flexure corr. in Y [volt]. HIERARCH ESO INS TILT3 CONVX = 0.58 / VoltToMarcsec conversion in X. HIERARCH ESO INS TILT3 CONVY = 0.56 / VoltToMarcsec conversion in Y. HIERARCH ESO INS TILT3 ENGX = 7.076 / Piezo voltage at end in X [volt]. HIERARCH ESO INS TILT3 ENGY = 5.575 / Piezo voltage at end in Y [volt]. HIERARCH ESO INS TILT3 ID = 'afcs3 ' / AFCS ID. HIERARCH ESO INS TILT3 MODE = 'AUTO ' / AFCS mode. HIERARCH ESO INS TILT3 NAME = 'Flexure comp. NIR' / AFCS description. HIERARCH ESO INS TILT3 OFFSETX = 5. / Offset voltage in X [volt]. HIERARCH ESO INS TILT3 OFFSETY = 5. / Offset voltage in Y [volt]. HIERARCH ESO INS TILT3 POSXEND = 1.899 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSXSTART = 2.091 / Piezo position at start in X [volt HIERARCH ESO INS TILT3 POSYEND = 0.104 / Piezo position at end [volt]. HIERARCH ESO INS TILT3 POSYSTART = 0.602 / Piezo position at start in Y [volt HIERARCH ESO INS TILT3 REFRACXEND = 1.654 / Atm. refr. corr. end in X [volt]. HIERARCH ESO INS TILT3 REFRACXST = 1.23 / Atm. refr. corr. start in X [volt] HIERARCH ESO INS TILT3 REFRACYEND = 1.761 / Atm. refr. corr. end in Y [volt]. HIERARCH ESO INS TILT3 REFRACYST = 1.789 / Atm. refr. corr. start in Y [volt] HIERARCH ESO DET CHIP GAIN = 1. / Gain in e-/ADU HIERARCH ESO DET CHIP ID = 'ESO-Hawaii2RG' / Detector ID HIERARCH ESO DET CHIP NAME = 'Hawaii2RG' / Detector name HIERARCH ESO DET CHIP NX = 2048 / Pixels in X HIERARCH ESO DET CHIP NY = 1100 / Pixels in Y HIERARCH ESO DET CHIP PXSPACE = 1.8E-05 / Pixel-Pixel Spacing HIERARCH ESO DET CHIP RON = 0. / Read-out noise in e HIERARCH ESO DET CHIP TYPE = 'IR ' / The Type of Det Chip HIERARCH ESO DET CHOP FREQ = 0 / Chopping Frequency HIERARCH ESO DET CON OPMODE = 'NORMAL ' / Operational Mode HIERARCH ESO DET DID = 'ESO-VLT-DIC.IRACE-1.48' / Dictionary Name and Re HIERARCH ESO DET DIT = 300. / Integration Time HIERARCH ESO DET DITDELAY = 0. / Pause Between DITs HIERARCH ESO DET EXP NAME = 'XSHOOTER_SLT_OBJ_NIR_082_0005' / Exposure Name HIERARCH ESO DET EXP NO = 60383 / Exposure number HIERARCH ESO DET EXP UTC = '2016-03-22T05:54:06.8098' / File Creation Time HIERARCH ESO DET FILE CUBE ST = F / Data Cube On/Off HIERARCH ESO DET FRAM NO = 1 / Frame number HIERARCH ESO DET FRAM TYPE = 'INT ' / Frame type HIERARCH ESO DET FRAM UTC = '2016-03-22T05:54:05.2249' / Time Recv Frame HIERARCH ESO DET IRACE ADC1 DELAY = 7 / ADC Delay Adjustment HIERARCH ESO DET IRACE ADC1 ENABLE = 1 / Enable ADC Board (0/1) HIERARCH ESO DET IRACE ADC1 FILTER1 = 0 / ADC Filter1 Adjustment HIERARCH ESO DET IRACE ADC1 FILTER2 = 0 / ADC Filter2 Adjustment HIERARCH ESO DET IRACE ADC1 HEADER = 1 / Header of ADC Board HIERARCH ESO DET IRACE ADC1 NAME = 'ADC-RG ' / Name for ADC Board HIERARCH ESO DET IRACE ADC2 DELAY = 7 / ADC Delay Adjustment HIERARCH ESO DET IRACE ADC2 ENABLE = 1 / Enable ADC Board (0/1) HIERARCH ESO DET IRACE ADC2 FILTER1 = 0 / ADC Filter1 Adjustment HIERARCH ESO DET IRACE ADC2 FILTER2 = 0 / ADC Filter2 Adjustment HIERARCH ESO DET IRACE ADC2 HEADER = 1 / Header of ADC Board HIERARCH ESO DET IRACE ADC2 NAME = 'ADC-RG ' / Name for ADC Board HIERARCH ESO DET IRACE SEQCONT = F / Sequencer Continuous Mode HIERARCH ESO DET MINDIT = 299.9412 / Minimum DIT HIERARCH ESO DET MODE NAME = ' ' / DCS Detector Mode HIERARCH ESO DET NCORRS = 4 / Read-Out Mode HIERARCH ESO DET NCORRS NAME = 'NonDest ' / Read-Out Mode Name HIERARCH ESO DET NDIT = 1 / # of Sub-Integrations HIERARCH ESO DET NDITSKIP = 0 / DITs skipped at 1st.INT HIERARCH ESO DET NDSAMPLES = 452 / # of Non-Dest. Samples HIERARCH ESO DET NDSKIP = 1 / Samples skipped per DIT HIERARCH ESO DET RSPEED = 6 / Read-Speed Factor HIERARCH ESO DET RSPEEDADD = 0 / Read-Speed Add HIERARCH ESO DET SATLEVEL = 42000 / Saturation Level HIERARCH ESO DET VOLT1 CLKHI1 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI10 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI11 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI12 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI13 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI14 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI15 = 0. / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI16 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI2 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI3 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI4 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI5 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI6 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI7 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI8 = 3.3 / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHI9 = 0. / Set Value High-Clock HIERARCH ESO DET VOLT1 CLKHINM1 = 'clk1Hi FSYNCB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM10 = 'clk10Hi MODECTRL1' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM11 = 'clk11Hi MODECTRL2' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM12 = 'clock12Hi HORIWMEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM13 = 'clock13Hi VERTWMEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM14 = 'clock14Hi CSB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM15 = 'clock15Hi DATACLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM16 = 'clock16Hi DATAIN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM2 = 'clk2Hi VCLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM3 = 'clk3Hi LSYNCB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM4 = 'clk4Hi HCLK' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM5 = 'clk5Hi READEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM6 = 'clk6Hi RESETEN' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM7 = 'clk7Hi MAINRESETB' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM8 = 'clk8Hi BUFDISABLE' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHINM9 = 'clk9Hi FASTENPAD' / Name of High-Clock HIERARCH ESO DET VOLT1 CLKHIT1 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT10 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT11 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT12 = 3.3447 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT13 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT14 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT15 = 0.0488 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT16 = 3.3398 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT2 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT3 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT4 = 3.335 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT5 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT6 = 3.3252 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT7 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT8 = 3.3301 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKHIT9 = 0.0439 / Tel Value High-Clock HIERARCH ESO DET VOLT1 CLKLO1 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO10 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO11 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO12 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO13 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO14 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO15 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO16 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO2 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO3 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO4 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO5 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO6 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO7 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO8 = 3.3 / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLO9 = 0. / Set value Low-Clock HIERARCH ESO DET VOLT1 CLKLONM1 = 'clk1Lo FSYNCB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM10 = 'clk10Lo MODECTRL1' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM11 = 'clk11Lo MODECTRL2' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM12 = 'clock12Lo HORIWMEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM13 = 'clock13Lo VERTWMEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM14 = 'clock14Lo CSB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM15 = 'clock15Lo DATACLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM16 = 'clock16Lo DATAIN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM2 = 'clk2Lo VCLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM3 = 'clk3Lo LSYNCB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM4 = 'clk4Lo HCLK' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM5 = 'clk5Lo READEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM6 = 'clk6Lo RESETEN' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM7 = 'clk7Lo MAINRESETB' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM8 = 'clk8Lo BUFDISABLE' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLONM9 = 'clk9Lo FASTENPAD' / Name of Low-Clock HIERARCH ESO DET VOLT1 CLKLOT1 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT10 = 3.3398 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT11 = 3.335 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT12 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT13 = 0.0537 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT14 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT15 = 0.0342 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT16 = 3.3398 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT2 = 0.0537 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT3 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT4 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT5 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT6 = 0.0391 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT7 = 0.0488 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT8 = 3.3301 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 CLKLOT9 = 0.0439 / Tel Value Low-Clock HIERARCH ESO DET VOLT1 DC1 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC10 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC11 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC12 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC13 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC14 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC15 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC2 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC3 = 3.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC4 = 1.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC5 = 0.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC6 = 2.3 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC7 = 3.5 / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC8 = 3. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DC9 = 0. / Set value DC-Voltage HIERARCH ESO DET VOLT1 DCNM1 = 'DC1 VDD ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM10 = 'DC10 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM11 = 'DC11 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM12 = 'DC12 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM13 = 'DC13 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM14 = 'DC14 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM15 = 'DC15 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM2 = 'DC2 VDDA' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM3 = 'DC3 VBIASPOWER' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM4 = 'DC4 DSUB' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM5 = 'DC5 VRESET' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM6 = 'DC6 BIASGATE' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM7 = 'DC7 EXTREF' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM8 = 'DC8 VLOAD' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCNM9 = 'DC9 ' / Name of DC-voltage HIERARCH ESO DET VOLT1 DCTA1 = 3.3105 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA10 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA11 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA12 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA13 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA14 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA15 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA2 = 3.3154 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA3 = 3.3105 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA4 = 1.5088 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA5 = 0.5029 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA6 = 2.3145 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA7 = 3.5107 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA8 = 3.0127 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTA9 = 0.0049 / Tel Value 1 for DC HIERARCH ESO DET VOLT1 DCTB1 = 3.3057 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB10 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB11 = 0.0098 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB12 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB13 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB14 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB15 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB2 = 3.3057 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB3 = 3.3008 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB4 = 1.5039 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB5 = 0.5029 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB6 = 2.2656 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB7 = 3.4912 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB8 = 3.0078 / Tel Value 2 for DC HIERARCH ESO DET VOLT1 DCTB9 = 0.0049 / Tel Value 2 for DC HIERARCH ESO DET WIN NX = 2048 / # of Pixels in X HIERARCH ESO DET WIN NY = 1100 / # of Pixels in Y HIERARCH ESO DET WIN STARTX = 1 / Lower left X ref HIERARCH ESO DET WIN STARTY = 1 / Lower left Y ref HIERARCH ESO DET WIN TYPE = 0 / Win-Type: 0=SW/1=HW HIERARCH ESO PRO CATG = 'SCI_SLIT_FLUX_MERGE2D_NIR' / Category of pipeline produHIERARCH ESO PRO B RELOFF RA = 1.749888 HIERARCH ESO PRO B RELOFF DEC = 4.68379 HIERARCH ESO PRO B CUMOFF RA = 0.874944 HIERARCH ESO PRO B CUMOFF DEC = 2.341895 HIERARCH ESO PRO RECT BIN LAMBDA = 0.06 HIERARCH ESO PRO RECT BIN SPACE = 0.21 HIERARCH ESO PRO RECT LAMBDA MIN = 994.02 HIERARCH ESO PRO RECT LAMBDA MAX = 2478.96 HIERARCH ESO PRO RECT SPACE MIN = -10.3400001525879 HIERARCH ESO PRO RECT SPACE MAX = 5.40999984741211 HIERARCH ESO PRO EXTRACT SLIT MIN = -10.3400001525879 HIERARCH ESO PRO EXTRACT SLIT MAX = 5.40999984741211 HIERARCH ESO PRO ANCESTOR = 'XSHOO.2016-03-22T05:49:02.277.fits' HIERARCH ESO PRO DID = 'PRO-1.15' / Data dictionary for PRO HIERARCH ESO PRO TYPE = 'REDUCED ' / Product type HIERARCH ESO PRO TECH = 'ECHELLE,SLIT,NODDING' / Observation technique HIERARCH ESO PRO SCIENCE = T / Scientific product if T HIERARCH ESO PRO REC1 ID = 'xsh_scired_slit_nod' / Pipeline recipe (unique) idenHIERARCH ESO PRO REC1 DRS ID = 'cpl-7.0 ' / Data Reduction System identifier HIERARCH ESO PRO REC1 PIPE ID = 'xshoo/2.7.1' / Pipeline (unique) identifier HIERARCH ESO PRO REC1 RAW1 NAME = 'XSHOO.2016-03-22T05:49:02.277.fits' / File naHIERARCH ESO PRO REC1 RAW1 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW2 NAME = 'XSHOO.2016-03-22T05:54:36.368.fits' / File naHIERARCH ESO PRO REC1 RAW2 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW3 NAME = 'XSHOO.2016-03-22T06:00:05.808.fits' / File naHIERARCH ESO PRO REC1 RAW3 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW4 NAME = 'XSHOO.2016-03-22T06:05:39.898.fits' / File naHIERARCH ESO PRO REC1 RAW4 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW5 NAME = 'XSHOO.2016-03-22T06:11:09.997.fits' / File naHIERARCH ESO PRO REC1 RAW5 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW6 NAME = 'XSHOO.2016-03-22T06:16:45.420.fits' / File naHIERARCH ESO PRO REC1 RAW6 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW7 NAME = 'XSHOO.2016-03-22T06:22:14.855.fits' / File naHIERARCH ESO PRO REC1 RAW7 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW8 NAME = 'XSHOO.2016-03-22T06:27:48.280.fits' / File naHIERARCH ESO PRO REC1 RAW8 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW9 NAME = 'XSHOO.2016-03-22T06:33:17.717.fits' / File naHIERARCH ESO PRO REC1 RAW9 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frame HIERARCH ESO PRO REC1 RAW10 NAME = 'XSHOO.2016-03-22T06:38:52.473.fits' / File nHIERARCH ESO PRO REC1 RAW10 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO REC1 RAW11 NAME = 'XSHOO.2016-03-22T06:44:21.244.fits' / File nHIERARCH ESO PRO REC1 RAW11 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO REC1 RAW12 NAME = 'XSHOO.2016-03-22T06:49:56.665.fits' / File nHIERARCH ESO PRO REC1 RAW12 CATG = 'OBJECT_SLIT_NOD_NIR' / Category of raw frameHIERARCH ESO PRO DATANCOM = 12 / Number of combined frames HIERARCH ESO PRO REC1 CAL1 NAME = 'xsh_paranal_extinct_model_nir.fits' / File naHIERARCH ESO PRO REC1 CAL1 CATG = 'ATMOS_EXT_NIR' / Category of calibration framHIERARCH ESO PRO REC1 CAL1 DATAMD5 = '5a3d3a43ed7161c2aeff04ff6823a0d0' / MD5 siHIERARCH ESO PRO REC1 CAL2 NAME = 'BP_MAP_RP_NIR.fits' / File name of calibratioHIERARCH ESO PRO REC1 CAL2 CATG = 'BP_MAP_RP_NIR' / Category of calibration framHIERARCH ESO PRO REC1 CAL2 DATAMD5 = '6f99f13903272739f959c96eda6d7e1b' / MD5 siHIERARCH ESO PRO REC1 CAL3 NAME = 'DISP_TAB_AFC_NIR.fits' / File name of calibraHIERARCH ESO PRO REC1 CAL3 CATG = 'DISP_TAB_AFC_NIR' / Category of calibration fHIERARCH ESO PRO REC1 CAL3 DATAMD5 = '80c92ea64100fecc0d1ce10642cf3fe7' / MD5 siHIERARCH ESO PRO REC1 CAL4 NAME = 'DISP_TAB_NIR.fits' / File name of calibrationHIERARCH ESO PRO REC1 CAL4 CATG = 'DISP_TAB_NIR' / Category of calibration frameHIERARCH ESO PRO REC1 CAL4 DATAMD5 = 'b991949d3d1603f0e6f6443c12da314b' / MD5 siHIERARCH ESO PRO REC1 CAL5 NAME = 'MASTER_FLAT_SLIT_NIR.fits' / File name of calHIERARCH ESO PRO REC1 CAL5 CATG = 'MASTER_FLAT_SLIT_NIR' / Category of calibratiHIERARCH ESO PRO REC1 CAL5 DATAMD5 = '2bee1ef91f1160db4b46f593e6be1a63' / MD5 siHIERARCH ESO PRO REC1 CAL6 NAME = 'M.XSHOOTER.2014-04-15T14:17:42.199.fits' / FiHIERARCH ESO PRO REC1 CAL6 CATG = 'MRESPONSE_MERGE1D_SLIT_NIR' / Category of calHIERARCH ESO PRO REC1 CAL7 NAME = 'ORDER_TAB_AFC_SLIT_NIR.fits' / File name of cHIERARCH ESO PRO REC1 CAL7 CATG = 'ORDER_TAB_AFC_SLIT_NIR' / Category of calibraHIERARCH ESO PRO REC1 CAL7 DATAMD5 = '9fe5b25d3eabc0f58aceaebbc1bc7e44' / MD5 siHIERARCH ESO PRO REC1 CAL8 NAME = 'ORDER_TAB_EDGES_SLIT_NIR.fits' / File name ofHIERARCH ESO PRO REC1 CAL8 CATG = 'ORDER_TAB_EDGES_SLIT_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL8 DATAMD5 = '066e68ed792b1637c9ebba373975cc0d' / MD5 siHIERARCH ESO PRO REC1 CAL9 NAME = 'RESPONSE_MERGE1D_SLIT_NIR.fits' / File name oHIERARCH ESO PRO REC1 CAL9 CATG = 'RESPONSE_MERGE1D_SLIT_NIR' / Category of caliHIERARCH ESO PRO REC1 CAL9 DATAMD5 = 'b76e7a69d018129f0c65dc7b44fc4e25' / MD5 siHIERARCH ESO PRO REC1 CAL10 NAME = 'M.XSHOOTER.2012-03-30T11:16:37.593.fits' / FHIERARCH ESO PRO REC1 CAL10 CATG = 'SPECTRAL_FORMAT_TAB_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL11 NAME = 'XSH_MOD_CFG_OPT_2D_NIR.fits' / File name of HIERARCH ESO PRO REC1 CAL11 CATG = 'XSH_MOD_CFG_OPT_2D_NIR' / Category of calibrHIERARCH ESO PRO REC1 CAL11 DATAMD5 = '9ab9af83c8d7fee61d86e1387ebd3672' / MD5 sHIERARCH ESO PRO REC1 CAL12 NAME = 'XSH_MOD_CFG_OPT_AFC_NIR.fits' / File name ofHIERARCH ESO PRO REC1 CAL12 CATG = 'XSH_MOD_CFG_OPT_AFC_NIR' / Category of calibHIERARCH ESO PRO REC1 CAL12 DATAMD5 = 'd84065bc9c6b934d2a532802600c036e' / MD5 sHIERARCH ESO PRO REC1 PARAM1 NAME = 'keep-temp' / If 'no', temporary files are dHIERARCH ESO PRO REC1 PARAM1 VALUE = 'no ' / Default: 'no' HIERARCH ESO PRO REC1 PARAM2 NAME = 'debug-level' / Additional xshooter debug leHIERARCH ESO PRO REC1 PARAM2 VALUE = 'none ' / Default: 'none' HIERARCH ESO PRO REC1 PARAM3 NAME = 'time-stamp' / Add timestamp to product fileHIERARCH ESO PRO REC1 PARAM3 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM4 NAME = 'decode-bp' / Integer representation of the HIERARCH ESO PRO REC1 PARAM4 VALUE = '2144337919' / Default: 2144337919 HIERARCH ESO PRO REC1 PARAM5 NAME = 'pre-overscan-corr' / pre-overscan correctioHIERARCH ESO PRO REC1 PARAM5 VALUE = '0 ' / Default: 1 HIERARCH ESO PRO REC1 PARAM6 NAME = 'stack-method' / Method used to build masterHIERARCH ESO PRO REC1 PARAM6 VALUE = 'median ' / Default: 'median' HIERARCH ESO PRO REC1 PARAM7 NAME = 'klow ' / Kappa used to clip low level vaHIERARCH ESO PRO REC1 PARAM7 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM8 NAME = 'khigh ' / Kappa used to clip high level vHIERARCH ESO PRO REC1 PARAM8 VALUE = '5 ' / Default: 5 HIERARCH ESO PRO REC1 PARAM9 NAME = 'removecrhsingle-sigmalim' / Poisson fluctuaHIERARCH ESO PRO REC1 PARAM9 VALUE = '20 ' / Default: 20 HIERARCH ESO PRO REC1 PARAM10 NAME = 'removecrhsingle-flim' / Minimum contrast bHIERARCH ESO PRO REC1 PARAM10 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM11 NAME = 'removecrhsingle-niter' / Max number of iteHIERARCH ESO PRO REC1 PARAM11 VALUE = '4 ' / Default: 4 HIERARCH ESO PRO REC1 PARAM12 NAME = 'rectify-kernel' / Name of the InterpolatioHIERARCH ESO PRO REC1 PARAM12 VALUE = 'tanh ' / Default: 'tanh' HIERARCH ESO PRO REC1 PARAM13 NAME = 'rectify-radius' / Rectify Interpolation raHIERARCH ESO PRO REC1 PARAM13 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM14 NAME = 'rectify-bin-lambda' / Wavelength step in tHIERARCH ESO PRO REC1 PARAM14 VALUE = '0.06 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM15 NAME = 'rectify-bin-slit' / Spatial step along theHIERARCH ESO PRO REC1 PARAM15 VALUE = '0.21 ' / Default: -1 HIERARCH ESO PRO REC1 PARAM16 NAME = 'rectify-fast' / Fast if TRUE (Rect[B-A] = HIERARCH ESO PRO REC1 PARAM16 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM17 NAME = 'localize-method' / Localization method (MAHIERARCH ESO PRO REC1 PARAM17 VALUE = 'MANUAL ' / Default: 'MANUAL' HIERARCH ESO PRO REC1 PARAM18 NAME = 'localize-chunk-nb' / Number of chunks in tHIERARCH ESO PRO REC1 PARAM18 VALUE = '10 ' / Default: 10 HIERARCH ESO PRO REC1 PARAM19 NAME = 'localize-thresh' / Threshold relative to tHIERARCH ESO PRO REC1 PARAM19 VALUE = '0.1 ' / Default: 0.1 HIERARCH ESO PRO REC1 PARAM20 NAME = 'localize-deg-lambda' / Degree in lambda inHIERARCH ESO PRO REC1 PARAM20 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM21 NAME = 'localize-slit-position' / Object position HIERARCH ESO PRO REC1 PARAM21 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM22 NAME = 'localize-slit-hheight' / Object half heighHIERARCH ESO PRO REC1 PARAM22 VALUE = '2 ' / Default: 2 HIERARCH ESO PRO REC1 PARAM23 NAME = 'localize-kappa' / Kappa value for sigma clHIERARCH ESO PRO REC1 PARAM23 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM24 NAME = 'localize-niter' / Number of iterations forHIERARCH ESO PRO REC1 PARAM24 VALUE = '3 ' / Default: 3 HIERARCH ESO PRO REC1 PARAM25 NAME = 'localize-use-skymask' / TRUE if we want toHIERARCH ESO PRO REC1 PARAM25 VALUE = 'false ' / Default: false HIERARCH ESO PRO REC1 PARAM26 NAME = 'localize-nod-throw' / Step (arcsec) betweeHIERARCH ESO PRO REC1 PARAM26 VALUE = '0 ' / Default: 0 HIERARCH ESO PRO REC1 PARAM27 NAME = 'extract-method' / Method used for extractiHIERARCH ESO PRO REC1 PARAM27 VALUE = 'NOD ' / Default: 'NOD' HIERARCH ESO PRO REC1 PARAM28 NAME = 'stdextract-interp-hsize' / Half size of maHIERARCH ESO PRO REC1 PARAM28 VALUE = '30 ' / Default: 30 HIERARCH ESO PRO REC1 PARAM29 NAME = 'combinenod-throwlist' / Name of ascii fileHIERARCH ESO PRO REC1 PARAM29 VALUE = 'throwlist.asc' / Default: 'throwlist.asc'HIERARCH ESO PRO REC1 PARAM30 NAME = 'combinenod-method' / Combination method foHIERARCH ESO PRO REC1 PARAM30 VALUE = 'MEAN ' / Default: 'MEAN' HIERARCH ESO PRO REC1 PARAM31 NAME = 'max-slit' / Lower Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM31 VALUE = '5.7 ' / Default: 5.7 HIERARCH ESO PRO REC1 PARAM32 NAME = 'min-slit' / Upper Slit Limit (localize andHIERARCH ESO PRO REC1 PARAM32 VALUE = '-5.3 ' / Default: -5.3 HIERARCH ESO PRO REC1 PARAM33 NAME = 'correct-sky-by-median' / TRUE if the resamHIERARCH ESO PRO REC1 PARAM33 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM34 NAME = 'cut-uvb-spectrum' / TRUE if recipe cuts thHIERARCH ESO PRO REC1 PARAM34 VALUE = 'true ' / Default: true HIERARCH ESO PRO REC1 PARAM35 NAME = 'generate-SDP-format' / TRUE if additional HIERARCH ESO PRO REC1 PARAM35 VALUE = 'true ' / Default: false HIERARCH ESO PRO REC1 PARAM36 NAME = 'dummy-association-keys' / Sets the number HIERARCH ESO PRO REC1 PARAM36 VALUE = '0 ' / Default: 0 HIERARCH ESO ADA ABSROT END = 136.88382 / Abs rot angle at exp end HIERARCH ESO ADA ABSROT PPOS = 'POS ' / sign of probe position HIERARCH ESO ADA ABSROT START = 163.94075 / Abs rot angle at exp start HIERARCH ESO ADA GUID DEC = 8.16773 / 08:10:03.8 Guide star DEC J2000 HIERARCH ESO ADA GUID RA = 207.682799 / 13:50:43.8 Guide star RA J2000 HIERARCH ESO ADA GUID STATUS = 'ON ' / Status of autoguider HIERARCH ESO ADA POSANG = 159.51408 / Position angle at start HIERARCH ESO OCS DET3 IMGNAME = 'XSHOOTER_SLT_OBJ_NIR_' / Data File Name. HIERARCH ESO SEQ ARM = 'NIR ' / Instrument Arm HIERARCH ESO SEQ CUMOFF DEC = -2.341895 / Cumulative DEC offset HIERARCH ESO SEQ CUMOFF RA = -0.874944 / Cumulative RA offset HIERARCH ESO SEQ CUMOFF X = 0. / Cumulative offset X (along the sli HIERARCH ESO SEQ CUMOFF Y = 2.5 / Cumulative offset Y (along the sli HIERARCH ESO SEQ JITTER WIDTH = 0. / Width of the Jitter box (arcsec) HIERARCH ESO SEQ NOD THROW = 5. / Nodding throw length in arcsec HIERARCH ESO SEQ RELOFF DEC = -2.341895 / List of DEC offsets HIERARCH ESO SEQ RELOFF RA = -0.874944 / List of RA offsets HIERARCH ESO QC NPIXSAT = 2311. / Number of saturated pixels HIERARCH ESO QC FPIXSAT = 0.00107276812240048 / Fraction of saturated pixels HIERARCH ESO QC CRRATE = 11.32373 / Number of detected CRH per cm2 and s HIERARCH ESO QC NCRH = 23711 / Number of detected cosmic ray hits HIERARCH ESO QC NCRH AVG = 22421. / Average number of cosmic ray hits per frame HIERARCH ESO QC NCRH TOT = 269060 / Total number of cosmic ray hits on frames HIERARCH ESO QC VRAD BARYCOR = 10.4864293871606 / Barycentric radial velocity coHIERARCH ESO QC VRAD HELICOR = 10.4908526994782 / Heliocentric radial velocity cCHECKSUM= 'OAHeQ19cO8GcO89c' / HDU checksum updated 2025-07-01T15:30:14 DATASUM = '685810304' / data unit checksum updated 2025-07-01T15:30:14 APNUM1 = '1 1 35.54 40.75' DC-FLAG = 0 WCSDIM = 3 LTM1_1 = 1. LTM2_2 = 1. WAT0_001= 'system=equispec' WAT1_001= 'wtype=linear label=Wavelength units=angstroms units_display=angstrom'WAT2_001= 'wtype=linear' CTYPE3 = 'LINEAR ' CD3_3 = 1. LTM3_3 = 1. WAT3_001= 'wtype=linear' BANDID1 = 'spectrum: background fit, weights variance, clean yes' BANDID2 = 'spectrum: background fit, weights none, clean no' BANDID3 = 'background: background fit' BANDID4 = 'sigma - background fit, weights variance, clean yes' WAT1_002= 's ' END \n", + "\n", + " Reading FITS file: ULAS_J024035.36+060629.3_sdM7_Xshooter_NIR_Primevl-IV.fits\n", + "flux unit: erg / (Angstrom s cm2) spectral_axis unit: nm\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J024035.36+060629.3_sdM7_Xshooter_NIR_Primevl-IV.fits\n", + "\n", + "Total files plotted: 10\n", + "Total files failed: 3\n" + ] + } + ], + "source": [ + "# NIR Xshooter\n", + "file_plotted = 0\n", + "file_failed = 0\n", + "for filename in os.listdir(path):\n", + "\n", + "\n", + " if filename.endswith(\"fits\") and \"xshooter\" in filename.lower() and \"NIR\" in filename.upper():\n", + "\n", + " file_path = os.path.join(path, filename)\n", + " try:\n", + " with fits.open(file_path) as hdul:\n", + " print(f\"\\n Reading FITS file: {filename}\")\n", + " header = hdul[0].header\n", + "\n", + " if \"ULAS_J021642.96+004005.7_sdL4_Xshooter_NIR_Primeval-I.fits\" in filename or \"ULAS_J151913.03-000030.0_sdL4_Xshooter_NIR_Primeval-I.fits\" in filename:\n", + " spectrum = Spectrum.read(file_path, format=\"wcs1d-fits\", flux_unit=\"erg / (cm2 s Angstrom)\")\n", + "\n", + " elif \"SDSS_J010448.46+153501.8_usdL1.5_Xshooter_NIR_Primeval-II.fits\" in filename or \"ULAS_J130710.22+151103.4_sdL8_Xshooter_NIR_Primeval-IV.fits\" in filename or \"ULAS_J135058.85+081506.8_usdL3_Xshooter_NIR_Primeval-III.fits\" in filename:\n", + " print(f\"shape: {hdul[1].data.shape}\")\n", + " spectrum = Spectrum.read(file_path, format=\"wcs1d-fits\", spectral_axis_index=0)\n", + " else:\n", + " spectrum = Spectrum.read(file_path, format=\"wcs1d-fits\")\n", + " # spectrum.spectral_axis = spectrum.spectral_axis.to(u.um)\n", + " print(f\"flux unit: {spectrum.flux.unit} spectral_axis unit: {spectrum.spectral_axis.unit}\")\n", + " # Plot and check\n", + " if check_spectrum_plottable(spectrum, raise_error=True, show_plot=True):\n", + " print(f\"Plotable file name: {filename}\")\n", + " file_plotted += 1\n", + "\n", + " except Exception as e:\n", + " print(f\"Error reading {filename}: {e}\")\n", + " print(f\"Header info: {header}\")\n", + " file_failed += 1\n", + "\n", + "print(f\"\\nTotal files plotted: {file_plotted}\")\n", + "print(f\"Total files failed: {file_failed}\")\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 211, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Reading OSIRIS FITS file: ULAS_J231949.36+044559.5_M7_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J231949.36+044559.5_M7_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J010756.85+100811.3_sdM7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J010756.85+100811.3_sdM7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J141203.85+121609.9_sdL5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J141203.85+121609.9_sdL5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J082206.61+044101.8_sdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J082206.61+044101.8_sdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J130710.22+151103.4_sdL8_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J130710.22+151103.4_sdL8_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J154638.34-011213.0_sdL3_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J154638.34-011213.0_sdL3_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J020628.22+020255.6_sdM7_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J020628.22+020255.6_sdM7_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J145234.65+043738.4_esdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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ll1+mhg0bisaKasm8v5XP8xr5IuncuTPt27ePPvjgA9EPSQ+el/bkk0/abnNEqHr16sWyXgAAAMAX5CqiR0ZouMGiFndGbLjq/bPhSIrb+/tDasxjIfTRRx/RN998Q8OGDSMz0r59e1q6dKnh/REREeICAAAAlEaPkJ4QevGaRvT2zJ2UoyOOnEeEHJWMNiiiE3gqeK48E84aCw4Opi5dupBZ2bhxo0iZAQAAAIGC6geSQkiKnojQYOrdOElcz3VLCKkeoSKapcmEEaEnnnhClK9/+OGHVNykp6fT3r17bbcPHDgghE25cuVEnyNOax07dkyM/2B4jTz/jE3e2dnZwiM0f/580fsIAAAACMSIkPQLSY9QeGgwhYUEG/qGPG2oGFRay+clTz/9NA0YMIDq1q1LTZo0obCwMLv7p06dSr6Cx3pceeWVttvSyzN06FCaNGmS6BF0+PBh2/08B+2pp54S4ig6OppatGghumGrzwEAAAAEUh+hPE1qLCI0WIghrZfIrdSYOw0VnYgdP8iMeS6EHnvsMVExxmKifPnyxWqQ5oovZ10oWQypPPvss+ICAAAABDK6ESGrEAoPKYgI8V0cwQkJDvJeaszZTmaMCH333Xf0xx9/iKgQAAAAAMzpEbJPjQXZ7ueoUEhwiOFz2QUkdM3S9rf9vY+Qx2Zp9uNwWgwAAAAAZowI5dlHhEILIkLupMfsps+78drOU2MW8wmh1157jUaOHIlp8wAAAIBJyLXzCJELIWTxqlnaaR8hIvOlxj7++GPRlJCbKdaqVcvBLO3reWMAAAAA8IxLOhGhHMUjFBIcJC6cxnIZEbJ4FtFxpqv8ISLksRAaNGiQb1YCAAAAgGLxCPE8sGd+3yRuy4qxUKsQ0us4veNEGlUvF00xEaF2HiE9GaMtoip1naU5LQYAAAAA85CbZ1819u/WE3Qh+5K4HR4aYosMcZRIGxFavvcMDflqFbWqHk/THuli5/lxR8g4M0s7qwT3W48QD1zloaVaeBv3+QEAAACAf6F2jGZhsv5QwTywa5vnT1sIs0aG1AGtzDfLDoqfG60zxFyO2DBZHyGPhdAjjzxCR44ccdjOTQv5PgAAAAD4b0NFFkLbT6SJ6x/f3ppuuSJ/sLgsodemxg6fy7C77So1psVZaswfPEIeC6Ht27dTmzZtHLa3bt1a3AcAAAAA/x66mpyaLa5XS4iybZeVY9rU2LHzWU6qxorWWdoPdJDnQogns588edJhO4+3CA312HIEAAAAAB+jRnk49XXqQr4QSoqNtG1nj5Be+bzqL3LoI6RXPh9Uyj1CV199tRhumpqaatuWkpJCL774IvXp08fb6wMAAABAETmbkWO7fvpCjk3sVIiJcBkRCiriiA1n+INHyOMQzvvvv0/du3enmjVrinQYwxPgua/QDz/84Is1AgAAAKAIsPiRZOVeFj/Llwm3lc4zYaFWj5BWCGmUkN2EDf0CerfX5c7QVr8TQlWrVqXNmzfTTz/9RJs2baKoqCi6++676fbbb3dorggAAAAA/xJCkrho+3N2aLC1akyTGgvSCBtXnaVLfUSIKVOmDN1///3eXw0AAAAAvM7pdEchFB1uP1i1wCPkPCJk30eoaENX/cAi5LlHCAAAAACFg4XD7+uO0vbj+eXrxUVyqqMQigqzF0IyNebMI8Trt+sj5MZrOyuR9wezNMq8AAAAgGJi/s5T9PRv+aMtDr4zoFheMyPnEp3RiQhFhdtLAGmW1huxIWGTtcXjoatUuvoIAQAAAIHEidQs2nvqgleea8uxgoprX3H0fCZtVV7n4Fn7hoiSqDB7CVBQNabxCCm5Lo4WqQ0S9czOzlJpWvxAB0EIAQAAAM7oNHo+9R63mM7qRFU8xZlfpigcOptBExfvF8NUu767gK79ZCkdOZcp7pM/K8cV9AxiojURoXADj5CKEEJ20+ddr81Z1MeUZmker8HqsFq1auL26tWrafLkydSkSRMYqAEAAJQqVFHAkZXySt+dwj2fb878t01YSSdSs+2iPxx94onxadbhqokxEWIfSaTWIxSi7xFSU2FcWu9J1RhHj5xPn7eYLyI0ZMgQWrBggbienJwsmiiyGHrppZfo9ddf98UaAQAAgBJBTmjXpogKy2VnhpkiIAXOT6sO27al5+SvPetift+gmIhQp1VjYW50ls73CKn3OhcynBZzmhojMp8Q2rp1K7Vv315c//XXX6lZs2a0fPly0Vdo0qRJvlgjAAAA4HPYJHwhO9duW1pWwe2c3KKLGCdZJ69zIiVfHGVahVDZyFCnVWOhBqkx9TZPsbfrLK3zftS+Q5wKvFzazNK5ubli3hgzd+5cuv7668X1Ro0aiXljAAAAgNk4mZZNXd+dT13emU9pihhSr2deLIgOeSMi5Cxl5A3+3nxcmKazrOuO1zRQjHLoIxTkIHxYyKhahe+z6yPkIqbDQsfi5x4hj4VQ06ZNafz48bRkyRKaM2cO9evXT2w/fvw4lS9f3hdrBAAAAHzK35uO06kLOcJPc/BMgc8mLeuSQ6qpKPDAU4l2lIW32XsqXZimU61RrQTNSA2HPkIh1vJ5NQKkWSPfZzdiw8XQ1fyIUCnzCL377rv05ZdfUs+ePcVYjZYtW4rt06dPt6XMAAAAADNx6Gx+ZRVzPtMoIpSfYioKqijIcdKvxxMuuRBU3604JH5Gh4XamXKaVIm12y/MKpJyL1l0hZu477K9+ZmvcdTp2k+W0JI9px1emwNg/l4+73HVGAugM2fOUFpaGiUkJNi2c8VYdHS0t9cHAAAA+By12up8xkVdjxA3JiwqarTFWeNCT1i694xb+7E5Wn39jnXsszh60+e1IuuSQ/m8hW79cgVlXLxMQ79ZTftHD7CPCInUmH97hArVWTokJMROBDG1atXy1poAAACAYuVYSpbt+vnMiz6LCHGfH2+kxlisHTmfSS2qxdNva4+69RitJ0hLuI5HSFtBxuLNTrxYSIggRi8Dxvti1hgAAADg56jRntnbkmnz0RQHj1CGF8zS2bneiQhdNXYhXf/pMlp94JzTBojOyuW1hOmUz2ufm1NldiM2lPuSYiMcKsk4jeZMCPlDRAhCCAAAgCngE/DK/WftUlfeQo32rNx/TogMfj1pNBb75BQ9IqR6bvQEzIp9Z+nHlfmeHmdIH9Pi3acpS4kyaRncpqqdELq6SZK4fkeHGg77hummxuyFCosabWpMUikuKn8fZdtlE1SNYegqAAAAU/Dv1mR6+Kf1VKFsBK15qbdXn1s2HVThKjE1NaamtbxRPq8XEbp94krxs1GlstSuVjm30l1q00ctXesl0tT1x8T1KvFR9P4tLWnRrtPUu3G+IHLVWTpX0ygo10ln6Uir2VoVPqJqzGnUp+SVEIQQAAAAU/DftmTx8/SFos/8UmFBoq2OYlIyc+3M0tleMDeraSdnVWNvzthBXw1tJ8ZiaFENzBzl0Svrv719DRENal41jpbuOSMqxNhPxFzXsorua4a5GRFShY26ryzNV1NhomrMaUNFMqcQWrNmjRizcerUKcrTqMVx48Z5a20AAACAV0dcuBsNYjgtJud0eS8ipPQR0ggh9b6NR1Lo/u/X0tSHuzg8h7om7gWk7YbNdKpbnq6wRpTG3drKrbWF2foIGafveNyGGuBRU4qhwUEO4sZ1asxiPiH09ttv08svv0wNGzakpKQku19MX/2SAgAAAL46w2TmXjIWQmpEyAtCyFlDRW3n6vWHUwzXJeGnS9dJjWmbJbpDmK2PkBIR0oRsOLWn9hFS/UkhNiHkfmps4a7T1O7NOfTx7a2pc91EMoUQ+uijj+ibb76hYcOG+WZFAAAAgB9EhD5bsJf2nEr38qwxY49Qhptm7BSlvJ/FmSxfL6oQCjcYseHQUFHZpIpDua/dLDIX5fPMmfSLLvfxq6qx4OBg6tLFMVQHAAAA+BJfJR2M+gMt33fW7nb2JS9EhJS0k/T6yNSRu+X5amosRYkOSbOzOz2D9LB5hBRRohUo+VVjSkRIOXYyeqQ6ZrSzyowILsGMksdC6IknnqDPPvvMN6sBAAAADLBmXryOTO9Ehjk/JXrbI8SC486vV4lKMRZDzjpXbzueStd/ulSMschR1qE+pkxEaNFSYyGOqTGtENL2EVJTY1Igqamw3ScvuDWjrSSFkMepsaeffpoGDBhAdevWpSZNmlBYmP0026lTp3pzfQAAAIAgyAsuIU5Hcedojpj8tfE4Xd+yii0iVLFsJB0+VzBzzFkzxMKiCgtOcS3Zkz8eIzkt26lguPPr1XQu46L4+cntrW3b5dpZJEYoA1VdNU/UI0xn6KrWzKwdsaGKQxntUoXSiCkb3Xpt6S8yhRB67LHHRMXYlVdeKabNwyANAACgOAguYgvgVfvP0pO/bhLjNAa0qEwzNp+g8Qv30XP9G4n7K8W6EkJFjwipfXnU52PtYNSwcfS/O4QI0iu7lwbr0JBgClUOUGFSY+FWIXXRqVnaODUmRV5h/D4lqIM8F0Lfffcd/fHHHyIqBAAAABQfhT9b7kq+QLdOyG9WyLAIYlgUHTqTP3C1cnwkLXv+Kpqy+jB9Mn+v2FY2MpSGtK9BXy7e753UmOIRSleED4sHI4/Ql4v2267HRYVRjuJVkgbrMI2SKIwQitARQmqFWIFZumBbpmqWtm430kF/P9qVrvt0qe59wSWohDzW1+XKlRNpMQAAAKA4Uc+VnkYdVh88Z3jfP1ZRxBGhqvFRdFv7/PETiTHhtOW1vnRnp5ouGyC6ixphyVRSYSxu9J7/zw32A1VrlY+2q15TI0KXlGhTYTxCEVYhpAot/fL5gttq5kyvakyFhaYRIWYyS7/22ms0cuRIysw0Dh8CAAAA3kY9V7o7aFSiGoy17Dp5QfwsHxMufrIYWvh0T5r7ZA9xO9IqKlioOGsO6A6qgFPL3tl/pPeenvhlk4OPR/XwSI8QNzNUn1v6fTwhIjTEISKkXz6vfwxcCSFnhmhTmaU//vhj2rdvn2imWKtWLQez9Pr16725PgAAAMDBLM2iRAoULVKsqB5W7lXjigZJZW3XayWW0TUes/BQq7OKFBFSUmEfzdtjNzrDCC7h148IBRU5YhVuiwgZm6WdNUhkszR7mTQDJ9yK+hTV/1UUPP40Bw0a5JuVAAAAAG5iFBHicnIuM29YqSx9fkdb2/bk1CyXVUs9GlTQvY/TTCyGWATxnLOiCCG7iJDiEZqz/aRbj+fIkZ5HiI3SFs+zYbqpMRZrvE4+JtrUGJu9jdKSHFlr88YcKozYMVVEiNNiAAAAQHFzycXkdubn1Ydp3+kMcVFxNqGdefrqhoZV0Lw9KTaSDpzJoC3HUmnot6vplnbV6ZEr6xXpPWhHargDG7b1qsa4mWJ8dASdKsJA2nCl/J6PLxuutWZpNntrB7G6izOxY6ryecm6detox44d4nrTpk2pdeuCvgYAAACAt1EntxsJoXWHztvdPno+k978Z4dDl2gt1RKinN5fsWyEEEIvTN0i+v28N3tX4YSQ8h6cNVB0LoQuO3qEQoLFGrdR4YnQEUJ6DRVVMecJzsSOqSJCPHH+tttuo4ULF1J8fLzYlpKSIvoKTZkyhSpU0A8tAgAAAEVB9dAYpcYOnc202+fDuXto1rZk27YHe9Sl8Yv2OTyOIz7OqBSXf787XZKNYO+SmmrSmxHmVmpM8QjJ6BCbpQe2qkoLdp0W1W6FITQkWFTm8RLzxVaYjhAyTo25wrlZmkoMj+1J//d//0cXLlygbdu20blz58Rl69atlJaWJpotAgAAAL5AnYHFAoCb+a09eM7uxMx9gdR9tOmnSrERus+dZLBd0qdJEhUVrX7wJCIkx39oU2NqldjAVlXoyzvb0vRHuxZ6jRHWyjH5GlpjNB9rrW/IGxGhkkyNeSyEZs2aRZ9//jk1btzYto1HbfD8sX///dfb6wMAAFAKYe/JS39uoR9WHtK9f8vRVErNLBgoqhcReuindXTT+BX0w4qDYhsbmVOVIaSbj6RQWpZGCMXpp8B4vIYzrm1RhZpXjbPb5mkJvzal5IkQKl8mX6ixCNF7HFeNsZepb9NKVCXeeZrPk8qxSzrl84WPCFHpSI3l5eU5lMwzvI3vAwAAAFyxbN8Z+mnVYXH9zo75DQslK/efpdsmrKTq5aJoybNX6fpr2MOycNdpcf21v7cT38XN/lSGfLXK4XUrW1NcWtzpxNyuVoIwS0vSsnKpfIzzSJKKVkAYTb3XI6FMmC3apYo9SZiX6s8jNE0VHczSeYU3SzsbyWWqztJXXXUVjRgxgo4fP27bduzYMTGVvlevXt5eHwAAgFKIWsWlbVI4a2u+p+fIuYI0F6e41NSYapxm3vhnu61DtDteH5kO++OhTjTvqfzGia7QdmtOc1GJpkUbXTFKMT3Ru4HDtvioAt9Pio4Q4oiQNwjXjNlwbKiYV2iztDNM1Vn6008/FX4gbqbIozb4Urt2bbHtk08+IV+yePFiuu6666hKlSpCWU6bNs3lY9jU3aZNG4qIiKB69erRpEmTfLpGAAAArlFTIVrTsDZN8tWS/dRs5GxavDs/AsRcvOwYTTlonRnmjPjoMLsGjW1rlqO6FWLcWrN2orteZMbdOWPOCAt1FAVlIkJsPqHzygBW1ejs3YhQnq4QKopHqNQMXa1evbroHj137lzauXOn2MZ+od69e5OvycjIoJYtW9I999xDgwcPdrn/gQMHxHDYBx98kH766SeaN28e3XvvvVS5cmXq27evz9cLAABAH/UEeyE7l2KUJoXqOf3XtUfozRn5rVpU9MrnXUVoWARJMzBjNOTUiKhw+1Omp+Xv6uR5Z3Caq1nVWNp6LM22LTo8VHTS5qqxc5mOQkg7dLWwhCtjNo6cy6SDZzO85hFyRkmmxjwSQrm5uRQVFUUbN26kPn36iEtx0r9/f3Fxl/Hjx4to1dixY22CbenSpfTBBx9ACAEAQAmiighOk1VWfMhq2uvZ3zfrPv7BHz0b5zTmxhbUvnY5cZ07SC/afVpUWXmCNiJk1MvICHcFBDdHnHR3e7rr69W0/USazcPEqbkUyrUbdOqr1FjmxUvUbcwCu6ouXj97hwrrEXJGSZqlPYqlsSG6Ro0adFknJOmPrFixwiFSxQKItwMAQGmkqENBiwu1Hw9HhFTO60Q8ispNbavZ5odNuKstfTqkta4XxxOPkKezvdwVEJzmSoyJoGFdatm2RYdxaszY0O2t1FioNTKTroz/YGpbj92u5AvwCL300kv04osviv5B/k5ycrIYDqvCt9nPlJWlP3cmJydH3K9eAADADJxMy6aOo+fRe7PzbQtmiQhpU1opmrJ5b6deOD3G5fCeVHzpVZapHZ61sKlYr+LKHcKtokYVXtERoXadn32VGgu1Po+2NUDLavEiKsQjPI6ddz63TY+6FQqG2Jp+6Cqbpffu3SsMyzVr1qQyZcqUqunzo0ePplGjRpX0MgAAwCP4pDz8uzV0Mi2HPluwj57p24j8mXTFn6OdA1aY0RPO8Jb9RJsaM4oIcdPD3uMWUfWEaPr5/o627e6ajGWay04IhTuPCIV4SUmEWUVYTq69yCsbGUoVYiIoOS3b447YHN2a/Xh3p/uYqo/QwIEDnfYC8CcqVapEJ0/aT/Tl27GxscLrpMcLL7xATz75pO02R4TYIA4AAP6cDrvhs+U2P4k32ZmcRpGhIXQ8NYtqlS9TpGZ9RmInUyN8PE05aeFTlJoh9NY5S0ZqXHmE1h8+T0fPZ4mLnOLO5LmZtpRiRI1AsRDSpubsH+OliFBIkO5nwELFnV5LesRGhrpM3Zlq6Oprr71GZqFTp040c+ZMu21z5swR243gMnu+AACAv4kdDijIEwabWd/5dyf1a1ZJRB58IYLSsnPp+k+W0UVrmoTNxr8+YPz/0xUsHKauP0pd6iVShuJBeX7qFnF5eUBjurdbHRFRKQpxUWF26TVvnWLb1kygwa2r0tQNx5wKNtULxE0XE8qEF0oIlbM+Tm6T5fN6eMssHWr9/dKKPH5+ZxGpolaElWR8xeNYWp06dejsWccpvjx4le/zJenp6aJijS+yPJ6vHz582BbNueuuu2z7c9n8/v376dlnnxWl/jwa5NdffxXNHwEAwEw89ON66j5mgc1Y/O2yg/T9ikM0ZOIqIVh8YZo+npJlE0HM6gNF84Z+v+KgEDzXfrJUtwePLJN3NyLUslocTX24M3VvUMHpJHlv9b3hqMa4W1sJ47WziJD63lTjt7seYxndaZhU1q4LtSpEtNoi1EupsVDr86ife/7rBVGUEyFWVCO0qczSBw8e1K0aY5Px0aNHyZesXbuWWrduLS4Mp7D4+quvvipunzhxwiaKGC6dnzFjhogCcf8hLqP/6quvUDoPADAdPEGdRyxM25jf1f9UWrbtvr83OXZUZjHBJ+SZW04UOsJyLt2xesvTJoIqi/ecsT0HR0r0YAHnzISs8liv+tSmRgI92ce++osjZCrtaiaQN9GOodByNj1Htwu0jAiVcZFikmkkjqS8MagZXVErgQa1qmKXGisTHmqL3jCFjda4mxrjJRU2NeZO2ssUqbHp06fbrs+ePZvi4gqaPrAw4maFLDx8Sc+ePZ1+y9HrGs2P2bBhg0/XBQAAvkQ94b49Ywfd0LqqXcXT+EX7dMvTR0zZQMv2nqWHetal5/p5bp4+q9PBePikNfT7Q50dtvMkeFcnyrJK00SjEnmuSuKmge4gU0daE3OH2uXoX+uYjpeuaUy9vTA53tkYCi3nlOOmDo6VQohTd84Mx6pQ4jlschZbhCJ2IsNDxGT4S9bncVZR5gmhVkGiNUuzGduZR8ldkaP1bxVsN4EQGjRokG2xQ4cOdegvxCM3ZONCAAAA3kONwmTlXqZnf99E9SsWpE30SM++JEQQ8+uaI4USQuoJXbL20HmRiouNLBhVsWDnKVGx9tKAJjS8q/EXYvVkve+0/jgMNhi7GxGSE9m1Quj2DjWEiGtTM4GubFiRvI3sTm2UwjuviJ+ULCU1ZhUAHOn5X8ca9OPKggyGSmyU42BzRhUifJ1L3OXg1ohCpq2MolHa1BinrrzhEeJrFj+KBjFuHzmeLM8Xbqh46tQp222+cFps165ddO211/p2tQAAUErgqil3fTxqVIGZuSXZriGhHur9hT2ByYjQkA416GarL4bZc/KC7frsbcl096Q14iTPg0+doTcsVAun/9z1CFWMlUKo4Ds9n1NZqDx1dUOfiCBV0BlFhNSp8uczHCNC7Ld5c1BzmnJ/R3FstagiUyUmwr6KTBWW6uiQohAmU2O5OqmxQv4eqSk8vTL5kvQHMR5LSDYoJyYmOhilAQAAuMf+0+nU+o059Nwf+uMj3BEQZxQfiqRC2QhbibcqhE5dyKaUQnRrPpeR/xrly4TTmJtaUIOk/OGk55ST+wM/rHO7aaBeqk1Sx9pwjwenuuvzlgJPjQgVR4pFpsaMIleqJ0v97KTwlbqgY53yNKhVVYfHx0bpJ2vKKgKJ33vluAJTuLOKssKYpXMcPELBhfcIKZ+J3sfDKb6SxOMj9+6779Ivv/xiu33zzTdTuXLlqGrVqrRp0yZvrw8AAEodP68+LKIJv651XWBy6XIejZnl2Cn6L6tpWqV344rUuHJZW5dpdXbXLV+uKHRqjL04LDCqWnsISYHEa9PiTHClOrmvcaVY8XPezlMO9/0wvD21qRFv+Fg1MlIcI0a0E9q1cPpS7z3LwxXsQhgYRV5iIkPt9qlXMcbrEaGQYCdm6UKnxgquN62iDJWz4oshrj4VQjzIVDYY5GosnkI/a9YsMQz1mWee8cUaAQCgVCH7yrjTRXnGlhO05uB5cZ3LxLvUK293f5W4SNv1MuGhtpPlqTT7iNHuk+m6ZfbOOGutGpOm5HJWT46MCJ284BiV0npL3J0OL1NEm46kOAgE9gKp6a+SNtq6So2xcVzPLyRTY+pyE6LD3H4/MYrZnKMzdSuoQshbnaWD9D1CwdzHqLCpsYK1fX5HG7q9fXWXnab9uqEiz++SQuiff/6hW265ha6++mphlu7QoYMv1ggAAKWKMOXEcOBMBjWr6vgtWXJaERs1y0XT4DZVadne5bZtPEj0eGq2LXVSxioY9NJQLDK61bfvueNOREiaksuVCbOLCOnNnDISBxyp0Q5XVeEyeE45ycdzN+sf721Ph85mUpMqsXZpmaubJNFdnQoGkqoUR3DBlVlajQjplc+r5uB6FcvSM30b0tdLD+ia051FhBJjCgS116rGQvRHbLA+KmxqTDVLc2fy0YNbkD/h8ZFLSEigI0eOiOscCZLT3fmX3CxT6QEAoCS5oESBXE1aV42zTavE2oZfaqeCM0mxEbaogdrLRrLnZLpH65Rr00aEWGRNWLyPvlt+0G0hxKKBU3RGsMeFy8olXAXVtmY5GtymmoMPaMJd7ahrfXuvanEie+1oB5PqeYTU1JjM2mkNw49cWY8m3tXWIcLnrP0AR2fU6jK1tN4r5fOX7N8bv16hy+f9fCqXxxGhwYMH05AhQ6h+/fqiwzSnxBju1VOvXj1frBEAAEzPjM0nhMF5aOdadpERddSEHjxKQ8IdjfnbNadTzljTVvUVn0hSXKQtaqAXXdh/xn0hxJPTZVqnvDXywKZpZvHu0zR1ff6YCS1GURKjBopqOohnUskImDbCoS2RL0mkEDXytqgRIXkM+X19NG+PYeqLRd/Mx7pRtXJR7kWEwoPtRHKk1/oIBet+jtERoRQcVLhgR0mXx3tdCH3wwQciDcZRoTFjxlBMTIytq/PDDz/sizUCAICpYVPxI5PX207wPB5DT+jokWk9qbIIkmmLhOhwmxDi1IqkUmwklZERIasQqlEuWnRgfvq3TSIN50nvInmi59cTP61CSL62HkYeIWf+IIka4ZDvQxIV5vx0xU0IPZ2KXljkLDB1ppiRR0iW0j/44zpadyjf62WkCzgF6Ay7qrHQEE0EzbudpS9qKuLU0n0KdCHEzROffvpph+2Y3wUAAPmRFD49Dpm4kirGRtInt7cWvXEkPGtLxZVZWp5U1YiIel2tHEqKjbSlxmREiH03VeLz0y3JVi+RO0ghVTYy1FYurg4BNcIoNSajYJy+O2k1cj/RuwF9MHe36ATNqBEO9aTvTkTogR51adyc3dSrkW96B+md2C8ZDA9TI0LSayNFkPp4T0kqG2HXgVsts/e1WTo6PNRW9cZwmwZnxngVo0I+XrO7PaP8SgipozZUONQXGRkp0mO+HrUBAAD+yLbjqWIIav9mlWiVdUDpmwObCcOvEa6iGFIIqf4MNUXCwuLFaxoJkzALFa1HiE82FctG2k6enhulC8SPel2FBQ3PQttxIs1QCMmIEEeXXh7QRJTZ/69jTRrWuZbt/agRDk6TqfRqXJE+XbDXcE7Xwz3rUsvq8WJCvK+RYsFomKvqEcrW6TVU2Co3GRFkDp7NsIugeatrQIhMjWkaKvLvlRoB4zYNm46muvWcRmLHtEKIR23wh6jt1SC38c+uXbvStGnThLEaAAAChXdn7RIppSlr8gtKmL2nL9Chc8ZCKDPHvdSYWrFTKbbAR8L/c+/vXtd2WwohKbD4ZMONFpkL2ZfESdqdMmhZGaZGgdSyf5W4qIKokZEQkhVmleMi6bqWVQoeq5SP2wkhzZiJ1jUSaPqjXUTVkZFI6KGZQu8rpFjQS42xgVo1hfN1rZeoKJkiTpH+vu4oPdijLsUoLQWkOPNdRCjEroFkojLrzhVqhEyFo37upEx9jcexNO4ddMUVV4ifqamp4sLXuXSey+kXL14sTNR66TMAACjNhOucjG78YgVtPGzcfT8957KheDBKjXVvYFwxpU1fcak3R1dk6kQtx9dDNknclZzu8Hz8POq4BFXMRBjMqJIcsBq1aycWpPK0VFRSP9qIENOiWrxHJ2BfEeYkNaZXBahGiIzGTLjL6MHNaf5TPeia5pWFcf7lAY3pvm61qX6S89lzHpulcx0jQqqAVgWsK4zSv5x29Qc8XsWIESNowoQJ1LlzwfThXr16ibTY/fffT9u2baMPP/yQ7rnnHm+vFQAA/BqjYZl/rLfvIP3GoGaUknGRxs7ZTd8sO0A/rjxEn93RhvpopqTn997JP4lEKd/+r29ZRaSuOBXkSghxpIajRiwg2Kt0Oj2HqpeL1l0np9N6j1skevrI1B77jiT8PGxiVofAskBrW6Mc/bEuv4rMSNQdOJMfFaudqP/aTGUl2mM0b8sfKPAIOUaEDlvToFwGL/s7aYVQUWZrsVG7jtJI8d5udcibhNrK5y87VI1FKYImPsq1X0wif4e1+Mtn7LEQ2rdvH8XGOjrbedv+/fvFdS6tP3PmjHdWCAAAJsHdf+zcGFEVDBxFmb7puJ0Q4vsHfrZM+G60HiEWJHd3qe1mRCjY7tt3ppNy/SV7zohybznmgqvQHr7Svi0Ke3SkEHpzUDO6vX0NIQz0UmOP/bxBVKrxfnLkh1FqS6bN/C1a4Myro5caO2xNg9YsX0ZU1/Fnm60RhyU8Y9StqrE8zVuL5j5CSlQy3oOIkNGAYH/5jD1OjbVt21aM0jh9+rRtG19/9tlnRcqM2bNnj637NAAABAqyc7Ckfa38aigtXNKuTf1sOWqfPmMzrBRBjJFJ2KUQ0gwmzdAp12dfC0eftJ2DWZjJ+WJqZMD23KHBtuiIHPaaY02NcTqExd2WY6lC0PFPJt5aiu9KCBlFrfyBUCd9hKQXqlpClGgK6e3UmK8JVQzZKpyGU8W4tr2BM4w6ivuLEPJ4FV9//TUNHDiQqlWrZhM73FOoTp069Ndff4nb6enp9PLLL3t/tQAA4Meo/WOYhpXK0uqD+SkmtcqrakIUhQTbzww7eDaTUjNzbd6LFGVGlSeeDBY8ajWOFChyVpd2jasPnKNbJ6ygF/s3tjVOlOhFb1RBJqNA6nUZEWIhp4ezSAJ3yeYqMvaiDGhemfwVZ52l061Ck9Ok/D6kQd1oCKm/UUYjhvnzmjUify6Y6hHyZNq9UUdxo1Sy3wuhhg0b0vbt2+m///6j3bt327b16dOHgq2fLleWAQBAoCErvCR1KxSMv2DG/68tta4RL3weHPH4X8catO9UBu07nS5K2zcfK5gFpjXduuvJ4LQZV4kdtUYmZFTCKCL08bw9ovT6rZk76PWBTe3uk/2HVNThp1Jk6QohqydIS7yTkx+v/bXr7dfgj0hDsV5ESJqMWShIsaAtEffniFC8Rqhy5/JK1kid2quoWkLRI3b3datDk1cdFpVwJUmh4lIsePr16ycuAAAA8snWRFu0aaCrGlW0i6K8Oai5+PnwT+to5pZk2pV8wSaEuM+OSoJ14Kk7cFpGCqGCiFCIbkSojNIxePfJC3b3adNi2v1lh2U9IXQsRV8IqSXyZsVZREhGf7jzM1/UbWYQQnEawa2ulYXqP//XVZTDuzPyZNLdV9CTv26iMTfqD1nlLwNbR/X1WjPIYhVC8+bNE5dTp05RnqZ88JtvvvHW2gAAwFTIcQqqj4Inpf+3/SRNvKudnQjSEwfq47WpMU+qdPK/rZ+zSz9Ib492tpnaZFE7goPL1Z1GhNTUmK18/rKdaZijYvtOZ7j0oJgJZx4hmxAKC7GlkrSl6P48cSJeExHSdsFuVjVO/Nx+vMC/ZkTPhhVp3cu9nTaQdKenld8JoVGjRtHrr79O7dq1o8qVKxe6QyYAAJQ2tI3jOHrywa2txLBVriJydTJQIwfafj+eeDI4IqTtBs1VP3qzzWTkiDmgCJa3b2iuK9yMIkIRSkSIT5I/rjwsbvP0+Pdm76LShBRzubpCyDE1Zq6IUJhba3XX52QGjeCxEBo/fjxNmjSJ7rzzTt+sCAAATIr2hFcmPFREhVxV2BQIoTxbpOGfzScKfUKprvg3ZBWZjAipUSderyq4ZN+bZ/s1pCEdaug+t31EKEg3NfbVkv0Or8+oVUelJSIkJypoR2pwtZ7tc9X05OEKLH8lLCRYNE+UJe9Gaw0i/30PnuJxjPLixYt2zRQBAACQMDzvTLb32LhbYiy9JDKixEbpZGvfHTZXP9O3oUdrsYsIWSvB9MzSajRIRY7p0EN9T+EhSgWZ0llanYXGz/XKtU2EUPrx3g5U2oRQmzfm0AJr3yXtbDju6q0KXIkf6yCB2trBaHKHCQI9vhNC9957L02ePNk3qwEAAJPSa+wijwSFSlS4HGtw2a4TLz/+z4e70COapoauUHvw8JBTVcCkZRUIoSPnMz1uDKmeJMN0IkKr9p+z9dKRKbPhXWvTztf7FctA1OKsGmO4AeXdk9bYbsvmifkeIfOlxhg1Jar1CJlFzPk0NZadnS1GbMydO5datGhBYWH2fzDjxo3z5voAAMCUsABwt9JLm0KRDegK23BOHYsh53fVs45l2HD4PC3Zc5ra1y5H+07lz//q2zRJCKQV+8+67Fmkekj0yuf3n8kQF7VSzt/TQYWtGtNDitl8j5BRRMi/j0WI8lkZr9W/34MnePxXtnnzZmrVqpW4vnXrVl+sCQAATM3S564UvhGZGnE7NXbRPiJUWCHEJ7Jpj3QRk+3LW4eUNq8WJ9IZZzMu0p1frxaDOnkEBNO0Spzw9kgh5KzXj9oET698XuXDW1uViioxLUZREseqMf2IkJ/rIFI/V6P36u/vwRM8/itbsGCBb1YCAAAmRVtG7Wmzuchw+8iBjAgVZShlK81AVk6zVYmLEoNXmYlLDlCTyvlzI/nnUSVN5mwMhromvfJ5lQTNuI/SgioUDKvG1D5CGrO0MyFllohQEJUevCLV2TX/77//0k033eSNpwMAAFORpkxjLwyRVkEhT5jSx+PtWUw82sP2mmHBtkGovF0VLc6aHqpr0kuNqWjnqZUWnOkY+Rmy78u4j5B/y4hQ5XM1Smn6+3soNiF04MABeuWVV6hGjRp0ww03CP8QAAAEGtpxGJ4ih53K1FiazSPk3S7M1ZRO0WHBwSJNJn1EqqhxJmDUwaxhLiJC3l6/v8BpzzCNT+jT+XtEvyiZBuO0qFlTY6GK+AmEqjGP5XpOTg79/vvvYvjq0qVL6fLly/T+++/T8OHDKTY2P8wKAABmZOuxVJE66tu0UqGF0OO963v8urbIgbXiSPZwUcvQvYFaVi/L6PmEzpVltRILGj468/UkWj1HgRwRkukjdZjo+//tpl/XHlUaKqrl8+aqGgtRU2MB0EfI7d/SdevWCfHz888/U7169URDRb7OU+j79u0LEQQAMD3XfrJU/OR5SnKUgDucsDYibFczgR7v3cDj19XOpJKCSG73Fv2bV6aP5+8V16WtqUJMhDjZNa4cS2NvbkmVdQatqnDa7MfhHUR6SG/6fCBEhGRELZvsU15yrIhjZ2n7/UL8XAiFKWEgo7U6ewtX1Eqga1tUoVInhDp06ED/93//RytXrhTT5gEAoLTCw0c9EULHrQbkKjpDSj3pIyQbKuZahZDap8cbsNh5oHsd+nJxQefnRGt5PXOjm1PAu9ZPdNimlxrzZCyI2QhxUkJviwgZdpYmvyYkuGhVY789aK6my25/HL169RIRIZ4zNmvWLGGQBgCA0ojeME0jci5dprdn7nRIG3mCNoVyyfr6euKiqAxoUdkn0+D1IkJmmDPli8oxFg98v94MOTMclzBF/BitVd3u50VwLnH7r2z27Nm0bds2EQ166KGHxMDVESNGmOJDBQAAT8jz4IvevlMFzQPrVDAerOoMtfEef8nkMRWuTraFRTv2oygl+q6EUGnGmUiVM9Vs1YAmG7ERopqlDd5mkIk8T67w6De3evXq9Oqrr4pqsR9++IFOnz5NoaGhNHDgQHrxxRdp/fr1vlspAAAUEzIioyX3cp6YKaZGxFOyCozSA1sVzhehVmKxP8iWGvOBENKO/VAbJBYFOX1e0k0nfVaacNYLKEhzbLVVhf7vEQp2uVZV/ASUEFLp06ePmDl2/Phx4R3iPkJXXHGFd1cHAAAlQJ6BEHr+jy1iptj0Tcdt21Izc21G6cKag2XkQKZRWHAx2hJtbyCjT5LYKO9UdqkDWO/pUpsm3d2eSjMWsv8d6VSnvO36BWvVXyXrqBPpIZMElYaqsSD962akyF83EhIShBDasGEDrVlTMHgOAADMhBrlMfII/bH+qPg5flGB2TjF2kwx3sl8Lldwubrs3cKGaVmW7YuIkNbA7K3UWITyvFXiI/2+e7I3ub19dfr8jjYO2yvF5QshtczeDBGUUHeqxkz0flzh1l/Z4cOH3XqyNm3yfxGOHTtWtFUBAEAxo2ofo9SYpLzShTnFGhGKiyraOAnpK2E/iS89QuxtUTWKt8zSXIbfvUEF6linnIMhuzSi2sjevqG57jgRjr7pHd9gEzVUDDaMCAWYWZpTXg888IDTiE9qaipNnDiRmjVrRn/88Yc31wgAAD5HjQLpmaUzrOkOppz1pLd83xn6fd2RIkeEGFuptY9TY3wCk6LLm0KIT5jf39OeptzfiSrHFa6NgJlQf0WcpboqKO0J3BXafjViI8h1aszsESG3ksPbt2+nt956S/iCIiMjqW3btlSlShVx/fz58+J+rijjiNCYMWPommuu8f3KAQDAR0LIqkPsOGcdRyG/AXP35yETV9m2OZvY7knKKj81lufTSiyOVGRYx3lwGgt4h7IRoTZ/kEQVnRI5SsUUIzaC9fexkz6BEBEqX748jRs3jk6cOEGffvop1a9fn86cOUN79uwR999xxx2i8/SKFSsgggAApuRSXoH6uaxcl6i9YFgELdt7xu7+okaEClJjvvUIaQVWIERvfIFeLz29Ibl6YjZT01fI3whVGyq60UeIr7FHioXgpLvNVzTlUblAVFSUmDCPKfMAgNIcEdJLXcixF8yF7Eu0O/mC3f1x0UXzCKmTygtSY74RQunZBVELHrgKPEcvufXoVfXpxT+30DXNKzntN5RlnfNmBrN0sOH0eXtRdE3zytSvaSXD/f2Z0jsRDwAACusR0hFC2ogQTxpX8UVqzBceIUZN3zgbsAqM0eu5ydVjLarFUf2kGN1qOkmmmVJjQe4PXTWjCGIghAAAQCOEcnRMQmpEiIXQaa0QKmJqTB3HkHvJt6kx4P0+QjIyop1RpxcRkv4sM1eNEfoIAQBA6UJNh11URI9eRIgryM5csO8WHF/E8nl1zIavU2Og6Lg7hUXPI+T/qbFglxVhdqkxMjf4KwMAAE1ESF8I5dlV/WgjQkUtQ5dCiFNjBX2EfHuK0TP3AveweDhQVyUj57L5Z40FmV3+FEII8YwxrgwDAIBAFEI8ZV7CYuX0hXwhxOeMplViizyqIsrqJbHvI+Sb76rc9JC5u3Mtnzx/IFCUiJB2Lptfp8aCXHeWNrsocvsv9+jRo9S/f38KDw+n6667jq6//nrq1auXuA0AAKUpNSaFiFFEiHdlnxCz7uU+IrJS1JNBQdXYZbpkLZ/3VR+hL//XjlYeOEtXNarok+cPDNxTQlrRU6dCGfr4ttZkltRYiDuzxsjcuP1X9s0331BycjL9/PPPVLZsWXr88ccpMTGRbrzxRvr+++/p3Llzvl0pAAAUU0QoV7d83jGdwUKFTdLeqLzST435RgjFRYdR36aV4EEqhoiQKoQSY8Jp/lM9HQzV/t1QMUh3HzVSZPKAkGceoeDgYOrWrZvoHr1r1y5atWoVdejQgb788kvRabp79+70/vvvY9YYAAEOR0sen7KB5m4/6bXnnLnlBF33yVKatfUE+byPkBIRSs3KpQNnMmiOznvh+VreSguoZmmZmlNPSMCcqFE9s4yiCFW8aWZPe7lDkb4ONG7cmJ599llatmwZHTlyhIYOHUpLliwRUSNf8dlnn1GtWrXEeA8WYatXrzbcd9KkSeJDVC/8OACAb/lwzm6atvE43fv9Wq8954TF+2nLsVR68Mf15HshlH/9i4X7qOWo/+jK9xfS8n1nHR4TE+E9s7HaR0iW6ktxBMxrllbL542iK6bsIxRkd4vMjNfiohUqVKDhw4fTX3/9RU8//TT5gl9++YWefPJJGjlyJK1fv55atmxJffv2pVOnThk+JjY2VowGkZdDhw75ZG0AgAK2HU/z+nPuTPb+cxqN2JCpsXdn7XT6mKoJ3htPEWmtLuIIlG2bTjM+4B8807eh+HlHhxpO91MbKpomIhSsijdy2VDRJG/LEFPVTvK8s/vuu4/uvvtucXv8+PE0Y8YM4V96/vnndR/DUaBKlQranQMAfI86oNQXEZviSI1JM7QzPh3iPdNrVHi+EErJLDh2iAj5L7e3r0Fd6yVS1fio0hcRCnFdNWaSt+IWpvm6cfHiRVG+37t3bzvPEt/mYa9GpKenU82aNal69eo0cOBA2rZtWzGtGIDA5axGCH2/4iBNXX+0SM8pB5H6Cm1qbN+pdJePiQ73fmosJTPXlp6Amdm/qV4u2uVYiXClj5BphFCwO1Vj9kNXzYxpIkI87f7y5cuUlJRkt51v79ypH75u2LChiBa1aNGCUlNThZG7c+fOQgxVq1ZN9zE5OTniIklL8204HoDSSKbSOfdUWja9+lf+F5AGSWW9UjHDk7+9beK0rxrLs/UJKi5kaizFmhpDNKh0oFaNmUQHkX1DRXf6CJGpKdVfNzp16kR33XUXtWrVinr06EFTp04VXiaucjNi9OjRFBcXZ7twJAkA4BnqXK4z6QXRocV7Ths+JjUzl46ez9St3FKva5/fF32EOCJ03pqi6lY/kVpWj7fdVzkuv+DipWsae/X1IzWpMfiDSgdhihAyS0QozI2qMfs+QuZ4X16LCE2fPl13u6zIqlevHtWuXZu8DfcsCgkJoZMn7UtY+ba7HqCwsDBq3bo17d2713CfF154QRiy1YgQxBAAnkVr1OjKqQvZtuva+Vwqbd+cI8TImpd60w8rD9FXS/bT1Ic7U6NKsQ5+nZzcPK9HTOwiQpfzbCmqcmXC6ZthV1D9l/4Vt3++ryMdPpcpBJIvIkIyBag3mgGYjzA3ujT7dUQoyHVqzOx4LIQGDRokDgD/s1OR2/hn165dadq0aZSQkOC1hXIH67Zt29K8efPEGpi8vDxx+9FHH3XrOTi1tmXLFrrmmmsM94mIiBAXAEDh0E7WPpVWkGLSzudSRYiMyGw7nkofz9sjrk9adpDeubEFpWVd0mluWLTZXnprkPBaZmzJ71eUEB0uvDqzHu8m9qmVWEZcvI02AiTN08DcqD4v80SEgm3X3bGpmV0TeRx7nTNnDl1xxRXiJ/tu+MLXuafPP//8Q4sXL6azZ8/6pISeIzUTJ06k7777jnbs2EEPPfQQZWRk2KrIOA3GER3J66+/Tv/99x/t379flNv/73//E+Xz9957r9fXBgDI57zGKJ2cpkaE9IWQWjKell0geuKj80f4pGUX3F8cqbHDZzNp45EUcT3aKkg4MtW0iu86AmuFD1JjpQMzpsZCPIximeNdeTEiNGLECJowYYIwHUt45hinxe6//35hRP7www/pnnvu8fZa6dZbb6XTp0+LAbA87oO9P7NmzbIZqA8fPiwqySTnz58X5fa8L0enOKK0fPlyatKkidfXBgDIR3prdIWQQURILbffpfQLkt4grRDiwaQ+HbqqeJIyNREuXyFTY0a3gTkxY2osTPEIuSPezJ4m81gI7du3TzQp1MLbOPLC1K9fX1R5+QJOgxmlwhYuXGh3+4MPPhAXAEDxcSK1QPgwk1cdtl0/lpKlW/GlCqG9Stm6rKByTI35IiKk/5zDu3rf86iH1vOEqrHSgTkjQsG2667aA5QGPI69clTlmWeeEZEZCV/nURucMmP27NkDgzEAAQqnlYzg6MpJq2dox4k02n3ygoMQ2nc6w3b9ZFq2KL9Xmwz6KiKUpzNFs1ejiqJXTHEQBSFUKrHz2wSZb8RGsEnWXKwRoa+++kqYlbkPjxQ7PGesTp06YryGbGL48ssve3+1AAC/40J2Lr0/exdd36oKta1ZTlRUOWP/6XQReu//0RJxe/eb/e2Ezr7TBRGhJXvOUPu351FZzUwvX0SEuBJNS0KZfI9ScaCOYmDgESodqGkmJdBims7SIW4IIbO8L68JoUaNGtH27duFCXn37t22xoV9+vSx+XNkVRcAoPTz+cJ99N2KQ+Ky963+NGtbstP9t59Io7snrbHdPp6SZefD0QnM0AVN+bwvIkJ6z8ml88XZeI/POfL9l400Tb9bUMqqxkLViJAbIsfsUSOP/tJyc3MpKiqKNm7cSP369RMXAEBgo0aAxs3ZbdiROSk2QqTFvl120C6ic+R8JmWLcnj38XZEiAe6Htd4m5i4KO+W6DtD9GILDRHT57092R74hxAyi2AIVUdsuBMRMsn7MsKjgBY3JKxRo4boxwMAAExCdJhddEgSr2xnutRLtBmmVY6cy6JsncqsBkkxhq/JDQ+9xa7kC9TvwyU0YXF+sYcz346vUdNhMRHFJ8KA/1RgmWXEhorJdZDnZumXXnqJXnzxRTp37pxvVgQAMBVlDAaP3trOvmCiR4MKVKGsY7PS5NQsytaJ8Ojt64sBrDOtjRP1KG7Dsvp6MUiNlQrsps+bRDGEKWsOCoCIkMd/aZ9++qkYUVGlShUx1b1MGfsOq9y4EAAQOOj12elYpxw93rsBfbX0gK0/D3teejeuSD+vPiJux0aGiuaJp9MvOvQJKhMe4jQ15M2IULJOSkxvYGZxoEagtAZxYE5C7UQFlcqIULBJ3pdXR2wAAIAkQ2NkZp7v31h0Sn6id316/7/8ooqosFDqXr+CTQhxp+bVB8/Rz6sL+gxJnujTgLYeS3XYzgKJR3hoh7AWBbXhY0lHhCIQESrVqTG1aadZ1mzRq14I9IjQyJEjfbMSAIAp0Q5EZeKtJmM1vcXCqEmVgkGlNcpHCyGkpUPtcnRXp1p0IjWL1hw8L3oMSQNxuZhwyjiXRRe9mBqTTRv1KO4SdjUKBLN06UBNM3nx19anhCghHpMsuUgU6q88JSVF9BPiuV7SK8QpsWPHjnl7fQAAMwohq1G6YtlI2zae2cVVWA/3rEvdG1Sg/s0qOTzuncHN6ZcHOlF4aDDVLF+Glj1/Fb0xqJnt/vJl8oWVNyNC3AfJiOKeAB+rVKkhIlT6hFCeaSJCwbbriAjpsHnzZurduzfFxcXRwYMHxSyvcuXK0dSpU8Wsr++//943KwUAmCY1VjZSJyJkTfs826+R+KmX+tJLRdVOLOjsXN7a18ebHqE0P4oIqeX65awDZ4G5UaMret3L/X/NVOobKgYXZgL8sGHDxBgNHrQqueaaa8TkeQBAYEeEuEpG/iOtqAghjvKoVIor+P/hTAhxZEhSPiZfHHgrNcaeDXW8R0lHhFRvRqKTqjlgfuO0WRoq5rmhhMxSDee1iNCaNWvoyy+/dNhetWpVMeUdABBYZORcNhwVkRgTQdXLRdlFcyTa29JHpIWf45PbW4uKm3WHzns1NXY2I8fpN97ijgipU+/ZGA5KF3US7aus/ZUgRdi49ZUj0IRQREQEpaWlOWzncRsVKlTw1roAACZNjalRHZ5cPf+pniLyov02rNefJNKgXP26llXEzy1HU72aGruQ7ZjWK8mqMbU/kjv9W4C5aFIllsxGaACUz3v8def666+n119/XYzbkH+s7A167rnn6MYbb/TFGkEp49DZDFq1/2xJLwMUccI8CyA2UqZfvOS09w4bL40Exbs3Nre73bBSWbdMnN5qqJil0wNJTeEVdx8hWW0HShdP9mlAvRsn0aBWVcksPNC9Dl3dJIna1EhwuW/AmaXHjh1LN910E1WsWJGysrKoR48eIiXWqVMneuutt3yzSlCquPPr1WI+1TfD2tFVjZJKejnAQ6ZvOk6P/byBKsdF0qdD2jgMSfUkinLrFTXEP9q+Hy6mKxtWpHgXBmE5FdtbESE9o3e1+CjafybDoa9PcfBYr/q06+QFuu0K+67cwNzw52o2Xrimsdv7mlsGFUIIcbXYnDlzaNmyZbRp0yZKT0+nNm3aiEoyADwZ0vnp/L0QQiZk2/H89NSJ1Gy68YvlRfbV1E8qS6te7E2xUa7/HRVEhLwjhDJ1Js5zpZtNCBVzRIhf+9cHOhXrawJQVAIuIiTp0qWLuABQWJxV6wD/JSfXuQjhCeqe4myumN7cpkteSo1laozeTEpmQTl9cQshAMxIsMn/TNxa/pQpU9x+wiNHjohoEQCuuGySnhrAta/GqGrM28jUmFpd5Sn/bD5Oj/y0XqTF9FJjmbkF22BYBqD0R4Tc+o/1xRdfUOPGjWnMmDG0Y8cOh/tTU1Np5syZNGTIEJEmO3sWRljgmjzv9cQDxYheOqmoESF38UZq7NHJG2jGlhPUdORsevaPzWJb/YoxovJlYKsq9Nag5qJkf+Jd7by2bgBKM0Hm1kHupcYWLVpE06dPp08++USM1eCJ80lJSaKh4vnz54VZOjExUTRa3Lp1q7gPAFeYZQAhsCdLUyVWnCXnsuGgt1JjkpbV44U3h0dccDPItS/D8whAoESEQj0pm+fLmTNnaOnSpXTo0CFRNcYCqHXr1uISbPZEIfA56tyaSxBCpiRTkxrjEtvBbarSgz+u93lqTEaEipIa04ObFyboNHgEALgmKNDM0ix8Bg0a5JvVgICKApll7o6ZReczv2+mi5fyaMxNLbwWqdEKodY1EihBKXv35VgKKYQKGxEyikJGhWPAKQCFxewNFfHXD4oVNQrkzQniwJHktGz6fd1Rcb11jXi6u0ttn5ily0aGUrQiJHw5lkKmxgrrETKaNM/vAQAQmKkx5LJKGTwg7/SFHPJX1BMYMmO+5ci5LNv13SfTvfa8alUVEx0eQlHhBf9K1OiQt5FdnwubGks1mDTP3iAAQGBGhCCEShmcCrnirbm0cNcp8kfUlAbM0sXTuJI5llIgirwdEcoXQqEe9wQqDLIiLdtF5ZqaHtxz8oLoWZWSedFYCCEiBEChCTiPEPBv/lifnwr5ZP5e6tmwYkkvx4FcpWbeW92BgT5Hz2fqXve2R4hFUJTiP9KbKu8t5MiLLDeF0OxtyTYTNw+P5Cn2esQhIgRAoTG3DCpERCg7O9vwvhMnThR1PcBJymvahmN0RPmW73R/PzUiqxEh9guxT0itJAPe42x6Qefu5FTjv1tP4M9KK0JEREgRQmUjfScq5Otku+huLRn7326737cpa47o7ofUGACFJ+A8QtwwcePGjQ7b//jjD2rRooW31gU0/LL2CD3+y0YarDPbSQ9/1RbaKBCnLHqNXUSv/rW1xNYUCCNMOIrjDXP66fQch98tFieqQZqHsfoK+TrZLrpbS85qxrgs2n1ad79YH4o3AEo7wSY32Xi8/J49e1LHjh3p3XffFbczMjJEI8U777yTXnzxRV+sERDRzC350TZ3jdB+qoMoV1P2zN/QecDl9ysOldiaAmWWW7p1nAT7a1yNyTCi+5gFDts4IsQegQ9vbUWjrm9KtRLLkK+QLQCyL1326jy7mAi4BAAoLAHnEfr8889pwIABdO+999I///wj0mExMTG0evVqatasmW9WCewGXXJ6wtUvnr+mmy5p5mrIk7O/pB+DPSx/4EnsI//aRs/0bUgd6pQnf+J8pr0IuJB9SXhhery3QAwbXftKb496/pxJz9FNScnS+UGtq5KvkakxFtQc4Qq19hUygn1Brhp3ciVa+Rg0UwSgsARcaozp378/DR48WAxXPXz4sIgOQQQVjfPWqhYjcpRvwFuOpboUOmbwCDF6Qy9Lgk/n76GWr/9Hu5IvePS4h39aT2sPnadbJ6wkf0MbDeGKKRaeJ9Ny6ELOJTp23rNKsnWHzutujwr3XQNFLWpTyOxLrlN9ek0kvx12he36TW2r0fpX+tgaNQIAPCfgyuf37dtHnTp1EtGg2bNn07PPPitGb/DP3Fz90lTgHO782/qNOdTq9TmGlVRqpc71ny6j8Yv2O31OP9VBDu+vsCkab/P+f7tFxOT9/3Z59LgTGhPy+EX7aPDnywwb9xUnKZm5dr4afn9q+binvXiMRCKnxoqLCGsfIXdL6PW+MMRFF/iBOtQuh7QYAEUk4CJCrVq1otq1a9OmTZuoT58+9Oabb9KCBQto6tSp1L59e9+sspSjnpyM+pxoK3XenbVTN1rk70JIm6ZQBZ4/9BVytgb+bH5be4TSFJGjnpiZd/7dSesPp5S454l/J6TQqRIfJX6yOJPiKP+2Z9G43Sf1hVBxRlM4dSmPeXr2Jcp0MgCWRZBe1IgbPnIZ/d1datHgNtV8ul4AAoEgMjfBhfEITZkyheLj423bOnfuTBs2bBAVZcBz1G+tOQbhfqPIydZjqdT8tf9o9MwdLlNjfJL/efVhrzbXK2pEKFMReBwZKwlUYcOeEi1n03No+KQ11HLUf6Jh5dO/brLdZ+Sxcdek6ytYJEgqxUbahE+aIrQ5wuNJ5Ept0Mg8cmVdemNgUypuZLqr17hF1OO9hYYtJdhHJIXtVY0KemrFR4XRdS2r0MjrmopJ8wCAwDZLeyyEuDpMj7Jly9LXX3/tjTUFHKr4UT0zLH7kN15tEzvJ35uOCwHx5eL9dkJCLyL0z+bj9MLULdTlnfnkLx6hTOX96kW2mPk7T9IPKw4KM7O34d5MLV77z3ZbLzU5fdNxmrezoFP3f9tP2q6rZePqY93tfKyFHzd1/VG3+0UZkZFz2WYullPVU7Jy7SKOL0/bKkT03d+udksQacXdM30b0Z2dalFxIw3TLHK4ivKbZQdcRlHv6FDDNqsMPYMA8C4hJrfYeZwc//77752qQiOhBDwTQhwluubjJXQ8JYs2vNrHITVWznpyq1E+WtfDYdEpoFdTG3yirV6u4LH+UDWmFxFiYcCGZK5W4rSatwaHSrg3k7ZPjgp/DtuPpxk+Xv0ipIoMo8ieK+77fi0t2XOGujeoQN/fU/hU84Wc/LXERIZShZj8kRcsGvT8PAt2nabJqw7TAz3qOrx31p4yasKGfn9AO9RVbRypIsUor58jQmySZmM3okAAeJdgk0eEPBZCI0aMsLvNBunMzEwKDw+n6OhoCKFCoAoA+U2e/R0HzmSI62sOFlTrsLGTxQNftEbQlKyCE4Je8CRU6XrFJt/iFEJ/bTxGb83Y4eDJUEu89cTD2oPnbSXbO094VtFVGFQx89OqQ/Th3D1OBYD8vJhZW5OLHBFiEcQsNmj85y5yXfz7UjG2QAglKEZhFT0R+uCP62jL0VT678keFB4STBlKVLJuBd/1CnKFtnP1qQvZTtPJHEHiL2lXKukxAID3iPfhoOXiwOOA1vnz5+0u6enptGvXLuratSv9/PPPvlllKUet3smwpsJUUbD24Dnb9ZUv9sp/zKU8cWJS00XqSVwvjaTef8uXK0QPnOJixJSNdOpCjqiqUlHNuzwX6vsVB+3u36qsUZ1TVhzempf+3CrEg14fGk7jcWpGbXnAqSb1JFySvZxkZJGFkIwI8Ry6cwYtGuKjw0TqS6a/WMjN3naSjqdm04p9Z+lkWoHY4MaJU+7vVCzvw2itKqfS9JuMyiiqXgk9AKDojLulJfVoUIEevtI+mmw2vJLZq1+/Pr3zzjsO0SLgHjlK9ECewNSIAg9QZbhahk9sMjVwLv2iXeTHVWpGW5HGxumSRl3nmzN20Kt/bbNFwrTDQrX+Il/AhmJ3BAzvxyZqI9sSe4qufH+hEEq+8Daxd2z94fOGz819gpgyESGUqEyD/2vDccPP4eoPFlGHt+eK3729p9Jt96Xn5NIzvxcYxLlxoi8nzHv67TNZEWmqUL194krdVBoAwDsMblONvrunvelH1HjtP0RoaCgdP67/TxZ4EhG67NBJWiL9HeXL5J+Ezmbk2JV7p2UpRmud1IxWCBXn8HdPUsjnMgq+4R85l+WTafUsJD6et8dhO0d/3PH3cPUVNyZ0xsGzmdRx9Dxq9fp/tOOEsc9IRbWvOEuvPfTjehr8+XL6c8MxB5P5wTMZ9NjPG8T1mIgwalE1zmUa6ej5LDqTflFUWnEl4p5TBWlIbry4cn9BVLKk4aovFS4k0B4rHkkjo43qQFgAACiyR2j69Ol2t/nbM4/Z+PTTT6lLly6ePh3Q+DNkFZXeyViOMmCjNJfAcxpDLZNXy8D1TqLaztX8uhzVYJN153qJRX4fHM1iIcFjHPROXueVNJgz5mw/Re/N3kWjrm9mFxHSzikrCjyV/Oul+tVGC3aeonFzCqaW63HobCbdPWmNy9dhfxNf+P20rh5Px1Oz6M1BzQ0Nu2w6lJ8pn8grxemfxOXw0Kd+20RP/76JXhnQhO7pWtsh0pcUG0HlYyLohtZVhWgyCk6xEJJsPJJiV6XIv2scAeI04YvXNKKSRs/nxF6zynH5/ZK03i2YowEAXhVCgwYNsrvNJsQKFSrQVVddRWPHjvX06YCDWTo/NaPn35EhflkxxpO11YiQ6m9hIaSdSabtH8SRqNsmrKQ9p9Lp8zva0DXNK4vt+06nU7nocOGtcHd8AkcR2HfEc5tWPN/L9jheH59YPekRJH1EfT9cbHfS80ZEaMme0/Td8kNOzcgP/bTe5fOMneNZB2oWrWOt4urGNtWoXa1yDnO8OLys+pHY/F7JjUnurJu4waYUQurE9fu61RE/Ew1maXGUkUWP+rvB0Z+5OwpaBKw/lGIb9nttiypU0sTpGDPPZ+TaCSH1iwQ8QgAArwqhvGIwrAZ6amzGlhPCXKxF/kMvbxVCfHJV7SxqLxg+n/LzyoZ/J1KzHFI57E1iESQrpFgIcVql19hFNk/SR7e1pn7NKrl8D6sOnBMnVL5w1KNuhRix/dtlB4T3R0uVuEhhxHVFmiLutKX3heHOr1cX6nEcVPjz4S40+IvlQtxtPVaQ6nqoZ136YqG9CVwLi0HJ5qOpdkKIIzjc3+nx3vUNjeQqet2U+cQvhS8LWWbMTS1sk+D1onQMf048u+6YEnlTRRCzS2m7UJLeIImeqONoJwtlTonxe33jn+22+8pGYoQGAMAYuAhLCDa5yv40qh+II0KfWs3RWjjawsiGcOxTUVNj2knu6qTwJbvzy7IbJpWlvk2THL41y9TIyv1nbdv4fi6hdhWJ4ejTgTPpDqMbFu46pSuC1LEPrlAjXrmXHPM6XJ21dM8ZpwNrvUGZ8FBqWT3erkMxM+nuK+i5fo1o/P/c76ouxScLF66UYxHEcKm+MyG0fO8Z+nHlIUo2EJCy87Ms969tFUFGURSmXsUYB8HpDH8YTlonMX/NKqP+3i7Sj/wFYti39inLx3rZC0wAAFBx66vSk08+Se4ybtw4t/cNZBH0/NTNNG3DcfpqaDvK0USE1DEIKnLGElcCMRx9UcP+2tlRohrNKppmbcvvcXN9qypUo1y0KI1WTbayBFnPQ8IeomaK4VbLrV+uoE1HUx0iU9oTkvYEzFPbPUGvfP7zhXtFVR2/p8XPXuk0JaaayT1Fpvq0/pTWNRLET23VxIDmlUVkz1lE59tlB+l1JXKhRf09YIE85KtV4vq7NzbX3f+fzSfokSvr2X4P1DUZR4Tc7wc0+/Hu5A/USnTsf8VRKzVyJXmyTwO6QpOGBAAAj4UQzxELhHkjxQVHcbhCh1NX7Bu5vmUVO7O00eDVcGuaS5qmORqSF20xFEJq5Rh3qGaaV42zGanViJDsRK03o0z1nOihiiDGHcHRtEoseYpeZIpTcjIawseDfVTa30MWnoVNiWk7pzasVLDu2MhQm8BQm/yxCPrsjjY04/kZus8ljciTXbQvUBtkTt1wzHZ9/+mC9gIqnIZ8qEddm2leTQlV1YnANUiKoUqKr0bLZ0Pa0COT19vSfw0rlSV/gI819xLiiNng1lXtjo0Wni4PAABFFkI8XR54j9CQYPHNff7OU3TmQo6dkZjTW2oHX72IkCwH5uaLah8ZZ6kxNuMyiTERtjESakouyDo/WK+Hjky1cFO9O75aRbe2q073da9juL87c6saVfZcCOn1EVKHpLYYNZtualuN6lUsS8mpWXQ8JZue6FNf12/l8Wtbo1EsJCVqZ+7YqII/Jb0xFios2Fjsqr169GBT9/3d8xuVTVFEk9FsLRbXE5fst1XXqUKI182/N1IcfzOsHXWrX4HmKHPTVLiT9DXNK4njyUZprX+ppJn3ZA9xDNkg/e/WZN12EUy1EhgjAwAwF267CPfv30+1a9dG1MfL3XH527uaopIRDmceIZka4xPqZSceIRZKbOLlgaV8kpRGUxkxUE8e8mO9qCM25BiMd//dKU7eb83cYRNC+3SiE9rIlB5JZV1XQzkzleuVRrMA+Hn1Ebv7/916wrBkXB1Z4goWBjKKIuGydIkaEYpw0cCPPxfVi2UEV3JtOHyeGleOpT0n091qI7B0b74XjA9LGWvkUKw/NJjqJ8UIozbDkSz2+xhVBXIakv/W37+5JfkjfOzl8f9heHu6afwK3f2S/MDcDQDwb4I96R59+nRByfGtt95KJ0/qf5sErpHf1lk0TN/oXiPKCOvJOMp6guMUi6oNtJGYX1YfEWXVanUWTyKXkSU1BcfPxV4fvbScjAjtVprsyQhR73H5FWaeRoTcKQuX1WWclpEpoavGLqSdyWlud5t2JoJYHGx57WrROoA9Syw4jJAnXbWr8WXFs6RGX1SDtx4sYH9YcUhcH961tniPRtzw+XLRlFFPBKqMubGF3awyXkKwpn9ORUUUyGrCaIPS8ipOUmb+hpHxnnsecfQVAACc4fZ/CW0KZObMmZSRoe9V8CWfffYZ1apViyIjI6lDhw60erVz78dvv/1GjRo1Evs3b95crNsfKBtREEHYr4yUcIaMNMiTF5tu1c9FGyn4Ze0RhygURwHkSVBbacXRKG4mqEU2QtSW38/b4bivrEDKL+XWfx9tayYIEbLp1avp6asbUMc6jj4OTi8dfGcALX+hF13TLL+/kRRDT/5SMO5B21XZEzglyVEPbhsw98ketgoqPVQRoScW1GoqV+JsZ/IFEblhnXJ3l1piqKlK57rl3SqjlxEtLpOv44bpWRVx0tukjQgNblNV+Kw+vr01mQW9z4aRaUUAAHCGqb4u/fLLL6KCbeTIkbR+/Xpq2bIl9e3bl06d0j8hL1++nG6//XYaPny4MHxzM0i+bN1aMByzpCjM/COZnolWqsacRR+0XhU5mkAKKr2H6qWJZLM9VXSxN0mvnw3DUSUWZXJ3/mb+xR1t6Ms721KfJkk0/n9txfa46DB69Kr6dGVDx6ngasVTaIi9ojpyLlN4nhbsOkUpBsbywnDJIOpSJjyEXhzQ2HabS+W71kukp/s21N1ffia/3N/R6es1rRJH1RKihZiRTTIZFmTuCBEWPxzRuqVddYeoCHvBnEXqpHla+zvyTN+GtPON/kKsmgVEfQAARcHt/yD8zVnrDypuvxCX5t9333109913U5MmTWj8+PEUHR1N33zzje7+H330EfXr14+eeeYZaty4Mb3xxhvUpk0bMQ6kpCnMsYsIs68aE0LIyYBQdUwCUyYi/3EyNWaUttGy6UiKQ5fq9IuXHDpVS7jRo5rKuatTLerfvDL1bVqJJt7VzqEpn97oDdV8rO1dwwNFuYv13d+uMayg0s6Y6lbfcYRI6xrxusdHhXsubRp5ta1BJNOvWWX68d4OlBSrn9KS3aE71ClPvz5gPKVdNjtkWAypglWvaeCVDSvY3a5fMcb2mWjL46c/6jjuppKyXpk2k2lWSYJBvyEAAKBAN0vziXDYsGEUEZF/EsvOzqYHH3yQypSxD8lPnTrV+6vkNMbFi7Ru3Tp64YUXbNuCg4Opd+/etGKFvlGSt2t7IHEEadq0aeSPcEpk+b6zhmZeW0TI+i2eIzKeTDaXJ1uZGtPjnJIu4948LHa4fP6UprotNTPXZsDWM1eLHkZW5LqNuO2K6vT10v2iUZ7sBaOaj8M0ESHGmQDidFP3+hWoTc0EajnqP4fqsjY14mlE7wbUuLJ9OfhTVzcQo0K419KYWbts0QZPIw7SzK4VdFrUhoc8881ubI1OROeODjVpwa58nx6nE1+7vqntPjWywwJQzzfzf73q05mMi+J4q/uqUUqzjqPgSBY3VAQAAJ8JoaFDh9rd/t///kfFyZkzZ+jy5cuUlJTfFVnCt3fu3Kn7mOTkZN39ebsROTk54iJJS3Nvarg3UGclSTgyIIWQtnyeq7480EG2iIez+WGq2BnRqz69PXOHEEIc5VHTZlx5ZjQdnfeVPYpYxGhNu3qRkfWv9BFemG5jFth69BS2mzGLqCutHaDZxMyG9J4NK9pEBEfUejSwj67I4z/r8e4iRSaFEDcydJd3BjcXvYGe6N3Atk3b1FA1o1dLUIaEKpG4drUSHKJmXMreq3FFeqBHHdH8ctwtLe0idOp1oyGjnC7j3kAqqoCSkUYz8nDPulQnsUx+b67/dtPI65qU9JIAACbB7f983377LQUCo0ePplGjRhXLa3Ha5MlfN9rGW8iSehX2jhw8m2lXPi+FAZtynaXGjLwr7Hnhk6Uzf9HQTjWFcfazBXuFEEpOy3YY8CqF0KBWVWiaUvnGVWZSUDmLPmnFi/r86klZ6xFyhZoC4n4zbEZXt7kaJKtGgM4aRL30uK19DXFRkeNQ5HFnvSLNz+qaVNh/xLBY4+gapxPZEMxi54X+BV4lIzwZtq6mSdXokNngY8PpV2Zgq6olvRwAgIkwjcswMTGRQkJCHEr2+XalSvpDQXm7J/sznHpLTU21XY4csa+88ibta5ejZ/s1cjAzq6jeD3nSksKAvSiepMakcOGThqsS7+4NKoj9ylpfX4o1Cb+2bMhYUXNC5+iG7CUkxZs7qB4d9QTtKrWmjZzc2LbgRMhr61invF15uydrko0oCwuLHwmLVk43Sow8RtKP99097Wn6o13Ffp54yowiQkavVRQDPwAAmB3T/OcLDw+ntm3b0rx582zb8vLyxO1OnfQNqbxd3Z+ZM2eO4f4Me6BiY2PtLr5E7eOiFxFShZAcsaH6XdRUliuMUll6SK+IfP1jGiHEKYhsa+m6nrFXdj92ZszWwpGuga3yx410a1Bgbjby6FxRy7Gy6fM72upGoVQTsNEsNxV5iFUfT2FQhUZocLBdFCgptiD91dNqhB7WuRYVFU+EUGEG4QIAQGnCNEKIYePzxIkT6bvvvqMdO3bQQw89JHoZcRUZc9ddd9mZqUeMGEGzZs2isWPHCh/Ra6+9RmvXrqVHH32U/AU1TaM3IVzt/SJ9I6owUAe2ukKdLWYUtTAUQpoKsdxLeTZhpVeq/ad1/pMn0Rfmo9ta047X+9ENrasVrEXnOb6/p71H3iHVp+ROumvGY93oxjbV6F1ro0JvwCXrXaxpr7IRBXPK5Ptm/87z/QsihMVVkSj7Fj3bt+ivDQAAZsNU7kjuZs3drV999VVheG7VqpUQOtIQffjwYVFJJuncuTNNnjyZXn75ZXrxxRdFd2yuGGvWrBn5oxBS0zcSHnTJJlCOTFxlNQAXNiJUP0l/aOake9qLGWLqc8k0SZy16unY+Xyfku11L+fZhJWeEJJ4EhEy8vCowo99LP881lWUs38yf49dFKR/M+OUp8rZDNfpLu4yPfYW746X6N4gke7qVFN8zixqVcHComhAi4LGkYWB2wFsOJxCN7ctEJHuwP2duAmm3mBWAAAo7ZhKCDEczTGK6CxcuNBh28033ywu/opataMnGrjkfd5T+Z2H5YlTFUJGUR6Vvx/tKqqZuDxcCwuIK2qVowe716GP5+81jAhpPUKztibTIauJW20GqMXTiJAr8iwWW08f7tAs2fpaX5eiq0u98rRs71ka3MYzoVBUptzfkRbuOi06HfNn6KvX/2boFaL9Qu8mjg0qXRnV1XYFAAAQSJhOCJU2osP0DcKSltXiHVIdqgfkoosRE/d3r0PNq8XR6GrN7bZz1OC3dUfpyT4NdBvrRWmEEPcRUvln8wm3TLbeLslWhd+Q9jXoy8X7qV/TSi4rwZgv/teWlu89a/PjFBds1uaLr+E5ckWNKgEAQKABIVTCqCdwredlxmNdqUb5giojCQsj7s/DYyxcpcZeMPCcvHlDM1Hq3ap6vO6oBW1EyBmqOVnbK0ftB1QUuJR/6vpj9GCPgvlRj/duINJB3eq7J2y4p08/N9NnAAAAAgMIoRJGFSDalkA8i8oIjgqxEJIRkmtbVBbPxZEbTlWxaHBmnGXxos6T0kZUZERIbQhoBIumxc9cKQzV9ZNi6Kr3FwrPibuPd4e3b2guzMucxlPXzOMuAAAAgMICIVTCqE3s5IwqdwgLDqZsyrNFhDrXTaQhHWrY5oVxufjVTZIKtQ41TedORIhTY2z+ldGrsbe0ovu+X2toAC8MLLZkxRUAAAAQkOXzpRG1rLtm+Wi6s2NN0UCQy8OdIZsqyoiQmlXjSMkr1zYRQz/dRZsak+tSOyMboZ1PxcNAJTDhAgAA8GcQEfIDlj9/lZhpxWXoo65vKqq71P5BeoRY2wTIiFBhptmrqKmxlwcUjHFwJyKk9TZVji9oGpib5355PwAAAFDcQAj5AWpHX47EuBJB6kR2ngHGhBRRCKnVXWo/Ga5EUkmIDqPz1llZzF+PdHFqnpajNgAAAAB/BKkxk3IiNV8AFXWsgp5HSE1ncR+j3o2TdIVR86px1NJadWZETWW2FgAAAOBvQAiVQq9RYVA9QlqD89VNC4RQeUUIOZtW/vuDneiBHnVoqBdmZwEAAAC+AqmxUkIRdZCdRyhGI4RUkaQOL41w0kixXa1y4gIAAAD4M4gIlRKK6hFSoztctWYkhMrHuBcRAgAAAMwAIkKlBG+kxrrWSxQT5bXDN8NDCgSPOlfMnbEWAAAAgD8DIVRKCC5iRIjL738Y3l63FJ8HneqlxrS9hwAAAACzASFUStBkswqFUS8i2byRKRNR8CvjrfEZAAAAQEkBIVRKKGpEyBkdapenXo0qUr2kGLuKMne6TgMAAAD+DIRQKaGofYRcPffXw64Q15fvPeP1yfIAAABASYGqsVKCLyNCKmpDRUSEAAAAmB0IoVJCcQkhtWrMW5PlAQAAgJICQsikVCgbUWypMZX46IIoUBAVz2sCAAAAvgJCyKRoh516o2rMHdSBqrFRiAgBAAAwNziTmXhifbWEKDp6Pstp6bsveP/mlrT/dDq1qZFQbK8JAAAA+AIIIRMTHhrstREbnnBT22rF9loAAACAL0FqzMSoM8GKyyMEAAAAlCYghEpJRKi4qsYAAACA0gSEUCmJCAXjkwQAAAA8BqdPE6POACtOjxAAAABQWoAQMjGhShgoGB4hAAAAwGMghEyMKn7gEQIAAAA8B0LIxCiZMaTGAAAAgEIAIWRiQuxSYyW6FAAAAMCU4PRpYtSxGugjBAAAAHgOhJCJUcUPPEIAAACA50AImRhV/EAIAQAAAJ4DIWRiVPGD1BgAAADgORBCJkYNAqFqDAAAAPAcCCETo0qfIHySAAAAgMfg9FlKQEQIAAAA8BwIoVICPEIAAACA50AImZggVI0BAAAARQJCyMSo0gcBIQAAAMBzIIRKCUiNAQAAAJ4DIWRmgvTTZAAAAABwDwghAAAAAAQsEEImJsjOJQQAAAAAT4EQMjHIhgEAAABFA0LIxEAHAQAAAEUDQsjEICIEAAAAFA0IIQAAAAAELBBCAAAAAAhYIIRMDKrGAAAAgAARQufOnaM77riDYmNjKT4+noYPH07p6elOH9OzZ0/RaFC9PPjgg1RagEcIAAAAKBqhZBJYBJ04cYLmzJlDubm5dPfdd9P9999PkydPdvq4++67j15//XXb7ejo6GJYLQAAAADMgCmE0I4dO2jWrFm0Zs0aateundj2ySef0DXXXEPvv/8+ValSxfCxLHwqVapEpRFEhAAAAIAASI2tWLFCpMOkCGJ69+5NwcHBtGrVKqeP/emnnygxMZGaNWtGL7zwAmVmZjrdPycnh9LS0uwu/guUEAAAAFDqI0LJyclUsWJFu22hoaFUrlw5cZ8RQ4YMoZo1a4qI0ebNm+m5556jXbt20dSpUw0fM3r0aBo1ahSZAUSEAAAAABMLoeeff57effddl2mxwsIeIknz5s2pcuXK1KtXL9q3bx/VrVtX9zEcNXryySdttzkiVL169UKvAQAAAAD+S4kKoaeeeoqGDRvmdJ86deoIj8+pU6fstl+6dElUknni/+nQoYP4uXfvXkMhFBERIS4AAAAAKP2UqBCqUKGCuLiiU6dOlJKSQuvWraO2bduKbfPnz6e8vDybuHGHjRs3ip8cGSoNIDMGAAAABIBZunHjxtSvXz9RCr969WpatmwZPfroo3TbbbfZKsaOHTtGjRo1EvcznP564403hHg6ePAgTZ8+ne666y7q3r07tWjRgkoD8AgBAAAAASCEZPUXCx32+HDZfNeuXWnChAm2+7m3EBuhZVVYeHg4zZ07l66++mrxOE7D3XjjjfT3339TaSE8JKSklwAAAACYmiCLxWIp6UX4M2yWjouLo9TUVNHV2p84m55Dt05YSYPbVKWHe9Yr6eUAAAAApjt/m6J8HuhTPiaC5j7Zo6SXAQAAAJgW06TGAAAAAAC8DYQQAAAAAAIWCCEAAAAABCwQQgAAAAAIWCCEAAAAABCwQAgBAAAAIGCBEAIAAABAwAIhBAAAAICABUIIAAAAAAELhBAAAAAAAhYIIQAAAAAELBBCAAAAAAhYIIQAAAAAELBACAEAAAAgYAkt6QX4OxaLRfxMS0sr6aUAAAAAwE3keVuex42AEHLBhQsXxM/q1auX9FIAAAAAUIjzeFxcnOH9QRZXUinAycvLo+PHj1PZsmUpKCiopJdjOjXOAvLIkSMUGxtb0ssJGHDcSwYc95IBx71kSDPBcWd5wyKoSpUqFBxs7ARCRMgFfPCqVatW0sswNfxH4q9/KKUZHPeSAce9ZMBxLxli/fy4O4sESWCWBgAAAEDAAiEEAAAAgIAFQgj4jIiICBo5cqT4CYoPHPeSAce9ZMBxLxkiStFxh1kaAAAAAAELIkIAAAAACFgghAAAAAAQsEAIAQAAACBggRACTjl27Bj973//o/Lly1NUVBQ1b96c1q5da7ufLWavvvoqVa5cWdzfu3dv2rNnj91znDt3ju644w7RayI+Pp6GDx9O6enpdvts3ryZunXrRpGRkaJJ15gxYyhQqVWrlmjeqb088sgj4v7s7GxxnT+TmJgYuvHGG+nkyZN2z3H48GEaMGAARUdHU8WKFemZZ56hS5cu2e2zcOFCatOmjTA71qtXjyZNmkSBzOXLl+mVV16h2rVri9/lunXr0htvvGHXnh+/776Bm949/vjjVLNmTXFcO3fuTGvWrLHdj+NedBYvXkzXXXedaC7I/0+mTZtmd7+lGI/xb7/9Ro0aNRL78Dll5syZVKKwWRoAPc6dO2epWbOmZdiwYZZVq1ZZ9u/fb5k9e7Zl7969tn3eeecdS1xcnGXatGmWTZs2Wa6//npL7dq1LVlZWbZ9+vXrZ2nZsqVl5cqVliVLlljq1atnuf322233p6amWpKSkix33HGHZevWrZaff/7ZEhUVZfnyyy8tgcipU6csJ06csF3mzJnDZ2LLggULxP0PPvigpXr16pZ58+ZZ1q5da+nYsaOlc+fOtsdfunTJ0qxZM0vv3r0tGzZssMycOdOSmJhoeeGFF2z78GcZHR1tefLJJy3bt2+3fPLJJ5aQkBDLrFmzLIHKW2+9ZSlfvrzln3/+sRw4cMDy22+/WWJiYiwfffSRbR/8vvuGW265xdKkSRPLokWLLHv27LGMHDnSEhsbazl69Ki4H8e96PD/gZdeeskydepU8f/kzz//tLv/nWI6xsuWLRP/a8aMGSP+97z88suWsLAwy5YtWywlBYQQMOS5556zdO3a1fD+vLw8S6VKlSzvvfeebVtKSoolIiJC/AEw/IvOf3Rr1qyx7fPvv/9agoKCLMeOHRO3P//8c0tCQoIlJyfH7rUbNmzoo3dmLkaMGGGpW7euON58fPmfBp+kJTt27BDHeMWKFbZ/eMHBwZbk5GTbPl988YU4schj/Oyzz1qaNm1q9zq33nqrpW/fvpZAZcCAAZZ77rnHbtvgwYPFP3UGv+++ITMzU5wYWYCqtGnTRpy4cdy9j1YI5RXjMWbRy39rKh06dLA88MADlpICqTFgyPTp06ldu3Z08803i/RK69ataeLEibb7Dxw4QMnJySKEqrYz79ChA61YsULc5p8cQuXnkfD+PLpk1apVtn26d+9O4eHhtn369u1Lu3btovPnz1Mgc/HiRfrxxx/pnnvuEeHsdevWUW5urt0x5xBzjRo17I45h5uTkpLsjifPBtq2bZttH/U55D7yOQIRTsfMmzePdu/eLW5v2rSJli5dSv379xe38fvuGzhly2lJTpOocHqGjz+Ou+85UIzH2B//90AIAUP2799PX3zxBdWvX59mz55NDz30ED322GP03Xffifv5D4dRT7jytryPf7KIUgkNDaVy5crZ7aP3HOprBCqcx09JSaFhw4bZjgf/k+F/SM6OuavjabQPi6WsrCwKRJ5//nm67bbbhLAMCwsTwp99K+yJYPD77ht4oHWnTp2EH4sHXLMoYvHPJ8YTJ07guBcDycV4jI32KcnPAENXgSF5eXlC/b/99tviNp8Ytm7dSuPHj6ehQ4eW9PICgq+//lpEJNjgCHzLr7/+Sj/99BNNnjyZmjZtShs3bhRCiI89ft99yw8//CCinlWrVqWQkBBh4r/99ttFBBQAX4OIEDCEqweaNGlit61x48aiIompVKmS+KmtWOLb8j7+eerUKYdQOFcfqPvoPYf6GoHIoUOHaO7cuXTvvffatvHx4HQZR4mcHXNXx9NoH64G4ZREIMKVdTIqxKnFO++8k5544gkaPXq0uB+/776DK/QWLVokKpCOHDlCq1evFingOnXq4LgXA5WK8Rgb7VOSnwGEEDCkS5cuIrerwv4JLnFluMyYf3nZVyHh1ArniznUzfBPPmmr3+zmz58vok2cf5b7cGkn/+OTzJkzhxo2bEgJCQkUqHz77bciFM1l8JK2bduKtI16zPkzYnGqHvMtW7bY/dPi48kiRwpb3kd9DrmPfI5AJDMzU/gdVDg6wb+rDH7ffU+ZMmXEFzD2k3A6fuDAgTjuxUDtYjzGfvm/p8Rs2sDvWb16tSU0NFSUFXNJ608//SRKrn/88Ue7ksv4+HjLX3/9Zdm8ebNl4MCBuiWXrVu3FiX4S5cutdSvX9+u5JKrE7jk8s477xQll1OmTBGvEyhlrXpcvnzZUqNGDVFxoYXL5/m++fPni/L5Tp06iYu2fP7qq6+2bNy4UZTEV6hQQbd8/plnnhFVZ5999lnAl88PHTrUUrVqVVv5PJcZc9sBrrCT4PfdN/DvHVcg8e/lf//9J0q0uZLo4sWL4n4c96Jz4cIF0U6DL3zqHzdunLh+6NChYj3GXD7P55X3339f/O/hVgkonwd+zd9//y1OqlxG2ahRI8uECRPs7ueyy1deeUX88vM+vXr1suzatctun7Nnz4o/Fu7JwiXcd999t/ijVOG+FVyqz8/BJyP+owxkuF8T/7PSHkuG/zE9/PDDokyV/8nccMMNot+QysGDBy39+/cXPTz4ZP7UU09ZcnNz7fbhvkStWrWyhIeHW+rUqWP59ttvLYFMWlqaaFXAIjMyMlIcEy7fVkuB8fvuG3755RdxvPl3kcu4H3nkEXFSleC4Fx3+e+f/KdrL0KFDi/0Y//rrr5YGDRqIz5vbeMyYMcNSkmD6PAAAAAACFniEAAAAABCwQAgBAAAAIGCBEAIAAABAwAIhBAAAAICABUIIAAAAAAELhBAAAAAAAhYIIQAAAAAELBBCAAAAAAhYIIQACFCCgoJo2rRp5M/07NlTTIAvDl555RW6//77i+W1zMb48ePpuuuuK+llAOAT0FkagFLEsGHD6LvvvhPXQ0NDqVy5ctSiRQu6/fbbxX3qUNHk5GQxCDEiIoL8FZ5szUNmy5Yt69PX4WPRoEEDMaxWDhWWrFixgrp27Ur9+vWjGTNmUHHz2muvCcG6ceNGKikuXrwoBnNOmTKFunXrVmLrAMAXICIEQCmDT9gnTpyggwcP0r///ktXXnkljRgxgq699lq6dOmSbT+eNl2SIohPrq5gIedrEcR89dVX1LlzZwcRxHz99df0f//3f2Kq9vHjx8lfUSd+e5vw8HAaMmQIffzxxz57DQBKCgghAEoZLG5Y5FStWpXatGlDL774Iv31119CFE2aNEk3Ncai5NFHH6XKlStTZGSkEASjR4+22/eLL76g/v37U1RUFNWpU4d+//13u9c9cuQI3XLLLRQfHy8EzMCBA4UYk3BEatCgQfTWW29RlSpVqGHDhmL7559/TvXr1xevm5SURDfddJNhauz8+fN01113iUhWdHS0WM+ePXts9/P749efPXs2NW7cmGJiYmzC0Bkc6dBL/aSnp9Mvv/xCDz30EA0YMMDu+DELFy4Ux2bevHnUrl07sSYWVLt27bLb780336SKFSsKUXfvvffS888/T61atbJ7nvbt21OZMmXE+rt06UKHDh0Srzdq1CjatGmTeB2+yDXIz+T6668Xj+PjyvC2unXrCvHCx/iHH36wWws/7ssvvxTCmNfLx4mjXnv37hXHm5+L38O+ffvsHsfHZ/r06ZSVleX0WAJgOkp05CsAwKvwJOmBAwfq3teyZUsxkV7Cf/5//vmnuP7ee+9Zqlevblm8eLGYXL9kyRLL5MmT7fYtX768ZeLEiWIi9csvv2wJCQmxbN++Xdx/8eJFS+PGjS333HOPZfPmzWL7kCFDLA0bNrRNb+e18dTqO++807J161ZxWbNmjXgefi1+3fXr11s++ugj2+v26NFDTISXXH/99eJ1eJ0bN2609O3b11KvXj3x+sy3335rCQsLs/Tu3Vs897p168T+vBYjeKJ2UFCQZeXKlQ73ff3115Z27dqJ63///belbt26Ykq3dqJ3hw4dLAsXLrRs27bN0q1bN0vnzp1t+/z4449imv0333wjjt2oUaPE5G7+PJjc3FxLXFyc5emnn7bs3btXHLtJkyZZDh06ZMnMzLQ89dRTYkL3iRMnxIW3yc+kYsWK4nn37dsn9p86dap4/5999pl4rbFjx4rjO3/+fLvPkqeC88R33mfQoEGWWrVqWa666irLrFmzxOt37NjR0q9fP7tjkZGRYQkODhbvGYDSBIQQAAEihG699VYhCvSE0P/93/+JE6F6klfhfR988EG7bXzyf+ihh8T1H374QYge9fEsgKKioiyzZ8+2rS0pKckmjJg//vhDiIK0tDTd11WF0O7du8U6li1bZrv/zJkz4jV+/fVXmxDifVhQSFgU8OsasWHDBvGYw4cPO9zHgubDDz+0CZbExEQ7ISCF0Ny5c23bZsyYIbZlZWXZjtMjjzxi97xdunSxCSEWYrw/Cyk9Ro4cadtXhR/z+OOPO6z3vvvus9t28803W6655hq7x7GQlaxYsUJsY9En+fnnn4V405KQkCBEGgClCaTGAAgQ+BzIaRE9OG3FZlxOpTz22GP033//OezTqVMnh9s7duwQ1zl1w6kVTv1wOoovnB7Lzs62S7E0b95cpGwkffr0EWk4TrXdeeed9NNPP1FmZqbuGvm12ADeoUMH27by5cuLNct1MJzu4dSQhNN9p06dMjwuMtXDqTkVTm+tXr1aGM0Zfu1bb71VeIa0sCFdfT1GviY/D6e9VNTbfJz4+Pft21eknz766COXqTwJp+NU+DhwWk2Fb6vHR7teTkfKz0bdxp9dWlqa3eM4LWr0+QBgViCEAAgQ+GTIlT96sJfowIED9MYbbwhhwF4f1avjCvbStG3bVogp9bJ7925hspWw/0SFhdP69evp559/FgLi1VdfpZYtW1JKSkqh3ydXmamw+HNWHJuYmGjzH6mw4GFzOfuZWATxhf03f/zxB6Wmphq+phSbeXl5bq/522+/FT4d9uawJ4kr2FauXOnycdrj6S5663XnPXAVX4UKFQr1mgD4KxBCAAQA8+fPF6XhN954o+E+sbGxIuIxceJEcTLmEz6f+CTaEzPfZqOtFFJsWmZDcL169ewucXFxTtfGAqN37940ZswY2rx5szBY83q18GuxMFm1apVt29mzZ0XEpUmTJlRYOHrE73379u22bfw633//PY0dO9ZO2HHki4URCzd34YjVmjVr7LZpbzOtW7emF154gZYvX07NmjWjyZMni+0cQbt8+bJbr8XHaNmyZXbb+HZRjo+EI3scJeJ1AlCaCC3pBQAAvEtOTo7oi8Mnz5MnT9KsWbNEBRhXCXHFlR7jxo0TERk+yXGvod9++01UnnEFk4S3cSqGe+pwCovTRjJNdMcdd9B7770nKsVef/11qlatmqh6mjp1Kj377LPith7//PMP7d+/n7p37y4qwWbOnCmiELKiTIUry/j577vvPlH1xNEkrr7i6jjeXlj4/bIQW7p0qahqk+viCNHw4cMdhByLSX7fDz74oFvPz6X3vGY+djLiw4KP04EMR+ImTJggqr9YZLGwY1EpP6tatWqJfViI8XHk923U9uCZZ54R0Tz+HPk9/f333+IzmDt3LhWVJUuWiDWraUcASgOICAFQymDhw6KGT6BcOr5gwQLR/4VL6ENCQnQfwydXjsjwyfqKK64QURkWJWoDRi7j5jJz9pdwtISjIjLSwL4c7rNTo0YNGjx4sIhMsIjgCAJHW4xgocUn6quuuko8hjsY8/M2bdrUMIXEKTgWdexR4pQXr1ObDvMULmnn9yZTQSx0WEjoRbNYCK1du1aIGXdgkciRnqefftqWgmRPkPQk8bHbuXOneF5OiXF360ceeYQeeOAB2+vx58j9oDgt5SwaxUKOPUbvv/++OIYsGPmYcVl8UeHXZUEHQGkDnaUBAC5hz8iff/5pi5iUNvjfIJuwn3jiCZs52pewSZwjbtoeP/7Ktm3bhFhlz5erVCcAZgOpMQBAwMNCj9NT7KPyNlxlxZEurgrjiBxHVjhVNWfOHDILXMXGUUCIIFAaQUQIAECBHhHyJVyFx2XxGzZsEKlC9j+9/PLLIoUIACh5IIQAAAAAELDALA0AAACAgAVCCAAAAAABC4QQAAAAAAIWCCEAAAAABCwQQgAAAAAIWCCEAAAAABCwQAgBAAAAIGCBEAIAAABAwAIhBAAAAAAKVP4fQ+mWobESIJ4AAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J145234.65+043738.4_esdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J134206.86+053724.9_sdL1_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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SUhWOaak8S+pKFTZMckykg/mYiYkIc6iOcityA0MxAAAAEJjYdQpWIiQ+j9xo0mHcpThXk5aSAkPtV5NfbF9RJUmMMSdo9pzII6240VZHudA21tEMaOIHAAAABGjURo3W+NJ/4+C50eR2WFjJUnAZudFPSzkRN9FmQdStSbLd9igWNxo1UxVDsXqfo1Dztx2ndk/+RVd+vIz8CcQNAAAAoKCtPJIznvxRLSU8N5bKrZQ455EbFmB6ht4kS7TnvvPbUtM6MdbtkWGhDuLGVVoqJMSdUnBzeTqXmqtl6v4A4gYAAABQ0PaM8WXkRqtHtOKBS9KlULBWS1U4ihsWFHrrTLQ8p1ndWHpyZCfr9shwz8SNTGFp16eqGxZqUmC5yHDVCBA3AAAAgKvIjU89N64jHBmWaeCsOxKizf4ZqS/sxE05e3McU1OJlucw8VHhLsVNlfrcqNVSQtxU/lo1AcQNAAAAoCB7xtRMWsr14ycs4oYjMGGWFsIyeqJGajhyo+e7SbB4bhzEDaelNAJEW1HlTp8bdf0sbOR9P2sbiBsAAABARfaMqYm0lEOaR8OJPLO44aiNFCMyeqL6c4S40YncxESG6U4Jj4rwMC1lUQuuOhTzY/JxiBsAAADAQGhFgi8jN5V19c2UkZvoCOvsJymIVKHB1V1686Uiw22n+RilI7GnhmL3ZkvZ1oS0FAAAAGDktFQN9rlxFrlhcWM19VoEhFqRxGvUi9xEKp2JubeNJMJDcWNLS7nXxM/f4qZa4xeKi4spKirKe6sBAAAA/MSkBbspLjKMNNXYVOrDsmZnhmLWGXxY6bkRaSnNCIRypSdOcbm+5yYyXF/c8HG1AsSdyI3LwZmBmpb666+/6IYbbqBWrVpRREQExcbGUmJiIp177rn00ksv0dGjR323UgAAAMBHHDpVQG/M2UHP/r6VsgtKXHYNrglxE2dJIamGYtlrRmqtMq3nRkfcRCniRr3NUR+tgVhrMHYrcmP3XmzzpeRaDS1uZsyYQe3ataObbrqJwsPD6dFHH6Xp06fTnDlz6LPPPhPiZt68eUL03HHHHXTixAnfrxwAAADwEqfybYImU7mtN8zSmziz3MRazL/SzCzSUhrfi53npqxCtxQ8UklLqbOkOPrjMFtKM0jT7rFQ92ZLmdwY5WCYtNTrr79Ob7/9No0YMYJCpaNJ4YorrhDXR44coffff5++/fZbeuCBB7y/WgAAAMAH5JfYhIGMlvgzLRUrIjfFdjOitNVSqufGWeQm1InKYJHi4LmpwlRwdf2qodjfTfzcEjfLlrk3I6Jx48b06quvVndNAAAAQI2SXWAzEWdaTLw1k5bS3x6rlHDbpniTXeRGTRFxRZeeodgZ5XppqSr0uVG1GXtupAfH34ZiVEsBAACo9ZxSfDYZOcU1lpZyHrkJcxjDoDX12nlunBiKneG5odj2PBWTRjDJh0MCqVqqoqKCFi1aREuWLKEDBw5QQUEB1atXj3r27EmDBw+mpk2b+m6lAAAAgI/IUiI3x3KKxHWduEjhxfGt58ZVWspGw+QYh/lOauTGmefGGWz89Sgt5bQUXJuWosCpliosLKQXX3xRiJcLL7xQVE1lZWVRWFgY7d69m5555hlq2bKleGz58uW+XzUAAADgRbKUyI08gdeLj9Kd1O1NlGpup5GbLo0T6Yo+TRyqpVRzr9lz49jEzxn8XG2gxpk/R33MlaFYLQUPCEMxV0r169ePPv30UxoyZIgoA9fCkZypU6fSVVddRU888QTdeuutvlgvAAAA4HWKdBr11UuIoh3Hc+mDBbvpwq4NqX2DhBo2FJt5+ZKuFBUe5mDq1RqKC0rc76RcUWHyKHVkNTM7lIKb7NNSltsB4bn5+++/6ccffxSRGT1hwzRv3pwmTJhAu3btovPPP9/b6wQAAAB8BosDLfUToqwn7WHvLLZu52ncC3dkeGUsgzNDsToHKjkmUlxrOxSrTfzYc+NOJ+VB7euJ63EDWni0TmvkxmWHYluaKiQQIjcdO3Z0+wVZ/LRu3bo6awIAAABqFD2hwpEblaNZhdQoOYYe/nkj/b7hKN00oCU9fVEnn3huVD9MUqw5qKCtllINxRzFcUdsfXJdHzp4qoDa1I/3aJ1O+9wot8XgTMvaQgKtWopNxc62Hzx40BtrAgAAAGoUjnyo8BgGral3X2a+uGZhw3y9bL/PIjeqiTkhyrwObbWUmtJiwePO9PLI8FCPhY2rtJR2DQGVlmJycnJEs764uDhKS0ujp59+msrLbSqRuxKzqRgAAAAI9LRUcmwkhWs69qoVVUzdeHO6yBeem9IyZQilRdRoK5ZUz4274qaq2AzFmgc0HYqt1VJEgSFunnrqKdqwYQN98803Yo7U119/TaNGjaKSkhK3R7cDAAAARkQrDJJjI+xGFzBZhfZjGVIt1VS+EDfSG5OWaDuGQ7VUhSYtVWoOOLRP877xWeo8R0OxDX7M1sSPAqPPzcyZM+mrr76iQYMGifujR4+mkSNH0kUXXUS//fabIXJsAAAAgLfETYRO5EYVFN4QN85iAi1S42jpo+eJXjt6PhwWEqrnhu8XW9b29pU96KNFe2jsmd7rPaeda+Wsz428GzBpKU47cUWUJDU1VQzLzM3NFVVU3NAPAAAACJa0VIQyRVt2CU7PLrTeT7EYfX0RueHRCE1SYu18P2qTPTb2qs/lyI1MUzVKjqb3x/ak/q1TyVs463Ojah27NQVCEz+mWbNmtG3bNrttCQkJokycm/xdcsklvlgfAAAAUPPiJiaCIjSDornR3/5M2z/y3pin6ew19BrqqcvhCIrquVGJCrcf3eAN3Olzw49VBFrkZujQofTll186bI+Pj6c5c+ZQdHS0t9cGAAAA1AjaMuqU2EiHbacLSmn/SXPFFFPmrL2wlyI3WuzSUiaTQ4pIrYjyNu50KOY1SbETMJ6b5557jo4eNZe/aeEIzty5c2nt2rXeXBsAAADgl1Jw9rpoq6N46vaRLFtayhtjGZwV4uhFPtRtInKjM/OKfUJhPlAWzmdL2W7zcmxZqQCJ3KSkpFDnzp2dPs4C59xzz/XWugAAAAC/paV6NU+hnCJ7cZNfUmY3g8obAzWdpaW0ZehaccPP04vc+CIlpddjR99QbGvip8noGXsquGTVqlW0YMECysjIcGjq99Zbb3lrbQAAAIBfxE2XRolCPHy6ZJ91W14xixub4FGrlbydltKb0K2tltKmiJgoH6SkGLkc7SEdOhRbp4KHBJa4efnll+nJJ5+k9u3bi2Z+6hvw95sBAAAAqlMK/tE1vahTo0QKDwul3s1TaN6D59Kp/BK64uNllF9cRqd9FLmJjgi1G96pl1pSN7Gw0Y/ceCZu+DjOvDv2x3YWuSFNh2LL+AWiwBI37777Ln3xxRc0btw436wIAAAA8FPkpkezZGqYFGPdzqMK5NiF/OJy+8iNF8qlZFonPiqcikpLXIobDiDwZj6s6HOjJ24iPEtLsUfHM3FDzquleF2BVi1lfUJoKA0YMMA3qwEAAABqGFUoaLsSqxO62XPj9ciN5bhxlvlREmemYLmd16uX0dJbvysi3NxfLkdrgFbFjpE6FHssbh544AGaNGmSb1YDAAAA1DCFlrEFTLRO5IOjKgyft4/nFHu1WkqKg7hI98SNjIhoPUJVLQOPdFPcaEc/6KaluBQ8UD03Dz30kBi70Lp1a+rUqRNFRNh3aJw+fbo31wcAAAD4lIxcs2CJFZPAHcVNTESYNR2koleK7SnSwyIFlMRZWof73xRrxkXwrlJUaEdGeDty42iA1lRLWR73twXXY3Fz3333iUqp8847j+rWret3dQYAAABUh2PZReK6QWK07jmNt8VFhlNucZnddm94bqQYkKkvV038ZGQpv6RcVG6p0RcpdtwVK5KIcPfO4U49N5q0lFE8Nx6LGx6e+csvv4joDQAAABDoZOSaxU1aovNO+0mxEVZxkxgdTjlFZSI1xNGbR37eSGe0rENjz2zm8bGlGIiPjnArLSXTZly5pVZISXHjq7RUaKgzz41mcKZBqqU89tzUqVNHpKQAAACAYIrcpCU6n/LN4xgkZ7SoYx2/8OemdJq+7ghNmL6pSseW4iBaI0qcZUWiIkIdxE2k0rjP48hNmKeeG+1sKX3Pjd5sLEOLm2effZaeeeYZTAEHAAAQsPy1KZ1e+nOriLxIk7CryI1aGfXQsPbWJn4cwakOUgy4OzIh2iJkTlmqtrg/juqzcZbOckbrevHkUVqqopK0lCUU5W/Hisdpqffee4/27NkjGvi1aNHCwVCM+VIAAACMzp3fmc9VzerGuZWWUmdPyUZ5vE2vk7AeLKJYwGgjMjYx4Ka4sURuMiyCLDE6wk4YRXiYlnpuVGcRZRl7ZtMqGYq14xfkPX/PlvJY3IwePdo3KwEAAABqADUKs2rfKatQqO8iLXVJj8Y0ce5O6to4yZrK4ciNO4GSotJyGvr2YmpeN5a+ubmv3WM2A657a5eeG1nhlRAdbmds9rTPTWp8FL0/tqfbkRuH8QuawZkVBulz47G44ZQUAAAAEKgczzFHahgerXDcjcjNbee2oqZ1YmlAm1ThtWH42p2qoHUHs+jgqQJx4UiN6kexiQH31ACXpTMnLGtOjImg7EJb12RPS8HdRS7PlefGpHpuAq1DMQ/NXLFihcN23rZ69WpvrQsAAADwCekWAzGTW1RqFTv1E5xHbnja9uiejaleQpQ1csNN/NRzuLMxBmrqRltO7mlHXxm5OWGN3ETY+Ww8NRS7i/PZUiaNodgYnhuPP4W7776bDh065LD9yJEj4jEAAAAgUCI3R7IKrQMr6yc4j9yoRMi6aE1axtk4BrUDco4SZWE8naItq6VkWorL0tUoia/FjUmj31Q9x+LOKFPBPf4Utm7dSr169XLY3rNnT/EYAAAAYGQKim1iIzOvxCoSYnS6E+sRrqR+1EiG2jVYRU0bqbfV57ubxtGN3Cjr8bTPjbs4NRQriSl+yCieG48/haioKDp+/LjD9vT0dAoP99jCAwAAANQoaiRFwukmd1GjI6qZt6RK4oY8S0tZSsHlcVmUhSmRJN95bkIqny3FgzMNUi3lsbgZOnQoTZgwgbKzs63bsrKy6PHHH6chQ4Z4e30AAACAVykocRQ3e07ku/18VUBwJVRlaSlX4sbquXG3z40lLWW7H1ZDnhuq1FAsSsENErnxONTy5ptv0sCBA6l58+YiFcWsX79e9L355ptvfLFGAAAAwKeRm57Nkj2KYnBvGY5UFCpCqWqRG88MuLJaSk1DhfnRc2PS9LmRTf783aHYY3HTuHFj2rhxI3333Xe0YcMGiomJoRtvvJHGjh3r0NAPAAAAMBqFJY5dhd+8vLtHrxFuETdFZYq4cRK5UUclcOm5iqeDJmM108O5oaBdEz8fpaVCnVZLadNS1R8m6g2qZJKJi4uj2267zfurAQAAAGooctMkJYbqxkXS3ee1cXsMgXYSt6y0chW54ZJxiTQCSzw14MZFOkZuVEOxryI3IW6lpTwXa77CN58CAAAAYFAKS8wi5NqzmtOv95xNQzs38Pg1pKBQU1zOIjfqdq24UZvefXp9HyG2vrrpTKfHjdNEblhk1WQpeEVlaalA9dwAAAAAgUxhqTlNFOtm6bce4RYRUeSG56ZU2S7nWDl6bkJoSKc0GtxxsMseMfHatFREqJ2h2NPxC+4iC7JUMaMVO+K9WPvcUO2N3CxevJguuugiatSokfgyZ86c6XL/hQsXiv20l2PHjtXYmgEAAAQ20gQse8ZUBSkiVM+Ns2opdbtsvifRRjoqa37nGLkJs4vWRIT72nPjfB/72VK1OC2Vn59P3bt3p0mTJnn0vB07doi+OvJSv359n60RAABAcJaCayuPqpSWcidyo3huqmsojoty9NyojftqshTcpI3iGKhDscdpKR69wItu0qSJuL9y5UqaOnUqderUyWOT8YgRI8TFU1jMJCe7X7YHAAAAaHvTVCstFerouVHNxc48N1w5xaJAnvw97QujTUuxsOGKKW2TP5818VNCN46jGGyeGz9npTyP3Fx99dW0YMECcZvTQdy4jwXOE088Qc8//zzVBD169KCGDRuKY//77781ckwAAADBQb6M3FRD3MgIiSpo/tqcXmlairWB+hzZF8bdSIeeoVjOm2LU277uc6OtnBKDM637k1/x+FPYvHkznXmm2cn9448/UpcuXei///4TfW+mTJlCvoQFzeTJk+mXX34Rl6ZNm9KgQYNo7dq1Tp9TXFxMOTk5dhcAAAC1F54EziRGR3hB3NgiN9uP5eruq01X5Sl9bzz1qOhFbth3I6mOj8jjtJRmH47qeNpx2TBpqdLSUjFfipk3bx5dfPHF4naHDh2E/8WXtG/fXlwk/fv3pz179tDbb7/ttDvyK6+8Qs8995xP1wUAACBwyCsq0xUK1S0FV1M2KlqjMaem5CwrT2dLcQqKL3JIp7ivRm58NjgzRFyrb1FvQrg1EkX+xeNPoXPnziJ6smTJEpo7dy4NHz5cbD969CjVrVuXahqOIu3evdvp43IOlrywZwgAAEDthLvoyrRUQnTVxU1EqGPkRpum0TMUayM3Ns+Ne3JAeF5TYjSRG1Xc+Mpzoxe50aSllA7F/jYUeyxuXnvtNfr4449FOohHLnC1E/Pbb79Z01U1Cc+14nSVMzjKlJiYaHcBAABQO8lXRi/EV0fcWEquVf8Me07cSUup4xg8nS3FNK0T69xz4+PIjclF5IaFmlE6FHv8zbKoyczMFN6VlJQU63aulIqNtX3g7pCXl2cXddm3b58QK3Xq1KFmzZqJqMuRI0fo66+/Fo+/88471LJlSxE9Kioqos8++4z++ecf+vvvvz19GwAAAGohuZaUlBAF1YhyhFsiN/ZpKXKZlpLDNlWBVRUxoEZuWNiokRvfeW5CdErBydFQXAWx5guqJFvDwsLshA3TokULj19n9erVdN5551nvP/jgg+L6hhtuEOZk9vAcPHjQ+nhJSQn93//9nxA8LKS6desmfD/qawAAAACVmYmrk5JSB1SqURnnaSnzPimxkZSZV0x5xY6pLE/8t+3SEqy3WdioHYp9F7khN9JS6jgJqr3jFzgKpG0CpKKtvnrkkUfEBQAAAKgKD/20QVyf1DTTq2rkRqUyz01KbIQQN3ppKU+qi3o2TbHz3Kj+Fl+Vgoe4ZShW+twEWloKAAAACFQ2H/FOO5AInQiJk+kL1iZ+skeNXd8bD/vcMJ0bJdK57eqJuAlXfKlBAp/Nlgqx3ZZNCLVirqy8wtahmPwLxA0AAIBaAftdJC+M6lyt14rQibToZSJ4mxQzcnSCWj0lBUKYB+KGozzOJofLgZ7eRvUE8cfIWTntuzVXSznuX+tmSwEAAAA1xfGcIqtf5uq+zav1WrLPjYpetVSZaGxnvh0bqRO58YJHxcUsSx+JG1OlhmKdrJ3xIzerVq0SIxgyMjKoQmMPf+utt7y1NgAAAMBr7D+ZL64bJceIyqXqkBIX6bBNr4mfKmTkLKtSxYTsaZ8bPVxYV71GiCJWrOkozXG5LH7Jrkzz/n5OTHksbl5++WV68sknRafgtLQ0uzyhvw1EAAAAgMo3y/ZTTGQ4Xda7CW0+ki22dWxQ/X5nbevbKpYkeg2KS8tsG/UjN9Uvna6uUHMHVXxJbePMQM34Ww54LG7effdd+uKLL2jcuHG+WREAAADgBTYezqKnft0ibv+vW0PaZDETd2uaVO3XblHXsa+b3slenQgeY+lBU2LnuaFqR27G9GpMny/dR+e1r0e+IlRZnjUt5XL/APPchIaG0oABA3yzGgAAAMBLzN+WYb3NJdjHs82em+Z14qr92t2bJouKJWb8BW0dDMsSGaXhKiYu25ZVRY6l4FVfS0J0BC16eBA9N6oL1WTkxmTgyI3HH+cDDzxAkyZN8s1qAAAAAC+xOyPPejsjt5hyLf1lqtvAT04F54ql/a+OpCvPaCq26Z3rpbhhE3OkxYSspqVsTe+qpwZ8bQsJ8TBy42SGaI3h8Tf80EMP0ciRI6l169bUqVMnioiwHxk/ffp0b64PAAAAqBIHTxVYb2fk2JrnyX4z3kIKE71qKWvkJjxUCCLHtJQxmt55WgpuvnauYAqURoX+wONv+L777hOVUjzygKeAG/0LAQAAUDs5YKmOYk6IsQfei9yoyJSSXlqqxGIoZmEje9DoGYr9Pa7As7SUfrWUs8nn/sDjb/irr76iX375RURvAAAAAKPOkMqxDMlkTuWVUJ7lPnf19eWJX/2n35aW4siNY1rKKFO0PTMUm69tDfsc01D5yvysgPDc8MRuTkkBAAAARiUzz352VFZhibVyKd7LkRu1u7A2eqOmpaSh2N5zExiRmxAXTfxYmGnXr04+Dwhx8+yzz9IzzzxDBQW2XCYAAABgJLg6SuVEru1+nKXfjLdQh15qIxhyajhHbaTnxn78gvk6ECweoZrJ4GqPHu0g0W5Nql9uXx08/obfe+892rNnj2jg16JFCwdD8dq1a725PgAAAMBjMhUxo4ob7hLs7aZ3ej1gJCV2aSlXnptAEDchYr1ayw0LM/EZWDJRY89sShd2aUgBJW5Gjx7tm5UAAAAAPo7ceNtvw6hiSStuZJSmcs8NGZ5QIcBMSlrKErkhGbkxvy/uBq1Gs/yBx98yp6QAAACAQPDchIeGiOGV3OfGV+Im1B3PjRq5UUYyeGO2VE0RYk1Lma+ljuPtqsCLCjd3YvYnVf6W16xZQ9u2bRO3O3fuTD179vTmugAAAIAqU1RqzpGkxkfRsZwia2myt83EznrAOFRLhds8NyVeni1VU4RaFikHhFrFDYUIESmJtoyZ8Ccef8s8Cfyqq66ihQsXUnJystiWlZUl+t788MMPVK+e72ZbAAAAAO5QbDHyJsdGCHEj8U3kxvlkcJuh2ElaynIzECI3oZYl2jw3tkovNXITHVGNWRJewuMV3HvvvZSbm0tbtmyhU6dOicvmzZspJydHNPgDAAAAjBK5SYmNtNvu7e7E7npuxGwpS+SmTKdDcWCImxDdUnCzoTjAIzezZ8+mefPmUceOHa3beAwDz5saOnSot9cHAAAAuEVGbhHd9e1auqF/C2vkJiXOvqI3wQfiRi3j1o5gsKWlQsVF3WbfK4YCyHNjsrvmzexrCmhxU1FR4VD+zfA2fgwAAADwB58v3UerD5wWlxFdGohtSTH2kRtfeG5k9IbNxNpxS3qGYim8Amm2FCMroLQdilndqIIt2iLi/InHKzj//PNp/PjxdPToUeu2I0eOiGnhF1xwgbfXBwAAALhFvNKcb2t6jriuo4nc+MJzo0ZetNVSUsiw3yYq3Lm4CYTITahFgJl0OhSXKeJGztDyJx6v4IMPPhD+Gm7gx2MY+NKyZUux7f333/fNKgEAAIBKUGXFgZPmLvqNkmN87rnR86PozZayiRvb3CWrQAgNpA7FZMFW6VWqMzTUn3j8LTdt2lR0IWbfzfbt28U29t8MHjzYF+sDAAAA3EJvnlHduEhKiY2g0wWlPo7cyDJpcipupBeluDQwIzchGgFnHR0hTNLGsqV49C2XlpZSTEwMrV+/noYMGSIuAAAAgBEo0JlEzQ3lmtaJpdMF2eJ+WmK0T44tK6bKnVVLhdsiN9znhkvGOVoTyLOlTMraDRa48SwtxabhZs2aUXm5f0eZAwAAAO5EblhQNE2Jtd5vXtd225eVRHqDM6OUKiLZyC8QS8FNOn1ujIbHnpsnnniCHn/8cdHfBgAAADB05CYijFrXj7feb1Yn1qeRG20TP7u0lFJFJPvwyP2NKBDc7XNjTkwZi/CqGIp3795NjRo1oubNm1NcXJzd45gKDgAAwEiRm1E9GtF783cJYeMrQ3GY9cTvpBQ8PFRUEcmSca6Y2nQ4m45mFwXsbKkKndERsguzv/H4Wx41alRA5AYBAADULgpKHCM3PAqgdb14mvfgQEqIduzR5i3kedFxcKatQ7EUW7xOjtyM+3Kldb+A7lBMNhJ9+Bn7VNw8++yzvlkJAAAAUA3yLcMxVeSE6jb1E3x6bNnaxcFzo6SlGK6YYnHDkRt1gGahJU1lZEKss6Xs36MqzJJiIgLTc9OqVSs6efKkw3YensmPAQAAAP5ATyBE1dAQR6d9bpTBmWI9Ft8NR27UURCdGyWS0QnVpN5s1VK2fTo3TiIj4PG3vn//ft1qqeLiYjp8+LC31gUAAAB4RL6OoThW6Vpckyd+x8iN+XG1S7EsG//j3rMNMY/Jbc9NheNsqe9vPYtG92hEz13cmYyA29/6b7/9Zr09Z84cSkqyqTMWO/PnzxedigEAAICqkJlXTIt3nqALuzas0sm+QMdQHFNDoiHUEipw9NzYDMWM2shP7qpOFQ+oyA3Z/Eb9WtcVF6PgtrgZPXq09U3ccMMNDv1veBzDxIkTvb9CAAAAtYLrPl9J29JzaMvRHHrqf508ei5HE/QMxTUlHGS1lNaPUlpmcpqWspWBB4q4Ic1sKcdqqYATN3LiN0dnVq1aRampqb5cFwAAgFoGCxvm9w1HPRY3/jbkSoEiIzebj2TTQz9toO3HcjXiJswhLWWAOZPVjNyQ4fA4Gblv3z5dM3FycrK31gQAAKAWU5WTpexxw8/VBE9qBDn4Up74x325SqTZJNJzI9NTJeW2yE2gtFcJcSgFl54b463fY7342muv0bRp06z3L7/8cqpTpw41btyYNmzY4O31AQAAAG53J471kzFXO3dJFTaqqJEiiK04Vs9NgIibUCezpYxoGfJY3EyePFlMBmfmzp0rpoPPnj2bRowYQQ8//LAv1ggAAKAWURUPiozcxEaF++Vk66wUXCKb+IUrYxrkvoFmKDbpGIoDPi117Ngxq7j5448/6IorrqChQ4cKQ3Hfvn19sUYAAAC1iKqcKqWZOC4yjLJ42ralM7C/PDdapOdG7ldWYbLua0Bt4NlUcAqCyE1KSgodOnRI3OaIzeDBg625N0wLBwAA4M/uxNzXxh/VRzL6wid8bcWUKm5k5IbNxIEWuQnRGIqtUSoDLt/jyM2YMWPo6quvprZt24pOxZyOYtatW0dt2rTxxRoBAADUIqqS5pCRm9jIMCEg7B0vvkfqE47GqGMVJJHhIXZCprzc1ucmNOA9NyEU8JGbt99+m+655x7q1KmT8NzEx5tHyaenp9Ndd93lizUCAAAIcorLqhf5zy0qFdeJMRHUv425VUlqfCTVFFajsMlEhTr9dmTkxipuTLYUlhHFgWvPjUXcWFw3Rly9x5Ebbtj30EMPOWx/4IEHvLUmAAAAtQy90QmVcTq/hNYcOE2D2tej3CJzWioxOpyevqgztUvbS5f1NvtDa/rEX+CGuClTojuBkpYK1Y6Y0JktFbDiRh3DoA0jRkdHi9QUxjAAAACoahM+bnDnDld9spx2HM+lJy7saBe5qRMXSQ8P60A1iSznLi13T9zIsQxMgGgbss6WskRupMgxYp8bj8UNj2FgIaM1TMltfH322WfTzJkzhfkYAAAAqAw5PdvZjCg9WNgwv288Sr2amc83idER5A/kbKl7v19HQzqlOS0FlyKoRKnmkimtwOtQbDJs5MZjzw37bM444wxxnZ2dLS58m8vAuTR88eLFwmisl7oCAAAA9FAjGRz5kN173WHj4Wya8t9+cTshumamgGtRfTNztx53eFw28QsL04vcGFAduBBwttlSQdTnZvz48fTJJ59Q//79rdsuuOACkZK67bbbaMuWLfTOO+/QTTfd5O21AgAACFK0FUacpoqL8lyocFrKH1Tmm4mOsI/cqJGqwOlQHGJfLWXZbsTVexy52bNnDyUmJjps52179+4Vt7lMPDMz0zsrBAAAEPSUaZruyY7DnuKvtJSr6AXPlZKPSxGkijkZEQmYPjcVZCdyjKjNPP5Ie/fuLcYsnDhxwrqNbz/yyCMiXcXs2rXL2sUYAAAAqAw1TcPolVO7Q5K/Ijch7kV19A3FBlQHbvS5kaEbI67f45jf559/TqNGjaImTZpYBQx3LG7VqhX9+uuv4n5eXh49+eST3l8tAACAWpGWqqw0XK8LMNOsTiz5A1cneBnpUDsUc1VVoKalTAFgKPZY3LRv3562bt1Kf//9N+3cudO6bciQIRRqia1xRRUAAABQ1bRUZRVTeuXWTKPkaPIHriqe7FNQlrSU4rkxojhwJ3IjRZsRl18lWzmLmOHDh4sLAAAA4O20VH4laSk5S0pLuKXkuqZxt5rbFrkxv1++a8RqI3dmS1nlqAHXXyVxM3/+fHHJyMigCjXeRkRffPGFt9YGAACgloqbAifiRaak8nQef/2ybuQv3O0yLFM78v0GSndi/dlSJrvtAS1unnvuOXr++eepT58+1LBhw4BRnAAAAIyL6kFhciwdh7XM23qcHv1lI43r38Ju+9BOaXRFH/8Vsrh7LpSRG9nEL5DOoaEOs6XMGPEdeCxuJk+eTFOmTKHrrrvONysCAABQq/hk8R6auuKg3ba/Nh+jK89o5rDvLV+vFtcT55o9n5L4KvTE8SauTMGqyVl6bmSfm0AxE+t2KLaWghvvPXj801BSUmLXwA8AAACoKkWl5fTyrO3W+8mxEZRVUEqbj2R79DpVafjnTfRSM29e3p3WHzpNNw1o6dJzEyiEhDjpUEzGw2Pn1S233EJTp071zWoAAADUKrTG4CYpMeJaTvkOGHGjo1I6N0qkF0d3pVb14p32uQmUuVL6s6WCqM9NUVGRGL8wb9486tatG0VE2DdMeuutt7y5PgAAAEGMtqQ7JTbSOhmcBYCcpl0Zzvre1BR6J/h6CVEO22wdik1BYCgmMyFBELnZuHEj9ejRQ5SDb968mdatW2d38QQesnnRRRdRo0aNRM6OJ4lXxsKFC6lXr14UFRVFbdq0Ef4fAAAAwSFuki3ixlW5tx4n80vIn+h5Z6RQs9vP2uem3LBRD3eb+FnHLxAFfuRmwYIFXjt4fn4+de/eXQzZHDNmTKX779u3j0aOHEl33HEHfffdd6IcndNkXLU1bNgwr60LAABAzaBt1hcbESaGTBaVVojUlCp2XE0Kl4Mp/YVeekkvKmNLS8kyaiNKg8r63GiqpQz4FrySpORw4OzZs8Vohp9//tnt540YMUJcPKnUatmyJU2cOFHc79ixIy1dupTefvttiBsAAAhAtDOkwsNCKD4qgopKix162RSUOjb2a143lhokRtO957clf+Judsk6FTwADcWh1rQUafrcGO9NVEvqciTlqaeeombNmtEll1wi/Di+ZNmyZTR48GC7bSxqeDsAAIDAT0uxxyYh2vx/t1bc6A3TvOqMZjTt9n6UluifsQvOojSyKsrZfoHZxC/EfnCmhaCI3BQXF4voDEdpOGpSXl5Ob775Jt18882UmJhIvuTYsWOUlpZmt43v5+TkUGFhIcXExOiuly8S3hcAAIAx0EZjIsNDrT1rtOKGy8a1SCHkb9ToRZv68TT52t66+9k8NzJyY0Bl4ATL+EhrxMbmuQngyM2aNWvorrvuogYNGtA777wjhmPyNHA2FnP0xNfCpqq88sorlJSUZL3ISeYAABAI8An+lq9W0dWfLqdyF56TQEU7ZoEjHlLcaMvBC3XETVKMfcWuv1BFyr3ntxECRw8Hz41/rULVmy0l+9wYT9u4L2769u0rKpSWL19Oq1atovvuu88hiuJrWFgdP37cbhvfZ2GlF7VhJkyYQNnZ2dYLCzIAAAgUZqw7QvO2ZdB/e07S/pP5VBvSUjGRYeJ2keYxvbSUccSN7Xaki/J1h7SUEZWBh6XgAd2h+IILLhCpKB6WyaMXOFpT02+oX79+NGvWLLttc+fOFdudwYKMLwAAEIgcz7Z5GTNzi6m10hAuGNBGYwa1r0e7MnLF7SJLubSrtFSiQcSN6p1xNZlcenHKLOGPgEpLheg38TPiO3A7cjNnzhzasmULtW/fnu68805Rfj1+/HjxWFVFTl5eHq1fv15cpEGZbx88eNAadbn++uut+3MJ+N69e+mRRx6h7du304cffkg//vgjPfDAA1U6PgAAGJ3sQtsAycw8//Zy8QUyGtO9aTL9ce/Z1LNZCkWHh+mKGSOnpdTzYESY83OiVswEYodik9ZzY8C34FG2j/0qTz/9tBAh33zzDZ04cYLCw8Np1KhR9Pjjj9PatWs9Ovjq1aupZ8+e4sI8+OCD4jYfg0lPT7cKHYbLwP/8808RreH+OFwS/tlnn6EMHAAQtKjTse+eulb4b/zdjbe6rDlwmr5Ztl+8j2JLdOaslnWoS+MkcTsqQoobc+rGVeTGKOJGDda46qrMpe52zzOiMnCCXKq1WsrAs6WqbDMfMmSIuJw+fZq+/fZb+uKLL+i1114T1VPuMmjQIJe/pHrdh/k5nnZCBgCAQCVHidww7L/hCEZspDGqhKrCpR/9J675fWw4ZB6QGRUe6tCQz53IjRGrpVyJG23kJoC0DTmmpYybWqu2TzslJYXuvfdeITjYaAwAAMA3aSmJNqIRqPA08JX7T9lFa5honcjNv7sz6dvltki+xN3ZU75GPcFrozMq4ZryqMDqc0NODMVkONz6qVBTQ67gmU/MkSNHqrcqAAAAghyd6dh6EYxAxy5yIz03lpQVR/iv+WyFSGcZFVXcuFMtpfe8wJstRRZCAlPcnHHGGXT77be7jMxwmfWnn35KXbp0oV9++cWbawQAgFqLNi3lrCTaFb+uP0IbDmWRkeHmfc7SUqf8PBTTHVQ94zJyExa4huIQmZayqBqZljKiPnMrWbl161Z66aWXhMcmOjqaevfuLSZ582323PDjXEnFkZvXX3+dLrzwQt+vHAAAam1ayn1xs+bAKRr/g7kidf+rI8nfOBt+ae+5MUduii1pqYOnCnSf07dlHTIK9tVSlZeCS1zooACYLUV22wMuclO3bl166623RPXSBx98QG3btqXMzEzatWuXePyaa64RHYx5xhOEDQAAVE5GbhEdPKl/0lZFTLGlTf+wzmlVEjebj9hGzpRZGsf5E/l+mB5Nk623oyypKL3IzaHThXavcXH3RnT7wFb0/tXmSlsjoKabIly0HdYKn0BMS1Vop4IbMC3lkc2cuwBfdtll4gIAAKBq7M7IpQvfWyrKgJc/fgGlZxfSV//tp/8b2p5S46McysD5nPLRNb3pwveW0PZjuR55btQOwCfyiqlhkn4395pCXbv6XvUiN9JzcyLXNh+Q6dI4kW4b2JqMhFrSHREe4r7nxohhDyfIpcoqZ3ltRH1mDJs5AADUIuZsOS4GJ/KJfs+JPBr+zhL6fuUh+uCf3Xb75RSazcQJUeHiJCjHEnCqauvRHLtWGnx7d0aeta2/5EiWLTp0TOl27C9kNIZNt2qPmihLtEYVOrJaShupSow2Rm8bFfUEr62IUtE2+AsgbUNBOVsKAACAd8jMs0UiVuw1l0IzcuyANnKTFGs+mcdYIhr3TF0nojg8d0ry+8Z0GvzWIrrf4q+RHM8pNpS4kZEbTj2pPWrUtJStiZ9534IS+4qxBAOKGxVXHYq1wseVEDJ8WsokIzfGUzeB86kCAECQcFIZo7Bs70nr7czcEl0zsYxUyHSN5POl+6y3P1m8R1z/uSndbp98Zer2qQL/Vx1JwcLvRU7/dloKbhU35YZs3KeiTmx3ZSjWpqVcVVYZ3lBMZoz4DiBuAACghlFLm5fuOmG9feh0gW4ZuBQ3MnIjiVPEgbPeKqq4kWkuo4gbZ5Ebm6G4Qrf03ZDiRkkRuhIsWuETUJGbUO1sKQr8yA3Pe+KKKAAAAN5LS6mV0ZyyUX00UtxIb4q2JDrO4sHR9olRyVPFjTKnyl9IwcJCrWmdWCd9biyl4GX6kRujTAJ3VuLuqlpKG7lxlcIy+mwpk0xLEQWuuDl8+DCNGDGCmjRpIqaC//XXX1RS4v8QJwAABBonnTSl43OFWiotuxMnxpgjFQ2Tou32l9GO1ftP0XLFuzPyvSW0aOcJB2Gg1xCwppFRGI7OtEyNc10tJSM3GkOxWmVlFFQft6sKKK2YCTfI+AhPPDe/b0in+75fRzuO5RrWFO32p8qDMY8dO0bff/89JSQk0P3330+pqal06aWX0tdff02nTtl+sQAAADg/uWtLm1X0xIiM3Dx+YUe7CEd+SZmIxlw2eZnda2w5mkM3fLFSRG3sIzcGSEtZojEsYFrUjdONaKh9bo5kFdLcrcetj71xWTfDTAJ3lpZyhVbMRBhRGThBLpXF5m8bjtJPaw4HflpK7BwaSuecc47oQrxjxw5asWIF9e3blz7++GPRsXjgwIH05ptvYrYUAAA4Yf/JfHHNJ+gRXRo4PK5GKbSG4hapcbTzxRE06epeVvHz4LQNTo81acFuO8/N/sx8vzfyk9EYFjdc2v5/Q9rRdWc1pyYpMQ6G4rIKE70+e7t1++Rre9PlfZqSEXHWebmyDsWBZSgO0d1uxHdQLVdWx44dxeWRRx6hEydO0G+//SYuzEMPPeStNQIAQNDAAoPhlMy4/i1o4+Fs6twokZbvPSkiK4Uljh4ZrcekXoI5LbPhcDZLIKfH+mihuYJKsulINl3y4X/085397Ay8NYkUb9Icfe8FbR32UavC0pXy9VjFYxSwkZvQwE1LhTiL0BhQ3XjNcl6vXj26+eabxQUAAIA+ey3iplVqHPVtVZf+fex8cb/fK/OFuFHTUjJyo03DSA9OVWCBs3LfKTqnbT3yR7n0W3/vsEs96aH6b9TOv+4KCCNHbhwMxQGYltJixBESgSMZAQAgCNinRG5UZCRDipu9J/Lo390ndcWMO54TmbrSI89P3pupKw7Q6QKzYJPdlvVgQ670Fp1WevOkxhnPSKzX56ay6IcavQmkyE1oAKWlAudTBQCAYBI39TTixnKyl2mbSz/6z+m4Ae39M1vUsSsPf/vK7jSyW0P65Lre1LZ+PD1+YQddU29Ns3L/aevtytJi0RZxc9gyNHN45wbUtUkSGRVPokqqz0abpjIyoc6yUgZ8C8brhAQAAEEKm3ll+Wyr1Hi7x6SfhKupuH+IjHAwbeo77ssnFHk+nXhFd5qz5Rid3TaVOjRItO43tHMDcRH7/L3TWmYuTb01jVqKru22rIUf5zSdrPa6c5CxBmVWNS0l++AUUUXAGYpDnEZujPceELkBAIAagv0ufLLmDrvtGyTYPRYTGW5NS6kl2xyxSI6NdDjJqIGCBknRdMs5reyEjZbZ9w+03tYOoqwpcpUmgtpuy1q04keaqIMhchNmF7kJ/LRUaGgQRG5kNZQW/mWLjo6mNm3aUMuWLb2xNgAACCo+W2KeBdW/dV0HY2mMxWDLaan0bHMqhnnnqh6Vvq6rWUYS9vhc2qsJ/bL2sN8iN2rPncoiFlrDcd14e4FnNJJj3F+fKmgCqUNxqNOlhgS+uBk9erTlvwZ7lSq38fXZZ59NM2fOpJSUFG+uFQAAApr1h7LE9XVntXB4LNYSueFScFn+3LFhYqXpG0+IibQ1x/MHZeUmtw24qicnOTbCb6Xr7nL7ua1oW3oO/a97w0r3VQVNQBmKQ52kpYynbTxPS82dO5fOOOMMcZ2dnS0ufJub+f3xxx+0ePFiOnnyJPrcAACAhixL5Y/asE5rKOa0VHqWWdw00oxbUJGDMod0SnP7+NZp234yFKuRG27Q5woWNJJ6Bhy3oCUhOoI+H3cGXdKzSaX7qlG7wDIUh+huN+I78DhyM378ePrkk0+of//+1m0XXHCBSEnddttttGXLFnrnnXfopptu8vZaAQAgYCkpq6B8S5m3euLWelDYUCzTUuylccbUW/vSjHVH6LER9pVQrrAOpPRTWkr27WHKK1yvoXW9eFqyK9OpGAxk1DSiOylFoxAWGjh9bjwWN3v27KHEREfTGm/bu3evuN22bVvKzDT/UAIAALCd2Pk8wP/la7FWS5WWWwdrNkp2flLv06KOuHiC9LHI4ZU1CafC1KGgaopKD7VC7LLexhy5UFXsIjcB5bkJ0d0eFGmp3r1708MPPyzGLUj4No9g4HQVs2vXLmraNLh+GAEAoDpVQjypWzbg05qJHdJSlsiNdgp4dbFO265GWoojUGsOnNKdUbXlaDad8dI8+m7FAYfHtBPJB7Zz3SF5YNt6QowN7ZSmO4MrkDmlTIXnsvBAIcyZ54Yo8CM3n332mTAVN2nSxCpgDh06RK1ataJff/1V3M/Ly6Mnn3zS+6sFAIAA5Oc1hynDMgk82Ul34VglLXUyz3zyq+tlr0mUFDdVNBRzL5cxH/1Lm4/k0MuXdKWr+zaze/zxGZvFxPMnZmyma/o2d5qSmnbbWWL0hCua1Y2l9U8PFaMYjDh12lviJjgiNyEU8OKmQ4cOtHXrVvr7779p586dYlv79u1pyJAhYmo4w+IHAACAYwrGmZFW7VAsuxRzt2FvIrv+VrUUfNGuE0LYMNuPma9Vjli6CTOZecWUqogz85BPohZ1YysVNtb1erFSzEhwAET+GDiLhhiR0ABKS3kkbkpLSykmJobWr19Pw4cPFxcAAACuyVcmfQ9qr5+OsTXxsw3PdDV/qVppqSpGbuZvO26XnpKczCumm6asEoJGwhEcVdz8uv6Ix9VdwcqPt/ejyyYvC7gmfmFO01LGUzcefaoRERHUrFkzKi/3TxkhAAAEInyilzw5slOlaSlp+JW9b7zvuala5GZ3Rp71dq7SRfmTJXutkRlJvlL2rUZ1zutQn2o76owsFrOBQmgAzZbyWDI+8cQT9Pjjj9OpU6d8syIAAAhScfPC6C5OUy2qoVie8GQFlbeQ1VLFVYzc7M4wD/1kcpRRCtnKHCy9njbc4FU2JmyYFFxl3VVBbUiojtoI2CZ+ZDw8/rfggw8+oN27d1OjRo2oefPmFBdnP9l27dq13lwfAAAEPCcs6RpXzeikuMkqLLX6MYyUlmIBo6adZORm85Fs+mHVIYf984ttx8gpLLP6iBokercCLNDxZOCmvwlzOlsqSMYvAAAA8DxyUz/RubiRURq1kkamqryFtUNxFQzFf21O1x2C+b/3l9ptP6NFCq3af9ouLZWeU2gtg/e2YAtUHh3egWZtSqcrzgictilhwRy5eeaZZ3yzEgAACEI4JSPLwF1FbmIjwu1mLvF4BW/PHbLOlvKwz82fG9Ppsemb7LapnhvJD7edRd8uP+CQlpKCLdXgwy9rkjsHtRaXQCLEmYoxoLqp0m9OVlaW6HczYcIEq/eG01FHjpjd8AAAAGyeCllZVC/BubiJtggPSWxUmM+8Hp52KF6629Zx/uLujZyKm8bJMRQfZRZpauRGNvBLjoW4CWTCnM6WCgn8yM3GjRtp8ODBlJSURPv376dbb72V6tSpQ9OnT6eDBw/S119/7ZuVAgBAAKekEqLDXfZt0VZGeTslZTdbqqxCRJQqa77G0ZeJf++g71ceFPfH9GpMDwxuR79tOCo8NNrJ3jwLK84ibvKUKqAsi+GY01IgcAlzkpYKDYbIzYMPPkjjxo0TIxZ4WKbkwgsvFBPBAQAAOJZPN6qkSkgOzrTe94E3RVZLMeqcJ2e8PXcnffnvfuv9uwa1tutdk5FrroBSh0BaxY0S2ZHdiZ11ZwYBXi0VQoEvblatWkW33367w/bGjRvTsWPHvLUuAAAICpbuNs/hO6tVnUr/K460dBD2RY8bRo0cuVMxtWq/fcuPxsmxQiDJk9nRLFtH4v91ayiuEyziRk1bcQUYk6QzDR1Q4HcoppDAFzdRUVGUk+PYdptHMdSr53oQGgAA1Da2p+eK695uTPBW+9r4InLDkRWZWnCnYkrtQsxr4zVxKktGmY5kFVkfe++qnnYCRp0lJW8jLRXYhAVQKbjH4ubiiy+m559/XoxiYPgHnb02jz76KF166aW+WCMAAAQssnkdm20rQ/XZeLuBn+N8qXKPxkbIkRDq2jJyzO+taUqs9QSXYjENy2iN6jtCWiqwCQ31TPQElLiZOHGimPpdv359KiwspHPPPZfatGlDCQkJ9NJLL/lmlQAAEICw4faYRQA0Sq68eZ0arfGZuLGOYKhc3Mjp5IysglLXKZsTximVXckyclNgfm5ZeQWt2HvSYewACJ60VJgBx2N5nNTlKqm5c+fSv//+Sxs2bBBCp1evXqKCCgAAANlFLFjgcCqofoJn4ibG0vfG29i6FLtOS6kDPFulxtFDw9o79OTJzDULGGkiVqMzpy0VUtuP5Ypy+MTocOrRNMXr7wcYoFoq1HiRmyr/9gwYMEBcAAAA6HPEYrjlkQPOTgwqUjT4MnIjX1c72NJZ1CYqPJTm/9+5dmXjUoTJcQzqWmUvG549xcJuX6Z5HlXbtAS3PgMQgJGbEON9r24Fk3744Qe3X/DQoUMiqgMAALWd9GyzuGmY5N48JbVxn6/ETUqcWXycVMY86CFTTlz6re2HE6sRN3FKZZc0DZtM5uZ9W46aC1BaptrPIQSBR5gTcWpE0eqWuPnoo4+oY8eO9Prrr9O2bdscHs/OzqZZs2bR1VdfLVJUJ0+a86sAAFCbSbdUEzV0w0ysrSby1QymuhZxc0oZgqmFRcuYD/9zOjJBK25UUcbl7LIXDqekpq4wj2NoUz/eq+8D1DyhIZ5FdAyfllq0aBH99ttv9P7774uRCzwJPC0tTTTxO336tOhvk5qaKpr7bd68WTwGAAC1fdrzS7O2uW0mViuNfBm5qWsRK+qATi3rDmZZb1/Q0fHveYwlUiOroOI0PXk6NUqkxTtPiGGb7LdhrunbzDtvABjQUBxCAeu54RJwvmRmZtLSpUvpwIEDolqKRU3Pnj3FJdRZnRgAANQy1h06bb3dpl68x+JGCghvUycuqtK0VF6xrYz7jnNbO43+yOkL2oaDnRqaxQ1fmHZp8ZQQjTLwQCcsmA3FLGZGjx7tm9UAAECQsHKfTdxc0rOxW8+pExfh09lSdmkpl+LGXCU1vHMDu67JkiYp9mk2tRRcRm6Y/ScLxLU6sgEEoecmxHjiBqEWAADwAVvTzUbax0Z0oHA3G4GoU7Nl+sjbWPvQKE32tMi5UPHR+v//ahsSahsCcuRGBeImOAhx6rkhwwFxAwAAPiDdUgbO3XvdJSLMdpbo27KuT9YVZ0khuSoFl4+pjftUmmjeU/82qXb3uTKKy98l9RIgboKBsGAevwAAAMD9sQsN3TQTM4Pa16fzO9SnJy7s6LNqKevUbo242Xwkm678eBlNXrTH+pg23STp2DCBujQ2R2d4rb2apTikL245p6X1frM67gs8YFzCAigt5RvHGgAA1GLsxi4kuVcGLrsHfzHuDB+uzBaNybf4apjsglL63/tLxe0V+07RmF5mj1B8lL4JmNNsP9/RX5R6d3cyUkGNPPVr7ZsoFKhZQgOoz43H4qaoqEiUgOuRnp5ODRuax94DAEBtRR27YLSUjIzGqEMxd58wTy6X7D1h7ioc7yRyI4VYj6bJTh/n6M7AdvVEh+O26HET1KXgocGQluImfevXr3fY/ssvv1C3bt28tS4AAAj4zsRpCVGG+6/WFrkpIxO3ESaig6fMVU2S7cdyXBqK3YGjO1/fdCZ9en0fhw7HIDAJC7bxCyqDBg2is846i1577TVxPz8/XzTvu+666+jxxx/3xRoBACBA/Tbup6RqCum54R41cnjmwZNmMSaR2+N81GsHBCahThRDUEwF//DDD2nkyJF0yy230B9//CFSUfHx8bRy5Urq0qWLb1YJAAABxNEsz2ZK1STc+Zj/0eagDRuH2bisjdxInFVLgdpJqLO0lAEjN1X6yR0xYgSNGTNGzJwKDw+n33//HcIGAAAsHJORGwOKG04RxUWGC2EzacFu4Z05ZBE3KbERdLrA1v+mOmkpUIvSUqFBIG727NkjBmTyPKk5c+aIuVM8lmH8+PH00ksvUUQEWmwDAGo3pwpKDN28jiMyLG6m/LffbnuXxkm0ZFemQwoLAFfG4aAwFPfo0YNatmxJGzZsoCFDhtCLL75ICxYsoOnTp9OZZ57pm1UCAEAAwaXV2infRqJ+or7o6tzIvqw7AeIGuEFQGIrZc/PDDz9QcrKtBLB///60bt06UUlVFSZNmkQtWrQQJeZ9+/YV/h1nTJkyRYRV1Yuz0nQAAPAHWZbRBnLUgdFwli5rXte+2R4iN8AdjJiW8ljccFWUHgkJCfT55597vIBp06bRgw8+SM888wytXbuWunfvTsOGDaOMjAynz0lMTBRGZnnhCeUAAGAUsixpqaQY38yHqi4NdRoLvntVD7tIE/8zzuZjACojKAzFX3/9tdPHOIriTPw446233qJbb72VbrzxRnF/8uTJ9Oeff9IXX3xBjz32mNPjNGjQwMOVAwBAzZBdWBZwkZu0xGgqKzf3vWHiI8PRnwYEbOTGY3HDxmGV0tJSKigooMjISIqNjfVI3JSUlNCaNWtowoQJ1m2hoaE0ePBgWrZsmdPn5eXlUfPmzamiokKkwl5++WXq3Lmz7r7FxcXiIsnJMTenAgAAX8CN8bILSwwtbjpopnZLcZNbZKuUQkoKuIsR+9x4vKTTp0/bXVho7Nixg84++2z6/vvvPXqtzMxMKi8vp7S0NLvtfJ+rsfRo3769iOr8+uuv9O233wqBw56fw4cP6+7/yiuvUFJSkvXStGlTj9YIAACekFVQSqWWCEiyQdNSZ7SwH3SZGB0uojnqJG9nQzMBYFqlxlFQpaX0aNu2Lb366qt07bXX0vbt28mX9OvXT1wkLGw6duxIH3/8Mb3wwgsO+3NUiD09auQGAgcA4KuozblvLBC3m9aJ8dlk7+oSGxlOL1/SlQ6cyqfrzuIouHlWVKTyLzjfB8AZPAx1b2Z+8KSlnL5QeDgdPXrUo+ekpqZSWFgYHT9+3G4733fXU8N9dXr27Em7d+/WfTwqKkpcAADA1+zLzKecIrPfZmDbemRkru7bzGW/kggj5hqA3/n25r506HQBJcdE0HcrDgZP5Oa3335z+E+FK5Y++OADGjBggEevxT6d3r170/z582n06NFiG6eZ+P4999zj1mtwWmvTpk104YUXenRsAADwNkt32xrg3Xt+WwpkejZzPvEb1F7ObpsqrudutQUlgkLcSBEiYTd9vXr16Pzzz6eJEyd6vABOGd1www3Up08f0QTwnXfeEcM4ZfXU9ddfT40bNxbeGeb5558XgzvbtGlDWVlZ9MYbb4hScJ51BQAA/mTT4Wxxfd8FbamBAUcvuMPPd/Sj3zYcpQeHtPP3UoCBCQ+zCZqgSEtxZMWbXHnllXTixAl6+umnhYmYOyDPnj3bajI+ePCgqKCSsImZS8d535SUFBH5+e+//6hTp05eXRcAAHjK9mO54rpTwwQKVPq0qCMuALgiQjkvGzGDGWLivFItgg3FXDWVnZ0tmgECAIA34D+lHZ+eTUWlFfTP/51LrerF+3tJAPiM5XtP0lWfLBe3a+rn3ZPzt1uRG7XayJ2mfAAAUNvgQZQsbJx1AAYgmIhQwjUBm5biuVHugG6WAIDaSmaeuXFfXGSYYUvAAfAWEYrnJmANxTz1GwAAgHNO5pk7oacmoPUECH7C7Tw3xhM3btuA9u7dK3LKAAAAHMm0iJu6ccbsSgyAryI3AS1uuAsxVzWpVU7a5nsAAFDb01J14xG5AcFPuOK5MWJaym1xo43azJo1S/SjAQAAYIvcpELcgFpAeGiQRG4AAAA456QlcpMaj7QUCH5CFD0TFsiRG66E0lZDoToKAADMIHIDahOhyvlf8RYHXodiTkuNGzfOOoSyqKiI7rjjDoqLs409Z6ZPn+79VQIAgEF59a/t9M92m/+wLiI3oJaJGxMFsLjh+U8q1157rS/WAwAAAUN5hYkmL9pjtw2RG1AbSI6NsN6OiQgLXHHz5Zdf+nYlAAAQYOw5keewrT763IBaQHREGC2bcD6FUIhdt2KjYLwVAQACluzCUvp5zWExiiCQOZ1fQuO+XEmzNqW7bNq3wzIoU1IvIYpaptqn6gEIVhomxVCDpGgyIh5PBQcAAGfcM3UtLdmVSZuPZNOzF3emQIUF2sIdJ8Rl07NDKSHaFoJn3pm3k96Zt8vheRd1a4RCCwAMACI3AACvwcKGmbHuCAUapeUV9NBPG+in1YfsIk+r95+m7IJSu31/23DU4fkTRnSgx0Z0qJG1AgBcA3EDAPAKxWXl1tuBmJpZsD1DRGwe/nkjZeSay7qZG6esoh4v/E05RaW0PzNfmIiPnC60e+4Dg9vR7ee2pshw/EkFwAggLQUAqBYc5SgoLqP8Epu4iYsyXvVEZajppPWHsuwe4wbtD/+0geZsOU63DWxFxWUVdo+j/BsAY4F/MwAA1eKGL1bSwDcW0JJdttlzmbklupVErqioMAkvy3+7zamtmqZCGTGzLT3H4XEWNswni/c6PMZGYgCAcYC4AQBUCU7PcMXQmgOnqai0gp7+dYv1sR3Hc+mCiYvoj42O3hRnzN5yTJh0r/5sBT3680YqKi2nrIISh7l2voKP5wk8ZqFVvTjq16oundWqrs/WBQDwHKSlAABV4o5v19DcrbbOvHrcM3UdTVt1iC7s2pAGta8nSkedcSrfPJuJmbb6EP299RhlFZYK8fDhNb0oOTbSUOKmaZ1YmnHXAJ+tBwBQdRC5AQB4zKbD2ZUKG7WCasL0TfTAtPUu98stsu+Nc7qgVHhd/ttzkiYvckwFeZtCxTPkDnGR+N8QAKMCcQMA8Ji7p651az9O20iW7z0lKqrYW7Ny3ykqsZhyWVRwGfYJpUJJy6HTBeQLdmfk0u8bjoqoTWGpvUm4MmIjA880DUBtAf96AAA8Jj3bvhRaZVSPRvTr+qP04JB2dOeg1vTm3zvoY0vkZdW+03TgVD49MWOz2O+e89rQ2E+Xiy6nWUovmaGd0ujc9vUoMixUlGbnFNr3mfEGLLQuev9fKiwtp4eGtqOScpODeIkKDxURJD3iovDnEwCjgt9OAIDHRuIKFx7fV8d0oyv6NBVemdDQEJowoqNIOU1dcZA+WLCLth41VyKxAOILk5ln89tMuroXjezWUNyev82c+vKFuDmZVyKEDcOpr66Nk+we52GA7KnJzC+m275eQ8Wl5cJns9VSSYXIDQDGBWkpAIBHnMwvFgJHjzE9G1NMZBgNaJMqhI2EIzQcheHUVI7GW6My9symdEHH+tb7iTHmsQeunlNV1EgRi5uPNSXeJ/NLqFndWOrVLIVmjT+b5j54LjVKts3RiUfkBgDDgt9OAIBHHM929MZ8Ma6P6No7oqs54qKlUXIMXd6nCX234qDu45f1bkLntE2lUT0a221PtMx08kXkJqvQFi1SSY6NEMJnpPJe6idE262HiYWhGADDgt9OAIBHbDxi372X4T4vlZ3sx/RqrCtuOjRIoNcv7WYX6ZEkWSI3PG2c+914cyilGrlRGX9BW+rXui41SYl1eExGkgK1CzMAtQWIGwCARyzaYe5EfP/gthQRFirSSO5EMbo2TqboiFDR8O/MlnWoSXIM3Tqwlaio0hM2TGKM+XXLKkzCH+PNaIkUN+d3qE//69aQHvxxg9VL06FBov56om3HT1BuAwCMBX47AQAesflItrhmw3BfDzrz8lDJly/pSpuP5IjoSFKsLQriDDb18vO4bJyb/HlV3FjSUnXiIumSno0pM6+YVu0/Tee1t3l+XEVufN1UEABQdSBuAABuk11QSkezi8TtDg31oxuuGNOrCY3p5f7+nIZKjYsUx+SKKr1UUVU5bemInBIbIY5z28DWdNtA189RxQ2LIgCAMUG1FADAbdYeOi2uGyfHWP0wvibVMpSS51h5kwxL00BPhl6qhmIWRQAAYwJxAwColF3Hc+nAyXz62zIZm+dE1RR1LRESThtVl70n8mjxTrNn6EQVxI1qIk5BWgoAw4K0FACg0lTUkLcXWydhM8M6N6ix46fGRzk0+qsK3Jvn/ImLxO1x/VuI3jZqmbc7qO19aipyBQDwHIgbAIBLDp6yzXVigREXGSZKv2uKuhZxwx2Fq0JuUSnd/s0aOzEy5b/91tueRG64bF0SHobANwBGBeIGAOASOaJA0qZ+vKhgqilkyXVecdUa+f21+Zg1SqNHmgeRm7TEaJpz/0BriToAwJjgNxQA4BJuoKfSpI73KpbcgSNFTH6Jvchyl8ra/rlTkq7SXoneAACMCeKqAAQRc7Yco4veX0pbjpp70XiD0wX26aCmXizHdodYywyn/GLP50st23NSTBWvzKwMAAguIG4ACBL2Z+YLb8mmI9n05b82T4m3+sFImtaJoZokvhriZuyny50+xuXsPPUbABB8QNwAECRMWrDbevvwaZsJuLqc0kRumtV0WsoibvKKPUtLcVdjlc6NEumDq3ta779/dU8x9RsAEHzAcwNAEFBWXiFSUpLdGXnVfs3CknL6a3M6bU/P9WtaKt7SW6agxLPIjfYzuKh7IzHp+69ux2jviXzqVIUOywCAwADiBoAgYMfxXMopKrMr2S4uK6eocM8nV2fkFtFDP22kY9mFtPO4o0hqlFyzaSk5T8qTtBSLvQvfW2K3LTnGPGZh0tUezH8AAAQkSEsBr5KRU0S/bzgqGqaBmmPDIbOBuH/ruhQRFlKtvjBvz90luvjqCRumJsvAVc9NngfiZv2hLIdtmAUFQO0BkRvgVa7/YiVtP5ZLh04X0F2D2vh7ObWGf7abxyL0aVGH9mXmU3p2kRgv4EmU5df1R+jvrcdp42FHYeBPpOemqLRCRGTcaZ6nNh6UdEQaCoBaAyI3PuDzpfvoqk+WVam6I9BhYcN8pXSABb6Fo2SLd2aK2+wpkeMKWNzw97DuoHnYpSt2Z+TSgz9uoD83ptOhU4VO9xt7ZjOqadR5TgWahoLO2HPCMerUJKVm02kAAP+ByI0PeOGPreJ6+trDdF2/FlQbOZ7j3QnOQJ8jWYV057drqKS8gsJCQ0T3YDlO4PuVB2n+9gxxe98rFwq/iTO+XX6w0lTie2N70tBOaVTTRIaFUnhoCJVVmMQ/DOpkbmcczSoS1w8Mbkcr95+kAW1SXb5/AEBwAXHjZSqUE0RYKAJjwLe8PGsbbTxs9tvUi48SAict0SxupLBhdmXkUbs0+866JpOJDp8uFF4WOSmb/TTaEmrJxd0b+fCdOIdFCaemuFMyixtOn3EUpnfzOk6fk2PpqtwgKYq+u+WsGlwtAMAIQNx4GbUnSIqHbd19DXsxpvy7j24/t7XPKl5CQ+wnJ3uTyYv20DfLDtCPd/QTDdiMDkdCTuWXOB3MyNVM6w5m0Rkt6ghR4i6HThVQSlwk7cnIExeJFDVNdEq1F+7IsIqbn9ccFpVQLBY+XbLPbr+lj5xHi3dlUqOkaLr6sxVkFNhUzOudty2DXv1ru9i2/9WRTvfPKTKLG3eiPACA4APixsscyzaHw43I5ZOXUWZesfDFTLu9n0+OEREWSsVO/vOvLvKk9t68XfTaZd289rocDYiJCKNQDwSGOzz443r6df1RevmSrsI3wpEPmRrhqMmlH/1Hm4/k0LtX9aBRPRpX+nqzNx+jg6fy6eVZ2ykhKpxyNZ6uRMvUaz1vyWuzd1DXxsmiad1DP23Qff229eOpfmI0Xda7iTDuqnx+Qx/yJ9J387fSy4f73sgycS05hWV2nwkAoHYBceNljufYxA37IIwECxuG2/P7ClXc8AncFz6HfA+buVUmRs97cyENal+PPrq2N/246hBtOJxFL4zqUi2xw6kTFjbM4zM2ievi0goa1bOR6D3D6SAWNsyaA6crFTc7juXSHd+usd7XChvm3Hb1xHVTpYMwe1W4BDojt1iMIpBl1Xrc0N/mD+OKpFfHdBVVbw8Nbe93v4oUMWsP2iq5jmYVUpv6+kMsEbkBoHYDceNl1MnFZeXG7PXi6gRXXdT0Cou7qjSR04OFkvU2eY8/N6VTYSl34j0mjvHIL+Yhi1vTc0TVEQtCFjpdGic5zFt6Z95OurhHY+rQIIGO5RTR3K3HaUzPxkJIjP9hvcOx+LW/W3mQZtzZ304Es+ipjCW7zJ4YZ7x+WTe6vHcTcbtr4yQh1tKziujJ/3UU6ai+L8932Svm/bE96X/dGtptu8oPlVGe/MweOu1C3Fg8N4kx+BMHQG0Ev/lepkgpVS01WORGEh/tu69dNpCT7fu9JW5U0ehNOL0jYUEjYS+MhNM41/VrTv1a1aVW9eLFtju/W0PL956ihTtPEL/j/SfNfVU+WriHnrmok9PjbTiURW/N3UldGifaVTzx6AQeB6BGXZj07EL66r8DtObAKXGfq5W4F40Wfq6MrnD0bMqNZ9o9fl77erRgh00gxUWGic/0jBYp9Obl3al53TgyMmo5uIT9Rue1r++wnVNq8ucFkRsAaicQN74UNwbq0qtWcSX46A++tpS4oKSckr00huikJaUmRZMvUlzzttqqi1TYo/TEjM3i9rIJ51NyTKQQNswBi6iRsOmVBUxlURhp/mWW7s4Ulz7NU+jnO/uLLs9P/7pFmIa5cumXtYet+47p1YRW7DsljqPSvoF+BEPy6fV9KL+4nLo//7e4/8d959DmI9k0pFMaRUd4R4DWRCM/lbVO+vfkKmMoEnwo5AEAxgW/+V5GPfGW+shYWxXUP/hyEKE34Z4qz/2+RXSRVcWNtziZX6IrdDyFxYI6PiCrwCYS5m1zjIho6ffKP1SZ/eSrZQdcPr7hcDZtOWqLEklWHzCfrNmrM1sxzqqwWTg5NsIqbjgVddvAViJa4wr20CTFhtKihweJn4WWqXHiEiioaalz2qbSkl2Zwquk+rp+23BUCMOBFu8Rf07udDMGAAQf+M33MurJvazC++Lm6V830/kTF3rc/ThPiVBU1Quk+l60TJi+ye69ezvCkqcZClkVnpixido/9ZcwDc/fdpy6P/c3vTt/l/VxrdF6ySPn2aWtJHofQ4u6jiGqT67rTQ8Pa2+3jQ2+DDekcxbVeWnWNqfvgcWNevzXLu1GbTX9a1zB6SetfygQUIXYlWc0FZ8jN4qU6UAuq7/v+3X04p/baNmek2JbWkK039YLAPAvEDdehs2pklIdEcFGVC7pddYorbLU0tfLDtDeE/m0UPFPuIMqhmTqzJVY0cI+kZ4vzBW9ctyFS3W9hfpaJ/OLPVo7w5/3dysOCmHw99ZjItWjTe2otEuLF/6XmfcMoG5NKhcDf40fSM00fpnezVPo7vPa0PYXhtPjF3aguQ8MpNn3n0MD2tS17qOmp5jrPl/p9BjREaGUFBNBN5/dUtxvlRrn9fJ1o9JeEXDdGidTV8t3wk0MZTWZ5JnftojrtCSIGwBqKxA3PvTc8AmVT8K7juda/SjXfLZClPR+s9x16kIPrshRvQQZuUV0xeRl1OP5v0WI3hVqlQwLMG4uxxU0oz5Y6laa5735u0QK5+25O91er7tzgNwhr9j2Whwhcpby4rQEN7lbtf+U/fZc22fH1Uw8d8kZ3I/mlzv7i9ut68XT97eeRWN6OZZqs67gyM7zozpTTGQYfXB1T+rcKNGaOqlrmfHEnpbbBrYWERau7vnqxjPpkp6N6dqzmtEf954jKpX0kIMer+/XnJ7+Xyf6496zRQqG73NvnM/83HumJmExExUeSvUTokT0isvTGY7A8c+vXnuDNCfNEwEAwQ88Nz4UN5yW+uLf/WLW1HVnNacXRnexVuRwMzL5H7i77Fa60bJYenDaBlppOYnf+vVqWvvUELciNywMtqXniJM8X/7bc5Iu6t5IRIa4cmfSgt3UICma7hzUWlQ7qQ3dTisdmCujQBEkLCa4eqyqnZG1USAWZ6rJlNMSi3acoPunrbcKH56FxNGTgycLKDLcFuHgHjOJGqPpX+PPob+3HKdlezPplTHcdM/2ON/mHjLT1x6xlrvz5//4hR3plnNaWffr1iSZ/rzvHPE+ZfpJD/aBvH1lD+t9/uynrTokTMUSFk1Tb+krTMVaWOC40/QvmGAT/JJHz6Pw0FARreJZUVzyzqKG/V78c6ulISI3ANRaIG58Wgpuotdmm7vqcqTmiZEdrY81t3g0+CTJfpIkN0Y1zFhnPrkyJ/KK7U6GfLKXr6fXyl+blsq1NDmTUR2Odgx7Z7FdRIRNqpxWYTEgyVG8L3rvWa+RGguP899cSFwz/e9j5+uW5/K+cZHh1rXzf+MsJjhiwhEQrvRR4f4znDZi4fL8H1upwmSif5RZSsykf3YL8y9XO53Vqo7dZyU/LzXtwZGS8dRW972wuKkbFylGJbDo40iZ2vROpTJzrx4Tr+hu7UXDrHpycEBUMdUk9TUeGi7Pf+TnjaI0nr9/LZ0D0FsEAPAOEDc+9dxUiB4oElUkxEdFWCMufFLmKpbKeo2oqSf+o67ltq9XC8HDJlM+Nqc+ZCWJKg7Y6KuKFBY+wzXChvl2+QG6a1Br2puZ59AcjZy8LxW5L/uDZEdd7k3Ss1kKLdieQXXjI0XZNI8T4M+N00EcbWEe/WWjmCO0cGeGGHyojdy8PnsHta4fJ7wWq/brp+R2HLf5MGTpthbu8cJN+CrzriTHRtKyCReIPj78mXZvmkzeJC0xmr67pa9IW17RpwmEjRtwbx9GDg7V0sPL3xEAIHAwhOdm0qRJ1KJFC4qOjqa+ffvSypXOTZXMTz/9RB06dBD7d+3alWbNmkVGQa0YEuJGOWeq0ZLCUvPJWkYbOC1RGVmVpIT4P1gWKPd+v44e/HEDzdp0TLefC3thVJHCz9FrkpeeXSSMxLLHi4zy8MgCtW/OxsP6fV3YsMv7vW6JXjHrD2XR//24gW6csoou/uBfeurXLVZByKW8Oy2ChIUN8+/uk+I52s66y/aepG+XH3QqbNyBUz88R8nd6iEuIfflGAJOtSx++Dx67uIuPjtGMMGCUGVwxzSa9+BAGntmU+GD0j4OAKg9+F3cTJs2jR588EF65plnaO3atdS9e3caNmwYZWToN1T777//aOzYsXTzzTfTunXraPTo0eKyebPtBGyUyA2XXIcqJ0O114w2zfLhwj10+eT/RApHwi36pSBikaA3T8gVXFbMr8GCQRUHHMGXQyjFWlxUNb3/z24hclTvzFmvzKdxU1ZZBY5ezxaGfT2fLd1Le07YKqye+32rXVM6LbuO26JEktGT/qWMHLMBWFuRpIXHH+x8cUSlvWiY5qle6jDoRXiwJZuTQeVwmlDlvbE9hGH7lTHd6Pp++ilDAEDtwO/i5q233qJbb72VbrzxRurUqRNNnjyZYmNj6YsvvtDd/91336Xhw4fTww8/TB07dqQXXniBevXqRR988AEZgWK1WkqTllIFBkdL1OgHw1EIeXLfn5lPF0xcRF2f/VsIkazCUt3+Ki7XUlYhfBxD315MO5VSWW2flax8x1ST6lHRY/HOE2JWEosnrX9Fwu3+OeXkCXdPXUt3fLPGrtGenAElxwi44rERHcRznX1WrevF6fbOAYGHmkrkWVrOJoQDAGoffhU3JSUltGbNGho8eLBtQaGh4v6yZct0n8Pb1f0ZjvQ427+4uJhycnLsLjUZuVHTGGpairvh/qCTipLVSFP+228VQ5MX7aFzXvvH47Vw5EQy0zKhWg82J2vp1NA+VcPVXlp+XnNYiCfV6OwuPGrAGdyd11kfoM6NXKeQZPk1V0lJGilVM2zq5h42zL3n65uHQeBw/+C2ovyefWYAAGAIcZOZmUnl5eWUlpZmt53vHzum336et3uy/yuvvEJJSUnWS9OmTclfnhu11T/z+IxNDs8/XVAqerWwuKnu4EiuEnIH2QNGLV9unGJfsn15nyYuy5srY+bdA8TkaubVMV3p/I6OAw/dgcuy2VfxyPD21LZ+PD31v05265LVVnyy494wc+4fKLwskrb1E2j2+IHiNfR614DA4v7B7UT5Pfw1AABDpaV8zYQJEyg7O9t6OXSocuOutyI3HIFQfTYHT9kPWXRmGv5gwW7r/XeUfijOmHLjGaJU+eq+zVzux0KLK4O0SD9LYkyEmFM0sltDEeZXSYmN1B1e6Az1OFxZxJUrPAdp5RMXiPb5l/ZqYn38zJZ16PaBrRy69TK7XhphLZtnYqPChK/irkFtaO6D54peQXqjDNrUj6ebzm4pBkoO7dxAbBvWOU2Uj3M6g1/Dl+ZgAAAAtVTcpKamUlhYGB0/bj+wkO83aGA+IWnh7Z7sHxUVRYmJiXYXX6L2fNH6Prj9f2VwdEetAPpft4Y0zkk/FYbPzyxsvrrpTF3hotIoKcZuAOHt55ob0HEjPyY2Mkw0ppt0dS+H/4R5CKH6XD1kY7yrzmhKs+8f6ODfYTHBvUr4ml+fu/gyDwxuRxMu7EgrHh9s3SbXwz1jmqbYxE1cFXwVgzvWF036Pri6l8fPBQAAEHj4VdxERkZS7969af58W/OyiooKcb9fv366z+Ht6v7M3Llzne5fU3C/lUd/3mgXqakKK/adtHZWvXFAC9HNlsWLM/jkLyMQqqFSNc5KOAKiBiu0r6uKlzhNxQ4/xmk2SePkGDECgiMkkk+u70OvX9qNXhxtLmV+cmRHMaGZGwHq8en1fYTo6NfaNmuJZydJ+PUZbrmvCh4t8r02raPf/Zg/H27QV5XmegAAAAIPv5cXcBn4DTfcQH369KEzzzyT3nnnHcrPzxfVU8z1119PjRs3Ft4ZZvz48XTuuefSxIkTaeTIkfTDDz/Q6tWr6ZNPPvHr+2Dz77TV7qW8OBLDzfbUcQoS7usi6dXMbIrlWTrOUAdIqid+TvWoJdhMu7QEIUo4MvTgkHYi1aSiPl+bsuH7aln7X/efI0y/PGlbvg9+/bNa2YQKjyZQxxNo4UZ1cn6SvriJsKbLJHrRIxZVHy7YQ3ef19rpsQAAANQe/C5urrzySjpx4gQ9/fTTwhTco0cPmj17ttU0fPDgQVFBJenfvz9NnTqVnnzySXr88cepbdu2NHPmTOrSxb+Nz9yZHC05t3090cJ/xLtLaFjnBmI2jh7xlshFQ2UeE5/c1ZJydfI4DxaUsMj4fqVNbN17fhvR+6NeQhRd0aepGPfAzfjsj+d6BMT7V/ekqz9dTqN7NLaOUFCjITLSUh30hIwqeNhzo4WHW/L4AgAAAMAQ4oa55557xEWPhQsXOmy7/PLLxcVI8Eme5xOpLf+dUS8+SnhOVj8xWJhbnYkb6WFRoxVc4cOdWK//wrGLs+rx6adEUJ69qBONG2Ab0innWLGPRoWjOnrI4/NcJZ4NlRxji/iwOXjtgdP0f0PbeyXto5eWUkcRxKGXCQAAgEqACcGLaMUCc34Hx5Jn6SGRTci6O4n6yPlTKtyhl30s4y9o69B/hrezAfmlS7pQHaV7q7O5Sdr5RWpVEsPeGW6I99G1NiMuG4LVBnvntK1H/024gC7tbat+qg7qUE0pbniekyQGM5cAAABUAv4N9iLSI6LCHXW106pV4cH8fGd/MUDyssn2jQjVNA9XQ83fdpyutYgZTjNx/xY1HcaiozoVQdp18bE4MlOTRlw1ciMjRurxKxtwCQAAAEDceBFVjHx0TS/acDibxp7ZjL5ZfoB2WsYqvHFZN1EBpcInb72J4OrrcWWTWt3Er8GmYVe0So2jvZn5dF579xrmDelo3xxRrq0mUcVNnThzhCvV0nUYAAAAcAeIGy+iemNGdG0oLrLkedKC3XT7ua2F+dWdlNYVfZroRoI8gTu38mTuBsr4AS1Tb+lLi3aeEJ4Z7Twnf5AYY/sM2fzMDO/SQHiNelqqxwAAAABXQNx4Efa7cJRG22mXozKvX+a6mocjJPy84znFtPHZoXbek6rC06UrmzDdv02quBgFNXIjxQ2PVHjriso7NQMAAAAMxI0X6duqLv169wBh+q0KCx86T/SO8YawCVTU915H04cHAAAAcAeIGy/Dc5R8GWkJdhIr6WkDAAAAVAbEDTAUnIK6pGdjOpJVSN0au98YEQAAAJBA3ADD8bYbk9ABAAAAZ/i/PAYAAAAAwItA3AAAAAAgqIC4AQAAAEBQAXEDAAAAgKAC4gYAAAAAQQXEDQAAAACCCogbAAAAAAQVEDcAAAAACCogbgAAAAAQVEDcAAAAACCogLgBAAAAQFABcQMAAACAoALiBgAAAABBBcQNAAAAAIKKcKplmEwmcZ2Tk+PvpQAAAADATeR5W57HXVHrxE1ubq64btq0qb+XAgAAAIAqnMeTkpJc7hNickcCBREVFRV09OhRSkhIoJCQEH8vJ6AVNAvEQ4cOUWJior+XU2vB92AM8D0YA3wPwf09mEwmIWwaNWpEoaGuXTW1LnLDH0iTJk38vYyggX9w8UfE/+B7MAb4HowBvofg/R4qi9hIYCgGAAAAQFABcQMAAACAoALiBlSJqKgoeuaZZ8Q18B/4HowBvgdjgO/BGEQZ4HuodYZiAAAAAAQ3iNwAAAAAIKiAuAEAAABAUAFxAwAAAICgAuKmFnPkyBG69tprqW7duhQTE0Ndu3al1atXWx9nO9bTTz9NDRs2FI8PHjyYdu3aZfcap06domuuuUb0MkhOTqabb76Z8vLy7PbZuHEjnXPOORQdHS0aO73++us19h6NTosWLUQzSe3l7rvvFo8XFRWJ2/wdxcfH06WXXkrHjx+3e42DBw/SyJEjKTY2lurXr08PP/wwlZWV2e2zcOFC6tWrlzD4tWnThqZMmVKj79PolJeX01NPPUUtW7YUP+utW7emF154wa7NO34fagZu0nb//fdT8+bNxefcv39/WrVqlfVxfA/eZ/HixXTRRReJ5nj892fmzJl2j9fkZ/7TTz9Rhw4dxD58Tpo1a1bV3hQbikHt49SpU6bmzZubxo0bZ1qxYoVp7969pjlz5ph2795t3efVV181JSUlmWbOnGnasGGD6eKLLza1bNnSVFhYaN1n+PDhpu7du5uWL19uWrJkialNmzamsWPHWh/Pzs42paWlma655hrT5s2bTd9//70pJibG9PHHH9f4ezYiGRkZpvT0dOtl7ty5fDY1LViwQDx+xx13mJo2bWqaP3++afXq1aazzjrL1L9/f+vzy8rKTF26dDENHjzYtG7dOtOsWbNMqamppgkTJlj34e82NjbW9OCDD5q2bt1qev/9901hYWGm2bNn++U9G5GXXnrJVLduXdMff/xh2rdvn+mnn34yxcfHm959913rPvh9qBmuuOIKU6dOnUyLFi0y7dq1y/TMM8+YEhMTTYcPHxaP43vwPrNmzTI98cQTpunTp4u/PzNmzLB7vKY+83///Vf8bXr99dfF36onn3zSFBERYdq0aZPH7wnippby6KOPms4++2ynj1dUVJgaNGhgeuONN6zbsrKyTFFRUeKHkuEfPv5FWLVqlXWfv/76yxQSEmI6cuSIuP/hhx+aUlJSTMXFxXbHbt++vY/eWWAzfvx4U+vWrcXnz583/2LziVaybds28ZkvW7bM+kcpNDTUdOzYMes+H330kTgZyM/8kUceMXXu3NnuOFdeeaVp2LBhNfa+jM7IkSNNN910k922MWPGiD/EDH4faoaCggJxcmORqdKrVy9x8sX34HtII25q8jNnYcu/iyp9+/Y13X777R6/D6Slaim//fYb9enThy6//HKRyujZsyd9+umn1sf37dtHx44dE+FHte113759admyZeI+X3P4kV9HwvvziIsVK1ZY9xk4cCBFRkZa9xk2bBjt2LGDTp8+XUPvNjAoKSmhb7/9lm666SYRGl6zZg2VlpbafQccrm3WrJndd8Ch27S0NLvPl2e7bNmyxbqP+hpyH/kagETqY/78+bRz505xf8OGDbR06VIaMWKEuI/fh5qB06mcIuSUhAqnQvj7wPdQ8+yrwc/cm3+rIG5qKXv37qWPPvqI2rZtS3PmzKE777yT7rvvPvrqq6/E4/zDzKgnTXlfPsbXLIxUwsPDqU6dOnb76L2GegxghvPcWVlZNG7cOOvnw38I+I+Gq++gss/X2T4sgAoLC336ngKFxx57jK666iohHiMiIoTYZ98HewgY/D7UDDzQuF+/fsLvxAOOWeiw4OeTW3p6Or4HP3CsBj9zZ/tU5TupdYMzgW06Oqvsl19+WdznP+abN2+myZMn0w033ODv5dVKPv/8cxEpYFMfqFl+/PFH+u6772jq1KnUuXNnWr9+vRA3/F3g96Fm+eabb0T0snHjxhQWFiaM8GPHjhWRTADcBZGbWgq73jt16mS3rWPHjqLyhmnQoIG41lbm8H35GF9nZGQ4hJXZNa/uo/ca6jEA0YEDB2jevHl0yy23WLfx58OpKo7muPoOKvt8ne3DVQ0c7gckKsxk9IbTfNdddx098MAD9Morr4jH8ftQc3Cl2qJFi0SlzaFDh2jlypUiPduqVSt8D36gQQ1+5s72qcp3AnFTSxkwYIDIdaqw34DLLxkuieUfKPYhSDiNwflTDhszfM0nXvU/qn/++UdEhTgfK/fhMkP+4ySZO3cutW/fnlJSUnz+PgOFL7/8UoR1uaRb0rt3b5EiUb8D/s5YgKrfwaZNm+z+sPDny8JFilfeR30NuY98DUBUUFAg/AEqHDXgn2UGvw81T1xcnPgnjP0YnDofNWoUvgc/0LIGP3Ov/q3y2IIMgoKVK1eawsPDRQksl1t+9913olz422+/tSv/S05ONv3666+mjRs3mkaNGqVb/tezZ09RTr506VJT27Zt7cr/2FXP5X/XXXedKP/74YcfxHFqa8mlHuXl5aZmzZqJygEtXArOj/3zzz+iFLxfv37ioi0FHzp0qGn9+vWivLtevXq6peAPP/ywqLaaNGkSSsE13HDDDabGjRtbS8G5JJZL6rnSTILfh5qBfy650oZ/bv/++29RXswVMyUlJeJxfA/eJzc3V7SS4AvLgrfeekvcPnDgQI1+5lwKzuelN998U/yt4jYAKAUHHvP777+LEyOX9HXo0MH0ySef2D3OJYBPPfWU+IHkfS644ALTjh077PY5efKk+AHmniBcfnzjjTeKXxQV7ovAZef8GnwC4V8UYIP7C/EfFO1ny/Afj7vuukuUUPIfgksuuUT0w1HZv3+/acSIEaJnBJ+Q/+///s9UWlpqtw/3zenRo4cpMjLS1KpVK9OXX37p8/cVSOTk5IgyfBaS0dHR4jPi0mO1bBW/DzXDtGnTxOfPP6tcgnz33XeLE6ME34P3WbBggfgbpL2w6K/pz/zHH380tWvXTnz/3MLizz//rNJ7wlRwAAAAAAQV8NwAAAAAIKiAuAEAAABAUAFxAwAAAICgAuIGAAAAAEEFxA0AAAAAggqIGwAAAAAEFRA3AAAAAAgqIG4AAAAAEFRA3AAQJISEhNDMmTPJyAwaNEhM264JnnrqKbrttttq5FiBxuTJk+miiy7y9zIA8BnoUAyAgRk3bhx99dVX4nZ4eDjVqVOHunXrRmPHjhWPqcMejx07JgbQRUVFkVHhKcE8DDQhIcGnx+HPol27dmKoqBwGK1m2bBmdffbZNHz4cPrzzz+ppnn22WeFCF2/fj35C542zwMRf/jhBzrnnHP8tg4AfAUiNwAYHD4Jp6en0/79++mvv/6i8847j8aPH0//+9//qKyszLofT+71p7DhE2ZlsDjztbBhPvvsM+rfv7+DsGE+//xzuvfee8WE4qNHj5JRUacne5vIyEi6+uqr6b333vPZMQDwJxA3ABgcFiwsXBo3bky9evWixx9/nH799VchdKZMmaKblmKhcc8991DDhg0pOjpanORfeeUVu30/+ugjGjFiBMXExFCrVq3o559/tjvuoUOH6IorrqDk5GQhSkaNGiUEloQjR6NHj6aXXnqJGjVqRO3btxfbP/zwQ2rbtq04blpaGl122WVO01KnT5+m66+/XkScYmNjxXp27dplfZzfHx9/zpw51LFjR4qPj7eKPVdwREIv7ZKXl0fTpk2jO++8k0aOHGn3+TELFy4Un838+fOpT58+Yk0sknbs2GG334svvkj169cXQu2WW26hxx57jHr06GH3OmeeeSbFxcWJ9Q8YMIAOHDggjvfcc8/Rhg0bxHH4Itcgv5OLL75YPI8/V4a3tW7dWggS/oy/+eYbu7Xw8z7++GMhdnm9/DlxdGr37t3i8+bX4vewZ88eu+fx5/Pbb79RYWGhy88SgICkSuM2AQA1Ak/lHTVqlO5j3bt3F9PAJfzrPGPGDHH7jTfeMDVt2tS0ePFiMTV8yZIlpqlTp9rtW7duXdOnn34qpvs++eSTprCwMNPWrVvF4yUlJaaOHTuabrrpJtPGjRvF9quvvtrUvn1766RsXhtPAL7uuutMmzdvFpdVq1aJ1+Fj8XHXrl1revfdd63HPffcc8X0bcnFF18sjsPrXL9+vWnYsGGmNm3aiOMzPL08IiLCNHjwYPHaa9asEfvzWpzB04lDQkJMy5cvd3js888/N/Xp00fc/v33302tW7cWE4+105H79u1rWrhwoWnLli2mc845x9S/f3/rPt9++62YHP7FF1+Iz+65554TU5D5+2B4IntSUpLpoYceMu3evVt8dlOmTDEdOHDAVFBQIKa287Rjnu7OF94mv5P69euL192zZ4/Yf/r06eL9T5o0SRxr4sSJ4vP9559/7L5LnrDM07R5n9GjR5tatGhhOv/8802zZ88Wxz/rrLNMw4cPt/ss8vPzTaGhoeI9AxBsQNwAEKDi5sorrxQnej1xc++994qTm3riVuF977jjDrttfEK/8847xe1vvvlGCBn1+SxqYmJiTHPmzLGuLS0tzSp2mF9++UWc6HNycnSPq4qbnTt3inX8+++/1sczMzPFMX788UeruOF9WCRI+ETPx3XGunXrxHMOHjzo8BiLlHfeeccqQlJTU+1O7lLczJs3z7rtzz//FNsKCwutn9Pdd99t97oDBgywihsWV7w/iyM9nnnmGeu+Kvyc+++/32G9t956q922yy+/3HThhRfaPY/FqWTZsmViGws5yffffy8EmZaUlBQhvAAINpCWAiBA4fMapyT04JQRG1Y5jXHffffR33//7bBPv379HO5v27ZN3Oa0Cac1OO3CqSC+cGqqqKjILr3RtWtXkS6RDBkyRKTAOM113XXX0XfffUcFBQW6a+RjsUm6b9++1m1169YVa5brYDjVwmkZCafaMjIynH4uMs3CaTEVTi2tXLlSmLEZPvaVV14pPDha2LStHo+Rx+TX4ZSTinqfPyf+/IcNGyZSP++++26laTQJp8JU+HPglJYK31c/H+16ORUovxt1G393OTk5ds/jlKSz7weAQAbiBoAAhU9wXPGiB3tz9u3bRy+88II42bN3RvW+VAZ7U3r37i0EknrZuXOnMKJK2M+hwmJo7dq19P333wtR8PTTT1P37t0pKyuryu+Tq6tUWNC5KvJMTU21+nlUWMSwAZv9QSxs+MJ+ll9++YWys7OdHlMKyIqKCrfX/OWXXwrfC3td2OPDlVvLly+v9Hnaz9Nd9Nbrznvg6rV69epV6ZgAGBmIGwACkH/++UeUOV966aVO90lMTBSRiU8//VScYPkkziczifZky/fZjCrFERt72TTbpk0bu0tSUpLLtbFoGDx4ML3++uu0ceNGYULm9WrhY7HYWLFihXXbyZMnRWSkU6dOVFU4ysPvfevWrdZtfJyvv/6aJk6caCfWOELFYofFmLtwZGnVqlV227T3mZ49e9KECRPov//+oy5dutDUqVPFdo50lZeXu3Us/oz+/fdfu218vzqfj4QjcBzN4XUCEGyE+3sBAADXFBcXi74tfEI8fvw4zZ49W1Q+cXUMVxrp8dZbb4nICZ+4uBfOTz/9JCquuHJHwts4DcI9Xzh9xCkbmaK55ppr6I033hAVUs8//zw1adJEVPtMnz6dHnnkEXFfjz/++IP27t1LAwcOFBVQs2bNEtECWUmlwhVV/Pq33nqrqPbhqA9XHXFVGG+vKvx+WVwtXbpUVHPJdXEk5+abb3YQZywQ+X3fcccdbr0+l5Hzmvmzk5EZFnGcimM4YvbJJ5+IqicWTizWWCjK76pFixZiHxZX/Dny+3ZWwv/www+LqBt/j/yefv/9d/EdzJs3j6rLkiVLxJrVlB8AwQIiNwAYHBYzLFT4pMhl0AsWLBD9SbgcPCwsTPc5fMLkyAmfgM844wwRPWGhoTb945JkLplmvwZHNTh6ISMC7HPhPjDNmjWjMWPGiAgCCwP+T5+jIs5g8cQn3/PPP188hzvh8ut27tzZafqG018s1Njzw+kmXqc2FeUpXJ7N702mYVi8sDjQizqxuFm9erUQKO7Awo8jMg899JA1/cceG+nx4c9u+/bt4nU5HcVdku+++266/fbbrcfj75H7FXFKyFXUiMUZe3befPNN8RmyCOTPjEu8qwsfl0UaAMEIOhQDUAthD8aMGTOskY1gg/+ssVH5gQcesBqIfQkbqTkypu1BY1S2bNkiBCh7qCpLMwIQiCAtBQAISvHGqSH2JXkbri7iiBRXQ3HkjCMgnCaaO3cuBQpcvcXROggbEKwgcgNALSTYIze+hKvPuMR73bp1Ik3HfqInn3xSpO8AAMYA4gYAAAAAQQUMxQAAAAAIKiBuAAAAABBUQNwAAAAAIKiAuAEAAABAUAFxAwAAAICgAuIGAAAAAEEFxA0AAAAAggqIGwAAAAAEFRA3AAAAAKBg4v8BQ+BuWQoqdBIAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J134206.86+053724.9_sdL1_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J135216.31+312327.0_esdL0.5_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J135216.31+312327.0_esdL0.5_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J143154.18-004114.3_sdM9_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J143154.18-004114.3_sdM9_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J223440.80+001002.6_sdL1_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J223440.80+001002.6_sdL1_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J123142.99+015045.4_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J123142.99+015045.4_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J233227.03+123452.0_M6_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J233227.03+123452.0_M6_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J231924.35+052524.5_esdL1_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J143517.18-014713.1_sdM9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J143517.18-014713.1_sdM9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J021258.08+064115.9_sdL1_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J021258.08+064115.9_sdL1_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J223123.44+010025.1_M6_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: 'datfix' made the change 'Set MJD-OBS to 56487.206231 from DATE-OBS'. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J223123.44+010025.1_M6_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J151649.84+083607.1_sdL5_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J151649.84+083607.1_sdL5_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J125938.50+301500.2_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J125938.50+301500.2_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J111429.54+072809.5_esdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J111429.54+072809.5_esdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J135359.58+011856.7_sdL0_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J135359.58+011856.7_sdL0_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J223302.03+062030.8_esdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J223302.03+062030.8_esdL0.5_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J230256.53+121310.2_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J230256.53+121310.2_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J144151.55+043738.5_sdL4_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J144151.55+043738.5_sdL4_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J134852.93+101611.8_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J134852.93+101611.8_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J075335.23+200622.4_sdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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PHAAA/BafNDlI0DatFldWu33H5CpNeUkGS1aBiuUxn686IL72sZ+3WfW5SDJQaZ0Qpaz6ke4d3426tIhVPpZzVNRaJURSamwExViCGkcaasXsFk0mSiuogeXJRlv141Az7UsvvUT/+9//aOLEiRSs80Zeeuml4vrIkSP01ltv0RdffEF33323648WAAACAjeYvvX3HpoyrL3HSz/qoMVedkcGAh1SYpT78kqrKCU2wqqE9OzvO8TttLgIapdo3XMSHR5K4arpbtrSj1qYJdviyMqn/36/iWatP0IL7z2DOqbWH59aflm1GKM/dUQHSraUpJTSTzBRv3YJtOlwoU3Wx7AZlZUrV9KkSZN0gxS1tm3b0gsvvIAgBQAAmh2o8Hnz81UHre4vcVNGxaqZ1k4woG5klZke9WyXoooaqwwQn+il9inRIjuiTlZEhYdYlWBkM21DU3mrHQhUOEhhn66wLUdp3+NpszbbNNNy6efR/+slbqfGNtxX4wlY9QMAAD6jxG0ZFesJuOqPTZbJKuogocIStKjvK66wLlVtyy5Sbp/fr60ISlrG1fepRGsClYZG14fJQKXG8aF3MRGN79mzIjPXdo5KUJAydE6Wg7zJqZxOXV0dLV68mJYuXUoHDx6ksrIySktLowEDBtDYsWMpPT3dfUcKAAABQa/Xw93NtNoTcl5Z/caB8lOyyVbcrqkTJ3Z19oUzKury0I6j5kDl1jGdKSE6TNzmPpVjRRVKRiVCFag01MQaZgli7GV79Mi+Fm2zrJp8Te5rkZ/mIEX2qdib0mu4jEp5eTk988wzIhA555xzxOqfgoICCgkJob1799Ljjz9OHTt2FJ9btWqV+48aAAD8Vk6x/dEX7ir9aMfz8x48kmxg1ZZdeKZLlSrDoc2oSEnR9eWTtolR9ntUXFD6qVQ1AsdpAhW9zRblUmT198+9MvJ+WQ4yfEaFV/wMHz6cPvzwQxo3bpxYmqzFGZavvvqK/vWvf9HDDz9MN954ozuOFwAA/Jy9gWjuLP1oA5WSyhqbxlntsDVeoqzOcBSLHhXbQCJSNbOkjVWgoin9NJBRCXcwUFG/d+rXtbfZonxJdRDDWRbZkuozgcqff/5JPXv2bPAx7du3p2nTptG9995Lhw4dctXxAQBAgFEHCeoTKp9L3VX60Z6Q1a/DQ9u2HC60CaC4zFOtCl44o6I3sVYdMMj9fuTQtXCHSz/BuiuSDpwspV3Hi2l8r5YUFBRERapj1MYYequZ+Gu0y54jQkNUmRbyjUClsSBFjbMtnTt3bs4xAQBAANMLVFrGR9LRwgoq1fmcq5cns2LV6/AJ/9y3l9l8DZd5rHpUymt055eop8DyMmWrjIqq3CODET1hoUG6WZ0zXlkkrmdcM4TG9GhhFUxpSz16u0/LXhQ5aZdjJe6HkUGTETIqTq/64YZae/cjkwIAAM2llzWRU131ghhX0J6QHQmIRKCiyajo9ahEhdefahOiwqx7VKyWJzeeUamxcw5evT9PXFdW299cUa9JWSZxZMmKsz+cZZH3+1SgUlRUJAa7xcTEUMuWLemxxx6j2tr6fxCeRssNtQAAAM2hFyS0indvoKI9h3PQ0Ri9HpXGSj/y+2C84scqUHGoR8Wk+3kZMKmzKNqMSnVdQ6Uf83HLVUh6TbaGX5786KOP0qZNm+jzzz8XK354FdD69evFKP3w8HCbXSYBAACaQgYjXIKQJ2aZUVm8+wStyDxJIzqnunV5MpdxnM2oFFVU6wYS6tJP15ZxdMdZXSkpOkwsA+Z+kIZG6GszKvZ2T66yJA7UgYU2yKjVOTb5kuqMijpQMcJp3eGMyk8//UTvv/8+XXzxxXTDDTfQ2rVrRRbl3HPPVXZRlpEZAABAcwOVSae0pgm9W9G5/drQad3SlM9f8eFql7+mtkxyooEl0upApVozR0VvVQ7PS1G7Z1w3unakuQLhbOmnupGpuQ1nVOrs96hoMiqyR8UIGRWHAxUOSnhlj5Samio2IiwuLhbzU3j4GwAAQFPxQDI++cselZYJkfTeVYPorcsHWM0icQft+T+7sNyx0o9Vj0qNbh+IOqOipR745kgzbXVjgYpmwq5aQ0GHTUbFF5tpMzIyaMcO8+ZKUlxcnFi6zAPhLrjgAnccHwAABIjrP11Dw577iw7mmf/wjQ2v707Qbo7X0PTaptBObV2656Tdx8rAQyxPtlr1U201vVb7eD3qVT8hzelRqdXJqGgeqxfkyOez7VEh3wtUxo8fTzNmzLC5PzY2lubNm0eRkfUNQgAAAM4GCgt3nRDLa+dvPy7uS7Ts6ituW0bQq3dR5hPvu4v20ucrG958zxHO7GmTkWzeBXl7dpHNqh+9ACpSU/qx+lyYc3v9VDWSUbHuUdGu+rH9HuX8FJlRibAEVbIk5FPNtE8++SRlZ2frfo4zK/PnzxfNtQAAAM46WWLbE8INp1JqbAQ9MqknPfObObNfUlVDczZn00tzd4mPLx6UbtML4gy98fL2TOjTSgxZ+3VzttWgNO6t0ctaqMs7WgmqklZDzbShliBGPWBOTW/Mvzr44iBKfaz1X2fOpMhl1bL0I3tODRCnOJ5RSUpKot69e9v9PAcrp59+uquOCwAAAkhWvm1PiLYv5YbRnSjZkmXhPhaeyurMcmJHSj/q4Mie8b1bisFtvCeResAaP4V6UJxeeUdL/XqOTaatczijIoOvnOIKOuWJP+nS91fafJ18vAxitM204vvycrTi1O7J0po1a2jhwoWUk5NjMwDutddec9WxAQBAgFAHHZJeA21MRAjllZqzF2VV9UEBBwgtmvH68oQ9qmsatYiLoI+X7bf72JjwUOqcFqO7MqiwrNomSGloRaz6e2yomTa8CT0qcjmyLKXpkY/XZlTUMRP3qQRTkO8EKs899xw98sgj1L17dzH4Tf0PgOXJAADQFJsOF9jclxRjm92IsTTY8lA4XmUjNXcPIBmocIWlV+t45f4rhmWIvpPftxyrn+8iBrXpl5m0+wGplx/rSXQwoxIqSz9NyKg0lBCRj6/QNtOqjoVLSE3KariI06/9xhtv0CeffELXXHONe44IAAACCg8LXbUv16GMSlyk+bTFQYN6gm1z9wCS/Rx8gpavIV4vIpSmndNTnOx/WHdY3BcTHmK376SgzNlApf57tDceX93cam8Vjm6PiiUIaWgYKz+GP7/vRKnVpony9cxfT761109wcDCNHDnSPUcDAAABZ+exYtp9vMTqPt4TRz16XoqJqA9U1OP09XpDnCFP6jzGPi6yPsshj0Fd5uHgQhuoyOCmQJtRaaCcI4Oe+tv2cwfBylwT/c/LPhLdjEojPSb8NesP5ovbg9onmV9PFah4e+WP04HK3XffTe+88457jgYAAALO2gPmDfWGdUxW7lNnNdTkPBXOoJRU1rqs9CNP5lx+Ub92a8vo/uNFFVaPV4++V5dwCsuqnMqocMvEp9cNpdcu7UfplmXPeoIbWS4sMy1WPSqWDE1jcQZ/TVa+eXZNt5Zx5tcLbtrSbUOUfu69916aNGkSde7cmXr16kVhYdY1RN77BwAAwFGbDxcqgYrcBdjeCHsZqPDn1Y9p7maF8gTPAYE6UGmbFCWup5zanh79aSud1cPcshuhmn8iM0BZVG7To9LQbBTpdNX2APYEW57GXhlHBiN6GZXGwgzu9ZFNurIUpc6omFw7W8/9gcodd9whVvyMGTOGUlJS0EALAADNcjDX8td8qzjq0zaeth4potFd9U/esvTz7qJMq/ubG6jIjIS29CN3O75iaAb1bBVHvdskiI+1pZ94y9eUVlnvnmyv6dZZwXLvHVMjGRWdHpXGSj/5liwQZ5NkKUrdo+JzGZVPP/2UfvzxR5FVAQAAaK48y4mSZ6R8cf0w+mT5AZoyLEP3sdpR+lK5JkBwljypc0AQr8qoyHIMn8QHd0i2W/rhjIqexko/jgqWzbSq7IY6uyJvqks/P2/MFsuO+1iCK3tyS6qU70EmH9Q5iDpfC1SSk5NF2QcAAMAV8kvrAxUuPfDuwvbYC1TkHJCmklkDziSEhgTTPw+dJcopeg292owKJzvsTcWNaKSZ1lEhOqt+1IkSGWhpe1jmbTtORwut+2u0cksrbYItDlj4++Kn8/bAN6ffwSeeeIIef/xx7JYMAADNxidBWXpIdmCHZFn60dIbD+8MORwtxNJT0iI+klpZGmkby5RwYGMvoJHzT5orWGeTQHVQotdMK+06Vtzgcz8xZ7vla+v0szheXp7sdEblzTffpMzMTDHsrUOHDjbNtNjvBwAAHMWNnPJEqJ4pYk9spPszKo5QZ1TCgoMo0k4viroptTmCdZYn62VX9DZFbCyIk/ssZeWV275mncn3elQmT57sniMBAICA7U/hko4j/RyxEdYBAccBfB6taGZGRb082RFyl2H5NepdkLXH59oeFZNuoCL7VZzZXFFr6vD2+uUmX9vrh8s+AAAArpBn6U9Rj5JvSKfUWOX2XWO7mndV/mkrVTYzo6Jenux0RiUkmKLslH5ctTI2JNix0k9zhrPdOqZLo+Umn+hR4Q0JV69ebXM/37d27domH8gLL7wg/kHvuuuuJj8HAAD4lgLVih9HdEiNoXG9WoplxBcMaKsECM3OqKiWJzsbqHAfir0eFVcN8AiSA98aaaZtTkZFW1ZTlkT7WjPtrbfeSllZWTb3HzlyRHyuKTj4ef/996lv375N+noAAPDtjIrevj72vHPFQFr36DhqnxKjBAjN7lFRLU92hHp5cmgwN9Pqn06PFlr3fTRViM7yZHVJRlmebGfTwsaIlUuaYMsozbROByrbt2+ngQMH2tw/YMAA8TlnlZSU0JQpU+jDDz+kpCTzHgMAABAY5IqfJAdLP4x7WeRSWpnZaPaqH8uXO96jYp1RUfesqLW0DIxrrmCd5cnW2ZXmZVR4NZW2TCXfC58r/URERNDx48dt7j969CiFhjq/ETRnYXh43NixY53+WgAA8G15peaR80kOln60ZEaluT0qcl8ch0s/qvko/DXa0s97Vw6iy4em01Pn9yFXCNbpUVHfrrYzR8VRvEu0zWsapEfF6chi/PjxNG3aNPr5558pIcE87a6goIAeeughGjdunFPP9c0334jlzFz6cURlZaW4SEVFRU4ePQAAGEmeZdiYIzNUGspsNH95MjnXTKvOqHDpR7NiqWNqDE3o47p2hmBlU8L6+9RlIFnyaWpGRW/Zd2MbIRo2UHnllVfotNNOo/bt24tyD9u4caOYq/L55587/Dzc53LnnXfS/PnzKTLSsdTY888/T08++aSzhwwAAAb0z/48+m7tYXG7S4v61TzOkPNLKj29PFndo6LTTKvdC6i5QizHpR6br52jwt9DU3tUosPtByqaOXAe5/Q72bZtW9q8eTO99NJLYvfkQYMG0RtvvEFbtmyh9PR0h59n3bp1lJOTI/pduGTEl8WLF4uBcny7ttY2OuZMTmFhoXLRa+oFAADf8MGSfUrPyVk9WzbpOWRmg8fEHyloeuNqrdOBSsOTabW7KzdXcJBtX4o208HZlKZmVPRm2BilRyW0SU03MTF00003NeuFzzrrLBHcqF177bXUo0cPeuCBBygkJES3P4YvAADg2/gkuyLzpLj95Q3Dmrx5n3qlysgX/qb9z5/TpNklNc3JqOgMfLM3qdZdA9/kCPymlmn0enNkX4zPTaZ1lbi4OOrTp49NAJSSkmJzPwAA+JcTxZVUVlUrTpADM5q+4jNBs1po1/Fi6tEq3u7jC8uq6dct2TSofZLV42QzbUiTelSCKDrc3RmVIJ0R+taPqa5tekZFL0CTr6kuN3mDa99JAAAAB2Rb5ovw8l1HsxiOrFbZc7ykwcc/+vNWenj2Vvr35+us7pc9Lo4GGOrSD5/PtZslhrto1+SGyjDa7Emtgz0qr17Sjx4/txd1SotpMKMig7Ymtr34fkZFz6JFi7x9CAAA4AHHCivEdesGdih2hLbM01hT7dYjheL6YG6Z7tepSzoNUZeqOBmjDVS4b8WVgmSPitWQN03pp9ax0k9aXARdNKgdzdt2jPadKBX3hcg6j85rertHBRkVAADwOG5+Za2aGahoNbZMWR1glFXV2HydvQmzNs+jCkS4hyNGZ9WMe1b9kNXrqvEsFUdKP7JMxcuqG8yoyCyOr43Q55U2hw+bl5Oxf/75R+zP88EHH7j62AAAwE8VKhNpmzY/xZ7GMirqjENuSVWTMyrqjElYSFCzyleOCNbZ68dm1Y+DGRWZ/VEfc0iI/R4VbzfTOh2oXHHFFbRw4UJx+9ixY2LIGwcrDz/8MD311FPuOEYAAPADB06W0ruL9lJlTa1opGXaJtSmiFMNK2sso1JcUZ9FybXsM9SUjIqaoxsqNkeQThnGpNNMW+1AQ0mMJfujzqLorvrx1b1+tm7dSkOHDhW3v/vuO7FCZ8WKFfTll1/SzJkz3XGMAADgB8a+tphemruLZiw/QGWWwCDKBYHKL7eNcjijUlxhHtmvnorblIyKWqKLs0J6QpQVOPW9KdrsSbXDGZUQ24yKP5V+qqurlVkmCxYsoPPOO0/c5vknvN8PAACA1vGiCqV/Yu2BPCp3YUalQ2oM3Ti6Y6N7/vBJvNTyuuxkiWsyKomWDRLdKVjVNCzjBm2TKwdbNU6UfniibsMZFf3X8TSn/0V69+5N7733Hi1dulSMv58wYYK4Pzs7W8xAAQAAsLfKh50oqVIaWaNc1IQqMyENZVRKVGUflqcq/dQvT3Y+cBrWyfrc17O1/TkuTRWsCiRk4KANIDjYciSjIpdWq5tp9Vb9yNf09l4/TgcqL774Ir3//vt0xhln0OWXX079+vUT98+ZM0cpCQEAAKgVlNeXXI7kl1N5tTkwiG5CYKBHZkLWHcxXsjVaxZX1x6AOVLi0UWUJVLSbCzZk7l2j6c3LB9Dp3dLEx69c0o/6tUugD68eRK4WrEp4yMBB247CgQr3qTi6pNtXelScDmU5QDl58qTYuTgpqX6aII/Uj46OdvXxAQCAHyiwrPKRvSGllTKjEuLSjMqWI4V0/adr6KsbT7V5TIUlOJJOlph7VD5Zvr/+eZwInHiyrXq67cWD2omLO4SoAgmZSLHNqHCPiuPT2RrtUVECFR8coc/78KiDFNahQwdXHRMAAPiZQlVGhf9CP2rZQNBVgYq6t2RFZq7uY7QrgjijwpmUZ37b4bZdj93Ro1IrSz+aVAd/f7JHpVfreDqUV0YlloBQT2M9KnpD5rzBmP8iAADgVwrKrMsu2ZaeFVeVfhxZrcPLorV9M+oAioW5eKKse5ppTZZrstujMv3KgbT+0XE2z3N+/zbK7cbmqPj07skAAACOWLH3JO09UWITEEjRrmqm1azW4SW8NuP1LaWfmPAQsfpnb06JUoIyumDVtyIzKdpBbCKjYulR4YF02h2pdzw1wSrz1Nhk2voeFQQqAADgp674aLW47tYyVvfzru5RkfLLqm0GsVVYMiqd0mIpK79MZHl4AF39cxgzm6LNfthbnlwhliebg7Ewy+Mn9W1Nv20+SlOHt7d5r617VOyv+nGi7cUtjPuvAgAAXsVZid3Hi21KJo4qUg1XO5xv7knRcsUcFZagmWWSa2mU1Wum5azCaV3NK3WW7jmpfH7ZA2eSUQWpe1QskYp2U0Je7SSDGBmEvHxxX5pxzRCadk5Pm+dsbNWPrAbV+mJGZc2aNWKMfk5ODtVpQq3XXnvNVccGAABe9PuWY3TrV+vp7N4t6f2rBjv99YdUOxTLkfnuClS0mxtW6YySrx/qFkLn9mtDczZlK70zqbHhYldhIwsJDhJBigxQtJkOdeOsLOtwaW1MjxZ2n0/vtrb0ow2IDB+oPPfcc/TII49Q9+7dqWXLllZRnrYeCAAAvmvmCvOy3Xnbjjfp6/efLLW5r3VCpLJzsgwaXKFVvHWgojdPRD0mX46RL7cEL+p+DaMKDiKqVa/60QQQ6oF2es2xDW2sqNujogx8I98KVN544w365JNP6JprrnHPEQEAgCG0SYzibg+7zakN4ebZ27/eoJv5kIEKnwdd1Rei7b+obiCjwo23MZom3rBQ4/+hHSzef5NS3tGGYiWWab/2Ag+t0EYzKsYo/Tj9ExIcHEwjR450z9EAAIBhqMsp6nHzjvhlU7bu/ZxRkbgs4cpMPK/maThQkdNnOaOiCVR8IqMSZLXqR1uSKVKtrHIkUAlprEcl2BilH6f/Ze6++25655133HM0AABgGEEUpDsC3xH2ApvWCZylce2KH2nx/WMaKf3UbzwYqwlU1MPPjCpEM9dEO0dF/Z7rZUgazKjozI+RQaS3B745Xfq59957adKkSdS5c2fq1asXhYVZd1rPmjXLlccHAABeol7tY2//HHsOqhpp7WdUXBuopMZGUL/0RNqUVUDVNfYzKuoeFaMPemtoUqy2RyXXshs0BymOZKoazagYZK8fp/9l7rjjDrHip1u3bmK35ISEBKsLAAD4B/VOxNrx843hOSVsaIdku+WkKBc10qrJ+SFynoj+qp9gm0Fz6sZS42dUSJBxigwyZEbFkbKPMz0q2lH9hs+ofPrpp/Tjjz+KrAoAAPgvOclVvTrGUXKOSecWsfTPgTzd1TmuLv2oMyNVOqUfuXyX+1P4xMyBkvy+ZIBjZMGaSbHyOjE6XGywKJdkOxqohDi46sfbk2mdDiGTk5NF2QcAAPxbc0o/uZa/7julxtjNqLjjD/UwyyoivdKPzDikWCbWqss/vlD6CZYZDkvgIOOHpGjrFgxH+lMcyajI0o/Prfp54okn6PHHH6eyMv36IwAA+F/px5mMCq+4kYPUOmoClaTo+rH2tW6YzR5uaYrlnYO/W5NlFWDJQCXJEqiogxNfaKYN1jS3yoBF/Z46E3RZ96gEN7rKyGdKP2+++SZlZmaKYW8dOnSwaaZdv369K48PAAB8rEcl3xIQ8HkwIyVauZ8/Vvel9GwVT64mT7hv/LVHXHM55MpT25uPq8x8XHIPIPUJ3TcyKkHiWiY45HVkeAiFhwQrpR9Hh+g12qOi6YnxmUBl8uTJ7jkSAAAwlMrqppV+TlpWnyTHRFCiag+euMgwcfK76tT29PfOHLrv7O5uK/1IOcX1e/7klWgDlfqTs/q27yxPNpnvDyKKjwoTfSrM0SF66gZiva9RBr75WkaFyz4AABBopR/HyzTyhMn75/AJVAq3nAyfntyHnib30AYc5VU1VFxRLZYkF1uaaZOj9Uo/vrc82WSJH3gpcmJ0faAi32dnMirxUaGGHfjWpE0J2bp162jHjh3idu/evWnAgAGuPC4AAPDRHpXcUvMJMyU23OovdU/8Zc4lELUPl+4Xl69vPFV8zOdeudOyOlDRfp0vLE+uswQQ6u+JRThY+lGXe+Ijrds4zM9rjGZapwMV3jH5X//6Fy1atIgSExPFfQUFBTRmzBj65ptvKC3NvHU2AAD4z6ofZ3pU5OCxlJgIq8FjvP+Pu9lrin1t/i6l8VT2XqizL44u6TXS8mST5X5+j60CFQczKnJVD1Nnvmxfj7zK6RDy9ttvp+LiYtq2bRvl5eWJy9atW6moqEgMgwMACCQ/bzxCb/+9x+vpcXfPUSm1lE2c6VHhjIqaJzIq9ppitSt+fLH0E6wZwGY3o+JgoKLOmOlnVKxfz2cyKnPnzqUFCxZQz549lft4lD7v/zN+/HhXHx8AgFd8sCRTjFy//cwudseR7zxWRHd+s1HcHterFXVvFUf+RH0ic2avHznsjUfaMznWfkCGOQvvTvZKOPmW5dKykda29OM7GZVazV4/vCdTUwKVMtVuyzyt115pyOeaaevq6myWJDO+jz8HAODr1hzIo+d+3yluj+vVknq21l9GuyozV7mdXVjuN4EK/wX9wdJ9SnOmesmxM8PeuJmWvX/lIPp05QFlmbA3Sj8yoyIbaW1KPz6QUQlRmlstd8iMSrB16YYbhx1RplrJpReMG2V5stP/MmeeeSbdeeedlJ1dv4X3kSNHxK7KZ511lquPDwDA4x77eZtye+GuHLuPUy99PV5YQf7i1y1H6YU/zIFaY7shN5RR4R4VOY32gQk9qG1i/c7J7tLYPJSkmPoTuq/NUQmyGfhWf39TMioZyfUzbhyZhOstTv/LvP3226IfhYe98Sh9vnTs2FHc99Zbb7nnKAEAPISnqu44WqR8zCULRwKVvTkl9N3aLNqbU0y+btex+u+/KYGKvR4VT2gs4IgKC9WdueLokl5vCrEconaOCpeE4iPrv68InTKOnjO6p9HT5/emWf8Zof96muZdnyn9pKeni+mz3Keyc6c54uZ+lbFjx7rj+AAAPOqEKvhg27KLRClEpsHtBSofLdsvrtunRNPi+8aQL9NL9fNUV24YttevI/Fj5PJk2aPiSTGNbHSoPomr+1kczUIYa1NCEvjehCaUfvjf8qrhHRr8vM/1qFRXV1NUVBRt3LiRxo0bJy4AAP5EBh+xEaFiSe7h/HLq9NDvNHV4e3ry/D7Wjy2yLfcczPX9fdD0VnlU15rE/j3qVTN6eKgaNyF7K6Oit8xWTR2QqJck+8IclWBl7x3zx6Zmrvpxdm6Ltzj13XDDbEZGBtXWOreLJgCArzhuCT46t4il8b1bKvd/uvJggxkVtSqdnXt9ifYv6BZx5sxIVn7jQdgvm8z9i2lxERQd3uSZok2mPmHrUWcb1KUfXxihHywn02p2T+YAJiHa9YGKUZYnO/3dPPzww/TQQw+J+SkAAP5GZklaxkXQqC72B1hyMGKvb8OZmSNGJDe30zZd8o7EjVmy+4S4vtoDK3yaklFR96KosyjhDpZLvClEM9JeloC4RKOeg+KqfhtZ7vS5ybTcTLt3715q06YNtW/fnmJirLfwxu7JAODLZJakZXwkjeySYvdx6qW7WiWVNY2WSIysuMI60EpPjqa1B/MdClS2WxqRB3VIIm/QG1ymFmEni+ILzbRBSs8IaVb9ELWKj6ShHZNFU/eorq6ZEO+zzbTnn39+o81UAAC+Xvrhckf7lBiaee0QumbGGnGfuqm2PqCJoONFlTaBii8r0gx34w3vWIkmgNH6Z38eZeWVi9u97Mye8X7pR38arS8EKiE2I/Tre1T45/K7fw93U0+MjwUqTzzxhHuOBADAAGTQwRkVdmqn+qxKWXWtaLJVrw7iv2T/d1l/mr4ok5buOemzgcqRgnLKK6miU9ol2GxAKPs61JNq9Vz6/krldqJqsJon6e0CrKbesM/nJtMGk3WgoupRcc/r+WAzLevUqRPl5tZPY5R4Y0L+HACAL+MTNkuLj1D+Ape9Aerekzxlh+AIGtE5lT6/fhj1aRvvUObBiEa+8Ded+/Yyysors9mAUGYh1JsUSoVl1bRi70nDNBBHhYXQ4PZJ1LVFbKMZFXVwEu6Ly5Pr6ntU3IG3PLhrbFc655RW5FMZlQMHDuiu+qmsrKTDhw+76rgAADyOB71xjZ+XrfZpk6CcBKLDQ0TfBmdKWmrGxPNuvJLMtvhaRqWgrMrqPdBmTuRJXC8YmTZ7M/2+5RjdM66bct+HVw8mb+F/Ly6B8Cl88e4cem/xPlGS0u9RUQctIb6z10+dbY+KOwzMSBIXb3M4UJkzZ45ye968eZSQYP5PzDhw+euvv8SEWgAAX8UNo2xEl1SxvFYdgHCgYpVR0Zm+6quByp6cEuX2TZ+vs/l8fUbFNlDhIIW9Nn+3uE6KDhP7I3mTLFmc2aMljeySSt0fmaubOYlTNd760vLkOp0eFX/mcKAyefJkJVqdOnWqzXwVHqn/6quvuv4IAQA8ZPcx8/j7nq2tNxeMsQQgpZW1tpvcxegEKj5W+jlwstTu5wZmJCp9HZWWQW5SUYXtjsrqDJMR8BJkzjjIfg71HBXZJOwrpZ8Q2TOi2evHXT0qPheoyJ2ROWuyZs0aSk1NdedxAQB4HJd9WLcWcTZ9D6y8uj4AydULVCJ9M6Nib+7Lsxf0oXP7taG5W4/p9qgcyTf386ipT/5GwH9c87+f3ClYXfpJjPKtQCVI6VEhq3kq/h2mNKGZdv/+/TZBCjfSAgD4Ot7PhrWwNNJKoZayQE2tySajkqIKVGTmxdcClXJNpkQa3ilFzCWRJ3ftIDjtMmYjZlRYpGqlT6Rqrx93THP15PLkOtXAN3/m9L/Miy++SN9++63y8SWXXELJycnUtm1b2rRpk1PPNX36dOrbty/Fx8eLy/Dhw+mPP/5w9pAAAFw66Ezdu8DCLOtCa+psAxX1YLc4Hy39lFfVNHiCV3pUbEo/tl8X1cimgN4gM2K2pZ9wh3ddDsTlyUbh9L/Me++9J3ZQZvPnzxe7KM+dO5cmTpxI9913n1PP1a5dO3rhhRdo3bp1tHbtWjrzzDPFQLlt27Y5e1gAAM0mey7iLSUcbUalWpVR0Muo+GozrSyL/Pu0TlalGxmg2JujopdRcXTnXk9SZ1HUk2vVpR91EGpUwUH2elTIrzm9PPnYsWNKoPLrr7/SpZdeSuPHjxfNtMOGDXPquc4991yrj5999lmRZVm1ahX17t3b2UMDAGgy/uUvAwxtRkVOMJWln/KqWmUoWrIflH54kJ3Mhqj3v7HJqGh6VIp1mmkjVEGBUahLI3GqIJSXnUs8uM9nliebND0qCFSsJSUlUVZWlghWOJPyzDPPKG9Yc3ZV5q/9/vvvqbS0VJSA9PCsFr5IRUXmPSUAAJqrpKpGSaWrT2YszPIna41lUUGuZdgbn9RlFkX9db4WqFRYMip84lY3lSoZlTD9OSp6pR91oGNEcumyDGA2PjZO9N7IINOXNiU0We5H6UfjwgsvpCuuuILGjRsnJtRyyYdt2LCBunTp4vQBbNmyhWJjYykiIoJuvvlmmj17NvXq1Uv3sc8//7yY3yIvMrMDANBcsozBJ2p186V16cek6U8Js/prPTYizG6mQZ5c1H7ZlE3/+XKd13dblqUf7uVQByoykySHoTlU+jFgRqUh3KfSIs742RQmf9Rq6zwzmdYonA4h//e//4kyD2dVXnrpJRFksKNHj9J//vMfpw+ge/futHHjRiosLKQffvhBzGhZvHixbrAybdo0uueee6wyKghWAMCVjbR6u+/Wl37qNDNUrFcHydVCxwrNGxvKk8nd322kBduP06AOyfSvIel0zimtxedu/3qDuO6QEkP3T+hB3i/9hOpmRGTwoQ1UtLssi8caPKPiy0I0y5PRo2IHD3e79957be6/++67m3QA4eHhSiZm0KBBYkbLG2+8Qe+//77NYznrwhcAAHctTU7Q2dSOR+qrGy7lY9WNtKxtYpRSEuHGXA561h3Kp583Zov7l+w+IS4/3jJC2ReIHci1P3DNk6t+uPQztGMy7TxWrHwv1qt+ahsd+Kbe9M8o+N9pL/m+YLvLk8mvOR2oqEfpq3HqKTIyUgQdzRmlz4Pl1H0oAACeIHdD1isDhFrWhdaXfqptliYz7nPgEfL5ZdViGNr87OP03+9txzb8sO4wxUS0Vz4+WVy/1443lKuaae87uzsNam+9x4ssB8nvv6FAxYg9Ks9deArd/tUGunWM8+0JRhKsmUyr3O/nkYrTgQqP0uegRFtvlffx9ahRo+inn34SjbcN4VIO97hkZGRQcXExffXVV7Ro0SKxlxAAgCflFFXqDntT7wNTa2mmlTsnJ+tMYW2bFCUCleyCcqsg5aKB7cT+Qe8tzqR9J0qsykPbjxaJk4+60dNbPSq84un8/m2tPi9njHDTqfw9b7f0Y8Aelc5psfT7naPJ1wXLHhUMfGsYz04ZMmSIuOa+Er7wbV6azMuVlyxZIpps9cpDWjk5OXT11VeLPpWzzjpLlH04SOFGXQAATzpeZA4cWqg2I7TfTFut26OiXuZ6zPJ80uiuqTS+t3mzvqy8Miooq89G8CqhQ3ll5C1yQJ16BZOaehiaLH+9/fce2ny40OY984UJr74qJFjbo4JNCXXdeeed9MEHH9CIESOU+zjI4LLPTTfdJIa1vf7663Tdddc1+lwff/yx80cMAOBiBWVV9NGy/eK2etdkbelHLk/OV5ppbTMqLSyByp7j9TsSt0mIpImntFIyEEeLKiin2DqQ4QxMh9QY8ob6+TH6pwR1OYeXKHNT5yt/mndLllmoHEvpzBf2zPFVwXYGvgX5+W4/Tv9EZWZminH3Wnzfvn37xO2uXbvSyZMnXXOEAABu9rElSGEju6TaLf3IgW95lmZabY+KOqOy42j9nKc/7jpNTGzlpk4+kfMfwrtVgQwr1Fnq6wm81FWWfuxnVOpPhDydt0Iz+K2lqq/HiJNp/UWwppm2foQ++TWnAxVemcOj8k+cOKHcx7fvv/9+URJie/bswbJhAPAZ6w7mK7sF926TYHd5snaOinoqrdTS0uOy63ixuG6XFEUJllHt3EuQbNlfZv/JUkMEKqWqfX7k7s96JQfZBsF9KjyZV03d12PEZlp/EazpUZG9ot7qbfIUp3+iuFzDOyjzPj28wocvfPvAgQP00UcficeUlJTQI4884o7jBQBwKf5lL7Mffdsm6j5GO5k2v4FARZZ+ZA+KdjdhmYXhhlojBCqyP4UDDHvZEA6wwlTBWoVqnkpqbLjV+2DEZlp/EaJMpjV/jOXJdnDj6/bt2+nPP/+k3bt3K/dxA2ywpY7LK4MAAHwB91bwKh0+B3RtaR5g2VBGhfsD5BwVmR2xVwZh6k3+1H0t/JqyL4R7V7yWUbH0p8RENFyy4UCG+1Oqa+qsNvBbcM/p9OXqQ1aPA/cIknv9BFiPSpM2N+CAZMKECeICAODLZDalY2qMzeh87V+yPJmWZ4fIE0RSA6UfySajovm4fUo0bT1S5LVApdgSqNgr+0iiSbbS3KMiJ9Ty98oj6NXvmy/smeOrgi3xSKD1qDTpJ+qvv/4SF15ezAPa1D755BNXHRsAgNvxFFbWs7XtIgHbOSomJaCICQ+xWrYrcRmEHy/7WVJirQMTbbmofUqMCFQKvFz6kfsUNfYecI9KhWVAnAxQ5HwZlpES7cajDWwhmoFvSo+Kn9d+nA5UnnzySXrqqado8ODB1Lp1a78fNAMA/k3OL+nUwNJgZTJtnUnJJtjLvvDvxJbxkXQ4v1x8nJFsfeLWfixH1WsbVD1FLivWbgegZdWjUl2nDIhTD8uzt1cSuEaQzV4/6FHR9d5779HMmTPpqquucs8RAQB40NECc0DRRrW3jf3lyXVUaTlJNzTYrFvLOLuByqmdUqw+5qCGVWqW/HoKj/pn6r199MjeEy79yJH7cl8fnsYLntyU0GS5Nt/v7wkDpwOVqqoqq2FvAAC+LLvAPHitdQMnanUzbVVtbaODzXq2jqO/d+YoPShqvTQlJtnTIrMUnnakoMyhYEPJqNTUl36iLCt8Lh+aIZZsj+nRwu3HG8iCtT0qmvv9ldPt2TfccIPYkwcAwB9kF8qMgu1mhLa7J6szKvZXyYzr1Uqs5rlscLrYZ0aNZ14Mt2RV+Gll86nXMioFjmVUwkLre1RkRkWWv/j6v+O7W21kCO7clJDM1+hR0VdRUSFG6C9YsID69u1LYWHW9cjXXnvNlccHAOA2hWXVylj7hks/lhH6tfU9Kg3NC+mfnkibHx9vNyX/5Pm96b1FmSIDIUtI7sqoLNqVQ4/8tJVeuLAvjeqaajej5HBGhd8DJaOCKbSeFCyXJ2sGvvl5nOJ8oLJ582bq37+/uL1161Z3HBMAgEcczCtV9veJDrf/67B+U0Jemmvpz2hkT5uG+ga4h+W1y8y/R9cfyndrRuWaGWvE9R3fbKD1j1pv+MqrRxzOqMgdlGtsMyrgGSHB+suT0aOisXDhQvccCQCAhx3MNfdntNc0vNov/agyKi7a08bdGRWpSGf588nSShF48LfXKsF+6UvbTFtSWevQkDhw96aEJsv95NdcMkKQ009//PEHXXzxxa54OgAAjy5Nbmz2h7J7soOrfpwhsxKynOJKfLz2JuSqV/zwyiO9mTD25qjIabaNzV4Bd21KSFbX/t6j0qz/abznz6OPPkoZGRl0wQUXiP4VAABfcUjJqNifoaIu/ZgzKnJprmsCFRnwyEyNK6mn3aqm3ivkEur0pMaHtNX3qNSphsQho2KETQmDyL85XfqprKykH374QWxOuGzZMqqtraVXXnmFrr/+eoqPtz/ZEQDAqD0q2iXEjjTTumpPGyWjUlMnTjyu7DdQT7vl/Yk4wyKXWrOs/DJlh+fGyOXYHPxkWjZUxLh8b21KaLJcm+9HRsVi3bp19J///IdatWpFr7/+uth4MCsrS+z7c/bZZyNIAQCfzaikO9ijUs3Lk93Uo+KOrEqBZfNEeVKTGyFqMyrtGvn+1St8Xpq7i9YeNDcAI1Dx9qaEJsv95Ncc/ikbNmwY3X777bRq1SqxWzIAgC/jEs7RogqHMiqhTi5PdoZ65Qz3v7hyJU1+qXVgwlkVXuEkZeU5nlGJCrc9rjgEKt7Z68dk/hg9KhpnnXWWKPfwPj9z585VUk8AAL4oK69cZBl4c8HG97lRjdB3cHmyozhbI3sPmrpEmb/u0xUHKKfYuk9Qu9Fhbkl9hkXdTOtIj4peoIKMipcm09YFVkbF4f9p8+bNo23btolsyi233CI2JLzzzjsDYg03APgfmU3ISIlp9HeY1aaEDkymdQa/tsyiNHWJ8ozlB+jxOdvonDeWWd2fV1qp+bg+UOGTnVL6cSSjopPpkU3G4OlVPyYlWFHf76+c+pMgPT2dHnvsMbHa5/PPP6cTJ05QaGgonX/++fTQQw/R+vXr3XekAAAudDDX0kjrQH+GdUbFtcuT1c/V1IzKysxccX2ypNJqpc/6gwV2AxfeNZmXGnM5oXUjM1TsBSot4hr/OnCdYEtAsnDXCer75J+0dM9J8bGfxylNX548btw4sedPdna26F3hOSpDhgxx7dEBALjJQQdnqKh7A8w9Kq5dnsyam1FRn6hOFFcqQdXyTPOJrHvLOHFdZFlWzHYfLxbXHVKirVYCOVr6eXfKQOrSwnofI3CvENVktxLLLBuGjEojkpKSRKCyYcMGWrPGPKoZAMBXVvxkOJRRCbaZTOuq5cmuyKjIwXWsqMKcUdl0uEDsY8SD3oZ1Shb3yUFtbOexInHdQ7Obsz3qJl9eqnzOKa2bdKzQdEF24hE/j1McC1QOHTrk0JMNHDhQXB85cqR5RwUA4GZyj5vGliZbD3yrEyPnWYQLV+c0J6PCCxuyLd+LelT+pqxCcT2kQ7LYyZmVVdUHQluOmAOVnq3M2RZnSj+xaKL1ekZFLcTPIxWHAhUu6fz73/9uMGNSWFhIH374IfXp04d+/PFHVx4jAIDLycbSxlb8WDXT1pqowjLq3ig9KtyTog5w5G7QslG2Y2qMsuFiWVV9RmXdgTxxPbB9kkOvE60q/WCPH+8IthOQ2Atg/IVDYfH27dvp2WefFX0pkZGRNGjQIGrTpo24nZ+fLz7PK4I4o/LSSy/ROeec4/4jBwBoIs5C8EwRluxAoCKbaVm5JSvhqlU/4rmakVE5Wmi9JFmWftRTZ+UKkVLLseeWVFJ2YYUoGfRPT3Q6oxLTwE7T4D7BduIRfw9UHPqTICUlhV577TU6evQovf3229S1a1c6efIk7dmzR3x+ypQpYnLtypUrEaQAgOHxCZuzIywp2oGMiqofRTYxGiWjckwbqJRbZ1Q4UIm2lGrKLMcue1paxUcq2ZbGRKoyKglR2IzQG4KRUWlcVFSU2CEZuyQDgC/Lt5R9OEugN8jM3gh9Vmopnxhl1U92YX1/ijqjwkuV5RLi8qo6q4xKlhOD3qREVXCSEtt4cAeuFxyggYrr/qcBAPhYf0pStGOZAbnqh5VWuqH048KMSnFFtShtyX1+kmLCKdrSUyJ7VJTR+cmND3qTWsTXz0xx5fcOjgtBMy0AQGDIU53EHaE+P8glvnI3YW9nVGSPimwK5tKPdWkrTOkpKbMEWTKjlBZbv+9PY9QrfXiZNnheEHpUAAACgzxRO9JIK8fcy4Zao02mlRmVbspQt2rl++Pn5fKWXLEjy1ZyZZBctuys2jrX7vIMzcyoBCNQAQDw09KP470WcomyFGGQjMr+k+atAHpaBrfxHBW5oom/Pw6y5OaBMqMiG4LjIpvWFNu7TUKTvg7c06MSjEDFjPf44ZU9AAC+zpmlyfY24HPlwLemZlQKy6qVwXVDOyYr2ZL8MnNDLU+lZeqMCvevyIZbZwe3/XLbKLprbFe6flRHp74O3BuohPp5oOLwT+nhw4dp4sSJFB4eTueeey6dd955dNZZZ4mPAQB8ifZE7mxDrREyKjwh98Lpy8Xt9OQoZQdkDkL2nygRt+V9MlDh1hIuXTW19HNKuwRxAe8IthOPYK8fi08++YSOHTtGX3/9NcXFxdFdd91FqampdNFFF9Fnn31GeXnmKYcAAP7Wo6L3V6srAxU5TK3SMvXWEesO5lPmCXPZZ+rwDspsk+NFlfTEL9ut+lbUs1K4GZhXBjWn9APeEYIeFQceHBxMo0ePFtNnd+3aRatXr6Zhw4bR+++/LybVnnbaafTKK69grx8A8LseFduMiiv3+jE/d7kTgUqmJWsSHxkqSjHxOkFHn7YJyolMvgbv91Pfo4IJs74kKEBLP836k6Bnz550//330/LlyykrK4umTp1KS5cuFVkXAAB/6lHRDnhTj9V3VenH0UBlb04JPfWrOWty2ZB0cQKLjwq1WTI9vldL5XaMJavCfSrNXfUD3hESHJjNtC77KU1LS6Prr79eXAAAjCyvtNrpjEqkKoPCZR97f902hZyOK/cRaswHSzKVXZxP79ZCXPPxtE6IpIO55mFulwxqZzX6n4e+5ZZy2ata2UU5MQo9hr4k2M6PHDIqAAB+uiFhUkxYkzIqruxPUfeoyJ2ZG7P1SJG4vnF0RxrVNVW5nwMVqaVqkiyLsWRUsi2rhPivc2RU/GR5chACFQAAv1FUUUO1lsmqTc6ouHBpsjpQcaT0U1NbR3tyisXtq4d3sPpcm4T6kfgt462nzsqVP3KzQp5Y6+8lA38TjL1+AAD8nxyQxidu2RviCNmM6o6MityZ2JFA5WRJlRiPzyentonWe/VkpNRvMpiREmP1OTn07QDXf8TSbJR9fE2InYAEpR8AAD/y7Zosq0mujlKv8nFf6afxOSrHi8wj81vERdhkRDqm1gcnnVS3WStLKWj2BvOqzGQEKv4zRyXYvwMVpwuUc+bM0b2fG7kiIyOpS5cu1LEjphYCgDFtyy4U11cPb+/U11lnVNxT+qlwoJk2p7jSZjdjSQ54Y2002Za2qs+xBCeG3YExBAfo7slOByqTJ08WQQk3pKnJ+/h61KhR9NNPP1FSUpIrjxUAoFn4d1Rmjnn+SO82Tc+ouHLnZKtVPw6UfmRGpWWc7c7HAzOS6LqRHalDarRNmUDb3/B/fVs386jBMD0qIf4dqDj9v23+/Pk0ZMgQcV1YWCgufJsHv/3666+0ZMkSys3NpXvvvdc9RwwA0EQniiuptKpWpNAzkq1LI17tUbFkVGrqTFRd23D5J7fEvGIpJdY2UOE/FB87t5dNky0b2SVFuf3h1YPpvH5tXHDk4EnBduIRZFQ07rzzTvrggw9oxIgRyn285w+XfW666Sbatm0bvf7663Tddde5+lgBAJpFlk1SYyOczoqoG2/dtepHZlW0U3DVSiqrlYm0zhjUPpm+unGY6GNprVodBL4jGKt+HJOZmUnx8bYpU75v37594nbXrl3p5MmTjT7X888/L7IzvHdQixYtRFmJR/MDALgro8LSdMomjVFnUVydUeEpt/Jc01ifSkllrdUqHmeM6JyKIMUfe1SCEahYGTRoEN1333104sQJ5T6+zaP0Oehge/bsofT09Eafa/HixXTrrbfSqlWrRPmourqaxo8fT6Wl5uVzAACGCVTUGRUXBypcsnF0lorcpye2CYEK+LYQexkVlH6sffTRRyLz0a5dOyUY4X1+OnXqRD///LP4uKSkhB555JFGn2vu3LlWH8+cOVNkVtatWyc2OAQAcKUTJZZARae/w7mMimtLP7KhlvtnGgtUePdjhkAl8ARjebJjevToQdu3b6c///yTdu/eLe7r3r07jRs3TuyuzDiQaQpuzGXJycm6n6+srBQXqajIPEYaAMDdGRX1gDTtBoWuEOngLJUSy4aCsRh/H3CC/Twgscepn3QuzURFRdHGjRtpwoQJ4uIqdXV1dNddd9HIkSOpT58+dntannzySZe9JgAEZkaFm2md1Saxfm5JYpTrZ5AopZ9Ge1RqmtyjAr4t2M9LPPY49WdBWFgYZWRkUG2tYxtnOYN7VbZu3UrffPON3cdMmzZNWRLNFy45AQB4IqOiHlffpUUsuZqcpdLYxoToUQlcIQhUHPPwww/TQw89RHl5eS47iNtuu03MYFm4cKHofbEnIiJCrC5SXwAAHHWyGYFKK9XOxOrbri79oEcF7AkK0E1vnP5Jf/vtt2nv3r3Upk0bat++PcXEWA9NWr9+vVNTIm+//XaaPXs2LVq0CKP3AcDAy5ND6IIBbelQXhkNbq/fR+fu0g//ziwst8xRiUKgEmhCAjSj0qQR+q4s93z11VditRDPUjl27Ji4PyEhQfTCAAC4CgcAxZZsRFMCFfa/y/qTuziyPJmPn6fXsiRsKhhwghGoOObxxx932YtPnz5dXJ9xxhlW98+YMYOuueYal70OAMBJSyMtLzOOM2DZxJEelYLSamWcv3pSLgSGYJR+HFdQUEA//PCDmFLLw994OTGXfFq2bElt27Z1+Hm0GxsCALh7fD5nU3jAmtFEOlD6yS8z7/ODbEpgCjbgz60hA5XNmzfT2LFjRXnmwIEDdOONN4pAZdasWXTo0CH67LPP3HOkAABe6k/xBFn6KatuPFBRz3SBwBESoIGK04mke+65R5RleEw+b0QonXPOOWLnZAAAf5tK6wkxEZZAxdJHo6egzFz6SYp2/RwXML4gVZySGB1Gc24bSf88dBb5O6czKmvWrKH333/f5n4u+chmWAAAoy5NTjVoRiU63PzrmMfo27PliHl6d0ZytMeOC4wjSBWpcBmob7tECgROZ1R4lone6Hoep5+Wluaq4wIAcEszbVOm0npCrMyoVNnPqKzIzBXXo7vid22gCw6gKpDTgcp5551HTz31lBinLyM87k154IEH6KKLLnLHMQIAuCxQSYsNN3ZGpbK20T6bjqnW86sg8AQFUL+K04HKq6++KnZH5l2Oy8vL6fTTT6cuXbqIOSjPPvuse44SAKCZTpZUGTqjIntU5ORZPUUVGPYGgcfpn3Ze7TN//nxavnw5bdq0SQQtAwcOFCuBAAAMX/oxaI+K3GRQ3aMyb9sxyi2posuHplNlTR1V1Zh3Vo53w6aI4FtqahveZdufNDks512O+QIA4FPNtAbNqMjSj+xRqasz0b8/Xyduh4UE0endzX0pnPGPtTwWAld1beDMIXOo9NPQjsZavKMxZ1sAAIyCh6jJTEWqQXtUtKWf4or6EtDfO3OoqNz8MU/VDQ6kTkrQJbNrgSDY0VH3PXv2pJdeeol27Nhh8/nCwkL6/fff6YorrhBloNxcc2c6AIDRxucbddfhGE0zbUG5uaeGrd6fp9qMEGUfIKpC6cfa4sWLac6cOfTWW2/RtGnTxI7JPC6fB77l5+eL+SmpqaliENzWrVvF5wAAjDbsjcs+Rl0tIXtUeFPC2jqTMtyN5ZVW0Yzl+8Xt+EgEKhBYQp1ZlsyXkydP0rJly+jgwYNi1Q8HKAMGDBCX4EDdMQkAfKQ/xZhlHxZt2ZRQ9qnIcfnSn9uPi2us+IFA4/RPPAcmkydPds/RAAAE4NJkWZYKCQ4S2ZSyqlql1CMpK36QUYEAgxQIAPg9o0+lZVySklkVbqiVpZ8+beOtHoceFQg0CFQAIIBmqBi39MNkoy9nVGTpp2ereKvN6JBRgUCDQAUA/B4PTTN6RoXJjEqJKqOSFhdBLVRD6tCjAoEGgQoABNSqHyOTK3+4mVb2qCRFh1ObxCjlMcioBLaXL+4rrh8+pycFCqdD84qKCrEsWc/Ro0epdevWrjguAICA6lFh9T0q9aWfhOgwSk+Kpg2HCsTH6FEJbJcMTqfxvVqJn4tA4XRGhQe6bdy40eb+H3/8kfr2NUd6AABGXJ6c5iM9KupmWs6odE6LVR6THBM4JyjQF0hBSpMClTPOOINOPfVUevHFF8XHpaWlYtDbVVddRQ899JA7jhEAoMkqa2qpyDKO3ldKP9yjIks/idFh1DK+/rgHZSR77fgAfKL08+6779KkSZPohhtuoF9//VWUe2JjY+mff/6hPn36uOcoAQCc9Oqfu8SS338NSRcfhwYHUYLByyaJluPjuS/ZBeXidlpshMiovPnXHhrVNTXg/poGaFL7+MSJE+nCCy8UewCFhobSL7/8giAFIMBsPlxAJRU1NKJLKhmxJ+Wtv/eK220SzD11KbHhhh2fLyVEm0tTaw/kUWVNnSgFZSRHi00IV0w7y9uHB+AbpZ/MzEwaPny4yKbMmzeP7r//fjFan6+rq60nKQKAf6quraPz3l5OV3y0WvnL34jNs+z7dYd9ouzDkizZkrUH88V17zbx2CkZAp7TgUr//v2pY8eOtGnTJho3bhw988wztHDhQpo1axYNHTrUPUcJAIay+3ixcnuX6rbR5qawDYfMJ/22qiW+RsX9KGrDOqV47VgAfDZQ4R6Vb775hhITE5X7RowYQRs2bBArggDA/209UqjczswpISNnVOpM5uuOqTFkdImW0o80ojMCFQCnAxVe3aMnLi6OPv74Y1ccEwAY3L6Tpcrt7dlFZOSMiuQLpZ+UmPpAJTIsmAZk1P9BCBConG6m/eyzz+x+jhvV7AUyAOA/DufV96VszDIPIjOS3NL6jIo0oU8rMrrebRJoYEYirT9UQJNOaUMRoeYBcACBzOlA5c4777T6mBtoy8rKKDw8nKKjoxGoAASAQ3llVtmV+77fRKv359H3Nw+nlvH6k6u9mVF54txelJ4cTUYXEhxEX990Kh3MLaMuqiFvAIHM6dJPfn6+1aWkpIR27dpFo0aNoq+//to9RwkALldeVUsmk4nmbj1G/Z78k576Zbu4v7CsWtyvxh9zA+1l76+kx3/eSvtOmPtS5GZ5vLKGg5e/d+aQEfAcEql7yzi6YEA78hWcRenWMg6rfQBcuSlh165d6YUXXrDJtgCAMf298zj1fGwufbn6ED00e4uYgvrJ8v307ZpD1O+pP+m/32+yevy7izJp/P+WiKzJpysPUmlVreihePsK6wb6mto6MlLp583LB9Dvd47GkDQAH+ay3ZN58Ft2drarng4A3OiBH7eI60d+2kp5pVU2989af0S5n0fQvzxvl81z9GwdT0M7JtN7V9YHK3JUvVFKP20TI0U5BQACqEdlzpw5NilhHqP/9ttv08iRI115bADgJhGhjf+NwuWd5Jhk2nlUf07KpFPMO6VP6NOabhjVkT5atp+KKowx9FEGWckxxl/pAwAuDlQmT55ss9InLS2NzjzzTHr11VedfToA8AJNCwo9Mqkn/bj+CO0/WUIV1ebyzb4TpTS4Q7IyJfWM7mk089qh9MWqg3Qwt5SuPLW98vXxlj1qisq9n1GpqK4Vm/rJsfkAEGCBSl2dMWrQANA0dXUmOlZUoXz80Dk96IbRnejakR3FaPyX5u4S/SqfrzpIP6w/TP/szxOPO71bmrhWByhSfKT5V4kRMiq5lmxKeEgwxVl2IwYA3+WyHhUA8A3FFTVUaxnXOuPaIXTdyI7iNvdyRIaF0OAOSeLjLUcKlSCFXTTI/sqZ+oyKAQIVy1RaX9iEEAAa59CfG/fccw856rXXXnP4sQDgvRUxvDPvmO4tbD4/vFMKxUWGioBG4mxKfKT9lTP8XEz9NZ4o8by7cC+d178NdWkRp/TMyUZalH0AAihQ4X18HIG/XgCMr77RVP9EnhQTTkvuGyPKOG0So+iHdYfpNEvZx56IMPME1aoaz5WGeSXSx8v20/TFmbT24XF07tvLqHurOBrXs6X4fAoaaQECJ1Dh3ZEBwD/kNhKoyGCFL+zyoRmNPmdYiPmPFO5x8ZRV+3Itr2mipXtPiIFzfJm//bi4HxkVAP/gcKfZvn37qGPHjsiaAPjwJNppszbTiszcRgOVpi53rvJgoBIaUt9i98eWYz65CSEAuLCZlqfPnjhxQvn4sssuo+PHzX+5AIDx8QqenzZmU06xuUelawvX7SUTZgkaqj1Y+slRrVxasrv+d5PeTsQAEACBinbvj99//51KS+u3egcAY1uo2YenR2tzA6orAxVPZVT495F6om6xZW6KWgoyKgB+AcuTAQLECUsmpWNqDJ3SNoHO7GFuOnWFcFn68VBGpayqlip1Xmtwe/PSaoYeFYAA61Hh3hRtfwr6VQB8h5wv8r/L+lP/9ESXPjcPV5ONrZ6gzqaoDe+cokzSTUNGBSCwAhVOtV5zzTUUEWH+z19RUUE333wzxcTEWD1u1qxZrj9KAGgW/v970jJfJNUNmQYlo+Kh0k9+mXWgwvsOXjCgnRjz/9bfe2lYx2Tq1TreI8cCAAYJVKZOnWr18ZVXXumO4wEAN+AeDhlEuGM1jOxR4Ym3fHH3jsVyiTUHI59fP5Siw0MpKtw8y2XFg2dSy/hICsauyQCBFajMmDHD5S++ZMkSevnll2ndunViB+bZs2fbbHoIAM0np7XyBFkek++ujIqcpRIS7PrXUDtWaF7x0yI+wqZplofUAYD/8GozLa8a6tevH73zzjvePAwAv3dStf+NO8iBb54q/2TllYnr9KRot78WAHiXV7cWnThxorgAgGcaad01BE0203pq5U9Wfrm4bpeE7AmAv8PyZIAAIBtp3TUEjVcAenKM/qFc8wynjGRkVAD8nVczKs6qrKwUF6moqMirxwPge6Uf9y3Z5Yba6tpat2dUOBDacaxY3O6BlT0Afs+nMirPP/88JSQkKJf09HRvHxKATwUqaW4cgiYbat2dUdlzvEQEQ3ERodQeGRUAv+dTgcq0adOosLBQuWRlZXn7kAAMb//JUvpi1SFxu60bezqUMfo1rh36tuVwofge2N6cYjrnzaXidp+2CViCDBAAfKr0w8Pm5MA5AHDMJe+tVG53b+W+UolsqHXlqp/V+3Lpsg9WiYFu8+85nV6Zt1v5XIdU62GTAOCfvBqolJSU0N69e5WP9+/fTxs3bqTk5GTKyMjw5qEB+IWiimql7OPqHZM9UfqZtf6IuK4zEa09kEcrMk8qnzuvXxuXvQ4AGJdXA5W1a9fSmDFjlI/vueceZQruzJkzvXhkAP7hiGUZL3vr8gEUExHq/oyKC5tptx+tb5h/4Mct4rplfAT9cPMISkd/CkBA8GqgcsYZZ4g9SADAvYFKn7bxdK6bMxBhoUEuL/0ctUygVXt3ykAEKQABxKeaaQHAOQctE1zbemCsvKszKvw86rIViwoLoYEZSS55fgDwDQhUAPzYsj0nxHXfdolufy256sdVPSrHi2yzKa0TI8VwOQAIHAhUAPzY2oP54vr0bmlufy3ZTOuqjEpOsXU2hbVOiHTJcwOA70CgAuCnCsurqbiiRtzulBbjsdKPqzIqeaXmsf8t4upHErRJwN4+AIEGgQqAnzqcX6bs7xMd7v6+eWXgW61rGuTzSittxuRjbx+AwINABcDPV/x4aodhV5d+8kqrxXVabAR1sgx3m9S3tUueGwB8h09NpgXwJ7V1Jnr61+00ICORzu/f1uXPf0Lu7xPnmb4OVzfTyoxKckwYfXfzcCqpqME0WoAAhIwKgJf8teM4zVxxgO78ZqMIWtzRo8ISo8PIFzMqJ0vMPSrJMRGUGhuBIAUgQCFQAfCSIkujK9uhmsDqKoVl5kAlIcpDgUpIkMsyKhXVtbR0j3lcfvdW7hv7DwDGh0AFwEtyiuvnhGSeKHFfRiXK9zIqb/+9Vwx7S4uLoNFd3b+0GgCMCz0qAF5ytKA+UCmtrHVboJLgodJP/aqfpgcqvKXGF6sO0vtLMsXHj5/bS3leAAhMCFQAvES9j01JpTmocEugEuXhQKUZGZWv/jlEj/68Tdw+pW0CTejdymXHBwC+CYEKgJccK6rf2ZhXtLhagaVHJd7DpZ/m9Kh8smy/uJ4yLIOmndOTQpFNAQh4+C0A4CXHVBmV4soat/XAqCe7emYyranJZZ8sy+yXm0/vTLER+DsKABCoAHhFZU2tsvzWHRkVXjUjn99TY+eb20xbVF6jfC030QIAMAQqAF5wvNB6w70SF2dUZLYmMizYY3NUmttMKzNA8ZGhFBkW4tJjAwDfhUAFwAsO5pW6NVBZcyBPyaYEBZnnmxg9oyJ3S24Zjx2SAaAeisAAXnAg17xhoCR3OXaVjy1NqeM9uGomrIkD33h10tI9J6i8yrxEu0U8yj4AUA+BCoAXHDxpzqj0aBVHO48Vi54SV9lzvFg8Z2hwEN1yemfylIgmZFR464CrPl5Nmw8XUnS4udzTwkN7EwGAb0DpB8CLGRUOVFi5iwIVzk48ZplDMqZHC48Ne2vqpoS83xEHKaxMZlTQSAsAKghUALzgYK4lo9I63uok3Vwv/LGDVu7LFUuF/3OG57Ip6kClsqaOamrrxHLjxny28qDNfVjxAwBqCFQAPKyuzkQH88wZlZ6WQKXCBYEKl1x+23xU3H7holNoQEYSeZJspuXs0PjXl9BF01c0GKxwuWt5pnnjwc5p9Tsjo5kWANTQowLgYceKKkRQwT0k8gTtitIPN6TyjsxcOjm/f1vyNJlROahqFM7KK6eMlGjdxx/OLyeOY2LCQ+iTa4bQfd9vFqWrkV1SPXbMAGB8CFQAPOyApezTLimK4iLMPSQ1dSbR29GcDfj+sSxJHturJYUEe2ZJsl4zrdr6Q/kNBCrmgCY9OZrap8TQdzcPd/sxAoDvQekHwMNkxoFPzpHh9f8Fm9unkmUpJ3VOiyVv0AuyZFBmL6MiAzYAAHsQqAB42PK95r6MTmkxoulVJj+au0SZyyws3UsnftmjonayxHoCr1qWJaPSLkk/4wIAwBCogE/jcklRhXmXYF/AwcjcrcfE7YsGthNTY6PDzRVYOfCsKbhp9VBefSnFG+TAN7Vc1X5GWsioAIAjEKiAlfnbj9NXqw+Rr5jy4Woa9cLftPt4MRnZtuxC+t/83bR49wnRj8JLcHu3Ma/4kfvaNKeh9kRJpWhE5Wn5HVLqV9AYOaNSH6ggowIA9qGZFqzc+NlacT2sU7LXeh2cWeYrG0gvnr6Cvr95BHW3DFAzmsd/3kZrD+YrH/drl6jswRNl6VNpTqAy+e3l4joxKoyiLBNePY3LWFrqHaK1jiCjAgAOQEYFFJU1tQ6l7I2CMwgSL8vlYKXYgGWgmcv3WwUprH96gnI7xlL6KWnGfj/Zlt2SuUHXW/Saae1lVLhUlV9m/hlLjcWANwCwD4EKKNQnSkeminqb9iRYXFlD87YdJ6P5+p8sm/v6pScqt+OjwmwCL2eo99Z56eK+5C16pR/ebFGvSZj/rXifH5bowTH/AOB7UPoB3R18y1y4SZ67HC4wlw7UthwuoIsHtSNv40Dvq38OUUFZNe2y9M98cf0w+mLVQbH53qmdUpTHJlgClaY2BcuAjZtZu3ixXMcD7PTklVZRm0Tr8k5Bqfl7jQwLVnp0AAD0IFAB3UCltLLpZQhP4L/Sr52xRtwe1jGZLh2cTv/9fpMSFHjbD+sO08Oztyoft02MolFdU8VFK6GZGZUTxZVKCSXYC4PeJNlzI8VFhoqfKQ6kbAKVcnPZJyk63KPHCAC+B6UfUBRX1p8om9Mv4QmLduUot8f1aqk00e46VmyIstXPG7OtPk5Ptt8w2txA5XhRhSE388uwLJPW63fKLzN/r4kIVACgEQhUQDejUmLwjMr27CJxfcmgdnTD6E5ihRL/Qc8nwIZWmngq2yNXI2lP2nriIy2ln/Iaq36TxnBANnvDYfr6n0Neb6TVIzcX/H3LUavgMbugXMkC8SolAICGoPQDdko/xu5R2X60yGr3YV6S2z45mg7kltGGQ/nUKiGSPlq6n1onRtKDE3rYlCXcacuRQpuAY2ADOxknRJn/G3LAwZdXL+lHFzXQZ8PLsv/amSMGx/24/rByfx/LXBajOKVtAv29M4e+X3eYurSIpX+f3pneWLCH/rdgt/KYpBgEKgDQMAQqoChRNXOWqMpARrPneLEYnMaGdEhW7u/VJl4EKjd9vs7q8SM7p9Jp3dKa/bo1tXX05C/bRc/FG/8aoLvKhe3NKRHXZ3RPE02zReXVoofGnrQ4c+ZB4l6bCwe2tRtcfbMmix6avcXm/sGq98Jb+JBl8mR011R646894vbMFQfosiHpVkEKS4hC6QcAGobSD+hmVLgMYUS8pPW2rzZQda2JTu2UTKe0q59HMqqLfjBy9Sf/0LlvLaOjhbarhJzxy+Zs+nzVQfpj6zH6e+fxRjcHTE+KpptP70z3T+jRYJNr5xa2JZs9OSV0+9cbxAwWdclk5At/6wYp94zrRoPa28/aeMqT5/UW19eP6igCp7cuHyA+PlpYQb9tOWrz+CQsTQaARiBQAavZFpIcxmU0O44WiZU9vMT37SsGWn1ubM8WDZZjLnlvpU1JhoMK9aA77T5C//1uEz3963bx8T/76/tOOFjRe/wzv26ndxdlNtpAq6Y38n78/5bQL5uy6YlfttPWI4Xivt82H6UjmiXZvLFh5nPn0B1ndSUjuOrU9jTvrtNo2sQe4uNz+7WhoZZMz8dL64MuCat+AKAxKP14EfcaOLOc9Ns1h8RJbZhqBkdz8Ymb0/U8VVQ91dWIgcqcTdn08TLzya5P2wSbiaYt4iNpyrAMseLmtjO70Hn92tBlH6xUdhXmvWU4E7Itu4giQoNpeOcUuvi9lXRGtzT65JohNqUWnnkie0D4eRfvMpebZNDCDaLya/j2HV9vsApgOqY6NtOE54hM6tuath0pFJkibTCyen+eaLh901JGYcM7pdAHVw8S/24hXlySrMXvh3YbgxFdUkRz8b6TpTaPT0BGBQAagUClETxPhE9K3OPgyhMC/7X80Kwt9OYVA0SJoE1ipNhFt6yqRtlNV/1XP+/Bs/OYeUbIgRcmuWx1Cv/lzstj59w20qr0s+ZAvlj2KlduuBJ/j7z5Yf/0RBFscLCUFNPwX9Z8LBwISF1b6AcBz15wirhIS+4bI8pFz/2+kz5Zvp8e/XmbsuKEyw7cT7Fw1wlatvckje5qLh3tzSmmf32w2mry7ZmvLhbXcRGhIvPEpYxV+/JE+WnBjhwR+Mgg5dYxnUWmgHtUHPXOFQNFsHPXtxvpyEZzoDKkQ5L4d/h1cza9+MdOqqo1Z4OeOr+3GGqn/TkxqhGdU+n1BfVBVo9WccrPMjIqANAYlH4a8fbCvXTtzDX05C/bxMc/rjtML87dKdL8zcH9B3zC46FlY19bTFd8uFoMCev12DyapVrJwZ75bbvyi50VWmZQNBeXQw7llYlrbkJVByrsgneWK/0WzTVt1ma69L2VIjh64MctdOc3G+mmz9bR5HeW05hXF4ndjzmAsefPbdalljN72C/zaP/CDw0JpjE9zEGDDFLUszzYVR//I8o27Pu1h+3uUXP/xB4iu8Lu+GYDPf/HThFEch8MO6tHC7rv7B5iybTe3jeNHStnSqRbzugsrjccKlCCFHbF0AyfCVIYB6Rq6gZoDtABABriO7/tPIxPqJXVdTTd0m/w2cqD9NT5fcSKDBYbEUq3junistfbmFUgLoxXRlw4sH556vpD5vulzJMlDS53dZQ6INqYlW+zoR9vdDf6pYU06z8jmv16cr8bziQt2G5uRFVPkeXMTsv4CLr9zK40tmdLsbyYlVfVUnZhOWWeqC8bfHLNYDqzR0unXp+PnxNilu1ldH20bL9YQitXFMmVKzyXhb+WB8v9a0g6lVXWisdwKemDJfusnoNLOM3B/+6bjxRS95ZxNLSjdYmvX7sEuvLU9iLw8iW8Ouqywen07dosMaGX30duSma9LMvLAQDsQaBiB/+VvHTPSav7ClR9G6v25TodqHBqn0sMfdrUr1TRk6bpvQjXnJgyc0pEY+Lq/bk0sksqvXZpf/HcjpzA+HGcyeEg7Ns19ZvlZeaU2mRUpHcX7qWPpg6hplI3q/6y+SiV29lH6HhRJT3y01ZxeXBiD/r3aZ1EJouX48r2kecvPMXpIIXFRISKXpCyKuvXHtoxWWRBODPCLpq+QmSZODBZNe0s0fei7kVhCdHBYt+eKz5cpexazEZ2SaFzTmnd7JP6c6rS1X1ndxfZpP+O7+6SJdbecv+E7pQSG06XD82gdklR9Ma/+lO/dokenW8DAL4pyGSEeeNNVFRURAkJCVRYWEjx8a77y4w3h+v7xJ829391I5+cViu73/5868gGZ27wCTnOMnWULdl9QpQI+K9KbcOkdorpdSM7iNfgQVl9n/xT9FJM7NNKd7UJiwkPoTm3jxITWtV4Seu6g/kiM8Djyh+evUWUNvgEzUGTnh9vGU4PzdpqlfG4/cwudMWwDGqd4NhKFv6x+nTFAWqXFE0DMhJp0DMLyBX434B7HpriuzVZdP+Pm+maER1ExoaP76Opg6l3mwS657uNNGv9EeWxIzqn0Fc3ntrg8/FqnAunr6Ax3dPo3SmDDNXUCgDgL+dvZFR0bD1sXg6qteNo/Yl7U1YBPfrTVnp6ch/dk/QtX64XDaMcaJzfrw2tOZgvAhXWUJDC+C96XpbKzjmllQhSOqREi+DCXqBSWlVLf+/IsQpU+BjPf2e5uH3RwHb06qX96MvV5nHrMkjhoIhfT+K/dgekJ9HDk3rSdTPXUI2lVvLW33tp5vIDtHzamWLvluSYcNGEu+5gHr34xy66YXRHUSLh0givZFqRmat8DwvuOc3qWPmP6JnXDqWplr4OiafMtoiLsCq9qMVHhtr0OzjjksHtxFA4XpXC/SM840Ti4EcGKnw/Z3MawyuPOOsSExGCIAUAwE0MEai888479PLLL9OxY8eoX79+9NZbb9HQoUO9djyZqmWUP906UpQfuKFRztOQuM5+34Tuyl4t8j4OYNRTSl+dbz2N0xm/bzEHJiO6pFLXFtbLPrWe/X0HLdyVQx9ePdjytfUDtpbtPSH6PbS4eVMGKlwCufG0TiLQ4DLDnmcn0ukvL1I+zyUj3hGY+0xkloUDGCb3tuGVNJwJ4qW90sp91vvedEqNodO7pdF1IzuKElqH1Gjq2SqebrfMAuFZKf/31jKxWkeN+zOa00TKZQYOLvTwDBYOvvj4/zu+m8ONsPw1AADgx6Wfb7/9lq6++mp67733aNiwYfT666/T999/T7t27aIWLVp4pfQj+1F4Yz4uXdzyxTq7mQxuDHzzXwPEXjOsw4O/2X1OzhbkqFadOIP7Fjgj0PXhP8THFw5oS6d2TqH7f9hs81gehsbNwNrG0XenDKT/fLne6r4Z1wyhTYcLqGNqDJ3fv63usmAukUxfnKmMRm/I5UPTac7GbJHhkYZ1TBazQKQJvVvRe1cNarSsMnvDEVq4M0fMjQkNDqJp5/Rw62oXXk0VEhIkGqUBAMB9nDl/ez1Q4eBkyJAh9Pbbb4uP6+rqKD09nW6//XZ68MEHvRaoqL00d6cybZRxjwPPVpEb4901tqtorOVSjzYQUPvjztG070Qp3fqV/cfwjIzHft4mVn2oe0Rm/2cEDchIol3Himnz4QIxR4OXLE98Y2mjx89ZAl6Ky2UozvBw9oBnf7CV0850qO+Ey1Vn/2+JsqsyB0PaxlRH8RRVHvkOAACBqchXelSqqqpo3bp1NG3aNOW+4OBgGjt2LK1cudLm8ZWVleKi/kY9YUKfVlaBSvuUaHHCloEKD7NSD7SSxvdqSWGhwWL0OTfQ8pCyNqqgYHL/NnTX2G703uJMsbJFjiCfMqy96HnIPFFCN322ltqnxIidaBn3V8jJnxzM8LJPPha9fVQYBydd0mJp7rZjymZ53BT76P/1ooKyaoebY/n4599zGtXUmig9OZrySqto4NPzqSnUs0IAAAAMG6icPHmSamtrqWVL6+Wm/PHOneblomrPP/88Pfnkk+Rpfdsl0g83Dxfj1hkHDY7koTqlxYplto/9X4UIPHj5MC9tffzcXrRsz0m66bTO1CE1hh6a1FNMZ71oUDvRRxFi6cvkxti//nuG3efnXpIXL+4rhs/ZC1S4AZWbVDlQkc2zp3VNE8fS3sl4QR3UaHsztj91thhWp/XM5D5iubF6UBs3BQMAADjCp4rxnHm55557rDIqXCbyBN4Jllev7DleIm5zY+tTmuZarbhI89urHUN/7ciO4iJxM+5rl/Vv8rE11PjJ80OuGdmBdh4zZ394NY+rBoZx8+1fO3NEYyz3jvxf39b06+ajIojhjAvjvhpuguUJt7wk2NlprQAAENi8GqikpqZSSEgIHT9unlQq8cetWrWyeXxERIS4eEuXFnHiIjdT+/u/pyt7wOjRW2XjLpyl4L4ZHkTWNz2B3l+cSR8t3S8yOryMePqVDTevNsVbVwygL1cdovMHtBEfv3JJPzHwjJtnV+7LpYjQEHFhXC4CAABwliGaaXkpMi9Jls20GRkZdNtttxmmmdYeLtd0e+QPZV8WOW5f9nR8f/NwapPoWA9Ic/EeNnzhOSHq4+NJpwAAAEbiM820jEs5U6dOpcGDB4uAhZcnl5aW0rXXXktGpw4CwoKDxB40T/+6g16+uK8oD3lSWlyEuNg7PgAAAF/k9UDlsssuoxMnTtBjjz0mBr7179+f5s6da9Nga1S8F8uP6w/TVcM7iEChKfvQAAAAgEFLP83h7dIPAAAAuPf8jdoAAAAAGBYCFQAAADAsBCoAAABgWAhUAAAAwLAQqAAAAIBhIVABAAAAw0KgAgAAAIaFQAUAAAAMC4EKAAAAGBYCFQAAADAsBCoAAABgWAhUAAAAwLAQqAAAAIBhIVABAAAAwwolH2YymZTtogEAAMA3yPO2PI/7baBSXFwsrtPT0719KAAAANCE83hCQkKDjwkyORLOGFRdXR1lZ2dTXFwcBQUFeftwfC6a5QAvKyuL4uPjvX04AQPvu3fgffcOvO/eUeQD7zuHHhyktGnThoKDg/03o8LfXLt27bx9GD6Nf4iN+oPsz/C+ewfed+/A++4d8QZ/3xvLpEhopgUAAADDQqACAAAAhoVAJUBFRETQ448/Lq7Bc/C+ewfed+/A++4dEX72vvt0My0AAAD4N2RUAAAAwLAQqAAAAIBhIVABAAAAw0Kg4sOOHDlCV155JaWkpFBUVBSdcsoptHbtWuXz3H702GOPUevWrcXnx44dS3v27LF6jry8PJoyZYpYa5+YmEjXX389lZSUWD1m8+bNNHr0aIqMjBRDhF566SUKVB06dBDDBbWXW2+9VXy+oqJC3OZ/k9jYWLrooovo+PHjVs9x6NAhmjRpEkVHR1OLFi3ovvvuo5qaGqvHLFq0iAYOHCia4bp06UIzZ86kQFZbW0uPPvoodezYUfwsd+7cmZ5++mmr8dv4eXcPHsp11113Ufv27cX7OmLECFqzZo3yebzvrrFkyRI699xzxQA0/p3y008/WX3e5MH3+fvvv6cePXqIx/B55ffffyev4mZa8D15eXmm9u3bm6655hrT6tWrTfv27TPNmzfPtHfvXuUxL7zwgikhIcH0008/mTZt2mQ677zzTB07djSVl5crj5kwYYKpX79+plWrVpmWLl1q6tKli+nyyy9XPl9YWGhq2bKlacqUKaatW7eavv76a1NUVJTp/fffNwWinJwc09GjR5XL/Pnz+UxpWrhwofj8zTffbEpPTzf99ddfprVr15pOPfVU04gRI5Svr6mpMfXp08c0duxY04YNG0y///67KTU11TRt2jTlMfxvGR0dbbrnnntM27dvN7311lumkJAQ09y5c02B6tlnnzWlpKSYfv31V9P+/ftN33//vSk2Ntb0xhtvKI/Bz7t7XHrppaZevXqZFi9ebNqzZ4/p8ccfN8XHx5sOHz4sPo/33TX4d8HDDz9smjVrlvidMnv2bKvPv+Ch93n58uXi981LL70kfv888sgjprCwMNOWLVtM3oJAxUc98MADplGjRtn9fF1dnalVq1aml19+WbmvoKDAFBERIX44Gf8Q8n+INWvWKI/5448/TEFBQaYjR46Ij999911TUlKSqbKy0uq1u3fv7qbvzLfceeedps6dO4v3m99f/g/NJ1Fpx44d4j1euXKl8ssoODjYdOzYMeUx06dPF7/45Xt8//33m3r37m31Opdddpnp7LPPNgWqSZMmma677jqr+y688ELxC5fh5909ysrKxEmLA0S1gQMHipMq3nf30AYqdR58nzkw5f9vasOGDTP9+9//NnkLSj8+as6cOTR48GC65JJLRPlgwIAB9OGHHyqf379/Px07dkykB9XjiocNG0YrV64UH/M1pwf5eSR+PG9NsHr1auUxp512GoWHhyuPOfvss2nXrl2Un59Pgayqqoq++OILuu6660Sqdt26dVRdXW31nnP6NCMjw+o951Rqy5Ytrd5P3ptj27ZtymPUzyEfI58jEHG54a+//qLdu3eLjzdt2kTLli2jiRMnio/x8+4eXJLkshuXANS49MDvP953z9jvwffZiL9/EKj4qH379tH06dOpa9euNG/ePLrlllvojjvuoE8//VR8nn+omfqEKD+Wn+NrDnLUQkNDKTk52eoxes+hfo1AxTXkgoICuuaaa5T3g38B8C+Lht7zxt5Pe4/hYKa8vJwC0YMPPkj/+te/ROAXFhYmAnPum+B6PMPPu3vwhq/Dhw8X/UC8ASwHLRyc80nr6NGjeN895JgH32d7j/Hmv4NPb0oYyHjnaI6cn3vuOfEx/+LeunUrvffeezR16lRvH15A+Pjjj8Vf9Nz8Bu713Xff0ZdffklfffUV9e7dmzZu3CgCFX7v8fPuXp9//rnIGrZt25ZCQkJEk/fll18uMogAnoCMio/izu9evXpZ3dezZ0+xooS1atVKXGtXnPDH8nN8nZOTY5Pq5c5x9WP0nkP9GoHo4MGDtGDBArrhhhuU+/j94HIQZ1kaes8bez/tPYY7+TnlHoh4ZZTMqnDp7KqrrqK7776bnn/+efF5/Ly7D6+wWrx4sVg9kpWVRf/8848ocXbq1Anvu4e08uD7bO8x3vx3QKDio0aOHCnqimpcv+clhIyXcfIPFtf1JS4dcK2SU7mMr/mkqv7L6O+//xbZGq59ysfwsjn+xSTNnz+funfvTklJSRSoZsyYIdKsvMxYGjRokChLqN9z/jfi4FH9nm/ZssXqFwq/nxyEyMCTH6N+DvkY+RyBqKysTNTa1five/5ZZfh5d7+YmBjxBxL3MnC5+fzzz8f77iEdPfg+G/L3j9faeKFZ/vnnH1NoaKhYtslLBr/88kuxpPWLL76wWs6WmJho+vnnn02bN282nX/++brL2QYMGCCWOC9btszUtWtXq+Vs3FnOy9muuuoqsZztm2++Ea8TSMsGtWpra00ZGRmiW16Llyfz5/7++2+xPHn48OHiol2ePH78eNPGjRvFkuO0tDTd5cn33XefWDX0zjvvBPzy5KlTp5ratm2rLE/mJZy8rJtXSEn4eXcP/rnj1SP8c/nnn3+K5a+8CqSqqkp8Hu+7axQXF4uRBXzhU/Nrr70mbh88eNCj7zMvT+ZzyyuvvCJ+//BydCxPhib75ZdfxEmPl6j16NHD9MEHH1h9npe0Pfroo+IHkx9z1llnmXbt2mX1mNzcXPGDzDMpeInstddeK/7DqPGafV4Kzc/BJwv+DxPIeF4N/yLRvpeMf2n85z//EUsA+RfABRdcIOatqB04cMA0ceJEMb+AT7b//e9/TdXV1VaP4bks/fv3N4WHh5s6depkmjFjhimQFRUViaXgHARGRkaK94SXx6qXWeLn3T2+/fZb8X7zzyIvkb311lvFCU/C++4a/H+ef69oL1OnTvX4+/zdd9+ZunXrJv7NeVTCb7/9ZvIm7J4MAAAAhoUeFQAAADAsBCoAAABgWAhUAAAAwLAQqAAAAIBhIVABAAAAw0KgAgAAAIaFQAUAAAAMC4EKAAAAGBYCFQADCgoKop9++omM7IwzzhA7GHvCo48+SjfddJNHXsvX8I7p5557rrcPA8BtMJkWwEOuueYa+vTTT8Xt0NBQSk5Opr59+9Lll18uPqfedO/YsWNik7CIiAgyKt6VlTdhjIuLc+vr8HvRrVs3sZmj3HRTWrlyJY0aNYomTJhAv/32G3naE088IQLKjRs3krfwjt28ad0333xDo0eP9tpxALgLMioAHsQn1KNHj9KBAwfojz/+oDFjxtCdd95J//d//ye2ZJd4p1RvBil88msMB1ruDlLYRx99RCNGjLAJUtjHH39Mt99+u9gRNjs7m4xKvVutq4WHh9MVV1xBb775ptteA8CbEKgAeBAHHxyEtG3blgYOHEgPPfQQ/fzzzyJomTlzpm7ph4OG2267jVq3bk2RkZHihP38889bPXb69Ok0ceJEioqKok6dOtEPP/xg9bpZWVl06aWXUmJioggwzj//fBEsSZzRmTx5Mj377LPUpk0bse07e/fdd6lr167idVu2bEkXX3yx3dJPfn4+XX311SITFB0dLY5nz549yuf5++PXnzdvHvXs2ZNiY2OVwK0hnCnQK22UlJTQt99+S7fccgtNmjTJ6v1jixYtEu8Nb1k/ePBgcUwc8Ozatcvqcc888wy1aNFCBF033HADPfjgg9S/f3+r5xk6dCjFxMSI4x85ciQdPHhQvN6TTz5JmzZtEq/DF3kM8t/kvPPOE1/H7yvj+zp37iyCC36PP//8c6tj4a97//33ReDKx8vvE2eN9u7dK95vfi7+HjIzM62+jt+fOXPmUHl5eYPvJYBP8uqWiAABhHdB5a3Z9fTr10/sqCzxf83Zs2eL2y+//LIpPT3dtGTJErHz8tKlS01fffWV1WNTUlJMH374odhN9ZFHHjGFhISYtm/fLj5fVVVl6tmzp+m6664T28Pz/VdccYWpe/fuyu7DfGy846rc/p0va9asEc/Dr8Wvu379etMbb7yhvO7pp58udjSWzjvvPPE6fJwbN240nX322aYuXbqI12e8AzRvFz927Fjx3OvWrROP52Oxh3eDDQoKMq1atcrmcx9//LFp8ODByk7inTt3FjvManejHTZsmGnRokWmbdu2mUaPHm0aMWKE8pgvvvhC7Mb8ySefiPfuySefFLvO8r8H412tExISTPfee69p79694r2bOXOm6eDBg6aysjKx8zXvLss7ZPOF75P/Ji1atBDPm5mZKR4/a9Ys8f2/88474rVeffVV8f7+/fffVv+WvKMt71jMj5k8ebKpQ4cOpjPPPNM0d+5c8fqnnnqqacKECVbvRWlpqSk4OFh8zwD+BoEKgAEClcsuu0yctPUCldtvv12cqNQnYTV+7M0332x1H5+cb7nlFnH7888/F0GJ+us5QImKijLNmzdPOTbePl4GLuzHH38UJ+2ioiLd11UHKrt37xbHsXz5cuXzJ0+eFK/BW8bLQIUfwyd8iU/a/Lr2bNiwQXzNoUOHbD7HAcfrr7+uBBSpqalWJ2oZqCxYsEC5j7er5/vKy8uV9+nWW2+1et6RI0cqgQoHSvx4DnT0PP7448pj1fhr7rrrLpvjvfHGG63uu+SSS0znnHOO1ddxoCmtXLlS3MdBmfT111+L4EorKSlJBFEA/galHwAD4HMUp/31cFmGmzW5VHDHHXfQn3/+afOY4cOH23y8Y8cOcZtLE1w64NIGl1v4wuWfiooKqxLCKaecIkoS0rhx40SZiUtJV111FX355ZdUVlame4z8WtwgPGzYMOW+lJQUcczyOBiXM7j0IXE5Kycnx+77IksZXHpS4/LNP//8IxqRGb/2ZZddJnpWtLhhWf16TL4mPw+XddTUH/P7xO//2WefLcorb7zxRqOlKonLTWr8PnDZSI0/Vr8/2uPlcpv8t1Hfx/92RUVFVl/HZT97/z4AvgyBCoAB8MmKV27o4V6W/fv309NPPy1O3Nxrou4VaQz3cgwaNEgEO+rL7t27RROmxP0PahzYrF+/nr7++mtxgn/ssceoX79+VFBQ0OTvk1cJqXFw1tDCw9TUVKX/RY0DEm4+5n4aDlL4wv0fP/74IxUWFtp9TRkM1tXVOXzMM2bMEH0i3BvCPTG8AmnVqlWNfp32/XSU3vE68j3wKqy0tLQmvSaAkSFQAfCyv//+Wyy9veiii+w+Jj4+XmQMPvzwQ3Gy5BMyn5gk7YmTP+ZGTBnocFMrN4x26dLF6pKQkNDgsXEAMHbsWHrppZdo8+bNogGXj1eLX4sDh9WrVyv35ebmioxFr169qKk4+8Lf+/bt25X7+HU+++wzevXVV60CL84cceDCgZWjOOOzZs0aq/u0H7MBAwbQtGnTaMWKFdSnTx/66quvxP2cgaqtrXXotfg9Wr58udV9/HFz3h+JM2OcZeHjBPA3od4+AIBAUllZKeaC8Mnt+PHjNHfuXLGCh1d58IoZPa+99prIaPBJiGetfP/992LlEK9Akfg+LjXwTBEu0XBZRJZBpkyZQi+//LJY6fPUU09Ru3btxKqVWbNm0f333y8+1vPrr7/Svn376LTTThMreX7//XfxV7xcEaTGK4P4+W+88UaxaoWzMbx6hlc38f1Nxd8vB0rLli0Tq5LkcXGG5frrr7cJtDjY4+/75ptvduj5eWkzHzO/dzJjwgEZl7sYZ7I++OADsXqHgyAOvDjok/9WHTp0EI/hQInfR/6+7S0rv++++0Q2jP8d+Xv65ZdfxL/BggULqLmWLl0qjlldVgPwF8ioAHgQByYcdPAJjpfmLly4UMy/4CXKISEhul/DJz/OaPDJdMiQISKrwUGDekAcL5PlZbzc38DZBs4qyL/UuS+E54xkZGTQhRdeKP6y55M8/wXO2Qp7OBDiE+mZZ54pvoYnoPLz9u7d226JhEtMHHRxjwyXdPg4teUeZ/GSYf7eZKmDAxE+0etlgzhQWbt2rQg2HMFBHGdK7r33XqXExj0psieG37udO3eK5+WSD0/HvfXWW+nf//638nr878jzcLjs0lA2hwMt7nF55ZVXxHvIAR2/Z7zsuLn4dTngAvBHmEwL4OO4Z2H27NlKxsHf8K8obtK9++67leZZd+ImYs5YaWecGNW2bdtEMMk9R42V8gB8EUo/AGD4QIzLL9zH42q8SoYzRbyqhzNanJngUsz8+fPJV/AqJM6iIUgBf4WMCoCP8/eMijvxKipedrxhwwZRCuP+m0ceeUSUyADAGBCoAAAAgGGhmRYAAAAMC4EKAAAAGBYCFQAAADAsBCoAAABgWAhUAAAAwLAQqAAAAIBhIVABAAAAw0KgAgAAAIaFQAUAAADIqP4fX/hZa9Wm3pUAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J075335.23+200622.4_sdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J230443.30+093423.9_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: 'datfix' made the change 'Set MJD-OBS to 56487.164945 from DATE-OBS'. [astropy.wcs.wcs]\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J230443.30+093423.9_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J224054.61+030902.0_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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i9ujRo/T+++/T119/TY899lip++X98eIqLHgSExMNn5s8eTLdddddNGrUKPF46tSp9Pvvv9O0adPomWeecfm9AAAAgEDgVFaeoZ/HHj+uPUyT5u+yk7YylVIFxiZo2xSYUQQooAXQihUrnNpZamoqvfbaa+Rp2rdvL/xHrVu3pueff5569uwp1ufn59O6detozJgx2rYs2Pr37+/wM/C+VD9TZmamhz8BAAAA4F7OXyjx8ORazNCOePL/Ntt9Ti9a9BEgfmgTFSo2GYodfxVAAVUFVrNmTRHR+emnn8RSp04d6tu3r0h1MadOnaKioiJKSUmxeh0/1vuEVCZOnEgJCQnawvsFAAAAAgk16iOrwfSczc53qkdQoW4bm3SXGIVh4AEyTIGZAjcCJCkuLqa///6b/vnnHzp48CDl5ORQtWrVqEOHDiLK4mnh0KxZM7FIevToQXv37hXpua+++qrM++WIEfuG1AgQRBAAAIBAIk8RQEYRoM1HMujKD/6lqzum0uTr2xvuo3JkGGXlFdpUbtkKIONRGBUuApSbm0svv/yyEAWXX365qAbLyMig0NBQ2rNnjzAcN2jQQDy3cuVK8iZdu3YVx8AkJyeLYzpx4oTVNvy4Ro0advcRGRkpqtnUBQAAAAgkLhQUG5a0S75acVDczlp/1PD1P97bnWokRBlGbYwaIernnrJvyCjaE9ACiCvANm/eTJ9++qmIjrCfhlNQbHaeO3cuHTp0SERievfuTTfccIPYzlts3LhRpMaYiIgI6tSpEy1cuNAqasWPu3fv7rVjAgAAAHyZAss2iADVT47V7mdeKLB5nkvn5TywQp26sekKpMz9Cg81v+ZCoXHaraAwgFNgf/75J7Vo0cLhNvXq1ROppCeeeEIIImfIysrSojfM/v37haCpUqUK1a1bV+yPK8tmzJghnn/nnXdEpKlVq1Z04cIFUYK/aNEicXwSTmVxr6LOnTuL6BC/hsvtZVUYAAAAUBG5UEoKTO0NdEjp+SOJCg+l8NAQO32A7Jug+TUFRUV2jddGlWEBI4BKEz8q3CCxUaNGTm27du1a6tevn/ZY+nBYwEyfPl30+FHFFFd5Pf7440IUcRPGtm3biv5D6j6GDx8u+hCNHz9eGJ+5YmzevHk2xmgAAAAgmFJgqhApMBAlkWEhFGaJ5hQ44wGymKC55xCbrlUBpqKPJgWkCVqmlIx6AfH6I0eOiMiNs3AFl36WiAqLIJWnnnpKLKXx4IMPigUAAAAIxhSYUTRGrdAqMPDqRIaHULjl+m5bBWbgAbKsCrO8RhVggZACc7oMnr0/3PAwNjZWRFM4wsIl5xKOunB6CgAAAAC+rQLLKXAsgAoNI0ChdiNARsNQZQoswvIae80X/dUE7XQE6LnnnqNNmzaJcnOuAOOqMO6/wyMx2HzMOIrmAAAAAMB3fYDUFFiOwfPmFJixB8g2AmSdAtO/v733DcgIEA8q/fjjj+naa6+lO++8U/h3OOrDw0xlF2UeTAoAAAAA76N6cDjao4/yqBGgTIMqMBZA4XaqwIodNEKUoulCgEWAnBZALHa40kvCPXfYgHz+/HnR/4ebIgIAAADAN+g9OPo0WJ4igM4rYzMkHMQoSYE5jgCZq8DM92XlmF0TtJ92gnZaALG5eceOHVbr4uLiRAk6N0q86qqrPHF8AAAAAHACfQpKb4RWI0CnlcGpKiUpMMd9gDgCVKT3AAVYGbzTAuiyyy6jL774wmZ95cqVaf78+RQVZe4eCQAAAADvcy7XOq2l9/nkKY0KT2QaC6CSFFjpfYCkB0hGgOx6gAqLadfx83TeIO0WECboF154gY4dO2b4HEeCFixYoA0lBQAAAIB3OZejF0CFdiNA6ecvOIwA2abArLdjgZRpEVxJsREOI0Ccehv4zlJqWzuB5jzYiwJOACUlJYnFHiyC+vTp467jAgAAAIALZOTmO06BKamo9PN2IkCWdJY+BaaPAPFgVRklqhYXaRVVqhobQaezrY/F/JpzFNCNEJk1a9bQ4sWLKT09XTRAVJk8ebK7jg0AAAAATrD0v5OaAImNCBWzwFTTsz4CtO1YpuF+ZFPDAptGiNbbzbAMVlVHbBzPNEeV6laNMRRA/obLAujVV1+lcePGUbNmzURDRLX0HWXwAAAAgHdhL85t01Zrj6vHR9H+U9k25mNVAOlJiY+08vPYjMKwsUGXEGrxDUnqVYmhDYcyqMIJoHfffZemTZtGI0eO9MwRAQAAAMBp9H6ehOhwcVugjwA5qMa6pHl1bRwGk6crqXc0zksvgOpWLZk6X6EEEM8B69mzp2eOBgAAAAAukaGYn9vXSdQ6M+uNzPoI0I1d69DVHWvTLxuP0jODW2jNEPUVY4y9+E/XBlUoVJf9SU10riqcewv5MnPkdBm85LHHHqMpU6Z45mgAAAAAUCYBxGbkmXdfRBF20lj6RoVJMRHUpX4VenlYG6ocaY6HRFn8PPqminoTtOT9GztQiC4ClFzZnE5j5LGovDp3B1306kKavvwABVQE6IknnqAhQ4ZQo0aNqGXLlhQebg61SXg2GAAAABBI7DuZRWsPnKVrO9W2uaD7O+cs1V/svWEBIyu59CkvvaiJtYgelShLBOiCPgJkRwBxui3MgQDilJp6HFyZ9snSfeL+jjRjI7bfCqCHH35YVID169ePqlatCuMzAACAgOeuGWtp78ls4ad58JImFIgRoMSYcIdGZr2oqWwggCItESC9B8hI//Dln1Nmeg8QR5YkLMjUsRtqM8Rnh7SkgBJAX375Jf30008iCgQAAABUBFj8MO8t3BN4AsjSkDAh2iw8wqUHyOL5+fu/k/T5sv1WXiG7ESBpgtaJJf0wVPH6iDARBAnRBULiosKoW4MqdOxcLnWok0RzNpU0Uc60iKH4qDDNrB0wAqhKlSoi/QUAAABUBNSLPadrDp7OpnoBUsnEnM3Jt4oAlXiAzKplhFIir1I50hztUYkKkx4gvQCyVUDREeZt9SmwylFhwovE5fmvzt1pOK4jLsq34qdMJujnn3+eJkyYgOnvAAAAKgTHMqzLyLcc9a+OxaVx0tLVWXpv7HmA9MQapsDkZHfHw1CZGIsAUj1TvI5TcObJ8iE2UZ6zlgaJHCXyNS4fwXvvvUd79+4VTRDr169vY4LGPDAAAACBRLqlg7FkvyUdFiikWzpAV7eMpCgpg3ddAEVZIkA2ZfBGESCLX8iitwyFTZVYa41wxhKtMvIfeRuXj2DYsGGeORIAAADADbjaX0Y/NZ27KAdiI8SU+CiHJmg9lR2YoG0iQCb7ESDVBC1FkWRYh1Sa+vc+OpqRKx5nSAEUiBEgTn8BAAAA/khWXiFd/u4/1Ll+Ek2+vr1T6aMjZ60tHUfOmi/WgYIcbFrdMs5C7wGyR7JSri6RjRCd8QDJCFKoZX6YeG/L6yXs9Vn2dD9qNHauMFKfyfYfD1BYWQah8gDUbt26Wa1ftWoVhYaGUufOnd15fAAAACo4HHGZtf4I3dGrASUqJdRl4e9dJ+nQmRyxvHltO4c9fVgsdXnlL+0xVyZxlZIc6hkIsFCR1V0pcdYRIO78rE9dVYmNoC9GdqHMCwXivh7ZCFE/SNWoCkxLgSmaR763ivQD8fFk+FEKzGUT9AMPPECHDx+2WX/06FHxHAAAAOAKV334L72/aA+Nm7213PtSM18ndDOy9Gw+Yj2ws2G1yuKWBZC9xn/+hoxWsaCIjw6zEiHs41my66TV9lyx1a5OIvVuUs1wf7IMXh8BMjofmglaOen6CJAk3CJEZcWaP5igXRZA27dvp44dO9qs79Chg3gOAAAAcAUZwVi573S59yXLrJkDpxxXKx/VpboaJptL3zlS8ezsrZo5msvi5209Tv6I9NakJkZrvqfwMPPtd6sP06jpa6y2L80XFKmZoK2jR0Z6MDrCLGLCFBe00egL8zbm9WdlCiwQI0CRkZF04sQJm/VpaWkUFub7DwQAACAwcUfQ5YylzJo5ZhEH9qI/3BxQJSk2Qish/3bVIXrrz//E/T5vLKF7v15Haw6cIXezcMcJun7qCjp0umytZaR/qXZSdKkixGggqh71tYVK3stE5YwAhVpHgPzBBO2yALrssstozJgxdO5cSZ+EjIwMGjt2LA0YMMDdxwcAAAA4zemsfMOxCzL6sfFwhlh/5Qf/0s7j562ej40IpT5Nq2uPV+4/LWaEebI8/o4v19LqA2fosR82lun1ZyyflwehOvLh6D0+9pDRI320qNjJKjBporbZr4wA+ZEHyOUjePPNN+niiy+mevXqibQXs3HjRtEX6KuvvvLEMQIAAAgC3OG6OZ1trohi1BlUzDM/baGf1h+hno2rGr6Wq5peHtZapH4W7kyng6dzaNX+M4YREXfD71UWsi0l/GpPH0cCyKjyS0V9bUGhiSjCfhVYjEyBhZQeAZJpMhmh84cqMJcjQKmpqbR582aaNGmSmAbfqVMnevfdd2nLli1Up04dzxwlAACACo87jMdqCfv5vBIBdDorT4gf5t89xl6jmMgwqpEQRZ+P7EIplpLyNYoAyrBMXfcEWXnW0Spnyckv1KJXpYkQplaiuVLMHqqYUTtJO+oDZJUCsyO+wi2l8lJD+oMJukxHEBsbS3fffbf7jwYAAAAoB1z+bpQC04+7MILL4CUNkmPpRGYezdpw1NBg7W70jQdLg/1Nt3y2ivZZmjayeJPYExdVYyNowhWtHO63UqVKQkCxV0hNgRl2gjZIgZUWAZIEZAoMAAAAcBfuLDfPzS/S5mKpk8eZbEukxBHxytyqBsmVaeU+a9NzpgcFkKuM/XmLJn7UaAyTaDBl/c3r2tE1HVOd6pAdEWoggMg5D5BdAaQ0SwxYEzQAAADgLtSGe+WVQqeySsSP3gMkU0WOUAd3PnxpY5vnPRkBchV9ywDpx2ESLFPhmZE96tOKMZfQtZ1qOz0eJNwSrbEyQRv4n2QUx0oAhYY63GdpZmlv4vsjAAAAEJQcPpNjJVLKGwzK1TXvU1Ng2XnWz5UmgGomRNt0Ss7MLV1EuYoLI8scpsxUD1BidMlx83ww/iyuEK51ki75gUj9ozbWlkbmUCfK4GUfIP17+BLfHwEAAICgY8H2E9R70mJ68Nv1pfaoWb3/DL3y+3ab7sRGKTB3RYCYmgnWhmFn0mjOwhGVwqJizRxcXlQPkPo5ypJqCpcCyCAFpgoc6ZlSx41E6CI9JfusZNds7StcPvM8BuPIEbOTnlm9ejU9+uij9Mknn7j85kuXLqUrrriCatWqJUJzs2fPdrj9rFmzRK+hatWqUXx8PHXv3p3mz59vtc3zzz8v9qUuzZs3d/nYAAAAeI4pi/eIW7XM/EJhkaEn6PqPV9Cn/+ynT5fu82gEKF5Xmq0XRDlO7MNZbvh0JQ14eykVFLtmfrYnKNQIkBxnUdZUU4TlNUYmaFWwyQiQM2Xw+oiP3hPkC1w+gptuuokWL14s7h8/flwIEhZBzz77LL344osu7Ss7O5vatWtHU6ZMcVow8fvNnTuX1q1bR/369RMCasOGDVbbtWrVSnSmlsuyZctcOi4AAACeRTUcS/gaq0YdjIamOhMBklVQrkaA9BfvLvWreCQCxDO6OKrFn6esaT+9gJAVWYzq9elcL8nlfYdLD5ASkZN9gNReSHFGESC7JmhdBMhOpMibuBwb27p1K3Xt2lXc/+GHH6h169b077//0p9//kn33nsvjR8/3ul9DR48WCzO8s4771g9fvXVV+mXX36hX3/9VWvKyPBIjho1aji9XwAAAN7FXqk2e1vkPCo9qtnWUQSoelykED85+UVUVGwSr5MNA41oWzuB+rdIsVl/b59GQqRwGolHY/D+3IE7zNRCQCi7iVVM0My/z1xCp87naQNey50CM5VE6WyqwJzoA6T3AAWkACooKBDzwJi//vqLrrzySnGf00wcbfEmxcXFdP78eapSxVql7969W6TVoqKiRJps4sSJVLduXbv7ycvLE4skMzPTo8cNAADBTmXdBVuSxyLGIDrkzEVTRoCqx0XRXsvYiqwLhaIqKkdpiqhn+qiuNoZnGVV578YOwqxtFkDuiQC5o5xeLwZjIq1FIw9H5aUsRGgpMFsTtBqxkpEm9Vgq2+nwbOsBCsAUGKeXpk6dSv/88w8tWLCABg0aJNYfO3aMqlY1bi/uKXgsR1ZWFl1//fXaum7dutH06dNp3rx59NFHH9H+/fupd+/eQijZgwVSQkKCtqCjNQAAuJ9fNh6lpf+ddDiVXO/jUT1BpV005WvZuyO9L5kWH1CWxb+jpmISY8Lp6zu6GYofFTlmgqNTHFHyhwiQmp5iYu0IyrIQbonWWPcBMtn0G5KoAoijb0aoPzvWTaVF8/xSAL3++uv08ccfU9++fenGG28UHh5mzpw5WmrMG3z77bf0wgsviDRc9eolw+s4pXbddddR27ZtaeDAgcIvxMNaeTt7yOGucmGjNwAAAPeRdi6XHpm5kW6btlqICHt+Gn15t9onqNQUmCUCxJEbadCVPiA5akIdGtqzcTL1apJc6rGrF313RIHKKoC4Cu7fPaeEh0iNzjDRpQw5dYUIIwFkebvL29QUvYU+vLmjsQCyjBBxZIJ2V+VbeXFZMrLwOXXqlEgTJSWVmKt4NEZMTAx5g5kzZ9Kdd95JP/74I/Xv39/htomJidS0aVPas8dccWAEp/RkWg8AAID74VSUZPaGo3T8nPFoCn2pe5aSulJnTjmKAPHEcy7R5saIshJMCiEeBppmeW9nRQNHk/gaz8Ef9gGVd5BnWQXQc7O30o/rjggBojeLq0bk8hJuSVepbQlkI0R+7vkrrcdpqGmxanaGraopMH/w/zBlkmGhoaFW4oepX7++VSTGU3z33Xc0atQocTtkyJBSt+cU2d69e6lmzZoePzYAAADGqJGcx3/cRJuOnHNOACnCiSMfzgggFjbSZM3jMJ76v020fK+5c3Jy5QjDcnFHsNcl1pJiynbgJXKWs9llE0Asfpjpyw+QJwl30AfIqJu0+jNLijFOJ6qixx/SX4xPh3GwOFEjM+zX2bhxozA1s2mZU1NHjx6lGTNmaGmvESNGiOnz7PXhMnwmOjpaeHeYJ554QpTG16tXT/iSJkyYIAQbp+sAAAD4BmcrqC7ovC1qBKi0gaElKbAQrQHgB4t2W4ktjgCVJW3EJmOeLu+OSjB75fwcZXFnJKeshEsTtEEZvNHRtUlNoAEtU6hhtVi7x696gPyhCzTj06NYu3atKF+XJeyjR48W92UpPVeVHTp0SNuemy0WFhbSAw88ICI6cnnkkUe0bbhJI4udZs2aCXM0G7NXrlwpmicCAIC/sHzvKXp+zrZSuxtXFPTmZnvoz4cqOOydK0517Tp+XhNAPBcrLtKcptJHmlQPkCsCKNYSAXKHANp53LjSWO2x40siNA+QySbNZZSGZNHz6W2daczgFnb3aZUC8wOR5/MIEPuJHE0C5moulSVLljjlDwIAAH/mXE4B3fTpKnG/XZ0EuqpDbaro5DppHtaLHPWxPQHU7dWFwljdrk6i5gGy12dIFUBRBhVN9pCNBt3RDHH/qRzD9TLK4mvCpQfIoBN0WbWL2gfIXwSQf8ShAAAgSOALCUd/JNKQW9FxNgKUp0tzWQkgAw8Qz9OSpembDmcoHqBwm5lVTO2kkmKdKDsNF42IlREgN4zDsCcG/SUCFG5QBSYPzdmJ8jb7VESPviliQEWA1qxZI8ZhpKeni2aEKpMnT3bXsQEAQIXizi/X0InMPGqdavYsMumZJU1Y7VUMcdXU1R1Ty119FBgeIF0ESPGh6Ied2hOQ7AFSI0BXdUilL1ccFPfV5oDq+IjSkI0G3VEGr/c5SRz1GJJVWEZc3sa9kw8ijGaBWWzQZZ1er/p+/KUKzGUBxOMnxo0bJzw2KSkpVmqwrMoQAAAqOhzJ+GtHuri/5WiJL+VEpuMI0DUfLac96Vl0LCOXxlxu32Ph7xiJF+k3mXBlS1p34CzN2nC0lBSYrXA4cjbXZp1aBcb0bVadmteMFw0Nq5ahCoyJdZMHSI1YuSKAjCJoVWMj6Pt7ulO9qjEe9wAVywiQoQ06MFNgLgsgrsCaNm0ajRw50jNHBAAAFRB1MKeKoxQYXxBZ/DDL9pSkzSqSANr50iBhot16NNO4EWIpHiAjARkdEWblX2lcvTL1a17dppRe30zQGx4ge9GfsgggjtTwZ/NYGXyhbRVYWbWLtQnaP1JgLh9FSEgI9ezZ0zNHAwAAFRS1nFtFNuozfI0imuoo3pWK5AGSZdMyGiO3m7X+CM1YccBKELEAWrb7FHV55S9atPOEXUHCEaDuDc2jmZrXiKM6VUrOnTpoVRVXpRFrEUDl9QA5qvpzKIAMBKSnysnDDTxAshFQWRM9atRHPxfMV7h89h577DGaMmWKZ44GAAAqKHqhw+kLJtvBBTVLubift4xyCFRk6uiBfo0Mn+fKLSkQ+MI7+odNNP6XbfT2X/9p27A4uuXzVXTyfB6NmbXFrjBgAdShbhLNfbg3zbq/h91j4kiRs8RY5oGVOwLkSAA5qAIzagIpvTruJjzMthO0FGdl7VOkpsACthEiNxrkDsyNGjWili1bUni4tSlv1qxZ7jw+AACokCmwPs2q0az1R+1Ghhh1gnlZuwf7mh/XHqZNRzI0ASQHi+qRFVkc8cnIKfmsqudGFYuyH42hAIowX2xb1oo3fK/Xrm4jUopXtqvlcgTIXiqvLB2xXTE65+YXey0CFGEQAZLiLLSsVWBWozBCAlMAPfzww6ICrF+/fqLJIIzPAADgvADiyM99fRvRJc2rawLIXgfgbOVim5GTT4HIk/+32eqxvUo2mQLjtNRZO59V9fXISiKj1JqMJtnjhq51xeIK3FyRcSRYyxsBKnTVA+ShVFK4kQnacmxljd5Yd4KuFJgC6Msvv6SffvrJqTlcAAAArFNgXAJ/Z++GVhfCnIIiqmwQGbGKAClRkUDBqNFtXGQYPdq/Cb3z124xQsEmBVZYRGeySxd73E6AL8pGVVlSrLgTdbZYeXA0zqMsJmhPzwI7cCqb9p/O1iJApQ2ktbtP5VhD/cQE7fJvCc/p4vQXAAAA5/hy+QGaMGebuC9nVPGEcf5vmi96bHY2EkBqBIgvgCyaSotu+BNGF3sWEo9c2oQaJMdSx7pJNhEgfs1ZJwQQ+1NOZ+cbRlRiXOjv4ywJ0ebIVWYZJ7k7Y7xWBdDcLWmUGBNOPRoli8dGn9NjKbCwkhRY3zfNExiaplQuVwRIjVapTRF9ictn7/nnnxcDRnNyjFt5AwAAsEaKH7UrMdsHpOixl1bRN91TvTGBADdx1MOfmT/70PapVtVZqgn6jJPpvoe/22ATAWIh5QmR6DYB5EQZ/JGzOXT/N+vFuBTuG2RPAHkuAlTJxgP034mscgmgCtEI8b333qO9e/eKJoj169e3MUGvX7/enccHAAABjVpJo/fAsBhgkWBPAOkrxNgbw+mh2lWiKT4AukIbCSB7HiBZns4XeqPXGbFi32nq09R60HVSTEmjQ3eSEGM+bmePrTxl8AeUWWH7TmVT05Q4r5bBRxj0AZKUOQVmJYACNAU2bNgwzxwJAABUQI7rGh2qqS7uSnw0I1eMuuAUg967oo8ATfxjJy397yQNa1+L3rmhAwWmALJTBaakwC7oLvZPXNaUpi8/KKa+6+Ep8N4QQFJwZl4oEN6mshYAGc0zk0ifDUeAJLd+vopWje1vxwTtWQ/QOYOfX1nfUhVAkYEqgDj9BQAAwDlY4NgTAB3qJNLmI+do+vIDotPui0NbO4wAsfhhZm88FrACyMjrJHv3aF4nXeSBe/p8v/aw9nhAyxRasN3cCPG4rhN0UqxnImMyBcaVUXyMZTVaG0VV9BGgg2dybKoHjczenusDFCJuT2Xluy0CFGHpLWS+7x8CqMxHsW7dOvr666/FsmHDBvceFQAAVFgBVHKB7t8yRbs/Y8VBm6opR9GCQEAvgDjKI4WEHnle+IKvT/ewqblyZMnrRvWoT4NbGw8Atbf/8sLHICMuPJetrOQ7GL8hBdCh0yUCiIUPn481B87YbO+pcvJwy36NqvHKKoDUMviAFUA8Af6SSy6hLl26iJ5AvHTq1IkuvfRSOnnS/N8JAAAAMrxYqhGg3k2q0Yc3d9Qen9SlePIsVVRVLF2jAw29YbhhcmW7nYTleeF2AXqfDEdbaiVEaY9rJ8XYjcDIhoruhlNe3RuZx2v8uimtzPuRpmauArQfAcq2Ws9RruV7Tov71eIiPS4kIhykqNxhgvaUd8lVXD6Khx56iM6fP0/btm2jM2fOiGXr1q2UmZkpxBAAAADS/pOfvKBklINRCujyNjVtugzz7eQ/d9GSXebp8bd1r0dPD2pueCENpAhQalK03W3jLZEbrpJin40++qI2QaxTJVrr9iyR1+W7+zQkT9HDIoAOKykqe2w7ds5wzpusrDKqVDOKADGr958Wn59/d1rWjPfaLDAjyjoKo0KkwObNm0cffvghtWjRQlvHIzF4Ptgff/zh7uMDAICA5YVfS8rfHXlA5AVBPrdw5wl6b9EeUQEkK6Ru6lqXWigXP3sN+Th6oqbSXvtjJw2Y/DedNjAQe1sAda1fxe62qjDkWV96AXSZJV1YMyFKRGP0kZ4/H7uYVoy5hJrXMB5/4Q6kwTqjlEqwFXtP05D3ltHQKf/aPCe7KxtGgEwmkTLlny3rDNl7Z5kl+sODXaVZ3BsmaCPKPgrD88ftKi4fRXFxsU3pO8Pr+DkAAADmLsgr95kvXExSTLgQOh3rlTT/05eAyx4x3OXY+vkQUYb9xyO9NaFgZDBmk3Tz5+bRZ//sF485kjL17720Oz2Lvll1iDwFf84Pl+yx8TDJFBint67rVJtG9KjvMLXCXaKNPj/PD7u5Wz16e3g7+vn+nmJdtK7ZIfcUqplgP8LkzlJ4e6M6JHJS/b6T1qksVeQaR4CKafmeU+J+29qJVCvR/Hl2nzBXutVMjKYIRfh5KpISpYgsT1SB+UsEyGUbO/t/HnnkEfruu++oVi3zILmjR4+KKfHsAwIAAGA2P3MnZzaUbn1hIFWiSsLUbNS/R14QpADSd0KOVC5IbPLlvkFGAugtS7rtlbk76PZeDeiBb0r6svFIA0/AF/QbPlkp7reqlWDVl0ce47OXt3Bq9hYLpfN5hVZeKI56sADkqM9VHWpr61UBwRdsKSI9iYwAnSulIWVdpcEjp8FU47tMgcmqNxV+aq9FNLWvk6iV/cuIWEx4qKgW9HQKLMZBhVtIMEeAPvjgA+H34SaIPBKDlwYNGoh177//vmeOEgAAAoxDFp8IRyb44swix17zQpkOybNUfek7IasXd+mV4VEJF09aTI//sIlW77dUCCkXRzZfq6mkNF0/InexVqlOOqF7DymAnK3Mkp9NRkk+ubUTzXmwl2HPHVUAeaspJI+mcCYCFK0ICLWpoTrw1CjKwhEg6RvicyaN4Tzyw7zfUBEN83QkJSbSvpgs+yiMkHL7iHweAapTp47o9vzXX3/Rzp07xTr2A/Xv398TxwcAAAHJ0bPm6q9USxrDEXoP0Bld/xX1YpkQbf7a/mTpPk1o/bT+CO14cRAdUMyzXDmkjs44n+eZMRqqWNNXscnHSU5WsemFDM9Ns3eRVyMoUjh5SwCxsONBrPYu5KpBXR+pkz9jo4gVv0z2/WHxk5MfZuOFUrWgxyJA4e4XQOGKCdo/5I+LAqigoICio6Np48aNNGDAALEAAACw5VjGBacFUKReADmIACVGG4uJFuPnWT3miI8aqeCBq54gR2nWmK40JWQztqyWapgc69S+9F2ijdJE2nNKFZicr+ZppEDjIE52fqHdsR4yysPwdoZVYAYDWwuLSyrgWNTpG2GyAFJFl6ciQGGhISJio1beuTMFVsZduB2Xzh4bnevWrUtFRYHdnAsAALzV/8cZY26pHiDlQudsOmn/yWyrwZv25o2VF/UCr3ZlPnA6WwgFFjVq7xpH6CM5joaaqlVg3ooAmb1I9ifdG0WAcuwJIAPxwhViMgLEok4vCPl8qNVy6oR1dxNtINDKEwEKU17nJ/rHdQ/Qs88+S2PHjhX9fwAAABhzOtuc/nHm4i8jPDICpPeYWAkgSxqmNLYeO2f1WF5Y3QX3rNl3MstqRINavbUn3Tw9vHH1yk7PzdJf8B3N9VIjKN7yAKnl946GmlpFgHRRnEJLGbyRuGPhJCvn+DNxClBvTlYNyvYiUO4g3I64KmsEqKyz0zxJWFlM0Hv27BEVYPXq1aPYWOvQJqbBAwBAyRiBKk7MplIjQOwtOaurMopULpb6CNCYwc3FkFQ9Gw6dNe/bksrgfbPAclfa5LU/dtCn/+yn5MolIuWEEgHSBFA1cy8bZ1CFDEc6UuLti0drD5B3UmDSjyXmlTkpgPQRIJlWMuoDxGZ2blkgxU1cpG1DSNUPlhJf0h3b3VSyI1jKGgFyZt/exuXfmqFDh/rNwQMAgL8iRUyV2EgXPEBFwgMiOwLrn9cLIL4YcW+djYcz6I+tx7VGgez/kYMsayZG0UGLOTo7r5AiwtwzVoPFj35gZvr5PM0crEaAnEWNADWqFuvwWsNiwNsRICm8zlKB4XR2oxSYPgKklcEbpJhmbThqdS70ESB+jSr8qjuZWiwLleysd4fv2l8khMsC6Pnnn/fMkQAAQAWirBEgowGUqgBSIy4shjiV8tEtnaj+M7+LdTyvatb6o1bigC+afMFmH5CzFVllgYXbqew8qh4XRduPZYp1TVPinH696uVpVIpwUnvtuCMq4SwydeXIAyS7PRt7gOynwFSqVo6wSYWy6JMCiqnuIELmKZES4gb1ErAeoIYNG9Lp0yXdTSUZGRniOQAACHb4IiXLnx35WIyqwIx6zKjDUKtWLrnoJSqCYVj7WsI4++TAZtpcLHnRlL1j3GWE1nd8VvnveJYYvyHHeLSrk+j0ftVITqNSUmeJynnVj87wJFK4OIoAqRE8boapUuAgBabCKUCjqrhqlUvSXp5s/hhlR6C5Q2w6mgnn1xGgAwcOGFaB5eXl0ZEjR9x1XAAAELCovV/UC7U91FEYmblmkcJzoDi9xR4adR9VFTGkGqLfHt5eRBc4msSiSzbPY/EjfSOOfCuuYG8OGXPf1+tEN2eGZ5e5Msm+Q90SsVTbiYskD5FlgdHFwYwxd+PMuSxQxkJx2tHZYagqnP6rHGnbF4lnnb16VRuqX7UkAuYJWtdK0FKn7pgFxnx5e1faevQc9WtWnQJKAM2ZM0e7P3/+fEpISNAesyBauHCh6AgNAADBjjYDKzLMqf+YtUaIwqxcpEVDeP6VHjUCpPpB+IIpJ26z6JACyGycLT1t4wxc9XXwTA7Vr2q/r48UP8y7N7R3af88++qePg1p5d7T1K956RfJP0f3oXUHz9KQNjXJW0jvjkMTtJICs/UAOZcCY/QeIFkCf1O30seKlJfHBjSh37ekiQjepsMZbunizGNS1FEpASOAhg0bpv2RjRgxwqY/EI/GeOutt9x/hAAAEGCo3XydQRuFUVCk9e5R53+pqE3/7FV0qVGX2IiSCJAUV2Xlmo+WC3P3Y/2b2jzXpHplrYKJL9Tf3tXNJf+PZMzgFk5vy00mnWk06U5kGfzyPafpira1DAWBmgLTn/OSCFBIqZEwfUfmOF1EyJM0rh5H658bII6326sL3eoBokDzAPGkd164EWJ6err2mBdOf+3atYv+97//efZoAQAgAJDdfJ3t0xIWYv4qLig2aQLI3sBI/if0lovqiujPVR1S7Rpo1blOMsVWnggQl7jLyrYvlpsrwFS6NChJQ/1wT3cxzbwiIvsPfb/2MH2z+pDhNqpROVfnAdKmwdvx77Cgmzaii7ivF1exDmZ0eYIqsRE21Wp+MsfULbj8Ufbv30/Jyck2BuiysHTpUrriiitETyH+o549e3apr1myZAl17NiRIiMjqXHjxjR9+nSbbaZMmSIiUlFRUdStWzdavXp1mY4PAAC8EQGSc5IKCs39ekozuL48rA1tf3EgDW2f6rUIkJoGUWeMSR7s15j6t0ihCVe0pJa14qmiogqXTy3z2BylwC7YjQAZ/3yHtq9lt1KPR1R4mwjdewZlBEjy+uuv0/fff689vu6666hKlSqUmppKmzZtcmlf2dnZ1K5dOyFYnBVfQ4YMoX79+ol5ZI8++ijdeeedwpMk4WMbPXo0TZgwQTRl5P0PHDhQRK0AAMAbyInezgogeZHhBnqcBnOUApM46pFTVek9xP/By4t2XjkiQEctoz1U2OMkBRf7dz4b0ZlG9azYXlB1BlmYnW7JaiNEfdRNds6297vhqfleZSVcJ4C82XLA76rApk6dSt988424v2DBAjEVft68efTDDz/Qk08+SX/++afT+xo8eLBYXHlvNlpLrxFPoV+2bBm9/fbbQuQwkydPprvuuotGjRqlveb333+nadOm0TPPPOPipwUAgPJEgJxNgZkvKrJjszNl0o5QU2BcKSXFlD4a4QrcXFHPNZ1qC1NrHaUnT0WnYXJJeX64JXVpNNTUXgpMVoXZa4+gj/xx9K685vXyEBpSSbRVkJquIkWAXBZAx48fpzp16oj7v/32G11//fV02WWXiZQTp5s8yYoVK6h///5W61j4cCSIyc/Pp3Xr1tGYMWO050NCQsRr+LX2YA8TL5LMTHMDLwAAKE+ZuPMpsBCXUmCloabAkuMinZpf5exwVxUuVXemWqsi0bFeUqnbqCkwNe3I/ZNkBKiKIlJV9MK3QXJl2pGW6fMoUJ7l97IiRYBc/hcjKSmJDh8+LO5z5EcKEv7BenpKPIuvlJQUq3X8mAVLbm4unTp1ShyD0Tb8WntMnDhRlPXLRQo8AAAoXwos3KU0g0iBWS6Y5YkAVVGiC81S4rRZYhfcnAJrWM1+OXxFpX2dRLq+c21x36hppT4CpJ5zjvDJ9Jg61V1Fn/ocPcBcccf+Kl8RoaTBgloAXX311XTTTTfRgAEDREdomcLasGGDMCUHIhwxOnfunLZIgQcAAGXhnMUknOjk5HY5eZsNstKnU5oHyBExysW1fnJsSZl9GVNg/A/uXkuJe6/GyVbRiWDknj6NxK2MijiKAKkdo9WeQJyaNEIf+RvQMoV+f7gXvX9jB/IVEYoYD+oUGPttON3FImHSpElUubL5DyAtLY3uv/9+8iQ1atSgEydOWK3jx/Hx8RQdHU2hoaFiMdqGX2sPrijjBQAA3NkJWh1V4UwEKN9NKbC2qQl0Y9c6YpwE77u8jRB5yCmn9fif/+u71KFle05R/xbVPd6N2F8pTVByOwO1JxALW/45SP8Pv95eRZdR5K9VrZLGw74gMqxiRoBcFkDc9PCJJ56wWf/YY4+Rp+nevTvNnTvXah0bsXk9ExERQZ06dRJdqWXjRu5TxI8ffPBBjx8fAAAwGRYBpE5u92YKjPvHTLy6rfZY7qusHqDdJ8zRH+4AfWW7WtSjUVUxksNRJVpFRh1dwtEx/XkoUlJg8rzzz1j6f+RsNuN9+1cVmL5kvzyjMAJeAKkjMVT4F4D77nAazNmRGFlZWbRnzx6rMncub+eyem64yKmpo0eP0owZM8Tz9957L33wwQf01FNP0e23306LFi0S1Wdc5SXhEnjuVN25c2fq2rUrvfPOO6LcXlaFAQCAtyJA6qwuZzwWBW6qArN3AbOXsimN3ennxW1jy4T2ZGUcRzAi05M8E9Y8f62S3WnwMg3GfjA5jNZRQ0N/K4O3SYH53+F5TwBxZIXFjn4asFzHt7169RJNDdkw7Yi1a9eKnj6qeGFYwHCDQ06rHTpU0mmThRWLHY42vfvuu1S7dm367LPPtBJ4Zvjw4XTy5EkaP368MD63b99emLX1xmgAAPAUslFgYrRzg0BlPxmRAtM8QKEeSNmUVQCZI0BlGW1REVFNwRyx04uWQqUTtNjG8jPNybcIoIgwp3o4+QuRagSoAqXAXNZynHLq0qWLuJWmYb7PJfBcFs/dndkcbZQm09O3b18hmvSL7O7Mt9z5Wf8aNlxz2frevXtp5MiRNvvldNfBgwfFNqtWrfJ4eT4AAEj4OyzTxQhQuFUEqPwpMLvDVstogt5wyNwFulkNCCD9z8ZIVOoCQJoRWnqAHKXA6vqhrypK9QAFcwrskUceoU8++YR69Oihrbv00ktF+uvuu++mbdu2ibQTp6gAACDY4IsdlzuXxQRt9gCV3wRtXwC5HgFKP39B60PD3h9gznjwOVVN61boMiTSe5WZW1iqN8xZ35ivIkAhwRwB4qgLV13p4XX79pnnojRp0kT05AEAgGBNf3F35xg7pc52y+ALizWR4tYIkBZh0oUmnODfPebv8tap8VQ1yL0/hmlFA2O5UgRmVX0nh+TGWxpkXmJpItmipn/PTgupZH80RlBFgLjKikdesDG5WrVqYh17btiYzKkxZvfu3WgmCAAI7hL4mHCnq6S0MvgiJQJUjj5A7owALf3PLIB6NzF/3wPSInTnqdAwAlSsiwDJFJj83Yi3RHk+uKkDrd5/hno0ShZC019TjBcUkSfnv1UEXP4kn3/+OQ0dOlQYkKXI4Z5ADRs2pF9++UWr7ho3bpz7jxYAEJQIo2loSECUXcsIkCupjJIUmOoBcmMKzLL/PJ051xHsR+IL+ZJd5kHSvZuUNEAEjo3lthEgmQKTESDz70ZMRBj1bWaOAvnzSJELSv+oipQCc1kANWvWjLZv3y6Gnv7333/aOu4MzXO3GNmDBwAAysvyvafopk9X0YQrWgbEpHGtBN4lAVSSApMVQ+4sh3Y1ArTu4Fm68dOVIo3HvWv4s3RyYgZWMCEjdEYpMH2VtCaALDPi4qMDK4pyoRwz5PyZMv0UWOgMGjRILAAA4EneXmD+R+uFX7f7vQA6fCaH7v16nbifaGfat+MqMNUE7bsqsJd+2y7Ekpx09eTAZm6NSFUE5PmQhnejFBh7wFhA2osABQp5ZWyfUCEFEHdW5iU9PV10WlaZNm2au44NAACodlIMrTlwVtzPyMl3SVh4m/G/bNXulyUFVsApMMvF0p0CSBVYZfmP/4q2tdx2LBXPBG0/BVYigMzbnLdEgJwdkusvXEAEyMwLL7xAL774oui0XLNmzYDIyQMAAo+FO05Qg+RYq3RCdn4RJfpfmxSNvSeztfs1E6JcToHxR82RAsgDjRCdTYGx/0fF2X5GwYRjD5D5dzbaUgUoBYT0YEW50eDuDfIQATIzdepU0aDw1ltv9cwRAQCCHq6MuePLtTbry1LF5E1U4cCDSJ1F9fvw8EyPpcCcNEGfyZbJL1DaOTUaiCo1e0x4mFUVGHu8ArGU/O3h7WnEtNU0/n8tKagFUH5+vlUTRAAAcDdzt6QZrvd/AVQSrapTxflQVZSBv8YTfYCcOX/FxSbNyM1UtIueu9Aq9wzSirYRoGIrgRxoAqhP02q086VBVkNRKwIu/xTuvPNO+vbbbz1zNAAAQEQ7j5s7DweSAGLhwB4lhiemd6nvfNUUlxar86V82Qk6K79Q87CsHHMpjexR323HUZHgCjnp27IbAdKlwKQA0g9PDQSiKpj4KVME6MKFC2IUxl9//UVt27al8HDr3PDkyZPdeXwAgCDkaEau1kxQ9tVh8ov814zJXX55lAXz5nXtXPZHclm1TFHxS6UvyB2UNFos1oZW2+Oc5XyzT6WGCz6mYEMzljvwAHGfHyY3XwogU0BGgCoqLgugzZs3iwnrzNatJRUPAADgDtgDk5ZxQdxPiYuyEkD+bMY8lZWvjTkoSw8f/g9bVglx+sudBSbq8fBF2FEEwtVJ9sGKFKhS9BpFgKrEmgMEZyyRQSlwIYACVAAtXrzYM0cCAACW4Zt8UeEUw4QrW4omiIGQAjudlSduk8s4LytaSTG4u+eO6ifii7AjgZaRm69F34B9why0FpARoBoJ0eI2PfOCzgMUeCmwiohbZCiHVP/44w+69tpr3bE7AEAQc/SsOf3F6ReekbRizCViEKe/C6Djlotc1cpli5yopdHuNEAzqr/oz23HHW57yiLkkvy435JfRYAcNEKsZUkhnsjMC+gqsIpKuX4K+/fvp+eee47q1q1LV111lfAHAQBAWUg7l0sPfLOeFmw/IR6nJpr/e66ZEK15KZwt4/YF29PMxu0mKXHlNpm6cxCqfn7T6B82OWxstzPtvLitn+zHDZf8gDDL6KcCgxSYXCU9VCez8kRqFx6gAE+B5eXl0f/93/+JoajLli2joqIievPNN+mOO+6g+Hjzf2kAAOAqL8zZTvOU6ERqklkAlaWRn7fJziuk71YdEvfbpiaUaR9qKbynx06czs4XApOj97vTs6h+1ViRFmPz+cdL94ltGiY738coGAlzEAGSzTurxZnToSx+zubkwwPkZzj9U1i3bh3df//9VKNGDXrnnXfEwFOeAs9zwQYOHAjxAwBwS+WXpLYlAuRqHxtf8NeOE2LQJfuW+rdMKdM+Ij2YAtNzxmLYXrQznS57eymN/XmLeLx8zyltmxY18Z3u3HgR+6MweBv5s5QGd0bf8gD4Bqd/Ct26daPIyEhauXIlrVmzhh5++GFKSSnbHzoAADhK0zB9mlUvcydjb7PxcIa4vblb3TKboK1SYB4WQKezzZ6UqX/vFbf/t+6I6GPE0SDZv6Zn46oePYaK4gFyZILmX2nZDFEOQhWvDcA+QEGdArv00ktF2osHoPIYDI76YA4YAKC8HDydTVViI8QkdWZQqxrUp1k16lQvqUyN/HzBHotwaFXG9JetAHJ/CowbM8qhsnLUhblKybzuyNlc2mv5HGMub4Hvdyc9QIUOGiHyOeTqvgwqsIoAIQUWYAJo/vz5IuX1xRdf0H333Ue5ubk0fPhw8Rz+UAAAZWH/qWzqP/lvqlclRrsoT7y6DSXFWlcgyZSBv/YBysozX9wSXZgArydKifqUpY9Qabx7Qwfq8doicV+e65PnSwpXuFcN+1SYamWMYgVnFZijCJBZAMlGmfou0sC3uPRXVqdOHRo/fryo/vrqq6/o5MmTFBYWRkOHDqWxY8fS+vXrPXekAIAKx9oDZ4RBdN+pbE3oGPWf8fcIUE6euaoqNtLluhINOTbBUymwWonRdFv3elbNDo+fKxFAZ7PzNSEXF1X2zxEsOOoDJCNArHMiw61TYPw7jqCBf1Dmv7IBAwaImWDHjh2jhx56SPQB6tKli3uPDgBQoVHTArJqxujiIFNC/uQB2n3iPI38YjVtOpxB2fmFNiLGVSorokNeNN2NFGjyeNWhpxz9kT8PCKDSkVEcoxSYdQTI2gSNJoj+Q7l/y5OSkoQA4gURIACAK6SfN5txJbJsWI80jfpTBGjA20u1xoFcBl/eCJD6Wk+ZoGMtAk1GrLItM6pkWizLcpGuXI7PESw4rgIzC6BKqgnakgIL97DBHTiPUz+JQ4fM/S1Ko2PHjuL26NGjLhwCACCYx16o1Ig3Hr4ZbjGccrrM39h6NJPOWlJK5YoAeUMAWd6DJ77zhVsVlEIAWSJDcVEYg+G8ALLfCJEjQLK/U0kECALIX3DqJ8GprXvuuUeUv9vj3Llz9Omnn1Lr1q3pp59+cucxAgAqKCd1ESB7vWdCHaQbfIG9TsrliZxYCyAPpcAsHbVz8gq1KJCEq8CkdwUpMPc0QhQCSBcBQg8g/8Gp3/Lt27fTK6+8Inw/UVFR1KlTJ6pVq5a4f/bsWfH8tm3bRARo0qRJdPnll3v+yAEAAU+6ZUaSpE3teId+C3+JAKkVPSpyZEe5U2BuHoWhf4/svCLNByQ5ZGlDwB4VT/chqujT4EsiQCVDbjNzC62EE/A9Tv21Vq1alSZPnixE0O+//y5GYBw8eFCUwicnJ9PNN98s+gJx9AcAAFxNgbWrnUCNq8dRr8bVHFbcGJUc+4N52x3l695IgcVEmi/GLH5ydAJI9mHi40CVkguzwBx4gEgRQNInJqOZwPe49O9KdHS0mPiOqe8AgPLC/hPpnfliVFfRDNEefhcBUqqn3IU3UmDyPXLyi0QUSD8fjMEU+PL3ASopg69EUZZonmwxgB5A/gPinAAArzBp3k66eNJiLerDE7LlhSTJoPePsQfI/yJALw9rLXoX9W9RvtFA3qkCs5ig8wptUmASfRNK4FoESPp/pACSUcFci2+M1wH/AE43AIBX+HCJee7U5//sF6MWZMqlRkJUqSkXzXDqJyZo6QHq2qAK3XJRPRrepQ6FlvPCVrdKDDWpXpkOn82hjsoYEHcizc3c/+fXTce01gOqGd1RJA6UIMvZ9VVgqkZn3R4Rao7m5VpaDsAD5D9AAAEAPM5pS7RH7ULMjQSZJtXjSn29FgHyMw9QvKVc3B2lzRwpmP/oxSLK5YlRGExqYrSItnHq8bvVh8W6OknRVgKoKgSQSykwfXNOzf9jGRMle1jJysHyCmXgPpACAwB4nF3HzWKH2X/aPPZilxRAKZVLfb2/9QGS1WvuFgshISUpE0/A+7+oofWU99SkGKuoD1JgzhFrSSfKyI5Mf6kCyBwBsk6BwQTtPzj9l8YzwNatW+eRg5gyZQrVr19flNV369aNVq9ebXfbvn37ClWtX4YMGaJtM3LkSJvnBw0a5JFjBwCUzobDGdr91fvP0Mp9p2nORnMKpl3txFJf728eoKW7T4rb1CSeph5YNKwWa/WYRRyn39THoHRilYo65o8tadT2hT9p4Y50bRv2+0g/FxvPGQigABRAR44cocGDB1Pt2rXFNHie/ZWfb64aKA/ff/89jR49miZMmCBGabRr106U1Kenl/wSqcyaNYvS0tK0ZevWrRQaGkrXXXed1XYseNTtvvvuu3IfKwCgbLDoUbnhk5WUeaFQ/Hfcu0lyqa+Xvgl/iACtP3SW1h08q6WUAg1V7DAccVLX9Wlq3IoAGPd84pRu2rlcuu+b9SI1ev83660EkD49CgEUgAJo2rRpdPz4cSEk4uLi6NFHHxU9gK655hqaMWMGnTlj/QXnLNxf6K677qJRo0ZRy5YtaerUqRQTEyPez4gqVapQjRo1tGXBggVie70AioyMtNqOZ5YBALwPz8r6d88pw+eu71LbqbEL8qJh1HPF2yzbXfJZUuyM7vBnjOatXdmuFiVXjqC7ejegJimle7JASQqMucwyF04P2330KU0IIP/BpWRzSEgI9e7dW3R73rVrF61atUqkrD7++GPRGfriiy+mN9980+lZYBxB4rRa//79rd6DH69YscKpfXz++ed0ww03UGysdVh3yZIlVL16dWrWrJmIWJ0+fdruPvLy8igzM9NqAQCUj+PnLtC42Vvo/YW7ReqqXZ1EWj32UqtthrZPdWpf/tQHSP2PvkuDwPvHqk/T6nRj1zra4zpVYqh/yxRaO24APTukpU+PLZCQQ071bRG4JYIqgGwjQLDeVogqsBYtWojlqaeeopMnT9KcOXPEwjzxxBOlvv7UqVNUVFREKSnW/TP48c6dO0t9PXuFOAXGIkif/rr66qupQYMGtHfvXho7dqxI37Go4nSZnokTJ9ILL7zgxCcGADjLq3N30BxLqTVzbcdUEX1gLSN1TONqpRug1Z4rvvQALf3vJL0xfxftPG7+B+n2ng081rDQk3AEYuLVbWlAyxT6e9dJGt65RAwB57FnVudGkrLSUe0DJEEVfAUsg69WrRrdcccdYvEWLHzatGlDXbt2tVrPESEJP9+2bVtq1KiRiApdeqn1f6DMmDFjhA9JwhGgOnXwpQBAeThgqfaSXNGulihIUDWMsxVHoT7wAHHq7uDpbOpYN0kc95t/7qItR89pz8dHB3YXkUuap4gFuBdV3xgKIESA/Aaf/iTYQ8QRmRMnTlit58fs23FEdnY2zZw50ynB1bBhQ/Fee/bsMXye/ULx8fFWCwCg7HC3Z7Wbccua8ZRYjhELMgXmzQjQA9+sp2s+WkFv/7VbPD6bY130kRBduncJBB/cZNKoDF6CYfD+g09/FBEREWKy/MKFC7V1xcXF4nH37t0dvvbHH38U3p1bbrnFqQo29gDVrFnTLccNALDPuoNnqNurC2nNAXOlFP8H/O4N7bXn7+3TSDPeOos0jhZ5sRP0Kkvl2geLzAJIDwQQcNQlnKlkEAGS6Vzge3wew+XU04gRI6hz584ilfXOO++I6A5XhTG33XYbpaamCp+OPv01bNgwMaleJSsrS/h5uDqNo0jsAWKPUuPGjUV5PQDAs+w6nqUNg2S4u3GD5JIihUf7N6GOdROpR+PSy99tPEBe6gStznPioBM/Vj+T2gUaBC8d6ibShkMlPa7U0Riy2EsfAeJmlMA/8LkAGj58uDBQc6NFLrNv3749zZs3TzNGHzp0SFSGqXAF2rJly+jPP/+02R+n1DZv3kxffvklZWRkiOq0yy67jF566SWR6gIAeJYc3ZBNHrWgEhUeSpe1cpzitj8LzDsCSDatk5zKyrfq+MsklDLAFVR8vrvrImr+3DzD5+TQU30VGKbBB7AAklVeejjUx52cOdLC1Veu8OCDD4rFCDYu6+HSdvU/NJXo6GiaP3++S+8PAPCMeBjZoz6FucH04O0y+AzFx8Eczci1KnVmkAIDLOZ5Jph+IKoqgPQpMEyDD2ABxGknFjt6ASLX8W2vXr1o9uzZaD4IQBAiRwP0bFyVxl7ewi37LBmF4R0P0Nlsa8Pz8XO5NkMvkQIDsiO0anyWSJ2jFgMwiAD5Dy7/a8adl7t06SJuz507Jxa+zw0Rf/vtN1q6dKkwHDvTBwgAUPHIyTNHgDrVTXLbYE/pAfJaBMjSx0Wy/1SOzTaIAAEmRmmIaCSA9CkweIACOAL0yCOP0CeffEI9evTQ1nFvHU5/3X333bRt2zZhZL799tvdfawAgACKAMVEus9iWDIKwzsC6GiGteD5zzK5XiUqHNU8wL4AspcCQwTIf3D5L5irqoz65PC6ffv2iftNmjQRXZ4BAMGHNAvH2rkwBIIH6OBpawG0UZlmL+F0PwCxdoR+iQna+vcEs8ACWABx354nn3xSVG5J+D6XmnNqjNm9ezc6KQMQpGRbBJCclu0OSqrAvOMBOnjGLICSK5srR/efsu5qDYAkOtxxCgzDUP0Xl7+hPvvsM2GErl27tiZyDh8+LLot//LLL1ovnnHjxrn/aAEAfsumwxn00/ojdCwjVzyOjXRnBMi7HqA0y2domlJZjMSQXNOxNi3dfZKu6uDcEFdQ8SktAmTbCRoCKGAFUPPmzWn79u2iB89///2nlaUPGDBA69fDAgkAEFwMnfKv1eNoN0aASqrAvCOAZFVPzQTrHkaPXNqE3ryuLdJfoNSydqlz+HdFLZWHAPIfXPqGKigoEH12Nm7cKCau8wIAAEZ4wgPE3Tc4CuTpi4gUQDUSIq3MrnWrxnj0fUHgobZHqBwZRll5hTbCiKNABUXm1HAoxHNgeoDCw8Opbt26VGT5QQIAgD3c6QGS0+C94QPifmZSAKXER5Wa6gDBTUFhsY1XjVGjhKoPCBGgADZBP/vsszR27Fg6c8Y8KBAAAPRjItztAQpXxuF42geUW1CkpSuqx5UIoDgIIGBAgRIBUgedqjpH7QUEAeQ/uPwX/cEHH9CePXvEjK169epRbGzJkENm/fr17jw+AEAAkH7+gs26aDemwNSLhqd9QDL6w2m3qpUjtPWIAIHSUmBqjx8104UIUAUahQEAACr6OVlMrDvL4JWLRpEbmyFuPpJB42Zvpes61aZbu9e3EkDc6VktcWZ/BwCOGiGq4kbvATLaBvgWl/+iJ0yY4JkjAQAELNkW46cz/VHKAo8P4OsJm6AL3OgBum3aajH24vi5CyUCKKdEAKndnitHQQABW14e1pru/modPdivMb27cLexAFIiQOgE7T+UqZd7RkaG6Ac0ZswYzQvEqa+jR4+6+/gAAAE0/kLC3/3unnnkiW7QcuZX+vmSXj8yAhQfHU6RYYgAAcc0rh5Hix7vS1d3rO1UCgzT4P0Hl/+iN2/eTP3796eEhAQ6cOAA3XXXXVSlShWaNWsWHTp0iGbMmOGZIwUA+C1ZlgGoEo7UuBs2mHIpcaGH5oEVF5toe1om3ffN+pIUmJLesDfzCQBjE3QlQxO0WikGAiwCNHr0aBo5cqQYd8EDUCWXX365mAQPAAg+cgxSYO7G3RGgQsW8ypzJyaf/vb9M239iDKfASkRPtbiSnkAAGGHtASJDDxAiQAEsgNasWUP33HOPzfrU1FQ6fvy4u44LABBAyOZvEv38I3f2AnJXFZhMdUl2Hbee+C48QMrnqF/VuuIVAD3q4FN7HiD9aAzgO1xOgUVGRlJmZqbNeh6LUa1aNXcdFwAggMix9AHi73w2P9/cra7HIkDuaoR4Niff4QR4FkBhysWqY90kt7wvqLhYVXjZ6QMUqRjrQYAJoCuvvJJefPFF+uGHH7Rul+z9efrpp+maa67xxDECAAKkCuzOXg3o2SEtPfIe2jwwN3mAzloM0JKDp60nvudbOvzOur+H+HwYgwFc8QCpIy8ilQiQaqwHvsVlKfrWW2+Jae/Vq1en3Nxc6tOnDzVu3Jji4uLolVde8cxRAgACIgXmzvEXnp4IfybbcQToslYpWuSndxNEt0Hp2OsDpKbGEAHyH1z+tuLqrwULFtC///5LmzZtEmKoY8eOojIMABCcqM0DPUWYmz1AGboU2AFLBKhd7QSacUc3j34WUDFRK7zUNhBq1CcKESC/ocz/rvXs2VMsAAAg++kkxYZ7/L9r90WArFNgh87kaCMvIH5AWVD7AKle5xhlLh4iQP6DUz+JmTNnOr3Dw4cPi+gQACB4kOmkpJiS2VkeM0HrytfLa4KWHaulkRszv0BZCbXTByhWSQ0jAhRgAuijjz6iFi1a0KRJk2jHjh02z587d47mzp1LN910k0iHnT592hPHCgDwU6SYqBIb4fGLi7tSYGctoq15zTir9ej4DNxdBo8IkH/i1F/633//TXPmzKH3339fjL/gCfApKSmiEeLZs2dF/5/k5GTRIHHr1q3iOQBA8OCNCJC8uLgrBSZFW/Ma8bThUIa2Pla5WAFQVhO0el8V1WpzTeBbwlwpf+fl1KlTtGzZMjp48KCoAmPh06FDB7GEKOE/AEBwkJ55gfIsJeNJHo0AudcELcvgW+giQPFR8P8AN3iAlAiQOhhYLYkHvsXlWC8LnmHDhnnmaAAAAce42VvFbevUeIr14LysklEYbvIAWaJWjatXFuJKRpZqJJSM+AGgrB4gdeKFWh2GCJD/ACkKACgzLBoW7Dgh7r92dVvRGNXTEaACFxohmkwmmjh3B81af8RuCiy5ciTVSYrW1lePgwAC5fcAWafD1EaIuOz6C3D7AQDKTHZ+oTb5nSMpnqQsjRBX7D1NHy/dJ+5f0a6WNpKA95Fh6V3EQ0+7NahKByyNEFPiMfQUuNcDpKbD1DQZ8C2QogCAMpOTV6R9qXv6P9uyNEI8mZWn3d9+rGSGYWZugSbc2Lg9qE0N7blaiSXRIABcQRU3ajRUFUOejJIC10AECABQrggQExMR6vEv9rJ4gI6czdXu7zpxntrVSRT3T1v8P3GRYSIq1K9ZdRo3pIUwc6fEIwUGyoY6PFfJhlGPxlWFCGqWYm24BwEmgC5cuCDK341IS0ujmjVruuO4AAABFAHyRvPAslSBHTmbYxX1kaSdMwujmokl32V39m7opiMFwYp1J+hKVpWFW56/jCLU9tDA57j80+BGhxs3brRZ/9NPP1Hbtm3ddVwAgIAagur5yhbpAXJlGvyJzJIUWOYF87Ey+06a537VTsKEd+A+HKW6eFCwGiECvsfln0bfvn3poosuotdff108zs7OFg0Qb731Vho7dmyZDmLKlClUv359EVnq1q0brV692u6206dPF79Y6qKPSHHlx/jx40U0Kjo6Wgxq3b17d5mODQBgnxxLCqyyn0aATiseIBkBulBQRBPmbBP3kyt7rm8RCD7s9QECFUQAffjhhyLa884771Dv3r2pXbt2IiLEouWxxx5z+QC+//57Gj16NE2YMIHWr18v9jdw4EBKT0+3+5r4+HiRbpMLN2VU4ZEd7733Hk2dOpVWrVolOlfzPjl9BwBwH9mW+Vn8362nkSZoVzxAp7LybQTQnvQsbV3r1AS3HiMIbqw8QKj28nvKFI8bPHgwXX311WLo6aFDh0Q0qHXr1mU6gMmTJ9Ndd91Fo0aNopYtWwrREhMTQ9OmTbP7Go761KhRQ1vU0Rsc/WFxNm7cOBo6dKhIy82YMYOOHTtGs2fPLtMxAhCIcKl3rkWgeIocSwrMG+MjwlzsA8TfBaez1RRYAe08nkn/e3+Ztu66TnU8cKQgWLFOgfn0UIAnBNDevXupe/fu9Ntvv9H8+fPpqaeeEiMy+LagoMRk6Az5+fm0bt06kaLSDigkRDxesWKF3ddlZWVRvXr1qE6dOkLkbNtmDmcz+/fvF7PJ1H0mJCSI1Jq9febl5VFmZqbVAkCgc9OnK6nHawvFhd/zHiBvpMDMX1fFTqbAODp1oaAkWpSZW0hvzv9Pe3x959oU7QXvEgge7JmgQQURQO3bt6cGDRrQpk2baMCAAfTyyy/T4sWLadasWdS1a1eX9sVzxYqKimyGp/JjFjFGNGvWTESHfvnlF/r666+puLiYevToQUeOmDu9yte5ss+JEycKkSQXFlYABDIsElbtPyPmXS3fc9pj75NhmaeVFBPutYuLsx6gDEunZ+1xbr7VJO5LW2BoM/BkGTwEUIX0AM2cOZMSE839NBgWIBs2bBAVYp6Go0+33XabEGJ9+vQRwqtatWr08ccfl3mfPOH+3Llz2nL48GG3HjMA3uaMcvFX2/O7EzYTf7B4j7hfLS7SiyZo5zxAObr0n6gIs2iny1qm0MBWJc0PAfBkI0RQQQQQV3sZERcXR59//rnLg1VDQ0PpxAnzLCEJP2ZvjzOEh4eLSfR79pi/iOXrXNlnZGSkMFarCwCBzInMEsP/eaX82528vaAkneQNAeRqBEgKoPgoc3ruXG4BHc0w9/8Z0hb9yoCnR2H49FCAE7icuGdDsT1Y8doTSEZERERQp06daOHChdqEeU5p8eMHH3zQqX1wCm3Lli10+eWXi8ecnmOhw/vgKBHDnh6uBrvvvvucPjYAApl0pf+NPhXkLtYePKvd54GiniZUVoE5aYKWBm3u7FxUnCs8QTvSzP6+KrEofwfuBx6gCi6AHnnkEavHbHzOyckRYoart1wRQAyXwI8YMYI6d+4sPERcwcW9hbgqjOF0V2pqqvDpMC+++KLoQ9S4cWPKyMigN954Q5TB33nnnZoIe/TRR4U3qUmTJkIQPffcc1SrVi1NZAFQ0Uk/XxIBYh+QJ1C/371hJg6XjRBdjADFRIZRSkKUaH7Ioy7k/C8APOkBQgqsAgqgs2dL/uuTcJNBjq48+eSTLh/A8OHD6eTJk6JxIZuUOWozb948zcTMZfZcGaa+P5fN87ZJSUkigrR8+XJRQi/hijQWUXfffbcQSb169RL7tDfCA4CKxgkPR4DOXyigNQfOas0Eu9avQp5G/kedV1hEUxbvoR6NqlKHukmlzykLD6WUuEit+zOTEO150zYIPtAIMbBwS+0qR1pee+01uuWWW2jnzp0uv57TXfZSXkuWLLF6/Pbbb4vFEay8OVLECwDBiKc9QA99t0G7v+iJvl5p8S8vLrM3HKPcAnN058BrQ+xuL3sgcY+ijvWS6M/tJb5Ab3SuBsHuAYIA8nfc9q0VFhYmmg0CAHxP+vmSCFB+kfOdk51lya6TVoMevYH0AEnxU1pPINmlOjoijFrUtC5s8MbwVhB8qBWXCAD5Py5/C8yZM8em2yqPo/jggw+oZ8+e7jw2AEAZSVciQAUeEECShtViyVvICBBfWEwW3ZOWeYFSE6MNt8+1pMBiI0KpZkJJ+jsiLEQsAHiqWae4DwVU8QSQ3kjM6Sbuw3PJJZfQW2+95c5jAwCUkdPZJb6ffIvx151waTlPV3//xg7k7YuLFD/M4TM5dgWQOqeshiKAVJ8GAO4EVWAVXABxmToAwL9RfT/Ozs5yFo76yhEY1bxQ/u5IuHAzRntkWc4Be4DilJSXvkEiAO4e2MugCsz/QRwYgAqGKlA84QFiASGtN3Fe8v/Y+4/aUXTruCUNWD0+Chcj4BXQCLECRoC4V48r090BAL6DBQpPgvdUCkyKK/6yj1Jma/kiAuRI3KWdM3d9rqWkvwDwJGHwAFU8AcRzvpwB/2UB4Hv0Ze/uNkFzDyAmLirMq3/zLkeAzpkjQNL/w4ZttRcQAJ78HcX1sIIIIJ72DgAIDLLyCjwmgDi9Nm72Vp/00gk3yCnYE0C8/lSW2QheM8FskmbD9m2fr6ZH+zfx8JGCYEUtg4cJ2v9x+hts3759YqwEVC0A/g1XZ6m4MwW24XAGrdx3Rtyv6kUDtN0IkB1xd9bS/Zpfkmjp+tyqVgKtHdcf32HAY6ARYmAR4kq3Zx5ZoY6w0E9cBwD4YwrMfVVgatVVlJd76Rh5gPIKHAugxJgICkFaAvggSolfNf8nxJXQt8rcuXPFvC0AgH8hZ38lxoS7vQpMjSapRmu/iwBlm9OASZZzAIA3UDuMwwTt/6BQD4AKxllLE8Qa8VFuT4Gp5fVNUuLIVz1WJHK6uz0RiKnvwJuovrhCL/+DADwogDh0rA8fI5wMgP9xRgogS/WTO03Q2YoAenJgM/LVmAGJPXF3NqdAS4EB4AsBJIfxggpgguYU2MiRIyky0mx8vHDhAt17770UG2s9C2jWrFnuP0oAgNOcyfFcBEj6i65sV4uqxHpXXBj2AbIrgGQECCkw4Js0LTqOVyABNGLECKvHt9xyiyeOBwBQTqT/hTsgy1A8T01XzcDlTYFVjvL+NHVjD5DxRUb+942p78BX5BZYFyMA/8Ppb4cvvvjCs0cCAHALp7LyrCJATEFxMUWGhLotBabO1vLHCJA0R2PqO/AV2XmIAPk7+HYAoIKx19LtmDsfS9yVBtMiQD4QQK50gpbrIzCQCfgIpMD8H3w7AFCBSD9/QUSAuD6hTWqC23sBSYN1gg+8NYadoO0YvGV1GCJAwFcgBeb/4NsBgArE9mOZ4rZBcqzwv8i0kbsqwdLPm9Nr1eO82wW6zBEgCCDgZR6+tIn4vRszuIWvDwWUAhyCAFQgtqdlamMfGP4iLswvcksKLK+wiDYcyhD3q8V5f8K6YSfo0jxASIEBLzN6QFN6sF9jiO8AAAIIgArENksEqGXNeCVtVOSWbtCT5u3S7vtLBEgdzcH8/d9J+ue/k5Rj8SrhIgR8AX7vAgMIIAAqYAqsVS1VAJU/BcZl9J8v2689ruYDAWR0UWGj6dGMXKqVECUas46YtrrU1wAAAINvBwAqAGnncun5Odto/6lsKwEUaREA5U2ByeaKzJ29GlBUePlL6l3FSMxwxKvna4voi38P0Llcc/8jFfn5AQBAD74dALDDlMV76LN/9lEgwAJg+vID4n5KfCRVrWyO0IRb5meVNwIkewtx9+dx/2tJviAyzL7oevG37bTT4n9SgQcIAGAPpMAAsBNReWO+2fNyc7d6FB3h/YiHK+xQLv7qFGqZAssvLF8Z/ElL9Vc1i7DyBaVFc+T8LxWkwAAA9sC3AwAGpJ27YNVbx99RzcCd6lexEQD5booAJcf5brhoadEcdVCr9hoIIACAHfDtAIABR8/mavdPZJov/v4IX/TTMy9ox9ikemV64cpW2vOaCbqcHiAZAUr2YQSIZ5kZVYJJMgw8QEiBAQDsgRQYAAZwZZHkoyV7qGuDruSP3D59Da3af0Z7/PmILlZT2qUAKK8HSBqMk2J8FwFiKjkRpVJBBAgAYA98OwBgwInMkrTX4l0ntRlY/sS+k1lW4oepkWDdoNBdKbDzFyxDUH0wBV5FsTfZcBoCCADgAvh2AMCADJ2hdvmeU+RP5OQX0iVv/W217vkrWtpc8GUVWHnL4P1GADmIAck5ZSoogwcA2AMpMAAMyFD63jCHFU+QP7D0v5Pa/WHta9FLw1pTXJTtgFKtCqzcESCzIDR6D6/iIAJ0KstWAEWE+nf1HgDAd+DfIwAclFTLkQ9SAPgLO4+f1+6/fm1bu8JERoTKa4LO9JMIkErvJskUF1lyPKezbVNgMZEQQAAAYyCAAghOY7z463ZavDPd14cSNBGgulVirFJA/sIuiwAaN6SFwwaBJSZok5tSYOF+EwCaPqorrRh7qfYzOm0QAYqN8B/BBgDwL/xCAE2ZMoXq169PUVFR1K1bN1q92nqej8qnn35KvXv3pqSkJLH079/fZvuRI0eKuUDqMmjQIAp05m5Jo2n/7qdR09f4+lAqNDz36sDpHHG/jiaA/CsCdMzSp0he/O3hPhN0gd+ZoLkkvnJkGEWFh2hzwfTI5wAAQI/Pvx2+//57Gj16NE2YMIHWr19P7dq1o4EDB1J6unGUY8mSJXTjjTfS4sWLacWKFVSnTh267LLL6OjRo1bbseBJS0vTlu+++44Cnez8kihEpp9dkCsSszaU/C41qhbrlxGgU7IzcylDSUs6QbvHBB3vYwFk9DnsRcC4ZRD/8wMAAH4pgCZPnkx33XUXjRo1ilq2bElTp06lmJgYmjZtmuH233zzDd1///3Uvn17at68OX322WdUXFxMCxcutNouMjKSatSooS0cLQp0wkNCbFIgwP2sO2guLR/avhalJkWL+/5UBm8ymbTGhNXjrcve9bhjGjy/n/z8vk6BFRtk8hDlAQCUBZ9+c+Tn59O6detEGks7oJAQ8ZijO86Qk5NDBQUFVKVKSft/GSmqXr06NWvWjO677z46ffq03X3k5eVRZmam1eKPnFcuwv6WkqlI7E03T1Tv16w6VY4MtzIB+wPclFCmtJIrO25MGGkRBxcKyiaAPlm6ly59628qsigPX6fAWqeap9zfelG9UiNAiP4AAPxWAJ06dYqKioooJSXFaj0/Pn78uFP7ePrpp6lWrVpWIorTXzNmzBBRoddff53+/vtvGjx4sHgvIyZOnEgJCQnawmk1f0SddVReUyuwz75TWeK2UbXK2gX/vMGYBV9x3NKkMSE63KEBmkmKMQu4nccz6f/WHaG8QuO/AXu8Oncn7TuVrXluosN9W1X10c2dRL+jcf9rUWoESIo2AAAwIqBLJF577TWaOXOmiPawgVpyww03aPfbtGlDbdu2pUaNGontLr30Upv9jBkzRviQJBwB8kcRpKZhCiGAPAILBNlPhtNfWZbIz/7T2SKNJFNKvmRnmjn92bh65VK3rRpr9ggt33taLJw6u69vI6feRz9clMWgr6MqbEof2bOB1brSRCAAABjh02/z5ORkCg0NpRMnTlit58fs23HEm2++KQTQn3/+KQSOIxo2bCjea8+ePYbPs18oPj7eavFHrARQcflMrcCYdMtQUa6e4uhJnSpmD5DJRNTr9UW07uBZHx8h0bZj58Rtq1ql/55W1aXI5m1zLrLK7Ek3R8Ikvk5/2UPt9sz6LCYCgggA4OcCKCIigjp16mRlYJaG5u7du9t93aRJk+ill16iefPmUefOnUt9nyNHjggPUM2aNSmQkdEIBhEgz84AS4mP1FooSBHEE9ev+Wg5/bElzafHuO1YptMCSD+9PdYFcZBmKbWXxFn8UP5GpJKWi40Io89GdBYVYE8Pau7LwwIA+Dk+j+dz6ol7+3z55Ze0Y8cOYVjOzs4WVWHMbbfdJlJUEvb0PPfcc6JKjHsHsVeIl6ws83+rfPvkk0/SypUr6cCBA0JMDR06lBo3bizK6wMZNSWBCJBnWGRpMllDqa6acXs3q22+XX2IfAVXZG1PkwIoweUIEEeynEXfWTnMMlfM31AjPrGRodSjUTJte2GQ06k+AEBw4vOY9vDhw+nkyZM0fvx4IWS4vJ0jO9IYfejQIVEZJvnoo49E9di1115rtR/uI/T888+LlNrmzZuFoMrIyBAGae4TxBEjTnUFMmoVGEzQnqmu+nL5AXH/4ibVtPUNkmPFRVY22jOaOeUt9p7MEoNaechpk5TSPUApcVGGBmpn0HdW9tffOTWqFWsZjRGNNBgAwN8FEPPggw+KxQg2LqtwVMcR0dHRNH/+fKqIWEWAytnZF9jy2+ZjlJ1fRE2qV6YH+jW2em7m3RfR1R8up8JiE+1Iy6S//ztJfZqWiCRvMWeTOf3Wu0k1p8y/ISGV6IuRXei+b9aJUvjTWbbzsuyh3/aS5t7/vM4Qo8wD487QAAAQECkwUFYTtH/+Nx7I/L7ZLC6u7lhbCAeVtrUTaesLJSnUEdNW02Pfb/SqEOX015yNR7Umjc7Sr3l1Wv7MpVo/I2ebIp7KNkeAOtVLojt6NaCHL21Cfh8BwuwvAICTQAAFrAcIAsidHD6TI8rEuYrof22NzfJR4aHUuV5JR/GfNxyl79Yc9toxsniRM8ouaV7dpddyzyCp6c7m5NN9X68Thm5HfYFOWEzQI3vUp+f+19Jvy81l2oup7KeVagAA/wMCKIBQ51EhBea+2VIsBHpPWiwet01N0AagGvHRLZ1oRPeSLsR/ulBWXl5kSiouMszlkRTcxDAxxmyI3n0ii/7YelyU9G86bC6pN+LAaXMDxPpVzfPQ/JUYJeqDFBgAwFkggAIETlvkKYMg/dWQGmj8u/eUVW+fhtUcG4t5+OgLQ1vTn49dLB6v2n+Gcg2mkHuC05aUlL6yy1mqxJpf9++eU3Z7/XCajY3WbAiXZu/6yY4nzvsarvwyug8AAI6AAAoQ9F15UQbvHtbrGhs6G+1go3RqYrSIIM22+HI8yWf/7KPrpq6wEjKuUtXyOk71SXanWw/V5XEZPPvrri/XaoLP1wNQXYkAqekwAABwBARQgKCfRo5GiO7t/CxxZrwEww0Sr+9sHpcybdl+8iTs03n59x3a46q65obOIsXdxsMZ2rpzOdYzzp6dvVXcrj5wRtwOauW4I7s/oEZ9KsMEDQBwEgigACE7zzrNAhN0+dKJUxbvoa1Hz4lUj0q7OqU3F5QM72IWQDws9EKB59Jgm49Y+3Q4KlMWGlazjW5lXiiwSn/pWx1e7INSf1dJsnibmMQyRscAAMEHBJCX4YvMR0v20tcrD7r0ulzdBbasJugF209QvzeX0PpDvp9p5U32n8qmsT9voTUHztAX/+6nN+bvov+9v4wycvOtGh5yWstZeFwGV1fx1HE2Fnvy2CW9GifT7bphoM5i5G/iyjIJj/pQfWZM8xpx5O+kxEfRa1e3EdVqrrQHAAAENxBAXmbD4Qx6fd5OGjd7q/CPOIt+24IyRoDumrFWXFCf+HETBROf/rOPvl11SPho/txWMnx35T5zqufZy1vQt3d1c2naOW/bpb65LN4VQcsieMmudKebEmZaolRXtqtFX9/Zzek0nVMRICUC9t8Jaz8Qz0CrneS8IPQlN3StS89f2Yri/dyvBADwHyCAvMxypQKH+7GUVQCVtww+M9faU1TROXI2V7u/ziD61bVBFaqZ4PrF/r6+5o7R/7f+iDAQ931jsYgyOeKjv/fSyC/WCBHsDFKkcLSpPNStEkNhugaPamsFKYAGt65Bvz3Ui355oJdLghAAAAIJCCAvs/dkSTrjjKWs2Rn0DevKYoJWRVN8dHCZRc8q59poIGhiTNnEBXdJ5oowToNxVI0bFd7y2Sqt3JzTnRzxUZk0b5e45V48KruOn6fZG45abc9l6l/8e8AtAig8NMSmx5HqAZICqGlKHLVOTShztRkAAAQCwXUV9AOOnDV38tVflF2OAJUhBXZGiTiFVvD/7Flcfrh4D53MyqPnr2hlMwQ0IjSEGlWvLOZ6laeyiklNiqbdSj8d9tEUF5voZosQYm/RoNbG1VRchTVvWxpd2iKFBr6zVBM6PL4iIyef+k/+262iNV4nori6kI81v6iY/t1zWhNAAABQ0YEA8jKHz+TaNLZzBr5AlbcPkJruYGFQUdly5ByN+XkzbT2aqYm9U7rP++XtXen8hQK6+6t19PAljcvVQdgodaam3LYczdAEkF7I3v/tOovw2KKtm778gBBA/+mM1eWNADH6FBgHmw6fzaE+b5QMHW6T6nwlHAAABCpIgXm5/PrE+ZJIxNsL/tPKp/m/cEe+Hn11TmmdoLlx3qB3loouxzznilNoquE1I6fAKv3hLTxZLs6cyLxAV3ywTBM/zCyRVrLernP9JLqsVQ3a+dIgGn1Zs3K9Z62EKJt1F79hHq3BpGVcoHUHz4ifMR+fioy6qPCk+W3HzgmB5m4B1KNRVe1+ZJj5z//uGeu0dc1S4qhuVf/u/AwAAO4AESAvcjor3+pCzP1j2CPyaP8mdN3HK0TaZt6jvQ2HTrpigubUiWycx3OuZBdgfcRp7Kwt9MFNHclbcPXbJ0v30Uc3dxTiwxM4KkfnEmn25bBvh/0wcsBpealZSuk8CzBebupWl67qkOrUPhfuSKd6OiFS1v4/Kvf3bSx6/QxsXYNGTFtDeVl5tEup/ppys/d+HwAAwJcgAuRF9GkYZt7W40L4cKSGy9Nf/q2k46+rHiA24s7dkkY7j1uXM9tLt/22OU1EgW79fBUNm/KvS2X5rsIGWxZ7fIyLdqZ77H1OZ9tP7Y0Z3IJWje1PU2/p5Nb3rGkQATKCy/D1peZ64izTzLlJo9qjh2leI57KS3REqIh4taqVYOUp4hTg3lcvL3OJPQAABBoQQF7k5Hnbi3ORyaRN3Wa+WnnQME0kPUAybWEkVjjtdf836zXzrTNM+GUb/bP7lBiPsN1iCHYny/eeoskL/hPVTZKZaw7TA9+uJ0+gem+MGhfyVHR3l3arAoh75zji2Z9tS9/7NivpttzCInLSzl2wSYG5e86V2jOnZc14cW4AACBYgADyItJ4rBpuecjp/lMllWH2+gNJwSNLk/WzwRhOLzEcZWGi7aR3OA3Tv0WKuP+zIkx2WgQQp4kmzdup7ac83PTpKnpv4W76cMleq/W/b05zmx+Ij7X+M79Tz9cW0ZfLzSXjRniqp41qgu5cr4p2/90b2jv1+m4NqtL9fRtRUkw43d6rvlh3LCPXakzHT/f1IHcjo01M0xqI/AAAggsIIB9EgAa2qkHXdqot7nN59gFl1AFzNrvArgCqWtm+ANKnubo1rEKtU23TJiyiuNmdnk1HMoR/iCNILFgajZ0rhEpZ4Ndd+cEyh9sYperKghRXRzNyKV2Jss1+oCd5A04rtatt7pvzWP+mFB8VRl3rV6G2tROttmOvl6RhcqxVg8KnBjWn9c8NoK4Nqmo/y4//NgtarlJj35K7UUviUfoOAAg2IIC8CJcX39a9HvVukkxvXNuWosJDhClanc5tNwJkSYFViY3UStq5YV7aOXPKx6iiKzE6nGbe3d1qXed6STSqZ31xDHq+W32Y2r+4wGrd6B82lumzcopLP8RTj4w4lYecfOOO1l/d0ZXa10mkz27rLEq/nxxYvkqv0vjx3h607Ol+ooLq32cuoRl3dLWKsDD39mlEm5+/jGbd38PKBC7Nzhyh4ihQsq4nUZyHxjuoVWUQQACAYAMCyIvwZO0Xh7amYR1SxcWuTpL5wrdMGY9RWgosWabALhTSZ//sp+4TF9EPaw7TxkPWIopJjIkQ6baejUtKn9+7sQPVToqh6vFR2pyntrUTyF52SF9+L+EGgjxXbOdx50UMe3BWj72UrmhnHlg5d+txum3aapG++mNL2SJNh86UpA/v6dNQuy+HmvZvmSJExwP9zCMrPEVEWAjFRIRpgoWry1QBxP4aXse+m451k6zMxtwoUcK/Fz/cc5HVEFKjGV7uoEXNkuggBBAAINiAAPIh+vJp2aTOqEN0ns4DxBGhV+aaK8ae+mmzEBJ65EW2kih8LpmcLeES+Af7NaZ3hrenqpbIkh4+JP0YDmbUF2vEZPmR09bYPGevv1CzGvFCeHWqa04NLf3vpFiYZ2aVNAJ0hUOnc7TomipyainnVgoTb6O2M9D7sYa1r0XTRnamf57qZ2Nu5qntH9zUQXvcXend4054uCr3MOKoIMZeAACCDfQB8iHVdKmORtUqi54sp7LsR4CSSrlQVY+L1HwwPRsnaw0YJWqlD6eIeJGvk2X6vE33hlVFZIp90AdO5VAzJSLByNES+hETzF5lLIRKA0uqh4WQnrIaouX710qMEtGVOQ/2dFt/H3ei92yFhYbQJc3NRnQjGlePE9E6Tol5SsBxCmzxk30pPAT/BwEAgg988/kQfWO7wW3MvhDp61HJLSh0WNklB3r+cE93YcR9aVhrLbXCKa/SUCvTNowfQF/f2U0YeZktR81enr0ns+iHtYdFR2NnB76qdG9kFmQXNaxi0z2ZI1yT/9xFufmuCSEuF1crsdh4rDcf+5KRPcxVXez9KkuEpneTkhJ5T0WpQlD+DgAIQhAB8iHJloou5qWhrbT/9H9Ye4ReuaqN1q148a50mrvFPDm8gR0/CIuV7++5SHhIHlGqjZinBzWjM9l5dHM3+xdhNuKuPnBG3I+ziCGeCM7reCwDV61d+pZ5MGeIzjDEXak5oiHZnX7exmvCrx/Yyhzx4GP87u6L6J6v1onuyON/2SbWv7doDyXHRdJt3c2iwRnSMnJdakbobZ77X0thOO/aoKQ8HgAAgO9BBMhPIkDV4qKsfCtzNh4Tt1zpxX4bCXtdvhjZRZhune1zw76bL0Z1FYZge4zoUZ+GtK1JP97bXduPbOqXnmndwHHJLutOzjd8slLc8ryr3zYfowXbTlg9P6RNDbqjVwOr46tXNZbmPXqxjdhhT8/xcxfo9ulrhPAzgkv1v/h3v+iVIyNANfxUAHE6kSe9e6qSCwAAQNmAAPIhvRona9GWpimVqVH1kujO6v1ntKGlahUZl0jzpPCtzw8UHhFJeW0cHO2ZclNH6mJJezFVLR4l/XiJDbqKs7UHz4qOz9d8tIIe/HaDmHEWHlpJNALkiq9RPRs4fO8Xrmyl3T9xPo9e/n27GJehCj+Vaf8eoBd+3U69Jy0WvX8YVTwCAAAApYEUmA9hgfHP0/1Eg0Su/JG+jzmbjtH5vAKriqqYiFCacXtX7bUcAeJt2b7xxvxd9LwiItx2fBbDNQ9xVU3KUnToOz7rDd1D26eKpTRuvage5eQXiWGpPC2dS/yNTMQ8H4tN23ssKTbuVC1HX9RQqtsAAACA0oAA8jHcq4cXyRUWAcRTzTn9lZlbaNO0TuV/bWuJxRPIrtOcZrrkzSU2z0eEhgjjtdp9WdLEhb4ybMKVnY5ZAMUqVU/SX/T0/22m37ek0WUtU2w6XnNmTS3vBwAAAEoDKTA/o1Ut81DK3elZtGr/GS0CpA6u9Bbq3LFjFq+NCg9mvadPI+2xTOcxzVJcmy0l/UYc0VH7CP214wTtPnFeiB/mz+0n6Khu4Cn3MDLyRAEAAAD2wFXDz2AvixxTwRd+ORAzPtr7wboqMREixaaidiU+n1dI9aqUlNi/enWbMkWAZAqLe96oaS3m3q/X09UfLbfaVt97qEaCcRNHAAAAwB5IgfkhckTGc79s00Y6+CICxKknFiZq9IfTXipszL66Y6pIYbE5W/UAuQJXiLWrk0hLdpk7Q6vw3DM93L2YzdfMRZYBogAAAICzQAD5ITwzS284tucB8jSpSdFWAkj2JpJw6mny9e2t+hllXii0mnXlLM9e3sJQABlxQ9e6Yq7a/607Qo8OaOryewEAAAhu/CIFNmXKFKpfvz5FRUVRt27daPVq27lWKj/++CM1b95cbN+mTRuaO3eu1fNsHh4/fjzVrFmToqOjqX///rR7924KFLhvjz1DsreREShJWGgletTSaPGajrVttr+1e/0yDx7ltNnEq9uI9gAPXeJ4H0Pa1KSWteJp/BUtrbpYAwAAAAEhgL7//nsaPXo0TZgwgdavX0/t2rWjgQMHUnq6cRO85cuX04033kh33HEHbdiwgYYNGyaWrVu3attMmjSJ3nvvPZo6dSqtWrWKYmNjxT4vXLA18vojRl2NnSkn9wQNkq0jOU2rx4kBqjPvvoheuaq129/vxq51xRiO0QOa0qLH+9DTg5prz13XqbYozR97eXOKjvCvWV8AAAACi0omDpf4EI74dOnShT744APxuLi4mOrUqUMPPfQQPfPMMzbbDx8+nLKzs+m3337T1l100UXUvn17IXj449SqVYsef/xxeuKJJ8Tz586do5SUFJo+fTrdcMMNpR5TZmYmJSQkiNfFx9sO7vQ06ZkXqOurC8V9Hh9xbac6NMBBF2dP8tf2E3TnjLXiPpuz37uhQ6kDWd0Jd3u+5K0lVDkynH59qKc28wsAAAAoz/XbpxGg/Px8WrdunUhRaQcUEiIer1ixwvA1vF7dnuHojtx+//79dPz4catt+GSw0LK3z7y8PHHS1MVfRmR0bVDVZ+KH6d6oqkiDtU6NF40YvSl+ZFXcosf70qIn+kD8AAAAcBs+FUCnTp2ioqIiEZ1R4ccsYozg9Y62l7eu7HPixIlCJMmFI1C+hCuiHr6ksTASX93BN6kvSWxkGP01ug/9dF8Pu7PGvCGCfFEFBwAAoOLicw+QPzBmzBgRLpPL4cOHfX1INPqyZkJ4eDviYgT7bSLD4LkBAABQcfCpAEpOTqbQ0FA6ccJ6ejg/rlGjhuFreL2j7eWtK/uMjIwUuUJ1AQAAAEDFxacCKCIigjp16kQLF5oNv9IEzY+7d+9u+Bper27PLFiwQNu+QYMGQuio27Cnh6vB7O0TAAAAAMGFzxuocAn8iBEjqHPnztS1a1d65513RJXXqFGjxPO33XYbpaamCp8O88gjj1CfPn3orbfeoiFDhtDMmTNp7dq19Mknn4jn2afy6KOP0ssvv0xNmjQRgui5554TlWFcLg8AAAAA4HMBxGXtJ0+eFI0L2aTM5ezz5s3TTMyHDh0SlWGSHj160Lfffkvjxo2jsWPHCpEze/Zsat26pCfNU089JUTU3XffTRkZGdSrVy+xT26cCAAAAADg8z5A/oiv+wABAAAAoAL3AQIAAAAA8AUQQAAAAAAIOiCAAAAAABB0QAABAAAAIOiAAAIAAABA0AEBBAAAAICgAwIIAAAAAEEHBBAAAAAAgg4IIAAAAAAEHT4fheGPyObY3FESAAAAAIGBvG47M+QCAsiA8+fPi9s6der4+lAAAAAAUIbrOI/EcARmgRlQXFxMx44do7i4ODFdHrimvlk4Hj58GHPUvAzOve/AufcdOPe+I9MPzz1LGhY/tWrVshqkbgQiQAbwSatdu7avDyOg4T8Gf/mDCDZw7n0Hzr3vwLn3HfF+du5Li/xIYIIGAAAAQNABAQQAAACAoAMCCLiVyMhImjBhgrgF3gXn3nfg3PsOnHvfERng5x4maAAAAAAEHYgAAQAAACDogAACAAAAQNABAQQAAACAoAMCCBhy9OhRuuWWW6hq1aoUHR1Nbdq0obVr12rPs3Vs/PjxVLNmTfF8//79affu3Vb7OHPmDN18882iP0RiYiLdcccdlJWVZbXN5s2bqXfv3hQVFSUaak2aNImCmfr164vmm/rlgQceEM9fuHBB3OefS+XKlemaa66hEydOWO3j0KFDNGTIEIqJiaHq1avTk08+SYWFhVbbLFmyhDp27CjMi40bN6bp06dTsFNUVETPPfccNWjQQPxON2rUiF566SWrlvr4vfcc3Lzu0UcfpXr16olz26NHD1qzZo32PM69e1i6dCldccUVolEgf7fMnj3b6nlvnucff/yRmjdvLrbha8zcuXPJq7AJGgCVM2fOmOrVq2caOXKkadWqVaZ9+/aZ5s+fb9qzZ4+2zWuvvWZKSEgwzZ4927Rp0ybTlVdeaWrQoIEpNzdX22bQoEGmdu3amVauXGn6559/TI0bNzbdeOON2vPnzp0zpaSkmG6++WbT1q1bTd99950pOjra9PHHH5uClfT0dFNaWpq2LFiwgK++psWLF4vn7733XlOdOnVMCxcuNK1du9Z00UUXmXr06KG9vrCw0NS6dWtT//79TRs2bDDNnTvXlJycbBozZoy2Df88Y2JiTKNHjzZt377d9P7775tCQ0NN8+bNMwUzr7zyiqlq1aqm3377zbR//37Tjz/+aKpcubLp3Xff1bbB773nuP76600tW7Y0/f3336bdu3ebJkyYYIqPjzcdOXJEPI9z7x74O+HZZ581zZo1S3y3/Pzzz1bPe+s8//vvv+J7Z9KkSeJ7aNy4cabw8HDTli1bvHQmTCYIIGDD008/berVq5fd54uLi001atQwvfHGG9q6jIwMU2RkpPhFZ/gXmv+41qxZo23zxx9/mCpVqmQ6evSoePzhhx+akpKSTHl5eVbv3axZMw99ssDjkUceMTVq1Eiccz7H/AXBF2bJjh07xHlesWKF9uUWEhJiOn78uLbNRx99JC4k8jw/9dRTplatWlm9z/Dhw00DBw40BTNDhgwx3X777Vbrrr76avElzuD33nPk5OSIiyGLT5WOHTuKizXOvWcgnQDy5nlmwct/cyrdunUz3XPPPSZvgRQYsGHOnDnUuXNnuu6660QKpUOHDvTpp59qz+/fv5+OHz8uQqNq6/Fu3brRihUrxGO+5dAo70fC2/OYkVWrVmnbXHzxxRQREaFtM3DgQNq1axedPXuWgp38/Hz6+uuv6fbbbxeh6nXr1lFBQYHVeefwcd26da3OO4eSU1JSrM4pz+zZtm2bto26D7mN3EewwimXhQsX0n///Sceb9q0iZYtW0aDBw8Wj/F77zk4RcspSE6FqHAKhn8GOPfeYb8Xz7M/fA9BAAEb9u3bRx999BE1adKE5s+fT/fddx89/PDD9OWXX4rn+Q+EUS+y8rF8jm9ZPKmEhYVRlSpVrLYx2of6HsEM5+YzMjJo5MiR2jnhLxT+8nF03ks7p/a2YZGUm5tLwcozzzxDN9xwgxCV4eHhQvizJ4W9Dgx+7z0HD57u3r278FzxIGoWQyz++WKYlpaGc+8ljnvxPNvbxps/BwxDBTYUFxcLdf/qq6+Kx3wh2Lp1K02dOpVGjBjh68MLGj7//HMRfWCzIvA8P/zwA33zzTf07bffUqtWrWjjxo1CAPH5x++95/nqq69EtDM1NZVCQ0OFSf/GG28UkU8APAEiQMAGdv+3bNnSal2LFi1EdRFTo0YNcauvPuLH8jm+TU9Ptwlzc/WAuo3RPtT3CFYOHjxIf/31F915553aOj4nnBbjqJCj817aObW3DVd0cMohWOFqORkF4jTirbfeSo899hhNnDhRPI/fe8/CVXd///23qCY6fPgwrV69WqR8GzZsiHPvJWp48Tzb28abPwcIIGBDz549Ra5WhX0RXJ7KcJkw/5KyX0LC6RPO/3IYm+FbvlCr/70tWrRIRJc4nyy34ZJM/pKTLFiwgJo1a0ZJSUkUzHzxxRcizMzl7JJOnTqJ1Ix63vnnxMJUPe9btmyx+oLic8riRopa3kbdh9xG7iNYycnJET4GFY5E8O8sg9977xAbGyv+CWOvCKfghw4dinPvJRp48Tz7xfeQ1+zWIGBYvXq1KSwsTJQFcznqN998I8qmv/76a6tSycTERNMvv/xi2rx5s2no0KGGpZIdOnQQpfTLli0zNWnSxKpUkqsLuFTy1ltvFaWSM2fOFO8TTCWpRhQVFZnq1q0rqib0cBk8P7do0SJRBt+9e3ex6MvgL7vsMtPGjRtFaXu1atUMy+CffPJJUUU2ZcoUlMGbTKYRI0aYUlNTtTJ4LhPmFgJcNSfB773n4N8/ribi388///xTlFlzVVB+fr54HufePZw/f160yNiwYYOo5po8ebK4f/DgQa+eZy6D5+vMm2++Kb6HuO0ByuCBX/Drr7+KCymXPzZv3tz0ySefWD3P5ZLPPfec+CXnbS699FLTrl27rLY5ffq0+KPgXipchj1q1Cjxx6fCfSa45J73wRcf/uMLdrjnEn8x6c8nw19C999/vygx5S+Uq666SvQLUjlw4IBp8ODBou8GX8Aff/xxU0FBgdU23Feoffv2poiICFPDhg1NX3zxhSnYyczMFG0HWGBGRUWJ88Il2GopL37vPcf3338vzjn/TnIp9gMPPCAupBKce/fAf/v8/UK6hf8B8PZ5/uGHH0xNmzYVP3NuzfH777+bvAmmwQMAAAAg6IAHCAAAAABBBwQQAAAAAIIOCCAAAAAABB0QQAAAAAAIOiCAAAAAABB0QAABAAAAIOiAAAIAAABA0AEBBAAAAICgAwIIgCCiUqVKNHv2bPJn+vbtK6awe4PnnnuO7r77bq+8V6AxdepUuuKKK3x9GAB4DHSCBiDAGTlyJH355ZfiflhYGFWpUoXatm1LN954o3hOHfB5/PhxMYwwMjKS/BWeKs1DX+Pi4jz6PnwumjZtKobHykG/khUrVlCvXr1o0KBB9Pvvv5O3ef7554VQ3bhxI/mK/Px8MRxz5syZ1Lt3b58dBwCeAhEgACoAfKFOS0ujAwcO0B9//EH9+vWjRx55hP73v/9RYWGhth1Peval+OGLammwgPO0+GE+++wz6tGjh434YT7//HN66KGHxETrY8eOkb+iTtt2NxEREXTTTTfRe++957H3AMCXQAABUAFgUcPiJjU1lTp27Ehjx46lX375RYih6dOnG6bAWIw8+OCDVLNmTYqKihJCYOLEiVbbfvTRRzR48GCKjo6mhg0b0v/93/9Zve/hw4fp+uuvp8TERCFchg4dKkSYhCNQw4YNo1deeYVq1apFzZo1E+s//PBDatKkiXjflJQUuvbaa+2mwM6ePUu33XabiFzFxMSI49m9e7f2PH8+fv/58+dTixYtqHLlypogdARHNoxSPFlZWfT999/TfffdR0OGDLE6f8ySJUvEuVm4cCF17txZHBMLqV27dllt9/LLL1P16tWFmLvzzjvpmWeeofbt21vtp2vXrhQbGyuOv2fPnnTw4EHxfi+88AJt2rRJvA8v8hjkz+TKK68Ur+PzyvC6Ro0aCdHC5/irr76yOhZ+3ccffywEMR8vnyeOcu3Zs0ecb94Xf4a9e/davY7Pz5w5cyg3N9fhuQQgIPHq6FUAgNvhKc5Dhw41fK5du3ZiMryE/+R//vlncf+NN94w1alTx7R06VIxQf6ff/4xffvtt1bbVq1a1fTpp5+KadDjxo0zhYaGmrZv3y6ez8/PN7Vo0cJ0++23mzZv3izW33TTTaZmzZppE9T52Hhi9K233mraunWrWNasWSP2w+/F77t+/XrTu+++q71vnz59xFR2yZVXXineh49z48aNpoEDB5oaN24s3p/hSfbh4eGm/v37i32vW7dObM/HYg+eZl2pUiXTypUrbZ77/PPPTZ07dxb3f/31V1OjRo3EhGz9NO1u3bqZlixZYtq2bZupd+/eph49emjbfP3112Ki/LRp08S5e+GFF8TUbP55MAUFBaaEhATTE088YdqzZ484d9OnTzcdPHjQlJOTY3r88cfFdOy0tDSx8Dr5M6levbrY7969e8X2s2bNEp9/ypQp4r3eeustcX4XLVpk9bPkidw8cZ23GTZsmKl+/fqmSy65xDRv3jzx/hdddJFp0KBBVuciOzvbFBISIj4zABUNCCAAKrAAGj58uBADRgLooYceEhdA9eKuwtvee++9Vuv4on/fffeJ+1999ZUQO+rrWfhER0eb5s+frx1bSkqKJoiYn376SYiBzMxMw/dVBdB///0njuPff//Vnj916pR4jx9++EETQLwNCwkJiwF+X3ts2LBBvObQoUM2z7GQeeeddzShkpycbCUApAD666+/tHW///67WJebm6udpwceeMBqvz179tQEEAsw3p4FlBETJkzQtlXh1zz66KM2x3vXXXdZrbvuuutMl19+udXrWMBKVqxYIdax2JN89913QrTpSUpKEuIMgIoGUmAAVGD42sfpDyM4PcUmW06ZPPzww/Tnn3/abNO9e3ebxzt27BD3OUXDKRRO8XDaiRdOg124cMEqldKmTRuRmpEMGDBApNs4pXbrrbfSN998Qzk5OYbHyO/Fxu5u3bpp66pWrSqOWR4Hw2kdTgFJOK2Xnp5u97zIlA6n4FQ4jbV69WphIGf4vYcPHy48QXrYaK6+HyPfk/fD6S0V9TGfJz7/AwcOFGmmd999t9SUnYTTbip8Hjh9psKP1fOjP15OO8qfjbqOf3aZmZlWr+P0p72fDwCBDAQQABUYvghyJY8R7BXav38/vfTSS0IQsJdH9eKUBntlOnXqJESUuvz333/CPCthf4kKC6b169fTd999J4TD+PHjqV27dpSRkVHmz8lVYyos+hwVuCYnJ2v+IhUWOmwaZ78Six9e2F/z008/0blz5+y+pxSZxcXFTh/zF198IXw47L1hzxFXpK1cubLU1+nPp7MYHa8zn4Gr8qpVq1am9wTAn4EAAqCCsmjRIlHifc0119jdJj4+XkQ4Pv30U3ER5gs9X/Ak+gsyP2YDrRRQbEZmo2/jxo2tloSEBIfHxsKif//+NGnSJNq8ebMwTvPx6uH3YkGyatUqbd3p06dFhKVly5ZUVjhaxJ99+/bt2jp+nxkzZtBbb71lJeg40sWCiAWbs3CEas2aNVbr9I+ZDh060JgxY2j58uXUunVr+vbbb8V6jpgVFRU59V58jv7991+rdfy4POdHwpE8jgrxcQJQ0Qjz9QEAAMpPXl6e6GvDF80TJ07QvHnzREUXV/1wBZURkydPFhEYvrhxr6Aff/xRVJJxRZKE13HKhXvicKqK00MyHXTzzTfTG2+8ISq/XnzxRapdu7aoYpo1axY99dRT4rERv/32G+3bt48uvvhiUdk1d+5cEXWQFWIqXCnG+7/rrrtEFRNHj7iaiqvdeH1Z4c/LAmzZsmWiSk0eF0eE7rjjDhsBxyKSP/e9997r1P65hJ6Pmc+djPCw0OO0H8ORt08++URUc7G4YkHHYlL+rOrXry+2YQHG55E/t732BU8++aSI3vHPkT/Tr7/+Kn4Gf/31F5WXf/75Rxyzml4EoKKACBAAFQAWPCxm+MLJJeCLFy8W/Vu4FD40NNTwNXxR5QgMX6S7dOkiojAsRtTGiVyOzeXi7B/h6AhHQWRkgX033Cenbt26dPXVV4tIBIsHjhhwdMUeLLD4An3JJZeI13DHYd5vq1at7KaKONXGYo49SJza4uPUp71chUvT+bPJlA8LHBYQRtErFkBr164VIsYZWBxyZOeJJ57QUo3s+ZGeIz53O3fuFPvl1Bd3o37ggQfonnvu0d6Pf47cz4nTT46iTyzg2EP05ptvinPIQpHPGZe3lxd+XxZyAFRE0AkaAGAIe0J+/vlnLUJS0eCvPjZXP/bYY5rp2ZOw+ZsjbPoePf7Ktm3bhEhlT1dpKU0AAhGkwAAAQSvwOA3FPil3w1VTHNniKi+OwHEkhVNSCxYsoECBq9I46gfxAyoqiAABAIIyAuRJuKqOy9s3bNggUoLsbxo3bpxIFQIA/AMIIAAAAAAEHTBBAwAAACDogAACAAAAQNABAQQAAACAoAMCCAAAAABBBwQQAAAAAIIOCCAAAAAABB0QQAAAAAAIOiCAAAAAABB0QAABAAAAgIKN/wc5XJfKFlQAQwAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J224054.61+030902.0_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J231924.35+052524.5_esdL1_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J231924.35+052524.5_esdL1_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: SDSS_J133348.24+273508.8_sdL1_OSIRIS_GTC65-13B_Primeval-I.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: SDSS_J133348.24+273508.8_sdL1_OSIRIS_GTC65-13B_Primeval-I.fits\n", + "Reading OSIRIS FITS file: ULAS_J001931.33+063111.0_M9_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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k37Kzs+mZZ56hCRMmWHydjIwMcZJSUlJs+F0AAAC4L8UJd5YuckbIz8+PLl26ZHJ9QkICeXsXOa6yq40bN9K0adPos88+E91sPP7jjz/+oLfeesviY7iQOigoSH+Kiooq0WMGAABwVbkmXWOkvUCI62zGjx9PycnJ+uuSkpJElqVr165kL9zx5eXlZRKE8eUKFSqYfcykSZNo0KBBNHz4cGrUqBH1799fBEYc7OTm5pp9jPze5MncMiAAAAAUnXFxtHGGSBOB0MyZM0VwULVqVTFvjE/VqlUT7eyzZs2yz1ESka+vL7Vo0YLWr1+vv46DGb4cExNj9jG86SPXEalxMFVQpTpnvAIDAw1OAAAAYIdZY46Pg4peI1SpUiU6cOAA/fjjj7R//37y9/cXXVzcjWW8uaKtcev8kCFDqGXLlmLvIG6fT0tLE6/PBg8eLI6PMz6sT58+otOM65e43f7UqVMiS8TXy4AIAAAAHEOTGyqy0qVL01NPPUUlbeDAgXTlyhWaPHmyyEA1bdqUVq9erS+g5k0T1RmgiRMnij2D+Ct3tZUvX14EQe+8806JHzsAAIC7U5wwI+ShOMNuRk6Mu8a4aJrrhbBMBgAAcOfOX0ujDu9v1F9e+fzd1LBSEDny87vINUIAAAAArjJrDIEQAAAAuO30eQRCAAAA4KD2eQ0GQtw6f/HiRf1lHl8xZswYmjdvnq2PDQAAAFx61phCmguEeGzFhg0bxHnu3OJNFDkYev311+nNN9+0xzECAACAC1CcsGusyIHQoUOHxB4+7Oeff6aGDRuKKe+8r9CCBQvscYwAAADgmlVCpLlAKCsrS+y+zNatW0f33XefOF+3bl0xbwwAAADAuq4x0l4g1KBBA5o7dy5t3ryZ1q5dSz169BDXx8fHU2hoqD2OEQAAABwkN1eh5Xvj6OzVtGI/l0t0jb333nv0xRdfUMeOHcVYjSZNmojrV6xYoV8yAwAAANfw+4F4GrN4H3Wamb8Rou1qhDQ4YoMDoKtXr4odG8uVK6e/nkduBAQE2Pr4AAAAwIH2xibZ7LmMp807w9LYHc0a44Gl6iCIRUdH2+qYAAAAwEl4enjY7LlMMkJaLJYGAAAA9+FpuzjItCbI8XEQAiEAAACwzNNMJMS1PfM2naYdZ6+TWy6NAQAAgHvwMJMRWr4vjqatOibOn3u3t9XPhaUxAAAA0HyN0PYzRcsEWaJoNSO0c+dOMWbj8uXLlJuba3Db7NmzbXVsAAAA4IQ1QvHJt220oaKivUBo2rRpNHHiRKpTpw5FRESQhypSVJ8HAAAA18wIJSbfuqPnMl4Kc3wYdAeB0EcffUTz58+noUOH2ueIAAAAwKkDoeRbWe7bNebp6Unt2rWzz9EAAACAUzEXCN1pt5fxw5xhaazIgdCLL75Ic+bMsc/RAAAAgNPXCCl3GMAYP84J4qCiL42NGzeOevfuTTVq1KD69euTj4+Pwe1Lly615fEBAACAk+wjlJuriMt3GsAYZ5KcIA4qeiD0wgsviI6xTp06iWnzKJAGAABwXR6qj/ms3Fzy8/QqxpKW8YaKivYCoW+//ZZ+/fVXkRUCAAAA96kRytGldO64Rshk+jxpr0YoJCRELIsBAACAe9UIZeUoxasRsuIapw+E3njjDZoyZQqlp6fb54gAAADAKTNC2Tm5xcrkmG6oSNpbGvv444/p9OnTYjPF6Ohok2LpPXv22PL4AAAAwIEUVbAil8bU8Qtnh6ytF3aJrrF+/frZ50gAAADA6eSqopUsfY2QYhAceXtZGQgV8NyaCYR4WQwAAADcQ4466NHVCKkDmGwRCN3p9HmNDl1lu3fvpqNHj4rzDRo0oGbNmtnyuAAAAMAJKIph+7zxdUXJ6pjMGtNiRognzj/88MO0ceNGCg4OFtclJSWJfYUWLVpE5cuXt8dxAgAAgAPkqiqa9TVCZuqGrOIK7fPPP/883bx5kw4fPkzXr18Xp0OHDlFKSorYbBEAAABcc2ksS3aNqSKaogRCpjNXNZgRWr16Na1bt47q1aunv45HbfD8sW7dutn6+AAAAMCBclWxSrauRkgd/BQpEHKFjFBubq5Jyzzj6/g2AAAAcM2lsexcRdT1qGOfomWEjEdskPYCoXvvvZdGjx5N8fHx+uvi4uLEVPrOnTvb+vgAAADAgXLVHWI5ufrdpc0tnRU9I6RoLxD69NNPRT0Qb6bIozb4VK1aNXHdJ598Yp+jBAAAAMe3z+cqJhmg4tUIkfZqhKKiosTu0VwndOzYMXEd1wt16dLFHscHAAAADqQYtMrnt9DfWY2Qou2MUFZWFnl7e4uOsa5du4oOMj6VZBDERdmcjSpVqhS1adOGduzYUeD9ubV/5MiRVLFiRfLz86PatWvTqlWrSux4AQAAXKVGKFdR9AXTNskIKRrLCHFBdJUqVSgnJ4ccYfHixTR27FiaO3euCII+/PBD6t69Ox0/fpzCw8NN7p+ZmSkCNr7tl19+oUqVKtH58+f1+x8BAACA9UtjeYFQ7p2PyXDCnaWLXCP0+uuv04QJE8T+QSVt9uzZNGLECBo2bJho2eeAKCAggObPn2/2/nw9H+fy5cupXbt2IpPUoUMHatKkSYkfOwAAgBYpiuF5OW9M3Ul2511jGi2W3rRpE0VGRlKdOnWoefPmBid74ewOj/VQL8N5enqKy1u3bjX7mBUrVlBMTIxYGouIiKCGDRvStGnTHJbRAgAA0Jock6Wx4tQIFXxZE8XSffv2JQ8P66bM2tLVq1dFAMMBjRpflkXbxs6cOUN///03PfbYY6Iu6NSpU/Tcc8+JWidLw2MzMjLESeJuOAAAAHeVa7A0xrtLF6NGyAmXxoocCL3xxhukFbzBI9cHzZs3j7y8vKhFixZiz6P333/fYiA0ffp0mjp1aokfKwAAgPMHQopt2+e1uDRWvXp1unbtmtnuLL7NXsLCwkQwc+nSJYPr+XKFChXMPoY7xbhLjB8ncat/YmKiWGozZ/z48ZScnKw/XbhwwcbfCQAAgHbk5hoGLnLemP52pTjt86S9QOjcuXNma2x4OenixYtkL76+viKjs379eoOMD1/mOiBzuECal8PUoz9OnDghAiR+PnO4xT4wMNDgBAAA4K5yjZbGjDNAxu30WssIWb00xoXH0po1aygoKEh/mQMjDkh4h2l74tb5IUOGUMuWLal169aifT4tLU10kbHBgweLFnle3mLPPvusKO7mkSC839HJkydFsfQLL7xg1+MEAABw2fb5XNuN2HCGWWNWB0L9+vUTX7lQmoMR4/2FuDV91qxZZE8DBw6kK1eu0OTJk8XyVtOmTWn16tX6AurY2FjRSabeBZuDNp6D1rhxYxEkcVD06quv2vU4AQAAXIViNGC1OF1jxjmhbCcY1m51ICSXlzjrs3PnTlGz4wijRo0SJ3M2btxoch0vm23btq0EjgwAAMD15KgCHQ6KilMsbXzXlFvZpLmusbNnz5otlMZuzQAAAK7fNZZdnK4xo7veSDffuOTUxdLvvfeeGHUhDRgwgEJCQsSy0/79+219fAAAAOBEQ1ezjZazirIyZryzdNKtLNJcIMRjLbj2hq1du1ZMoec6nZ49e9LLL79sj2MEAAAAp9lZWilG+7zh5SQnyAgVeWmMi5RlILRy5Up66KGHqFu3bqJYmgehAgAAgOvIVUUv3O5uvBRWlBZ443smpWswI1SuXDn9JoOcCZKzv8SbgxleAAAArj1iI9c4I2T9c8mgKcDXy2kCoSJnhO6//3569NFHqVatWmKHaV4SY3v37qWaNWva4xgBAADAQXINaoQ4I3TnO0tL/j5elJ6ZQxnZGmqflz744AOxDMZZoRkzZlCZMmXE9QkJCWKgKQAAALhqjRCZ1AjdSdeYl2fe8HbjoEoTgRBvnjhu3DiT63nTQgAAAHC3GiEqcteYj5fnHWzG6CSBkHrUhhrvOF2qVCmxPGbvURsAAADggPb5XIWyPIrfNZafEdJgIMSjNjjoMa4Sl9fx17vvvpuWL18uCqsBAADAdZbGyGT6vPXPJUMHby9dIOQEQ1eL3DXGewe1atVKfE1OThYnPs+t89xOv2nTJlFEbW75DAAAAFxrZ+ncO2if99ZyRoiHls6bN4/atm2rv65z585iWeypp56iw4cPi6nwTzzxhK2PFQAAAEqYoj7Ps8aUYuwjpLuvt25AujMEQkXOCJ0+fZoCAwNNrufrzpw5I85za/3Vq1dtc4QAAADgMIpRRsg4eCnaiA3DpTF+bFECKacIhFq0aCFGaVy5ckV/HZ9/5ZVXxJIZO3nypH73aQAAANAuRRWncDaoOO3zMhKSS2NFfrwzLI19/fXX1LdvX6pcubI+2OE9hapXr06//fabuJyamkoTJ060/dECAACAQ5fGso32/inaiA3DpTHGNUfeeRtNayMQqlOnDh05coT++usvOnHihP66rl27kqfuG+POMgAAAHCxpbFcc8XSRXkuw6WxvMdrLCPEOODp0aOHOAEAAIDrUoyCnhwbdI3JfYSYcWCliUBo/fr14nT58mXKNUqRzZ8/31bHBgAAAE42ayzLBvsIyZ2lxeO1FghNnTqV3nzzTWrZsiVVrFhRbKAIAAAALkopbMRG0WuENJ0Rmjt3Li1YsIAGDRpknyMCAAAAp10ayy7O0pjurhwGcSzET+XojFCR2+czMzMNNlMEAAAAN5k1pnD7vOHSmNHFgp9L99XTw0PfOZattUBo+PDhtHDhQvscDQAAADgVRZUTKm5GSEZVXFUjO+g1t4/Q7du3xYiNdevWUePGjcnHx8fg9tmzZ9vy+AAAAMCBFFWcUvwaIdIHQnkZoVztBUIHDhygpk2bivOHDh2yxzEBAACAk3aNZdtgHyEP8hA1Qs4wgb7IgdCGDRvscyQAAADg5LPGSF8jxFkdvqkoS2P6+3JGSNdCn6O1GiFLb9Kff/5JDz74oC2eDgAAAJxQrmppzFcXyNxZRiivYFrzgdDZs2dp0qRJVKVKFerfv7+oHwIAAABXrREi/dKYDITUGSM+v/H4ZUpIvmX+uXRfeQ9COXjV0YFQkZfGMjIy6JdffhHDV//991/KycmhmTNn0pNPPkmBgYH2OUoAAABwgq4xRT993sfbkygjf7nr079P0sG4ZFpz+JJYNjs7vbfpc8muMdWmiprJCO3evZuee+45qlChAn344YdisCpPnee5Y927d0cQBAAA4IJyVXEKBy1y+rzMCHHJ0NmraTTzrxMiCGKFlQ1xoCQDoWytZITatGlDzz//PG3btk1MmwcAAAD3K5bO0QUuPt4e+tszsnOsfC4yyQhpZvp8586dxXIYD1rl8RqcBcKcMQAAANemqM+Loau6QEhfLJ2/XFb4c8kNFT3yM0JWPtbhS2Nr1qyhw4cPi2zQs88+Kwaujh49WtyGgAgAAMBFKYV3jd1RRsjDOTJCReoai4qKosmTJ4tuse+//56uXLlC3t7e1LdvX5owYQLt2bPHfkcKAAAATjN01ZeLpXWBzK3M3KI9lxPVCN1x+3zXrl3FzLH4+HhRO8T7CLVq1cq2RwcAAAAOlWtQI5Q/dDW/fZ7odlZRM0L5S2Oamz5vrFy5ciIQ2rt3L+3cudM2RwUAAABOuY9QTq5pjdBta5fG9DVCGssIxcbGWvVkzZs3F1/j4uKKd1QAAABgtZu3s2jnuetFGoB6x/sI5RoujXFgdDsr9467xjSxjxAveT399NMFZnySk5Ppyy+/pIYNG9Kvv/5K9jJnzhyKjo6mUqVKiZb+HTt2WPW4RYsWiaJu3v8IAADAlby18ggNmLuVFu28YPPnVgyKpc1lhIhumVkaK2jJS50RcnQgZFX7/JEjR+idd94RdUEcgLRo0YIiIyPF+Rs3bojbuaOMM0IzZsygXr162eVgFy9eTGPHjqW5c+eKIIg3duQ2/uPHj1N4eLjFx507d47GjRtH7du3t8txAQAAONLPuy6Kr5OWH6JHWlexYyCkUJasEVLvI2QmEMrKzSU/Ty8LO0t76LvGHD193qqMUGhoKM2ePZsSEhLo008/pVq1atHVq1fp5MmT4vbHHntM7Dy9detWuwVBjI9hxIgRNGzYMKpfv74IiAICAmj+/PkWH8MjQPj4pk6dStWrV7fbsQEAADjC9bRM/XletrJ1hkUxmiVm2j7PS2OmgZC5/YH0S2Ni+rzMCFm3rOYUs8b8/f3FhHlHTJnPzMwUwdb48eP11/F4jy5duogAzJI333xTZIt4FtrmzZtL6GgBAABKxrXUDIPL56+lUfXyZezTPp+bX9ysXhozVyMkM0dqMkbz9PRQTZ8nbQ1ddRTOQHF2JyIiwuB6vnzs2DGzj+GhsLwb9r59+4o0VJZPUkpKSjGOGgAAwL6Mg5CTl1NtGwgpZL59Xr2PkJmMUKaZCEcug3F5UP70+Vxtt887q5s3b4pRIFzAHRYWZvXjpk+fTkFBQfoTbyIJAADgrIxb12/ezrZj1xiZdI1Z2kdIjuIweC5dIMT1QZwVYsgIWYmDGS8vL7p0KW+yrcSXK1SoYHL/06dPiyLpPn366K/L1UWdvBs2F1jXqFHD5HG89MYF2eqMEIIhAABwVsZBSHqmdYEQ1/r8ti+O7qoeSpHB/lZnhIxrhCy1z8vMkfFrMu7iRkaoiHx9fUW32vr16w0CG74cExNjcv+6devSwYMHxbKYPN13333UqVMncd5ScOPn50eBgYEGJwAAAGdlHISkZVi3ueHryw7S2J/3i9b7gqhrrzmQMa0RMl8sXVCNELfOe2qpfZ7xjDGeKcbBiKNwpmbIkCHUsmVLat26tWifT0tLE11kbPDgwVSpUiWxvMWt/bynkVpwcLD4anw9AACAVhkHIWkZBWeELlxPpz8OJuj3HPrzUGIhr6CYDW5kIGRpaSwz2/LSmLpGKFsrgdDFixepZ8+eIjPDy02cXencubO4XFIGDhwoBr1yUJaYmEhNmzal1atX6wuoeQds7iQDAABw20DIwtLYV5vP0LW0TPr637OUmW39cpSiilPUj1MXS5sbsWEuIySzP9wx5izT560OhHivHl6K2rJlC/3+++80ZswYsa8Qb7LImaL//e9/FBISYt+jJaJRo0aJkzkbN24s8LELFiyw01EBAAA4xm2joCbdzNIYt9S//cfRO3p+xUInmI9uH6C8pbGit89rataY/s6enmJ3Zt49mouNt2/fLnZ4/uKLL8RO0/fccw/NnDkTs8YAAABKiPGuzqlmMkIbjl0u8DmUArIy6tsyssxlhIhuZVrXNSazPxwDucT0+Xr16tErr7wiskQXLlwQ9Tu8aeFPP/1kuyMEAACAQpfGZGCRbqZGKD75doHPkW4mkJHUcUqGagksv0Yof2ls8VN3Uf2KgSYZIb7P9jPXxNKcOFYP58kI2ax9vnz58mL3Zj4BAABAyZDLUiGlfenKzQyzXWMJhQRCSbeyqLSfd6EZIblxIrfOq4emykxRKR8v/ZKZOhBae+QSPfX9bv1lbp93iYwQAAAAOEdGKCQgr3nJ3C7Picm3CnyOpPT8eWXG1GGKXALjZTE5IiNvxEaOKhDyNAmEuEtNjYMgZ8kIIRACAADQMLksFRzgYzEQUmeEAny9qJLRBorJt7Isv4Bimn3irI8ujjEYseFvEAiph7UaPqWoEdLS9HkAAABwTrK+h5fGzLXT89LT5ZS8GZrD2kXTplc6UY1ww1lkyelZReoaM8wI5W+oWMrHk3y8TTNCxi3yomtMTp83U1RdkhAIAQAAaJhcripnIRC6np4pAhiOW8b3rEdhZfzohXtrmtQIFaWjjAMhXRwk9haSq1t+nBHSpYoMiqWNHq/eR8jRGaEiF0uvWLHC7PVc+MS7OdesWZOqVatmi2MDAAAAKzNCobpAyLiVPVG3LBZa2k/f8t4yOoQ2vdyJZqw5RisPJBS4NGauhIeLpWVGSN1xJjJCuqWxTHWmx9zSmNZGbEj9+vUTQY9xhCiv46933303LV++nMqVK2fLYwUAANA0zp68+usBurtmGD3QorJNnlMOWdUvjWXn6j+P+evE5YfE9RWDShk8rkpoAIWXzbsuqcClMdNAxcdMIMRxDQdIcmlMPXTVeHNFkRFykkCoyEtja9eupVatWomvycnJ4sTneWPFlStX0qZNm+jatWs0btw4+xwxAACARv265yIt2xtHLy3Zb7caIQ4sZKHyznM3aN+FJHG+Z6MKJo8N1hVYJ98qoGvMTJzi583t84azzbhjjIMvc+3zN29nW14a01pGaPTo0TRv3jxq27at/jqeOcbLYk899RQdPnxYDEN94oknbH2sAAAAmiaLlovr9/3xtO7oJXrvgcaqpTE//e3cxcXLYIkpectiTaOC6bmOhnVBLMhfBkLWFUtL/Nxeutme6kCI+Xiado2lG9UteamLpbUWCJ0+fZoCA/N2jVTj686cOSPO16pVi65evWqbIwQAAHAR6mUm3qXZzzsveCiq53/aK75WDyujXxrj7A6vNnFcIcZu+PvQDd1OzpHBhstixhmhpAKWxsxFQrw0JqfHp+kCsVK6JTEfbw+TAa3qZTKT9nmtLY21aNGCXn75ZTEFXuLzPGqDl8zYyZMnKSoqyrZHCgAAYCcXrqcXaSL7nVK/xnVdkFIcB+OS9Rkhf18vsY8Pk/v6yNcI1m22aCkjlFRAIGRuOnxeRkjXNqZTyleXEdKtmWXnqgMhM+3znhrdR+irr76is2fPUuXKlUWHGJ/4/Llz58RtLDU1lSZOnGiP4wUAABfBhbw8euHc1TSHHseR+BRqP2MDPfTFVpPMha2pg59rqcUPhC6l3NYHQrxRYimjQEjuGC13nbbZ0piXJ3nrlrakUrrsFt9mvDSWpQqKjIuls7W2NFa3bl06cuQI/fXXX3TixAlxXZ06dahr165iOr3sLAMAACjI9rPXacR3u8T5c+/2dthx7D5/XXzlouI9sUnUulqIXV6Hgyyu6yksIzR+6UG6cvM2zRvUUmROjKm7tq+mZuiXlgJ8vfWB0Fsrj9Db/RrRdV2mRy6BGQvWBUgFBkIWMkLeus98des807fPGyyNGT4HL4t5O8mssSIFQllZWeTv70/79u2jHj16iBMAAMCdZmIk2e7tCOrxE7xEZq9A6OTlVLqqygKZG4XB9T4/7YgV548l3qT6kaY1uRmqAEM/zd3Tg0r7elFpv7xAaMupa3Tfp/9S48pBBh1lljJCqRnZostLBjHWZISMl8Z4aY55m+kaM8608Y/aU4sZIR8fH6pSpQrl5Jj+8AAAAIqiXOn8LEXKrWwKspC1sJed564TfxTHJeUPJE0oZDhpcciiZkt767AL128VmjFSb2Aosy6Vy/mTt5cnBZbyMWhZl11qcr8gY4Gl8sMArhMqXza/80wyV8KTlxEyvzRmbuhqllGw4+lEGaEi1wi9/vrrNGHCBLp+PS+VCAAAcCfUH7DqYKQkXLmZQQPmbqUH526lc9fS9dfHq7JDtpaWYZhE4MCDl7bUOCOVfyzm3xPZrq5WLay0QYZHitU9X3igaYDDvL089dmia2kZVi2LWSyW9jGsEVIvhxlnhPixckNGTWWE2KeffkqnTp2iyMhIqlq1KpUunffmS3v27LHl8QEAgItSZzYSU26ZXQaylx1n8/8zfzQhf4kuwY4BmXEAwzs+82n3xC4UWiYvULl4Iz8Qirth/lh4GctYLd0QVeNASC6jhZvJ9EhhZXxF9unqzUwioz0XLTV0mSuW9tPXCOna5w2WxoynUeQvoZnrSnP6ERsAAADFpR4Oqg6KSsKRhGT9eXVRr7peyNbkfjvGNh6/oh+3oR5+amlpzFxGaGCrvC1rzC0vcvbGOEBSCyvjRycupdKVVNPv3VKIwgNejZfGSvt667NMpktjphkhyjUfJDl9IDRlyhT7HAkAALgV9XBQ40Gh9nY9zXyXlHEgdPBiMp27lkZ9mkTavEZIildlodSjKMxlfixdX6O8+YyQNYXoYbpslMgImXmsOTzgVe4sLVUJCTBYGuOuQIv7CHl4kIdW9xFiSUlJYs+g8ePH62uFeEksLi7O1scHAAAuSt01Za6DqjD8If3tf+fov9OFTzLgLArvWSRrVYxna8kiYW4jH7Vwj3hebkvv8+m/Yhfn/bp5XbasEZLkGAx283aWxflclp6Hj10GOuYCof7NKhV4XOV13/s7q47Ssr0XDW5TCgiejDNC0bo6JfVu1bxHFP+cjOuA8vYRIqfYWbrIGaEDBw5Qly5dKCgoSGyiOGLECAoJCaGlS5dSbGwsfffdd/Y5UgAAcN1A6A4yQjxQdMqKw1btQ9R3zhY6dTmVZg5oQg+2qEw3jDJCdSuUpduZOXQzI5tWHkgQJ+4qk05cuklNooKpOMwtaRl/7+rgx9L9ja/v0SC/sKduhfw6q68GtxR7Iz3doXqBx1Up2F9//sXF+6lvk0r61nZL9TthZf1MiqWrhuZlhDrXizBo769ULv/5JX6oh4enUwRCRc4IjR07loYOHSrGaPCgValXr15i8jwAAEBJ1Ahdvnm7wFZ0iTuzOAhiW05dpd/2xdHWM9cM7sPt51XD8j7IJQ6GpAsWCpeLIs3C0pj6e09RZYQKWxrjAuip9zWgyX3q62+LqRFKL3evQ4+2qUKd64XTuO51qKyqpd6cKN2SlrkOPkurVlxgbZwRkpkgDpA4sJRBnrkaIDF0VasZoZ07d9IXX3xhcn2lSpUoMTHRVscFAAAuTp0JUQdF1pK1KHLUROVyAWJPGuPdmI13TZ78W14WyTgrwtmYQ3H5HWRq568VfwxIuoWlMXVmzJoaIZkRurduOA1pG21y+8hOplPmCxIVYpixOXn5pklwZIyX4Ixns5XWFUurN1fkuij1zDH10pj8OWkuI+Tn50cpKaa/KDxuo3z58rY6LgAAcHHqTMidZIQM2u+Tb9OcDaeo/pTV9Pv+eIsByJkrqWbHSfDyTXVdjYtaOV2Wg/cdKi6eNs+Mp2ZYWhpTn//zYALN+uu4mCafqssslfYrci7DrOjQ0lQxKH+FJzE5o9CMUGlfb313mCQHvsq5ZzLIM5cR8tDy9Pn77ruP3nzzTTFug3GBFtcGvfrqq/TAAw/Y4xgBAMAFqTMed1IsrX48L+e8v+Y43c7KpaV7Llpcktp/Mb9tXq1ScAANaBlF7WuFGVzfvEo58dV448M7Iff0MQ5g1N/7NdXrpGZk6dvon/1xD33y9yn6cN0JfUbIVoFQKR8v2jCuI3VvEGHS3aZYKJfmbI56aUw9MoP5+3jrg1Xj1vn8pTGNdo3NmjVLTJcPDw+nW7duUYcOHcQE+rJly9I777xjn6MEAACXc0M3EPROAyF10fDJS3k1QOy8andmFqvaOVpqEBlIHz/SzKBGiJeDvn+yDY1SLS01ryoDoUybBUJljQIYGXhwtidFlQXioI5rn9arBrXGJd3Wd40ZP09xg6GQ0n4mXWnmkjWyE19dLO3nbRhOyIwQB0LmMkLq6fOOzggV+V3kbrG1a9fSli1baP/+/SIoat68uegkAwAAsBZ/8Bena0wdCHFXl3pMBQcXPI2dl8s4U2SMW73DVINIIwLzl4YqBuefb6brFLuRnila742Xg4pC1tQYZ3I44GFnrqbp29nlUhx/j+ri5SupGfpAxFYZIamMbmCrQUbITLYmQLcEps4I+enmjJksjXGNkKsFQlK7du3ECRyDfzk/Wn9STBa+t25+qyIAgLOSH6pcUsHnObiQUi3smWOMAwP+kOXnSFVlLtSBUFaOQs8v3Ev3N69sNghi9SsGiinz3epHUPXyZQyyG2VUAUbjqGBR08Of1dfTMy0OLy1KjVAZ1aBTdeAh54zVKF9a7CfEAZIYnKqqT7p6M0MfiMhJ87YSoCt2Vi8lmgtRZCF0QRkheZ+Zf50wOzqFH+osgZBVoe2iRYusfsILFy6IbBHY19/HLtOH607SEwt2OfpQAAAKxcXMLd5eR6/8ckAEQbwUJpeK5Lyvwj4QuWC42Ztr9V1f6oyQenAqW3/sMo1caHn2ZcNKQSK7M29wS3qtZ12D22rq5nbJoEguGZnbebko5PerDrQYvxcr9sfTmMX7xGUeglrGz0dfByUnyMuMkCz2Lmhsxp0orQus1Etj5sp35HBV9W7Vcs6YcUaImfuc4iDIW0uB0Oeff0716tWjGTNm0NGjR01uT05OplWrVtGjjz4qlsmuXTPcnwFsz54TkgEAbG3rmaui6HfJ7os0Y81x/Rwt/izkwIA3MpR7/VjCgQ0P8vx+23mL+/LIKewFqRNRltrVCLV4e4PIIJr7eHP6fdTd+j1zbFEwrV8aU7WZM878vPDTXv3lsn4+VFaXNRKBkGq/JH4Obm9ngTYPhLxNN2wsIBBSM14aU3eQmcNBlLNMn7cqEPrnn3/ovffeE7VBDRs2pMDAQKpVqxY1atSIKleuTKGhofTEE09QlSpV6NChQ6KzDOzL8tQYAADno1762nbmmn6mV8Ugf/2OxPHJt6xaupFZBHVGSWpRtRytGGW+bOOu6iH0YpfatHxku0JrfXo0rEiNKgcZzuIqZiCkzwgZLY0Z4yBIZo34fbtmVKjNS392yQj55nd6SeZ2llZneywtjRW2hOipxenzHNzw6erVq/Tvv//S+fPnRddYWFgYNWvWTJw8jQawAQAAGHeI8TLZTztixfka4WX0/7Ezt1fP5pNXxHLatP6NxM7FsmWe53OZC4QiAv2oceVgkRk6qys+ljrVCaenO9Qo8rEXNSPEozn4s51rkMxlhIyXxoxxpkfehzNlcrfpLvUiaJ2qgyywkB2jiypAF+CotyUwF6K0Mfq+zB3LvfXCC3wtXhrTZ4QK2BXcKYulOfDp16+ffY4GrFbAIGEAAKcjl8IYZ4OW7olTFQZnWwyERv64R7SUD1uwUwQ50slLNynDTMu97P7qWKe8PhC6r0kkJd3KosExprswW0NmhNS1OpZw4fOAuVvF+YNvdDMYb6EvlvazIiOkyxql3MrSByZcu2QQCPl722VpLN1C19hzHWvQgYvJNLpLbZPHGmen+D2bN6gF7T5/g77YdMbk/hwEyRohB6+M3XnXGDiWBxbHAEBDklQdYmpd60XQ5lNXLQZC6lUT2WbOeJiouYwQz99iPG+Lb+eusI51Cs5OFKa2bm7Wv6euisBAXSRs7MyV/CzUycup+g0ZWYbu+Atb0uLgSe4RdDnltv49UO98XcrH06Qup7j8dMtb6tEZ6hjllR6GReXm5oypdWtQQWSxLAVCsmvM3AiOkqS5taw5c+ZQdHS0GPjapk0b2rFjh8X7fvnll9S+fXsqV66cOPFeRwXdHwBAq1YeiKf/TucFFM7oumppTJ1haFszrMAaHN5Tx9w8sm+2nDM7nT1clxHieiJeTituEMQ4mPL19qRjiTdpzeGCZ2qqC75PJOa39LMM3RKQuWnsxhkhWQgth736eHlQZdVMsGD//D2QbMXXXCBkZbbGUnBnPPct//r89nkHx0HaCoQWL15MY8eOpSlTptCePXuoSZMm1L17d7p8+bLZ+2/cuJEeeeQR2rBhA23dupWioqKoW7duFBeXl5LVMiyNAYC65mbUwr306JfbC5zC7ki8xGNMBkCBqg4pY9xKLqkzQNxCzhkXNiSmqvhQbRoVTI0r5RU421JwgC/1b1pJnN8Tm1TgfWNVu1ofV+1txJkkGWDwLtYF4eLxUN33fU437JWzRDLbxaoUMhT1TvjoCsgzdcXYfLxyxEZhnznqn5MlshNOPB8hI3RHZs+eTSNGjKBhw4ZR/fr1ae7cuRQQEEDz5883e/8ff/yRnnvuOWratCnVrVuXvvrqK8rNzaX169eT1ql/J83t/AkA7kMW07JjCYZZCGf5+2Aue1OutI9hbYpu/5r4pFtiQ0FLGQWeFK/Wv3ll2ja+My19tm2xdn4uCO9EzbiD690/j1HH9zeYXe5Tt/SrN3lUB3HGx682pkstqlshkEJ0BdrndfsjcRDB89Ake3Ra+eozQjlirEfdSX/S4h0XxHWysNnYE+2qiSW7R9pUKfT5ywXkB0tch6TPCCmO/T0t8m/M7duW969JSEgge8nMzKTdu3cbjPLgLjW+zNkea6Snp4thsSEhphXvWubozagAwH5+3X2RHp63VdSKWKIeT7H/Yn7G4pfdF6nxG3/R/H/PkrMEQhVUoyw406LuVuIggr/PjjM3UrcPNoluInN/374a0tKktoWX0Cwtw9hCqC4wuZaWQXP/OS02cPxVV/CtJuuA2PHE/GUy3v9IstQ+/83QVjRGV4gsM0KyyJwDIblbM6tbMa9uyZZ8dUEkt+cP/26XCFBmrT0hrrP0zk7uU5/+HtfRqg429d5C/Nxy+ryjP8eKHAjxhon79uXtfqn266+/UuPGjcleuG0/JyeHIiIMx0nw5cTEgtdspVdffZUiIyMLnIuWkZFBKSkpBidn5+jNqACg6MHNsG920LmraaLVWl37YuylJftp25nr1OOjzbThmPkyAPW+L+pi3WV7L4r26zdXHnH4f5j4OFikao6XzBDkdyvl0KkrqWJJhjvLNp+8ajKDjDuNakeUNViqkZkMe5KBibpzzNzrqn+WHDTl6t53+X1wrMYBB9cdcXDTq1EF/f3VS2bq7Ik6gFw39h4a2jaaXu5uuXC52BmhnFyDIMVW5Rj8HK/0qEP3N6tEzasEk5duHyFHT6Av8m9Px44d6a677hIbLLK0tDQaOnQoDRo0iCZMmEDO6t133xWjQpYtWyYKrS2ZPn26GCwrT1xX5IzUv5SO/gMHANbjD0oObjYcvyIyH9xqXXfSavptX8G1i5wZ4BZyDp6M3cpSj5pI0xceX1J9aMfpim4dgZc9ZEaIN1CUyuk6jfQZoYxsg8Dn9JVUk6n0vKsxL6moMxDGm/nZQ6iunkld9yNnflkKhPizPVW3VCaX+rjWh7vOvhjUgna+3oXa1gjT319dRB2mqgdivFzGaoaXpTfua2DzzRTVNUL8mWIc+NiiU5l/bs91rEmzBzYV74GzZISK3D7/2WefUe/evWn48OG0cuVKsRxWpkwZ0Y3Fu07bC+9f5OXlRZcu5e+hwPhyhQr5EbU5M2fOFIHQunXrCs1ajR8/XhRkS5wRcsZgSP1LiYwQgHbsib1h9vrRi/ZR9wYVDMYXmKur4aUv3oG5fBk/qhVR1iQjxHvnrD6USM/8sNvgcfwBXkW3g3NJ47Z3+WcqXLUXkNzzp7RqR2N1wfTFG7cM9rSRbeOMAwE5c8vWbeQFZYTUH9i3dfsCqalb/BnvkcRBG++FpC4Y5kCAf9YPNK9Mv+65SJHB/gY7Z1c1KoZuYGZwqa35qgJKk8DERhkhNfXQVk0tjbGePXvS/fffL4arxsbGiuyQPYMg5uvrSy1atDAodJaFzzExMRYfx/PR3nrrLVq9ejW1bGm4rmyOn5+fGCGiPjkl1S+UTL0CgPOT7dWlfb2of7O8TiTp5CXDWVtxSaZZnI/XnxTdYU98u1N/nToQ4gnm45ceMHnc+2uOFbgEZ08yuOEPQl7W6VSnPH33RGt90KefcZXJuygbB0KGxyyDHvWYB+OBn/ag7niSjJftzAVHsltObhqp3mCRcd3Psufa0ZxHmxtcb1z03aW+YVmIPfiqXtP4Y8UW5VfGBdeaDYROnz4tAg/OBq1Zs4ZeeeUVMXqDv3Ihsj1xpob3Bvr222/F8Ndnn31WLM1xFxkbPHiwyOhIHKBNmjRJdJXx3kNcS8Sn1NSCB/tpgbrCHhkhAO0FQo/HVKXZDzUxGFdwNNGwJlFuMFg7ogxNva+BOH9aVwN04fot/YeH+gOZ/x6ox1nIEREnLqXSxuNXyJGBUGlfb6oaWpq+Gdaa7qld3mTqOf9Zu6raVPFgXJJJICQLhtWZs5JYGjO3G7R6SrtkHGzKACh/acz6hRgOFrs3iBBLaHLZyp58VDU7xoqzNMbfA3vqnuoG12t2aYxb0XlpjIOg4OBg6tq1K/Xq1UsEITyUde/e/Am6tjZw4EC6cuUKTZ48WQQ0fCyc6ZEF1JydUs87+/zzz0W32YMPPmjwPLwP0RtvvEFapt4qBDVCANrAAcG6I3nL+/UrBorlkcVPx9Cbvx+h+VvO6lvfuV7oy81n9HUhvEdLhSDT2sYb6ZmiFqigqe3RoQHUvGo5MdKCx1L0aFhwKYE9yCU+GfAYK+XtJbJFHAipJ62ra5wkWRsjl8iMMxn2whkazkKpA7N0VW2W5aUxw4yQ3DPJGhwsqgNGe/Pw8BDvpbrDLf+2O3/eTx9tLrJ7PP9Njbv85M9dczVCXBit1rZtWxEAjRkzhuxt1KhR4mRpA0W1c+fOkatSV9g7ejMqACgcb3TY66PNFJ98W4xP6Kpa6pCt0McSU0TLONcLsUNxKfmBkKrtXFq4PZZm69qbLeHAgWdUyeJjR5CZrdDShgXA6g9EzrhwsMAfmAWRgVCt8LKim44VNPLCljibow6EzC6NFZoRsn2Rs62zQplmVlCL8w5zNss4CFJ3AXK7vqa6xoyDIKls2bL09ddf2+KYwArquiBkhACcH3d7yV2H5zzW3KAwtq5ulhVvwKfemVjdSl3RTEaosCBI7hJcLTTvQ+i8mecuCbLWSd06b0x+f3ITwsExVQsMhIa3rybqjVY+fzeVFOMgxtzSmNw4Ue6aLTe7zK8Rcu4Rn74WlhntFWzmT6DXUEbou+++s3gbv1GWAiWwLXVdEGqEAJyfHAfRJCrYZLmD62bY1dRMOhSfYrZjSbZvF9WZK6n68QfJZuZ92UJhg0gTkm+ZtM4b464prmOSy2G8V5DEozN4yKo6EOL3jNvIS5JxEKPetsA4I8QbPPKypQyAknTvvT3a3m3Jx8Iyo72SbpwRyrDTTtlWH0NRHzB69GiDy1wgzTs2c1cXj7tAIFQykBEC0I7Ya+n03I97xPlaumUqNf5w5A9Z/tDcamZwarnSvgYdNgVlVXgjQjWuCeLHy5oiW+ElvE83nKLf9sWLlv3xPetS62oh4vvgvW4Y72j9z4krYmSGOL4CMkLGYyc4+OPNA6/czBSbTspASA4jdQTjgumCiqU5EDqakJ8RkjtEWzOTyykzQmQfcjdwR/6HvsiB0I0bpntgnDx5UnRwvfzyy7Y6LiiEej0VgRCAc/th+3n9+Xvrmp+GXrlcAB1NSKG9uqGeHAhc0314Noi0PEj02Y416PONp00+xLjT6Pf98dS3aaT+7wXvu8P/ibLFKAquY/rjYP5Ypel/HtOfP/lOT1EAyztaq8klOnPq6JYHJQ4YOKCqGZ63JYDkyIyK8W7P5mqE5NIY7/PEUm5l63eZ1nQg5OFht4yQo7eBsUmpfa1atcSGhcbZIrAfdfCDQAjAuXGAI/FoBXPkeIVjiTdNAqYmUXmB0KwBTfSDLlm9ioEGwYX6MZyReOLuamJJLdg/78OX/1TIpZri4AyQOggyxl1s5mqd6hewKeBDLaP0mxYaBwwRqvooc0XjJcU4o6UesKouipdbFqiLpGVGyFLBuLPwLeGlMS8tZoQsPpG3N8XHx9vq6aAQ6uAHNUIAzovrcvacz8ukLx/ZzuJ0dPWcKXZX9VDqWCdcTGiXmwje37ySCHaCA3zo4dZRoiD3mCrIGtAiilpULUeNKgWZ/C+fN3BMy8wRy2NButEWRZWRnSOO5T8zy3dqW05dFe3/atzuHlXO8s7WvC9QhzrlRZs/k8t5xu8N38dRjJfvjDNCXCvFHVDqIa0y8MTSWMGBkKba51esWGHyg+cxG59++im1a9fOlscGVmeE0D4P4Exk8fC8Tadp2qpj+vqSgsYkGH/IckbHuKian1MGCLKYmIuMJQ6a/hcZafb5edJ7WuYtup6eSdFkeYnKkkNxyfTA5//RkLbRtFsX2Kn9+2onuvu9DeL8238c1V/fpHIQNa4cTANaVi50Sa51dIg+EApWLYHVKF+G3n+wsfhezW1sWFLU09OZ8WaPMghiIbrMD2eE+PdBbnLp7IGQl4WfkfGu0DZ7PQ8NBkL9+vUz+YdZvnx5uvfee2nWrFm2PDYogLrC3pFthwBgaPPJK/T097vp7X4Nacmui/rruzWIKHB3YK4RUjO3gaI56kCooGWXiEA/0cZ+yaiY2lpc7M31L/M2ndHXdjzYojIt2nlBf/wfPdxUvweSNLpLLbq3rnXjIfo2rUQLd8RSVEiASeZsQEvHz3xsX6u8yJj4eXnSzYxs/dLYf6eu0i97LtLYrrX195XLfEm3ssTgWPlBH+jv3O3zPqpNiUtkaUy3m7Uj9xEq8k+E53uB46FGCMA5Dfp6h/g69uf9+g+PhcPbULMq5Qp8XK0Iw26yqlYOSOUP5h0TOpNSwLJGfus6D2y9fUfBnXHNz8BWUTS5T30xJ6yzrjaJl+U4o8B/k3jn7Kc7VKdOdcwXh5vD4zNWjCq5fYGKioNTznzxclfnWf+IpTHO9nyw7gTtPHdDfM+SHHDL9VQHLyaL85xsMc4qORtvi2M2kBECJ4MaIQDnx//J5eLetjXDCr1vddXOuyLrUISJ6uFWFBDLDQsTdXv6FIQ/3F/+5QD9sjs/o2Xs7pph4hgn/a++/jrOCq0Y1U7ULsnJ8q4mvGwp8vPO0v/t5SzZUd1oFLk9AQc8vJwn9z/afDKvpoqX9UpqF2xbL4152LlY2ukDIR52aq3Zs2cX53jASsgIATgfLiY21tCocNkS/oB8/t6a9Mnfp6h3o4o2P7aKuiU0cxmhEd/tosspt8XcMy5a5kLngoIgVq28+Tqjglr9XQXPHJN4J2w5VJa3J2ByCbRSOX8RCMXrgk9H1jdZy8fC8q0tps9rOhCydpCqs0e6rgT7CAE4H3M7NzeubH1gwDUm/ZpVMukgswWZEUrQbW6oPua1ukGwG49fFtkcWeCtNv3+RvTB2hN0WTc3LLqAPYFcHQcLcjipunA8WbdnkGxBD9SN5JAbSpZx8vEa6n19bDl9viBeupokpw+ENmzI6wQA56HefApLYwDOgQtjjT3cyvoiX/7PJC+p2EP+0phhRujctTT9eeNusKXPtRWZoeF3V6Pq5cvQh+vyZ5tx5sidBfh5UWZ6Lu06pw6EdBkhXa2WLIyOT7qtmYyQt4UaIXvlOfo3i6R2NUINiv5LmtU/lTNnzlC1atWQ9XES6uAHGSEA53BDt1eMegnFmvqdkiA/aC7dzBB/M+SShDoQ4mUzmb3gDrDmVcqJk3pnZTkLzN1xGzzPD+NCcil/aczDQkbIueeMMW9LXWNkH0/dU4MczbMou0dfuZL/Ax84cCBdupSXTgUHt8+jkw/AKTNC3EXlLHjJi5c9OAiSQ1DZmSv5gRC31p/WDYc1HnnB3unfSMwSe6tfQ3J3+hEaqp26b+p+/jKYkHPR5H9cy/h5aTgj5EGuyupAiLsI1FatWkVpafn/gKBkoVga3AkP+Nx17rr4qoWMUI3ypemhlpXp3Qcak7PgDJAMbvbo5pnJcRgSj/eQH+xVQ0xrgDiwOzClGw26qyq5u7Cypns2yYyQ3MYg0KgmSBNLY54WNlS0yUAu5+TC35prU38eoEYIXNF3W8/Ro19uE8W8z/ywhx6cu5WWFNLJ5GgXb+RlWmJqhNKMB5uY7BbtaDHVQ8VXnnC//uglWnM4UT/VncnuJz5u3tPH3TIDd5IRUjNZGjMaEFvGTwNLY16WusZc9+dudXjKv/zG/wDwD8Jx1GM1kBECV2sEWLY3jib/dlhcfmnJflp3NG8Zft2RS/RI6yrkrM7rNh2sEmLdZoglrW3NUPrq37P0044L4mTJ0LbRJXpcWsQjUCS5iaT8T6lsQZc1QpIWusZ8SnjEhjPwLsrS2NChQ8nPL++Hf/v2bXrmmWeodGnD9OnSpUttf5RgQj1VQ0sZoQvX0+mhL7aKP7RPd3B8kRw4n882nqKZf+V3J8kgiPGoAmcM3K6kZojBqqsPJTh1INQqOkR0/5ibZjCtfyOasOwgvdqjLo24p7ojDk9T1LtI85BbdWZNBkJBRhmhshpYGvMq4WJpZ2D1T2XIkCEGlx9//HF7HA/cQfu8+ryz+3DdSUpIvk3T/zyGQMjNJKVnipZrc23XXKfy5Lc7aUhMNG06YXmyufGYB3vgOiRLywO8z875a+livIT8PuZvOWswZJTrQJo7UZG0WtlSPmKYqRwAKtWrGEiPtqkiTmCdZlWC9ef7NIk0CIT0+wgZzRXjcSTOzqeE2+edgdU/lW+++ca+RwJuMWLDuOgeXMu2M9fEXjM8amFS7/oUFJD3P+IdZ6/T4PnbRY3E8pFtDQaMpmdm09TfD4sA482VR8w+b7+mkbR8X7xoQ87KyS1weGlx8A7LPBfqt1HtxP/mx/68j2JqhIniYO60GvrNTv1SyOO6gmF1EMT/4182sp0Yw+Cs1EHQ4qfuovdWH6NBMSh+LqrgAF+a8UBjMXy1uSooYj7ehu3zWloa8/Zyv6UxFEu7xD5Czt1Jo+bng185V5WZnUsv/LSXtp25Ljbh+3lXfg3KnA2n6HZWLl1NzaCle+LEfY/Ep4hsJgcfchaT2pbX7qU21UKotK8XvdStDvl5exL/2sfpCpJtjQMs3mE5MeU2zVh9XNQprTqYSJOWHxLHycGcdDwxb7YUqxOR32b+Zr8GVDPcPhsi2ooc33FP7fLUpnooLX2uHfVvVtnRh6VJD7WKoifvrmaS5ZSBOl+vHoSr5aUxTxcOhJz/pwJW7COknSyLTBnL7BAK7l3H4fhk/fgF9s6qo6IriTuRuC1bmr32hDgVpG6FsqJz6ZthrSg9M0fsgcN1Nycvp4rlsWjVgFJbd3zJrqrI4PyszukrqQY7CKs3IfTUFZdy3Vu/ppXI2fEeQLys87ATF51rDQfpauqMJWeF+D8AWi+W9nDhP9XO/1OBwvcRUldOOzk/1f+c+AOSaxbANcjxDJFBpfSDPXcZjWzg+oMsC7+vDzSvTCm3s2jTiSs0pkttcV2Ar7c4MRkIXbhhfZ3QrL+O0/qjl2nBsFYWd3jecuqq2CRQnZXi4+fhp9Ke2Bu081x+RojvO/ef02LPlaMJKeK6/s0qaSKw5x2Rh7dHMbS9/q4xdRaI64RkIFRa97vszLzccGnM+X8q4FIZITXenh6BkGvgbkBZKzOsXTWRDTIWHRpAf7zQnhpMWWNy2/KR7ahxpSB9dsWcCN2srMtWjnjg5SwZzIz4fjctf66tWJ7760iiWL7iHZX/O32NftoRKyZrF/TP6Nv/zhtktdi7fxoOJuXxE+CejDNC6iUwdeeYrJlzZj6WlsZcuKoBgZBGZav+V62lfYRuZeYYbD5m/ThKcGZcAyT1b15JBOpcYzP38Ra098INeu3XgzTpf/VF18yGcR3po3UnRIFui6ohRd7ATr38VpAzV/OXr/ZfSKInv91Ffx+7bPa+6n9Ca8bcQ90/3GRw+xFd1oe7g37fH2/2OYJLO/+HHJRMIKTeQVp9m3E7vTPyRkYItCJHoxkh9T4wXPsB2rdweywt2plXGD2yUw1Rz8NbI8jtEbieh2tn5LJRtbDS9OHDzYr8OuGBeYHQFSsDIa7rUbMUBKndVT3EYMZWVIg/XU/NpDTd7+pLXWuL8Rlf/HOGGlcOou2qAmotFMKCffh5Gy6NqTPd6kZZLvzX6ogNDxcOhFw42eVG+wgpWg2E8ocVgvb8dTiRpvx2SGzCJw1oEWW3P6IyI8SbF1rDeNyBORWDSokWcjmJfWjbauLrN0NbUcNKgSKjNe3+RvoaJg7quH7p6Fs9aPHTMW7zQQEF498x9Y/fUlG0Fn5HvC2O2CCXhf/CuEJGSEPF0rdVWSD1MhnY3rK9F8WS1HMda9ILnWva9I8w76nz1Pe7Da77cXgbu3RzGQ+5vGplRihFFwh1q19BdLSdu5ZOw9pF02NtqlKX2f+I274Y1IIaVw6mNWPai2GjzavkbYTYqW64OLEGkUHiZG636J4NK9CfhxINNtcD98P/trgjNiM71yQ7qIHYx7qMELkuBEIuMX1eO/sI3c7OcepxCVqz+/x1GvnjXnquUw0aHBOt3xl53dHL9OLi/eLyB+tOUIPIQOpSP8Jmr6veR4c1iQqmdjXDyJ5CdMXIN9Iz9RlFfx8viwGeDIS4S2r1mHtEkTUvdfH9lz7XVuxmzUEQqxmevxxmjqW9gd7u15AaVgqiAS2wD4+741ogfSCkyghpKGEvoEYIXHJnaS4U5SJVW230xv+7vp6WSe1rlS/yY9VZINQIFd8Dn28VX3lA6f4LyfR673r0/prjohNKbeWB+GIFQrznE2+SyL9r3EYu/+DfWzec+jaNFLOW7K1caV/9783qQ4n0zA+7aXzPuhZHtXCGR7Yv88Z2VULzMzqc+ZHZn+IILeNHIzvVLPbzgPbJ3zfjpTHeuJJryTho1wJvbKgI2swIKQUuYfSds0WcPzu9l/jfSUEtytbo/fG/4usvz8RQy2jru37k3kFaXRqLvZZOWbm5VKO843cO5sDk4/X5nVrs1z0XxT48PA9Luq9JJK3YH0//nrpa4AytwvA+Oi//csDk+noVy1LfEtpEMLCUt37K9/ilecfCM+u4XV/u28I7VnPWcfXBRP2+P1ro1AHXwg0D0oj21Sk4wIfa1yz6fxwdwcfC3wgXjoMQCGnFJ+tP0m/742nRU3eJf2TW7CPEBdX7YvMHAf6wPZam/XGUnu1Yg17oXKvYs8I4Q1DUQEgWsNpjaexGWqb4n5it51Dx+/jU97vEclMpH0/aNr6zmDNk7HZWjlh+UWcebO3j9SdF11TvxhXFkpcxHhEh8SaCbWuE0eaTV+hqaiY9/9NeqhBUil7pXpf8i9C9wrVGH6w9afa2RpVKrjaGl7TKBfAuvZkG87J4ma5R5SDaevoaPf71dpP/GBjPewKwN94ZXeIgnevStLoVgISMENgF/++VMyRcw1BY8DFLN5KAW5U5iCksI8TLYY9+uU3f9st4ZhL7Ydt5g0CId9Y9FJcsZubwpngRgaVEsGSOOnjh5bE72UTRHktjfPz9P9tCA1pGUdsaofTGisP0wcCmd7R8p86m3f/Zf+KY5ffNG/JxAfLcQS3o5u0ssVNsfPItWrTjghg4ujv2Bi152vpMGQcuJy7dFLsS741Nou4NIkyyNsnpWWIo6V01QvWjKdJUmTVu525RtZw4tj8OJojfh4daVqaOdfKKfXmi+JwNp0VRr5yp1So6hP47dU38nPnvW0Lybbqreqj+9uV740TQdOBislhqs6RpVMkWCXMAyoGQ2qu/HqBXe9alH7edN/tvwVzQCmAv/J8ULXSHWeJrKRBy4R5zBEIO9Mov+2nVoUT6bWQ7kcXYdyGJdpy9Rq/2qCtqD8xtDCcTMsaBEAdUvPTBf/SX7LpgdhlDMt6Q7rGvtouvvMvuPyeu6OcmqbMGfD0Xq8q9XNhfRy5Ry7fXiplQgf4+4tg4uOP5UFyTZDxTjDMmsraEpWZk0aWU26LbQtZ/sPPX0ujX3RdpUEw0ldd1CjHepp5PPOTS+A/NWyuPiNENHCjyifHgTA6EOGD5cvNZ6lSnPNWKKGuw2Rnj4+Jdg5tUDhLP+9G6k7T6cKI4bg4QjPFtPGH9sw2n6f7mlURAx8tP0oNzt9KSZ2JEELF4Z6x4fzhIef7emhRTI5T2X0wWmY3IYH8xpJSDLBls8D48PRtWpLf/OEI3b2eLYG74t7vEfK2le+P0r8EBjwxypvXPa+9mr/WsKwKbikH++uu4a4wDIemHbbHixDadvCKOX2bqZg5oIjIrvMxWEK53GNy2qgiWSlJEoJ8ocjbe7HDI/B0WH1PVjhk6AIn/ZvLf3le71yUt87HYPq/d4K4wCIQcGAQt35f34Tly4R6x3b/kQR406t6aNP3Po/TUPTUMNpC7knrbpH2eP4T5xJt1vd2/YYFBkHq5h2uF1AGVDIIYfzDHJ90Sxbc8PoE/aPjDj3cNVuP/nRv/D50zTrKAlYOQR77cRhlZufT54y2M7pf/gXx/s0piiY/bvHkZhj/oP/77FK0b20EUeXP2qdP7G+lmRjbNebS5+F+XemiremCmdDAuWdSS/LTjgn5Zibs5fniyjdgMLy7pFkUG+YuAaf6WsyK7MaZLLbNLTmxITFURjHCA8uG6vKUiuZGgsQFz84qY2YlLeR/cnC3iMRN8mYMxnqxuvDzIAYs6aOn2geEOx5IMKDn7pcbBlTEOSjvWKU8bj+f/fCXjQG/ckrxOM3P4vePM1cBWUVSvQmCxa83uRKc64bTl1DVxngu0+Wes9kjrKJrYuz59tvGU/n1EIAQl4Y37GtCEXvUsZlS0wtfC8Ws5y+VygdCcOXPo/fffp8TERGrSpAl98skn1Lp1a4v3X7JkCU2aNInOnTtHtWrVovfee4969epFjqbOyqiDILZ41wVxYqsOJtIjqinRcboPfHMd87wMJlumCzN302mRKbh80zTjwTgwkNmPrrpuI/7QltmWgnCRKmdYokNLU2k/LzoUlzeeQO7dYo7Mdmw/e40uqWZJLdoRK7Ie987KfywHjhdu1KV5m86IDfFmP9RUBDXmyCBI4iBGFo+z2hFl9IEKZ+SGfrPT4jHWrRhI48qXoSkrDtOd4GyZfC3O4K23YqfjwtStEGjV/WYNaCIyKXz/LzefodAyvqLlnZf+zOE287f7NRKbJvIyGrff85yk8LIlmwEyxhPTjybcpLAyvjS0XTT9suuiftm4V6MKNP3+xuJ8w8j8LjY5tBXA3rQeBDHO0Lvbhooeirr61cktXryYBg8eTHPnzqU2bdrQhx9+KAKd48ePU3h4Xj2E2n///Uf33HMPTZ8+nf73v//RwoULRSC0Z88eatiwoVWvmZKSQkFBQZScnEyBgdZ96FjjpZ/3F7r8YAl/SF24bv6DX2peJVh8aHEgYwl/uPGGcDP/Mp8BKal08oL/zlm8nQMVzpAdv2S4b01RDWwZRc2rBtPbK4+KrJI5vISlDqi426hPk4r6rNX3T7YWbdjqbI80rlttMcLhw4HN6NSVm2JIJy+D8WgJLrDmJb0us/OyO7XCyxD/o5NLPDzbipcAOa3OXVDmcIv6b7oMorqo8fDU7nfcCcb/9KuNXyXOcxs6L8nxZPdraZki28KjMLSAl4Q5ba/OUHHG88P1J8X3IQN5ACjcqcupZv/TyltlzB/airTE2s9vTQVCHPy0atWKPv30U3E5NzeXoqKi6Pnnn6fXXnvN5P4DBw6ktLQ0Wrlypf66u+66i5o2bSqCKUcGQhuOXaZhCyxnH4rqg4FNDLJBT7SrJjbG4qyJGmc3bf0T58+fd/o3EmvLlpZWWlYtR7vO3xDnB91VVSyzJKbcprf6NjQ7jdw4KJG61Y+gDccvi3qggvDy19Pf7xJZsi71wumrIXn/gDOyc0TxMxeIcw2PDMJ6N6pIT3eoTv3mbBEDODnoubtmmEgH8x48u87doIm964n7jl60j7aeuUaDY6pS6+gQEVh1b1Ch0PeJAx1uQ3+2Q02KDC4lOp+4VkgGMhwsPfTFVrG/zYwHGtOnG06JDNz7AxqLWqcft5+nowkp9FT7GuI8z8S6v3nxNvLj5dDNJ67Qyz3qmMxLAgD3E3stne55f4PJ9eq/o1rhcoFQZmYmBQQE0C+//EL9+vXTXz9kyBBKSkqi3377zeQxVapUobFjx9KYMWP0102ZMoWWL19O+/fvd2ggJDuG9l24oa9leLFLbYv1KYX5c3R78QHP9TiMRwnwHjJcLxRa2lc/HJJrcdRFtwX5cnBLGvHdrgLvwwXG3EHFxbn8P/O6k1abbefn4mFu+//n+GWxvMGZFem3fXGiS6lN9VB6V5cRGdWppggE1LhIeuULd4st4LlGhwOU07plRc6ScZH5qIV7RRA4uU99cT0HUxxsWFoe4SLhpXsu0gMtKos2a96pmQuT1UNCAQDcRSJ3kE5fb3J9l3oR9NWQlqQl1n5+a2bx/OrVq5STk0MREYZpbr587Jj55QSuIzJ3f77ekoyMDHFSv5H2wil7Tjdy+p67rji7IAOh9rXCxIc0Zy2swcFOvYqB+iWUHg0qULMq5USx8d7YG9RfVwtSI7yMmKDNdRW81wW3btePDNTX8Yg1boV3zPUVXVb1KwaKrhxLuGtIdihxZiMqJIDO6rrcOMPCU7p5IzxehuNgpFpY3lBLNd6Qj0/8OBkI8bgGdSD07v2NRAAlvdi1tjixc1fTREEwLy/xe8DZJEl93hxe/uIN+aQWVUPECQDAHfla3EeIXJZmAqGSwvVEU6dOLbHX451yezSsaHJ9s6hg8UHPRbXcYs0DH7/det7i88j2cy6KHdetjghIJJ6n1Cq6HO08d0PUrXDg1bxqOWpdLUQUanPhKWenxi87SK/3qie2hOcAgQObTx5tRu/8cVQU+vLuxDJFygWrnG1pGmU4poCLo6WXutahmuXLUNuaYVYVrHJHFQeAYvhl1WARzHGNEy9bqYMgk8epalmcYddnAADXC4Q8yFVpJhAKCwsjLy8vunQpf+dcxpcrVDBfn8HXF+X+bPz48WI5TZ0R4jqkkvLz0zGiU2fkvXnTwsuW8qFvhuV1xRUUCMm9H2RWxjjYWvRUjOgQk9kbOSCT60wYBxr/axJpsscOBxZcIMet5zIQ4qDmzzHtaefZ6yaDNrko+XD8YZrQM6+NlDc4tBZ/v98/2UZ/WeyhE58shloCAID9+Vgauqr9hjiLNPOt+fr6UosWLWj9+vy1Sy6W5ssxMTFmH8PXq+/P1q5da/H+zM/PT6wlqk8libM0E/9X3+aFqxwMqTfZM8c4CFJTT1PmrA/X03SuF2FQ68N4E8SDb3SnEfdUL/Yx84aOvEOz8WsAAEDJts97ICPkHDhTw8XRLVu2FHsHcfs8d4UNGzZM3M6t9ZUqVRLLW2z06NHUoUMHmjVrFvXu3ZsWLVpEu3btonnz5pEr6dMk0u6vwZkpqbBlroICKgAAcF4eFgIeLI05CW6Hv3LlCk2ePFkUPHMb/OrVq/UF0bGxseSpyt+1bdtW7B00ceJEmjBhgthQkTvGrN1DyNlw0THXz6htermT6JiyN3VwE1CEgZ0AAKB9nq4bB2krEGKjRo0SJ3M2btxoct2AAQPEyRXwUEye76XG09ZLImXJQZiEnXoBANyLpwtnhDRTIwR5mxbykE81rxL65YxQDdf098GvDQCAO3HhOAiBkJbwPjk8V4tnRJV0JX9VVSca74gMAACuKUS3HQuPapKQEQKn4qtqb/QuoUhIPc/KDxkhAACX9c/LHcWpZnj+vmyuGwZpsEYI8vcMKum9HeY+3px+359Aj99VteReFAAASlTZUj7ixNuuuENGCIGQxnf+LKkaIcY7YJvbBRsAAFyPh+rzBRsqgtNueKWO2AEAAGzFSxUIufKGigiENIgHorrDLycAADiOl8HSGLksBEIaFB2aP2QUAADAHrzcpEYIgZAG1dYNSgUAALAXLzcJhFAsrUH31CpPvRtXpKhyhlPmAQAA7BEIebhuHIRASKu/nHMebe7owwAAADcplvZ04UgIS2MAAABgAsXSAAAA4La83KRGCIEQAAAAmDDYp8514yAEQgAAAGAKGSEAAABwW96oEQIAAAB35YmuMQAAAHBX3l6YNQYAAABuytMgI0QuC4EQAAAAFFIj5LqREAIhAAAAMOGJYmkAAABwV94Gs8ZcNxJCIAQAAAAmsI8QAAAAuC0vN5k+j0AIAAAACpk+Ty4LgRAAAACYwNIYAAAAuC1vbKgIAAAA7soTS2MAAADgrrw980MELI0BAACAW/FURQilfFw3XHDd7wwAAABskhEK8PUmV4VACAAAAEx4qSKEAF8vclUIhAAAAMCEFzJCAAAA4K68VAXSyAgBAACA226oWNoPgRAAAAC4aSDkj6Uxx7t+/To99thjFBgYSMHBwfTkk09Sampqgfd//vnnqU6dOuTv709VqlShF154gZKTk0v0uAEAALRIIUV/vjSWxhyPg6DDhw/T2rVraeXKlbRp0yZ66qmnLN4/Pj5enGbOnEmHDh2iBQsW0OrVq0UABQAAAAXLzM7Vn/d34UDIQ1GU/JDPSR09epTq169PO3fupJYtW4rrOKjp1asXXbx4kSIjI616niVLltDjjz9OaWlp5O1tXZovJSWFgoKCRCaJs1EAAADuYE/sDbr/s//E+bPTe2lu3pi1n9+ayAht3bpVLIfJIIh16dKFPD09afv27VY/j3wzrA2CAAAA3FWTysHUOjqEBrSorLkgqCg0EREkJiZSeHi4wXUczISEhIjbrHH16lV66623ClxOYxkZGeKkjigBAADcsVj652diyNU5NCP02muviSizoNOxY8eK/ToczPTu3Vssr73xxhsF3nf69OkilSZPUVFRxX59AAAAcE4OzQi99NJLNHTo0ALvU716dapQoQJdvnzZ4Prs7GzRGca3FeTmzZvUo0cPKlu2LC1btox8fHwKvP/48eNp7NixBkEUgiEAAADX5NBAqHz58uJUmJiYGEpKSqLdu3dTixYtxHV///035ebmUps2bSw+joOY7t27k5+fH61YsYJKlSpV6GvxffkEAAAArk8TxdL16tUTWZ0RI0bQjh07aMuWLTRq1Ch6+OGH9R1jcXFxVLduXXG7DIK6desmOsS+/vprcZnrifiUk5Pj4O8IAAAAnIEmiqXZjz/+KIKfzp07i26xBx54gD7++GP97VlZWXT8+HFKT08Xl/fs2aPvKKtZs6bBc509e5aio6NL+DsAAAAAZ6OJfYQcCfsIAQAAaI9L7SMEAAAAYA8IhAAAAMBtIRACAAAAt4VACAAAANwWAiEAAABwWwiEAAAAwG0hEAIAAAC3hUAIAAAA3JZmdpZ2FLnfJG/MBAAAANogP7cL2zcagVAheHo9wwR6AAAAbX6O8w7TlmDERiF4wn18fDyVLVuWPDw8HH04morEOXi8cOECRpOUILzvjoH33XHw3jtGigbedw5vOAji4ew8o9QSZIQKwW9e5cqVHX0YmsX/QJz1H4krw/vuGHjfHQfvvWMEOvn7XlAmSEKxNAAAALgtBEIAAADgthAIgV34+fnRlClTxFcoOXjfHQPvu+PgvXcMPxd631EsDQAAAG4LGSEAAABwWwiEAAAAwG0hEAIAAAC3hUAIChQXF0ePP/44hYaGkr+/PzVq1Ih27dqlv51LzCZPnkwVK1YUt3fp0oVOnjxp8BzXr1+nxx57TOw1ERwcTE8++SSlpqYa3OfAgQPUvn17KlWqlNika8aMGeSuoqOjxeadxqeRI0eK22/fvi3O88+kTJky9MADD9ClS5cMniM2NpZ69+5NAQEBFB4eTi+//DJlZ2cb3Gfjxo3UvHlzUexYs2ZNWrBgAbmznJwcmjRpElWrVk38LteoUYPeeustg+358ftuH7zp3ZgxY6hq1arifW3bti3t3LlTfzve9+LbtGkT9enTR2wuyH9Pli9fbnC7UoLv8ZIlS6hu3briPvyZsmrVKnIoLpYGMOf69etK1apVlaFDhyrbt29Xzpw5o6xZs0Y5deqU/j7vvvuuEhQUpCxfvlzZv3+/ct999ynVqlVTbt26pb9Pjx49lCZNmijbtm1TNm/erNSsWVN55JFH9LcnJycrERERymOPPaYcOnRI+emnnxR/f3/liy++UNzR5cuXlYSEBP1p7dq1/EmsbNiwQdz+zDPPKFFRUcr69euVXbt2KXfddZfStm1b/eOzs7OVhg0bKl26dFH27t2rrFq1SgkLC1PGjx+vvw//LAMCApSxY8cqR44cUT755BPFy8tLWb16teKu3nnnHSU0NFRZuXKlcvbsWWXJkiVKmTJllI8++kh/H/y+28dDDz2k1K9fX/nnn3+UkydPKlOmTFECAwOVixcvitvxvhcf/x14/fXXlaVLl4q/J8uWLTO4/d0Seo+3bNki/tbMmDFD/O2ZOHGi4uPjoxw8eFBxFARCYNGrr76q3H333RZvz83NVSpUqKC8//77+uuSkpIUPz8/8Q+A8S86/6PbuXOn/j5//vmn4uHhocTFxYnLn332mVKuXDklIyPD4LXr1Kljp+9MW0aPHq3UqFFDvN/8/vIfDf6Qlo4ePSre461bt+r/4Hl6eiqJiYn6+3z++efig0W+x6+88orSoEEDg9cZOHCg0r17d8Vd9e7dW3niiScMrrv//vvFH3WG33f7SE9PFx+MHICqNW/eXHxw4323PeNAKLcE32MOevnfmlqbNm2Up59+WnEULI2BRStWrKCWLVvSgAEDxPJKs2bN6Msvv9TffvbsWUpMTBQpVPV25m3atKGtW7eKy/yVU6j8PBLfn0eXbN++XX+fe+65h3x9ffX36d69Ox0/fpxu3LhB7iwzM5N++OEHeuKJJ0Q6e/fu3ZSVlWXwnnOKuUqVKgbvOaebIyIiDN5Png10+PBh/X3UzyHvI5/DHfFyzPr16+nEiRPi8v79++nff/+lnj17isv4fbcPXrLlZUleJlHj5Rl+//G+29/ZEnyPnfFvDwIhsOjMmTP0+eefU61atWjNmjX07LPP0gsvvEDffvutuJ3/4TD1B668LG/jrxxEqXl7e1NISIjBfcw9h/o13BWv4yclJdHQoUP17wf/keE/SAW954W9n5buw8HSrVu3yB299tpr9PDDD4vA0sfHRwT+XLfCNREMv+/2wQOtY2JiRD0WD7jmoIiDf/5gTEhIwPteAhJL8D22dB9H/gwwdBUsys3NFdH/tGnTxGX+YDh06BDNnTuXhgwZ4ujDcwtff/21yEhwgSPY188//0w//vgjLVy4kBo0aED79u0TgRC/9/h9t6/vv/9eZD0rVapEXl5eooj/kUceERlQAHtDRggs4u6B+vXrG1xXr1490ZHEKlSoIL4adyzxZXkbf718+bJJKpy7D9T3Mfcc6tdwR+fPn6d169bR8OHD9dfx+8HLZZwlKug9L+z9tHQf7gbhJQl3xJ11MivES4uDBg2iF198kaZPny5ux++7/XCH3j///CM6kC5cuEA7duwQS8DVq1fH+14CKpTge2zpPo78GSAQAovatWsn1nbVuH6CW1wZtxnzLy/XVUi8tMLrxZzqZvyVP7TV/7P7+++/RbaJ15/lfbi1k//wSWvXrqU6depQuXLlyF198803IhXNbfBSixYtxLKN+j3nnxEHp+r3/ODBgwZ/tPj95CBHBrZ8H/VzyPvI53BH6enpot5BjbMT/LvK8Ptuf6VLlxb/AeN6El6O79u3L973ElCtBN9jp/zb47AybXB6O3bsULy9vUVbMbe0/vjjj6Ll+ocffjBouQwODlZ+++035cCBA0rfvn3Ntlw2a9ZMtOD/+++/Sq1atQxaLrk7gVsuBw0aJFouFy1aJF7HXdpazcnJyVGqVKkiOi6Mcfs83/b333+L9vmYmBhxMm6f79atm7Jv3z7REl++fHmz7fMvv/yy6DqbM2eO27fPDxkyRKlUqZK+fZ7bjHnbAe6wk/D7bh/8e8cdSPx7+ddff4kWbe4kyszMFLfjfS++mzdviu00+MQf/bNnzxbnz58/X6LvMbfP8+fKzJkzxd8e3ioB7fPg1H7//XfxocptlHXr1lXmzZtncDu3XU6aNEn88vN9OnfurBw/ftzgPteuXRP/WHhPFm7hHjZsmPhHqcb7VnCrPj8HfxjxP0p3xvs18R8r4/eS8R+m5557TrSp8h+Z/v37i/2G1M6dO6f07NlT7OHBH+YvvfSSkpWVZXAf3peoadOmiq+vr1K9enXlm2++UdxZSkqK2KqAg8xSpUqJ94Tbt9WtwPh9t4/FixeL95t/F7mNe+TIkeJDVcL7Xnz8753/phifhgwZUuLv8c8//6zUrl1b/Lx5G48//vhDcSRMnwcAAAC3hRohAAAAcFsIhAAAAMBtIRACAAAAt4VACAAAANwWAiEAAABwWwiEAAAAwG0hEAIAAAC3hUAIAAAA3BYCIQA35eHhQcuXLydn1rFjRzEBviRMmjSJnnrqqRJ5La2ZO3cu9enTx9GHAWAX2FkawIUMHTqUvv32W3He29ubQkJCqHHjxvTII4+I29RDRRMTE8UgRD8/P3JWPNmah8yWLVvWrq/D70Xt2rXFsFo5VFjaunUr3X333dSjRw/6448/qKS98cYbImDdt28fOUpmZqYYzLlo0SJq3769w44DwB6QEQJwMfyBnZCQQOfOnaM///yTOnXqRKNHj6b//e9/lJ2drb8fT5t2ZBDEH66F4UDO3kEQ++qrr6ht27YmQRD7+uuv6fnnnxdTtePj48lZqSd+25qvry89+uij9PHHH9vtNQAcBYEQgIvh4IaDnEqVKlHz5s1pwoQJ9Ntvv4mgaMGCBWaXxjgoGTVqFFWsWJFKlSolAoLp06cb3Pfzzz+nnj17kr+/P1WvXp1++eUXg9e9cOECPfTQQxQcHCwCmL59+4pgTOKMVL9+/eidd96hyMhIqlOnjrj+s88+o1q1aonXjYiIoAcffNDi0tiNGzdo8ODBIpMVEBAgjufkyZP62/n749dfs2YN1atXj8qUKaMPDAvCmQ5zSz+pqam0ePFievbZZ6l3794G7x/buHGjeG/Wr19PLVu2FMfEAdXx48cN7vf2229TeHi4COqGDx9Or732GjVt2tTgeVq3bk2lS5cWx9+uXTs6f/68eL2pU6fS/v37xevwSR6D/Jncd9994nH8vjK+rkaNGiJ44ff4+++/NzgWftwXX3whAmM+Xn6fOOt16tQp8X7zc/H3cPr0aYPH8fuzYsUKunXrVoHvJYDmOHTkKwDYFE+S7tu3r9nbmjRpIibSS/zPf9myZeL8+++/r0RFRSmbNm0Sk+s3b96sLFy40OC+oaGhypdffikmUk+cOFHx8vJSjhw5Im7PzMxU6tWrpzzxxBPKgQMHxPWPPvqoUqdOHf30dj42nlo9aNAg5dChQ+K0c+dO8Tz8Wvy6e/bsUT766CP963bo0EFMhJfuu+8+8Tp8nPv27VO6d++u1KxZU7w+++abbxQfHx+lS5cu4rl3794t7s/HYglP1Pbw8FC2bdtmctvXX3+ttGzZUpz//ffflRo1aogp3cYTvdu0aaNs3LhROXz4sNK+fXulbdu2+vv88MMPYpr9/PnzxXs3depUMbmbfx4sKytLCQoKUsaNG6ecOnVKvHcLFixQzp8/r6SnpysvvfSSmNCdkJAgTnyd/JmEh4eL5z19+rS4/9KlS8X3P2fOHPFas2bNEu/v33//bfCz5KngPPGd79OvXz8lOjpauffee5XVq1eL17/rrruUHj16GLwXaWlpiqenp/ieAVwJAiEANwmEBg4cKIICc4HQ888/Lz4I1R/yanzfZ555xuA6/vB/9tlnxfnvv/9eBD3qx3MA5O/vr6xZs0Z/bBEREfrAiP36668iKEhJSTH7uupA6MSJE+I4tmzZor/96tWr4jV+/vlnfSDE9+GAQuKggF/Xkr1794rHxMbGmtzGAc2HH36oD1jCwsIMAgEZCK1bt05/3R9//CGuu3Xrlv59GjlypMHztmvXTh8IcSDG9+dAypwpU6bo76vGjxkzZozJ8Y4YMcLgugEDBii9evUyeBwHstLWrVvFdRz0ST/99JMI3oyVK1dOBGkArgRLYwBugj8DeVnEHF624mJcXkp54YUX6K+//jK5T0xMjMnlo0ePivO8dMNLK7z0w8tRfOLlsdu3bxsssTRq1Egs2Uhdu3YVy3C81DZo0CD68ccfKT093ewx8mtxAXibNm3014WGhopjlsfBeLmHl4YkXu67fPmyxfdFLvXw0pwaL2/t2LFDFJozfu2BAweKmiFjXJCufj0mX5Ofh5e91NSX+X3i97979+5i+emjjz4qdClP4uU4NX4feFlNjS+r3x/j4+XlSPmzUV/HP7uUlBSDx/GyqKWfD4BWIRACcBP8YcidP+ZwLdHZs2fprbfeEoEB1/qoa3UKw7U0LVq0EMGU+nTixAlRZCtx/YkaB0579uyhn376SQQQkydPpiZNmlBSUtIdf5/cZabGwV9BzbFhYWH6+iM1Dni4uJzrmTgI4hPX3/z666+UnJxs8TVlsJmbm2v1MX/zzTeiTodrc7gmiTvYtm3bVujjjN9Pa5k7Xmu+B+7iK1++/B29JoCzQiAE4Ab+/vtv0Rr+wAMPWLxPYGCgyHh8+eWX4sOYP/D5g08y/mDmy1xoKwMpLlrmguCaNWsanIKCggo8Ng4wunTpQjNmzKADBw6IAms+XmP8WhyYbN++XX/dtWvXRMalfv36dKc4e8Tf+5EjR/TX8et89913NGvWLIPAjjNfHBhx4GYtzljt3LnT4Drjy6xZs2Y0fvx4+u+//6hhw4a0cOFCcT1n0HJycqx6LX6PtmzZYnAdXy7O+yNxZo+zRHycAK7E29EHAAC2lZGRIfbF4Q/PS5cu0erVq0UHGHcJcceVObNnzxYZGf6Q472GlixZIjrPuINJ4ut4KYb31OElLF42kstEjz32GL3//vuiU+zNN9+kypUri66npUuX0iuvvCIum7Ny5Uo6c+YM3XPPPaITbNWqVSILITvK1LizjJ9/xIgRouuJs0ncfcXdcXz9neLvlwOxf//9V3S1yePiDNGTTz5pEshxMMnf9zPPPGPV83PrPR8zv3cy48MBHy8HMs7EzZs3T3R/cZDFgR0HlfJnFR0dLe7DgRi/j/x9W9r24OWXXxbZPP458vf0+++/i5/BunXrqLg2b94sjlm97AjgCpARAnAxHPhwUMMfoNw6vmHDBrH/C7fQe3l5mX0Mf7hyRoY/rFu1aiWyMhyUqDdg5DZubjPn+hLOlnBWRGYauC6H99mpUqUK3X///SIzwUEEZxA422IJB1r8QX3vvfeKx/AOxvy8DRo0sLiExEtwHNRxjRIvefFxGi+HFRW3tPP3JpeCONDhQMJcNosDoV27dolgxhocJHKmZ9y4cfolSK4JkjVJ/N4dO3ZMPC8vifHu1iNHjqSnn35a/3r8c+T9oHhZqqBsFAdyXGM0c+ZM8R5ywMjvGbfFFxe/Lgd0AK4GO0sDQKG4ZmTZsmX6jImr4T+DXIT94osv6ouj7YmLxDnjZrzHj7M6fPiwCFa55quwpU4ArcHSGAC4PQ70eHmK66hsjbusONPFXWGckePMCi9VrV27lrSCu9g4C4ggCFwRMkIAQO6eEbIn7sLjtvi9e/eKpUKuf5o4caJYQgQAx0MgBAAAAG4LxdIAAADgthAIAQAAgNtCIAQAAABuC4EQAAAAuC0EQgAAAOC2EAgBAACA20IgBAAAAG4LgRAAAAC4LQRCAAAAQO7q/9X234eZlZYDAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J001931.33+063111.0_M9_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J141832.35+025323.0_sdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J141832.35+025323.0_sdL0_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J233227.03+123452.0_L6p+T4p_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J233227.03+123452.0_L6p+T4p_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J141832.35+025323.0_sdL0_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J141832.35+025323.0_sdL0_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J134505.85+342441.8_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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WBwAAAIjNUt10Gb7IEZb4GN/ab8NNvBJRkSLFOBZAJdqLAEsUqR+iElOhYh5RiTHUvKiiz5uXSqUdhEptIkWFoy0dO3asz5oAAAAAXeqBi025O8bIsXL7CJUEJaKiYpa+qS2ikuyKqJSUV9ZqoS+FRozr+WT7slmkpNKs66fcZl0/XFDr6XZEUgAAAASaIyXlohV3y8Fit/vs1PljrDnR6kw8CAHvEZVojxEVVYCoUZMYQ+pH9aQxi/RY5Rj7LFQKCwuFsVtycjLl5OTQY489RlVVNYtnN1ouqAUAAAACidk3eq7xsJtQMaZauuSken28FBZmeBM5aupHFSPcBs04vKR0zCYym4khSwqVRx99lFasWEGffPKJmOvz8ccf0znnnEPl5eWWH2gEAADAvhhrONioTEYUwp2W8AVOp7w7a6uw0Ffp3Srd689JMWZGsqtGpbSW1I+ayonVUj/O/dos9fOOYf6PFdrAfRYqkydPprfffpsuuOACuuGGG2jx4sUiinLWWWdpU5TtUnkNAADAPhjTEez/ITfxgtIKsjofzdtBT/2yzm3a8Wndmnr9udQE9w5bX1I/akRFNciriag4TAtpmfX7jrrdVmoXocKihDt7JNnZ2WIQ4dGjR4V/Cpu/AQAAAIGmqKzCTahkJDk38UvfnU+Fx4IrVjbtP1qvwXzzthwyvb19dnK9IyolfqR+ZHuy2gnkCwPbZ5IthEqbNm1o3bp1uttSU1NF6zIbwp177rnBWB8AAIAGCKcbNrvcWo2pH95wk5VN/MuFwWvkeOPPzTTqP7Po7Zlb6vwcZgWqngzXspLjtMupCZ6FSk1Exf251RrZCkVgacW8DgdVeGiMMePyQTVBCksLldNPP50mTpzodntKSgpNnTqVEhL0Q5EAAACAusKRkpETZtKcTYeouKzKLdKgRgq2HHDvBgoUz0/ZIM5f+n1jnX6ea0Tmbz3ik1A5oV0GXX5iW5+ESpKX1I9aLyqPE2sUOY2Z761UUj9euqAtgc+zfp544gnas2eP6X0cWfn9999p6dKlgVwbAACABsqync7C02+W5FIPl/W7usEfq6gRKsUmUYVA09OwBl9ZlqsvoDUWBeuux0RRomIK5y31k+Rj6kfWqHA0ReoRvlsW2bJ24fuqDTUrF/RvRd8s2aWL8FheqGRkZIiTJ1isnHLKKYFaFwAAAECTl+8RJ+NGrHaieDJMCyRmaRpf8NQxc9MpHdzaj9m4LiE2yq341d+Iilp+IgWJECpaRKXGBC5Wc6vVC5XxIzrT4A5ZdGLHLAo3fk1PlixatIhmzJhBBw4ccDOAmzBhgs/P8+abb4rT9u3bxfWePXsKf5YxY8bUZVkAAAAaALzH3ntGV/r7x4t1XiKzNx2kB75dRZef2IZuHd4poK9Z1/SIWRHuCxf0pvP6tXIraOVZQO1qKbB1FyrehxLK4YJsHicbc/lu6ZfCYsnMTyUtMZbO79+KrIDfQuXpp5+mRx55hLp27SqM39SWZH/bk1u1akXPPvssde7cWeTUPvroI+HNsmzZMiFaAAAANDxq60jh/WJUjxx66txe9PB3q7WIypXvLxTnH/+1IyBCRa314MzIOa/NoW7N0ui5C3r7/Bxm7q+9WzUWEQ6j+OHUz/AuTejuUV2oe3PvqaYkb6kfnTOtElFxJX/e+HOLOMnbzY63tOi3pVB55ZVX6IMPPqBrrrmm3i/OHiwqbCTHEZb58+dDqAAAQAOlsBZvFKkfpLOrMfWzr/BYQNaheo2scNWarNhVoBMqvMnf8NEiap2ZRP93Ti/t9klLd4loSpJJnQkLEvnlnjuY5OtwlIRvu2NE51rXluTj9GQZ0eE0klksgVNaamGtL2mnUOP3SqKiomjo0KEBXwjb8X/55ZdUXFxMgwcPDvjzAwAAsAe1mbhlugo8k11RBU79qLUg0mOlvphFQ4yRluW5+TRjw0H6eN4O7XYWD3f/bwU9MGkVHTKYvKkiw1j7khjre+wgKV5a6Fe6ucKbpX6448cs58GDCo0ChmtTrITfQuWuu+6i119/PWALWLVqlWhxjo+Pp5tvvpm+++476tGjh+lj2QGXZw6pJwAAAA1DqJzXryX1aplGz57vjGgky826rJL2K1EUtXOmPqiRBnWgoFrTUaYIpHKXsMkrqRktY1ZDIj1Q1InGztt935KTXCKNNYkUIxKHWUTFRJBIoWS82ZeIjqVTP/fccw+NHTuWOnbsKARFbKxeuU6aNMmv5+Nal+XLl1NBQQF98803dPXVV9PMmTNNxcozzzwj2qQBAAA0PKFyQb9WNKRTtnZdmr5xncbuvFLtduPGXVek8DDWcvDzy0hIlaIKOJLCnTuqUDEbGqgKKZkGUsWHLyQqz8FCLUG5rq6pzKTrR4WLaY23q51HVsDv1dxxxx2i46dLly6UlZVF6enpupO/xMXFUadOnah///5CiPTp00fUwZjx4IMPCkEjT7m5uX6/HgAAAHsKlRSDAZrqM7J2b2HAh+h5Sv2oURTVz0UWtuYV16y/xKR1Wk336FM/vkeCoqMaaVEeYzGsLvXjWqvqo2J8HuPtLLZsHVHhzpxvv/1WRFWCAbc7yyGHRjg9xCcAAAANT6hIZ1W1nZdPHOFQjdUCFVFRUz+qaDnn9bl08ykd6YoT2+oKeaVQOVJLREVFJ1T87LSJdkV51FQU16t4Sv2YKRXho2K43fYRlczMTJH2CQQcIZk1a5bwUeFaFb7+559/0uWXXx6Q5wcAABA5QqV1RpLuOqcspHPqcpeTLcMbtzQ6C1TqR938d+WV0iOTV4vLRxWhIjtw8lweJZ5qVFRU0ze1yNYXYkwiKoa62hofFdEO7SH1Y7gtPkA1PmETKv/617/o8ccfD8i0ZDaMu+qqq0SdyogRI4SRHM8NGjVqVL2fGwAAQGS0J7fJTKKZ9w6ndJNunswUp1DZnV9ToxKoqIqn1I9KkTIwUVr5q0LLOKfIiJru8bcIONolVNSIipr2UcWWp9SPs23ZUKOi1M3YMvXz3//+l7Zs2SLM3tq1a+dWTOvPvJ/333/f35cHAAAQobAw4HbfmRsP6m5vm5VEbbPMHVszk83LAVioeLjLZ8z8RYwUlVW4RVRKlRqW2iIqstW6LqmfGC2iUm1aSKumfpzFtO7PEWtyu9UiKn4LlXHjxgVnJQAAABo0z/66nt6fs83tdm8pEU9D8wJRUKumfjyhRk9kjYpqwlZbRCUjKa7OqZ9o15wefY2K/jFllVU17ckmMRWzSIvtIyqc9gEAAAACjZlIYZK9tO1mu1I/RkKV+lm7p9AteqIbmFhLREU1p/OnPVmNqKiRH7fUjzR88+Kjcv2w9vTibxvF9Q+uGWApV9o6CRWuI+HOnEGDBuluX7BgAUVHR9OAAQMCuT4AAAANkNSEGDrqqv/wlhLxlBIKRESlttQPRytWK0JFpnzU1I+MqKTGx4jC2xbpCbrnUFM17Ty8F0+YtScbx/bI686ICpkW094yvBOd2CGLerVM1/mxWAW/ZdNtt91m6l+ye/ducR8AAABQX1qkJ/pUZNrBMG2YZ+eEKqJyqKhcNx25zOWpoqZ+ZJTlllM70n8v7UuTb9OPoDmoWOz7XaMSLYtpqz1GVHSixqzrJypK3DegXaYlRUqdhMratWupX79+brf37dtX3AcAAADUl2ZK5EG1rzfSvkmyac2HasoWrBqVfMUvRa0H0RfTOi8nxUbT2X1aUNM0fUTlxpM7iPPz+rb0e33RZqkfD5OnPXX9SGFnZfxO/bDh2v79+6lDB+fBlezdu5diYvx+OgAAAMCN5mqKxMtempOq3/jTEmPpwNEyXYFpXfl6sXf384ISfRu1jOKYpZ3iPLi99m+bSQseGkHZKf63KMX4kPpRC2/NfFS8iUDbRlROP/10zcpekp+fTw899BD8TwAAAAQEFhwS81gAaUWi7E4rkZd96dipjWnrDni9P9/g9yLTQGpExZfIRU5aQp0EQ7RJ14/H1I955kfnjGtV/F7hiy++KGpU2rZtS6eeeqo4tW/fnvbt20cvvfRScFYJAAAg4li5K59yj5RoKQt1r+7XprF22WyDVTmtW1Nt9o/ceH3xQKkv+R4iKmqNitnwwUARYxpR8ZT6cdaieHoOK+N3rqZly5a0cuVK+uyzz2jFihWUmJhI1157LV166aVu5m8AAACAGUt25NH5b/5F7bOTacY9w6movFJLW8x94DRq2bimmLa2rfTOkV1EVIJn7zw4aaXPrcX1RZ2SrE/9VIckchFt4kzrQacIQaJGnrTbbRBRqVNRSXJyMt14442BXw0AAIAGwRszNovzbYeKxVweWe/Bm6kqUnzZTLs2S6V/nd1TJwgCIVS4buRQkfmQXKbwWEWtxbSSuCAIgthoE2daL8W0ZlEdOxTTWl9KAQAAiCi42HT25kPa9YNFZZrDa7pSm3LTyR2EaLlmSDufn1uKmooApH5UAWCG9HlRa1Q47WPsBmJig5D6ifZh1o/6WLOojh2KadGmAwAAIKQcKdb7j+wvLKMS1xRiVag8eGZ3emBMN7ehed6Ik94iAYio1NY5ZByeyKmfdfsKTTtvghG5iHEV03qbnlzz2EamUR07FNNCqAAAAAgpxrTM7rxSrZBWFSqMPyJF3bwDkfrxlEaRFJpEVNbvPWr62GCkfqJ9sNBXu6PMojoRWUwLAAAA1Ac1msJ8t2wXbT/s7P6przuq3IwDkfrxP6JSpXOaDU/XD3l8rJlYskMxrd8r5NbkXbt2adcXLlxId955J73zzjuBXhsAAIAIxOhxsmJXAW0+UFSnCcKeUiyBiKjUlj5yL6atpsPFTqFiDASFquunymsxrXv0JNYGERW/j9xll11GM2bMEJfZO4VN3lisPPzww/R///d/wVgjAAAAC1BcVkl/bT5U7/oPGVGR3/DVKMQdIzrX67ljTUzQ6gL7utT2FIWlldrAQfm+Dhc7C2lbZSQGXajEmHT9OLwU08ZFu4vA6Ejs+lm9ejUNHDhQXP7f//5HvXr1or/++kv4qnz44YfBWCMAAAALcPOnS+iy9xbQxLnb6/U8Mi2Tkx6vizxwfQpP8K0Psa6ogTG95C/qVOPaUj886VmLqLjamVtnJIWgRiXKpOuH/GtPdj2HlfF7hRUVFWLeDzNt2jQ6++yzxeVu3bqJeT8AAAAik9mbnC3FXyzaWa/nkWmZpNgYynQNEWSaGQb21QVZTKtOFA5GIa2awkpNiNXEEXc0mUVUwu1MGyPak92jJxX1PE6hwO8j17NnT3rrrbdo9uzZ9Pvvv9Po0aPF7Xv27KGsrKxgrBEAAICFqMsAPdPUT0wUNUmtea6mafV7XvmcgSim9Sd11LxxguYPI/1gmqcbUz+NwuqjEuUhorK/4BhFnFB57rnn6O2336bhw4cL2/w+ffqI23/44QctJQQAACCyUL+1N6mvUHFFInjzzkqpiaikuSITgYgy1Dv144fQufLEtuK8pLyKSsqcrrTZigALluFbjFlEpdq/rp+9NhAqfrcns0A5dOgQFRYWUkZGhnY7W+onJelzcgAAACKD/YU1G1paYt2cLfYVHKNHv1+tRWT4G36Gkvqpb2syow0lrGdKw9vPt0hPoD2uDZ61gqyrKS6v1OYSNVEEmBV8VKKjokwjKhcOaE1Wp06ftujoaJ1IYdq1893iGAAAgL3YlVfqNnzPX/759XKau/mwTlRkJdds6IlxUYFL/VQGJ/Xz9LnHUVFZBT39y3pxnR/GU5sZ1gjyp7IMUaegdP1EuXf9SKHCYorfwwFXR1V0I72Ffv+2GfTsecdR55xUsjrWL/cFAAAQdnblOQ3ZmDKT6cC+sHh7nluUIUMVKgGIqMjNu75FolKoGG1GuCXYmFYyW7cqwDjyEYyZOtFeun441TSsc7Zu3WpEhf1q7CBSGAgVAAAAtcI29xIuGq0LxkgMb5y6iEoAUz/1LaaVNSrGdAkLoSsHt3MrVFWN6hJi9SktXzqI6uej4nDzUYlq1Eh3PPm6+l586L62DBAqAAAAauWQyx+EKa2jUDETFWpEJaGerrTO53Ru3tPX7aefVu6pd40Kr1H1emHLefZ7OblLE93jk13pHyYpLkb3voJFVCPPzrR8l1rzYyymDZZ4CgYQKgAAAGqFO1rqG1Exwt/wM5UNPSmAERVe7z8+X6a1C3tzoDXbtOVtvMHHK5EImVp64YLeNO74FjTp1iHierIismR0RYqZYLnUR7uWZTbrh2tS1HU7nWlrrte32NjyxbSLFi0SNvoHDhygasObnTBhQqDWBgAAwAI88O1K+npJzYy3Y3WsUTETFapQSQxARMX4HKXlVW4TmVUenryavl++m6beeTK1zqzpXJVRCo6gxFU7tPcshUpOWgK9fElfXRRFkuy6fMdpnYSAuXV4JwoG0a6Iitrpo6Z+1IgKCxVOUdW3INoWQuXpp5+mRx55hLp27Uo5OTm6Edz+juMGAABgbXKPlNCXi3J1twUqosLf+FWhEgj3VmOdi7fhhLypf7HQ6bL76fwd9OCZ3U0jKsTPeaxSVxdiJDk+2k0sDWiXKU7BIsrL9GRn6kcfUVGpa0G0LYTKK6+8Qh988AFdc801wVkRAAAAyzBva007sWTroWIhYNQIRG2YDcvjehK16LS+Jm3GyEZtDrO5R2oKhI3Ft1LgiEiE8iVcWvQbyUquaUeW7crBJtokolLlIaIiI0GSssrAiM1Q4Ld8jYqKoqFDhwZnNQAAACxFkSuSYOSvLc65P75ilmrg1I/q7cFpmkCnfrxFVHYcKdYu7zxS037tVqOiRCaMG76kW/OaVl85pDDYRHmZ9cN6Sq1RUdM+dkv9+C1U7rrrLnr99deDsxoAAACWQtrdu93u50Znlmowpno6NEmh+qKmYGoTKup7UH1i1EiMsQiVa1bM6N48LfRCpZGMqLhHrqJriagEInoVKvw+mvfccw+NHTuWOnbsSD169KDYWH2R0qRJkwK5PgAAAGGkwrCh8VRgdqkt99OnxCzVIKMpP90+jNbuLaSTFIOyusITmVVUe3kjarpH9YlRoxS8xnh1w/dQo9JCGUIopykHm+ioms4liexv4ZrR+Bi1EynGthEVv4XKHXfcITp+Tj31VDEtGQW0AAAQuRgjEo2TYp1Cxc+NzqxTSKYmeFaOnJcT6NSPtzZc9b0dLasUrcyyQ0iNqMRH1576UYcrhqpGJcq1/8q6FF3qpxHpUlYtGyfatkbF76P50Ucf0bfffiuiKgAAACIX/qZeZhAqciP3O/XjJaISSFSH2Nocao0ibE9+qfb+5Pwc9xoV8zWr3UuhItpbjUqjRlqxLdOicYLuZ+vr3GtpoZKZmSnSPgAAACKXg0fLaMwrs+hQUbnudrmRe6v98DWiEoh25Nrak72nfvRrUs3h5EYe5VajYh5RUetBPNX1BEuoVOsiKqQJFfX9GIVUMI59sPB7pf/617/o8ccfp5ISfeERAACAyOGDudvcRIouolJlzYiKsbvF23BCY51NcVmlm8BhkeJL14/uNUNU/9Gokfeun5M7NxGpOq79kY/99PpB1KFJMn1y3UCK2IjKf//7X9qyZYswe2vXrp1bMe3SpUsDuT4AAABhwNPQurQ6pn7MIipyLk8w8RZRqTSIrSJFqJRXVWmRB11ExUPqhxnbuzn9vHIvXXFiWwqtjwqZRlTSk2Jp/oMjdOvnicp//HM42Qm/hcq4ceOCsxIAALAgvJkt3H6EjmuZHrJuDivgqU9CdtUEIqKi+nwEkgUPjaBRE2ZS4bFKrykq433FZTVrlEJMRFSU7hlPqR/mtUv70rPnHRfWrh+HUqNiTEnZFb+FCqd9AACgoXDP1yto8vI9YgDd+JFd6ON52+mmkztSs/QEt7TBvC2HqXfrdGqaqr/PjnjKcMjahsBEVIIjVHgOT88W6cJV17tQ8Zz6kWkhXqNaz+Et9cPplVCK2SiTrh91enKkUOceqiVLltC6devE5Z49e1LfvjXDmQAAIBKYtna/ECnM3C2H6Y/1c8S3dPbceOeqAbrHvjxtI707e5vwGZlz/2lkdxqR+U4n0zW+FtNyOoWnIh8pca93CWZBZ6zrub2lfoxiS5f6kRGVmChdFMWT4Vs4iPYy60e1/W9wQoUnJl9yySX0559/UuPGjcVt+fn5wlflyy+/pCZNnGOtAQDA7tzw8WLtMn9pZZHCbNx/1O2xy3PzxTl7jHCaQ00X2BFP+1y8HxEVnkp811fLqV+bDFEbEaqIinhu1ybuzUfFeF+xB6GSqviieEv9hJpo066fGv+XSMHvT8ntt99OR48epTVr1tCRI0fEafXq1VRYWCjM4AAAIBI5VFSmXW6Xnew1OmB0ObUj6rd0M3FhFlHh+og5mw7RgcJj4vof6w+Ib/iLd+TRloPFHp8rGEhB4d1HxZD6Ka8RKvL98RrbZCX71fUTKhqZdP3U1KhQxOD3p2TKlCn0xhtvUPfuNeOw2Uqf5//8+uuvgV4fAACEBf6Hn6C0pao0Ta2ZlCspUgoxOapid8xqSlRBZmbBPmvTIbri/QU0YsJMtw10gckU5mAV06opGmNnj4qMmkjvlaPKAEZ5H6+xXVaST10/oSZadv0ob1Ee8khyjff7iFdXV7u1JDN8G98HAACRQHF5lcfN2qzuQU0b5BoG3NmR0ooqv4tp524+pNvw1WnIB47WRKRCmfrh2iJPYkVGTdpkJrlNUK6JqDSiPq0bU7dmqdS/bUZIWqr97vpxuBfTNuiIymmnnUbjx4+nPXucBWbM7t27xVTlESNGBHp9AAAQFg65Nla2ZO/YRJ/qOWbSalukfBuPjIhKld+pH7WWg39eTaXU/HyjkBTTyojK72v30yvTN3kVnMe1cs4Z2rDvqLbRy4gRr5Hf86/jT6KvbxpsqUhFlEnXj7E9ORLw+1Py2muviXoUNntjK30+tW/fXtz26quvBmeVAAAQppqU7JR4+s/Fx1OztAQ6oV2GuK3MJNKii6go38ztihoNMY2omAiVaEWE7C04RiUmz6EOxwtmdEJ97lf/2Gz6GCm2OjVNESkeFic870d9f3HRzrQQCxSj661limmrTbp+LLbWkHb9tG7dWrjPTps2jdavXy9u43qVkSNHBmN9AAAQZqESR71bNab5D42gyct206LteW71GfwttkiJHvy0ci899rdj1DTNvn4qZtEQruWQLqcVle7pL7XG47c1+2jlrgK3x7TKSKLth0uCH1HxoZZEihEWKWw1v7+wTMzHaa3Y4MfGWHfDj/I6Pdm66w6qUKmoqKDExERavnw5jRo1SpwAACASOeiac8MRFWPxpzEtwpEDo+X8zI0H6cIBvOXZDza1m73JWW8iYWfeCRf1oXzXoDuziMrRYzVD8J751flFVoU7ZrJSaobjqdbugcaXNmK1s4eN2lioSLFVE1GxTvGsERk1UX8VNT4qFDH49Rvggtk2bdpQlWsGAgAARHqNSrbS4SPtyMs8GIVxKP7SgU5xsvlgEdmVx75f43bby5ccT51zUrWN26yYtrDUPQqjwiJFnegbTBdXXwSGbE/mx6a46muk2JIixspThqO1rh+HFtmTlyMpouL3b+Dhhx+mhx56SPinAABAQ6hRMUZUjHNrpFBJjoum7s3TxOXN++0rVMyQhbKymLa2iIoZfCwPFNZ0/wTTlCxZKexVi0xVpBjh6EtqghQqlW6zfqxKlNL18+afW+jEZ6ZrnUuRJFRi6lJMu3nzZmrRogW1bduWkpP11fCYngwAiAT2u0zLmigRlXiXr4qxbVl2/HCEQLa67nYVZdoNNeKhkuLayL21J8u0kDehsmaPe91KMEhzrVdSWe1wK96VHT4smNJc0R0pttSuH6tHVKocDnpuijPV9sn8HRGX+vFbqJxzzjmWas8CAIBgsH6f0ya/c9MU7TZpi2+MqMiOn+T4aG0goepka0eBZkSaomnFtCYRFTVaonb5SNHGNSrXDWtPz0/ZQGf1aUHBJC1Rn1bi9Rp9W1ShIlM/Mjqm1q9YlWiTrh9Jg46o/Otf/wrOSgAAwCIUHqvQvFBkKodJ8BBROera3HizkxGYw8XlwmjMSkPsfOGwq4iYOb51Y22GkfyC6imiwqmVgybibPo/T6Fuj07RUhQ8efqEdpmiODeYyAiJhNebVFPH61pzTWTCY+rHwhGVRiZdPxILGejWG7/fSocOHejwYXcrZB5MyPcBAIDd2XWkVGtNTle+mdceUYmhzOQ48U2X944jxe4Tg61OnmvKMXvG8CRoI3Lj5lSK+k2eC2mN4oWFmyxAZpLiY8SxYaGi3h6KiIpZTY3c4HnDl6ktOXhSLbS1fkSF3IikzIffv4Ht27ebdv2UlZXRrl27ArUuAAAIG/muzTrD8BVctrwaB/bJdAF/K+fNIys5zqNtvNXhSJB876o1u0St81A3/wNH3VNGsvj4kbHdqUV6At17elcKFTKVIzGrqVFTP+xAzJS5Ws/L7VSjUu3weF+DSv388MMP2uWpU6dSenpN2I6Fy/Tp04VDLQAA2J0jUqi4BIfxGyx/2+ZUh/zWWtP14/yXypEIFinbDhVTLx9THL+s2ksrcvPp/tHdwuoqmucSKhwZMkPduFmoyMiIWSGtfOwNJ3UQp1ASZzBqM5uiLIUYB03k+5AzjjQfFQsLlSjX0kxTP5GjU3wXKuPGjRPn/Id59dVXu/mrsKX+Sy+9FPgVAgBAmDbrjCR9+iBWSfzzl1gZXJBdPzJ90CUnlZbuzKdNB3xrUeZvxLd+5uyYPKVLExrSKZvChUxXsUi7dmg72rD/KF02sI12v5oKke6tniz3w7nJt8lMFmk72cVkFlFRXVylUJFmfvLxdiimdZgIlUhK/fgsVORkZI6aLFq0iLKzw/eHBAAAwSSvpMI09aPOsqmsrqboqGhdXYesZ+HZMcwWH4UKD8OTGM3kQk2JyzqfUyfcwfTdrUPdNkBO/3CEgqMOvEne/+1Kmrpmv9tzhbO+g0XSgodG0NBn/xDpLLMuJXmTXqhU28aZNtpL6ieSun78/g1s27bNTaRwIS0AAEQCXCDK9vdmqR9ur5Wom4PsEJID96RJnCdPEiPr9xVql80G+YUSKZRkfYkZqjvt14t30f8W7zJ9r+FOm7D4kMZvZgJQFgNzZCLBtVaZ+qlxpm1k/a6f6shO/fj9KXruuefoq6++0q5feOGFlJmZSS1btqQVK1YEen0AABBS7vlmBS3ZkScuy6JYMydV7noxTktu7TJ7k4WZZoP9ZNfQjyv20OrdBW4twbW5uwYbmfqI99KVE6vNPKqm+75d6fFx3sROqJDFv6YRFSX1kxhnnvqR05OtSLTr86h+Fo33RQJ+f4reeustMUGZ+f3338UU5SlTptCYMWPo3nvvDcYaAQAgJPDmNGnpbu168/REjzUqla7izAe+XalNA5ZCRX6LLykzj45MnLudbv9iGV309jwhWmSnjVqYGy5k6kNGGLxFVA7W0tUU7oiKcw3RtdaoiIiKhxoVK7yH2lI/xiGZDbZGRbJv3z5NqPz000900UUX0emnny6KaQcNGhSMNQIAQEgw+p40b+x0mZVwNw7//+f9jWtUOOT+5aJc7f5maQk+RVRW7SrQ0jy82R8prtnwpY9HuJAeMd58TuTmvc+Di23N48IfjYjzElGpGeBX835ZqPHtMkphtN235qwfcr/Pusv2G7+lYkZGBuXmOv8wOZIycuRIcZkLqjBVGQBgZ4y29y0MERW1ToVFiiyiZc7u00ILt2sRFQ/1JpuVIttDReU6gXQ4zNb7MqLiS42KJ7t94+PCibfZRFrqR0RUXOmsyir6YtFOt5+3ItFe1EiDLqY977zz6LLLLqNRo0YJh1pO+TDLli2jTp06BWONAAAQEtQUjHEgoVtdQJVDJ2yeOreXdlmLqJikcfhL3bbDxdp1jqior/vZgp1a502oYct/Hh/gc0SlwF2o8ARpa9WoeJ72LB1dOYUiXYe5zfrh71a7/bwVifYiRhp0ROU///kP/eMf/6AePXqIGpWUFGcb3t69e+nWW2/167meeeYZOuGEEyg1NZWaNm0qvFo2bNjg75IAACAgyGgGp3Bm3DPc9BtrjCvezqkBWaPRJSdFTE6WJMfVdJrw5q/CNSjqt3tn6kcvkGQXUag5782/aOvB4lqFity8zVI/qnV9sG3y6xtRUWtUZDGtsTvIClEhT3irQwmnaWDYa1TY3O2ee+5xu/2uu+7y+8VnzpxJt912mxArlZWV9NBDD4l6l7Vr11JycrLfzwcAAPVh2U6n1cLgjlnUPtv8f1CNjX61FlGR7ciSpPiaDbqkoorSoqPoy4U76dulu4TzrApbzx9Run7C1fnDtSkrXbUztaZ+YjwX07KXzF5XpEUO+gsnUmiYtSfLtl7e7z2JKitv+NENJPXj96dItdI3KruEhASR/vHVSp9rXFQ+/PBDEVlZsmQJnXzyyf4uDQAA6sVPK/eI8zN65nh8jKxR4YjKpv1FOv8UdXPkx/FjuPOHJ/k+MGmVuO+fX+ttHHYcLtGmL/Pz7M4vDUtBbV6xXhx5Tf24Nn/ZocQjA2QUKCctgda7DOzSLCBU5Mwfs3SaGlGxQpoqsEKFIga/P0WcnmFRYrTslbfx+bBhw2jy5Mmi8NYfCgqcap59WczgwYd8khQW1pgkAQBAfeCuEOlIO6h9lsfHqTUqi7YfEZdPaK//n8X/B7lOhQVHUVkF7c536ISJyiqXlwo/b8sMp1A5GgahcljpPGJkcakZ8a775OgAjqJIodKzRZpmmKemw8KFHGsg12o6lLBRI52Zn12I9dKRFEntyX5LSK5L4VQNn7Ow4BNf5tZkbleeNWuWKLI1Sw/VZtF/55130tChQ6lXr5qiNGNNCw9DlCfZJg0AAIGa78P7lVpn4alGhTe53CPOzblbs1S3x8lC3AOFZcLczZPgkR1AbNcvLfjNNlUrRlRksbDscmIGKqIt1UIRFbMolWzrdbadN7KdSVqM4utjpEGnfsaPH0/vvPMODRkyRLttxIgRIu1z44030po1a+jll1+m6667zq/n5VqV1atX05w5czw+5sEHH6S7775bF1GBWAEABHJicuOkOK8blqxRYR8V6Tkiu3xU2Cxuy8Fi+mvLYVq8wxl5UenVIo1WKDUhPAAx1bWphqNGxRhR8aVGRaasslNqHHx7tEjTLicpAibsERWTDqwaHxXn75SjKmZ29HaMqETbL5PlEb8/RVu2bKG0tJoPooRv27p1q7jcuXNnOnTokM/PyV1EMhrTqlUrj4+Lj48XJwAACDSy8ybTYJvvLfVTMxfHXajIaMJrMzabphW6N08TaR+5L3LXifyZcKR+jJ1HsgvGDOP77dw0lV64oCm1aJyoG+RoNtU31Mj0k2nqR9aoKEIlvC42/tHIFQXCUEID/fv3F1b5Bw86c5AMX77vvvtESojZtGmTT5EO/hCzSPnuu+/ojz/+8LkIFwAAgpX6yDRMTPZm+OZtgJ+6R3NRLadLBrbL1KWGpJOtfA65qYYjoiI7dZixvZubii9PJmh8/cIBrWlop2zL+Y7IKJVZREVu8DKDEmNY+6N/60FWJ8ZD9K9B16i8//77YoIyRz64w4dPfHn79u303nvviccUFRXRI4884lO659NPP6XPP/9ceKmwPT+fSkvD4yEAAGi4SJfZxkneC0CjXbsaixS50Zlt6neN6qK7npMeTx2b1rQ8c4qJi2fVzb5mMJ57K22w2e0qhj23b0t69ZK+Xh9rFGbGFMR5/VpSm8wkGtndc/dUqGtUzMSf2vVjtumf368lWZ1YD8LQZuU2gU39dO3aVfic/Pbbb7Rx40btNnaqjXL9AXNnkC+8+eab4nz48OG62ydOnEjXXHONv0sDAIA6I9MttXWqyE1ZneMju2BUujZLpZO7NKFZrg6YJinx1DarRqhkJsdSM2HR75zUzBGXOC8uqoHir82HKDevhC4+oY3u9l35TqFyRs9mtXqHuAsV/fUJFx2vdYFapUbFazGtTP0YBJe3qJJViPFQp2K3wmBv1KnSiQXJ6NGjxak+WCF/CQAA6jfu2jpV5Aag2uN7ci9tlhavS/V0zUnVRVRUnxGOqEgRFCyhwv9zL3tvgbh8fOsMIaZkUen2Q8WaJ0ptGFM/Zt/qrSBSGGnct/1wsXAezlLM+bTUj1ajon8fdvBWiWkAqZ86CZXp06eL04EDB0RbscoHH3wQqLUBAEDIIyq1mZTJjaG4rEoTKZ4iEM6ICWnutarfSkJMtC56w5OGY10bY4WJi2qgC2YLSmtSISt3F4jrXM8hxYs3jMLMyoP72ICO28fZhG7xjjwRMVI7fnSpHyU64e33aocW5SjrL91n/P50PfHEE8LmnoUKd/bk5eXpTgAAYO+ISm01Ko10TqfevnV3UGz4OaLC9RLjR3Sm4V2bUP+2GbroTShSPxxVkHB7tWTZTuf/7kEdMn0qhjWmuqw8D0eKFWM3lez4Ubt+1HSJWTrPTqmfqIYcUXnrrbeE1f2VV14ZnBUBAEBYa1S8/1uUG3lxeVWtG5o6L+j41o3dimzV1+LnkZEJdskNBqorLlv7S6TpXBclNeUNozCxWqePkUSXeV1pRZVbIS3TyLX8WCU6YYe0T0MppvX7N1FeXq4zewMAgIZUTGusUfFWcNmpaYomPk7s4G7Lb4yoyE3HbNJvIJAjAozFwFKo8Hp9gdNUvhqPWQFpyFdaXkn7C4/Rs7+up52KaDOLqHhzfbVDjUpUQ46o3HDDDaKd+NFHHw3OigAAIAwUulI/aYm+1ahIXw5v37zZWn7aXacInw4zS/qU+BpRxM9Tk/oJTqOB2qJb4ooIMblHnJu2p4nRtXb9WDz6kOASKvyeb/98GS3cfoQmL9vttUbFU0rFasR4jKjYY/1BESrHjh0TFvrTpk2j3r17U2ys/tvHhAkTArk+AAAICYeKnJ6kqrOq1xoVWUxbyybdJivJ432pxq6fIBfTFpbWRFFkRIg7X/Yfdb53dpb1BTfDN4unfpKU1A+LFGZfYY3BnWqhL7HLkMJYTzUq1v6VBFeorFy5ko4//nhxmWfzAACA3eHoyKEiZ0eMN2GhfoOVqZN4L8P7akMOIaxJ/QS3PdksonLwaJkQK7wxc2eSLxijQ1avUalJ/dREkVSkJlHTPZ4iFVYjBqkfd2bMmBGclQAAQJiQqQ8eDJhWS41KvGsDkzUt8npdUIUBt8LGB7GYdtuhYvp6yS7tuhRaewpKtc4YX03CpNurXWpU1NSPGaapH5tEVGI8fP4iyUclKlAmQr/++itdcMEFgXg6AAAIKZtcxaRs++5r2kPWqNTHQ0QdgMjPJyMTwUj93PzJEt11mfqRhbSqnb//QsU+qR8jvJ/LTV0ValZ/T7WJRFkgHAnU6zfBM3+4qLZNmzZ07rnnivoVAACwG3M3Oae9D1CGBnpCRj3kRl+faIK6MbLhmtb1E4SIyob9R3XXZY3Nsp354ryvq33aH1t6Oxi+MXKG0oz1B7xu6Ko4sYsFfXQDMHzzO/VTVlZG33zzjRhOOGfOHKqqqqIXX3yRrr/+ekpLSwvOKgEAIIgscRmeDeno3kJsRNakyIhKoGoZWKjIDT9Y7ckqMvWz+YBTwPRsmV6niAp7lLTOqD0SFU4S42I8pn7UWg59RMUeO31sA7DQ9/kvbMmSJXTrrbdSs2bN6OWXXxaDB3Nzc8XcnzPOOAMiBQBgS45VVNHWg870Ry8fNmvZ4RKIiApzUudscX7ZwDZBc6aVLrqMnDckN21Za9NYKeytDbVbqV/bxlrEwuqGb2aoAQn1d2kbH5VoT8W01PAiKoMGDaLbb7+d5s+fL6YlAwBAJMA1Gjz2hQtpm6bG+5z6kaNi6lvL8ME1J9De/GOi22hfgTN9XhFgH5XDro4mXjs749786RJNaEnBkhzvu9hQfVR4KrTVMdbUeEr9qGkU+KjYUKiMGDFCpHt4ECHb53MUJZJCSwCAhomcf9OxSYpP/9OM9Rj1/ebNQke2RMvn5nZhPgWqTkJ6hmQlx2mbthQoUrCwOZ2vqMeJp0BbndrGIpilUWxTTBvloZg2gkIqPv8mpk6dSmvWrBHRlFtuuYWaN29O48ePF/dBsAAA7MpOV2uyLx0/pq6sAfzmrT5XfVqUF20/Ql8t2qld/2XVXnHeu1VjSnJFTmSNijxPdtVx+EvzdOfAP7tGVJQhyrrNPdr27ckUMfglGVu3bk2PPfaY6Pb55JNP6ODBgxQTE0PnnHMOPfTQQ7R06dLgrRQAAIJA7hGnj0hrX4VKEM3O1Ocqq2NB7ZIdR+jCt+bR/d+uolW7CuhIcTl9tsApWi4Z2FoTJMVlVSJqc6yi2u+ICvPPUV2ob5vGdPmJbcnqGLuUVNThhOqmb5di2riYyE/91PkvbNSoUWLmz549e0TtCvuonHDCCYFdHQAABJk9+aV++YgY7eIDWcvA0Rq5v5SZeH74wivTN2uX1+0tpA37joouolYZiXRKlyZaLQqnfNTBhNK91VduH9GZvrt1qNdohVXwtka1GkhvoW+P1E+ih0JhCBWFjIwMIVSWLVtGixYtCsyqAAAgROSXOm3lM32stYiPNaZ+ArehcRo90Ys5mS/IDiZm88EiTYi1y0oWz5/siqhwxKbQ9d55g/Y2XNHusOW/p0xOtZL7seNQwkSPQoUiBp8+mTt31uQ6vdGvXz9xvnt3zVRKAACwMgUlzo6YxkmxdYqoBDpFUB+hwi7hcriitM3f7RIqLRo7a0lkjYqc8yNui4uO+FpDtRbFt4iKPY5HoodIGI9kaFBChVM6N910k9eISUFBAb377rvUq1cv+vbbbwO5RgAACHpExVehYqxRCXSKQA788zRAzxvF5VVazYkUIjKi0jw9URNaMs3z44q9dapPsTtqKshze7I9IkwJDSD149Onc+3atfTUU0+JupSEhATq378/tWjRQlzOy8sT93NHEEdUnn/+eTrzzDODv3IAAKgnHPZnR1gmPdHH1I8hRRJo+3j5DbkuEZVDrgiJdr2ojA4XO31Omrg8YjhywvUqG/cX0Qdzt7nNHIpUOjZJpi0Hi6lfm8b01LnH0ZhXZjvvaGQeHfPU9ms1EpH6cZKVlUUTJkygvXv30muvvUadO3emQ4cO0aZNm8T9l19+uXCunTdvHkQKAMA2sCurbPpI99GZ1d1HJTipH3bM9ReZ9pFfpjmikm+S2mplsLy3Q4txffnixhPpskFt6P7R3ah78xondfXXp7Yk2yWikhgX+dOT/Yr3JSYmignJmJIMAIgEZDSFUyG+RkaSDX4jgd7QtBqVcv/bk9fvc87t6d8mgxbvyBMFs7vynKmfDKVYuLWhw8kOpm31pWlqAj197nFeUyRqYbRtalRiEVEBAICIJb+03O85NzKFIokLcDFtQj1SP9LYjYcrprrqMPa6bPnViNGlg9rQyO452vX8Eqdga4joa1Ts1/WT4EGo2MWwzhcgVAAADRa5Qaf7EVFgUaPrDglwRCWpjl0/m/Yfpb+2HBaXR3TPoWyDoMpQ6lC6NUuj964eQHeO7CzSRLed2pEaLI0ix0clXRGjkVRMa4/fBAAABLHjJz3R9yw4t32qUZWA16i4IirH/Oz6kfN8OjRJpj6tG7sNCzSLGo0f0ZnW/3s09W2TQQ0VdUNXf5d2caaNUtasDtWMIJ0CoQIAaLhoHio+dvxIVKES6K6fhDpGVPJc0SG5Walr5KF8Zs6zXHAZH+OfI22koepMNTpml2LacmXUgho1a5CpH57xw509AAAQaakfXz1UJGo7b6BTBMkuQXH0WEW9RJcqVM7q0yKiukACiXpc7Gj41r9tBnXITqbRPZvpzAiNxoR2xud3smvXLhozZgy1atVKTE/m2T7l5c4/DAAAsCPT1h8Q5+l+CpXUhNigFV1KgSFdY+squnLSalqOe7dMD+gaG0JExS4jBRJio2na3afQW1f2130WAznaIdz4/E4++OAD2rdvH33xxReUmppKd955J2VnZ9P5559PH3/8MR05ciS4KwUAgADC/iIrcvP9mvOjplKCVcsgBcYBP4WKTP1I0dUlJ0W7r42Pk6EbIp4iKoFO6YWiTiVGie41SKEiHhwVRSeddJJwn92wYQMtWLCABg0aRG+//bZwqj355JPpxRdfxKwfAIDlyT3i9Bdhzu3bss5CJU2JrgQCWWOy31UcWxsl5ZX02YIdNGX1Xl3qp5tiamY0eAPm7clqRMJOQsXOxcC+UK8BD927dxen++67jw4ePEg//PCDODH33HNPoNYIAAABRwqB3q3SqamSJvEFVZxkG7pr6otcy4FC3yIqE+dupxembtCut81yipIW6QnCK6WsskpY5gNz1NIdXUQl2t5FxrE2FFqeCNgkqiZNmtD1118vTgAAYHVkOy87ltanpdVoAFdfslyFukfLKqmiqrrWEP5yV/pKMqBthpbSYK8U4PvvUh1KaMeIikOZBd0gi2kBACASIyrN0v0XGhylkAR68nCKklYqLqus9fHr9xVql8/omeN3dKiho4uo2Dz146jRKbbpWvKFhjXbGwAAXOxzWcvn1CGi0ki1Mw0wHEFJiI2iYxXVYmiitzk8RWWVWq3NskdH6Xw0QP1SP3av8YiOIKFiP8kIAAABTP3k1GFy8BUntqHWmYlBs56X7c8sVLyxwTWEMCctHiKljvRTXHnVrhm7tCerKAGViPLNQUQFANCwUz91SJVkpcTT7PtOo2DBAwXZR6U20zcpVLo2q+nwAb7x+10n06Rlu+nmkzuap35sWEzrUJVKBOG3UJFdPUZYvSUkJFCnTp2offv2gVgbAAAEPfXTvA4RlWAj2585teON3LwScd7e1ekDfKdzTirdP7qb7ja7+qjUEJlKxW+hMm7cOCFKHAbpJm/j82HDhtHkyZMpI6PhDroCAFiX0vIqKnSlVeqS+gk2sqC2ttTP3nxnfUqLxmg/DgRq6seOQsURmTrF/xqV33//nU444QRxXlBQIE58mY3ffvrpJ5o1axYdPnwYPioAAMvXp/CgPk6zWI3UeFeNSi0RlT0yKgShEhBs3/VDkYnff6Hjx4+nd955h4YMGaLdNmLECJH2ufHGG2nNmjX08ssv03XXXRfotQIAQEDYW1Cq1adYsehQRlSKaououN4Hm7uB+qM3fLOfUIlU/P5NbNmyhdLS3Au3+LatW7eKy507d6ZDhw4FZoUAABCkQlp1cJ+V4EgPU1ruXagcLioPiulcQ0WNSNgyouKIzJiK37+J/v3707333iss8yV8mW30OSXEbNq0iVq3bh3YlQIAQIDYV1Bm2UJaJtElVErKa4zljByrqNLuR2tyYKhWNno7RlQcFJn4nfp57733REFtq1atNDGSm5tLHTp0oO+//15cLyoqokceeSTwqwUAgEBGVCwqVJJinf+aSyo8C5W8knItXWHFOhs7UlXtsHlEhSISvz/d3bp1o7Vr19Jvv/1GGzduFLd17dqVRo0aJaYrMyxkAADA6q3JdfFQCW3qx7NQOVJcrkVTrFhnY0daKkXJdnR2dVBk4pdQqaiooMTERFq+fDmNHj1anAAAwLautGlWT/14rlHJK3aawWV6sdgH/sHjCtgILiHWfmZvDGpUePZBbCy1adOGqqo8q3wAALDPQEJrR1S81agcLnbW2TROcrYyg8AZwbXOtKeB3uk9csR5dkp8w079PPzww/TQQw/RJ598QpmZmcFZFQAABPFb56Ei5ybf1KLdMr6kfnYedrrStsyAhwpwctmgtmJ6tjq/qEEKlddee402b95MLVq0oLZt21JycrLu/qVLlwZyfQAAEFCKy6uoosoZIs+waNokMS5GW6snth4qFucdm6SEbF3A2kRHNaIzejajSKNOFvoAAGBX8l3dMtzVkRAbZVsflXV7C8V5h2z9l0UAqKELlccffzw4KwEA2BZOUcgCUKuTX+IsQm2cGGvZbpnEWO81Kmv2FND6fUeF18eAdkjBg8imTl8n8vPzhZ/Kgw8+SEeOHNFSPrt37w70+gAAFufx71dT98em0BM/rqGyyirxTd/K3QcFpRWWTvt4qlFZvbuALnjzL1qem087XPUpvVulw5UWRDx+R1RWrlxJI0eOpPT0dNq+fTv9/e9/F0W1kyZNop07d9LHH38cnJUCACxHZVU1fTx/h7g8ce52+nPDQdp2qJgmXNSHzuvXiqyINEpLt3C3TFJcjeEbi751e4/S316dI2676K159OS5vXQzgQCIZPyOqNx99910zTXXCJt8HkQoOfPMM8XkZABAw+GGjxfr3DBZpDDvzd5GViVPSf1YFZlGY6fU8qpqenma01yT4etHXcMKk+FICxoAfguVRYsW0U033eR2e8uWLWnfvn2BWhcAwOJsPVgkIihmWNnbY09+qaXn/KipH5n+Ua8zh13t1bDOBw0Bv4VKfHw8FRY6q81V2E6/SZMmgVoXAMDibNh3VLs87vgWuvusXP+Re8RZ32FlU6/Y6ChtKB4X1JZVVuvulz4wiKiAhoDfQuXss8+m//u//xN2+gxXzXNtyv3330/nn39+MNYIALAgMv1wWremdP2wDvo7rdlMI9iV54yotLK4UZo6QflwkbOuRnLIdR1CBTQE/BYqL730kpiO3LRpUyotLaVTTjmFOnXqRKmpqfTUU08FZ5UAAEvBrqgv/LZBXE6Jj6EWjfVplEJXZ42VUz8tG1s3oqK30a+kQy67fGPqJyXeHi3hANQHv+U4d/v8/vvvNHfuXFqxYoUQLf369ROdQACAhsHJL8zQLqcmxFBmsj7VU+iKtlgNLk497Jo6nJMWb5uIipyUbIyopMRbtxYIgEBR57jh0KFDxQkA0LDYfKBIdz01wWmcxhEAaVB21KIRFW5NZrHCPm9GcWXViAqn2KRJHYtCvn7wqKxRQUQFRD4+pX6+/PJLn58wNzdXRFsAAJHJgm2Hddd582R+vH0YdW+eJi4Xe7F+Dydyg89KjqMYV7GqVUmKdR7XXXnO4t+oRjWdStyizDS2cNEyAIHCp7/UN998k7p3707PP/88rVu3zu3+goIC+uWXX+iyyy4TaaDDh/X/yAAA9oDNxdhd1tN9HE1ZsiNPd3uaS6jwcLxXLjleXK50Df2zAhVV1bR+n9MtVwqV7BRrp33U1E/uEWdNDUeApBGchAUXAJGOT6mfmTNn0g8//ECvvvqqsM3nick5OTnC8C0vL0/4p2RnZwsjuNWrV4v7AAD249bPltK8rYdp2t2nuG3mz/66nt6etdXtZzj1o7bVqt/4rcDEudvo6V/W0z9O7USdmjonDWelWH+Dl66zO48Ua0JFzgCS2EFwARCyGhVuS+bToUOHaM6cObRjxw7R9cMCpW/fvuIUFWXtUCoAwDu/rnaaNn61KJduO7WTdjtHI4wihVMRbbOSaXDHLO22GL7RYhGV1/7Y7DyfsZn+Pc5lPW+Dtl5p5jZt3QFxnpUcTw7SH1er19kAEAj8/mtlYTJu3LiAvDhb7r/wwgu0ZMkS2rt3L3333XcBe24AgH8Ul9XUlewrOEbHKqoowfUNvki5T7Lw4ZFu3+jjYqK0dItV6JyTqqWrilzdSHbolpG1P5KmafE03SVajMcbgEgmrJ/y4uJi6tOnD73++uvhXAYADZ5vluyi4S/+qV3/ZP4O6vboFPpxxR5x/YCrtkPCKQiz+ggtolLtsMwEZdV7Ttao2MF/xCim2KBOFYxdc1LDsCoAQk9Y459jxowRJwBA+OB23Xu+XmF63+1fLKOz+rSg/YXH3DZNbkk2onbSVFQ5KC4mNBa1T/y4hgpKKuili/q4rYtFk0S+DztMHTaukWuB/n1OT3rshzU0fkRnumpwu7CtDYBQYv2/VoWysjJxkpjNHAIA+Ad3xNQmZGQkQlJaYd4ZJOfTMJXV1RQXgqAtp6gmzt0uLo8f2VnUzaiws6tRqNjBet5YOJueGEuXDmxD5/dv5db9A0AkY6sE5zPPPCOcceWpdevW4V4SALbHmNYxcvl782lFboHutiFKAa1KTHRNNKOiMjSpH1VEqdETSXFZjaja5xIqdpg6zAJMckqXJnRu35biMkQKaGj4LVSOHdOHgFW4IDaYcGs0e7bIE5vLAQDqxxaD0+wVJ7bR/FCY+VuP0Adzt4nL1wxpJ9IO95zR1fS5ZI0KU1EdmoJaOUnYWBAsUes6DhSW2Sb1o0quj64bqBU2A9DQ8FuosKHb8uXL3W7/9ttvqXfv3hRM4uPjKS0tTXcCANQN7sz5enEuPflzjYljclw03XRyRzrneOe3dyP922bQXaO6UNNU/RBCCdeHxEaHtkVZzr1Ru3oka/cUUoFi5y/9XZJtEJW4oH8r6tAkmW46xTCZGoAGht9CZfjw4XTiiSfSc889p3XusNHblVdeSQ899FAw1ggACALnv/kX3fvNSu36yO45tOLx06l1pnOqcPtsfa0HB0uOb9241ueVpm+halFWIypq9IS7js7872zTn2EBYHW4JuWPfw6nB8d0D/dSAAgrfn+teOONN2js2LF0ww030E8//STSPSkpKbRw4ULq1ctppuQrPHl582anGROzbds2Ea3JzMykNm3a+Ls0AICPlFdW08pd+roT3tjVrp13r+pPH8zdTvO2HKbDRWX0/jUnaCLGGzL9Eyqhok4WljOGZmw4QL+uMk9Fc1tvp6Zo7QXALtQp/sktxeedd56YARQTE0M//vij3yKFWbx4MZ166qna9bvvvlucX3311fThhx/WZWkAAB9Q0yGSf56urzvhzfzpc4/z+7lrTN9Ck/pRoyhFrsLZaycu0j3mpM7ZNHvTIa21GgAQwUJly5YtYvggz/eZOnWqmAPE1vrjx4+np556imJjY/1KI1nFFAqAhkRBaU0Ugpn7wGnUsnFgNvAY1yiNUEVU1AJaY40K061ZKvVtk6EJlSapmI8DQETXqBx//PHUvn17WrFiBY0aNYqefPJJmjFjBk2aNIkGDhwYnFUCAAJKfklNRIU37pwAbt6yRTlUQkUVJyxa2PdFJSctgXLSat4fhAoAES5UuEblyy+/pMaNa4rqhgwZQsuWLRMdQQAA+wgVjqJMGX+SrjalvkjTNzNPk2Cnfg4Xl7mltXgeUbO0mi4lTBwGwF74/d+Ju3vMSE1Npffffz8QawIABJEdh4vpho8Xi8sdm6ZQVoA3bi2iUhmi1I/iPLsrr1RXXMtkJsfq3Go756SEZF0AgDDVqHz88cce72MPBU9CBgBgDSb8vlG7nJEU+CnCWntyyCIqVTqhkleiFyoZyXHUqWkKvX1lf9Hye2IHc1ddAECECBUumlWpqKigkpISiouLo6SkJAgVACxOWUVNpKN1Ru3txv4i00ghi6goqZ/deaV0yDASIDPJOeX5jJ7NQrIeAECYUz95eXm6E3uhbNiwgYYNG0ZffPFFgJcHAAg0SfE1VuzN0s0dZutDnHSmrQ59MS07zy7LzXebOgwAsC8BqaDr3LkzPfvss27RFgCA9VAdAYJRWFrTnhz81E91tUNL9WQlOyMnczc725AloRJMAIDgELBSfzZ+27NnT6CeDgAQJNQajpHdmwb8+UPZnrynoJTKKqvFfKHTe+aI29bsKdQ9ZmD7zKCvAwBgoRqVH374QXedDdvYRv+1116joUOHBnJtAIAgRCD25JeKy+9dNSCgbclu7ckhiKhsPVgszrmr5+TOTeiLhTUT1W87tSNdOrANNU+HEy0ADUqojBs3zq3Tp0mTJnTaaafRSy+9FMi1AQACzCvTN9HG/UViHk+35sGZdyMjKnJScTBZtds5r6hjk2Tq1zZDd1+bzCRqFYRiYQCAxYVKNfK9ANiWX1c7B/U9fnbPoG3isj25MohC5eixCrri/YW0wlU4e1LnJqLeJjqqkeZMCwdaACKDwMd9AQCWTfvsOFwiLp/cOTtor6P5qAQx9fPVolxNpDDHt24sREqmq6CW6dgExm4ANJiIipxq7AsTJkyoz3oAAEFi/9FjovCU0z6BGkBoBhe2MhUBjL5uOVhET/y4lq4b2o6Gd21KxYrJG5OVEudWwIu0DwANSKjwHB9f4HoVAIA12X7IGU1pmZEYlCJad8O3wEVULnjzL8orqRD2/9PvzqZqw9T1DJepG6eAflyxh7o3TxMRFgBAAxEqPB0ZAGBvco84hYo69yYY1AwlDFxEhUUKw6mrERNmaiksSUKs08TuvjO6Uv82jem8/q0C9toAgPDi89eqrVu3ilZkAIA92XHE2crbJjO47bqcWgpk14/x/45RpKi0zkyia4a2pzS40QLQ8IQKu88ePHhQu37xxRfT/v37g7UuAECAkRt828zgRlRiAuyjUlqhr0cBADQsour6reaXX36h4mLnNzQAgPXZ6Ur9tMkKbpFpXICdaQtLa2b5qHBB8CldmtB/Lu4TkNcBAESIjwoAwOZCJTO4QkUrpg1QRKXwmLM+xcjk24bCKwWABoDPERXu6DF29aDLBwB7UFBaQfmugtRgC5VAG74VlroLFbbHh0gBoGEQ40/q55prrqH4eOc/h2PHjtHNN99Mycn6fPekSZMCv0oAQL1Y6xrU1ywtgZLjgxtI1XxUAiVUTCIqOWkJAXluAID18fk/1tVXX627fsUVVwRjPQCAILBw2xFxPqCdfh5OUJ1pXVb29eXoMfcalaapECoANBR8FioTJ04M7koAAEFj6pp94nxIx+BZ5xuHElZUBjb1w5lmWdPfLB1CBYCGAmb9ABDhHCoqo7V7C8VGP6ZXs6C/nlajEqCISqErojK4Q5Z2W1PUpwDQYEDXDwARzp78UnHeJCWeMpShfVaqUeGBie/N2UqJsdF0xYltdYX6MqLSo3maqK85VlElam0AAA0DCBUAIpy9BcfEefMgDiJUiYmK8luozNt6mJ7+Zb243K15Gp3QLtOtmDY9MZbevWpAwNcLALA2ECoAhJmS8kpas6eQBrTNCErL/z6XUGkRorqO2Dr4qOwvdK6R2X6omHq2SKMxr8zW2eWnJcIWH4CGCGpUAAgzL0zdQBe+NY/enb01KM+/K68kpAWoMvXjj48K+7xI9uQfo68W5brN9ElLxPcqABoiECoAhJmJc7eLc5n6CDRcSMt0a5ZKoYyolPsRUVFt8nfnl9B7s7e5PSY1HhEVABoiECoAhJFgTyTn51+92ylUerZIp1AQF+MSKpVVdYqoLNmRR7vzS8UU5jtGdNZub98kuMMUAQDWBEIFgDByuLjcrfslkOzKKxUigNMxXXJCE1FJiI0W58cq6pb62XKwWEtVcQGtpEM2hAoADREkfQEII7muQYGSovJKSksIXIpj9e4Ccd61WaoW6Qg28a7XKfPD8M3MJr9F40S6aEArYVY3qnsOZosB0ECBUAEgjHDEQ4U9QwIpVDYfKBLn3ZqlUaiQEZWyyiqqqnaINmV5my8RFUnLxomUmhBL/7tpcNDWCgCwPkj9ABBGuBbDU1FpIDhwtEycNw+h5bwWUamopkvfmU9Dn/2Dissq/Z6QjOnIAAAGQgWAMCJbh72lQOrDgaPHQm45L4VKeVU1Ldx+RNThyKGItQmVhNiaf0mNk9DlAwCAUAHAcqmfYERUmoRw2rBZmqe2ehWZ+mmbWVMw2zgx+Hb/AADrA6ECQBjZ7RIq3IqrDuALBEeKy2lvviuikhb6iIrKUS+RIq5hKS53tjK3zkzSblc7fgAADRcIFQDCBA/X23zQWezavXmax6LSusCplkFPT6N9Lmt6HkgYKmKiozThJTlY5IzsmHFUEWdtFKGC1A8AgIFQASAMcBRh4FPTSPq9SdfYQKV+bv1sqW7WTqgLU41RlYOuFJQZUpwlx0VTdmpNugcRFQAAA6ECQBj4dfU+XZon2yUkAlFMO2/LYTpkiGDU1h4caOINr1dQUlGrUGFhMlCZmpyVghoVAAB8VIJqXf7aH5upZ8s0Oq1bTriXAyzGwm2Htcvn9m2peacEoj350nfnU7hJMERUvNXeyMnJHPUZ0C6THj+rh0gHNU9PDPo6AQDWB0IlSPy15TC99PtGcXn7s2PDvRwQZthHhD8TJ3fJpviYaFq5y+kYO7J7Dj1xTk/6acXeoLQnhwtjRMXb+5JCRU53vnZo+yCvDgBgJ5D6CRL5Sqi73A8rcRCZPPnzOvr7x4vp2V+dE5K3H3LOs7l/dFcRTUlLjAlYjUoH1/A+tp/n2pf/XNyHQo2xRkUtmDWyt8ApVBBBAQCYgYhKkFCNq/gbo9p2CRoeXyzcKc4nzt1Ox7VM11IhTdOcUQSZ+glE10+R67mvGtyOerUMzcRkI6kJ+n8t3gTYvgJ9RAUAAFQQUQkSJS5fCEa2iALA3P2/FVrUIc21oae5Oly8RR58RT5HIGcG+YuxY8ebj8q6vYXivF0WpiMDANyBUAkSpapQcX1jBA0Xs1bbnLQEbSKwFCz1Tf1w23NpRZVpVCOUpBtcZY+WVVJ1dU27tFq7smH/UXG5X9vGIVsfAMA+QKgEiZLyyrDUqPBmwIPgbvx4cZ2f440/N9PFb8/TiS2rs3j7EZq8bDdZjU37j9KoCTNNUzqqoZkWUSmrFBOH65v2YVLCKFSMZm3sF2MWLco9UiLuy06Jo6YhtPkHANgH1KgECWkJzlRWh06osNPpvK2HNYEUZ2JnXhvPT9mg1VVcN8z6HRi82V3w1jxxuXNOCvVsEZ66DDNu/GQJbXMVzhrJSKqJOqjRDxYb6XV0ZZViIDE2mmKjw/c9pLFJBGlXfgmlJ+l/N3nFTgGXlYxJyQAAcxBRCRJqNEJ1CA1lbQxPr63vrBg7oEZSxv53jqUiK6pIYXv4B8Z0065fckJr7TK3LMsC7Lq2KOeXlNPbs7aEPe3DRCkW+inxzrXkHtEPYGQOFzuN6TKS4UILADAHQiUEgqGynoKhrgKpvikn9T1YmVmbDuquvz5jM1kR/hzcfEpHmn3fqTTx2hNozHHNTetY6tr58/K0TfTZgp2WECqtMmpajU/p2kScfzxvu+69HS4q08RwZjJcaAEA5iD144fTLCOLH/2pUamsR82Bv6jdFfUVKqUVgZvkGyzYmn3DPmcxpiQ6qhF9t2wXfb5gJ71+WT+tBTgcQwfNogzcqm7Wrs5dOvsLy2jmxoO0O7+UzujZzK/X+9/i3LBZ5hv5W+8WYr7P8K5N6YflzggXG95d8s58+nX8STRl9T66+dMl4nfFQKgAADyBiIqP/Hf6Zurx2FTa6OpQ8CuiEkKhon5jrYtQUQs5rR5R4dqUgU9P0zxJ3rmyvzjflVdKd321ghZtz6PHvl8TtvWpv4uOTZLp2fN6e328LKh9YeoGuumTJW4CzBscmVB/X/UpyA0ELEBuOKkDdWqaQv2V+T3cisy/t0e/X61bZ6ZSrwMAACoQKj6G7P8zbaNo+/zor+3+R1RCkPo5cPQYrcjN122OZZX+Cw31ZwItVDgq9cyv6+hLl/lZfXlr5hYqc4mxmKhGdFJnZ4qhqKzm2K/e47SqDwZLduTRjsPmhbKqOzFHC6b/czgN65zt9flki7Lkzw0HxPmynXm0J9+9vsPYXaQSSnFcGye0y9ClghZtP+LWht0qA4aIAABzkPrxgY37i7TLya7CwNooCXEx7ZBn/hCb0xk9awYgyk3cH45VVHtMXdSXpTvz6e2ZW8Xli09o7XMazROrdutFSGJcNKXGx4gWX0kgnF4ZFgqbDxTRyV2cYmhXXgmd/+Zf4vLGJ8fouqtYkPF7+3HFHo8eKt4iKhKeBzRr40G66oOF1LJxIs194DTd/dPW7qdvl+6i7JR4+mT+Dt19oayLqo2kuBiacc9wuu+blfTdst2a4Z0Kd2sBAIAZECo+cLDI2ZnAHC4qr0PqJzCbBm8+ny/cKQolz+3bSico5DdoTnfUp+tHjagE2kdF/RbN6RpfN3AzuIZDDvZjpObJTo3XCRVu12WRwUenSUo8xUY3EiKCU3jN0xMo1Uf31tP/M0tEav5302Aa2D6T1u5xuqnKyMfprnqSvQWldNm7C3TdPkYB4gmjk+zPq/aKk3y/87ceFuaB5xzfQryHG7x45VgposJwqzSLLU90zkkN6XoAAPYBQsUHuDtBTbHUt5iWn48jM/4WPE5ff0CruejRPJ26NnP+c996sGZTTIqLpiPFda9RUSMqagolEBQrx+RA4TGdUOF5SFxgeenANj55v8ihfjLt897VJ4jLWclxbr4lQ579Q7vcp3Vjuv+MrnTZewtoTK9m9OYVzroWb7CokcfiorfniQLdg8rngL1S3r1qAI3qkSOGDhpf3/eIivc/Ry5EZT6Yu010DxnhNmC5zsoQtsT7SlaKvg7lpM7ZNKZXc/GZlS3MAABgBDUqtcAbKof8JdzJ4H97skMndPo/OY1G/Wdmrc/BKQSu55C+IOoGqNZG7JTKxCAu6pb6qVl3IObOqKjRKOP8o3Nfn0uP/7CG3p7p9AFRnXYnzt1GU1Y7IwuyAJNTIszgDlkiJXKKKyVj3AyNcB3Pvd+sFJd/Xb1P6+ZS2XzgqHD2XbD1MP2xfj/9d/om3f23fb6UcvP0NSNP/ryWVu7Kp++XO9M9Ku2zfKu/8HU2D0eSbv1sqe62pqnx9NeDp9Htp3US1584pydZDbb3V+GupssGtaFxfVuGbU0AAOuDrzFe+GHFHrrji2W623wVKmraRK0XmLv5kEfzKyO86T0waZW4PLpXM9qrFFRyBEJ7LQ/ioi4RFVXceBokt+VgEbXOSPLb9VaNTKnzjzjdtMd1/Y8NB+j2EZ21+7j49t3Z28Tl/1zch8Yd35KumbiQZm9yHsd22UliZo5Evcz1OsVlVeL4cOGrhNMokl9W7aOxvZtrdSUsJEdOmCXu+23tfo/v5f05zjVJdhwuEdEWIzlp8XTLcKd48Afu2pWBuGGdsmmO63PjCW53ZqFz96gudO3Q9pZs9x3buwW9+NtGim7UiG4f0UlneAcAAJ5ARMUL//5prdttR0rK3b4ZqsjBa2qag9MpUqyoP2r2bV5F3VzZyOujeTUFk+y3oT6/WVtq3VI/VbrojHGN783eSiNemkmvTN/o93NLMWL0/Nh+qESXxpFwe64UKcwLUzbQ3M2HNZHCGOseBiitsJcPakuf3jCIvr1lCP18xzCR9jHyzqwtIhJyygt/0nH/mkoDn5rucf1jDQZtzMRrTqAmqfG638OLF/YRt53XryUteGgkNUtP8Hs+TscmNcWlp3Zrql2Oi46iqXeeTNcObSfSXF1yUig5Lpr+fU4vcT+LLSuKFPm7WvTwSFr9xBl06/BOFBNGi38AgH1ARMULLdITtAgKF17uLTgmBqjN3HCQRvao6a6R3P7FMlq6I4+m3HmSTjx8tTiXpqzZJzofqpWNn7/pc0eEEe5U4aJM1cLeKJrU1Imn7pzyqirTSA+nso5rla4JGxZeXOx47zcrdOkZ1jzGNT758zpx/vqMLXTvGd2EkOHIT88WaV4LIrkD5pslu7TrXPTL0armjRPoxPZZ2u3r9x4Voo43sT/WO9tz+7fNEP4bLHSkRbykpdL2ynAKiEUCp0KGdqppB+b5P6N7NhOpH5UVuwro3Df+8uo7wuLgohNa0YNjumvFrZLWmYmUkRSrfU7euqK/iH6d17elzkbeF845viVtP1xCp3VrSv/5fSNtcqUch3SsOT7dW6SJ2qTHz+opTnz8+bPGHU92oD4F1ACAhgmEiheaiGmuzs4SFhndHp0iLnO3xfp/j9aKYdkdNTevRGtHPe5fv5mKD/aPUOtVOGJhJlTGvDxLbMpy9osZar2KmvpRKXOJJd7MWJy0zUoWZmJcjPnkuF5iQ73wrXliHf8+pydNWuo+I4cH5JmtUXbZvDNrKz3z63rxzf63u05xE0V8/8ldsoWIM0utMUcUccQdO9x23LdNBi3PdUaUuOiVPUZmbDioi6YwLRsnuW2Es+49VaxPup5KVC+Pqwe3pYXb84QAqs0cbcOTo7VW6s5NUzQB4XzOJHr0bz3oyvcXiigHH1PGX5HC8Ofp/tHOWUCPjO0h0l73ntGVujVLFWk2jpCdpIgvhtdlF5ECAAB1AbFXLxS7ClOfOe84tw4dFi08PI5FyskvzKC/vTqn1ufjb91FZTV1H1w/4S1FokZlJI+M7a6lhe7/ZqVw+TR7nNqe/NPKvTTqP7PogUkrhUgRzzN5Nf2yaq8QPLwutd1WZeDT04Vfh7HWhgNDXFvCIkV6zbAg4joULj7NKy6nh79bJYzyuHiV/U0kMlXiaVbPUz+vE6mh1bsLtWhIt+ZpputTxYeEN26zjiqOiknuHd1NFHJKuOsk3lVzw2uVUYzbTu2o83v56qbBooCXaZ+dLF6HjebmPziCHjrT+bsJBD1apNEn1w+i3q0ai9fnFBPXn9yh1O8AAEBDABEVL0izMLnBTb5tKI17fa52P3eecE2Fr6ZiLA7aKR0gLIQembxK1GJMvHYgJcZG09O/OFMr3maocAsstzxzSomjElcNbmv62D35x2jMK7NF1IAxRkzyimvWvTvfc9s1R5C2PzvWTVhxO7EKF3xyZEEW3M5xRT84mpOdEkeyDplrLN6YsZnecxWkynob2V67eEeeOEl6NE/z2BauFs/WBqeQuK23Q5Nk8VqD2tfUs/RqmUavXdZPeNRwqkd0Fm06SIM76CMYXP/x30v70qSlu+iiATXFoL7WodQVTmOpqSwAAGgoWCKi8vrrr1O7du0oISGBBg0aRAsXOje7cCMFiMyrH9+6sUhxSLiGRHWt9QWuQZBc8NZf9On8naJe45N5O0T9g7GbRIW/2HM0YrBSs8BpH7WWxWgxL0WKGZyukrCwUFE3cYajR0eVaBAz/svluuu3fFrTMsuD9dSUhLpGrul45G89aMJFfXQ/f8/pXdzWyOmv9KRYGtKxZpNmJ9Zpd58iUjzG9I43ODLxwJhumsDopBSssuDh542PiRaP4xqZ07rlmKZV+Hdw0ykdKcOiRasAABBJhF2ofPXVV3T33XfT448/TkuXLqU+ffrQGWecQQcOOAspw8H0dfuFPbpsY22sDEyLUtIAr/6xWeeO6i9qyobrMT5foLdBN9I4MVZszCO76wt5V+zSF4j6ilrcqgoVjjrc56qVkLC7a20GcMb7eTigRJaBsDGaTKVIN1fJ1UPa0eNn9RARFEmG69izOLhogNON99KBrcWwuzY++pN4gutIOErGxas3nexuoAYAACD8hF2oTJgwgf7+97/TtddeSz169KC33nqLkpKS6IMPPgjbmrgLRm0NVjsVrhvaXrvMtR3T1nn22lBhrw5vTF2zn+ZvPeL1MfIbvHEuir9RHTOk/woXc3LUoW/rxjSgbYZ2/7wth2n0y7PFZU5R1YYcyGeEUysSTr+Md9Vc3DWyixAw7AHyy/iT6JubB4uJw0+d62y7ZZ6/oA+teeIM+ufpXSlQcJTsg2tOEDUhAAAArEdYhUp5eTktWbKERo4cWbOgqChxfd48d/OsUNG/babHqbYX9G9FX954ok6w+EKH7GS/DdKMsG8Gw9GEYMG25jLa8PXNg+l0Vxv2Ez/WtEdzjQd7YXAhK6dLLuxfM3dIRj08YbRKv3NkZ/rxH8NE0arRD4UnDnP6RcXXoZAAAAAig7AKlUOHDlFVVRXl5Og3I76+b5++UJMpKyujwsJC3SkYGLtSVGMq3sBP7JBF3Zv7N0SNN1hvQ9l8MQHT0iAp8XT5oDZal0ogUUUQRzjMptpyXQwLDq4RWfTwCBo/sjO1zUoSHSnPnd/b6/E0ChV+DfZ0gfkXAAAAM2y1OzzzzDOUnp6unVq3Dp4FN3d+eEPtNuE21drgwWtmQmV4V+eMGslDZ3ajT68fpF1vpryOnGPDm/tT5x4nCkoDySuXHO/W1jtUKWKVnN+vlSbaeC3sJTLz3lNF+yxfZ/M3lduG10RLYPgFAADANkIlOzuboqOjaf9+fZ0HX2/WTF9oyTz44INUUFCgnXJza2zYA01tJlpN02qiBNcNqz0NxHUdZkLl6XOP0y6zxfuNJ3ekoZ1qunqOa+l0kFUjKup8F26V9ZXnzj9OTPjlCcWS3q3S6cQOmfTtLYOFM6qRXi4HW8nSR0fRbad6n13z0XUDRbuv5LJBbYX/y7/H9UKnDAAAAL8Ia8I/Li6O+vfvT9OnT6dx48aJ26qrq8X1f/zjH26Pj4+PF6dQwMLCmz+KKjrO7t2CHp282uvzcX1K22z3LhW2epeUuRxmOSrBwoFn4HCE42tXd47ZDJez+7QQa2Ffkukuy3lPnN6jGV18QhsxEfr3tfvFzz52Vg+fJ/pyrY4vc2S4buWH24bRazM2i4Jcfu83nNSh1p8DAAAAjIS9MpFbk6+++moaMGAADRw4kF5++WUqLi4WXUDhZEinLGGQ5qkANjUhln654ySKjW4kfD4kp3ZtIqze5awg6TLLbcU8cViFf1atzdh6sFhX0Msntt2XsEupJyOzW0/tWKtQkdGMpmkJorZEdVz1hebpvtfYcFoILqoAAABsL1QuvvhiOnjwID322GOigPb444+nKVOmuBXYhprH/9ZTRAbO7eueDpGoLa0cOWA31cfO6kkzNvyp3c7W5zyfhgfibdh/VLv9sxsGabUtPJWXzd5US3cJF6lK+rYxFypMXLT3VJXRwM0fkcJpGx6S95LBoA0AAAAINo0cPKDFpnDXDxfVcr1KWlp4fTB4YFx+SbmIVrR74GetEHb+QyN0j5vw2wYR2WC/ENVKf8aGA3Rq16am7bfLduYJ/5FOTT13Gq3fV6j5nDA8zO6l3zYI2/Vbh3cSogqFrAAAAOy2f4c9ohIpcIqIRYpKtYkGvNvErIzFCc/w8QRPEva3S+mULk3ovH4tqXFiHKbrAgAAsC0QKkFE2saHgliDUOGaGH9qSgAAAAArYisfFfsROqViNH/jqc4AAACA3YFQiZCIirE7CU6vAAAAIgHsZkHErEYlVKkfRFQAAABEAhAqQcQRxogK16gAAAAAdgdCJUIiKsYISkw0hAoAAAD7A6ESIREVo4Fbajw8UwAAANgfCJUIiaionNe3JbxTAAAARATwUQkiodYp1w9rT2v3FNIT5/QM7QsDAAAAQQJCJYIiKo/+zfskZAAAAMBuIPUTROw7RQkAAACwBhAqEVijAgAAAEQKECpBBAWtAAAAQP2AUAkC7189gNpkJtGH154Q7qUAAAAAtgbFtEFgRPcccQIAAABA/UBEBQAAAACWBUIFAAAAAJYFQgUAAAAAlgVCBQAAAACWBUIFAAAAAJYFQgUAAAAAlgVCBQAAAACWBUIFAAAAAJYFQgUAAAAAlgVCBQAAAACWBUIFAAAAAJYFQgUAAAAAlgVCBQAAAACWBUIFAAAAAJYlhmyMw+EQ54WFheFeCgAAAAB8RO7bch+PWKFy9OhRcd66detwLwUAAAAAddjH09PTvT6mkcMXOWNRqqurac+ePZSamkqNGjUK93JsqWhZ5OXm5lJaWlq4l9OgwLEPDzju4QPHPnwUWvDYs/RgkdKiRQuKioqK3IgKv7lWrVqFexm2hz+4VvnwNjRw7MMDjnv4wLEPH2kWO/a1RVIkKKYFAAAAgGWBUAEAAACAZYFQacDEx8fT448/Ls5BaMGxDw847uEDxz58xNv82Nu6mBYAAAAAkQ0iKgAAAACwLBAqAAAAALAsECoAAAAAsCwQKjZn9+7ddMUVV1BWVhYlJibScccdR4sXL9bu5xKkxx57jJo3by7uHzlyJG3atEn3HEeOHKHLL79c9Nc3btyYrr/+eioqKtI9ZuXKlXTSSSdRQkKCMA56/vnnqSHTrl07YTJoPN12223i/mPHjonL/HtJSUmh888/n/bv3697jp07d9LYsWMpKSmJmjZtSvfeey9VVlbqHvPnn39Sv379RBFcp06d6MMPP6SGTlVVFT366KPUvn178Znu2LEj/fvf/9ZZceNzHzzYpOvOO++ktm3bimM7ZMgQWrRokXY/jn1gmDVrFp111lnCEI3/t0yePFl3fyiP89dff03dunUTj+E95pdffqGQwsW0wJ4cOXLE0bZtW8c111zjWLBggWPr1q2OqVOnOjZv3qw95tlnn3Wkp6c7Jk+e7FixYoXj7LPPdrRv395RWlqqPWb06NGOPn36OObPn++YPXu2o1OnTo5LL71Uu7+goMCRk5PjuPzyyx2rV692fPHFF47ExETH22+/7WioHDhwwLF3717t9Pvvv/Mu6ZgxY4a4/+abb3a0bt3aMX36dMfixYsdJ554omPIkCHaz1dWVjp69erlGDlypGPZsmWOX375xZGdne148MEHtcfw7zMpKclx9913O9auXet49dVXHdHR0Y4pU6Y4GjJPPfWUIysry/HTTz85tm3b5vj6668dKSkpjldeeUV7DD73weOiiy5y9OjRwzFz5kzHpk2bHI8//rgjLS3NsWvXLnE/jn1g4P8JDz/8sGPSpEnif8t3332nuz9Ux3nu3Lni/87zzz8v/g898sgjjtjYWMeqVatCdCQcDggVG3P//fc7hg0b5vH+6upqR7NmzRwvvPCCdlt+fr4jPj5efCAZ/uDxH8GiRYu0x/z666+ORo0aOXbv3i2uv/HGG46MjAxHWVmZ7rW7du0apHdmP8aPH+/o2LGjOOZ8jPkPmTdQybp168RxnjdvnvZPKCoqyrFv3z7tMW+++ab4hy+P83333efo2bOn7nUuvvhixxlnnOFoyIwdO9Zx3XXX6W4777zzxD9bBp/74FFSUiI2LRaJKv369RObKo59cCCDUAnlcWZhyn9zKoMGDXLcdNNNjlCB1I+N+eGHH2jAgAF04YUXitRB37596d1339Xu37ZtG+3bt0+EBFXL4kGDBtG8efPEdT7nkCA/j4Qfz+MJFixYoD3m5JNPpri4OO0xZ5xxBm3YsIHy8vKooVNeXk6ffvopXXfddSJEu2TJEqqoqNAddw6btmnTRnfcOYSak5OjO6Y8k2PNmjXaY9TnkI+Rz9FQ4VTD9OnTaePGjeL6ihUraM6cOTRmzBhxHZ/74MGpSU69cQpAhVMP/DvAsQ8N20J4nK3wfwhCxcZs3bqV3nzzTercuTNNnTqVbrnlFrrjjjvoo48+EvfzB5lRN0N5Xd7H5yxyVGJiYigzM1P3GLPnUF+jIcO54/z8fLrmmmu0Y8J/+PxPwttxr+2YenoMi5nS0lJqqDzwwAN0ySWXCPEXGxsrBDrXTHAunsHnPnjwANjBgweLmiAeCMuihUU6b1p79+7FsQ8R+0J4nD09JpS/B1sPJWzo8PRoVstPP/20uM7/sFevXk1vvfUWXX311eFeXoPh/fffF9/muegNBJ///e9/9Nlnn9Hnn39OPXv2pOXLlwuhwscfn/vg88knn4joYcuWLSk6OloUe1966aUikghAMEBExcZwtXePHj10t3Xv3l10kzDNmjUT58ZuE74u7+PzAwcOuIV3uVpcfYzZc6iv0VDZsWMHTZs2jW644QbtNj4mnA7iKIu3417bMfX0GK7g51B7Q4W7o2RUhdNnV155Jd111130zDPPiPvxuQ8u3GU1c+ZM0T2Sm5tLCxcuFKnODh064NiHiGYhPM6eHhPK3wOEio0ZOnSoyCWqcN6e2wYZbt/kDxPn8yWcNuD8JIdvGT7nDVX9NvTHH3+IaA3nO+VjuFWO/xlJfv/9d+ratStlZGRQQ2bixIkivMptxpL+/fuLlIR63Pn3xAJSPe6rVq3S/SPhY8oiRIpPfoz6HPIx8jkaKiUlJSLPrsLf7Pkzy+BzHxqSk5PFlyWuZeDU8znnnINjHyLah/A4W+L/UMjKdkHAWbhwoSMmJka0a3Kb4GeffSbaWT/99FNdC1vjxo0d33//vWPlypWOc845x7SFrW/fvqLFec6cOY7OnTvrWti4mpxb2K688krRwvbll1+K12lIrYJmVFVVOdq0aSOq5I1wezLf98cff4j25MGDB4uTsT359NNPdyxfvly0HDdp0sS0Pfnee+8VXUOvv/462pMdDsfVV1/taNmypdaezO2b3NrNXVISfO6DB3/+uHuEP5+//fabaH/lLpDy8nJxP459YDh69KiwLli2bJno3pkwYYK4vGPHjpAeZ25P5n3mxRdfFP+HuB0d7cnAL3788Uex4XFbWrdu3RzvvPOO7n5uY3v00UfFh5EfM2LECMeGDRt0jzl8+LD48LIXBbfHXnvtteKPRIX79LkVmp+DNwn+I2nosGcN/wMxHk+G/1nceuutovWP//DPPfdc4beisn37dseYMWOEbwFvtP/85z8dFRUVusewL8vxxx/viIuLc3To0MExceJER0OnsLBQtIOzEExISBDHhVtj1RZLfO6Dx1dffSWOOX8muUX2tttuExueBMc+MPDfPv9/IcOJhXqoj/P//vc/R5cuXcTvnC0Tfv75Z0cowfRkAAAAAFgW1KgAAAAAwLJAqAAAAADAskCoAAAAAMCyQKgAAAAAwLJAqAAAAADAskCoAAAAAMCyQKgAAAAAwLJAqAAAAADAskCoAGBBGjVqRJMnTyYrM3z4cDG1OBQ8+uijdOONN4bktewGT0s/66yzwr0MAIIGnGkBCBHXXHMNffTRR+JyTEwMZWZmUu/evenSSy8V96mD9vbt2yeGgsXHx5NV4SmsPHwxNTU1qK/Dx6JLly5iiKMcuCmZN28eDRs2jEaPHk0///wzhZp//etfQlAuX76cwgVP6uYhdV9++SWddNJJYVsHAMECERUAQghvqHv37qXt27fTr7/+SqeeeiqNHz+e/va3v4kR7BKejBpOkcKbX22w0Aq2SGHee+89GjJkiJtIYd5//326/fbbxQTYPXv2kFVRp9MGmri4OLrsssvov//9b9BeA4BwAqECQAhh8cEipGXLltSvXz966KGH6Pvvvxei5cMPPzRN/bBo+Mc//kHNmzenhIQEsWE/88wzuse++eabNGbMGEpMTKQOHTrQN998o3vd3Nxcuuiii6hx48ZCYJxzzjlCLEk4ojNu3Dh66qmnqEWLFmLMO/PGG29Q586dxevm5OTQBRdc4DH1k5eXR1dddZWIBCUlJYn1bNq0Sbuf3x+//tSpU6l79+6UkpKiCTdvcKTALLVRVFREX331Fd1yyy00duxY3fFj/vzzT3FseET9gAEDxJpY8GzYsEH3uCeffJKaNm0qRNcNN9xADzzwAB1//PG65xk4cCAlJyeL9Q8dOpR27NghXu+JJ56gFStWiNfhk1yD/J2cffbZ4uf4uDJ8W8eOHYW44GP8ySef6NbCP/f2228L4crr5ePEUaPNmzeL483Pxe9hy5Ytup/j4/PDDz9QaWmp12MJgC0J6QhEABowPPWUR7Gb0adPHzFJWcJ/mt999524/MILLzhat27tmDVrlpi4PHv2bMfnn3+ue2xWVpbj3XffFdNTH3nkEUd0dLRj7dq14v7y8nJH9+7dHdddd50YB8+3X3bZZY6uXbtqE4d5bTxhVY5759OiRYvE8/Br8esuXbrU8corr2ive8opp4gpxpKzzz5bvA6vc/ny5Y4zzjjD0alTJ/H6DE9+5vHwI0eOFM+9ZMkS8Xheiyd4+mujRo0c8+fPd7vv/fffdwwYMECbIt6xY0cxUdY4fXbQoEGOP//807FmzRrHSSed5BgyZIj2mE8//VRMYP7ggw/EsXviiSfElFn+fTA8zTo9Pd1xzz33ODZv3iyO3YcffujYsWOHo6SkREy85mmyPBmbT3yb/J00bdpUPO+WLVvE4ydNmiTe/+uvvy5e66WXXhLH948//tD9LnmCLU8o5seMGzfO0a5dO8dpp53mmDJlinj9E0880TF69GjdsSguLnZERUWJ9wxApAGhAoAFhMrFF18sNm0zoXL77beLjUrdhFX4sTfffLPuNt6cb7nlFnH5k08+EaJE/XkWKImJiY6pU6dqa+Nx8VK4MN9++63YtAsLC01fVxUqGzduFOuYO3eudv+hQ4fEa/CIeClU+DG84Ut40+bX9cSyZcvEz+zcudPtPhYcL7/8siYosrOzdRu1FCrTpk3TbuPx9HxbaWmpdpxuu+023fMOHTpUEyoslPjxLHTMePzxx7XHqvDP3HnnnW7r/fvf/6677cILL3SceeaZup9joSmZN2+euI1FmeSLL74Q4spIRkaGEFEARBpI/QBgAXiP4rC/GZyW4WJNThXccccd9Ntvv7k9ZvDgwW7X161bJy5zaoJTB5za4HQLnzj9c+zYMV0K4bjjjhMpCcmoUaNEmolTSVdeeSV99tlnVFJSYrpGfi0uEB40aJB2W1ZWllizXAfD6QxOfUg4nXXgwAGPx0WmMjj1pMLpm4ULF4pCZIZf++KLLxY1K0a4YFl9PUa+Jj8Pp3VU1Ot8nPj4n3HGGSK98sorr9SaqpJwukmFjwOnjVT4unp8jOvldJv83ai38e+usLBQ93Oc9vP0+wHAzkCoAGABeLPizg0zuJZl27Zt9O9//1ts3FxrotaK1AbXcvTv31+IHfW0ceNGUYQp4foHFRY2S5cupS+++EJs8I899hj16dOH8vPz6/w+uUtIhcWZt8bD7Oxsrf5FhQUJFx9zPQ2LFD5x/ce3335LBQUFHl9TisHq6mqf1zxx4kRRJ8K1IVwTwx1I8+fPr/XnjMfTV8zW68t74C6sJk2a1Ok1AbAyECoAhJk//vhDtN6ef/75Hh+TlpYmIgbvvvuu2Cx5Q+aNSWLcOPk6F2JKocNFrVww2qlTJ90pPT3d69pYAIwcOZKef/55WrlypSjA5fUa4ddi4bBgwQLttsOHD4uIRY8ePaiucPSF3/vatWu12/h1Pv74Y3rppZd0wosjRyxcWFj5Ckd8Fi1apLvNeJ3p27cvPfjgg/TXX39Rr1696PPPPxe3cwSqqqrKp9fiYzR37lzdbXy9PsdHwpExjrLwOgGINGLCvQAAGhJlZWXCF4Q3t/3799OUKVNEBw93eXDHjBkTJkwQEQ3ehNhr5euvvxadQ9yBIuHbONXAniKcouG0iEyDXH755fTCCy+ITp//+7//o1atWomulUmTJtF9990nrpvx008/0datW+nkk08WnTy//PKL+BYvO4JUuDOIn//vf/+76FrhaAx3z3B3E99eV/j9slCaM2eO6EqS6+IIy/XXX+8mtFjs8fu++eabfXp+bm3mNfOxkxETFmSc7mI4kvXOO++I7h0WQSy8WPTJ31W7du3EY1go8XHk9+2prfzee+8V0TD+PfJ7+vHHH8XvYNq0aVRfZs+eLdasptUAiBQQUQEghLAwYdHBGxy35s6YMUP4X3CLcnR0tOnP8ObHEQ3eTE844QQR1WDRoBrEcZsst/FyfQNHGziqIL+pc10I+4y0adOGzjvvPPHNnjd5/gbO0QpPsBDijfS0004TP8MOqPy8PXv29Jgi4RQTiy6ukeGUDq/TmO7xF24Z5vcmUx0sRHijN4sGsVBZvHixEBu+wCKOIyX33HOPlmLjmhRZE8PHbv369eJ5OeXD7ri33XYb3XTTTdrr8e+R/XA47eItmsNCi2tcXnzxRXEMWdDxMeO24/rCr8uCC4BIBM60ANgcrln47rvvtIhDpMH/orhI96677tKKZ4MJFxFzxMrocWJV1qxZI8Qk1xzVlsoDwI4g9QMAsLwQ4/QL1/EEGu6S4UgRd/VwRIsjE5yK+f3338kucBcSR9EgUkCkgogKADYn0iMqwYS7qLjteNmyZSIVxvU3jzzyiEiRAQCsAYQKAAAAACwLimkBAAAAYFkgVAAAAABgWSBUAAAAAGBZIFQAAAAAYFkgVAAAAABgWSBUAAAAAGBZIFQAAAAAYFkgVAAAAABgWSBUAAAAAEBW5f8BehevnsX8yCIAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J134505.85+342441.8_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J001837.37+020015.7_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J001837.37+020015.7_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J205721.89+005628.7_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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Iv8LogGFo7TuLd9LIKYtE3yK7Y2QQPseKyuiV+dvE/83SE0RZfm1IF6e6HL7K0tCrfCzj+6bCMBZEFT81jlFNjlG4hNKQYwQAAGGAWtat5oqEI6rb4Y8cI1WYqCEoZtLPm8TxS3O2iOOE2JqqNLNE5+cv7e3WY8pQGsPhLF93+K4wEUbFShsEZ26VzC2qGSJro0rNWZKXhTrh8SwAACDCUR0jtWorHKnws2Ok5jE5i1Ie15ojsshINOQYqZ2tT+3UyK3HlA0ereplpPYeitVElzGUVmzow8TE2nOMzIbIhodjBGEEAABhgNp5uSDMhZEqVPzhGKmPYXSMjFQ7RubBmAbJcW4/JgsWKTSsyDOyC6N6NXPPjAKsuNzxfRTtIscIydcAAACCBjU/JOwdIyX3xR+dr9XHUBOSzXK5zEJpkowk94WR1b2MVDEjw2LGfVlscJCc5xhV3w6OEQAAAJ9z9xdraMIXazy+nbpIFxqmuocbqjgxigYOrT36/Xr7jC9foAoGdT+rs8UkIpTmVBjVXqavuy8tJGdFLyOdMHIiaIpNQmnGHCN2jGR4EY4RAAAAn8Idq2es3k/frt5PxwpLvQ6lFZosaOEaSjPmGL3263b6cMkeevqnTb57vApzYXRcGaGhOkZyVpqRDA9CaXKSvVWhNLVbtbNRHsWGZGw1x0gKJFW0YSQIAAAAn6Iu8hzG4EqnBZuz3bqtukBFcihtzsbDpiXpPnOMFJHizDFq1SCpzjlG+l5Gvhe6MleK3SI53sNIsUkozdjgUc1LikYfIwAAAL5E7Tw8c+0BevXX7XT99OW039A7xwzVyVAr1CIt+VrOJfNl/pH6GByCkgJWHboq4TCas87W3uYYWeIYafswKoqTr505RpUO58kQmhRI6nWcCaxQA8IIAACCUBi9MLu6Lw6zaMsRj0JpdWnwyPOxQqlcX33eLFi4mWLNZb4RiEaBJe9XluirOCvV9yaUZuVYEPccowqH82S4TDpGsmcW96yUob9QJzyeBQAAhAElJr/Q3Q2NqeGWEi/73vCQ0zNeXEhP/7iRghm1OaH6vA/m1rhFvhQUao6RKsbMcoxkRdqVJ7VyuKyBh46R7GVkRR8juQ+jlHJ9txyjKC2UpomgIk08JcREu9XROxSAMAIAgCDBOMTTk07WqnNS6qVT8tWKLNpzrJje/X0XhUoulvq8Nx/SzzGz2jFiIWmWfM08PaYnzb/ndOrSJNV+mbNqtdpDadZVpXFozFlX7WI3coykaOdRKOFCyDyTxx9/XKhR9dC1a9dAbxYAAPgMZwu5WUjD1W29FQQhEEVz2Uto+e4c3fVU0VQXjJVvUqhwFaER2dyRxUaHRikixOQtfuljVK+evdLMSIlZKE0TUVIgFWkVkFIQhgMhNSutR48eNG/ePPvpmJiQ2nwAAHCJ8Rc6h2X4PHfK7525KJ4QKpEQtSqNw2WcF8U/llfvzdVdz1dOi1GY3PLhSjqnZ1PzHKM43/kNVuYYqX2MvAqlRVUfF5woDzthFDKOkRRCTZs2tR8aNmwY6E0CAADLcoxaZSS57RipeTfeVqWpC2QwJ2GrVWmqcMjXFunaBCI/t4+W7KalO4+59XhlhsfbebSIpi7cQYeVCjiJLwWCPceowj+z0owUl7sIpdlzjCp17lY4EFLPZNu2bdS8eXNq3749jR07lvbu3evy+qWlpZSfn687AABAsGIMgbVqkKgLV7gbXnKWxF0bnIjrTHwEq2Ok7jdjjpYzx2jdvjx65PsNdOXbS90SgM5CWX/vz3M4zzgn7YFR1Skf44a0JU+xNMfI5oZjVGrS4NFhJEj1/cAxCgCDBw+m6dOn06xZs2jq1Km0a9cuOvXUU6mgoMDpbSZPnkzp6en2Q6tWjlUCAAAQLBgX9paaY+ROVZpZeMlTuKeNs20JJoyiTTpD8lgKCmeOUYEyMiW7wHmHcdkg0phjZKRhSrzTcv3hXRrTsofOoscu6E6eIhs8WpNjVKU4Rp40eIyy304FydcBYNSoUXTZZZdR79696ZxzzqGff/6ZcnNz6csvv3R6m4kTJ1JeXp79kJWV5ddtBgAATygpq1kAed3p3izN/VCak/CSRyhiylcVXVb3MWLeWrxDt831tZlkzp6DjWqe58YD5pEEbhR50qR5Yu6aK2HCzkmvFtWvk7M+Ro1TE7wqZbc2x4hqHQlSUl57jpEEjlEQUL9+fercuTNt377d6XXi4+MpLS1NdwAAgGBFLkT9W9en2XedRq0zk9wu11dzjLwVNuoC7G04zh8Yn+u0P3YLd0c+Z9l52pmgUJ2kHUcKTa/Dnce5WSTPXXMVyuLKM3UEiKcl+YHqY2R3jLiPkRPHqMjkfSedIgfHSBNx4UDICqPCwkLasWMHNWvWLNCbAgAAXsGuxORfNlFWTrE4LRf2oR0bUqcmqZSs5auYhTSMGMM93lSmqf16QimUxhzMP2E/v35inEtxqJ7vbN9KUcJsO2wunphuzVKptUXCyF6uX2lFHyOqCaU5c4zKHB9Xht2MCdvhFEoLmXr3e++9ly644AJq06YNHThwgB577DGKjo6mq666KtCbBgAAXnH7p6tp2e4c+mndQfr9gTPtC5EMSyTHR7vvGBnEgjfCRg0ZlYRQKI3Znl0jXmQozegY/bjugCixT1BEjzPxlKeU4q/Oqm4DkBofQwWG1+LUTo0oJSHGrZEgXofSLOl8XZNjJOefGSlykWPkKIzCxzEKGWG0b98+IYKOHTtGjRo1omHDhtHSpUvF/wAAEIqwKGL2HS/RlUfLxVUuuCyMOFSkJkdbEUpThdGJEAqlGYVRmhZKM+4DFqLMLae1r9VZU2euHdSG+F4yoKUQAAPbZNDjP2wQSdwjujWx5yw1TIlzWuHlDfF+Ktc35gtFR9UTl5s5RvK6SZpol0AYKeXwnMfjDz7//HO/PA4AAAQKuRDJcIzMleGcaHYqnE1tNythD2fHyKxKTOYKsZiQwlIVFKrLtF8TOq6e59HCUgfnhBtu3n9udfl9/zYZQjyka+4UV57FR/tWHMT5YSRItWNkcH9iosRzlqFV1kJSi0p3KSU+xrSCLhzw6Jn88ssvdN1114k+QrGxsZSUlCQSmk8//XSaNGmSCHEBAADwDulwyIWdQykyd+PBb//2KJRmNq4iXHKMjM+VySkss4tKuc/UmXHqc1P78zibK3dMuz+z0BbTIDmOGqXG6yrPpEjyFf4YCcIOUG0VZslKbyZ53WSDMFJ7YEWEMPr2229FBdgNN9wguk8/8MADNGPGDJo9eza9++67QhjxqA4WTLfeeisdOXLE+i0HAIAwQ4oRNYFXllJzHhIna7vrGB3Mc35dt0JpFuS1+Arjc2UKSrXRFDHRdgGjhtLUPB01d8ZZl/AcE2Hpb1dEChSzXB9fNng05hjFG7pYq2EzmWOUYmhkObJ7E4qoUNrzzz9P//3vf0UvoSiT7PXLL79cHO/fv59effVV+vjjj2nChAm+31oAAIiEUJryi71I6WHEIy8apyW4dFHYxThSUGo6rsKjcv0gdoxk9dm0cSfRXV+sEVPu80tqprzbHSPl+aiOUX5Jea0CUN3vEn+PvWhev/q13q/loFmXY+Q6kTpZiKDq0KIUUbIwgGnfMJn6t86giBJGS5YscevOWrRoQc8++2xdtwkAACI7lKY4RmoDa7OhpZJybaFrmZEohJE7jhELreS4GHvCsOoYWRG+8XWOEfcQumFoO/rvvK32OWm8qMuFXXWM1OeTq+xHZ0nqZmX8aijNH7RrmGLPieLt9CTBedXe47Rqz3Gxf8yS9muEUZRDKC3e8DiqY2Rv8KjkJTmragtVwidbCgAAQgw1LWPvseKaUJqTBdBV3pBMLpZjRA7VIox2HS2iPk/MoTs+r67UcnBYglgYyW3j5OTYGDnlXTpGHEpzdIzUBObjxWW1CiOz5oZqbyN/kJEUa0+4332syKPbXvzGn/T0T5voh3Xmub92YVTPUdgkGEKG6vw3Y6K2OM9JH6SIqEqrqqqiRYsW0W+//UZ79uyh4uJiUS7fr18/GjFiBGaRAQCAB/ByJA2h015YYD/fmTOgLujOFjoZflGrqsx4a9EO4UZx7tLrVzuGm4JVGHHbAlmuz0IlTluoZXiMF3XpeOhyjHQiSQ0ZVpmKTLMSeX+H0niMSNvMJFq7L08I565NPZ/esOlgAY3uSy4dI4eeRDH69x93x5ZwqwIjzmathSpuvcolJSX09NNPC+Fz3nnnieo0nlPGDRZ5JAc3W2zXrp24jHsLAQAAqB1n87PUUNpF/Vq4F0rTRE0jbaCpGi4yQy1Zl5Qprkptg1MDhSrehDDSxIoUSxzuMnOMnAk9s6o02U8q0MKIydReT1ei2BXOXke5v1gT1dbFemT3JkIQ8SDc5vUTHe7Ll72bQsYx4oq0U045hd555x0aOXKkKNU3wg7Sp59+SldeeSU99NBDdPPNN1uxvQAAEDY4W06SFMdo0kU9afXe47T7WLHLxVEudLKEvLaFVDaVVNHlGAWpMFLFDrtFxkWd3QuzHCPnc9NMhFGpE2EUgCaGsou3K1HsjTBi563GMXJdrp+ZEkdf3zbE6WOYhddCGbeezZw5c8QUe3aEzEQRw6M6eJr9tm3b6Mwzz/T1dgIAQNjhrPWL6hhxfselA1q6kWOkCSPNYWAh8N+5W51eXx0zIsMqoRBKU7eLF3RHYRRld3bUijNnz+eEyflmFWmBcowykuLsQpdDfH9uP2qa/1QXx8iYO5VgEEYyXGnk5PYNxPE/TmlD4YRbr3K3bt3cvkMWTh06dKjLNgEAQERQz4lnZFyAm2gl+qv35tpFjLPePnIcBvPK/G1i5tfD3/0tqpSc5Y1IIaCKByvGUPgCKd54MedQpHFRZ/dCLuxqwrU3jhGP+Ahk8rVsJClF8VuLd9LV7/5FN32wwuVtpBvkbOCuuI5W7siJ08YhsgmGUJqz5z1t3CD68d/D6Pxe4TXM3eNXmROwnZ2/d+9eX2wTAACEPTYbJxE7fp9yRZox96hFRnVex7bsQnr4u/UuHSOjg/L0Txvp46V7RZWSZOeRQjqk9DmSQkAVRkGbY6RtY7z2POMMYSB9KM0Nx6i8UrwWKlIockWYOoYlEI6RGkr7eOke8f+Sncdc3kYVgbU5Rtyxmsv51ZL9eEPytfE9pTqbPVukO82VC1XcfpXz8/NFI8fk5GRq0qQJPfroo1RZWaO0uds1J2ADAACoHf4lb2b+qGE0Scv61SX4zGfL9rpc6Iyl18u1QbWqQDjzpUWmYbVQ6GOkluozDqG0qJpQmr7Bo3neEO82Yz5VsSaMeOyF6hr5u48R00CG0orK3H5NnPVvMnOV5PtF3Y8Jse4Jo3DF7Wf7yCOP0Nq1a+mjjz4Sc9E+/PBDGj16NJWV1cS8jaobAACAOeooCi7JlqgdhSVN0827XZv1MTI26zPO/Fq81XFkk8xZCfYco2OFpfTJX3t0wsgY5uG+RvZQmpORIEaM3a+LSmuGxsqqsMA5RjU5Ru4mxKvvLWcdzFXHiFETsOMNzzMQIcRA4vaz/e677+itt96iSy+9lG666SZasWKFcIkuuOACKi2t7pcRbnYaAABYhSo8zujS2P5/smEGlXFhcrZIyc7XnGPzxS0n288vUBJ1Oc9oqUkYRoaOnI3QCBbGTVtOHy7RCyOjmxHj1DFy/nyMJfvSMeLEd5nMHqgJ8qkJMXax5q5YVUWgbHzpaois8X2V4Gbydbji9rNlEcSVZ5KGDRuKwbEFBQWiWo2bPQIAAHAPmfvBv9TV8FmKYWq55OUrqrv0tWlQ4y6ZOUaxUfVocPtMamHSb4bzjDhPyYh0SNzJTQkkf+/Pc1isjcKIF3i5sLMYslfcVbjvGMnTnITctmHN/o6P9n8oTb43WKx54xgV1iKM5LgQfSgtSndd2V08UnBbGLVu3Zo2bdqkOy81NVWU8nMDyIsuusiK7QMAgLBELtS8IKmdhjmvxQyegSZuZ7I4cr6IzFeSzfak02Bk2+ECh/N40eVUiFCoSpNIh8MY9mEHRD1PVqa5ej6qkBCnNQeJBdatp3egAW0yaEiHTEpL9GhYhE+Q42FYrLmbraIKvQJthpzTnDRTYRStuy4cIyecffbZNG3aNIfzU1JSaPbs2ZSQUHsMHAAAgN6RqXY4omp1jOTCVW6ywMtFTm225+x+DpjMUONmj8ay7mDMMVJxmnytlOurYSWXwqi8kn5Ye4A6P/wLnffKb3ZXje8nNSGWvr71FPr05pMDki7CeU6ehjbV5GtnobSaBo+OzynZ8N6JtORrt+XvE088QQcOmA+jY+do7ty5tGrVKl9uGwAAhC1yoTYu5GbJ16oQKDPpS6OW/cskWmeOkRlrsnIdFl5/htK+XJ5FnZqkUL/W+jlcf+/Lo8dmrqf7zulKPVro54TVhNIcy/V5sedjFnvSDXIl9ErKKum+r9eK62w8mC8OjHTyApk/a1alWBuqCCwsqxAiSIbMHBs81tOFYpk0w3snEEnngcTtT05GRoY4OIPF0emnn+6r7QIAgLBGOjS8wKuOkbNQmvzVrs4z48WMOzfLZn36UJr5lAIz1u3LdRAO/nKMFmzOpvu/WSf+3/3s+brLbvloBR3MO0FXvbPU7pxInFWlSceMS+vLKyvsjpFZI0e+z+KySsopKnPIMzLLtQkE/P7gl9RJX09T1OfKbw1Orje+H+R7Rjb6VAV3YoSX63sVMF2+fDktWLCAsrOzHRo+TpkyxVfbBgAAERJKqz35Wjokasjrpg9X0J/bj9H953axnye7GBuFhCsO55faK7H8XZX227ajTi9jUSRhAWPmYhjzX+QizqKmsLQmf0jtgq2KUL7fFXv0XcGd5doEAnaruDpOHeFSG0YRyLc1CiMHx0hZy2OM+xSOkWueeeYZevjhh6lLly6i0aNqMaJcHwAAPE2+5mTh2pOvpTOihrgWbqnuSfT0T9WFMbzGyZCJu4s6L4xcoXTIkHvkL8foQK7jMFuJDId5lmNU/fzlPpWOEYfLjKTGx9CRglJam5Vr+hjB4BjJcJonwsiYT8V5Rs3SXTd4lJ3TTfsYwTFyzSuvvELvv/8+jRs3zpotAgCACECd+aXmAzlzeuSCz7/0eVErNxknoooEd/NCeBYXi4P9BoFiRY4RV769+9su6t0yXbQUYA7kleguV39g84Jc7qRjtT3HyNjgUYbSNFEj3ROzUJkUoeu0NgANU+LpKNtMQeQYeer+GUWOswRs6RDJBo/q653ikHwdWaaHxzIwKiqKhg4das3WAABABJbrczl4k7TqRoLtG6aYXl8VACyqOC/GiPrLPt7NRZ3FAHMgV+8YWVGuP2fjYZr08ya64u2lpou2MXznquOyPcfIocGj3jHiHKzqY0eBJQWAfC36t66vu1xtoxBIjDk/tXWirjSIZrOSfbmr5f5SKxtTDUI90qJBHgujCRMm0Ouvv27N1gAAQKTlGGlVaQvuPYNm/GsIDe1Y7aQYUQUA39Y46sMontx1jOQsMBnSkmugFcJoz7Ei3eklO47RrqM15xldHVdJv5x3U32devZtVkWDDIPJrtZmobQUQ/UVD0RVCUSna3cq02oLbakihzELw0nxJEOvsuEjo+YjmZXzhzseh9LuvfdeOv/886lDhw7UvXt3io3VJ3TNmDHDl9sHAABhn3wtF/r+hnJ1ZyKBHQ415FNznXpuhYHuPKuTECX/GNKGft2UrRNGPAIju6BUPAaLCW/KxZ3B4zpUuNpMhcNe6jR7s0oySYfG1c4auxns7MiZYPIxEhwcoyrTHCOzJprBHkqrLbSlihxnoTQZbTPO1jM6UhBGbnDHHXeIirThw4dTZmZmxFlsAADg0ynxbia28gIlE6U5IdnUMXKSYyTHg8g8Iu4ZNGFkZ/H/un15uss45yi3uFyEtY4VlVLLOPMRJN6gOlpq3xyJ6upwHpU6581IZ00YSWdHCiN78rXBMTLOQzNzjFpmJAWlMDKG0mRekLvCyGwsiHSMahM+URG4xnssjD744AP65ptvhGsEAADAO2TfGE96xLCIKqmqFG4TT1s3u9xsUT+5fSZ1a5Zqr15LU0IlMpQmhRELKhZHh/JPiDwmo1ioC6o7UWQS2lInwbMocjUCQzpGcpsdyvUNjpHZlHl1PzDN6+snOCQESZm6u/lizkJp5jlGzjtfq0SgYeR5jlGDBg1EGA0AAIAPkq89WHylG8L5P2Y5QLL02lhqzuEptQ2Amlwrk69luIXDKJmaWDJzpeqC2ojSLO9FFS/5JeX257HzmfN013v4/G727WbUdgfGqjTpFBnDcrzg929TX5eInZlcc5/B5BjxYGBPcAilmeYY6Rs8OiMqAh0jj4XR448/To899hgVFxdbs0UAABBhydfuEqcJAL6tmTDSh9KidcJIzVNRk2tVgSFzndgxYo6ZVL7VBdlTiMkrdnQxTiguUp4mjNjVUcdZnNqpId10anvd7VTHSIpD6RjJ/WRM7OYmhuykqUKN86nkcw8mYRRtyM3y3DFyIYy0fdu3VbVIPKmtPs8tEoWRx6G0//3vf7Rjxw7R3LFt27YOydeYlwYAsJpvV++jD5fsoaljB1DT9NAcYC2HwcbFuL/wxGmLPrtNZg0Y9RPSVccoxl7FxahT4o3CiBOQizSHIafIMcG7Lqgl82btBswcIzUZ2xmqgDE6RtP/3C3GjkihpYb11H0iyUyOs29b/ST3x6pYiad9hGTzRtkgs9ANYfT2tQPoq5X76PKBrXTXa5Sqf39EAh4LozFjxlizJQAA4CYTvlgrjif/soleubIfhRo8fuOluVs9doxk2K3aMap03cdIdYwMC7wuxyi1xiFh2mQm0aG8UssdI07sdiWM8jwQRvocI33nb25eyQdn+U48MDVfEQ7qc26SFhyiWw2ReuIY1U+qbt5ZUGqSYyRnpWn7oXFaAo0f3tF++VvXDqD/zd9GUy7vQ5GGx8KIw2jA9/AvtI+W7qFRPZtSm8zkQG8OACHBcZNwTCiwYHP1KA/GOPXcFVL4cMWYqWMU4zzHqKzCfOSDMa+mRf0k+1wysxBMXVDDf2b5S2pVmkfCSHmuNeX6rgWnnAf28P91p/u/XkeXDmgpTvdrVZ/mb84OGrfIrM1BbciKs/qJsdXCyKzzdaXr5OtzejQVh0gkypsBsn/99ZfD+XzeihUryF88++yzolXAXXfdReEAd4N99pfNdPZ/Fwd6UwAIGXiERCiiJgIf9SDBWYaJypwlX0c5zzHq0TzNflpts8IL4x//OdN+ukPjZLujJMNZVjxvdx2jNIMwMmsRoz5XmVheWyWXvJfLBrSkH24fRk+P6SlOP3tJbxo7uDXNHD+MggWzXkPuOUbV+84slCYT4SOxT5HPhdH48eMpKyvL4fz9+/eLy/wBi7O33nqLevfuTeHCXzuPWdZtFoBwRa1yCiUOF5xwa4iq81Cardbka9UxYqHTqkGSEAC/PzDc4Xbc5+j78UNp6tj+1LVpml1cWOkYZec7CiM17yj/hLljxI6OK4Esw4budv5modWrZbo99MY5NZMu6kWtM33XpqCuGKfd1/a+lzlG6YnVYVI1VGgUT7VVpUUiHgujjRs3Uv/+/R3O79evn7jMagoLC2ns2LH0zjvvUEaG8y6xoQYaZQLgOSZzVEMCVQx54npJ54ATZ8vMcoyUUJravViKCxYAzvoS9WlVn0b1aqZzaaQ48RVqXtTBPP1sNuZw/gmnjtGcCafR/ed2odvOcGwXo1acyW7WZo6RKhZDCWPytbEcv1bHyCzHSLuOp/lLkYDH75L4+Hg6fPiww/kHDx6kmBiPU5Y8hl0pbi45YsSIWq9bWlpK+fn5ukOwgrcmAJ5jo9B0jA4qA1ufHF0dwnEH+eueFzXpvqiRENUxUhOxjeGo2rDMMVIEjJlTdlhxkWT+mBR1nZuk0r/O6GhaQq9Wu8kfmWY5RsaGjqGCMdxViy6yix7OMZLCUbaHMF4nEsvxfS6Mzj77bJo4cSLl5VW3kWdyc3PpwQcfpJEjR5KVfP7556IdwOTJk926Pl8vPT3dfmjVSl+GCAAIbWpbIIIV6cS8Mba/w+BSdxZIriiSIkMNNanCKDMlnh46rxs9NbqHx/14rMoxUh2jA3mOwuiQ4iId1SrJZGduV5gNiDVzjDwViMGCsTu6p46RMc/oWGGpvY+Up4ndkYDHFs+LL75Ip512GrVp00aEz5g1a9aIvkYfffQRWQXnNd155500d+5cSkhwr4SSBdzdd99tP82OUbCKI4h2ACIp+brKq9CODHtw1RFXpsnFXrorxgX05tP0jRA9FUZW5hgZGy4aQ2lySC4Pta0Ns3EfZo5Rsg8H4gYy+VqW2teWY8RJ6dzYk6sM+bXMSI4TjSzPeGGhvRs2kq99IIxatGhB69ato08++YTWrl1LiYmJdP3119NVV13l0OzRl6xcuZKys7N1+U2VlZW0ePFieu2110TYLDo62iHsxwcAQPig/loOVcdIVmfJ7szuIsMeXGot3Re9Y+SbRU42gGTBwSEYT+a5uRtKU3OhZt15Kp350iLRQ4jFLofDZLVeQzcaDJo5RmYumVlDx1DAIfnaTceIW0HwqBMhjLQ8I3bl1BEhEEaOePUuSU5OpltuuYX8yVlnnUV///237jwWZF27dqUHHnjAQRSFGvWQZQSAxyXfoVqVJnNiPB0OKp2DKjdCaXWBF1MJOw3qmAx3WLT1CO0/XkJXD26tO9+sKSWPoFC7K7OrxAJQJl8bO3Ob0TYzmbINTRzNqtKS46ND0qX31DGyJ1ZH1RP5YrxvpPtn7H8FYeRIyMjn1NRU6tmzp4NAy8zMdDgfABC+qOGY0HWMvAulyUWMHQF7KC3B98KIHQp2cngRNQtT1cZ17y8Tx71apItKOEmZ1lRQhcM9qrvDwlc+Jj9fmUDsipcu7yP6wKmhw9ocI2Njy2DGWDnGukg6a2ZUaOWavP9StPeHzDGS7xsJhJEjyLoKEkLp1wsAweIYycnpIRtK89QxsucY1ThGakKxnKXmC2SOjlmYyl32HdcPG5eVUecqHZXZ2WFBJxdoFo2yKzY7Ve50BuceTa+P7W8fhCruN9a1Y9SsfnCM+3CHWJMEaVcJ2FL7sGPEI08YGUozOkaeNo+MBELGMTJj4cKFgd4EAEAAHSNv3IxgQIoad5sQup9j5LvfujxpnhsDqkLUHSoUR6JcW7zf/W2ncCrkZZlKpZkUhyzEisoqxePJajg1pOcpZvlbibE199cshIYPm/UacuWWypEgMsdI5xgZhJEnI2kihZAWRgCAyENdqOVMr1BCNGfUBEJCHXKM5AKnE0YeCi1XyG3zVBidUBZeXqD59k//tEm3/dxKQCLzi/jxWBjd9skq2nSwuuccV1TVdfudOUaclxQqmIW7XOXXVRhyjNTu12WV+tcTjpEjUd6Uze/bt89+etmyZWJe2dtvv+3pXQEFdL4GwD3UhVp1J0IFNQHZU2EUrYVUeOGTzplljpFdGHm2j9XQW3mFzZ5ErS7Yam+ixoowYqQoqqswMnPjOMfojjM7ipDbNSe3oVDB7HV1HUqrmYMm86rk58bBMcLa44DHn6Krr76aFixYIP4/dOiQaOrI4uihhx6iJ5980tO7Axp4awLgeShNLrShhCo0apsAb0Suj7y4yecuS+uZLk1SfbWZ9oo5T8OVqnDlsnCzJpFq4nOTtASnieiJdSivNxOdTdLi6e6zu9B344dSch3CdP7GzNVxVZmmCiOZayUFq3HGXqj2AgsqYbR+/XoaNGiQ+P/LL78UFWF//vmn6Gs0ffp0K7YxIoBoB8CLcv2QFEaV9sXO2J/GXcfImVjp19pxwKq3JGoLqsehNOX6nNdiNm9NzTFSQ2m+bMhodIyevbgXje7bgkIRM8fI1XtfLdeXuVayRYTRMZJDd0ENHkvm8vJye9PEefPm0YUXXij+535CPC8NeAeEEQCR4hh5V5GmOgfFSoO+oR0ainDUye0zfeqCJHjpGKnX5+GlaihNoobSZHKw2f7gBHBvUZOKuZ/SlYP0PZVCCbMcI1ehNPm5YCEt96F0KmV+26B2DWjq2P6iXQLQ4/GnqEePHvTmm2+KQa48nuOpp54S5x84cED0FAIAACsJ9QaP3vYwUhdImXTOp3nMw9KJZ/m8ukjmGHnaEkHNMeKmgn/tzHG4TmpCLA1q20C4SV2apjrdH3XJMVJpkORZg8pQqEpzJ5RW7RjpnT/pGLFTpybBgzoIo+eee44uuugieuGFF+i6666jPn36iPNnzpxpD7EBz0HnawA8HysRko6R7HrtxS91uzDSFjkZLrKi5Npbx0itSvtjx1HKyikxDQ198c+TRaNCue3m5fW+EUaN00JbAJiH0qhWYcT71lhdKIVRvA8T9SnShdEZZ5xBR48eFQNZMzIy7OfziJCkpCRfbx8AADit6uKFlXMtQqkXS00oLarOoTTuTm0VCT6oSjMTRXKmG1fiqikECSbuULlJp2xPGDu4NS3ZeYwu7t+SQhlvk6+FY2R4He3CyIv3X6TgVUCa55Kpoohp27atr7YpIkGOEQDuYVyoeYGICiHHVTpe3uQYGUNpnjaI9AQp3OpSleaJA2LmGBkrqDxl0kW9XI7OCBViojxLvlZHgjg4RlqOURwcI6dgzwQJof2xBcB/GBdeV0mowcjRwuphp54OZlWFkRQrVibO1vQx8j752iNhZOJgmA2d9ZRQF0VOc4xcvO/lRdWOkV7gSsfISrcx1MGeAQCEFEYXIdSEkZwCL/v3eCOMikIklCZ54dLe9v9Zp5hVWZk5aMbS8kiFQ4+edb6uGQlidIzk5wfCyDmh0+Eq3AmDXzUABMQxCrHKtEN5J+zNBr3NNSnxQyjNW8dIJpcbh7zW1p07w6Sfzu1ndvToscMV2b/KXWFUqeVm8fsl2phjZA+loUzfGRBGAIDQdozqmKDrbw7nVwujpl44RlGGqjRrHSMvGzxqou3i/i0ov6SChndtpHODYp0kyqsO2vOX9KbzezcLqe7Ufk++dmGm1fQxqmfPT5JhSYTSaserd93y5cvFWJDs7GyqMtQMTpkyxZu7jHjgFwHgHsaFOtRK9qUw8iaUVlOV5o/k67o1eGyUEk9TLu8r/t98KL/WQbfq/qifFAtRpGAmYlznGEnHKKomx0gTrBBGtePxO++ZZ56hhx9+mLp06UJNmjTRJbaFQ5IbACC4UfvkhGKTx6OFZeK4oTYKw5uQigyHWJl8bcxN8VQYqS6R2o/IrMKKaZpeI4y4aSWowUwAu84xko6R8jpqnxsIIwuE0SuvvELvv/8+jRs3ztObAhdAUwLgHqUh7hgVaLPD0hJi6xxS8UfydYmHydc1nb1rxJD6f5xJIrHRMfJVY8dwwUwAu3KMZHiZhbTc93z98koePlzlMqQJvKhKi4qKoqFDh1qzNREM3qIAeOkYhZAw4p46hVpFWVqC56EiYyNLfyRfezwSRLu+HEJr7FHkLLKg7g81WRuYC2AWOc6QPxZYSKsik0Owav4RMMfjT9WECRPo9ddf9/RmAABQJ+zlxiHsGBWVVdp7zPC8sLo6RtaG0rxs8KjlsqgDYNUuy9KxMMKCaflDI+j3B4ZTeiImvquYiRhXrQxkpSYLaRZVUlgVllXUdMV24twBL0Jp9957rxgg26FDB+revTvFxurfwDNmzPDl9kUMyM8CwDnv/raTnv5pE712dT/KyikO2T5GMoymNt6rywLpnz5G7gujxVuP0PzN2brbG50tV9VUPNgUuIfMM6ttJAiTEh9DORVlov+VfY4a1hzfCaM77rhDVKQNHz6cMjMzsaADACyHRRFz+6erHS4LLWFUHUZLTYjx6rsz2nAbv1SlmTRsdMY/3l/mcHtGfa6VrqafArdx5hhxuFZ+JqSQTo6Pppyi6vdfTZgNydc+E0YffPABffPNN8I1Ar4D8hIA7whFx8ibMJpZ+MPSHCMtFGbM6XL79k4SqNHN2lrHSP081DhG/H4rEY6RzMlDjpFzPP5UNWjQQITRgG+B8QaAZ8g8lGAVRn9uP0pzNhzSnbd+f77dMfIG42KWFGddr58ETXSxkPFmH6s5RsY8K1B3nAlMtRO8TNZPia9+LTjxH8nXFgijxx9/nB577DEqLtbH+QEAwJ9w3kSwjgThcMbV7/5Ft3y0krK1ho583mMzN4j/9xzz7vvTGErjEIlVqMLGm2GuRsfo5lPbiePeLdN9sHXAqTAydYxi7MKopvkjhJEzPP658b///Y927Nghmju2bdvWIfl61apVnt4lEKE0vEkBcJerB7em37cdDdqcFXVsSf6JcmqclkDFilPSwMsGhv51jGqEDecZefpYxqGwE0d1oy5N02hQ2wY+28ZIxlkoTa3SrMkx0oQR5xhpPY6MrR9ADR5/qsaMGePpTQAAwGewafLYBd1p1Mu/idPyiz6Y4FwO49DUnKLqjtfMf6/o45McIysdI1nqzc6EO3lG7IipGKvu+P4uHdDS59sZqTh1jJTPg0ywlo6RyDGCY+R7YcRhNGABeI+CCIAXz/25JdQyw/sGfr1bpIv+PfIXbzCG0lR3SG7eMU0YNU9PoAFtGvhkyrqVjpHMM+IF2J3KNNnxWoLu1f4dpmyaY6StK2ooTTpKKNd3jtefqpUrV9KmTdUltD169KB+/fp5e1cAughECM/P3kJTF+6gp0b3oGtPaevWbYz5LbKiS/7iDcbka7UpomxoeKywVBxnpnjfq8chx8hJgrMv84zyT1S41csor6S64s5ZKA34N8eIw2iyTYI9lKb0MUKDRx8Ko+zsbLryyitp4cKFVL9+fXFebm6u6Gv0+eefU6NGjTy9SwBAhMCiiHn8h41uC6MibZK8RFZ0RQexMFIdI/kLXTpG3uYXmeYYWTyB3pMmj2qo8O6Rne2LMQhMjpH6XknSBDQLdjR4tKAq7d///jcVFBTQhg0bKCcnRxzWr19P+fn5ovkj8A68R0EkYZbfwF/YxWU1uTlm+TqqwAhuYVSzzZwDlV1wgt5aVC0KM+sgjBxyjKx2jOzCqMohJDpl7laatf6g/bzDWvVd92ZpdMdZnSzdLlB7jpH6GbP3pFKEEXKMnOOxpJ81axbNmzePunXrZj+PR4Pw/LSzzz7b07sDGqhKA5GE2Zfy9dOX0+o9x2nx/cMpQxEPcuiq5PTOjYJeGKk5Obx9172/nHYcKRKnM1O8F0bGvB2rHaN42f3a4Bgt3ZlD/5u/Tfy/+9nqZr8H86qFUdP0BEu3CbjXx0gNu6pdzI1dsYEPHKOqqiqHEn2Gz+PLgHfAMQKRhPFLmR0InrNVUFpBczcdNnWMWmYk0ic3DaYbh7XTffEHozBSmxhyjtGmg9WNHZkGyd7nGBmHq1rvGEWZhtK4BYFEXnZIc4wgjPxDudPO19XnRyvuYk1ItAoNHq0QRmeeeSbdeeeddODAAft5+/fvpwkTJtBZZ53l6d0BACIQWcIu4QRfSZzhMukYpSXE0tCODe1f8tFBXJVWYgilqdTFMUpPivVvVZoTx0h9jbLzq5PKD+WViOOmaRBGVnD5wJZuOUY1s9CUUJryOqJc3wJh9Nprr4l8Im7uyKNB+NCuXTtx3quvvkpWMXXqVOrduzelpaWJwymnnEK//PILhQtwjEAkYfy1KvNTmCJDnpFMvpYlx8b7CJXka0ldcoxSDEKI+wxZiVxQSw3CSH1+0ilCKM1anhrTkz67+WR68Lyu4nSps+Rr2cBRWVRqcsUqqUK7HRo8OsfjnxutWrUS3a05z2jz5s3iPM43GjFiBFlJy5Yt6dlnn6VOnToJ252H2Y4ePZpWr14t2gWEOsgxAuGO2gDQ6Bipwui4Ut2khtKMzQxDRRip1Vp1Ldf392KmhmBUVPEqhZF8DZtBGFkC9+46pUMm7Txa6NIxMnOEZLNNFkby4wLHyEfCqLy8nBITE2nNmjU0cuRIcfAXF1xwge70pEmThIu0dOnSsBBGAIQ76uJqdIwOaW4Dk1NUbhpKM5Z/y/swOjLBlnzNDS195Rip+GNhcxZKU59fttExQijNUmQYs7ZQmlmOEb+Osq8WyvV9JIw4wbp169ZUWRnY6cj8+F999RUVFRWJkJozSktLxUHC4b5gBe9REO4UKAm7xvf7Ea35IZNTVPO/6hgZQ2lSGFQFoTBSHZXjxXrHqC59jFRStH5OVqI6Dc6eH4c6jxSUUoGWJ4ZQmrXI8KlRGHGILCY6SinHj3Io11er0tDg0TkeB6gfeughevDBB0X/In/z999/U0pKCsXHx9Ott95K3377rWgV4IzJkydTenq6/cBhQABAYFA7IxtHTOQWlzv0KZIUlpk7RvIXb7A7Rjy4U3JK+0x7s726kmxx4rUxaVelWGm6WVxeQZdM/dOhMzmwhngpjJQco3u/WkuDnpkvuqvX5BiZhEQrqmrK9fFr3Ckx3iRfb9++nZo3b05t2rSh5ORk3eWcf2QVXbp0EWG8vLw8+vrrr+m6666jRYsWORVHEydOpLvvvlvnGEEcARAYVMFjXGjVvCI1rPbGwu301qKdpsJI/uIN9hwjGQrs3TKdPr15sH1Mg7eM6ducvltzgO4a0SkocozY0dubU2z5toCaXCPVxePcva9X7hP/z9t02D6HUOcYaa+j6jKhXN+HwogTnuv6wfaWuLg46tixo/h/wIABtHz5cnrllVforbfeMr0+O0t8CAUCtU8B8Ac87+yWD1c4dYzUcFPW8WLKyimmmz9cQZsPFdjPT3FIvo4KDWGkOUbsFPnic/78pX3on6d3oK5NU8lq1GomFfX123q4OhmYefmKvpZvU6QTbwhvZheU6vpcmfUpMhvoqwonUEdh9Pjjj1OwwA0l1RwiAEBw8sPag7peRfzlzQ3qZHXacSWUxu7EI9+v14kis6GkMkUiGIVRSXnNc+Wmlb4cqso5Jt2apZE/cJ5jVHN62a4c+yiQMf1a+GW7Ihmji7fjSKHucyUbPKo5RDL8pgJd5ByPd0379u3p2LFjDufzIFm+zCo4LLZ48WLavXu3yDXi0zzIduzYsRQOwC8C4YzZEFLVVTEmKC/ccsTh+uWGRol2xygIGzyqg2+lY2T2qz3YcVaVVmwY08Kc3D7Tb9sVySRoobRSLSy251ix7jNl1seI2zwYxREcIx86RixMzKrS2LnZt686zmkF2dnZ9I9//IMOHjwoEqm52ePs2bP92jIAAOAdqSYVVCyW5IgLmXxdPylWl4jdqkEidWqcKn4JXzpA3/lXtkIKSsdIEX0yHyeUhRG/VnM3HhYjSIZ0bGivQJNc0r+lvfEg8I+LJ5tuqkOW+X2Xpn3WjO0c+LWUYoqBLvKBMJo5c6b9fxYkLE4kLJTmz58vOmBbxXvvvUfhDFKMQKQ6Rlxun6s5Rr1b1hcz06r/T6eZtw9zep9B3eBRDaVpIiLB4rlmViDFHA/A5ZwvZucz59HhgpoEeaZbs1RRKg6sp6bCrNLhs1Xdp8h8FppRKMEx8oEwGjNmjDjm5EGuBjP2N+IRIS+99JK7dwcMQBeBcMaYbM0Ua04KCwepbXq3SLcLo/YN9RWvRmSoQHb6DfZyfRkCCcVFmPsUqQ6YWjnIZCT5pjcTcP814dAy/yhQw5z8Y8Nejm8QQsbTKErzgTDiRGeGXSGuBmvYsKG7NwUewuWXqFID4USJlih6cb8WtHLvcZEXIX/pyvwirtrq0LhGDLVvlOKeMApGx0gRRrLfTGJcVMiGbVS4NF8NyfiyaSXw7DXhz5DaSoGHF8scI1fCiP/HGuPDHKNdu3aZJl7Xr1/f07sCCuqblL/n0ZQUhBPyVy13a5bhGSkepDBi16GDIobO7dnU5X3aQ2lB5hixUFOFkSSUc4xUluxwLL7h3DDgH1TnkYWR6hjx//LzEFOLMALO8fgnzHPPPUdffPGF/fRll11GDRo0oBYtWtDatWs9vTtQy7BNAMIB/iUrxYE6nsCYeN2rRTo9c1Ev+vrWU6hzk1S3HCMnQ8YDhsz9MOKrcn1/YrbNT/+0SbusZvlAKM1/cIWZnJfGnaxPOA2lRTkXRnCLfCuM3nzzTXv36Llz59K8efNo1qxZNGrUKLrvvvs8vTugob5NgzAyAECdkL9qWRSpYya4E6/qGLFzevXg1jSwbYNa71Pm+gZbjpGZWxSqwkiKWDMuH1gzRQDCKHBNHnXJ11yubxdG5FQY+WMAcUSF0g4dOmQXRj/++CNdfvnldPbZZ4vk68GDB1uxjRGBKuCD7YsegLpSUqbl2cRG22eF8Xynh75dT5cNbOlVOIZ/OQdjVZpZonnIhtJMGgNKbj+zI32xPEs06TRrxwCsg0U2Fy2IUFqZIZSmWajGqjPVJZKfHeAjxygjI4OysrLE/+wUjRgxwh7+MetvBAAAJ1THSBt+ylU1PEds2h+7vXId5Bd9sAkjZ46RcdZbKDtG7Dg0SomnlY+MpOUPjcBC62dqOpJzKK1KH0rTPg6ukq/hGLnG40/qxRdfTFdffTV16tRJdMDmEBqzevVq+xwz4A1q8nVwfdED4KtQGv/STTSpdGIyPKxskl/0wZaTJ9sQGBnWKfQqeZ21GMhMqQ57poSg2AsH5OuSU1SmS77mHyD2kSAuhBGErGs8flf/97//FWEzdo2ef/55SkmpriLhjtT/+te/PL07YEKQfc8DUGek3V8dSjP/2snwNJQmHSNb8DtGb4ztH5IiQiT6xkTpprIzDVNCYzh3uLItu3o+GjfdVIcJswsrc4yM4geOkft4/EnlZo733nuvw/kTJkzw9K6AAnKMQEQkX8dGO01C9jSUFsiqNC7Jn7n2AJ3UrgG1qJ8oztt0MJ/2HS8xvb66eIUa8SbCKBPCKKCc0j6TluysbpugDlvmwcyVWizNpWOEqjTfCiN1NIgK26oJCQkinGblaJBwRX2bQhaBcEOGlzhnRSZfG/E0+dpelRaAHKPnZ2+hNxftoAFtMuib24aI80a98ps4vvlUx++/FhnV4ikkMdm9bTOTArElQOPJ0T1o5H8XO5xfwcJI+2HtkGOkiKEYNMrzrTDi0SAsgoxxfXkeHw8bNoy+++47kagN3EMV8LYg68sCQF3JK6nuVcRDYxulxvvGMQpgg0cWRczKPccdLlu9N9fhvPgQHAciKddyVlRYEILA0alJKl01qDV9tmyv7nwOpbFrxHC1oAoaPFpYlca9i0466SRxnJeXJw78P5fqc/n+4sWLRVK2WbgNOKcekq9BmMI/mI4rTRxbZZi7Dd5WpQVyJIhZ3lCRk6q0UEWteurYOEVMbz+tU6OAbhOoHqFjhEWRfL1kryMJGjxa6Bjdeeed9Pbbb9OQIdX2MXPWWWeJMNott9xCGzZsoJdffpluuOEGT+8aaEAWgXCCv6hljkr9pDhq1cD8HV4/2dNQWmAco1Kls7UM/8lf6UxRaYVdNHE7gjF9m1Mo0yYzScy2Y765dYiY/eZpBSHwjzDixGvZGsNYUQjHyEJhtGPHDkpLS3M4n8/buXOn+J9L+Y8ePerpXQMNOEYgnMgtqe5sHRtdj5LjoileS1Y2kuph1ZZ9iKyfPy7Hi6rdL5mYbKxEk/lUlw5oSdcNaUutQjm/iIiuH9KWPl22lx44tyulYyZaUPeYKhcjQqpFurHIAcLIwlDagAEDxOiPI0eO2M/j/++//34RYmO2bdtm744N3MOm+ETQRSCckEIiPbG69w3nPnRvlubw5ezptG95e3+H0o4VlepyOhh1LEN+SbUwSo6PpnYNkynGOJshxBg3tB3NmXA6ndWtSaA3BSgkmVR3cj6YnNWnzrIzVqmhXN/HjtF7771Ho0ePppYtW9rFD/c0at++PX3//ffidGFhIT388MOe3nVEo4qhYGtYB4AvHCO16mzGv4aI3kb9nporTjdM8Tw0E6iRIKpjJEOEqmPEoSbGWb8mAHyB2fuLhXqp0kxVRS3RR4NH13j8ye3SpQtt3LiR5syZQ1u3brWfN3LkSIrSZrNw5RrwDPWrPcgmHABQJ3K1xGu1gSN/afPhn6e3p7cW7aTJF/f2+H7ld7u/c4xUx0iKILNu16E4Gw2EdiiNfyTUdJk3OEZKiT4cI9d49ZOGBdC5554rDsACxwjp1yCMWLcvTxw3TXfMtblnZBe6ZnAbatXA8744gapKO15U7YCpjpEaSpM0SUvw63aByE2+5v+la1l4osI0+VrnGKEqzffCaP78+eKQnZ1NVYYeF++//743dwkUMQTHCIQTP/99UByf17Opw2U8bsIbURTIPkaH8ktdhtLUai4A/OEYpSbE2N+DBVIYuUi+RoNHHwujJ554gp588kkaOHAgNWvWzOOESWAOcoxAOMLv5f251WMy+rau79P7lo6Rv3OM9uYU6UJp7FjJWXAqEEbAXzlGqQmxdFgT7AVauwiXfYy0tBfgI2H05ptv0vTp0+naa6/19KbABepXO3QRCBf4V6wULtz12pfIL3p/f15kTx9VHKkTzpnM5DixWAHgj1BastLqouBEubljpJgYMIxc47FsLCsr0zV3BL5BdYnQxwiEC/nalzQne/o6GTkQVWn8Od1rJowMjlGz+sgvAtaifp4SY6MoTmsLYe9jZMgxUsNncIxc4/Heuemmm+jTTz/19GagFuAYgXBE9vRht8jXYXd7KM2PH5iZaw+IUIVs7CiTXX/dnK27XmYyps8Da0lTHEkeKWXMGzJWpakJ1yHeWiv4QmknTpwQI0HmzZtHvXv3pthYvV08ZcoUX25fxKB+t8MxAuHmGKX5OIymfrn7qyqNK8+e+nGj+P/24R3p1V+3C7foyR820pyNh3XXbZgCYQSsJS2xZvk+WljqUIJvDKXpGzxCGflUGK1bt4769u0r/l+/fr2nNwfuOEYB3A4AvGXr4QJ67pfNdNeIztSrZbo4L79EE0YJvm92WM8ix+j7NftpyY5j9NSYnroJ5Vk5xXS0sEyMNbmF+y8t3imE0awNhxzuQ21mCYAVqA7s4fwTosJTxaHBoyKM0ODRNR5/Wy1YsMDTmwAPc4wCWZXGwzDVxQAAd3n4u/W0bFcOzd+cTbufPd96x8iiPkZ3fr5GHPdpVZ+uGtRaN6CTSYyLofiY6OqFqKZyX4e/K+VAZJN/ooKaGvpmYSSI9/hkBeSF/JdffqFLL73UF3cX8QTqO3X+psPU6aFf6MvlWYHZABDS5BbXND48kFsievzkaV2v1XwIX1elWZVjZKw+k2KHh+EyMs/IbI2RHbEBsJJTOzUUxyO6NabYmJo3Iot2hwaPqmOENjvWCaNdu3bRI488Qq1bt6aLLrpI5B8BX/QxCsw23PzhCnF8/zfrArMBIKTp3CTV/v+QZ3+lu75YLX7JGvMhfIX8ojf0mPUZRVo/GNVNVQWZDF3IIbF8/hUDW4nqoJuGtbNmowBQeO2q/vTEhT3o+Uv7UKySN9QqI9EhXKaW68Mxco3H31alpaX09ddfi2Gyv//+O1VWVtKLL75IN954I6WlpXl6d8BkDEigkq9h/gNfvn9mrT9EzbUxIJY4RjKUZtHnpdAgjKRjJBcVWR4tu1+/dc0AOqtbY3rkgu6UovSVAcAq0pNi6bohbcX/agpEa5Nu8qoYikYjI984RitXrqR//etf1LRpU3r55ZfFoNisrCwxN+2cc86BKAoDxwiAulBsEBI8K8zKHCP5A9mX+Txqfp9RGPHkctUhMnYWToqPFgmxEEUgEKjl+mbCSHWQVPcIOOL2J3jw4MH073//m5YuXUpdunRx92bATVCuD0Id47wwLm+XfYysqEqzoo+RFD9moTSjY8QJ2M5GNADgb1THqFn9RNeOEUJpvnGMzjrrLBE+4zlps2bN8nvl1OTJk+mkk06i1NRUaty4sXCstmzZQuEYSgMgFJFjMZ4c3UMcF5VVWtzHyPdVaaUVlU6FUYWWzCQf11j1w2X8AAQKWRTgbPyOzjGCMPKNMJo9ezZt2LBBuEW33XabGCB75513isv8MUh20aJFNH78eOFYzZ07l8rLy+nss8+moqKagY6hDBwjEC6OkWxuyLk3x4utE0ZW9DGS4xSYtfvy6J3FO+0/AisMoTTjiBN12jkA/kbtY2SW04dyfYuq0lq1akWPPvqoqEb76KOP6MiRIxQTE0OjR4+mBx98kFatWkVWwS7VuHHjqEePHtSnTx8xyHbv3r0i9ykcsAVBuT70GKgLcl6Y2vWZG89ZXa7vy6o01TFiJv28iU57YQGt359n72NkD6UZhBFCaSCQqC5RqknoWi3RR4NHi8r1R44cKWamHThwQOQecR8jDnX5i7y8PHHcoEEDlxV0+fn5ukMoEMgGjwB4S3FZhb3rsxQtOUXVvY3SLSjXt6IqTXWMJFk5JfTliiyHHCNjnxh12jkA/qZBcpxLYQTHyI8NHjMyMoQwWr16NS1fvpz8QVVVFd111100dOhQ6tmzp8u8pPT0dPuBHa+gBaE0ECahNA4xJRncFCscIyuq0oyOkZpILnOMZPWPmmPE64w6WBYAf9MgqUYYmYWu1bwiNHh0jVufZA5ZuUP//v3F8f79+8lKONeI57R9/vnnLq83ceJE4SzJA7cXCI0+RgHdFAA8hsVJqdbPh50TLl2X8HewpcnXFjtGMl9K5hhFa4pMnUWVHBfjl1xLAJxRXxFGpqE0OEa+FUYcIvvnP//p0hFi4fHOO+8IB+ebb74hq7j99tvpxx9/FDPbWrZs6fK68fHxor+SeghW1O92zFkCoVqRxiTHx+jybU5q28BhoKVPy/X94BhxGb90jGJNqtKQeA0CjdpXq7bkazR4dI1bgf+NGzfSpEmTRF5RQkICDRgwgJo3by7+P378uLicK9bYMXr++efpvPPOIyvybjhk9+2339LChQupXbvwarmvT76GMAKhmV9UTwspqRVbp3duZMljyl/AvhVGeseIG+XtzSkW58vk62iTHCPkF4FAo44EMfshoobP0ODRB45RZmYmTZkyhQ4ePEivvfYaderUiY4ePUrbtm0Tl48dO1ZUhy1ZssQSUSTDZx9//LFI+OZeRocOHRKHkpISCgfUhGurZj8BYBXFpdVOC+cWcUgpWQmlZSgWvzXJ1767z1LN+eIKn4fO60a3ndHBPietZoisYygNFWkg0LTJdOx2raJWUaKPkWs8+jQnJibSpZdeKg7+ZurUqeL4jDPO0J0/bdo0UcYf6qjf7VZNCwfA8sRrTSBwOM1VvoMviLbQMerZIo1uPq09zVx7wJ5jJLtimzV4hGMEAs2gdg3okf/rTh0aJZterhZEQBi5JmR+5oR7CTsaPIJQpqS8QicQ6ivJ1ikWCSMZDfBt8nWlLkxmHxRbWUUFWhdve7m+6hhhPhoIMOzU3jjMeYqJKt6RfO0afJqDMccIydcgRB0juzBSS4ctdoysqEqTiaxxMdWPsXLPcXHQl+srwsiC5HIAfIkq3tHg0TVovBEsKF/uqEoDoRtKk8JIcYzifV+qb1VVWpGWRJ6shQTjoh0Fj1m5PkJpINiBY+Q+EEZBQjhVpUHYRe44EPnlqyZcW5VjJH/18tvNV6F2OThW5kipgzklMWY5RkqyOQDBLozQ4NFHwohnpIXLXLLgzzGikIXzMIY8O5/u+Gx1oDcFBKTrdYxDXx+rcozUkmNffWaKZHWdtv3qYE6JDKWpIxhQlQaCHfU9imakPhJG+/bto1GjRommirfddpuYjVZWVj0HCfi283UoOy6//H2IDueX2qt5QGT1MZKCQrXqUywSDWqehK8+M/J51DhGJsJIe9y2mTXVP1y1BkCoOEZ4v/pIGL3//vuib9Bnn30m+gjxrLKGDRvSJZdcQh9++CHl5OS4e1cgjKvS5K9pEJmhNNm/SHVarEr0jLFAGOUUVVeeJWuLiNn8sxhNLKktCbILTvjk8QGwCvW97KzDO/AixygqKopOPfVU0d16y5Yt9Ndff9HgwYPprbfeEp2wTzvtNHrxxRctn5UWjoTLSBC5aIDIorhcH0o7q2sTat8wmS7u18IvIrzcB11Rf/n7IM3bdFhXwePKMVKRzxuAYEUNnxk7vAM9dfo0d+vWTRzuv/9+OnLkCM2cOVMcmHvvvbcudx3hydcUssg5UgwnxCKWHZnJ15xjNP+e0y19/dURCOU++KK/7ZNV9v+TZVWaiWOkNsd79x8D6YMlu+meszvX+fEB8BelToYlg2p89jOnUaNGdOONN4oDqOtIkPBwjLgpXrwyTwqE5/t21vpDtC27wCHp2mpRzCE6FinssMo5Zu6y80ghvTRnK917Thdq17A6V4j1jrwbWWVmJoxUF2lE9ybiAEAogVCaa+D/BiGhPBJEDW9wgh+EUXjz/ZoDdNcXa1wOr7SSGE0Y8SwzT7hu2jLKyimhTQfz6dd7z7BX7RRq5fopLkJpGKcAQp3uzdMCvQlBDYRRkBA2yddR+jh2akC3BljN4q1HdKfj/Jx8zyM7+H1Woc0xcxcWRczOo0X28zgMKIVRYqyL5GsIIxCizJ1wGq3JyqXzezUL9KYENRBGQViuH8qhNHXTURIa/pQb3qtmDos/HEpPHCM5D03Ct+XtVsOA8reJu8nXAIQCnZqkigNwDYRRkBAuVWmq24XKh/Cn0lAN5n9hVP14cvK9O+QU6fuvvTB7C63bl0t7jhXbz+vaLNVp2CwalZcAhDUeCyNZdWaEEy0TEhKoY8eO1K6d8wm/wBz1a93DqEBQobpdSPALf4whLLNkZX9UQVZ4UK5vdDLfXrxTd3rxfcNdCjy18hIAEH54LIzGjBkjRJBxNpE8j4+HDRtG3333HWVkZPhyW8MadX/6au5TIFDdLoTSAsuf249S/olyOrendfkExmowfztGsZoQ8ySUVtt10xP1Q29P7dSQftt2tOYx4RgBENZ4/AmfO3cunXTSSeI4Ly9PHPh/bvT4448/0uLFi+nYsWPoY1QXxyikQ2k1/yOUFjhYXF/97l9068eraM+xmgRjq4VRXIx/3RSZ7+NJKI3bSLjCOPT2wxsG0X+v6GM/3Rk5GgCENR47RnfeeSe9/fbbNGTIEPt5Z511lgij3XLLLbRhwwZ6+eWX6YYbbvD1toY3ao6RLUxyjNBELGCoonTb4UJqo8z18iUVBpHhd8dIezxPqtKkiGqenkAH8hxHeRhHmLALnldcPSqE6dIUwgiAcMbjb7EdO3ZQWppjDwQ+b+fO6lh9p06d6OjRGusZeEYoV6XpQmmVyDEKFEVa2TlzrKjUf45RgISRJyNBZIiXey49c1Evw/2ZO14D2zYQxw1T4v2eRwUA8C8ef8IHDBhA9913nxgBIuH/eSwIh9iYbdu2UatWrXy7pWFOuIwEgWMUHMh+PMy+49U9e6zAGPaVOT9+L9ev8DzHiAXO1YNb0xe3nFyrsOvZIp1+/Pcw0QcGABDeeBxKe/fdd0UCdsuWLe3iJysri9q3b0/ff/+9OF1YWEgPP/yw77c2jFETrkM7xwjl+sEmjNQydF9jTGT2u2OkzUvzZCSIzDGSbtPg9pn2y1y5QSyOAADhj8fCqGvXrrRx40aaM2cObd26VZzXpUsXGjlyJEVpX1IsnEBdHKPQFUbqOomqtMBRVFoTxtybY50wKtaGx4ZSg0fpLqlhs7aZSbT7WLGlFXwAgDAURuXl5ZSYmEhr1qyhc889VxyAbwiXkSB6xwg5RoGisLQmWTjLSmGkOFMB6WOkNHj85e+D1K1ZGrXVhsK66xgxH980WAzDvXJQa4u3GAAQVsIoNjaWWrduTZVIqrV0JIiH8zCDuMFjCD+REKdQcYyOFZWJ0JocjOrbx6lwK3nZKuTjLdySTT+uOyj+3/3s+W7nGElaZiTRTae2t3RbAQChgcc/7x566CF68MEHKScnx5otilDCxzGq+d+TvA/gWwpP6AXLXgvyjDgvzhhK83eOUYwWvv97f55uu1xRXmELyLYCAEIDj39Cvvbaa7R9+3Zq3rw5tWnThpKT9bb1qlWrfLl9EUO4zEpTezCF8vMIp3J95nixfj6YL+CQVLB0vlabMmYXlFKTtASPQmkAAFCnkSDAWkLaMVIWylDuxxTqFBiEUYHBQfJ1gnegZ6WVKM7VrqNFLoWRDKX5u7UAACBMhdFjjz1mzZZEOKr9H8qCQhV1odzBO9wco4ITNcnYdWXx1iP0zm876bYzOjhcFqiqtPwT7vdtktWS/s6HAgCEBl5lY+bm5tLXX38tumBzs8cGDRqIEFqTJk2oRYsWvt/KSJuVFsKCQg2fhbLACzdhZEySrgv/eH+ZON6eXehwmb/FRowmxPJLaoRfcVmFe8nXCKUBAHwhjNatW0cjRoyg9PR02r17N918881CGM2YMYP27t1LH374oad3CRxyjAK5JXUDjlHkhNIOmswZ47li/kSKG7UCUg2rmVGmzUrDaA8AgBkefzPcfffdNG7cODH2gwfHSs477zxavHixp3cHTMr1a6uqCWZQlRZcjlGD5DifO0bBRIxh4CtjrJRzmmMExwgAYILH3wzLly+nf/7znw7ncwjt0KFDnt4dCLeqNITSgqpcv6mWhOyrHKNge01lKE3lRHmlmzlGEEYAAEc8/maIj4+n/Px8h/N5PEijRo08vTsQpDlG3rpW6sIZyiHBUEc6RM3SExySk+sCN4sMJuKivXeMzG4LAAAeC6MLL7yQnnzySTEeROYUcG7RAw88QJdccglZCYfqLrjgAtFDiR/3u+++o3BB1SFBoIt0ITFvbxfKbQfCRRg11YSRseGjt2QXOOYVndm1MZ3SPpPuOLMj+Zv42GjvhRFyjAAAJnj8zfDSSy9RYWEhNW7cmEpKSuj000+njh07UmpqKk2aNImspKioiPr06UOvv/46hR/B1RjRW1ET6g0eNx3Mp7cX7/BoKGkw5xj5OpRmJjpaZSTSZ7ecTHef3YX8TYKJMHIWSuPzX5m3jVbtyRWnEUoDAPikKo2r0ebOnUt//PEHrV27Voik/v37i0o1qxk1apQ4hH2OkS10hZEulBYEz8NTRr3ymziOqlcvpGdnyeaLjVLjxfGJct8IvVKT+2mRkUiBItHUMTJ3x977fRf9d95W+2kIIwCAGV5PlRw6dKg4AN9gC7IE16qquguqYHge3rJsV07ICqPSikr72IvMFE0YVVT67L6NtKifRIEiMc5R3JQ4cYw2HtTnRiKUBgAww61vhs8//5zcJSsrS7hJwUBpaalIFFcPIdH52hYeobRQLtdX++IEIxwW+nDJbtMmi2o+UYPkWKdOj6/2S7A5Rs76GBlL+5PiHG8LAABuCaOpU6dSt27d6Pnnn6dNmzY5XJ6Xl0c///wzXX311SKsduzYMQoGJk+eLEJ/8tCqVSsKiaq0qsBXofkilBbKjpEs6Q5W7v96HT36/QZ65Lv19vM4j+jfn62mD5bsEacbpsRRUlyMT4WemWPULlM/SNqfJGrPzx3HKNrQfNJMVAEAgFuhtEWLFtHMmTPp1VdfpYkTJ1JycrIY/8ENHo8fPy76FzVs2FA0fly/fr24LBjgbeWGlBJ2jIJVHKk6JBCOkfEhfVGVFmo5Ruqiz/9PnPE37TteTNOvH0TRJo0EA8HarFxKjo+hmWsPiNNLdh6jbYcLRP5M/oly+vnvml5i7Rum2JOTS2vp7eMuqvPEXacfPK8rpSdVu1LBk2PkRBgZXkOzxG0AAIjxpEyfD0ePHqXff/+d9uzZI6rSWBD169dPHKKigitmzz2X+BAK2AJczWUUY966Peq2h1pVmjo2o6S8ij5btlf8vybrOA1o04ACzYHcEhr9umOYeuR/zTvOt2+UTPFaHo3vHKPq+zm/VzN69Sr+zAdWMCZ6UJVmbAYJYQQA8EnyNQuhMWPGUCDgCrjt27fbT+/atYvWrFkjZrW1bt2awib5OgBOi9Hd8XYbgi1XyhPylEGkh/NPOFR4BZodRxzziVzBwkgu/pyMzUK1Ls4Xu2hyH7HgCrQocpZ87Wz8ibEILRE5RgAAX1alBYIVK1bQ8OHD7adlmOy6666j6dOnU0gTJqG0UO5jpE5oz1E6PAdLInaMh47sOT2a2h0jmTflrRhgwXvte8tEtR4THxsc7rBZjhG3JqiorHJwiLgFg+62cIwAAKEujM4444yQHrDqfvJ1ABwjw2N6u5/VxPFQ6ZG4bl8uvTB7C53SIdP0cl81R/Qn6Ymx1CYzWQgENcTkrTBaty/PLoqY+JjgEBXOxE1RWSWlJ+qFkbFpJ4QRACDkhVGkEAijxehSeZs4rc+VCg1ldPOHK+hwfin9tu2o6eW5xcEhjMwqwpxxcf8W4phdEy5T59YJdXG+VFHEqE5UIFHFDRtC/FzLK22i8zeLQxVjy4IEkzAcAADgmyFI0OXmBCL5uspHoTRd52sKCVgUuSK3ODgGp9Y2NV5y+cCW9MC5XR1EjLu3N6PAkLcTLMLIuB0p8TFO84yMTS7hGAEAzPD42+3ECcchkpKDBw96enfALJRmC+GqtDDpfK1yPEgcI+NYj8zkOIfrsGsy+eLeuoore8l+HRyjYqMwChJRYUwA51YGzoSRg2MUJM8BABDiwogbOHIlmJFvvvmGevfu7avtijh0fYyqQrkqTbnPEBFG3I/HFbkl5cLR4z5BgcTYuFDOQTM6JsbKM184RpyzY3afwQS/96RjJIfo8mdp/Cer6LlZmx2EIWalAQDMiPImAfrkk0+m5557zj7xnhs7XnvttfTggw96endAw0aBHaXhkGPkiz5GIZAoz4JH3fdmlFVUigaKfZ6YQ9+v2U+BwihsGqcluHU7nzhGhsGswSiMdKE0rSfVyr3H6ae/D9LUhTucdsQGAIA6JV+/8cYbdP7559NNN91EP/74owifpaSk0LJly6hnz56e3h0IEqfFZzlGIRZK4zAZJ+u6gl+P/83fJl6jOz9fQxf0bh6QHj7Ghb2xiWOkNqk0Dkutk2Nk6OUULFVpTIv6ibQ/t8Q0lKYmzqu9qQAAwBle/ewbNWoUXXzxxWJY7N69e4V7BFFUN9SlORgcI180eAyFIbJqU0dn8PNomVEzQV4uwoHOMWqSFh84xyhI+hgxt5/ZURyf0aWRQ/L1kYLSgL9uAIAwd4x27NghhsXyfLTZs2eLOWo8KuTOO++kSZMmUWxs4OYmhTSBdowMQqjCy5IyddtDofO1zEWp7Tmp+UWbDxVQqwY1QslfGOedcZ8iI6N6NnU4L0ETMSVhmmN05UmtqEOjFOrePI2e+mGjTvDyGBWJfDteNagVXXlSaHfKBwBYh8ffbn379qV27drR2rVraeTIkfT000/TggULaMaMGTRo0CBrtjKM4V+2f+44GvCO0Y6hNF80eAx+YSSdhWbpCU4XfRaJqvOw+WA+BQKjsGExIGG35O1rB9CzlzgWQKQlxDp09q6rgOzRPJ2ChXr16tGgdg2EW9SxcfU+eXneNvpz+1E6kOfoEl1zchvq06p+ALYUABCWwohzjD7//HOqX7/mi2XIkCG0evVqUbEGPGPc+8vo6nf+CvjwVV8lXwd6GK63Cz7n6/CkeHZcRnZvorsOuw9qGOqX9YfqlK/jCRsP5NPFb/xBv2876vCY9ZWp9lyKfnaPpg5NDRl5njthQ3fK9c/s2jggjpk7sECSTPhyjW60i1EoAgCAT4QRV5+ZkZqaSu+9956ndxfRsIhYsee4w/kVAegYbawg87aiTJd8bQsdx4iTdm85rQNNvWYANTFUex0yJO1uPJhPD3yzzvT+th4uoHu+XEt7jxWbXr7zSCF9vmyv26LxsZnradXeXLrmvb+oxJBjpDYoNOYAuSOM+DbsVhpHZbgKpX1602B685oBFKz0aJ5GDbT+Tty4c/PBAofrpCag4T8AwDkef0N8+OGHLi1tZ8IJuD8tPRBOi3E2mrfboN4smB0jfr6Ltx2lrJxiXTUT0zBFn9Rs5jp8v+YAvXJlP4fzr3p7KR0rKhPi6Zc7T3W4/NyXfxOT7nnXXD24tUfVYEbHiJOqh3VsSL9vP0pXDXJ+X9JZylMqtPh5X/bmEiH6Jl/cy+XtVeHVrlGyvcotGOERKMsePIuGPverEEZGUcvIBG0AADDD428ITrJWKS8vp+LiYoqLi6OkpCQIIw84lGc+iiIQ1VxG08BrYaRLvqag5dvV++nuL9eaLpaZKY4dpeV1zDoqq7AoYjY5yUNiUcQs3JLtljBqmZEoRJZ0oxjOo+FwHzsjb147QITbBrbJqNUxyi2pEXgvzdliFw3bDpsL9NV7j1PnJqmiLkC2NAiFMBSLI25+aTbqJTkuWlwOAADO8Pgb4vjx47pDYWEhbdmyhYYNG0afffaZp3cX0agLlUplZQiPBFFuZ2VI0JscH/U5ccNGleT4mrBUQyfCSCb2mt2fp66cu6XzJ5Tr7dHCc49d0N0+C43FGufVuOqrlJ4U5xBKO5B3wuUsuKU7j9FFb/xJl0z9k7I1AcWiQnXWghmzXCsmNQSEHQAgsPjkp1OnTp3o2WefdXCTgGvUUuLAO0aGcn2fzEojS3h78Q7q+sgsWrz1iOnlmw/l04xV+3RC5PGZG+ikSfPokCYI5LFEXfAzk837A7Fg6t2yphrraJHr4bNGVGHibum8WcJ0/URz4VabSFi6M8e+T9TS/6MmocLfth2xtyaQeXDudtoObmEUGsIOABA4fOYpx8TE0IEDByjS4QX3se/X00qTpGoVDos88/PmIMoxMmyDF4nT3Fl42a4cy5+H3G/3flUTClO57eNVIkz21uKd4jQnF0//c7cIc83deEiIA55/ppISV7NgpjhZPNlt+Oa2IZSqiahsk1CNK9TQjnRhaiPPxM1Rq9HcoYHmGMkQotGxyjEReHHRNQ7aT+uqh0M3MuReBTMQRgAAb/H4W2LmzJm607zI8FiQ1157jYYOHUqRzhkvLhAdivcdL6H3xp3k9Hrv/aYP5aj4e8YYCxiHIbJeiJozXljo1+fB2805P8eLynTl47uOFonjl+dtpVtP70Dr9uXZL6ufFCfGRBhFm+oYtW+YLPJ/tmcX6oReWkKMGDzaOjOJNhzIp4+W7KErB7Wifq2d5/eoqCMpnJXOc4jws2V76ayuTcR1dptUt6V7KIy48SEPyuX8phmr9ovtVUOROYU14qukrJKW7jpGxxSxtEhz5hq52Wk7GEhzIoxqG/8CAAAeC6MxY8Y4VKI1atSIzjzzTHrppZco0pFjG5bsPObyes5cCYYXbRacvG+tZuKMdTRnw2F6ztAY0JtQmjE8ZPWsNHaCbvt4Jf2x/ShNv34Qnda5kelrsU1LWmbKKqpor1aJptJYWfR5vz9zUS+RfMx5Nsb8FFkO/sWKLHHY/ez5Ypbaj+v0jmnBiXIa8/ofNLRjQ3pydE86WljqdPaY5N3fdtKLc7bSE1oHZyPRUfXsjpW78G3eunYAXT99uahgG/7iQlLfWpxvdPOHK2jq2P5iCj27a2aYzWYLBceI2xrI92YgZtwBAMJcGFUFoMdOqMCLrsTYC8dIbSXPLI5ioq37El+TlUsPf/c3rd9fXfH01cqsOokas+tb7RixePtt21Hx//hPV9EHNwyi7s3STAfFSniBzDruKIzUWWiSmKgo0zBMpiaMJOy+TJm71eH23JRxx5EicbjzrE66gabs3vD7xfg+mLcpu9YF3xvBbOz0bHxp5m48TMt25zgVRczgdpkUisKI3cAv/3kKPf7DBrrjrE4B3S4AQPCDulUfoo5N4F/prlAXyUAkYD/z8ya7KGI4ROSpqKmorBJ5Pl+uyKICkzJ2q3OlipX5XTxV/uI3/qQ3Fu5wEGxq1RWLGDPHiCe0GzG+hjWOkd452XCgJlSnojpEv27Odqj+MpvTVtsMMk/ziyTS5XJFsYmLNbxLtQs3qG0Dh47gwYwqXlnQ9mqZLvLDTje4igAA4JVjdPfdd5O7TJkyhSIVtccNiwZXmJVI+0JUlFZU0uq9udS/dYZLV8q4AMfHRJs+PguLtftyRZ6K8TrfrTlAX6/cJw6ntM8MiiRyDmmpFJVV6Bo0ctIx538ZMSvRNwojWdLfIFkvTi6ZusR0W7iiS8I5Scb9we+XDINgUWeymTGym/fi5NIBLcVr5Yw9JoJx/PCONO36QX4L7fqK5orQVefgAQCAT4QRz0Fzh1D64rRaGNXWp+a4Jow6NU6hbdmFbjtGvPBzRRt3XTZzpbgs/bNlWXTLae3pwfO6OX385umJbs1K48ouzju5sE9z+t9V+k7Ph5QBnWbJxMHQ+Zq3SxdKK6u0d7u+7pQ29MGSPZSRZB6eMu5fKSaNjpEztijCiP83No5k0WbsLm0mTlTGn9mRvOXpMT2FSGT3SsJPW7703LvICCerh+JnWy+MHN1AAACokzBasGCBO1eLeFRhVFsDQhlK4/ETZsKIRQXnqGQXnKCL+7e0ny9zWS4b2Mo0LMCiiHl78U6XwuhERaXLsI4UNW8uqg5NzVx7wEEYyeRmozDi693x2eqgmJWWX1LhNJR2Xq9mdGHfFqZhNCbGIIxkuNGdsBSzRUn65u7VPMdLd/mhApr00ya6YVg7Gt6lMf29L89UTHJX605NUmhM3xZ16jzNI0TGDWmrE0bvXDuQbvpwhfh/yQ5HYcSiMRRRQ2lxMaEl6gAAIZJjtHPnTod5WkBP4QlVGJk7RvknysXiLIVRAyddljkUx4ND71YGknKYTHKssFS4Hwu2ZHvUBZpvx/fDt3XlXkhRE+siAVzdHimMTmqbQSdrE87lIu/J++bDJbtp1vpD5Ct4f0t3juH+RbKxJpf4D2iTQU2dhFqinQijni0cE7w5uXr88A6iE/Xovs3teU/q/vnTIDwe+na9SB6/ftpycZpDlkauPKkVvTG2P02+uDcNNglXeora4ZtNoLO6NaZnL+4lTpuNO3HWDyjYUR2uUOq/BAAIIWHE3a2PHKnpNHzFFVfQ4cOHrdqu0HeMKiodBAGLEe71M+y5X+1zqoy/yOVivF/pip2jLeyqK8OPNXXhdrGockm4WVUYP766TTxT6+TJ8+nBGesdSuuN5eMylGdMylZRxZ/MjeGFVD4HvgtueDnsuQU0Zc4Wqg2ePP/o9xvo1o9XehSGm/GvITTtevOeUezCcFWYhHNs+LmxS1Rb7okzYcQVbDcMbae7rHWDJLrvnK709+Nn09jBbVzerxSb6mvDido7smu2U8IDXn3ZcVrt15QQEy0EhHForkoozxV7/ILuQvjeOKx9oDcFABBCuP2tZ1zkf/75Zyoqcvwij2TUhY53lxwYKmExxDkeR5WGesbxDjJ8oy7mMsylTkfnZoEyVMNJvocLHDspP/jtehr49Fxavru6SeGrv24TDe6+WbXPXuZufAyJFFquWgaoTpUMT/E4DRZH3FCQYSHGIu9/v26n2tDN8tKE4co9OTqRaAYPOh2suVRGPvlrj+n5o3o2rTVvxhhKU0Myj/xfN9EeQNIms7rcn++Tx4aoie99DaXyxtPMwKfniXClsfLM17k9yUqH74TY6m00JoCHC+OGthOVaJ42xAQARDah+3MwyENpZgnYxvCV4yJYsxhz12WjYFDHWHAfIrXk/0CuozDiDsrs6lz25hK69aOVdoGk0qtFusscI1eOkRp+k9vbIiNRuAxmeTi1hdTU0NPOo0W0au9xUfF1+ZvmVV/S1eHhptzEzyzsJztHG5si3n12Z5fbIu9bRd0XLFi6Nk21n1Y7b3MuT0slb8nYeNJZjyvp4t0+vDrBuq0mtnyJ6hhJN0h1LTkM6G4OFQAARHSDR14IjL9eQ61SxWqMvXzYUVGTZY3hK17IE+OUnA9lMd5zrMhBGKmO0R/b9fkqB/NKqLTCMfdFMmuDed6OdAuM+SX2UJqhyaGKKsykMGqZUS0IOGncSP6JCpc5K6pjtOtIoX20BztG7JCZCQquFJPvQ75v1Y1T4Yow+fqwW5SkOCfeCCPZCfqqQa2F4DN2hWZxweJObtdTo3vQI99voNvO6CBGjvyozR9zVlbPzRQ5POdrkpT3mxSqqhDibQ2GakIAAAh6YcRfouPGjaP4+OoF4MSJE3TrrbdScnKy7nozZsygSMXBMTIkYBuTpDlRVxUeUfXq2X/F/6IkIJs5RkZu/3Q1/fGfMz3e5gaaW6A2S1STr9VQGofX1JEKqsMjw12ywuv6oe3ovd/18+A438hdYXS4oFRUcknmbDxM157cxqE/lNptnEWoFEaNUuN1PYF48ZfuEbdIcAdHYeT4w4BzgMxQw1PsaF05qDWd2qmRcNSYJ3/caN9/XCkmO07zPDYukZdl8r5G7V8lxa8q3vk92LZhMq3NckwEBwCASMDtUNp1111HjRs3pvT0dHG45pprqHnz5vbT8hDJGMNRRrFhDKXxvDR18eVFyawxpN0xciGMmL9qmc8m4cVXIhdgY98kuRmqS1Jc7rqSjWmpuRz3ndPF4TKZcG4Gu2EPf7deJ3jU/kOTf94kkrONeVvqdquDQ9mVcRZCMo7HcIZxJIirsKKrcnHpCrLg4PvggzpeQ1axSbFsJarLK0WqKnb5/fjyFX3pzK6N6etbT7F0WwAAIBhx+1t42rRp1m5JGGAMR/3rk5U0/54znIbSUuJrKrgE9arDTWaCh6u65JgO/tVv1kDyYJ6j8OBxCKqzw3RonCK6YzPO8kkqTWbi8RT7ce8vozaZyfTS5X0chB7fV3Ot0ovzbHiMBM/fkmS7EEYz1+7XnWZhxENYpeNSVFZJX63cR/88zXmFkU4YNUqhv3bVPHaP5un2hHN3x0IYo4ieCCN1v5qJncsHtqR5mw6LnLJ2iogr8+P09y5NanKkJE3TEsT2vD/OvMoPAADCHSRfW5hjpFaWmTpG8dEGx8j8flftzRVVXdP+qA63cAmypFWDRGrfKFlXyaVySf+W9KrSmJErkdSBqc4qkqQxo4b/uDHgij3HRVWbmSPGY0hURyJJ6Zkjx2Lc8+Va2nwo395pmROrNx3MdxCNLIxkaHJUr2biOKewTBc6M6KG6dTE6Optqy9K+n+7f7jbJeh1cYzU9DuZ4K5ydo+m9OO/h9Hnt5ysC5u5G+arC7JiUG0c+t8r+tD5vZvRtae4bjUAAADhTsgJo9dff53atm1LCQkJNHjwYFq2bBkFC4Waw+EM4+KflVOiKwnnUJorpBDp3bK+btyBTKg1c4xYLKiOBQ9CVUWDs87G0p1Snalt2TWdnMsrq8QICxWep+YsfMVwHg2Lqpu1TstXvr1UOEr3f73OoaqO9xW7RGreEjdrNDplcpE3hghbZybpTvO2cHdptXqsNoxCVX2s2shQxI6zPkQ9W6TTwLbVbQZYILGT9YyTnCVf8vOdw+j1q/vTuT2b2s+7qF9LcR47fQAAEMmElDD64osvxEDbxx57jFatWkV9+vShc845h7Kza0YcBEMojZNpJarDYRRGQzs21OV3uFvjx67PXSM6iYX64fO72Ye7mjlGLIzUSiQWC/2UHBtnydAylKY6RmoLgbcW7RA9kVSapOkrs1KcVH6xIFTh3k77jutnhKndqmXCMgsjNceI+wV9dOMg09YHLAY7KaEio0hzB2PVZawHoyXYeblpWHUfHXc4uX2m6IukhtWsomPjVOEOAQAACHFhNGXKFLr55pvp+uuvp+7du9Obb75JSUlJ9P7771MwILtHX9i3uT2UoiZMy1Da//VuRvee3ZnuOKujR46RhIUQj6DY8vS5wj2SjfrMkps57ybZ4BjxaInhXRqJ7eDT7obSlu6sydl5cU71zDaVxql6Z8SVGOn35BzdZHsplriUnpHVZdwoUY504H0phSbfZubtw3RjMvq2qgkxcl8jNSzFeUp1xZNQGr9GD/9fdedlAAAAoUPICKOysjJauXIljRgxwn5eVFSUOL1kifMGgP5iw4E8e8k6lz/LEui8Ev0AU4ZHUdx+ZieRxGxMvnYH2btHOho82sHYV0h1hFSBwkKJH3Pa9YPotav768q3zcr1nc18M4NL5J3N5TKiVpyxOMvSHKMOjVLsM93EZfEx9qRqHggrhZFZWEtNqubwm9phOskH1V7GTtgAAADCD2trg33I0aNHqbKykpo0aaI7n09v3rzZ9DalpaXiIMnPr+mL4yu4GR5Xn83ecFhXCcZhHXY4WKxk5RSLhVqG0tjNkBjL9VWev7S3yL8xoo6bYOI1x8gMIYwUt8SYU+RMGP254yiN/2SVQ/jPFcYmh+6Gr3iciMyfkqEkDq/JfZmeGFPjGGlWlnEfyPP+/M+Zom0CJ5X3a53hU8cIDU0BACD8CRlh5A2TJ0+mJ554wtLHECMpDAJACKPEWOIpXfd8tZb2HCsWzQm5PJtJVHJvnFWl9Wtdny4f2ErkBHGZ+Sd/7XUqZqRjpJZcy7Bag2S9Y8RzxXS3dZJsu35/vjhIjKX3ZhiHkTZws0mhnLPGOUq879T+RNzrSTpGXL4vm2aaCSOmuTKKo3OTFDq3R1ORSB6qU+IBAAD4l5AJpTVs2JCio6Pp8OEaZ4bh002b1lTXqEycOJHy8vLsh6ysLEu27YFzuwoxwjx3SS8xbiJdEwUsipiPlu6xV43JnCBjSbiu1F1zOM7t2YwmXdRL1xcn3iBmjKfVURKNUhJ0DpVxgKkzx8hIs/rOJ7xf3K8F3XJaewexMqpXU3H+yO41Lh8npjubAdYqI8nhPlLja8KSrJVytKRsZ8JIhffnm9cOoHf+MRBuDwAAgPByjOLi4mjAgAE0f/58GjNmjDivqqpKnL799ttNb8PjS+QIEyvhGV4cwuG1Vy7ASS7KntWux84cI84/MnZSluElo5hxOK0Ir7TEGLFNt57egY4WltIpSrJy9XXdCzFJJ8eMKVf0dXKbWHrwvG5inMxrv26nY0VldMdZneiygS3p/P/97nB9LqV3EEYJMcLV4pwiDqPJ3CNPSucBAACAsBNGDJfq82iSgQMH0qBBg+jll1+moqIiUaUWaNSye6MrpPL7A8N1DRZVYcQC5u1rB9CMVfvpgXO6OgxB3ZbtJJSmiBue56U2XpRC7T+j9PfnqWPkrHrNHXgb/n1WJ/tpdr+4jJ3zsy5/qyZxvlVGosP2cChNNossK66yJ5i74xgBAAAAYS2MrrjiCjpy5Ag9+uijdOjQIerbty/NmjXLISE7GJC9hYyujyqKjJVO9bSOyHxwuK2Sv2O8b3W46Ve3DqH/fOOYsO0MfnzehNoGqjub4cXdpL1BlrGPH96BXl+wwz5nLS5a/9xkGI0duFziZHYZSkMjQgAAAL4n5H52c9hsz549otrsr7/+Et2vgxGzSjHuxmzEVVWaSkMlx8jolqijRnj8hHFmW21uTm3djlnEmIXSplzeR3STrgvjh3fUiSDjc5OCTJbbyzJ/hNIAAABYAVYXizALUTVPr6mYkrgzK83RMYpyOuWe7++Zi6rHStwzsrPX28pMHdufLhvQkl65sq8ugbvmdnV3bThR/bTOjURF25COmQ7bIgWZLLfP1RpmuhsCrCs8iw4AAEDkEFKhtFDCzIUxNkA0yzFyBucY1dy3XhQUah23JSw01j9xjtPwl7nAcWwOObRTQ/sA15Jyx7ErzvKoPOWD608S40XYLZKDY405RolSGHlQleYLLurbQgzwBQAAEBlAGFmEmaOhDhY1zTFy5RglO88x4vEYRtwVReL+nAgc7jotUSfAS3w1cJQFYZw2h8yxKq06xyhZ6/0kZ6j5K5TGSePcB+m0TjVdtQEAAIQvEEYWYRZmUoe5muUVucwxUsSPUXTx3LQjBaV0yYCWXm6ruchQHazzejal1UPb0qo9x2ntvjyXt6sLjn2M9I7RgdwTfnWMeD7afYYKQQAAAOELcowswizMJBd3lZho9xwjdXK8UXSxm8Nzz7xNhHbH+YmJjqLHLuhB157S1qPbeYrRCarJMao+5hJ/cT2U6wMAALAArC5+dIzaGpo2MtFuOka6UJqPcnvs96eIjD5aZ+xrTm5tel0e22F2O19ui+yMzVFGbvoo+xipQBgBAACwAoTSLEIVL+f0aEI9mqfT0I76rtPGxpCuhlbwUFQeKlvPAqdGFXEDWmfQRzcO0uUXGbt8W+kYcfju+/HD6I8dR8WsM/l4xYYEc5TrAwAAsAIII4tQxQYPgz2rm3kTStUxqqXHorgfK1CdH9ZpsqmiGU1Sa4SRVePH0pNi6TytGk6y62iR7jQcIwAAAFaA1cUPjpGrye6qY1Rlq00aWb+tavsAM3j2Gjtf3EiymUlfJqs4v7deKGEmLAAAACuAY2QRqguT5kIYqUIkQLqIEhR3q7Yp9Hz5xzdWdxv358T6sYNbi2aLN0xf4dDtGwAAAPAVEEZ+CKW5Ck3pQ2nB4BjVfn1/CiK1Ku7MrjXhSHVQLgAAAOArEEqzCFlWLsNPzohSXoGqKgq4iHNVGRdMFCtjUAAAAABfAWFkERWVNSrHbM6YmWMUKPTJ14HfHndw5cIBAAAA3oJQmkUMaJtBnRqnUOcmqS5DT/ocowCF0kJIGL1+dX+asWof/euMjoHeFAAAAGEIhJGF4ak5E05zK5lZokTf/Eq84mjVUpQWcLg6zVihBgAAAPgKhNIsxNMk5YAlX6uOUbArIwAAAMBCIIyCiGBwjORsMgAAACASgTAKIgLVx0h1jFw1owQAAADCHQijoCLwoTQIIwAAAJEMhFEQEahQmjoMFsIIAABAJANhFEQEQ7k+hBEAAIBIBsIoiAiQYUSxyhwQCCMAAACRDIRREFEVoFhaaUWlWwNvAQAAgHAHwiiICJRjVFFpM3WPAAAAgEgDTWuCiQApo9M6N6LOTVKob6v6gdkAAAAAIEiAMAoiqgKUfM1VabPvqn18CQAAABDuIG4SRAQqlMZAFAEAAAAQRkFFoDpfAwAAAKAaCKMgIlChNAAAAABUA2EUREAWAQAAAIEFwiiYgDICAAAAAgqEURCBUBoAAAAQWEJGGE2aNImGDBlCSUlJVL9+ePbbgSwCAAAAAkvICKOysjK67LLL6LbbbqNwJVBDZAEAAAAQYg0en3jiCXE8ffp0ClcCNCoNAAAAAKHmGAEAAAAAWE3IOEbeUFpaKg6S/Pz8gG4PAAAAAIKbgDpG//nPf8QoCleHzZs3e33/kydPpvT0dPuhVatWPt1+AAAAAIQXAXWM7rnnHho3bpzL67Rv397r+584cSLdfffdOscI4ggAAAAAQSmMGjVqJA5WER8fLw4AAAAAAGGVY7R3717KyckRx5WVlbRmzRpxfseOHSklJSXQmwcAAACAMCBkhNGjjz5KH3zwgf10v379xPGCBQvojDPOCOCWAQAAACBcCJlyfe5fxA0QjQeIIgAAAABEnDACAAAAALAaCCMAAAAAAA0IIwAAAAAADQgjAAAAAAANCCMAAAAAAA0IIwAAAAAADQgjAAAAAAANCCMAAAAAAA0IIwAAAAAADQgjAAAAAAANCKMg4NObB1PrBkn08Y2DA70pAAAAQERTz8YDxyKE/Px8Sk9Pp7y8PEpLSwv05gAAAAAgyNZvOEYAAAAAABoQRgAAAAAAGhBGAAAAAAAaEEYAAAAAABoQRgAAAAAAGhBGAAAAAAAaEEYAAAAAABoQRgAAAAAAGhBGAAAAAAAaEEYAAAAAABoQRgAAAAAAGhBGAAAAAAAaEEYAAAAAABoQRgAAAAAAGjEUQdhsNnGcn58f6E0BAAAAgJvIdVuu41YSUcKooKBAHLdq1SrQmwIAAAAAL9bx9PR0spJ6Nn/IryChqqqKDhw4QKmpqVSvXr1Ab07Iq3cWmFlZWZSWlhbozQEaeF2CE7wuwQlel9B5XWw2mxBFzZs3p6goa7OAIsox4p3ZsmXLQG9GWMFvWnyhBB94XYITvC7BCV6X0Hhd0i12iiRIvgYAAAAA0IAwAgAAAADQgDACXhEfH0+PPfaYOAbBA16X4ASvS3CC1yU4iQ/w6xJRydcAAAAAAK6AYwQAAAAAoAFhBAAAAACgAWEEAAAAAKABYRTB7N+/n6655hrKzMykxMRE6tWrF61YscJ+OaefPfroo9SsWTNx+YgRI2jbtm26+8jJyaGxY8eKXhP169enG2+8kQoLC3XXWbduHZ166qmUkJAgmnY9//zzfnuOoUbbtm1F81HjYfz48eLyEydOiP/5NUtJSaFLLrmEDh8+rLuPvXv30vnnn09JSUnUuHFjuu+++6iiokJ3nYULF1L//v1FcmPHjh1p+vTpfn2eoUZlZSU98sgj1K5dO/FZ6NChAz311FO68QT4vAQGbvp31113UZs2bcR+HzJkCC1fvtx+OV4X61m8eDFdcMEFovkif1999913usv9+Rp89dVX1LVrV3EdXtN+/vlnz58QJ1+DyCMnJ8fWpk0b27hx42x//fWXbefOnbbZs2fbtm/fbr/Os88+a0tPT7d99913trVr19ouvPBCW7t27WwlJSX265x77rm2Pn362JYuXWr77bffbB07drRdddVV9svz8vJsTZo0sY0dO9a2fv1622effWZLTEy0vfXWW35/zqFAdna27eDBg/bD3LlzeeW1LViwQFx+66232lq1amWbP3++bcWKFbaTTz7ZNmTIEPvtKyoqbD179rSNGDHCtnr1atvPP/9sa9iwoW3ixIn26/BrnZSUZLv77rttGzdutL366qu26Oho26xZswLynEOBSZMm2TIzM20//vijbdeuXbavvvrKlpKSYnvllVfs18HnJTBcfvnltu7du9sWLVpk27Ztm+2xxx6zpaWl2fbt2ycux+tiPT///LPtoYcess2YMUN8X3377be6y/31Gvzxxx/iu+z5558X320PP/ywLTY21vb333979HwgjCKUBx54wDZs2DCnl1dVVdmaNm1qe+GFF+zn5ebm2uLj48UbkuE3Hn8Ili9fbr/OL7/8YqtXr55t//794vQbb7xhy8jIsJWWluoeu0uXLhY9s/DizjvvtHXo0EG8Hrz/+UPOi7Jk06ZN4jVYsmSJ/QsqKirKdujQIft1pk6dKhYK+Rrcf//9th49euge54orrrCdc845fnteocb5559vu+GGG3TnXXzxxeJLmsHnJTAUFxeLhZAFq0r//v3FQo3Xxf8YhZE/XwMWyfxZVRk8eLDtn//8p0fPAaG0CGXmzJk0cOBAuuyyy0S4pV+/fvTOO+/YL9+1axcdOnRIWJ5qO/bBgwfTkiVLxGk+ZsuT70fC1+fRK3/99Zf9OqeddhrFxcXZr3POOefQli1b6Pjx4356tqFJWVkZffzxx3TDDTcIe3rlypVUXl6ue03YMm7durXuNWH7uEmTJrr9zbOHNmzYYL+Oeh/yOvI+gCMcnpk/fz5t3bpVnF67di39/vvvNGrUKHEan5fAwCFiDnNy2ESFwzX8+uB1CTy7/Pga+Oq7DcIoQtm5cydNnTqVOnXqRLNnz6bbbruN7rjjDvrggw/E5fxGZtQFVp6Wl/ExiyqVmJgYatCgge46ZvehPgYwh+P0ubm5NG7cOPv+4i8F/gJx9ZrUtr+dXYfFU0lJiaXPKVT5z3/+Q1deeaUQorGxseKHBOe1cE4Eg89LYOCB4KeccorI9+IB4SyS+McEL4QHDx7E6xIEHPLja+DsOp6+RhE1RBbUUFVVJdT5M888I07zF/369evpzTffpOuuuy7QmweI6L333hOOBCc0gsDy5Zdf0ieffEKffvop9ejRg9asWSOEEb82+LwElo8++ki4qi1atKDo6GhRVHDVVVcJhxUAb4BjFKFwdUD37t1153Xr1k1UNDFNmzYVx8aKJz4tL+Pj7OxsB2ubqwvU65jdh/oYwJE9e/bQvHnz6KabbrKfx/uLw2vsIrl6TWrb386uw9UgHIIAjnBln3SNOFR57bXX0oQJE2jy5MnicnxeAgdXCC5atEhUMGVlZdGyZctEyLl9+/Z4XYKApn58DZxdx9PXCMIoQhk6dKiIzapw/gSXvDJclsxvJs6rkHCoheO9bF0zfMyLtPrL7NdffxVuFMeP5XW4lJO/qCRz586lLl26UEZGhuXPM1SZNm2asJa57F4yYMAAEcZRXxN+DVnMqq/J33//rfuS4f3NokcKYb6Oeh/yOvI+gCPFxcUi30GF3Ql+rzP4vASe5ORk8YOP8004PWD06NF4XYKAdn58DXz23eZRqjYIG5YtW2aLiYkRZchc4vrJJ5+IEu6PP/5YV2JZv3592/fff29bt26dbfTo0aYllv369RMl/7///rutU6dOuhJLrj7gEstrr71WlFh+/vnn4nFQ5uqcyspKW+vWrUXFhREu1+fLfv31V1Guf8opp4iDsVz/7LPPtq1Zs0aU4Ddq1Mi0XP++++4TVW2vv/46yvVr4brrrrO1aNHCXq7PZcncBoEr/CT4vAQGft9yBRO/r+fMmSNKvrkSqaysTFyO18V6CgoKRHsQPrCsmDJlivh/z549fn0NuFyf17UXX3xRfLdx6waU6wOP+OGHH8QiymWTXbt2tb399tu6y7nM8pFHHhFvRr7OWWedZduyZYvuOseOHRNvXu7pwiXh119/vfiQqHDfCm4NwPfBiwt/SIBzuJ8Uf7kY9zXDXyT/+te/RNkqfylcdNFFot+Ryu7du22jRo0SPT548b7nnnts5eXluutwX6S+ffva4uLibO3bt7dNmzbN8ucVyuTn54vWCSxKExISxD7jcnC1dBifl8DwxRdfiNeD38tcFj5+/HixiErwuljPggULxHeW8cA/KPz9Gnz55Ze2zp07i/cDtyX56aefPH4+9fiPdwYZAAAAAEB4gRwjAAAAAAANCCMAAAAAAA0IIwAAAAAADQgjAAAAAAANCCMAAAAAAA0IIwAAAAAADQgjAAAAAAANCCMAAAAAAA0IIwDCgHr16tF3331HwcwZZ5whJtL7g0ceeYRuueUWvzxWqPHmm2/SBRdcEOjNACBoQedrAIKUcePG0QcffCD+j4mJoQYNGlDv3r3pqquuEpepQ00PHTokBinGx8dTsMKTsnkIbmpqqqWPw/uic+fOYpiuHIosWbJkCQ0bNozOPfdc+umnn8jfPP7440LArlmzhgJFWVmZGOz5+eef06mnnhqw7QAgWIFjBEAQwwv4wYMHaffu3fTLL7/Q8OHD6c4776T/+7//o4qKCvv1eHp1IEURL7a1wcLOalHEvPvuuzRkyBAHUcS899579O9//1tM6T5w4AAFK+oEcV8TFxdHV199Nf3vf/+z7DEACGUgjAAIYljssOhp0aIF9e/fnx588EH6/vvvhUiaPn26aSiNRcrtt99OzZo1o4SEBCEQJk+erLvu1KlTadSoUZSYmEjt27enr7/+Wve4WVlZdPnll1P9+vWFoBk9erQQZxJ2rMaMGUOTJk2i5s2bU5cuXcT5b7zxBnXq1Ek8bpMmTejSSy91Gko7fvw4/eMf/xBOV1JSktiebdu22S/n58ePP3v2bOrWrRulpKTYhaIr2AkxCxUVFhbSF198Qbfddhudf/75uv3HLFy4UOyb+fPn08CBA8U2scDasmWL7npPP/00NW7cWIi8m266if7zn/9Q3759dfczaNAgSk5OFts/dOhQ2rNnj3i8J554gtauXSsehw9yG+RrcuGFF4rb8X5l+LwOHToIMcP7+KOPPtJtC9/urbfeEkKZt5f3E7ti27dvF/ub74ufw44dO3S34/0zc+ZMKikpcbkvAYhIPB47CwDwCzyZevTo0aaX9enTxzZq1Cj7af4of/vtt+L/F154wdaqVSvb4sWLbbt377b99ttvtk8//VR33czMTNs777wjJlw//PDDtujoaNvGjRvF5WVlZbZu3brZbrjhBtu6devE+VdffbWtS5cu9mnyvG08Bfvaa6+1rV+/XhyWL18u7ocfix931apVtldeecX+uKeffrqYUC+58MILxePwdq5Zs8Z2zjnn2Dp27Cgen5k2bZotNjbWNmLECHHfK1euFNfnbXEGT+iuV6+ebenSpQ6Xvffee7aBAweK/3/44Qdbhw4dxNRv44TwwYMH2xYuXGjbsGGD7dRTT7UNGTLEfp2PP/7YlpCQYHv//ffFvnviiSfEJHB+PZjy8nJbenq67d5777Vt375d7Lvp06fb9uzZYysuLrbdc889YuL3wYMHxYHPk69J48aNxf3u2LFDXH/GjBni+b/++uvisV566SWxf3/99Vfda8lTxnnCPF9nzJgxtrZt29rOPPNM26xZs8Tjn3zyybZzzz1Xty+KiopsUVFR4jkDAPRAGAEQgsLoiiuuECLBTBj9+9//Fgujuuir8HVvvfVW3XksBm677Tbx/0cffSREkHp7FkSJiYm22bNn27etSZMmdqHEfPPNN0Ik5Ofnmz6uKoy2bt0qtuOPP/6wX3706FHxGF9++aVdGPF1WGBIWCTw4zpj9erV4jZ79+51uIwFzssvv2wXMA0bNtQJAymM5s2bZz/vp59+EueVlJTY99P48eN19zt06FC7MGJhxtdnYWXGY489Zr+uCt/mrrvuctjem2++WXfeZZddZjvvvPN0t2NhK1myZIk4j0Wg5LPPPhNizkhGRoYQbQAAPQilARCC8JrIYRQzOMzFyb0cernjjjtozpw5Dtc55ZRTHE5v2rRJ/M+hHg7FcKiIw1d84HDaiRMndCGZXr16iRCPZOTIkSJsx6G5a6+9lj755BMqLi423UZ+LE4oHzx4sP28zMxMsc1yOxgOD3EoScLhwezsbKf7RYaGOJSnwuGwZcuWicR1hh/7iiuuEDlHRjjBXX08Rj4m3w+HyVTU07yfeP+fc845Ilz1yiuv1Br6k3D4ToX3A4fhVPi0un+M28vhS/naqOfxa5efn6+7HYdRnb0+AEQyEEYAhCC8OHJlkRmci7Rr1y566qmnhFDgXCE116c2OBdnwIABQlyph61bt4qkXQnnr6iwkFq1ahV99tlnQlA8+uij1KdPH8rNzfX6eXIVmwqLQVeFtA0bNrTnL6mwAOJkdc6HYlHEB87f+eabbygvL8/pY0rxWVVV5fY2T5s2TeT5cG4P5zRxhdzSpUtrvZ1xf7qL2fa68xy4SrBRo0ZePSYA4QyEEQAhxq+//ipK0S+55BKn10lLSxOOyDvvvCMWZxYAvBBKjAs1n+bEXSmsOAmaE4w7duyoO6Snp7vcNhYcI0aMoOeff57WrVsnErZ5e43wY7FQ+euvv+znHTt2TDgy3bt3J29hd4mf+8aNG+3n8eN8+OGH9NJLL+mEHjtjLJRYyLkLO1rLly/XnWc8zfTr148mTpxIf/75J/Xs2ZM+/fRTcT47bJWVlW49Fu+jP/74Q3cen67L/pGw88cuEm8nAEBPjOE0ACCIKC0tFX15eDE9fPgwzZo1S1SYcRUSV3SZMWXKFOHY8KLHvY6++uorUdnGFVISPo9DN9zTh0NeHGaSYaWxY8fSCy+8ICrRnnzySWrZsqWoqpoxYwbdf//94rQZP/74I+3cuZNOO+00UWn2888/C5dCVqypcOUa3//NN98sqqrYbeLqLq6+4/O9hZ8vC7Pff/9dVM3J7WIH6cYbb3QQdiwu+Xnfeuutbt0/l/rzNvO+k44QC0AOHzLs1L399tuiuoxFFws9FpnytWrbtq24Dgsz3o/8vJ21WbjvvvuE28evIz+nH374QbwG8+bNo7ry22+/iW1Ww5QAgGrgGAEQxLAQYpHDCyqXqi9YsED0n+GS/ejoaNPb8GLLjg0v3ieddJJwbVikqA0huWycy9o5P4XdFHZNpBPBeT3c56d169Z08cUXC+eCRQU7DOzGOIOFFy/cZ555prgNd1jm++3Ro4fTkBOH7FjkcY4Th8h4O43hM0/hEnp+bjJ0xMKHhYWZ28XCaMWKFULcuAOLRnaC7r33XnvIknOKZE4T77vNmzeL++UQGnffHj9+PP3zn/+0Px6/jtyPisNYrtwqFnaco/Tiiy+KfcgCkvcZl+HXFX5cFngAAEfQ+RqACINzTr799lu7oxJu8FcaJ3VPmDDBnmxtJZx0zo6cscdQsLJhwwYhXjlnrLbQKACRCEJpAICwE34czuI8LF/DVVzshHHVGTt27LxwaGvu3LkUKnCVHLuEEEUAmAPHCIAII9wdIyvhKj8uw1+9erUILXL+1MMPPyxCjgCA8ADCCAAAAABAA8nXAAAAAAAaEEYAAAAAABoQRgAAAAAAGhBGAAAAAAAaEEYAAAAAABoQRgAAAAAAGhBGAAAAAAAaEEYAAAAAABoQRgAAAAAAVM3/A6jE0fQ5KGPHAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J205721.89+005628.7_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J225902.14+115602.1_sdL0_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J225902.14+115602.1_sdL0_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J224749.77+053207.9_M7_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J224749.77+053207.9_M7_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J024035.36+060629.3_sdM7_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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++eQTIY542j2Lpttvv50OHjwY+JUDAALCmD830KCX/gr4DzoIHHqPEfocBR5dex/q1DCT2tZLF2Jg1e6qiE2kGLLTEuOpbf0ME8+RzXUpf2UEeY5efvllev3112n48OEUq29iQESXXXaZON+zZw+9/fbb9NVXX9F9993n/9UCAALOWzM2i/OPZm2lx87pGOrlAB/Qe4xgyA48xWXazzw9iQVEOm06UEB/rM6lV6ZspPuGtKWzOjfw+2v7IzXmDXG6aFCXxlk0Z/Mhw8pI58hRBImj+fPne/RkjRs3pv/+9781XRMAwAKEy194wBm9xwiG7MBTqGu+mJ4cT63qpIvLPyzdLc5v/XIpbf/vuX5/7bwTwWkZoK9A+/62/vT76n00cnBb+uDvLYbiKFwN2ahWAwCACEPvQYk0QzYLEdXnYgUKdOKI15edlhiU1z5WFJxO3HrBw74q6a3ytM9RuPgZvfp2VVZW0t9//02zZ8+mHTt2UFFREdWtW5d69uxJQ4YMoaZNmwZupQAAAHyMHIXHAckTuAz92s8W0oNnt6d/n95GIxBmbz5IQzvVp6T4ag9MMGBPV4nO95ORFC9Sa4GGIzWyjN4TX5SqTTz1Kn1ybR/6fskuR5WbvneRdj3kZvCs8XeRRZN+aK3lDdknTpyg559/Xoifc845R1St5eXlUVxcHG3evJmefvppatmypbhvwYIFgV81AAAAz/scRZAh+7WpG0Rq5uXJGzQp4EEvzaC7xi+nn5cHt2r6hyW76JdVzq/JwqhWaoLT7Ut3HPVrx/LjxWU+zUCTfZg8YUin+nRBj+ohtnEG3mOPO2SbvHerBZQ8krVcqda/f3/6+OOPaejQoaKMXw9HksaPH0//+te/6PHHH6dbbrklEOsFAADgBn2kSJ2zFu5kp1anqopKyyk1MZ725J1wDFzduP+4316rpLyCjhaWUYOsZMP7c48V00P/W2W8zvREylT6/0gueX8eXdG3Kb14cTe/rDHPRUqNRWOsErlhcaRGuLzp3p2aWB2NM4ocndmhHs345wBd3KuxS0O2mQhiURWrm8tmeXH0559/UseOrqtWmjdvTqNGjaIHH3yQdu4MzrA9AAAAHvQ5iqDIkXqw3Z9fQi3rxFNRaUVAev7c8PlimrflsOjpo5aue2KEzklLFMLNiG8W7aL/XNTVL2kkdRSInrLKSkqKrRY1CfGxRPYOHdxe4NU/N3r8OslKub7eZM18el0fUbGXoogoo21lZEnvPbKafvcoreZOGKlwVKl169Y1WRMAAAB/9jmy2pGnBhwqKHXyzKjpIVeRFG9hYcR8u3iX4f2qKNNTOy2RslKcsyz+XqerMn6990wVKhe8M5dmbfS8J2FKguvIEQs9vTAy7pCtPTcaXhuW40PYlG12OyJGAABgRc+RtQ48NeHg8RInccTpNUmei0iKN6iRjQIDAcKpvM0HjEeGSEN2IkdqTDhc6J8mqwUl5u9Xv99r4utJVaJg+j5Hroj3MHJkNc+Rx+IoPz9fNHtMS0uj+vXr01NPPUUVFdWqmbtisykbAABAaNH3NYqkPkdHC6sjR6/8uYFenvyPxjtzrMg/PX/UaNRxnQDh1xv43xn0sInfiJEps57NarmNgAUqcsRpNS2+K5DkhGq50KVRlsePcy7lN15J2IqjJ598klauXElffvmlmKM2btw4uvDCC6m0tDTs+hcAAEC4MnfzIRG18CatVljiufHWynClkzReM5wWem/mFtp6sNAjD443HFXSXvrn3J9fbOozYhrXSnHc9tVN/eiH2/vTSS1qa7Y9oog8fzafDFTkqG5GEqXZ02Ynt8rx+HF6Q7asVtOvxWqdsz1uwjBx4kT64osv6PTTTxfXR4wYQeeeey6df/75NGnSJHGblXoUAABApDF700G65tNF1KR2Cs155EyPD4r+Egyhxii9pRcr/kqrPaJEhfSjQVThpNKvVTbdM7gtNcxK0TSDPKlFNuWkJWm2Peyn2YX65pOu0qs1ESCpifE07YHThG/JVbrQ07Safi3WkkZeRI44bcYVaZI6deqIYbPHjx8X/Y24ISQAAIDA8fOKqn46u4+eoBf/WG+6nT6NFiniKN+kp8++Y8UeRVK8Qc4KM2qWeMTEL5SWGE8dGmQaGrFTk7Rm5cN+ihypkTQ9eiN+TQVIw6wUqpdh3NbADH1PJLPaAKtFjjwWR82aNaP167X/GTMyMkSZPzeJvOiiiwKxPgAAAHbUHj6fzdlmOv9On1b7ZtFOmrQyuM0RA4GZyFPTjPzeazqlXv94/txHvDuX/li9T1w/bOIXcjXSRD/iw+w5fI2mGXXj1rdwCMW8xBjddWm/0Wshi2kjz8XRWWedRZ9//rnT7enp6TRlyhRKTvZOTQIAAPAcrshauzdfIwI2HjjuUTqFueeb5SItF4mRoz1HtR6smkaP9J4ubpy4Ylce3fH1Mrr4vbmmjR9djQvZdqjaF+VPz5FMqxlFq85/Zw5NWZsb0pYOMTp15KhW08WxrOZZ9lgcjR49mp555hnD+ziCNHXqVJoxY4Y/1wYAAMDOyl3HhJm1QWYy9WhaVQG147CxnUFGDJJ03pCp9tlY4Ur+CWPRc0Ap72cKldJ+X9h5xNwmsmxnnul9riJH53VrGJhSfnvkKNNAHLFX6rYvl7oUzYHGptM80pCt12lWa8XlsSG7du3a4mQGC6TTTjvNX+sCAACgsGznUXHeu0VtKrY3HzRLzci0mr478ZLtVc8Rrng6R6ym1XlSHLHxnf1dnlInvXq0iZ5/n9FGdNlmgzJHoPyVVpOeo1ouGk7KyIw+3RoM6mcmG5fyO/U5spY68mlk8OLFi+mvv/6iAwcOODWFHDNmjL/WBgAAwM5ye8SiV7Pa9M++fJfGYGnI5m1VY7E+whJueJqKclXB5Qm77OKoTb10j8TROV0bUJfGWXR+9+rhrEbjN/j+f3Kr9t2mAwXiMhu4/RE5ctWNm/HnsFtv4K7ZCx8bLD5HnitXnVaLkMiR5D//+Q898cQT1L59e9EMUi3fRyk/AAAEBlmu3iIn1dEl2qziSUYIGtVKplkPnUFFZeU07I3ZlFdUKv5CD9ff6kNuyt+bZaeKqI/aMdsXdtrTlW3rpdPMDe59Whf1bEJDO9X36LnVkv7xC3fSsxd2qcFKq4VgrVTX4igUUSM1eiRN7iyC+DvoZMi2WDG/1+LozTffpM8++4yuv/76wKwIAACAE7IvTk56kqPZoFkkRfY54u7EzXJSHR2k2ZDLaZjMZNcH0nAYHaJn9AWd6ZeVe4U4qqkhe59diDbPSTO8/9LeTUT7ABmVq+1GmJil3tTO3jU2ZLtYQ0l5hUG37OASa0/xcufxwWP+duqybbGsmvez1WJjY2ngwIGBWQ0AAAAn+C/tQ3YhxMIo2y6OzD1HlZrRDZzSkYND1fEb4YYcuVEvQ9tQUaaVUu2GaCPP0YnSCpfiSqXA7m3irtBGPDysA40c0tZx3V3URoWjdk+f38l0nb6m1WqlmPudWER7KsTGXNadbj21leM75i9U+xt3NNe3lgh7cXTffffRu+++G5jVAAAAMIwOyLRETnoiZdujD0ZpNRZGS3YccepOLA92Zt2dwwEpbhrXru5ArYqjdHujRaNqtZvHLaa+/5lGm03aHxjNK5MROqPoT5oyiDXLhTAxQvqDatqckyNCpXYh7MpzxAKqyECI8XDcET20PqlzuzWkx87pqBEz/iDWTSrXak0gvU6rPfjgg2JsSOvWralTp06UkKDdIRMmTPDn+gAAIOqREaLUxDgxxqGO3bdiZMh+7c+NtGCrXRwpQz85usH9e8wiRxyduufbFcSjsN74V0+yGtzAUPYfap6d6jCoS7iUXU6ON4rIzN18WJyPmbqR3ruqt+Fr/LZqH/1v6S6HcZ1TmGbRnyRlEKs7M7QeuX3eiZpF8dT3mZlifjjnPk1SRKmc3DqHRg5pRxPtndeZOIeIiSF/4s7mZi1p5EPk6J577hGVau3ataOcnBzKysrSnAAAAPiHfcdOiJQIT59nuMcRIyNH+/NLaPKa6iZ/zAd/b3FcTlCGfkqfkdm4CX4d9uzwgdKKqbethwpEBI3Tg7LPk3PkSIojc8+ROqRWb3i/c/wy+ksxYHN5vD6C0rpulQ+pVZ00+r/eTei2U1t5NWtMTcPVNHIkU2r8mSTFa8eT6MVRkb39gwp/P/Szz2T7h5NbZYvzzGSfitq9jxxZrFzN63fNw2d//PFHET0CAAAQuJ4+/V/UNtaV6SQ13XP7V0tp3bNnO6ImKmoTSI46MSd0KactBwvoiZ/W0AVKesUoyhBq1uypKoHv3CjTMKLD4ijNJK2mHnjVRogv/r5eiAH2EHEHbD3pyfEi+iZTmg8MbUeXndTUET169dLuPr0XR1qthinO4yVljuaTSpDQOP1mMFIlPjZW0wuLL8pKxhdGdKW29TJoRE/z9gTeUB2RCg+8FkfZ2dkipQYAACBw6MdNMGd1buAwWKts3F8goil6023v5lV//ct+M4waQWDRMG7edpq/9bA4SYyiDKEm115BxuX6RgZoTitVp9W04qi4vMJJ+B04XkwfztoqLt95RhvamKv1IiUnxApDuyqmbj2tlcsIjafIbtYcxeN9ICu5vEWW57MI1g941UeO2JCuJ14XOVKFUlZqgsZ0Hm2eI6/TajxC5Omnn6aiIvP26gAAAGqGPuXSPCeV/mWPWuiRBz61Gqtjw0w6qUVtp8iRKnyu+3wRfTF/h9PzcZ8gHkHC/pxfV1ljYO0h+3urk5FEtVOrI2cPD2tPv90zSIiW6rSaVgiowkBGUFSDMkeaVHHIpCdVCRj1mO0PYaRGjvi5pfnbFSygjLqDyzExepGjp6Ss0jDVyI9RBVEg+1/FuFEbFsuqeR85euutt2jLli2iAWSLFi2cDNnLli3z5/oAACAq0Tc8fH5EF0dpPvPpdX3opi+WiMsyYiQfUz8ziX6+c6DGkC2jKlIocMfk2Zuqu2ersID6ZvEuemv6JnF9eJeGTqNIgo18b1wppkaOBrSuQ53tPXOkAJRpNRYVf67L1Ygp6dNRRcm6vfk0b4tWHPnLa2MEiyyOTPHsMxbBrnoUMZd9OJ+W7jxKr13anS7u1cRpkCzvG1f7h9NqRtFA/n5wai0YxLoRXmE/PmTEiBGBWQkAAAAHh45rTdGt66Zrrg/uWJ/6tsimRduPiMZ64jH2qjY2butNwjIVJ7eVTSWN4APprI0HNb6kdvUzKJTI98a9h1Sxo5rO9YbsGf8coNu/0v7BXlhaIQzn+UokZtkO55lzRoNc/QlHj4rLSjwyZS+xr++n5Xu04kg2+9R5h4zSakbtDRJiY0TUKRjExkR45IhTagAAAALDJ7O3CnGiP5g1zNIO8GSSHSZrbeSojoFhWU2rcaTpgR9Wmq6hqKRck6Jbu/dYyMWRXA+/N/lemKbZqY7L+iaQRiZrptfzU+mGAS0d15fbt+vaOItW7zmm6XrN/aE8nenmrTjiasNdR4vocGEJDWpTRxPp06fOGH1wRXa9ZoHjThwZ9Tni19M8zha6yBFZrJg/3pehszxstl+/fprbFy5cSHFxcdSnTx9/rg8AAKIGLlV//rf14vIpbeuI8+5Na9GT53Y09IOk2HvtOCJHioDQo1arPf7TGtOUmhRQB+wGaMZfE+RdpVQe+2mNMBZz92j1vW4+UEBr9hxzGLLrZSSL+xc/PkSki9RRKPomkFzFZfx6RJ/N3ea4zs/P9G2Z7RBH8rGcxguUOGL+/XVVZOuJczvSzae0ctpOrRzUzx+rsEeO2Dvk2nNUYdhTSf+4QJqiY90asslSeJ1svPPOO2nXrl1Ot+/Zs0fcBwCIDMKs8jYikNPgmY37q6qnrurbjPq0qK46U5EjQaTnKM+eoqmV5pwSUqvVfly223H78C4NqE/zauO2FGmyESLjiWm4JnBzx28W7aSx87Y79W265tOFdO93Kxzpp4a1kh3ptSa1q6NGjL5ajQfteoLsGt6iTpqTUHjqvM7i/MaB1ZEmf6BvHDlh2R7D7dQSfP14tHJH5CjWpfjgyNHevGqxK3EXcfIn7l7GFu7iaN26ddSrVy+n23v27CnuAwBEBlb7sYo2ccQpF6ZOhvloihRdWk2ablMT4k0jR/qRIywI5POoYkWafYMhjrgBo+QfXUk9D3hVPUWuhuam2cWR/ByOGoijb2452fTxPE5DwoZ1ZlDbOrTkiSH05HkdyZ/oR46o3im9sNGLIX0pf7wb7xA/x56jVd3FVS8am7HVKF0g/8vHRnopf1JSEu3fv9/p9n379lF8fODc/QAAEOnssh/AVIxSZGYma9ngUTZDNIoyLdWZj9lbo++bpO8ibVRG7k9yj5V41IDSyHdlKBbLKkSl2pFC53U3cPEcaQbiSO4Df5e564faGvmN9JEjrm5TkWt0W8pfXkF7ldEr7gRZIHA7PsRa2sh7cXTWWWfRqFGj6Nixqrwsk5eXR4899hgNHTrU3+sDAICowWhWmitxlKITRzJioo8EMUYdtJm29TMcz6OO6lAJdOToywXbDcUAH9RVGtVyHjirIkUhH2i58aOMHD11Xifh4fromt5UTydK9I/n/lDMiJ6NKZBwuwUVM3GjRo7kfpbIBpVVna7ND+f5J8odY2MaKp+h/jGBLKePiYlxKZCsFjnyOtTz6quv0qmnnkrNmzcXqTRmxYoVou/Rl19+GYg1AgBAVGDUi4arpczQe47kwVOt5pKo5e8M98xhk/Pp7erSH6v3uY4c2cdU1BQun+cy+uY5Vd6e31fvEy0F5KBcvTjK043XcCVsmGSlSeOns7c5omRstL5xkHvPEKftvr31ZNqQe1zTQDMQyDl5ErWHlYoqEPUd0GXqkyNArsZzqA0gUxUhrI8cBVqexMXEULnFRJDfxFHjxo1p1apV9PXXX9PKlSspJSWFbrjhBrriiiucGkICAADwHP2Ih4zkeKeUlyvPkTwIphh4juSwWqZxrRS6pHd1vxx95EhN/XAJvWycWFOGvzFb+JlmPXSGiCLISi0jMcBC4NpPF2nuM6s+k/AYDhaGLDJfm7rRcXuHBto2BO9d1cvwtfn52SjNYirQ1Nel98w8Q67SalIcichRnGfiKMle4Sgu63phBVq3xAoBZ4vMyBGTlpZGt956q/9XAwAAUYw+clTXRUrNyHPkMGQbRI6ylchRI3vFl+N5DLZn2tRNF+LIH2k1PkCzMGK4caVRClEVA98v2UUb7BV7kvO7ux+CKsWRpFFWspOfx2g2m9pEMhjU10WOzAzLmjSjPnJkT6vFufEcySpGvSDy1zgUT3GdViNLEZy+4QAAANzCM8089RsxifaDvqxakiLJ0JCtCCC9CFDTUSpt6lV15c73gziS/YPEWhLi6IC9Gk+PNGSrpect66SJcSi9dS0HjND7rT6/oa/TNrV0lWKeRqb8iT5FqPdXGRnU1QG62g7ZMS6rwWSfJtZPaiRSjSIFg1gXa7Ta+BCIIwCAIehzFPrIkasyfiYhPkZjzHUYsg3SairpunJ4/agRvTjyR7Xaj0ureyvx8x0x6UEkIyU7j1T7nk5rV1c0w/SENJ3xXG98dhU5Uv04gUbvMTLym8mhsRIWwWoVnSOtJmakuRdHnH7TiCPdfg90z6NYRI4AAOGOxf6Qiwr0B0hXZmxGDg11iCO7t8QoraZyciutp8aspFuKI66YUtM7vrBgW/VgV07T6c3W+uqsXHt/Iz6g3je0ncevo0aO+LFGfZGMxFFaYpzwLFnFb2bW2kA1Zcu0GgsjV54j2UCTxU+yi7RaIIftMq4/X2v94KAxEQAAWAT9AdJdGklGHziiwGmJIhfVasyvdw+iBVsP079Oamb4PHrUYbcc7clxk+Yzg3sOSbHDvPB71YgUI6QIkz6Z8bec7NRN2hVpSuSoVmqi4QGZ2xo8dHZ7mr/lMM3ZfMixbSjRl+lL9KKUBbRM/5V52OdIwtuo/jJ95CjQw3ZjXYSjwz5yxKNDdu+uDo8uWrSI7r33Xvroo4/8vTYAAIgqisqqIj8fX9uHZjxwGl3Us7qizIhEe1qNIwgcYZDRviST9FCXxllifpc+fWLWgJCr1TiiwtTElM1duaUvyh188H/g+5WOdgJmKTAzVCElh8cacecZbegJpeu1t6/jD54f0cVt5EjvReJ2CJIKOT4k1vX4EAlHl1R/mf574o0I9QVX+s0W7uLoyiuvpL/++ktczs3NFY0fWSA9/vjj9OyzzwZijQAAEBXIA2TT7BRqpURt3KXVSitsGvGhjwi4I9EkJcMiKsOelqqJOFKjRp4Yt9XZb2bmaTPUSrzGutlretI0Uabgi6OrT25Ok+89RVxWx7W4ihyp6chyDwfPaiJHLjxHrkazBD5yZAtvcbRmzRrq27fK/f/9999Tly5daN68eaLv0dixYwOxRgBAkLBaxUi04Wo2mhEyHcaRozLlIGqWJnP3PLIHEvPhNb0dvZZqasredbR6ZpwZ8nX0eBvNUIfRNst23VHbnacrGFRXHFa67ZDNfLVgh/NstTjukO1B5EiIo+p9rV5mMlMC67SJcVmtRuEtjsrKysR8NWbatGl0wQUXiMsdOnQQ89UAAOGL1X6gogkWOFIcGZXiGyGN1HxglQdXPgB6W3WkiqPrB7SgDc8Po7M7N9CIlpqU88syflfNFc1EkP4A7g4p7phmyhwxd6X7h44bV88FmgQ34kitTmN+Wr6HCuzGe5lW4++BmfB46ZKumkij2vBTGrL72L1tHMkKXVrNRlbCa5nYuXNn+uCDD+jcc8+lqVOn0nPPPSdu37t3L+Xk5ARijQCAIGGtn6foQhUfnkZLVEO2jDD4MkxUfQyX9atVTDzPbNnOPJq/5RAN61IlmLxl9e4qcTSiR2O647TWtGr3McpKiaeVu4+Jg718z7sNBu96O/C1W5MsRyPI3s0973SddyK04kimyPQYpdu4+ox7VUlDtisx3KNpbV3kyDmt9tXN/WjfsWLRTyqQxLlYp9V+e7yOHL300kv04Ycf0umnny5GhnTv3l3cPmnSJEe6DQAQnqh5f/Q5Ci559r4/GUnxpgZpV1EHGXnwNqWmf4z+8RfZB7DO2lRV1eUL2w9Xmavb1k+nMzrUo5FD2tL1A1s6WgWYCcI7z2jt9WvVy0ymuY+cKUaUeNI0ctTwDuL82QurzdHBRI4NYRFkFD3hSj89cpxLuQf7XDWl8/9pVaBIEcyCKdDCKNw8R15HjlgUHTp0iPLz86l27eovHo8TSU11HcIEAFgb9ffJYr9VEY8sXc/ywhisTavZfDJjVz1PrGlDyKb21JQUb97y4h/rHREhNeWlbzmgF0fcdoCr63yhdlqiOHnCbae1pn/1bRbwSi0zEuymeob3oaxAlFQY/EeU/q/q2WrmokNtUVBYUqH5oyfYHbJjIr0JZFxcnEYYMS1atKB69er5a10AgBBgs1xwO3o4Zq9C8qZqSk3JyKomXyJH6tDTRJMKJk77+eIL+fDvraYjM1RxpJ81lqMMyg00oRJGapdzptzuITKKHKlz5Y7bPUcyFWeUruLtx9/cT7M/WUSr0RtfhHQgIkff3XoydW/imxAOFGgCCQBwgGhR6JBDVr0pXZeihnscyU7KvogjWTGlv6wKBzYGF5ZWeDWclYfWatcb69SMUdKkdorlKsmCgWzHwBj1gpKRozrpiaKz+YKtRxxtFaSY0u9zFqFvX9HTUGipUSZv/Vw1xSjAxW0r+rWynl85rMaHzJo1i84//3xq1KiR2KkTJ050+5iZM2dSr169RIVdmzZt0G4AAGA5DuQX03//+MerSjVVyHB6pdpzFFPDtFqMU7WYfJ18Zbq7K7iaijtxr96T57jtyn7artz696qP3gR7YnyoUPeXUcWaTJ3FxcRQelKCNq3mKOWP8WiALgst9mFxddqlvV03GA0ERt3KY8ia5sawihwVFhYKA/iNN95IF198sdvtt23bJqrqbr/9dtGHafr06XTzzTdTw4YN6eyzzw7KmgEIJxA5Cg1fL9zpuDyoTR2PHycjMRzVkTO3En0QFRpxFKd9PP8hyv1vDhWUiioprl5zxyuT/6Ev5lf34zmvW0P6z0XVJeVGkSNvIlKRBH++HM1hEWRUsSbTapw6k7PPHIZsE8+RWq6vwt8T/s78744BFApiDSJVVi38CKtv4/Dhw8XJU7jlQMuWLem1114T1zt27Ehz5syh119/HeIIAAPgOQoNf204IM6fG9GFrvGi14wadZA9ksy6XXv6PHrPkZy5xeLI08jR72tyNdd7NK1luF2aKo4CPPTUynDkR43+qcibOOpS3ZCzShzJ7dXUnKvoo75nUrCJNfhqWlQb+SaOFi9eLEaIHDhwgCp1BrIxY8aQVZg/fz4NGTJEcxuLIp4FBwBwRv3ttOpfdJHGpv3HRd8fjgyc3bm+zxEfKY5qXsrvvOOlKVtOd3cHp8hUv1HnRsZm21TlIM6pIDYIc7+mAa2t50EJdMVaMVUa9jSSJe6cVku1R9cKS2UTSOO0mhqRc1f5FurIUaxFf2i8Fkf/+c9/6IknnqD27dtT/fr1NYauYJu73MGz33iNKnyd2xCcOHGCUlKcw8MlJSXiJOFtAYgWrNalNppSaoM71KN6GdqKLe/EUblp5Mft8yiPMXq89AN5Ko70vXk6N8403E6tVuP+Tt/f1p/GzttODw9rT9GE+PxLzDxH1Z3Pk+wRIplCrZ6t5lnkKNT/vWOMNIK1ZIPv4ujNN9+kzz77jK6//nqKRF588UUaPXp0qJcBQEiwWeiHNFqY/s9+cX75SU29fiwfMDlVwVqEe9j4HjlyXd7NaTVvRoiok+NdDTRVIxxswG5bP4Nev7wHRRvSM+Qqrcb7OsUuJuWA4jK7cPI0chRq4mLDRht5X60WGxtLAwcOpHCgQYMGtH9/1Q+PhK9nZmYaRo2YUaNG0bFjxxynXbt2BWm1AIQeCKLgk1dYJSR87VAsTdkycuSTOFIiD0ZpDh714WnkiKOP6nb9XMxTS1MiR7XSQtdrKNS4GiGiGrLl6A+ZQpVpNX0qVN9PyirEGhqyrSmPvP5fdN9999G7775L4UD//v1FhZoKz4Pj283gkn8WT+oJgKgB4iio8IGvwC5qfDUkyzJ7ecD0qUO28hijg5VMq3liyC4uq+7WfUrbOvT2lc79dlRhN/HOgfS/2/ubRpeiAbXTuZlPiIWFTEOesKfVynRptedHdBG9kO443fuxK8EgxtBzRJbE6/+NDz74oCiPb926NXXq1IkSErRf6AkTJlCgKCgooM2bN2tK9VesWEHZ2dnUrFkzEfXZs2cPjRs3TtzPJfzvvPMOPfzww6L8f8aMGfT999/Tb7/9FrA1Au/4c20ubTtUKFr4g9CDarXgUlRW4YjWZdh72Ph6YC20d032pc+RWgpudLBydMn2QBzJlBpHOsbd2NdtZMCski2akNG/MheRI95HskS/2nMkq9WqPuOrT24uTlYl1tByFBMZ4uiee+4RlWpnnHEG5eTkBDUktmTJEvG6kvvvv1+cX3fddaK54759+2jnzup+IVzGz0KIo13slWrSpAl98sknKOO3ELd+uVSci8ZkLTyfoA0CA9JqwUX2q6lKmcTW6MDK3at9TatxtGlIx3rCt9TMPkvNMHKk8xIZIRsUct8iq6ZMrIYUN0bjQ2QFG5fyJ+siR9XVauHRzzk2kvscffHFF/Tjjz+K6FGw4aG3rqppjLpf82OWL18e4JWBmpKbXxzqJQBk1YJOQUmVkOD+Nb4KCZlWOyE9Rz6k1fi1P7nuJNP7pSHbE8+RNIarfiLgGiloXaXVOCCYqvMcmRmywylyFGfRvJrX/4s4hcUpNQD8SaibkwFtTxUQHGQzv5p0h5YHRilK9LPR/IEchnu4sNTttvLALSurgDeeI9eGbPmZFpfqS/mtKTA8iRxFjDh65pln6Omnn6aioqLArAhEJTgmW28/YJcEHp5BVlNxJKMONelz5I76mVX9lw7kawfJGnGirNzS5eRWJN5FtVqFklaTniOZVqseHxK+abVYi+bVvP72vvXWW7RlyxbRTLFFixZOhuxly5b5c30gSkDEwnqGbOyS4HmO5FiImoijas+R/w82DeziiMUcn1yJORnBUhs8ghpUqymGbH0pvzRkB2KfBwIjDWfVyJHX/yNHjBgRmJWAqAZZNYug7AcI1sCz9VChOK+T7ntfGnlglI0B9YNj/QGP9uAO1sdLyml/fjGl10033VauA+LIe4FbWu5ZKT+PWOF0m4w0WVVgeBY5osgQR5xSA8Df4EBsDbAXgsv09VVNak9tV7fGB1aZokuID8zRpl5mEh0/WE77jxVTaxfiSKb3kFbznNqpieL8aFGpaeRIbQIpBZJMq7mrUBx/Sz+6/7uV9MJFXch6fY5iyIr4/O1dunQprV+/Xlzu3Lkz9exp3ugLAG9nMQELeI4gWANKSXkFrd5zTFwe2LqOz88jzbgOz1GAyro5urXlYKFbU7ZM7yFy5Dl17R2t1WG9ToNnebaa4ifjKFO5h9VqA1rXoQWPDaZQExdG1Wpei6MDBw7Qv/71L5o5cybVqlXVvCsvL0/0H/r222+pbl3f/wIC0Qu0kQU9RyFdSeSzIfe4qE6qnZpATbONxxl5gjRgy0onX/oceVOxluemnB9pNe+pk14VOfpkzja6YVBLalwrRTT1fGvGJlq165hDRLBxW87SKy6vcOxzqwqMqKpWu/vuu+n48eO0du1aOnLkiDitWbNGTK/nBpEA+ALSatYTqdglgWXrwSq/UfsGGTVqlqgXQ4GoVlNTP3lK5GjSyr30/swtJqX8SKt5iuo5+3rBDnH+76+X0Yd/bxU+LybO/h3hAb2qCNXPxrMyMWE0W83rb+/kyZNp2rRp1LFjR8dtPEaE562dddZZ/l4fiBKQwrHefsAokcAi01N1M6oqwXxF3+MmUJGjLF3kiNM693xT1WB3aKf61KZeuoh25Nl9M2gC6TmqoJURt783HtRsw6X8TFJCrCjlL7SnUcO+CWQMRYY4qqysdCrfZ/g2vg8AX0ATSCt6jigs2X6oyhfDI2mszFG7OMq2iw5f0XfEDlRZt940vOVggeM+7py9af9xuuzD+XS0qEo85dSgAi/aOLNDPcdlFp1GJf0ycqQfNBzufY7iIiWtduaZZ9LIkSNp7969jtt42CvPLxs8OPSGLxCeQBtZj3DdJTd9sZgueX8ezdL95W01jthFRu20KtHhKwm6g4tq2vUnteQIEbv4Wbc333EfR4u+XrjTIYwYq4tTK8GVfXed0cYhNHcdKTIVERw5UqsTwylyFBcbPtVqXv8v4in37C/iBpA8RoRPPOCVb3v77bcDs0oQ8cBzZA3CvVqN/+Lmiirm0znbyMocKbBHjmoqjnRptEAbsmXkaNfR6gM4iyLufyRhg3nbeubl/sC14X3pjqPm4sjuOSqyN9sMp/EhMZFcrda0aVPRBZt9R//884+4jf1HQ4YMCcT6QJQAcWQNwrVD9oH8YnGwbpBVXfVllJqwAiw6DxaU0OS1uZp0la/EB00cJWo8R2rZOacIDxVUXX90eAe6uFdjh0cGeIY63NdI2EsRIdNq0nPEt1vV1Bw140PKysooJSWFVqxYQUOHDhUnAPyBRY9jUUe4eo4e+GElzd50iK7t39xxW56S4rESo39ZR2PnbXdcd9VQ0RMSdSmVQFWrOSIb9s/1gCqOikrpsD0S1qNpLapXQ5N5NJJlF0f78opp44HjpiJCptXY/B5OUSOztVpVRHsljth03axZM6qoqA7nAeAPEDmyBupeCKdqNRZGzLj5VWXQjKyashqqMGqRk0qdGmWGRVpNRriOFJbSlR8vcIghZk/eCRENq+kolGhGiqMN+52FkTatFusQ2YHc34HAyBtlVbuU15/q448/To899pjobwSA38rGIY4sJ1LDfZdIw7OV0BttL+nVpMbPqU+rBapDtjx4M/O2HNYcxH9btY+O24foyoaGwPfPl+HWCCpyt0rPUfXtFlUXBsQZVNVFRORIGrI3b95MjRo1oubNm1NaWprmfvYjAeAJ6sEX1WoWTKtR+CC7BqsUl1WKRnkpFuq3c9d47e9j0+zUGj+nPq0WqNlqPNcrOSFWfK565IyvzOR4p4M88C5tKbm8T1N64feqEV2qsNCnTQOVRg1WWk22KAh7cXThhReGjfkLWBv1WIY+R1Yh/CJHbLw2+/qwFyYl0ffRHP5GNTH3bFaLTmnr+0y1YEeOxGuJA7RWHHVulElr7WX9HRpk4vjgI3pR2SxHK5yrO2Rr9284fdpxYVTK77U4euaZZwKzEhB1IK1m9chReOwTaUw1Qg5jtQpSOEy8c6AwLvuDYHmOGP1hjI91/D4c4qhhRsBeO9JJSdBGOHm+mkqsSVotnIgPI0O21/+LWrVqRYcPH3a6nYfP8n0A+BQ5gjiyniE7THaJ9LoYUVJurTLIw4VVkaOcGvY2ctURO1BNINXp8Wq04/T21d2deYwI8A19xC0zOcG4lF8fObKmtjAkzsiQbdGsoNeRo+3btxtWq5WUlNDu3bv9tS4QBcBzZD3CsQmk2ilYHkTYFLw/v8RS4oijWNKvU9PGjyo5OgN0hu6g6k86N86irYeqmmxKcTS4Qz26tHcTkd4c0LrmaUJg7B2TUZdAit9AEx+JnqNJkyY5Lk+ZMoWysrIc11ksTZ8+XXTKBsCXyiiU8luwCSRRWKXVmmWn0gNntaOTW+XQ1Z8srBJHBubhUCFL3/kvfzlc1B+ofZI4isSm6UDx5Lkd6ffV+xwewazURJEWeeXS7gF7zWiif6scmr/1MA1qU8dpXpq+z1E4EheJ1WojRoxwhP6uu+46p/5HPE7ktdde8/8KQVQAbWQNwqEJJA883X30hDiA8O+q7G2UkRxPF/ZorEk9lJRbpycb9weSKTV/mpZb6ZpIBtIQXS8zmabedyqd+drfmnlrwD88eV4nmrflEF3Vr7nTd1d6yZJ0eaiYMLJkx0eiIbuysuovMI4OLV68mOrUQfgU1Az14ItqNQv2OSLrwY0dh4z5W3x3/nNRV9pxpJAmrdzrlKqSqQeecG41ceTPlBqTnlT9M15WEfi9pqbt/P1eoh1uCCqbguqj6dWDZ7VRR4tqC4+r1azap8lrz9G2bdsMzdi1avmn8gJEZwoHaTVrYHXP0fbDRY41PvbTas19qslZVvRYyXN0OEDiKNhwhM6sNw8IXDdpeT3SPEexFlV3Xn/KL730En333XeO65deeillZ2dT48aNaeXKlf5eH4gWQzYiR5bDZtEBs55ENKQvw0ri6EgAKtVCgXpwRsPHwJGg8+fI63pxxEN+wztyRJbE62V98MEH1LRpU3F56tSpNG3aNJo8eTINHz6cHnrooUCsEUTBwRfayBpogkUW3CdyfpcRavRRNkK0kueoOnLk/9lj+nL+QKJ6muS8NeB/9EZlWQavlvL3bZlNIwe3o3AhPpIjR7m5uQ5x9Ouvv9Jll11GZ511Fj388MPCiwSAp6hpG6TVrIHVU51qh2k96nqlL8NKniO59uw0/0dbnjqvkzi/YWALCgYX92xMjbKS6aIwilqEO9WRo2rP0SW9GofV+JA4gzCRVcWR156j2rVr065du4RA4ojR888/7zjQGfU/AsAMNVqEyJE1sHq1miqO2O+SV1TmuK722JGpB6uk1Y4Xl9Gfa/eLy410nY/9wdUnN6f+rXOoZR1t5VqgGHN5D5EKt2oZdiTiMGQrYig10etDeEiJi4lgQ/bFF19MV155JbVt21Z0yuZ0GrN8+XJq06ZNINYIIhWLm3+jEW1WLfT75ImJq2nH4SJ676pewlN0wC6Onh/RRaSSHvmxypTNTQjP69bQ8ThHKb9F+hyt3n1MNKtkM/Y5XavX6c9UV5t6wR3dAWEUXGTqVI0UpSWF1yiRWIOvTMSIo9dff130NOLo0csvv0zp6VV/qezbt4/+/e9/B2KNIEJRD74o5bdgKX+Idwn7hb5asFNcfmv6JjF7auq6/Y4xFidKqyPVD53dXuOFqY4cVVimyo7p3iRLTLcHwFvk91tNq6UkhFfkKMZAB0VMWo0bPj744INOt993333+WhOIEjA+xOqDZ0NHeUUlfTBzq+P6mj35onOwhMWRWrnGzQlV5AHEKp6j7YerRm60qJMW6qWAMIKDKvrfRrVDdrhFjmIMGlZaNHDkvThSx4joVW1ycrJIrWGMCPC+Wg3qyBqEPnJUXFZB3y7aSa9P2+i4bcP+45pt6qYnUdfGWXRF32Z0cqtsp+cIteeII1ZSoB0rKqOPZlUJvVYQR8ALOKqi/22UlZjh6DmiSE6r8RgRFkJ6j4i8jc8HDRpEEydOFOZtAMxAtZr10O6G4O+TNXuO0cXvzaPSikrD7tJq5IjHKbx4cVfD55G+DBZawWbauv10+1dL6YWLutDlJzWjpyatcdzXrn5wfUEgvKlKOdkiKHIUPmk1r2sAubfRSSedJM6PHTsmTny5X79+orR/1qxZwqhtlHoDQAXVahY3ZIdgnzz8v1VOwkjPkI713fp25F/X5SH4Yt08bol4XWkW/3lF1XgTpkODqtEQAHiCwZxWjZgIt8hRTCRXq40cOZI++ugjGjBggOO2wYMHi5TarbfeSmvXrqU33niDbrzxRn+vFUTyBHhEjizoAwv+PtmTd8KtMHr/6l4eV/a4E1qBRvU8Na6VQlkYtwG8wCiqUq7Mz0tNjIDIUWyEiKMtW7ZQZqbzXz9829atVXl1LvM/dOiQf1YIIheLmH8BGYrUYO0TTn099L9VlHvsBB07Ud23iBk5uC29OX2T4/rZnes7ppO7Il5GjoIojjbtP053f7Ncc1vusSrTOP/+z374jKCtBUQGRn2BWtdLE2NbaqcmePR/wfrVahQZ4qh3795iTMi4ceOobt264raDBw+KDtmcbmM2bdrk6KINgGcpHMijaE2rLd5+hH5ZWZ16UmmpMzDrq9LcRY7Uv7IDzR1fL6PNBwo0t+UXlzk8Ulb9CxmEl5hgo//CxwZbNh3l7fsxEoBhKY4+/fRTuvDCC6lJkyYOAcQ9j1q1akU///yzuF5QUEBPPPGE/1cLIgqrd2OmaO9zFKTX1JutVZrnpGqu18/0bC5ZvN2sURZEz5FeGKnz1DKVobgAeIqZoA7XXlkxRqX8sREijtq3b0/r1q2jP//8kzZu3Oi4bejQoRRr/0HiijYAvPMchXQpIIRdy9URIHqa52gjR/UzPIwc2avVykLc52iHvb8RptcDX7BqVMVXIjpyxLAIGjZsmDgBEK7mX+BMKPbC0SLzyFFmsvYniuepeUKC/a/R8srQiqO9eVWeI4gj4K/qrkh7P7EWtU35JI6mT58uTgcOHKBK3Y/PZ5995q+1gQgnFCkcYL1Up6vIkTRWe3uwkI8rC6LnyIh9x6qq7yCOgC+Emd86ovoceS2ORo8eTc8++yz16dOHGjZsGHHKFgQPeI4snuoMkmTNUyJHDTKTqVlOKi3adqRGzykN2WVBqlYzex3Z4ygT4gj4gFWFg68Y/T+wqh/Pa3H0wQcf0NixY+maa64JzIpAVIJqNQumOoOUkcqzl++//H/d6LI+TWl/fjE9+uMqurZ/C5+fU5Y4B6tarUgZgmtEdlpiUNYBIotIE0entKlDl/dpSkeKSh1DpNs1sGbXeK+DdqWlpZoGkACE+5BTYFLKH6S9ctSeVqudWiUg6mcm0+c39KUzOtQT1+XstO5Na3n8nPF2z1FZkBSeuzEl53VrGJR1gMjCqn4cX+HKtJf+rxud372R47ZGWZ4VWQQbrz/6m2++mcaPHx+Y1YCoAh2yLd4EMki75Jg9rWZmtn7rXz3p7jPb0PtXue+M7dwEMvSRo2v7N6dWddODsg4QWURa5EhyZod61LFhJt1xemvLWnO8TqsVFxeL8SHTpk2jbt26UUKC9gdtzJgx/lwfiJpqtVCuBIQymlcdOTIWR9z48YGz2nv1nHK2WrA8R0Wl5Y7LHOliA/aUtVVpg3O7ImoEfCNSxVF6Ujz9MfIUsjJei6NVq1ZRjx49xOU1a6qnTQPgLahWsx6aVJotsDPHrv5koeiALbtI17Kn1fxBvMOQbQtqWo2bVn57a3/hmZLUyfCscSUAeizaHzEq8Foc/fXXX4FZCYg6MD4kentPrd+XT4u2HxEniT/L3R3jQ4LkOZJptRR752K1gzGPDgHAF0YOaUf3fLOcLu7ZONRLiTr8YvfiA9sff/xB//d//+ePpwNRAkr5rYea3gzkLikoqU5DMRlJ8X4doinHhwTbc5Rin5Lev3UOJcbH0u2ntbZsqTKwPhd0b0RzHjmDXr20e6iXEnX41ARSsm3bNtH0kUv7efjskCFD/LcyEAUEv6cO8CLVGUDFmm8v35ekJvl3VpQcH1IaJM+RTKul2sXR2Z0b0LrRZzs1sQTAW5rU1s4XBBYVRyUlJfS///1PDKCdM2cOVVRU0Kuvvko33XQTZWZmBmaVICIJRU8d4BpVEAXSJH9MJ456eFGm79X4kCCJo/X7jjuMphIIIwDCF4//9y5dupT+/e9/U4MGDeiNN94Qw2V37dol5qydffbZEEYgLHrqAG9SnQGMHNlN2OzROaN9XRp9QRe/Pr8UJizwKgJcCrnrSBF9NnebuHxhD3hDAIiqyFG/fv3o7rvvpgULFlD79t6V1QJgBDxH0es5kpGjy/o0odEX+lcYqYZsWc4fF+vftJ3KzI0HRfVd7+a1aXiXBgF7HQCABcXR4MGDRSqNh83y6BCOFlm1eRMIR39LSJcCDPZJoKrVJq3c65g5FqiBrKq5uzzAkaPdR4vEedfGWfhNBCDa0mpTpkyhtWvXiqjRHXfcIYbOjhw5UtyHHwRQ84aDUEeWE0eVgUlBcWny7qMnAjqQVY4P8cV3VFhSTl/O304H8ovdbltZaaMP/94qLjfNhnEWgEjBK8dg06ZN6amnnhJVal9++aWoUIuPj6cLL7yQHnvsMVq2bFngVgoifHxISJcCgtQhe/PBAs11nqMWCOIUceRtI8jRv6ylJ39eSzd9scTw/p+W76aL3ptLe/NO0DeLdzpub1I7pQYrBgBERCn/0KFDxeno0aP01VdfiZL+l156SVSvAWClhoPAOqX8Ww5oxVHDAA2d5Gg2jxDhUn5vR4j8b+lucb56zzHD++/7bqU4f2v6Jvont6pKjenZzL8VdwCA0FHjWtPatWsLo/by5ctp8eLF/lkViDogjaLDJL9FFzlqWCtw0RY5QsTbRpCuLEpsvJYcKSx1pAcn3jmQ6mVYc7o4ACBA4mjnzurQsSt69aqamr1nzx4flgKiDVSrRZ8he7MuclQvgKM1pO+ozE/mKW4JcNor1eOT/ly3nw4VlIjLjQMo8gAAFhVHJ510Et12220uI0PHjh2jjz/+mLp06UI//vijP9cIIpRgdWMG1kl1bjlYKM65huP87o38OjJED4/vYLxNq7maB7fvmLNJmzVYdpr/huYCAMLEc7Ru3Tp64YUXhMcoOTmZevfuTY0aNRKX2XPE93MlG0eOXn75ZTrnnHMCv3IQYU0ggeUEq5+f+1hRmUhFMWtHn02piTWaXhSQ+WqqSJfiSpJXpO3qLamTnqQxgAMAwh+P/mzLycmhMWPG0L59++idd96htm3b0qFDh2jTpk3i/quuukp00J4/fz6EEfDpQITAkQWbQPp5nxw4XhV1yUyOD7gwUj1H3kSOShRPUYxJ48qTWtQWzSsldQOYGgQAhAavfqFSUlLo//7v/8QJgJqiHntRrRb5nqODdn9OsMSETNl50wSSexyZIcVRVkoi1U6tTqMhpQZA5IHJiCBkwJBt8VSnn/fJwePBFkf2yJESDXJHYUmFJoqkzmXLO1Hq6OpdSxFHqlACAEQGYSeO3n33XWrRooXwO/G8t0WLFpluO3bsWNHvRD3x44BVCPyoCuB7qtPvkSOHOArO/0HpOSrzInJUoIscnSircIoc1UpNoNqp1Z29ETkCIPIIK3H03Xff0f33309PP/206MbdvXt3MeON572ZkZmZKbxS8rRjx46grhmYAz1kPXgcRqD2z6GCqshLnfTEoEaOvBkfohdHRcp1NpQbRY5YLAEAIouwEkdsCr/lllvohhtuoE6dOtEHH3xAqampoju3GRwtatCggeNUv379oK4ZhMb8C/yxTwIVOQqu58ib8SF6z1FhqXHkSO1rFKjhuQCAMBBHPFONK9JCRWlpqXj9IUOGOG6LjY0V17lKzoyCggJq3ry5mAvHM+C45YArSkpKKD8/X3MC4ZfCAZ6xP7+YPpuzjUrKKwwM2RQYQ3Z6cMSRL9Vq+siRKpZkKT+LoY4NM5xEEwAgCsXR7t27afjw4dSkSRO644476I8//hCCJVhw6wCe26aP/PD13Nxcw8e0b99eRJV+/vlnMf+tsrKSBgwYIN6LGS+++CJlZWU5TiyqQGBAn6PQc/UnC+nZX9fRmKkbDQbP+nevHLJHjuoEvVqtBmk1g8gRi6P4uFga0YObWMbQed0a+W3NAIAwE0csMliEfPPNN5SRkUH33nsv1alThy655BIaN24cHTlyhKxG//796dprr6UePXrQaaedRhMmTKC6devShx9+aPqYUaNGiW7f8rRr166grjl6q9Ugj4INe3E22cd5/LJir5MgCvvIkRwfUqO0WrmhOGLGXNaDljwxlNrUS/fTigEAYek54jTWKaecIrpgb9iwgRYuXCgqxlhscMfsU089lV599dWAzFZjIRYXF0f79+/X3M7X2UvkCQkJCdSzZ0/avHmz6TZJSUnCxK2eQGBQD8TQRsFHHYUhhVAgPEcswuZvOezwHAVynpqx58j3yNGsjQfpovfm0opdeYrnqMqMHRsbA78RABFKjQzZHTt2pIcffpjmzp0rIizXXXcdzZ49W0SX/E1iYqIYWzJ9+nTHbZwm4+scIfIETsutXr2aGjZsSFaHf6SP2kctRCyaFA4INsVKmfrx4jKDeXf+eZ2x87bTFR8vEJeT4mMpJz3IabUaRI4+n7udlu/Mo4vfm+sQThBEAEQ+fuvhz+mqm266SZwCBZfxswDr06cP9e3bl9544w0qLCwU1WsMp9AaN24sfEPMs88+SyeffDK1adOG8vLy6JVXXhGl/DfffDNZnS5PTxHnq585izKSE6Kg4SDkUbBRR2UU2y8HYvDsm9Oqxgwx7RtkBG0OmT8M2RI1osbjTwAAkU1Y/S+//PLL6eDBg6Jyjv1P7CWaPHmyw6S9c+dOkfqT8FBcLv3nbWvXri0iT/PmzRNtAMKFrQcLqXvTWhSJBLIyCrhHVqgx3Ama019qnyN/7ZPs9EQ6bhcd7epXV3kFGsfgWa+aQFa4f157RAoAELmElThi7rrrLnEyYubMmZrrr7/+ujiFG+rIgpgIHvYdyMoo4J6SMm1EhaNHgfAcxSpf4ltPbUXBIjHel/EhVSIuPSneMIr04sVd/bhCAIBVwZ9AFkRNA8Q4zQaP0MGznh+/gB9Ys+cY3fjFYicPUiBM8nvzTojzGQ+cFpLIEY8PYaHnidiTgqheprEv6rxu1vcrAgBqDsSRxSNHkQx8RqHjio8WULE+clRWoY0c+eF1SssrHd6mnLTgGLH1niNewyXvz6NrP1vk9jtXUFwljk5qnm14f6T6/wAANUyrTZo0yfB2OdSVzc8tW7b09mmBglpdE9FpNfUyhFJQkR4gFRZL/u5arlZ/pSXFUTBJtHuDNh8ooGU788RlFmrJCebrkH2NLurVmCYs363pkRSssScAgDAURyNGjBBCSH8wk7fx+aBBg2jixInCBA28pyxackyayqhQLgRIg7bWJF/znSLTVMkJsUE3MsvIkWo8547XLsWRfb08Py0rJZEO2RtX5qQl0pc39Q34mgEA1sDrX6upU6fSSSedJM5lF2m+zM0gf/31V5o1axYdPnyYHnzwwcCsOMrSapGcYtP01IEhO+Rw5Mjfw4ALFINzsJGeo+P2VBlTpHS8drXetMR4ykypXvPke0+lDg3QEBaAaMHrX6yRI0fSRx99JGaUSQYPHixSarfeeqsY7Mr9h2688UZ/rzUqDdnelCGH9/iQUK4EMCXCc+RfQ7aMxKSFQBwlxleJo7yi6maqJ5RZaXq4lYH0YbGYU6vsMtDbCICowuvI0ZYtWwxHavBtW7duFZfbtm0rBsWCmnuOInlavaZaLXLfpiXhTtV6ijn95OcmkKGMHMn3eETpNF/oQhwVKj2OWMzJcSGMq1QcACDy8FoccSPFhx56SDRjlPBlHiPC6TZm06ZNmGZfA9RokTejD8INrW8tct+nFUlNjDPse6RNddYcKThCGTnK9zCtVmC/jx/Hp2NF1eIIABBdeC2OPvnkE9q2bRs1adJEVKbxiS9v375d3McUFBTQE088EYj1RgXliiE7kj1H2mq1EC4kCklNjDeMHFX6PXJUFrLIkaxWU3GVVpNl/HKtTbJTxHl8kMadAACsg9e/WB06dKB169bRn3/+SRs3bhS3tW/fnoYOHeoY3cEVbcB31GiRKpSMYPEUrFlV/iYQc7yA90Nnq2/TRY78sEukGTqUkSMVrlbzNAX4zhW96MU/1tODZ7UP4CoBAFbEq1+ssrIySklJoRUrVtCwYcPECfgON6cb/ctaOq1dXTqrcwPDtJqryNELv62j75fspt9HnkKNa1X9lRte+DeFAzzHSCSIDtm6HSHbc/jKloOF4rxJ7RSLiKNyj83jnRpl0pc39QvgCgEAEZFWS0hIoGbNmlFFhfvhjMA94+Zvp68X7qRbv1zqVDXjuOxCHH08e5swjX48q8oIH274u2wceAYLnhMeRI6YmmR1/8nNp28W7RSXOzfKtERazVXkqHquGszXAEQ7XnuOHn/8cXrsscfoyJEjgVlRFLHlYIHh7WpXXk88R+FaSYO0WmiQ4zyYH+8YQFf1a2a/3Thy5CvT1x9wXO7RtBZZPa0mu4aHIgUIALAWXv8KvPPOO7R582Zq1KgRNW/enNLS0jT3L1u2zJ/ri2jU0mEVVRB50ucozaDyKBzQNH4MI23Ept6x87bTiJ6NqGFW+KUzD+SXOCIrLFp+X70vIJGjPfaBs31bZFOT2qlk9bSa9EdhfhoAwKfxIcA/mP1Qq+NDKkwM2epf9CnhKo7CNHL03szN9PaMzfTW9E20/rnw892t25cvztvWTxdmfh7tYTR4tqb7ZZ9dHF3cqzFZpZeTq8iR7GuUpXTGBgBEJ17/Cjz99NOBWUkUIqtjXFWrKfYj09RI2Iojk8tWZ+3eKnHBvh0WFOGW1lxvF0cdG1b5gJLj40zTajVhb16xOG8UomKBJPv78rSUP98hjhA5AiDa8WkSZF5enuhpNGrUKIf3iNNpe/bs8ff6Ihqzv2IrPIgcqcJKHtzCDTX6FUaBI6qfWT2dfa89OhJOLN9VNaG+a+MscZ7kiBwZpdV82zGcGt55pChklWq+eI6qI0cQRwBEO15HjlatWkVDhgyhrKws0fjxlltuoezsbJowYQLt3LmTxo0bF5iVRlHkSDVkm3mOZMM6xt3hi6Mb3Mgu2FPRIzWtdrSwzK1vzKpUVtpo+Y6j4nLv5rXFuYx8ceQoLjbeL56jbYcKRWSNO3E3z9H6EkNbrWbuOYI4AgBIvD5a3n///XT99deLESE8bFZyzjnn0KxZs7x9uqiGxzX42iFbFVZ8wHMljLqP/pOGjPnbozU9/L+VdN1ni1w+ZyAM2eEjjYiOKoNMj9s7QIcLRWUVjqqs1nXTNZFHjhz5q1ptzZ5j4rxDg4yQNSn1NnIk02qZMGQDEPV4HTlavHgxffjhh063N27cmHJzc/21rqjALFqiiRyZzFaTlTVMhYsDGPtj2J+0/XBVisMd3FSSWbk7j3o2q4osBIpwHa2Wp8zcUiN44YDquZFG7Oq0GnuO/FOtNnvTIU10KhQgrQYACFrkKCkpifLzqwydKjxKpG7duj4vJBpRj0PqQUmNFplFjkorvJ+/5i4KoEaL1InkgSJs02pK5MgsNWr1sSEpCXGOztcyrVZVrWbzS+Ro3pYqcXRau3pkJXHkypB9qKCqxUHttMSArgsAEIHi6IILLqBnn31WjBJh+AeWvUaPPPIIXXLJJYFYY8SiHoi00SL3HbLVx3oqLNxpKLWFgBqZChThGDhi0XjgeNVBlLn/+5W0Ifc4hQuyMzZ7gfQl7xxh1H9HfNFG+/OLad+xYuJsWs9mwW/+6MpzVGjiOcovLqOj9ohg0+zg92QCAIS5OHrttdeooKCA6tWrRydOnKDTTjuN2rRpQxkZGfTCCy8EZpURinogKlMEkbZDdqXbKI+nkSNPhtgGMyKirVYLD3m0dm+Vl0blti+XULggIydq+wFXkSNfInor7dVw7epnhLTbNIs+/Vg4s8jRLntlXU5aomPwLAAgevH6V4Cr1KZOnUpz586llStXCqHUq1cvUcEGvMXYW2TUIZtvu/2rpdS2Xjo9PKyDRlh5Ko7cbadGqYLhpVFXEwT/t1+Qg1RVPPVzWQHpuVF7Y1WLIwNDtg+vwX41pluTqlYBoYKj2mmJ8RqhX+RGHDVB1AgA4Is4kgwcOFCcgJ8iR0pURxUpMkK0cNthmrpuvzixOFKFjqd/3bsbRaIKtOPFwfAchYkiUjATjVZuBrn5wHExMmRAmzoaz5FEGpDZS+WfyFFVdK17COap6eEokCqOzBp3Hi6s8pHVz6juYQUAiF48Sqt9++23Hj/hrl27RFQJuKdU6XKtjRw5CyW1I7azgduz16swqXyrfq3KkBmyw0UsyT45vZrVohY5qYYmbasxZMwsuvKThbRk+xGH50gVRw2zkh1RFbUSj/Fll8iByrIDdyhJT3b++++g4hmT5J+o2q+ZqFQDAHgqjt5//33q2LEjvfzyy7R+/Xqn+48dO0a///47XXnllSLFdvjw4UCsNaLFkeo5UsWOjBDF6ESEWr7v6q97VXB4EznSi7FAoF9NOKTWZNPHfq1yaOZDZ1C2vbIpGAZ2X1D3/6t/bqj2HOnSavJ9yGGx1Y/37vW4mIAN2UzjEI0NMRvKLE3ocn16QzaDHkcAAI/Tan///TdNmjSJ3n77bTEyJC0tjerXry+aQB49elT0N6pTp45oDrlmzRpxH3B/0FLL8bXiyHW1Gt/mqedIfbw7z5F6vyrcghs5Ck3DQG8jR/Kgm5EcT0cKSx0NBK2GjIgwC7YecUSMUuy9jSQNMpPF+9CLI2/TagcLSsR3kzuy10kPfYoqQalYa1o7lTbsP077840iR2WO/QkAAPHelPDz6dChQzRnzhzasWOHqFZjUdSzZ09xio211ngKK6NWpDmJGJOeR45tK2ymfZH0aM3drgWPKtBKPM3V+alDdthEjuyRl9TEeM3B1KqRo0OFWiHw14aDTmk1plGtZFq3L9/pu+StOOISfqZ+ZnLIOmOrqH6j1vXShDjafdTZQJ9v339IqwEAGK//TGIxNGLECHx6NUSNGrlKq0lBIxv2ycd6asj2NXJUForIURh0OyqyH2zTkuI0aRiZlmGvFnee5onwLGDV/RYKDhcYe6H0Yq5hlnEKzNu02r68Yo2PKdRIozXTq1lt+n11Lv2+JpduO621yegQRI4AAD70OQL+QZ+2MjNkGwkaFlKepNX4dncpOu3zKmm1YESOnLoxk+WRTQT1kSOOPBwtLBVz7C54ey69+9dm6vP8NPon17mbfLDgz3fiij2GDRH7tMjWXG9YK9k/4uhYVVqugUXEEacKJcO7NnTMfZP/Z/gz4opQh+cIkSMAAMRR6FAjRS4jR3bBoumaXVH1g+7Y3uAIxiX/XZ+ZQj+v2GsZz9HMDQcc/WSM1hMO4kj2yXGKHJ0oo/lbqwoROHXzypQNImrBQ3xDxZS1uTR+4U5xuYdSVj+0U326aVBLzbaNTCJH3qbVco9ZK3J0db9m4nxY5wbCV8WpPv7e8agQFnLdnvmTHvtpNTxHAAAN+CUIEXrxoUZt1AOSFBDq/VWRI+deSCojv10uDuSqONILMj1qryV323rLvM2H6PrPF4vL2/97rjivDMO0mvSwVEeOEhxpKqPPzMj8Gyx+WbXPcXlAmxxatP2IuDxycFunuWONTCrLvN0jM/454DJNF2weHd6R+rfOoVPa1hXCqF5GkvBFsYibvekgHS8pp28X73KYxzOSEDkCAEAchQx9qbxqllYvy6iQelupU1rN+fn5L2B9N2B/RI5YiH25YIeYtt6lsecdkJfsOOr8XGGWVuOo11Z7h2w5YiIzRabVylxOfA8FqtupX8scGn9zNuWdKDPcb63rptU4crR0x1HaeqjQUpEj7gQ+rEtVOk0axVkc8Un9jsuhs6n2iCAAILrxWhwVFxeLEn4j9u3bRw0bVv8QAW8iR2aGbJlW044acdfniCMB+qiFe8+RUq1mIo6+X7KLnp60VhMB8hV/dGMOJpNWVkXhWtVNczQ4lJEjTsus2+vsL0qIC50he5tdqIzo0UhET1yRk54k5oqpBmbGm13CqVzJwLZ1yIpwak32OtqppHgl6kBeAED04rXniJs8rlixwun2H3/8kbp16+avdUU8+hSMelXjJ7KLIn1PJHel/EZ/ufN2k9fsMzUJa6rVTNJq09ZXHwBriv4lrC2NiFbYB6pe2beZo0xdVjf9umqfiKjp4aq1UHHA3gn6llNbebR9Pbtw8LVrOXfgZl67tLtlmylKozhHjvba/VEqMl0KAIhuvBZHp59+Op188sn00ksvieuFhYWi+eM111xDjz32WCDWGJHoq8FUYaJGhYwiR56U8qvN7yQLtx6m279aRsPemG24Jv1rGLHrSHWTwBf/WC9SKd5yx1dL6ffV+8IurbZ+X5WoVNNSMnJkRjCq/oxggS0rtTxtxvjfi7s6P4/N+7EhHRpmkFWR4ogjR4VKDyQJIkcAAMbrP5Pee+89Ovfcc+nmm2+mX3/9VaTS0tPTadGiRdSlSxd8qj6m1cwiQbIUX/UccQ8i9aDlaTpq9Z6qgaBmlHvgOdp/vPqv7Q//3ipO3qbX/liTK04PDG1nmdlqf2+sao54Wru6hvfzPpGVWM2Uye3u+uLw5xiKfkfcb0l+j2qnVo0GcYeRF8lTk3xeUSkdtc9la5Fj7F+yUlqN96XeI8YmdaM/KgAA0YdPvwTDhw+niy++WAyY3blzp4giQRh5h158mPUtkoJFM6S20n2HbCN/kbsghtoTSd/BW+JP/aJvQRAqbcTzxm7+YrEou59lF0mS48VlIgpzuKBEfKacTeOKJ4knfXGCMadOz2F7Z+yslASnyjQzjDpar92T71XUqH5mEqXZzepWjhzl5rM40kaOEDUCAPgsjrZs2UL9+/cXUaMpU6bQww8/LMaK8HlZmTXnS1kR/QFTMzLEQPhoojq6tJqR6FH7InkamdE0gTQ5oBtNhPAk4mMUN9Hrt1AZsjnKIt/7vC3VQ5NZKJ30wjS659vlDn9KvYxkileiC/q+OEaRp5Ky4IujQ/bO2Gyy9gb9sNgHflhJq3ZXea1cMX39Aad+SlaPHMkhwq5aYgAAohOvxVGPHj2oZcuWtHLlSho6dCg9//zz9Ndff9GECROob9++gVllBKI3PGsiQRVGniPv0mqqf8jxvG6iTZpSfpMwk1F6SKZTvEV/MArkoYnf21cLdtDmA8dNu14zxWXVB8zbvlxKxWWVwmyda+/8rO8krTcet6zjnFIqKQ9+if/Ow1WVWPUyvRv++vvIU+iXuwY5RATDn5sRHFVbvP2I2I98zpzVqQFZGRk5OlFWoZm7ps7NAwCAWF88R99++y3VqlX9F+KAAQNo+fLlopINeIY+MmNmyDZqAsmCyahRpEqZG/GjigDHYxRBJL0ynkSApBfHW4JpyP5x2W56YuIaGjJmltN9RUoEgVMtz/6yjkZNWCUOoJIfluw27CRdK1UrjozECAssb+CeSRe8M4fenr7Jq8dt2n9cjC3hNKHs1t2nuXZMiDs4Dde1SZYmxbZhf1XKTF+51/WZP+nSD+bTzyv3OCrjmuVU+7GsSHJCnNM+kyCtBgCQeG0O4Ko0IzIyMujTTz/19umiFn1kRhMJMhgWqwoX0SHbzfgQo7SaKkZYHOm9IXqRxYIsMV4rh4yiVHIuVc09R4FTR6t3m5vR1cjRH6tzRddkPdPtnZ/1M8P0kbQMA7+Nt5Ej7mq+avcxcbp7cFuPHzf09VmO74c03/dpUZt8Qf2+yWG7qvl6xLtzHddX786ng3ZxVNfDyrhQwlGxPCXa+eLFXenxn1bTxT0bh3RdAIAwFkfjxo0zvY8PFGbiCbgxZBuYsM08R+xhMRJTalWUUVpNjWAUG3iK9NEmPkDqzbxGXiQ1wmKGkZ3DqWKPAocaFdBXj3GkRWIkjFTUdJP63Fz5xFVs6QbVa54aslnAcYSrkZK6O1ZURlkmkQ4zeLDq7qNFpmk+T1A/E72Q36iLJH02d5vjcl3FrG5VuEv2P7lV6dWUhDi6om8zOq9bQ0fXcwAA8PrXYOTIkZrrbMIuKiqixMRESk1NhTjy0XOkmZVm0OdI3f7hH1dpHssCig+IV3y8gO4f2o5uGNhSMydNopYuG6XVKnRr4u05usQi5ppPF4qu0EYHevVAaobaisDx/DpDbCDTajxGQhVAqldIjRy5w+hzHXdjX3p5ygZ66rxOormgHqPPmvl11V4hYkfYIxbnvzNHnCcpgnTzwePU24PUmL56kYUw6z9fZ5wVKJ8Jz41T2W7vvG0kEq1cqSbJVkzqcoCwu35VAIDowutfsqNHnZv+bdq0ie644w566KGH/LWu6K5WM+pzZFJaL8UUD3Xlg9joX9YJcWS0vVq6bHTA1pf/c/qEhc9Tk9bQwm1HxMkIT8SRkcFbPQDL9xEo1Mgcp4BUcaQXaa44r2sjp9v6tMim72/r73huCZf8sxfHSFDy53/X+OXiMnt8WtdNd9ynbs8jLvTiiE3l3MlZHRbLFXeSfLuYqZ+R7HEZvx51V/D3gL+TbEN69MfV9N2SXeJ2Fl/qdvqUo1VRe1OpohkAACR++TOvbdu29N///peuvvpq+ueff/zxlFHd50gVKUaRIz184JKDMyVG22sjR5VuxRHP2eJu1u6q0TxJq5WVG4g1XQorENKIK5Ku/2yRZvAtCxhVjHgaORrSsZ5bw3FSQqxGLFSJI+fPR51hNnPDQWGENiL3mHa/8vgX7nLO28979ExHpEaNWG3cf9ypWWVN4K8Fz45jpDBiHhnWQTRNfO7XdeL6vUO0TT2titqbKg3jQgAABvitHWx8fDzt3Vs1mBP4YMhWx4EYGrLNpYN6lzzIGokjNcJTYlStphNsRwurux67wixt5C6tdkT33IEwZPOYElUYMXygX7bzqCOSpu+ULNGP3WiW7d6/079VDt12ait664qeDp/T4z+tEaNbVI7Y+xAxmw8UmFb8yRYCkrX24bYcKdpl9xUxalm6TIP5c4zHkaJSOqgT4Pz5nNu1oXifPZvVovO7hcfQaVWIokINAGCE1382TZo0yemAxiNE3nnnHRo4cKC3Txe16IWIpjRf9RzZlY8r4aCKKTaYiscZOKA1/XwMohl6wfbKlA3kCZ6k1YzE2kr7IFdJILJqqn9HwgNiZ286RGe0r0uf39DXqd8Nw/6qL2/qSyf/Z7rjs/TkQMpG71HndBSXp6zJdUR1Lv9ogWbMCosNyYH8Yidfj4Q7OauojQtZUHVokGkq8Pg9+IpMCUoKisudZpHlpCeK6NjfD50h0lPBHpHiK2pKNRw8UgCA4OP1L8OIESM01/kHsW7dunTmmWfSa6+95s+1Re/gWYPLrvw4qvCQHhMjz5H6FEZdm/Vr2mpivPUlrVZqkFbTY9SvqaYY+X1YGDF/bTjo5NeRfHRNbxEZYXFVbhce3vpTWDzoU6ly/3BUTp1XZ9YOYd2+fPG5yL5Dqm9s15EiWr7zKHVvUotOGKQGz+7se0PGiXcOpBd+X0+/rdrnENZOkaO0pLCpUFPJTKn+2UPkCADgl7RaZWWl5lRRUUG5ubk0fvx4atgwPMLq1hw863q2mivdoEY+2MB7/eeL3JaP3/H1Ms0BWl1TQpx3EQCPPEceTKc3inZ5w7q9+cIjxWkqidHkdT1sONYjy+eT7JE4Xw6kOXbxINmkdOdWPUf780scnh49u46coNmbDhp2cX7y57V00Xvz6OuFO5wiR5f1aaKpyvIWNnu/e2Uv6m4fB8Km9Qe+X+lS/IUL8BwBANyBEdRW6ZBtUq0mI0auIkf6lAwbfPUGbSPe/3uLoYC5cVBL8gZfPUf+jhxd8v48+mNNLv3766WadJArWDwdLXQWJun2g6aalvNWHKkRCoabOl5rH26rClPeV2pTQons5MyViB/a95WR2Ht/5hYncdSuvn/8Rmn29/xPbr6TeK2J+LKM58heyg8AACoe/dl0//33k6eMGTPG422jGecO2cbiSHa6duXH8bVD9daDhbRg62E6uVWORrCxJ+P87o3ol5V7vfIc8YBSFiMD2tRxm1bjAad78k54LaCM2HaoUAg0GcFSI0dGfiKVfcdO0FGDyFGsPY2lFUfeRRn0Ym/UhNXinMURNx6U8L7dccQ5hTm0Y336YWnV2JKPZm2lmwa1NBRHHN1RfV8s4owG4PqC9ORMUr4LT57XSZTD8yiOcERNAybGhed7AAAEFo9+7XlumieEiyHT8mk1A6HkKnJkFHXwhGnr94vT+Fv60YDWdRwVcYlxsVTHi5QJixIWcRe8UzVSYtmTQx1RBTaSvzV9s3gdFSP/jlnkiH0vreqmaQzGH8/aSkt3HBVVYWe8OlOzvSpi3ImjI4VlLj+/xBpEjri54/hFO4UIdX5dbWRv+6HqyjPJFf2aUU56En3w9xaRhlu5+5ih8To+LtZhtr+8T1N6bkQXn/sbmUWOZFfsZ87vRNcP9C6yaDXUdOeJMs8bgAIAogePxNFff/0V+JVEaeSIhQhf1qTSDD1HgWuQyAZlFkdSsPGBlfvXeAqbhrfbp8BLD48UR1x6/vq0jU6PkVV17jxHHNm6c/wycVlWe/Hnw2Zh5rfVztEtGdF4Z8Ym+nrhTpdr57XqI0fqYNKk+Op1mg0sNYMN3TMeOJ0e+2k1jdetY8ra/U7RLz3ZqYn06PAOtGzHUVq0/YhIG0qxonK8uIzemFY1pDYjOd5vwohJ1VVzDe8a/r5CdahugRcNQAEA0YPHv6Jbt24N6GDQaEOKIdk00GhkiLpdAAq5HMjXloKNhVG8cgBxB5uG+cAt4Sqwc9+aLXoJGXXGNhNHRpEjo4GxajruQL6ztyolMVaInlf/dBZlerjMXprXOeLC6SI2Ilc/V/U6s3UGa08xGkarR59iZOScNtXboxqyVY+ZURNKf6AXY+HqMzLDE8M+ACD6iPWmC/bBg9U/wpdffjnt36/96xd4zpc39aMt/zmHLujeyGUTSBZKLEoDKkztT61GjrwRR/pyeO6YzBGjG8cudurn5CqtxkLn20U7xbBVGRHRm73/WL2PLv1gvuP6jiNFhsJry0HtcFQzZMSGK/Su7teMVj59Fg1UPFO1FPOur8JAHWb75r96aO7jdKEZchCqu9Sgyp6jziKrJqgpSk4rehNRtDL9WlaNZLmsT9NQLwUAYEE8dpjqD86///47vfjii4FYU9TA4X15sKk08RzJ+4KgjRzVaiwU2MdSU9jLYxY5SjaIcMj0GTc+5PlwJz0/TfN4Xh+3IFDZopiv1c/rsL0DdaeGmfTU+Z1o5LfL6eJeTah9/Qyaun4/7c07Qct35tHYedvFdrVSEw09c6rpWJ3J5Q2qwGMjukrbeumGniT1tU9vX5fmbK7qzeRNmbo/kINZGbMRJ+HI2Bv6CmHc0Y9dxAEAkUNk/BkYxsTaD8hmpfyyisufnqOTWtTWXJeRKhk54got1ZehHtg5zfLpdX18Np5LXEUg2D/TffSfTsJK35eJ2WIgLER5vt1HVD8zSVTjLRg1WMwCY5M0p83OaF9P8xizPkOqiPO14ODfp7cWqbV7BrfVVErxZ9yzmXZfNDQY3npt/xb03IWdPXqtu85sQ/6kVkpiRIojjlx2apSJIhIAQM3EEf+I6H9I8MNSc6QGMSvll9f96TnKUMYnVL22PnLEhmznffvMBZ1F2mlwx/r0y12D6PkRXdy+llkzSjaie4ucK6Zi1M+J2wlwFZrqE9J/V5tmp3i0zh5NteLFF9rUy6AVT59F9w9tp5nXxmmzVnW0abWrT27u9HhOc17Tv4Xb1xnaqT7Vy3AWVzWhhbI+f0elAAAgItJq119/PSUlVf24FxcX0+23305padof9wkTJvh/lRGMjNAYDZtVr/szcqRPD8n+QlIg8ME4LtZZvGSnJTjSbV2bZInTExPX+GR4jfeyCzezPtdZHJl5fBZtO+xYsxF9W1b1dnLH5Sc1FVEo2QuqpvtZneXFPi1VfDCX9GoiInRt6qU7PQfrO/3X4ORW2RQfGyuE1hPnVc108yctlfUZmegBACCqxdF1112nuX711VcHYj1Rh4xoaDxHOnHE/YdsAYwcyd45pW4iR7VTvTckP/S/VYa3++Jp8sZsLOem1TYxUbMAGd6lgeiobTagVoqaO8/wb6qKxSenG9ngrI8ccVdtTv0ZPi4u1inC9fG1fZz2pz/hflecEmTB2aiWf6NSAAAQ9uLo888/D+xKohSpET6ds41a5KSKtIp+VhkPG/Vn5Ih74eifX02rVUWOYtzOCmPmPnomDfzvDK/X4EtajcvuvUUvPlTev7o3rdlzjJ6ZtJYeHtaBgsWEOwbQgz+sFD2MWCR+fsNJdMPni91GZ3i/SHH0692DxHcikMJIivexN/altXuP0UUmog0AACINTF20iCFbDhK9tE9TRxRJRhi4lNu/4kh7QC20N8JzlPKb9DnSiyoZgWH/Dvc68gZvWwUwXGHmDdy08cwO9V1u06VxFv3vjgEUTPg1J997quP6KW3qiHEfzbJTXfr4Tm9fT4x0Yd8SP0ew6N28tjgBAEC0EHbVau+++y61aNGCkpOTqV+/frRo0SKX2//www/UoUMHsX3Xrl1FCwKriiOm93NTHZfr2s277NsxM2T74gPRixw5l8sxPkT0OdJ+NTo3ynTMG3NXefbznQOdIk/8nF0aV4//SIgPfOSob4tsv3aLDhQcPfrixr6iCaUruGLtrjPa0Pe3nRy0tQEAQDRi/SOHwnfffSeG4D799NO0bNky6t69O5199tl04MABw+3nzZtHV1xxBd10001iPtyIESPEac0a1ybiUIoj2QGZD+qyOohHHJg1gdRPfvdFHBWXayNHokO24jni8vJJdw0yfb4ERUjx7C0ehPrVTf0021zauwl1a1JLeYxnkaNZD51BZ3Wq79Ro0owGmdW+mEiLdnAvpgfPbk+t6jqbtQEAAESpOBozZgzdcsstdMMNN1CnTp3ogw8+oNTUVPrss88Mt3/zzTdp2LBh9NBDD1HHjh3pueeeo169etE777xDVsFMI3BEKN3egO+GzxeZDmX1pfeMkzgqqxDPL4eXcuWTGjniCisjD5IkIT7GyWjdv3WOpmydZ5SpqTQ12uRKJzWpneLoFO0uqvLlTX3plUu7OW5TB9UCAAAAESeOSktLaenSpTRkyBDHbbGxseL6/PnV4yRU+HZ1e4YjTWbbhwKzVBVHSeRQTNZFu0wqtYyGtbojU+c5Ki6rFKM6ZHCKBZcqhuLc9LNShZRqtFa7K+tN3mq1mlHq68nzOtH0B04Tn0+q8jym7yklgU5pW1fTtLBDA3Q/BgAAEMHi6NChQ1RRUUH162sNtnw9N7eqHFsP3+7N9kxJSQnl5+drTsFMq6kcU6bFHzxeYlh9pV7XNzZUxYhaqq43ZHPk6Kh9nhlHaVisqKX8ZgLOSBCp6Th1Lhc/56W9q+ZY9WpWS/P8Rt2yOZXW2p4+UnsDmSHfH88q49fKSUvUdKMGAAAAPAXVajp4Xtzo0aOD9nquKtqPKOJIwo3+Xvtzo6Nb9HndGtEZHerRgNZ1RB+a75fspiftjRl5bhenpThSNHPjQSopLzU0cbM44in2appOEzlyI6HjTYSOTAtK8cLjGhY9Plj0Sxq/cKfmvuO656yveIfSFJFlBqftxLZJ8TT/0TMpKSEOHdwBAABEduSoTp06FBcXR/v379fcztcbNGhg+Bi+3ZvtmVGjRtGxY8ccp127dlGoIkdGERU+4KveHRYxV/VrLjoZs0Cor0RLOILyyXUn0ZjLe2giNXG6Bo/F5ZViSCxT295RWn1td2k1ddsEk8iRjOzweAu94Vt9/ENnt6clTwzRpNq8iRwxOelJHvmUAAAAgLAWR4mJidS7d2+aPn2647bKykpxvX///oaP4dvV7ZmpU6eabs/weJTMzEzNKVTi6P2rehtur43qxJhOkVdFlCo29D2GuErtiH2oq/TsqM/rLq1mliJTPUd6gaMVVNWX29XP0Bi5xWMT3XuOkpQBsQAAAEBNCKsjCpfxf/zxx/TFF1/Q+vXr6Y477qDCwkJRvcZce+21IvIjGTlyJE2ePJlee+01+ueff+iZZ56hJUuW0F133UVWwZXuGNS2Dq14aqjT9qoBWp8iUyMoGtOzGgkyeNH9x6t6CGWlysiR54ZsVdyoryn7NDHt6qebmsLV1zKaheZZ5AhzvwAAAPiHsMo9XH755XTw4EF66qmnhKm6R48eQvxI0/XOnTtFBZtkwIABNH78eHriiSfoscceo7Zt29LEiROpSxf30+SDhV6ocHqMOyXfemorcV3vm9FHjlJ0URU1cqQROGqlmIE42n6oUJyn21Nh6uBZd5EjVRCp/Yuq+hrtEJfbN9BG4HLSq6vKEhVhk20wokSNQDGNspLpzjPb0OhJ6xzz4MxmowEAAAARLY4YjvqYRX5mzpzpdNull14qTlZFL35a100TPiGJXpfw5tqKsDjT9JIaYVLTdyyUHjyrnTBv7zxSJG7jy+L57EJEFVDuRn2ogkjtfD2sSwP6ZM428Z70HiCzIbbZBren6QzZ0x84XYjC//7xj0MchUMnbAAAAOFB2ImjSEPvOeIqK1eRJd4+TRELenGUrERhNOX4yuuwaLrrzLbi1OLR3zSPl8+tCjBXDSCrXsfYz8TpsD9GnmL4mOy0RMOWBUYdv2WncImMEnFK8XhxdeNKAAAAwB/gz+0Qoy9I06eH9OIpRtfhOkUXVTGLHGkbMJqLHZmmM4s6GWFWeeYKtbP3XmVmmlH5vSqOkhNiHWk+dV2Bnk4PAAAgeoA4CjF6MaA3Fuu1gugYrUSLUp0M2dXX1dmxqm/IlcFaVobp2wW4wqzyzBXunlMlUxGDZkINaTUAAAD+AkeUEKMXKu4iR6JaTREgzobs6vvUeWxqsEgVSvcNaad5fKo9PaVGg9xFjrSl/J6LnqfO60TndmsoTOiuSFOiY2V2jxEAAAAQKCCOQoxed6jVZoZpNW4CqQgQvZhSI0dlFTa3pe4jh7Slfi2zHddlVEqbknP9HtTKNv36XXHjoJb07pW9qKCkyjdkhirm1PcEAAAABAKIoxDDDRhdR47ISSypKS99Wk5NV/EwWYmrOWOabtQ+GLLzPXwdM544t6M4v+20qvYFAAAAQChBiU+IKSyt0Fzvq0RxpPhh/WOzB0xYp6iRGiPe/FcPGjVhNV19cnPHbfVciBZVkMnIkSqY1PScEXIorjeeI5ULezQWs+HqKL2PzODBsgAAAEAggTgKMSdKq1NKH17Tmwa2qeO0DUeLKuzqiC+rBmUzscEDadWIj6uIjppyk/PQ1JYA7lJZqjjyFXcRp3+d1JS+XbyLnh9R3cCzTb10ys2vrnQDAAAA/AHEkYUiR2d3Nh6IyxpHbsVRpCv6NqM/1uTS4I71TJ9Xnwrr00IbkVJRo0SyCaRqrHZngu7QIINW7MqjQDL6ws5075B21CAr2XHbS//XjZ77ZR3ddErLgL42AACA6ALiKMQUuTEjV/uKqiNH3FzxxzsGePU6vZvXpreu6ElNa6c43acKIdlDSfUylbuJHD0yrIOYyfZ/vZpQoODoVoMsrdm7ca0U+uAa5+G8AAAAQE2AITvEjOjZWJx3a5LlUbm/u7J6V1zQvRH1bFbb6fZyxVOkDoT1NHJUOy2RRg3vSG3rZ/i8NgAAAMAqIHIUYliszHnkDKqXUZ0u0qNmyLzonegxJUrFnNEA1zI3hmwAAAAgkoA4sgBNaqe6vF+NFhmN1/BnOwGj5y/TtRsAAAAAIhmk1cKAmABHjvS9lvSgKzUAAIBoAuIoDFArz2riOTKjpFzba8mVJwkAAACIdCCOwgBVEAVCHLmLHLm7HwAAAIgkII7CANUHFABtRN2b1nJ5f3klxBEAAIDoAYbsMEBTrRYA09EDZ7Wn2qmJdE5X4yaUGPYKAAAgmoA4Cru0mv+fPz0pnu4Z3Nb0fhiyAQAARBNIq4UBgTZku8Ndh2wAAAAgkoA4CgNUPRRMacTDXhlXUSUAAAAg0kBaLQwIdBNIM164qCvdOKglta2XHrTXBAAAAEINxFEYEOgmkK7See0wLw0AAECUgbRamBEKzxEAAAAQTUAchQGqHII4AgAAAAILxFGYEYM9BgAAAAQUHGrDANWEjcgRAAAAEFggjsKMYBqyAQAAgGgE4ijMQOQIAAAACCwQR2GAKoegjQAAAIDAAnEUZiByBAAAAAQWiKMwA+IIAAAACCwQR2EGDNkAAABAYIE4CjOCOVsNAAAAiEYgjsIB6CEAAAAgaEAcAQAAAAAoQByFA7ZQLwAAAACIHiCOwoCyyspQLwEAAACIGiCOwoDyCoSOAAAAgGABcRQGlEEcAQAAAEED4igMKKtAWg0AAAAIFhBHYUA5xBEAAAAQNCCOwoCySqTVAAAAgGABcRQGIHIEAAAABA+IozAAgSMAAAAgeEAcAQAAAAAoQBwBAAAAAChAHAEAAAAAKEAcAQAAAAAoQBwBAAAAAChAHAEAAAAAKEAcAQAAAAAoQByFEWmJcaFeAgAAABDxQByFAZ9e14eaZafSuJv6hXopAAAAQMQTH+oFAPcM7lhfnAAAAAAQeBA5AgAAAABQgDgCAAAAAFCAOAIAAAAAUIA4AgAAAABQgDgCAAAAAFCAOAIAAAAAUIA4AgAAAABQgDgCAAAAAFCAOAIAAAAAUIA4AgAAAAAIR3F05MgRuuqqqygzM5Nq1apFN910ExUUFLh8zOmnn04xMTGa0+233x60NQMAAAAg/Aib2WosjPbt20dTp06lsrIyuuGGG+jWW2+l8ePHu3zcLbfcQs8++6zjempqahBWCwAAAIBwJSzE0fr162ny5Mm0ePFi6tOnj7jt7bffpnPOOYdeffVVatSokeljWQw1aNAgiKsFAAAAQDgTFmm1+fPni1SaFEbMkCFDKDY2lhYuXOjysV9//TXVqVOHunTpQqNGjaKioiKX25eUlFB+fr7mBAAAAIDoISwiR7m5uVSvXj3NbfHx8ZSdnS3uM+PKK6+k5s2bi8jSqlWr6JFHHqENGzbQhAkTTB/z4osv0ujRo51uh0gCAAAAwgd53LbZbN4/2BZCHnnkEV6xy9P69ettL7zwgq1du3ZOj69bt67tvffe8/j1pk+fLp5z8+bNptsUFxfbjh075jitW7fO7RpxwgknnHDCCSey5GnXrl1e65OQRo4eeOABuv76611u06pVK+EZOnDggOb28vJyUcHmjZ+oX79+4nzz5s3UunVrw22SkpLESZKenk67du2ijIwMUe0GfFPvTZs2FZ8jVxuC0IL9YR2wL6wD9kXk7QubzUbHjx936Us2I6TiqG7duuLkjv79+1NeXh4tXbqUevfuLW6bMWMGVVZWOgSPJ6xYsUKcN2zY0OPHsK+pSZMmHm8PzOEvOX50rAP2h3XAvrAO2BfWwR/7IisrK3IN2R07dqRhw4aJsvxFixbR3Llz6a677qJ//etfDkW4Z88e6tChg7if2bJlCz333HNCUG3fvp0mTZpE1157LZ166qnUrVu3EL8jAAAAAFiVsBBHsuqMxc/gwYNFCf+gQYPoo48+ctzPvY/YbC2r0RITE2natGl01llnicdxCu+SSy6hX375JYTvAgAAAABWJyyq1RiuTHPV8LFFixYaRzrnK//+++8grQ64gj1cTz/9tMbLBUIH9od1wL6wDtgX1iHJAvsihl3ZIXt1AAAAAACLETZpNQAAAACAYABxBAAAAACgAHEEAAAAAKAAcQQ8htslXH311ZSTk0MpKSnUtWtXWrJkieN+tq899dRToo8U38/z7zZt2qR5Dm7cedVVV4neFTwv76abbqKCggLNNjzq5ZRTTqHk5GRhrH/55ZeD9h7DAS4+4Iak+tOdd94p7i8uLhaXeT9xE1Ou0ty/f7/mOXbu3EnnnnuuGMzMo3keeugh0VhVZebMmdSrVy9himzTpg2NHTs2qO8zHKioqKAnn3ySWrZsKb7z3FyWW4ioVk78vwge3PDv3nvvFWOj+LMeMGCAGFguwb4IHLNmzaLzzz9ftNfh36OJEydq7g/mZ//DDz+IKnXeho9Tv//+u/dvyOue2iAqOXLkiK158+a266+/3rZw4ULb1q1bbVOmTNGMYvnvf/9ry8rKsk2cONG2cuVK2wUXXGBr2bKl7cSJE45thg0bZuvevbttwYIFttmzZ9vatGlju+KKKxz388iW+vXr26666irbmjVrbN98840tJSXF9uGHHwb9PVuVAwcO2Pbt2+c4TZ06VbTI/+uvv8T9t99+u61p06ZiXM6SJUtsJ598sm3AgAGOx5eXl9u6dOliGzJkiG358uW233//3VanTh3bqFGjHNvw/k1NTbXdf//9YoTO22+/bYuLi7NNnjw5JO/ZqvBoo5ycHNuvv/5q27Ztm+2HH36wpaen2958803HNvh/ETwuu+wyW6dOnWx///23bdOmTbann37alpmZadu9e7e4H/sicPz++++2xx9/3DZhwgTxe/TTTz9p7g/WZz937lzxW/Xyyy+L364nnnjClpCQYFu9erVX7wfiCHg8B2/QoEGm91dWVtoaNGhge+WVVxy35eXl2ZKSksQXmJFz6hYvXuzY5o8//rDFxMTY9uzZI67zrLzatWvbSkpKNK/dvn37AL2z8GfkyJG21q1bi33Anzn/EPBBWsLzCflznz9/vuNHLDY21pabm+vY5v333xcHEfm5P/zww7bOnTtrXufyyy+3nX322UF7X+HAueeea7vxxhs1t1188cXix5vB/4vgUVRUJA6KLFRVevXqJQ7a2BfBg3TiKJifPQtk/n+p0q9fP9ttt93m1XtAWg14BHcY79OnD1166aUiDdOzZ0/6+OOPHfdv27aNcnNzRahUbdvO413mz58vrvM5h0r5eSS8PY9oWbhwoWMb7mLOTTwlZ599tmjwefTo0SC92/ChtLSUvvrqK7rxxhtFKJs7wnNDVHU/cHi5WbNmmv3Aoeb69etrPmOeZ7R27VrHNupzyG3kc4AqOG0zffp02rhxo7i+cuVKmjNnDg0fPlxcx/+L4MFpYU5zcipFhVM4vE+wL0LHtiB+9v767YI4Ah6xdetWev/996lt27Y0ZcoUuuOOO+iee+6hL774QtzPX3xGPeDK6/I+PmdhpRIfHy8afKrbGD2H+hqgGs7r89xBOcCZPyP+4eAfGVf7wd1nbLYNC6gTJ04E9D2FE48++qgYY8QCNCEhQfzRwJ4X9k0w+H8RPHg4OM/hZM/X3r17hVDiPxz4oLhv3z7sixCSG8TP3mwbb/dN2HTIBqGFh/yyov/Pf/4jrvNBYM2aNfTBBx/QddddF+rlRS2ffvqpiFL4MnUa1Jzvv/9ejDbi7v2dO3cWw61ZHPH+wP+L4PPll1+KKGrjxo0pLi5OFBRcccUVIqIKgDcgcgQ8gisMOnXq5DQQmKuemAYNGohzfVUUX5f38fmBAwecQuFcoaBuY/Qc6muAKnbs2CHmB958882O2/gz4lQbR5Nc7Qd3n7HZNlxFwmkKUAVX+cnoEacqr7nmGrrvvvvoxRdfFPfj/0Vw4WpBHhvFFU67du0Sg8g5zdyqVSvsixDSIIifvdk23u4biCPgEQMHDhR5XRX2WXDJLMOlzPzlY/+FhFMwnCvmUDfD53zQVv+KmzFjhohKce5ZbsMlofyDJpk6dSq1b9+eateuHfD3GU58/vnnIgzNJfmS3r17i/SOuh94v7GIVffD6tWrNT9E/Bmz8JECmLdRn0NuI58DVMGDrtkTocIRC/5OM/h/ERrS0tLEH3TsQ2EbwIUXXoh9EUJaBvGz99tvl1f2bRC1LFq0yBYfHy9Kl7lE9uuvvxal3l999ZWmVLNWrVq2n3/+2bZq1SrbhRdeaFiq2bNnT9EOYM6cOba2bdtqSjW5goFLNa+55hpRqvntt9+K14n2Mlk9FRUVtmbNmolKDT1cys/3zZgxQ5Ty9+/fX5z0pfxnnXWWbcWKFaI8v27duoal/A899JCodnv33XdRym/AddddZ2vcuLGjlJ/LmLktAlf7SfD/Injw95MrnPj7++eff4qycK5UKi0tFfdjXwSO48ePi9YgfGJpMWbMGHF5x44dQf3suZSfj1Wvvvqq+O3idg4o5QcB5ZdffhEHVS6/7NChg+2jjz7S3M/lmk8++aT48vI2gwcPtm3YsEGzzeHDh8WXnXvBcOn4DTfcIP5TqXAPDG4bwM/BBx7+TwW0cI8p/gHSf74M/9j8+9//FiWv/MNx0UUXiX5IKtu3b7cNHz5c9Ajhg/kDDzxgKysr02zDfZN69OhhS0xMtLVq1cr2+eefB/x9hRv5+fmilQKL0eTkZPE5cdm4WmqM/xfB47vvvhP7gL+zXDp+5513igOqBPsicPz111/iN0l/4j8ggv3Zf//997Z27dqJ7wG3JPntt9+8fj8x/I9vgTIAAAAAgMgDniMAAAAAAAWIIwAAAAAABYgjAAAAAAAFiCMAAAAAAAWIIwAAAAAABYgjAAAAAAAFiCMAAAAAAAWIIwAAAAAABYgjAKKUmJgYmjhxIlmZ008/XUy5DwZPPvkk3XrrrUF5rXDjgw8+oPPPPz/UywAgaKBDNgARxPXXX09ffPGFuBwfH0/Z2dnUrVs3uuKKK8R96pDU3NxcMawxKSmJrApP5OZBuhkZGQF9Hf4s2rVrJwbyymHKkvnz59OgQYNo2LBh9Ntvv1GweeaZZ4SIXbFiBYWK0tJSMTz022+/pVNOOSVk6wAgWCByBECEwQfxffv20fbt2+mPP/6gM844g0aOHEnnnXcelZeXO7bjKdmhFEZ8wHUHi7tACyPmk08+oQEDBjgJI+bTTz+lu+++W0wD37t3L1kVdVK5v0lMTKQrr7yS3nrrrYC9BgBWAuIIgAiDBQ8Ln8aNG1OvXr3oscceo59//lkIpbFjxxqm1Vio3HXXXdSwYUNKTk4WIuHFF1/UbPv+++/T8OHDKSUlhVq1akX/+9//NK+7a9cuuuyyy6hWrVpC1Fx44YVCoEk4cjVixAh64YUXqFGjRtS+fXtx+3vvvUdt27YVr1u/fn36v//7P9O02tGjR+naa68VEa/U1FSxnk2bNjnu5/fHrz9lyhTq2LEjpaenO8SiKzgiYpQ2KigooO+++47uuOMOOvfcczWfHzNz5kzx2UyfPp369Okj1sQia8OGDZrtnn/+eapXr54QejfffDM9+uij1KNHD83z9O3bl9LS0sT6Bw4cSDt27BCvN3r0aFq5cqV4HT7JNch9csEFF4jH8efK8G2tW7cWgoY/4y+//FKzFn7chx9+KMQyr5c/J46Obd68WXze/Fz8HrZs2aJ5HH8+kyZNohMnTrj8LAGICLweVQsAsCw8AfvCCy80vK979+624cOHO67zf/+ffvpJXH7llVdsTZs2tc2aNcu2fft22+zZs23jx4/XbJuTk2P7+OOPxSTtJ554whYXF2dbt26duL+0tNTWsWNH24033mhbtWqVuP3KK6+0tW/f3jGhntfG07avueYa25o1a8Rp8eLF4nn4tfh1ly1bZnvzzTcdr3vaaaeJqfeSCy64QLwOr3PFihW2s88+29amTRvx+sznn39uS0hIsA0ZMkQ899KlS8X2vBYzeBJ4TEyMbcGCBU73ffrpp7Y+ffqIy7/88outdevWYrq4fhJ5v379bDNnzrStXbvWdsopp9gGDBjg2Oarr76yJScn2z777DPx2Y0ePVpMHOf9wZSVldmysrJsDz74oG3z5s3isxs7dqxtx44dtqKiItsDDzwgJovv27dPnPg2uU/q1asnnnfLli1i+wkTJoj3/+6774rXeu2118TnO2PGDM2+5GnmPMGetxkxYoStRYsWtjPPPNM2efJk8fonn3yybdiwYZrPorCw0BYbGyveMwCRDsQRAFEiji6//HIhFIzE0d133y0OjuqBX4W3vf322zW3sSC44447xOUvv/xSCCH18SyKUlJSbFOmTHGsrX79+g6xxPz4449CKOTn5xu+riqONm7cKNYxd+5cx/2HDh0Sr/H99987xBFvwyJDwkKBX9eM5cuXi8fs3LnT6T4WOW+88YZDxNSpU0cjDqQ4mjZtmuO23377Tdx24sQJx+d05513ap534MCBDnHE4oy3Z3FlxNNPP+3YVoUfc++99zqt95ZbbtHcdumll9rOOecczeNY3Ermz58vbmMhKPnmm2+EoNNTu3ZtIdwAiHSQVgMgSuDjIqdUjOCUFxt+OQ1zzz330J9//um0Tf/+/Z2ur1+/XlzmtA+nZThtxKksPnFqrbi4WJOe6dq1q0j3SIYOHSpSeJymu+aaa+jrr7+moqIiwzXya7HJvF+/fo7bcnJyxJrlOhhOFXFaScKpwgMHDph+LjJNxGk9FU6NLVq0SJjZGX7tyy+/XHiQ9LDpXX09Rr4mPw+nzFTU6/w58ed/9tlni9TVm2++6TYNKOFUngp/DpySU+Hr6uejXy+nMuW+UW/jfZefn695HKdUzfYPAJEExBEAUQIfILniyAj2Jm3bto2ee+45IRbYO6R6f9zB3pzevXsLgaWeNm7cKIy8EvazqLCYWrZsGX3zzTdCVDz11FPUvXt3ysvL8/l9cnWbCgtCV0W5derUcfiZVFgEsYGd/VEsjPjEfp4ff/yRjh07ZvqaUoBWVlZ6vObPP/9c+H7Y68MeJ66cW7BggdvH6T9PTzFaryfvgasH69at69NrAhBOQBwBEAXMmDFDlKlfcsklpttkZmaKyMjHH38sDtAsAvhgKNEfrPk6m3mluGJjNJuO27RpozllZWW5XBuLjiFDhtDLL79Mq1atEiZuXq8efi0WKwsXLnTcdvjwYRGZ6dSpE/kKR5n4va9bt85xG7/OuHHj6LXXXtOIPY6QsVhiMecpHNlavHix5jb9daZnz540atQomjdvHnXp0oXGjx8vbudIW0VFhUevxZ/R3LlzNbfx9Zp8PhKOAHI0idcJQKQTH+oFAAD8S0lJiejbwwfU/fv30+TJk0XlGVcncaWXEWPGjBGRGz7wcS+kH374QVS8ceWUhG/jNA73/OH0F6ecZIrpqquuoldeeUVUqD377LPUpEkTUW01YcIEevjhh8V1I3799VfaunUrnXrqqaIC7ffffxfRClnJpsIVbfz8t9xyi6i24qgTV31xVR7f7iv8flmczZkzR1TTyXVxJOmmm25yEncsMPl933777R49P7cB4DXzZycjQywCOZXIcMTuo48+ElVnLLxY7LHQlPuqRYsWYhsWZ/w58vs2a8Hw0EMPiagf70d+T7/88ovYB9OmTaOaMnv2bLFmNWUJQKSCyBEAEQaLIRY6fFDlMva//vpL9Kfhcv64uDjDx/ABlyM3fAA/6aSTRPSGhYraNJJLyrnknf0qHFXh6ImMSLDPh/sANWvWjC6++GIRwWBhwZEGjsqYweKLD95nnnmmeAx3Yubn7dy5s2n6idN3LPTY88TpMl6nPpXmLVxez+9NppFY/LC4MIp6sThasmSJEDiewMKRI0IPPvigI33JHiPpceLP7p9//hHPy+k07tJ955130m233eZ4Pd6P3K+KU1quolYs7tiz9Oqrr4rPkEUkf2Zcol9T+HVZ5AEQDaBDNgDALexB+emnnxyRlUiDfwbZ6H3fffc5DNiBhI3oHJnT9yCyKmvXrhUClj1k7tKkAEQCSKsBAKIeFn+c2mJflr/h6i6OiHE1GkfuOALDaa6pU6dSuMDVcxwthDAC0QIiRwAAivbIUSDh6j8u0V++fLlIM7Kf6oknnhDpRwCANYE4AgAAAABQgCEbAAAAAEAB4ggAAAAAQAHiCAAAAABAAeIIAAAAAEAB4ggAAAAAQAHiCAAAAABAAeIIAAAAAEAB4ggAAAAAQAHiCAAAAACAqvl//0Fx7XG4ULcAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J024035.36+060629.3_sdM7_OSIRIS_GTC39-12B_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J134423.98+280603.8_sdL4_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J134423.98+280603.8_sdL4_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J020858.62+020657.0_esdL3_OSIRIS_GTC63-13A_Primeval-III.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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//DI9/PDDFCjYK7R9+3Zavny50/14zXxRYBHUsGFDmjhxIo0ZM0b3MSNGjKDhw4erIkIQQwAAACjUy+ctvjdUNGJEyC0hNH/+fCEgnMHpJxYRzz//PB09epQCxVNPPUV//fUXLVu2jKpUqeLRY1nAcRqPo1iO4KoyvgAAAACACsrnydsRG0UgNeZKBGnFRu3atcnf8IFkEcQ9jRYvXixScZ6Sm5tL27Zto4oVK/p9fQAAAEBRxuLl0FXVcxSFERvss3G0PZCRIE6Hsc+H028lS5ak06dPiwv7lxQGDhwoolIKo0ePFtGsgwcP0saNG+m+++4TKbwhQ4YEbJ0AAABA0ewsbZG2huDQVfbKcONE7tlTvnx5evXVV0WERYG7SXsTpXGXL774QlSKdevWTUR0lMvPP/9s24eF2KlTp2y3L168KLxKHNFiIze/h5UrV1KjRo0Ctk4AAACgKBGmmKW9jAgZvWrM7fL5V155hbZs2UI//PCDqBjjKjKOsnC35+jo6ID3B3DnuZcsWaK6zd2w+QIAAAAA/80ay/O6oaLFvBGhWbNmiWqr2267TaSW1q9fL6JA/fr1s/XdQddmAAAAoKj2EbL4Xj5vPB3kvhBi0cOVYQplypQRg1YvX74s0k7cXBEAAAAAoZAas7j9eJWAIhMLoWrVqtGuXbtU29i0zGZkNiz/3//9XyDWBwAAAAATY5GvS6LodEoGzd5yknJy9YuwDCeEeMDp5MmT7baXKFGC5s2bR7Gxsf5eGwAAAACCTZheQ0XvOirKj+o5YSk989MmmrLyMJnCLP3GG2/QyZMnde/jyNCCBQuEeRoAAAAA5sYiCZ2Coavy/R48lyR/5Gqzy5k54ud/+87RkGtrkeGFUOnSpcXFESyGunbt6q91AQAAACBIWCTBohRCqavGvHsuPQUVFeFxS8PgTZ9XWLduHf3777+UnJxs12BxwoQJ/lobAAAAAIJAnsuIkCfT5/WvK0RHhplLCL399ts0atQoMdmdGyvKJfMonwcAAADMT54qIqTTGNGD53KVUjNdROijjz6ib7/9lh544IHArAgAAAAAQcWiI3XyvI4IyQLKeKkxj189PDycOnXqFJjVAAAAAMBYHiGy3+jPhoqmE0LDhg2jzz77LDCrAQAAAEDASb6cQQt3nqFcB65nlUdIxyztUWpM9bz290dFmMwj9Pzzz1Pfvn2pdu3aYnhpVFSU6n6ePQYAAAAA45GXZ6Hw8DDq+/FyOns5kz65uyX1a17Jfj+diJDX5fOqSFIRSI0988wzomKsXr16lJSURAkJCaoLAAAAAIzH+sMXqNkb8+mHVYeFCGJWHzyvu6+qYaKuWdq7oasF2wo2RkeazCz93Xff0e+//y6iQgAAAAAwB58s3k9XMnPolT922LZVTyqmu68lz/msMe8jQvk/c6SQU1R4cFNjHsuwxMREkRYDAAAAgHmoVCrOblueA0GjF/Hxh0dIed6snDzzpsZef/11eu211zBtHgAAADAJVzNz6HJGtt32jOxc9/sIuegQ7Qi9SFKmLITMlhr7+OOP6cCBA6KZYo0aNezM0pg3BgAAABiLW79YSbtPX7bbnu5QCFmcp7i8rhrLv5WZU/C6wW7F7LEQGjBgQGBWAgAAAAC/k5KerSuCmMxs9ZgsPSGkXPUyIKQroOTX9WRumSGEEKfFAAAAAGAcOMUVGxWhe9/W45ccPi49K9d1OssqX1yVwbuF9WFZubIQCq4SCvdm4OqaNWvstvO29evX+2tdAAAAAHCDDUcuUINX5tIHC/bq3n/iYrrDx2ZIKSoZlThRIkL2m9xC73HqiJPJhNCTTz5Jx44ds9t+4sQJcR8AAAAACo/XZueXw3+0aJ/u/ScvpfsUEcqz3vA6NSY9UnmuPCkjF2Qd5LkQ2rlzJ7Vq1cpue8uWLcV9AAAAACg8cnKdK4mTKRkO70t3wyytXPNHRMgmhKSNeWYTQjExMXTmzBm77adOnaLISI8tRwAAAADwAdlv42lEKNOBWVqv5F3VWdqDMI4sdORIUMH9JkuN3XDDDTRixAhKSUmxbbt06RKNHDmSevbs6e/1AQAAAMCXiJCz1Fi2dxEhT9ATUEbyCHkcwnn//fepS5cuVL16dZEOYzZv3iz6Cv3www+BWCMAAAAAHJDjJCLEIsNZaiw7152IkF7VmK9mafttphFClStXpq1bt9KPP/5IW7Zsobi4OBo8eDDdfffdds0VAQAAABBYsp2YbM5fzVKNs9CS4+CxeuM09EZleIrNeK3yCJksIsQUL16cHnnkEf+vBgAAAAAe4Siqw5y7kj9l3tNoksVV+byXDRUV3aXyDZnNLA0AAAAAYzRR7P/pcrqUZj9DTBEg935l3/dPJtuFv0jVUFH2+niwTldptmBHhCCEAAAAABPyx+YTtOV4QeGSluTLmSI15oxcd1JjvkaEpOvKy6kejogQAAAAADxFrxminCZz5P+RycnzpHxe2uaBetGLCOVJa0NECAAAAAAeo6dzMiVjtKOu0V6nxiz+6CytbDOxR4jHaxw/ftx2e+3atfTss8/SpEmTKJCMHTuWrrnmGipZsiSVK1eOBgwYQHv27HH5uF9//ZUaNGhAsbGx1LRpU5ozZ05A1wkAAAAUBnqRFPYN6V0vUyKGfhzSjh7tWsut1Bipev/YbyO/dpY2WUTonnvuoX///VdcP336tGiiyGLo5ZdfptGjR1OgWLp0qZhltnr1alqwYAFlZ2eL5o5Xr151+JiVK1eKsv6HHnqINm3aJMQTX7Zv3x6wdQIAAACFgZ5+kMWP3CyRxUanOmWoemJxz/sIkfU5pF3l1JbrdapFFYsvb6NLhhBCLCLatm0rrv/yyy/UpEkTITi4r9CUKVMoUMydO5ceeOABaty4MTVv3ly81tGjR2nDhg0OH/PRRx9R79696YUXXqCGDRvSmDFjxJy0Tz/9NGDrBAAAAAqDXB0FkeUgNaYInhKxkZ73EbKQb1Vj0vUrmTnU+LW5NGXlYen5TRYR4kgMzxtjFi5cSDfffLO4zuknnjdWWCgjPhITEx3us2rVKurRo4dqW69evcR2AAAAwMzopbVkYSNHhO5uW038LKkRQrl5Ftp75rKLV/LRI6TZNyM7jxbsPGNejxBHZL788kv677//RIqKIy7MyZMnKSkpiQqDvLw84Uvq1KmTiEg5glN3PPpDhm/zdkdkZmZSamqq6gIAAAD4CouObcdTnI7E8AS99JSjiNDwnvXEzxIx9n2Ub/hgGR27kOZz1RiLm6//O2i33VWFmek8Qu+++y5NnDiRunXrJvw3nKZiZs+ebUuZBRr2CnGKbvr06QExZSckJNguVatW9ftrAAAACD0+XrSP+n26nN75ZzedTsmgtYcu+PR8ev4evYhQj4blKTYqQlyPjtA/7W87oe5HpJcGUw9KtX+Oh79fT2/+vYu2Hr+kfi4XOifYESGPR2ywADp37pyIlJQuXdq2nUduFCtWjALNU089RX/99RctW7aMqlSp4nTfChUq0JkzBeE3hm/zdkeMGDGChg8fbrvN7xNiCAAAgK98tGif+Pn18kPiwvz+eAdqXd2xxcMZepPjZXGkRITiovNFkPa6u2LFohMScqZdLmiaOLpToG+6PkIREREqEcTUqFFDlLUHCv4gWATNnDmTFi9eTDVr1nT5mA4dOtCiRYtU2zidx9sdwf6n+Ph41QUAAADwlRpJ9sGCDUcuev187LVxKoSsQikuquBUX7dcCerduALd2aaq0/SVRXdivGOTkJzu00adXEaE/JMpLPoNFTkdNnXqVJo2bZroJcQ+H76kp6fb9hk4cKCI6CgMHTpUVJuNHz+edu/eTa+//jqtX79eCCoAAACgMKmWpC5dZ5SUlTfIpfIK93y1hob9vFl1v/waYWFh9OX9rend25o5FSsWlx4hzVokb1J0ZHjR9ggFiy+++EJUinFqrmLFirbLzz//bNuHy+nlyrWOHTsK4cTNHtnL9Ntvv9GsWbOcGqwBAACAQBAZHuZXIaSXGmNmbjohIjRZ1ihNlANfkIzF7raeR0i6X/OAtKwc2/VI7esVNY9QsHCnz8CSJUvstt1+++3iAgAAABjtPOZbRMhxTqnZG/NtQikyIsyrtTmbGK+N8mRk5Tks63d19vZkbllICyEAAADAzOid7mM1aSRPyMxxPEssTSqdjwp3/Rp5GiGkp4uc9RHSdrFWPbeLkE+wO0t7JYTWrVsnxmwkJyeLnj4yEyZM8NfaAAAAgEKBy9nLlIi2T+v4EX+f8N0ZqupuRChL8vhocaeztCyEPI0IBdsj5LEQevvtt2nUqFFUv3590ZyQjVcK8nUAAADADGw8epFu+Xwl9W1WkT67p5Vt+/S1R2nnqVR6vV9jCtfx93iKxc8iIMNJREjGHY9QpjMhZF25HPewiwhlORFCRc0jxPO7vv32WzH3CwAAADA7Sjfkv7eeorioLRQTGU5j+jehl2ZsE9uvb1COutX3vT2Mng/HFxHgzCPkyqTtKiJk0a0ac+IRchoRcpUaM1lEKDw8XIy2AAAAAIoCkZKH5rcNx8XPyxkFVVCnUjIKdV6YL+XzeriT7tNGhFSix3pVtVS7qjFJCLnhN/Lk/kDjcTJ02LBh9NlnnwVmNQAAAEAhoxcxmb3lpO364fNX/fI6eid8n1JjSlWYi4hPlBseoUw3UmPqqjEnZmkPxZ3pPELPP/889e3bl2rXrk2NGjWiqKgo1f0zZszw5/oAAACAgHIpPdvp/QeS/SSEdFJEvkWE8sXLguFd6dPF++n3jfnRLGcRL59SYxZ5m+PO0vK8M719TS+EnnnmGVExdt1114lp8zBIAwAAMDPayetaDp694pfX0Tvf+yM1FhcVQdGRYT5VjWVqjNd6WTC9oau8/hd+20I7T6Y6jAi57CNkNrP0d999R7///ruICgEAAABmhjsiH9AInZbVStGmowUT1I9cSBMRE+3oCE/REz3eRkN4ppgSeYmNCnca9XGUGisRE0lXMnMcRITsh43piaOVB87RjI0nVI/11CMU7Koxjz/VxMREkRYDAAAAzM7u05dtJ2IWDC/2rk/VE4vZCZizVzJ9fi090SNllLw2SnN3ajnqM6hDdaouDXh1JJLiYwtiIVnulM/rpMv0RIzZqsY8FkI8uPS1116jtDTnoUQAAADA6Bw8m+//6Vg7iXaP6UNPdKtDpYpF2+138WqWz6+l9c74EhGSS+e53F+e+N6qemmqXCrOZUQoPq7A46tdmir6Y/MI2ZfPZ+pUrmmFkKuIj+k8Qh9//DEdOHBANFOsUaOGnVl648aN/lwfAAAAN3july2i+d/MJzr6NL8q1Dh0Lj8tVrNMcYqwVl8lSAJB4WKa70JIr5rKWxGQmpFtS2+xV1eOCPHnz74hhQgHEaF2NRNFRExvHTqZMV0DtZJak/G0oWKQM2OeC6EBAwYEZiUAAAC8RqkY+nd3MvVpWjHYyzENR87nZzdqJBW3bStVzF4IXQhQRMhbs/T5K/nr4bEg2u7RLIRkMezILP1i7wb045qjYl157gxd1ZEsekLI/rlcVY2RuYQQp8UAAAAYBzll4aoUXPGDcG+ceuVLUqiTam2cmFi8IB1WPKbg1Fi7bHE6cPYqXUpzfVxdketHIXThar5nKalEjPhZMrZAvMVphJCjoav8Pkfe2JBG/7VTR4zY9wxSj9iwOBRCWsGnGUlqOI+Q19PnN2zYQLt27RLXGzduTC1btvTnugAAALhJdm7BieSyNWXijM+X7KcPF+6jod3r0rCe9SiUUUzHqnSidF5uWzNJCKHzfogI+bNq7Jw1IpRkFXCJxdVCKC463K3y+fAwByXvLkZsKLtfkTpw2+6z8wgVsT5CPHH+rrvuoiVLllCpUqXEtkuXLom+QtOnT6eyZcsGYp0AAAAcIHf1lUdDOOKb/w6Jnx8t2ueWEDp7OZNGztxGgzvVoI61y1BRQjH7cgm6wo3NKtKfW09Sz0blbeM13BGYrtCWlftSNaakxpSIUGnJ4M3vJTZSigg5EUIRViXkNDVm/amqGrNudccj5CroFew+Qh5XjT399NN0+fJl2rFjB124cEFctm/fTqmpqaLZIgAAgMJFrtxxJ4VTsVSsR88/YcFeWrDzDN3z1RoqKnA6Zn/yZduMLDkixAbkHx5qRwM71BDXmas6J/xgRoTOK6kxa0RILYQ4IiR5hJz0GAqzNkW2L3mXb+iM2HBili7ynaXnzp1LCxcupIYNG9q28agNnj92ww03+Ht9AAAAPIgIuXPCDiPPJgJckiqmuIy8tOSnMStf/3eI3pqTb+/QRoRkCoSQewNOnZEjpTC9nctlHxHSF0LumKXVESFSIWsT5T69SjK9/kNaYeM6NUbmigjl5eXZlcwzvI3vAwAAULjIPWVkUeQP+ET9z/bTfi0jNwKyCGJipFSSjGKc1ot8+KWhotceIbVZupTkEWJRJ5fPyxVljjxCFrvyefueQXojNrjDtRbtJtcjNkzWUPH666+noUOH0smTBZN5T5w4IabSd+/e3d/rAwAA4AJZ/HgqhJydhPgk1/eT5Q5fqyjhqPdSiZgIv6XGdBsqehsRspq3y1ijc/GxUfTmgCY0pn9jUUFWuXRBQ0Vn0+nDlNSY0/J560/1VjujvuOIEBk6IuRxauzTTz+lm2++WTRTrFq1qth27NgxatKkCU2dOjUQawQAAODmuAX5ujuwN8RR6uSPzSdp16mCYZrePL9ZcJQa82tESK983luPkCYixNzXvrrtetPKCbbrzl4hwiqE3OksrTdiQy8ipE0BukqNBTsi5LEQYvHD3aPZJ7R7926xjf1CPXr0CMT6AAAAeBQR8syiwP/RO8gK0VxrSqxBhZLiZLb3zBVKz8oLqYiQP4WQfkNF9x/PguFqVq4YqXHRaopXPEJaKibEUtXEOErLzFWN29ASHu5G+bzORqepMSdpNtNHhLKzsykuLo42b95MPXv2FBcAAADBJcNa+aS97g5ZuXkUR/oigJsuMi/3bUjj5+81dWps/Pw9wtg74saCQh/3UmP+qxpzZ8TG5mOXhDm9W/1ydvu+889umrjsIH1xbytbWXyizlw0JeW1aHg38fk6G7kSbosIue4srVc+744BvEg1VGRDdLVq1Sg315y/CAAAUBTJyPHMIyQ3xtP7j145mR29kD9+onpicZv51oxCiEXMJ4v3i+t3ta1GVSX/jEJspPPUmF+qxlx0lmZBMOCzFeL68v9dR1VKF0yQZ1gEMc9M3yR+VkiIpXAn/p9oHsbq4H25EkIWnYSavM1pasz6nnJy82jZvrMux5MEOyLksVn65ZdfppEjR4r+QQAAAIKPnK7SChXu/7N071nVNvm/eL3/6JnTqRkigsJG20qlYm19aTyNOBkB+US8eHcy1Xn5H7t9Ih1UVikRIY6s6JWKe4KeH0gWIKnpBVGnk5fyGznqoRiUK8Y7Tnm5S7gihLRvTccPpBqxoVmL3nuauvoIPThlPa097Fwv6Ikuw5ul9+/fT5UqVaLq1atT8eIFg+oYTJ8HAIAgmqUlofLPtlP0+I8bhadk6+s32ErE+aTuKiKkDCOtUjpOiAQlIiRHn4zGhwv30l9bT9G0Ie2oXHxB00h5PMaYv3Z69JzFpcaEHFmKjoz2b0NF6zb+HDYeu2jbfiUz3wP099ZTtPt0Kg3rYd8BXK4M85YIxSPktLO0MnSV3Cyfz79z/s4zbq0h2J13PBZC/fv3t5XbAQAAMG75/IYj+SfWzJw8SknPpnIlI+yiQLIokjli9QdVs05lj7FWVaUbOCLE89OYjxfvozcHNLUbUOoNLAK5oox7NbFh2ttmkpz20h26alUUD05ZR//tO2c3S+zJafnBherWz0GmT5MK5CthDsrn9USPXm8hZ0KobMmCirYi1Vn69ddfD8xKAAAA+Dxig/0ZfHLiJnpypVOqEEKxdicvR6mxI1Z/UI2kfJ+K0T1CclRsf/IV1X0Xrvo2J4zTYxnZWT5Vjun5gxjlo5BFkNw5WmHejoKmlgotqubP+/SFCEfl8zpVYyq9YosIOfY9lZFK+52hJxAN7RGqVasWnT9/3m47D17l+wAAABQuWnGieGJSpUGhHBFScCc1tuNkfv+gOuVKGFoIjZu7m4b/vNmWylMqr2TR4ktESG2Y9l4IOeq/5KihotI5WuHkpXS7fbhxoq+EhzvoLK0yRut0libX5fPuCiFH30HDRoQOHz6sWzWWmZlJx48f99e6AAAAeDFig9lz+jKVj49VmW9lISSfePRSY3zi23LskirqoJRgG8ksnZyaQZ8vOSCu17YKNuV4HDp7lZpWSbDzCHlD8Wjfewk5EpCOGiry/rJI0oowNrE7agLpCWEOhq7KKPeoR2xYK8P00n3WKJGzqfcyvprQC00IzZ4923Z93rx5lJBQ0LWShdGiRYuoZs2a/l8hAAAAj06y3A26S72yqoiQLIrkdEa2zkno0LmrQjhx6XWDCvFim1KGneUglVYYcMqLe+y0qZEobq86WJCdWHtIXZmkighp0kyyEZobFA7sUNCROVCDVzMdNLp0FBFiccDeLoUrmtcuGRvpF79uhBupMUUJyZtmbzlJ5RNinQ5dddf6E8zvlEdCaMCAAeInH/hBgwbZ9RfikRvjx4/3/woBAAC4lXbhDsInLqXT8v3n6NGutelyhn1EiE+88n//ev/Rc2qJaVIp3iaAlJ/BTGP0mLBU/BzdvzEN7FCDklML0kfbTqSo9k3LyrGlmPh4aHn31qbUu0lF+m/fWerRsLzT1y0RG8DUmAO1wMfZ2egUR0NivS2ftzgzSys/pY38tZm4NL+vkaMol7sm6GCnxtyOq/Fkeb5wQ8Xk5GTbbb5wWmzPnj100003BXSxy5Yto379+onSfRZks2bNcrr/kiVLxH7ay+nT9qYzAAAwK8pJ8obG5W3RET6xsUFaK4SyNbXKeqkxRQi1qFraboJ5sE9azKt/7BCiRBYH2qZ9SkTo/m/W0qkU+548PRtVoIS4KLqpWSWnnZfliJAcYfM1famQmpEj2hxo4UiL3KrgqlXYKfireDvcqgKcpsZsER73hI3ebDJnmM4jdOjQIV2jdKlSvrvXXXH16lVq3rw5Pfjgg3TLLbe4/TgWafHx+eFdplw5+9blAABgJhQRwCdx5STLM8EYTqlcSsvWpMasQkiThtBLjdmEULWCv+vRVr9HsPwc2pPlpfRsXd9NRHiYOKlzGos9RPLQ2EYV42mn9XapOPeNxonWknlXHZKd8djUDbrbucEjX3SFkCSetBrEX01swh11lpZu53kobBRR5W6jxGB7hDx2Wr377rv0888/227ffvvtlJiYSJUrV6YtW7ZQIOnTpw+9+eab9H//938ePY6FT4UKFWyXcEUCAwCACeGTVL9PllOXcf8KQaQIAo5wlCoWZSt/l0WPLSKkOelohdHFq1m2irFWkhAKVEQoMydX9zk5pcXNDw+czS+F14oeFnZ6UZYy1iGknBrbelydLuvVuKDvjrPRFI6eU1vJ5S7JlzNEytITOFLnKJ0m1uRmjx73hRCpsOh5ftwUNp56hDg968grVRh4rAi+/PJLMYGeWbBggZhCP3fuXCFSXnjhBTIiLVq0oIoVK4ohsStW5M9xAQAAs8Jpn33JVyj5ciY1eGUubTqa3zgxJiqCylt7Be07c1n1GEUIaTtDa0UIz4bi/+g5uiTPulKEkD+NrWdSM6jFGwtoqHV2lszT0zbRN8sP0RNT8xsKakUBR7z0IkJJxWNsx+hCWkEE59N7WtKT19Wm+9pXow/ubO7ROpUycKXJoaesP1zQMdpd8iNCjoVQu5r5hvFC6SxtsTaEdPOzV57LE3GjTdkaOjXG/hpFCP311190xx130A033CDM0u3atSMjweKHhVubNm2Ej+nrr7+mbt260Zo1a6hVq/zpvVp4P74opKYWhFUBAMAIXNQ0CFTON8WiIqhcfAztOXPZrqmgIoTSNOXvWu8Jl94zbWoU+INUZmk/pjFW7D8nxMycbadFtEXuO6NUhPF7YTKkeWrK+5EbSSokWaM37CHi6BZzS8vKwgvEyB2n3UVZ12kdr5E7yF4td8k3S+sf6w61kujp7nXJH4Q5mj6vmjVmoYHfrqWTbr5/JTXmSZCHI5NWK5bxI0KlS5emY8eOiescCerRo4e4nq8WjdNfgqlfvz49+uij1Lp1a+rYsSN9++234ucHH3zg8DFjx44VrQGUiyL6AADAKFyUIh0yPF8ryepnkRsMKqZcvREZclk9o6SiapUp6Mujjgj5Twixn0dB6VvEfLk0vzeQUiauF8lKSc/SjQgpooXL4pWIkLdjMRR4yjvD/iJl9IgnyGXwHqXGdOa6cSTop0faU7wfmimqyufz1NvlNBgfZ23na2cUeIrcV0LB9Al5LITYpHzPPfeINBN3mOaUGLNp0yaqU6cOGZ22bduKobGOGDFiBKWkpNguiugDAACjIKd8ZCrEx1K81QSs9aQoUQmteLiUnkVDvltHd0xcJYZ7LtyVbNegkImODPO7R0ju9aOMlEhJy6Z3/tlt2654nrQCjtNUeqkjRQjKESHF7OwtjSvF2+ZmeZvm8uYxehEvJTJHATdLk42LaZ5FtJSUmLtVZsGuHPM4EMXRFE6DsUAYN24clSiR/8ty6tQpeuKJJ8jobN68WaTMHBETEyMuAABgFPiE8s7c3UIkjLqpke0E37F2Eq08UNBUMC46whYpOH4xPyJUMSFWlI+nOkiNLd1zlnZb02G9P/xP/GxetZR4bt2IkB//c78i9Tk6Zx2DsdHqd1JQIhVaAffevD22sR96JmIWQlcz80/ypYtF+5w+alO9NP2z/bStP5GnhnBP4VSRXgPHaMXU4yfCwvw/78vmEfLgKYMZEfJYCHHzxOeff95u+7BhwyjQXLlyRRXN4VJ+FjZctcb9jTiac+LECfr+++/F/R9++KHodt24cWPKyMgQHqHFixfT/PnzA75WAADwF+yTUZrXlSoWbYuSJOnMcoqPi1T9F1/BKoTSsnOFoNJGVhQRJPPUdXVswieQVWNyw0clIqRN+ykCTi/6k+40IpRrS+MlFvc9jVTMOmaDU26eIp/keTSGowGs2vf93K/2ldjaz8Vf6ck8Z52lPSTXi9SYqSJC8qgNrWKOjY0V6bFAjdpYv349XXfddbbbw4cPFz+50/WUKVNEVOro0aO2+7Oysui5554T4qhYsWLUrFkzUeUmPwcAABidVVLUZ9amE1S5dJy43rxKgogOcedkrobSG8TJ6TLlP34WBunZriMa5XRKsws6S/svcqAejJplqwaTuZyZI6Jb7vTw4eiGkgZjE7gScfI1IsSUiInwuru04hF6+NqawnD891b7BopaHM1HiwpQaszipLO0pyipMY8iQmYSQjxqg0WP9qAp2/hn586dRddnNlb7E674cpZzZDEk8+KLL4oLAACYmUVW3w5zOjVDXJS+ON0blqc1B8/Tba2riG1aEy0PX1XgaJCSGnMWmdDz1CgpGX+mMOSGj0qPHp4lpqXzu/+69XyxkRG2SfFyDyFfPUJMMR/mjSlCiMWkYk72Fn+nxiKUztK+hIAc9hHyICKUY6I+Qtw76JprrhE/FUMxX+fSeS6n5zEYbKLWS58BAADwjJX7z9lmZcnl5Xxyr1I6jmqWKU53ta1GkdYzmpIaU+BoiHLyZBGkpMY61inj8DX1hIM/UmPs/+HeQXoeISU1xh2jmaevr0PFoj2bp8UeKWUchoyvVWPKgFbGO4+QVQhFRLg0O19Xv6zT+xXTur8Is1WNOe4s7QrtlPmC8nmLKSJCHguhoUOH0oQJE6h79+5UsmRJceHr7733nmio2KlTJ+HNYXEEAADANzZJZeXdpJMkVzLpTR/XRoRYGLFAUE7iShl9pYRYeqJbbd3X1BMgysnO2xPW9hMpdMvnK+m695fYTrQqj9DVTFFC//2qI7Yu2Xol4tzo8camBR2iZfgxemv3ZJxGID1CMVHhToUQ+5vG3tLM6XP52yMUbkuNqbd7Ep/Rfk7Kc2mfU26XYOry+QMHDqjmdinwtoMH8818devWpXPn3O85AAAAQB+lEeIjXWqpIkJNKyfo7q+Uz9tuxxaIg0Pn0mjSsgM20dCzUXlxcuKokoyewPI1IrTywDlbVConN49u+WKlrWkiwx4g7iQtN0bURreY9rWS6PoG5R2+d72IkBIt84XiVo9QmhOPEFeHPfnjRvpxzRG77QxH5mKcCKHIiDCXESO/p8bCwnxOjfF3SX/6vHo/Tsca0Szt8RHl5oQc+Tl79qxtG19nLw6nzJh9+/ahESEAAPgBpVSeTzalrdViTBNHQsjagNB2Oy7KFhGavOKQ6FbMTQrva1+dWlYrTRtG9aD5w7q4XIeeWXrhzjPU5s0F4uTPvYjOO5nFpUQemHWHL9KmowWRLuV5lW7YfLK/wTodXgtXzClNFrVw0Erx8vibgoiQYyE0e/NJ+nvbKXp55nZVqsndiBBrAW2aiZHbBPjbLB1mfTlnfYRcofiyXKXG9KJZLAzvaFNFdEQPFh4f0W+++UaUrVepUkVUiPGFrx8+fFiUpytl7qNGjQrEegEAIKRQPDMsAOQTjqOIkLZqjEWDEhHacOSizX9TNbGYrRxfPkHp9eaRIxF8klNOdEO+Xy8aG/LJnxsxLtlT8A+yFrnqa+txtQhSUCbDfz2ojXiveqkxFkeOhBBHm3jMiOLnYT66qwX5gxJumKXlVN9+a4dutUeII0KOfU+cLtQKpc/vbaXybPnfLB0mftqP+vLeI6T4i7Q+Iz2RN7xnPRp3W3NqUME+01RYRHoztmLnzp2iF8/evXtt27jTtDLVnSvLAAAA+A43UWRKxUXbqsUYNkrrISqTwsNsYqVyqTgqFhWpOiE3qpig+ziOXHRyYKKWIxGcxrhwNcdpFZiWM6kF0SJlur1Cw4rxtMsqghjlxK9N8ylCqLg1OqNXjs9T5ScNbCOq0FpXL60aHOsLylqUVKUeshH80LmrVK98SU1EKMJlaizKeh5V4P1lARGMztKu0KYeHabGdEScj0V0fsGrGCILnt69e4sLAACAwMEjMBhOi7WrlUjfLj9EfZtV1PXxKMhdglkwKakxhUqlCkrqFX57rAP9tPYoPXdDfd3nlE/GbJjmcRxanPXYSb5cIBIOnlMPhP3hobbU5s2FdoNTHaXG5PfD61LSdUrUxpGY8wWliaVeeb/CcWmsiVxdJnuE9KIiCpHh4ULIye8pNipCFbFz9nhvCHeQGvMEbZRKiS7ZpcZ0PEJhFGZOIbRo0SJxSU5OpjxNPI0HmwIAAPC9iWKZEtG2CARHJNgsvfx/1zkVQVp4X20qSa/BYLMqpcTFEXKkgifQK1Pqtc0P3YmWHDx71a6q6/fHO9KtX6xUR4R0UmDlSsaq0ncsFD67pzmNm7eH3rutOQUKpfKMq+5YaOpVQMlGajmFplTacXRH9kppUUQOC4ts6xDz/IhQuOr9+pNwqbO00guQ8UQW8br5YYruySvqEaE33niDRo8eTW3atBEzuzz5hQQAgFBNb3FEpK41VeKK0ykZdPdXq8V1xe+iRDvc+ZvL6TAeuvpol1r6lWRelJPzCVNpwsgndu1QV21fIGepMe28Mz5Btqxaiga0qCQ8S4qPRrvOtjUSRdsAuesy73tD4wriEkjk6BSPv9DrTSQ3qJSjY0pqzFXpuyIURBrSeoz4/clpSWepNW8Il75PrF+Um56mxtaM7E6/rDtG78/fa4tIaj1CelVjRtAQHguhL7/8UnRwvv/++wOzIgAAKGI89N06Wn/kIv3xZCcx0NQVcvRE6VtTzFq+7Q7fPNCG1hy8ICrDtCdxjrI46+fiDPan5GTlii7AJ61CaFTfhmIOGJ8AHaXG+H5H3hrlxM5C68O7Wqruk4XQVwPbUJd6ZcSJU44IFdZ5lE/2JWMiRdTrkgMhJKck5X5DikBiD5CziNCNTSrYpZq40kxOKTkzW3tDhLQe9vaEe5Gq4vVypK5NjURNRMiiG32SCb4M8kII8fyujh07BmY1AABQxGBjMYsg5tcNx9wSQnoDRos7MAjrwRU4chWOXH3FERdvyY9o5A8zPXkpX6zVSCpuG48hzw6TOXxenQpT4HPwkhe6OXw9ed3cSFERAXJ6yI+TIVySUCxKCCEeDFuT1L2XnEWEFIHEKSQ9DdqjYTnq3aQi9Wte0c4QrU2N+TsiFCY9nSxcLB4kx1jg6Q1w1abG9N67AQJCnpfPDxkyhKZNmxaY1QAAQBFj75nLqvJqHri5dK/jMnO91BGfLByVtbuD3JhQ7kXkKXJTRSVqxdPtS1i9PHL5uMy/u/Xf75sDmlDFBP3qN0b2NsmtA9QRrcJTQlWtFWh6/ihtREg2S+dYjc8RVjO0lvoVSopZcYrQU0WEtKmxqMCmxrwRmMr3QluBpn0OPWO0KSNCGRkZNGnSJDHFnae5R0Wpf6l4/AYAAIB8lu8r6LI/e8tJ+mPzSdvtOuVK0J9Pdbar6tJGVrg3jt4J1F3k1Jgvc7eirf/5sxBSxBqLFUWkOIoI7UvOFw71y5ekPZIwLO4iyiULHqWzMwXxVNqmRmnRDZv7Md3dtprTiJAyyiR/e57NI6O3Wq15Xf6sY7kJo1QpxoNlA5Yay5MjQu6jmLyVZTvyCOlFf3z5XgdNCG3dupVatMhvULV9+/ZArAkAAIoEnOJSZmfp/YfMnZSX7TsrpsjLaL022s69niKnmCpI0+g9RYlMcD8ipcMyd1xW0jWO5kUp3bF5lIcshLQCUAtXzbnyxvgS4fIUZRSJ7OGSyZWqqDnyN/aWbHHslYgQp5D0zMFaISQLCBER0niG/EmYtBxvS+iV9RU0Z3TgEdJ578GXQV4IoX///TcwKwEAgCIGNw7k6iqlWaGCXGrMYqhXY/XjrvhZCFWWmi+WK+n9KAMlZcNVU8r6uZpN2e5oXpTSVbp6krq5oavp8nXKlaSRNzagsk7WrPQcKgyU9GRmtv77VASPwvbjKdSxTpkCs3R4uO4sNG78KCM/C3935LJzv5ulwwukiNwNx7Pp89rUmAOPkJ6GM4BJyC9DWfiAzZ07V4zf+O233/zxlAAAYHqOX0wTP7k0nE+GnFKZ/kh7MTj08yX7adzcPSoPkYJ2jIMrweCK6tZxGkymD8MtlRPeygPnbecwkbrRmUMmc8HahLB6UnGP39cjXWo7vT9JGkQbaBSTttLkUoucWmKUTuA8ZFZJjd3YtCLN2nyC2tZMpL5NKwqRWEMz9FZWQixU5CaKgSyfz/MxIqQ8V0Fn6SIaEZLhmWPcQJHL6Xnwao8ePfy3MgAAMDnHLuQLIZ7r9Wq/RpSWmSvMxUwt68nvyPn8fWS0gz19jQjJEYVmlV1XrblKjSlT4otHR4pUj3IiVEZ4aLlwJV841NBEhOKsoz+84f721enndcdoWI96VNhCaO+ZK/TOP7vppT4NdIVQ1cQ4OnYhvUAISeXzLBqnDG5re4xWHOoJiOhANlQMc/y67lLC6t9SoksFs8Zcix5n7QQKC4+/hZmZmSLqw9Gf5cuXU25uLr3//vv00EMPUXx88IamAQCA0Th+Md1WbcReEdmrU7lUvijQa0yo9QhVsoonX+AJ8xyR6mPtVeMNsmlXjujI1WR6Pimlp041D1NjzhjdvzGNvLGhS5+RP5Ff68ulB+iZ7nVsU+llwcMNLVkInUnJUAkkTo25g7b6TilPD0j5fFhBV2glkuPt9HmtWVorrPT8UaYqn9+wYQM98cQTVKFCBfrwww/FYNVjx46JuWO9evWCCAIAAA1KB+QyJaMd+nbOXs606xuUrrldzgeDswIPAOVKJ1+qdLSdkZUToDOPEL8/sU9kOFXSlMrrjfpwF9FYsRBFEKNtYaBtc6AIAKUlwLmrWSI6IkeE3EHunK2NmvjbIyQ/v6p83oO6MZsQsn63HAkh3T5CROaJCLVr146efvppWr16tZg2DwAAwDlKtVSizgmfq534xMqih7s01ypbwnafNsXkqBqrsNFOPlciOsp2vXUqw1bLx8fYiTC5v5EZ0Aoh7eekCACl/1F6Vq7KN6Q3YsJTQ7O/q8aUEvpcsviQGovUFVRas7TpI0Ldu3cX6TCeM8bGaE8c5QAAECr8tfUkPfbDBlH5xR2IHXVz5pMCT4bXS49lShEhPgne196+Z00wsIsIWdNCipmXIx9K6bR2xlj5krGGnDPlCbHR6vevjeTl6AghubeQu6NNlJYAjSrmZ1p6S+0VtJPe/UGYJqXFeHKKVwSx0pNISbFZ3IoIBf874LYcnzdvnkiFTZ48mR5//HFKT0+nO++805RfZgAACBRPTdskftZZUsLmEVKmqeulx/YlX6ET1v0UMqzl2eNvb07dG5bzaSyGP9GehJX5Z3Ln4+y8PIoJL4icKD13ysXnV3c1qRxP20+k+lTGb5iIkKaMXukjVNLqBUvLVgshV0NXFaYOaScM6c/dkJ99aVcricbd1kzMOgtEA8JwvdSYB0JISdcpFihOGXZ971+7KjrTR4SYqlWr0quvviqqxX744QdRKRYZGUn9+/enkSNH0saNGwO3UgAAMBGf/rvfljpx1PSPTbWMIpi0kQb+T9soIkjvpKX1COmV0CdbPUI8lJP5dtA1dHPzSvT5va3IbGgrtjJz9CNCSqooPSuHcnM9jwg1rpRAE+5oYft+MHe0qUp9mubPIvM3ERpvD+NJzkdJ18leJq6G1H6v9d69EQIpXsfYevbsKWaOnTx5UniH/vnnH7rmmmv8uzoAACgCOBIzVayzq7SpsQzrCdbfpdK+om0YWFxTNabnE1IiQuWthm82fn98d0vbpHIzoY3ouPQIZeeKCJmvHqFAE2ZdlrceIUUIuxJ6Ru0j5HOysXTp0kIIbdq0idatW+efVQEAQBHh03ta2pmMtZVjK/afo08X7xOeEjnlEghjrC9UkiIUjFI6zidA5SSorRxLtnqEzJgKc4VWCOl5hBRxxMfHCNEPPSI0U+MZT3zAtcrm90Jy9fb0ugcY4ZC49Vt29OhRt56sVav8UOeJEyd8WxUAAJgQrVH472c6003NKjncX0l9cPro/fl76dcNxwwdEbq7bVXVbXkQqhIVcBURMjvs1dEztTOK6CkRY/UIZeXahKFRo0F6U+MZPRnUrmYilZE6eVdMiKUtr95QIIjDPI8IGaGholtCiFNejz76qNOIT0pKCn311VfUpEkT+v333/25RgAAMAXajtBK1Y8jlKoxhW3HU1RmaX83z/OVuuVL0tcD29huy80ElcqxLCkixOMjlM7ZXD5fFGCvTvtaiXYRIY6g6KXGbANXDS2EyK3U2Bf3tab3bi8Qgvw+EyT/m6vUmFHN0m5Vje3cuZPeeust4QuKjY2l1q1bU6VKlcT1ixcvivt37NghIkLjxo2jG2+8MfArBwAAgyHPCPvk7pYuUyFlS8RQq2qlaOPRS+J2aka2yixttIgQ09YqArQnvoJ5YwXiYP6O00IY1S5bnGpLfZLMjlIlJQsh2WisCCHWFYo4lsecGI1wpexdlRuz348jPmFOojmuvu8G0Dy6uPXJJCUl0YQJE+jUqVP06aefUt26dencuXO0b98+cf+9994rOk+vWrUKIggAELIoU+PjYyOpX3PHKTEFLoWe8UQn+soaZVFM08oJ1ohCiEu4FRRPk2rMRk7BGVSZtcUDRgNR9h0seNCstmpMLpMvaU2NManpViFk4Pcf7mZnafb4yGJHK3xcRYT04k1G8E151NYzLi6ObrvtNnEBAACgPyNMKZ92F/ZaKMZi9hkpPptYg6XGtCcuuaGgrbt0bsG2c1fyjdKyr6RIRYSkPkJyNIWPBV/4c1TEsbvjNYJrlra43E9+F9oglzMd1KNheYqOLKJVYwAAANRztUo7aKDoiIS4/AhCSnq2Kt0SY8CIkEzLagWT7PUm0J+3Tp0vekLI/r1qO0grzRcvW9Od7g5cDQZhbnaW5siRHMDRpsYcGZ+/vK81fT2owFvmzmMKE3MNegEAAIPCJ7wh368X16trpqy7QjGc8omVxZCCESNCzJLnu9HWEynUSxr9UJAuyiv6ESHre5UjYtqZYtwMkz/LVOvnaeSIULitaqxgm8VhRMjz1JizSJEBdJC5IkLLli2jfv36CaM2fwCzZs1y+ZglS5YIE3dMTAzVqVOHpkyZUihrBQCEDmwQbvr6fNttT//7LxEdaTtZKOXmfDI1qsG2Rpnioju0fCJUKsjSJMP4OVtEyDjdsQNlls6xNk7kQ8J+qDhrs8nX/9zpUVfpYBBhXZvcO8jiwCwtvw2ttnPkg1KEVqtqpe3uM8JRMeZvmQOuXr1KzZs3p88++8yt/XkUSN++fem6666jzZs307PPPktDhgwRc9MAAMBXOCJw8OwVOnohv0RcQY6UuAOfOOOt6TFlJIURjdLuDN5Mk1oInLO+l6QimxqzjwgpYkA7lyzKJKmxlPRsevOvnbT9ZH4rB+33VBa/elVjemJI2W1Qxxo0ZkAT3ftMkRrjGWM8U4xL54NFnz59xMVdvvzyS6pZsyaNHz9e3G7YsCEtX76cPvjgA+rVq1cAVwoACAWe/HEjLdqdTIM71bBtG9W3IfVp4pkQYkrFRdGltGxbRMhoPYRcUVyJCFkryVgkXrYahblNQJGPCFn7BSniQBGGCkaOCIVLqbF3/tlNP6113ERZfh96lYDsFcvJy9V9fr7v/vbV6cMFe+n81SzDxITc/k07fvy4ECFVqlQR0+d5tlhWlvJGjAmX8/fo0UO1jQUQb3dEZmYmpaamqi4AAKAHiyBm8orD4mffphVpyLW1vCoVVwzTihAya0RI6ZujnOi443R8XGSR9AjpVY3ZIkJSs0kmysDCNkLqLL33zGXn+0pvQ+9rrueFchb1MYI+dPuT+fbbb+n06dP0008/UcmSJUWaqUyZMnTrrbfS999/TxcuXCCjwestX768ahvfZnGTnq4ecqgwduxYSkhIsF2qVlW3lAcAAHc7RXtCydgola/GaHPG3BVCSm+hgrRYtCF6xQQ8NWY11SgiOE7z+UUb2CwdJnWWdhWJlNNhehVf2sG0evvJN43w3fDoNy08PJyuvfZa0T16z549tGbNGmrXrh1NnDhRGJi7dOlC77//vqlnjY0YMUKMC1Eux47lz/4BAABXVLD2A/JFSFy4avUIWdMvZqGYtXeS0l37iNU3VbYIDlvVS40pRmMldSSPH3EkEIw4dDXahRBSpcZ0RIyeR8h+P6nyjIKPT/FK9tzw5cUXX6SzZ8/S7NmzxYV5/vnnKdhUqFCBzpw5o9rGt+Pj40VzSD24uowvAADgKRV8GCyqNGHk+VxyObpZKC6Zpbkp5Pcr89OFHWonUVFD7iN07EIavfjbVupav6zqxK5NbRq1AlDlEcqz2IbnOkIWNXq+J/2IEDmJCFHQ8VvitmzZsvTQQw+Ji1Ho0KEDzZkzR7VtwYIFYjsAAPiCai6TlfK+RISsk9yVJoRK1MEsxElm6Y1HL9L6IxdFdODONkXPXlDgEcql//2+lVYdPC8uslDQnvyNnBoLl1NjLrxpsvjRF0J6HiFNakz12sE/LsaVqDpcuXJFlMHzRSmP5+tHjx61pbUGDhxo2/+xxx6jgwcPiojV7t276fPPP6dffvmFhg0bFrT3AAAoGiijE/wVESpujQidN3lEiMeMbDuRX3rdtV5ZqlWEhq0qKGlLjgjtPJWqe9Lv3rCcaVJj4VZBk+tGRMiVEIr0MCJkhNyYcT8ZHdavX08tW7YUF2b48OHiOpf2MzwUVhFFDJfO//333yIKxP2HuIz+66+/Ruk8AMBvc8XkP+6++GGKWyMqSmdps1WNKVVvl9KzaZdVHDSunEBFESUitPnYJdHyQO+kf32D8rT4ua7mEEJhBR4hVyZ9VWrMXY+QZpuqOzUFH1PVNHbr1k3V+VKLXtdofsymTZsCvDIAQKhHhOJjo3w62SkRIQWzCaFE63w19jgpoqhKKe+r6IyMs7SlrA1KxBZ8pkYesRFhmz7ve0RI73fAzipt5qoxAAAA+kLI04nzjlJLCmZrqMhl8sz5K5m2qFZR6x/kzmcjR0zM4vMKUzpLWywuzcuqERu6FWLkRkRI/3qw8PhbqlSFaWFVFxsbK+Z5cUoKAACKMlcy1EKopPTfvz8iQsqsKrOQVDw/LZiakUMbjlwU15WxIUUNZ+kjtRAq2M9JMsNQqbFcnSIAvX0ddst2I13mbExHMPD4N3fAgAHiTWhTVMo2/tm5c2cxELV0afsBawAAUBQ9QvXKl/Tp+Ypbq8bkVJuZUNJhZn4P/k6NyULIlcAwRB+hPAvluFinqz5CerLGmdgxgA7yPDXGxuNrrrlG/FSaDvJ1bqz4119/iQnx58+fN0QfIQAACBTKHC2FR7rU8un5imsa8JktmqI3VkRPHBUFtANVHZ305cgHl6abobN0rnVmmjtCyNmAVUeP0e5jAB3keURo6NChNGnSJOrYsaNtW/fu3UVa7JFHHqEdO3bQhx9+SA8++KC/1woAAIaLCHWrX5Ze69eYapYp7tfUmK+ptmCwasT11GHsYtOKOXfRep/iYyNFStBZhMPAOojkztLZeQXdsl2O2HCri7S+YDKSEvI4InTgwAHRmVkLb+OePUzdunXp3Llz/lkhAAAY2CPEvYN8FUF6QsiMaaWKCXGUZK0eY0r6aCA3S0RIHqfhKA1k5IhQuNRZ2lUKT47u6L1V3dSY04hQmPmEUOvWremFF14QIzUU+Do3LeSUGbNv3z4MKwUAFDlkb+QV65R1rYDxV9WYWSuulA7ZjiIGRQFtyXdUpHNxYHSPULiUGstxlRqTU39uPr+235AsfozwFfFYCHFDQu7oXKVKFVEhxhe+fvjwYXGf0gF61KhRgVgvAAAEhUnLDtA1by2ig2evqCJCvpbNF6WIEDP65iYiSvb9g20pVJB75ziOCJEpqsZyXKXGJNWg91YvpOV3RnfbI2QAt7THv8ENGjSgnTt30vz582nv3r1iW/369alnz55iOr1SWQYAAEWJt+fsFj9fnrmdfnqkPV32sxDSplvMKoSua1COVo/sTqECV4bJTQgdndadNQM2ihDKdSci5CKEk5ya6fIxqj5CwddBngmh7OxsMbWd53v17t1bXAAAIJRQZkvtPXNZ/KxS2j/dk7VppIqlvJ9bBgqPkrFRFB3pOiLEIsOoRFi/eyzWXJXPu+r7ozeDzz4iZKwRGx6lxqKioqhatWqUm5sbuBUBAICB4a7Je05fpj1WIdS6RmD6pRl5NhUooH2tRNVn5UgnGDk1FqZ0lvbULK0jY/h4uBJP6ohQ8KWQx79pL7/8Mo0cOZIuXLgQmBUBAIABkUuAZ246IcqhSxWLonIl/Re5KWMdU3Ft3TJ+e04QGGY/1Ynua1+NxvRvQlHSHDHtSV8ZxNtTM43eqB6h7Fx9j5DyHvUGrcp8fFdLcVycls+rPEIUdDxObn/66ae0f/9+qlSpElWvXp2KF1eXjW7cuNGf6wMAAEPAHh6lieLqg+dVg0b9xc+PdqBJSw/SnW1RdWt0mlUpJS5MtNRpWjYTM3OeuZY2Hr1IPRqWJzOkxnIdRIS61S/nlnApFx9Lj3erQ1NXHy26s8ZghAYAhBp8gkjLLrAEbD52SfxMLOZfIVS7bAl697Zmfn1OEHiiIxynizgi1KtxBTIyYVJqLFtHCDWtnEBv/19T676uWwVoo0ZOPUIGCAl5LIRee+21wKwEAAAMSmZOnu5/yqX9HBECRaF8nkxHhGroqjo1dlvrKvT+7c09ej5tVMxu6KqD68HCKzfepUuXRM+gESNG2LxCnBI7ceKEv9cHAABBJy1Lv0BE7qIMQhe5aswIEQ7vPUIWl+Xz7qCNCDmrNDPl9PmtW7dSjx49KCEhQTRRfPjhhykxMZFmzJhBR48epe+//z4wKwUAgCDAfiCuEtMDESFQFCJC4dbl602fd/Z2HN2nTYU5b6hI5osIDR8+nB544AExRoMHrSrceOONYvI8AAAUFTKyc+muSavptdk7dP+gIyIEGHX5vAHO7D5UjeVqhZCzeakO7tRuty8aM9Yx8lgIrVu3jh599FG77ZUrV6bTp0/7a10AABB0lKaJCtUTi6nEUGk/m6WBebtLmzoiFFbQWdofM9GcmaPzb+tfN40QiomJodTU/M6qMjxuo2zZsv5aFwAABJ0dJ1PtKoB4jpaCv8vngTmR+wiZMSIUIZXPs0/I1+iNq15DRvMIeSyEbr75Zho9erQYt6F86OwN+t///ke33nprINYIAABB4eSldDsh1EbqJA0hBIqERygsf9HsD9JOAvFGp2irxrS4U4JvaCE0fvx4MV2+XLlylJ6eTl27dhUT6EuWLElvvfVWYFYJAABB4NwV9SRt7iLduU5B12cIIcBEujF93shEWiNabJa2iwh58XZcRYTU5fMmrBrjarEFCxbQihUraMuWLUIUtWrVSlSSAQBAUeLcFfUk7fLxMdS7SQV64betVLpYlG18Aght5D45JtRBpKTGsnPthZAzHDZUdBEWM5pHyGMhpNCpUydxAQCAosp5SQixCOrforKYNr5qxPUihRAbVTBaAYQu8onfjBGhKOv6uZmivVfa8/fjyielEkJkktTY9OnT3X7CY8eOiWgRAAAUldTY5MHX0OLnulGFhHyjdMWEOKpUKi7IqwNGQRY/5jRLh0seId9TY66Q02FGOF5uCaEvvviCGjZsSOPGjaNdu3bZ3Z+SkkJz5syhe+65R6TJzp/PH0gIAABm7iF0/GKauN6oYjwVj/E6gA5CKDVmRrN0pNUjxF2lPSmf99bfY8rU2NKlS2n27Nn0ySefiLEaPHG+fPnyoqHixYsXRf+gMmXKiEaL27dvF/cBAICZ4W7SfE7gponl4AUCTpCnqxvgvO61kMsRZmn1fYF+P0Y4XpGelM3z5dy5c7R8+XI6cuSIqBpjAdSyZUtxCXdVMwcAACYg+XIGfbBwr7jeqFK8IcL3wCwRoTDTepxyhUfIk87S3r2eqmrMAMfL41gvC58BAwYEZjUAAGAAnp2+mVYeOG9LiwHgdkTIACd2b4Vctk4fIWd4/U5lTxUFH4RwAABAgyKCmIYQQsCDvjnm9AiFi5+5OuXzej6g6+rnT5G4q201r15PfkYjRNDg/gMAAIlTKemqkvmejeB5BEW7j1CkzSPkXmrsm0HX0JWsHIqPjQodszQAAIQC6Vm51GHsYnE9OjKcVo/obspUBwheaswIEQ5vPUI5OmZpR+/XWxHEGO0ImS419tlnn1GNGjVExVq7du1o7dq1DvedMmWK+CMmX/hxAIDAsfrgeVq69yyZkS3HL9mu87kBIgi4gzRhw5RCKEpJjbEQ0ighX9+N3uEw/ayxjIwMh/edOnWKAsnPP/9Mw4cPp9dee402btxIzZs3p169elFycrLDx8THx4t1KReudgMABIaUtGy6a9JqGvTtWjqdkqHqzGwGthwrEEIdaxfMFAPAnYaERjmxez9iI08nNeb/N2Q0j5DHQogbJm7evNlu+++//07NmjWjQDJhwgR6+OGHafDgwdSoUSP68ssvqVixYvTtt986fAx/iBUqVLBd0OMIgMCxdF9BJOiuSauo7duLaNPRi2QWDp/Pb6DIvHtrYP+egaJqlg7+id1bj1Cum6kxXzGaR8hjIdStWzdq3749vfvuu+L21atXRSPF+++/n0aOHEmBIisrizZs2KAa7sp9i/j2qlWrHD6Oh8JWr16dqlatSv3796cdO3Y4fZ3MzExKTU1VXQAAnkdUWFTwH9b/+3wlpaRnkxk4cSnfKD3u1mYYqAq8So0Z4cTubdVYdq7/VVBMZLjzERsGcAx5LIQ+//xzEf358MMP6dprrxXpKY4QsVdn2LBhgZv5c+4c5ebm2kV0+DZ3ttajfv36Ilr0xx9/0NSpUykvL486duxIx48fd/g6Y8eOpYSEBNuFBRQAwDmpGdl0+5cr6Zvlh3Tvb/7GfPpj8wkyOietQqhyacwRA96lxswcEcrKybO7z9e3ozuY2OwRIaZPnz50yy23iOGqR48eFdGhJk2akNHo0KEDDRw4kFq0aEFdu3alGTNmUNmyZWnixIkOH8MjRHh2mnLhIbIAAOf8sekErTvsPAU2VDQpPEef/bufcnLt/+AGGx42qQghDFQFoRQRipA8Qlp8jdjERkY47yxNJiyfP3DggBiuylGYefPmiTlkPHpj6NCh9NZbb1FUlPclda46WkdERNCZM2dU2/k2e3/cgdfGo0D279/vcJ+YmBhxAQC4z5XMXN3tXeuVpeZVS9HHi/aJ2/d8tUb8rJ5UjG5qVomMxKW0bErLyn8fFa1T5gEIiYhQhGMh5CsxUc7jLUaozPQ4IsTRlZo1a9KWLVuoZ8+e9Oabb9K///4roi1t27YNzCq5p0d0NLVu3ZoWLVpk28apLr7NkR934NTatm3bqGLFigFbJwChiDKlXUvVxDga3rMe9WqsTmlvOlrgJTKaP6hMiRj9cD4Abpilg39a95xIq5ALSGpMLyJk9tQYe4SmT59OpUqVsm1j382mTZtERVkg4dL5r776ir777jvatWsXPf7448KszVVkDKfBOLWlMHr0aJo/fz4dPHhQlNvfd999onx+yJAhAV0nAKHGwbNXbdc71UmyXa9VpoT4eX/7Gqruu+wl6v/pcsrI1o8kBVMIwR8EPEWeN27GiFCE4hHSTY35RmyUK7O0CVNjXB2mR8mSJembb76hQHLnnXfS2bNn6dVXXxWpOY5OzZ0712agZr8SV5IpXLx4UZTb876lS5cWEaWVK1eK0nsAgG/sPXOZnvlpEz3erTZtsJbIv3FzY+rfohKdSsmghTvP0G1tqojtneuWoX+f7ya23zExv8pzy/EUWnvoAnWplz+3yDBG6VJIiwHvIipaUWQWoqypMb2IkK+4iq4aITXmsRD6/vvvnb4hR0LJXzz11FPioseSJUtUtz/44ANxAQD4n+d+2UK7T18WJmiFe9tVE6W4pYpF2w0rrZpYjCprTMgPTF5LdcqVoIn3t6GaZYpTsODI1Bt/7hTXtWsEwDOzdPBP7H6NCIX5XwhZyGKoIbUeCyE2RctkZ2dTWlqa8PBwc8NACyEAgDE4fL4gHcbc0rKyrR+JsxlFb/9fUxo5c5u4zc3b9p65Qt8sP0hj+jcJ2knklVnbbddRMQY8RU6HGeHE7m1EK1unj5Cvv5N6fYRUz2+A5JjHQTxON8kXbli4Z88e6ty5M/3000+BWSUAwHBo/T0j+zZ063H3tKtGi5/rqto2dfVRevPvXRQMuFLm1w0FvcV8GSYJQhM5NWaEE7u3VWO5Om2lfX03bWsmOt+hqEyfr1u3Lr3zzjvCjLx7925/PCUAwMDsT76i+u/x/dubi2ord+E02KNda1Fqeg79tPaozUDNc45KxETSM93r2gZBFmY3bOaaGi7+cAPg1CxNpiMyAIteMKwLrdh/ju5rX93pfmFFRQiJJ4qMpJMnT/rr6QAABoWrq3pMWKraVrdcfnWYu3C4fUSfhrbnW2adVj95xWHxM6l4NBWLiaTD567S8zfUFym1QME+J6Z5lQQaf0cLqpZULGCvBYomisfG7B4hXbx8O3XLlxQXVxjhaHkshGbPnm3XjZWnun/66afUqVMnf64NAGBAXpX8NMyjXWpRsyoJXj/fpPtbC2F1/GJ+1RYzbt4eW3NDrjgL5CR4rn5j2tdKEsZtAHyJqJixfD7aiY8nEKk+ecC9EY6Xx0JowIABqtusfnlsxfXXX0/jx4/359oAAAbj5ZnbaNHuZNvtaQ+381mkcFXJDw+1o/fn76H65UvShAV7bSKIWbb3XECF0KFz+abv2hBBwEvkk7kBzuseE1vIDURlJ5IRjpfHQoi7OQMAQo8LV7PoxzX5fh7m72c6U+NK3keCtJ6hz+7Jb8i6fN85Wnv4gu0+Tpu91KcBBb5/EKrFgB/6CBngxO7Pyq6wAL8fI5jLTdj6CZiZ9KxcGjFjGy3ZUxBVAIHldEqGSGH7yoWrmarbFeID03jww7ta0Ki+DUW0idl5KpVS0rID8lpztp2iA9au2CibB6HaWTo6Ityh4An0uzFNRIhHW7jLhAkTfFkPKOJMXnlIVAnx5fA7fYO9nCLPzE3HadjPW0RE5bGutX16rnNXslS3E4tHUyBgQTLk2lo2sXU6NYMOnrtCLauV9ltka/CUdXR9/XL0wcK9tu0YtApC1SwdFhYmZoKlG2jkjeGEEM8RcwczfgFA4XLusvpkCgILR9+Yd/7Z7bMQYgGh8GyPuoXy+84pMxZC7OPxlxCauvqIKJnXls1j0CrwhxAyY2pMmQmmJ4QC8mtuRrM0T5cHwB+UiMHJpjDhnjwZ2fkChtNjvoiX81Yh1K1+WXq2Rz0qDGqUKU6rDp4XQojXn5mT57NgCf6fXVCUp8+blRgxJT670D08Rjh0bnuEeIK7P3wGILQpHlOgvfW6mIJA/HHL55KPPpvzV/I9QhUTCs9LU8s6f+zguatiplnbtxbS9hMpPj1nXDTEOAhcRMisf9VidabEFwYG0EHuCyHuHs2T3+VJ8GfOnAnUukAICKHLGYExwPoTFv+7T6fSpTRzpvTOSwZnJaLjKZk5ufTW3zuFsZgpUyIw3iA9lEGsf289RbO3nKTUjBxbus9brmTm+Gl1AOQjz9jLDsAE98Ig1kGkNRARG3noqhEsNW4LIW00aM6cOXT1qnroIihc1h++QH0++o/WHiooNTY68nc+Jd34QohPvr0//I+ue3+JqHgzEzxDKyM7T9fj4wnfrzxCX/13SAxHDaRJWo+aZYs7/SPqDZcz7IXQxPtb+/ScILQpLkUZ5cagZiLGkRAKwGupGypS0EH5vIm5feIq2nUqle6ctIrMQo40n+pigEqi/cnP647Z1qo03jMLVzWRD235u7tsOnZRdbswhRCnxgZ2UM8q8lVAayORu8f0pl6NK/j0nCC0kaMah8+b6++Ey15CAYjY8EzBgqcPM48Q4sVqF2yENxDKKN+lwrRusa/n/m/W0Ouzd3gdpVBIyzJ2ioLXuv5wgQi4a9Iq+nTxPt19z17OpDyDeZ60kQ9vU2Nbj6s9OZ4MV/UV/hszun8TWji8C9W2RofOa8r4PYE/J+1xQbUY8AclrWn/em7M1zIisYX4e2Csv5QedJbm1NgDDzxAMTH5fwQzMjLoscceo+LF1aHrGTNm+H+VwDCsOXSe/tt3Tlxev7mxx4+XDdJcAWT0CetZknBjf8r78/dS6+qJ1KF2Eh09n0Z/bTtJ1RKL0VPTNtGQzjVp1E2NyChovTAXvBAQ3HVZG+ovzIiQQp1yJemPpzpTk9fmifEbLKKLRXvWGH/i0gM09p/dqm1VE9FEEfiHv57pTNPXHaMHO9UkMxLrICIUiHCH0f5pdPsvyaBBg1S377vvvkCsBxgcWbywqHE6tViHHFkIGbx5l6PqpH+2n6IFO8/QtysOqbZ/vfyQTQjxL3ogJ6Z7I4S8iQjtS873BSn/8cbHRdkMzMHwYXD4nr+D3I+qWpL7Qoi/q1oRdEuryvRCr/oBWCkIRaonFaf/9Q7cKJhgDV4NC8CfMYPpIPeF0OTJkwO7EuA1hXq+lb7AGdm5qiowT1NjspHXiCgpoSql41RRke9XHXH6/sbO2U3T1x2l2U91Duo08yuaFJA3ZmllDtd19cvSxPvbiCnbwRJ4nCYrXSxaNFi8lJ5F1aiYx6X/MhzRjI+N8vMqATAnUVLlW6DxteDB38AsXQQozC+wHNHxph27bJbmsmyjkpyaQT+szhc8T3SrQ/XKl3D4H5PMRwv3iUgRp2/enauOQBQ2lzN9F0KnrEKIx17w+w92lKtUsSivDNNnUtVCqFJCLEQQABIRDn63A9Es0miz2z2ePg+MhzsnaH8hix9vysllIWXkiNDGowUm6f4tKtHdbauKWVvXvLXQ6eM+/Xe/7fqZ1AwKJqlWscDfj6ycPI9SY3vPXKa35+yiJXvOGmogaUJclFfNIeXPIioijMbe2szvawPAzEQ6EEKB6SNkLCCEigA8ObiwSJOiDN5FhPJMERE6diE/EnJz80q29F+ShyZhvX41hYkSAeJo1vYTqW6Xz7Of5r6v11Dy5YL9qye5n4YqFCHkaUTocr4Q6tGwPH01sDUqXgHQEBnhSAj5/3fFaFMqkBorAhRmuuKqFAXi9E9RjQgdvZBmV1UkH2fubfP74x2oaeUEcXt0/8b08d0t7Uq1g8k5qy+mWZVStvTQRU1USBamCpuPXVKJIKZhxXgyAkpqTIl2OYP9Wg9OWUcfL9pnS42Vj4+BCAJAh8hwfTkQiKGoBtNBEEJmgCMnMzYeF74VvfLDwixFVEWEvBJCslnauBGhE1ZvTJXS6kjIw9fWFCfTJ6+rI8rof3u8Ay174Toa2KGGiB5pq7aC2StJ6bdTr1wJm2l7xYFzNjF07EIatRqzgF78bYvqcSv3nxM/G1cqED81koJTKaalVLH8qJw7I0+4sm/x7mSasGAvnUnJ/90pHx8b8DUCUJRSY+EBqRozlhKCEDIBnyzaT8N/2UJ3Tlpt25YtCQo5yiKTEoBuyHJEKD07x0eztHEjQkqVUVlN88CX+zai1SO6206oPNS0mpQ24nJs9qAEOyrE4vlv62ywpBIx1L5WorjO/Y46vLOI1h2+QG/9vUv0Rvpl/XHb4w6evULjF+wV1zvXLUO/PdaB5j57rcdtEgIFV40x7NdyxUVJLJ2y/hPBIhYAYE+Eg9RYQCJCZCwghAwKRxJ40CRHXf7aelJsk0WN3JhQO8WdIy23f7mSmo+eL2ZkbTiiHpHgC6dSCsrI07M8FzLZkhDyd0TI07wz7z95xSH6ftVhu/sUY3GizoBRZ6kVjhRtf6MX1bJ2Qe76Hh//C3T8Yn6qrbAY/edO23UWbe1rJalSks9O30xzd5y28xP9tPaobVu5krHUpkYiNahgjLSY0spAiWa5Qk69HrD2Q0JECAB9osILs4+QsaQQhJDB4BMSN/K76ePl9OS0jeLExBU/WuQokJxuYnhK+DppNMQnOmMhOJ02atY2+m6lvQhw5rmYu73g5OlN2kdeqz8jQkfOX6UeE5bS0Omb3H7Mq3/soDf+3Gn9uUOIRkXoKcLAU4O0EiUqU7wg8nDrF6vozomr7QRrIFlhTW91qJVEbaqXpnY1C4SQnPqTu2hrq7FqljGGQVqmamL+mo65ISxTpIiQ8n4hhADQJ8Jh1VjR9wihasxg9PtkueokxdGcLCmKopArbdP2ZNAKDKUpnszy/edo6ur8//4HdaxhJ3jYjMopFZm0zFzVc8sRnSkrDlH1MsXpuvrlnL4/WcD9tuE41S5bgh7vVpt8hXv2HDh7VVxG39yEUjOybSdNPVgIctNDhckr8gXh23N2i+oqxQju7TgJfk9rp1yw3ebPdPOxi8JX5C5rD10QQnhU34Z2n4Uz+PNTGkBOuLO5MHmXLRkjolQHz+qnSt+fv0d81xSx1qNhOZefZTCoao0IsfmZv3/O5iOd1TRR5OpKJVIHAFAT5TA15v/XQtUYcIr2P/WSsZGqbsx6goLnYfEJbP3hC8IX5E4DLFkcsSjg6qG7J62mx6duoKenbaK2by+ifWcu2/bZcuyS3UgJRSzwfa//uZMGT17n8guurVJiAfPKrO3kK7Jx+75v1lC395c49UdxVZScplP4c8tJWrH/vO12CQ87Zytc16AcfTOojWrbu//sEcZdPgZ8EufIHXtyOAXKwk3L4MlraeamE/ToDxvcek3+HPl5+bPl70dsVDiVL1kQARl/e3N6+vo6VK5kvqi6pWVlGnljA5voUkRQ5VJx9OV9xiwxZ2Fa2lo5xj4nZ+nV1HR1xLJhpXgRrQMA2BNRiFVjph2xAQKPXuqEK4/0UmPafT9YsFc08+P5Sa2qlVbdx/1+uOqMy6mvb1BODLCUe9xcycoRHopVBwsEAPPx4v30ibUkvP9nK+zWoPQROmWtyGFYfHATvj5NKwiPxuHzV6lbvbK2k6psllaYtvaoGHfgiyFXfuw264ywmRuP07Ce9US6p7QmsnPikuvUStsaiT6JAY6o8OcxY+MJcXvt4Qvi8tm/+6lMiWhVt+MaScXo98c7CjNzv+aV6J521WzG9PVHLgqBqbcWFquLdicLY/CUFYcpLjqCOtcpY33O4qqS/5bVSovLM93ris+pbrkSYg0szmQ/zXu3NaPIQuxN5Ql8DBpXShARzfu/WStGf0we3NatWWuPXFurkFYJQNGJCIWFgEcIQiiIsJj5ed0x6lQnSQzsk6tc5D/mehEh7TalozGfdOuWK2nXHJCrzpTUz59PdVZ1GeaZVNoJ44rvhnEU5VGEUEp6wXNdP36p+Dn6rwKz7mNda1PPRuXEa+uZXPk4sDdHW6quB5/4X5u9Q5zMtQZgLXvPXKF7v15DKw+cF9VPbPydMH+PEHgK19QorfJTKbxyUyO6rVUV8gUWIRPuaEFtqifSyJnbVO9XO/Lh8Pk0EcVigcqClIUQj4E4aRWZu05dpkaV4kXHa/Yt8fdl6d6zNOjbtarn4dTlX1tPOS1555Es9crnf0cqJMQKH9G/1g7S97arRh2tQsqocFk/CyGG1/3L+mN0R5uqdvtdlYQQv8e+zSoW6joBMBMR8AiBYMAjDL5ZfoiaV0mgD+5sIaInWpQRB1qcGW8v66RZZFYeOEf7kwvSXnzyVcyy2l8AFkGOZlQp6ajTKc5LxL9cekBcnPHBgn004sYGwrzNPXnY06Jlx8kU6vvxcut7OE+H3+lbsBadFIlcFcUmb66CkkUQw9EzFoo8yFMhLiqCHupck/yFu12Z5Sgdl7/L6c/Pl+wXvYA+XLhPRI/mD+vqMqUo9wFyRtMqpWxC6HYdQWE0WBDKvPjbVtHmgNORMkpEjdN/d15TrVDXCIDZiHQQBYZHyIB89tlnVKNGDYqNjaV27drR2rXq/4i1/Prrr9SgQQOxf9OmTWnOnDlkFFgEMVuOp4hIyoNT1rv9WEe9g5iJyw46feyW45do4a5k2+1eHy4T4shuv2OX6JYvVtr5lhSmrTkqZlLJIkKLu2bj3zcep94f/kefLN5PA3TScMxz1qiWLAaV9IerLtdfLz9EXd771277ra2r0M0tChoh3t22Gk1/pD35E22qUk5BOepr0+jVearuzhzlYRGkRI/qjfrH1v1ajzvbVKWBGhO8I3o2LG+7ridAjYbSzVtm8JR1di0KlIhQ6+qlbaM5AACeNlQM8/trwSPkAz///DMNHz6cvvzySyGCPvzwQ+rVqxft2bOHypWzr3BZuXIl3X333TR27Fi66aabaNq0aTRgwADauHEjNWnShMwIG2I55eIsIqTcx8NC1x++aBMyfDLgqd1zthVEShT00kPMpqOXaKODPkQsxm74YJnuiYlpVDGenu1Rlx5xYPbl8RXv39bc1ihSGQnB62Ux1LtJBZFWY8bN3U27TxdEsRjuisyRoFlPdKJ0B6X87MXRa77XrX5Zeuv/mgpj8HM31BO/7C2rlaJejSuQv2HfzqNdagkx89FdLUQFWM0y+Wmrno3Ki3SmnEpk3C21b1YlgbYez/dEMY90qUUv9W7g0diVplUS6NGutSgjK1ek44xOrbIlxHGcuvqI6ns75q+dIi383arD4nujtHdQZsUBALwYukpF3yNkqojQhAkT6OGHH6bBgwdTo0aNhCAqVqwYffvtt7r7f/TRR9S7d2964YUXqGHDhjRmzBhq1aoVffrppxRsvB2LwdEerpTR9g7So2PtJBrcqYbtP32uBPKmHJwrwpyhmJO1lCkZQ40diKS/n+lMS56/jtrVShLdmPXmXb3zz24RQt15MpU+X2KfWmNRx0by12fvUKXG5N/nsbfYTxmf+URHmvzANUIEMVxJ9FKfBgERQQojbmxIK166XviUFBGkjIx4QIrcsPfJEewb0jJU2v/7B9t6LIJs6+vTkN7o38SQlWJ69G9RmaYOaac6dvN2nBFeOU4xvjdvj00AF4+GEALA26Gr4egsbRyysrJow4YN1KNHD9u28PBwcXvVqlW6j+Ht8v4MR5Ac7c9kZmZSamqq6hIItEMtZdjUyeZePbjcvMu4f20RA2ff0ZKxUfRgp5o044mOtOql66lD7ST6WUr71A5wTxWOxjiKMLAwU8x5inFXjz4f/Uc3fvyf09fhSizFfMzDUOcP60Jd6pWl+uVL0rV1y1BvSeD89+J1onLKSCd8Fi7znu0iROuQa2uq/jPjyfHcR+iGRuVp5I0N6e3/a0rVEovRlMHX0IZRPUQVIBu7vx7YRrznwhzAG2xYwHK14af3qIfdakFECADvh66GhYBHyDR/Ic6dO0e5ublUvnyBn4Hh27t379Z9zOnTp3X35+2O4DTaG2+8QYGOBrUfu8jh/XwCZ1+DOz1wuE+MI48O9yDiE6PsUalbvqQQRvxf899bT4oGhP6C0xWcDuv5wTJxm6ubWHA8f0M9en9+/vwqhSSp8zKf7B0hp8NqlSlOkwdfI4RAzRH6Xq8nutURlVDfDb5G3ObX56aCr6Q1Ev1nihk0OlC/Qkl6rV9jcZ0FD6fKWPyMvaWpSKUNsZZ+c1RIGxnyp7HbjGgbP3LjRO6tpVAsGr2DAHBFpPRPFF9VkhaYPh+CjBgxglJSUmyXY8eO+f01WJxoJ5XLJJXIFxDOUBrwFYtR/5F/55amtuvxsfoGURZGXeuVpYelvir8S8DRI196UPRrVklUNrFQ4V+k+9vnpy2eur6uiNLIaQy5VLOqG2XzDPcE4rJxZ8eG/TgM76Psx+KH02BGFUFauNP3H092ok/vaeVRR+lQhSM+3BNJYdxt6nRoTCT+zAHgSdVYtPQ7gz5CBqJMmTIUERFBZ86cUW3n2xUq6Hs7eLsn+zMxMTHiEmjevqWp+APeqlopeuG3rbYvHH8/OKriit2nLtsEjPwfsNw4kCNCzuDoEE9SL108SnSj5l+EG5tWEPOYrh2nrrCS++3w+nadTlWpei5NV9IyfBLn9chznTj9xV6gM6kZdE0N9ZgJfhyLJK5c40iXo47Q7pSDFy8C//2zSGxetVSwl2Eqnu5el97+exeNuqkh9W1akT5cuFdU1/1fy8qGSoMCYIaIUExkhK03GzxCBiI6Oppat25NixYVpJTy8vLE7Q4d9P00vF3en1mwYIHD/QsTHt3AaY/buHy7eSVRxbRrdG9aNeJ64WFhZj/VSXTO1fPZsFdIaYteQhI8chSIPUKu4DQSf+mV/wbYzKs3o0ueQF6jTDFa+dL1tOT5bipjtAKLMb3hliz8vrivNT2ok8phrwf3xuGuynpwREduEOgodWjUjsggsPDv0OqR3emmZpWE8Pn50Q705HW1hQkeAOCZWTo60BEhg9XPmyYixHDp/KBBg6hNmzbUtm1bUT5/9epVUUXGDBw4kCpXrix8PszQoUOpa9euNH78eOrbty9Nnz6d1q9fT5MmTSKjwH+0P7aOsWAqJuRXMjHNqpSyjQ+o8dLfDlU8iw6l6WF0ZJjbESFncI8b7nrN4x0UD4sCCydep/xlPm2d2u4rsoGbB2Seu5wpjgE3EZSNwFwBxxPW+T3yyIqNRy+JWVoAMPw78UIviCAA3CVC+vvKWQaFUPAImUoI3XnnnXT27Fl69dVXheG5RYsWNHfuXJsh+ujRo6KSTKFjx46id9CoUaNo5MiRVLduXZo1a5YpewjxAE29MRKs4quUjqNdp/Kr26olFggJZ5O5XcEdhm9pVYWGTt9EFRNiqXSxaLtfEhYmnErjvkT3tK1O/qBL3bLCZM2pNDZGc6sALjHXqzob0LKyuN69YXlbfyUAAACeEyWJH9lXF5iGisZSQqYSQsxTTz0lLnosWbLEbtvtt98uLmZn8gNt6blfNtPFtGxVzxyOCA3uVJP+2X6aWlQtJQQCp9T8YQzm/xDYsMv8uyfZzpDMfHxXS7qt9VnV3C9f4LQa99vhXz4Oz7or5iCCAADATxGhyECbpclQmE4IhSrcA2jliO6i6zI3EFyw84zty9u2ZiLNffZaW4NATqn5m2KSIJFTbuzJub6BukWBr/gSyQIAAOCdb1U/IkR+x2IwuzScpSaDxc4QyWysNMFiM7M75mhvkSNM8i8MAAAA85MgzeOT02SBqLo0WkQIQsiEyKJEDmcGEjkdJlepAQAAKFpCKFtqSBoIj5DBAkIQQmZEFiXcyLAwkLvzIiIEAABFi1jJkiD7UDF0FRgSWZQUVkRIfs04eHgAAKDIkpYlDbEOgEowlgyCEDIlxaXUWGEJ67ggiC8AAACFT4YcEQqB8nkIIRMiixJ5uGQgCXSDLQAAAMagpTSoGw0VgSGRezzIBrdAIv9X0KBiQZdpAAAARYMlz3ejtYcuiMHfSouWUPi3F0LI5HBX6cKC54ulpGerxoAAAAAoGtQoU1xclu09G1IZAAghk9OpdplCe61KpeLEBQAAQNElTNI+oWAJhRAyKbOe7ESHzl2hjnUKTwgBAAAo+oRLSigQZmmjASFkUniuGF8AAAAAfxImaZ8Q0EGoGgMAAACAfkQoFDxCEEIAAAAAcCCEqMgDIQQAAAAAXfETCI9Qk8rx4me1xGJkBOARAgAAAICu+AlEROirgW1o8orDdH/76mQEIIQAAAAA4MAs7X8lxL3oRt7YkIwCUmMAAAAAsAGPEAAAAABClnBVQ8Wir4QghAAAAADgoKEiFXkghAAAAACg7xEKgbGrEEIAAAAA0PcIhYBKCIG3CAAAAADvhq6GUVEHQggAAAAANlA1BgAAAICQJVwlfoq+EoIQAgAAAEChdZY2GhBCAAAAALCB6fMAAAAACFnCYZYGAAAAQKgSJvmCQkAHQQgBAAAAwNHQVSryQAgBAAAAwEa4lBtDasxAXLhwge69916Kj4+nUqVK0UMPPURXrlxx+phu3boJ97t8eeyxxwptzQAAAIDZCA8xj1AkmQQWQadOnaIFCxZQdnY2DR48mB555BGaNm2a08c9/PDDNHr0aNvtYsWKFcJqAQAAAHMSHmLl86YQQrt27aK5c+fSunXrqE2bNmLbJ598QjfeeCO9//77VKlSJYePZeFToUKFQlwtAAAAYF7CZPETAkLIFKmxVatWiXSYIoKYHj16UHh4OK1Zs8bpY3/88UcqU6YMNWnShEaMGEFpaWmFsGIAAADAnISHWB8hU0SETp8+TeXKlVNti4yMpMTERHGfI+655x6qXr26iBht3bqV/ve//9GePXtoxowZDh+TmZkpLgqpqal+ehcAAACAuQijok9QhdBLL71E7777rsu0mLewh0ihadOmVLFiRerevTsdOHCAateurfuYsWPH0htvvOH1awIAAABFcdxGUSWoQui5556jBx54wOk+tWrVEh6f5ORk1facnBxRSeaJ/6ddu3bi5/79+x0KIU6fDR8+XBURqlq1qtuvAQAAABQVLBYLFXWCKoTKli0rLq7o0KEDXbp0iTZs2ECtW7cW2xYvXkx5eXk2ceMOmzdvFj85MuSImJgYcQEAAABCkTAKLUxhlm7YsCH17t1blMKvXbuWVqxYQU899RTdddddtoqxEydOUIMGDcT9DKe/xowZI8TT4cOHafbs2TRw4EDq0qULNWvWLMjvCAAAAABGwBRCSKn+YqHDHh8um+/cuTNNmjTJdj/3FmIjtFIVFh0dTQsXLqQbbrhBPI7TcLfeeiv9+eefQXwXAAAAgLEJCwFfkEyYJRQSgD7AHqGEhARKSUkRXa0BAACAoozFYqGHv98grn81sLVphZG7529TlM8DAAAAoHAICwujrwcV9O0r6pgmNQYAAAAA4G8ghAAAAAAQskAIAQAAACBkgRACAAAAQMgCIQQAAACAkAVCCAAAAAAhC4QQAAAAAEIWCCEAAAAAhCwQQgAAAAAIWSCEAAAAABCyQAgBAAAAIGSBEAIAAABAyAIhBAAAAICQBUIIAAAAACFLZLAXYHQsFov4mZqaGuylAAAAAMBNlPO2ch53BISQCy5fvix+Vq1aNdhLAQAAAIAX5/GEhASH94dZXEmlECcvL49OnjxJJUuWpLCwsGAvx1RKnMXjsWPHKD4+PtjLCSlw7IMDjntwwHEPDqkmOO4sb1gEVapUicLDHTuBEBFyAR+8KlWqBHsZpoV/QYz6S1LUwbEPDjjuwQHHPTjEG/y4O4sEKcAsDQAAAICQBUIIAAAAACELhBAICDExMfTaa6+Jn6BwwbEPDjjuwQHHPTjEFKHjDrM0AAAAAEIWRIQAAAAAELJACAEAAAAgZIEQAgAAAEDIAiEEnHLixAm67777KCkpieLi4qhp06a0fv162/1sMXv11VepYsWK4v4ePXrQvn37VM9x4cIFuvfee0WviVKlStFDDz1EV65cUe2zdetWuvbaayk2NlY06Ro3bhyFKjVq1BDNO7WXJ598UtyfkZEhrvNnUqJECbr11lvpzJkzquc4evQo9e3bl4oVK0blypWjF154gXJyclT7LFmyhFq1aiXMjnXq1KEpU6ZQKJObm0uvvPIK1axZU3yXa9euTWPGjFG158f3PTBw07tnn32WqlevLo5rx44dad26dbb7cdx9Z9myZdSvXz/RXJD/nsyaNUt1v6UQj/Gvv/5KDRo0EPvwOWXOnDkUVNgsDYAeFy5csFSvXt3ywAMPWNasWWM5ePCgZd68eZb9+/fb9nnnnXcsCQkJllmzZlm2bNliufnmmy01a9a0pKen2/bp3bu3pXnz5pbVq1db/vvvP0udOnUsd999t+3+lJQUS/ny5S333nuvZfv27ZaffvrJEhcXZ5k4caIlFElOTracOnXKdlmwYAGfiS3//vuvuP+xxx6zVK1a1bJo0SLL+vXrLe3bt7d07NjR9vicnBxLkyZNLD169LBs2rTJMmfOHEuZMmUsI0aMsO3Dn2WxYsUsw4cPt+zcudPyySefWCIiIixz5861hCpvvfWWJSkpyfLXX39ZDh06ZPn1118tJUqUsHz00Ue2ffB9Dwx33HGHpVGjRpalS5da9u3bZ3nttdcs8fHxluPHj4v7cdx9h/8OvPzyy5YZM2aIvyczZ85U3f9OIR3jFStWiL8148aNE397Ro0aZYmKirJs27bNEiwghIBD/ve//1k6d+7s8P68vDxLhQoVLO+9955t26VLlywxMTHiF4DhLzr/0q1bt862zz///GMJCwuznDhxQtz+/PPPLaVLl7ZkZmaqXrt+/foBemfmYujQoZbatWuL483Hl/9o8ElaYdeuXeIYr1q1yvYHLzw83HL69GnbPl988YU4sSjH+MUXX7Q0btxY9Tp33nmnpVevXpZQpW/fvpYHH3xQte2WW24Rf9QZfN8DQ1pamjgxsgCVadWqlThx47j7H60QyivEY8yil3/XZNq1a2d59NFHLcECqTHgkNmzZ1ObNm3o9ttvF+mVli1b0ldffWW7/9ChQ3T69GkRQpXbmbdr145WrVolbvNPDqHy8yjw/jy6ZM2aNbZ9unTpQtHR0bZ9evXqRXv27KGLFy9SKJOVlUVTp06lBx98UISzN2zYQNnZ2apjziHmatWqqY45h5vLly+vOp48G2jHjh22feTnUPZRniMU4XTMokWLaO/eveL2li1baPny5dSnTx9xG9/3wMApW05LcppEhtMzfPxx3APPoUI8xkb82wMhBBxy8OBB+uKLL6hu3bo0b948evzxx+mZZ56h7777TtzPvziMfMJVbiv38U8WUTKRkZGUmJio2kfvOeTXCFU4j3/p0iV64IEHbMeD/8jwHyRnx9zV8XS0D4ul9PR0CkVeeukluuuuu4SwjIqKEsKffSvsiWDwfQ8MPNC6Q4cOwo/FA65ZFLH45xPjqVOncNwLgdOFeIwd7RPMzwBDV4FD8vLyhPp/++23xW0+MWzfvp2+/PJLGjRoULCXFxJ88803IiLBBkcQWH755Rf68ccfadq0adS4cWPavHmzEEJ87PF9Dyw//PCDiHpWrlyZIiIihIn/7rvvFhFQAAINIkLAIVw90KhRI9W2hg0biookpkKFCuKntmKJbyv38c/k5GS7UDhXH8j76D2H/BqhyJEjR2jhwoU0ZMgQ2zY+Hpwu4yiRs2Pu6ng62oerQTglEYpwZZ0SFeLU4v3330/Dhg2jsWPHivvxfQ8cXKG3dOlSUYF07NgxWrt2rUgB16pVC8e9EKhQiMfY0T7B/AwghIBDOnXqJHK7Muyf4BJXhsuM+cvLvgoFTq1wvphD3Qz/5JO2/J/d4sWLRbSJ88/KPlzayX/4FBYsWED169en0qVLU6gyefJkEYrmMniF1q1bi7SNfMz5M2JxKh/zbdu2qf5o8fFkkaMIW95Hfg5lH+U5QpG0tDThd5Dh6AR/Vxl83wNP8eLFxT9g7CfhdHz//v1x3AuBmoV4jA35tydoNm1geNauXWuJjIwUZcVc0vrjjz+KkuupU6eqSi5LlSpl+eOPPyxbt2619O/fX7fksmXLlqIEf/ny5Za6deuqSi65OoFLLu+//35Rcjl9+nTxOqFS1qpHbm6upVq1aqLiQguXz/N9ixcvFuXzHTp0EBdt+fwNN9xg2bx5syiJL1u2rG75/AsvvCCqzj777LOQL58fNGiQpXLlyrbyeS4z5rYDXGGngO97YODvHVcg8fdy/vz5okSbK4mysrLE/TjuvnP58mXRToMvfOqfMGGCuH7kyJFCPcZcPs/nlffff1/87eFWCSifB4bmzz//FCdVLqNs0KCBZdKkSar7uezylVdeEV9+3qd79+6WPXv2qPY5f/68+GXhnixcwj148GDxSynDfSu4VJ+fg09G/EsZynC/Jv5jpT2WDP9heuKJJ0SZKv+R+b//+z/Rb0jm8OHDlj59+ogeHnwyf+655yzZ2dmqfbgvUYsWLSzR0dGWWrVqWSZPnmwJZVJTU0WrAhaZsbGx4phw+bZcCozve2D4+eefxfHm7yKXcT/55JPipKqA4+47/PvOf1O0l0GDBhX6Mf7ll18s9erVE583t/H4+++/LcEE0+cBAAAAELLAIwQAAACAkAVCCAAAAAAhC4QQAAAAAEIWCCEAAAAAhCwQQgAAAAAIWSCEAAAAABCyQAgBAAAAIGSBEAIAAABAyAIhBECIEhYWRrNmzSIj061bNzEBvjB45ZVX6JFHHimU1zIbX375JfXr1y/YywAgIKCzNABFiAceeIC+++47cT0yMpISExOpWbNmdPfdd4v75KGip0+fFoMQY2JiyKjwZGseMluyZMmAvg4fi3r16olhtcpQYYVVq1ZR586dqXfv3vT3339TYfP6668Lwbp582YKFllZWWIw5/Tp0+naa68N2joACASICAFQxOAT9qlTp+jw4cP0zz//0HXXXUdDhw6lm266iXJycmz78bTpYIogPrm6goVcoEUQ8/XXX1PHjh3tRBDzzTff0NNPPy2map88eZKMijzx299ER0fTPffcQx9//HHAXgOAYAEhBEARg8UNi5zKlStTq1ataOTIkfTHH38IUTRlyhTd1BiLkqeeeooqVqxIsbGxQhCMHTtWte8XX3xBffr0obi4OKpVqxb99ttvqtc9duwY3XHHHVSqVCkhYPr37y/EmAJHpAYMGEBvvfUWVapUierXry+2f/7551S3bl3xuuXLl6fbbrvNYWrs4sWLNHDgQBHJKlasmFjPvn37bPfz++PXnzdvHjVs2JBKlChhE4bO4EiHXurnypUr9PPPP9Pjjz9Offv2VR0/ZsmSJeLYLFq0iNq0aSPWxIJqz549qv3efPNNKleunBB1Q4YMoZdeeolatGihep62bdtS8eLFxfo7depER44cEa/3xhtv0JYtW8Tr8EVZg/KZ3HzzzeJxfFwZ3la7dm0hXvgY//DDD6q18OMmTpwohDGvl48TR732798vjjc/F7+HAwcOqB7Hx2f27NmUnp7u9FgCYDqCOvIVAOBXeJJ0//79de9r3ry5mEivwL/+M2fOFNffe+89S9WqVS3Lli0Tk+v/++8/y7Rp01T7JiUlWb766isxkXrUqFGWiIgIy86dO8X9WVlZloYNG1oefPBBy9atW8X2e+65x1K/fn3b9HZeG0+tvv/++y3bt28Xl3Xr1onn4dfi1924caPlo48+sr1u165dxUR4hZtvvlm8Dq9z8+bNll69elnq1KkjXp+ZPHmyJSoqytKjRw/x3Bs2bBD781ocwRO1w8LCLKtXr7a775tvvrG0adNGXP/zzz8ttWvXFlO6tRO927VrZ1myZIllx44dlmuvvdbSsWNH2z5Tp04V0+y//fZbcezeeOMNMbmbPw8mOzvbkpCQYHn++ect+/fvF8duypQpliNHjljS0tIszz33nJjQferUKXHhbcpnUq5cOfG8Bw4cEPvPmDFDvP/PPvtMvNb48ePF8V28eLHqs+Sp4DzxnfcZMGCApUaNGpbrr7/eMnfuXPH67du3t/Tu3Vt1LK5evWoJDw8X7xmAogSEEAAhIoTuvPNOIQr0hNDTTz8tToTySV6G933sscdU2/jk//jjj4vrP/zwgxA98uNZAMXFxVnmzZtnW1v58uVtwoj5/fffhShITU3VfV1ZCO3du1esY8WKFbb7z507J17jl19+sQkh3ocFhQKLAn5dR2zatEk85ujRo3b3saD58MMPbYKlTJkyKiGgCKGFCxfatv39999iW3p6uu04Pfnkk6rn7dSpk00IsRDj/VlI6fHaa6/Z9pXhxzz77LN263344YdV226//XbLjTfeqHocC1mFVatWiW0s+hR++uknId60lC5dWog0AIoSSI0BECLwOZDTInpw2orNuJxKeeaZZ2j+/Pl2+3To0MHu9q5du8R1Tt1waoVTP5yO4gunxzIyMlQplqZNm4qUjULPnj1FGo5Tbffffz/9+OOPlJaWprtGfi02gLdr1862LSkpSaxZWQfD6R5ODSlwui85OdnhcVFSPZyak+H01tq1a4XRnOHXvvPOO4VnSAsb0uXXY5TX5OfhtJeMfJuPEx//Xr16ifTTRx995DKVp8DpOBk+DpxWk+Hb8vHRrpfTkcpnI2/jzy41NVX1OE6LOvp8ADArEEIAhAh8MuTKHz3YS3To0CEaM2aMEAbs9ZG9Oq5gL03r1q2FmJIve/fuFSZbBfafyLBw2rhxI/30009CQLz66qvUvHlzunTpktfvk6vMZFj8OSuOLVOmjM1/JMOCh83l7GdiEcQX9t/8/vvvlJKS4vA1FbGZl5fn9ponT54sfDrszWFPElewrV692uXjtMfTXfTW68574Cq+smXLevWaABgVCCEAQoDFixeL0vBbb73V4T7x8fEi4vHVV1+JkzGf8PnEp6A9MfNtNtoqQopNy2wIrlOnjuqSkJDgdG0sMHr06EHjxo2jrVu3CoM1r1cLvxYLkzVr1ti2nT9/XkRcGjVqRN7C0SN+7zt37rRt49f5/vvvafz48Sphx5EvFkYs3NyFI1br1q1TbdPeZlq2bEkjRoyglStXUpMmTWjatGliO0fQcnNz3XotPkYrVqxQbePbvhwfBY7scZSI1wlAUSIy2AsAAPiXzMxM0ReHT55nzpyhuXPnigowrhLiiis9JkyYICIyfJLjXkO//vqrqDzjCiYF3sapGO6pwyksThspaaJ7772X3nvvPVEpNnr0aKpSpYqoepoxYwa9+OKL4rYef/31Fx08eJC6dOkiKsHmzJkjohBKRZkMV5bx8z/88MOi6omjSVx9xdVxvN1b+P2yEFu+fLmoalPWxRGihx56yE7IsZjk9/3YY4+59fxces9r5mOnRHxY8HE6kOFI3KRJk0T1F4ssFnYsKpXPqkaNGmIfFmJ8HPl9O2p78MILL4hoHn+O/J7+/PNP8RksXLiQfOW///4Ta5bTjgAUBRARAqCIwcKHRQ2fQLl0/N9//xX9X7iEPiIiQvcxfHLliAyfrK+55hoRlWFRIjdg5DJuLjNnfwlHSzgqokQa2JfDfXaqVatGt9xyi4hMsIjgCAJHWxzBQotP1Ndff714DHcw5udt3LixwxQSp+BY1LFHiVNevE5tOsxTuKSd35uSCmKhw0JCL5rFQmj9+vVCzLgDi0SO9Dz//PO2FCR7ghRPEh+73bt3i+fllBh3t37yySfp0Ucftb0ef47cD4rTUs6iUSzk2GP0/vvvi2PIgpGPGZfF+wq/Lgs6AIoa6CwNAHAJe0Zmzpxpi5gUNfjPIJuwhw0bZjNHBxI2iXPETdvjx6js2LFDiFX2fLlKdQJgNpAaAwCEPCz0OD3FPip/w1VWHOniqjCOyHFkhVNVCxYsILPAVWwcBYQIAkURRIQAABTqEaFAwlV4XBa/adMmkSpk/9OoUaNEChEAEHwghAAAAAAQssAsDQAAAICQBUIIAAAAACELhBAAAAAAQhYIIQAAAACELBBCAAAAAAhZIIQAAAAAELJACAEAAAAgZIEQAgAAAEDIAiEEAAAAAApV/h9hZev7bxqYOQAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J020858.62+020657.0_esdL3_OSIRIS_GTC63-13A_Primeval-III.fits\n", + "Reading OSIRIS FITS file: WISEA_J001450.17-083823.4_esdL0_OSIRIS_GTC80-15A_Primeval-I.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: WISEA_J001450.17-083823.4_esdL0_OSIRIS_GTC80-15A_Primeval-I.fits\n", + "Reading OSIRIS FITS file: ULAS_J004716.65+161242.4_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J004716.65+161242.4_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J141832.35+025323.0_sdL0_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J141832.35+025323.0_sdL0_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: 2MASS_J00412179+3547133_sdL0.5_OSIRIS_GTC80-15A_Primeval-I.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: 2MASS_J00412179+3547133_sdL0.5_OSIRIS_GTC80-15A_Primeval-I.fits\n", + "Reading OSIRIS FITS file: ULAS_J223623.17+034344.5_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J223623.17+034344.5_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J002009.35+160451.2_sdM9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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Rls8//5z++c9/0kMPPUQ33HCDGfsLAACgAcKLOy+s3qINVt53Nd1TXuXeR2Xz4Xxx3qtVKsV4mWBY5Vb1o9PwzYtHRZ2YrPhqax7Psbl/s54tIFR+//136tmzp9dt2rdvT1OmTKF7772X9u3bZ9T+AQAAaOCw9+Kc1xaJRmnz7j1dTBkOFd5esJP+O2ebS9t8vYjK9swCcd6jRSpFRESIsmC96qDqOjR8e23udmqeGkeXntiOsvLLvFb9yMdQW/6HhFCpTaSocLSlc+fO9dknAAAAwElWQRntyCoUlw8cLxYTfUOFD5fscZvtoydUCksrxXnjJHvGItaDUKny0kLf2fBN2WTrkUL6c0eOuMxCJTPfnmKyb+dZqFhIp/hf9cOGWk+3I5ICAADAaPbmFDkv55ZUUCihN9dHT4AUO9rqJzhSW2qjtemTTqRJwzr40fCt5tbCsprjxX97RBEq+lU/ZLmIis9CJT8/XzR2S0pKoubNm9Ojjz5KVUqejbvRsqEWAAAAMJK9x4qdl7MLQmvGXLSOMVavPFl6RxJi7YmOGOXvurVIoZtO6+TBTOseUVG3iVIER1llFWU6TLv27bx4VKyjU3wvT37kkUdo/fr19Mknn4iKH64CWrNmjWilHxsb6zGMBAAAANQHdXHNLiynUEIVCpKKSve1skQTUYlWDLVREREUGeHHUELlfjUykltcQYeViIp+1Y8tdCMq33//Pb399tv0j3/8g66//npatWqViKKcd955zinKbAACAAAAjKSwzO7fYLILQyuiEiUVhoJe1Y+MqCTG2oVKjDKuJioygiIdj8M6RQ0KuPRMcXpUam6sVDbYcjjf62Rl9Tad3ba+UGFRwpU9kiZNmohBhAUFBaJ/Cjd/AwAAAIymQBEqBaWh5VHRQ89MK4WKLL9Wf/fHRHFEpeYGVV+4TEp2lifX3F+hpJk2HrSXQEv0LKfyb60UePBZqLRr1462bNnicltKSoooXeaGcBdccIEZ+wcAAKCBIytiGG0FTSiaaXWFSrlrREUVI7HRkS4pJLXyRxUbTjNttX5EZdXeY+K8cVKs56GEoVz1M3r0aJo+fbrb7cnJyTRr1iyKj483et8AAAAAl9SP3sIfckLFq5nWIVSU+2KjIknJBLn4VFwavsnUj4d9WbXnuDgf0Dbdvp2XzrRW8qj4bKZ94okn6NChQ7r3cWRl9uzZwlwLAAAAmBVR0SvttTKlXub6HM4roWumr6Srh3ag4vJKFzOtKiKioyIpykPre73pyXreE1UMdWiSVOtQQit5VHwWKo0aNRInT7BYOe2004zaLwAAACCkIyrsD9ETAzL18/xvf9PfRwrowe/+ct4nIyraP4tUUz9qREVn1k9tBbgpjunMeuXJVuyj4tf0ZMnKlStp3rx5lJWV5dYAburUqUbtGwAAAOAqVEIoouIp+iOFihxEqOL0qGgSOFFKiMPVl+IuWjxFVCQp8TGey5M9Jo5CSKg8++yz9PDDD1P37t1F4zfVGWwllzAAAIDwIFQjKp72VXpU9O6Pj3ZEVDQaJ8qDmVaVFT5HVOJkRMVLZ1oL5X78FiqvvvoqffDBBzRp0iRz9ggAAABQKCoLTY+KR6HieA3qJGPZNt+TQIiM1E/9uMz6qcWjIkl2pH50PL1KwzcK3Vk/kZGRNHz4cHP2BgAAAFDgRVkVJ2UhFFGpLfWjLbWWaR9PFTlRzqZv+h4V+Te1RVSSHBEV/aGE1vOo+C1U7r77bnrzzTfN2RsAAABAQRt1CKXUj4x8cN+ShfedQW9dOdAl9ZOnGbAoK348GV0jHdrBVah4n/WjJT4mUjSQU7e3+vRkv1M/9957L40bN446d+5MvXr1opgYuylHwrN/AAAAACOQZbuh2PBNdoWNjoygdhmJtPdYkTOiwoLLTaioERUdU2ukUA82TR+VGmR7fW8RlcTYaGe0RH/Wj/08gkI4onLHHXeIip9u3bpRRkYGpaWluZwAAAAAo5AdWyVH8kvpzJfn00uztpLVqayyuUxC5sZtMqKiV/GjChW9iEqUTP2oVT+aDfmqt4gKp5dqUkiu96nRmchQjqh89NFH9M0334ioCgAAAGAmxRqhwuw6WkRvzNtB947pTlZGtq+XwoBb4cuIyvasQrftE2NqlmQ9rRHliIR4qvphWKToiRznc8RG6aaQ7NdrLoe0R6Vx48Yi7QMAAAAESqgkKdGGUKFSpn6i3IXKD+sOum0f7/IadVI/ke7eEq3Y2HAgz2tEhX0wUoRoPSrq34W0UHn88cfpsccew7RkAAAAppYkj39jMT37q30Ybsv0BDdTKPPKnG3039nbdCtYrBJRiXEM6uHyY5n6ycovE5f7tE6t2V6pF9aNqETqeEs02100bQm9vXCXx33iNJQUIdrncLkeyqmf1157jXbu3CmavXXo0MHNTIt5PwAAAOrLFyv20foDeW5t3yWsAXIKy+iVOdvF9QsGtHbOsLFs6ifKHjHJLa6gFXvsk4wvHNCGNh7cLC5zO32JnuyK1ImE6KV51u/P9bhPYhKznuBxi6hQ6AqVCRMmmLMnAAAAgINjReUee4zI9MmB4yXO60t25lhPqDgiJDGa1I9Kz5Y1EZV8pQooKS6KHEVCThxeXI/Tk32BIyoyq6NN/ai6xUqpH7+FCqd9AAAAgEB1o2USFKOpZFd2jSGVJxFbjQpH1Q9PP/YkVFiATZ90It3+xVp6/qITnLdPu2IQ3TFjLf377B5uZlo18uHNOFt7RIVCwqMSXZeBhDyIcMiQIS63L1++nKKiomjw4MFG7h8AAIAGSGFZldeICrMzq8it26uVkBEL7qPiTaj0a9uMNjw22qVNfp/WafTHv0532VbO01MFhr/eHN4HT31U1OsW0in+m2knT55M+/fvd7v94MGD4j4AAADA6EZvvKBPu2IgdWmW7Lztu7U1lTOy26uVqKzWVP3I3I1O7xRfhgBG6VT9+Osh5n3wJFRcvLShLFQ2b95MAwfa2wCrDBgwQNwHAAAA1JciTf8UXtDHntCS5txzGmUkxYrbDuaWWDqi4kz9OKp+OJpx+ZB2bp1ifSVKb9aPnx4Vu1Ahp6lXNp57c94OunvGOkumfvwWKnFxcZSZmel2++HDhyk62u9MEgAAAEAvzvqbhj//B2Xl2xfOKrX9quijUrO+yE6vKlYUKlozLfPsBSdQo8QYryktT0TqmGA1h6lWYqIjnIKHueOLteL8xVlbae7fWeEhVEaPHk1TpkyhvLyasrHc3Fx68MEHadSoUUbvHwAAgAbAm/N2igjJ/+bv1K1IUdvLqxVBlw5ua+HUj2t5stZrovZW8YUoZwt9z51pa4NLpFURIsuktVhHptTBTPvSSy/RqaeeSu3btxfpHmbdunWir8onn3xixj4CAAAIY1RDqEznaIcPqpGHxLgoKi+239+bG6atsnZERVb96IkAVbTURqROC31vXWg9RVS0fhg9Q66FAir+C5XWrVvThg0b6LPPPqP169dTQkICXXPNNXTZZZe5NX8DAAAAaiO/pMY4KycK83RhT0Ll0+uG0LUfrqSJwzrUDPqzolBxdqZ1XfXL6rivUQaYaeMUj4q3/fFHQJlNnUwlSUlJdOONNxq/NwAAAMKWzPxSkcJJjXf9UZtVUDNJuMwhULSLZ4LiUeHS3eUPniUW02/XHAiB1I9rRKVQ0yOmXmZam//lybIfi2TZrhyyMn57VAAAAAB/ySuuoCHPzqURz//htrhmFdjn3jD5pZX6EZWYKN1f/LI3SV2jFIE20zIyotG5qX+ddCOdLfSpzh4Ve2da1/1Zu89zy30rAKECAADAI1+u3CcG/9V36N9ORxdZFiLztx11ua/AIU7slyvEc3lL/ahYOfVT05nWVRh8fO0QGtopg96beKJfjxfpeBjXzrT+R1S0ZBfWCEUrgnpiAAAAurBg+Pc3f4nLp3VrSgPaNTLkca+ZvpL2PD9Ot10+e1QufXsZHS+umXujrfrRW3it3ZnWVRyM6NpEnPwlSq/qx+Z/REV2yg0VoYKICgAAAF24IZhkb05xvR5LGyHZf6xYtwstRyH0SmY9NUZzChULelQqZGdag0YRRxpQ9cPHq1FSLD134QnUrbm9y+9RJfUWFkKF2+cfOGA3LzErVqygu+66i9555x2j9w0AAEAQyVRMrkYLlY0H8zzO9dHDU+pH9iGpsKBQqdQMJawvUTpVP/4iU2WXndSOrh7aQVzOLnSdVG01/D56l19+Oc2bN09cPnLkiGjyxmLloYceoieffNKMfQQAABAEsvJrfmlvyyqo12OVlLsKiWylaZt2ro8eHlM/UVEhkPoxJqISpVv1499jcDRFkpoQE54RlY0bN9JJJ50kLn/11VfUp08fWrJkieir8uGHH5qxjwAAAIKAWo2zI9NuhjUqopKj+CJ8KddNDEGPiozyaM20dSVSp+rH39RPy7R45+U0h1Ap0bw3IS9UKioqxLwfZs6cOXT++eeLyz169BDzfgAAAIQHan+TXdmFznLbuqBdDNU2+MU+pH7io0NPqMh90qu0qQtRBphpW+gIFavj99Hr3bs3vfXWW7Ro0SKaPXs2nX322eL2Q4cOUUZGhhn7CAAAIMipHza55jq6xhoTUakRKoU+pH60bd8lskeJFc20xY7XrO0BE0wzbUpcdPgLlf/85z/09ttv0+mnny7a5vfr10/c/uOPPzpTQgAAAMIroqKtAqqrUJEpnJyiGhFUrJP66dkylcb1bVnr48pJyrILrJUoLa/y6q/xlyjHiu3SQt+Pv79oYBuXZm9hK1RYoGRnZ4vTBx984LydW+pzpMUfpk2bRn379qXU1FRxGjp0KP3222/+7hIAAACTIypMXkl5vVM/LVLjPc73SVAiD6N7NRdzaWpDGlV58VZTIlag2ClUog2NqNjq0EL/pYv70cuX2AMLktT40GilVqe9jIqKokaNXBv/dOhgL3PyhzZt2tDzzz9PXbt2FQf7o48+ovHjx9PatWtFigkAAEDwOKppBCYFRX2qfpqkxNGu7CIXA62M1LTPSKS/j9iri+JjonwajBej+D+4b0lcpDHRi/rwv/k7aMP+PGeqzLDUT2TdhxLq+WS4bDo5LrrOs4cCRVDl1Hnnnedy/ZlnnhFRlmXLlkGoAABAkDnuMLy2Tk+gg7kl9Uv9VNqjC02T7cUY6uJ4rNj+PG0bq0Ilknq0SKn1cWOUrq/ct0SxYJgG/7DOKSqnJo7XosIi4oWZW11uMyz1EyE9KjW3+RpEivVQecTpHwgVH6mqqqKvv/6aioqKRAoIAABCBV64fPn1H0rwgisHBHKko75CpazCEVFJtvfxKHQ8Nj+PjNS0a5zo3J4jKhcNaSPuO717U4+Pq5b+ygZrZnP//22gr1cfoE+vG+LWCn93dpHb9sZ5VCLcq358dKlo2/irvVT4vbUyQW+h/9dff1FycrIoeb755pvpu+++o169euluW1ZWRvn5+S4nAAAwWnQs2ZEtpv36wuTP11Dvx2bRfV+vp8XbsylUYbPr75uOUH5phRAPj/+4yXmfFBD1Sf3IniKy4RhX6fBz5pfwEEL7Nm0bJTi354gKpyvuHdOdBndo7PFx1WZqgar8YZHCvDlvh9t92zMLfO4BY0zVDwnO7t2C/vjXaXTHWV1rTZGpJBm0b2EtVLp3707r1q2j5cuX0y233EITJ06kzZs362773HPPUVpamvPUtm3bgO8vACC8+WLFfrr8veV055dra92Wf9n+suGwME3y4nXl+8upxGGgDDWu/2gV3fjJapr6+zb6ecMh+mTZXmc5K/sY1PRNvYRKYk1nVE45HHekffg5GiupFE99U7RwJEuWKFc6ZusEivTEmqqZfTnFNG3+Tjqc51oppTUJG131Qw7RwgGTTk2TPQoPeYy0GNXjxXKpn5UrV4o2+llZWVSt+WBMnTrVr8eKjY2lLl26iMuDBg0Sj/3qq6+KEmgtU6ZMoXvuucd5nSMqECsAACN59tct4nz+1qO1biu9FSrbMguoX9t0CrUo0uId9mjQnC2Z1DQlziU1wGkYNX1TH6HCkRJeTIvKq0T6Ry7szVLiKEWpQpHP6Wtao6KqKmCpH0m6IrrGvb6ICkorSS8DaGbqp9pxMYIivHfw9VBBpSdU+D0KaaHy7LPP0sMPPywiIc2bN3fJyxqRo2XhwykePTg9JLviAgCAUYv0geMl1KZRAm0+nO9iLOQFwVOjMSYz3/3XMz9GqAkVl1Lh4grnoD8pVOR1bdM2fyh3iAjue5ISH2MXKmWVTk9HhyZJLuWycX4slsKnUhGYwYTqMVAjKixSGJmVYcHgLE82seGbzXFZLr+eSqE9DUZUBQz/D/B788wFfSikhQpHO7h/yqRJk+r95BwhGTt2LLVr144KCgro888/p/nz59OsWbPq/dgAAOALnLJhc+SY3s2pYxP72Ht11o3actwXoaLOsAkVjhbWvI6CskoqUlrac8rAGVGpR5v6ckfaiIUKV5ocyS8VbfT3OIRKRyFUYuoUUZFN37h7rtlkK++vNwEysmdzkULLSI6jJIP6qER5i6g4lEp9Uj+ndG1Cz13Yl6yG30cvMjKShg8fbsiTc+ro6quvFjOC2HPCzd9YpPBEZgAACARr9x0X57M2ZbL0cLlvT06RV6GSrbSBl8hf0aE6fJCZtzXLeZlFhUwF1CeiIkUEiwpOLW3NLBCLPh9jGVHhX/P+elTURTgQERXVg+StGy4ft7WPjhaRDm9RubpEVKpVi4rzvtqmTNee+pGPH/JC5e6776Y333yTXnnllXo/+fvvv1/vxwAAgPqgFyXgX8rcSXVvThGd3Cmj1r9tnhoneo2s2Zdr+Um0ehzVCJV1+3NdFtw4h2ion1CRA/oinCXKLFRk6qdjBguV6DrNsJGlt4Foo68+hxzSqDeskdNlRreoj/SW+qklyiOjTt4EjFpBFdJC5d5776Vx48ZR586dRRlxTIzrG/Htt98auX8AAGAqXB6rZXCHRrRoezbtzi72aTruSR0zqFuzZCFUvC3mnOZ45IeNdMvpnWlYZ9f+G8FE+nLaNk6g/cdce2qc2aOZM+VQWg8zrXOScFSU06z77K9/O+/v0CTRxQia5EfnNmfVTwAiKqphV4qWhdvdjdf+eGx8JcrxkHrTk6WIifMkVKJrj6hEeei1Emz83qs77rhDVPx069ZNTEtWy4X5BAAAoYRebxAZRdl4MM/HxTfSGXL3lvq5+6t1QgBd/u5yshIyndG3jasJuGVaPF0woLXiUal/RIVFBfs2VBonxVKrtAThs3jl0v708LiewrPiK9IoGog+KmoJNL8mFkf3fb3BbTsZhTKSSJ0W+s7IU4T3FE+Mh2iJS0TFg48l5CIqPI/nm2++EVEVAAAIR6HCA/FenLWVVuw5JhZnT4uOU6hE1wgVb31UdmQWOi9zY7V/TFtCvVqm0suX9HdGLYKBjAJx1Q2nK+QxuXpoByEeaqp+/BMC0//cTTM3HqE3rxjoFBH8y56FIB+zVmnxdEKbdLrq5PbORXjCgNZ+779zgrLBZtrX526n5qnxdMmJbT2kfmyUWVAm2ukHoj9JlF7qh7QRFQ9CxQePSjA/g4YKlcaNG4u0DwAAhANqaa6kS7NksTizB4UnCPMMGj3Kq+wLPG8r0xaePCrcppwraiQbD+TRtsxCcbpgYBs6rZvnNvFmI/eZIycZSbFOoSJfk4yo+Nvw7Ymf7M07Bz89x+UXfJ/WafTX46MNizqY0fCN/Ukvz94mLl84sLUzauOa+qmmQx7az6sl3kYRpVv14+pR8adfivZ2KYSsht9H8vHHH6fHHnuMiou9524BACAUkIsypzh4IXjuwhNEFEEOnNNOEPYYUYnxHlEZ+8pCl+uqoMnU6WYaSORkY34NGQ6jq55QqU/DN+0veyNTI9IEamR5surl5VJq/dSPzYtQMSH1E6FnpvUtouLJ8xOWEZXXXnuNdu7cKZq9dejQwc1Mu2bNGiP3DwAATIOFhhQMj53Xi54c39tZIsuVKRwFydZUxGj/Xv6KlYu5nkeFKzPkgD+JmkbR63AbSOQxYKHCfhHt4iajA/XxqJiZEpHRDiPLk9Wqo4OiIWCibtXPodzSgEdUqpSXqW34Fhfln0AKy6qfCRMmmLMnAAAQRH8KCxT1F6WMqOj5DyTSd8GLb6KjqZde1Y+eDya3pOZx5bybYCH3mX026iyeBG3qx5CIivGLYawJHhXVsKpOF1afo6LaRoVlFc59UM285lT9RHis+pEN3/x9XpeISriYaTntAwAA4YAUENy/Qxv2lkLFW0SlTCf1oxdR4Rb9WjLzax73uBcxFAhkuooFiRxAyCQ5xJds+KaNqHBE4e6v1lPHjES6Z3R35+2cDpm9OVP8yte2Q/HkoagPslrFyIiKGjk5rkzSrlJSP/z6ZdosNSHapQGgGamfiAj3aE9NZ1r349uzZSptOZxPN5/WuWFFVCSrV6+mLVvsw7t69+5NAwYMMHK/AADAdLjyhlFbt6tzT5idR2sqdXwpT9Yz0+pN1M1Voig8gfmFf/QjK6R+kpWma9KjIhdd9mRwpEGKug0H8+in9YfE5XYZSfSPQW3E5XNfXyza4/tTfVIfzGj4pkZO1AiG6oPhbUoqKp2fIVWoBK7qxybOpcZQu+Ce168lfTBpMLVI9dxdORQ600bWpe39mWeeSSeeeKLoqcInnnp81lln0dGjtU8bBQAAq0VU9DqIntDG3hdqwwHPvVR0y5N1hIoUJad3b+r0gKi/0nlAH//yDbpQiXWNqNSYaWuWCjW1dVjxZ/xv/g7nou5JpHhrPFYf5P4ZMb7g+d/+prGvLnJJ16nCQE0JcepHRqN4eKPZKa4oH6Ynq7CQaunoT+OLULFqRMXvT8ztt98uBghu2rSJjh07Jk4bN26k/Px8IVoAACDUutLqCRXub8Lsyi5yWZw8elQcqR8WL9rt5aKXrkwiViMqjBzOFwyk+OAF3yX14zTTRumOHDhwvNhFtNzw8So66dmaUmQ9zFjA5RRjPS+Qv7y1YKcQjTNW7tMXJ1WuqZ9ij0Il0sSqH6rBIaL0NIYvqTA19RNlwj4HJfUzc+ZMmjNnDvXs2dN5G7fS5/k/o0ePNnr/AADANHIdUQ32F2hRF56i8krd9JCMqLD4UIfBcYRCXfDl86QnxjqNqfI2vRLYYHpU1F/Y8jXxL3kWGJz2kKJmR1YBPffb3y6vmX0ptWGGRyU9wR6lOlZUv8nVsoLG/ljlukJFvWxP/dQ0y1MxIzoR5cP0ZBVfyrXVKdVhE1Gprq52K0lm+Da+DwAAQoVtmQXivEOGe7t2Fh/y13+hprRYz6PC28u1ori8UrfCJ02NqChVP2YLla1HCkQDM188KqpPQUaJ1GnGUqjc+MnqOu2LtzREfSMqny7bRzuyPHuKakNtyFekXName2ous5m2SjcqZ0pEJdK9hb70qOgdVl9mH6kC26p9VPw+kuxPufPOO+nQIbuBijl48KCYqsw+FQAACBX+cszykX4U7YIqoyJyaJ+31A9vLyt/Sh2VICxYluzMpi2HC5wLqjaiIicJm9X0jScUj3llIZ324nyfypPVBU/2J1GH3cnUz66jwUtVaeFIleTl37fW+XHU6iu1KkutsqlySf3YPKZ+zJibE6Ux0/6+6QhtPVLo2aPig7lYClD18UM+9fPGG2/Q+eefL5q9tW1rn3+wf/9+6tOnD3366adm7CMAABgOh/m3O2bvcBmnHlwBw6ZXj0JFMdMyLFR44SquqBS/ei95eyltPFhjkrULFfu2BY4oDZsduVpE2xDOaDEm91evGkVGBXj/PY0LqJn3425Y5VJuFkTBQn1N9THUqj1zXLvRuk9Mlh4Q+RnQpgZlJZJZ05NX7z3mEtWqq0dFNUqHzVBCFifcfZZ9Kn//bc9Psl9l5MiRZuwfAACYAv9i5pQHh7vbeVickxx9RHKUslNPqR9nGL3IvvAv353jFCn8Q5XTS8M6N6Ef1tVEoxnZsl5NNRjJESVSwxGe2Oia6IMUbGrqZ2C7RvTU+N7UXpMOkwsaN33T9lPp2izZo1DR66ViNGqKKrcehlpP/WxUT4hWtNREVKJNNw1HKhGVvzTVaGow5Ny+LennDYdp0rAOfnlUrJr68UuoVFRUUEJCAq1bt45GjRolTgAAEIrsdlTZcL8UT34CbgTHcDXLj7cNp75t0j02fGPUeT88eVnOEOL5QXYPS4RLqJ1plhLndZhhfdl/rKYyhxfV9ET39JVce+MdfoWrhrovcM55P5VVtC+n5jHfunIg/bT+sMfn52MrBZ1ZnNGjGXVrniwGPJZo/EH+4Cka42qgVWf91Ixg0HpU1LSZ0UKl2uae1lG9P69fNoD+c1Ffj/N9VNROtlZN/fh1JNkw265dO6pyTAwFAIBQRS7g2siBihpJ+WJFTbmqnkdF7TvCZbKy3LhlWrxY5D21OG/uaMZlRA8QPbKUzrp6zyH9NKrQ8p76qRYl20yf1ql0dp+WztcdqCofLXKYpNy/uuJJUNkjJ5Ui+qQKBDErSkZUNKmfGJOrfqo1YSpVY/BnzReRon3P1X4xVsLvT9BDDz1EDz74oOifAgAAoYqc39I63XPXTmkgZXZmFbn87cdL9zirgeQiLg2Yt3y2hr53pHjkkEOJx4iKSUIlR0nJ6D2HjAhwaaq3ShU1ovL92oPicuemyeLc26IYKN+D7PWi56HxFU+ejnX7c+mEx3+nF2ZtdelYy8JPitXUAFf9VGojKjpmWl9QUz9GjiAIupl2x44d1KpVK2rfvj0lJbn+GsH0ZABAKHA4r8RpZvUET1O++8t1YlYPNwHjX9T8a/WmT1a5mGRjHRNrueustsxYpo/0zItMM0dEhXu1GAmX6bKZV+0Hoi2bziuucLbA9xZNURc0Fjtz/84Sly890V5QkRTn+W/NWLC97V99hIo6VFArVJhp83e6zM1RG8y59VExueqnStMjpa4BHPX9qai0hYdQGT9+vCl18AAAEEjk/J1W6Z6FyokdGtMf/zqdej06U/TY4L/h7VWRoqZ+Xv1nfxr134Uu92l/aUsfiDaiYnTq57u1B9xa2Wuf47nfttCMlft190uLFFi7c4pEyoMjMCd1aFxrRCUQqR91/0rr4YfxxUuj15uEl0S1wZ9ZAi1KqfrRpmmMWJa5L0xYCJXHH3/cnD0BAIAAwhN+mVZpnlM/UoS0z0iknUeLRO8QPWEjhUrX5ilu92kjKo2Vnh9qREW23jeq8kIvQqIVKvO31sxnqy2ikhJnF1yy2oTLmKVhNMlRHaUHRxZG9mxOc7Zk0oguTcjsiAofR17I1eF89Y2oqKzZd1y36khb9m1Gl9dINaKiSf0YMVBQTWtZCb8lX6dOnSgnJ8ft9tzcXHEfAABYHU7hyIhKSy8RFYn0mbCfQ1uay6iLVF9N8zhtSoB7jkhYlGQ4hhTqpWb8eT2Lth91KXGWfVpUtI8vu5r6kqqQ3V/l8EQ5XZrxZqblyMLLl/SjZy7oI6pRzEL1WqjziIyOqKzZZ08DqXBZujaCEmWymbZcI6rCOc/ht1DZs2ePbtVPWVkZHThwwKj9AgAA02BvgYwucFVObcieGGw2PKpU0eilNx4/v7dL/wrtAib7pqhDCuWaVldD7Ver9tNV76+gf3213nmb2kBO7p+2BFrNHpTVUi0jU1hy6nMjJTKkTXtoIwtcunvFkPbUSBFlRhOviEVvPhVOiZ324jz6+4j7tOq6llGzUNEKPTMsEpHSTGuzUanms1Kf52PfDZd3XzSoDYV06ufHH390Xp41axalpdX8amDhMnfuXOrYsaPxewgAAAZzKNceTeFohvpL3BNSbIi+GTpiQm3uxQ3T+LT5cL4oge6mSQepEZURXZuIBSYxNlp0v62rT+WNeTvE+cxNR8Q+8v4WlNoFxaPn9qJNh/LpmzUHXB6fozBqczS9CdJ6ERW9lFaiRqjweiozE4Ey03IaikURV8OU6kS9JHd/aRdzd81YRzPvOtXlvrpWvSTGRFOMCZ1oPZppq93TePXRRQ+M7SFOVsVnoTJhwgRxzv9UEydOdOuvwi31X375ZeP3EAAADCaroNTFH+K7UOHpwXpmSvdVYsYNJ4tFU+tdaOowzzKXDLZXzYhtynzzSOihRkbYe8O9YWTqhwWFTM0UK6khjq6oEYSOTTz3k9ETMqpJOFmp+rlkcBt6YGxPGvjUbHG9Ll6RusKikwWfL71UMnWGQMrj4W83XTYiB+J1Rjo+Z2o3Ye194YjPQkVORuaoycqVK6lJE/NMUQAAYCZyEdf6RzwhIyZc8eHt17oKL1yxOosXN3i7fkRHioqKoGGdM1wevy6pB25dz+XT6rwau1CpcPprEh1CQv0VLlM4TOv0hFp/UacnxHqOqChm2ozkOGqkRF8COT6GK3+4bYyej0iL3vymcoeZlEWZHBrpbwt/M4l0aF420mqjP+ErU+pQ9bN7925dI216umtraQAAsCo10Qbv6Q691E99+nRIHj63l8t1GXWpiwl07pZMl+vHHN10VTHGqQmmWNl3OdemeWoc/fnAmbU+j3aWjdqJNUkRKkliAnNEUObH1DR9q/04cnRMixSKLML8ESpixlMAiFKqfrQVOoGMXAUav5Nq//nPf+jLL790Xr/44oupcePG1Lp1a1q/vsbIBQAAVqWwrMKviIosw+XFzYwOstLs6m9EZVtmAf37m79cbpO9U44X28/TE2OdqR913+X9qinWG2rURBtRURu+aT0/gey7VTM4sW7vkbPLrI8CNuBCJbKm6kfbmTac8VuovPXWW2KCMjN79mwxRXnmzJk0duxYuu+++8zYRwAAMBTVv+ELatVPfRqKeSLWEQnw16PyzeoDbo3jOPXDC5kULFxlJBdStTxZpn60JllPaEuQVY+K2vBNK0zM6CdiVnfaikrfhYrqPaqtB40ZVT+VmuZs8KgoHDlyxClUfv75Z7rkkkto9OjRwkw7ZMgQM/YRAABMESrJPgqVWINTP54WPX8jKusP2Ht6jOrVnNo3TqT3Fu8WkRKu5pE/uDli4jTTqhEVh5Dhtv++kKSJqKjX5awjPaKCIlTq2EfFIRR9EbBNk+Oc86K89ZExI/VTXe3enC2MdYr/EZVGjRrR/v32lsscSRk5cqTThYypygCAUCBfMZr6guyRwamfMo1QUUuT60pcHVM/0kdx1cntqbGjPwtPfD5WVOZMbbEI0hUqSmqoLukNdXH2lt4JRurHm5lWfb+0abwaj0rtn4smSvVWoFM/VTqpnzC2qPgfUbnwwgvp8ssvp65du4oOtZzyYdauXUtdunQxYx8BACDIqR81omJfzLiyhReLy05qZ1hExd8+HvmOPihcpSI73LJIYbEiK3BUf4kqVGRqSK3QqW0fZZ8SxlP/GW05dkCrfnyYoMyLvTTS5paUU0Jsgk8RFY6q/f3U2bQ9q1A8xvO/bQl86idCTf0YMz05LIXKf//7X5Hm4ajKCy+8QMnJ9jHfhw8fpltvvdWMfQQAAEORU299NU1KoSKaiTkWwTG9W9CzF5xgSLVFXVM/eYpQaZwU5xQgcoIzpyeYGjNtjUdFtsLv3NT+He4LHDmQIk87BXryGZ1pwbajdOGA1s50EFcxndK1KVkl9cORf/U+jkip07Pl8dcOkpTvEb/X3VukuKXMtKkfXwVwXSMqNlH1oylPDl+d4r9Q4eZu9957r9vtd999t1H7BAAAppLDzTY07ey9ofY5KY2qci6KRpWESg9MmR8RFZ7rU+SIkNiFiiP1U1QuBigynZram7jVmGnt27O3YuWe47qzibzBkQMpVLRRhPvG9BAnyZx7TqPlu4/RhP6tKFDE1VL1ozUra0uQZURLrxpMGymSwlDvWPhbNeQrkY6PG6d+tEMJA5lis7xQUVvpaw9SfHy8SP+glT4AwMpkO1IjMuJQG9GRauonwmVRNIK6RFTunLHOeTnVJfVTTjuzCl2iJdrUz5cr9zsnR3dq4ntERa0sqc2XwdOV+RRIaouoaG/Pdfh03CIqOkJDnefENFFEboLGaFzbOIJ6V/1Uuzd8g0dF00qfRQmHnlTkbXw+YsQI+v7774XxFgAArAQvRjJlos7d8UVIcKVFWUSVS3OxYAgVHgEwR2n0xikBOfCPxcjWzAKXtvg1ZtpK8T0tK34mDGjtV1RI3VT6QayE06PiwUyrNULLFJlbHxVNczsmJtr1OKmpH21ExZdBl/Wq+rHZxYpKGOsU/6t+uHfKiSeeKM7z8vLEiS9zaTKXKy9cuFCYbPXSQwAAEGykiZQXd19/+ap9VGRZaKyBLlF/hcr/Kf1T/uGYeMvpCrmfOxwRlVbpCS7RD17b2Dci2+v72uxNL71gxU6otTV803b+PZxXqttHJcWHiEo7JVokhSB7lro0S6Ynxvcms6t+KhpQZ1q/Iyp33nknvfPOOzRs2DDnbWeddZZI+9x44420adMmeuWVV+jaa681el8BAKDe7MkpcjZI8/XL3Zn6qbZRhGOBkN1qDe1M62OLh+2ZdiHy77N70C2nd3aKCBYeWQV2/w3TKj3ebRYNl+Tm+1n1JEnWTEm2GrWlfrRRCB7gqBdR0ROwsimfpE/rGm+PTKldPqSdOAWi4VsVIiqe2blzJ6Wmprrdzrft2rVLXObS5ezsbGP2EAAADGThtqPi/KSOjX3+mxhZPlxZTVWOjqBGdlyN8zOicjivxEWISLTN2+SCy6JKRm143o+MqOhVt3gjzcdS5mDh7KPiIaJSWYtQkREXjpD8fvep9PSEPs77EjSeJBZF/zyxrZiVNLyLfbhk4Bq+2dw608JMqzBo0CDRKv/jjz+mpk3tZWdHjx6l+++/X6SEmO3btzu71wIAgJXYcCBPnA/t5PviEuMQJbw4VFRHGC5UZPmzr0LliCNl0SLVVajEKZETnoisLl68+PLjF5dVUn5J3SIq6SaZRA2PqHjwqFRrvJVHHdVfEmlQZVHXqVGiy4RlPfPw8xf1dXozAzo92abTRyV8dYr/QuX999+n8ePHU5s2bZxihHuqdOrUiX744QdxvbCwkB5++GHj9xYAAOoJD/Jjujn6YfglJKpsFBVZbXjqJ86P6cm8MEoTqNoDhDl4vNh5+fvJw13u4/RPLlWINIUzouJnGa30vFhdqKiN7VS06ZLsgnIXoSGFokzFyQiGt6ZugYxkRDmei/WW9NNIMOtHoXv37rR582b6/fffadu2bc7bRo0aRZEOuceVQQAAYDXyiiucHo6uzZLrlPqRJlojIyqJDu+H7IviDf6VLz0YTZU27swdZ3Wlx37cRFMv6ed2n9pLpa4eldvP7ELLduXQBY6mblajscMcLA3TnoQKG4/5GJRUVIljzt4bvk/qGJkmU0vQPXXiDSRRymdOa6YNX5lSB6HCsCA5++yzxQkAAEKF7VkFzv4hvs75cUv9VEUaHlFJjnOICCXV4AnZpIz9GNp0xNVDO4iSY71Iieylctm7y5y3+etR4Zb8M+86layKFGfZiqFYT6jwe88LPQsV3paFipp2k0JFNQ9bQahEKFETbfM6RFQ0zJ07V5yysrKoWmPo+eCDD4zaNwAAMJRtjmqZLs19T/toUz9xjsXO0IiKQ0SonghPyGGCnkqLPaVz9Cb8mtXqPVjIQYHc0E/POyJ9HRyZaJISS/uPlVB2YRl1aJLkIlTk+50SV3MsjXy/60qUt30I/u6Zht8/CZ544gkaPXq0ECpc2XP8+HGXEwAAWJXd2Q6h4sd8G3V6Ms9XkYZLeZsRJMmIig+pn+OOiIq/3U+10ROOGhjZtM4KyO68HG2QhmE9My0v+LIFvjyeMkLB2kaKEvm+6PlbgkGUl6gJIioKb731Fn344Yd01VVXmbNHAABgEnJR4l/T/iDNlSxS5IIle6sYQZIjolKkDA30hOwq62+zNm2FkFnzaIIJp2ek/+RoYalbObV871ioyAomjlBxNGXca4uc0RQZiVHTe1YQKpFePnLhK1PqEFEpLy93afYGAAChQr6fU5PdzLRVNtH0zehUQJI00/qT+kmKqVNlkURv8F44pX+OFrgbap1CRTTHi3EarP/cke00Wcd58B5py4EtF1GJpLDF75d2/fXX0+eff27O3gAAgInk17HRmRQl9hb6xqd+nLN4ympP/cg5RWkJ/kVUtF14UyzeE6WuyPlN2h4pbhEVR0Qqt8RV0Hh6X60QUYnyIo4jwjim4rekLi0tFS3058yZQ3379qWYGNcP+9SpU43cPwAAMIwCR1muv9GEGJNTP7K6hFM/tTUQk1EXWSnkKxcNbEPvLLR3D2fiNRGWcMFb5Y+rUJGpnwrn+8vIWU5atJ1gg0FERITw0Gj61jnuo7DFb6GyYcMG6t+/v7i8ceNGM/YJAABMjaj4U5rMyIWMFzEzzLSyjwqvo1wyK6uA9Ch0RF2SlYoUX+jeIoUW3ncGnfriPMP330o09SGiEql4VDj1owYqtGW/kkHtG5EViIqIoEodpYIW+grz5tk/5AAAEKoRlbQEfyMqjs6lLhEVAz0qsVHiVz4/Nu+jN6EiIypqRYqvtMuomfjbStPVNlxokhzrMaJSqbx30mjLqbQyRZxoUzxz/3UaLd6eTZedZN6wQX+IFIJER6hQ+GJI7I9Dlb/99hv94x//MOLhAADAcHiQW03qp24RFY6myI6gRjZ841/DMh0lPSi1p37qZ4blCEs40shRoixNx7rlyRERTjFYXF7p0kNF20Svc9Nkmjisg7MJnFV9KpFhHFGp15HfvXs3PfLII9SuXTu64IILhH8FAACsyN9HCsSvZZ7ZIhezuqR+zIioME5zp6OE2hOyKZysFPKXyWd0psHtG9HlQ6wRITCrjb4sRffkUUlyCpUqF6Eib7cq0R4+d2GsU/xP/ZSVldH//d//ieGEixcvpqqqKnrppZfouuuuo9TUVHP2EgAA6sniHUfF+ZBOjV3Mk/6kfjh1YIZHRa1EqjWiUl6/iMp9Y3pQOCMFn15ExUWoOFJnfDxVoZJYh5RaIIny8LmzQONc0/D5v3X16tV06623UosWLeiVV14Rgwd5ajLP/RkzZgxECgDA0izani3OR3Rp4vffqmkeNruK2wxuXCHNnbk6C6xKkTTThmkflPoi+8voRaZUM62MSHFJuDq12t9GeoEm2uPnLnyVis//aUOGDKG4uDhatmwZrVy5ku644w5q3rx5vZ78ueeeoxNPPJFSUlKoWbNmQvxs3bq1Xo8JAAB6rNufK86Hds7w+29lZ1pXoWLswpDmY0TFmfqxeIoi2KkfFnzsS1JR03ayd409olLTv+aZC/qQlYn26FGhsMVnoXLWWWeJdM+TTz5JM2fOFAba+rJgwQKaPHmyED+zZ8+miooKMUeoqKio3o8NAAASbtImjbTaVvK+oKZ55Fef0akfKVRk91xPFDhLrCFUvKV+WJPIcnRJlePNY+NpkkPolVZUU0mFPaJywYDW1KOFtbMDUR49KuGrVHz+pM+aNUukeqZPn0633HILlZSU0KWXXlqvA8SCR4VnCHFkhdNMp55q3VHiAIDQQoqUunSl9fQr1ujUj0zlFHhpo19aUSUWVkY2LAOucHUOe4q4OouNsumJHiIqihdFdqfVjhmwIjHwqHinbdu29Oijj4pqn08++YSOHj1K0dHRNH78eHrwwQdpzZo19dqZvLw8cd64cWOPRt78/HyXEwAA1Ib8Zc3hfn+NtPLHmJr+MSOi4uxO60WoSN8FL7T1LU8OZ3g4oRR2nsy0/H5KAZpbZD+uVilBrltEhcKWOr8ro0aNEjN/Dh06RLfffrvoo8J+k7pSXV1Nd911Fw0fPpz69Onj0dOSlpbmPLFwAgCA2pC+j/pMDNYKkxijIypOoeJ53o+sZOFoSjiH+o0SKtJPpCdU+PhJn8oxx3HVilErEu3hcxfOn4d6vyuNGjUSQmXt2rXCZFtX2KvCLflnzJjhcZspU6aIqIs8cSoKAABqI79EdqStu1DRRmI8lYnWFVmFIs2y3iIq9XkdDQHulVNbREU95seLHKmfmBAQKlEeIioUvvj0ruzbt8+nBxs4cKA4P3jwoF87cdttt9HPP/8s2vO3adPG43ZcdcRl0OoJAAB8n5ocbZg3wOiqHzlk0LtQkREVa5fQWkeoVHs00zIyoiIjVbFR1u6h4r3qJ6JhCxVO6dx0001eIyYc4Xj33XdF2uabb77x6cm5cohFynfffUd//PEHdezY0fc9BwCAAKZ+tBEVo4VKkg8elXUH7CXWGX521m1oxDsiIyXl+hEV+d7JYy4jVTHR1l/soxqgR8WnnxebN2+mZ555RvhS4uPjadCgQdSqVStx+fjx4+L+TZs2iYjKCy+8QOecc47P6R72ufzwww+il8qRI0fE7ew/SUgIz4FZAIDA8POGQ/TET5vpzcsHOkt+DU39GB5RqT31M3Oj/TtyXN+Whj532Jpplf4o2oZvakRFCtlQ86jEx0Q6o0YNPqKSkZFBU6dOpcOHD9Mbb7xBXbt2pezsbNq+fbu4/4orrhAlxUuXLvVZpDDTpk0TkZjTTz+dWrZs6Tx9+eWXdX9FAADAKeXP19LRgjK69bPVNRGVeggV1RvAv8iNNi/6UvUjJwL3bZNu6HOHrZm2loiKPObqVGWrE618DtXKL+vved3xK2HLUQ6ekGzUlGQjmsYBAIA3sgvLFY9K3YWK+mvb6NJkX8y0bAwtciy8jZH68c2jorTG1zPTygnKEiMnYptFlCKmhndpQn8dzKMDx0qofZMkCldQiA8ACHvyHFU/qfXo5qqKE6NLk1Whwo3KyiqrKC7a1dh5zFGZwqbe+ryOhuRRKdVGVDRmWjmYsLZmalYiWhEq3J149t2nUWFpJaWFcQNA68tHAADwE+2MF6M9KkaXJjNJDr+Ep14qUqjw0Lxw7plhBAmx3vuoSNGpDiMUt5sgQI0mWvkc8meSIyzhLFIY678rAADgJ7maeTkLth2td+pHjaKYsaDxAiRTFno+FSlUkPapf2daGVHZl1Pscr8ZKT0zIyqxIZCqMoKG8SoBAA0KTxOI0+sjVJTSVbNMlzL9I2cTrd13nBZtt4ssI3w2DYXaOtPK969dRqLXyi6re1RiQmB/jcDnV8kzfriyBwAArI6nCcQD2zeq82Oqi4JZv7xl07ei8kqRvpr4wQq66v0V9Oa8Hc4oC2b81KPhm6Y8+YGze7jcHwoLf4yyj6EwRNEIfH6VBw4coLFjx4rOsTw9mWf7lJfbQ5EAAGD1iMqXN55cr4VITfeYHVHhyh9+DfmOyMqLs7bSR0v2uvT+AD6YaSv0zbRRjtRPs9R4enpCn5BK/UQpnz3pxQl3fP6v/eCDD0RDti+++EI0Z+MBgk2aNKGLLrqIPv74Yzp27Ji5ewoAAD4i0yQqgzvoT2X3lVg19WPSL2+1O+2Gg/Zp8pLNh+3T4pM0JbXAj1k/Va5mWq3Pw4xqLqOJVoSKtrw6XPHrXYmMjKRTTjlFdJ/dunUrLV++nIYMGUJvv/226FR76qmn0ksvveT3rB8AADAzonLr6Z3r3Uk2EBEVmdZZsPWoSPvo0VB+RdeHOE8eFU15spv3KMQiKokN5LNQLznWs2dPcbr//vvp6NGj9OOPP4oTc++99xq1jwAAUKdpySN7NqdJwzrQ8C4Z9X7MQHhUZETl69UHnLd1bppE+44Vi/4q9m0axuJkRERF25lWlq2rQlN9X0Ohj0qMsr8NRbQaFjdq2rQpXXfddeIEAADBRE4Zbtc4kUZ0bWLIY7qkfkxKESQ4vBUqbRolUv+2jeibNQcaVLjfjM60lRozrZsADYHUT1QDjKhY/10BAAA/OVpon4nTNCXOsMcMROpHLrAqk8/oQgPapes2hgO19FHx0JnWUy+SUEj9RDdAoQJpDgAIO3gYodFCJRCpn3jNwvPwuJ50UkdXE3BDCffXh4TYSP3pyVXeIyqhUJ4crXz2pCALd6z/rgAAQB0GERovVMxP/cRr5vv0bJkqzvu3rYmoyGZwwDNyTpLb9GRNebL7+2r9iEqU8tlrKGlACBUAQPhGVJJDK6KijZY0T7Xvf2x0JE0Z24O6NkumCwa0NuW5wwl5HD210Hcx00aHVkSlXeOabrpI/XhAVvVo4SFZ8fHx1KVLF+rYsaMR+wYACBF4Ds3WIwV0cqfGQR+Yx5Udx4rsQqVJsnFzcQJhutR6VJqmxDsv33RaZ3EC/sz68d6ZNhQ9Kv3bpjkvQ6h4YMKECeKLyOYIoUnkbXw+YsQI+v7776lRo7q3qwYAhA7nvb6YDuaW0DtXDaLRvVsEdV8Kuf284+vJyKmy0QFIEciOqvJyanzDCO2bJfjKq6qFOPloyR5auiuH9uYUub1/ru+r9SMqnZsm01Unt6dqm41S4hvG3Ce/35XZs2fTiSeeKM7z8vLEiS9z47eff/6ZFi5cSDk5OeijAkCY89rc7XT//62n8spqIVKY3zdnBnu3KK+4wrnQS6+CEQTil7dqjmyWEh/06FSookameG7Skz9vptmbM2mPY1qyGlFRm7+FwjTiiIgIempCH3rmghOooeC3XL/zzjvpnXfeoWHDhjlvO+uss0Ta58Ybb6RNmzbRK6+8Qtdee63R+woAsAhllVU0dfY2cTk9MdZSQ9JkV9pUg39tBsJ0qS6wjZOMS1s1NNTP4eZD9tEDKqqZVn0nQyH10xDx+1tl586dlJpqd6Kr8G27du0Sl7t27UrZ2dnG7CEAwHIcyi11Xn5nof3/njEyglHfOT9pCcYKFTXMbtasHzWiYvT+NyQ4YiLFyp87sr02TVODVhAq1sTv/7ZBgwbRfffdJ1rmS/gyt9HnlBCzfft2atu2rbF7CgCwDAeO20PoWgJd3cmL0DdKu3kmX0ZUDF7o0xW/i2kRFcUcafT+NzSk6Ju7JcurUElLiA2poYQNEb9TP++9954w1LZp08YpRvbv30+dOnWiH374QVwvLCykhx9+2Pi9BQBYgv3H7J4ULYVlgevxwSbJK95bLi4P7tCI2mckCQH10/rDpkQkXISKSb+81SoOGGnrn0bjNKCcOq2iCk3utfPqP/sLYaN6V4B18Ps/oUePHrR582b6/fffads2e466e/fuNGrUKDFdmWEhAwAIXzYfztO9PZDNyHhQn/Z5R/xnnvO2FIMXevWXd7py2UhapMY3uK6jZqFWUGnRCpLx/dGbxsr49Z9cUVFBCQkJtG7dOjr77LPFCQDQ8Fi/3y5U+rVJo/UH8tz8IYHgb+WXMpt75SBCs7p2qhEVtemWkagG2uJydKCtD96EXih0oAU1+JWQi4mJoXbt2lFVlWu3PwBAw4H7JW3PKhCXT+3WNGipnyP5NYbeorIq2qAIJjOaYampJLMqctRy5Hy0yq8X3mYiqSXJwPr47Rx66KGH6MEHH6Rjx46Zs0cAAMtPJuaOn/yjVJ1Bw1Q6hr4FgmJljgtfPpJXI1zMECrcmbZTkyRRJXKiZlCgkchozehezU17joaAdm6SJzMtsD5+x0bfeOMN2rFjB7Vq1Yrat29PSUlJLvevWbPGyP0DAFiAiqpquuHjVcLAmpVvb0/fMi2BkuNcv0IqZUvYAFCkRG9KKiopU4mwmDWw7ec7RogGd2aWDn936zDadCifRnRpYtpzNPSICoRKA2ihDwBoWKzZe5zmb61pScC0z0ikge0b0ZCOjcUQwF3ZRVRV7TpbJVBChVM/mQXmRlTsjxlNSn87U8hIjnNLqQFjzbQQKmEuVB577DFz9gQAYFkW6zTNatMoQaRDvrxpKK3YfYwueXtpQFM/RUrqp6S8ijIdkR5fflGD8CchpmZ54+nTHAmTwEwbWtSpu01ubq7opzJlyhSnV4VTPgcPHjR6/wAAAeLVOdtFeocraLQs2m4XKgPb1XhSujVPcfuFGsjUj1oVw/Nc3Kt+IFQaMo2UKq0MjfkZZtowj6hs2LCBRo4cSWlpabRnzx664YYbqHHjxvTtt9/Svn376OOPPzZnTwEApqZR/jvH3hdp8mdraWyfFnTRoDbi+vJdObRuf664/MblA8XslEXbj9LVQzu4zcFhD0vg9tk1oqLt4QKh0rBpnFwjTpokx9FhxWyN1E+YR1TuuecemjRpkmiTz4MIJeecc46YnAwACD1W7T3uvDxnSyb96+v1Qrzw6dJ3lonbLxzYmlqlJ9DIXs3pifF9RDjdPaISJI9KeaWbUFFD/6Dh0VgxE3EPHL3PKwgN/P5PXrlyJb399ttut7du3ZqOHDli1H4BAEymutomUjX8Bb71iHub8b05xTRzU83/9EQlgqIl2tGVOlgeldziCrceLlypBBouaq8bnpsUF1XjU4FQCXOhEhcXR/n57l9q3E6/aVM41QEIFZEy7vXFVFJeSQ+e05Oe/fVvt23OeW2RM31yVo9m1E/TM0UlGB4VNaJyrKjcKVSGdsqg/ceLaVD7RgHbF2A9MpTUD5eTq/OZYKYNc6Fy/vnn05NPPklfffWVs5Mie1P+/e9/00UXXWTGPgIADCanqJy2OFrQ3/jJao/bcSM1/k5/5Z/9vT5eMDwqOYU1VT5LduY4L783cbAQWGqXV9DwaK7MTUqKjRIVahIMHwxzj8rLL78spiM3a9aMSkpK6LTTTqMuXbpQSkoKPfPMM+bsJQDAULI0PUe80b1FKqXEe29wJiMqgUq3sHlWTf1IWJtApACmdXqCizBXhQoiKmEeUeFqn9mzZ9Off/5J69evF6Jl4MCBohIIABAayO6ysiLioXE9aEL/1vTa3B2UXVhGHZok0VM/bxb3P3pur1ofT3pUAhVR4X3UgzvlQqQARv0cpMbHOKN+DMqTQ4s62+KHDx8uTgCA0I2onNG9KX0w6UTnl/qdI7s6e5T88XcmDemYQUM7Z9T6eDL/zx4VHlpotliQQoVFlipa4pTKDgCmTzqRPl+xjyaf0YUWbq/prAwzbWjh03/1jBkzfH7A/fv3i2gLAMC6yJ4SnMfXExXcKv6z60+mO86yC5faUEPpgQiq5BTam7u1So+nz64f4rwdv5SByhk9mtG7Vw+mpilxLp8NCJUwFCrTpk2jnj170gsvvEBbtmxxuz8vL49+/fVXuvzyy0UaKCenxtgGALAeu7OLxHn7DNehonVF/eIPhE9FjagMV4b3QacAT0RBqIR36mfBggX0448/0uuvvy7a5vPE5ObNm4uGb8ePHxf9U5o0aSIawW3cuFHcBwCwLjuPForzzk2NESrSoxIon0qNUEFrdOA/ql8FhJFHhcuS+ZSdnU2LFy+mvXv3iqofFigDBgwQp0jlywoAYD2W7MymP7Zk0dYjBeJ6J6OEivLFH4heKtmO1A9PGlaBUAGeULsmxyoVQCAMzbQsTCZMmGDO3gAATOXyd5e7XG+dnmh4WL0ywKkflT6tU01/bhCaqJE+VIaFFhiGAUADni6bYNDgPm6gxWl/XguCkfr5YfJw+mz5Xrp3THfTnxuEJoHsmgyMBUIFgAZKy7SahlhGEO2YpRKIBSGrwC5UmjoiKtze31uLfwB4bAQITZCoA6CBUFbp2sm1ZVpNi3EjkCXKgYioyIZ1zQ1+DSB8QUQldIFQAaCBwBOGVVqmG7vIB6qNPg8flAMI1XkuAHij2gah0mCESmmp5xkhhw8fru/+AABM4nixvVJGkp7gWtobChGVvTlFdM+X65zt8vkEgC8EcmAmCLJQ4YZu69bZvyhUvvnmG+rbt69R+wUAMHG+jxnt5tmjYnaIfdL0lfT75kxxuXmqa8UPAN5A6id08fub6vTTT6eTTz6Z/vOf/4jrRUVFotHbVVddRQ8++KAZ+wgAMIC9x4pdrrfLMKY0OZARFdlRl+nSLNm05wHhByIqoYvfcdP//e9/NG7cOLr++uvp559/Fume5ORkWrFiBfXp08ecvQQA1Ju9jkW+RWo8jendnM7t2yokPSqSjk0gVIDvIKISutQpwTt27Fi68MILxQyg6Oho+umnnyBSAAiRiMrkMzrTVUM7GP74MY7Uj1m/XKWBVjKyZzNTngeEJyhPbkCpn507d9LQoUNFNGXWrFl0//33i9b6fF5R4VpVAACwDmxEZdoZNIjQU0TFrF+ux4vKnd6a9Y+OpsEdGpvyPCA8aZRkrHkcWFio9O/fnzp27Ejr16+nUaNG0dNPP03z5s2jb7/9lk466SRz9hIAUO9fk/scEZUOBntTtB6VyiqboR1oR05dQG/8sZ3yS+0/hNISYigtMcaw5wANg/cnDqberVLp0+uGBHtXgNlChT0qM2bMoPT0mi6Qw4YNo7Vr14qKIACA9cgsKKXSimoR9WiVbmxHWveIinEelY+X7KEdWYX00u/bKL/EnvpJTYBIAf7Tt006/XLHKTSia5Ng7wowW6hwdY8eKSkp9P777/v7cACAAPDeot3ivHvzFKeXxGiiTfColFXWiJ6cInt5dWo8eqcA0JDw+z/+448/9ngfT6T0JGT0WLhwIb344ou0evVqUT303XffYTIzACaYUKf/aRcqZ/dpYdrzOFM/BgoV9bE2HcoX54ioANCw8Fuo3HnnnS7X2UBbXFxMsbGxlJiY6JdQ4R4s/fr1o2uvvVZUEQEAjCczv1RMNWauP6Wjac8TZYJH5Uh+TSfsafN3ivOkWERUAGhI+P0ff/z4cbfbtm/fTrfccgvdd999fpc58wkAYB7HHNUy7TMSKdHERT7aBI/KUceUZJWsAs9jPAAA4YchyequXbvS888/7xZtAQAEn5xCu1BpbHJ5phkelfwS95YH1ww3LyoEALAehv284sZvhw4dIjMpKysTJ0l+vj1nDQCofRhhhtlCxYTUT0Gpa5O3Fy7qS+ec0NKwxwcAhKFQ+fHHH12u22w2YYR94403aPjw4WQmzz33HD3xxBOmPgcA4Zr6MTuiYkbDtwJH7xQJSksBaHj4LVS0VTlc6dO0aVM688wz6eWXXyYzmTJlCt1zzz0uEZW2bdua+pwAhEvqx+zOnDFRciihMR4V/hEk2+bPuutU0ZHWrB4wAIAwEirVBhrl/CUuLk6cAAC+c8zRf8Ts1E9UZKShEZWi8ipntVLbxgmmGoEBANYlqP/5hYWFtGPHDuf13bt307p166hx48bUrl27YO4aAGFDjjP1ExdSHhWZ9uGUUkJMlCGPCQAIU6GipltqY+rUqT5vu2rVKjrjjDPcnmfixIn04Ycf+vw4AIDaPSoZIeZRkUbalPhokWIGADRMfBIqPMfHF/z9Mjn99NNFHhoAYB7HA2SmNdqjIiMqLFQAAA0Xn74BeDoyACA0pybXpH4CE1GpMCj1ky8jKnFomQ9AQ8bnhm+7du1C9AOAEGNXdpEY7McVMy3S4k19ruhIYxu+qakfAEDDJdKf7rNHjx51Xr/00kspMzPTrP0CIOxh4f/x0j20cs8x055j7T77yIu+bdJMm5ps1lDCmtQPIioANGR8/ubSRlN+/fVXMVQQAFA3Fmw7So/+sIkufmupac+x42ihOO/VMpXMJspwj4o9opKKiAoADRpzf2IBADyy9UiB87JZadX9x4rFebuMJDKbaAM8KkVllfTmvB20O7sIZloAgH9ChSt6tFU9KBkEoO6oGZLcYvfhe0awzyFU2jdOJLOJMsCj8tLvW+nFWVvp8neXKR4VpH4AaMj4/FOFf/FNmjTJ2Rm2tLSUbr75ZkpKcv2l9u233xq/lwCEccdYJrOg1PAW9ywYdh+1p2fbZ5gvVGIM8Kj8+tdhcX44r5Q+XrpXXEZEBYCGjc/fANyETeXKK680Y38AaDAcya8RKkfySqlHC2N9JDuPFoo29ImxUdSpaTKFgkeFK5S0mF1WDQAIE6Eyffp0c/cEgAZGoTIZWKY5jGTzoXxx3rtVqrPHSSi10Je0xiBCABo0MNMCECRKKqqcl0uVy0aRXWiP2LRIC8xCL/uo1DX1w+llPcGGickANGwgVAAIEiUV1V5THvVFGnQbJQbGjBrtTP3Y6tyJVu9vzW5UBwCwNnCpARAkSsurTBUqx4vtrfPTEwPj8ahpoe/fa5m9OZMO55XQkI4Zbved1aMZxWNyMgANGggVAMIw9bPpUB59tnxfQCMqMXVI/bCJ+IaPV4nLFw5s7byd9/nJ8X3o3L4tTdhTAEAoAaECgAWEitERlXGvLXZeTg+UUIn2P6KyQhkfsG5/rjjv0zqVfrptBPo0AQAE8KgAYIXUj4ERFW2X20ClfuQsIX+EyqaDec7Luxw9XxolxkKkAACcQKgAEGYRlZwiuzcl0OW9NULFVud9lUIFAAAkECoABAGOOqhejrLKKsPb5kvaBaB9PhNbh4iK3uiAQHlqAAChAYQKAEGOpjClSqlyfcnTLP6BqpqREZVyP6JDeSU6ERV0ogUAKECoABBkf4rREZVcZfG/Ykg7ChQxjj4q9Y+oQKgAAGqAUAEgCBSXmxdRkYv/6F7N6ZkLTqBAERPtv0clt0RHqCCiAgBQgFABIAjkK3N+DI+oOIRK0xT7pPNA4a9HhauTtGkqBrN9AAAqECoABIH8kkpTIio83+fVudsD2j9Fz6Myd0smXfC/P2lHVoHH7fNKKqhcR9Sc0DrN1P0EAIQWEComMf3P3XT5u8uouNz4qbgg/CIq/hhQvTFt/s6geT2kR4XFx3UfraK1+3Lpv3PsokmPI/mluoIq1pFCAgAABt8IJvHET5tpyc4c+nTZ3mDvCrAgHE1g4mP8r5Txxq6jhc7LY3q3oGBEVNQJyHGO2/TIzHdMd06tGTp4zgmB3WcAgPWBUAmwaRIAJt8hVJokx9VpkJ8nDuaWiPOPrj2J2gaof4q3SEial/RTZp49otIsNZ5m3HiymPXzbADNvwCA0ACzfkwmEq3AgQ4Hjpc4hQpfNqIzLZtTDzoet02jwBtSZURFpaisstautE2SY+nkThniBAAAWhBRMZmoSAgV4EpJeRV94kgJyoiKnqm0LumkIkcELxiVM9KjoiL3Rw85MTohQA3pAAChCYSKySCgArT8vvmI8/I/BrU2LPVTE6WJDVg32tpSP94iKlKcxUVDqAAAPAOhYjJI/QAt3689KM7vOLML9WqZZpiZVvpTgtWHJCbS/eukuMxzRKXMUZId5zAUAwCAHviGMBlkfoBKdbWN/tyRIy6f268VxURHGCdUHBGV1kHwpzCRkREUrfnAF3qJqMgmd3EoRwYAeAHfECbApkYJIipAayDllAd/LDo2SXJ2c+VJyixi6gOXwzPdmqdQsNAaar31EZIGYqR+AADegFAxAXXWSQSEClDIdDQ5YxMtL+qqr6M+hloWx0t2ZovLo3o1p2ChNdQWekv9OIUKvoYAAJ7BN4QJqMZIpH6ASlaBXag0T7VX+xglVLjiR/bs6dw0mYKF1sTrNaLiqPqBRwUA4A18Q5gsVFCebB6cKvm/1Qfo7i/X0fr9uRQKHMmzd2NtnhLvZkCtqIdPRbajb5QYE5SKH0lirFaoVHlMaSH1AwDwBTR8MwH1l7FiVwEGM23BTnpx1lZxedXeYzT77tOCukj7woHjxeK8laMyhw2onC7hdGF9IiqHHV1eW6QFd/Kw3vEvrqii5Dj3rxqYaQEAvoBvCJM9KmySBOYwY+U+5+X9x0poxoqa61Zlb45dqLTPqGlvLw219an8OZzrECqOlJJVIireeqnAowIA8AV8Q5iAGsKvqjZmhgtwT68dcizO1w7vKM6X7rJXvVgVNrxuPJQnLrdT5vDEOBbq+jR92+R43K5BrPhhEvwRKs4+KtaOggEAggtSPyagLjiIqJgDRxCqqm3CjMpVLh/8uZvW788TYsBKlVZr9x2nB775i/bkFIn5OxxRYdtS79b2Rm9qRKU+837+OmgXKn3b1DxuMEiIcf9KKfJQ+YPUDwDAF/ANYQKq16BKSQMB470evPjz4hwfEykMpct2HSMrcdvna2lrZoEQITuPFonbLhjQxqV7rKz8qU/qR7bPD2bFj8fUj4fKH6R+AAC+gG8Ikz0qVXDTmkKmo8y3ZVo8JcVF0/h+9pk5szYdEWmQj5bsoad+3kz7j9kFTbCQbe1VhnV2nRJcX6HCVTW5xfZJxBlJsRRM9AYM1u5RQeoHAOAZpH5MTv1weiIUu+paKX2iR3ZBucv04VO7NaUvV+2nP/7Oog+X7HFut/lQPn1x48lB2cdtmQUizaP9CHRokqQbheDqmLqQX1rhfI70xCALFSWiwqKlpKJKVGbx+6PtWstTpLV/AwAAWhBRMdlMG2iPypId2TRva1ad//6WT9fQ2FcXGTJ7xkyyi8pchMqILk1ED5F9mgjKst05VGnAZGJ/Wbozh0b/d6EQED1apLikehproh6JDl+HXLj9gRuqydb5KfHRuhOMA4kqOro2t6eh/j5SQO8s3OUmiGVKKCkOQgUA4BkIFROoUMRJICMqHMm5/L3ldM30lc5UgL/M3HRELCzLd+eEREQlI9m+6KclxtDUS/q7bccBot6PzaJVewLrXflhnX1CMnPtiI6UmhDjvN5YE/VIdCzU7y/eTR/+uduv53n6ly1062dr7I8b5LQPk6QIldFKK//fNx1xawQns6J6PVYAAEACoVIL7HGY+vtWyi60/4L3O6ISQDNtQWmNFyC/xHPrck+oospTpUaw2ZFVSFsO59OGA7kuERVmUIdGHr0QD3z7FwUSGdlplRZPFw1sQwlKm3iOfKgkxdqvr957nB7/aTNtPVLg8/N8vrymd0yw0z7MKV2binOeonz1sA4i5cNkF9qF5Z7sIvG/JH0rnBrT87UAAIAEP2Vq4eoPVtDu7CJauz+XPrluSB08KoFLOxSUVjgvszfAX9R0T0mF/0LHbLicdfwbi6lISZH0b5vuvJwaXxO10HKsqG4RpvoIKuZ/Vw4SYxSap9pb5stutN4qZabO3kpvXTmoVp+QNlrXXunNEiz6tU2nr24aKtJt/H48f+EJNOz5P8QwxmW7cuiK95aLCMoblw8Q2yfFRlveDwUACC6IqNQCixRm0Xb7ZFq/y5MDWPWjRlEKy2pEi6/IvhaMHHBnJVhsqCKFy5K7aRqcDe3kWlHjy3A8o2HBd9QRgePyaebEDo09bs9VSyqzNmXSzxsOe/UJcdRl5NQFLrcFu4eK5KSOjWlYlybicrOUOBE1Ya/WWwt2CnHFAxT/O3ub7msHAAAt+JYwuzw5gB4VNaKipoF8RW04Vpe/Nxte4FRkozSV9yYOFiXB2QVlwq8jKa2opsKyyoD4ITh6wPqUja2yXPiqoe3pUG4JDe9qX8BV9KYH3/7FWkqJi6a3rxrkXPQl7D96+pfNThHNTBrWQTyH1YiOiqRmKfGix82qPcedt6/ZZ0/dwUgLAKgNRFTM7kzrp0dFlgdrWbIz22VCsN6vbS5TrY/HRLY0Z47X0YxrFiw+znt9scttpUoESMK/0DnKwov7zad1drnvm9UHnNGVP3dkC5+Epz4r3Jvkmukr6OK3lvjd2l72TuFKH5nW4NLch8/tRWd0b+a2fb5GgEkKyirp+o9Xudz2zsKd1P/J2S4RvstOakePn9/bsv1IWqTZ014sFLXASAsAqA18SwSojwpHAyZ+sIJG9mxGt53Z1WPqhRdjNhd+d+twp5eBUx5Xvb9CPNbUS/rRwm1H6Ze/DtO/z+5B15/Syfn3+aXGpX6OB9jTURuP/bDJJVLlLc0jufWMztSndSp9tmyfmAP02I/8GNXC6Prx0r1iG/aP/DB5OPVRWtoz3I9l3taj4vKuo0XUvUWK03vyzC+bxXs4qL2+eXd7ZoHb4EFvHHVUMDHvXT3YRZxwCo73mYUOi9Nnf/3b5W/H9mlBD4ztQVaGm/Kt219z/aQOjWmFowrLquIKAGAdEFGpQ3RDjx1ZBXTdhytp3f5cl2iH7KPy9oKd4r6Xfrfn5vXgWTXbMgtp/YE82qv80ud28VLw3PPVevp+3SGxaHNpqqdf5v6kbvh1frZ8L61UQvPHiytESa9eZ1Uj4MX8/1YfcDvGHOVQ+54s35UjKkV2Z9vNqUx6YgzdM6ob3Tmym9fnYDPnuX1buQgGPmZSpDB8XJ/8aTNNnb2NTnh8Fk3+3F7qu2pvzbFQn/uWT1cLATNp+gpxfV9OMd3z5TqavzVL3Md/z8Zrpm+bGqOvNwa2t28XExVBbXUMsdszC0WlzPg3/3Texr1Z7jirK027chClKaXPVo6oyNf48XUniUooZkA7344RAKDhgoiKB6Z8u8HZSEty1svz6dPrh1DLtJrmXZKbPlktZrks2pFNdysLqBQYGw/le30+XrAf/3GT8/rGg3nU0dHBNCvfc2m0/LWtbRjGYXZuJc8lr1cOae9WaaIyY+V+eui7jS63cdRm9uZM0URt7aOjyWhG/XehOL/36/V0cqfG9O7Vg+n0F+dTTlE5XTiwNcXHRIljsOGAfdietvybF2lfOb9/K/EaPcG/7uUv/F82HKanxpcLcSTh95Wvrz+QS9sd1TwsBDlCtmCbPery7dqavikSXxdhnv6cGBNFZ/Ro5tIYTsLellfnbhNl2cyZPZrRB5NOpFCBIyqSDhlJ4r19+ZJ+9Mi5PS0vsgAAwQdCxQNfrHBf2HjB4l/kb14+UPc+hqMprtOT7Zf/diwyWnHCAYVPl++l0ooq2qxsw2bKkT2bi06fWQVlXqcIt3NEDNRqI04XjXttsTOyMGGAfRaOarydsWI/jevbkr7TWWSlsZYjK2ZPJOZBgic8/rvz+rdr3PdHpUsz/wbvDevchL6+eSi9t2iXqKhRzbjqMZMMfGq2m2jjNvBapEjx1PisttSUhBfuScM7upT4qn4kjqgtVjwpFw+yRyNChQHtGumOD7BC3xcAgPWBUPGzlFWaL3nx/s/MraI3BDe38uxRsftTVLHBqY1fNx6hh779iwa2b+Rxwfto6R5hCM1yDODTY/aWTNp5tJDuG93dZdE9nFfzN3d9uY4+XbaXnhzfhxolxYiI0OM/bqZv1hygaQt21tpwi/ffqEWFj21dK6HYSyKPib9wefCAtuki4sWX2cTJYk4rSvRYvtv3rrb8WRjdu7kwzbIAqQuv/3MALd6RTX8dzBWCmZvASaZdMZDO7tOCQgk+7lymzROeT3M0gAMAAF+BUNHBW6rlaEGZEBpszuS+EHqUayIq2k6jXJFzxxdrxWWtSOFOnvwLnnlz3g4a07uFCP17gicEM3HRkRRBNYJJ+zfsuTjntUXi8ppHRtH3jhbvvjRC49JSb0Ll5w2H6I0/dtDrlw2gro6+JupwQ/aZ/Lkzhy4Y0JoufmupX11+Jd2aJ4tIw9S27m3y/SmVVatu1Jbzg9s3Egspv9b68Oo/B4goVX3gCNnlGe3o9bmux2lC/1Y09oT6PXYw4OP+7a3DhIeqSzPXvjcAAFAbECo6eE215JVSn8dnUc+WqR63qaisiRhwKmhvTo3fgTntpXke//b0bk3Fws6pF/ZBnPHSfJ/2ecmOHBdPhPQz6MEVQ/5ENY7klVKPFjWvlytfWKid37eVmLFz2+d20fUUG1WvPUk89j/eWiI6rn563RD619frhQj4bNle4UHxBosHPfH00sX9yAyentBHmIafueAEkX7jNFSr9Hi69J1ldPXJ7cWx4vd8SMfGHiMr6j73a2tc07XOmhTXNUp6KNTgXip8AgAAf4FQ8dCwyxvcPGyto2GVHuVVNaZWXsD+OuhqCM0t9lw63CQlTpQdP+mIlKjccnpnmjZfP4qzNbNAnCTedMgj37saZ2vjgz/30MJt2XTRoNbC4MvRIPbTPPnTJnr2ghOc28lBiFz+K48Pe1xYpDC1iRSGHy8+JlJ4Sb5YYZ9j8+A5PXyuoPGXK09uL06yB4uMhmx6YoxI43ATNTZVn9u3pYuPRuW+Md3phNZpopS4TSPj2tizOFLTXhxRAgCAhoYlhMqbb75JL774Ih05coT69etHr7/+Op100klB25+mKTWD7uqbOuJJxHzyFR5Y56ks+s6zuorTOwt30dp9x519PozmlK5N6NbTu4iqnw/+3C1SUXziy2wSlW3suUT6vv/b4Daz5lhRzeuf7Jjs6wvPXNCHxvRuLtJFvPBLoXKho5Q1kMhKqvYZSeLEqK+dRQyXnv902wg6waTW9RnJcaK6KTOvVBwPAABoiAS9j8qXX35J99xzDz322GO0Zs0aIVTGjBlDWVlZQdunkztl0IfXnFjvybl1gftjZCTpCyU2Z/KJFy9tFU994d4kajnp0M4ZuuW16qwdLZw24aZxS5Wybk4RaeFGadwH5e+nzqY7zuzivJ2rZGR1ES/Sn10/RHgb1AnJwSRFGXrIKa7vJw83TaRI+Dj95x99vZaXAwBAOBP0iMrUqVPphhtuoGuuuUZcf+utt+iXX36hDz74gB544IGg7Vd9+jt4Eio8u4XbouvBoX0WIVyRoy6IntB2UlXhTqXc/4TTNeyx0INNu29dOVBERXYdLRQ+i9NetPth+rdt5Ox6yhVB/kxivuHj1U4zsCdG9WrurNxRX0eq5pgP18y4CTbc74Wb7THa+TsAAADCMKJSXl5Oq1evppEjR9bsUGSkuL506VK37cvKyig/P9/lFGyhwmkSLZ4mD1/kpf9Fp6ZJzjbtXDq7+N9niEoeyWPn9XLZvqMjHSG7faqw6Lj0xHb08Lk9PT5f85Q4SoyNFq+T+1xweoP9Idwx9OLBbZzVGl/dNJT8oTaRwnRSemmoEQnu92JleJ7OFUPaiUgKAACABhBRyc7OpqqqKmrevLnL7Xz9779dZ5owzz33HD3xxBMB2Tftr3tP8LTe7g/P9Gnb+8/uLnqsfLbc7r1QSYp1fSvYlLn16bFiOF5ReaVblEVNBWhn4Mipwi1SPVdZNNe57/Ih7cRJhWflqLNZJFyKzF1aX5u7XffxeR+6tUimjQfznSkt6dVhUSbhCBI/Fns+eNqwleESba4OAgAAEDisvTJomDJlCuXl5TlP+/d7boseiIgKp3J4qBovwsy/RnmfPcMRDE8LnScPAt/uKRXE1SbME+f3drldLvjs9/jkupNEy3UtFY6OubUhHuP6k+ip8b2d4ufli/vRef1aCf/EbWfYPSbPX+j6uqZdOZB+vv0U+uNfp4l9+Ojak0R7eG78Jc2pEn6sUOwPAgAAIMwjKk2aNKGoqCjKzKxpa87w9RYt3LtvxsXFiVOgqj6ap8ZRppfmb1zOyvBgOO5Yy2mgdxftcplirMf/rhhIt362hkZ0aSI6kNaVW0/vTP88sS3FREeKycDqvktO6dpURE94GrAUMdzbZXQv37ubshi7amgHISi0jd/+NbobXTCwtUhFcRm2jBZ1bmrvAdKpabI4MXP/dRqxV1bdPwAAAMAbQV0xYmNjadCgQTR37lznbdXV1eL60KH+eSPM4Nc7ThFeEZlKYTg6oI1ccG8RNqdy9MFThYoacTjnhJa08YkxonKEe6OwcKkL/HxcHaNtga/1rKgVPXPvOY1+vG24qLzxF73utLwPLEo48jPOERXhCI4600XCZmEWPQAAAEDIVP1wafLEiRNp8ODBonfKK6+8QkVFRc4qoGDCIoBpmR5Pe3OKRX8VHnDn/W9iaZcyeVemaP55kqv3gw2zDDd3qy8coZB9PRit14M7grIJlLdr2zhRnMyAK2Fm3nWKmJALAAAAhIVQufTSS+no0aP06KOPioZv/fv3p5kzZ7oZbIPJ8xf2FUP9uIomSvGS6A0vVOfHSBoFYEosR1Vk6bMaAZIEygSqttoHAAAAQl6oMLfddps4WRVufsYnLYU6PVH0Smy105XNID62RqjAAwIAACBcwIpWD3jmjxa9Ch01CmMWqk/F6mW+AAAAgK9gRasDshEbVwVpSY53D1JFa8ytZsAzgiSIqAAAAAgXsKLVAe7WynNp3rvafR5QrCJKePott7LX62NiplBRq3wAAACAUMYSHpVQo1/bdPrixpN174uKrNF+PFSPC3ECkYpxFPwEzLwLAAAABAIIFYNRjbM8KydQ2Gy2gHpiAAAAgECA1I/BeGqFbzZVakgFAAAACBMgVAymVZrnQYBmkmzxycMAAABAXUDqx2DG9G5B14/oSP3bpQf0eR89txdd99FKMf8HAAAACBcibKq5IcTIz8+ntLQ0MUk5NRUdUQEAAIBwW7+R+gEAAACAZYFQAQAAAIBlgVABAAAAgGWBUAEAAACAZYFQAQAAAIBlgVABAAAAgGWBUAEAAACAZYFQAQAAAIBlgVABAAAAgGWBUAEAAACAZYFQAQAAAIBlgVABAAAAgGWBUAEAAACAZYFQAQAAAIBliaYQxmazOcdFAwAAACA0kOu2XMfDVqgUFBSI87Zt2wZ7VwAAAABQh3U8LS3N6zYRNl/kjEWprq6mQ4cOUUpKCkVERAR7d0JOzbLA279/P6WmpgZ7dxoMOO7BAcc9OOC4B4f8EDjuLD1YpLRq1YoiIyPDN6LCL65NmzbB3o2Qhj/EVv0ghzM47sEBxz044LgHh1SLH/faIikSmGkBAAAAYFkgVAAAAABgWSBUGihxcXH02GOPiXMQOHDcgwOOe3DAcQ8OcWF23EPaTAsAAACA8AYRFQAAAABYFggVAAAAAFgWCBUAAAAAWBYIlRDm4MGDdOWVV1JGRgYlJCTQCSecQKtWrXLez/ajRx99lFq2bCnuHzlyJG3fvt3lMY4dO0ZXXHGFqLVPT0+n6667jgoLC1222bBhA51yyikUHx8vmgi98MIL1FDp0KGDaC6oPU2ePFncX1paKi7ze5KcnEwXXXQRZWZmujzGvn37aNy4cZSYmEjNmjWj++67jyorK122mT9/Pg0cOFCY4bp06UIffvghNWSqqqrokUceoY4dO4rPcufOnempp55yab+Nz7s5cFOuu+66i9q3by+O67Bhw2jlypXO+3HcjWHhwoV03nnniQZo/J3y/fffu9xvC+Bx/vrrr6lHjx5iG15Xfv31VwoqbKYFocexY8ds7du3t02aNMm2fPly265du2yzZs2y7dixw7nN888/b0tLS7N9//33tvXr19vOP/98W8eOHW0lJSXObc4++2xbv379bMuWLbMtWrTI1qVLF9tll13mvD8vL8/WvHlz2xVXXGHbuHGj7YsvvrAlJCTY3n77bVtDJCsry3b48GHnafbs2bxS2ubNmyfuv/nmm21t27a1zZ0717Zq1SrbySefbBs2bJjz7ysrK219+vSxjRw50rZ27Vrbr7/+amvSpIltypQpzm34vUxMTLTdc889ts2bN9tef/11W1RUlG3mzJm2hsozzzxjy8jIsP3888+23bt3277++mtbcnKy7dVXX3Vug8+7OVxyySW2Xr162RYsWGDbvn277bHHHrOlpqbaDhw4IO7HcTcG/i546KGHbN9++634Tvnuu+9c7n8+QMf5zz//FN83L7zwgvj+efjhh20xMTG2v/76yxYsIFRClH//+9+2ESNGeLy/urra1qJFC9uLL77ovC03N9cWFxcnPpwMfwj5H2LlypXObX777TdbRESE7eDBg+L6//73P1ujRo1sZWVlLs/dvXt3k15ZaHHnnXfaOnfuLI43H1/+h+ZFVLJlyxZxjJcuXer8MoqMjLQdOXLEuc20adPEF788xvfff7+td+/eLs9z6aWX2saMGWNrqIwbN8527bXXutx24YUXii9cBp93cyguLhaLFgtElYEDB4pFFcfdHLRCpTqAx5mFKf+/qQwZMsR200032YIFUj8hyo8//kiDBw+miy++WKQPBgwYQO+++67z/t27d9ORI0dEeFBtVzxkyBBaunSpuM7nHB7kx5Hw9jyaYPny5c5tTj31VIqNjXVuM2bMGNq6dSsdP36cGjLl5eX06aef0rXXXitCtatXr6aKigqXY87h03bt2rkccw6lNm/e3OV48myOTZs2ObdRH0NuIx+jIcLphrlz59K2bdvE9fXr19PixYtp7Nix4jo+7+bAKUlOu3EKQIVTD3z8cdwDw+4AHmcrfv9AqIQou3btomnTplHXrl1p1qxZdMstt9Add9xBH330kbifP9SMuiDK6/I+PmeRoxIdHU2NGzd22UbvMdTnaKhwDjk3N5cmTZrkPB78BcBfFt6OeW3H09M2LGZKSkqoIfLAAw/QP//5TyH8YmJihDBn3wTn4xl83s2BB74OHTpU+IF4ACyLFhbnvGgdPnwYxz1AHAngcfa0TTDfh5AeStiQ4cnRrJyfffZZcZ2/uDdu3EhvvfUWTZw4Mdi71yB4//33xS96Nr8Bc/nqq6/os88+o88//5x69+5N69atE0KFjz0+7+byySefiKhh69atKSoqSpi8L7vsMhFBBCAQIKISorDzu1evXi639ezZU1SUMC1atBDn2ooTvi7v4/OsrCy3UC87x9Vt9B5DfY6GyN69e2nOnDl0/fXXO2/j48HpII6yeDvmtR1PT9uwk59D7g0RroySURVOnV111VV0991303PPPSfux+fdPLjCasGCBaJ6ZP/+/bRixQqR4uzUqROOe4BoEcDj7GmbYL4PECohyvDhw0VeUYXz91xCyHAZJ3+wOK8v4dQB5yo5lMvwOS+q6i+jP/74Q0RrOPcpt+GyOf5iksyePZu6d+9OjRo1oobK9OnTRZiVy4wlgwYNEmkJ9Zjze8TiUT3mf/31l8sXCh9PFiFSePI26mPIbeRjNESKi4tFrl2Ff93zZ5XB5918kpKSxA8k9jJwunn8+PE47gGiYwCPsyW/f4Jm4wX1YsWKFbbo6GhRtsklg5999pkoaf30009dytnS09NtP/zwg23Dhg228ePH65azDRgwQJQ4L1682Na1a1eXcjZ2lnM521VXXSXK2WbMmCGepyGVDWqpqqqytWvXTrjltXB5Mt/3xx9/iPLkoUOHipO2PHn06NG2devWiZLjpk2b6pYn33fffaJq6M0332zw5ckTJ060tW7d2lmezCWcXNbNFVISfN7NgT93XD3Cn8vff/9dlL9yFUh5ebm4H8fdGAoKCkTLAj7x0jx16lRxee/evQE9zlyezGvLSy+9JL5/uBwd5cmgzvz0009i0eMStR49etjeeecdl/u5pO2RRx4RH0ze5qyzzrJt3brVZZucnBzxQeaeFFwie80114h/GBWu2edSaH4MXiz4H6Yhw/1q+ItEeywZ/tK49dZbRQkgfwFccMEFot+Kyp49e2xjx44V/Qt4sf3Xv/5lq6iocNmG+7L079/fFhsba+vUqZNt+vTptoZMfn6+KAVnERgfHy+OCZfHqmWW+Lybw5dffimON38WuUR28uTJYsGT4LgbA//P8/eK9jRx4sSAH+evvvrK1q1bN/Gec6uEX375xRZMMD0ZAAAAAJYFHhUAAAAAWBYIFQAAAABYFggVAAAAAFgWCBUAAAAAWBYIFQAAAABYFggVAAAAAFgWCBUAAAAAWBYIFQAAAABYFggVACxIREQEff/992RlTj/9dDHBOBA88sgjdOONNwbkuUINnph+3nnnBXs3ADANdKYFIEBMmjSJPvroI3E5OjqaGjduTH379qXLLrtM3KcO3Tty5IgYEhYXF0dWhaey8hDGlJQUU5+Hj0W3bt3EMEc5dFOydOlSGjFiBJ199tn0yy+/UKB5/PHHhaBct24dBQue2M1D62bMmEGnnHJK0PYDALNARAWAAMIL6uHDh2nPnj3022+/0RlnnEF33nknnXvuuWIku4QnpQZTpPDiVxsstMwWKcx7771Hw4YNcxMpzPvvv0+33367mAh76NAhsirqtFqjiY2Npcsvv5xee+01054DgGACoQJAAGHxwSKkdevWNHDgQHrwwQfphx9+EKLlww8/1E39sGi47bbbqGXLlhQfHy8W7Oeee85l22nTptHYsWMpISGBOnXqRP/3f//n8rz79++nSy65hNLT04XAGD9+vBBLEo7oTJgwgZ555hlq1aqVGPvO/O9//6OuXbuK523evDn94x//8Jj6OX78OF199dUiEpSYmCj2Z/v27c77+fXx88+aNYt69uxJycnJTuHmDY4U6KU2CgsL6csvv6RbbrmFxo0b53L8mPnz54tjwyPrBw8eLPaJBc/WrVtdtnv66aepWbNmQnRdf/319MADD1D//v1dHuekk06ipKQksf/Dhw+nvXv3iud74oknaP369eJ5+CT3Qb4n559/vvg7Pq4M39a5c2chLvgYf/LJJy77wn/39ttvC+HK+8vHiaNGO3bsEMebH4tfw86dO13+jo/Pjz/+SCUlJV6PJQAhSVBHIgLQgOApqDyaXY9+/fqJicoS/tf87rvvxOUXX3zR1rZtW9vChQvF5OVFixbZPv/8c5dtMzIybO+++66Ypvrwww/boqKibJs3bxb3l5eX23r27Gm79tprxXh4vv3yyy+3de/e3Tl9mPeNJ67K8e98WrlypXgcfi5+3jVr1theffVV5/OedtppYqKx5PzzzxfPw/u5bt0625gxY2xdunQRz8/wBGgeFz9y5Ejx2KtXrxbb8754gqfBRkRE2JYtW+Z23/vvv28bPHiwc5J4586dxYRZ7TTaIUOG2ObPn2/btGmT7ZRTTrENGzbMuc2nn34qpjF/8MEH4tg98cQTYuosvx8MT7VOS0uz3XvvvbYdO3aIY/fhhx/a9u7daysuLhaTr3m6LE/I5hPfJt+TZs2aicfduXOn2P7bb78Vr//NN98Uz/Xyyy+L4/vHH3+4vJc80ZYnFvM2EyZMsHXo0MF25pln2mbOnCme/+STT7adffbZLseiqKjIFhkZKV4zAOEGhAoAFhAql156qVi09YTK7bffLhYqdRFW4W1vvvlml9t4cb7lllvE5U8++USIEvXvWaAkJCTYZs2a5dw3Hh8vhQvzzTffiEU7Pz9f93lVobJt2zaxH3/++afz/uzsbPEcPDJeChXehhd8CS/a/LyeWLt2rfibffv2ud3HguOVV15xCoomTZq4LNRSqMyZM8d5G4+r59tKSkqcx2ny5Mkujzt8+HCnUGGhxNuz0NHjsccec26rwn9z1113ue3vDTfc4HLbxRdfbDvnnHNc/o6FpmTp0qXiNhZlki+++EKIKy2NGjUSIgqAcAOpHwAsAK9RHPbXg9MybNbkVMEdd9xBv//+u9s2Q4cOdbu+ZcsWcZlTE5w64NQGp1v4xOmf0tJSlxTCCSecIFISklGjRok0E6eSrrrqKvrss8+ouLhYdx/5udggPGTIEOdtGRkZYp/lfjCczuDUh4TTWVlZWR6Pi0xlcOpJhdM3K1asEEZkhp/70ksvFZ4VLWxYVp+Pkc/Jj8NpHRX1Oh8nPv5jxowR6ZVXX3211lSVhNNNKnwcOG2kwtfV46PdX063yfdGvY3fu/z8fJe/47Sfp/cHgFAGQgUAC8CLFVdu6MFelt27d9NTTz0lFm72mqhekdpgL8egQYOE2FFP27ZtEyZMCfsfVFjYrFmzhr744guxwD/66KPUr18/ys3NrfPr5CohFRZn3goPmzRp4vS/qLAgYfMx+2lYpPCJ/R/ffPMN5eXleXxOKQarq6t93ufp06cLnwh7Q9gTwxVIy5Ytq/XvtMfTV/T215fXwFVYTZs2rdNzAmBlIFQACDJ//PGHKL296KKLPG6TmpoqIgbvvvuuWCx5QeaFSaJdOPk6GzGl0GFTKxtGu3Tp4nJKS0vzum8sAEaOHEkvvPACbdiwQRhweX+18HOxcFi+fLnztpycHBGx6NWrF9UVjr7wa9+8ebPzNn6ejz/+mF5++WUX4cWRIxYuLKx8hSM+K1eudLlNe50ZMGAATZkyhZYsWUJ9+vShzz//XNzOEaiqqiqfnouP0Z9//ulyG1+vz/GRcGSMoyy8nwCEG9HB3gEAGhJlZWWiLwgvbpmZmTRz5kxRwcNVHlwxo8fUqVNFRIMXIe618vXXX4vKIa5AkfBtnGrgniKcouG0iEyDXHHFFfTiiy+KSp8nn3yS2rRpI6pWvv32W7r//vvFdT1+/vln2rVrF5166qmikufXX38Vv+JlRZAKVwbx499www2iaoWjMVw9w9VNfHtd4dfLQmnx4sWiKknuF0dYrrvuOjehxWKPX/fNN9/s0+NzaTPvMx87GTFhQcbpLoYjWe+8846o3mERxMKLRZ98rzp06CC2YaHEx5Fft6ey8vvuu09Ew/h95Nf0008/ifdgzpw5VF8WLVok9llNqwEQLiCiAkAAYWHCooMXOC7NnTdvnuh/wSXKUVFRun/Dix9HNHgxPfHEE0VUg0WD2iCOy2S5jJf9DRxt4KiC/KXOvhDuM9KuXTu68MILxS97XuT5FzhHKzzBQogX0jPPPFP8DXdA5cft3bu3xxQJp5hYdLFHhlM6vJ/adI+/cMkwvzaZ6mAhwgu9XjSIhcqqVauE2PAFFnEcKbn33nudKTb2pEhPDB+7v//+Wzwup3y4O+7kyZPppptucj4fv4/cD4fTLt6iOSy02OPy0ksviWPIgo6PGZcd1xd+XhZcAIQj6EwLQIjDnoXvvvvOGXEIN/grik26d999t9M8ayZsIuaIlbbHiVXZtGmTEJPsOaotlQdAKILUDwDA8kKM0y/s4zEarpLhSBFX9XBEiyMTnIqZPXs2hQpchcRRNIgUEK4gogJAiBPuERUz4SoqLjteu3atSIWx/+bhhx8WKTIAgDWAUAEAAACAZYGZFgAAAACWBUIFAAAAAJYFQgUAAAAAlgVCBQAAAACWBUIFAAAAAJYFQgUAAAAAlgVCBQAAAACWBUIFAAAAAJYFQgUAAAAAZFX+H81I9Y/fpimwAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J002009.35+160451.2_sdM9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J135122.15+141914.9_esdM7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J135122.15+141914.9_esdM7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J214816.13+012225.1_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J214816.13+012225.1_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J231949.36+044559.5_M7_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J231949.36+044559.5_M7_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J225902.14+115602.1_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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ltGvXLmeeGwAAALiRTqczW6ZSC4TkONhRNk6UbskzQnm3Cik7v4By8wu9KiNkdyAUGxsrLpZwMNStWzdnnRcAAAC4MQB6cvp2Ss/Opz+HdaQAWfGyWndoeQaI64PMOkurNFTs9flaOnstix5qXcVrCqUdnj4v2b59O61evZouX75s1mDxs88+c9a5AQAAgBukZ9+iNUeviOsX07KpSmyE8T615S05DpSUj1GbNcZBEJNeR7OB0Icffkhjx46levXqicaK8hQats8DAABoT0p6jvG6cqOXWkZIPiSV71ZrnCi+l8px5VKb5gKhL774gqZOnUpDhgxxzRkBAACAWyWnZRuvvzRnN93ZpKLxtlovICplGtgogxtr0+d1XtRMUby+o08ICAigTp06ueZsAAAAwO0uyTJCu86liotErReQPCMklsYc2D5v7Xt5gsOl2i+//DJ98803rjkbAAAAcLurGUXjspTUMkLy2EVXaHn7vNqKmTLsCfLg5Hnx+o4+YdSoUWK0Rq1atahhw4YUHBxscv+8efOceX4AAADgYtl5pk0ObdX5KDNClrbP25Ps0VyN0Isvvih2jPXo0YPKli2LAmkAAACNy1F0e3aoj5CV7fNq8hUppsBSGguEePDq3LlzRVYIAAAAtC/nlpVAyFYfoULz7fPWYiflrDFPZ4QcrhGKi4sTy2IAAADg3c5dy6IrN3NtPi5H0e1ZjjtCK+kUQY/58pmOMnNv2ZUR8nSNkMOB0DvvvENvv/2226fNjx8/ntq0aSM6WCckJNCAAQPo6NGjNp/3xx9/UP369cUstCZNmtA///zjlvMFAADwpNNXM6nrhNX08PebrT5u88lrdP5GlmOBkCzuETVCihTQrK1J1OjtpbT++FWz5yqzRZpbGvvyyy/p5MmToplijRo1zIqlXTVvbO3atfT888+LYOjWrVv0+uuvi0Gwhw4dosjISNXnbNq0iR555BERRN111100a9YsEUDxOTZu3Ngl5wkAAOANpm08Lb6evJJp8TE/rDtFH/xz2Or3KbRjaUz5kKmG17aHp5fGHA6EOJDwhCVLlpjcnj59usgM7dy5k7p27Wqx+WOfPn1o9OjR4vZ7770nhsN+/fXXNGXKFLecNwAAgCckpxX1BrpVUEhBgeaLQB/YCIIsBkLy6zr1OiJ7aWboqoSXxbxBWlqasWbJks2bN9PIkSNNjvXu3ZsWLFjg8vMDAADwJHlskmchELKHSj9Fk0hIv2us+IGQh+MgxwMhHrjKg1bbtWtncnzr1q0UGBhIrVu3Jlfj13/ppZdEh2trS1wpKSliCU+Ob/NxS3Jzc8VFkp6e7qSzBgAAcB95cJKbX0gRIcX7PgU2MkIiELKjg7S3ZoQcfnWu00lKSjI7fuHCBXGfO/DrHDhwgGbPnu307831RDExMcZL1apVnf4aAAAAriYvclZuWXdEoUqQIw+y9LvGiv3tKUBr2+e5OLlly5Zmx1u0aCHuc7Xhw4fT4sWLRVPHKlWqWH1shQoV6NKlSybH+DYft2TMmDFi2U26qAV9AAAA3orrgTaeuErXMovGZuRa6RNki3qxtMktm00XrQnSWiAUGhpqFlyw5ORkCgpyeKXNblyhzkHQ/PnzadWqVVSzZk2bz+nQoQOtXLnS5BgXS/Nxaz9fdHS0yQUAAEArJq85SY/9uJUOJ6fb1SfIlgKVGEcaqmq5jxBpZteYw4EQb1mXsiaS1NRUsZ29V69e5MrlsJkzZ4ot8NxLiOt8+JKdnW18zKBBg8S5SUaMGCF2m02cOJGOHDkieiDt2LFDBFQAAAC+6McN5lvXS5IR0tnICJW0WFpzfYQ+/fRTsV29evXqYjmM7dmzRxQhz5gxg1xl8uTJ4mv37t1Njk+bNo2GDBkirp87d44CZEVXHTt2FIHT2LFjRaBWp04dsWMMPYQAAMCfBqiWpEaooNBGsXRhyWqEArU2fb5y5cq0b98++vXXX2nv3r0UHh5OTz75pGhcqGyu6EzWBrhJ1qxZY3bswQcfFBcAAAB/wFvllXjXWHEVqEU5TswIebpGqFhFPdzJ+dlnn3X+2QAAAIDTqS2N2VvgrLNRI8RKsn3e00tjHm5jBAAAAK6mtjSmHH7qSB+hQrOMEPlPsTQAAABoPyOktoRWrFljPGKjJNvntTZ9HgAAALRFrUYo384C6kJbxdI6HrpaghEbWBoDAAAAVy+NcafpMfP2039/3SmCG3szQgU2ts9zEFTgT8XS3Gm5VKlSxq7O27ZtE1vUGzZsiAJqAAAAL10aW3IwhX7bdk7cPnNHpt0zvgptxEscA5WsRkhjs8YeffRRMd6CcUNDbqLIwdAbb7xB48aNc8U5AgAAQAmXxi6l5RhvrzpymZ7+ebvZ4z64tzHVr1Daao2QchlMdJYuya4xD69NOfzyPOy0bdu24vrvv/8umhNu2rRJ9BWaPn26K84RAAAA7GCpVoeXxuQF0+//fZiOX84we9xj7arTfS0r2wiETJ9T4s7SHs4IObw0lp+fL+ZxsRUrVtA999wjrtevX1/MGwMAAADPyFcbDGZYGrO3JjlA8UBlKZHyFTgIsrPcyCtrhBwOwxo1akRTpkyh9evXiwGmffr0EccvXrxIZcuWdcU5AgAAgB1uWSjo4aGr9o7ZCFQEJspsj/I2f9+cEswyC9BasfTHH39M9957L02YMIEGDx5MzZo1E8cXLVpkXDIDAAAA78oIWYs34qNC6MXb69gVCClXwZ6cZl5rpKWMkMOBEA89vXr1KqWnp1NsbKzxOO8Yi4iIcPb5AQAAgJ1uWVij4qyNpX49jStH01/DO4sd4epLY4pAyGxxrGQCtThrLDAw0CQIYjVq1HDWOQEAAEAx3LKwe4t3jVkKhIIDA4xBEFM+TpkBKkFdtCoP91MsXiAEAAAA3sfS/DCxNGahKjhYsX9duZ29JOMz7MGNHj0JgRAAAICPuGWxRshyRig0yDTyMVsas1EjpPVACCM2AAAAfDQj1K1uOVkfoUI7M0KlrPYmcnaNEAIhAAAAcOqusfioUNr3zh00pFMN49KY2gR6FqyY/q4MhJRLY85eKbN3W79XLY1t375djNm4fPkyFSp6Fnz22WfOOjcAAAAoRh8hDm6iw4KNy17WiqVDggJNbisfpwx8SjJp3hszQg4HQh9++CGNHTuW6tWrR+XLlzepNJdfBwAA0CrOgnh6W3dJMkLScleoIchRG6dhb0aI8SwxqfGhs0un80rSltoTgdAXX3xBU6dOpSFDhrjmjAAAADzocnoO3fP1RmpaJYa+H9SatNhHKMgQ3MSE2/6YD1HUCKlljrhgOoAMgZDTl8aK35XaIzVCAQEB1KlTJ9ecDQAAgId9vfoEpaTn0LJDlygr75ZLXystO58e+3EL/b49yal9hIINe+UrlQm3+ZwQxa4x1YyQPPpxciDUsVY8aSoQevnll+mbb75xzdkAAAB42MXUbOP1oyk3XfpaP64/RRtPXKNX5u5z6q4xKSMUEWI7IxQUYL2PEJOXAztr19hvQ9vT14+2oEfaViNNLY2NGjWK+vXrR7Vq1aKGDRtScHCwyf3z5s1z5vkBAAC41ZWMPJNAqEU100kKzpSVV+CSPkJBatGMBTpFYKO2NCbPCDlraaxKbDh1qOX5Ye0OZ4RefPFFsWOsbt26Ytp8TEyMyQUAAEDLrmXkGq8n3chy6WuFB5vu2HLarjHZ8tY7dzd0aNdWoMrSmLyponIIa3F5y/4qhzNCP//8M82dO1dkhQAAAHwJbw2/Kg+Erhctk7lCWHCAS3aNSUtjbEinmvTvgRTaevq6fYFQKfVdY84uEbK0nd/rA6G4uDixLAYAAOBreKkqJ78oMDh33bUZoTBZRojre5Rdnq1JTsum8qXDxLZ2fu7oP/aKIm+m/D7Wgo5cRSAkbZO31EvIWkKIn2pvw0VvCYQcDkXfeecdevvttykry7W/HAAAAO52TVYfxK5nmt52tlBZIJSZa/8OtWUHU6jD+FU06s+94vY/+5NpwZ6LtOWUPusTpAhmrPVEyrNnacwkI2Q50kksF2X3z2BpCKzXZ4S+/PJLOnnypGimWKNGDbNi6V27djnz/AAAANzmepZp4ONIcFIc8pjjZs4tKhMRovo4aWlKytZ8vuK4+Dpv1wX67KHmlK0oulZuiVfL8lhqaBik8liTbtJWMj7V4iLohJXmjd6YEXI4EBowYIBrzgQAAMDDrmfq64NiI4LpRlY+Zbg4EJJnWjIt9CziIOTeyZtEs8S/hncWQY3UOFESGRpkY2yG/QFJqOK54jzlu8YsfJ+udcuZNWf0yUCIl8UAAAB80fXMfPG1alwE3chKE/UzjtbuFKe4mWXkqAdCHJDtTUoV169m5lJC6TCzKfPKwajKsRmWgo5qcRH0Rr8GJsdCVQq4bdUIdUgsSz8/2Yaen2X/qpBaUbZmhq6ynTt30uHDh8X1Ro0aUYsWLZx5XgAAAB7LCFWNjaB959OMy2OWlqxKqkDWqdDSFHa1ERTyAIpl55s+Rhq2KrmtfgKtOnKZykQEU2qWPtirXCac1r3Sw2oBt9quMbXt8xEhgWLeqCMzR0tptUaIJ84//PDDtGbNGipTpow4lpqaSj169KDZs2dTuXLlXHGeAAAALpOWlU/frjlBxy7pO0mXjw4TyzxcP5PhwkBIGomhvG6pTkkqbFZmhJQ1QsoMFndv5iCoVfVYUWRtbdhpqCKIMi+WNifVIDmy3OUtS2MOx2MvvPAC3bx5kw4ePEjXr18XlwMHDlB6erpotggAAKA1k1Yeo+/WnaLVR6+I23GRwRQZqs+MZOa6bihogSyzs+dcKj04ZRPtPGva7ydD9vpSJkgZNCkzQspaHd4JdlfTSlQxJtzibjGrGSGTztLmoZBUYG2tFknJkcd6VSC0ZMkS+vbbb6lBg6I1RR61wfPH/v33X2efHwAAgMsdv2S60ykuMtRYgOzKgml5QPP5imO0/cwNeui7LSaPyVLLCMmCmFNXMmjC0qMmzwlWyeooWQqEQlWea2vEhrVdaT6XESosLDTbMs/4GN8HAACgNRVjwkxuc0YoyhAIuXILvbLIWe1YhlogJPu8vW/yJrPvYU9xt6WlsWCV59pqkihlhByZvqEWcHmCw2dx22230YgRI+jixYvGYxcuXBBT6W+//XZnnx8AAIDLKT+/OSMUHa7/T39atr642BXkAY0l8m31UvAiDVdlUvGzo0GGWhBmiUmNkMrTpCaMjozfcKSw2qsCoa+//lrUA3EzRR61wZeaNWuKY1999ZVrzhIAAMCF0hXBDmeE4gwF0jcUTRZdVSNkibxGyNJylpJy+7zc3c0qia9DOtYge9nqLC1thVerH/J2Du8aq1q1qugevWLFCjpy5Ig4xvVCPXv2dMX5AQAAuFx6jmkgFBsRQrGRhkDI0FvIFdR2iikTJSa7xgwZIVvhhrXGhp/c35QeaFWF2ifG2X2e8vhGLZEkDXnVYBzkWCCUn59P4eHhtGfPHurVq5e4AAAAaF1atmkdUFxkiMgKuTwjpBJVKJe15Fvj5UXS1lgrlg4PCaRudR1rdVNgY9dY0dKY9iIhh5bGuCC6WrVqVFDguq2E1qxbt47uvvtuqlSpklhbXLBggdXHc68jqcGT/JKSkuK2cwYAAO0tjfFnBWeF2PRNZ+iSYaq7OzJCyhEX8p5BnBHiQMRWfY8joy7sYbJrTOX+oqUx0hyH36k33niDXn/9ddE/yN0yMzOpWbNmYqu+I44ePUrJycnGS0JCgsvOEQAAtL009u1jLcXXGEOxNHv/78Mi+Bg2Yyd9tsx0q3pJKGeGqWWE5IEQX7fUgdra0NWSKrRZLB1gseu0z9UIcbH0iRMnRFamevXqFBkZ6bbp83379hUXR3HgI3XBBgAAUH7IS1vUd4ztSfFRoeJ65zrxxsecu55Fh5PTacnBFFpykOipzjWd0m1adWlMMetLPk6Dg6DcfNuBUElno93VtCIt3pds4Tx1/lsjxPr37+81W97s1bx5c8rNzaXGjRvTO++8Q506dbL4WH4cXyS8Gw4AAHzXzZxbxg/w6LCiLBB3YV74fCfq/81GupSWY9K9efPJa9S3SUWXLI0pGw2aLI1xIKQye4x7Hr1zTyMa9cdepyyNffVIC/rwviZ037eb6MTlDJtDV6VztjcO8qYwwuFAiAMJrahYsSJNmTKFWrduLYKbH3/8kbp3705bt26lli31qU+l8ePH07vvvuv2cwUAAPc5cfmm+E99rXJRxmWx8OBAsyUlnjnGrmTk0o3MoqLpM9eynHIe1mp9OFO19tgVSk7LMSmcfnXuPtWGkDxEVWJYqSq2UqVKiaBQqv2xVSOk1lCRn6oMmt64swFtOHGVRvaqS5oNhBITE2n79u1UtmxZk+M8eJWDi1OnTpG3qFevnrhIOnbsSCdPnqTPP/+cZsyYofqcMWPG0MiRI00yQtwyAAAAfAMHE/d+u0lkgra+fruxYWJ0uPlHYnxUiJiJxQHL6auZxuPOKp6+ZaWh4l/7LtKI2XtMjs3ZkSQyNGrLaa1rxBpvR4Y4/PFuNXMjD4QKre0aszGKo0HFaBraNZG8icPv1JkzZ1R3jXHG5fz58+Tt2rZtSxs2bLB4f2hoqLgAAIBvSrqRJYIg9ufO89SiWhmzZTFJUGCA2Ep/NSPPJBC6fNNJgZBKQ8Xk1ByasfkMbT1tvimJa5XU8FIY1wXN+29H2peUSm1r2t8jyBopwHFWZ+mSZqo8GggtWrTIeH3p0qUUExNjvM2B0cqVK0WHaW/HPZB4yQwAAPzT+RtFwcSRlJtUq5x+0480UkOJi6I5EJIHIZfSi2pJnV0jxFvk31x4UP0JFiINact9y2qx4uIsAWpLY9YCIRvV0t4yaLVYgdCAAQOM64aDBw826y/EIzcmTpxIrpSRkSF2rElOnz4tApu4uDjR34iXtXju2S+//CLunzRpkgjOGjVqRDk5OaJGaNWqVbRs2TKXnicAAHivpOvZxusrD1+ic9f0mR7O/KgpYwiQOJPk7IyQI/O+rA1KVe40c5YAQ4AjX8FTHbEhPU7n3m39bg2EpMnyHFhwjVB8fNG2QnfZsWMH9ejRw3hbquXhwGz69OmiR9C5c+eM9+fl5dH//vc/ERxFRERQ06ZNxWgQ+fcAAAD/zQhl5RXQ3vNp4nolxQR6SZmIYLMASm3QqbNrhBzhqknuAaXUOktbKZa28f2c3ejRIzVCnIVR4kJpd/Tp4R1f1tJuHAzJvfLKK+ICAAAgOX+jKKCRqxBTtOtKLibcPFPENUbcDJFriJxdI1QcIYpu1M4SaOcwVXuXxlwVsJWEw2f08ccf05w5c4y3H3zwQbE0VblyZdq7V9+/AAAAQGuBkKWuyFJGSEnabVYS8t5EjhjQvBK1qh7r+oxQgFQsTXbVCNnijUtjDp8R9+WRtpMvX75cLDUtWbJEdHwePXq0K84RAADAKThjIdX6lI8u2iEcHFhKdFNWE2shELqR5blA6LYG5UUTRU8sjRVa2T5va8SGNwZCDi+N8cBSKRBavHgxPfTQQ3THHXeIYul27dq54hwBAACcYtPJa6K+JyIkkGY83Y4e/WErNa8aQ5880MxisbTUVFEpLbvkU+nlk+UdwYGPfIyGqwKMQLX+QHY2VPTZGqHY2FhKSkoSwRBngt5//31xXEzD9dBUegAAAHvwJHn2QKsqVLd8ado85jabc7kqyTo2S0EIz/y6kem5jFBYcKDIYhWdk2tqhAJKqfURsjwWxGYg5AsZofvuu48effRRqlOnDl27ds04BHX37t1Uu3ZtV5wjAACAU2w5dU18fbBVVbuHkyoDIb7NzRUz8/RNGUuCd60VR5giI+S6pbFS4qvJrDGVx0lDV7W4NObwGfF4iuHDh1PDhg1FjVBUVJQ4zlvX//vf/7riHAEAAByWk18gZnXxV2l4qdRRunKs+g4xNTzHSy6htL62SPq+xcVZFh6iWhyhwYHG4EN/27VLY4U2O0vrX9/WHrjgAB/ICHHzxFGjRpkdf/nll511TgAAACU2acVxmrL2JD3evhq9P6AJ3cjS1/RwkiPGQhdpS8tQcmWj9LVEOfmFHlkW059TgEm9jatqbwJUiqXVwh1pm72tSEjahabpQEg+akOOO06HhYWJ5TEtjNoAAADfxkEQm7nlnAiEpCaI3Cna3u3easKDg0ocyLCsEiythQUpM0KurREqtHPEhq2lMW/kcCDEozY46FEWS0nH+Gvnzp1pwYIForAaAADAEzjrI/X64c+n65n6jFCshd1h1ozr34jeWniQ3ryrIZ26klGiHV+SnLziZ5T0xdJurBEqlG+fL/7QVW/k8DvHdUFt2rQRX9PS0sSFr/PWed5Ov27dOlFErbZ8BgAA4C7y4CA9+xbdMARCcRGOB0KPt6tOK0Z2pac61aBwQ/alpDVCWfn2ZYTKGWqSrG2fd1UgFKgyQ0xt11jR9nk/yAiNGDGCvv/+e+rYsaPx2O233y6WxZ599lk6ePCgGHb61FNPOftcAQAA7MIfyFJNELuamUvXs4qfEeLaltoJpcX18BDnBEL2ZpRWj+pOxy7dpPu+3WRl+7xrAqFSUo2QvFia7MsIPdauGv269ZzYKVbconB3cPidO3nyJEVHR5sd52OnTp0S13lr/dWrV51zhgAAAA5Kz7lF+bI5XrwsVpKMkFrxdLabAiHOQCmLoTnwCZLtwHJVH6HAAEdrhIqOvde/Ma0Z1Z0ebVuNvJnDgVCrVq3EKI0rV64Yj/F1Hm7KS2bs+PHjxu7TAAAA7pYqywaxaxm5dN3QALE4GSE5aWks20m7xkrLRmWo4SBDnvHhoIgzVPKePC5bGiulEgip7RqTis9lj+NzrBEfaZJN8omlsZ9++on69+9PVapUMQY73Gk6MTGRFi5cKG5nZGTQ2LFjnX+2AAAAdlDOAbuakWdcKouLtH/rvNWMUAmLpaVminFRIXQz13q9kEk9kKFnULSsBYCrGhWWMnaWlh1UiWukGiHjWppM3fL6foM+EwjVq1ePDh06RMuWLaNjx44Zj/Xq1YsCDGk63lkGAADgKfL6IHYtI69o11gJl8bCQ/Sfdbm37A+EJq85SfN3n6dfn2lvLH6WAqmykSF09pp+EKwl8kBHykjJl/hctzRGKhkhy/2Bxt/bhB79cQuNuL2O8b6H21YTgV6nWvHkE4EQ44CnT58+4gIAAOD1S2OZubKMkHOWxhwZj/HxkiPi6+xt5+gFQ5AgLY3FRZrvClOSZ3+kjJD853BVZ+kA1e3zlneNNawUTbvGcmKklEk267/dvXcEV7ECoZUrV4rL5cuXqbDQdI106tSpzjo3AACAYlEORL1yM5f2nU8T1ysoRmY4KiIkyKFASOplpOxSLT3fUpfriJBA6t+8krgeadipxqQ4xCQQclUfoQB9QDNx+THq3biCGFRrrVha/hytcDgQevfdd2ncuHHUunVrqlixonH9EAAAwNM4c8EfxFcycsXt+KgQUR/074EU42P4w7wkIg3FzRm59k2fP3H5pmqhsZQR4oBHza43exkDHPlnrVogFOSiERuBste9+6sNdPT9vla3z2uRw4HQlClTaPr06fTEE0+45owAAACKIel6Ft377Ubq3aiCsf6mYaUYWnfsismOK3smzltTOswQCBkGuNrCgZi8saMk2zBig/sScU8g+XZ/tRlnEqlpYWxEsMk0elcIkMU3uYZeQNYaKvpFIJSXl2fSTBEAAMAbvL3ooAg6uIlfh8Sy4lijStEmgdDMZ9qV+HWiDBmhzFzbS2MLdl+gl+bsMd5Oz8k3ywhxzdHG124Txdx9Jq23+T11sizQ1CGtxRJb2SjbdUbFEaAS4Eivz3dJpUNSLZEWORxCPvPMMzRr1izXnA0AAEAxnbmWabx+KT3HGAjJNa0SU+LXiTJkhPIKCm3uHJMHQSxdVi8k1QhxRiihdBjVr2DerFhN/QpFS3u31S9PdzXV1xG5QoAiwBE/r858p5q8uaPPZ4RycnLEiI0VK1ZQ06ZNKTjYtMjrs88+c+b5AQCAH3ln0UGx4+vTB5s5XPcSaShiZqeuZpoFDdaWm4r7OvN3XRDbwx3peC3JsVEjpLTg+U70y6Yz9Eqf+uQugYqM0K0CrnLSGbf0S1mtQNm4D58PhPbt20fNmzcX1w8cOOCKcwIAAD/EdT3TN50R13vUT6D+zSuX+HuWKx3m9KaD8uDgtXn7rQZCFaLDKMWQnVJmhKSlNWk7vi3Nq5ah5gP1n7/uUkoR39wq1JG0WVz+fsqLqn0+EFq9erVrzgQAAPyaNBSV7T6X6nAgpJz9xQFLtGEZy9o29ZLi4mFLO6i5sDolveh2jmwpLcPQTbp0mGvOyxkCFT8Xj8uQaoTk8880vDLmeI2QpV+Cf//9lx544AFnfDsAAPAzPF19zrZzxtvS9ndHKEde8K4qeYBSxkWBUKv3V9AS2fZ8uUzF6Az5OUq7zqTia1YnQT+OomeDBPIGgYqlsX8PJNOzM3aI67zTTVKKSvlnIHT69Gl68803qVq1anTvvfeK+iEAAABH/ffXXfTlqhPG21dvOh4IKQuXpVEaL/esK7Z3f3R/U3KW755oZbzOu72Gzdyp+jhphthrffV1PTmyQa1SRkgqvmYznm4nHss1Ut6glCIj9Mb8A8Y+RvIgSa3btM8ujeXm5tKff/4phq9u2LCBCgoK6NNPP6Wnn36aoqPtq3gHAACQd14+cTnD5NhVZ2SEDA0HR/SsQ892TRS7s5ylV4PyIhCwNlmdV0ukjFDjSjEmBdImgZAsI8Rdr4d1q0XeItBK7Q+P/eCBqlw3FO+i7ftelRHauXMn/fe//6UKFSrQpEmTxGBVnjrPc8d69+6NIAgAAIrlcLKsiEY2EsMRHHTkGBr+ScrJPpydGQRJ/XVsDW/lmiUpTjIOWjUEQny+aoGQtwkoZX1r/b8jutLyl7v5R2fpdu3a0QsvvEBbtmwR0+YBAACcITktW3WbOQcK9gYJ3JVZmZ1Rbp13tsjQQLpqmsgyIQU6nFSRukBzIMRBEHdpls5XvjTmbQKsBDh8l5YDIIczQrfffrtYDuM5Y0uWLFFtsQ0AAOComxZGVZxULJdZI9+NJWlcueTNE61RbntXBmLSyAzeXSVlpPijk4Mg6WfmICnCCb2NXCXQSqCj5QLpYgVCS5cupYMHD4ps0HPPPScGro4YMULch8GrAABQXPLeOpw5qWcYiso7yeyVY6gP4o+jX59pR2/c2YC61ytHrhSkaCKYaZgdJikwBEJcqC1v5JibX2jMFkWGBHn1tPYAa6fmvaftul1jVatWpbfeekvsFpsxYwZduXKFgoKCqH///vT666/Trl27XHemAADgk6Ruy4M6VKc1o3uIxoEsJc2+ncinr2bSK3P3GbM0nWrH09CuiS7/T3pBofVi7XxD50HOqvCgV2m7OS+PScGfq3obOUuobIyGj8ZBxd8+36tXLzFz7OLFi6J2iPsItWnTxrlnBwAAPk8KCri4mQMDqWYmUxFYWDJ46jZac/SK00Zo2KtAarFsoWeQtFQmjQoJMwQVHAilGn5m3nnlzSKsFJn7ymJQiRsqxsbGikBo9+7dtH37duecFQAA+A2pXkYKCiINH77KwELp8s0cGjlnD527nmU8Zu/cLmdQ1gRJQ1Tlc7nkdTZhhnPjzBG3DGAx4d5bKM0iZHPV/LpG6Ny5om6f1rRs2VJ8vXDhQsnOCgAA/EZ6Tr5xHAWLNOwUsxUIjfvrEM3bbfp5486t6MoWQsoRH8aMkCEQkoqrubA7zTBOxNuXxiJCkRESeMnrP//5j9WMT1paGv3www/UuHFjmjt3rjPPEQAA/GBpLNowc8sYCCmKj5XUiqndmRG6ZWNpTLpfKqo2BkKyjFCZcOu9iDwtwspSoy9snWd2hc6HDh2iDz74QNQFhYWFUatWrahSpUri+o0bN8T9vKOMM0KffPIJ3Xnnna4/cwAA0KSsvFv0975k6t24ggh+zJbGDFkIaTq7JVyArCQFUe5QaKNYuigjZKgRCg4wZo6MS2OG/kJaXBoL8JGUkF0ZobJly9Jnn31GycnJ9PXXX1OdOnXo6tWrdPz4cXH/Y489JjpPb968GUEQAABY9du2JBr95z7qOXGt+tKY4cNX2mLuSCBkbZeTs8mHjqrWCBUqaoQM2RX9rjFD8OfFzRRtLY35VUZIEh4eLibMY8o8AID7cSPbubsuiLqSXg3Lk1btOHNdfL18M5f2JqUasyNFGaEgY+bImnzl/nWVwauu9NnA5vTMzzvE0FW185WKpY01QoZlOx68KjWAdOcut+KIsLLU6CNxUMl3jbnTunXr6O677xbLctwfYsGCBTafs2bNGrFkFxoaSrVr16bp06e75VwBAFyRSRn1x156ftYut37gO5tUC8T6f7PR2IE52qxYukA1GPxx/Slaf/yK6mBW5fKUK7WsFks7x/ak+1pWtpARKuojpNw+z00VWWiQd38MR2BpzLtkZmZSs2bN6JtvvrHr8dz4sV+/ftSjRw/as2cPvfTSS/TMM8+ILtkAAN6GJ5P/uvWs6uwttvHkVfE171Yhnb+h/hgtuJlb1ElaLtLwoRtlWI5RWxpbdugSvf/3YXrip210LUOfiZGzt/eQs/B/yqUiaGUgZLZrTMoI5RVQniGb5c6lPOdnhEqRL/DuxUmFvn37iou9pkyZQjVr1qSJEyeK2w0aNKANGzbQ559/Tr1793bhmQIAOO7lOXvo3wMpdFfTivT1o/p2JJZmb527lkW1ykWRL80Wk0ZNhBsCIrXszp6kVLMaHLlsG8tprhBiyOpIwY09NUIczMqf662CVeqwfK1GyLv/BEqIi7d79uxpcowDID5uSW5uLqWnp5tcAABcjbMHHASxxfuSze4vLNTRqSuZxttnrxVd95VASLllmwOLW4rgYs+5okBIzYiedchjgZAhuLHUWdq4fZ6XxgxLm94eCLE9b/Wi+hX089/kfCQhZH8gxDPGeGeYlqSkpFD58qYFhXybg5vsbPW08vjx4ykmJsZ44flqAACudvqq6aR1qQDXeDsrzyTjcFbWTVlrbhp2icnJB6RKS0gsK79ABA68TMY1QZtPXTN5XnxUKL15V0PaMuZ2Wju6O93bogq5W2igeiB0S7E0Jt8+Lz3W22uEWJmIEKpcJpx8NSNk99LY+fPnxbJUSEiIKFi+55576Pbbbxe3fcmYMWNo5MiRxtscNCEYAgBX2Xn2Ov269Rw1rhRjcpw/9OMii/59vXLTtDCYl8a0Sl7707RKDD3erjrd1ayi8RgHB/wZy3EEL489M2sHHbt8k756pIXZ90qMj6SnO9ckT7KUEZKyWVLAYJoR0sbSmLWgx+9qhKZOnUqFhYW0ceNG+uuvv0ThMfcV4iaLPH3+rrvuori4OPImFSpUoEuXLpkc49vR0dGiFYAa3l3GFwAAV+Plrvsn65fq5+26oNpt2VIgpO2MkD4QWjS8EzWpHGM2JZ5vR4YE0c3cW3TwYhptM2y3/2vvRbPvFe0Fs7ps1QipbZ8vygh5d7G0ROqO7YuBkEOhaEBAAHXp0kV0jz569Cht3bqV2rVrR999953Y0t61a1f69NNPvWbWWIcOHWjlypUmx5YvXy6OAwB42inFcpic1GRQGQjVjI801gg5uoX+Qmq2zSaFrsZZEml3VZXYCLMgSCIFDeuP63fKsa2n9QGRp2aLWRISaL1GKNDYWbpoN5z2MkIBKsfIJ5Tox+BdWK+88orIEiUlJdHgwYNp/fr19Ntvv5ErZGRkiG3wfJG2x/N1aSgsL2sNGjTI+Phhw4bRqVOnxDkeOXKEvv32W/r999/p5Zdfdsn5AQA44sRlywXPUudhyRVDz5zmVctQbESw6L1zJNl81pbcN6tP0DuLDoreO0dS0qnTR6vohVm7yJPkvYGsBTHStm15m4CzKsuB7hypYUmIIasjBTeWMkJVYvUrEaevZhYFQhqJJoKwNGZbuXLl6OmnnxYXV9mxY4foCSSRank4AONGibxUJwVFjLfO//333yLw+eKLL6hKlSr0448/Yus8AHhtRojrgrhQWpkRumGYVs73N64cIzIlh5LTqVnVMqrf+2jKTZqw9Ki4/kCrKjRzy1lxffXRKyIwspSJcTXp5+I6IGvZEGkLfUpajtXv5xUZIcPPoex0XSDVCBmWlRpUjBZfT13JMG5LDzUUUGuyRigAgZDbde/eXfwFtkStazQ/Z/fu3S4+MwAAx500ZITub1mFVhy+RJ1rx4uBo7/vOE9pWaaBkHS7THiwKBDmQOiclTqh6ZtOG68fuphO12S70HikBe8E8gRpaa60rLu0tYyQpeaS3hgIyZfGuNj9jCGDFWwIGBJKh4rxKPz++0ZGiHyC53+DAAD8PCPUo345mvBAU9GXZfy/R8QxZUYoVQqEIoKN9TNJVgKhVUcuG69z5khefM0BlKcCIalQWhqwaisQuqrSPVrKmnnN0phUIyTLCLV+f4VZfQ1n4Xh5TJqtpqWMULBKwBboI0tj2vgTAADwMZzdlhokJsZHiWUG/qDkjIFajVBqtv6DPyYixFhrYikQ4u8t70PEdTaZso7L1jJJ7uohZCsQkraaq6kWF+FVGaFQRUZIHugosynKfjyhgdrYNVZa5c/LU8urzoZACADAA3jyOn9g8mektBNMPnjUYkYoPJjqltd3+T2cfNPkcWeuZtKUtSfpUnqucZCptLwkL1JWKzp2/9KY9QBGmelJLFf0HvHSoKXHecPSmDJAlWqEWCVFIKSVXWOlVZYy/a6homTRokWqxzkyDAsLExPeuUgZAAAs220YFcFBjbyTcrSUEVIEQlKWgZfGEstFiWDg1NVM2nbqOvVsqO+g/+bCA6J2aNbWok0j7GJqtnHMg60lNVdLNyyN2crkyN8T1qparDGD1qVuPM3brW/TwjvovCYjZFgaUw7ElWeEEqJDNRoIBZkd85E4yPFAaMCAASLoURYtS8f4a+fOnWnBggUUGxvrzHMFAPAZ+y/oA6EW1Ux3fUUb/uctX17hf1ulYudYQ20PB0McCF26mWN8vNRzR1r64job7tlzI0ufeSp67TSP7RxLNfwcZcJD7Jo3JuGdcn/sPC+ut64eR1OHtKZtp29Q25pxXpcRUhZ4yzMnYbIGihwgaSWrEm0I0H1x15jDoSg3JGzTpo34mpaWJi58nRsrLl68mNatW0fXrl2jUaNGueaMAQB8gJTdqJ1QWrVTsrxGiIMg/pDluKVCTJg4Fh+lDySuG4qJDyenq9bSSNkK+aD2gxfT6egl6z2IXIWDMhYrGx9irVha0qiSfus5K1c6lG6rX55e61vfJNPl6UBI2gmmrO+SZ4TkxdFayQZZygj5SrG0wxmhESNG0Pfff08dO3Y0HuOZY7ws9uyzz9LBgwdp0qRJ9NRTTzn7XAEAfAY31VPWu7AYxdLY9jPX6dvVJ8T1clGhxt070hwyKVN0TCWw4ezRzahboqO0pE5CFB2/nCGWy+pXKAou3KWoH5L1JS2pj5CkYplwmvZkG/HhK3Vo9hZFnaULVJc15V2Z5dvltTBwVVJaZSnTbxsqnjx5UszqUuJj3MWZ1alTh65eLWqLDgAARTgI4WCE1VAEQtLSGG935+Ur7gzNGRwmZYNY2ahQk0DoSMpNY7ZEGsdROyGKsvKKAiFOTHCxLr/2NZVt6e4MhKQlPnszQrxU1qNeAnkjqZ6Jp8rzn5m0M04SLCuWDpUFcVrKCBWqtPDz26WxVq1a0ejRo+nKlSvGY3ydx1jwkhk7fvw4JrYDAKjgD8pHf9gi5lBxV+gaZYu2gstrMfiDh5dYpCCI1ZEto5WVMkKG0RsHL6SJr4+0Kfq3t275KGPAJO2wkp4n317vTjcUtU72BkLK4mlvItU78U49rslSLo3J64DkWSCtDFxlTavEiK3/FWXBuI/EQY5nhHhEBRdM87gKKdjhOWOJiYm0cOFC40ywsWPHOv9sAQA0jkddSB2H/9M10axgWYyeCAwQO5B48rrkh0GtTQqDyxpqhDizs+RAMu09r3/s/a2qiK353Km6V8MKojBanm2KdUMglJl7SwQyyp9t3/lU43nG2lgai1AsjXnzMlJYsH5cCNdxpWbnmy2NmdQIyX4OLWWEwoIDafWo7qIQvNuENf5dI1S/fn06dOgQLVu2jI4dOyaO1atXj3r16iWm0zMOlAAAwJy084k/G2+rb77Uw8EDF0xzR2UpG8R1Pb0MW+QlZSP1mR4ueh42c5dJgfT4+5rQeGoivleF6KL/wfPSmrK2yNlOXsmgvpPW070tKtPHDzQ1yYTd8/VG4+0aZU2XBK1lhLi5ojc37+Nz4/5OHICmZuVZrxGSB0JeUOjtCD53eYdpX1kacygQys/Pp/DwcDHxvU+fPuICAAD2u5iq3+6++IUuFot+eXmMA6Gz1/UF1VLwIidlhJSUAUM1WcDBQZGrl8Y448XZrDk7kkwCIfkSH5Mv2amRL4V587KYvMidA6EP/j5sNijWNCMUqLnxGpZ+Fr8slg4ODqZq1apRQUFRh1IAALAPZ0XkU+QtkQqmz13PtlhPo3bsxdtqmx2T1yBxMz9XZ4TkH/RcDyQtxS07dMl4fFCH6ja/j/Qe2Bq34S2k4vdNJ6+Z3WepRkhrGSHlz+IjCSHHi6XfeOMNev311+n69euuOSMAAB/FXZW5SFrqEG2JVDB97lqmxcfKl1gaVIym2c+2p+G31TF7XK1yUcbrXOwqZZKuZ+qLrJ1Nvix04oo+OGDLDqaIr2/c2YDevKuhze8jz3hpIXNiLbANku0a43oitR1kWgyEdET+WSP09ddf04kTJ6hSpUpUvXp1iow0XefdtatorRoAAMx3THH9i7VeONK8sbOGDtG2JsU/3KYqtU8sq3ofZ2R+faad6Dp9f8sqophX3ojR2eTLQtI2fh7pwdv7+UP0wdZVVCeZm5237GfOl01191bfPtaSJiw9SjvP3jC7L8ikj1Cgz2SEdDo/HrEBAACOu25nDx0pIyR90FjKHv05rIPYFWZrqalT7XhxkRe4ZuYVUE5+gVObE87Zfo5WHblsvC1t7T9hWDbiom9bQZ1axks+lsJbcSA697mONPL3PbTkQIrohL39zA2rnaW9eSecJfKgTucjOSGHA6G3337bNWcCAODjjD10bGwdl7pLSywNFm1dI05cHMHZJm7wxz1vuGBaOQ3dHrcKCmnurvNi/lejSjHi2P7zafTq3P0mj+OCb3b+hj6zVTXOtGeSM5advM2EB5rRx/c3pTfm7zcGQpZqhLQyZ8zXM0LFCkdTU1NFP6ExY8YYa4V4SezCBf00YAAAMCctFfGoDHsLhVmMjQGljuBdZdL3SzXM/XLUO38dFEHPK3/uE7dzbxXQ4GnbzB53zVCHJE1jrxpbvEDIGwarOhIo8NKffPlPXiMkz3RpcdNVkEkg5KcZoX379lHPnj0pJiaGzpw5Q0OHDqW4uDiaN28enTt3jn755RfXnCkAgMbx9mqWULqot48aafCqrYxQcen7FOWajYKw1197k41b4vnD8JdNZ1W341+9aToHrUqsY9mn34a2p6UHU+j5Hua74bydPBAyzQgVLfMVNxD1pABkhIhGjhxJQ4YMEWM0eNCq5M477xST5wEAQN3lmznGbeyOZITsrauxV2lpnlmO6SgIexXKBk/pGz8Wda+WW3IwhZ75eQetPqofySTVKdmrQ62y9M49jbxuyKo95PPF5FkUeVCkxaUxOR+JgxwPhLZv307/+c9/zI5XrlyZUlL02yMBAMDc5XTD0lhpG4GQnTVCxSXtSuPBrsUZn3EztyiAavPBCjqgaJYox6M+WPnoUDH7zF+YZoRMP2qXvNSFejZIoNf61ict0+n8NBAKDQ2l9HTzX3oet1GuXDlnnRcAgM9JMtTKlJeNvbCnWDrG6Utj+u9XnKUxaZK9nLQrjIfIWsL9jLx5TIazBVmoEWL1K0TTj4PbUN3yRUN0tajQRyIhhwOhe+65h8aNGyfGbTD+xebaoFdffZXuv/9+V5wjAIDm8Zbqw8n6/0Q2q2I5YJBnbKSeQ86eUm7MCBVjaUzaAabmw3sbi6aNj7evRk93rmlyX81467PFfI18d5h8acyX6Ij8s1h64sSJ9MADD1BCQgJlZ2dTt27dxJJYhw4d6IMPPnDNWQIAaNxPG06ZDD+1JkGWMeJeP84m1SA5ujTGtUEjZu9RvY+HvTasGE0bXu0h/oPMj21dPZae+1XfZNdSw0dfpfVt8nbxkYyQw4EQ7xZbvnw5bdy4kfbu3UsZGRnUsmVLsZMMAADUnb2mz6R8fH8Tm4+NCg2iVtVjRZfiZ7okOv1cShszQo4FQutPXKWbFrJI/ZpWNFn64t1FfZtUpPcHNBZjRe5qWpH8ibzAW96E0JfoiPwzEJJ06tRJXAAAwLqfN50xbp2/vUF5u54z+bGW9M/+ZHq4bTWnn09EiP6f/qw8x7JNC3cX9Yp7uWddmrn1rOiN1KdRBXpBZeAre7y97QGrvsgfMkI6nR8FQrNnz6aHH37Yrm+YlJQkaoYQJAEA6E3beNp4vaydXZJ5eWxIJ9M6G2cJDwl0aNmNHzdzy1maZwiEnulck4bfVptevL22XxVAO0I+UNVXa4QKfSQSsitfN3nyZGrQoAF98skndPjwYbP709LS6J9//qFHH31ULJNdu3bNFecKAKBJ0i4wHo7qDYEDF2A7khEat/gQvf/3YePcs9F96okshzf8LN4qzB8yQuRHGaG1a9fSokWL6KuvvhJjNXjifPny5UVDxRs3bohi6fj4eNFo8cCBA+I+AAAwHa0xsE1V8gbhwY4FQrO2njNeH9S+utN3sfl8Rkixfd5XFPpIRijIkW3zfLl69Spt2LCBzp49K3aNcQDUokULcQnw0YIwAIDi4t1TVwxT2G31D3IXqUYo245AiM+fl3ZuFepEZuMpxbZ4sGf7vI9+NurIP4ulOfAZMGCAa84GAMDH3MjKE5Pe7eko7S5SjVBWvu0+QmnZ+SIIYgff7a3JcRee3zXmmxmhaEXjT63y0TAVAMA7XDKM1eAiafnYBW+oEcrOK7T5WCmbxbVBCILs58u7xj55oKkYEfJkpxrkC7zjbyUAgM8PWvWOZTF5jVB2nnlG6MCFNHpoymbRw4gny0v9j8pFeUc2S5NLYz5WI/RQ66piRIi0xKp1vvFTAAB4+aBVHjrqLYy7xvILRLAj3/31xE9b6UZWPj3+41ZR3D190xlxPMGLzl8L5NkzX8sI+RpkhDQsv6BQXADAe11K12eEypf2ooyQIRDiTT+5t0z/DeEgiGXnFxiDIFYnQdsDQt1NngUqRQiEfCoQysnR/6VWk5ycXNLzATvxTo6un6ymLh+vFu3rAcA7SdPabc0Xcyde0pCSFNcy8+x6To2yEa49KR8TLNsp5ivbzH2Vw4EQN0zcs8d86N7cuXOpadOmzjovsCE1O5+S03IoJT2Hrtv5DxkAuN+pq5nia2I575m+zks19SpEi+v7klJtPp7niA1s4/xRH76Mi8u71ImnDollKcFLdguCkwKh7t27U/v27enjjz8WtzMzM0UjxSeeeIJef/11R78dAIBPO20IhGrGe08gxFpUKyO+7jmfaswybzpx1exx/ZpUpG8ebWlcTgP7cN3VjKfb0ayh7dCB29cCoW+//VZkfyZNmkRdunShZs2aiQzRtm3b6OWXXyZX++abb6hGjRqiq3W7du3E61oyffp08Qsov/DzAADc1VGaL/w5mFguirxJ/Qr6mp8TlzLE1wV7LtCjP241e1yV2HC3n5svQRDko8XSffv2pfvuu482btwoBqxydqhx48bkanPmzKGRI0fS22+/Tbt27RJBWO/eveny5csWnxMdHS1ql6QLd8T2BbzTQ6K1v2dcPLpg9wXKUxRpAvianWevi6/1ypemqFDv2qRb2xCYnbyiD4TmbE9SfVylMgiEwLc5HAidPHmSOnToQIsXL6alS5fSK6+8IkZv8Nf8fP1uA1f57LPPaOjQofTkk09Sw4YNacqUKRQREUFTp061Go1XqFDBePGVOWjy+mit1eHd/dUGemnOHvpu7UlPnwqAS+04c0N8bV0jlrxNrQR9IHTuehbdKii02OuGa10AfJnDgVDz5s2pZs2atHfvXurVqxe9//77tHr1apo3bx61bdvWNWdJRHl5ebRz507q2bOn8RjPNuPbmzdvtvi8jIwMql69OlWtWpX69+9PBw8eJF/LCGltR8JlwwDK5YcvefpUAFyGM55LDqaI662rx5G34U7X0n+qeIyGJWUi9I8D8FXFqhGaPXs2lSmjL7RjHTt2pN27d4sdZa7Cw14LCgrMMjp8OyVF/4+NUr169US2aOHChTRz5kwqLCwU53r+/HmLr5Obm0vp6ekmF29UoOFASCLNXwLwRROWHqHzN7IpJCiA2ieWJW8TFBhAMYZZUSsPX6Z9SWmqj5MeA+CrHA6EeHeYmtKlS9NPP/1E3oSX8AYNGiSyWN26dRNZq3LlytF3331n8Tnjx4+nmJgY44UzSd5I3jtIq32ECgpRIwS+iXdgzTbU3Hx0XxOv6iEkF2fICr0ydx/dzFUfwFoGgRD4OIer93755Rer9TiWAqWS4qn3gYGBdOmS6XIK3+baH3sEBwdTixYt6MSJExYfM2bMGFGQLeGMkDcGQ/IYQqMJIc0GcOA5Sdez6PMVx+jZrolU39AHxxv9sTOJbubcEqMs7mlWibyVWv3PoXG9qd+XG4zb/pERAl/ncCA0YsQIk9tcIJ2VlUUhISGicNlVgRB//1atWtHKlStpwIAB4hgvdfHt4cOH2/U9eGlt//79dOedd1p8TGhoqLh4O/nSmFYDCq2eN3jO0F920JGUm2Ig6NrRPchbTduoH03RqFK0WILyVnEq9T/cdVpegxiNQAh8nMOB0I0b+l0QcsePH6fnnnuORo8eTa7EmZrBgwdT69atRWE29zLiho68i4zxMljlypXF8hYbN26caP5Yu3ZtSk1NpQkTJojt88888wxpnbwuCDVC4Mu4c/qjP2yhu5tVEkEQkyaie6Oc/AI6flm/Jf3tuxuRNysbpV4ILc0bYxgYCr7OKY0t6tSpQx999BE9/vjjdOTIEXKVgQMH0pUrV+itt94SBdJc+7NkyRJjATX3NOKdZPKgjbfb82NjY2NFRmnTpk1i670v1CBoPRBCRgjswYM/OQA6knLUeIwLkL3VsUs3xe82199wRsibyQep8hiNR9vqx2hY20UG4Guc1uErKCiILl68SK7Gy2CWlsLWrFljcvvzzz8XF19kumuMNOmWVk8c3Op6pr7dglx0mPcu16Sk6QdTV42L8PquwnXKF3W7/urhFhRgyP482q4azdp6jp7sVMODZwfgpYHQokWLTG7zWjJ3bP7666+pU6dOzjw3sAK7xsDXLT90iSYuOyqKjpXybhWQt7qRpR+CHKeBRoTd6paj53vUohplI41BEBvbrwH1alCeOtWO9+j5AXhlICQVKkv4fzy8Jf22226jiRMnOvPcwAp5DKHVpTFkhMBaM0IujLYkPecW5RcUUrATC5F5uZm3kJd0l9T1TP2yUqxha7o343+/R/eur1ow3aN+gkfOCcDrAyHeqQVeViyt0T8SrWaywPV4Fp0tNzLzKCHaef15hv+2i/7Zn0Ir/9eNajk4IPWb1SfE1v5x/Rsbl/LUdmQBgPfxrimA4FedpZERAiUOJgZP3UanDD1s5P7TLZG+W3vKePuakwMhDoIY18a8eZf9Gyp4uvyEpfpC7rm7zht3Q2ohIwQAdgZC8gaD9gxGBffuGpMHRVqCjJB/2HD8KiWnZdN9LauYbcUWNYZpOVQxJkws03z07xHVIIg92yWRHmtbnQZP2yaa/fG2emeR981RTonn31NehgsLDlR97sYTV1VbQkhdmwHABwIhniNmD2/fIeFL5EGE/B9xLUEg5Pv4d/O5mTtF7c3oP/fRrGfaUUdZAe7MLWfpzYUH6eP7m9DANtVo+5nrxvvevrshvfvXIeNtrt0pGxVKCaVDRSDEGSFn4ZojS4HQO4sO0owtZykkMIB+ebqt2dww3i6vpnnVonmMAKDxQIiny4M3d5b26KkAmMjMvUUPf7+FKpUJE0tM8hlWI3/fSy2rl6GW1WLpUnoO/bD+tDj+6tz9tOHENbp8U19fs+2N2ymhdBh9tuyY8flSh2apCeD1DPNt9cXF56L2d4uLtjkIEtcLCsXPtfX120W2Z92xK+Icz103b+7YIbEs1a9Q1KMHAHygRujUqVNUs2ZNZH28hDwJpNUaIfBNe8+n0v4LaeLCgYJcSnqOqMWR6nHk/tqr70MWHhxofN6DravS1I2nqW2NOLMlJ2cujckDoay8AmO90lsLD5g99szVTPph3Sn6cYM+iJO0rRln3HrOc9DwbyWAjwVC3D2a+wUlJCQYuzx/+eWXxq7O4LllJXm9EICnXU4vytRI2ZQ2NWJp7/k0kWGxpXWNWOP11++sT/c0r0R1ZY3/4iL1swCduTR2SXbOWYYM1PBZu8Q5K/Hr7klKNTv+4b1NqHaCY7vNAMDz7G7CoaxD+eeff8ScL/AMX+gsDb5Jnl2RNKwYTZXLhNt8bstqZejj+5sab/NyGNfacF8bSVkXZ4QyDRkheRBUMz6SOhtqm75dc4J2nDWfuVirXKTTzgcA3Md7B/aAT+4a02phNxQvuyIVH7/RryGVK63P5LC+jSuoPvfHwW2oko2ASVoau+aiQCg775ZxiU7SqnosVSsbIa4fuJBuPM49h3o3Kk9THm+FpTAAXw+E+C+58i86/uJ7ydKYhoIL7BTzXRzkvjR7t6jpkfvwviZiSOqI2+tQs6plxHLX5MdbUaIig8I7x+zZcu6KjJA0H0yeEZIHbrykF69ybonxkfTdE62pj4XADgB8qEaI/5EbMmQIhYbq/3HIycmhYcOGUWSk6T9m8+bNc/5Zghl5PKGlGiE0UfRd529k04I9RYOXJz/WkuqUL22sm+G5VQtlW+e/e7wVvbXwIA2/rTZViQ2n6mXtW1riLfTODoSOyrbA8643+VfptXjZTu72+gn4zyCAPwVCgwcPNrn9+OOPu+J8oDgjNjQUWygDIQ7i5MMeQbu4t48c99ux1l2Zg6Tfnm3v8OvEGoaZpmblif+glTQYScvOp7PXirbA85BX/r6p2fqZYYyDNe4gLffFIy1K9LoAoLFAaNq0aa49E/CL6fMFss67LL+wkEID1Dv2gnYDoY61rAdBJREVpv9ni3/ts/MLTAqp7ZGdV0CTVhwTy1ktqsXScUVDRN72fyTlpvHv1YZXe1CV2AjadLKog/Rj7aqZNV4EAG1CsbQPZIS0VIB8SzEh9pYiMALtB0JPdapJvz7TzmWvw0XMUhIxQ7Z8ZS/e9fXdulN077ebxG2pIWIF2dyyvl+sN3az5iCIlTVs25d2kQGAb0Ag5AsZIQ0FQsrsFc9wAt9w5po+EOKaIFfWzvD3jjRkgTJkozHste100RgPJi2LNasaY/bY6oadYvKO1vrjCIQAfAUCIV8oltZwjZB8SCVo1zerT9Cao1fcli2JNCxLZebqd3gV93fwwIU0OnE5Q1xvUtk8EJJnnGIjQlQDJADQNixya5R8p5iWdo0pM0LKpTLQntxb+pobiTu6K0eGBjq8NMbneeFGtiiyltz11Qbj9bY1TYepssfbVTdeDwwoJbb438jKp7rlMUcMwFcgEPKJztI6zWaEUCOkfcdSMoyZvV+eamvSf8dVosKCzba42zJhyVGz+WASrjlqUa0MRYYEij5Cfw7rQMGBAdSwUrTJ4wa2qVbCMwcAb4NASKO0umtMWRPEE73djYdpxkQEU7Thw9TX/bnzPG09dU1sAXdFbcu+C/q5W13qxFPXuuXIHaIMGaFMQxdoe1gKgliN+EgR+Kwa1Z0upGZTy2pF884AwLchENIo+U4xDSWEzIZuujsjxB9yXT5ZTREhgXRoXB/ydbcKCmnUH3vF9ZxbhfSVC3rf7DfM5GpaxbzGxlUiDcXS3PPHHsrMEXe6PjyuD60+cpneXnRQDExl5aPDxAUA/AcCIY3S6q6xXEUg5O5dYzvO6HcMZRnGKPi6pBvZxuspaUXXnfl7uOHEVYvFxq4i9fCxd2lso+Ec5bjmp2fD8uICAP4Lu8Y0Sp5I0VKNUJ6HA6HQoACTbAk7eSWDjqaYNtXzpL1JqfT79qRi9YdaciCFWr+/nNYd0+/gknZEMS4Udrb//rpTjNZgLau7bzlJaqpoTyDEwdrr8/ebHIs2PB8AAIGQRml115iyJsjR2WMcvKTnFI0+cBQviUh4xxF/v9snrqXek9aV6Ps6U/9vNtIrc/fRysOXHX7usJk76WpGHj03c6dJBowlp+eInVPOwkHI0oOXjNmVhNLuW1KSts9n2LF9PiU9R7wn8vEc/+1e28VnCABagUDIJ3aNuf/1i9vNWpkRen/xIYeKvfmDvvm7yyi5mMs88t36XF9ySTY/6pxs3pSayzdz6ImfttIP606RO6w7rs/qFAfvfDp7LZOWHkwxHuM/skMX0510dkQ7z94wXp9TjJlh7loau5SunyxfuUw4/TOiC015vBU92amGy88RALQBgZBGyZfD3L1r7OU5e+i2iWvFzKaSBkJ7z6fRrnNFH6i2rDh8WQR+v28/TyWtUeIMUHJqtkkhtTWL9ybT+uNX6YN/DtMxxXwqZ5H/WUpLTvZSLjN2m7CGzhiCO94azracMu2qXFz8ZzZvl/7PoF+TitS6Rhy5E29zl7J63BRRHpQpXUrTB0Llo0OpYky4mDGGqfEAIMFCuS8sjbm5Rmj+7gvGjEXvRhUceq5aTVC6bMq3tQDh61UnTCaGF4d8aSg9+5bI8lgKPDjrxW8zb9HOzS+kcYsPGe/jQIg7KAcFlCrWhyoHYVyz06CiaZ+am7LlOfl1W/hcp288Y/H+Xg3L0+5zqXQkpeQZoYnLjtJXsj+LBhXd31xQ6iO06shl+nt/srg+aWBzGtCisvEx/GebdD3bmBHCbjAAUINASKPk8YQ7AyF5IMFBAH8A/7r1HNWrUJra2JEVUGaE7NnBxR/eD07ZbLJVuviBUKFJoJFsyBawi7KMEP9cA7/fYjaXSr4L6cO/D1Pl2HD6Y1hHkR1Lzc4TGQd7DJm6jXadS6W3724oAstX+9SnTrXjTX6u65lFHZCt4XOduOwYfb26KDiRG9qlJtUup+/2fPxSUfG0NV+tPC4Cw/H3NaEAacKpobBcHgSx+hVMgzl39hHi6fOSl+bsoUPJ6fRSzzriPX1j/gGT51SIQSAEAOYQCGkIf9hyT5g7GpX3WI1QWlbRBzUXyG4+dY3GLtB/4Jz5qJ/N5+caIjie1SQNu8yy0RTv6ek7zPrFyMckqOEgJzIkyORDnOXIPjh5OYWnkKsFHrxMZikIYr9tSxJfL6blUIM3lxg/kNeO7m5X00IOgti7f+mzTI/9uFW8f6my9/eyrH7JmlF/7KO5hmUqpSUvdRGBijQZ/tTVDJFNVL4vyvdo4nL9yIxH2lWj5lXL0KK9F2nFoUtUJdY80KvvgYyQVCyt9P26UyJAX3ZIX8Qtxw0fAQCUUCPkQbxj6detZ+nUFfv+l/7ThlNiGWDE7D0mS2PurBFKlWUscvILRZdmW9mKnWevGwOo01f0H8jNqpShu5pWtCsjpFa7czXDcpAwf/d5avbuMnr4hy1WM0LyIIhdkwVCe5L0gYpSp9rm86jkWQmuy1EWknMtzQd/HzIGYZYKzXkLv3y7Owd/tgq4mTwI6tu4Ai17uSt1SCxL/+mWaMzWVI0Np5DAAPFndlz2Guzvfck0d+d543nJz+H8jSyxnPnib7tFMPTtmpMmNUccdHARsqcDoVayrfu8XMaF4kqccQMAUEJGyIN4SYm72vJ/zk+Nt51NkS/jyJfDiruDqzjkGQv+AJZvR+dls9Ag/ZKFZPmhS/TsjJ1Uv0Jpmv1se5q6UT/mICiwFAUFBBS7ueEVK9kSLmrm2JAzOvwhzqMTpMCTa30suZ5Z9D2lbJVSn8YVaeOJazazPfIP5lfn7hOzuHgnF3cwtrSsx1v4lbpOWE273+xFZSKC6Y8d56lO+Six/CYt88gzXBykTX68lbj+m2IXV1BggKhpOnrppnidj+5rQg+3rUarjlyi52ftEo/hLCMHUlLNDeO6rDLhRVPXJQNbV6XnutWihOgwjxQex0eazjObNbSdyHr1mbSejsh6QnE2i5c8l77U1ex3EwCAIRDyIKnpnb0JHfk4CvnSmDN7EnJ2iZe8LLkhW5LiIEeOsz4J0aYfNvN26Qur+cNp08lrJpmZ6KhQm0tjHORxsKWsLbqSkSvuU/sQlh/igKlSmXCxjZx768QbXlPNtYw8EcwFlCplMVhpUyOW4iJDrNbvbD19zRgIcaAiDSTddz7VZjZLTYv3ltN3T7QSvYWkHVPLR3YTP5c8WyYFQZYkltMHQuy1efupR/0EMYdM/vu4aM9FY6do6c/t8Z+2mn2vimXCqZub5oqpUS7RcZDD2a8K0WGibxBrWDGa5j3Xkfjdt/Y7DQD+DUtjHpTjYHO7fFkTHFfsGpux+Qw1eWepSRM+azVCSjcM9/FuHSlLpRMfQ3r7L+hnUrGMnFti3hfLtNIUjwMSKQh6vH3R5G8OLiwFK+myeiJpx9B/ZuwUAae1uhvOuNUbu4TqvPGvqDVRU750GI3sVZfsmb2lDHpuZErvj+1A6IFWVUxqWuT9gDizxFv4OWiVukXXLR9lc4jskI41TIJEnrm29mhRr6Ktp6+bBEHWeGI5TI5rnKQp9/c0q2Q83kg2LZ6DUX4cgiAAsAaBkAdxvYYjTDJCsqcWt0aIsxXyZbU3Fx4Uy1Ty3TabT16jTh+topdm7zbLCCnxEtC7fx2kth+sNNaSyGO0yYZjUv8Xqc7DWkZI2tJeNjKE3h/QRBQjSwGUpeUx+Xb833cklbibMtfbSHiJ6vH21WnbG7fTxtduozfubEAtq5URoztG3aEPkP49kCJqbjgImrqhaEs7N4HkBoC8xGULd0D+5am2xpEg3L9IWdfzwm+76Plf9ctaUlBgTbvEsrT+lR7UsZb+5+EAk4Mq7q+j9n5KdUD83nMsca9ha3pifCTVKuf8KfaO+mFQa7Ej7sP79ANTWSPZvLPWNTBBHgBsw9KYh8zYctakCZy8lsWSW7KMkPx6cYaucpHzHZ+vo/7NK9FH9zc1uY9rKnp/vo4ebF1FNKvj5ZcLe7LFB468WFqJC4ylIuMJS4/S8z1qW8xW8a6u8OBAmzVCUjF21bgI8ZV3ZPGSEBf08gd3nfLmO5bkO8x4d9fTnWtScX36YDNRaLz5e/2ynrQUJ42TGNo1kZ7qXFNkuLjf0KfL9Lut/meY+C7H8eqT07bTNisZN0mZiBDxWnc3qySWr6QghWtzeIs4Z9f+2V+UJYqNMK/jUVMlNoJ+faYdNXp7qfF9n/F0O7Gdn3fAMe5tdGfjCjT8ttriHDhg4mCVuzm3T4yjHvUSvKIhIdf/8EVOHqC5u8kjAGgTMkIeoqyvsaepoFRrolxOkoaHcubju7Un6b3Fh0T2xVoR9U8bTovdTrO3J1GfSevoX1mB7M3cW6KW5P2/D5vUoFy9mWdSLG0Ln88Vw4wnJQ4cIg29YKyNSUi6oQ+EqhkCIVbOUOfDdUJqlDPDDtoYK8FZEktLPTyckzMpXzzcnBa/0Fn1Mbz0EhMRTBVjwqhxZes9dSwFQX8O62D6uuHBxjoXuSc716DPHmpm9nzO2tiLgxiuc5LULV+amlYpY/xZOFB64fY6xmCHa7Q4MOOC64FtqokCaW/VuXa8+DNrUjnG48t3AKANCIQ8pLRi+689DQLlXZnlwYM0uPStBQdp/L9HRJDz8ZIjYomGXcvINalbYfLlIi6Ifc6wxKK0/UxR1upKRo7N/j1yXG/Dk9TVPNC6qjGLcd1KcCUVWNeIL/qffrxhGUjKkvB7Ib1/XDvFy25yymUlOd7NxtkmeWCgFpD0b16ZGsuWXdRw4LDw+c7UrqZpJoJrWOS1KzHhwXT0/T7GYmPegs7ZC26uKH8M411icnUTSlOtclGiJkhtGru9OBPIpOLxN/o1EJmzyY+1tPheaEHZqFBaPaq72EUGAGAPLI15iDQ0Ul7geyMzzzi2IsywbKTMokh4GUYybeMZEVTM2aFv8if576+7TBoXrhjZjaLDg0RGxdH6JHbFwYyQmsEdqlP3+gnUqVa8sXj6qoVaH66xWWMo5r1PNjrBmBG6mUuX03PE3DMO7P4d0VXUykiJsNoJUWIJTdqdp4bnZDH5hz8nQqTvUdrBAIMzKq/f2UB0X+5WN54eaFWVwkMC6X+/7zVmpjjLw7ucJjzQVBQ9D+pQ3ex3QtoV1a5mWVE0zcHc5wObGRshvnVXI5PdXJytc8RLPeuK35nb6ieI2xwMvnlXUSCmZRwMAQD4bEbom2++oRo1alBYWBi1a9eOtm3bZvXxf/zxB9WvX188vkmTJvTPP/+QN1D+D54zGkN/2SGaJX6+4pjIbCiLiOW1L8qsx2eGTsBK8n447/99SBQyc/8iabeRxJ4P/E0nr1qtEbLHg62rihoTXm6RApprmbkiWFmvmLYu1VBx9kOeESobFWJsgMjBFL8XvGx48GKacVcb1x/VSYgy2aVVSWXEAtfByL+nuC7rUWNPl2ilZlXL0I+DW9MTHWqIIEiZ2ZH+7HiJ6YuHW1Cr6nEmdVCsuWGpit8nruHhrtP3tqhivL9znXj6cVBr4+3u9Rzbys71aM90SaREw+gNAAB/pamM0Jw5c2jkyJE0ZcoUEQRNmjSJevfuTUePHqWEBP3/bOU2bdpEjzzyCI0fP57uuusumjVrFg0YMIB27dpFjRs3Jk+SNyJks7edox2GD37eVXQxNUeMNFj5v27isdzbRj6E01pdjSVSdoVHYnC/FTnlCAs1XLRra4u2hJdc1PrlVCtb9GEvBR+cnRo0VR/Qzn2uo9j2zN2oecu7WtGrlDnhQFHqGSMFGDzvS9rdJQ8s2OcDm9Olm7kiCzJlzUlqlxhnrIORFxvLd1srM3fFxVvXF+65SIeT0+mZLurF27ykxsXZvIxmbQSGpGfD8rT9jZ504GIadavjuZ4+AABapqmM0GeffUZDhw6lJ598kho2bCgCooiICJo6darq47/44gvq06cPjR49mho0aEDvvfcetWzZkr7++mvyNOXHnFTPwzjo+WvvRVHMzP1sbvt0DbV8b7nJCAhrvXd423XPBuWtvr48gLCFl5jio0LELiN7n/fXC51Uj8sDKd4+L+0ck6w8fEkEefdP3mw89mjbov5BTN5/6JKs2zYvHUpLd1xjI2WcWM8GCaLomet1OLgZ1bsedZEFD2UMNTnslT71RfD5oiFb5Ay81PnPi53F9n953xs5Dsq4f5ByIr01vBTIGTZ7AicAANBwIJSXl0c7d+6knj17Go8FBASI25s3F31oyvFx+eMZZ5AsPd6drO0+lmdSuMZFahAon5OlNn+LcU+YrnXLqQ7HVOIOxdOGtLH5OA4o2ioKgG3hYOPnp9pSv6YVxYe7tW7Hyp+935frjbdvr59gVqQsZWl4az8Xhks4gJKW7jjD07J60dbqKTa6LpeR1Qh1qFWW9r9zB428ox45Ewc6vNTmDVvPAQBAY0tjV69epYKCAipf3jTTwbePHDmi+pyUlBTVx/NxS3Jzc8VFkp5ufeu1q0nbx+0l1bdIs6hsZXr4YktcVAhFhVj/VRnXvxG9tfCg8XZkSJDYFcUX3s7Oy2D9mxUVPEva1Igz2d7+u6LZ4KSHm5s9J8IQCMkzZNK2f2lXGy+Nce0N19HwdHTe+m0rKJQHWphLBQDgHzSTEXIXrieKiYkxXqpWreqS1yltZ62NtZlWahIMXYLlxc+828hSUa+0zKTEfXuk+1pVixW7zazh3U1y8qUaXg4b07cBNZRtIZfcY9jGrebkh3eqvk/yoEWOd89JwRgHQlIdDTcRtEU+hsFZdUEAAOD9NBMIxcfHU2BgIF26ZNqIkG9XqFBB9Tl83JHHszFjxlBaWprxkpRkuiXdWZ5oX1106eWJ4NbYU8QsJzWRk9feyJsRyoMILhqWxlwo8bb7qUPa0MQHm4lCX1uBmxR4OKpltVjR8+Xlnqbzu7jGydKMKEvnLBejMjHdmghZxguzqQAA/IdmAqGQkBBq1aoVrVy50nissLBQ3O7QwbQrr4SPyx/Pli9fbvHxLDQ0lKKjo00ursAf5rOf7UDvDzDdvVZDtqtKjaUMjqSyoTZImn7OykWFmcximjSwOf00uDV1r5dgnGWltuurfWJZur9VFZHdsbW9XmoAWBwda8XTI21NM28f3mt5V1+kjWU6aVaXI3gJj98zqacPAAD4B02tAfDW+cGDB1Pr1q2pbdu2Yvt8Zmam2EXGBg0aRJUrVxbLW2zEiBHUrVs3mjhxIvXr149mz55NO3bsoO+//568RdMqpoXA3Jm42bhlZo/jmUqcoTl/I4vu+XqjzYwQF+X+NbwzxUYGmzQLDA4sRQNkzQktFe4ql4dsZYR4V1RYcECxGjUqh4ZyYba1MQ4RhtEcUoaL+/VMWVs00LU4GSreJcZb9wEAwL9oJiPEBg4cSJ9++im99dZb1Lx5c9qzZw8tWbLEWBB97tw5Sk4umpnVsWNH0TuIA59mzZrRn3/+SQsWLPB4DyFlgMFjHljfxhXEzCpLmSAOaGwN15QXPzepEiPqY+TLPvJlMonUmK9T7bIWR35Yygj1alhezOHSn2Px42p5QGZtGr0ySOOZWM91q1XipTEAAPBPmsoIseHDh4uLmjVr1pgde/DBB8XFm818ph1N23iaBrbW98vh5Sr5Vnn5kpitpbH6FdSX8l6/sz7tv5BOY/uZj1HgguLT4+8UwUiN1/4Wx3iAqJyykSIHbbxri2dTSTuy+NyuZ1KxcUPBraeviwnr1vD7w0tZXEg+2NC9+beh7WnR3gti2nxJapYAAMC/aC4Q8kVcjzO6d33j7VlD29PaY1foy5XHjcfCDdkWa4XCL9xW22Kh77NdzbMmahkZnjw+d9d5eq57LYsZIX6JySp9ebj2iOdfvdqn6GdxxPeDWtOepFQxQdzWuXKPIp1OZzxv7v3ToGJpYyCEnV8AAGAPfFp4IS7a5cvPm84Yl6giDLvAOBvCwU6BYeK8vGFgn8aWd8PZq1PteHFRkmeEeE6VGh6FceCd3jZ79lgruJYmsttDWd8kP8eSFG8DAID/QCDkxbh3jxQIScM7+cOfl6CU2+q5UNmV5Bkha42RixsEOQPvbvvqkRbiPVPOGQMAAFCDQMiLlQ7lrEa2WW2QeiDk2k7IUbJASFm/5E3utjDHCwAAQPO7xvyNvJuzPBBSW5pydSAkf02d6aocAACAZiEQ8mLy3j1SsTQLUimIdvXSGAAAgC/Cp6cXk9flyDNCanU4YRgSCgAA4DAEQl5MvgvKJBBSyQhJxdQAAABgPwRCXixalhGSD1ENCizlkYxQoo0BsQAAAFqDQMiLxcjGaZhORzf/Ywt1Q43QK4ZGiV3qWG94CAAAoBXYPu/F5GMu5EtfwSpLY5amyDsTN2xc8HwnqonMEAAA+AgEQl6skmGSvLJGSDlGgyewW5oi72zNq5Zxy+sAAAC4AwIhL1apTFFGKESW8ZHXCE17sg21r1k0NR4AAADshxohLxYfGWq8XjayqF4oSFYjFBsRgh1jAAAAxYSMkBfj2VkrRnalrLwCKiMrnJZvnw9005IYAACAL0Ig5OVqJ5Q2OyZfGkMcBAAAUHxYGtMg+dKYsnAaAAAA7IdASIPkGSEEQgAAAMWHQEiD5MFPANbGAAAAig2BkAYFY2kMAADAKRAIaVCgbGkMcRAAAEDxIRDSIPmIDSyNAQAAFB8CIQ2Sj9OQj94AAAAAxyAQ0qDcWwXG61FhaAUFAABQXAiENIg7TUtCg5ARAgAAKC4EQhqULQuEAAAAoPgQCGlQdj4CIQAAAGdAIKRBOQiEAAAAnAKBkMZrhAAAAKD4EAhpUFAg/tgAAACcAZ+oGvTx/U2oetkImjSwuadPBQAAQNPQhEaD6leIprWje3j6NAAAADQPGSEAAADwWwiEAAAAwG8hEAIAAAC/hUAIAAAA/BYCIQAAAPBbCIQAAADAbyEQAgAAAL+lmUDo+vXr9Nhjj1F0dDSVKVOGnn76acrIyLD6nO7du1OpUqVMLsOGDXPbOQMAAIB300xDRQ6CkpOTafny5ZSfn09PPvkkPfvsszRr1iyrzxs6dCiNGzfOeDsiIsINZwsAAABaoIlA6PDhw7RkyRLavn07tW7dWhz76quv6M4776RPP/2UKlWqZPG5HPhUqFDBjWcLAAAAWqGJpbHNmzeL5TApCGI9e/akgIAA2rp1q9Xn/vrrrxQfH0+NGzemMWPGUFZWltXH5+bmUnp6uskFAAAAfJMmMkIpKSmUkJBgciwoKIji4uLEfZY8+uijVL16dZEx2rdvH7366qt09OhRmjdvnsXnjB8/nt59912nnj8AAAB4J48GQq+99hp9/PHHNpfFiotriCRNmjShihUr0u23304nT56kWrVqqT6Hs0YjR4403uaMUNWqVYt9DgAAAOC9PBoI/e9//6MhQ4ZYfUxiYqKo8bl8+bLJ8Vu3bomdZI7U/7Rr1058PXHihMVAKDQ0VFwAAADA93k0ECpXrpy42NKhQwdKTU2lnTt3UqtWrcSxVatWUWFhoTG4sceePXvEV84M2Uun04mvqBUCAADQDulzW/oct0inEX369NG1aNFCt3XrVt2GDRt0derU0T3yyCPG+8+fP6+rV6+euJ+dOHFCN27cON2OHTt0p0+f1i1cuFCXmJio69q1q0Ovm5SUxO8gLrjgggsuuOBC2rvw57g1miiWlnZ/DR8+XNT48G6x+++/n7788kvj/dxbiAuhpV1hISEhtGLFCpo0aRJlZmaKOh9+ztixYx16XS60TkpKotKlS4uGjGA/qb6K3z9uhAnug/fec/Deew7ee89J98L3njNBN2/etNpih5XiaMhtZwV+9xcjJiaG0tLSvOYvhr/Ae+85eO89B++956Rr+L3XRB8hAAAAAFdAIAQAAAB+C4EQuAy3IXj77bfRjsAD8N57Dt57z8F77zmhGn7vUSMEAAAAfgsZIQAAAPBbCIQAAADAbyEQAgAAAL+FQAisunDhAj3++ONUtmxZCg8PF8Nrd+zYYbyfS8zeeustMbaE7+/ZsycdP37c5HvwTLjHHntM9JYoU6YMPf3005SRkWHymH379lGXLl0oLCxMNOX65JNPyN/VqFFDNPFUXp5//nlxf05OjrjOfzZRUVGiYeilS5dMvse5c+eoX79+FBERQQkJCTR69Ggxp09uzZo11LJlS1HkWLt2bZo+fTr5s4KCAnrzzTepZs2a4nea5xK+9957Jm368XvvOtwA76WXXqLq1auL97Zjx460fft24/14751n3bp1dPfdd4uGg/xvy4IFC0zud+d7/ccff1D9+vXFY/hz5p9//iG3Kda8C/AL169f11WvXl03ZMgQMbrk1KlTuqVLl4rxJZKPPvpIFxMTo1uwYIFu7969unvuuUdXs2ZNXXZ2tsl4lGbNmum2bNmiW79+va527dom41HS0tJ05cuX1z322GO6AwcO6H777TddeHi47rvvvtP5s8uXL+uSk5ONl+XLl4t28atXrxb3Dxs2TFe1alXdypUrxSiZ9u3b6zp27Gh8/q1bt3SNGzfW9ezZU7d7927dP//8o4uPj9eNGTPG+Bj+M42IiNCNHDlSd+jQId1XX32lCwwM1C1ZskTnrz744ANd2bJldYsXLxbjef744w9dVFSU7osvvjA+Br/3rvPQQw/pGjZsqFu7dq3u+PHjurffflsXHR0txigxvPfOw/8mvPHGG7p58+aJf1vmz59vcr+73uuNGzeKf3c++eQT8e/Q2LFjdcHBwbr9+/e75X1AIAQWvfrqq7rOnTtbvL+wsFBXoUIF3YQJE4zHUlNTdaGhoeKXnfEvNf8F2759u/Ex//77r65UqVK6CxcuiNvffvutLjY2Vpebm2vy2jw7DoqMGDFCV6tWLfG+8/vM/1Dwh7Tk8OHD4r3evHmz8R+5gIAAXUpKivExkydPFh8q0nv9yiuv6Bo1amTyOgMHDtT17t1b56/69eune+qpp0yO3XfffeIfcobfe9fJysoSH4gchMq1bNlSfGDjvXcdUgRC7nyvOfjlv3dy7dq10/3nP//RuQOWxsCiRYsWUevWrenBBx8UyyotWrSgH374wXj/6dOnKSUlRaRLJdxivV27drR582Zxm79yupS/j4Qfz/Pitm7danxM165dxXw4Se/evcXsuBs3brjpp/VueXl5NHPmTHrqqadECnvnzp1ivp78vee0crVq1Uzee04xly9f3uR95Vb4Bw8eND5G/j2kx0jfwx/xUszKlSvp2LFj4vbevXtpw4YN1LdvX3Ebv/euw8u2vDTJyyNyvCzDfwZ4793ntBvfa0//O4RACCw6deoUTZ48merUqUNLly6l5557jl588UX6+eefxf38l4TJP2il29J9/JWDKLmgoCCKi4szeYza95C/hr/jtfvU1FQaMmSI8X3hf1j4HyFr772t99XSYzhYys7OJn/02muv0cMPPywCy+DgYPEfAK5Z4ToIht971+Hh1h06dBA1WRcvXhRBEf8HgD8Qk5OT8d67UYob32tLj3HXn4Vmps+D+xUWFopI/8MPPxS3+QPhwIEDNGXKFBo8eLCnT8+v/PTTTyIjYWuKMpTc77//Tr/++ivNmjWLGjVqRHv27BGBEL/3+L13vRkzZojMZ+XKlSkwMFAU8j/yyCMiCwrgCsgIgUW8U6Bhw4Ymxxo0aCB2IrEKFSqIr8qdSnxbuo+/Xr582Sz9zTsN5I9R+x7y1/BnZ8+epRUrVtAzzzxjPMbvCy+XcZbI2ntv63219BjeAcLLEf6Id9ZJWSFeWnziiSfo5ZdfpvHjx4v78XvvWrxLb+3atWLnUVJSEm3btk0sAycmJuK9d6MKbnyvLT3GXX8WCITAok6dOol1XDmum+BtrYy3F/MvKtdTSHhJhdeGOb3N+Ct/WMv/N7dq1SqRbeK1ZukxvI2T/7GTLF++nOrVq0exsbHk76ZNmybSz7wNXtKqVSuxbCN/7/nPioNU+Xu/f/9+k3+o+H3lIEcKcPkx8u8hPUb6Hv4oKytL1DjIcWaCf2cZfu/dIzIyUvxnjOtIeGm+f//+eO/dqKYb32uP/zvklpJs0KRt27bpgoKCxHZi3sb666+/iq3WM2fONNleWaZMGd3ChQt1+/bt0/Xv3191e2WLFi3EFvwNGzbo6tSpY7K9knci8PbKJ554QmyvnD17tngdf9vKqqagoEBXrVo1sctCibfP832rVq0S2+c7dOggLsrt83fccYduz549Ykt8uXLlVLfPjx49Wuw6++abb/x++/zgwYN1lStXNm6f563F3HaAd9hJ8HvvOvy7xzuP+Hdz2bJlYms27yDKy8sT9+O9d56bN2+K1hp84XDgs88+E9fPnj3r1veat8/zZ82nn34q/h3ilgnYPg9e46+//hIfprxlsn79+rrvv//e5H7eYvnmm2+KX3R+zO233647evSoyWOuXbsm/mJwLxbeuv3kk0+Kv4By3KOCt+rz9+APIf4LCDrRt4n/gVK+p4z/Mfrvf/8rtqbyPyz33nuv6Dckd+bMGV3fvn1F3w7+MP/f//6ny8/PN3kM9yVq3ry5LiQkRJeYmKibNm2azp+lp6eLVgUcZIaFhYn3hLduy7f/4vfedebMmSPec/595O3bzz//vPgwleC9dx7+u09EZhf+z4C73+vff/9dV7duXfHnzi09/v77b527YPo8AAAA+C3UCAEAAIDfQiAEAAAAfguBEAAAAPgtBEIAAADgtxAIAQAAgN9CIAQAAAB+C4EQAAAA+C0EQgAAAOC3EAgB+KlSpUrRggULyJt1795dTH53hzfffJOeffZZt7yW1kyZMoXuvvtuT58GgEugszSADxkyZAj9/PPP4npQUBDFxcVR06ZN6ZFHHhH3yYeJpqSkiKGHoaGh5K14ijUPly1durRLX4ffi7p164ohtdJQYcnmzZupc+fO1KdPH/r777/J3d555x0RsO7Zs4c8JS8vTwzhnD17NnXp0sVj5wHgCsgIAfgY/sBOTk6mM2fO0L///ks9evSgESNG0F133UW3bt0yPo4nS3syCOIPV1s4kHN1EMR+/PFH6tixo1kQxH766Sd64YUXxATtixcvkreST/d2tpCQEHr00Ufpyy+/dNlrAHgKAiEAH8PBDQc5lStXppYtW9Lrr79OCxcuFEHR9OnTVZfGOCgZPnw4VaxYkcLCwkRAMH78eJPHTp48mfr27Uvh4eGUmJhIf/75p8nrJiUl0UMPPURlypQRAUz//v1FMCbhjNSAAQPogw8+oEqVKlG9evXE8W+//Zbq1KkjXrd8+fL0wAMPWFwau3HjBg0aNEhksiIiIsT5HD9+3Hg//3z8+kuXLqUGDRpQVFSUMTC0hjMdaks/GRkZNGfOHHruueeoX79+Ju8fW7NmjXhvVq5cSa1btxbnxAHV0aNHTR73/vvvU0JCggjqnnnmGXrttdeoefPmJt+nbdu2FBkZKc6/U6dOdPbsWfF67777Lu3du1e8Dl+kc5D+TO655x7xPH5fGR+rVauWCF74PZ4xY4bJufDzvvvuOxEY8/ny+8RZrxMnToj3m78X/wwnT540eR6/P4sWLaLs7Gyr7yWA5rhtvCsAuBxPje7fv7/qfc2aNROT6CX813/+/Pni+oQJE3RVq1bVrVu3TkysX79+vW7WrFkmjy1btqzuhx9+ENOnx44dqwsMDNQdOnRI3J+Xl6dr0KCB7qmnntLt27dPHH/00Ud19erVM05t53PjCdVPPPGE7sCBA+Kyfft28X34tfh1d+3apfviiy+Mr9utWzcxCV5yzz33iNfh89yzZ4+ud+/eutq1a4vXZ9OmTdMFBwfrevbsKb73zp07xeP5XCzh6dmlSpXSbdmyxey+n376Sde6dWtx/a+//tLVqlVLTORWTu9u166dbs2aNbqDBw/qunTpouvYsaPxMTNnzhRT7KdOnSreu3fffVdM6eY/D5afn6+LiYnRjRo1SnfixAnx3k2fPl139uxZXVZWlu5///ufmMadnJwsLnxM+jNJSEgQ3/fkyZPi8fPmzRM//zfffCNea+LEieL9XbVqlcmfJU8A5ynv/JgBAwboatSoobvtttt0S5YsEa/fvn17XZ8+fUzei8zMTF1AQID4mQF8CQIhAD8JhAYOHCiCArVA6IUXXhAfhPIPeTl+7LBhw0yO8Yf/c889J67PmDFDBD3y53MAFB4erlu6dKnx3MqXL28MjNjcuXNFUJCenq76uvJA6NixY+I8Nm7caLz/6tWr4jV+//13YyDEj+GAQsJBAb+uJbt37xbPOXfunNl9HNBMmjTJGLDEx8ebBAJSILRixQrjsb///lscy87ONr5Pzz//vMn37dSpkzEQ4kCMH8+BlJq3337b+Fg5fs5LL71kdr5Dhw41Ofbggw/q7rzzTpPncSAr2bx5szjGQZ/kt99+E8GbUmxsrAjSAHwJlsYA/AR/BvKyiBpetuJiXF5KefHFF2nZsmVmj+nQoYPZ7cOHD4vrvHTDSyu89MPLUXzh5bGcnByTJZYmTZqIJRtJr169xDIcL7U98cQT9Ouvv1JWVpbqOfJrcQF4u3btjMfKli0rzlk6D8bLPbw0JOHlvsuXL1t8X6SlHl6ak+PlrW3btolCc8avPXDgQFEzpMQF6fLXY9Jr8vfhZS85+W1+n/j97927t1h++uKLL2wu5Ul4OU6O3wdeVpPj2/L3R3m+vBwp/dnIj/GfXXp6usnzeFnU0p8PgFYhEALwE/xhyDt/1HAt0enTp+m9994TgQHX+shrdWzhWppWrVqJYEp+OXbsmCiylXD9iRwHTrt27aLffvtNBBBvvfUWNWvWjFJTU4v9c/IuMzkO/qxtjo2PjzfWH8lxwMPF5VzPxEEQX7j+Zu7cuZSWlmbxNaVgs7Cw0O5znjZtmqjT4docrkniHWxbtmyx+Tzl+2kvtfO152fgXXzlypUr1msCeCsEQgB+YNWqVWJr+P3332/xMdHR0SLj8cMPP4gPY/7A5w8+ifKDmW9zoa0USHHRMhcE165d2+QSExNj9dw4wOjZsyd98skntG/fPlFgzeerxK/FgcnWrVuNx65duyYyLg0bNqTi4uwR/+yHDh0yHuPX+eWXX2jixIkmgR1nvjgw4sDNXpyx2r59u8kx5W3WokULGjNmDG3atIkaN25Ms2bNEsc5g1ZQUGDXa/F7tHHjRpNjfLsk74+EM3ucJeLzBPAlQZ4+AQBwrtzcXNEXhz88L126REuWLBE7wHiXEO+4UvPZZ5+JjAx/yHGvoT/++EPsPOMdTBI+xksx3FOHl7B42UhaJnrsscdowoQJYqfYuHHjqEqVKmLX07x58+iVV14Rt9UsXryYTp06RV27dhU7wf755x+RhZB2lMnxzjL+/kOHDhW7njibxLuveHccHy8u/nk5ENuwYYPY1SadF2eInn76abNAjoNJ/rmHDRtm1/fnrfd8zvzeSRkfDvh4OZBxJu77778Xu784yOLAjoNK6c+qRo0a4jEciPH7yD+3pbYHo0ePFtk8/nPkn+mvv/4SfwYrVqygklq/fr04Z/myI4AvQEYIwMdw4MNBDX+A8tbx1atXi/4vvIU+MDBQ9Tn84coZGf6wbtOmjcjKcFAib8DI27h5mznXl3C2hLMiUqaB63K4z061atXovvvuE5kJDiI4g8DZFks40OIP6ttuu008hzsY8/dt1KiRxSUkXoLjoI5rlHjJi89TuRzmKN7Szj+btBTEgQ4HEmrZLA6EduzYIYIZe3CQyJmeUaNGGZcguSZIqkni9+7IkSPi+/KSGHe3fv755+k///mP8fX4z5H7QfGylLVsFAdyXGP06aefiveQA0Z+z3hbfEnx63JAB+Br0FkaAGzimpH58+cbMya+hv8Z5CLsl19+2Vgc7UpcJM4ZN2WPH2918OBBEaxyzZetpU4ArcHSGAD4PQ70eHmK66icjXdZcaaLd4VxRo4zK7xUtXz5ctIK3sXGWUAEQeCLkBECAPL3jJAr8S483ha/e/dusVTI9U9jx44VS4gA4HkIhAAAAMBvoVgaAAAA/BYCIQAAAPBbCIQAAADAbyEQAgAAAL+FQAgAAAD8FgIhAAAA8FsIhAAAAMBvIRACAAAAv4VACAAAAMhf/R8Vo05LavQhqAAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J225902.14+115602.1_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J011711.98-005213.4_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J011711.98-005213.4_M7_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J134505.85+342441.8_M9_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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6lDIyMqiyspJiYmKoR48edPHFF9Ptt99OjRpVresBAAC4W724CCLnxzEa2brg5dnZW2v8GnsKhdVdTWFKpMJBjVo8rN/9pFl+CuJMjTP71Bjs6ijsM833Zs2aRW3btqWxY8dSaGgoPfHEEzRz5kyaO3cuff7553T++efT/PnzqWXLlnTPPffQqVOnXH/kAAAAVtSLDXf5a9SmsV+eqZi4OuFK4CKzNsb7gykstJpMTbBu95MLMzXqGAafzNS88cYb9M4779CIESMoWLeOx6677jrx8ejRo/TBBx/Qt99+S4888ojzjxYAAKCGnTlNkqJd/rr2jmDgZSQZFOizO9aoGRhZDFyVqQm2Oolb1tFo+tTImhoHsiecaVGfR9I/R0RosNWlNG+oqbErqFmxYoVdT9a4cWN67bXX6npMAAAAtepNw5olR3tNpoa3aPNoBF6qqW5nlK3sjHqdgwnNEptCZmYYBzQyk2NrO7Y1/FBr7XH086kiQkMoj8q9MqjBlm4AAPBZspOvfvuzt2RqIsNCKMqUVZGZmrvPb2nz8bbqZjhTo8YM9WIibBcKBymZGgeCGmvvpa1MjTUGXysU5sLgxYsXi0LhQ4cOUWFhIaWmpopC4SFDhlDTpk1dd6QAAAB2BBfpNoIaPsFzZkfdGl3XTA0vA1XX5I8DAH4Mb/WWQU1cNa+vZmrUAIeDmrziquUrniVlc/kpWKmpcSDS6PrC37Rw/GCLxn/6bE9kmK2aGh/J1BQVFdErr7wigpZLLrlE7ILKzs6mkJAQ2rt3Lz3//PPUokUL8bmVK1e6/qgBAABsjEJIjY2wGPjIAcHQdxZTn1fnazoB1/p1TYFMckz1RckRnKkJM2VqTMtP1QVVagGwNsAJplyl0Fhf+6LtU0NVYxIc7FPz8aJ9NTbf4+Unny4U5p1Pffv2pc8++4yGDh1KYWFhFo/hzM20adPohhtuoKeffpruuusuVxwvAACA1aCmU6N4GtapgTjhc3ZE3W30z85M2n+qQFxff/iseFxdFJpel4OaI2eLbD4uMjTYvPxUXGaMMGIjLc+hkrrDSQ1qODDq1yrFZlCk7VMTVNWnxsHsyfdrM+jlkZ2pvLKSRn64nPq2TLFcfvLiTI1dQc3ff/9NHTp0qPYxzZo1owkTJtD48ePp8OHDzjo+AAAAm+TST5fGCfTbAwPM96fEhGuCGjU7szczn4Z1cl2mhoMOOTaBMzX6nUpxkdUsPwVbX37iwKhHehL9en9/q7u71MxUiNJR2JFCYemvrcepuKyCdp/MF5cRnRvYWVPjI8tPNQU0Ks7itGpVNZ8CAADAVWTwoA8cUnW7g7KUkQYyY+OMmpqkaG1QkxYXQZd1bajL1IRaBD1qrxc1eNFeD9Y8D+vaJNFqIKUuRwUH21coXF3AU6TUCfnS8pPDu5+4WNjW/cjQAACAO8ngQr8ko6+pOZNfFdTk2LG1uiZyOGVCVNVS0rW9mtDqp4fQoLapmgxLtKmmRuIATAYpxtvKTCddHY0UqQva9PS7n0JMt6tbfrL1ufioME0gow9+bGVqapMV8lhQk5ubK5rs8ViE+vXr03PPPUcVFVWRHHcR5mJhAAAAd8ktMgY1Mbqg5nhOsc1ZTdXtVrKXnHsUE1EVbMhsEWdrJM6syJqaqseFau6LUa5rt3RXXY+0kR2R9FO6Q+xYfrKVxeElMDWo0Y9D4CU1qW39WGqTFmt8LV/a0v3ss8/Spk2b6JtvvhE7n3g31Pr168W4hPDwcK9ZTwMAgMBxNNtYpNswMVJz/0Xt69MXyw+Yb59WMjWyHqYu5ITq2Igwi2Z5vZol0atXdRYfOZOjZnPMmRolMFCLg+vHR1rf/WQjO2ItUxNsZ6GwrcJe/ho14NHvMFMzNbwUJbsLe0MMYHemZvbs2fTJJ5/QtddeS3feeSetXbtWZGcuv/xy87Rua+2VAQAAXEXuPNIXzz4ytA29cHlHq5maolrMbbKVqYmNtFw64nPh6D7NqH2DeHG7kS7g4qBGbvNmJ3OrskpqlkfN2qgdg62RNTSMv0xmavTZmK1Hc+jd+bvpeE6RzUxNRWWlZgyCvheQ2qeGAxx5aN6QqbE7qOEAhnc4SfXq1RNDLPPy8kR/Gm7EBwAA4IlMTZPEKM39cZFhdFv/FlQ/3hgkZCmZGkeWn3KLy+jXTccsxiLwlmem1saoQYiqQUKUxfKTuoTDGR1JTQ6omRr9AMvqlp+C1d1PuuzJq3/soHfn76FRH6+w2cOGk1BqdkYWY1srFOaMk3xtb9jSbXdQk56eTjt27NDcFxcXJ7Z7c3O+q666yhXHBwAAYBUvdxw5Y/wHdZMkbeCgPwGrgYwjQc2j32+kB6dvoJd/157/yk2ZGm3gYf2U2iihKlPD53/OdEQp2Y6bzm1Gb1zblZY+foHm69RARq2vsUaNeYJ4TIJ5Srf2cSv2Z5kzXLaWpjhTowYyMnC0tvzEu7jkt+1TQc3FF19MX375pcX9sbGxNHfuXIqM1KbXAAAAXIGXa75ZeYj2nSqgPNPJt6mNIZbq1mlHh1Gy+Tsyxcfpq7W7e8tM0YIabNgKPNKVY+Ngg4MOtaaG+9Zc17upxfegH31QHc2W7iB1+Ukb1airWLaXnyyzMyp16YzriGQAZfClQuEXX3yRjh07ZvVznLGZN2+eKBwGAABwpbfm7qIf1x0x324QH6kJElTqpGuJO/vyCb2mQKE6cneQmp2x9lr6njkykFADA/3uKGtsZYFsjUkItpGp4WOU29FtZVZ4aU0+xhr1vQ4JMQZp1T2fV2ZqkpKSqFMn2y0YObA5//zznXVcAAAAVu04kWszE2JPpobxYMu6kJkarqO5olsjkW25umdjq4/lk35L05BI7nSsDwzUAMeWpBjboxWYGk8FEdfU1DxhW99UTw281EJhPbVnTpjYaeU9hcK1GlW6Zs0aWrhwIWVmZlo045s0aZKzjg0AAMDCsexiu6ZyWwtqOKnA53legqrLtO4ypabmvRu6i9u2Aij2zvXd6ZMl++iSLg0tdhDZmnrNJl7dRYx14BlM1bE90NKgeVy4qDEyLi3ZClzemLOLTig7svTUZoIhwVXLT96QqXH4J/rf//6XnnnmGWrXrp1owqeu42FLNwAAuBJP2z6jjDzQb4PW03e/5RMy96kp5G3Kcfb1oqnuc1xHw+e+8NDqz3/dmibSR6N7We0ibGvpjN14bjrZQ38uDjYvP9nO1FibcM6qC2j0y2WcqZKZGoMvBjXvvfceffHFF3Tbbbe55ogAAABsOGza7ZQUHUZnC8ssdiDpqRO0Odux91S+MaixYwfUgp3GImGJT9oyeJBLN9W9dnXkVnN7l59qot39RDa3dKu5B96uXhvq8fLrVNXUkMc5/NMIDg6m/v37k6e99tpr4o18+OGHPX0oAADgJhmmoCY9JYZu799c1KhUl804cLpqeOXnY3qbRxkUldW8A2rD4WzN7e3Hcy13P9Wy2FgtHranULgmmuUnqmrWp8/UqMtR+coUc1tkDZBKzSyFampqDL4X1DzyyCP04YcfkidxTQ93N+7atatHjwMAANzrUJYxqGmWHE3PX96J1jw9hBoofWD0Gpua8vVITxTzoWSWQd8l15ozShdidun7y8xLLNb61DgiJSbC7rlO9lA7Cgfx7ie5pVsXaJQpQU2eHUGN2jHZWg0Qd1HmwmRvydQ4vPw0fvx4uvTSS6lVq1bUsWNHCgvTVmTzLChXys/Pp9GjR9Nnn30m5k8BAEDgOCY7CJua7aknc2s+uaUXfbPiEP3fsLaawZf2LD/pa3dk5qdlaqzVPjWO6NksSWQ5uMi5pu/BHprZT0E8pdt6obCaueH6pJpYK6bWTBXnTE2wD9fUPPjgg2Ln0wUXXEApKSluLw6+7777RFA1ZMiQGoMankkl51LJSeMAAOC7ZB1NspVlEWs6N06g16+tyurL5Sd7GvBlWQlqeAlKE9TU0D+mumBh4/MX13r5qqblp2Bz8z3bxc/F1WzblnirujTtrj5i6nimUkjMQZ1P73766quv6OeffxaBhbvNmDFDNPjj5Sd7TJw4UTQNBAAA/3C20BhoJEbbF9ToVQU1tcvUlJRVagqFbTXcs0ddtpTXNCYhJNhgdflJ7U1TXS8adYaWlBQdLo75jBLI8ZZuc6FwzU/ncg7/NJKTk8XSk7tlZGTQQw89RN99953dIxkmTJhAOTk55gs/BwAA+K6cojLz7qfakEsnRbUMakpNmQ5ZU1Pb5Sdn06+ahNhYflKDmpLyCocCr4SoMMvREEqhsOfzNLUIal544QV6/vnn3T6Ve926daLZX8+ePSk0NFRcFi9eTO+//764XlFh+cOJiIig+Ph4zQUAAPwhU1O7oEbuNCqwY/lJZmVUctmpzJSW8JqgRr0eZLtQWK2p0e/uqmlZS77n+kGbPr38xEHEvn37ROO95s2bWxQKu2r+00UXXURbtmzR3Hf77bdT+/bt6YknnqCQkLpXjwMAgHfLNtXU1Hb5KUZu6bYjUyMDFxUv2XBgIM/fYbWsqXE2NfgI5qGZputqpuZwVqEmqPl3n3Fid3XUgZhy55g6M4szQj7dfG/kyJHkCTxbqnPnzpr7YmJiRLGy/n4AAPA/xWUV5m3IiaalEEfJGpGj2UVi+SXCxnZqDgasnaN5+Ulma7wqU6PW1JA6pbvqm7jk/aUOP6+6XCWXuHgbt/q63tR8z+GghpeeAAAA3G2HqfkdN4Szd/eTrb41v28+Lhr5/XL/ALuzNDJTowY1te1T49KgJsj68lO+jbEI1ZG1Qyr9ji1var7ncFDDO494iGWfPn00969atUosAfXu3ZvcZdGiRW57LQAA8KwtR3PMc5Rq205E9rdhm47k0NajOdQsJVqzy0d/MucCWVmgzAGN+jlnbcmuK+1AyyCbhcK28IRxngs1fbV2Q421QEVdflJf2xsyNcG16RNjbRfR0aNHxecAAABcOSKhVWpMrZ+jabJ2ovdlHyyjW6astnicGrj8en9/cy0OT+OWRcY8lVtdivEWQWqfGjuyJ12bJNCk67pTvVjLwaCPDWsnetXwR1vZKRnUeENNjcM/je3bt4sdSHo9evQQnwMAAHCFk7nGZqppcfa19bCmYUIkdWyo3Qm7McNyF1C5svyUnhxNt/dvYV5+knU98VZGCHhbpqai0v6vVZ9DalM/jjY+dzHdd0Fr5fHax8gvszcr5FVBDW+TPnnypMX9x48fF1urAQAAXCEzz9jJNk2ZcO0oPuH/eE9fuwtk5RRqmZ3gQmFZm6JfsvKmmpqQYPsDDbmcZGspTb/cpF/6k8GQWlTsM0HNxRdfbG5qJ2VnZ9NTTz1FQ4cOdfbxAQAACJl5dc/UyPlPnH2pjn4KNy81yUxNVn6J0zsC11XVJm5yePlJZnVqO4MqJsL+bfKu5vBP5K233qJBgwZRs2bNxJIT27hxo+hb880337jiGAEAIMBxvcbJnLpnaqzNNLJGP4U7zLR1m4Ode75d71XbuS3HJJBFoXB19S6y1U5ti55lcJdXi91VHg9qGjduTJs3bxbjCjZt2kRRUVGiCd6NN95o0YgPAADAGXi4ZEFphThhqzuYXBbUmGpq5NIL7wySvXKkXSfyyFsE6ad0B2szNXK8gzXysfplJnvJZTh7pn67Wq1yZ9z07j//+Y/zjwYAAMCKQ1kF4mPD+EibDfMcUVM9jKwPkRkambFRB2HaMxTTfXTLT+ZCYeP3UVhi+1jlY2sT1PCylwwQZQG1J3nfXjQAAAAFZ0du+myVuJ6eUn0tjL1ky39bzAMrTWszsqZGbWCXFlf3ZTBn0cQjQVWZGtlnplDJMOnJZafaLD8ZyFC1/ISgBgAAoHr/7MykknLj8kmvZklOec7IsGD7CoX1mRol4/HZre5rNlsTdUdSkFoobMrUlJneP2tkAFTb7sjetPyEoAYAALxagZIdueGcdKc8p34Jq1xXc1K1/GQ9U8OBAHc29vZC4QrTt6WOdmipa14ol5/k9+iIJkncjTm01mMYnA1BDQAAeDVZnHtBu1SLjsDOytRwp2Bry08yixFurqkp19TaeG+hMGmWn+T3x12DL+7YQPO1VcXQ9tcqfT32XHp4SBsa3qmBV9XUOFwozCMSOM3VpEkTcXv16tU0bdo06tixI4qHAQDA6WRBblJ07YZYWqM/gXP/mSjTKAR195O+Tw3vwPKmQZY2+9QEaZef5PfDwViFblhnsG6Hlz0GtU0VF+NzBlsNDD3B4Z/KTTfdRAsXLhTXT5w4IRrucWDz9NNP00svveSKYwQAgAAmgxo16Kgr/Qm8pKKihj41Vc331MyN93YUDrKaqeEaIX3wEVKH5Sfx9brX8iSHv4OtW7fSueeeK67/8MMP1LlzZ/r3339F35qpU6e64hgBACCAFZmWn6KdGNTou+fqT/T6QmH9Cd/rMjX62U/BukyN6fsJCw626Fmj78XjKH1WyJMc/g7KysrE/Cc2f/58uuKKK8T19u3bi/lPAAAAziTrWKLCnTeWQD+8UWZg9IXCcvlJX0PjTd2ErRUKB1ssP1VlnvQ7oepSKMz0AZQnOfwddOrUiT7++GNaunQpzZs3j4YPHy7uP3bsGKWkpLjiGAEAIMD875899NSsLSLDIJefnJmp0Q+kth3UBFvNYoR7dU1NkDkYM2/pVjJP6k4oJr+V2jY1rNpp5fmgxuGw9/XXX6errrqK3nzzTRozZgx169ZN3P/rr7+al6UAAABqi+cUvfX3bnGdT85yUKJTl590QY3+RF9uo0+N9y4/aa/rB1qamwlypka31CYzNRG6HWHX925q12vL2VH2DM/0uqBm8ODBdPr0acrNzaWkpKomSLzzKTraOVvtAAAgcMlGe+zrFYfMW4ajnbj8pGY29K9prVDYoqYmNMh7gxqyHGhp3v0UHGRRUyNjETX7dFu/5vTkiPaOFQr7YqaGhYSEaAIa1rx5c2cdEwAABDB1aKTa/8SVy08l5drXLNNt6fb6TI26/BSk1LlY3f2kDWrkriU1UzOicwOKrGGUhMXyky9magAAAFyx5DT134PUtn6cRcdbKcY0Y8gVhcIFpvEHezPz6aNFe2nm+qM+tftJXU4LDgpSxiQY39sHpm8wHzc34FPJUCQiJMTqbqoaX9v0WhzT8Gs58rXO5l0/FQAACEibj+TQi79tp9Gfr7I5/VouQzlD+4Zxmtv5Jca5RW/O3WkOaNQlGX1hsPd1FNYej7r8dCq/RJP14mWlIR3SLAI0NVPjSM8ZdRCmp4uFEdQAAIBXzXfaciTH6mPinRjU9GtVj969vjulm8YuyCWuMwWlmsfJDI1vFQoHaYp31SGcnEnhTM3nY86hbk0SxKTxuwa2sAjcHAlq1J4/nl6CwvITAAB4nFq8uuHw2WqnQTvLyB6Nafne03T4TKE5qMlXAgA1qOEaFb7ITIS3BTWaPjVUtRWdjzenqGp6dqmy82nmvf1FAbHcyq0GJ7pJCtWSWSFHv85rgpo1a9aIUQmZmZlUqfsOJk2a5KxjAwCAACG3bbMzhVUnYVW8k4MaNVCSE6bVjJE+eOFMRlFlhVf2qTGGMkYcY8haIC4KzlaCGrVI2BioWS8Glhkse8iiZJ/M1Pz3v/+lZ555htq1a0f169e3aM0MAABQ21EILLvQuAQUFRaiuV8/WdsZYk1LWvmmTI3sXiypBcJcRyPjg1Avn9IdZsrU8NZ0NVOj3/mk9+eDA8USXHpKdK2Krj1dU+NwUPPee+/RF198QbfddptrjggAAAKOWhycbcrUdGmcQKsPnnHpP5zjTDuq8orLNBkbKULN1IhlGuPnE6KcnzWqCzWwCFIyNby8lGMKEpl+RIJex0bxDr+2mqnxdK8ah8Pe4OBg6t+/v2uOBgAAKNCXn86aTsIxESH04hWdXPq6ckcV19RwF+Hisspqlp+qTt5cYOtNgnTXw8zLT7ZralxRz+Pp5SeHg5pHHnmEPvzwQ9ccDQAABCR1mSnHlKnh5m+j+6TTHQNa0Mc393TJ6yZGh4uPZwpLqVDX9E+//KReT4uPJG+i6bsTxLOf5PJTpWauVU3LT7UhdlsFeUemxuHlp/Hjx9Oll15KrVq1oo4dO1JYmDYFN3PmTGceHwAABNjyU55pCSgqPETMKnr2so4ue92UWGNQs+FwNp3J127nrjao8bZMjaamhqoKhSsN5uGcrgpq5BJUZYXB9zI1Dz74oNj51LZtWzGVOyEhQXMBAABwVJGuQNdVu530UmKMQQ0b+dFyi8+ry09pcVXZmfpelqnRj0wIC6nK1FS4IaiRmaJHvt9Iu07kkc9kar766iv6+eefRbYGAADA2ctPruggbEtKTFXGRRYoq9TsjLr7qkU966McvKZQONjUUdhQNffJlcGYLBZeuf8MZeYVU7sG2o7NXpupSU5OFktPAAAAziJnL6linTjryZb4KMvXUHc2RShBjVpEbO+wR09N6Q5VMkzqsM7Px/R2yeurDfj0c7W8Oqh54YUX6Pnnn6fCwkLXHBEAAAQcuePJlR2EbRW5dm6s3casZmHU5SfuQMw6NHR827O7MzVhyk4tGYw9eFEbat/ANceudiP2ZMs6h8Pg999/n/bt2yca7zVv3tyiUHj9+vXOPD4AAAgAZ60s/bhj+Yn9cHdf6vjcXPPtlvViaGNGtriunp+v7tFY1OB0beJ99aP62U+hwZaZGjWb4mxqrxpPZmoc/o0ZOXKka44EAAAC1lndIEl3BjXR4aHUKCGSjuUUi9vNUmKszqTibMQF7aumW/tCnxpWYtrS7couyGog41NBDS89AQAAOAtPjvbU8pO1guAEpc6mRNeMz1vpRxYFBVUN4Cw2FWG7MthQR2GpzfjcrdZh8Lp162jHjh3ieqdOnahHjx7OPC4AAAignU8ym6BqnBjlkaCG++NInu67UttCYRZqCmpkYCZ3RLlCiJfMgXQ4qOHJ3DfccAMtWrSIEhMTxX3Z2dl0wQUX0IwZMyg1NdUVxwkAAF4uM7eY9p8uoPNapjj0dceyiyzu47qWBgnu6wWj3bodQrec14wW7z5Fl3VtSL5As/wUVFXkzMGiuabGhUGNWijsyUyNw7ufHnjgAcrLy6Nt27bRmTNnxGXr1q2Um5srGvMBAEBgenLmFrrh05X0+dL9Dn0d9zZh57ZINt/XzIEp0c4QIYZVknk6+MsjO9Pixwa7dQnM2TUtIaboQu5+cmVQ4y2Fwg4HNXPmzKGPPvqIOnToYL6PxyXwPKi//vrL2ccHAAA+4p+dmeLjK3/soFN5JXZ/3frDZ8VHNcOTEuveMQThSlGI7EHjyWUUR+lGPwmyWNgdmRqf7VNTWVlpsY2b8X38OVeZPHkyde3aleLj48Wlb9++CKIAALxAQUk5zdl6QrNbaevRHLu/fvuxXPGxS+MEijc9xyVdGpA72aqp8RXWAolQ07Zud2RqfLZPzYUXXkgPPfQQTZ8+nRo1aiTuO3r0qJjefdFFF5GrNGnShF577TVq06aNqJTncQ1XXnklbdiwQRQqAwCAZwyZtJiOm7ZDS8dyLOtkrDmcVUi7TxpnBXVoGEd/PDhQzA66sH198lhQ42Xdgh0VZIoq5Bbu4gDK1Dgc1Pzvf/+jK664QjTea9q0qbgvIyODOnfuTN9++y25yuWXX665/eqrr4rszcqVKxHUAAB4yJmCUouAxlbxrzXvzN8t5hP1bZkidjvxCblpsnvrafTjELxtBEJtpnSr3ZDl7idXNt/TFAo7vAbkwaCGAxnuGjx//nzauXOnuI/ra4YMGULuUlFRQT/++CMVFBSIZSgAAPCeQZTsWLZloGPNvO0nxcfxw9p5tIbFn5afgkx7oeQWbpmpcWXzPW2fGh/J1JSVlVFUVBRt3LiRhg4dKi7utGXLFhHEFBcXU2xsLM2aNUsUKdtSUlIiLhLv0AIAAOcpsRHU5BVbjj3QKy2vpPyScnG9Vapnp16HKemFSCXA8eVC4VBTpCFb7bhv+Yk8xqGfHBcDp6eni0yJJ7Rr104EVKtWraJx48bRmDFjaPv27TYfP3HiREpISDBf5HIZAAA4hzpGQGWtmZ5eTlFV4OPprdOVSpM938/UGIXrMjPuWn7yZMbN4XD06aefpqeeekr0p3G38PBwat26NfXq1UsELN26daP33nvP5uMnTJhAOTk55gvX/gAAgPNwtsUa2ZrfnqCGd025Motgj+SYcPP1SKVnja+w1nwvShecufI9VrsV+8zykywU3rt3r9j51KxZM4qJifHYlG7eQq4uL+lFRESICwAAuDuosT9TkxDl+QZ3913YWtTVNEmK0mQdfIZuSrcc1Kly6ZZuL1l+cjio4W3UnkgtcdZlxIgRYvmLOxpPmzZNjGqYO7dqXDwAALhXSR0yNbleFNTER4bR/13cjnyVteWnaDdmarylo7DDQc0LL7xAnsAzp2699VY6fvy4qI/hRnwc0Li7WBkAAGxnauIiQimvpNy848aWVfuz6JnZW70mqPF12uWnIPExRpepkc34XB3U+FTzvZYtW9KaNWsoJUU7sIyHWvbs2ZP273ds5oe9pkyZ4pLnBQAA52VqEmPCjEFNDctP13+60nw9SalngdpRV1AMpqJnfU2NK/vHWJs95RNBzcGDB63ufuLaliNHjjjruAAAwAd3PyVFh1PGmSKry0+c1bnukxUUr8vMpHug2Z6/sbayFBMR4pFMjSeLvu0Oan799VfzdV724SUgiYOcBQsWUIsWLZx/hAAA4DN9ahKjwzVdbFVL95yijRnZFvdzJ2GoG9lwT2VZKEzuqenxheWnkSNHmlNc3B9G37+Gxya8/fbbzj9CAADwmUyNHDfA91dUGjT/al+5P8vqczRKjHTxUfq/ICsBS7RFobArMzXkW8tPcgI3Z2O4pqZevXquPC4AAPDhLd2spLxCky3YecI4uFI1uk86XdAuzWXHFyishRHRuqBG7SXjrzU1DodtBw4csAhouEgYAAACjz6oUU9n+mLhHcctg5oJl3TwaAdavywUJuvLT64MNqwN1PSJoOb111+n77//3nx71KhRlJycTI0bN6ZNmzY5+/gAAMBLZeWXWGRfyisNFG5ai1CLhfn66XzLZqnRPjgR2xtZCySi9ZkaFw60VGt6fGpMwscff2yeoTRv3jwxrXvOnDmiMd5jjz3mimMEAAAv1O+1f2jWhqMWS06yrkbd7p1dWGb1pOuT3Xu9kCaoIPdnashXMzUnTpwwBzW///47XXfddXTxxRfT448/LmptAAACCfcE+WfnSTqeU0SBIruwlC59f6nVbsL3DjaOG9AvTZ0tLLV4bEyEw11FwAY1XjF4oKZGfWafqqlJSkoyD4bkDM2QIUPM/2N7ano3AICnzN+RSWOnrqWhk5ZQoPhu1WHadixXc9+DF7am1U9fRP1b17MIaiorDfTLxmMWzxOLoMZpguzoUxPiyqDGSwqFHf6Nuvrqq+mmm26iNm3aUFZWllh2Yhs2bBATtAEAAsnyvafFx/yScpq14QgVllbQ6D7NyJ+VV8hcQJXoiFBKizNuzTYHNaZ/6P64LoM+XrzP8mt0mQRwzvKTwWB9+UkuC7rm9cm3+tRI77zzjuhJw9maN954g2JjY8X9PJPp3nvvdcUxAgB4rbjIqj+jj3xv3CwxtGN98wneHxnMCxzWAxRZKCyXp35ca73bPJaf3FsoHO7KoEZTU+NDmRputDd+/HiL+x955BFnHRMAgE87nl1sNajh3T+r9p+h/q1TzJ13fdGZAsv6mChlF5N++UmtvWmYEEnHc4rF9Rhkalyy/BMUZD1T48qgRuXJQmGHgxp1XIL+DY2MjBRLUBiXAACBIqfIclfPJ0v20aTrulOkbrvy+B830aJdp2hQ21T6euy55Kuy8o1BTf34CDqZW2JxAtUHNWrBcMvUmKqgBpkap1HjCIPBehAjM2iufn2fytTwuAQOYOQUUEnexx8HDBhAs2fPFkXFAAD+TG5V7tMimVYdOCOu/7nlBJ3f9ihdf066+XFcLMsBDVuy2/jR1zM1rdNilaDGcvlJjlBQRyk0S4mh5XuN4xJidJkEqD174ohQVwY1XjL7yeHvkHvTnHPOOeJjTk6OuPD1Pn36iC3eS5YsEQXE1paoAAD8TbYpUzOqd1N64MKqzRKHsgo1jzt8plDzR1//D0Nfkldi/J6bp8SY74tSgxpdpkb9XtXhle5aDgkEnu7KHKRe96VMzUMPPUSffvop9evXz3zfRRddJJae/vOf/9C2bdvo3XffpbFjxzr7WAEAvE6Oqf9KYlQYDR3YkqatOkxZBaUWPVyOnK3qY8Pn+LOFZZQc45t1NfnF5eJjenK0+T41U2Meaml6D8qU3VKtUo2bS1hBifF5wA8EkVdwOEzet28fxcfHW9zP9+3fv19c5+3ep08btzkCAARCpiYxOowSosJo7IAWmhO/dCrfWEcinczV3vYlvH2dNUuxHtRUbenWFgq3rBdDQzpUDa/M1b1H4HyhbqraVbeU+1RQ06tXLzEO4dSpqjVhvs4dhXlZiu3Zs8fcdRgAIBBqajioURvKyRO/dCqvpNrbviTPFIw0VTI1IcHBljU1cveTaQbU52N66+o6fHcJzrsZ3NJwT+UtM0kdDmqmTJkiJnU3adJE7HTiC18/ePAgff755+Ix+fn59Mwzz7jieAEAvEZFpYFyi41BTUJUuGZHT01BjbWxAb6AAxWZeWmUUFUfkxoXYZGpkY+TH+VusBev6ERpcRH0+PD2bj32QBTqtkyNd3C4pqZdu3a0fft2+vvvv2n37t3m+4YOHUrBpkidd0gBAPi7vOIy8/bZmjI1cpeQ9NCMjaK+pHPjBPIlah0MNx5cOeEiKquo1Iw8UAuFOfCTy1Cy1mZMv+Z0a99mHi9uDQQhAZapqdV+Og5ehg8fLi4AAIG+9MQn9DDTsorsMKyvqdlyNMec0ZBZm1f+2E4z/tOXfIkM1iLDgsVSUoMEyyaD4SHGjAwHM2qPGrVvDwIa9whz4TZub6ypqVVQs2DBAnHJzMykykpthf8XX3zhrGMDAPBqr/yxQ3zkAmHJWqaGp1ofOF0grndsGE+L805Zzd54u8LScpq77YS4HhtR9T3rqZmaYlM9jatnD4F1oSHI1FTrxRdfpJdeeol69+5NDRs2RLQNAAFpb2Yezd9x0tz6X78LiAMAibd4s/jIUE0Lee5dwyd9fedhb/Xpkv307vw9muW2moIaWU/DtR2ubP4G1oUqBdyu5C2xgMNBzccff0xTp06lW265xTVHBADgA84UVI1HUHvS6BvPsaLSCnODup7pSbTQ1FmY6032nyqgjo0s22R4oz+3HDdfT42tKgzW46UpxgGbzNT4SuDmDwyGwM3UOBzClZaWahrvAQAEojMFVUtHt/VrbnPnj/F61Yn9rkEtacKI9pRiary362Qu+YomSVVbuDkgs0UOtywqqzC/D1h68vwUeVfykpjG8aDmzjvvpGnTprnmaAAAfIRcUuIamqt7Nrbo0VJeaRDznlhRaaX5ZM+Bzd3nt6LhnRuI+/aczLf7Nf/3zx7q9Nwc2nD4LHmCuqRWWFZeY1CDTI3nvT2qOzVNjqK3R3ULiEyNwyFccXGxGJMwf/586tq1K4WFaddVJ02a5MzjAwDw6knVl3XV1hZGKCdv3v0TGRwiMhb6zzVOMvZ4OWFnZ2HO9rz1t7GNxlOzttJfDw0kTzXdYyM6N7T5ODkHCpkaz2vXII6WPn6hy1/HZ3c/bd68mbp37y6ub9261RXHBADgM5Oq9fObZKaG8QmdMxQyWxFlqjVhaXGR1XYWXrk/SzS3SzeNIvhnR6amP44nyB1dN56bTncONI6DsEZmZbiWqNhKQAf+J8g7YhrHg5qFCxe65kgAAHzI6XxjMJKiK5gNUwozZbFwkZUlGO6oyzKtbOvmnVU3fLpSXJ/78CDxr+3Fu6tG0xSXaVtpuIvsvTOmXzOKCA2xo6amkrJMtUc88BNcKzkmXATbvZsnu/21fbamxhoeK//XX3/Rtdde64ynAwDwatuO5dBfW439WmTBr8RLUVXFwhWa2UfyZM/S4k1BTZ7l8tPK/WfM10e8t4T2Zuabgyim9n5xpzxTpkbtHlzd8hMf57Fs4/fXMNGySR84179PXkjrnx2qGVnhLt6ypbtOQQ3PgHr22WcpPT2drrrqKlFvAwDgz8orKmn056vMu3/0y08sQjfQ0VqmpkG88SR/trBMLNPw0s5rf+2kzUeyaeq/B82P45dZd+iMeJxasMv/mHQnDtDk9xNXTeM9TaamtIKO5xRZzIkC14gMC7H6+xhIHF5+KikpoZ9++kkMtly2bBlVVFTQW2+9RXfccQfFx/tGrwUAgNrad6rAPB6BpcRaCWrCgolLZeTMI7lcpAY1idHhooEdPxd3G159IIs+XrxPXCTetZJxpoh2n8yns6YaHhnoyHodd5HLZFwzVNM2YXNNTVkFHTdlaholIqgBL8rUrFu3ju69915q0KABvfvuu2JoZUZGhpgDNWzYMAQ0ABAQOJOiSomxTPWH28zUaP/ktqgXIz5yULPzRJ7F84zpa+x/s/9UvsVUb9nQz10yzhSKj02Soii4hiGJ5t1PpRV0LAfLT4EgKMjHMjV9+vShBx54gFauXCmmcgMABKKtpsGUkrV0v9pVmIOgyYv2WdTUsDZpsbThcDZtPpqtqZlhk0f3NNcp8NJTdpF2x1NhWQUlkfvwSAfWNLmqAZ8t8vvkTNWRs8avw/KTfwvyklJhu4Oaiy66SCw58RBLHpHA2RlvKQwCAHAXOW377vNb0lU9GpsDGJXaVXjMF6st5kJJ/VvXox/WHqHFu06Zl6oevKgNDWpTT+xg+XfvaXHfsewic+v7mPAQKiitcH+mxhSc8JJYTdTvU/a2QabGvwV5SThgd1Azd+5csdz05Zdf0rhx46ioqIiuv/568TkENwAQKA5mGU/uI7s3pvYNrC+7q5kaDkAkdZq3DGqYXHrirxvTt5l5m3isqXYl09TLhhvYxUWGeSSoOXzGWPCbbkemhmtqZPAld0vFR2JLtz8LIvK93U9Nmzal5557Tux6+uabb+jUqVMUGhpKV155JT311FO0fv161x0pAICH8Y6nbFNti7UCYUn2cFHnP7GEaO3X1NP1uBndJ13T94YDGBUHB9amgLuzpqapMv+pOuq2Yrl9HfxXgpf0Iar1lu6hQ4eKGVDHjh0TtTbcp+acc85x7tEBAHiR3KIysfOIJUbZDmpkobDsU1PdH/5rezURH89tkUyPDdPWK+p3GcVEhJqLcLmmxhVO5hbTzhPaIZu8fdyRmhp9wKYP3sD/jB3Qgga1TaX/XtXFo8dR5/GdSUlJIqjhCzI1AODPzpiyNHERoVZraST5uRxdca+1oOaFKzrRrX2bUdcmiRaf0ze5i1EyNcUuWH46ml1Eg95YSLy5afmTF5pHOfA2du5Uy8Fay1Tjji1HMjWpCGr8XkxEKH099lzfyNQcPnzYrifr2bOn+Hj06NG6HRUAgBeSS09JNTQ4k0GN2s/GVlDDgYu1gEbWpqizpGIjjFO+WaELgpp5206IJbayCgPtP1Vgvn/RrkxzNik63L5/C9c3NResaakOwO1BDS8r3X333bRmzRqbj8nJyaHPPvuMOnfuTD///DM528SJE8VxxMXFUVpamuiTs2vXLqe/DgCALWcKyhwKavSZmpqa1lkTHxVqNVPjiuWnjLPGYmC5DCXJuVOD26Xa/Vxt6sear2P5CdzFrv/Dtm/fTq+++qqoo4mMjKRevXpRo0aNxPWzZ8+Kz2/btk1kat544w265JJLnH6gixcvpvvuu08ENuXl5aIw+eKLLxavHRNjXzoUAKAuZFff5OjqiyLlmAQ1qOnaJIGSdYXC9uBhlqf3ZonrMeFVy15FTi4U5vEPU5YdMN8+YWqax/U0GzOMDQf7tTLu1rJHh4bxFk0GAbwiqElJSaFJkyaJwOaPP/4Q4xEOHToktnXXq1ePRo8eLfrWcJbGVebMmaO5PXXqVJGx4U7HgwYNctnrAgBIsqtvUg3BCY9JUIManvM0+97+NXbitaZbk0RaLoOaiBAKNQVMzl5+mrf9pOb2cVNQw9+D7DXjSHDSuVEC9WmRLN6rS7o0dOqxAtjiUC40KipKTOL2hmncvNzFkpPdP2IdAAK7ULjG5SddpiY6IqRWAQ3r3rSq3iY2Iszc5EyOXnCWNQfPam4fMS1FHTL15UmLizDvvLIHZ5S+v7uvU48RwKVTuj2lsrKSHn74Yerfv3+12SEevpmbm6u5AADUefnJ3poaU6GwfjxCbYOac5onmWtqnN18b/1hY1Bzdc/G4uOhrAJNcGPvVm4AT/LJoIZra7Zu3UozZsyosbg4ISHBfOHmgQAAtcUzmOxZftIXCtclqEmLj6QbzmlKQzvWpyEd61f1qXFiUFNcVkHbjhmz31f3MPbNOXSmkCorDZRbLL9n72iuBuDSPjXudv/999Pvv/9OS5YsoSZNjP/z2TJhwgR69NFHzbc5U4PABgBq66gpa5EcU/0JPjwkRBvUOLBsY81r13Q1X48Oc36mhgMa3sadEhNO57VMFn1qeMQDD9nMN9XT6HvmAHgjn/kt5Qp8bvA3a9YsWrRoEbVo0aLGr4mIiBAXAABnTOfefjxXnPDb2Zj5pC8UlnUvdcnU6Mk+Mc6sqVl/yLi7qUd6kihETowOF832sgpKKa/EFNTUYjs6gNcuP/HMJ95p5Mklp2+//VaMZuBeNSdOnBAX3oEFAOBqclszD6GsaReQ2jDPGZkaVaQLZj9tOiKDmkRNzdCI95bS+kNnzUXKAH4T1Bw5coRGjBghlnx4SjfPeiotNRbNucPkyZPFjqfBgwdTw4YNzZfvv//ebccAAIFr90njJO2OSv8VW/QjFJyZqeERDUxus65tUfBDMzbQQlOnYB6PwFqZRiCohdDL9p42vi4yNeAD7P4t/eKLL8Suo+XLl9Nvv/0mdh8dP35cNOTjKd2XXXaZS7dX8/ITAICng5o29eMcDmrkaANniDeNWpAFvLXx9KyttON4Lv2++ThteG4onTT1pJGjDbi2Rg81NeB3u5+Cg4Np4MCBomswjyhYtWoV9enThz755BPRYZib4L311luY/QQAfmfPyXzxsa3S/t+WiFDXLT/J+VFyu3htHM8xZmZ4ztPCnZl0zBTUNEiItNmHB0EN+P2W7g4dOtDjjz8usjcZGRk0ZswYWrp0KU2fPt15RwgA4GG8C4iLZrnxXeu0WgQ1Ts3UmJafSsrFlmtH8a4mddDmQzM2WkzTbp1q+T2iUBh8gdN+S1NTU+mOO+4QFwAAf7LtmLFxZ7PkaLumVLuypkZmanhFngMba5O/awrQrBnYpp55BAM34Ju8eB+dyqt6bDqa74EP8MnmewAA7rTxcLZFd197+tTodyw5Q0RoCEWatozn6qaA20Odvq363009zdd5S/f8R8+nt0d1M9/XvkHNtUQAnoZ8IgBADXZnGouEOzdOsOvx+qUaZ2ZqWHxkGBWXlYjmfo62E/13n3E4puqyrg0tMj58+6oejSkzr4R6pidSkBw6BeDFkKkBALBz5lNqnH3NPONdHNTIoKnA1BjPkXEI36w4JK7ffF66+X5bfXd4COe4wa2oT8uUOh0vgLsgqAEAqAF317Vn5pN+27UUFe7cP7VyqGWhA12FeafTK39spxO5xdQwIZLG9q/qyt4spfpmggB+u/z066+/Wr2fU5ORkZHUunVru0YYAAD4irOF9k3nlvSN6pzZp4ZFh4U6PP/prb930bcrD4vr1/VuSg0Tosyfqxdr3/cF4HdBzciRI0UAo2+GJ+/jjwMGDKDZs2dTUlKSM48VAMDt+O/a2QJjQW6inZOqZTFvcVmlS5afHJ3U/e3KQzR50T5xnbM0dw5sIZ6De8/kl5TbXQAN4O0czonOmzePzjnnHPGRxxbwha9zEz45PTsrK4vGjx/vmiMGAHAjDhxKKyodytTIYl7zdQe3XddEBklFdsx/OnC6gJ6ZvdV8e/kTF1Kc6diWPn4B/fvkhWK3E0BAZmoeeugh+vTTT6lfv37m+y666CKx9PSf//yHtm3bRu+++y6NHTvW2ccKAOB2vPtHBhKOZFxiuAOv6WsTnRzURDuQqeGOwfriX4k7ByOfDgGdqdm3bx/Fx1sOdOP79u/fL663adOGTp82DkEDAPBlR84Wio9NkqIc2tYcogQPjjbIc+by06GsAvP1t5S+MwD+yOGgplevXvTYY4/RqVOnzPfxdR6XwMtSbM+ePdS0qaPdEwAAvM/hM8agpnFSVWGtPdSsjuzU6+xMTZEdu58OmY7/tau70LW9mjj1OAB8fvnp888/F8XCTZo0MQcuPPepZcuW9Msvv4jb+fn59Mwzzzj/aAEA3FwkzBOtZabGEc4uDtY8t2lUQ6EdNTWHs4xBTXoKxhyA/3M4qGnfvj1t376d/v77b9q9e7e4r127djR06FAxxZtx0AMA4Otyi6qChova13foa505GsFmpqbUWMBcXW+aDNPyGXrRQCBwKKgpKyujqKgo2rhxIw0fPlxcAAD8vT8NBxEXtE9z6GtvOa8ZLdl9is5p7vxSXJkFqilTcyy7iMoqDBQeEkwN4iOdfhwAPh3UhIWFUXp6OlVU2N/wCQDA14MaezsJq4Z0SKPf7h9ALVOdnyGRzf24x4w99UBNk6M0hcsA/srh6rWnn36annrqKTpz5oxrjggAwEtkFzrWdE/FO6W6NEkwbu12MtkDp6Yp3Zl5xoncavdgAH/m8P9t//vf/2jv3r3UqFEjatasGcXEaP8Vsn79emceHwCAT2ZqXEk288strj5Tc8bUCdmRpoEAATcmAQDAXjtP5NK8bSfprkEtnT4DydXO1iFT40qy701ODZkaOV0cQQ0ECoeDmueff941RwIAfmn4u0vFx+LyCnpsWHvyJdlem6kJNS8/yZl71mQ5OF0cwNfVqiNUdna26FczYcIEc20NLzsdPXrU2ccHAH5i7cGz5LPLT16W6ZA1NeWVhmob8FVlarwr0wTgNZmazZs305AhQyghIYEOHjxId911FyUnJ9PMmTPp8OHD9PXXX7vmSAHAp8mhkL64/JTkZctPvMWcdzNxHxrupRNtasand8ZLgzIAr8nUPProo3TbbbeJUQg8xFK65JJLxIRuAABrSsp8L6jx1uUnXm6KN23rzi0uqzlT42XHD+A1Qc2aNWvo7rvvtri/cePGdOLECWcdFwD4GZ/M1BR4Z6GwvcXC3rp8BuA1QU1ERATl5uZa3M8jE1JTU511XADgZ0rLfS+oOZVf4pWZGs22bhtBTWWlwbx8loKgBgKEw0HNFVdcQS+99JIYmSDToFxL88QTT9A111zjimMEAD9QUu5bncj/2XmSTuWVEDfidXRCtzuYG/DZWH7i+7nmhiV6YVAG4BVBzdtvvy2mcKelpVFRURGdf/751Lp1a4qLi6NXX33VJQcJAL7P1zI1ny89ID6O7d+C6sVGkLep2tZtvQHfGVM9TVxEKIWH1mqjK4D/737iXU/z5s2j5cuX06ZNm0SA07NnT7EjCgDAlmIfKhTm3i+bMrLF9evOaUreKEG3/JSVX0LvLdhDl3VtROe2SKaTuaalMyw9QQCp9VCS/v37iwsAgD24n0pOYZkYxvjCb9soPTma7hzYkry1lqagtEIsPTVLiSZvJJefZKHw7VPX0OYjOaIf0J8PDaS/txs3bnRoGOfR4wRwJ7tykjNmzLD7CTMyMkQWBwCgXLfjacR7S2j5vtP09YpD9MofO0RGxBsdPG2cbt0oMYoiQr1ztEPV/CdjUMMBDdt+PJeW7TlNXy4/KG53b5rkwaME8MKgZvLkydShQwd64403aMeOHRafz8nJoT///JNuuukmsRSVlZXlimMFAB/fxn0sp5humbLafNtWPYinyaWntvW9N8th7lNTVG4RHN48ZZX5+jW9Grv92AC8evlp8eLF9Ouvv9IHH3wgRiPwZO769euL5ntnz54V/Wnq1asnmvJt3bpVfA4AoKaGe7zMk+CFPWBWHTD+w6xvyxTyVmqmxlavmj4tkiktrqpJKoC/C3VkKzdfTp8+TcuWLaNDhw6J3U8czPTo0UNcgoNRYQ8A9jfcO51fQq3TYsnbHDlbJD62bRDnE0ENbz23hpfPAAKJw4XCHMSMHDnSNUcDAH5lztaqLuPX9mpCP607YhHUeCOZ+fC2mU+2CoUzbQQ1DROQpYHAUuvdTwAAtuSXlNOXyw7Q2/N2m+97a1Q3eu7yjhQbHkrjvltHc7edNPdS8TbZpk68iVHeux06QelTk5lXbPUxnRoluPmoADwL60UA4JCle07RLVNW0eEs4w4hPc6+3PTZSk1Ao2YXgoODKMY0Vbqw1Hu6DHMW6dMl+6i4rEJsP2feWO+jz9TkFZeZe9IM79SAnr6kg/kx/Vp5b00QgCsgUwN1xjNm+EQFgUHuXnrml6309dhzLT4/7tt15u3F0qLxgzW3o8JDvCqoKauopPE/bhLXuzROFB9DgqsmYXtzTQ1PQth/Kl9cb5ocRXcNakktU2MoNCQYjfcg4CBTA3Xy5M+bacDr/4h/LYL/23q0KljZdSKXTuYW0yPfb6QNh8+aA9w1B43XJZ5w3bxejOa+aFNQU1TqHVu6j2UbC4PZ5iPZ5o69PNvOW0WGhYgRCGzH8TzxUe50uqhDfTq/LQYMQ+BxOKgpLra+dsuOHz9e1+MBHzNjTYboPTJ74zFPHwq44cR/2QfLzLd5WOLjP22mWRuO0nWfrBD3Hc+1/PuQV2wZuER52fLT4TNVS2l/bz9pDsa8XWqccSbVtmM5mtsAgcrhoIab623cuNHi/p9//pm6du3qrOMCX+OlnWHBObi5m+XOpVJavPuUuF5WYfz57zyeKz42ToyiFy7vKK6/PaqbxfNVZWq8I6h59Y+qpqLrDhkzTU2TvHM8giol1ri8ZBrGTWkIaiDAORzUDB48mM477zx6/fXXxe2CggLRdO+WW26hp556ilxpyZIldPnll1OjRo1EWnj27NkufT0AMHpg+gaaZKXwV3XgdAFNW3VYXB/Uth6N6dec1j4zhK7s3sjisTFeVlMj+9L4Wo8XuewkpcUjqIHA5nAV3EcffUSXXnop3XnnnfT777+LJafY2FhavXo1de7cmVyJA6hu3brR2LFj6eqrr3bpa4FjkKfx7/lNv2+uWlrm3TW8ZZsnQqsueGuRpicN/8OjXqz1k6x5+cm0y8iTeLcTfz96KT5QZHv3oJaaXWapsehLA4GtVqX9I0aMEEEFz4QKDQ2l3377zeUBjXxdvgCA+xzMKtDcvqB9Ku06YdxtY0ubGmYmeaJQmIuY80vLzVuhpSwrvXL6t04RmSZvx1PO1xw6S0tMy4Dxpt41AIHK4f8D9u3bJwZX8rynuXPnirlQPD7hoYceoldffZXCwrynuK6kpERcpNxc43o/OB9KavzXzhNVSxxPXdKeWqfFmWs4bAUs+sBBzxNbuifM3EI/rz9Cfz00UBN0ZZm6GnP33Y9G96SwkGDq3Ng3mtbx+8i1Sxe+vVhkxbx5txaAV9bUdO/enVq0aEGbNm2ioUOH0iuvvEILFy6kmTNn0rnnWvas8KSJEydSQkKC+dK0aVNPHxKAz+AamYl/7aB/9xmHO954blP6z6BW4nrzlKot2twbxVoWpjrRYe4vFP5+bQaVVxro7b+NyzULd2bS2oNnzKMauOi2R3qSzwQ0UsvUWPr7kUE09+GBnj4UAN8LarimZsaMGZSYaGxQxfr160cbNmwQO6O8CU8Uz8nJMV8yMjI8fUgAPuOOr9bQJ4v3m4t/2ynZjfDQqj8ddw1sqZkxFG2ql6mpxworKa9+4KWz8PZziUczcCBz+9Q1dO3HK2jRLuPSTaME7y8MtqVt/ThKsVG/BBBIHF5+4l1O1sTFxdGUKVPIm0RERIgLADhu/yltLY0+gzH7vv6i6d4t5zWja3o2oU7Pz7W7Nb8MitwV1KizkbKLSul4dtXtr1ccEh8v7drQLccCAF4U1Hz99dc2P8frubaCHvA/XHip9jEB/xURGkxdmmiDmu5NE8WFxUSE0q/396eZ64/SI0Pb2h3UlJa7Z/npkDKnirdvWxsA2atZkluOBQC8KKjhgmBVWVkZFRYWUnh4OEVHR7s0qMnPz6e9e/eabx84cEA0AkxOTqb09HSXvS5Yx/UJ4J/0tS4t6sVQRGj1tTJdmySKiz3CQ0xBTUWl28c7cHHyHV+t1Xw+KizEp5efAKCWQc3Zs9q5LmzPnj00btw4euyxx8iV1q5dSxdccIH59qOPPio+jhkzhqZOnerS1wZLlcjO+K2sgqpdg3K4o7MzP3L5ibN8rt61ox+wqdcsJRpDWQH8gFOaGrRp04Zee+01uvnmm2nnzp3kKtzNGMsc3gOZGv+VXagdUKoWBjuDfD7+35l/j8JCXB3UGIdU2oKZSQD+wWl/qbgJ37FjGGoYSNQdJQhv/Deo4SzNM5d2cOrzq0FSqROLhfkfPfqls5zCMjpoqqkZ3qmB1a9L9oHuwQDggkzNr7/+avFHhEcl/O9//6P+/fs7+nTgJ0EN+BfeIcTObZFMX952jigEdiZZUyODmhgnJUreX7CX3l2wm6bfdR6d19K4C2v/aWP34wbxkdStaSLN2XbC4uuSohHUAPgDh/9SjRw5UnOb18JTU1PpwgsvpLffftuZxwY+FNQgvvEPO0/kir4tXy4/IG4nRoU5PaBhoSHBIgPEv0POKhbmGU7vzDc21nt/wR5zUHM02zissklSFDVKrOqnkxgdZs5I+cKcJwComcN/rSor3bNbAXwrqKnA74VfGP7uUs1tPvG7CmdriiornLb8tDEj2+rymWweyFO3U5SUUJfGCbR0z2lxHUXCAP7BudV/EFAqlKJtFA37PquTql3YpdbZDfh45IF0LKeIcorKaNy368xjHhomRopRCNK5zZPpki7GGptBbVKdcgwA4AOZGrl12h6TJk2qy/GAD6moUJafENT4vJ3HLQe+dmgY77LXq2rAV+n0Dsgc0Fw7+V/ak1k1TXxE54Zi6KPEmZtxg1vR85eXUv34qmUpAPDzoIbnOtkDE2IDS7my5IRMje+TtSeq9g2q5j05m7Mb8HF2RuIkogxobj4vnR4b1p4SosKoXHktrhXi2h4ENAABFtTwFG6A6prvYSeU7zudb9zxJI2/uK0YlOgqEU7O1JzIsRx9MLRjfXplZBfzbQ5iujVJoN0n86mvHTOqAMBPC4X3799PLVq0QDYGrGZnkKnxfTy5WuI5TvaOPKh7TU3d5z+J1hJWgpr05GiL+364p68IpOIiXVcEDQBeXijMXYNPnTplvn399dfTyZMnXXVc4HO7nxDU+LrTecag5rFh7Vwe0Di7pia3qNxccNw6LdZ8f8MEy6UlnmGFgAYgwIMa/XiCP//8kwoKqgrzIPCogUy5UjQMrrNsz2nadqz6OUZ1zdTUU3YIuZK5psYJQc2ZQuPSWWxEKDVOrBpMqV4HAP+HLd0B7Fh2EZXVoUhT23wPQY2rHcoqoJunrKJL31/mkhlosqZG3SHklkyNEwqFz5gGcCbFhImJ4lLL1KqsDQD4P7uDGq6l0dfToL7Gd607dJb6vfYP3fDpSudkatB8z+V2KFuuc4ste8o4L1Pj3qCmLn1qCkvLRaYnyxSQJcdEUGRYiPnzbZSlKADwf3YXCvO/DG+77TaKiDD+wSsuLqZ77rmHYmKq/lXEZs6c6fyjBKf7cW2GObipLdTUuNex7KpC2KNni8QWZWfh/7/NQY2bJlbXdffT8ZwiuujtxXRB+zQa1KaeedzBLX2b0fTVh+nK7o3QKRggwNgd1IwZM0Zz++abb3bF8YCb8NydukJNjfuXn9SeMh0bOa8xHjerKzP9DN01Byk8NMThoGb94bN033fr6ckR7elUXgkVllbQH5uPi4ucts11NJuev9hlxw0AfhDUfPnll649EnCrUGcENehT41Z5ypLTiVzL7cu1tXBnJu01NaqLiwzVLN+4Um2a7z324yaxdfuhGRtpwoj2Fp+/qH2aU48RAHyL88fvgk8ICa57jTj61LhXUVlVP5eiUufU1JwtKKXbp64x33bntOrabOnOzC2ptgPy8M7GWU4AEJiw+ylAhYXUPVOjzntCpsa9QQ0vuzjDGmUIJEuMdl9Qo9bU2LubS92b8PWKQ1Y+jxoagECGoCZAqTU1td0erGZn6rI1HOxTpAQy6vXa4n43r/21U3NfYnSY2zM1y/aepg7PzaGbPltZ7WBU/j0tLrP8PZs8uieN6NyApt91nkuPFwC8H5afApRaU8NbamtTR6GegLD85OblJ+V6bXG/G71EJ+6osremZmNGtvj4774sUSvE07OtyS4sM9ffPDq0LU2at1tc79e6Ho3o0tBtxw0A3guZmgClbnUtruUJsgyZGrdSszN1XX6ylZ2LCg91e6ZGdaZAO1RTJYujeYfTjeemU3xkKPVMT3Tq1nYA8G3I1AQo9ZxmLaVvD7XA01mTlsG67cdyaY9ph5IMcLiOacPhs9S5cYLDmTZbwYO14ltvCWpOmoKatLgISo2LoIXjB1OEm3ZqAYBvQKYmQKkdgGu7lKEGMsjUuA5nVS55f6nmPv6ZfbfqEF378Qp6eMZGh5/T1pbwzk7sfWPv8pO9QU2maeBmWrxxSGVKbISY9QQAIOEvQoCSjdbqUnRaUl5h9fnAuayd6Hk8wFf/HhTX52w74fBzqluj37+xB3VpnEC/bzpGt/VvTu4SEeZYUMPbz9297RwAfAsyNU76l/Srf2ynYe8sMf/h9XZqZqW2mRp1Zg8yNc53OKtQnOTV8QhqINqiXmyt33+ZqbmwfRpd0a2RGAL5wEVtKC7S/YXCdgc1hWXiY5Ibt50DgG9BUOMEW4/m0mdLD9Cuk3nmnRzOYtzG6pyeJCr1JFjbgERTU+NjQQ0HDLKLrjfKOFNIQ99ZLLY5W6tz4UC0XmzVyf1soWPB9IkcY1BT37SU4wlWa2qq+T7kPxiS3LjtHAB8C4IaJ5AFjK5oQvfsL1upywtz6eDpqrk/zlBWXve5TdrlJ98Jangr+qA3F9KQSYvFzCNvNGfrCZEJ23kij+75dp3F5wtKKjQZthIHi70z82RQ457hldU131OdyS+1uTNLBm5JWH4CABsQ1DhBgdKyXi3AdYZvVx4W9SqfLNnn1OctU46ztgHJPztPma8fzy6mL5YdoCnLDjg9W+VMv246Jhq9qRkRb8In9Ed/2Eiv/rmj2sfxCV7d1q0GmI5kahp4MFNjbccW1wf1eHke7TqRZ7VPDcPyEwDYgqDGCdRCW19pQqcW9tYmqFmxL4t2HM/VfN8v/b6dXv59O438cDl5Iw4YHpy+QVMLlGVHDRR/3R1T19Aj3zu+y6g2GZqZ64/a/DxPp2Yc0Kj1W45sy/9332lauMsYkKYnR5On8PBMazh4ecfUWG/2hqPiwk7nG4ubk2Kw/AQA1mH3kxMUKEGNq2Yg1XKSgU3lSiBTm0Bs+d7T5Crvzt9NP649Qj/e09dmd9nakLuFVCdNGYvqcE3Lgp2Z4voLl3eiBBfVdKzan0Xjvltvvv3zuL7UKjWWvlt1mC5ol0bNUqIpOjyE3py7S/yeHVNqbThTw/ep4y9s1RLd9Nkqc6HuOS2SyVNiI2y/j1yjdeRsIT1sCiTb1I+l/aYlWC5qBgCwBpkaJ1AnJte2PsXdnFEobG8RMQ9NvG/aelq4yxgY1JQVeXf+HhFIXDP531rPpdLbfyqfXvhtu8X9x+0IatTv5dAZ59Y2qT5aVLXEOGVMb+rVLFkMmLzvgtbUsVE8xUSEioGNslD2mHLsPDKg6wtza1z644BR+vTWXhRmZQeSu8QqmRr9zCkO0GQ2ST/SwZNLZgDg3RDU+EimxhGbj2TTQlNmwZZSJfiqTSBmoOq/Ri3AfeX37fTH5uN0+5dranzefafyNQHHIuXEZq8/txwXu4ZkMax8Lmv0u4YOnC6wKMpWa1cOW6nB4fqUudtOVDuMUe+JnzbTRW8vooISY0DMr7l49ykxhXrxY4Ppog71bX6ttUnay/dmid/Dqz+yvfSXX1JOG48Yg57/G9qWBrdLI09SG+c1SdJm5DLOFtKek5Z1NdyjBpO4AcAWBDVuqKl5etYWUWfiaJM7dYlIxUsNj/+0iX7ffMzic3nFZXTF/5bT7VPXaHZlVffc1RU3c5Dx/oI95pOvVNP5O6eoKljYd8r+7IY++FCDHHvd+916MRzxtT93WgQm3ZsmWg2+eNv823/vogveWkSD31pkLrzlDI8sUGVHzlpur37i58109zfrzAMWJX7O53/ZarFUx8HF92szxPvCO5su/2CZuWPwOc2TqVlK9csr1c060v9c+PvggOnvbSeo8/Nzab/pZ3H9uU3J09SgRp8xOnKmyGoR9x8PDnTLsQGAb0JNjROoJ/xVB7KocVIUnd82Vdzmf71zTYTMIFzTq0m1z8UnQs5qDG6Xqunjoa7C8Enyh7VHxKVbk0RqqhR78u4etZGZ7EPC9RqHzhTSdb2bWll+MpgfzzUb6q4ULo7dfCRH9HThzrNSfrE2yNFTA4Eayjwstio7i2wwxz8ffu8Zf3839UmnaaafyawNR8VF72ROicjK3DxlFUUp78drf+0UJ+NrezURP5Nle0+LDAv738K9NH5YO3Gdi6if/3UbrT5whr5acYgOvnap+Tk2Hq5aIlq6RxvwtEmraqhny8ND2tAtU1bb/LxaW8PBlj7bxXOT0uI8v4Sj1v+kxETQsE71ae62k+aamvXK+8RapcZQgwTPHzcAeC9kapygUOkX8svGY3T7l6vNOzXU3TW8tGELBxnHc4pEEej//biJbv1itSazU6FENWrAsO1Y1Q4k9vO6Ixa1IGsPnqHrP11Jj/+0WSyTMHUHEGdteAml58vz6PpPVmiOiQMaGSyp9S019XeR3V/1E8FVW4/mUKYum8Tt/23h98eRRoRyKfCxnzaZA5fo8FB6dWRneuDC1jUGRF8uP2C14/Izs429g/hy19drzfeHBgeJ4/try3Ea8d5SEdBInAXiHT38HlZXl9O8hiwNG9gmlb69o4/NuUen8krElujLPlhqdfmuY0P3zXeyF/fLeWtUN/ritt7U2FQcrv8dw1ZuAKgJghonKLSyNMN9W+SJWFq5P8vmczwwbQP1nfiP6PMigxX1ZPrTuiPiZMXylCyJDJ6kPSerlmtk4MJDDyUZ1OiXzORS1iZTEMMOZWnT/3L3Ccstrj6oyVZqVYKVGogXf9tGN3++SrwXl32wTCz32KpPYry9+cOFe6nfxAXi/eEeLno5hWX0zOwttP7wWcpS3o9KUxD255aq2UicqeGajPNaplR7/PxzS6umMR1nt/RLjXx7+LtLNDuYpA/+2UvvLdgjsg/VjdKwd2fPgDb1aOuLw+jSLg0tPncsp0gE1tzp2pqe6UnkbXh3F49ouLB9fWqZGmN3LREAgArLTy5qIna6wHhy3a0EGesOnxUnYN4SzP+i56BD1kdYG0qozxBc/+kK+uf/Bmv+BasGNVxPk6cEWPwany3Zr3kODhK6Nk7QPDefoNVgQNJnUbgAmbcYi2OroT7osZ82i5P8jeema5afvlxu3FbNyzYyiJmz9TgN72w8Oetrd7YfzxUXSQYo/L3KOUXvzN8tmhTyRe27Ym0MQkxESI11KezRHzbZXfTN3x9PjOag86AuENQb/+MmsYxiS+/mSXXuynvDJyutjq345JZe4nfiEiuBkKf8/cggsVQ3pGNVYbS6nKrS75ACANBDpsYJJt/ci244R1t4uS8znxbsOEnTVh0y38eJgzu+WiMCDV7m6TtxgQhK+ARtjbrrhnGRJxeZ5toIamSXWImDJmudaXlrs7qExQXFm0y7YozHaRDFpfqZQ1wLwr1D5HOzz27tbfN9mTBzC9njnm/XiwZri3Zl2jUQlB/b5YW/xZIO264swam7k3gJTG0QyKLCQm0GoipHdrF9cktvulg5KVeHlyDn78i0GpgM6ZDmcDYiwsr3YS2g6dcqhYZ1akBXdm/s0W3cem3rx4ljUqmB6blKHx1by20AABL+SjiJvunZK39og4mwkCCREVl76Ky4SHzSVQMMVaGVotmJf+7QFPnKJSmm71FSXet8Do6kqbqmdJxN4e7A+iwAF7zyZf6jg8y1LfyYF6/oJL6n35QiZe1x1NwHRzZZq+k95mDj25WHzEs6t/dvQasPVtWu6OnfE15+kifOpslRImPDy2xySY+LaNX31B6cQeCTrywIl8b0bSaWDfVLanrzHjmfUmLDrWZdamLP1/D3+vkY28Gnt5HZQMbBoqxNUpc/AQCs8Z5/svk4LhKtTg8bdQycvbG29GSrGHfe9pOUW1RutSCXu/CqeMhhvI1W9NXhgEYNRriTrWryov3mz3HGY0y/5vTSFZ1sPp89QY09Gpp2vshdTfrCaGu4HkcVZQpqeGfZgkcH0y/3DaCXrjQe+6VdG9KHN/V0+Li4GV6btDjz7SEd6tPnt/amF6/srNnt9sylHTRf16dFMt1zfitKT4kWjfVCa5FBibexjDbBNE6BdWgYJwqkfcWA1vXM17np4FBTFoyDRACA6vjOXzqTDz/8kN588006ceIEdevWjT744AM699xzPX1YNZ6QmqdEa3bDSFzbwnU21qgnbykzr0QTBKlLUXJXTVpchHgcBxPOmEU1qlcTeuvvqh4sezLzqMSUqYkMC9YEC3qcWVE78tZFvdgI0SdG7RWz9VhVYbPE4xWW7D4lMjn6vjLqDi65Zf6qHk2oRb1YapESo9llpm6h5gwPZ9re+nuXxciKhKhwzRyjK7s3MteIqEXSF7ZPEz8T3uHG3ri2a409aWqSbKXOhOPrEZ0bimD048X76ckR2mDK2/Hv0jd3nCvq0fq2TKFezZJEAXynRt63awsAvItPBTXff/89Pfroo/Txxx9Tnz596N1336Vhw4bRrl27KC0tzaszNbZmGPEyjq2aGnsmSO88kSc69nKhKgcycgcNX+fCXlmX075BnHiso/hkzcW+alDDtTsyWIoIDal2GWTwWwvJGe4d3Iq26ravyy30etzAbreuGy3/a593NF3RTVu/Iemb8kmPDGlLDw1po/mZzFiTYdHllret90hPFFup+yuZBvm8HNvodzY5Y5hkcmzVDq3ezZLopSs7U0RYsMj+8EUWYPsa3rbOF/k71rlxgqcPCQB8gE8tP02aNInuuusuuv3226ljx44iuImOjqYvvvjC04dW4yDBRgnWgxpjka5ltkG/Hbw6ny87QK/P2SkyCBxccfM/pp58X7+mK9VG06RoSo7RFq9ywMSN+tRMja3W9RlntN9DTHgIjezeqMbXHTe4lfl667RYemRo22qX0uJMRaSXdTWexDs10p4Enxjenn5/YKA40ddk8uie1KVxAi157AJNQKPfNdW1SQJNvf0ccx+eGf85j/598kLN+8VLWq9d3YVWPXWReI+4aR/X7dwxoIVT2v1zQKUGoLxco9akAAAEEp/J1JSWltK6detowoQJ5vuCg4NpyJAhtGJFVR8WVUlJibhIubnW+3a4OlPD5676Njqh/ldp5a93zNTrRi69cIGwrLP5+OaeYteQHncQVjvgSlyzURuNEiOrPfla20XEQYi17dQ3ntuUnr+8E71lWn6pqW8Jd1bmHViTrusmduxUtw377eu6ieUkztKwbk0SLJb/7DWiS0NxsRVscQ+hq3s2pqt7artDc0ZBZq4kPu4bzk3X/HxWmwIcZ1ADqFjTFncAgEDlM5ma06dPU0VFBdWvr906y7e5vsaaiRMnUkJCgvnStKnr5t2EBNt+K2PCQ82TlR3puXHMtKWaC0z5X/q8W0dqrRSmqro1TbA4sXJAZKvmpSayLT1nWKyxtuxkK8CbeHVXEQTpC4/Zz+P6aW7zbqDv7z6P5j48kLo2Say2KPbBC1uL4lwe0CiDNw4aZPZGHJOTtjHzlutv7+xjEdA4wpkDGflnK9Vm9xQAgD/x67+CnNXJyckxXzIytLUQzhQaEmSznwYHFIlRVf+ivrpHY7qym+USzOg+Vf+iV0cs8Mmcl7f4P0m2ktfjTAXXVKgW/N/5VrM39uAC2ur6uli7X51ZZU0TK7Uk+vcsOTqcGiZEaYK3eCUTcff5LenAxEvETKVHL25ndRTD7f2bi4/nONjQzpfUiw23CIIBAAKVzwQ19erVo5CQEDp50jjwTuLbDRo0sPo1ERERFB8fr7m4o6bmucs7aj7HWQ7OPEhcZBtpJfPxwhWdaNa9/ei8llUNxxgPrdTvhuJAiRuq6XGmIlLJ1PCyCy/byNoXR3VvmlBtUGMtO6CvL+L6lK/GVu1Q69+qniiqVZerYpV6Gf56a0tN8VFVj+neJLHGjMdDQ9rSO9d3E80R/ZX6Hqg7rQAAApHPBDXh4eHUq1cvWrBggfm+yspKcbtv377kaeqSCxdv8sBBKSo8VFPTcrawlMKsLFdx/QX3s2lgmqwtlxfa1jdmS/RN4dTXUI9DXdqSy0dqoGPPv/65uPX/hrY1zwmyFRRZCyx4Mrn0wuUd6bcHBpinlstMzqx7+4tsS3hIML17fXdNEMONCq1lXtTiX3u2QnNwxNu11SUaf8TjDzo0jKendX1wAAACjc8UCjPezj1mzBjq3bu36E3DW7oLCgrEbihPU7MTfNKONs0YUrvYqkGNWkjLTeXUTIaateCdQjJw4Noa7lT89CXGkxef+Oc+PIiGvbtEcxy8u6bquaPMj21XP452KVuduUZH7k7iIt4Nh7PFtu/xF7fTFLcyR2pyuJ9LTU0H2ZPD24st0/oskK0RBbw9mk/g3HuGG8qBEY8/4AsAQKDzqaDm+uuvp1OnTtFzzz0nioO7d+9Oc+bMsSge9nSmhgt1Y5QOrvqghodBntMi2dxE79f7B2gCkZSYqut9lGnSvA2Y+62o/U3aNYgTAcn01RnmJQhtUFOV9fn9wQGirwsPVWRXdW9MN5/XTGQyOOjhyds8R4k73epd0a2RxdRnW8XOHJT8cl9/sXOpm43+L4yDNTWg4aZ1fHwPD2lr82tw8gYAAL8Iatj9998vLt5G3V0jMjVKICOvv3pVZ3r1jx30ysguoqaE+64MapuqCUKYWm/CTfPUIMDasouaJRKZGmW5RV2y4eUttbC0XlwEpSlLXVyIe54SRKnG9m9BjROj6Z+dmfTz+iNWl7846Jqy7AA9OaK9CGaqC2ismXh1FxHYnN/Ws40UAQDAN/lcUOOtKpXe+TymQM1AyC3Wo/s0oxvOSTcHIaN6W99izoEFb3vmeT22djmpQpS6Fv3yk761fJyyg6h9g3iHgjZuJKc2BNQvSfHy2IMXtqEEO7arW8Pf74XtPZ91AwAA34SgxknUzrm85KMOcVRraWvqPMw4IOJaGX6stYLZ6nrkcIDDRcmPDWsnmvU117XmVzNI3BHXUeouLv02cc4k1TagAQAAqCsENU6ibjfmk7u61dnKjMQa2dpCXVOPHBk03XdBa6uP5eWs2/o1F3OIHHkNtfmcVNveNwAAAK6AoMZJbu3bnDJzS2hE5wZO7xpbE7U/SU2ZID4u7odTW2qTvNoERQAAAK6CoMZJ+GRfl2DBWTuv7Fneqov6cVWFxWjLDwAA3gRBjRvUYvXJIWog4+qusjzlmguCeaeUPfU+AAAA7oKgxg0MtSmqqWVQo9bXuMqdA1u6/DUAAAAchfUDF+J2/2xgm3p+k6kBAADwVsjUuNDC8YNp/eFsuqxLQ7+pqQEAAPBWCGpcqElStLi4mmb5CUENAAAEKCw/+QEsPwEAACCo8QtYfgIAAEBQ4xfUrdXKXE0AAICAglOg32Vq8CMFAIDAhDOgH9APtAQAAAhECGr8gLrkhEQNAAAEKpwC/SxTE4qoBgAAAhTOgH5WU4OYBgAAAhVOgX5A3cWNmhoAAAhUCGr8DJafAAAgUOEM6Bew/AQAAIBToB9QV5zQURgAAAIVgho/g6AGAAACFYIaP4NCYQAACFQIavyAGsYgUwMAAIEKQY2fCUKmBgAAAhSCGgAAAPALCGr8ALIzAAAACGoAAADATyCo8bPZTwAAAIEq1NMHAHU3oE096pGeSB0bxnv6UAAAADwGQY0fCAsJpln39vf0YQAAAHgUlp8AAADALyCoAQAAAL+AoAYAAAD8AoIaAAAA8AsIagAAAMAvIKgBAAAAv4CgBgAAAPwCghoAAADwCz4T1Lz66qvUr18/io6OpsTERE8fDgAAAHgZnwlqSktLadSoUTRu3DhPHwoAAAB4IZ8Zk/Diiy+Kj1OnTvX0oQAAAIAX8plMDQAAAIBfZGpqo6SkRFyk3Nxcjx4PAAAA+Gmm5sknn6SgoKBqLzt37qz180+cOJESEhLMl6ZNmzr1+AEAAMB7BBkMBoOnXvzUqVOUlZVV7WNatmxJ4eHh5ttcU/Pwww9Tdna2w5manJwcSk9Pp4yMDIqPj6/j0QMAAIA78EoLJyb43M9JCq9cfkpNTRUXV4mIiBAX/fITMjYAAAC+Jy8vz3uDGkccPnyYzpw5Iz5WVFTQxo0bxf2tW7em2NhYu56jUaNGIksTFxcnlrbA8SgZWS73wvvuGXjf3Q/vuWfk+sj7zotKHNDwebw6PhPUPPfcc/TVV1+Zb/fo0UN8XLhwIQ0ePNiu5wgODqYmTZq47BgDAf/Se/Mvvr/C++4ZeN/dD++5Z8T7wPteXYbG57Z0cy0NR2r6i70BDQAAAPg3nwlqAAAAAKqDoAbswgXXzz//vKbwGlwP77tn4H13P7znnhHhZ++7R7d0AwAAADgLMjUAAADgFxDUAAAAgF9AUAMAAAB+AUFNADl69CjdfPPNlJKSQlFRUdSlSxdau3at+fNcXsX9gBo2bCg+P2TIENqzZ4/mObgB4ujRo0U/g8TERLrjjjsoPz9f85jNmzfTwIEDKTIyUjR1euONNyhQNW/e3OpMs/vuu098vri4WFznnwk3kbzmmmvo5MmTmufghpOXXnopRUdHU1paGj322GNUXl6uecyiRYuoZ8+eotiPG1JyC4RAxg06n332WWrRooX4XW7VqhW9/PLL4ndcwu+7a3CDNB5l06xZM/G+9uvXj9asWWP+PN73uluyZAldfvnlohEd/z2ZPXu25vMGN77HP/74I7Vv3148hs8pf/75J3kUFwqD/ztz5oyhWbNmhttuu82watUqw/79+w1z58417N271/yY1157zZCQkGCYPXu2YdOmTYYrrrjC0KJFC0NRUZH5McOHDzd069bNsHLlSsPSpUsNrVu3Ntx4443mz+fk5Bjq169vGD16tGHr1q2G6dOnG6KiogyffPKJIRBlZmYajh8/br7MmzePz6qGhQsXis/fc889hqZNmxoWLFhgWLt2reG8884z9OvXz/z15eXlhs6dOxuGDBli2LBhg+HPP/801KtXzzBhwgTzY/hnGR0dbXj00UcN27dvN3zwwQeGkJAQw5w5cwyB6tVXXzWkpKQYfv/9d8OBAwcMP/74oyE2Ntbw3nvvmR+D33fXuO666wwdO3Y0LF682LBnzx7D888/b4iPjzccOXJEfB7ve93x34Gnn37aMHPmTPH3ZNasWZrPv+am93j58uXib80bb7wh/vY888wzhrCwMMOWLVsMnoKgJkA88cQThgEDBtj8fGVlpaFBgwaGN99803xfdna2ISIiQvwyM/6l5f+B1qxZY37MX3/9ZQgKCjIcPXpU3P7oo48MSUlJhpKSEs1rt2vXzkXfmW956KGHDK1atRLvN7+//AeAT7jSjh07xHu8YsUK8x+v4OBgw4kTJ8yPmTx5sjhJyPf48ccfN3Tq1EnzOtdff71h2LBhhkB16aWXGsaOHau57+qrrxZ/oBl+312jsLBQnOQ4mFT17NlTnITxvjufPqipdON7zAEs/7+m6tOnj+Huu+82eAqWnwLEr7/+Sr1796ZRo0aJJQweM/HZZ5+ZP3/gwAE6ceKESFOqLan79OlDK1asELf5I6cp+XkkfjyPn1i1apX5MYMGDdJMVh82bBjt2rWLzp49S4GstLSUvv32Wxo7dqxIGa9bt47Kyso07zmncXmSvPqec0q3fv36mveT57Vs27bN/Bj1OeRj5HMEIl7yWLBgAe3evVvc3rRpEy1btoxGjBghbuP33TV4WZSX/ngpQsVLIPz+4313vQNufI+98W8PgpoAsX//fpo8eTK1adOG5s6dS+PGjaMHH3zQPE+L/ydg6slT3paf448cEKlCQ0MpOTlZ8xhrz6G+RqDide/s7Gy67bbbzO8H/8HgPy7Vvec1vZ+2HsOBT1FREQWiJ598km644QYRJIaFhYkgnus8uIaA4ffdNXhYcN++fUX90rFjx0SAw4E8n+SOHz+O990NTrjxPbb1GE/+DHxmoCXUTWVlpYjK//vf/4rb/Ed+69at9PHHH9OYMWM8fXgBYcqUKSJTUNOUWai7H374gb777juaNm0aderUiTZu3CiCGn7v8fvuWt98843IRjZu3JhCQkJEAfuNN94oMpMAroZMTYDgKviOHTtq7uvQoYPYWcMaNGggPup33vBt+Tn+mJmZaZFu5ip69THWnkN9jUB06NAhmj9/Pt15553m+/j94CUpzt5U957X9H7aegzvauC0fyDiHWIyW8PLd7fccgs98sgjNHHiRPF5/L67Du80W7x4sdhJk5GRQatXrxbLrC1btsT77gYN3Pge23qMJ38GCGoCRP/+/cVaqIrrDXjbJeOtr/yLyHUIEi9f8Poqp5MZf+QTsPovrn/++UdkgXi9Vj6GtxvyHzFp3rx51K5dO0pKSqJA9eWXX4p0L2/Nlnr16iWWRtT3nH9GHGiq7/mWLVs0f4D4/eSARQap/Bj1OeRj5HMEosLCQlEfoOKsAf+uMvy+u15MTIz4xxTXX/CS95VXXon33Q1auPE99sq/PR4rUQa3Wr16tSE0NFRsdeVtlt99953YBvztt99qtgEmJiYafvnlF8PmzZsNV155pdVtgD169BDbwpctW2Zo06aNZhsgV9nzNsBbbrlFbAOcMWOGeJ1A2WppTUVFhSE9PV3sHNDjLd38uX/++Uds6e7bt6+46Ld0X3zxxYaNGzeKbdqpqalWt3Q/9thjYvfUhx9+GPBbuseMGWNo3LixeUs3b33lrfC8U0zC77tr8O8d76Th38u///5bbBvmHTGlpaXi83jf6y4vL0+0eOALn8YnTZokrh86dMit7zFv6ebzyltvvSX+9vD2fWzpBrf57bffxAmSt/a1b9/e8Omnn2o+z1sBn332WfGLzI+56KKLDLt27dI8JisrS/zic88P3lZ8++23i//BVNwXgbeP83PwiYX/Bwtk3A+I//Do30vGf2TuvfdesXWS/2BcddVVop+N6uDBg4YRI0aIHhF8Yv6///s/Q1lZmeYx3Peme/fuhvDwcEPLli0NX375pSGQ5ebmiu3zHDBGRkaK94S3FKvbU/H77hrff/+9eL/5d5G3Ft93333iBCnhfa87/v+d/6boL2PGjHH7e/zDDz8Y2rZtK37e3Frijz/+MHgSpnQDAACAX0BNDQAAAPgFBDUAAADgFxDUAAAAgF9AUAMAAAB+AUENAAAA+AUENQAAAOAXENQAAACAX0BQAwAAAH4BQQ2AHwgKCqLZs2eTNxs8eLCYlO0Ozz77LP3nP/9xy2v5mo8//pguv/xyTx8GgEugozCAl7rtttvoq6++EtdDQ0MpOTmZunbtSjfeeKP4nDqw8cSJE2LIXEREBHkrngDMAzzj4uJc+jr8XrRt21YMApUDW6UVK1bQgAEDaPjw4fTHH3+Qu73wwgsi+Ny4cSN5Ck+G56GHM2bMoIEDB3rsOABcAZkaAC/GJ9/jx4/TwYMH6a+//qILLriAHnroIbrsssuovLzc/DieyuvJgIZPlDXhoMzVAQ37/PPPqV+/fhYBDZsyZQo98MADYvrwsWPHyFupk5GdLTw8nG666SZ6//33XfYaAJ6CoAbAi3GgwgFL48aNqWfPnvTUU0/RL7/8IgKcqVOnWl1+4gDj/vvvp4YNG1JkZKQ4uU+cOFHz2MmTJ9OIESMoKiqKWrZsST/99JPmdTMyMui6666jxMREEYxceeWVIrCSOFM0cuRIevXVV6lRo0bUrl07cf9HH31Ebdq0Ea9bv359uvbaa20uP509e5ZuvfVWkWGKjo4Wx7Nnzx7z5/n749efO3cudejQgWJjY81BXnU4A2FteSU/P5++//57GjduHF166aWa948tWrRIvDcLFiyg3r17i2Pi4GjXrl2ax73yyiuUlpYmArQ777yTnnzySerevbvmec4991yKiYkRx9+/f386dOiQeL0XX3yRNm3aJF6HL/IY5M/kiiuuEF/H7yvj+1q1aiUCEX6Pv/nmG82x8Nd98sknIsjl4+X3ibNRe/fuFe83Pxd/D/v27dN8Hb8/v/76KxUVFVX7XgL4HI+O0wQAm3ji7pVXXmn1c926dROTuyX+X3nWrFni+ptvvmlo2rSpYcmSJWLC99KlSw3Tpk3TPDYlJcXw2Weficm9zzzzjCEkJMSwfft28fnS0lJDhw4dDGPHjjVs3rxZ3H/TTTcZ2rVrZ55yzcfG031vueUWw9atW8VlzZo14nn4tfh1169fb3jvvffMr3v++eeLydnSFVdcIV6Hj3Pjxo2GYcOGGVq3bi1en/Gk8bCwMMOQIUPEc69bt048no/FFp48HBQUZFi5cqXF56ZMmWLo3bu3eWJ9q1atxDRj/eTjPn36GBYtWmTYtm2bYeDAgYZ+/fqZH/Ptt9+Kqd9ffPGFeO9efPFFMeGYfx6Mp6cnJCQYxo8fb9i7d69476ZOnWo4dOiQobCwUExY50nGPImdL3yf/JmkpaWJ5923b594/MyZM8X3/+GHH4rXevvtt8X7+88//2h+ljw9mSdj82NGjhxpaN68ueHCCy80zJkzR7z+eeedZxg+fLjmvSgoKDAEBweL7xnAnyCoAfDBoOb6668XJ3hrQc0DDzwgTmrqCVvFj73nnns09/GJfNy4ceL6N998IwIY9es5mImKijLMnTvXfGz169c3Bzns559/Fif43Nxcq6+rBjW7d+8Wx7F8+XLz50+fPi1e44cffjAHNfwYDg4kPsHz69qyYcMG8TWHDx+2+BwHJ++++645+KhXr57mpC6Dmvnz55vv++OPP8R9RUVF5vfpvvvu0zxv//79zUENB1X8eA6KrHn++efNj1Xx1zz88MMWx3vXXXdp7hs1apThkksu0XwdB6XSihUrxH0cwEnTp08XgZheUlKSCLgA/AmWnwB8EJ/PeOnBGl4a4kJUXq548MEH6e+//7Z4TN++fS1u79ixQ1zn5RFevuDlFV7y4QsvQRUXF2uWMbp06SKWRaShQ4eKpS5ezrrlllvou+++o8LCQqvHyK/Fxc99+vQx35eSkiKOWR4H4yUVXn6ReEktMzPT5vsil1N4+UvFS0irV68WRdaMX/v6668XNTZ6XIytvh6Tr8nPw0tLKvU2v0/8/g8bNkws8bz33ns1LpdJvOSl4veBl65UfFt9f/THy0t+8mej3sc/u9zcXM3X8dKjrZ8PgK9CUAPgg/jExjtYrOHamwMHDtDLL78sTvJcG6PWttSEa0969eolAiP1snv3blFgKnG9hoqDoPXr19P06dNFMPDcc89Rt27dKDs7u9bfJ++WUnEgV92GzXr16pnrdVQcvHBhNdf/cEDDF65X+fnnnyknJ8fma8rAsbKy0u5j/vLLL0VdC9eycA0P78RauXJljV+nfz/tZe147fkeeDdaampqrV4TwFshqAHwMf/884/YrnzNNdfYfEx8fLzIRHz22WfixMonbz6JSfqTLN/mIlMZFHHBLhfDtm7dWnNJSEio9tg4WBgyZAi98cYbtHnzZlFczMerx6/FQcaqVavM92VlZYlMSMeOHam2OKvD3/v27dvN9/HrfP311/T2229rgjTOSHGQw0GYvTiTtGbNGs19+tusR48eNGHCBPr333+pc+fONG3aNHE/Z7YqKirsei1+j5YvX665j2/X5f2ROOPG2Rs+TgB/EurpAwAA20pKSkTfFT4Rnjx5kubMmSN2MvFuF945ZM2kSZNEpoRPWNzL5scffxQ7qHgnjsT38XIH92zhZSJempFLMaNHj6Y333xT7Hh66aWXqEmTJmL3zsyZM+nxxx8Xt635/fffaf/+/TRo0CCxo+nPP/8U2QG5M0rFO6T4+e+66y6xe4ezPLyLiHd58f21xd8vB1XLli0Tu7PkcXHm5o477rAIyjgw5O/7nnvusev5eTs4HzO/dzITw8EbL7kxzpB9+umnYhcTB0wcpHGAKH9WzZs3F4/hoIrfR/6+bW3Ff+yxx0SWjX+O/D399ttv4mcwf/58qqulS5eKY1aX9gD8ATI1AF6MgxgOUPhkyNuZFy5cKPqL8LbukJAQq1/DJ0rOlPCJ95xzzhHZEg4w1GZ9vLWYtz5zPQZnMThbITMAXMfCfVzS09Pp6quvFhkDDgj4X/acBbGFgyY+6V544YXia7hzLT9vp06dbC7T8DIXB2hc08PLSnyc+iUnR/E2a/7e5HILBy0cFFjLMnFQs3btWhGY2IMDPs7AjB8/3rzMxzU0soaH37udO3eK5+VlJ+5qfN9999Hdd99tfj3+OXK/IV76qS5LxEEZ1+S89dZb4j3k4I/fM96qXVf8uhycAfgbdBQGCDBcYzFr1ixzJsPf8J80LkB+5JFHzIXBrsQF0pwJ0/eQ8Vbbtm0TgSfXSNW0nAjga7D8BAB+F7TxEhDXHTkb7xbiDBTvbuJMGWc8eDlo3rx55Ct4NxZn5xDQgD9CpgYgwPh7psaVeDcZb9XesGGDWI7jeqFnnnlGLNMBgOchqAEAAAC/gEJhAAAA8AsIagAAAMAvIKgBAAAAv4CgBgAAAPwCghoAAADwCwhqAAAAwC8gqAEAAAC/gKAGAAAA/AKCGgAAACB/8P+RCzOmdnrY8wAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J134505.85+342441.8_M9_OSIRIS_GTC46-14A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J004602.85+091131.2_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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ndO+991q/tQAAAECUYSaApE9HTYGV2js3e8Mx3eBUhwfIZtOIKvU2vVjSR4fU5TVCAM2fP9+rB2vcuDG9+OKL1d0mAAAAANgxKktnpC5SxYov6bBCnc8nXpbBV1RqvEGeIkApNTkFBgAAAIDQUKGYoFUcJmhF9HA0SF/BZUZ+ibOknomzd3Dmp9NHnfQ9hxLjYqIjBSaprKykOXPm0J9//knbt2+nwsJCqlu3LnXv3p0GDx5MTZs2DdyWAgAAAFGIeQTI5iKAeFFZhY0SlSotM/KVnkJqPx8uqy9T0mpMrE7YqKkuNT0WSSkwr7a0qKiInn32WSFwzj77bFENduzYMYqLi6NNmzbRmDFjqGXLluK2BQucs0MAAAAAUD306SiJXFpaoU1lyQnu7liy/Shd+b7TAM3E2iNA/HyejNdqqkstkY+kFJhXESCuAOvbty9NnDiRhgwZIkrg9XBE6PPPP6fLLruMHnvsMbrxxhsDsb0AAABAyNl3vFicN8hKDvhzGc3mEpiUwesNzEZMX73PZVmCPa3FkSUz0eUpAiQfo8YIoN9++406duzodp3mzZvTI488QqNHj6YdO3ZYtX0AAABAWMERlj4vzBKXNzw7LOBpH08maLVRYtX2eRZABTr/j5oC4/SX6jsysvWoxuckpQpMGqkjAa+21JP4UeHoUOvWrSkQcJn9lVdeSTk5OZSSkkJdu3alxYsXB+S5AAAAACMO5zsHkubp+uUEIvpj5mmWs8D0AqnUDwEUE+M0MHP6S0aA0pPiadFjg90LICUFpi+XD2d83lI2QpstD2Tk5+jRo9S/f38hsNiDtGbNGho3bhxlZ2cH7DkBAAAAPWqTQH0pebCiP2oEqMKfCFCpdrs/ua63I3qjeoA6N8qknPQkl/snJxqLHn25fI0QQLm5uaLhYVpaGtWvX5+efPJJqlCMV9z9mY3QgeKll14SJuwPP/yQTj75ZPFcZ555ZsCiTQAAAICnBoIBF0BuvDhSG+n9Ot6YoAtLqyJAtdMS6c8HT6MBbes4IkDFZRWOoarxJp6eZDXqk1DDI0BPPPEErVixgj755BMx9+vjjz+mESNGUGmpMxTobe8Bf5g6dSr16tWLLr74YqpXr54ovWdTtqdhrSzc1BMAAABQHY4VlroIidAIIJvLrDBvU2D5JVUi6aULT6CmtVM1YufDv7bRvI2HxOU4g+kPTIoSAVI7QeuHptYIAfT999/TO++8QxdddBHdcMMNwnvDUZ9zzz3XMRU+xl5CFwi2bNlC48ePp7Zt24oZZLfeeivddddd9NFHH5ne54UXXqCsrCzHCX2KAAAAVJejQYwAuavGkre4RoA8C6BCuwcoTREyqtj5eskut40NzTxA+qGp4YzXW8pihyu9JHXq1BEDUPPy8kT/H26KGEjYY9SjRw96/vnnRfTnpptuEqX2EyZMML0PV6UdP37ccdq5c2dAtxEAAEB0pcCMqqmCUgKvRoB06xR5IcoK7eukJTmLwY3EjjcCSM2S1cgIULNmzWjt2rWaZRkZGaJEnhslnn/++RRIGjZsSJ06dXKpTnNnvE5KSqLMzEzNCQAAAKgOh/Orsh6hjgA5yuB16+SVlHk9BiMtSRljYeD3MfMAqaXv6rPXSA8QG47ZgKwnPT1dpKSSkwPbDIorwNavX69ZtmHDBk1UCgAAAAg0O444Mx4FAfYAufPWypsqdNXZuUWet6nQvt2pie4jQGYeIFXoqPpLFUY1ZhbY2LFjac+ePYa3cSRoxowZtHTpUgoU9957L/Xr10+kwLgabeHChfTuu++KEwAAABAsth92CqBCu5k4ULhryCzNz7qxXXS8yH0EiE3SZfbSeW0KLNbrFJjq+VVFWo0chsr9dtz13GERdOqpp1KgOOmkk+i7774Tvp6nn35alMG//vrrNGrUqIA9JwAAAKByIK+Y1u/PC1oKTF/hZYRrBMi9AFJ9S6mKCdoo3SW7Q7tD3cRAFkOFdBq8ZNGiRTR79mw6cOCAS2PEV199lQLFOeecI04AAABAdeHIBQsYNQriia8WaYtpCstCVwbvjADZTBs1GiHTdonxsZrhpUYRIG9me6maRw5UrZECiFNQjz/+OLVv3140RFTVXiQpPwAAANHNo9+toi8W7qBp9wykDg28K5LRp5e86blTHdwFgMwaIXryAMmoVbpO+Bl7gMyP69f0a0Ez1uyni3s1pWd/riqSiqBRYL4LoDfeeIM++OADuuaaawKzRQAAAEAQYPHDTPhjM71+WXev7uPP5PVApcAcs8DsAoijNezt8eQBkhVgqUr6y0zsGEWFJE+d15nGnNtJE/yIpAiQz1otNjZWVGQBAAAANYHstESv1y0pq9Q0EOTJ6SGfBWZfJzM5wavu1NK4naZUgPnrAdJnfmJqsgDiaqy33norMFsDAAAABAG1eWB2qvcCqNQueDLsYiPwKTAvyuDtFV1yEKm73kGqByhN6QHkaxWYGdmpVfulRqbARo8eTcOHDxdDSLkxIU9nV5kyZYqV2wcAAABYzlFlnldWivcHbTloND05nijXKYgChTstI8WRjADJ3jzluunwZlVgaXoPkJHh2Uv989KFXWnt3jwa0KYO1VgBxPO3uALstNNOo5ycnIgKdwEAAADMQaWbsy/IFJg0EJeWB24IuEcPkKMRos1R1cXISe5mFNhN0Kk6D5BRtEe+Xk9celIzijR8FkA8fPTbb78VUSAAAAAgEjla4DQKe0oZGZmgMzgCZE+J8XR4Lif3pZzekmnwdhO03P4kL1NghaYRoFiXdb2ZKxap+Pxu1a5dW6S/AAAAgEilSOnfU+5DGkumwKTh+HhhKQ165Q+RKfrh9gHULCfV0u2UUR5OtuiDQVLnSD+TpxQYN3F86/dNtD+3KvqVpjdBG0SAispqrgDy2QT91FNP0ZgxYwI+/R0AAAAIFGoHZ28jQDwEVUaAZAqMfS88Hf5oYRn99K/xuCgrUmAJBgZlfR+gJA8psPu/WkEfzd9O01bvE9dTdSZoo4qvQHe6jqgI0H//+1/avHmzaILYokULFxN0IOeBAQAAAFagpnY8mYaZ75btonu/XOG4rqbAJMVe+mV8Qe3xo9ciDhO0QwDFuU2brdh5THM9XRcBMurhU1yDI0A+C6CRI0cGZksAAACAIKGmdvSztPTsPV5ED33zr2aZqALTEYiSeKllEji6o1NAUuY4BJB9ErscdKpHvzRV5wEyKrmHAFLg9BcAAABQUyJAZW5SYD+t3EN3fL7MZbl+jIR4nACUxEtRYtSjp9KkDN7UOK1bnKarAjO6V4s6aVRTifVnEOo///zjspyXLV682KrtAgAAAILjAXIjXMb9tsFwuTRBG0WAjhSUWhY5cZS4G/ToMWuEaCbE9AInzSUC5Lw85bZ+dGWfZvTY2R2ppuKzALr99ttp507tNFxm9+7d4jYAAAAgklJg7kzQMqqiR3qAVFh47DteTD2emUGj3nMNFFQ7BaZDbrXeBG0WAdKnuNJ0JmhZVs/0aJZNz47s6tOYkBovgNasWUM9evRwWd69e3dxGwAAAFBTTNAyqqLHzAP044qqSrAl249anAKLMU2ByXNpgmZBJO/33M9rqNezM8V2uUSAEnWvIbA9HSNfACUlJdH+/ftdlu/du5fi461vAgUAAABUF+7fw1VQsmeOt2XwyXZjsTceoBKOAOUWG84b8xf5EIZT2U3K4NUo0MQ/t9Kh/BJ6dYZrKi9N9xp6tahNbeql05md6lM04LMAOvPMM+mRRx6h48ePO5YdO3aMHn30URoyZIjV2wcAAABUm9s/W0oj3vqLPvx7m7iuenTceYDMIkByGKpKWblWAMmho9VBGpxjY2Nc+vQ4IkC6KjAjUXe8qMylkWKqzgTNozR+u+cUeueqnhQN+CyAXnnlFeEBat68uZgHxqeWLVvSvn37aNy4cYHZSgAAAKAazFx7QJx/MG+rOC9UxIm7cRPJ9rSSnkyjFFhFJR20d1lm8u0jJ6qDFDk8pSJO16fH2QixUpMCq1qmfU0s+FSPj1kUi4VWtMz49Dln1bhxY1q5ciV99tlntGLFCkpJSaFrr72WLr/8cpemiAAAAEA4IQVFoZdl8HLAqJ5MgwnybILefazIcT2vuJwaZlVve6WXh5sUiixYhUEZvEEKTB/VYgHE88rc9QGKNvx69WlpaXTTTTdZvzUAAABAAJFRk2IvGyGaRYeMUmMrdh7XRH1YAFUXqWM4KlPlA6o0bYSoijV9M0RexaURYoJxdCta8DkFBgAAANSoCJBOLBzILaYLx/9N3y/b7Rh+6g36lFdecZll28ttgPSFYPpZYFwpJqvFDIWbTev/iTWoLIsmojv+BQAAIKqQukA7CkMrFr5duluUsfPpxKa1/H4uKzxAagpMb4KWtzl9QjEUHxcjBBGn4/RVaOrcslR9CXwUgggQAACAqEGKBs0oDJ1fRvUAr9mT6/dz5VuQApMapkoAxRo3QqxQBJB9HRZ17sr703RNEKMRCCAAAABRnQLTN0IsUCI3atREz38v7y7mad15ehvN8kHt64pzK8ZhyOgUizKdh9nFBC1SYPaRGVwZJqvDjEiJcv+PXwKIS+B37drluL5w4UK655576N1337V62wAAAABLEWZgm81tCsxb8/J53RrRv0+dRWd1buBYdv+QdlTbPj6ixILp8Gp6y6wMXvYK4giR9ACVe4gAJejVVBTi8x644ooraPbs2eIy9/7h5ocsgh577DF6+umnA7GNAAAAgCWw+Cku0wqTMl2kxJfqLTYSq2Kibf10Rz8eKwSQTU2B6Qai6iNAvBkyBcZRLXcjPhIMhqtGGz4LoFWrVtHJJ58sLn/11VfUpUsX+vvvv0VfoEmTJgViGwEAAABLYM2gRn+MIkD5Jb5Vb6ne5E4NsxzjMyxPgZk0KHQKoFiHUboqAmQuwOIRAfJdAJWVlYl5YMzMmTPpvPPOE5c7dOgg5oEBAAAA4QpHTdQu0EZl8L7276mTXnVMZJpkp1gaAVJTYPqydUcKTAqgGI5G2QVQRaXbCFDdDOc2Rys+C6DOnTvThAkT6M8//6QZM2bQ0KFDxfI9e/ZQTk5OILYRAAAAsATWCmoFmFHXZKPy9ck39TF9zOy0RPr17oH054OnCZEiOzLLHkL8eKt2O+dn+psC00+Ed02BxWgiQGZNHHs1z6YrezenaMdnAfTSSy/RO++8Q4MGDRLjL7p16yaWT5061ZEaA5EHh2rfmr2pWiWfAAAQ7rBo0KfA9JVeRhGgprVT3T5ux4aZjnVkl+gSu9foovF/0zlvzqPZ66rmkfk1DFU0QnQfAeIKMOlH4uiPvryfyU5NoG9u7Ud9WyNg4XMnJBY+hw4dotzcXMrOznYs59EYqanuPyAgfJk4dwuNm7GB/jN9PW17cXioNwcAAAICi4aCEp0A0qWqjDo4J5vMBDNCRoCK7Y+7bl+eOP96yU46rUM9l/U5AvXqjA2UW1xGz4zoohlGWummEaK8TVZ7qeuw/8coAoQGiE78ckHFxcVpxA/TokULqlfP9Y0FkcGqPf6FZwEAIPIiQOWa2VmuAsg1AsRRna6NqyabZhhMgldJspugS3SRpnyd8JL8smofvf3HZvp0wQ7adbRIt71k3gnafq7tA6RGgFwFEBogOoENHAhiCCWRAIDw5cO/ttKl78yv9nwtFkAyAsTpIL0A4stG5mUWQOOv7EGX9GpC39zSz+1zmJmgC01GY+w7XmSajnOMwoit8vhobyQXD5DaBwgRIPdAAAEAAAh7xv64hv7ZeoTembOlWo/DmkBWgWWnJrqIDiMDdGJcVXl5k+xUevmibtS+QYbb5zArgy/Qma8lasNCvWhxlsG7NkJ0mKDVWWBKCkzf34hBBMgJBBAQmLSXAACAsGLroQKf7yOjKBIZAaolI0AVlY51jCJM7sZh+BIBUkdsqFQoqSp96brUQyx+XMrgySACZC+D52UysiVTfQwiQE4ggIAAAggAEAkcyCs2XD7ut/V0z+RljtJzFb0XRh8BYu0jozDS/1M/0/8+Oc4yeF0KTNd/yLF9biJAzmnwVR4fQxO0XaCpw1D5NY967x+XFB9mgDnxSwouWrRIjMM4cOAAVepCbK+++qo/DwlCDDxAAIBI4FB+qeHyN3/fJM6b5aTRfUPaaW7Td0SWZuRadgEkRQKXkEsBlJ4UT/upxK9tdJTB68SYvv+QpELZPpnOct5mXgUmV5WaiQWS2gjRyAOEBojVEEDPP/88Pf7449S+fXuqX7++plxPvQwiDLx1AIAwpdIkQrJuXy4dzCuhgW2rpq8za+wVrbuPFdHkhTvoqj7NKUkX9TheVKpJgUkBlJbk9ABlJCcIMWFUSeUJ6QHKLSrXpN/MjpFaD1ClcRUYd4J26QMky+ArDcrgjbe7YVayz6+npuKzAHrjjTfogw8+oGuuuSYwWwQAACAqmb/5MNXLTKLWddM1y4uVSIoaBBn6+p/i/Ifb+7sIpCvf+0f4hZbtOEZvXHai5vEO26NImckJ4vH4LtLnIz1AXOqeHB9HZRW+jcVg2tRLF+LpUH4J7ThS6PF/pnsPkDMFZlYGLzUT+3+cZfDGvqUu9lJ+4IcAio2Npf79nR82UDNAAAgAEEo2H8ynyycuEJf1zVgLldSRURTlxxV7HJdl4EOapf/ZetglGnKkoNRREcUGYZ4OL30yuUVVAigzJUFEjvJMjMvuYKNx96bZtHDbEZqxZr/HH1p3VWAy+sXRHX1nZxlckhEgNkpLn5C+4mz8qB60/Ugh9W5Z2+fXU1Px2QR977330ltvvRWYrQEhA+lLAEAo2XKwwDDlpffOSKGiriM7LYvlOg9NWlK8i3CQAoiFCpe4q4blXLsHiKND0szsD2d1aSDOv1u22+O6qujRizV5lX+j9Q0b+bVyGsxRKaaYoLmrtMqwrg3pllNb47e+OhGg0aNH0/Dhw6l169bUqVMnSkhw5lCZKVOm+PqQIAzAVwIAEErU7spsRM5S/Dnq7C5pLFbTYmqZuosASox3SStxaqrqNo4AsT+o3CEujjsiQPHUsWGG8BL5Q8/m2S5l+2a/s5oIkG77ndPgXavK+CZVPLH4kREg9h8BiwXQXXfdJSrATjvtNDH9HWqyZoC3EQAQSlSD7+GCEo0AUlNgcsCoukw1GutTSCys9BEgGeVJTYp3RHmkiJIpsKyUBHr+gq6U8tNaurJ3M59fj4wsqdtp4kvW+HVUP5D62nj//KubKM/iSBVPHPyRfYD0ESBggQD66KOP6NtvvxVRIFBzgP4BAIQSVaQcLSw1TYHJKIi6jD08ErbDqIKoKgVmrDyqIkDaeWBSOHAKrF5GMr15eXe/Xo/afNBTQ0V3KTDnNPgYGtSuLs1ad8Bh3NZHvLQRIKcAmnBlT79eQ03HZwFUu3Ztkf4CAAAArEIVB7JKSyKHl8r1WDCoaTG1wSALBnWcRWpinEsfIOdt8Y6+OU4TtN0DlKK1d/gbAdKLPBZn+syJWxO0Mgz1mZFdqP+qfdSyThpdO2mRSQSo6nllPyOuSBtq9yMBLT47vJ566ikaM2YMFRY6S/tA5INUJgAglJQp/hZpUpYUlWoFDIsVNbWkTTPZNBEh8dhmEaCkOMdYjM/+2a6LAFVvZIRRBEjv2TGOALkanRkO7DSqlULXDWjpmDYvHq/CJAJkfx0c5QLG+PwO//e//6XNmzeLJogtWrRwMUEvXbrU14cEYQDkDwAglKgiRT+QVD9Cgo3QRWYCqNKm6cDMKTOznjiiCswuVH5dtU9ngq5eBEhGloxep31UmKHo0Zu4HWXwSg8g6Zey6UzTYlyG9ADZI1kpEEDWCaCRI0f6ehcQCUABAQBCiCoC9AJIP1WdIzxqWkyfAlOrpYQAqjSPAD1xTke6btJiR9TE0QcouZopMJMSep7QnkJx5hEgk2Goqkk8RhFL6iBUMTHeXgafX1KmGcsBLBBAnP4CNQ/MAgMAhBK1x41+aroa4WE4wqMuU6NHHOyRlWLycfVVYAzrCe70fHqH+tQoK5n2HC+mE576zXE7V4EFRADpStk9e4CcKTCJjAbxTW/PrpqBJrtEJ9jPZRqwOr2Majp+JzmXLFlCa9euFZc7d+5M3bv755SPRvjLvWDLYRrQtg4l6WOhAABA0Z4C0w0R1UWAOKrjbrCoNgVW4RJVYVIT4hxConvzbNqzcq9pXyJ/SLBHYvQY+ZHU7dNHq2xuIkDcY0j2GeIu0OJcl3rDMcYcn99hngB/2WWX0R9//EG1atUSy44dOyb6Ak2ePJnq1nUOpQPG3PbZUpqz4SD9X9/m9PSILhQOwAMNAAglapSGB5xeMmE+ndq+Lt1+WhsXscMRHn1USBUQagqMI0BGVWDcA0hy5+lt6GdFAHH0prqpIxZXRsNUjaJR7jxAzmnw7n+vpflZL7zMIlHAjyqwO++8k/Ly8mj16tV05MgRcVq1ahXl5uaKJonAMyx+mM//2UHhAvQPACCUqMJg5tr9Yo7Wf6avN4wAcRdovU9IjaboPUBGURe1OqpDg0xaMeZMx3W1j1B1SIjzrheQew+QqwnaqGpXmqH1A1ORAjPH5z0zbdo0evvtt6ljx46OZTwSg+eD/frrrxQsXnzxRfEhuOeee4L2nDUZRIAAAKHErFSdhY4+2pNfXO5GAFVSiTo6o6zCMOrCFWAqqufHbFt8xSj6YhwB8q4PkMTo51ruI331GSJA5vi8ZyorK11K3xlexrcFg0WLFtE777xDJ5xwAkUy4SQ6YIIGAIQSI2HA3DN5OU1fXVWiLuFSdRZBho+jT4FVcBm8QQQoyTXFVTcjiazEsBliuac+QGbT4J3LVDGkRzZClMADZKEAOv300+nuu++mPXv2OJbt3r1bTIk/44wzKNDk5+fTqFGjaOLEiZSdXTVsDgAAQGRjJoA4HSa7Gku4XN0sAsRiwiUFVuk5AsR8dXNf6tAgg54e0ZmCmQJTBRqbuD2nwMyfU58CQwTIHJ/3zP/+9z/h9+EmiDwSg08tW7YUy958800KNLfffruYQzZ48GCP65aUlIjtUk8g/KNRAIDow2xOlpFvh3v16EWRKqTUKjDWD3Ld2mmJbiNAPGJi2j2n0P/1bUFWYOS/MWrKqEaA9DcbpcDcRYD0KTB4gCysAmvatKno9jxz5kxat26dWMZ+IG8ESXXhKjN+bk6BecMLL7xAY8eOpUgxRn/89zYxfbh+ZnLQnx8CCAAQSmRqaHDH+iLqY0T9rGTacrBApMD0vYLUaIraU4g5ah+twQJIjtkwigBZjVEEyLAMXon6mEaAvPyNlo0QJRBA5vj0CSgrK6OUlBRavnw5DRkyRJyCxc6dO0XqbcaMGZSc7J1AeOSRR+i+++5zXOcIEAu4cPTdXP3BQnH++PeraOL/9QrJ1gAAQKiQIqBTo0y6Z3Bbeu/PLfT9cqfVgmleO1UIIB7zIFNg/OdNLdrix1FTYMxhu+hpmJVMmw7kB00YGE+Edy3fL3fnAVKmwXsTAUpEBCgwAoiNzs2aNaMKgzcw0HDjRe5B1KNHD8cy3o65c+eKtBynu+LitCHNpKQkcYok9ucWh+R5EQECAISDB4gP4F0aZ9Gjwzu6CKCODTNp9vqDVSZouwBqkp1CO48UafsAlRlHgFgAScwaKVqJ0Twwo1ohrQfIcxVYYrzzcvv6GcK8fVqHeuJ6rVRnmq9qXQggM3yOAT722GP06KOP0ieffEK1a9emYMEG63///Vez7Nprr6UOHTrQQw895CJ+IhV9EywAADCCe9W8+fsmapCVTJf0Cp/Itr+U2lNgsoopxaARYZt66Q4TtPT1NKmVqhFA/BO6cNthwwiQKgbktPRAYiQ+1OGljmU+jsJIVI53XL7/6Q29HdfrpGv/9KMKzEIBxNGWTZs2UaNGjah58+aUlpYWlGnwGRkZ1KWLtmsyP3dOTo7L8kgmSJ0EXEAACIDI4s+Nh+jVGRvE5bO7NqR0pbOxEdsPF9CV7/9DNwxoRVf3s8bkG4gIkPTNGHVizrZHN6qqwKoETNPaKTR/i3a9vzZpBdDRwioBFK/4Y3JNTNSB9gAZNVl0mwIzmAafoESA5PR3s1J+pMAsFEAjRoww7EIJ/MBgN4Yq/oO3FIDQM3fDQdp4IJ+u69/C4++s2htn8bYjNKh9VQrEjKd/XCMiJWOmrg5rASQ9LCweeLyDFAScvsq0Nys8kl/qGPbprndP31Y5NH/LYbF+1WPG0Knt6oqik1G9mwX8NcnxFCpGg+lV47N5BCjGUFjp+/5kJseL/kOyqg4pMAsF0FNPPUXhAs8jq2lY1YLdV9AIEYDQ83/2Ygg2+w7uVN90vd3HiugzZZTOun15HgUQ+2bCGVkdpR7cOQokvT6Trj2Z5E08ud2bqe31M6vEUZ79MVgsvHNVT9p8MJ86NcykQKMXJ2Y2B7eNEA08QEaRJQkL5zrpiY59hBSYOT5Lw1atWtHhw9rwohyIyreB6hEqC5D6ZzNUIgyAaEZt7Ldy1zG3674zZ7PP4sas0WC4psD0abDkhFjKTE5wSe+4O8B3b6ZtlpsQGyMes3OjrKBkMoxM0PoID6MucSmDN+gEraa1jH6vVfHM+w1YFAHatm2bYRUYV2Ht2rXL14cDYWiC5k1ASgyA4MIeHcm2w4Vu1z1WWOb2uhFWzbcKtABSPS3qwZujKTIFJslIjnfpfKyKj6v6NKepK/bQku1HHY8RTFTPkcToJ15d5toI0cAD5OF1PHlOJ6qbnkQbDuTTCU1q+b7hUYLXAmjq1KmOy9OnT6esrCzHdRZEs2bNEh2hQWQKoBjdNsQiJQZAUNl5pNDrCiXZM6d13TTaLPri1JwIkDo/S60Ek9Eb9rTIRods/DYTQLycRcPJLWsrAii4v2tGz2f0G69GcVwbIbqmwNTXbHTIYKF35xlt/d7uaMFrATRy5EhxzmHDq6++2qU/EI/GGDdunPVbWIMx+iqGzgQd49akBwAILNuVqE+xMs3cCGkArpeRLASQrykwTsOYCYdQUWrgAVINvDJ6w2mwQ/kl4nIaCyCTcHWCPfqiloW78wsFArkNnlJg6iLzRojGz2EL2VEj8vE6HsiT3vnEjRC5IaG8zidOf61fv57OOeecwG5tFBAGGbCwSMMBEE1wxGfepkOO69zJmI3Od3y+lJbvdPUDSYEkTb7eCSDn97qgNPAl4L4iZ2QlGIieqssxjionidsIkH19NgRLmmSnUqgjQIYpMEXEeFMF5unxgHf4nBDdunUr1alTx8UADSK8Ckxjgg7JJgAQtdzx+TLR10eN8Nw7eTn9tHIvjXzrLzcCKNkrAcS/K+o6co4WH2wXbTtiGHE6XlhGPyzfHZSOyVoTtOJ1UX0v9mgKR3288QBJ/w17YSSNa6VQMDHy6hj9wXQbAbIH7lQPkAp+r4MogF566SX68ssvHdcvvvhi0RG6cePGtGLFCqu3L+oIVfpJLYNHBAiA4Pf/UeFp5mv35pquL2dd1fNSAI3+eqWmykwKoAlzNtPFE+bTA9+sdLnPjR8vprsnL6exP64mK+DnP2ZvSOhtGbwaQZFCR53izhEgM2Ege/Ck2CfIy7EZwcTbPkBqFktWfTnXRwosbATQhAkTHANFeTApT4WfNm0aDRs2jB544IFAbGONxSiiGQ4fZgggAIKH/oDHHMwrcfSuMUKfAuMUmtHjSL5dqq3QPVJQJZj+9/smcf7jCu3MLWbhtiPi/Jsl1a/u5W3r+/wsGvTKH6b+Jmls1gggxUMjI0Nqx2t3HiApnniuWLemtWj4CQ0Nu0sHEqOqM6NRGOpvrjfDUFXwcx3EMvh9+/Y5BNBPP/1El1xyCZ155pnCBN27t3MeCYiwURjKdwsmaACChxq9+fqWviIiI+dceWOClgdBFkzemnx5Ijp3Vi7yYLY2OiD7w4YDeQ5Bx+Kuae1U08o2NQWmRoBkoYaaAkt3mwJzdpT+4fb+FAqM+gAZ2Ry0fYA8N0I0uy8IcAQoOzubdu7cKS5z5Gfw4MGONzUUU+JrGqHrBB36bQAg2sref/l3r2NQZ0ZSvMsgSzM4RSbukxzv6JVjVgpv9H1evy+XBr48m4LF0u1On6gc0WCWAlPL4I366KQmKh4gNyboYPf8MdwGg+03itRpI0CVPqXAoICCGAG64IIL6IorrqC2bduKjtCc+mKWLVtGbdq0qcamgJB6gBABAiCoDH19LhWUVohmfUzt9ESvu/bKCBCndDjqU1xWIiJJTd34hVQ8NVq0mn25ztEVZqbqMoMUmFEEJV3nATLTOUb+m2Bj3AfIdT1Vo+qzAM5O0GYRIPxgB00AvfbaayLdxVGgl19+mdLT08XyvXv30m233eb3hoDw8d+EwzYAUNNh8cN8+s92x6Rzb+c2yQgQCyYWQPtzqwSQEUZNFWUfnWAht5cx9QAZdII2iu5oU2AJFGcQZdE/TqgwNkHb3EboXCNAVedmkS78XAdRAHHTw9GjR7ssv/fee6uxGdGJ0QDSUH2W1X8lEEAABA/5dWuQmexVBIg9IjJdlBxfFQFi9ikDQlVUP9Gka0+iaz5cRHuOFVEwKbFHrBgz35FRJ2ijMnLVBM3RIDMTtJkwCibeDEPV/9ya9QEyG0+E3+sgCiB1JIYKG9SSk5NFGgwjMfwnVP4b9WnxfQIg+DTLSfUqAqRGUDgFlmEfEHr/1yvowp5N6PN/dtDnC7fTB9ecJEzS+XYBxD1wGtn74BzVzQ4zSjUFKgJklALjg7487quix2MEKCmBYsM4BZbgRQpML2C8mQYPQiSAeCQGix39gVou4/MBAwbQ999/LwzTwByj3G2oxIe6LfhHAUDwaZqdYprmYIEwa+1+cTA8qUW2Zip418ZZ9Pu6A47+Po9+96+4PGXpbrrl1NaOCBBHTsyqxDiixCLF2xSc1REgdUyH2gnaSED0UCa810pNcPQ0krPD5OOHgwAyMkHrIzz6X1uXCJAHD5B+4j3wHp9jhNz756STThLnx48fFye+zCXwXBY/d+5cYY42SpMBz4RKfGhMeNA/AASdZjlpmuu3DWrtuMwVXjd9soRu+XSJGJEhU0XcBJBFjuTvzYcdlxdtPUJPTV1NR+zNB7liTC+AGmVVldEzMlIUCIo9eIA0AkgtgzcQEO0bZNCEK3vSPYPbUudGmRqvj9r0MCw8QF6Uwet/801HYeh2xcz7TqHRZ7aj+89sZ90GRxk+R4Duvvtuevfdd6lfv36OZWeccYZIf9100020evVqev311+m6666zelujwgMUDuLDXUM1d/AX+525W6h9/Qw6rUM9y7cLgJqCnHul0rdVjub6Ke3q0vg5m8WfEylimPX78sR5kt0vxAd9jgRxtde/u4871ptljwptPpivlMzHCZ+RrCLj9FlqURkVllZQQUkF5VTVtAQ2AmSQAlPnlKkDRM1EzNAuDcRJHxlRp8cbiadgo4o53kx+L/U/r956gPQRoDb1MuiO0zMs3+ZowmcBtHnzZsrMzHRZzsu2bNkiLnOJ/KFDzrk2IPw9QOq/EH83Yf6Ww/Tir+vE5W0vDrdq0wCocRTrStMv6NHYMfn88xt7i8nwfVrliD43ucXlonmghKM6jNrVuHZaIu09XkyrFQEkOZRf6qiYYmTZPJOaFCc8NSyA1FEZVqOW4quvnYXg5RMXOMQKpwDV0Rac7vrwr21uH1tNG2oiQGGWAmNvE3e79mSChgcojAVQz549xciLjz/+mOrWrSuWHTx4kB588EGRGmM2btzo6BYNfCNkHiALqsDUH2kAgDn6NBBHcCT9WtehfvasVt2MJCGA1KotWT6vVoxxCT0LoFV7XAWQnCnGESCmVkqiKJtn0hLjhTeIv7uBFUDGJuiVu4/Tom1HTT0/55zQUHh6TmxayzsBpIjCMAima15PohRALh4g71JgYdDXscbhswB6//33acSIEdSkSROHyOGeQK1ataIffvhBXM/Pz6fHH3/c+q2NAkL1pbXCBK3+iAMAzNGngYzKvRmu4tp8sIB2H3UtW1cNy9lpVdEdKWyM4GgSo/qAUhPjHGXlqpnYamTKrepyhcv8L6P0F8NFNZf0aupXBEj1FYVDBEim81yrwLwtg0cEKOQCqH379rRmzRr67bffaMOGDY5lQ4YMoVj7m82VYiD6TNDqDzL/yzGb0gxAtKNGRDhKcP0A49YhHAFipPFZRY0AeTMDTEaAslKd67apl+5olBisCBCn2yT65o3S1+QLah8gNS2oPk+oUD1MUuTqf+M9lsHbdRxSYGEggBgWOkOHDhUnYPE0+JCVwavbUP0IEOf81X9jAAAna/fmOaa5z7zvVEcvH58EkPKHIyUh3us/KKpYOqtzA9qwP89QALGHxopBqHoPkBr1OWqfgyZRmyB6ixoBUjNoZrPRgon6U9q2XrpINXo2Qfs4CwwEVwDNmjVLnA4cOECVujfrgw8+8H9rQAgjQGoKzL/HkCZOGeaGAALAlb83H6I7v1jmGOxpJn6YbHu05oBBakuNdqQkxnodhVEFSIeGGaYpsDgrBZCSAlOHoarVbUyS8pr8EkDKZbPRIMFEjWhxyT63KfA8CsO7KjAQAgE0duxYevrpp6lXr17UsGFD5CUtJpJN0OpnwWgAIwCA6Mkfqqq4vPHNybRJQWm52xSYOiGdubBHE/En5Od/9zqWyQaBR5SoC0eFZGdlowhQSQD6AEkhtv1wAa3SVa354yNUhYH6G2Q0Ay3Y9GmZQw8P6yBM3LPXV7UlcDFBe/QAVZ1DAIWBAJowYQJNmjSJrrrqqgBsDgjVZF8rBJCaSDMbeAhAtLNfmYzuybsjBZA0TfO8MOdkdWPvC3Nt/xa0ZPtRjQAacWJjRyPBeZucbUrcRYC8YeP+PFq646gwK5v9IdZEgMorxdyyIa/O1USD/BVA6naqm6war0OF2qhyzoaDXo3CMO0EjRqT0Aug0tJSTRNE4D9GPxWhaoSoCi9/9Y96P/UfHwBAQfmeZHoUQDGa6Ax7gqQAUj0uavm3jA6pKejBHetTu/pVTfPuOqOtEA0jTmyk2YZdukozo0GeerjSashrc8VlnjM2sG1VaxT9AVwbAaqkLxftdBE/jD+jONR+Pxwl4bQhzzqrZ/dPhQvSrO2SAtOtZ1oGjwiQ5fisKW+44Qb6/PPPrd8SEDbDUP2NAKnf23D49wVAOKJ+uzw165MiRKaUVZ+d6p/hcna9kFCXNaudqok6PXp2R+rcKEtcH9i2jjjneWJqFMibANDCrUccl39dtc9wnfzScs3vC0eDlu109v6pbhWYWm3KGmHyTX1pSKf6NOnakymckJvpTRWYkScTdpMwiAAVFxeLURgzZ86kE044gRIStP9gXn31VSu3L+oIVQRIfV5/t0H90iIFBoAr01fv03htPLWK0PcHUqukjikCyDUCpBVA7oQFD1PlSfFcabZi5zHq16aOywFXDrrWcyDPmc7jKfRX9m5OnRplUmFpubjOQkT/GhZuc4omPX5Vgem2i1N8E/+vF4Ubcv+5/ME0+L3l32BZ0eYchhr4bYw2fBZAK1eupBNPPFFcXrVqVSC2CURoI0T1XhBAALhy8ydLNNc9pTX0nZHVCJD6RyU50TUFplaXufPW8IG5Z/NsIYDYN+QQQLq0jNFcrmOFWqPxN0t20ZONOonxFf+Zvp5e+HUd/XLXQPIWv/oAKdsVqiISX7xKnhohMuWVlRQXG6frBA0FFHIBNHv2bMs3AoQBagTIzxCQKpyQAgPAM56OafqBniyAxo/qQY9/v4r+e3l3x/JUgwhQpiKAVOFkROu6VVNQ9yoGbVWbcVrGyJ6jF0AbD+Rpxm+wcFq2wzjdZYQ/HiBVRIaqjYhPKTAPozCYd+dsoTvPaFu1PqrAAoYlvnIOj/7666900UUXWfFwUUM45XQ1jRAteBC18ysAwJhLTmrqWwQoLpaGdW1Iix8fTP3tkRpG33OL005qhZmn1JIUSGVK+wr1gKs35up77cgu0wu2HKa84jKHoGKe+MH7TEF1q8DCGbMUmNGuHTdjg6OM3zkKIxhbGV1USwBt3bqVnnjiCWrWrBmdf/75wh8EIhPVv+N3FZhJ2SsAgDQHMRYM3AGaB5/65AGyCwT9nyejPxyZKfFef6el0FLnZ8WYNOfj34oP5m0VBmjpQ7rz9DbUJDuFyips9O+u45rfE15mVvLPk+8vU0RgdfsAhXEAyLGdrp2gbYYiVRrS0QgxjFJgJSUl9M0334ihqPPmzaOKigp65ZVX6Prrr6fMzMzAbCUIsgnaFsJeQgDUXHLSkuhQfgl9cWMfMYfLE3rfjVkkp2Ud18dSjdGePHmOCJBdrOhFVrkijLja6+mf1ojLg9pXlb3XSk0UZfBcSn+4oJSKDRqh5qQnunRnZgHIfZEmL9qp2Q5fUCvpwjkaJN86107Q8vYYogrX32R5Hs6vLVLx+tO2ZMkSuu2226hBgwb0+uuvi4GnPAWe54KdddZZED8RjnYWmH+PoX6xQ1XNBkA4I4WIbD7oCbMIkJ6WddLo3sHt/O7MLp/HqDePPgWmlr5LD1CtlASqnZpoX1ZKJQaCq05akkffjz8eILWSrn5mMoV9BMikE7Re38j1kAILgwhQ79696c4776QFCxaI6e/AP9TQcEzYpsCqXwUWqo7WAIQr/L3i8nCjvj3eeoDczde7e3BbalgrWQzd1OPJkycFkJoCU0WPmgLjCI9ERnQ4ApSdViWAjhSUGRZBcATICDXt5U8KTKVRreQI8ABplzsFjva95v3PnxmnQAqnI0bNwOtP2xlnnCHSXjwHbNq0aSFr2BfphGtkxAoTtBUDVQGoqXB0RX4v9GXr3laBeRqdweMoujfLdlnepXFV00NfPEAVyvdZFUOH8pwTwrYeKhDntVITHINb35u3xbATvJkAUsd4+JMCU2mYlULhiqOvj0knaNY3r13aTbP/1d9RdIK2Hq8/bdOnT6fVq1eL6M+tt94qBqHefffdYVfNFO6ErTfGYg8QBDIAWuQ8L6PGhd56gDLt1VbeMvO+U+jli06gc0+oGnthhvQWlZUbR4LVCJDa/FDCAkgOVc0rLqepK/YY+p9U/ndFd5eoT510/8ZXSAHXu1VtCldkqu6nlXs1rQEcESAiOr97E4eQ5P2v/hYjAmQ9Psntpk2b0pNPPimqvz755BM6ePAgxcfH04gRI+jRRx+lpUuXBmATaxbhKoAsmQVmwWMAUFMptAsgPljrvT1m6E3PnmaH6WlTL0NEhbztOK16gNSoT0VlpcOXslM3M0xGplRfk9H3v44ym2vRY4PpHLsoU30/LeqkkT8seOQM+vPB06heRvinwJjz3/7bcdmR4rK/R1Lo8FuhvgcxGIZqOX7v0iFDhoiZYHv27BHeIO4DdNJJJ1m7dTUQ++9IWG8XqsAAsJ4iuzHY2+iP0UBSXwWQtyTYozA8qd2dB2jP8SLNOhIWMRf3auI2RcfRqxn3nkK/3j1QDHWVqIGNFjnOmWW+kJOeRE2VeWfhiFkKS0ba5K1SCFV5gDzfH/hPtTVldna2EEDLli2jRYsWVffhajwaYeDF5/lIQalpEzIrsSJ6o24m9A8AWhPy14t3eTQy69EPS/XkAfIXIw+Q+h0ut5fHc8m6GamJ8TThyp6mt3Nn6rb1M6hjQ23FsJr2qm03UtdE9EG439ftF+dyN8vIjzo1HimwwOJVQnnHjh2i2aEnevToIc53795NjRs3rv7W1UB8iYys2n2cznlznpjW/Mn1vQO6XRr/jp82aK0JGgoIAGbCnM304q/rNELBW/Sm4EAJIIcHyMQELSNABSXuq8ncbZ/sFq2nQVYyfXVzX+F9qcl+Ur2AuW7SYrq2fwuRomTkzc6ZYVoBVIN3TXhHgDi1dfPNN7uN8Bw/fpwmTpxIXbp0oW+//dbKbaxR+BLM+eyfHeL8z42HKNDYLEjTWdFLCICahip+9FVPvkaA1PleVmLUCFGNPG/cXzXjS5bxy6jRud0aCaO1JMtu4DUi3Y2B++SWtUV0qCZjJGB4aOyfGw/ab4/RrMf7X/0tRgTIerz6K7JmzRp67rnnhO8nOTmZevbsSY0aNRKXjx49Km7nCjGOAL388st09tlnB2BTawa+DBoN5uddGwGy4jGggIC1cM+ZTQfyqUezWhEdKfC2B5CxB8jn5v1eYWSCVr/PD3yzki7u1dQRAeKo9P8u7+EiePQRIL7unBcWGPEWKZh1cs4tqhKV8lY1AqRG4fRiGFQfr75NOTk59OqrrwoR9PPPP4sRGNu3b6eioiKqU6cOjRo1SnSD5ugPcE+4poasSF+hDxAIBPkl5XTR+L9p3b6qKMQH1/Si0zvUp0jF02BSd+v60ynZGwwbIeqHdlY6GzlyxZdRtCctMU4cqGXKjMWeFEDedr+uqZhFcGQDSb0HiN8KOYKEF3mq5AO+49MnMiUlRUx8x9R3/wlXYWBF+gopMBAIvl2yyyF+mBlr9keUAOIeOXJkBONL8ErtA+RL9ZivOPsAGVeBMQWl5Y5SfjMjN0fmOOoju0WrPX6iXQCZve8xutvVKjApJBN0DTGBNWCvBhlfqq1iIm0UBsrgQQDI1Q3QbFwrfLv9Srha6sO/tlJecVm1tldNe/hSPeYrCfGyCsxm+hvAkbgCuwBKc2PkVrdTNXFH+zBPs9evn/YuI0D8Hsjqu2jfd4EiuiV5CAhXkWDFKAz19aATNLC6f47E2yaCoWTUe/8Iv9L6fXkug0h9+WqoXiej/juB8ADxd9eo9UZ+cTkVlthnmSWZizH1YF3d0RY1NQXWuVEmrd6T69JlW2OCZgFkd0HrO4IDa8CnM8hoJ6bbwtIE7bcHyOTxAKgO+sGaekEUjrD4YX5fd8DjIFJv4QhMoFBFJUeB9P4fJs/LCJDasM9kuHxUogZxTmpR29EMUopNmeWSApKXy9tggA4MEEBBRis0KGzQRm/8ewyYoIHV7DlWRB/P32Y6Uyvc4dJvfeQmHCskVbM1G6GNfgNEBMiLafZqBEg1VUc7ajSPBU2O3fwsRU6M3fSgVoHJlGQcPEABweu9yjPAlixZEpitiCIiIU1kyTDUMPyRB5HH/V+tcEkRREIESJKRFO+SAvOVx4d3FOd3n9GWAoXsBM2wYDNKgRVwBEimwNxFgGKDk7aLNNTIGLc3cM78kh6gqtvkcs5+ydvU9weEwAO0a9cuGjZsGCUmJtK5555L5513Hp1xxhniOghMBEj+IwgGVmgxVfQgAgSsYP6Wwy7Lwj0CVKwINMMIkI/fjesHtKTTOtSjljn+DQr1Bj4gy/J1FmyH8ksMU2AH86uqu3LSzX/3Vb9KoPoWRSKqH4oFjQzqOCJAduEjhRCnIcvsHiCYoEMcAfrggw9o37599MUXX1BGRgbdc889ogfQhRdeSB9//DEdOXKEAskLL7wgOlLzc9erV49GjhxJ69evp0jDF69NUD1AGvFiQQQoTKNbIDLg/id7jxcZjlYoDPMIkFryzqmL6kaA+MDYum56wPvAyDL7Y0WlNOS1uS635xWX0/7jVbPAGmQmexXpGHfxiWL217tXmc8IixbU6rj42FjHH1zpt3IZhaF4gCLB+B+J+LRXY2NjaeDAgaLbM4uPf/75h3r37k3vvPOO6Ax9yimn0CuvvCJmgVnNnDlz6Pbbb6cFCxbQjBkzqKysjM4880wqKCigSC6DDxehoBUvoXsMAJg3f99EfV/43dFET6U4zCNAqumZy+DlQezsrg3E+T2D21E4kmw/QO86UmR4+5LtR+hAXpUAqu9GAF12ctXcSO7Y3b5Bhpj+fmbnqtcezSQrTSw5SuaI9Dg8QFU4UmMogw841YpPduzYUZwefPBBOnjwIE2dOlWcmNGjR5OVTJs2TXN90qRJIhLEviQWXpGCPjXEQsFTg6zgV6dZ8RhQQMB/3pi10fS2cPcAqRGfo/aGgMwrF3ej58/vSrVSw9M2kJxQ9X/4ho8XG97+y7/7xDkfi+u4SYFd2qsptayTJkq9gZOURG0KLMbFA6Q1QVc1QrSXwUMABQTLErR169al66+/XpyCAQ9fZWrXrk2RhF4Y8HUOhoYaK9JXVvQSApHNmj251KhWcrUO8vrPnzpagZHdiMMV1fNzRBFAPMbCl0nwwcbbTtMtctJcZpSpcKquT6scC7esZqCOMeEUmEsESGeC5q+B/NyjD1BgiMjEYmVlpfAg9e/f3+38sZKSEsrNzdWcQo1eW4SLWdiSHj5h2uQRBIdVu4/T2f/9k8563dU/4gv7c7UGXL33JdxN0GoEKLe43CHiwj2NoZ9S361pLcP1bj61VZC2qAZ7gEQKzFnuzsjrmlEY9hQYCyZgPRG5V9kLtGrVKpo8ebJH43RWVpbj1LRpUwo1+n+37oSC2jfClynyoRIvmvtB/0QdC+wVWyxg5BBHf8gvKXOJTDw4tL3jupEvKJwwanwYCR2R9QIoMzmehnVx9e6cc0KjIG5VzUHdvyxspODRt3mQwR72AFUgBRZQwv9bqeOOO+6gn376iWbPnk1NmjRxu+4jjzwiUmXytHPnTgo1el3grdbQf0kCas72+zGcIAIUfcjOtsy2wwWWdX5mb8ptg9rQnw+e5kgrhUvxgBFGvW/kP/lwRp8Cy0xJoNcuPZHuGezsP3RVn+aUFuVDTf0lWRHB7O2R/28rTTxAvFz+7od79DBSiRgBxD94LH6+++47+v3336lly5Ye75OUlESZmZmaUzh6gPy5n9Wo+sqKMvhwSe2B0PS/eXfuFrr5k8WOqJCelbuO0VmvzaXZ6w643KYvG7/0pKqqojrpSY55VYEcCxEIARQJGQxpuJVkJieIqMXAtnUcy54e0TkEW1YzUH1TLGz0ESC9B4gXS+GMMvjA4LOUl1VeRuma5ORkatOmjVfixJ+01+eff04//PCD6AXEPYkYTm2lpIT/dGiJ7jfGa7ER8AiQBaMwrBinASIX1Zvz1eJd4nzFzuO04NEzXNa96eMltC+3mK6dtIi2vTjcUEBwD6Ax53ai4Sc0dHgoOErBVWAcBcpIdu0RFA4Y9f1RR02EK0cKylxSYEyPZtl0bf8W1KpuuiYtD/xHpMB0jRAdHiC1DB4RoPASQNyAkL8E+hC0XMbnAwYMoO+//56ys7Mt29Dx48eL80GDBmmWf/jhh3TNNddQpKAfEeFO16i/NRUBDqFrTdDVrwJDCiz6MGpQyCLHCLPlqoemSXYKXdBDm+aunZZIu48V0eGCUmoewM7IVkeAIsEDdKzQWbGmRtz4N33MuYj8WIkaAdJXgWlSYHYvHUZhBAafv5XchJA7MvO59NbwZW6IyN6cuXPn0uHDhy3vA8QHZaNTJIkfRq8LvBUbRtOZrcQS/zJET1RT3QaF/F14/pe19NrMqh5ASQaiQY5gOGwfyRBuwmfW2v2G6bmBbetSuMOiUqVeptPTBaxFLRJwGYWh6QOECFBYRYDuvvtuevfdd6lfv36OZTwTjNNfN910E61evZpef/11uu6666ze1hqBL2Xw6rr6/LzVaKI3fqbbEAGKbqrbn2fN3lzhHTLqmyJplJVCK3cdp51HCincePKHVTR50U6qleqamuNUXrhzcovaNG/TIcf1uvYIELAeTuWaDUOVwR7+DZVCyV3fJeA/Pu/VzZs3G5qJedmWLVU/Xm3btqVDh5xfJOCfCVqdyGw0ndlSVP+Onw+hCicIoOjD2xldRiXynPa69J0FmmVJ9s7EKi3qpFW7yiwQcPSKxY9+FpisjgvX7s8q3Kl65InOEndEgKznmRGd6eSWtema/i0cgsdhgravo/YHcjRCRAQoPARQz5496YEHHhCjLyR8mcdhcGqM2bhxY1j03AlH9LLAnVAoD6IA0laBhbCZIqjxKbAVu45prvNn++O/t7ukjoyMwy3rpIrzrYeCL4A2H8ynP9a7Vq0x4VyV5i0NspJp7HnOxrI5aRBAVnNV3xb01c19hYHfcyNE5+8+UmBhkgJ77733hBGae/BIkcP9dVq1aiUqtJj8/Hx6/PHHrd/aGoBe8LgTCpVBFEDaIa0ogwfWpcDYG6OagJdu1wqg3KIyIS70JBmMZmiYVVXxeTBP2y06GJwxbo44//GOAdS1SZbXAiiS/gxkpSbQHae1EQfc7LTwj1pFMjFmJmhFGMnf0YRI6KMQDQKoQ4cOtGbNGvrtt99ow4YNYln79u1pyJAhYlo8wwIJVL8TtGp8DnwZvPFlX9C+lgj61QeWYDaklMvjVQFUUFruIh4K7OKJ/TMyhWRkgpbLuBdQqFiz97gQQOz52XGkkN6/+iQqcCOAGmdHTpsOZvRZzq7bIHDIoI783TQyQcuf1DhUgYVeAJWVlYmeO8uXL6ehQ4eKEwicCVrjqQmmALJAvATYsw3CELMZXSx4OLLAjP9jM71ur/Jy3K+swiEgGmQmuxVAUkgZlZoHEjUCy6kK/iPz8fzt4vqyHUcNTao9mtUSw0+fGWk+rxBEL45GiPYWJ1LiyI8SCyP5uUtACiz0AighIYGaNWtGFRXhPYwwnNHrGHfCJqgRILLAA4RhqFGNWQRoxFt/Uf/WOTRv02E6lO+aumLxI1NI9TOTad2+PNMqMNkRtywIESA1daemuHiQpdrscOKfW2jJ9qMu9x/Uvh7ddYZzjAQAKo5GiHoPkEyBacrgkQILBD7v1ccee4weffRROnLkSEA2KNpSYO50QjBN0JZ3grZio0BEUahLbUnYr/P98j2G4kdGjuR9OQLkrnlgUpAiQGN/XE3dn/7NUW6fV+ys7OJ/7GrKa/rq/XTIoC9Rhr2TMgC+eIDUTtCOCBBSYAHB52/o//73P9q0aRM1atSImjdvTmlp2m6sS5cutXL7an4EyI3aCKoJ2opZYMplRICiD7MUmDfm6YKSqvvWz3IKIKMUmDMCZO3n6+eVe6l5Tip1aVxlbv7wr23ifPyczfT8+V0pt6hcE+nypudROoaGAjdISaMfhSErvjjIKYU+Rx1BmIzCAEEyQSuiJ5jT4P1+DHigoxqzFJgn2CMkU0xqBMioD1AgPECLth2h2z+v+uOmn0smrRdqBIjFmt7IbQQiQMAdnkZh8LFC/qlgLxmwHp/36pgxYwKwGdHcB8hgHftMNVUcHcwrDl4EyO9O0GiEGM24i4o8O7ILPf79KvMUmMMD5Ow909UejTGKAHEVmPyeVBc2MZtRUlYltPKKlQhQabnbqi9JuA5rBeGBFNf6URgxynLZXDTZoCUEqD5+OauOHTsm+gE98sgjDi8Qp752795twSZFWx8gV6EgF6kRoNFfrwzodlkRvEEfoOiFRbPRFHTJlX2a04lNaxne9vCUfx1l8O3qZ4ghnC3rpFG/1nVc1lV9QValwfIVcaPvVP31kl2043Ah5ZUoESAlZecOpMCATxEg0vYBqtBEgCCAAoHP39CVK1fS4MGDKSsri7Zt20Y33ngj1a5dm6ZMmUI7duygjz/+OCAbGk1l8DaDtFegO82qwsxvDxBM0FGLu/TXKe2qBoF+dN3JdNZrc91Ogudhp3MfHGTa/VbtDs2VYFZMWc9VBBA/pl4QvTdvi2byPEe6jAzfmcnxmsdCCgx4ZYJ2VIG5ToMvKqv6PEEABQaffz3uu+8+MYGdx13wAFTJ2WefLSbBg+rPApNCQr0t22DAoqVYMQoDZfBRi1H6i03Fv9w1kCZc2UNcz0pJoGY5VaMszEiOjxN+BzPPgyp4rPIBqX8uLhr/N+Uqfh+ZBjusVLBNXrSD8nURoFtObU0rxpxJQzs3cCxLhwAC3jRC1E+DV4SR/F7x8FQQBgJo0aJFdPPNN7ssb9y4Me3bt8+q7YqiCJCBACLXFBinBQK6XZor/okXjXCC/okqig0iQByt6dQoUyNmjOZ7OW6Lj3V0wTWD/x3LVarTC2jK0l3U69mZtGT7EU3EZ8Wu45qKL/k8h5Uyd/56rNmTq1knPSlOHMDUbcpIggcImKMKnarrrkZ/mQJLQQQoIPgsgJKSkig3V/vlZ3gsRt26VaFu4H21lZHWkMvUbsqBbvympq/8H4YKE3S0YhQBkoZlswjO2PM6a24zKns3Qj6GO8+REW/M3EhPTV1NRwpK6b6vVoi+ROytKy7XbvuRQm1Pn0MFpXS4QLtMP7tM+n32K8UKyQZVbABIZG9D2QlauoDUXlcytYwUWGDw+Rt63nnn0dNPPy3GYjD8r4e9Pw899BBdeOGFgdjGGoV+RAQLBZfmiHYhoXaCtrrviR5t8MaKYagQQNHuAUow7OPjjPB0bJhJL190guO6t5Uu/nSD5jL212ZuoEl/b6N3525xLOfUlv5x9F2dD+WV0OECbRNH/TT6dHvF13X9W1J8bAyNu7ibJRVqoOYS4zINnjQCiAW+MwWGdGpYCKBx48aJae/16tWjoqIiOvXUU6lNmzaUkZFBzz33XEA2sqaXweu1gryumqADPfxRa4IOXTdpEFmUlFeIbsk80V1PimEfnzhNJEeN+ngbMfFnIKoq0FbtPq65Te8l+mvTIc3140VltOdYUdU228UXD0E1igBd0KMJrRp7Fl3Ys4nX2waiEymP5e+81MtyBAwLIKTAAovPspKrv2bMmEF//fUXrVixQoihHj16iMow4J8J2kwrqP14Ap8CM77s02Mol1EGHx288Ms6EVUZ1sVp/pUYGTfVCBALGTXqYzT7y20EqNz7D5kqcuYpAoc/p3oBJCNAo89sR6/8toF2S/ETH0snt6itub9RyTt6tgBvUGd+qddlA1D+c4EUWGDxO67Wv39/cQK+4RrtMUiBGfQBKtP9SP+2ep/4F3rDwFaWb5dRbyJfHwMu6JoPf05Y/DC/rtrnqFY8ap/mbvSvVTVBs6BQxYK3ESCHSdSHocxmFWNczm7mJWpbP0NzvXvTWlQ3w7gYIS0JByjgGzLlpY8Aye8Im/PlMQARoMDg1S/O5MmTvX7AnTt3iugQ8HYUhqtUkDGhSjceoJs+WULP/rzWbRdbv7fR7/tVP40GrIE9L4EeGPr9ctfGp2q/HCPfgjrTiCNEyWoKzMcIUKkvESCTCCp/To3Sd7KMX9+jyEzoxGNaN/DXA6Qrg5cRoDylPYO76kngP17t1fHjx1PHjh3p5ZdfprVr17rcfvz4cfrll1/oiiuuEOmww4cPV2OTomwYaiVHgMhjBEi2/tez301TOb+rwPxUL5UWRJFA9eHoIJd4X/n+P5Y95q6jhbTvuPOz9su/e+neL1e4rNestlM0pCS6/rwUlVZqBIUmBeZtBEgZh+Et7sSgvsJLbT3BzQ0laYnxlK6Utqu31U5P9HpbAFBTXo4IEOk8QPYxLOq6IAQpsDlz5tDUqVPpzTffFOMveAJ8/fr1RSPEo0ePiv4/derUEQ0SV61aJW4DxugdP1URIH0VmPEEeP6iqB4Ksa5FOkMjXvx8DIzCCA8mzNks0joLtx6xZF4Wp4kGvDRbXN78/NmiF89tn1UND9XTODvFrQeIDcWk/NCrosfbCJA/A1HdrWuWAquVkkC1UhMd3Z3TkuI13Z0v6dWU+repI15T41rO1w2AT7PAHFVg2jJ4tdu4h/ZYINAeIC5/59OhQ4do3rx5tH37dlEFxsKne/fu4hSLMLBHKg09QPp1XMvgpRFa31vFKqFhRQ8f9AEKD/hALeGDN3dgrg4Hcp0l4GzK1M+4YqEjzZotlLSRkQDSp5tU0eOteVgeIIyaL5rhTc+gMzrUo1nrDojLvM/i42I1+5Jft/raudPzaR3qeb0NAKjIpp/6afBS4KuVi0ZjYUAITNAseEaOHGnBU0cnRh4gPRUVNnptxgbaflhbaiuqXhK1KSozofHW7E3ix/rqfi283C7jy74AzRN6Plmwnf7ceEjT56a6Akj9jHFZLn+u+rfJob82HaZzuzWiFTuPOcrCWygeoORE9xEgsY6mCsy7P1DyPr4IIG+iRdyXSAogOXpG3SYWQ7WUkTQYdgqqgzr1XRsBkp9v52cWPaUCA0I2QcYo2qNf9t2y3fTGrI0u95WehzKlm6KR5th2qID+M309jZm62ms/j6YRogXDUBEBCj4b9+fRE9+v8srf4gvqD7EUHVJQnN2lgaZEVzVBxzhcDU5a1NEai9XKL9Ug7Q55n2IfUmDeRIDqZzlnGzbMSnHZPh53UTvN6fVRo0MA+Ire1+P0AGkPy4j+BA58g8OiD5B22fbD2i6z+l5AztbpxmJFnbbNbf7NBkuaRoA8ru3FY0D/BB2jKevcxbi6yInUjOxMKwUQh+tVIVBPKRPnPiZ6nhnRRUSkrurTwqW895i9fN7bCFCJLxEgLwzTqoFbXlZ7E/HrzE51CiBEgEB10MsaGeVRx8Uw0D+BAxGgIGNU8aVfFmfipTIWQK7rqQcS2Uk0GNEbNdhkdQSovKKSrv5gIb346zpLH7cmYdQsUzbxs2rOlzRmyogKC4TWdZ1RH3WYqVHUpV5mMr18UTfq2iTLcf/LT24mLp/a3rtZgtI3ZHUKrGvjqm1S96X6b5wFjxoBggAClkaAdKMwzNYD1gEBFIadoM1aPpQZpMD0lWLMwXytadX3FJhXdwlqH6AFW47QnA0HRYUTMEbvr2FW7tKOffAHVUTLz5NDACXEOqI5XRpnau6nlvG64/nzu9AfowfRFXYh5HUKrKxSiCC1PL86AohTeR0aVDU/ZG8Tk6R4lNJ1ESCDDB8AXqOP7DhmgemKASCAwkgAFReb/9js3bu3utsTpbPAbF5FgGTjNzUCZPSv/4CaAvPyIGTJNHjtRNWAYST6ANHRAiMBdKzaj6uK6CJ9CiwuVkRzpt9zCn12fR+x7IrezSgtMY6uG+CdAZ9D/y3qpHlt9JQpsNziMjrvf/Oo/0u/i3lk7jBKx53YtJbmOldYfnFjH/rypj6O6i69CVpN2eGwBKqD/vMuPXOuEaCgblZU4bMA4kaHy5cvd1n+7bff0gknOCc7A2+rwPyIACmiR+9tYP/Qm79vclz3Nk3gzgS9dm8ujXjrL5qnVBd5wuoUmJoXL1D6Y0Q7S7YfoQve/kt0BD9mEAGywgRtHAGqOpd9fNo3yKAse4XU8+d3paVPDqEm2VrDs1XIf8jTV++jDfvzhSBety/P5wgQNzqU8LGIzabZaYnUu1WOY7lqgpZep+sHtKQ+rWqLHkAA+Is+siP/98brFI+aVgYhFkCDBg2iPn360EsvvSSuFxQUiAaIV111FT366KMWb160zAIjtxEgWQXg8ACpHaLtP+xbDubT+n15dO2HizT39ToF5sbAfP2kRaLU2VNnYVX0WB2jUX8r8uyN6aIRfr+nrdrnECV3fbGclu44RheO/5uOFbqKnYKS8mp35dZ6gLQpMLMW/d4ONvUHKUr2K/2JjNJ/ngRQjuLnMdtFiXHaFBjzxDmdaPJNfV16cgHgC666JsYwMoQUWODw2cX39ttv0/Dhw+mGG26gn376SaS90tPTaeHChdSlS5fAbGVNHoXB123uvxjcUC6/pNzxI86GYP2IjNPHzTF8PnmgZAHz9ZKddP+Q9uJfri8m6D1eeCyqHkN9XdZKIHUYLA8JjFa+XLxTlLr3aFaLptzWn47aRQ9/juQQUhVeziLYm0pAM1QRXeziAQr+kEajjtEs/niKO0dAL+jRxKsqMG5k6Ak1PouBp8BK9JEd9SpflscKlMEHDr9+FYcNG0YXXHCBmBEWHx9PP/74I8SPhWXwqsdH/vCyAJIHHXUwKosiNSJkdvDiFBaTW1RO/728e2DK4ANoglYPYPkl3pVLVxduIrh85zE6vUO9sGlE9uOKPeKcoz7sgeFybZn+OZhnLFT5s1MtAaREgH5asZeu6tNc4wEKNkYdo1kIchSMaVU33cXfYxQB8mb6vOo3S6vGPgRAj/4nRb3OUR95rID+CRw+/3pt3ryZ+vbtK6I/06dPpwcffFCMyODzsrLgHJhqmgna07/VNPsPr/z3vWDLYc0PuztTsN4DxH4eT9tlRRm81Y2A1ANYsFJgPO/q+o8W06S/t1GoWbTtCP2wfDfVVfrsbD9UqBEDG/fna+4jzZQFJd6Xi5sJKMnCbUdEpMXXAaZWYiRc3prtrA40MkTLPw/qwURNb5mh/tmAFwME1AOkXDe7DKzF51+vE088kVq2bEkrVqygIUOG0LPPPkuzZ8+mKVOm0Mknn0zRyPHCMlF5ZVRpokfvxzDyAOn/rabaQ+/c1JB5+qc1jtvYF+ROAOn7AOnnixlulwVVYP5EgLhr9eaD+YaeFdXjoR6QjVBThNXhn61HxPnrM127cgcTfo8vnjCf7p68nBZvq9omOaGdo0Bmhmc5toF9QNXhgC6yxOZjSbhEgFT0jeRUAaT27lHFm9nrsOqzBIAevZ6OcRMNAoEh1h8P0OTJk6lWLWeIuV+/frRs2TJRIRaNjHhrHp38/Cz614ueK4ajMHTr6EvbZfrCqKTd2xSY2fM7luu2yT9UE7Tvj/H98t10xrg59LgyzoF7vPBctAe+WemVB2jTgTzqNvY3cR9/4IiZXlB6MtgGGk7DSVTj766jRSKlaYY82EvB6KsZmu/H5vpf/q0SPHLiufqc3s7vshJPIyjk4YJfr3wv5Z+KjGTnLC91hIda3q7i7rsFQHXQj4pR0+yq6IEHKHD4/OvF1V5GZGRk0Pvvv0/RiKwGUcPlXnuAKl0PTHoBxD1VzEraSz1FgHT3MVvXmwCQp4Od0p9Rc9lbvl9e5W/57J8djmjaJe/Md5mLVuCmuzV3iubbjWapSfYcK6Lnfl7jkirhaEq/F3+nK99zX+0WbNbsMU5bcpdn/XR1htNkw09o6BBAHAHi4bi9n5/lsV+OGo3r8fQMjbm+uX3Su4w6caQlFN6olsq8MXef+VHv/UNDXpsjxI9MK2coxmc1kqSKIV9HaABgvQfIfD1gHT67+j7++GPT2/jH0Ewg1WTiHQKo0o8qMKMIkN4EbR4B+mLhTjq1XVXTNiPmrD9Ii7cddRFA3yzZRV8u2kFvj+opDpiqMDPTU2b/ko1N0MYPws/PByijMQJt66XT3A0HHVGepPQ4x5RxFXe9jbwJctz1xTJavP0o/b7uAM26f5Bj+R/rD9KRglKav+Ww2E61EkMvDqzwg/BzcXXeKe3quv2XZ9b3aO/xIpcDNP9YLnjkDPF4V0xc4Ijk8HBc5sVp6+itKzxHavk59Y/Ng07/3nzYERFLClEZeOPsqkgU06puGnVrUksMEFY/H/xd5G1lbvpksXhvGfVzx9WVddIT6VB+KZ3R0fg7dGan+vTzyr2aGWcAWAE8QBEogO6++27NdTY+FxYWUmJiIqWmpkalAEqwT7Eu9yLs4eoBcj1oezJB67nl0yUefSx6YTL66xXifOyPq+l/V/Twahq8vkGXP+Ljmg8X0p8bD9HfD59OjewpFSO/hbvUgzsBpI9IsMi498vllFdcRl/eXNW7hcUPs/mgduismlo7lF8ihK1MnfA+4cfmEvRf/t1Lv94zkOplOKeH6yMznIK7/bQ21LKOebTiogl/05aDBfTMiM50Vd8WDnGVX1pOmUqqxmye244jrnO+6qYnOcSUFM6qZ0r1A3F6cefRQjqpRW3NY/Brf0bxmUma2IXHAfuA1cwU5zYGE359nI7j/XzDgFa08YC2CSLvL/W9lOJHX/rOAujbW/vRr6v2ico2I87r1kjM/+rUUDvmA4BAjcJg1J8xpMACh89/4Y4ePao55efn0/r162nAgAH0xRdfUDSnwA7nl9LTP65x6wUy9gDpUmBuTNDVHQOhvz9XF1VtmPE2ejsiY/We4/T1kl3KusYrs/hh1H/sklIPIz68E0Da6z+t3CNmiHHZ+PbDhW6FHJuKVXGQoKwn+y19smC7MBtzVEBF3U9jp64WEbbTXvmD3MHih5lqL23n13XOm/Oo17MzaYd9W/WNCD1V9BlNK1dFjzqfa9gbc4W5mo3VLBo+mb9NpAfv/2oF/WBPR0q+vqWvI00kZ29lp4VGADEfX38yvXHZiXT5yU2pVoq2r9XGA/mmTTtVDxCnwDiqdcuprU19RSx6B7atSzlK12gArEAfRdZ4gJTbEAAKHJY0tmjbti29+OKLdOWVV9K6ddE3rVseULk6i0u0P/hrK217cbjhunqxY9QI0dUEHec4eHmTZmO4VT8PENWjFzHSVKtu18//7qWL1h+gQ3kl1E9p9+/OHH3ZO1XpFm+jQUZ9WdRlnAY0e61GqUDu2VMrNdFlPpNaAi4fn/dnrs5IzQJm0wFnGfm+3GLNPy8WCLkV5RqhwctmrdsvGvON/mYFPXhWBzEHi+/rfB2VHjsGc1k5C55fVu2lNXZRs3ZfLjWze27MBJAamWFDtD7aIxv35av7QNmnsnHiTyv30qcLtgsPFr/3Rp+bBpnJjjJ7+RyawaBBpnXddHFSq90k7CEzQ5MCS0QnZxBGs8BMKr/ioIAChmWdvbgh4p492n+N0YIsu3XXn4YPhDyZW3/g5wZuv63Zr1tXqx44VK96G7xBTaGomIkY/WI5UqNRljPNw+kZM/J0pdbs87np48ViqOTlBlO+jcyl6mvjdNgxg87G8rH1JuGz//snDWhTR3OA48dQWxPI5+SqOimAeJ+y0Zr3sTpPitsaqC938qKdGgPtPV+6zsN79Lt/hQDi9Iycws7vb0ZSgqjk4mnpLIb0Zdz8PKf8Z7ZmGT8/R6R4nlaRzgPEv4fq+6UKJLViLT3JtQzeKHrGEZ1p9tJ2I/HDsE9Mb4IPpQBS0Tc9dIeZCRqA0JfBq74fdT0IoLARQFOnTnX558zjMP73v/9R//79KRrx5I1hnvt5rWFDPWlOdScO5A81H7z0XaLNMPNnGKXQ+D00E0bqGAxfkm8ckeATiztDAVTuXgC5iwD9sf4A3TN5GT15bmfhz/h84XaxfN6mQzSsSwNN9Ef2f1GfU+0Twyk5KVZUjhSUacQTV5d5w1eLdwpPiboNkxfupFftZfksgn66c6DHx3nih9VEP6ymPx88zUXwcfdnmc6TEZkLezShb5fuEr4jSbqMACnCXO4PVQit3uu5fQN/BvVNDz1FpoJFt6a16NPre9MD36ygvR7GtmToTNAAhI8J2nM6DIRYAI0cOVJznd+ounXr0umnn07jxo2jaMQoxcHRB1kdxvjSTVgvDuS8JU79lFVWMwJUyY0XtVKGD7DeiBt3aS3uzmuUmlLRzDDzkAJjQ7mZ2OOqHU7XsJB5+aJumn9OqmhiM7HqeZGPrwqbORsOGD4HR268aWug50GlX1HV9RW0SKnCW7U7V4hQb42NS3ccdREaTbO1Aohf13Pnd6GLezWhXs2zHcsdJmglgsTCh8vY59srpJidBmZqb2ZwGQ1fDRUD2taha/q1oBc8CFWNCdpDVSMAQY0AmZTBQ/+EkQCq9KfBSxQKIE6RcHWVP+jFQbI9YsFpiifO7eTVY2SmGL+1fEhXoyLSC+JNBZda5cYVOBz5qp9ZlSLj1FNxmfsDYrFBNMYs8iUiQB4+a18t3kW9W+ZolqligVM/pRVqCqzCJVX56YIdXnU/9hdV/Eg4IpOl862YwR2K9VVgreumiR9LaSiXEZo+rbT7QgogbQqskq7+YCEt2+Fsrugt+gjQfWe2o3DCrJeP2TpGQ1UBCBbupr6jEWJwwHQ/C4i3l8GrsLH0f1f493j61E8dpQfJIl1Zu68RIN5SfUThqG6Eghl88Jy9/gB1b1qLzn7jT+E3+e3eU6hd/QxKcnMw4UqzvzYd0qTC5FgPdx4gbyre7reX8xs1SWSho48A8XN4k7pROy5bzfwthzQRGHdwektu72uXdiPeRWd0qCeMv2z25a7ZL1zQ1fC+0g+lCj4uceeTP6jvcd9WOdSvtdMgHw544+mJj3WKOESAQDhZJ9RrqgAKl0HMUSuA7rvvPq8f8NVXX6Vow1OVz0F73xR/BdApbev6HJkw8wBxVKVQZ6rlXjnewuboUb2bOcy2PJ38/jPbu70Pl1ozaqrKaJyFNgVm7gFyhxrt4FSPGu3iy+f8d57h/S7p1URElK7s00xEhbztmOwPt3y61KfXIz1AjWul0sktnT17ruzTnM7u2lD4oIyQESBvBS6byNlHJTm1XV3R3uDli04Q11UTdE56eBigVfSC5vVLT3Qxq6vl7qEY4wGAWWRHFTqaPkDQP6EVQDznyxuiVanKRohmfLHQvCzXCL33hL8o/VrniM62snTZE5mK10EvMvQpFU/DRfWoZcZSCLnrzSNRuzobdTdWXzeLH28N3/pyeMe2FWqNzHuOFdP6/dqmeZJnR3alR4Z1FMNYWQDJZn/MoPZ1Nc30gglHtKRgNTLtmokfNQJ00IuID3/GujTOcgigVnXS6KPrTjaNsISqCaK36S1+PTwORC+AOjfKpIt6NqE66UlR+3sFwgM1GumuDB5VYCEWQDztHfgfAfIlwmJWIp6u+zfP/171Xh4VswMUZ5X0JetGfhx3yC68TK4PAkgtQS4yMExrU2A2rzpr61EFIpt01X1k1DhQwobqxPhEakVVvWXU/T7p2pPF+AzZsNBqxp7XmcZMXW14G4tTKTLNfF1myM7NRu0ZnhnZhTbuz6OP5293CKn6mUmG75VRxCQrDAWQKtBy0hLF95I7Pb80bR0ttKeO+TW8cnG3EG4lAMYRIK3oMV4OrMXrGPCWLVt8niYdrUpewp11eTq50TwrdxhV18jqFa5O0ne0NcLoACY5kl9aLQGklmXLg6tqcDZDFTTFShSKPSlPTV2t6cNjVAXGHXt94XhRuea1rdjl2fjLQuCcExo6rsuSeSkmqoMqMFSu7teCPr+ht8bkPPLERuLy+D82O6rrOGrhC+7mV53Wvq4QXqpg6Nwoy3Hd6POl9v3RjzEJB7i/k0Tuq57Ns+m2Qc7PjdoCAYBI8ACZHF6ABcT60u354EFnGuDSSy+l/fu1DfyiFbMUGPdyGfzqXDF00xeMyq9l/5Lpq/d7FDjuTNByiKZKiRJ58WZQptpsjwXQ5IU7vDIs5xaVG4qoT+Zvd2kTwPvgji+0qdfGtYxnb5lxrEgbAVJLx1V4oKZKm3rpLlGPWwe1psEd69HAtv4bf1XRwI8jp7aL56zvfM4LejSh9g0y/apyUnGX4mGhp97O+6Br4yzD91jClWtf3tSHXrqwK13cswmFG2qKUC0cYBFkJJIACCVxuuOG2fgLRIDCQADpoz+//PILFRRoh0kGg7feeotatGhBycnJ1Lt3b1q4cCGFewrMCvT/yD35jvTjAVR2H9MaqdUoCXuNPKGKHfbUPDzlX8f1Gwa0pL8ePl0YaPXwQFKJWoklxzio8FgKvXnc16iD3gNkxnv/18vUVyMFEO//964+ia4f0NKr52aRsO6ZoZpltw1yNikc0qm+GAgrBSd3i1Z7Nckmhir+eFYmXNnTcLleCAxoU1eYiGX0y0zo9W6VQ5ee1CwsuyirApGnvEv4vZt536k0495TEAECEdFAF2XwwSGifg2+/PJLUZE2ZswYWrp0KXXr1o3OOussOnDAtwhLMMrgrUZt4CaeMzbWkSYxSn2oIyE8RoAUkZDg4wFCHyl4bHhH4REaf6VrJEmdvyU9Q98u2SU6GHt6XF+Mt9w7h2Ejs1oGb0Yr+0wpCc8UM9vvreo41312ZBd6eoQzjSTh6e5SJDx5TifNfDbu7Pz48I7CiKsKZ24kqXqhrDIZD1U6YxvBA0W5gSBXwTH/vaw7fXNLX7rrjLYUaaiirK4uXchRvbb1M0KwVQD44wFCGXww8Ppox2+C6/C24L4xXGJ/44030rXXXkudOnWiCRMmUGpqKn3wwQdU0yNAekHDEaDXL+tO9wx2PVCxX8Xde8PVZGYRoOq+o/J5jXxR0r8kU2B/bjzo0sfHXWWat6MLru7X3NFFWS2LN4Jnd+mprQigNF2kpLHOC8Rl6HpDsOrV6dcmRxN1aVo7lW4Y2MolAqO+X6UVNsegTytgT5EZI05sTE+d19nRtZzD8L1a1A7LCI8vZfC++qUACKcqMJTBB4d4X1Jg11xzDSUlVf2wFBcX0y233EJpadof1ylTpli/lXxQKC2lJUuW0COPPOJYFhsbS4MHD6b586v6zIQKT+koK9AfZKXoMmpAyAM03aFPLWkEUDVeiuohMdonPF1eTaM9/8s6n4zg3npgzuzcgL5ZsktUhJk1PZz4f73E4/Vq4fSHSLLTEkyFp/qv7YQmWeJAO++h0+jR71aJnkiMGr3p0CBTiFR+HG9D2dwEUvUhMV/c2If8hceFsE/r/O6NRZl/z+bOXkI1Ca0HKPz6FAHgPgKkXkYZfFgJoKuvvlpz/corr6RgcujQIaqoqKD69etrlvP1deuMD6QlJSXiJMnNNS+DDkQVmJW0rJNmmHYzEhr6KIUZJ7XIFqMatBGgGOGf4Hlb/IX0wtssYDHxqVLJxBEN/oKrfiE1BeapLH3mWte0pho14ZQNd9s2EjgsNjjScrTQdcgnz8r68ua+bsWI6gFSG+dJ5j9yOu04XEgnNKnl8Ji0zEk1NaDfM9i3kRHcBJIjMOyjWrL9KE27Z6BHUesONgFLI3C/NuHVvdlK+D1ljw9/nhEBApFXBWZc+YVhqGEggD788EOKNF544QUaO3ZswJ/HV9+MP18SfaWSjAAZmTrZg+OJ3i1ri7JnFkBq/x3+s/HjnQPE9PPBHevTnbpKLDN4Jpg+SsXb7k11mC8pjql39KcpS3fTvYPbUb2MZPrf7E0u66Ulxrt4QCTf3NrP4/Oo5d5GW98wK0WcVJKV6JS/PXI4dcmG8DM7V4n8d67qKbxSqicJuIfFJ7dVaGCfUQdA5HSC9twTCFhLxNSE1qlTh+Li4lxK7/l6gwbGRk9Ol6ljPDgC1LRpU8u3LcGPT6j8p+puLAGXXre1p0L0nhH5BTHyHzXyoly8YVYyJcTHuDRe5Iflg/sbl3X3qT+QkdDhbXPXrFFydd/m9JG9IZ+nKBNHXWTk5b4h7YR5+JXfNmjWS0uKEyXmenjMhTeo/pcyL/fB0M4NRIuCDvUzqGlt/3rk/HL3QDGCQ/bj4e2IRC9OKOHeRlsO5rukEAEIN/TFM9pRGEiBBYOIqQJLTEyknj170qxZszST6fl63759De/DfqXMzEzNKVQm6Kd0U9yTPNyHD+z929Sheso/2W9vdb5Om5tSSo6MeCI7LdFRLaVWSqlhWF9Kho0EkLfVce0aZHjVaFC/nzk0fMfpbenzG52pN5m20j/33AdOo7HndSFfMerKbVZJ9sPt/emli07wuziAoxdqM0LgO9xX6c4z2qJyBoQ98W49QMplhIACRsQIIIajORMnTqSPPvqI1q5dS7feeqvoRcRVYaFENc0awSmpwZ203iVP4sLI3NyjWbZLl1+jx/GmgkiOCtA3QvT3uGHUJdzb6jj27HhKlY1zM76Ap5KrfYe4d48+YtYsJ9Wvfhr+DGQFAABPxOmrwJTLMEEHh4gSQNx9+pVXXqEnn3ySTjzxRFq+fDlNmzbNxRgdbPT/2htlJbvOmdKJAU99XpKUvjAS9V+t9DioIoOb1y16bLDLVGwjaqclOe5rRRl8hZEAMhEcb4/S9gjirtbuBBCbki/00HlYNYPzfrrVx7EZZrTIMS8hBwAAyyJAynX1JpTBB46IEkDMHXfcQdu3bxfVXf/884/oBh1q2ACsDorU+zZYt+gjNZ6MskYRIJWTW9Z2EUDsezHyvhjBYkmKBm0ZvPm3zd02GwVKZG8ZPTxd/dxuziaO6UkJbgWQN0ZqfSUep/jMZm95w1c396VLezWl0We29/sxAADAaxO0ehkRoKAQcQIoXFH7xSTpBBAHR/TpIM8CKNb0wPz8+V3pFHvKR4186P9RsElYD68yflQPUSYuRZkqgNxliX6+a4BPKTAjD9AZHeqJ9FSqso9ECszNoF0eDeFPJV512hOwwGQ/D8+/AgCAgJfBm02DhwcoYEAAWYT6IU3UHfg5gqHvYpzlRwpMHpjV7sVqak2fU+ZxBiuePNNxvUVOKi1+fAgN69pQIxDmbznsVQRIH8X6+LqT3b4GI4O2TM+pj8VN6yoMBsBKKt2II7WqzdP2AgBAuIAy+NCDI4RFxLkZXsedfVkgpSneHHfDSr1JgRlFPowEB0cwpEjiEQdqkz9vOlirPYVUscUvl6vUeOgnl6e/eUV3r1JXUgiqIyrqpCW5jQC5u01y+2lt6PQO9cRsK1/aAQAAQCjQR6jNjM8Yhho4IqYPULijfkj1H+w8+8Gey7ML7J2L/U2B6VFTa2ajIn69ZyD9sHyPyyRzfVrOKPjz3tW96P6vVtDos9ppIipcRcavmYd+XtSzqeGX1ChzJSNA6rBTFofufD6VXhRi8f784JqTNMteOP8Euu+r5XTTKa08PwAAAASROH0fINO5YBBAgQIRIIvQti7X3pZnHwGhTha3SgCpUR996bdaFs9+IP1z6geOGn3NOjbMFA36Tu9Qn5KVqJTaO8jsH0q5gXKRAii3WDvt/ZkRXQxHfnibAjOCS9+58zPPBgMAgPDuA2QcAUIAKHBAAFmEN0591SjtabyBtx2A1aiMt8NCJTwywJfXoPqcZFTLHakJ8aYpsLPsokROKr/kpKa08NEz6LGzO/qVAgMAgEjC5Y+jSSNE1V4BrAUCyCLUD6lZNkcVKIFIgXnT/0eli65/kTffs4eHdTDsbG2Ekc9JCrur+7WgCVf2EFVtEu56re6jIfbmkS+c39XzhgEAQAShFzZmESCkwAIHPEAWoUZHjErC9Yqfm/+5w9sKJtXIzDOwfOGMjvU019UxGGbcNLCViN5wRZk/AkjuGhZuQ7tUVaOZDRXltN1LF56gMW4DAEBNOWbwIUH+YTbrAwQTdOBABCjAEaBWddJo4v/1Epd3Hy3yWuB42/xKrcxKMUg5uYO/ZDLKUrXAuy8t+3S8+VdSK8VVuHBFnDvUCBDvI4gfAEBNRS2Y0fhITdJhwFoggAIcAfp99CCHyDimVD55au7nrepXU2A8QNVXNCMkyFpks0aVcg+vW+2XpB8fAgAANQm1WawagVf/AHs7UxH4DvasRah6xewQz14WjnCw98WTydlb1a/2AfJHMKjNE61uuX521wb0+qUn0sz7TnVbGaai7hdvfVAAABCJqH90NY0QYz2PFALVBx6gAHyQzYIc3IGZ/TMcLeIo0XX9W1KDrCR6/pd1Lut6K0bUCI7ROAhfSjGt9tpxmmxk98bicrv66bRhfz6dbe9CbYZGxCH0CwCowWh/f40vmw2VBtUHAsgiVMFiZoIW69k/zPwBf/LcTmJdIwHkdQos1n0naJ++gBQ4pt4xgA7mlYgZZO7g6jgWS9wYMSfN/2GmAAAQ7mgj8GScAkMkPGBAAFmE+uH1pXGfmZnY2wF46nrNPIgLjznoAJZbcmrLk/iRr+fXu08RwhDVDwCAmoz2D6hx80N//tgC74AAsgj1YG1F3z5f/Diz7j+VikorKCc9qXo5aAoPqrYpXLYGAAACgzr02iwChKHOgQN71iJ4SrvEQ6GTV/jS/ZNHXXRprG1q6C2auWXQHAAAEDTUqletB4hMZ0sC60AEyCLuPL2t8K/wzKw7Pl9a7ccL1mdeDa9aXQUGAADAnCSNACKTMnj8LgcKCCALPS43ndLashRYsOa/qBOJoX8AACB4pGhSYMZ2BPQBChzYswHA3+nl/pigq4taRQb9AwAAwUPte6b+/qpiSC1UAdYCARSuAihYESCTPhQAAACC5wHSjMJQLiMCFDiwZwOABRmwoJWAB6sPEAAAADcmaDJphIgIUMCAAAoAkeQBUtusIwIEAADhYIJ2XkYEKHBgzwYAd52gw7kKDPoHAABCXwav8QChDD5gYM8GACv6AIXEAxSUZwQAAMAke9UIEb/MgQICKExN0MHyAKn5ZUSAAAAgHDxAznUQAQoc2LMBYNzF3YSAeXx4xwiIAKll8FBAAAAQLFIS4zxGgFAGHzjQCDEA9G6VQ+ueGVot81ooqsAwcw8AAEJjglb/f6q/xYkwQQcM7NkAUV3nfrDESLCmwQMAAHDTB8jMBA0BFDCwZ8OUUJigAQAAhMoD5AR9gIIDBFCYErwUmNoHKChPCQAAQF8FZmJHQB+gwIE9G+0CCFVgAAAQVhGguhlJjssQQIEDezZMCZYY0ZqgoYAAACA0naCdv79DuzQwFEnAWlAFFqYEaxQGGiECAEA4dIJ2Lm+YlUKfXH8yVVTaNKXywFoggMKU4DVCxCwwAAAIfR8g7e/vwLZ1Q7BF0QVSYGGKaogLJIgAAQBA6E3Q+P0NPhBAYUrQpsGrQgvfQAAACEkKzIoRSsA3IIDClGAZktUmWzBBAwBA8EhWBFBJeWVItyUagQAKU4I1/06NAEH+AABA8EiKd/7QQwAFHwigMCUkVWBQQAAAEDTUwpOSsoqQbks0AgEUBsy49xS68/Q21KFBRgiqwNQIEBQQAACEAjQ8DD7Y42FA2/oZdP+Z7SknPTHoJelxGIUBAAAh47GzO9I5JzSkU9qh7D3YoA9QlP8D0FSBAQAACCo3ntIq1JsQtSACFEYkhkIAKSkwVIEBAACIFiCAwogEpSIgWMAEDQAAIBqBAAojEkKQjopXPEDowwUAACBagACKdg+QkgJDJ1IAAADRAgRQGJEYH1oTNE8eBgAAAKIBCKAojwCpHqAKRIAAAABECRBAUR4BSlA8QJWIAAEAAIgSIIDCCLUrc7CIRQQIAABAFAIBFEYkxjknA4eCigoIIAAAANEBBFAYkRAf2kY8iAABAACIFiJCAG3bto2uv/56atmyJaWkpFDr1q1pzJgxVFpaSjWJZrVTQ/r8FZUhfXoAAAAgaETELLB169ZRZWUlvfPOO9SmTRtatWoV3XjjjVRQUECvvPIK1RTO7tKQbj8tl3o0yw7J8yeFwIQNAAAAhIKIEEBDhw4VJ0mrVq1o/fr1NH78+BolgNiQ/MBZHUL2/OlJEfFxAAAAAKpNxP7lP378ONWuXTvUm1GjSEsKrQkbAAAACBYR+Zd/06ZN9Oabb3qM/pSUlIiTJDc3NwhbF7mkIQIEAAAgSghpBOjhhx+mmJgYtyf2/6js3r1bpMMuvvhi4QNyxwsvvEBZWVmOU9OmTQP8iiKbjGQIIAAAANFBjM0WutrngwcP0uHDh92uw36fxMREcXnPnj00aNAg6tOnD02aNIlilS7G3kaAWARx+iwzM9OiVxH5tHj4Z3F+cc8m9J+Lu4V6cwAAAAANfPzmQIaVx++Q/uWvW7euOHkDR35OO+006tmzJ3344YcexQ+TlJQkTsA7aqdVCU0AAACgphMRJmgWPxz5adasmfD9cORo37594gSqz/1D2lHbeul0y6mtQ70pAAAAQM1PgXkLp7uuvfZaw9t82fxAhNAAAAAAEFgCcfyOiAjQNddcI4SO0QkAAAAAoEYKIAAAAAAAK4EAAgAAAEDUAQEEAAAAgKgDAggAAAAAUQcEEAAAAACiDgggAAAAAEQdEEAAAAAAiDoggAAAAAAQdUAAAQAAACDqgAACAAAAQNQBAQQAAACAqAMCCAAAAABRBwQQAAAAAKKOeIoi5PT43NzcUG8KAAAAALxEHrflcdwKokoA5eXlifOmTZuGelMAAAAA4MdxPCsri6wgxmalnApzKisrac+ePZSRkUExMTGh3pyIVuIsInfu3EmZmZmh3hyA9yTswPsRfuA9iez3w2azCfHTqFEjio21xr0TVREg3mlNmjQJ9WbUGPhDix+S8ALvSXiB9yP8wHsSXvjyflgV+ZHABA0AAACAqAMCCAAAAABRBwQQ8JmkpCQaM2aMOAfhAd6T8ALvR/iB9yS8SAqD9yOqTNAAAAAAAAwiQAAAAACIOiCAAAAAABB1QAABAAAAIOqAAIpSdu/eTVdeeSXl5ORQSkoKde3alRYvXuy4na1hTz75JDVs2FDcPnjwYNq4caPmMY4cOUKjRo0SPRxq1apF119/PeXn52vWWblyJQ0cOJCSk5NF06uXX345aK8xkmjRooVozqk/3X777eL24uJicZnfr/T0dLrwwgtp//79msfYsWMHDR8+nFJTU6levXr0wAMPUHl5uWadP/74g3r06CGMh23atKFJkyYF9XVGEhUVFfTEE09Qy5YtxXegdevW9Mwzz2ha8eN7Ely4Ed4999xDzZs3F/u7X79+tGjRIsfteD8Cy9y5c+ncc88VzQj59+n777/X3B7M/f/1119Thw4dxDp8/Prll198f0FsggbRxZEjR2zNmze3XXPNNbZ//vnHtmXLFtv06dNtmzZtcqzz4osv2rKysmzff/+9bcWKFbbzzjvP1rJlS1tRUZFjnaFDh9q6detmW7Bgge3PP/+0tWnTxnb55Zc7bj9+/Litfv36tlGjRtlWrVpl++KLL2wpKSm2d955J+ivOdw5cOCAbe/evY7TjBkz+Chrmz17trj9lltusTVt2tQ2a9Ys2+LFi219+vSx9evXz3H/8vJyW5cuXWyDBw+2LVu2zPbLL7/Y6tSpY3vkkUcc6/D7nJqaarvvvvtsa9assb355pu2uLg427Rp00LymsOd5557zpaTk2P76aefbFu3brV9/fXXtvT0dNsbb7zhWAffk+ByySWX2Dp16mSbM2eObePGjbYxY8bYMjMzbbt27RK34/0ILL/88ovtscces02ZMkX8Pn333Xea24O1///66y/x2/Xyyy+L37LHH3/clpCQYPv33399ej0QQFHIQw89ZBswYIDp7ZWVlbYGDRrY/vOf/ziWHTt2zJaUlCQ+jAx/6PgLsGjRIsc6v/76qy0mJsa2e/ducf3tt9+2ZWdn20pKSjTP3b59+wC9sprD3XffbWvdurV4L3jf85ebD8CStWvXiv0/f/58xw9TbGysbd++fY51xo8fLw4Ocv8/+OCDts6dO2ue59JLL7WdddZZQXtdkcTw4cNt1113nWbZBRdcIH6YGXxPgkthYaE46LEgVenRo4c4KOP9CC6kE0DB3P8shPn7qdK7d2/bzTff7NNrQAosCpk6dSr16tWLLr74YpEq6d69O02cONFx+9atW2nfvn0ifKm2IO/duzfNnz9fXOdzDl/y40h4fR438s8//zjWOeWUUygxMdGxzllnnUXr16+no0ePBunVRh6lpaX06aef0nXXXSfCzEuWLKGysjLN+8Gh32bNmmneDw4D169fX7Oved7O6tWrHeuojyHXkY8BtHB6ZdasWbRhwwZxfcWKFTRv3jwaNmyYuI7vSXDhdC6nJTnlocKpFn5f8H6Elq1B3P9W/ZZBAEUhW7ZsofHjx1Pbtm1p+vTpdOutt9Jdd91FH330kbidP8SMejCV1+VtfM7iSSU+Pp5q166tWcfoMdTnAK5wXv3YsWN0zTXXOPYV/xjwD4e798PTvjZbh0VSUVFRQF9TJPLwww/TZZddJsRmQkKC+KPA/hP2LzD4ngQXHmLdt29f4cPiodYshviPAh/09u7di/cjxOwL4v43W8fX9yeqhqGCKiorK4UCf/7558V1/mFftWoVTZgwga6++upQb17U8/7774soAxsNQej46quv6LPPPqPPP/+cOnfuTMuXLxcCiN8XfE9CwyeffCIio40bN6a4uDhh6L/88stFlBQAX0EEKAphh36nTp00yzp27CiqiJgGDRqIc32VEV+Xt/H5gQMHXELU7PBX1zF6DPU5gJbt27fTzJkz6YYbbnAs433FaTGOCrl7Pzzta7N1uBqD0whAC1fRySgQpxevuuoquvfee+mFF14Qt+N7Eny4Em/OnDmiamjnzp20cOFCkR5u1aoV3o8Q0yCI+99sHV/fHwigKKR///4in6rCPgcuLWW47Jc/SOx/kHCahHO0HIJm+JwPyOo/r99//11ElzjnK9fhskn+gZLMmDGD2rdvT9nZ2QF/nZHIhx9+KELEXM4u6dmzp0jBqO8Hv38sWNX3499//9X8uPC+ZnEjxS6voz6GXEc+BtBSWFgovAkqHHXgzziD70noSEtLE3/k2BPCafwRI0bg/QgxLYO4/y37LfPJMg1qBAsXLrTFx8eLMl8uJf3ss89EefSnn36qKWesVauW7YcffrCtXLnSNmLECMNyxu7du4tS+nnz5tnatm2rKWfkCgAuZ7zqqqtEOePkyZPF86Cc1JiKigpbs2bNRMWDHi6D59t+//13UQbft29fcdKXwZ955pm25cuXi9L2unXrGpbBP/DAA6KK7K233kIZvBuuvvpqW+PGjR1l8Fz6y60FuJpOgu9JcOHPKlcN8Wf5t99+E+XUXP1TWloqbsf7EVjy8vJEmw0+sXx49dVXxeXt27cHdf9zGTwfw1555RXxW8btEFAGD7zmxx9/FAdMLlHs0KGD7d1339XcziWNTzzxhPgg8jpnnHGGbf369Zp1Dh8+LD643BuFy62vvfZa8QVR4V4QXHLPj8EHE/6CAGO4FxP/qOj3M8M/ILfddpsoD+Ufg/PPP1/0C1LZtm2bbdiwYaJnBh+o77//fltZWZlmHe4rdOKJJ9oSExNtrVq1sn344YcBf12RSm5urmhHwMIzOTlZ7C8ut1bLc/E9CS5ffvmleB/488sl17fffrs4YErwfgSW2bNni98o/Yn/LAR7/3/11Ve2du3aic8Ct/f4+eeffX49mAYPAAAAgKgDHiAAAAAARB0QQAAAAACIOiCAAAAAABB1QAABAAAAIOqAAAIAAABA1AEBBAAAAICoAwIIAAAAAFEHBBAAAAAAog4IIABqADExMfT9999TODNo0CAxTT0YPPHEE3TTTTcF5bkijQkTJtC5554b6s0AIOSgEzQAYco111xDH330kbgcHx9PtWvXphNOOIEuv/xycZs6qHPfvn1iUGBSUhKFKzzxmYe6ZmRkBPR5eF+0a9dODIeVA34l8+fPpwEDBtDQoUPp559/pmDz1FNPCaG6fPlyChWlpaVicOXkyZNp4MCBIdsOAEINIkAAhDF8oN67dy9t27aNfv31VzrttNPo7rvvpnPOOYfKy8sd6/EU5lCKHz6oeoIFXKDFD/Pee+9Rv379XMQP8/7779Odd94ppk3v2bOHwhV1ErbVJCYm0hVXXEH//e9/A/YcAEQCEEAAhDEsaljcNG7cmHr06EGPPvoo/fDDD0IMTZo0yTAFxmLkjjvuoIYNG1JycrIQAi+88IJm3fHjx9OwYcMoJSWFWrVqRd98843meXfu3EmXXHIJ1apVSwiXESNGCBEm4QjUyJEj6bnnnqNGjRpR+/btxfK3336b2rZtK563fv36dNFFF5mmwI4ePUr/93//JyJXqampYns2btzouJ1fHz//9OnTqWPHjpSenu4QhO7gyIZRiic/P5++/PJLuvXWW2n48OGa/cf88ccfYt/MmjWLevXqJbaJhdT69es16z377LNUr149IeZuuOEGevjhh+nEE0/UPM7JJ59MaWlpYvv79+9P27dvF883duxYWrFihXgePsltkO/JeeedJ+7H+5XhZa1btxaihffxJ598otkWvt8777wjBDFvL+8njnJt2rRJ7G9+LH4Nmzdv1tyP98/UqVOpqKjI7b4EoEbj8/hUAEBQ4AnLI0aMMLytW7duYvK7hL/K3333nbj8n//8x9a0aVPb3LlzxYT4P//80/b5559r1s3JybFNnDhRTGp+/PHHbXFxcbY1a9aI20tLS20dO3a0XXfddbaVK1eK5VdccYWtffv2jknovG08zfmqq66yrVq1SpwWLVokHoefi5936dKltjfeeMPxvKeeeqqYri4577zzxPPwdi5fvtx21lln2dq0aSOen+FJ9QkJCbbBgweLx16yZIlYn7fFDJ40HRMTY1uwYIHLbe+//76tV69e4vKPP/5oa926tZherZ903bt3b9sff/xhW716tW3gwIG2fv36Odb59NNPxWT4Dz74QOy7sWPHionW/H4wZWVltqysLNvo0aNtmzZtEvtu0qRJtu3bt9sKCwtt999/v5hcvXfvXnHiZfI9qVevnnjczZs3i/WnTJkiXv9bb70lnmvcuHFi//7++++a95KnZfOUdF5n5MiRthYtWthOP/1027Rp08Tz9+nTxzZ06FDNvigoKLDFxsaK1wxAtAIBBEAECqBLL71UiAEjAXTnnXeKA6B6cFfhdW+55RbNMj7o33rrreLyJ598IsSOen8WPikpKbbp06c7tq1+/foOQcR8++23Qgzk5uYaPq8qgDZs2CC246+//nLcfujQIfEcX331lUMA8TosJCQsBvh5zVi2bJm4z44dO1xuYyHz+uuvO4RKnTp1NAJACqCZM2c6lv38889iWVFRkWM/3X777ZrH7d+/v0MAsQDj9VlAGTFmzBjHuip8n3vuucdle2+88UbNsosvvth29tlna+7HAlYyf/58sYzFnuSLL74Qok1Pdna2EGcARCtIgQEQgfCxj9MfRnB6ik22nDK566676LfffnNZp2/fvi7X165dKy5zioZTKJzi4bQTnzgNVlxcrEmldO3aVaRmJEOGDBHpNk6pXXXVVfTZZ59RYWGh4Tbyc7Gxu3fv3o5lOTk5YpvldjCc1uEUkITTegcOHDDdLzKlwyk4FU5jLVy4UBjIGX7uSy+9VHiC9LDRXH0+Rj4nPw6nt1TU67yfeP+fddZZIs30xhtveEzZSTjtpsL7gdNnKnxd3T/67eW0o3xv1GX83uXm5mrux+lPs/cHgGgAAgiACIQPglzJYwR7hbZu3UrPPPOMEATs5VG9OJ5gr0zPnj2FiFJPGzZsEOZZCftLVFgwLV26lL744gshHJ588knq1q0bHTt2zO/XyVVjKiz63BWu1qlTx+EvUmGhw6Zx9iux+OET+2u+/fZbOn78uOlzSpFZWVnp9TZ/+OGHwofD3hv2HHFF2oIFCzzeT78/vcVoe715DVyVV7duXb+eE4CaAAQQABHG77//Lkq8L7zwQtN1MjMzRYRj4sSJ4iDMB3o+4En0B2S+zgZaKaDYjMxG3zZt2mhOWVlZbreNhcXgwYPp5ZdfppUrVwrjNG+vHn4uFiT//POPY9nhw4dFhKVTp07kLxwt4te+Zs0axzJ+no8//pjGjRunEXQc6WJBxILNWzhCtWjRIs0y/XWme/fu9Mgjj9Dff/9NXbp0oc8//1ws54hZRUWFV8/F++ivv/7SLOPr1dk/Eo7kcVSItxOAaCU+1BsAADCnpKRE9LXhg+b+/ftp2rRpoqKLq364gsqIV199VURg+ODGvYK+/vprUUnGFUkSXsYpF+6Jw6kqTg/JdNCoUaPoP//5j6j8evrpp6lJkyaiimnKlCn04IMPiutG/PTTT7RlyxY65ZRTRGXXL7/8IqIOskJMhSvF+PFvvPFGUcXE0SOupuJqN17uL/x6WYDNmzdPVKnJ7eKI0PXXX+8i4FhE8uu+5ZZbvHp8LqHnbeZ9JyM8LPQ47cdw5O3dd98V1VwsrljQsZiU71WLFi3EOizAeD/y6zZrX/DAAw+I6B2/j/yafvzxR/EezJw5k6rLn3/+KbZZTS8CEG0gAgRAGMOCh8UMHzi5BHz27NmifwuXwsfFxRnehw+qHIHhg/RJJ50kojAsRtTGiVyOzeXi7B/h6AhHQWRkgX033CenWbNmdMEFF4hIBIsHjhhwdMUMFlh8gD799NPFfbjjMD9u586dTVNFnGpjMcceJE5t8Xbq016+wqXp/NpkyocFDgsIo+gVC6DFixcLEeMNLA45sjN69GhHqpE9P9JzxPtu3bp14nE59cXdqG+//Xa6+eabHc/H7yP3c+L0k7voEws49hC98sorYh+yUOR9xuXt1YWfl4UcANEMOkEDEGWwJ+S7775zREhqGvyTxubqe++912F6DiRs/uYIm75HT7iyevVqIVLZ0+UppQlATQYpMABAjRN4nIZin5TVcNUUR7a4yosjcBxJ4ZTUjBkzKFLgqjSO+kH8gGgHESAAooyaHgEKJFxVx+Xty5YtEylB9jc9/vjjIlUIAIgsIIAAAAAAEHXABA0AAACAqAMCCAAAAABRBwQQAAAAAKIOCCAAAAAARB0QQAAAAACIOiCAAAAAABB1QAABAAAAIOqAAAIAAABA1AEBBAAAAACKNv4f8kyUj2ntDhwAAAAASUVORK5CYII=", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J004602.85+091131.2_M9_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J134505.85+342441.8_M9_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J134505.85+342441.8_M9_comb_OSIRIS_scombine_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J023803.12+054526.1_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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0Qptxkft77MW8/aEBAAAcYHZKmJ8n7X1hJLlKJ+UQP+1JP6vA9hmVsopKmr3yKPVtEVIto8PlH3kZtWHpJ8hKgYqrixSo1LFUu7RcG6h42TlQQUYFAACchrxiJjLQWwlSWLAde1Q2nUqlX/ZfoedWHq226kgEKtLqJN1ZKtYs/bi7mdZMKwcqnm4IVAAAACwiTcpGREpLf2VR0v2knCKbH1N+SVWz7L5LWTUGKgHSKqBU6b61Sj9u8hyVOnpUSsorVFH6QaACAABOI1XOqBgEKjGhvuI6PtP2gYpuxuRkkv4Kmoz8UmW0f3PpGGVBVp6jUm5iRsUaQ+fMgUAFAACchhwUGI6eVwIVnYFrtiKv4jHmgrRLsoebC0UZHLM8Z8VeI/TV0kzboHcvKdGvq9VHQkIC3XnnnRQWFkY+Pj7UrVs32rdvX4NfFwAAGh+5WVWemyKLCdEGKnnF5ZRj46FvcoOvrugg7bLps6n5ylA6Hw/9zIWflQIVd1fTmmlLyh0wUPnrr79o6tSp1Lp1a/Lw8CBfX18KDAykYcOG0dy5cykxMdGsN8/KyqLBgweL1+LXPnHiBL3//vsUEhJi7s8BAACgjKMP9NYvm/h4uolggF3OLLR7RqWttP+QXAricfqGq2usn1GpdIhmWpM+hVWrVtGzzz5LeXl5dN1114nb0dHRIgOSmZlJx44do40bN9Lrr79O06ZNE9cRERF1vu7bb79NMTExtHjxYuWxVq1aNewnAgCARkve4C/Qp/rpLSbUh9LzS0T5p1vzIJsdU7K0yaCu/i1DaOuZNCWjEhXoTd7VMirW6Q0xdeCbnFHx8nCAQOWdd96hDz74gMaNG0euUrewrltuuUUp43zyySe0dOlSeuqpp+p83TVr1tCYMWNo8uTJtGXLFmrWrBk98sgjdP/999dYatItN+Xm2nesLwAAqEueNOU1wCCjIpd/Dl7OFqPhbYUnzxouP24V7qdMzNV9rKSswiYZFXdTe1RUklEx6d137txJ48ePNxqk6OJA46233jIpSGEXLlygL774gtq1a0fr16+nhx9+mB5//HH69ttvjT5/3rx5FBQUpFw4GwMAACCT980xLP3IuyjbuqGWlybLTanPjesoyk+f3tFL2TlZ1jLMz0hGxbqlH5PnqDTmybSVlZXUt29fevPNN8X9Xr16iTLSl19+KXphDM2ePZtmzpypl1FBsAIAADJ535yaSj+2XqIsj8zn/pOHhrURF1ZZmaP3vJbhvnq9LBwceFgpk+Euz1ExcdWPlyMFKhxYcIlm27ZtdOnSJSosLBS9KBxgjBw50uygoWnTptS5c2e9xzp16kS//vqr0ed7eXmJCwAAgLFR9fKuyTWVfpgtSz/yJFzDVUiGGRUu/XBZytplH7OWJzvSHJWioiJ64403RCDCzbS8Qic7O5vc3Nzo3LlzNGfOHNEEy1/btWuXyW/OK35Onz6t99iZM2eoRYsW5v8kAADQqOVLjbQswNtYRkUbqFzJKhK7LH+26Rw9ufxgnSfshpCHuRlOmQ3z1w9cogL0m2mt1UhrTo+KWibTmhSytW/fngYOHEhff/01jRo1SiwnNsQZlmXLltFtt91GL7zwQo0Nsbq4l2XQoEGi9MMNuXv27KEFCxaICwAAQH3KPr6ebkbLJk2DvEU2gUsa59Py6d312v8o39Y/lq5qHWaVY5L39jHMqOge38hOkWJfIt0Si5+n9TIqrs7Yo/L333+LkkxtOAvCPSSzZs2iy5cvm/Tm/fr1E0uf+ftee+01kZX58MMPacqUKaYdPQAAgAmNtMzdzZWig71Fj8qKvfHK47xk2dqln1C/6hsMThkQSzvOpdPcm7qJ+7oZFWuWftydcY5KXUGKLs62tGmjbRYyxfXXXy8uAAAA9bX9bDot23OpxrKPbp8KByo/7qn6DzWXgmxd+mEcoPDyZRcXbeCgl1GxQY9KuanNtHaeo2L2u3NDbU2Pm5pJAQAAsJR/T6XQnQt309qjyeJ+YC2b+ckNtQVS0y27YsHlyhx4cLMuX7PsGpppZXKQwnxsnlHRmDZC3xHmqMhLgbmPxM/Pj6Kioujll1+mioqqX3RaWhqmygIAgM19uPGs3n3Dzf10xYbp71DMEiyYUVm4PY6ufmeTuK4ro2Koe0zVtNwr2dbL8riZuDzZ4fb6eemll+jw4cP0/fffi319vvvuO5owYQKVlmqjRSZHkAAAALZwMb2AjlzRn0kyrH3NW7g0D9HOUtFlydLPG3+eVK6Tcopo86lUo6t8jOFptX6e2qxK8+Dqx2kp7m51Z1T4fK6WZlqT33316tX01Vdf0f/+9z+aPn262OGYsyg33HCDMtZeN4UFAABgbdvOplXr7xjRIbLG57cI8zNpLx5LeGHVMcorKRcTca/pGGXS92z8v2E0bVBLMcXWnj0qZTr7AHm5OcAcFcZBie58k/DwcLERobxRIQ9/AwAAsKUkKci4tV8M3T2wBT09pgNFBurvo6Orc9PAao9xMMHD4izBQ8pWsH9PpYr7i6b1o6Ba+mZ0NQ3yoVdu7KLMfLEGN5e6MypyI61DNdPGxsbSyZPalJYsICBALF3mgXA33XSTNY4PAACgRim52ox+kyBvem1CV5oxom2tzzcsY8iFgJwibS9JQxmu1hnaLoLaRvqTmrgpGZWagzO57ONQzbSjR4+mxYsXV3vc399fbCjo7V1zBAsAAGANqXnFymRXU703uYe4fvyatsrMFXl1TkMZtmp2jq6ewbE3dxNW/chTafm58oA4ezF5/dOrr75KiYmJRr/GmZUNGzbQgQMHLHlsAAAAtUqRNvKLqqXcY+h/fZpTr9hgsVT5t8OJIpsibx7YEOUVlcp0XFknI6Ume3Mz0kzLx/70L0dE38qHt/ZUTSOtWYFKSEiIuNSEg5Vhw4ZZ6rgAAABMLv3UtiTZmDYR2nJMsK8nXcooVJYRNwQHPIYZlY5NAkitGZVynUDl003naNXBBHH79v4xFOHvpYqdk1m9Jsrs3buXNm3aRKmpqdUGwM2fP99SxwYAAFCj4rIKpbektgba2gT7WK70I4/LD/Byp0Ftw0QvSEsjq4zszc1gjgovRf5hd9XA1t8OJtJdA1s4XkZFxhsIvvjii9ShQwcx+E13STKWJwMAgK3LPt4erhRYy9j82oRIg9gsUfrJLNC+RkSAF311V19SK3eDjMqp5DxKy6va72jvpUya1LuZuO1nxc0RTWX2EXz00Ue0aNEimjZtmnWOCAAAwATyZoIcGNT3P8pc+mHZRZbLqASZMIXWnlzlZlppVgrvkyTvLs3LvXlzx/wS7QaP/vUMAC3J7JyOq6srDR482DpHAwAAYKL0fG1gEC71U9SHPNreEj0qBfLJ3Yr79FiCYUYlMUc7mbdfy1BxnVdcpgQqtW3wqNpA5amnnqLPPvvMOkcDAABgogwpUAnza0CgYsEelUJpo0NfaQy+WrlJgUql1PlbXFapZKbkPX4yC0pVE3SZfQSzZs2i8ePHU5s2bahz587k4aGf4lq5cqUljw8AAMCoDKn0E27CPjo1kcs0XO5oqMJS7Wv4qaCvw5yMSklZRbX9iOSJv/5e9i9jmf1pPv7442LFz4gRIygsLAwNtAAAYBcZ0v/6TdnwryYB0omYyx2Wyqj4OEhGpVwak18sDXfz83QXGRQu+yRIuzerofRj9hF8++239Ouvv4qsCgAAgL2baRtS+pFPxHnF5Y2m9OMhjcQvr9Av/fDqKf48OFBJkgIVNZR+zO5RCQ0NFWUfAAAAVfSoNCSjIo3QzzUjUFm0PY42nU6tsfTjq/LSj5vBXj88j4Z5e7gpgVtidrFqMipmByqvvPIKzZkzB7slAwCAKjIqDVn1I5+I80tMK/2cTMql1/44Qfcs3lttXH5hiaNkVFz0elTkQMXL3U3Z+yhZmlGjhuXJZh/Bxx9/TOfPnxfD3lq2bFmtmRb7/QAAgE1LPw3KqLgr5Y+yikqlLFLXrBT2++FEmjJAO8FVr/SjgnJJbdylybRlNZR+dKmh9GP2EUycONE6RwIAAGBGkMKzT3g9B28uWF+6J2LuUwn1qz3o0e1l2XEuXS9QKZBLPx7qzqi4uxlvptWWfvSTD2oo/Zh9BFz2AQAAsCcuwTDeS8evAf/rd3dzFaUazobwyp+6ApVcaW8hJu8zJCuSMip+Xg7STFspL0+urNajIlPD8mTX+mxIuHv37mqP82P79u2z1HEBAADUGah0atrw3YnNWfmj+xzD2SsFyvJk+2chTJmjwqUu/WZaV9GnoraMitmByowZMyg+Pr7a4wkJCeJrAAAA1nYyKU9cd2oS2ODXqlr5U3dDre5zDJ9fpKz6cZCMSoV+M623uxv1axmi99ywOjJMtmB2qHTixAnq3bt3tcd79eolvgYAAGBtV7K0K09bRfjZNKOim0XRLQPpZlTUHqi4GUymLS6vKv2M69aU9r84kg5ezqbsojKKDPQmhwtUvLy8KCUlhVq3bq33eFJSErm72z9FBAAAzi8lV7viJ8oCJ1I5o2Ja6Uc3o1JOGo1GmdAu96iofY6Kh7I8WbvSqUIKWLj0w8L8vWhk5yhSC7NLP6NHj6bZs2dTTk6O8lh2djY9//zzNGrUKEsfHwAAgB4ODlKkOR+R0kZ6lsmomFf64RO8nEXhY5JX/fipPKPi7lpV+pHLPnJGRY3MDvvee+89Gjp0KLVo0UKUe9ihQ4fEXJXvv//eGscIAACgl8ngHX5ZZEDDMyrykDPDVTzGGGZduPzDS5z5eKTNiFW/14+7lFHhbIo8Q4V5uZudu1BnoNKsWTM6cuQI/fDDD3T48GHy8fGhe+65h26//fZqw98AAAAsLVXKpnAmxBJBQYi0g3J2oXkZFfl+NPnoBTDqL/24Kj0qJdIMFQ5S1LrJcL0+TT8/P3rggQcsfzQAAAB1SM2zXH8Kk2en6E6dNTWjkiMFNxkFJUrQIzerqn15ckVlVelHrWUfps48DwAAQA0s2Z/Cgn3lQMWEjIpUHpL7UOTNDNPztEFOhIWOyRY9Kixf2p9IbqRVI/UeGQAAgBFpUkbFUoGKXPrJKqg7oyI3zzYJ8tYLXNLyix0nUHGryvjkS4EWMiq17MTMNTHdS8eOHe15SAAAoHKZUkDBy2gtm1GpPVCprNRQqdTEGx3so7fLsBw8RVjomGwWqJSUq7qRltm946dLly60ceNG5T5msQAAgKHswlIx74T7P+RApa59eSzdTCtv3sf6twylbWfT6cClLP1AxQEyKh56pR8nzKjw+PwrV64o9/fs2UNPPvkkLViwoF4HwIFJkyZNlEt4eHi9XgcAAJxTXHoB9Zu7kZ5acUgv8xEiZUIaSn4dPmnLGRNjdJfyDm6nPVftu5QlMi2OFKi4urqQ3O+bL61i4vH5ThOo3HHHHbRp0yZxOzk5WQx542DlhRdeoNdee83sAzh79ixFR0eLSbdTpkyhy5cv1/jckpISys3N1bsAAIBzW7Q9jsoqNLTmcKK4X5VRscxIjEAfD5JX5mYX1Vz+kVfIeLq5UrdmQeTj4SZmr5xOyaO0fMcJVORdo/VKP87UTHvs2DHq37+/uP3TTz9R165d6b///hNzVZYsWWLWaw0YMEB8z7p16+iLL76guLg4uvrqqykvT7vZlKF58+ZRUFCQcomJiTH38AEAwMHIe9LIY+rlEo2lMipcTgr2qbv8UyQFKnxS51kkV7UOFfc3nU6lK1lF4naEv/33xjGFh5RSyXPG0k9ZWZnY74dxb8mNN94obnMTLO/3Y45x48bR5MmTqXv37jRmzBhau3atGMfPAZAx8uh++WJsF2cAAHAuuqtx4rMKKbPQsj0quo25cgnHGMOZI9d00u6Hs2DrBbqUUSj20OnWPIgcgZsUqDjlqh9ufv3yyy9p27ZttGHDBho7dqx4PDExkcLCwhp0MMHBwdS+fXs6d+6c0a9zgBQYGKh3AQAA53Yxo0C5fSGtQBl1H2LBQEVexZMgZUZq61Hhkg8b3j5CLwtzdbsICpIyM2rnYVD68Vbxqh+zj+ztt9+mr776ioYPHy7G5vfo0UM8vmbNGqUkVF/5+fl0/vx5atq0aYNeBwAAnAM3qnIzrexoQrayp45crrGEZlKgciW7tkBFfzha8xAfCtMJlkZKGRZH4C4tUS5wgNKP2WuBOUBJT08XjawhISHK4zxS39fX16zXmjVrFt1www1ig0POyMyZM4fc3NxEAAQAAMB76cgbELLD8TnimjMXckOoJXDQUXdGRb/0w7O/2kX5U8aFTHFf7llxBO7SEmV5SwA1T6at19ASDiZ0gxTWsmVLs1+HlzlzUJKRkUERERE0ZMgQ2rVrl7gNAACQW6S/t86By1kW70/RzagkZBfWWfrRzT546izrbRXuR47CQ8qoOMIcFbtOV1u+fLk93x4AAFTOcLfiQmmEvRxYWEozOaNSS+lHXvWje1L/v1Htace5dJo+pJVqdx82ZXkyAhUAAIAGBCo84l23BBQTatlARW6mTcouJo1GYzToUEo/Oo2nPWKC6cic0ao+0de2g7K86kfNI/TVe2QAANDoyaWfjk0ClJMrax5iXk9kXeSmWJ7ZImcZagpUfKSdk2V+Xu7Kcl9Ha6bNc4CMCgIVAABQrTwpo8IbB8rlGd3mV0vhE7XcUFrT0LeqjIp6T+rmNtPKWwY4Xeln7969Yox+amoqVVbq74swf/58Sx0bAAA0crlSaYLH3HduGigGq1kjo8KCfTwpuaxYBCoxobU10zr+//E9dHZQVvvPZHag8uabb9KLL75IHTp0oKioKL06niM1EgEAgPrlSsPdAr3d6e6BLemvY8nifsswKwQqvh6UnFusbHpYY0bFoPTjyBkVmZqzRGYHKh999BEtWrSIpk2bZp0jAgAAkMhzPgK8PahDkwBa/sBVYvWNPPLe0oEKy5aCI0PF5U5U+nEzzKg4UaDi6upKgwcPts7RAAAAGFn1E+ijPV1d1bphW7XURt7kMLuGjEpRqfr7Ocwdoe8IpR+zj+ypp56izz77zDpHAwAAYLT0Y/09dJSMSmHtGRUfFZ/UTWW4SsnL3YkyKjz2fvz48dSmTRvq3LkzeXjo/+FZuXKlJY8PAAAasarSj/XHfvHKIlZTj0qJkYFvjsrDmZtpH3/8cbHiZ8SIEWK3ZDTQAgCAtchBA6/6sbaQOjIq8lRcwzkqTtFM6+HmPIHKt99+S7/++qvIqgAAAFgLT4i9nKldjhwbavlVPsaWJ9eWUSmQAhVfT3ena6b1UnFGxewjCw0NFWUfAAAAa0nOKaah724SWQzup7BFoCJnbeRyk6GiUu3jfk6QUfFwoIyK2YHKK6+8QnPmzKHCwpp3mAQAAGiIeX+dpPhM7QaBMSE+1VapWIO/l7ve/jeGCkqcp/TjabC3j5qXXJudv/r444/p/PnzYthby5YtqzXTHjhwwJLHBwAAjUxFpYa2nU1X7te0946l+UsNuzW9n7x7Mu/t4+gCdJqTuZHWMHBRE7M/7YkTJ1rnSAAAAIjoSlYhZRZU9Yn0aB5sk/f193KrNVApkB73dYKMSqBOc3KQDRqVbRqocNkHAADAWhKzi8U175Y8uW9zeuLa9jZ5X38vDyUg4UZe3VWtnOUpkTbwc4Zm2iCd4MQWM2oaot6f9v79++nkyZPidpcuXahXr16WPC4AAGikknK0vSn9W4XSvEndbfa+flJGpVwKSnQbTAulRlqnyah46wQqzpZR4R2Tb7vtNtq8eTMFB2vTcdnZ2WKuyvLlyykiIsIaxwkAAI1EUo42o9I0yMem7+unkynhlT+6gUqRtDSZB7p6qbifw1TylgSOUPox+9N+7LHHKC8vj44fP06ZmZnicuzYMcrNzRXD4AAAABoiMVubUYkO9rbp+7q6uigrf+R+FMMZKn6e7k4x6DRQN6Nig6m/DWH20a1bt442btxInTp1Uh7jUfq8/8/o0aMtfXwAANDI2CujIpd/uJnWsKFWaaSVykOOLtCBmmnNzqhUVlZWW5LM+DH+GgAAgCUyKk1tnFFhckbFcOibvDTZGRppDbMoal9ubXagcs0119ATTzxBiYmJymMJCQliV+Vrr73W0scHAAAOZuuZNJr+7T5asPW82d/Lq22uZFUNerO1Gks/TrQ0mQXolH7UXskyO1D59NNPRT8KD3vjUfp8adWqlXjsk08+sc5RAgCAQ6is1NCD3++njSdT6M21p8SyXnOk55eKsgufPGNsMDbf1KFvcjOtswQqnjoNwS6k7kjF7HxPTEyMmD7LfSqnTp0Sj3G/ysiRI61xfAAA4EDOpuYrZRKWkV9CkYGml3AuZRSI6+ggH/Kyw1h3P6m0k1dDM62zlH4ciVmfeFlZGfn4+NChQ4do1KhR4gIAACDbdSFD735qnnmBysUM7T5yrcL9yB7kjIph6UfZkNBJmml1dWseRE4TqHDDbGxsLFVUVEXLAAAAsv2XsvTup+bxCp4gszMqLcJsX/bRXbabU1Sm93iu1Fzr4+E8GZW1j19NxxJyaHTnKHKqHpUXXniBnn/+eTE/BQAAQNdFKdCQpeSWmPX9p5Lz7JpRCfXzVEpWug5ezhbXbSLtc1zW0Dk6kG7pF6P6uTDu9WmmPXfuHEVHR1OLFi3Iz0//l4bdkwEAGq9LUummR0wwHY7PplQzAhVe8bPvovY/wb1bhJA9hPt7KU29sqd/Piyag9nVbTF9XfWByoQJE1QffQEAgO3lFJYpJZO+LUK0gYoo/ZjmfFoBZRWWiRH1XaPt0zcRESAHKiVKZuXn/VfE7QBvd+oSHWiX42rMzA5UXnnlFescCQAAOLRLmQXKyb6l1GPCzbSmOng5S8nG6C6ftaVwf23pJ1067tNSKYrNvambGLMPtmX2n4TWrVtTRoZ+V7e8MSF/DQAAGnfZp0WoL4VIvR6GTamm9Le0j/Ine1FKPwWlohR1UgpUxnSJoht7RNvtuBozswOVixcvGl31U1JSQleuaNNjAADQ+KTkSnv0BPuQj7TzcLHOTBVTA52WYfZrWJVLP6XllWKWyunkXHG/YxOUfFRf+lmzZo1ye/369RQUVFU/5MDln3/+ERNq6+utt96i2bNni/H8H374Yb1fBwAA7CO7UJs9CfH1IB9pgqs80dWcQCXWDhNpZd4ebmKMPk+m5fLPudR88Xj7qAC7HVNjZ3KgMnHiRHHNjbRTp06tNl+FR+q///779TqIvXv30ldffUXdu3ev1/cDAID9ZRVqV8oE+3oqGZVCEwMVLrPIpZ8WdsyoyH0qHKgkZBcpy6uj7bBBIphZ+uGdkfnCA99SU1OV+3zhss/p06fp+uuvJ3Pl5+fTlClT6Ouvv6aQEPssRwMAAOtkVEwt/fD3yjsW2zOjors0evneeGXVUpQZ03XBzj0qcXFxFB4eXq2Rtr5mzJhB48ePx15BAABOklEJ8fUkX2mCq6kZFXnHZO4RkYMce5k+RLsw5M8jSVRWodHrXQEHCFTefvttWrFihXJ/8uTJFBoaSs2aNaPDhw+b9VrLly8XA+LmzZtn0vM5c8O7NOteAABAHXgGCgv29SBvT+3phTco5LJOXRJztIFKdLAPqWFia0yoj14pyMPNPsuloR6Bypdffil2UGYbNmwQuyivW7eOxo0bR08//bTJrxMfHy8aZ3/44Qfy9jYtpcYBDTfxyhf5OAAAwP5ydHpUdHcZLimvrPN7E7OlQCVIHSWWPrFVrQiRAeo4psbK7EAlOTlZCRD++OMPuuWWW2j06NH0zDPPiKZYU+3fv1/0uvTu3Zvc3d3FZcuWLfTxxx+L28aWQPOqoJycHOXCwQ4AAKgroyJ6VKRm2prKPwcuZ9Hrf5xQdilOyilWTUbFcIR/OMo+jjWZlhteOUDgYIUzKW+88YZ4nFN75uyqfO2119LRo0f1HrvnnnuoY8eO9Oyzz5KbW/UapZeXl7gAAIC6cNMsl3nkjIqbq4uYLsvzSOTHdU36/D9x7e7qQrOv6yRW2LCmKsmojOgQSUTHxW1PN0yjdahAZdKkSXTHHXdQu3btxIRaLvmwgwcPUtu2bU1+nYCAAOrataveY7zBYVhYWLXHAQDAMVb8cIAS6K09tXBWRQQqpdqsiTGcWWFJculHJRmVmFBf+uyO3vTm2pM0ZUALex9Oo2Z2oPLBBx+ImSmcVXnnnXfI31876jgpKYkeeeQRaxwjAAA4ygwVHw9l41pfTzcxQr+otOYeFQ5kWGJ2saoyKmx896biAg4WqPBwt1mzZlV7/KmnnmrwwWzevLnBrwEAALYn7zYcJm3qx6qGvulnVHTvc6Mt96kkS+P37Tk+H5wkUNEdpa+LI2hevcPln4aM0gcAAMcNVORN/ZgyRt+gRyVVmvYql4wupGkn0ob5eSqbGQLUO1DhUfoclBiui5cf4+shQ4bQ6tWrMWkWAKCRyMgvrR6o1LAxYWpeVaCSkldMJ5O0M7HaRNpv12RwouXJPDulX79+4lpeJsy3BwwYIJYrb926VTTZGisPAQCAc0qrJaNiuDxZ3mWZ8f95t51LF7fbRCBQAQtkVHhI24IFC2jQoEF6S4257PPAAw/Q8ePHxe7H9957r7kvDQAADio9T8qoBFTvUSmqJaPCdl/IENdtItCfAhbIqJw/f54CAwOrPc6PXbhwQdzmpcvp6doIGQAAGlGPip+RHhWDjEqqTkZFN3BBIy1YJFDp06ePGJWflpamPMa3eTItl4TY2bNnMd4eAKARySgoqZZR4eXJRgMVg4yKLDbMvrsmg5OUfhYuXEgTJkyg5s2bK8EIz1Rp3bo1/fbbb+J+fn4+vfjii5Y/WgAAUJXKSg0t3B5HxxJyq/WoeNdQ+pF7VAK83ClPGqHPmoeoY9gbOHig0qFDBzpx4gT9/fffdObMGeWxUaNGkaurq7IyCAAAnN+3Oy/S3LUnxe2oQC+9hljfGppp5YwK71K8Oy5TCXB0NzIEkNXrTwUHJGPHjhUXAABonHgkxfc7L4nb9w1pRbNGd1D6UmpdnixlVLpEBymBSkwosilgwUDln3/+ERfe/biyUn808qJFi+rzkgAA4GBOJOXShfQCkTmZOaq9XpDCfKQMiW5GhYOW3GJtuadLdNXCDCxNBosFKq+++iq99tpr1LdvX2ratKmypwMAADQulzIKxXWnpoHk51X9dGJsebI8ldbbw5U6NAlQHn9gaGsbHDE0ikDlyy+/pCVLltBdd91lnSMCAACHkJCl3fG4WQ07Hvt4ulZb9XM5UxvcRAZ4i4zK89d1pLaR/tQ+qipoAWhQoFJaWqo37A0AABqnhGxtoBJdU6Di4V4to/LXsSRx3a9lqMjIPzC0jU2OFRrRHJXp06fTsmXLrHM0AADgMBKlQKVZsLfRrxsOfOOlzH8e1QYqN/VqZrPjhEaWUSkuLhYj9Ddu3Ejdu3cnDw8Pva/Pnz/fkscHAAAOmlFRBr5JGZWswlKxWzLr3yrUZscJjSxQOXLkCPXs2VPcPnbsmDWOCQAAHCmjUsOgNqWZVsqoyPNTQv08ydPd7IQ+NFJmByqbNm2yzpEAAIDDKC2vpCwpOxIVUHvpp7BUuxw5TQpUIgOqptcC1MXVUkN//vrrL/rf//5niZcDAACVyy7U7pbs6kIU5KPfAlB94FulXkYlAoEK2CpQiYuLo5deeoliY2PppptuEv0rAADg/DKlQCXE15NcOVqppUeltKKSyisqKTVPe45AoAJWLf2UlJTQL7/8IjYn3L59O1VUVNB7771H9913HwUGVk0ZBAAA55VZIAUqflW7JRuSNyWUG2rlYW88QwXA4hmV/fv30yOPPEJNmjShDz/8UGw8yLsm874/Y8aMQZACANCIZBVo+1NCfWsOVLzcXUVpSA5U0vJR+gErZlQGDBhAjz32GO3atUvslgwAAI1XZoE26AjxM96fwnigG/epFJRWiJU/aUpGBYEKWCFQufbaa0W5hzci5PH5nEXBPj8AAI1TppxRqaX0I6/8EYEKl36kHhUEKmCV0s/69evp+PHjIpvy8MMPiw0Jn3jiCfE1BCwAAI0LD28zNVCRd1BWlicHokcFrLTqJyYmhl5++WWx2uf777+ntLQ0cnd3pwkTJtDzzz9PBw4cMOflAADA0Ztpa+lRYb7Sfj/peSUis8LQowI2WZ48atQosedPYmKi6F3hOSr9+vWr78sBAIADyZB7VOoIVOQZK2dT85Uly/5eZi84hUaswQPfQkJCRKBy8OBB2rt3r2WOCgDACZWUV1C6tPLF0V1IKxDXsWG+tT4vUA5UUvLENfpTwCqByuXLl016sd69e4vrhIQEsw8EAMDZTf92Hw148x9attu0f1PVKqeojJJytI2x7aMCan1usK9+RgUzVMAqgQqXdB588MFaMyY5OTn09ddfU9euXenXX381+0AAAJxZRaWGtp1NF9fPrzqq9Hg4Ijk7Eh3kXeP4/JpKP+hPAXOZVCg8ceIEzZ07V/SleHt7U58+fSg6OlrczsrKEl/nFUGcUXnnnXfouuuuM/tAAAAaw07Dsr+OJdGUAS3IEZ1K1gYqHZrUnk1hwVKgwpsYMgQqYJWMSlhYGM2fP5+SkpLo008/pXbt2lF6ejqdPXtWfH3KlClicu3OnTsRpAAAGHE+TZtRkP11NJkc1e64THHdJTqozucGSaUfWWQgAhUwj1mt1z4+PmKHZOySDABgvCSSVVhGvWKDycPN1WjzaZsIPzqfVkD7LmWK5lov96r9cBxBWUUlbTmdKm6P6BhR5/MNS0MR/ghUwMarfhriiy++oO7du4t9gvgycOBAscwZAMBRFJdV0LpjSfTZpnM06oOtdMtXO2nB1gvVnheXrg1URnVuQmF+nlRcVklHruSQozlyJZtyi8vFoLeeMSFmByoY9gYOFag0b96c3nrrLVE22rdvH11zzTVieBz3uwAAOIJ31p2mh5YeoHfXn67Ww6ErQepRaRHmS1e1DhO3d1/IIEcTn6n9OTpEBZCbvONgLYIN5qxgeTI4VKByww03iJ4W7nlp3769aNj19/cXGx8CAKgdr9xZtudStcezjKzokZtpmwZ5i9IQO5aQS45G2a/HxF6TahkVBCrgSIGKroqKClq+fDkVFBSIEhAAgNptOZMqSjgdmwTQf89dQ2/e1E08nmEkUJHnjjQN8qHOTQPF7RNJDhioSDsgR5lYwgk1yKjUNckWoN7NtLzHD5dleGmyJR09elQEJsXFxSKbsmrVKurcubPR55aUlIiLLDfX8f6SA4DzOJGo/TdoQKtQig72oW7NgoxmVApLy8WQNNY02JuipGzE5cxCyi0uo0Dv2meR6DpwOYs83Vypq/RetpYibyxoYmbEcNWPqwnlIoB6ZVSuXLlC48aNE30lvHsyN72WljZ8YBHvxnzo0CHavXu3eN2pU6eKuSzGzJs3j4KCgpQLb5IIAGAvckakc7Q2QxLq76mUhDQaTbVsip+nGwV4uYu+jWbBPuKxU0nV+1lqW+I86fP/6IZPt1N5hXYuia2l5habPQ/loWFtxDX/7ABWC1QWLVpEycnJ9OOPP1JAQAA9+eSTFB4eTjfffDN99913lJmpXVdvLk9PT2rbtq3I1HAg0qNHD/roo4+MPnf27NliAq58iY+Pr9d7AgA0FAcickalc9MgvTJHaUWlslMwS5bLPsE+5OKizSi0DNfukROfWWjye8qj9zkGSrPTnkFpSkbF9NU7/ze6PT07tiMtnT7AikcGzsqsHhVXV1e6+uqrxfTZ06dPiyzIgAED6KuvvhKTaocOHUrvvfdeg/b6qays1Cvv6PLy8lKWMssXAAB74ECBZ6ZwJaNdlL94zMfTjbw9tP+sZuaXVlvxw420suggH6MTa2VcPpq98ggdjs9WHtt4MqValsbWUuVAxYzBbTxT5uHhbahHjLaJGMBmzbSdOnWiZ555hnbs2CGyG1y22bZtm8i6mIIzJFu3bqWLFy+KXhW+v3nzZjHpFgBAzeRMCDfHentUDW0L89OewDMLqwKV09Jy5TYR2oCGNQuRApUc44HKO+tP0Y974mnCZztE9oYHrV3JqnpuUrbtA5W84jLKLyk3q5kWoKEsVjCMiIig++67T1xMlZqaSnfffbcYzc89Jzz8bf369WJPIQAANbuUoQ1UYkO1JRxZiJ+HyKBkFlRlho8nage7dZF6WRg337IEIwEHByZ/Hasasb/jXAY1D/ERGxrKkmoIcGzxM/PAOn/0m4CN2PVP2sKFC+359gAA9cYrdowGKlKfSnZhWfVeFp1ARW6mNVb64Z2G5e9nf59Ipms7Rek9R+57sUegwkPrABrdHBUAAIcMVAxO2n6e2v//yc20iTnFYuS8h5sLtYsMqJZR4UBFd4WQbqlItv1sOl3O0I7glyVJq29s6aJ0DC3D/Gz+3tB4IVABAGhAj4phRsXXS9uvUlRabjCR1oc83av+yZUbawtLK0Qgw44l5NCET7fTl1vOi/vjujYRzboX0gtol7RjcbT0fSl2yahoA5UWCFTAhhCoAABYsPTjJ2dUSioMlvPqr5LhBtxAb+1z06Sx9LNXHqXDV3LouFQq4lH7bSO1Dbj/SCt+5EFvclOrLV2USj/y0moAVfaorFmzxujjPBvA29tbzERp1aqVJY4NAEC1OyanSKPka8qo8DRa3QFpxpbz8tA0zqbwkl+u/hxN0N9NmYOU2FA/OpOSL0b1y30uf59IsXqg8t+5dDFVtkt0ULWMCko/oOpAZeLEiSIoMaypyo/x9ZAhQ2j16tUUElL3FuAAAI7mSpY2s6CdMqs/It7PoEcltZYBafzY+bQCkXWRMy88Xp+DIN6ZuFPTwGqNq/I+QQVWDFS4BHXHN7vF7bh514l/1znwkoMzBCqg6tLPhg0bqF+/fuJanhDLt3nw2x9//CHmomRkZNCsWbOsc8QAACop+8SE+iqTZmW+nlJGRQok5EDF2Mh5OcvCG/1dSNNmK4a3j6T1Tw6lZdMHiL4W3YwN96t0aBKgV1qyNP4P56Ltccp9eXaLvOKHAzPD/XsAVJVReeKJJ2jBggU0aNAg5bFrr71WlH0eeOABOn78OH344Yd07733WvpYAQBUPUOF+daQUTEWqET4eylTblOkElGrCD8lGBHvoZNR4SFxwT5VY/pLyyv1GnQtYf6GM7TyYNV08VPJeSIgQyMt2IvZf8LPnz9vdHQ9P3bhwgVxu127dpSenm6ZIwQAUGugYmSeiF9NPSq1ZlSKKS7deP9H6/Cq+63D/ZXXt0b5h3tvvv3vot5jp6SNF5VGWsxQAbUHKrx54NNPP01paWnKY3ybR+lzSYidPXsWOxsDgNPiHg7WPqoq81EtoyKVZtLza+9RkbMucqDSOkI/UOEMxusTutDUgS3o+es6kbubK3lJWRRLN9TyXkLc3MvD6J4b11HJqOiWu1oYySIBqKr0880334iG2ubNmyvBCO/z07p1a/rtt9/E/fz8fHrxxRctf7QAAHbGe+7Iq3N6Gtlkz0/uUSktF/0e8oRZHq1vqIk0E+XolRzKKyknbncxVk66a2BLvfs8vr6kvJQKpKyNpRy5ov25RnaKpHbSsmh5yJvuDtAAqg5UOnbsSCdOnKC///6bzpw5Ix7r0KGD2J+Hd1dmHMgAADgjnhpbUl4pZqDolmVkvl5VGZWisgoql/bnCfKpHqi0kr6fgxR5R2XdDQ5r4uflThkFpRYv/ZxJ0WZP2jcJEH0puoPtqgbXYTNCUHGgUlZWRj4+PnTo0CEaO3asuAAANCaLdmhXxPRpEUKuvAynhowKByk5RdpsirurC/kYCUC4b4VXCfF0Wt3AxZRAheVbeOXP2ZR8cc2j/mNCtIEKl4JyCssoScqoyKP/AVTZo+Lh4UGxsbFUUWGdZXEAAGqfn7LyQIIo0Tx2bTujz6nKqJQrgQpnUwyXMTN+TLd51tRAxV9qqM2XRu9bAh8v7/rMuOzj4+lG4dKqpFPJucrPgowKqL6Z9oUXXqDnn3+eMjO1+04AADQW+y9lievuzYOpd6zxgZZyRoXLQ5kFpTWWfYwFJy3NzKhYsvRzLlWbTQn396QQP+0S6NhQbfZkj7TPEPfGBHhjhgqovEfl008/pXPnzlF0dDS1aNGC/Pz0/2IdOHDAkscHAKAah+KzxXXP5lVj5Wta9cOSsrXlkoBaAhXeu+fPo0k1NucawwGDJVb9/HkkSTQHT+zVTNlfiKfh6q44OnA5m97foO1HRDYFHGaEPgBAY3RYDlRiaw4oeACbh5sLlVVoKCmnqM6Myj2DW4qVPrzRn+6+OqYEKg3JqPx7KoVmLDugLIk+npij7CUkmzaoJa0/nqz00HSrJUADUE2gMmfOHOscCQCAyl2QZp3oZh1qKs3wsuQEKaNSW6DCq3zGd29q1nEozbQNWJ7ME2hlX2+LU1b36AZLPWKC6Ys7+9A9i/eQl7sbzRzVvt7vB2CzQIVlZ2fTL7/8IqbU8vC30NBQUfKJioqiZs2aWf4oAQDsjKe2yjNRmgbWvvIlwFsbqMibFwb51Ouf2hrJK4hKpB2VzZVdWKqUetjGEylUIW0020Uno8KGtY+gVY8MFgFVc2klEIAtmf2358iRIzRy5EgKCgqiixcv0v333y8ClZUrV9Lly5fpu+++s86RAgDYkby7MZd2AusIPAK8OINSRAnShn6BFm5A5RU5rEgqyZhr14VM4riEG3l5kBsvpZY3HGxlZC8fzqwAOMyqn5kzZ9K0adPEmHzeiFB23XXXiZ2TAQCcUWpe1Z49xpYaG2ZUdHcerq30Ux/yUDg5wDDX7rgMcT2kbTh11+k74ZVMxmbDADhUoLJ371568MEHqz3OJZ/k5GRLHRcAgKqk5mozKlGBda98kZfw8g7HcqbCGqWf+gYqBy9nK0PrereoWmbN9wEcvvTj5eVFublVtU0Zj9OPiIiw1HEBAKgKbxxY0y7Ihni8vq5Qv7q/xxw+nq5K34y5Ssor6ITUn9IrNpgGtA6lC2n5lJJbQpN6o8cQnCBQufHGG+m1116jn376SdznFCj3pjz77LN08803W+MYAQDsLiW32IyMimGgoh2gZvGMSj16VDibwpkePiZeFs3/hn91V1+LHh+AXUs/77//vtgdOTIykoqKimjYsGHUtm1bCggIoLlz51r04AAA1IIzDizChIyK4fTWMAsHKvXtUeHdnN9df1rcHtEhss5eGwCHzKjwap8NGzbQjh076PDhwyJo6d27t1gJBADgrC5nameoNA+pe1M+f8OMir+VMipmBiq8JJm3AfByd6Wnx3Sw6DEBWEu9F/cPHjxYXAAAGoM4adhbmwh/s0o/PKU2QBrQZunlycVmln7WHdMueBjeIYKaYBw+OFPpZ/ny5Sa/YHx8vMi2AAA4C945OD2/1OSNA3VLP9wLYukSS30zKhtPpojrsV2bWPR4AOweqHzxxRfUqVMneuedd+jkyZPVvp6Tk0Nr166lO+64Q5SBMjK0a/QBAJwpmxIV6KXss2NqRsXSK37q26OSW1xGp1PyxO3BbcMtfkwA1mJSPnLLli20Zs0a+uSTT2j27Nlix2Qel88D37KyssT8lPDwcDEI7tixY+JrAADOgpfvMp7kagrdAW/uVhigppR+yiqpslJj0pC2Q5ezxTTamFAfigxA2Qcch7s5y5L5kp6eTtu3b6dLly6JVT8coPTq1UtcXF3NXkQEAOAwGZXWJvSnsG7NgsjP040KSiuoU9MAix+PXPphJeWVSuBSmwOXs8R1n1gMdQPHYnaHFwcmEydOtM7RAACo0IU0KVAxMaPi4eZK/z13Lf1y4IpV+kHk0o9c/jElUOHVPgzTZ8HRWLYVHQDACV1QMiqmBSosyNeD7hvSyirH4+bqIjZHLC2vNKlPpaJSI0o/THdkPoAjsGutZt68edSvXz8xLI4HyHGm5vRp7TAiAAA14B6QuHS5R8W00o8tmDOd9mxqHuWVlItyVIcoy5eiAJw2UOEm3RkzZtCuXbvEELmysjIaPXo0FRRo//cCAGBvybnFommVm2JNGfZm60DFlP1+DlzSZlN6xASTuxt6CcGx2LX0s27dOr37S5YsEZmV/fv309ChQ+12XAAAhv0psWG+ovdELeS+FFNKP+hPAUdm9t+64mLtxlzGJCUlNehgeB4LCw0NbdDrAABYilz2MbWR1lbkhtpCE0o/8oof9KdAowhUeKDboUOHqj3+66+/Uvfu3et9IJWVlfTkk0+Ksfxdu3Y1+pySkhLKzc3VuwAAWNP5NPOWJtuKr5xRKS2v9XlZBaXK8ureMQhUoBEEKsOHD6errrqK3n77bXGf+0l40Ntdd91Fzz//fL0PhHtVeFhcbeP6ufmWN0WULzExMfV+PwAAU8gneVOHvdmKnzQhN7+k9ozKpcxCcd0k0FusRAJw+h6Vzz//nMaPH0/Tp0+nP/74Q5R7/P39ac+ePTVmQury6KOPitfaunUrNW/evMbn8VTcmTNnKvc5o4JgBQCs6YJKSz/+XtqMSkFJ7RmVeClQ4Ym0AI2mmXbcuHE0adIksQeQu7s7/f777/UKUjQaDT322GO0atUq2rx5M7VqVfvMAS8vL3EBALAFnj+SmK3ty2sRpq5Axc9TzqjUHqhcySoS181DfG1xWAD2L/2cP3+eBg4cKDIg69evp2eeeUaM1udrXl5sbrln6dKltGzZMjFLhfcM4guP5gcAsLe0vBIRrPDS5IgAL1WWfurKqFzJ0mZU1LS0GsCqgUrPnj1F5uPw4cM0atQoeuONN2jTpk20cuVK6t+/v1mvxRkZXunDfS9NmzZVLitWrDD3sAAALC4xR/ufpqhAbzENVk38TQ5U5IwKAhVoRD0q3Dira9CgQXTw4EGxasfc0g8AgFol52jLPk2C1LfbsKnNtHJGpVkwSj/QSDIqhkGKjEs3CxcutMQxAQCoQmK2NhvRVIWBiqnNtHKwFR2svp8BwCoZle+++67Gr7m4uNQYyAAAOBr5JK/GQEXpUalljkpecRkVSAPhuHwF0CgClSeeeELvPjfQFhYWkqenJ/n6+iJQAQCnkaQEKj4qLv3UHKik5JaI6wAvd+X5AE5f+snKytK75Ofnix2PhwwZQj/++KN1jhIAwA5OJeeqctibbjNtYS09Kim52kArSoUZIQBTWWSHrXbt2tFbb71VLdsCAOCouPfjgjSVtmuzIHLMjIoUqASqa2k1gDksthUoD35LTEy01MsBANjViaRc4oWJPHpebTNU9Jppa+lRSVYCFWRUwHGZXbRcs2ZNtSXGPEb/008/FRsKAgA4g8Px2eK6S3QgqZEpA99SpB4bBCrQqAKViRMnVlvpExERQddccw29//77ljw2AAC72XgyRVwPbBNGag5Uyio0VFJeQV7u2gyLrkNXcsR1K5WN/wewaqBSWVlp7rcAADiUrIJS2hOXKW6P6dKE1Mjf0514WG6lhiinsIwiA7WByj8nU2jVwQR6ZHhbJSs0vGOEnY8WoP6wXg0AwMCRhBwRALSO8KOYUHVOdHV1daEQX0/KKCgVl8hAbxFc3fftPvH1vRe1gVbPmGCKDEDpB5w8UJk5c6bJLzh//vyGHA8AgN3FZxY6RMkkzF8bqGQWlIr7n/x7ttoMlVGdo+x2fAA2C1R4Hx9TcL8KAICjkzfyU2s2RRbq5ymuOVi5lFFA286mV3vOaAQq0BgCFd4dGQCgsYiXNvJT+47DYX7aZdMZ+SVKT02/liHk6e5KO85lUI+YYGob6W/nowSwUY/KhQsXqFWrVsiaAIDTuyKVftSeUeHSD+PST5w0nK5H82B6/rpOlJBdJJYl499saDQD33j6bFpamnL/1ltvpZQU7fI9AACnLP2EOEbpJz2/lA5LS5G7xwSLRlsOsjizAuDoTP5TzIPddK1du5YKCrQRPACAsyguqxA9H6xZsMpLP/7a0k9qbjGdTNTuS9SjufrG/QM0BMJtAAAdydI0V19PNwr0UfcEhzApo7LjfDqVVlRSkI8Hxaq8XAVgtUCF65yGtU7UPgHA2SRJgUqTIPX3d8ij8YvLtIM4uzcPUv0xA5jL3ZzSz7Rp08jLS5tqLC4upoceeoj8/PTnDKxcudLsgwAAUIvkXG1/Cm9GqHbtovRX9HCgAtBoA5WpU6fq3b/zzjutcTwAAHaVnFOiZFTULtDbg5oGeStZoF4xIfY+JAD7BSqLFy+2/LsDAKhMco42o8IBgCMoq6jaf21Iu3C7HguANaCZFgCshud7/Hc+nXKKysjhelQcoPTDhrbXbjjYIsyXvD2q76AM4OjU3dIOAA7r4OUsmrZ4rwhS3Fxd6N7BLemF8Z1J7S5laIe9NVP5VFrZy9d3Ftmfuwe2tPehAFgFMioAYHGVlRp6YdUxJZNSUamhr7fF0R9HEknNSsor6HxavrjdsUkgOYJgX096ekxHZQUQgLNBoAIAFvfz/ng6kZRLAV7udOClUfTA0Nbi8b+OJpOanU3Jp/JKjZhH4ig9KgDODoEKAFjU/kuZ9MYfJ8Xtx69tJ8a8922hXY1yWdpDR61OJmmnu3ZqGoB5JAAqgUAFAIziJlgezW6O3w8n0p3f7KG8knK6qnUo3TNY2zcRG6adlnopQ93bbpxMyhPXnZo6RtkHoDFAMy0AVLPywBWa+dNh8vdyp8l9m9MtfWMoKaeIBrUJr7ayhJtmv9kWJ0ol32yPU1aifHVnH3J30/5fSB7rnltcTtmFpaKvQt0ZFQQqAGqBQAUAqjXCfvzPWXE7v6ScFu+4KC6Me02ev66T3vNf/u04HU3Q7tzLbusXQ69N6Kq3c6+vpztFBHhRWl6JKP+oMVDh6dsnk7WBSmcEKgCqgdIPAOiJyyigixmF5OpC9M7N3WlI26ohYn8dSxK7C3MWpbS8ko4n5oggxd3VhXw83Kh9lD+9cmMXvSBF1kLKqqitT+VwfDZ9vvkcffzPOcou1C6lbhupP5oeAOwHGRUA0HM2Rdun0bVZEN3SL0ZceHDbgDc3UnxmEXV8aZ34+q19Y8jbQxuQjOnShN6/pYe4XdPQsTB/bRaFgwG12HUhg25bsEvvsfZRARicBqAiCFQAQMgqKKWX1xynLadTlRO2jFfuXNU6jLadTVceW7EvXrnNwUxdJ3d/Lw+lnKQWm6SflXm5u5Kriwu9OF6/tAUA9oVABQCE73ZeEqt2ZB10AhV5AurEz3ZQSXklNQ32FtkVeXS7bnmoJgHe2n9u8ovVE6jsvpAprt+f3IOGddCOog/31+4QDwDqYNcela1bt9INN9xA0dHRYmbB6tWr7Xk4AI3aP6dS9O53aKIfqLSLCqA/H7+afn9sCP3+6BAa3iGC2kX608Kp/URfR114BZGaMipFpRV0TGoCHtA6VAQoCFIA1MeuGZWCggLq0aMH3XvvvTRp0iR7HgpAo8arcY5c0Z60X5/QheKzimiwkSxJy3A/5faSe/qb9R5yRiXPxhkV/tlu/HQ7dW8eRF/d1Vd5nEfl8xRaLms1D9E2+gKA+tg1UBk3bpy4AIB97YnLVOaH3GWlze385dJPiW2baZfvuSx2RObLvouZ1CMmmDadSlV2SW6lE3wBgPo4VI9KSUmJuMhyc7UzDwCgYfbEZYjrAa1CrfYe9ij98GyUXw9cUe4v232Z3v/7DO28oP15GQIVAHVzqDkq8+bNo6CgIOUSExNj70MCcAp7LmaJ634trReo2KOZdu/FLDETRrbyYIJekMIQqACom0MFKrNnz6acnBzlEh9ftTwSAOrfwyGPju9v1YyKdnky7wNkKz9JS6hHdoqs8TkIVADUzaFKP15eXuICAJaz9UyauO7WLEiMubd66cdGGRUuMf15JEncfnh4GzqRmEuJUl+Kro4Gq5sAQF0cKqMCAJa37aw2UBnavu5ZKBYp/dgoo/LboQQqKqugNhF+1Ds2hHq1CDH6vNYRGJcPoGZ2DVTy8/Pp0KFD4sLi4uLE7cuXL9vzsAAaFe7jYLwzsjXJGZXC0gqqqNRY9LX59Wb9fJheWn1MNNCeS82nt/86Jb52e/9YMafp2TEdRZmHA6arWocqGygCgLrZtfSzb98+GjFihHJ/5syZ4nrq1Km0ZMkSOx4ZQOOQlFNECdlFYmBbz5hgq76XnxSoyFmVIB9tz4ol8GaJv+zXru4Z160JPbz0AOUWl4sBblMGtBCPx4b50oanhlJxeaXYUHHjyRSa2LOZxY4BAJwwUBk+fLj43w8A2Mc+KZvSqWmAXiBhDbyjMu+nwyP484rLLBqoLNoep9y+85vdxAkbP083Wjq9P/l4Vu1B5O7mSv5urkReRLf0RTYFwBGgRwWgEZN3SuZGWlvw0yn/WArv7HwwPlu5L1eVXrq+M3VsEmix9wEA+0CgAtCIyTNGWobZZomun5c2u1FgwYZabgbmxGzbSP2m2Im9UNYBcAYIVAAasUsZBeK6ha0CFU/LZ1R2ntcOcLumYyQ9PaaDuP1/o9qTt0dVyQcAHJdDzVEBACtlVMJtsymfr6flMyqHpLJPnxYhNLpzFI3oECl6bgDAOSBQAWiksgtLKadIu0FgbKivQ/aoFJaW0xmpz6ZH82CxDLlzNPpSAJwJSj8AjdTpZO0JvmmQN/lKJRmbZVRKLZNROZ6YK5pnowK9qEmQt0VeEwDUBRkVABXiZfvcIOrq6mK199h3Sbs0uVesdeen6PKTe1RKGpZRKauoFEGKPCK/bwvr7VEEAPaFQAVAZYpKK2jcR1spMsCbfnzgKjGMzRr2S4FKHxue5H29Gp5RqazU0PRv99EWaY8i9r8+zS1yfACgPij9AKjM4SvZosl1z8VM+uNIolXeo6S8gvZezBS3+9awB441+EkZFXObafl4efNE/r4/jibpBSk8A2Zo+whLHyoAqAQyKgAqczIpV7m98kACTbDwmHcuK3208SzlFZdTk0Bv6mqjYW9M7oUpMKOZlpt+J33xH11IK6AOUQEUGajd4XlU5yi6uXdzsZmitbJOAGB/CFQAVOZEYq7eXjyW9tO+ePp883mlZGLLk7w88K3QjIzKir3xIkhhp1PyxIVNH9KKBrQOs9KRAoBaoPQDoDIndDIqyTnFFn/93w9rG1BD/TzpnsEtyZbqk1HhQIVN0pk0yzsx94q1XckKAOwHGRUAFeHVLGdT8pX7vAMwN9fqbqzXEGl5JbTrgnaS6y8PDaQwf20ZxeYZFRObaXnzwgvp2mzKnBu7UFSQNx26nE3TBrcUmxwCgPNDoAKgIufT8qm0opICvNzFNe80nJpXbJER99ybMmPZASqv1FD7KH9qHaG/N45NMyomLk++kqUtfYX4eojdlp8d29GqxwcA6oP/kgCosD+lU9NAZYBZSm6JRV57+7l02hOXKYaufXBrT7IHP0/zMipyoNI8xDaTcwFAfRCoAKjE8cQcmvnTYXGbx8BHBciBimX6VH7YdVlc39I3hrpE226ljy5fL3MzKtq9iGJCfax6XACgXghUAFSA+1Ae+eGAcp+X3HI/hqUCFR6StlPqTZmo05RqaxEB2p4YLmflFJZRQnbtq5riM5FRAWjs0KMCYGfbzqbRXQv3iNthfp60dPoAUfrZHZepV/5oiAvp+WIDQm8PV+pix037eG6Lp5ur6L/p8drfoiH23/8bVmMgImdUmocgowLQWCGjAmBHPCflkaVVmZSZo9uLIIW1lBpoL2ZoV71YYlw+7zDs4Wa/v/Y8s6W5ThmntLySNpxIqfH58s9uq92dAUB9EKgA2Amvwnl+5VHKk4afTegZrbdnTYsw7cn5UoY2q9AQv+5PENdqGJDWLFg/O/LvqVSjz6uo1IitBFgbO6xQAgB1QOkHwA64Z+THvZdp0+k0UQr58/Eh1C4qQO85ckYlPrOQyisqyb2emZB1x5LFvkEebi50R/9YsrfcojK9+zzXJauglEL8PPUeT8gqEhkXL3dXijYIbgCg8UBGBZzKjnPp9H8/HRaNmmrNoizbfZn6zd1IL6w6Jh57clS7akGK3M/BJ2mee1JX02lNDsdn05MrDorbdw9sqSx5tqcbpb2LujYLFP0yZRUa+m7nJb3PiJuLeaYMaxXuh718ABoxZFTAqbIUU77ZLW4HeLvTKzd2ITXhKauzVx6lP44kKTNFbugRTQ9c3dro811dXUTJg0fqbz6dRlMH+ZndlzJt8R4qLqukYe0jaPY4dQxLmzaoJUUFetGQtuH026FEmrPmOH2w8YwodXH569FlB0U5qH0TbfDWOqLhw+4AwHEhowJOY8f5dOX2dzsv0sHLWWIkvVo8teKwCFLcXV1E0HBozmh66+butZZ0bu8fI64/3XRODGtjxWUVInNU08/Gj/OOwzN+OCB2SO7XMoQ+m9K73qUjS+PsyPXdoynY15PuGBBLN0nLpV//4wStOZxIfx5NoqKyCpENYn1bhNr5iAHAnlw0nGd1ULm5uRQUFEQ5OTkUGGi/JZegDq/+fpwW77hY7UQ/b1J3sjcuRfV+Y4NoEF3xwFUmN7VyUDLmw61KQ+2DQ1uL7ArvIDxlQCzNvamb8lwul8xeeYTWHk0Wy39Z63A/+v2xIeQnDVpTI+5DGf3BFqVxVldkgBdteXqExfY6AgDHO3+r479YABZw8LL2f+Bc5ugolQ14511u1nz2lyP037l0yi8pp7l/nqC/jiaJUpEl8evJ72Foy9k0EaTwHjvmrLzx9nCjnx4cSIPbar/nq60XRJAi/2zp+SXKALUHvt9Hqw8lKkEKm31dJ1UHKYxnqUzqXbXaiW14aii9eVM3WnJPfwQpAI2cuv8FAzBRSXmFsk/OaxO6iE38Hvx+H60/nkK3LdglHl91KIGu796UVh7gpbpxFOzrQb/NGGzWhn+c4eAGVxcXF2UOCm+Wx5vtfbjxDH387zma1KsZPT++k5hXws/noWUfbTwjnn9tpyizf7aoQG9aet8Auv+7fbTxZNVSXm6yffX3E+J4OPAqKNUe2+S+zUXQxk2oIztFkiMY370pzd9wRmmy5eZiYw3GAND4oPQDTuH3w4n02I8HKdTPk/a/OFIEEmdS8kTZpLY/4Tf2iKY+LUKoR0ww9YwJpkxeJuvroQQi/Ncjt7hcBCOv/X6CFv8XR9FBPiJjcyQhh9LySsjHw018T2JO7aPueTPATbOGi8CjvsHY9zsviWCEl/Jy06kuXkHz+sSu1Ds2hBzRqoNX6ExKPt3cuxm1jUSQAuDMcs04fyNQUTn+H/v51ALqERNEAd4e5Ay4RBKfVVgtk8ENoFzOuKl3M3Hy57IHN4ZyhcbfoHzx9/FksTLk6nYRNK5rE+r/5j+iDPLI8Db0zNiq1S3f/ndRzBBpF+lPH248Kx4b2SmK7hgQQ/cu2af3mry65EJaAfVvGUovXd+ZfL3c6P5v99GF9IZNhuWx+IE+HvTs2A40tmtTsgSeqzL+4+2iDNS/VSjd2jdGZCX4MwMAUDsEKg3E6Xo+qV3bKVL8D/vjf86KlQnTa1hGagn8a9h2Np26Nw8SqyEY/2991AdbKLuwjAa2DqMfH7iqXv8L/2LzeWoXGUA9Y4OrTQU1hk/4UxftEcHBGxO7WjwFP2/tSdFrMeeGznTP4FaiNLL3YqbY3XefNOqdsw+uLi6ir4ODlcevbSdOyFziOJqQQwekfhReQfPv/w2noe9uIh61cfL1seTlbvxkzaUZfp+PbuslggfOSPAKE3PcO7gVFZSU0x9HEsWfh+lXtxLBFY+Bf2Boawrz96Lv/rsoltaO6hxFob6e1QaZWQr/bgtLKqz2+gAA1oJApYHeXX+KPtt0Xu8xnvuw+/mRZC28LPPxHw9Smwg/+u3RIXQyKZfeXXdaZAPkJZ1HXxkteiH4uQu3XaC3/9ddZFmiArzESZ2rFXLJQvb8qqNiwJhs7k1dacqAFrUeCwc2b687JW7znI9Pbu/VoJNpZSVRYWk5bT+XLsorw97drHx9z/PX0q0LdlFcA7IW703uQbN+PkxNg7xp5+xrTf4+/qO/60ImRQZ60a1f7aKswlJ6dERbMQl29aEEkcnh15w3qZv4TIZ1iKCHh7URnzF/r+FnDQAApkGg0kC8y+yYD7ZScq5+z8GeF66lyADT+gv4f+5tI/xN/t/u5C//o70XtdkEzhzIMzO4H6GkXFpqGuFHfp7uIqNg2Gdx5Eq2KC/8+vAg0cR5IS2fXv7tuAgOdPEY9T8eu5o6SKtiftxzmT7ffI5u7x9L9wxqJQKisR9tFSUQFu7vRZtmDaPle+KpT8sQ6hUTLE7QvLKFMy5cmorw9xIzOnh5LO/Oy1/nJaccpEz+cqfIDLUM9xMDyLiHhLNUMt6Aj4MyeUgbD/26nFFIwztEiuFf3M/Bx/iDFGzxZ8PvN7pLlAgeTiXnibLHin3x1Ds2mFY+MpjqIzW3mMoqNUrGiQMn7nu5rltTahuJfWYAABp1oPLZZ5/Ru+++S8nJydSjRw/65JNPqH///nbtUeFhU/P+OilO+nwiTc8vpW/u7ksjO9e+auNSRgF9/M85+vXAFbF6wd3VVfzvm/smeEjXIyPaUnpeiRhlfiwhhxZujxOlDd3VHLr+euJqMezrT2maaV3en9yDrukYSeM+2qYEWlw2ua5bE5r750lRXurWLIgW3N1HzBxZsPWC8r28CoaDhfjMIlFGkVfvcn/H2VTtOHPOMCRJTaMcVPB8D+75eHh4a7p74R5qE+kvmjmX7bksgpWayP0gspmj2tPDw9sY3dmXS3FcXokJ9aHh7SPFxFY2/du94nPj1S0cWPCKnk/v6G3S5wQAAPbjUIHKihUr6O6776Yvv/ySBgwYQB9++CH9/PPPdPr0aYqMjFRFMy3vHcOBx11XtRCrKmrDg6t45UJdOPPAmRLdT/++Ia1EWYczEOztm7vRrf1i6df9V+j/fj6sPI8DjbsHthC9Eq/8fkLvdTnQ4ObSn/ZdEcOy+HhHd44SWQ7OfnAAwz0vteG+j2+m9hVBzH/nM8galj9wlbJsWC4BRZq5GuaVNcdpyX9VA954GBrPDQEAAHUz5/xt9zkq8+fPp/vvv5/uuececZ8Dlj///JMWLVpEzz33HKnBjT2jRaDyw+5L1C7KX/zvnZe+fnBLT3Fy5QZPDk4m9W5mUpDCeP8V3cDgoWFtRFaBd4nlUeKsfyvtkK+b+zSnZiE+Iltzc+/meqPQk3NL6Mst58WKj5ScYtGMykEK4wzFmC5NlOc2DfKhhVP7iv1w+P25zPHGTV1pePsIUcrhPg+eO/LcuI6i9MIZETlQmTGiDT06oh1tO5smgqkOUQHiONYdT1ZGneviHYF58BivwuGyDy+rHdu1CX367zmRleGVNR/d1pOeWnGIxnVtanaQwgwbg7HDLgCA87FrRqW0tJR8fX3pl19+oYkTJyqPT506lbKzs+m3337Te35JSYm46EZkMTExNlme/Mwvh5UAQDZrdHu686oW1PO1Dcoci+OJuRQR4CWmiXJPBu+zwsO3uBTCJ3cum/CU0YFtwkSZgzed45Ut8u6wHBw88sMB8vdyow9u7VlnwyaXjS6mF4g+Ct5tduT8rcrXds6+RgQnhnaezxAzK2aMaFttiTA3vXLDLuM/Gg8t3U8puSW0dPqAakuE5WWy8/46JX5WbmrlbNCWM2n02DVtqUKjoUCDJdWc1fF2d1N6d5JziinEz6PGlTq1WXs0SXxWsq/v7itW2gAAgLo5TEYlPT2dKioqKCpK/+TC90+d0q460TVv3jx69dVXyR54TxXOIHCDJZ9UeQnvX8eSlX4NxkEK48wK903whXEwMFHaeM0Y3S3seZw4l11MxcGOvHyYh2Rxn8a6Y8n08g2djQYpjIMkvhgjBymMg6Sv7qr9WPgz4ZkjMg6YanptZnhM3KtTX81D9F+LMzUAAOBc7F76Mcfs2bNp5syZ1TIqtsABAe89wpfTydqJpxyYyMGJrtv7xZK9fHhrTyr9X6VewOGsDEs/psyIAQAAx2LXs1l4eDi5ublRSkqK3uN8v0mTqt4KmZeXl7jYG6+CkVea8NyTuwe2FGPYuUzCDbfck2EvnOHQ7WFxZrzUmSfYFpVViGtetQQAAM7FroGKp6cn9enTh/755x+lR6WyslLcf/TRR0mteHnszw8NFPNWuMdEtv3Za+x6XI0Nl6a4yfhcaj5FB3tjABsAgBOye32ASzncPNu3b18xO4WXJxcUFCirgNSKB6HxBeyLyz3aQAVlHwAAZ2T3QOXWW2+ltLQ0evnll8XAt549e9K6deuqNdgC1NZQyzsaAwCA87F7oMK4zKPmUg+oF4+45+XQ47pV72kCAADHZ/fJtA1hq8m0AAAAYJ/zd+NYHgIAAAAOCYEKAAAAqBYCFQAAAFAtBCoAAACgWghUAAAAQLUQqAAAAIBqIVABAAAA1UKgAgAAAKqFQAUAAABUC4EKAAAAqBYCFQAAAFAtBCoAAACgWghUAAAAQLUQqAAAAIBquZMD02g0ynbRAAAA4Bjk87Z8HnfaQCUvL09cx8TE2PtQAAAAoB7n8aCgoFqf46IxJZxRqcrKSkpMTKSAgABycXGx9+E4bFTLgV58fDwFBgba+3AaLfwe1AG/B3XA78H5fxcajUYEKdHR0eTq6uq8GRX+4Zo3b27vw3AK/AcQ/yDYH34P6oDfgzrg96Ae1vhd1JVJkaGZFgAAAFQLgQoAAACoFgKVRs7Ly4vmzJkjrsF+8HtQB/we1AG/B/XwUsHvwqGbaQEAAMC5IaMCAAAAqoVABQAAAFQLgQoAAACoFgIVJ5GQkEB33nknhYWFkY+PD3Xr1o327dunfJ1bkV5++WVq2rSp+PrIkSPp7Nmzeq+RmZlJU6ZMEWvlg4OD6b777qP8/Hy95xw5coSuvvpq8vb2FkOA3nnnHZv9jGrXsmVLMXjQ8DJjxgzx9eLiYnGbf0f+/v508803U0pKit5rXL58mcaPH0++vr4UGRlJTz/9NJWXl+s9Z/PmzdS7d2/R3Na2bVtasmSJTX9OtauoqKCXXnqJWrVqJf6st2nThl5//XW9Ud34+2AbPNDrySefpBYtWojPedCgQbR3717l6/g9WN7WrVvphhtuEIPU+N+f1atX633dlp/5zz//TB07dhTP4XPS2rVr6/dDcTMtOLbMzExNixYtNNOmTdPs3r1bc+HCBc369es1586dU57z1ltvaYKCgjSrV6/WHD58WHPjjTdqWrVqpSkqKlKeM3bsWE2PHj00u3bt0mzbtk3Ttm1bze233658PScnRxMVFaWZMmWK5tixY5off/xR4+Pjo/nqq69s/jOrUWpqqiYpKUm5bNiwgc+Mmk2bNomvP/TQQ5qYmBjNP//8o9m3b5/mqquu0gwaNEj5/vLyck3Xrl01I0eO1Bw8eFCzdu1aTXh4uGb27NnKc/h36+vrq5k5c6bmxIkTmk8++UTj5uamWbdunV1+ZjWaO3euJiwsTPPHH39o4uLiND///LPG399f89FHHynPwd8H27jllls0nTt31mzZskVz9uxZzZw5czSBgYGaK1euiK/j92B5a9eu1bzwwgualStXin9/Vq1apfd1W33mO3bsEP82vfPOO+LfqhdffFHj4eGhOXr0qNk/EwIVJ/Dss89qhgwZUuPXKysrNU2aNNG8++67ymPZ2dkaLy8v8QeM8R8k/kO9d+9e5Tl//fWXxsXFRZOQkCDuf/7555qQkBBNSUmJ3nt36NDBSj+ZY3viiSc0bdq0EZ8/f978l5RPmrKTJ0+Kz3znzp3KPzCurq6a5ORk5TlffPGF+Idd/syfeeYZTZcuXfTe59Zbb9WMGTPGZj+X2o0fP15z77336j02adIk8Y8qw98H2ygsLBQnKg4YdfXu3VucSPF7sD4yCFRs+ZlzkMp/F3UNGDBA8+CDD5r9c6D04wTWrFlDffv2pcmTJ4tyQa9evejrr79Wvh4XF0fJyckixac7unjAgAG0c+dOcZ+vOcXHryPj5/M2Bbt371aeM3ToUPL09FSeM2bMGDp9+jRlZWXZ6Kd1DKWlpbR06VK69957Rfp1//79VFZWpvc74JRobGys3u+A06NRUVF6ny/vtXH8+HHlObqvIT9Hfg0gUV74559/6MyZM+L+4cOHafv27TRu3DhxH38fbINLllyG47S/Li438O8Dvwfbi7PhZ27Jf6sQqDiBCxcu0BdffEHt2rWj9evX08MPP0yPP/44ffvtt+Lr/AeT6Z4A5fvy1/iagxxd7u7uFBoaqvccY6+h+x6gxXXh7OxsmjZtmvL58F9q/gegtt9BXZ9vTc/hYKaoqMiqP5OjeO655+i2224TgaCHh4cI3LlPgmvuDH8fbIM3ix04cKDoD+LNYzlo4eCdT1RJSUn4PdhBsg0/85qeU5/fiUNvSghVu0hz9Pvmm2+K+/wP87Fjx+jLL7+kqVOn2vvwGqWFCxeK/8FzQxvY1k8//UQ//PADLVu2jLp06UKHDh0SgQr/LvD3wba+//57kVVs1qwZubm5iSbw22+/XWQYAUyFjIoT4O7tzp076z3WqVMnsYKENWnSRFwbrjDh+/LX+Do1NbVa6pa7v3WfY+w1dN8DiC5dukQbN26k6dOnK4/x58PlIM6y1PY7qOvzrek53J3PKXUgsVJKzqpwKe2uu+6ip556iubNmye+jr8PtsMrrrZs2SJWjMTHx9OePXtECbR169b4PdhBExt+5jU9pz6/EwQqTmDw4MGiNqiL6/O8JJDxMk3+w8F1exmXCrjeyKlZxtd8EtX9n86///4rsjVcv5Sfw0vf+B8a2YYNG6hDhw4UEhJi9Z/TUSxevFikTnmZsaxPnz6iDKH7O+DfGQeTur+Do0eP6v0jwZ8vByFyIMrP0X0N+TnyawBRYWGhqKfr4v/N859lhr8Ptufn5yf+Q8X9C1yenjBhAn4PdtDKhp+5Rf+tMrv9FlRnz549Gnd3d7Esk5cA/vDDD2IJ69KlS/WWpAUHB2t+++03zZEjRzQTJkwwuiStV69eYonz9u3bNe3atdNbksbd4bwk7a677hJL0pYvXy7ep7EuAzSmoqJCExsbKzrgDfHyZP7av//+K5YnDxw4UFwMlyePHj1ac+jQIbHkOCIiwujy5KefflqsGvrss8+wPNnA1KlTNc2aNVOWJ/MyTV7mzSumZPj7YBv855JXjPCf27///lsseeWVH6WlpeLr+D1YXl5enhhvwBc+xc+fP1/cvnTpkk0/c16ezOel9957T/xbxUvTsTy5kfv999/FSY6XmXXs2FGzYMECva/zsrSXXnpJ/OHi51x77bWa06dP6z0nIyND/GHkmRO8JPaee+4Rf+h18bp7XgrNr8EnA/5DD1V4fg3/42D42TL+h+CRRx4Ry/r4L/VNN90k5q3ounjxombcuHFiJgGfXP/v//5PU1ZWpvccnsvSs2dPjaenp6Z169aaxYsXW/3nciS5ubliaTgHhd7e3uIz4uWwuksp8ffBNlasWCE+f/6zystiZ8yYIU5yMvweLG/Tpk3i3yDDCwfwtv7Mf/rpJ0379u3F75/HKvz555/1+pmwezIAAACoFnpUAAAAQLUQqAAAAIBqIVABAAAA1UKgAgAAAKqFQAUAAABUC4EKAAAAqBYCFQAAAFAtBCoAAACgWghUAFTIxcWFVq9eTWo2fPhwsSuxLbz00kv0wAMP2OS9HA3vkn7DDTfY+zAArAaTaQFsZNq0afTtt9+K2+7u7hQaGkrdu3cX297z13Q30ktOThabe3l5eZFa8W6qvNFiQECAVd+HP4v27duLDRvljTZlO3fupCFDhtDYsWPpzz//JFt75ZVXREB56NAhshfelZs3m1u+fDldffXVdjsOAGtBRgXAhviEmpSURBcvXqS//vqLRowYQU888QRdf/31Yit1Ge9was8ghU9+deFAy9pBCvvmm29o0KBB1YIUtnDhQnrsscfETq6JiYmkVrq7zFqap6cn3XHHHfTxxx9b7T0A7AmBCoANcfDBQUizZs2od+/e9Pzzz9Nvv/0mgpYlS5YYLf1w0PDoo49S06ZNydvbW5yw582bp/fcL774gsaNG0c+Pj7UunVr+uWXX/TeNz4+nm655RYKDg4WAcaECRNEsCTjjM7EiRNp7ty5FB0dLbZrZ59//jm1a9dOvG9UVBT973//q7H0k5WVRXfffbfIBPn6+orjOXv2rPJ1/vn4/devX0+dOnUif39/JXCrDWcKjJU28vPzacWKFfTwww/T+PHj9T4/tnnzZvHZ8Fbzffv2FcfEAc/p06f1nvfGG29QZGSkCLqmT59Ozz33HPXs2VPvdfr3709+fn7i+AcPHkyXLl0S7/fqq6/S4cOHxfvwRT4G+Xdy4403iu/jz5XxY23atBHBBX/G33//vd6x8Pd99dVXInDl4+XPibNG586dE583vxb/DOfPn9f7Pv581qxZQ0VFRbV+lgAOqV5bGQKA2Xj3Ut5S3ZgePXqIXZNl/Fdz1apV4va7776riYmJ0WzdulXsrrxt2zbNsmXL9J4bFham+frrr8UuqC+++KLGzc1Nc+LECfH10tJSTadOnTT33nuv2NadH7/jjjs0HTp0UHYU5mPjnVLlbdv5snfvXvE6/F78vgcOHNB89NFHyvsOGzZM7FIsu/HGG8X78HEeOnRIM2bMGE3btm3F+zPe5Zm3eR85cqR47f3794vn87HUhHdxdXFx0ezatava1xYuXKjp27evsnt4mzZtxM6whrvIDhgwQLN582bN8ePHNVdffbVm0KBBynOWLl0qdlhetGiR+OxeffVVsVss/z4Y71wdFBSkmTVrlubcuXPis1uyZInm0qVLmsLCQrG7Ne8Ky7tg84Ufk38nkZGR4nXPnz8vnr9y5Urx83/22Wfivd5//33x+f777796v0veiZZ3HebnTJw4UdOyZUvNNddco1m3bp14/6uuukozduxYvc+ioKBA4+rqKn5mAGeDQAVABYHKrbfeKk7axgKVxx57TJyodE/Cuvi5Dz30kN5jfHJ++OGHxe3vv/9eBCW6388Bio+Pj2b9+vXKsfG273Lgwn799Vdx0s7NzTX6vrqBypkzZ8Rx7NixQ/l6enq6eA/e6l0OVPg5fMKX8Umb37cmBw8eFN9z+fLlal/jgOPDDz9UAorw8HC9E7UcqGzcuFF5jLeZ58eKioqUz2nGjBl6rzt48GAlUOFAiZ/PgY4xc+bMUZ6ri7/nySefrHa8999/v95jkydP1lx33XV638eBpmznzp3iMQ7KZD/++KMIrgyFhISIIArA2aD0A6ACfI7itL8xXJbhZk0uFTz++OP0999/V3vOwIEDq90/efKkuM2lCS4dcGmDyy184fJPcXGxXgmhW7duoiQhGzVqlCgzcSnprrvuoh9++IEKCwuNHiO/FzcIDxgwQHksLCxMHLN8HIzLGVz6kHE5KzU1tcbPRS5lcOlJF5dv9uzZIxqRGb/3rbfeKnpWDHHDsu77Mfk9+XW4rKNL9z5/Tvz5jxkzRpRXPvroozpLVTIuN+niz4HLRrr4vu7nY3i8XG6Tfze6j/HvLjc3V+/7uOxX0+8HwJEhUAFQAT5Z8coNY7iXJS4ujl5//XVx4uZeE91ekbpwL0efPn1EsKN7OXPmjGjClHH/gy4ObA4cOEA//vijOMG//PLL1KNHD8rOzq73z8mrhHRxcFbbwsPw8HCl/0UXByTcfMz9NByk8IX7P3799VfKycmp8T3lYLCystLkY168eLHoE+HeEO6J4RVIu3btqvP7DD9PUxk7XlN+Bl6FFRERUa/3BFAzBCoAdvbvv/+Kpbc333xzjc8JDAwUGYOvv/5anCz5hMwnJpnhiZPvcyOmHOhwUys3jLZt21bvEhQUVOuxcQAwcuRIeuedd+jIkSOiAZeP1xC/FwcOu3fvVh7LyMgQGYvOnTtTfXH2hX/2EydOKI/x+3z33Xf0/vvv6wVenDniwIUDK1Nxxmfv3r16jxneZ7169aLZs2fTf//9R127dqVly5aJxzkDVVFRYdJ78We0Y8cOvcf4fkM+HxlnxjjLwscJ4Gzc7X0AAI1JSUmJmAvCJ7eUlBRat26dWMHDqzx4xYwx8+fPFxkNPgnxrJWff/5ZrBziFSgyfoxLDTxThEs0XBaRyyBTpkyhd999V6z0ee2116h58+Zi1crKlSvpmWeeEfeN+eOPP+jChQs0dOhQsZJn7dq14n/x8oogXbwyiF///vvvF6tWOBvDq2d4dRM/Xl/883KgtH37drEqST4uzrDcd9991QItDvb4537ooYdMen1e2szHzJ+dnDHhgIzLXYwzWQsWLBCrdzgI4sCLgz75d9WyZUvxHA6U+HPkn7umZeVPP/20yIbx75F/pt9//138DjZu3EgNtW3bNnHMumU1AGeBjAqADXFgwkEHn+B4ae6mTZvE/Ateouzm5mb0e/jkxxkNPpn269dPZDU4aNAdEMfLZHkZL/c3cLaBswry/9S5L4TnjMTGxtKkSZPE/+z5JM//A+dsRU04EOIT6TXXXCO+hyeg8ut26dKlxhIJl5g46OIeGS7p8HEalnvMxUuG+WeTSx0ciPCJ3lg2iAOVffv2iWDDFBzEcaZk1qxZSomNe1Lknhj+7E6dOiVel0s+PB13xowZ9OCDDyrvx79HnofDZZfasjkcaHGPy3vvvSc+Qw7o+DPjZccNxe/LAReAM8JkWgAHxz0Lq1atUjIOzob/ieIm3aeeekppnrUmbiLmjJXhjBO1On78uAgmueeorlIegCNC6QcAVB+IcfmF+3gsjVfJcKaIV/VwRoszE1yK2bBhAzkKXoXEWTQEKeCskFEBcHDOnlGxJl5FxcuODx48KEph3H/z4osvihIZAKgDAhUAAABQLTTTAgAAgGohUAEAAADVQqACAAAAqoVABQAAAFQLgQoAAACoFgIVAAAAUC0EKgAAAKBaCFQAAABAtRCoAAAAAKnV/wNAyD9tK5aliwAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J023803.12+054526.1_sdL0_OSIRIS_GTC80-15A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J230711.01+014447.1_usdL4.5_OSIRIS_GTC63-13A_Primeval-III.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J230711.01+014447.1_usdL4.5_OSIRIS_GTC63-13A_Primeval-III.fits\n", + "Reading OSIRIS FITS file: ULAS_J125226.62+092920.1_sdL0.5_OSIRIS_GTC80-15A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J125226.62+092920.1_sdL0.5_OSIRIS_GTC80-15A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J011840.73+084424.7_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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HpDc1mr9mx44dLj4z/4GMEACA8fy2NY6OJKTa3HcsQyqgTr6WZXG/rTlD2qUx5Y9mjp2U+5SgR35uvSU0rw2Exo8fT+fOndO9jzNDnHXZvn27M88NvPwvCgAA8H48A+iV33erbsutAVIraJnK1rxFud1erhEqHhBgHuSoBERJ6QYNhEqXLi0u1nAw1KVLF2edF3gpvU4AAADwXinSUpQiNUMnI3TD9u70toql5bcGuUaoeGAxUhrQTGTwjJBsy5YttGrVKkpISLAYsDhp0iRnnRvYwd2NenJXAQAAGFNahuMZIbLxfiPXCPESmNJhXDwogPf2yLs99/4kqVh6yqqjlHI9i+5rU4061ylLhgiE3n//fRozZgzVq1dPDFaUi6e8rX0enA/t8wAAxqL3B6xeIJRZ4NKYrRohzUBFZWlMGj6k1AjJGarNJy7T8cQ06lTbM0FQoQKhyZMn0/fff0/Dhg1zzRmBV0PXGACAsegVRqcWIiOUk2Oid/7eT13rlbXI3lhrny8uFRaZ8p4+XTq2csygImz46va9xgICAqhjx46uORvweugaAwAwFr0AR39pLFt8tBaTcOaGt9t48LvNFvfJSSex11heRihIJyOULgVmyrkFGCkQ4mGEU6ZMcc3ZgNdDRggAwBcyQtbb5ytG6m9BZYtqaSxbqhEKLGYRCF2Ttu/IzAu+PJkRcnhpbOTIkWJrjVq1alHDhg2pePHiqvvnzZvnzPMDL4OMEACAr2aEcux+Ts74yHOF5KUxOSMk1whtOH6JTiamqQYqekNGyOFA6PnnnxcdY926daMyZcqgQNrPYI4QAIAPBEK6c4SyxceaMRF0Numazee8lJZB5UqGmq/Lbw1yjRAXWHOMw3HRs7MshxsrM4YMlRHijVfnzp0rskLgfzBHCADA+EtjervLZ+YFTE93rUVNqkTSV6uPWX3Oi1fVgZBFsXReGUVQIAdCxaxupaHcbKsjzetqhKKjo8WyGHiHYja3wXM+LI0BABg/IyTX6WgfVyqsOL3apz7ZkpiaPwtIWyPE2SClRoiXz+yJcQzVNfbWW2/RuHHj3LLbPHgfLI0BALjWzA0nadWhBKc9X4ZORuhalvVAKJiHIBbg6vUsG5Ol8zNEHODYU0Jjax8zr1sa++yzz+jYsWNimGKNGjUsiqWx35hv84Zx6AAAvmrfuWR688994vOTH/ZzS0Zo0tJD9O+RRLqclpvlCbEjEEq5dsP67vM5OeYyCqVGyKcCoYEDB7rmTMAQEAYBALiOEowoGXh5Do+zM0K8nHUhJYM+W3lUdV9IUKD4OOHupjTq9910701VafaWONVjeFsMq0tj0mRppUbIpwIhXhYDAAAA51OCEGVz0jIlQor8nNeljNA7AxvTm/P3mjNFB86n6JxDbvA1qHVV6tWgvOjs0gZCFktjqoGK+dsxBQYEeH0gFFCYDVc3bdpkcTvftnXrVmedF3gpOeoHAADX7QuWJO3SXhTKJqcjb6lL97eppuocOxh/1eLxIcXzQ4PSEcEUFpwfnNmzNMaDd7NVNULkW4HQM888Q3Fx6siQnT17VtwHvg1hEACAe1rd5V3ai+JSXocXZ5c44FCKoXmo4oWU6xaPD9Ysx4UX1wmELIqlpYGKOfn1pJwNsifEMVQgtH//fmrZsqXF7S1atBD3AQAA+Jq4y+nmgYOudD1vmwuWlO6cjFBiXt1RmYhg8TEsL7DpPGEVnbli2QGurUvSq1PiZTuZvFjAQZBSLM0ZIXumRgcaaY5QSEgIXbhwweL2+Ph4CgpyuOQIisjdPztYGQMAf7P99BURNDyks9moKzNCV5wUCF1KzRAfY0rm1huFSktfyw8k2N0pprcvmV5HMQdBvFM9CzRAsbTDgdAtt9xCo0ePpuTkZPNtSUlJ9Prrr1OvXr2cfX4AAAAe9dvW3HKQTScuu/xY8nyfazrbYBRlaSwmIsQi66SoU74EFWWUinavMVVGyJ6BitLmrO7mcArnk08+oZtvvpmqV68ulsPYzp07xVyhmTNnuuIcAQAAvKKTy50ZoUwnTPKPT74mgisORsrmZYS0y1rsnlZVae/Zfebls4JwQbStpTFliw1e8rJroGIxAwVClStXpt27d9PPP/9Mu3btorCwMHr44YfpvvvusxiuCL7HhHJpAPAzchdVeuYNCg92XRmIPPxQ7iArrM15WazGlSPN3V/DOtSgGf+dVD2uaZVIWvFyF4oODy5URki+LtcIiS027Hg+Q80RYhERETR8+HDnnw0AAICXyZYyMwkpGVQjJsgtGaEsnYnQjjqakCo+Nqkcab5tTL8G9MeOs6rMUKmw4lSrbIlCb8Ct3XQ1x0ADFYs+shL8apaPfGjMFAIAfyAHDAlXcwuP3bM0luO0SdUx0mBG7gJ7qqt68/RSocWLWCMk3SfVCHGA4+1bbCAQMiD5B66YRwMhNx8cAMAD5Jk5zprtY41cyOyMQEhpwS8drg50ykqBUWBAMYouoDbold71RLfZ67fW1w2ErG2xYXeNkNGWxsCz5BSkJ3nHWQAAuC8jpFdo7LqlMZPTMkI8IVoWWzbC/Hm5krmDFm15plttGn5zLO04naRfI6QJhLLylhM5+xRgR8oFGSFwiJfEQV4TkAEAuJK8nYQ2EOLAZd72M3T8Ym4tjjP3BXNGsfSVvAxWaU0RdK1y+fVAoTqTo/UUDwwwByyWNUL6AR1PsQ7wta4x3l6D01xVqlQR1zdv3kyzZs2ihg0booDazwIQLzkNAACPZITOJl2jjh+uFJ9zfHD8g37OzQi5MBCSa4LSMuyfV8RzgQpaGpO/Dw6e7AlxguxJG7mIw0e+//77adWqVeLz8+fPiyGKHAy98cYb9Pbbb7viHMFLeUtABgDgSilWAqEpq45azYg4IxDiVvr/jiaal7ccxcGJMp26dIRlMfTUB1qJjM3zPerY/Zz5GSHrk6Xl7yPEzoyQB+MgxwOhvXv3Ups2bcTnv/76KzVu3Jj+++8/MVdoxowZrjhH8KIABJ1iAOBP+A3+qpQxkff/OnPlmtOPJwdC3OJ+/7RNdNtna3Ufe8NGxoizPK/N3UOZeUtt2owQ69O4Au0b35seaFfd7vNTJkDbmiyt7GyvbOCqFwfFxkRQ5agwY2aEsrKyxH5jbPny5XT77beLz+vXry/2GwPXc9ZfHkWFmAgAfN1VzS7rylITu5yWYXdgYi+97S/OJVvuEP/O3/upxTvLxGawejhbNSdvaxAORsLzhilqFdfZUNWepbGCaoSUrUKKW5kjFBESRINaVzVmRqhRo0Y0depUWrt2LS1btoz69Okjbj937hyVKVPGFecI3jRHSPocS2MA4E+F0tos0EXNTKGU6zecmhGy5bt1J+jq9Rs0c+Mp3ft3ncnt7lKWxexpYbdHYF7EIg+ZZMoARe2mrMFBgbqBEO9SwMtyhswIffTRR/T1119T165dxbYazZo1E7cvWLDAvGQGrqX6eXNzpb1qjpBbjwwA4P4/OrVdYmeupJsnJyfmbWaqly0qrOs39AMhOdCQ/xgOs9LxJf+uduYqQpDVjJBmaSzrhjkjZO1tiu9TeLB73vGuMQ6AEhMTKSUlhUqXLm2+nTvGwsPDnX1+4MV1Ot5yHgAAzsa1Nf0+W0unLuUuPdUuV4JOJqaJ+TiHzl+lCpGh5jqZipGhFJ98XVU/5MylMcYBmTILaPaW3CUvVjLU8m38Slom7YpLspq5KopAK11jFktjSo1QENcIWUY5JUKCRCG1wlkZq8IoVC4qMDBQFQSxGjVqULly5Zx1XmCDt8Qf3lKrBADgbMcuptKRhFTzdGfejLRy6dzi3ls/W0sfLzlkntgclVeInOpAG7qjS2OX8uqRTl1Ko9Hz9uhu0qrYeuoKpeUFIqxVdfX7tXMyQjk2M0JKQJfbNWb5PC/2rOtwfZKrYLK0AXm0a0xeEEMgBAA+iutvZKXCgig4KNycIfpl82nxsWzJEHOtizM2SVVqa7SS82qVzmsKp/VmACkF3m1qRFO3+uXo1iYVyNkZoRxT7nJdgPm69TlCco3QiF51qVfD8tSgYik6l+T8rrvC8I5wDAqfifGWoAgAwMC442vRnnjzm7N2dg/vzl412rL8gzczDcnLbBR1bzBebrL2HEobvNKWrtBel4Mj3j+MN1etXiZ/O42iCpKKmuVtNTQJInPXWO5k6fzbK0WFiSCIeUtGyDvOAgodgLh7ecpVBXgAAJ705p/76Omft9Prf+zRLXzmSczVdAIhzggVDyqmClYKK8NKobR8n3b5TW85Tpl7VEKnfqioAqUCZ7lOSJsRym+fV9cIKUtrSm2VN0AgZEDqzi33RiPqZBQiIQDwDcpS1+pDF3UDociw4nRb04oWX8e7uPOcHmcEQkqBsR7lubVLYemZN8Tv4pG/7aIXZu8Qy1XKY7gg2dmCpEDmho1ASLmqzQjJm6ty7dJLPevSZ/e1IE8q1Ku0ZcsWsc1GQkIC5WjyYZMmTXLWuYE9WZkcDx4bcRAA+IhSoUHmOUCXUjNE55Xe0tg/L3SmvpPzJz1zAXXclXSnLI3JG65qKc9tmRHKpoupGfT7tjPi+p0tq1BaRrbLAqFAKZCRZwlZez/InSxdTLdlnm9/oaf923u4isOv0vvvv09jxoyhevXqUfny5VXfoCfb3/yJHHm7PxaRj41ICAB8A7fFK05eShPt8DLuDmNKfYvi7lZVaPvpJKdkhGwNU1SKqJUgp0xEMF1KyxTZn3NJ+ee67shFc6E3T292tkDpfV7uHLPWxGOZEfK+hSiHX6XJkyfT999/T8OGDXPNGYFjgZCbl6fUhdpuPTQAgEtwAKPUtDCeB6TduqJJ5Ujdry0ZWjx/aSzbdYGQ8ty8FKbUJimB0Flp2vWJxHTz8lWJEP1hi0UREJA7IJHfelQ1QlZSQtqMUGhx7wuEHD6jgIAA6tixo2vOBhyvETJ5LgjD0hgA+IIUzX5iHAid1gRCPFBRO8QwpkTu/KBgJxVLK7N35OUnhfLcytJY+VK5hcZpmZwRyg+Elh+4QIcuXHVZsTRTAi1V15i1pTFNRigkyPnBmdsDoZdeeommTJnimrOBQtTpuDkjJI95R0oIAHxAimYbDa75uZI3JfrDO5vQgmc7qrIaMx6+SczomT4sd1spJSOUVcSMUEZeRkhvWrS2a6xcydzNz9MzsilRs/nricS03OcJyV3Oc7ZAZaiiqkZI//2AgzF5jpA8TdpbOBwujhw5kvr160e1atWihg0bUvHi6hd63rx5zjw/8LIaIU9mowAAXEG7WerMDbkbmVYpHUb3tqlm8fhW1aPp1yfbm68rAxWLnBHKC3a4VV+7XYfy3McvpqkyVBwYaYc/KmLygiVnCxJ1Pjm6S2PKspk4folg8b3I5cMhvrA09vzzz4uOsbp164rd5iMjI1UX8O0d4NVLY4iEAMD4tB1iXHtjqy5ISwmE9La7KMzSGE+x1uJd5nnPMN7njLWvVcZ8zKS8Vv/OdWJUX8MF1S7NCOVYLo3JnWqxMbnBmjojFGj8jNAPP/xAc+fOFVkh8AxVAOLugYry54iDAMBgFu6Op73nkumVW+qZt4c4Y2Wrh0E3VbXrOYs7uVhab0nrQkoG3fTecvF5RHAg1atQUnWfEritPZJovr1MXg2Ty2qEciz/MC4ZEmTOUNWMyZ1oXczXlsaio6PFshj4aY2QqmPNrYcGACiyZ2ZtFx8bV4qkfnkDEpWuK26RV2qDxvRrQN3q2beRuLP2GlM61woqco4uESwyKzyTh9v+lf3HlMBDER4c5OKMUI75NiUmklv2Y8vmBULS13pjIOTwGb311ls0btw4Sk9XV9SD+8gt8+6OReTOABRLA4DR9hNT7D6TO/uHnc3LCMmBT+Wo3J3m7aEUS/+27Qwt33+hyEtjocUDzc+pJyosWBV0nE/JDYQquGnLiqC8QGj4j9vogWmbxOuq/JEsB3GxZUtYTKMOKe4DS2OfffYZHTt2TAxTrFGjhkWx9PbtudE2uCcYcXdGSBWEIQ4CABeKT75Gnyw5TE92iaU65fOXggpj/dFEmvHfSfN1JXhgpy/lFiB3qVeW5u04a54kbS85y/HYj1vp5If9irQ0FhoUILI91nbciMob7hgRHCSKqpUlKp5pJE/KdpXAvOnQHEDyZePxy/mBkJQRqhkTbg7svDkj5PArNXDgQNecCdhNzsS4f46Q/DkiIQBwnY8XHxKBydztZwodXCiGTNukup6c1zLPf9wdvpAqPm9YsRQ91qkmHTifQm1qRtv93M7aRV1pn+fAoTgHDFYiodLhSkZInV2R2+5Lu6hQWrsDPdt88rK5a0x+X6gcFW4R/MjZIcMGQrwsBp4l7y/myYGKCIMAwFUFzeuOJoo9tOQNScOCnbeswgXGc7acpq0nr5hrc6qVCacxtzV0+LmUGqGiUvYa4+nLtpbGlO0+tDVA3Kpep1wJOpKQSoNa21foXRjagY/czab8kawEmEz595Jb5r1xK65C5862bdtGBw4cEJ83atSIWrTw7O6x/sSTW2xgjhAAuKugWca7wYcF267b4VqVHzacoo61y1D9Cuo9wbQOxKfQq3P3mK/HlAgpdGu3tki5qLvPh3FGyFaNUF5GSF6G4kwLt8v/+GgbWn/0Eg1oXolcJUgTCPH7kPK+JAdC3twyX6RAiHecv/fee2n16tUUFRUlbktKSqJu3brR7NmzqWzZsq44T/AC2qDL3UEYAPguHhj4+h97LDY1VVgbGij7ccMpeufv/eJzXkrjSc/3frPRPIXZlqUv3UyF1axK7nuhgutmOFhQtsHQOnYxVWR8eDd7WXpeIBQeEmQzy1Qjr/ZGXhrj75HHAVSMDBMbwbpSoCYQypECobtbVqX/LT9MzatGefUQRZnDZ/fcc8/R1atXad++fXT58mVx2bt3L6WkpIhhi+C7y1PavWQQBgGAs/y+7Yy4KIGM1lXNfmB6eDlNtjMuibadukL/7D1fYBAUXYSaGg5AZg9vZ77e8cOV1Pb9FbobkfK+ZrdOXkudJ6yiPWeSVfcpG6qGBwfarKWpUy63cDxCWhor76aOMf2MUH7Jxl2tKtOvT7SnmY/mbj9ihIyQw4HQ4sWL6csvv6QGDRqYb+OtNnj/sX/++YdcjY/D3WqhoaHUtm1b2rx5s9XHzpgxQ6xHyhf+OqPz1PKUtjgaCSEAcJYtJy/bvN+ejJA2WIrPm69jy3Pda1PdInaksZtqWBZXp+vsJn8h+bp5AvWy/ed1M0K8NGbt1yt3kynba8gzeypYyT65JyNE5vcHLqTmQnO5g+2+NlXF1yhzmwy/NJaTk2PRMs/4Nr7PlebMmUMjRoygqVOniiDo008/pd69e9OhQ4eoXDn9wVelSpUS93tzoVbRMkImjwVC6BoDAGdJy9tM1N4d4vVo61OOJeR2g9kyolddcgZ+o+eaHWVTVOV7kut4tPuaaSdaKzVCHODo/X4deUtd6lA7xtyOLgdC1pbh3NE1lp2TP0dIc5fAy3X7xvf2ytZ55vBZde/enV544QU6d+6c+bazZ8+KXel79Ojh7PNTmTRpEj3++OP08MMPiywUB0Th4eH0/fffW/0aDnwqVKhgvvD8I6NTDTV0YyyiPRbiIABwloIyPvZlhNSPOXrRMhCqGq0uuHbmH8fc7SWTg6L8c8wP1pSJ1or0rBvmbiu936/NqkZRy2qlzdd5qw1PBEKBmoxQVg7XCJHFvmIyDt68NRHhcCD0xRdfiHogXp7irTb4UrNmTXHb559/7rpCusxM0anWs2dP820BAQHi+oYNG6x+XWpqKlWvXp2qVq1KAwYMELVNtmRkZIjvRb54H0/VCCEjBACuoRc0OBoIyZuecgeZXkZo9chu5CraWhi9LJecEVImWivSM/KKpYsH6mZPqpRWF1erlsYiXbPTvJ6gvIGKCnlrEWuBkDdzeGmMAwqeHr18+XI6ePCguI3rheQAxRUSExMpOzvbIqPD15Xz0KpXr57IFjVt2pSSk5Ppk08+oQ4dOohgqEoV/ar6Dz74gMaPH0/eTKf+zi0Q9wCAqxRUDK3Xlm1tICG7nJZJJxJzJ0YruFNLm81wphAHM0J8jrpdY8FBquGIfz/XScxU0rbpl47IL1MpX9KDGaHs/EAo0NcDoaysLAoLC6OdO3dSr169xMWbtW/fXlwUHARx0Pb111/TO++8o/s1o0ePFnVICs4IcfDnTeROBBRLA4AvKCjjcz5Zf4d4+fdimjSJuc37KwpcunK2UIuMkGWxdMq1G6rAh8cGKK3y5q6xkEBVsXHjypG6x+vRoLzoMLuRbTIXUHuiayxTCoSKeWcZkPMCIS6IrlatmsjMuFtMTAwFBgbShQvqDe34Otf+2Hv+PPjx6NGjVh8TEhIiLt5ME454LBOFpTEA4+I5YPxfmFu/jRAInUuy3QE2dsHeAo/hzMnU9mSE9JbGtJkvznSVzZtzpEy45uBGW2SthydJ//tKN/Ec5TxYI5Rp8KUxh2O3N954g15//XUxP8idgoODqVWrVrRiRX6Uz11qfF3O+tjCAdyePXuoYkXvbOEr3GRpDw5UdN+hAcCJeHPPvpPXUpO3ltC+c+pZNp6QcSNblVXQI9fT8JLSMz9vp/+OJYrfSx8tPkg/bTxd4HGULSk40HBHRkhvaUx7m7Lkx8FEVnbub9Xw4kFUpoR9c404iHJnNkiva0wOhHx+aUwpluaMSqVKlUQRckREhNt2n+clq6FDh1Lr1q2pTZs2on0+LS1NdJGxhx56iCpXrizqfNjbb79N7dq1o9q1a4vp1x9//DGdOnWKHnvsMTI0uWvMkwMVkRECMBQOOHincO42Onj+qrhtxYEEalRJf+nFXewphObd4nn5izNYvIv8wj3x4rLg2Y701epjdh2nYt7QwWlDW9NTP22ntwc0IndnhOSggSVfy1S1ziuZq2e61Rb/Nne2rEzeJtBiaSz/vcCAcZDjgRB3XnmqBW7w4MF08eJFGjt2LJ0/f56aN28uBjwqBdSnT58WnWSKK1euiHZ7fmzp0qVFRum///4Trfe+0z7vyTlCbjs0AGisO5JI7y7cT13rlaPX+ta362s+WXKIvl17QpVBOHQhNyDy9kAoO8ckZgnxPluc0VLs1kxn1mpRLYp2nE4SnyvLTR1qxdDOsb2c/l6mzQgpS10yJeujzQgprfM8MJFrhnjvszWjXNfh5tQaoRvZhl4aczgQeuutt8iTnn32WXHRw/ufyf73v/+Ji6/xVG2O5XERCQE4y9GEq7T9dJLodDqZmEaf3tvc5tYE368/IbI6fOHPl7/UReyebs3es8kiCMo9Vn5b+dELBQ8ddLVUG4GQMiuHC6GvpOcGQkpRMbui6bziDqvbPl9nvl4tOtwcCMlDGV3xB702I6TN/mg7rFhSepbFVGlvF2CjWNqVXXleUyMUGxtLly5dsridl574PnA9k6dCEYtiaXceHMB38cybod9voVG/7xbLPLw3Fmd8bDksZXL4DXf9MduPn7LqaKEnNnuydZ6zI6Xz9gFT2s2vpOU//pymm4w3H/3oribm66XDg2lI22ri8+e71yFX0maE5LlG1gIhJQAyzxCS9g/zVkE2i6XJ9wOhkydP6naN8SDCM2fOOOu8wAuLpS1rhNx3bABftiMuyWK4Hu/gPWjqBtp/LkW34PaMZirxhRTbXVXaJRmFvMxUWEVdoh/zZ27Hlzw7RxEYECCCGZaUnhsIXUrLMN+vfR247bycNFOHJy6/PaAx/fdad7E9hStp2/O5JqugQEh5/eXWeW8XaCMQ8tbp0bbYHXouWLDA/PmSJUsoMjK/uI4DI+7e4gnT4HryLx1P1gihWBrAOc7rbA6692xuAPT23/to9vD2uo/nwOGxTrEiaJIDoZUHL9C4Bfvos3tbUItqpUXGadeZ3OUhretZRdsj8tXfd9PWU5dpwbOdVJOO7ZVw9Todv5g7+LBGmQhR78SdULf8b424LTCAKCo8d6YOL41pM0LaAJKDEaUdXSmQ5jfuSlHqrTVcIUSzrJWh89oqASlPjuaMkVIkrWzQ6qqONndkhAKMFwMJdv/UDhw40BztceeWdj4Pb7kxceJE558h2N593o3HRbE0gGvIE4a5WFbO3uzRKQa+eDU3I1K2RAiVLxViEUw9MmOr+Pjyb7to5ctdafmBBPPXaHFBL/9RU9i/5OdsjRMf/959jgbflLsE5YiTiemqJbKOtWNUmRQuvo02L43lfg8Xrl63ul8Xfx+8PKaQgyJXC9Vsi2FraYwzVxmpGeYASAmIuHXe2wVq2ueVn1cj1gc5tDTGM3v4wgMVExISzNf5wstivMP7bbfd5tqzBa/aYsOdO98D+LJLqblv8A+0q0b7xvdR3cdFwol59yvLYspmojElQ6h8Xkv4qkMXadKywyL7o23fVrIm3eqV1T2+3hu2PeRltUuaomV7cWG4toOquPRGy4EQB3yMgzn+/pUCY+25c6cVUwInpiyruUOoJptja2msVFiQKgBS/q1cPfTRFXuNZeZ9T0ZcFmMOh54nTuR2HWgLpaOiopx1TuBIZsaDW2wgDgIoPJ6Jw63r9cqXNAcR0REh5u0WZA9M20SLX7xZfH7vNxvMy2YiIyTVw3y24ghVj87vHFOeKyUvwODlIWVJRruEw7uDO0oOfhKvFi4QOn053WJDUrkriWMiZWf1PWeTqfG4JVafa9HzncTHoMAAev3W+nQ+OYMaVCxJ7lJZs/ymF2AqM3d4KrQcTCqt9hEGrBFSGDQh5Hix9EcffURz5swxX7/nnnsoOjpaDDLctWuXs88PvGhpTBsHYWkMoPB+2HBSTHeeuuaYeWmsjJTJkHGLPC9f8eOUIIjFlAimCnkZIcU5qWaGl414uUnpDCsVVlx3V/PrOpkLRzJZ2uPag7NUQ6ZtpNlb8idCfzq4ucXjeFKxkvXiYZDWvHlbQ9U2E8NvrkVj+zd0a5aCW/ULap9XMnaRYcVVAVB++3yQ4WqEjDxVulCB0NSpU82bkC5btkzsQs9DDfv27UuvvPKKK84RvLVYGikhgEIb/9d+8XHC4kMUn1ffo9SzTLm/pfjrun+zSqrNOo/nLYnJS0Gl8wqJ9bI0/MfK1lNXzBt9chZCW9BblM6xS6n5x7qc19Flr4e+20Trj16ixLznGNWnnur7lZfGKujso1VHs62EN8zfqV4mwoEaIfXSmJK1K2HojFAxMiKHQ0+e0qwEQn///TcNGjSIbrnlFlEs3bZtW1ecI3jJHCG0zwO4hhLgKBmFfk0rUvf6fUS9yJrDF0XtDBcIv7vwgOrrOHDSZjzipKUmtvJAgpQRCtLNCOntiWUPuQBbO9hQxgMcq5cJp+LcApbnWF6nmCI2Rh1EKPjbqxRlGQhxdxl3yykZsrBgz297zkFp70blacm+CzZqhPKWxjQZIaUOzJ3F3c7OCBUzZhzkeEaIt6qIi8vtEuBMUM+ePc2ZCU/sSu+PvGXTVew+D1A4ckGzXBvDwYJCKZqVu8LkIYpycfDQ9tXNt8VdUQdC/+yNN8/fERkhnUCo32frHF7aYicvpel2vin4fGu8tpB6TvpXtR/Y+qOWwx+5PkqmZIF6Niwvam9KSq359SuUpB4NytOdLapYHWboCRyUfv1ga5r1eFsb7fM5qhohJSOkZMaUf1MjdY0pfL5rTHHnnXfS/fffT7169RITpnlJjO3YsUNsbgqu56naHIuMkGdOA8Dw9JaR+D2EW6q1lEJhDiqUOhIFd42x8QMa05NdauU9Lje71LlOjJi/w2+wW05ekWqE8gMGuTD785X6k6f18PC/od9vpi+l4OZKeqZYYuM9wcT1tEx6f1F+BuvL1fnPP2TaJovn1O62PmlQMxrXvyGN6l1fBBgNKpUy39ezQXmLwmJtx5YnKa+xsjTGGbfTl9L1l8Y0GSEjBEJBPrY05nAgxHt38V5fvHEp1wiVKJG7ThsfH09PP/20K84RbNUIuTEcwUBFAOdQBgLymyHvLs4fP7mnme5jlY1Cj2nqg5hcH8SF0zJ+w+1ev5zqNi7Glv+YV9rS9ZbUbFm05zz9e/ii6jaOf+q/uZj6f75OLPW1fHcZrT500eL7SLAyAVsJ+BQ8BfrhjjXNWYYqpfM7spRCY3k7Cm+oEVIoWTdlaWzAF+vo5o9XiWBIWRpThkQqy5bm2VAGWBoLtLo05ic1Qjw8ceTIkRa3v/TSS846J3Cka8yNsYjyl54njg3gC/iPh3VHE80zY3jw36RBzW0ONFTe4JWamkaVSolaDJ4ILbdrKzUnilOX0umullVo3vaz5ts4mJA7meQtLTij48g0aAW/ccu1QvvjU+jrf49b/H7gzBQv0XEHnBYHBUqgZE20NA9ICYRUGSEvCoSUrTY4I8RZMuXfbu3Ri5SV9/rz2AQWd/ma+HlQlhblGUhGmSOkkErAfDsQkrfakPF/4tDQULE8hq023Fgj5KHjimMjEAJwCHdJPfjdZvP1Mnl1Mbb+klaWfJSCag5mvhrSSvx/5Hk5iihNIDSmX0PqXDeGXvl9tyqASMvb3LMow/vkHeuXvHgzLdx9jt78c5/5tjNJ6apaH04gnEu+Loqm5X3CFPYsBykbr8rBgvdmhHLPhZcyD0mBH7eXZ+XkBkI89oDrvy6kZNATM7eZl9EKs02JuwX62NKYw684b7XB/2m1yyLKbfyxU6dONH/+fFFYDc6neuk9mBFCsTSAY/bHq7fLsOevf6UIWCmm5aGIPHAwgNRvOlFSxmRMvwai84zd16Ya/bI5d1YP/36Wd5uXsyz2do7xEtrifefF59Mfvkl8D9rlnJ2n8/c1mzioGU3995g5EOJJ2VrtY8sUeFz5taqa110X4aWBkJKd4+zbkYT8oJHrgJSlMe6gi40pIQIhzqJ54/dhjd/XCHFd0E033SQ+Jicniwt/zq3z3E6/Zs0aUUStt3wGzuGpAMRyjhAAOEK731dMyYIDIW1beKVI/c1DlZqT3M/zn/flW+pSy2pR9P4dTcT1q3kdaqxO3vKM9nZbJi49JDIdN9UoTV3rlrU4HlOCHd4yhPcOq5t3nAlLDtH55GvmAG3yvc3p6a61aMxtDRx681XqheSMlnbnd0/iDjclJpD3QuOgR/mDkgMh/v61HXd6XX1G6RorZsw4yPGM0AsvvEDffPMNdejQwXxbjx49xLLY8OHDad++ffTpp5/SI4884uxzhTzqhJD7whFNxy+WxgAcpAxOtDaJWI82Q2BtF3WlbkZb+8PLTvOe7qj7NU93qyV2qudOs1Q7AiF+E1+dVyQ98pZ65iU9a/t5Kbf3qF+Ovlt3Qrzhf7v2hHnJbEDzymQvuQZIWT4KlpYG9QZFegpn7DgY4rEIC3bl12jF5wWByua6pcNDxL+v0jnGn8vbixhusnSA95+7HodDz2PHjlGpUvltjAq+7fjx4+LzOnXqUGKi5ZwIcMVkaU8WSyMSAnDEBU3HlHYSsR5tEbDecEFtIGTvVgc8y+a3JzuYN84saML07jNJYsPTUqFB1Kp6fumDdrq1/PysbWwZ6tOoguq+6Aj9r7Gmd6MK4jm4pV4RJT2Hty0pKbOh5MGRyqaySkaIA0n539MIG676Yo2Qw4FQq1atxFYaFy/mt0Xy56NGjRJLZuzIkSPm6dPgfHI84tFiaTceG8AXnLcIhMIdDoS0G3vqPS7ExjLR1w+2EoHLD4+0Edflbi1eHvvvWCINmrrBYngjW3M49w/cznXKqgq15UJmmbLDOr9xTn2wlblTSnwfUju8PXjmET8Ht9Sbnz+0OP36RHua+1QH3c1qvY08B0qZsi3/u3lbMOcvk6UdXhr77rvvaMCAAVSlShVzsMOTpmNjY+nPP/8U11NTU2nMmDHOP1vQaZ9359IYiqUBCov/r15Izq0ReqV3PfFRDgyskd8ceTnFVocVD1U8EJ9is/iYMyu3NCxvXtbiIIWDIS6W5sv93+YOOxz+41Za8XJX+n1bHLWtWYZqxETQkYTc4KhFtSjVc/Kb+tQHWtG0tcdpR1yS+XeFdsmsdY3SdCgvwGpdI5qcoU1N5zyPOwMhjiOUrIq87Yg31TkVJiNk1E1XHQ6E6tWrR/v376elS5fS4cOHzbfxpOmAvAIq7iwD32ufz0b7PEChbT5xWSw/scc7x9qdwZCXS7jl2lYNCe+/ZQ9tuz4vq3EQJA9VPHkpnX7edIrG/rlP1LvsGd/bvA2HXlaqT+MK4vK/ZYdp8oojFsXY7IWedei/Y5fEspqybOar+DU6q9m2RJkfJQc/8s+BUZbGggJ9a2msUAMLOODp06ePuID7eao2J0dbI+SRswAwnjNX0mnwNxvN1x1ZxpEzQtY6xoqqU+0YmrM1jkbP26O6ffHe3Db5q3lv4OeScpf2KlpZntMWamuLwcuVDKVVI7uSP/j5sbbU9ZPVqtuUfcVURd5yIGSQpbFAf+8aYytWrBCXhIQEyskbDqX4/vvvnXVuYE/XGIqlAbyePEumjYNLQnINibX6oKJ6pFNNEQhpMxhcGC1nMy7kTZS2VrDNuBOM9y3j4MqoXUTOwEuJz3arTV+syt9jLS3zhkVGRQ6KwqS5SN4syMe6xhx+1cePH09vv/02tW7dmipWrGjYvUWMTJuZcdtxsTQGUCiJ0vygCXc3dehrK0bmBx2u2oeqXoWSoq5ow/FLqtvlLqfft50R/+c5yyPvUabF57j5jR6qN3h/pRSLK5Rf3VaXxgxSIxRQzM+XxqZOnUozZsygBx980DVnBAXSxh+29ily6RwhLI4B2OVi3s7ivPcXZwocIXeWKRkFVwVD2kBIqWliC3adEx8fbFe9wN838g73/sxahsd6IGT0GiEyJIfDz8zMTNUwRXA/bULIXZkZbbG0ZlUUAKxIvJpp9yRpLQ46bm9WSdRf8DRmV5HnAulNwt526or4yJOiwT7WhlTKwY96acwYgVCgj+0+73Ag9Nhjj9GsWbNcczZgFxRLAxiLslu7rSUlWyYNakabXu9BjSpFkqv0ali+wMd0rhNDDSoW3PIPuSpEhhRYYyMHRdqZUd4qyN9rhK5fvy622Fi+fDk1bdqUihdXt0BOmjTJmecHOrRxkLsCEswRAiic3WdyN1utVbZEob6ehxdyx5Ur2fMm/HTX2ob9q98T+jetJLYv4TovHkNQ0NJYuMEzQgEG/dFwOBDavXs3NW+eu1Hc3r17XXFO4HDRMl93Q42QpyIwACKasf6E2IF9ZN4wQqPgTqzTl9PFmwcPFDQyveUzsB3Avtqnft58JikQCjJ4jVCAtfb5Yv4RCK1atco1ZwKFrxHy2NIYIiFwzInENFE30aRKpMPZyLf+2i8+b1olkppXixKZUR4E6G3LCVevZ9EH/xykO1pUphZVo6jbx7mzZBpWLEUlDTxEsGPtMobYxsIbaV+3YKnYOEQ1Wdq7fpat8fvJ0no4I7F48WKx/cbvv//ujKcEG7QBiMeKpREHgQN4cnG3vAFz29/sRdFW9qfSk5SeW2zMhs/cJj7y79wqpcPo7+c6qzYc9bT3Fh6g2VviaNam0/TeHY3NnVdGLjL+6dG21LSq6+qTfJ28FKbNqBQ3YLF0kLWlMYPGyUU67RMnTtCbb75J1apVozvuuEPUD4HrWa5QmTyTESriYTGQ0b8oU4qVScv24CF+py+l0+W0/EBIwT8+cZev0epDCeRN1h7J3ZiUfbjooPnzRzrWIG93Z4vK5o9NKucHPp3qxPj8lhiuxHvEqa4bfGks0N93n8/IyKCff/6ZunfvLvYYe//992nEiBFiyvTff//tmrMErxioaDFZuggB2M64JLrpveViSBv4pqMJV1UBzxFpN/NLqZaBza9b4mji0kOqn+/nftlBXT9ZpQoubLV4e9ry/RdU05l5a4qI4EA69v6tVK6Ua4udneGdgY3pyyEtxceYEo63+oN9GSF5acyIxdJB/rrX2LZt28TS1y+//EK1a9cWAxX5c96Fvnfv3lSqVCnXninYGKjonuNma45TlHjsld925Ra+/raL7m5VpcjnBt6Fi0N7TlpDpUKDaPdbvXNvk4KixLwBg2z6+hM0Z0scHTyfGyg1rxpFPRqUp5TrWbTyYG6259u1x60eK8HDgdAH/xwQwRtvOPrYj1st7m9QsZRh2oojQoLo1iYVxedlCtnqD44tjRmxfT7Qx7rG7M4ItW3blkJCQmjjxo20ZcsWev7556l8+YLnToDzeapt3SITVYTzMOpfDmCfhXvixceU6zfoelbuRpO8jKWYtvaEqBladTCBxv+13xwEsUd/2Cq2dpCX0uKTLZfdB7XODaATUjy3JM8B3df/Hqdv156gH/47ZXVisxH1b1ZJfCzjQC0XWA8c5OBBXhoLlaZwG71rLMDXM0I9evQQGSFeAuNsEGeBjNoq53M1Qh4qli7KYcNDjPEfHgpnw7H8rRoGf72BLqVl0pkr+YHQoQtXqfG4JVa/fviPWynjhvXR5bOHt6P45Gv069Yz5u0rPCE+bzd2eQsKra71ypERdalblmY91pZqlSvc7COwLDBWygvkmqGW0kgCOUAyZEYowMcDoSVLllBcXBxNnz6dnnrqKbp27RoNHjxY3IeAyL20RcbuKpa2GKhYhLWxCIPssgyO4wJnec+qXXnDBB2x6cRlm/fzYELl5zEhJcMt39MjM7ZQzZgI+vCu/E1TORgrSNtYx3ab9yYdDNzp5m14Kw0luJe31eCfqae61qID8SmqAnVDdo0VI0NyKPysWrUqjR07VnSLzZw5ky5evEhBQUE0YMAAev3112n79u2uO1PweNu6M7fYMEpRIDiOC5szbWRzhravbvW+RzrWVF0vGZIfMHPR8Su964kL73Cu7MTuzBohLrxeuDuebkibjfLyV9PxS0Vwxm3xnK16c/5e2nziMn2y9FCBz4luK9DWAmmLjXno4oyH21jUEnmrQH/vGlP06tVL7Dl27tw5eu655+iff/6hm266yblnBz47R6iE9AaHNnrfcPB8Cs3fcZa2nrSezeG/hNvXKqN738R7mtHY/g1pRK+65ttaSZOYo8KD6ZlutcWFlcsLhLieKONGbh1SUQ2ZtpGembWdZvx30nzbA9M2qbKhS/dfoJkbT9GgrzeI7RMKs2cX+B+5EDo40Nh/CAYhEFIrXbq0CIR27NghiqjBjyZLFyGAkWuE0jOd8yYGnvXi7J304pydNG3dCauPKRVWnKIj8ruR7m9bTQQOE+5uSnfldQ/e2TJ3lg2rW76k1VksPERRWWJwVgu9EtjI9T5yIbc1j3bKz2T1qF9OdIoByORhiREGr5EM9LEaIbsCodOnT9v1ZC1bthQfz549W7SzgkLsNUbu32usCOQU8NXrN8iZ9p9LoU1SjQq4J0jWBgyVInPn5gxpW818W2jxANVEaS7I/fah1jSodVXzbVVKh9P42xuJqdFyUBSr2bCUaxNdsTzGeG+wod9vpnnb1XOuWlSLsngsd/rUlgqKK0SG0uR7m1P9CiXpqyG5vxMB5I6wcIPXSBaTMj9y7GPQOMi+QIiXvJ544gmbGZ/k5GT69ttvqXHjxjR37lxnniNoeWz3eee18cvZJWctayhu/WwtDf5mI13wYFu1v5HnAinev7OJ6O56Z0Bj1V+SlaJCzTViHAjpGdqhBq17tTvVr1BKBFIVSoWKIX9aSiDkjIwQzy1SJKVn0b+HL9KIX3epHvPF/S3pgXb5gR0rFRZEUdIWH5WjwkQma/GLN1PfvJk8AL6UEbJW+2TUpTG7wtL9+/fTe++9J+qCQkNDqVWrVlSpUiXx+ZUrV8T9+/btExmhCRMm0K233ur6M/djlhkh4x1Xzi5dz7JeWOsoOTvGE37LG2Cary+QpynLnV1Vo8NVt0UEB4m/hpe8eLMoGLVngNx7dzShdweadLtTyzkxI/Te3wds3t+mZrTIcr07sAldSc8SRdWMY3p5SaBiVFiRzwV8OyNklHlB9uD/w8rvcKMGQnZlhMqUKUOTJk2i+Ph4+uKLL6hOnTqUmJhIR44cEfcPGTJETJ7esGEDgiA38FRtseUWG855LmdmhOTnNep/Sl8JhDgzolWnfO4SEgdIFSPtDxisjegwZ4QcyP5xK7zyc8JZoDWHL4rhjnO2xtn8ujnD25nP44v7Wphvv5KWSaXDg3UbAQD0gh+e4G10g1pXEVPg5c2Ejbo05tC/RlhYGN19993iAu7FwQL/BcqbH1p0a7mra0w7R6gIEdkNab8OW4PzHH5eVSDktKf1GeeSrtGRhFSrS1JFeV4lTc6t88/3qKPKknStV5ZWH7pIw2+Odepxy5XMzfjZO1SRN2/t8vEqalolkn5+rB3d+/VG2h+fIlr6m1WNol1xSXYFY/Ln/DN3U43Sotutbl6gB2BrZIgvjA+ZcHcz8XHErzsN/8en8cNSA+M3DB7S1qp6aXpJahnW89mKIzRl1TFRgNkutoxndp935tKYnBFy4tJYplTIZNT/lK7Cy4adPlopAumZj7ahznWcFwydzZsazd1TQ9vXMGdqFFMfaCXqiLgQ2pnKlQpxaKgi71TPxfnrj16ia5nZIghiP2zQ3x7Dlme61RL/J7mgmwMjDv4ArAlV1Qj5zltvkPQHj093jYFr8IaS644m0uQVuUuMtszddtZqKy8HJBxULdt/QVXw6fKlsSJEQnKNkDOXxrKsZJe4OJtn3JzX2bPK0c1EP1h0oMjPw3afSaKZG046reuPC4b5/HiPrquanwMeEHjnV/+Zs4m2dnMvjLN5W01UigoTXVPa9lquI3B2EMTK5m0Mam9GiIugFUoQZE1BdRwv9axL04fdRG9LxeAA9nWNGT8jpAiU9h0zaByEjJC3SM+8YbOlku+3mpkhoskrDou/Tns2KE/ThrZ2yjkdTUil+77dSE/cHEuPdY51akZIXsJyZrF0lrTkJp/vP3vPixk3UeHFacebvQq9LQyngbecvCK2kFjwbKcinevtX6wXHzl70qdx0bqLeOPRNu+vMF9vFxtNs4e3F5/vPZsspiGfk4I3baBUGBzAfb3mOEWHB9P5lNyMUEU3F6fbmxE6djGVjl9MoyMJ+X9IfLnqqM2vubluDC3Zd8Hq/UGBAdStvjH3EQNPL435zltvoJROMWoW3nf+NQxI/pnhDIN2TorsWt4O3tZqc3gHbLb8gPVf3OxowlUx1bRamYL/OucZKpxleHfhAbqnVVXnFktnuygjJC2NycHWirzXhTMCnFVzdOAd76C+YOc5EQSx3YXYP8ua/fFXHQ6EODBOvJpp/ndcsi9/p3a28Xj+dOcpq46qgiB27GIaFdXyAwn04T8HVbeVdvNO5UqNEC+7cdZPLzXPPxN3TFlPKZp5VSsOJug+55h+DWjW5tM0tn8j8T1qf+4BCkP+46t0uO9suxIkZYSsDVr0maUx3mOMO8PAebh7RXHBxl+0vKwhZzosd583qd70bRWK9py0hm7+eJVqLyV7ArXjialOnSMkn6+jxdL8hmcteJIDIXlWEQ/IU1xKzXTwbIk+XX6ERs3drbqNlyHteR31yG+ugXkvNA+C5EBVwUHoC7N36A6HHPb9FvHvyBs1Ko/V+mTJIZEJ2XoqN3hj3OUhFzc7il/379adEEtw2uCLccbNncqUCBY/p/zzdCU9UxQ7PztrO51ITFNlNrVBkFatshE08pa69NFdTUT2c+XLXUXX2/1tcmcGdbCyLQiAvbrUjRHT0HlJlbeL8RUBqiYC8u2M0JkzZ6hv374UHBxM/fv3p9tvv5169OghrkPhcMuuglP2sWUjdOferDp00SlbbPASiYLfKOpI2xfouZyWv3zCb7R6S2McbJy5co2+X3+CHutc0+46kOyc/AAiQ8p22WPo9M106PxVWjWyq0XRoRwwKsEW109tP50fDPDeVKsOJYhan08Ht6CGlQrODv2xQz1hmDV9a6nYTuHVvvXF0tPTXWvToJvyJyTbwm/asm2nrtBdX/0nfpHc0byy2HaCMxZ/7jwnLic/7CcCXt6OhL/nzXn7ef244RR9cGcTOnkpP9BTfLHqKH2z9rg5IORCe57YPGDKepGB5GBM+QuOg7q9Z5LFPmDWlg0nLT1En63MXU5auu+8bhpcHizoDjyhvExEMCWmZoqfw+d+2SGC3u2nrtDqV7qJLrY90s+9HBDuzOsQ43b3ZS910c0mvdGvAbWuUZq61sUSGBRNq+rRtHNs4ZflvVWQtPWNzy+Nff/995STk0Pr16+nv/76i1588UUxV4iHLPLu87fddhtFR0e79mx9OBAa++c+cVn5cheLJbKzV/Lf5ELEFM/C1epw8KDYey7ZjkAoP8vAbzTaLMyOuCRqNn4pXc37PnjTTaUupSBSvGLOCPEbva1fEpx94SBGKfT979gliw0u5YyQknV5eMZmVfDIb/q8sSZ7++99Vs+Zn4uDKA48rCV+OFjhN1sORDhjZG8gxNk5xaW0DBEEKf+W83acFRdu51Z0nrBSTFfmpTm5S+OXzacppkSweA49yi7wnIr/54XO4nXg4IeDxPMp10UQwfVOX60+JnZTZ092qUWv9a2vep745GvmIIjxTuzVdZZXeS8xd2tWJUr8O3DTgZL546XA+TvP0j2tqtBMnY6wznVizIEQT/y11u3CRd4Dmudv8wFQFL4WBGmDH4OujDlWIxQQEECdO3cWF54gfeDAAREUff311zR8+HBq06aNyBTdd999VLkyfnk4sjSmWLQnnp7trm7DTb52QxU0ZN6wPc/HWuE1L28pTiaqMwhj/9wr2oonDWomljyW7rtAp6Qsw8lLabRoz3nzmypP1uVBdLJ953KXaeZsOS062Cbf28KcseGgZMz8vdS8aiQNvqmaKiPExdJc7Nv/i3XUvX45sbs4Z3ZqxkSoshaP/LBVdUy9HZDl9nl+sz984apolZZZWxbiOhOup7m5TllafzSRZm+Jo7TMG7TgmU6q89WSs1BcS6Q3LZmzcZzNqRYdLoLZdVLX1o7T+rNr9kmZjLjL18RF+b5kn0sBijVKpof/eONz4Izgd2tPiJ9B7SDBqf8eoye7xIoAj8+TMyb3T9ukegz/7ovP6xRT8OPkPeTchYMaDoS4C1P2v2WHKeValm5GSN4bzJem/AK4W5APtM8XqVi6QYMG4jJq1Ci6ePEiLViwQFzYyJEjnXWOPistw3JJSHkfX3vkonhjaVGtNCVdUy+jzNVsBKkNqLgGJjza8p/2nPTGxX89P9W1lnjT5nkqvMTC7mhRmZ78KTdbIvtmTW4xNuMpuhwIaVWMDBWZjlfn7hHXOavxYLvq4nMeE8DZi18280TSqpqBitnifLhO6pfNcSIAkWM73ttpSNvqFoGXXGfDmSIONuTbOHjR229MyQRo/5oZ9+c+WrgnnqavP6l6PGeUkq5Z77JKzchSZd04k/PPnnjx5vxmv4Y05s+99Je0m7mW3hs1s6fuy16NK0eaP3+8cyy9/sceEfDqTYRm/BpwFujXrZZLguaRDZo0Gdc/eAL/H5G93KsuTVx2mOKTr4tCf8a71MvnKwdCHLwCQOHIwY9Rl8ac9udb2bJl6dFHH6U///zTpUHQlClTqEaNGmKfs7Zt29LmzZttPv63336j+vXri8c3adKEFi1aRN64NKb4dWuceEN/8LvNdMeX/4nlIn6TdySguiQtu8j4jU329t/7LepV/tmbu3+SLdY6g7iOqOU7y8zX35y/V/xVfuZKuurNhs9PvcVGDh25kGp1qe+njaep7+S1uq8fZ26enLlNLNENmbaJHvo+/+eBi3p/3nja4uvk6cG8vPb9uhMWAZKMlwXlc+Id1Cfc1VS3Q4vrb175bRc99fN2+n3bGRo+c6vNIEhWr4ClyqLgLJD5HJtXouKBxawGQYwDU70gqF+Tiub9vbQ8FQjVr1jSnDW8vVklevzmWIs5LdqlvmjpZ9ja/xcAcDAjZMw4yFgDFefMmUMjRoygcePG0fbt26lZs2bUu3dvSkjQb4P977//xDIdB2g7duyggQMHisvevXvJG6TqdLLwm9Ntn68zX0/LzKZkneyLrYBKru1h/Jc/L3dolzJmbTptUa/CGZmCyPsqyfSyRPyG2umjVWLpS8HLMvJARV7KK8wgSO6I4sBnsU73EuMlMb37tB1EHBDy9iXy7tDWRAQHiuJkrgVqXV2diVD8tu2MqpbGXk90iaU7W9heUuatKmxpUyOamlWJFNOOlQ4xbSDEy5XKIEJFk8qR4vgFGde/oXm/ME93jClCggLFki5ngvgjZzmXvnSz6jH1KpTMq6/LJRfZoz0eoPDklnmlA9ZoDBUI8cavjz/+OD388MPUsGFDmjp1KoWHh4tCbj2TJ0+mPn360CuvvCKW8N555x1q2bKl2DjWG2g7h3Qfk5ZpXpbhX/T2BEKcoeAZQEcuXBWB1RMzt4l5L0pRs+yOL9fbbKVupNNRFR3h+Bue3Pm25eRl1ZsPBya2shPWcKeVs97EuHia26zluhFtDVJsTATtHd+b7mhRRVx/rohbKnCwIrulUQWaNLi5mGMj4860r4a0FLUwb97W0OJ5OIjhVu+2NaPp1yfb05/PdqJJg5pTydD8N/vq0RGqr+E6LcVD7avTH093oNF9G4g9t6zZOLoHlSsVStWk55IzK57cbJQLmvnfg4ccMu5e5NdL0aRKpFgeU0QEB9F3Q1uLWiceGAoARQ+EjFoMbpiBipmZmWKO0ejRo1XF2z179hS73uvh2zmDJOMM0vz5860eJyMjQ1wUKSm2x/C7OhDiAYDK0lirGqVp4j3N6OXfdqke88XKI1brebhlWsZLIjElQkT9hFKo+9du9XIY7xfFy0qM6114AKEccJQKdTwQkgtZuSBcrj3mtmcu1NbqVq+sxegA2R4nDjXUqlI6TCyxjPo9f3ZQZHhx1X903riUi7uV723dq93Ev1W/z/IzegquvfpjR+42KQrOLM3bnnsbd4QpgYQ2M/VM99rUslpp6tvEcugiBzsTBzWjWmVLkPZXEJ8fd9jVKBMuzl3G2R9ePuJlvrtbVTUHEOUjQ23O7GFyt1jV0mGqjKI3Ub5//j3NP7NyFpJ/efdoUJ62vtHTaoYTAAomZ4H8vkbI1RITEyk7O5vKl1e3S/P18+f1l0b4dkcezz744AOKjIw0X6pWta8dujD0lpK0uFBa2R8pKixYFCRr7bIREGj3JuM3zLWjutH/BufuHMyOX8zPhCiFpPxXMteCcAcXt1grBrWuUuTOgIPxV1WTsg/q7PnEYwQK2ohWyXBxRqQg/P+Tg0h761k4MONamtua5gcfHKxocWCp4ACzUaVIsXz0eOeaqqUp7ZIWB6i8pMMb7vKb8tj+DVVBk0xbkzO4dVWRrfp0cHNa/1p3qls+t0ZG++/CBeYT7m5KC56z3AqEl4840HuwfQ1V4PVIx5riot2dnjM/SkdYdWmZTR4M520rTA93rCmya/+8kLtMxl17WmVKhBi20wXA65bGAsg/MkJKV5gW/6XMBcm1a9emmjVrklFxxknOInFGyBXBEBdBJ9mREXpt7h7R1q3UYBRlmjPjQIr/+uflHa6h4YJepe1dwYHPfW2q0ehbG5jfBBPyJhdzcDLjP3VXldYPj7ShoVLRMp+3vNkld0PJk3+VOUIc0Mx5op0IEHmph6cX2/Of8L07GosJy0q3mp5nutamznVjVN/jp/c2p4enb9F9/PgBjUSg8sX9Lenv3QvFbZz90VIXUQea34DZ87/sMBdgc0ZHMf3hm8xLjrwLPAdd8iBNHn3AwY7S1q5sIyFnkl7v16DAYI4DHO7QcwR/DxyUcZbn542naGCLyqKYWB6UKG/PIs8Nctbmsc7CPxs8JRoAXCfQH5fGuNiYv1ntLz3lNv7YqVMnsfxUurR+MWlhxMTEUGBgIF24oN5Li69XqFBB92v4dkcez0JCQsTF1bgIWp4/Y41cO8NvfHqdZgrOQPAbk7bNXFYxKsxiqUMrRpOBkCeHclaqmGYRhjtylD2neKmGswmf3ddCBAKsa92yVL9iKfpsxRGxwag8n0jGwQ8HAcoMJH5sQe69qSo1rRJFNWIibAZCXBzLm4OaFeOlt3Ki5mfU77vMM5LYhtHdqWJk/uv06xPtxWTqu1rm1gbJbP0LvtCzjtj7bUjbamJXdp6LxHhOkfLLQ/5+ZfLwSp7nI+MMhqs7tDj4VWqgqkoZIFa9TITuVPCiBumuNoKLqZcdprE6dVYAUPRAyG+WxpYtW0Y33XST+JicnCwu/Dm3sv/999+0Zs0aunTpktNb6Hkrj1atWtGKFfk7bPOka77evr3+ZGC+XX68cv7WHu9OXASt9ybH7cnWcE1HjTIRYqmE90bSfu03D7aiylG2d/+Wu4diIvQDDe3t8j5onGXQ/qzLA+mU4tkW0rIQBzQ8rXjvW73p8/taWD037ZgAvcGEWry0xMILeGyJkEBzHQzLyNvxnutyvhzSiqbc31Jc521O5CCItakZLc5fbwnF1uaJvAy5/+0+9Ea/huKXxeIXO4uLPRsTenNIwa9Zx9q5e2/dVCOahnWoIT4f0aseebNnu9UWS64Pd8w9XwAoOr9cGnvhhRfom2++oQ4dOphv4z3HeFmMp0vv27ePPv30U3rkkUecfa5iyWro0KHUunVrMcWaj5OWlia6yNhDDz0kJlpznY9yrl26dKGJEydSv379aPbs2bR161Zx/p6mDPrjuhNlWwAecMiBEA/108PZtuCgYrRmVDfxw9d43BLzfZ1qx4iOHrmLx1oRsCKmpLWMkPp27UwW7fs4F9wqlCUUue6E6zDE1wUUE23M/PV69ST3tnF8CZIzLUwOcvRwxkgJFp+fvYNe7Knu+OrbuIK4r22sY5trvnxLPTp0IVVkfQrCS232eq57HVp5IIGGeemb9g8PtxFde82rRYlurJG963m0a8we/POn3b4GAIrGFzJCDv/mOnbsGJUqZdlSzbcdP57brVSnTh1R3OxsgwcPFhOsx44dKwqemzdvTosXLzYXRJ8+fVp0kik4WJs1axaNGTOGXn/9dXFevGTXuHFj8jSla4sDoY/uakqrDyWIXYn554iXiGy1kyuZEvlnTslWFNQBw0tbispR4arMCmebOHOiXar5+O5m9Orc3eaCXu3SmJy5UYpnI6TnkN8gORioXJrrf66ZC4O5C4lbnVtUtVxKbVktirafThLB1od3NqUX5+xU3c/7bNlDqdHhFvV94/tYZGX49eP7HMW1PX8+05GcjQvWd467xa7skSdw4CkHjd4eBAGA67vGivlLIMTLUzyX58cffxTTpBkHJ7zNBi+ZsSNHjris2+rZZ58VFz2rV6+2uO2ee+4RF2/Du3+zCpGhYh8oviiWj+gidkd/+uftNpfM5IBEeb+Uu3i0XUq8xQDvpK2oGh2mCjh4CUcPLw3xTu/m49pYGlOG6slZoogQdSYkQgqSuI27fgXru79/N/QmWnPkIvVWgpQ5+cttfRpVEMtPBQ1AfKhDDdUAPW8NLrSMcp4A4L+CVLvPk38EQtOmTRMF01WqVDEHO3FxcRQbGyu212CpqakiCwMFZ4T02uF5WYmzM4oVL3ehqqUtd/qWAxIlKpeH6Cn4GLzzONeyynUu5aVuJGvbZujRRv2qjFDe0pj8GPk4LER6vDzkTg+fl97u3893ry1avwvyy/B2opgaAACcL0D6XW/UP94cDoR43679+/fT0qVL6fDhw+K2evXqUa9evczLUhwogW28ISiP/OeMkJ6GlUqJeTRc3FxQ1oMpAY68jQB7umstsckmBybaTA5/TbvYaFHrMVAn2LBG+6Mu1wNFShkp7s7hbTDkbJf2HO3Z1kKP3i7nC5/vZDHM0J6CawAAcMZeY34QCGVlZVFYWBjt3LlTbF3BFyic8QMa01u3N7K5RYQyj8Ya+UdOb2ls9ciu5iJha2Y83Ea05PMwQHtpf9h5Jg9nongeDu91pXikk/75y0MIQx0oIGYv9KhDa49c1M0S6X0Pjj4/AADYT15lMOofng4FQsWLF6dq1aqJCc9QdJylkddXC/P12pQkb7ipzK0pKAhSfnAd/eG1qBEKDqQVI7qIlm95MKA9HD02D3S0NnFaL0sUGmzQfk4AAINlhEKl2lAjcfis33jjDdGBdfmy/btqg2uoM0LFzMHRe3c0EVtjuOO4yrG5dd/eIEieu6ddyisKvaBSLuQGAAAXZoSCAv2jRoh3bj969ChVqlSJqlevThER6qzD9u35nU7gYnL7vBvXZrWDBR09tDyB2Jn7POkVXqOtGwDAPRmhEINmhAq1xQZ4H09W6zsahLlqJwa9pTGjzrUAADDaHKFQg2bgHQ6Exo0b55ozAYfJb/HufL+36D5zNBAi9wSDg1pb7g0GAACu+b0batClsULlsZKSksQ8Id6pXakV4iWxs2fPOvv8wN5iaXcujWmO5XAyyg0baT3Yrjq9O7CJ6w8EAODHAv1xaWz37t3Us2dPioyMpJMnT9Ljjz9O0dHRNG/ePLHFBU+cBvdQDVR049JYMQMsPzWvGmWxKS0AADhXoD9mhHjj02HDholtNHijVcWtt94qdp4HTy2NGScjZHJDSghBEACAmwOh4sb8vevwWW/ZsoWeeOIJi9t513feCBXcRz1HyJ3H9c5iafZwxxrUrGoU3dIodyNeAABwnRzVOJRA/1gaCwkJoZSUFIvbebsNZRNWcD931ghpedNY9XH9G3n6FAAA/MaN7BzD1wg5fNa33347vf3222K7DSUrwbVBr776Kt11112uOEfw8qUxRw/99oDGVDIkiEb3re/cEwMAALfKyja5ZECuOzl81hMnThS7y5crV46uXbtGXbp0odq1a1PJkiXpvffec81ZgncVSxdxaYw3lN057hZ6okst554YAAC41Y2cHK9unHHJ0hh3iy1btozWr19Pu3btEkFRy5YtRScZuJu8668njlr4Y3tyACQAADhHm5rRVKNMONUqW4KMqtD7D3Ts2FFcwHPk4NuZW1UURHssb6oRAgAA9wkJCqQVL3d16x/jHlkamz17tt1PGBcXJ7JF4LvF0pZzhNx2aAAA8DKBAcUMuyxmdyD01VdfUYMGDWjChAl04MABi/uTk5Np0aJFdP/994tlskuXLrniXMGO3efdclzpWPypkf8DAACAf7Nraezff/+lBQsW0Oeffy621eAd58uXLy8GKl65ckXMD4qJiRGDFvfu3SvuA99dGlMdF0EQAAAYWJAjbfN8SUxMpHXr1tGpU6dE1xgHQC1atBCXgABjts4ZVTEpJ+TepTHPFGkDAAB4vFiaA5+BAwc6/USgqJkZ9x1XPhaWxQAAwMiQwvGVGiGPLY257bAAAABOh0DIRwR4bGkMkRAAABgXAiED84ZNVxEIAQCAkSEQ8hGebJ8HAADwm0Do+vXrVu+Lj48v6vmAATIznppfBAAA4PFAiAcm7ty50+L2uXPnUtOmTZ11XuDFm67KUxJQLA0AAH4VCHXt2pXatWtHH330kbielpYmBik++OCD9Prrr7viHMEO7t10FcXSAADgp3OEvvzyS+rXrx899thj9Pfff4vlsBIlStDmzZupcePGrjlLKDgg8VD7POYIAQCAkRVq9/m+ffvSnXfeKfYgCwoKor/++gtBkKeXxjxULI2lMQAA8KulsWPHjlH79u1FNmjJkiU0atQosfUGf8zKynLNWYJ3bbrqoeMCAAB4PBBq3rw51axZk3bt2kW9evWid999l1atWkXz5s2jNm3aOP0Ewc7MjDuLpZERAgAAfw2EuEZo9uzZFBUVZb6tQ4cOtGPHDtFRBu4jxyCeGqiIGiEAADAyh98+uTtMT8mSJem7775zxjlBIXhsaQwjOQEAwJ+KpX/88Uer93F2wFqgBC7gqYGKqqUxZIQAAMCPAqEXXnhBdZ0LpNPT0yk4OJjCw8MRCPlDsTT2GgMAAB/h8MLGlStXVJfU1FQ6dOgQderUiX755RfXnCV41aarcvCDOAgAAIzMKW+fderUoQ8//NAiWwS+mRGSO8WQEQIAACNzWh6BByueO3fOWU8HXrxEhfZ5AADw2xqhBQsWqK6bTCaxzcYXX3xBHTt2dOa5gQPcuekqaoQAAMBvA6GBAwda1KmULVuWunfvThMnTnTmuYEDe425Mx6Rgy7MEQIAAL8KhHJyclxzJuAwLI0BAAAUDcbh+Qi0zwMAALgoIzRixAi7n3DSpEmFOA0oDHlZyq1LY8gIAQCAPwVCvI+YPVAv4jnufOnlDV7xbw4AAD4fCPHu8uB9ilkpnHY11AgBAIDf1QgdP35ctMqD91DX6rjvuBioCAAAfhcI8fToixcvmq8PHjyYLly44KrzAjvIMYg7l6jUGSEEQgAA4AeBkDYbtGjRIkpLS3PFOYGd5OWwAI/NEXLfcQEAAJwN7fM+kxHyzHGREQIAAL8IhHjpRbv8go4h7+GxpTGE0gAA4A+TpXlpbNiwYRQSEiKuX79+nZ588kmKiIhQPW7evHnOP0uwo2vMM0tjyAgBAIBfBEJDhw5VXX/ggQdccT7gCA8VLcv1SMgKAgCAXwRC06dPJ0+6fPkyPffcc/TXX39RQEAA3XXXXTR58mQqUaKE1a/p2rUr/fvvv6rbnnjiCZo6dSr5XEbIre3z+QcLwiAhAADwp01XPWXIkCEUHx9Py5Yto6ysLHr44Ydp+PDhNGvWLJtf9/jjj9Pbb79tvh4eHk6+wjs2XUUgBAAAxmWIQOjAgQO0ePFi2rJlC7Vu3Vrc9vnnn9Ott95Kn3zyCVWqVMnq13LgU6FCBTeere+Tg59AFEsDAICBGeJtbMOGDRQVFWUOgljPnj3FEtmmTZtsfu3PP/9MMTEx1LhxYxo9ejSlp6eTr5BzMW7NCEk/NUFoGwMAAAMzREbo/PnzVK5cOdVtQUFBFB0dLe6z5v7776fq1auLjNHu3bvp1VdfpUOHDtnsbMvIyBAXRUpKCnkrT+0+r26fx9IYAAAYl0cDoddee40++uijApfFCotriBRNmjShihUrUo8ePejYsWNUq1Yt3a/54IMPaPz48WQEHssIoVgaAAB8hEcDoZdfflnMJrIlNjZW1PgkJCSobr9x44boJHOk/qdt27bi49GjR60GQrx8NmLECFVGqGrVquSNPDVZWl4NQ7E0AAAYmUcDobJly4pLQdq3b09JSUm0bds2atWqlbht5cqVlJOTYw5u7LFz507xkTND1vDASGVopLfz1F5jKJYGAABfYYi3sQYNGlCfPn1EK/zmzZtp/fr19Oyzz9K9995r7hg7e/Ys1a9fX9zPePnrnXfeEcHTyZMnacGCBfTQQw/RzTffTE2bNiXf475IKBDt8wAA4CMMEQgp3V8c6HCND7fNd+rUib755hvz/TxbiAuhla6w4OBgWr58Od1yyy3i63gZjocw8kBGn6GaI+S+w8rBD+IgAAAwMkN0jTHuELM1PLFGjRpiPzQF1/Vop0r7GvVkafdFJMVU4TMiIQAAMC7DZISgoMnS5JGlMWSEAADAyBAIGZhcLC1/7talMbcdFQAAwPkQCBmYp9rnPXVcAAAAZ0MgZGCB0nqYOwMS+bjoGgMAACNDIGRgcoG0pyZLIwwCAAAjQyBkYHKBtHv3GpOPi1AIAACMC4GQgak2P3Vn+zyCHwAA8BEIhAzMG5aoEBMBAICRIRAyMG9YonJn2z4AAICzIRAyMG9oY0dGCAAAjAyBkIF5qkZIhjgIAACMDIGQr2SEvOAcAAAAjAaBkI/wWEYIkRAAABgYAiFf2WvMQ/+SCIMAAMDIEAgZmRcsjSESAgAAI0Mg5CM8VyyNSAgAAIwLgZCBySEI2ucBAAAch0DIwDy16arqHDxyVAAAAOdAIGRg3hCEICMEAABGhkDIR3gqI+Sp4wIAADgDAiED84otNjxzWAAAAKdAIGRgchCCzAwAAIDjEAj5SLG057bYQAAGAADGhUDIR3gqHmlaJdIzBwYAAHCCIGc8CXjDHCH3RkLLXrqZDpy/St3rl3PrcQEAAJwJgZCReXBVqk75kuICAABgZFgaMzBsbwEAAFA0CIQAAADAbyEQMjA0bAEAABQNAiEDQxwEAABQNAiEDAwZIQAAgKJBIAQAAAB+C4GQgaFrDAAAoGgQCBkYlsYAAACKBoEQAAAA+C0EQgaGjBAAAEDRIBAyNERCAAAARYFAyMCQEQIAACgaBEIAAADgtxAIGRgSQgAAAEWDQMjAsDQGAABQNAiEDAwDFQEAAIoGgRAAAAD4LQRCBoalMQAAgKJBIGRgiIMAAACKBoGQgRVDSggAAKBIEAgBAACA30IgBAAAAH4LgZCBYWUMAACgaBAIGRjmCAEAABQNAiEAAADwWwiEDAxLYwAAAEWDQMjAEAcBAAAUDQIhAAAA8FsIhAwspDj++QAAAIrCMO+k7733HnXo0IHCw8MpKirKrq8xmUw0duxYqlixIoWFhVHPnj3pyJEj5Cse7xxLdcqVoJG31PX0qQAAABiSYQKhzMxMuueee+ipp56y+2smTJhAn332GU2dOpU2bdpEERER1Lt3b7p+/Tr5gqjwYFo2ogs9272Op08FAADAkIqZOG1iIDNmzKAXX3yRkpKSbD6Ov61KlSrRyy+/TCNHjhS3JScnU/ny5cVz3HvvvXYdLyUlhSIjI8XXlipVyinfAwAAALiWve/fhskIOerEiRN0/vx5sRym4Bekbdu2tGHDBqtfl5GRIV48+QIAAAC+yWcDIQ6CGGeAZHxduU/PBx98IAIm5VK1alWXnysAAAD4YSD02muvUbFixWxeDh486NZzGj16tEijKZe4uDi3Hh8AAADcJ4g8iOt3hg0bZvMxsbGxhXruChUqiI8XLlwQXWMKvt68eXOrXxcSEiIuAAAA4Ps8GgiVLVtWXFyhZs2aIhhasWKFOfDheh/uHnOk8wwAAAB8l2FqhE6fPk07d+4UH7Ozs8XnfElNTTU/pn79+vTHH3+Iz3lZjbvL3n33XVqwYAHt2bOHHnroIdFJNnDgQA9+JwAAAOAtPJoRcgQPRvzhhx/M11u0aCE+rlq1irp27So+P3TokKjrUYwaNYrS0tJo+PDhot2+U6dOtHjxYgoNDfXAdwAAAADexnBzhNwNc4QAAACMx+/nCAEAAAAUBIEQAAAA+C0EQgAAAOC3EAgBAACA30IgBAAAAH7LMO3znqI01WHzVQAAAONQ3rcLao5HIFSAq1evio/YfBUAAMCY7+PcRm8N5ggVICcnh86dO0clS5YU06rB8Yicg0jevBZzmNwPr79n4fX3LLz+/v36m0wmEQTxjhIBAdYrgZARKgC/eFWqVPH0aRge/yfALyLPwevvWXj9PQuvv/++/pE2MkEKFEsDAACA30IgBAAAAH4LgRC4VEhICI0bN058BPfD6+9ZeP09C6+/Z4UY5PVHsTQAAAD4LWSEAAAAwG8hEAIAAAC/hUAIAAAA/BYCISjQ2bNn6YEHHqAyZcpQWFgYNWnShLZu3Wq+n8vMxo4dSxUrVhT39+zZk44cOaJ6jsuXL9OQIUPELImoqCh69NFHKTU1VfWY3bt3U+fOnSk0NFQM4ZowYQL5uxo1aohBntrLM888I+6/fv26+Jz/bUqUKEF33XUXXbhwQfUcp0+fpn79+lF4eDiVK1eOXnnlFbpx44bqMatXr6aWLVuKosbatWvTjBkz3Pp9eqvs7Gx68803qWbNmuJnu1atWvTOO++oRvbj59+1eCDeiy++SNWrVxevb4cOHWjLli3m+/H6O8+aNWuof//+YgAh/56ZP3++6n53vta//fYb1a9fXzyG33MWLVrkou869xsDsOry5cum6tWrm4YNG2batGmT6fjx46YlS5aYjh49an7Mhx9+aIqMjDTNnz/ftGvXLtPtt99uqlmzpunatWvmx/Tp08fUrFkz08aNG01r16411a5d23TfffeZ709OTjaVL1/eNGTIENPevXtNv/zyiyksLMz09ddfm/xZQkKCKT4+3nxZtmwZvwObVq1aJe5/8sknTVWrVjWtWLHCtHXrVlO7du1MHTp0MH/9jRs3TI0bNzb17NnTtGPHDtOiRYtMMTExptGjR5sfw/+m4eHhphEjRpj2799v+vzzz02BgYGmxYsXm/zde++9ZypTpozp77//Np04ccL022+/mUqUKGGaPHmy+TH4+XetQYMGmRo2bGj6999/TUeOHDGNGzfOVKpUKdOZM2fE/Xj9nWfRokWmN954wzRv3jzxe+aPP/5Q3e+u13r9+vXid9CECRPE76QxY8aYihcvbtqzZ49Lvm8EQmDTq6++aurUqZPV+3NyckwVKlQwffzxx+bbkpKSTCEhIeIHnPEPMv+n2rJli/kx//zzj6lYsWKms2fPiutffvmlqXTp0qaMjAzVsevVq+ei78yYXnjhBVOtWrXE686vM/9y4DdnxYEDB8RrvWHDBvMvtoCAANP58+fNj/nqq6/EG4nyWo8aNcrUqFEj1XEGDx5s6t27t8nf9evXz/TII4+obrvzzjvFL3GGn3/XSk9PF2+IHIjKWrZsKd6w8fq7DmkCIXe+1hz88v89Wdu2bU1PPPGES75XLI2BTQsWLKDWrVvTPffcI5ZVWrRoQd9++635/hMnTtD58+dFilQead62bVvasGGDuM4fOUXKz6Pgx/P2JZs2bTI/5uabb6bg4GDzY3r37k2HDh2iK1euuOm79W6ZmZn0008/0SOPPCLS1tu2baOsrCzVa8+p5GrVqqlee04rly9fXvW68h5A+/btMz9Gfg7lMcpz+DNehlmxYgUdPnxYXN+1axetW7eO+vbtK67j59+1eAmXlyd5eUTGyzL874DX331OuPG1dvfvJARCYNPx48fpq6++ojp16tCSJUvoqaeeoueff55++OEHcT//x2DyG61yXbmPP3IQJQsKCqLo6GjVY/SeQz6Gv+P1+qSkJBo2bJj5deFfJvyLx9ZrX9Drau0xHCxdu3aN/Nlrr71G9957rwgwixcvLv4Q4HoVroFg+Pl3Ld7sun379qIuize/5qCI/xjgN8T4+Hi8/m503o2vtbXHuOrfApuugk05OTkiun///ffFdX4j2Lt3L02dOpWGDh3q6dPzK999953IRHAhI7jHr7/+Sj///DPNmjWLGjVqRDt37hSBEP8b4OffPWbOnCmyoJUrV6bAwEBR1H/fffeJjCiAMyAjBDZxd0DDhg1VtzVo0EB0IrEKFSqIj9pOJb6u3McfExISLFLe3F0gP0bvOeRj+LNTp07R8uXL6bHHHjPfxq8LL5dxlsjWa1/Q62rtMdz1wUsQ/ow77JSsEC8xPvjgg/TSSy/RBx98IO7Hz7/rcafev//+KzqP4uLiaPPmzWJJODY2Fq+/G1Vw42tt7TGu+rdAIAQ2dezYUazdyrhegltZGbcV8w8n11EoeEmF14M5pc34I79Zy3/BrVy5UmSbeH1ZeQy3bvIvOMWyZcuoXr16VLp0afJ306dPFylnboNXtGrVSizXyK89/1txkCq/9nv27FH9cuLXlYMcJcDlx8jPoTxGeQ5/lp6eLuobZJyV4J9dhp9/94mIiBB/mHEdCS/TDxgwAK+/G9V042vt9t9JLinBBp+xefNmU1BQkGgj5tbVn3/+WbRa//TTT6qWyqioKNOff/5p2r17t2nAgAG6LZUtWrQQLfjr1q0z1alTR9VSyd0H3FL54IMPipbK2bNni+P4W/uqnuzsbFO1atVEZ4UWt8/zfStXrhTt8+3btxcXbfv8LbfcYtq5c6doiS9btqxu+/wrr7wius6mTJmC9vk8Q4cONVWuXNncPs9txTx+gDvtFPj5dy3+OeTOI/45Xbp0qWjN5g6izMxMcT9ef+e5evWqGLPBFw4PJk2aJD4/deqUW19rbp/n951PPvlE/E7ikQlonweP+uuvv8SbKbdJ1q9f3/TNN9+o7ue2yjfffFP8cPNjevToYTp06JDqMZcuXRL/GXgGC7duP/zww+I/nYznUnCrPj8Hv/nwfzowiblN/EtJ+5oy/gX09NNPi3ZU/mVyxx13iHlDspMnT5r69u0rZnXwm/jLL79sysrKUj2G5xI1b97cFBwcbIqNjTVNnz7d5d+XEaSkpIiRBRxshoaGiteG27bl1l/8/LvWnDlzxOvOP5vcvv3MM8+IN1MFXn/nWbVqlfhdo73wHwTufq1//fVXU926dcW/O4/3WLhwocu+b+w+DwAAAH4LNUIAAADgtxAIAQAAgN9CIAQAAAB+C4EQAAAA+C0EQgAAAOC3EAgBAACA30IgBAAAAH4LgRAAAAD4LQRCAH6qWLFiNH/+fPJmXbt2Fbu9u8Obb75Jw4cPd8uxjGbq1KnUv39/T58GgEtgsjSADxk2bBj98MMP4vOgoCCKjo6mpk2b0n333SfukzcQPX/+vNjkMCQkhLwV71rNG8uWLFnSpcfh16Ju3bpig1plQ2HFhg0bqFOnTtSnTx9auHAhudtbb70lAtadO3eSp2RmZopNN2fPnk2dO3f22HkAuAIyQgA+ht+w4+Pj6eTJk/TPP/9Qt27d6IUXXqDbbruNbty4YX4c7yTtySCI31wLwoGcq4MgNm3aNOrQoYNFEMS+++47eu6558SO2efOnSNvJe/m7WzBwcF0//3302effeayYwB4CgIhAB/DwQ0HOZUrV6aWLVvS66+/Tn/++acIimbMmKG7NMZBybPPPksVK1ak0NBQERB88MEHqsd+9dVX1LdvXwoLC6PY2Fj6/fffVceNi4ujQYMGUVRUlAhgBgwYIIIxBWekBg4cSO+99x5VqlSJ6tWrJ27/8ssvqU6dOuK45cuXp7vvvtvq0tiVK1fooYceEpms8PBwcT5Hjhwx38/fHx9/yZIl1KBBAypRooQ5MLSFMx16Sz+pqak0Z84ceuqpp6hfv36q14+tXr1avDYrVqyg1q1bi3PigOrQoUOqx7377rtUrlw5EdQ99thj9Nprr1Hz5s1Vz9OmTRuKiIgQ59+xY0c6deqUON748eNp165d4jh8Uc5B+Te5/fbbxdfx68r4tlq1aonghV/jmTNnqs6Fv+7rr78WgTGfL79OnPU6evSoeL35ufh7OHbsmOrr+PVZsGABXbt2zeZrCWA4LtvOFQDcjneJHjBggO59zZo1E7vQK/i//x9//CE+//jjj01Vq1Y1rVmzRuxWv3btWtOsWbNUjy1Tpozp22+/FbtNjxkzxhQYGGjav3+/uD8zM9PUoEED0yOPPGLavXu3uP3+++831atXz7xTO58b70j94IMPmvbu3SsuW7ZsEc/Dx+Ljbt++3TR58mTzcbt06SJ2f1fcfvvt4jh8njt37jT17t3bVLt2bXF8Nn36dFPx4sVNPXv2FM+9bds28Xg+F2t4t+xixYqZNm7caHHfd999Z2rdurX4/K+//jLVqlVL7MCt3a27bdu2ptWrV5v27dtn6ty5s6lDhw7mx/z0009i5/rvv/9evHbjx48Xu3LzvwfLysoyRUZGmkaOHGk6evSoeO1mzJhhOnXqlCk9Pd308ssvi9234+PjxYVvU/5NypUrJ5732LFj4vHz5s0T3/+UKVPEsSZOnChe35UrV6r+LXnHb97VnR8zcOBAU40aNUzdu3c3LV68WBy/Xbt2pj59+qhei7S0NFNAQID4ngF8CQIhAD8JhAYPHiyCAr1A6LnnnhNvhPKbvIwf++STT6pu4zf/p556Snw+c+ZMEfTIX88BUFhYmGnJkiXmcytfvrw5MGJz584VQUFKSoruceVA6PDhw+I81q9fb74/MTFRHOPXX381B0L8GA4oFBwU8HGt2bFjh/ia06dPW9zHAc2nn35qDlhiYmJUgYASCC1fvtx828KFC8Vt165dM79OzzzzjOp5O3bsaA6EOBDjx3MgpWfcuHHmx8r4a1588UWL83388cdVt91zzz2mW2+9VfV1HMgqNmzYIG7joE/xyy+/iOBNq3Tp0iJIA/AlWBoD8BP8HsjLInp42YqLcXkp5fnnn6elS5daPKZ9+/YW1w8cOCA+56UbXlrhpR9ejuILL49dv35dtcTSpEkTsWSj6NWrl1iG46W2Bx98kH7++WdKT0/XPUc+FheAt23b1nxbmTJlxDkr58F4uYeXhhS83JeQkGD1dVGWenhpTsbLW5s3bxaF5oyPPXjwYFEzpMUF6fLxmHJMfh5e9pLJ1/l14te/d+/eYvlp8uTJBS7lKXg5TsavAy+ryfi6/Ppoz5eXI5V/G/k2/rdLSUlRfR0vi1r79wEwKgRCAH6C3wy580cP1xKdOHGC3nnnHREYcK2PXKtTEK6ladWqlQim5Mvhw4dFka2C609kHDht376dfvnlFxFAjB07lpo1a0ZJSUmF/j65y0zGwZ+t5tiYmBhz/ZGMAx4uLud6Jg6C+ML1N3PnzqXk5GSrx1SCzZycHLvPefr06aJOh2tzuCaJO9g2btxY4NdpX0976Z2vPd8Dd/GVLVu2UMcE8FYIhAD8wMqVK0Vr+F133WX1MaVKlRIZj2+//Va8GfMbPr/xKbRvzHydC22VQIqLlrkguHbt2qpLZGSkzXPjAKNnz540YcIE2r17tyiw5vPV4mNxYLJp0ybzbZcuXRIZl4YNG1JhcfaIv/f9+/ebb+Pj/PjjjzRx4kRVYMeZLw6MOHCzF2estmzZorpNe521aNGCRo8eTf/99x81btyYZs2aJW7nDFp2drZdx+LXaP369arb+HpRXh8FZ/Y4S8TnCeBLgjx9AgDgXBkZGWIuDr95XrhwgRYvXiw6wLhLiDuu9EyaNElkZPhNjmcN/fbbb6LzjDuYFHwbL8XwTB1ewuJlI2WZaMiQIfTxxx+LTrG3336bqlSpIrqe5s2bR6NGjRLX9fz99990/Phxuvnmm0Un2KJFi0QWQukok3FnGT//448/LrqeOJvE3VfcHce3FxZ/vxyIrVu3TnS1KefFGaJHH33UIpDjYJK/7yeffNKu5+fWez5nfu2UjA8HfLwcyDgT980334juLw6yOLDjoFL5t6pRo4Z4DAdi/Dry921t7MErr7wisnn878jf019//SX+DZYvX05FtXbtWnHO8rIjgC9ARgjAx3Dgw0ENv4Fy6/iqVavE/BduoQ8MDNT9Gn5z5YwMv1nfdNNNIivDQYk8gJHbuLnNnOtLOFvCWREl08B1OTxnp1q1anTnnXeKzAQHEZxB4GyLNRxo8Rt19+7dxdfwBGN+3kaNGlldQuIlOA7quEaJl7z4PLXLYY7ilnb+3pSlIA50OJDQy2ZxILR161YRzNiDg0TO9IwcOdK8BMk1QUpNEr92Bw8eFM/LS2I83fqZZ56hJ554wnw8/nfkeVC8LGUrG8WBHNcYffLJJ+I15ICRXzNuiy8qPi4HdAC+BpOlAaBAXDPyxx9/mDMmvoZ/DXIR9ksvvWQujnYlLhLnjJt2xo+32rdvnwhWuearoKVOAKPB0hgA+D0O9Hh5iuuonI27rDjTxV1hnJHjzAovVS1btoyMgrvYOAuIIAh8ETJCAED+nhFyJe7C47b4HTt2iKVCrn8aM2aMWEIEAM9DIAQAAAB+C8XSAAAA4LcQCAEAAIDfQiAEAAAAfguBEAAAAPgtBEIAAADgtxAIAQAAgN9CIAQAAAB+C4EQAAAA+C0EQgAAAED+6v/cINcPUl44jQAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J011840.73+084424.7_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "Reading OSIRIS FITS file: ULAS_J124104.75-000531.4_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "REPLACING erg / (angstrom s cm2) with erg / (angstrom s cm2)\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Plotable file name: ULAS_J124104.75-000531.4_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\n", + "\n", + "Total files plotted: 75\n", + "Total files failed: 6\n" + ] + } + ], + "source": [ + "# Test for OSIRIS instrument\n", + "for filename in os.listdir(path):\n", + " if filename.endswith(\".fits\") and \"osiris\" in filename.lower():\n", + "\n", + " # Get fits files from sty2054 directory\n", + " file_path = os.path.join(path, filename)\n", + "\n", + " # file info\n", + " # fits.info(file_path)\n", + " # print(fits.getheader(file_path))\n", + " \n", + " try:\n", + " print(f\"Reading OSIRIS FITS file: {filename}\\n\")\n", + "\n", + " with fits.open(file_path, mode=\"update\") as filehandle:\n", + " unit_string = \"erg / (angstrom s cm2)\"\n", + " print(f\"REPLACING {filehandle[0].header['BUNIT']} with {unit_string}\")\n", + " filehandle[0].header[\"BUNIT\"] = unit_string\n", + "\n", + " with fits.open(file_path) as hdul:\n", + " header = hdul[0].header\n", + "\n", + " # Helper funct to calculate wavelength\n", + " spectrum = spectrum.read(file_path, format=\"wcs1d-fits\")\n", + " if filename == \"ULAS_J230443.30+093423.9_sdL0_OSIRIS_GTC63-13A_Primeval-IV.fits\":\n", + " spectrum = extract_region(spectrum, SpectralRegion(0.625*u.um, 0.98*u.um))\n", + " if filename == \"ULAS_J141832.35+025323.0_sdL0_comb_OSIRIS_scombine_Primeval-IV.fits\":\n", + " spectrum = extract_region(spectrum, SpectralRegion(0.62*u.um, 0.975*u.um))\n", + " else:\n", + " spectrum = extract_region(spectrum, SpectralRegion(0.54*u.um, 1.02*u.um))\n", + " \n", + " # Check and plot if the new file can be read in SIMPLE\n", + " if check_spectrum_plottable(spectrum,raise_error=True, show_plot=True):\n", + " print(f\"Plotable file name: {filename}\")\n", + " file_plotted += 1\n", + "\n", + " except Exception as e:\n", + " print(f\"Error reading {filename}: {e}\")\n", + " print(f\"Header info: {header}\")\n", + " file_failed += 1\n", + " continue\n", + " \n", + "print(f\"\\nTotal files plotted: {file_plotted}\")\n", + "print(f\"Total files failed: {file_failed}\")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "simple_3.13", + "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": "3.13.2" + }, + "orig_nbformat": 4 + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/scripts/spectra_convert/Zhang18/multispec-tests.py b/scripts/spectra_convert/Zhang18/multispec-tests.py new file mode 100644 index 000000000..3452886e0 --- /dev/null +++ b/scripts/spectra_convert/Zhang18/multispec-tests.py @@ -0,0 +1,185 @@ +# VIS Xshooter +import numpy as np +from astrodb_utils.fits import ( + add_missing_keywords, + add_wavelength_keywords, + check_header, +) +from astrodb_utils.spectra import check_spectrum_plottable +from astropy.io import fits +import os +from specutils import Spectrum +from astropy.wcs import WCS +from astropy.coordinates import SkyCoord +from astroquery.simbad import Simbad +from specutils.manipulation import median_smooth +import matplotlib.pyplot as plt +from pathlib import Path +from datetime import date + +path = "/Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/spectra_convert/Zhang18/" +original_path = os.path.join(path, "sty2054_supplemental_files") +out_path = os.path.join(path, "multispec") + + +def write_new_fits1(original_path, out_path): + filename = "ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV.fits" + + file_path = os.path.join(original_path, filename) + print(f"\n Reading FITS file: {filename}") + + hdul = fits.open(file_path) + header = hdul[0].header + wcs = WCS(header) + + hdul[0].header.remove("RADECSYS", ignore_missing=True) + + if wcs.world_n_dim == 2 and hdul[0].header["NAXIS"] == 1: + hdul[0].header.remove("CRPIX2", ignore_missing=True) + hdul[0].header.remove("CDELT2", ignore_missing=True) + hdul[0].header.remove("CUNIT2", ignore_missing=True) + hdul[0].header.remove("CRVAL2", ignore_missing=True) + hdul[0].header.remove("CRDER2", ignore_missing=True) + hdul[0].header.remove("CSYER2", ignore_missing=True) + hdul[0].header.remove("SPATRMS", ignore_missing=True) + print("Removed unnecessary WCS keywords for 2D or 3D data.") + + # Fix flux units + try: + flux_unit = hdul[0].header["BUNIT"] + if flux_unit == "erg/s/cm2/Angstrom": + hdul[0].header["BUNIT"] = "erg / (cm2 s Angstrom)" + print( + "BUNIT keyword found and extra '/'s removed, set to 'erg / (cm2 s Angstrom)'" + ) + except KeyError: + hdul[0].header["BUNIT"] = "erg / (cm2 s Angstrom)" + print("BUNIT keyword not found, set to 'erg / (cm2 s Angstrom)'") + + # Add IVOA SpectrumDM keywords if missing + add_missing_keywords(hdul[0].header, format="simple-spectrum") + print("Adding values to missing IVOA SpectrumDM keywords.") + header.set("OBSERVAT", "VLT") + header.set("INSTRUME", "XSHOOTER") + header.set("TELESCOP", "ESO VLT") + + if "I.fits" in filename: + title = "Primeval very low-mass stars and brown dwarfs - I. Six new L subdwarfs, classification and atmospheric properties" + voref = "10.1093/mnras/stw2438" + elif "II.fits" in filename: + title = "Primeval very low-mass stars and brown dwarfs - II. The most metal-poor substellar object" + voref = "10.1093/mnras/stx350" + elif "III.fits" in filename: + title = "Primeval very low-mass stars and brown dwarfs - III. The halo transitional brown dwarfs" + voref = "10.1093/mnras/sty1352" + elif "IV.fits" in filename: + title = "Primeval very low-mass stars and brown dwarfs - IV. New L subdwarfs, Gaia astrometry, population properties, and a blue brown dwarf binary" + voref = "10.1093/mnras/sty2054" + + header.set("TITLE", title) + header.set("VOREF", voref) + header.set("AUTHOR", "Zhang, Z.H. et al. ") + header.set("CONTRIB1", "Kelle Cruz, converted to SIMPLE format") + + if header["OBJECT"] is not None: + old_object_name = header["OBJECT"] + print(f"OBJECT keyword found: {old_object_name}") + strings = filename.split("_") + object_name = " ".join(strings[:2]) + header.set("OBJECT", object_name) + print(f"Setting OBJECT based on filename: {object_name}") + + if header["RA_TARG"] is None or header["DEC_TARG"] is None: + print( + f"RA_TARG or DEC_TARG keyword not found, querying Simbad for coordinates using OBJECT: {object_name}." + ) + try: + result = Simbad.query_object(object_name) + header["RA_TARG"] = result[0]["ra"] + header["DEC_TARG"] = result[0]["dec"] + except Exception as e: + print(f"Could not query Simbad for coordinates: {e}") + raise e + + # Write out modified FITS file + out_filename = filename.replace(".fits", "_multi.fits") + outfile_path = os.path.join(path, "multispec", out_filename) + + fits.writeto( + outfile_path, + hdul[0].data, + header=hdul[0].header, + overwrite=True, + output_verify="fix", + ) + + +def make_spectrum_fitsfiles(out_path): + new_paths = Path(out_path).glob( + "*.fits", + ) + + for file_path in new_paths: + print(f"\nReading new FITS file: {file_path.name}") + spectrum = Spectrum.read(file_path) + + # Add wavelength keywords to the header + header = spectrum.meta["header"] + add_wavelength_keywords(header, spectrum.spectral_axis) + + # Smooth the spectrum + smoothed_flux = median_smooth(spectrum, width=101) + flux = np.array([smoothed_flux.flux, spectrum.flux]) + new_spectrum = Spectrum( + spectral_axis=spectrum.spectral_axis, + flux=flux * spectrum.flux.unit, + meta=spectrum.meta, + ) + + # Update the header with additional information + header["HISTORY"] = ( + "FITS file created by Kelle Cruz with specutils.Spectrum.write with format='tabular-fits'." + ) + header["COMMENT"] = ( + "First flux axis: smoothed using a median filter with a width of 101 pixels." + ) + # TODO: Get these comments and the date at the END of the header + header["COMMENT"] = "Second flux axis: original flux values." + header["DATE"] = date.today().isoformat() # set to today's date + new_spectrum.meta["header"] = header + + new_spectrum.write(file_path, overwrite=True, format="tabular-fits") + + +def test_new_spectrum_fitsfiles(out_path): + new_paths = Path(out_path).glob( + "*.fits", + ) + file_plotted = 0 + file_failed = 0 + + for file_path in new_paths: + # Check if the new spectrum is plottable + spectrum = Spectrum.read(file_path) + + if check_spectrum_plottable(spectrum[0], show_plot=True, raise_error=False): + file_plotted += 1 + print(f"File {file_path.name} is plottable.") + else: + file_failed += 1 + print(f"File {file_path.name} is not plottable.") + + if check_spectrum_plottable(spectrum[1], show_plot=True, raise_error=False): + file_plotted += 1 + print(f"File {file_path.name} is plottable.") + else: + file_failed += 1 + print(f"File {file_path.name} is not plottable.") + + print(f"Total FITS files plotted: {file_plotted}") + print(f"Total FITS files failed: {file_failed}") + + +write_new_fits1(original_path, out_path) +make_spectrum_fitsfiles(out_path) +test_new_spectrum_fitsfiles(out_path) diff --git a/scripts/spectra_convert/Zhang18/multispectest.ipynb b/scripts/spectra_convert/Zhang18/multispectest.ipynb new file mode 100644 index 000000000..9cd4c4bdc --- /dev/null +++ b/scripts/spectra_convert/Zhang18/multispectest.ipynb @@ -0,0 +1,203 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 4, + "id": "90988da1", + "metadata": {}, + "outputs": [], + "source": [ + "import numpy as np\n", + "from astrodb_utils.fits import (\n", + " add_missing_keywords,\n", + " add_wavelength_keywords,\n", + " check_header,\n", + ")\n", + "from astrodb_utils.spectra import check_spectrum_plottable\n", + "from astropy.io import fits\n", + "import os\n", + "from specutils import Spectrum\n", + "from astropy.wcs import WCS\n", + "from astropy.coordinates import SkyCoord\n", + "from astroquery.simbad import Simbad\n", + "from specutils.manipulation import median_smooth\n", + "import matplotlib.pyplot as plt\n", + "from pathlib import Path\n", + "from datetime import date" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "9e8b10cb", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + " Reading FITS file: ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV.fits\n", + "BUNIT keyword found and extra '/'s removed, set to 'erg / (cm2 s Angstrom)'\n", + "COPY AND PASTE THE FOLLOWING COMMANDS INTO YOUR SCRIPT \n", + "Replace with the appropriate value for your dataset \n", + "If you're not sure of the correct value, use None \n", + "If you started with a header object not called `header`, \n", + "replace 'header' with the name of your header object \n", + "Use the `astrodb_utils.fits.add_wavelength_keywords` function \n", + "to add the SPEC_VAL, SPEC_BW, TDMID1, TDMAX1, and SPECBAND keywords \n", + "\n", + "header.set('RA_TARG', \"\")\n", + "header.set('DEC_TARG', \"\")\n", + "header.set('TELAPSE', \"\")\n", + "header.set('AUTHOR', \"\")\n", + "header.set('VOREF', \"\")\n", + "header.set('VOPUB', \"\")\n", + "header.set('CONTRIB1', \"\")\n", + "header.set('SPEC_VAL', \"\")\n", + "header.set('SPEC_BW', \"\")\n", + "header.set('TDMIN1', \"\")\n", + "header.set('TDMAX1', \"\")\n", + "header.set('SPECBAND', \"\")\n", + "header.set('APERTURE', \"\")\n", + "Adding values to missing IVOA SpectrumDM keywords.\n", + "OBJECT keyword found: j2332\n", + "Setting OBJECT based on filename: ULAS J233227.03+123452.0\n", + "RA_TARG or DEC_TARG keyword not found, querying Simbad for coordinates using OBJECT: ULAS J233227.03+123452.0.\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "WARNING: FITSFixedWarning: RADECSYS= 'FK5 ' / Coordinate reference frame \n", + "the RADECSYS keyword is deprecated, use RADESYSa. [astropy.wcs.wcs]\n", + "WARNING: VerifyWarning: Card is too long, comment will be truncated. [astropy.io.fits.card]\n", + "WARNING: FITSFixedWarning: TELAPSE = / [s] Total elapsed time (s) \n", + "a floating-point value was expected. [astropy.wcs.wcs]\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Reading new FITS file: ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV_multi.fits\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV_multi.fits is plottable.\n", + "Total FITS files plotted: 1\n", + "Total FITS files failed: 0\n" + ] + } + ], + "source": [ + "%run multispec-tests.py \n" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "8b7741e2", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Reading file: /Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/spectra_convert/Zhang18/multispec/ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV_multi.fits\n" + ] + } + ], + "source": [ + "path = \"/Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/spectra_convert/Zhang18/\"\n", + "original_path = os.path.join(path, \"sty2054_supplemental_files\")\n", + "out_path = os.path.join(path, \"multispec\")\n", + "new_paths = Path(out_path).glob(\n", + " \"*.fits\",\n", + " )\n", + "for file_path in new_paths:\n", + " print(f\"\\nReading file: {file_path}\")" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "a451b8a0", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/plain": [ + "True" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "spectrum = Spectrum.read(\"/Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/spectra_convert/Zhang18/multispec/ULAS_J233227.03+123452.0_L6p+T4p_Xshooter_VIS_Primeval-IV_multi.fits\")\n", + "check_spectrum_plottable(spectrum[0], show_plot=True)\n", + "check_spectrum_plottable(spectrum[1], show_plot=True)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "simple-db", + "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": "3.13.2" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/scripts/spectra_convert/Zhang18/txt_files.py b/scripts/spectra_convert/Zhang18/txt_files.py new file mode 100644 index 000000000..90e9118a5 --- /dev/null +++ b/scripts/spectra_convert/Zhang18/txt_files.py @@ -0,0 +1,49 @@ +from astrodb_utils import load_astrodb, AstroDBError +from simple.utils.spectra import check_spectrum_plottable +from astrodb_utils.fits import add_missing_keywords, add_wavelength_keywords, check_header +from astropy.io import fits +import astropy.units as u +import os +import numpy as np +from specutils import Spectrum, SpectralRegion +from specutils.manipulation import extract_region, snr_threshold +from astropy.wcs import WCS + +path = "/Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/ingests/Zhang18/sty2054_supplemental_files" +print(os.path.exists(os.path.join(path,"SDSS_J134749.74+333601.7_sdL0_SDSS_Primeval-I.txt"))) + + +# Handle txt files first separately +file_plotted = 0 +file_failed = 0 +for filename in os.listdir(path): + if filename.endswith(".fits") or filename.startswith("README"): + # print(f"SKIPPING FITS file: {filename}") + continue + + print(f"Reading text file: {filename}") + + file_path = os.path.join(path, filename) + + try: + data = np.loadtxt(file_path, comments="#", encoding="latin1") + + # column1: #w column2:flux + if (filename == "SDSS_J134749.74+333601.7_sdL0_SDSS_Primeval-I.txt"): + wavelength = (data[:, 0] * u.AA).to(u.um) + flux = data[:, 1] * (u.erg / (u.cm**2 * u.s * u.micron)) + + # column1: #w (micron) column2:flux + else: + wavelength = (data[:, 0] * u.um) + flux = data[:, 1] * (u.watt / u.micron/ (u.meter**2)) # Flux(lambda) in W/um/m2 + # check plottability + spectrum = Spectrum(spectral_axis=wavelength, flux=flux) + spectrum = extract_region(spectrum, SpectralRegion(0.4*u.um, 2.4*u.um)) + check_spectrum_plottable(spectrum, show_plot=True) + file_plotted += 1 + + except Exception as e: + print(f"Could not read {filename}: {e}") + file_failed += 1 +print(f"Total files plotted: {file_plotted}") \ No newline at end of file diff --git a/scripts/spectra_convert/Zhang18/x_shooter_VIS.py b/scripts/spectra_convert/Zhang18/x_shooter_VIS.py new file mode 100644 index 000000000..9267546f0 --- /dev/null +++ b/scripts/spectra_convert/Zhang18/x_shooter_VIS.py @@ -0,0 +1,197 @@ +# VIS Xshooter +import numpy as np +from astrodb_utils.fits import ( + add_missing_keywords, + add_wavelength_keywords, + check_header, +) +from astrodb_utils.spectra import check_spectrum_plottable +from astropy.io import fits +import os +from specutils import Spectrum +from astropy.wcs import WCS +from astropy.coordinates import SkyCoord +from astroquery.simbad import Simbad +from specutils.manipulation import median_smooth +import matplotlib.pyplot as plt +from pathlib import Path +from datetime import date + +path = "/Users/kelle/Hunter College Dropbox/Kelle Cruz/SIMPLE/SIMPLE-db/scripts/spectra_convert/Zhang18/" +out_path = os.path.join(path, "SIMPLE") + + +def make_new_fitsfiles(path, outpath): + extra_2 = 0 + no_bunit = 0 + + original_path = os.path.join(path, "sty2054_supplemental_files") + original_files = os.listdir(original_path) + x_shooter_vis_files = [ + f + for f in original_files + if f.endswith(".fits") and "xshooter" in f.lower() and "VIS" in f.upper() + ] + + # Remove files with too many axis + x_shooter_vis_files.remove( + "ULAS_J020858.62+020657.0_esdL3_Xshooter_VIS_Primeval-III.fits" + ) + x_shooter_vis_files.remove( + "ULAS_J135058.85+081506.8_usdL3_Xshooter_VIS_Primeval-III.fits" + ) + + for filename in x_shooter_vis_files: + + file_path = os.path.join(original_path, filename) + print(f"\n Reading FITS file: {filename}") + + hdul = fits.open(file_path) + header = hdul[0].header + wcs = WCS(header) + + hdul[0].header.remove("RADECSYS", ignore_missing=True) + + if wcs.world_n_dim == 2 and hdul[0].header["NAXIS"] == 1: + hdul[0].header.remove("CRPIX2", ignore_missing=True) + hdul[0].header.remove("CDELT2", ignore_missing=True) + hdul[0].header.remove("CUNIT2", ignore_missing=True) + hdul[0].header.remove("CRVAL2", ignore_missing=True) + hdul[0].header.remove("CRDER2", ignore_missing=True) + hdul[0].header.remove("CSYER2", ignore_missing=True) + hdul[0].header.remove("SPATRMS", ignore_missing=True) + print("Removed unnecessary WCS keywords for 2D or 3D data.") + extra_2 += 1 + + # Fix flux units + try: + flux_unit = hdul[0].header["BUNIT"] + if flux_unit == "erg/s/cm2/Angstrom": + hdul[0].header["BUNIT"] = "erg / (cm2 s Angstrom)" + print( + "BUNIT keyword found and extra '/'s removed, set to 'erg / (cm2 s Angstrom)'" + ) + except KeyError: + hdul[0].header["BUNIT"] = "erg / (cm2 s Angstrom)" + print("BUNIT keyword not found, set to 'erg / (cm2 s Angstrom)'") + no_bunit += 1 + + # Add IVOA SpectrumDM keywords if missing + add_missing_keywords(hdul[0].header, format="simple-spectrum") + print("Adding values to missing IVOA SpectrumDM keywords.") + header.set("OBSERVAT", "VLT") + header.set("INSTRUME", "XSHOOTER") + header.set("TELESCOP", "ESO VLT") + + if "I.fits" in filename: + title = "Primeval very low-mass stars and brown dwarfs - I. Six new L subdwarfs, classification and atmospheric properties" + voref = "10.1093/mnras/stw2438" + elif "II.fits" in filename: + title = "Primeval very low-mass stars and brown dwarfs - II. The most metal-poor substellar object" + voref = "10.1093/mnras/stx350" + elif "III.fits" in filename: + title = "Primeval very low-mass stars and brown dwarfs - III. The halo transitional brown dwarfs" + voref = "10.1093/mnras/sty1352" + elif "IV.fits" in filename: + title = "Primeval very low-mass stars and brown dwarfs - IV. New L subdwarfs, Gaia astrometry, population properties, and a blue brown dwarf binary" + voref = "10.1093/mnras/sty2054" + + header.set("TITLE", title) + header.set("VOREF", voref) + header.set("AUTHOR", "Zhang, Z.H. et al. ") + header.set("CONTRIB1", "Kelle Cruz, converted to SIMPLE format") + + if header["OBJECT"] is not None: + old_object_name = header["OBJECT"] + print(f"OBJECT keyword found: {old_object_name}") + strings = filename.split("_") + object_name = " ".join(strings[:2]) + header.set("OBJECT", object_name) + print(f"Setting OBJECT based on filename: {object_name}") + + if header["RA_TARG"] is None or header["DEC_TARG"] is None: + print( + f"RA_TARG or DEC_TARG keyword not found, querying Simbad for coordinates using OBJECT: {object_name}." + ) + try: + result = Simbad.query_object(object_name) + header["RA_TARG"] = result[0]["ra"] + header["DEC_TARG"] = result[0]["dec"] + except Exception as e: + print(f"Could not query Simbad for coordinates: {e}") + raise e + + # check_header(hdul[0].header) + + # Write out modified FITS file + out_filename = filename.replace(".fits", "_SIMPLE.fits") + outfile_path = os.path.join(path, "SIMPLE", out_filename) + + fits.writeto( + outfile_path, + hdul[0].data, + header=hdul[0].header, + overwrite=True, + output_verify="fix", + ) + + print(f"Total FITS files converted: {len(x_shooter_vis_files)}") + print(f"Total FITS files with extra WCS keywords removed: {extra_2}") + print(f"Total FITS files with no BUNIT keyword: {no_bunit}") + + +def make_spectrum_fitsfiles(out_path): + new_paths = Path(out_path).glob( + "*.fits", + ) + + file_plotted = 0 + file_failed = 0 + + for file_path in new_paths: + print(f"\nReading new FITS file: {file_path.name}") + spectrum = Spectrum.read(file_path) + + # Add wavelength keywords to the header + header = spectrum.meta["header"] + add_wavelength_keywords(header, spectrum.spectral_axis) + + # Smooth the spectrum + smoothed_flux = median_smooth(spectrum, width=101) + flux = np.array([smoothed_flux.flux, spectrum.flux]) + new_spectrum = Spectrum( + spectral_axis=spectrum.spectral_axis, + flux=flux * spectrum.flux.unit, + meta=spectrum.meta, + ) + + # Update the header with additional information + header["HISTORY"] = ( + "FITS file created by Kelle Cruz with specutils.Spectrum.write with format='tabular-fits'." + ) + header["COMMENT"] = ( + "First flux axis: smoothed using a median filter with a width of 101 pixels." + ) + # TODO: Get these comments and the date at the END of the header + header["COMMENT"] = "Second flux axis: original flux values." + header["DATE"] = date.today().isoformat() # set to today's date + new_spectrum.meta["header"] = header + + new_spectrum.write(file_path, overwrite=True, format="tabular-fits") + + # Check if the new spectrum is plottable + spectrum2 = Spectrum.read(file_path) + + if check_spectrum_plottable(spectrum2[0], show_plot=True, raise_error=False): + file_plotted += 1 + print(f"File {file_path.name} is plottable.") + else: + file_failed += 1 + print(f"File {file_path.name} is not plottable.") + + print(f"Total FITS files plotted: {file_plotted}") + print(f"Total FITS files failed: {file_failed}") + + +make_new_fitsfiles(path, out_path) +make_spectrum_fitsfiles(out_path) diff --git a/tests/not_in_simbad.txt b/tests/not_in_simbad.txt new file mode 100644 index 000000000..32e614398 --- /dev/null +++ b/tests/not_in_simbad.txt @@ -0,0 +1,372 @@ +1RXS J034231.8+121622 B +1RXS J160929.1-210524B +1RXS J235133.3+312720 B +2MASS 0441+2301 Aab +2MASS 0441+2301 Bab +2MASS J01501165+1523574 +2MASS J02132062+3648506C +2MASS J06543675-7131217 +2MASS J06581827+2634587 +2MASS J11061197+2754225 +2MASS J122554.32-273946.6B +2MASS J12490458-3454080 +2MASS J14044941-3159329 +2MASS J22362452+4751425 b +2MASS J2320292+412341 +2MASS J23364145+4822480 +2MASSI J155302.20+153236.0B +BRB 17 +BRB 21 +BRB 23 +BRB 29 +CFBDS J022638.96-072831.8 +CFBDS J022644.65-062522.0 +CFBDS J025401.67-182529.2 +CFBDS J025558.46-173020.2 +CFBDS J025718.08-124853.1 +CFBDS J025805.92-145534.3 +CFBDS J025840.60-182648.3 +CFBDS J030130.53-104504.3 +CFBDS J030135.11-161418.0 +CFBDS J030225.88-144125.4 +CFBDS J030226.67-143719.2 +CFBDS J030922.29-161426.1 +CFBDS 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