{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "![HELP-Logo](https://avatars1.githubusercontent.com/u/7880370?s=200&v=4)\n", "\n", "\n", "# DMU 24 - GAMA-12: Photo-z Selection Function\n", "\n", "The goal is to create a selection function for the photometric redshifts that varies spatially across the field. We will use the depth maps for the optical masterlist to find regions of the field that have similar photometric coverage and then calculate the fraction of sources meeting a given photo-z selection within those pixels.\n", "\n", "1. For optical depth maps: do clustering analysis to find HEALpix with similar photometric properties.\n", "2. Calculate selection function within those groups of similar regions as a function of magnitude in a given band.\n", "3. Paramatrise the selection function in such a way that it can be easily applied for a given sample of sources or region." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "This notebook was executed on: \n", "2018-06-27 18:46:29.859230\n" ] } ], "source": [ "import datetime\n", "print(\"This notebook was executed on: \\n{}\".format(datetime.datetime.now()))" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "%matplotlib inline\n", "#%config InlineBackend.figure_format = 'svg'\n", "\n", "import matplotlib.pyplot as plt\n", "plt.rc('figure', figsize=(10, 6))\n", "\n", "import os\n", "import time\n", "\n", "from astropy import units as u\n", "from astropy.coordinates import SkyCoord\n", "from astropy.table import Column, Table, join\n", "import numpy as np\n", "import healpy as hp\n", "\n", "import warnings\n", "#We ignore warnings - this is a little dangerous but a huge number of warnings are generated by empty cells later\n", "warnings.filterwarnings('ignore')\n", "\n", "from astropy.io.votable import parse_single_table\n", "from astropy.io import fits\n", "from astropy.stats import binom_conf_interval\n", "from astropy.utils.console import ProgressBar\n", "from astropy.modeling.fitting import LevMarLSQFitter\n", "\n", "from sklearn.cluster import MiniBatchKMeans, MeanShift\n", "from collections import Counter\n", "\n", "from astropy.modeling import Fittable1DModel, Parameter" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "def coords_to_hpidx(ra, dec, order):\n", " \"\"\"Convert coordinates to HEALPix indexes\n", " Given to list of right ascension and declination, this function computes\n", " the HEALPix index (in nested scheme) at each position, at the given order.\n", " Parameters\n", " ----------\n", " ra: array or list of floats\n", " The right ascensions of the sources.\n", " dec: array or list of floats\n", " The declinations of the sources.\n", " order: int\n", " HEALPix order.\n", " Returns\n", " -------\n", " array of int\n", " The HEALPix index at each position.\n", " \"\"\"\n", " ra, dec = np.array(ra), np.array(dec)\n", "\n", " theta = 0.5 * np.pi - np.radians(dec)\n", " phi = np.radians(ra)\n", " healpix_idx = hp.ang2pix(2**order, theta, phi, nest=True)\n", "\n", " return healpix_idx\n", "\n", "class GLF1D(Fittable1DModel):\n", " \"\"\"\n", " Generalised Logistic Function \n", " \"\"\"\n", " inputs = ('x',)\n", " outputs = ('y',)\n", "\n", " A = Parameter()\n", " B = Parameter()\n", " K = Parameter()\n", " Q = Parameter()\n", " nu = Parameter()\n", " M = Parameter()\n", " \n", " @staticmethod\n", " def evaluate(x, A, B, K, Q, nu, M):\n", " top = K - A\n", " bottom = (1 + Q*np.exp(-B*(x-M)))**(1/nu)\n", " return A + (top/bottom)\n", "\n", " @staticmethod\n", " def fit_deriv(x, A, B, K, Q, nu, M):\n", " d_A = 1 - (1 + (Q*np.exp(-B*(x-M)))**(-1/nu))\n", " \n", " d_B = ((K - A) * (x-M) * (Q*np.exp(-B*(x-M)))) / (nu * ((1 + Q*np.exp(-B*(x-M)))**((1/nu) + 1)))\n", "\n", " d_K = 1 + (Q*np.exp(-B*(x-M)))**(-1/nu)\n", " \n", " d_Q = -((K - A) * (Q*np.exp(-B*(x-M)))) / (nu * ((1 + Q*np.exp(-B*(x-M)))**((1/nu) + 1)))\n", " \n", " d_nu = ((K-A) * np.log(1 + (Q*np.exp(-B*(x-M))))) / ((nu**2) * ((1 + Q*np.exp(-B*(x-M)))**((1/nu))))\n", " \n", " d_M = -((K - A) * (Q*B*np.exp(-B*(x-M)))) / (nu * ((1 + Q*np.exp(-B*(x-M)))**((1/nu) + 1)))\n", "\n", " return [d_A, d_B, d_K, d_Q, d_nu, d_M]\n", " \n", "class InverseGLF1D(Fittable1DModel):\n", " \"\"\"\n", " Generalised Logistic Function \n", " \"\"\"\n", " inputs = ('x',)\n", " outputs = ('y',)\n", "\n", " A = Parameter()\n", " B = Parameter()\n", " K = Parameter()\n", " Q = Parameter()\n", " nu = Parameter()\n", " M = Parameter()\n", " \n", " @staticmethod\n", " def evaluate(x, A, B, K, Q, nu, M):\n", " return M - (1/B)*(np.log((((K - A)/(x -A))**nu - 1)/Q))\n", " " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 0 - Set relevant initial parameters" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "FIELD = 'GAMA-12'\n", "ORDER = 10\n", "\n", "DEPTH_MAP = '../../dmu1/dmu1_ml_GAMA-12/data/depths_gama-12_20180218.fits'\n", "MASTERLIST = '../../dmu1/dmu1_ml_GAMA-12/data/master_catalogue_gama-12_20171210.fits'\n", "PHOTOZS = 'data/master_catalogue_gama-12_20171210_photoz_20180410_r_optimised.fits'\n", "\n", "\n", "OUT_DIR = 'data'\n", "SUFFIX = 'depths_20180218_photoz_20180410'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## I - Find clustering of healpix in the depth maps" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "depth_map = Table.read(DEPTH_MAP)\n", "\n", "# Get Healpix IDs\n", "hp_idx = depth_map['hp_idx_O_{0}'.format(ORDER)]\n", "\n", "# Calculate RA, Dec of depth map Healpix pixels for later plotting etc.\n", "dm_hp_ra, dm_hp_dec = hp.pix2ang(2**ORDER, hp_idx, nest=True, lonlat=True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The depth map provides two measures of depth:" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "mean_values = Table(depth_map.columns[2::2]) # Mean 1-sigma error within a cell\n", "p90_values = Table(depth_map.columns[3::2]) # 90th percentile of observed fluxes" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "For the photo-z selection functions we will make use of the mean 1-sigma error as this can be used to accurately predict the completeness as a function of magnitude.\n", "\n", "We convert the mean 1-sigma uncertainty to a 3-sigma magnitude upper limit and convert to a useable array.\n", "When a given flux has no measurement in a healpix (and *ferr_mean* is therefore a *NaN*) we set the depth to some semi-arbitrary bright limit separate from the observed depths:" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "dm_clustering = 23.9 - 2.5*np.log10(3*mean_values.to_pandas().as_matrix())\n", "dm_clustering[np.isnan(dm_clustering)] = 14\n", "dm_clustering[np.isinf(dm_clustering)] = 14\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To encourage the clustering to group nearby Healpix together, we also add the RA and Dec of the healpix to the inpux dataset:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "dm_clustering = np.hstack([dm_clustering, np.array(dm_hp_ra.data, ndmin=2).T, np.array(dm_hp_dec.data, ndmin=2).T])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next, we find clusters within the depth maps using a simple k-means clustering. For the number of clusters we assume an initial guess on the order of the number of different input magnitdues (/depths) in the dataset. This produces good initial results but may need further tuning:" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "NCLUSTERS = dm_clustering.shape[1]*2\n", "km = MiniBatchKMeans(n_clusters=NCLUSTERS)\n", "\n", "km.fit(dm_clustering)\n", "\n", "counts = Counter(km.labels_) # Quickly calculate sizes of the clusters for reference\n", "\n", "clusters = dict(zip(hp_idx.data, km.labels_))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Below we illustrate the different clusters with each colour corresponding to a different group of similar sources (although the colours may not be unique to a single cluster of sources). You can see structures and patterns within the field, e.g. the outline of the HSC coverage." ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "Fig, Ax = plt.subplots(1,1,figsize=(8,8))\n", "Ax.scatter(dm_hp_ra, dm_hp_dec, c=km.labels_, cmap=plt.cm.tab20, s=6)\n", "\n", "Ax.set_xlabel('Right Ascension [deg]')\n", "Ax.set_ylabel('Declination [deg]')\n", "Ax.set_title('{0}'.format(FIELD))\n", "Fig.savefig('plots/dmu24_{0}_sf_hpclusters_illustration.png'.format(FIELD), \n", " format='png', bbox_inches='tight', dpi=150)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## II - Map photo-z and masterlist objects to their corresponding depth cluster\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We now load the photometric redshift catalog and keep only the key columns for this selection function.\n", "Note: if using a different photo-$z$ measure than the HELP standard `z1_median`, the relevant columns should be retained instead." ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "photoz_catalogue = Table.read(PHOTOZS)\n", "\n", "photoz_catalogue.keep_columns(['help_id', 'RA', 'DEC', 'id', 'z1_median', 'z1_min', 'z1_max', 'z1_area'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Next we load the relevant sections of the masterlist catalog (including the magnitude columns) and map the Healpix values to their corresponding cluster. For each of the masterlist/photo-$z$ sources and their corresponding healpix we find the respective cluster." ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "masterlist_hdu = fits.open(MASTERLIST, memmap=True)\n", "masterlist = masterlist_hdu[1]\n", "\n", "masterlist_catalogue = Table()\n", "masterlist_catalogue['help_id'] = masterlist.data['help_id']\n", "masterlist_catalogue['RA'] = masterlist.data['ra']\n", "masterlist_catalogue['DEC'] = masterlist.data['dec']\n", "\n", "for column in masterlist.columns.names:\n", " if (column.startswith('m_') or column.startswith('merr_')):\n", " masterlist_catalogue[column] = masterlist.data[column]\n", "\n", "masterlist_hpx = coords_to_hpidx(masterlist_catalogue['RA'], masterlist_catalogue['DEC'], ORDER)\n", "masterlist_catalogue[\"hp_idx_O_{:d}\".format(ORDER)] = masterlist_hpx" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "masterlist_cl_no = np.array([clusters[hpx] for hpx in masterlist_hpx])\n", "masterlist_catalogue['hp_depth_cluster'] = masterlist_cl_no" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "merged = join(masterlist_catalogue, photoz_catalogue, join_type='left', keys=['help_id', 'RA', 'DEC'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Constructing the output selection function table:\n", "\n", "The photo-$z$ selection function will be saved in a table that mirrors the format of the input optical depth maps, with matching length." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "pz_depth_map = Table()\n", "pz_depth_map.add_column(depth_map['hp_idx_O_13'])\n", "pz_depth_map.add_column(depth_map['hp_idx_O_10'])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## III - Creating the binary photo-z selection function\n", "\n", "With the sources now easily grouped into regions of similar photometric properties, we can calculate the photo-$z$ selection function within each cluster of pixels. To begin with we want to create the most basic set of photo-$z$ selection functions - a map of the fraction of sources in the masterlist in a given region that have a photo-$z$ estimate. We will then create more informative selection function maps that make use of the added information from clustering." ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "108" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "NCLUSTERS # Fixed during the clustering stage above" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0 In cluster: 412441 With photo-z: 356823 Fraction: 0.865 \n", "1 In cluster: 107344 With photo-z: 48672 Fraction: 0.453 \n", "2 In cluster: 340004 With photo-z: 187119 Fraction: 0.550 \n", "3 In cluster: 25919 With photo-z: 23505 Fraction: 0.907 \n", "4 In cluster: 62536 With photo-z: 22754 Fraction: 0.364 \n", "5 In cluster: 16286 With photo-z: 5634 Fraction: 0.346 \n", "6 In cluster: 69546 With photo-z: 64237 Fraction: 0.924 \n", "7 In cluster: 303157 With photo-z: 169229 Fraction: 0.558 \n", "8 In cluster: 151342 With photo-z: 77287 Fraction: 0.511 \n", "9 In cluster: 121273 With photo-z: 52147 Fraction: 0.430 \n", "10 In cluster: 220002 With photo-z: 113599 Fraction: 0.516 \n", "11 In cluster: 27035 With photo-z: 14809 Fraction: 0.548 \n", "12 In cluster: 356490 With photo-z: 330075 Fraction: 0.926 \n", "13 In cluster: 71109 With photo-z: 44517 Fraction: 0.626 \n", "14 In cluster: 97019 With photo-z: 36577 Fraction: 0.377 \n", "15 In cluster: 180738 With photo-z: 104706 Fraction: 0.579 \n", "16 In cluster: 266645 With photo-z: 152141 Fraction: 0.571 \n", "17 In cluster: 16546 With photo-z: 7918 Fraction: 0.479 \n", "18 In cluster: 55708 With photo-z: 31215 Fraction: 0.560 \n", "19 In cluster: 10412 With photo-z: 6698 Fraction: 0.643 \n", "20 In cluster: 67636 With photo-z: 26337 Fraction: 0.389 \n", "21 In cluster: 241552 With photo-z: 152613 Fraction: 0.632 \n", "22 In cluster: 52209 With photo-z: 28619 Fraction: 0.548 \n", "23 In cluster: 18965 With photo-z: 16478 Fraction: 0.869 \n", "24 In cluster: 7519 With photo-z: 3579 Fraction: 0.476 \n", "25 In cluster: 47555 With photo-z: 23630 Fraction: 0.497 \n", "26 In cluster: 9530 With photo-z: 5770 Fraction: 0.605 \n", "27 In cluster: 101055 With photo-z: 88829 Fraction: 0.879 \n", "28 In cluster: 24335 With photo-z: 14362 Fraction: 0.590 \n", "29 In cluster: 93466 With photo-z: 51073 Fraction: 0.546 \n", "30 In cluster: 45368 With photo-z: 28413 Fraction: 0.626 \n", "31 In cluster: 57459 With photo-z: 23036 Fraction: 0.401 \n", "32 In cluster: 51167 With photo-z: 28216 Fraction: 0.551 \n", "33 In cluster: 54057 With photo-z: 27226 Fraction: 0.504 \n", "34 In cluster: 347790 With photo-z: 163582 Fraction: 0.470 \n", "35 In cluster: 68719 With photo-z: 59057 Fraction: 0.859 \n", "36 In cluster: 35704 With photo-z: 21518 Fraction: 0.603 \n", "37 In cluster: 82675 With photo-z: 75302 Fraction: 0.911 \n", "38 In cluster: 150056 With photo-z: 88231 Fraction: 0.588 \n", "39 In cluster: 185707 With photo-z: 100198 Fraction: 0.540 \n", "40 In cluster: 214608 With photo-z: 130932 Fraction: 0.610 \n", "41 In cluster: 87612 With photo-z: 36659 Fraction: 0.418 \n", "42 In cluster: 36321 With photo-z: 19035 Fraction: 0.524 \n", "43 In cluster: 17728 With photo-z: 10765 Fraction: 0.607 \n", "44 In cluster: 14924 With photo-z: 7743 Fraction: 0.519 \n", "45 In cluster: 23214 With photo-z: 12163 Fraction: 0.524 \n", "46 In cluster: 317202 With photo-z: 255937 Fraction: 0.807 \n", "47 In cluster: 95544 With photo-z: 83496 Fraction: 0.874 \n", "48 In cluster: 75681 With photo-z: 70176 Fraction: 0.927 \n", "49 In cluster: 56026 With photo-z: 48211 Fraction: 0.861 \n", "50 In cluster: 21706 With photo-z: 10426 Fraction: 0.480 \n", "51 In cluster: 17123 With photo-z: 9997 Fraction: 0.584 \n", "52 In cluster: 24329 With photo-z: 14259 Fraction: 0.586 \n", "53 In cluster: 109986 With photo-z: 99033 Fraction: 0.900 \n", "54 In cluster: 48494 With photo-z: 28063 Fraction: 0.579 \n", "55 In cluster: 65358 With photo-z: 59822 Fraction: 0.915 \n", "56 In cluster: 76584 With photo-z: 44271 Fraction: 0.578 \n", "57 In cluster: 2102 With photo-z: 1198 Fraction: 0.570 \n", "58 In cluster: 101953 With photo-z: 94356 Fraction: 0.925 \n", "59 In cluster: 30569 With photo-z: 16330 Fraction: 0.534 \n", "60 In cluster: 223318 With photo-z: 199011 Fraction: 0.891 \n", "61 In cluster: 166565 With photo-z: 90673 Fraction: 0.544 \n", "62 In cluster: 29082 With photo-z: 11368 Fraction: 0.391 \n", "63 In cluster: 20017 With photo-z: 5985 Fraction: 0.299 \n", "64 In cluster: 411541 With photo-z: 371609 Fraction: 0.903 \n", "65 In cluster: 57174 With photo-z: 34064 Fraction: 0.596 \n", "66 In cluster: 64712 With photo-z: 29341 Fraction: 0.453 \n", "67 In cluster: 110975 With photo-z: 70738 Fraction: 0.637 \n", "68 In cluster: 27005 With photo-z: 15014 Fraction: 0.556 \n", "69 In cluster: 232584 With photo-z: 209805 Fraction: 0.902 \n", "70 In cluster: 21438 With photo-z: 12282 Fraction: 0.573 \n", "71 In cluster: 87345 With photo-z: 54256 Fraction: 0.621 \n", "72 In cluster: 18613 With photo-z: 11652 Fraction: 0.626 \n", "73 In cluster: 42690 With photo-z: 18576 Fraction: 0.435 \n", "74 In cluster: 141904 With photo-z: 127457 Fraction: 0.898 \n", "75 In cluster: 213749 With photo-z: 189324 Fraction: 0.886 \n", "76 In cluster: 30714 With photo-z: 16207 Fraction: 0.528 \n", "77 In cluster: 99287 With photo-z: 58251 Fraction: 0.587 \n", "78 In cluster: 52484 With photo-z: 26071 Fraction: 0.497 \n", "79 In cluster: 20492 With photo-z: 12727 Fraction: 0.621 \n", "80 In cluster: 51197 With photo-z: 22227 Fraction: 0.434 \n", "81 In cluster: 33769 With photo-z: 21190 Fraction: 0.627 \n", "82 In cluster: 1065578 With photo-z: 967250 Fraction: 0.908 \n", "83 In cluster: 26834 With photo-z: 15459 Fraction: 0.576 \n", "84 In cluster: 80450 With photo-z: 27409 Fraction: 0.341 \n", "85 In cluster: 35343 With photo-z: 21168 Fraction: 0.599 \n", "86 In cluster: 31190 With photo-z: 17965 Fraction: 0.576 \n", "87 In cluster: 80000 With photo-z: 42528 Fraction: 0.532 \n", "88 In cluster: 37992 With photo-z: 21752 Fraction: 0.573 \n", "89 In cluster: 451147 With photo-z: 253646 Fraction: 0.562 \n", "90 In cluster: 58065 With photo-z: 54502 Fraction: 0.939 \n", "91 In cluster: 28899 With photo-z: 15406 Fraction: 0.533 \n", "92 In cluster: 62222 With photo-z: 31006 Fraction: 0.498 \n", "93 In cluster: 45700 With photo-z: 23801 Fraction: 0.521 \n", "94 In cluster: 9477 With photo-z: 3304 Fraction: 0.349 \n", "95 In cluster: 484222 With photo-z: 191582 Fraction: 0.396 \n", "96 In cluster: 9290 With photo-z: 5269 Fraction: 0.567 \n", "97 In cluster: 35638 With photo-z: 33118 Fraction: 0.929 \n", "98 In cluster: 160910 With photo-z: 82088 Fraction: 0.510 \n", "99 In cluster: 26467 With photo-z: 15480 Fraction: 0.585 \n", "100 In cluster: 187374 With photo-z: 170652 Fraction: 0.911 \n", "101 In cluster: 43085 With photo-z: 25610 Fraction: 0.594 \n", "102 In cluster: 25891 With photo-z: 23737 Fraction: 0.917 \n", "103 In cluster: 45254 With photo-z: 15379 Fraction: 0.340 \n", "104 In cluster: 306054 With photo-z: 280475 Fraction: 0.916 \n", "105 In cluster: 34372 With photo-z: 19437 Fraction: 0.565 \n", "106 In cluster: 602028 With photo-z: 543777 Fraction: 0.903 \n", "107 In cluster: 148138 With photo-z: 131720 Fraction: 0.889 \n" ] } ], "source": [ "cluster_photoz_fraction = np.ones(NCLUSTERS)\n", "\n", "pz_frac_cat = np.zeros(len(merged))\n", "pz_frac_map = np.zeros(len(dm_hp_ra))\n", "\n", "for ic, cluster in enumerate(np.arange(NCLUSTERS)):\n", " ml_sources = (merged['hp_depth_cluster'] == cluster)\n", " has_photoz = (merged['z1_median'] > -90.)\n", " \n", " in_ml = np.float(ml_sources.sum())\n", " withz = np.float((ml_sources*has_photoz).sum())\n", " \n", " if in_ml > 0:\n", " frac = withz / in_ml \n", " else:\n", " frac = 0.\n", " \n", " cluster_photoz_fraction[ic] = frac\n", " print(\"\"\"{0} In cluster: {1:<6.0f} With photo-z: {2:<6.0f}\\\n", " Fraction: {3:<6.3f}\"\"\".format(cluster, in_ml, withz, frac))\n", " \n", " # Map fraction to catalog positions for reference\n", " where_cat = (merged['hp_depth_cluster'] == cluster)\n", " pz_frac_cat[where_cat] = frac\n", " \n", " # Map fraction back to depth map healpix \n", " where_map = (km.labels_ == cluster)\n", " pz_frac_map[where_map] = frac" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### The binary photo-$z$ selection function of the field" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "image/png": 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PXfjns1TyI4ef7d7Bptr+ZNhWGQpQSnKmT6tJPIUlHhV6Esr1MoIQrg5hNQzcF1KilOgDRx/ymHyNbtPDm7TjbicETpq3UjuWCE54cUzL66+3kTYPTjrPTf3tGpL1G6Ip3nnj1/nGBe85qHMuJD5819e4fc8zyN3AyUNGZpM+1SkFp1wQEdOhxl379H7dlRQXbHz59R/lZ7/xsdm6jEVLqxNyxffXE4YRn9lzZ1rvCmw9xrH+lMtpe32i3p6P4h4WTrv87wikjyBtm5axmIWkfkA1hBWkTrp1K4wnz7aCZiGfIotvkL/gcA67zmzkmAF74yZDK9poy3aMNmzHQIuhGWpdUvNSDMR6plLQMr8D8zci64j6k51beH5i96xcw3xy+x7jNBuPMvKc1qAQK/Rb3tanvvbq8hZxDPVNADGyK0apGAipVCLi2ETdJU6OV6qNUrbugsw+ePcPv3T4LnSB8rlrf8SlN93HZ8buLFiHOohAEEDYGCBuDdDpaCGmbTrudVd8eh5LPjfc+eyz/QUX0MLFXvDxdTTd1Zl950CdgJiYBgHRq0EiqD5TSqp1iAqMkX9VRJh2D1e/6Xfm6tKWEIpIvFn9LDac5sXRlx9te5L/vPqM5PfQiqyB23jmWae+rHNfwdEPUnW8/YiAao1SWtEwGgMttHRqeUfdbbUa65YdM2vXNL/oShl5rgII6vWgzWdgrz+M9EyCwTUKaJCvTKVV9UeLjlqsQKRNFIHv6+N1XaYj5edqe+f4mhY+u8brBGGUb5MCqAGCgj+utCsEfVZgqNVqPFnby9nHn8QNGx7lLS9+2RyWeu54cP/W6ROtND4uPei8CmP+9DLrlWnsq6ASVSg901vJcu4HTumx1eE4MJzw4ujiZ2Nb+d27/2XadNZ5NHlBFaLqZs0YNq3v5+PBxDH4fubAcgiB7txLyuO81esO9XLmlZdf/9HMrwlgOalTaJ7EJCSmb1VCyYcwykuGxXpv7AV/GIZ6uMHc85b/NTsXsoj507e/gVs3PgVPAmfZMNAZSbtnvB0ABQo+es9N3LV1MxsKguCH7/wPbn/bH7FuxQzVjwuAqx6/n//7yN2HlIcqgYS2HjGWopAhymnLFqx4kz8WHYX3sU//2SGVYamj63nxaUtmEye8OLp47z1fmXHa9jZAso6NwuCaOrnRmIJSpqWJQBiW8VbpwBHZfb4PUaQ1PE//1t8eVPkXKlrTMt5/vwLfg2arDAhDVS3glHzI+7hALOmod1mfJYycv4tmzTEraJ/TSNzDRSDYMoKu04DK2u75vSLQbgBUuHzDQzrSbA/efMOlPH7hR+ao5LPPX9/3g1nJR0+lFohgeEMaYVcAquBllLQCSFV/8Y/swNmOw4gTXhxdtGX6+c9ZLUGXyiVxNE23Zi1Kel+3g2k6FVgP50697OJFuZib1bZ0OtoB9ECQTH1OFRImWTRvmnIsZQHmNdd+msk4L5jk2q0C6PSv56zCK0KrEQp13ohCFjpP7dnGr95wpf4xDiwzO/q1n2x9TJem2b2p6KibNGlJHX3ffO1X+N7bjvxp6HOJc9h1ODKcde1FM0qnFLQmQC+yY51EY6N1SWm3QWnXeIhBxTpCrIgi7oSUy7qTt3nGsTaXBHV9yHeeeGiWruzw8KrrU2GhXIZmywxQo3RGSxDobY261UKlnWqrDVYjIKLrpnh8aGTLdlPwvamFnHNyZqulRT/BJdiI6VFbVE4Ela1bcy/ak4DSGjClBFWKk4Ubi5y6wOOWJIKLoAWXqSZR2eurFX73ogPDW1OtiyJjDG1lflfNzrbOruEHPL5/F+t3bDqQy3A4csyb5kUptRa4AjgO3aYvEZHPzVd5HAdOdTmwvH8EUhGQ3aA2LUOh0jVQ1to34iDt/QKEsFbrk0slq3nRL8UbNz/D28/8T3N2DbNN0MOXpdWqkLoygowpAvS2hkkzfLKOnjtUBQiZ3AP1xhCg6Jhh68Cyds7hGQaA9pQaGBdfN8XWW+mFUXTNDiFPCzExE69JtY3JNxXruhX0MK/PUG+GcRrnH3st+4Djp05TmazQGelMPa2516Nv/e2rPeSeqhFmTtY/79jyHGcf7wLCHAwialHOEJpN5tNsFAIfEZGfKqVGgQeUUreKyOPzWKYlycu//lkmA6M+F5+ho9KZK9NEs58Snd8IETG+efN3iHtopVu58+hp1Vpnf8mbfvvgC3CYOf3rnyIAhs2C2toEZmYWJamyzrqS/N9uw8BAWt8jR0Ntr5gYLqBUTNCByoA1KeleJo71KtS97pUI1CeqPD42xlmr+jjGHKGc8e2PAz3qJAJOFGRrahOaSGZnFaYjWcdpgElPKxiXYTamcY+OQrGn1WDl4PSBAw83STRbWw8RlKVMIIFRiWa96tO/Yj1u/eILQCUmoKGxSvfEwggomyoy9iIhTRQRJSbPj5z9xlm6yqVJvMTNRvMmvIjIdmC7+T6plHoCOBFwwsthZjK71ouq0NinO8bho5smbHS6vo41UzT29XhRm/ec19BRdKtrawyuqREeD+0d1qlX5yXDOgS70GFgmUcU2c5AfyojwaJz2NU+ioPUa0Zw6dhowhGlIdsJeKhVQqnS0OaJOhAM0Jms0qlBWgcG8+YX8YkaPt5gA8+Dki9UynmziBVgamNVqKTZvOPWK3jiPX8xdxe+wDjTCC6WOIZo2zAAlbV15CU1xtdWGBjqoBQMGF+rTm0gn1GkUONlvZYPpjonAASObYMIcQA1r8J3Nj7KB196zpxf26Hi1cuEwwJl6VYZmcfcmzRpasBR6XYgkbsrOyqEo2hhqJFm4QGhlteRSd3BCNB4UZQ27cjj+Q/+5Zxdo2NpsCAcdpVS64BXAvfOb0mWDs/s382d25/nH+//UWargGTfVGZrxrk2H+G1/6hNZdKGrWwy6T4gl4lKjlt32cU8v8Addi9/8l4+8citBDUFJQ/lQVo39toCtD49YzrK7gLSCMaZ4+yQNZkXLYQhVCoFZ+jMvRFjhaOSFmOZX+iUj1BO+fqn9JfdUFmTbk8DJGaiF9sqLvzN7Uw0Y5IIMJK7NxpfKU5bsXBiEf3J7ddz46an6cQF6UR6lF+6dCeZZ5RC2jS9iKmTdney4peMIjXZdsplF/PcAn+2FzJ6SLS0zUbzfvVKqRHgW8CfishEj/1/qJRar5Rav2vXrsNfwCOQsWaNt37vCj71wO2Mx7b3FBPJ1S5Kl8b4FlFEUSqQNPb1yNRaQxInC+3xFwTA/mEgIk4WGrQv1RblEUUYxnieNn9EkRZebPCwz6+/Y1avfbb5xCO3mm8+hB4Sa5OOdKx3Z8jgCgECPd02VkCEEm0q0n4rEWoAVMVWotHLK4EwNvr3mNJwSBSVU6dSPfgnNFYPpaC+HcDTMQTNaXfu6fDpu7NC6pFHIrgIsLJMkK2bnSPontNou8Z1uvYkScyhoJ4V8ExnrhRC24QGTJfIFNpaUAwAfFpRyBtPfNHhudBpuPqpB7nu+SfygotpTkzaqwhs76cHK9nHfsIeEsIoaTuy+SidRpm2Vc6cRmHCIwrQ1uJ6BITHg9/wQdK2LcDf3XsrDsfBMq+aF6VUGS24fF1Evt0rjYhcAlwCcPbZZxcNsI6DYFt9AoHukRmK4aPzUxF8D1r7BwBFkLzFuqeHqqZnctCOubHW0mstwZo6cQytfUNGuWDNUkKz7gMlHVNDQDpebkrqVx69nz9eFLZxU+BQm4oGV7Qo+0HqJDoIcvcAyvwThNKrWqYmS0hb162qhCQVIEAHvCHjOIoHCEEAQaDtQq2WMUuV9L0cPRFE6tT2VaFeSsp137Yth6si5heruNo10tVK49IQnbFMmsdKdM6OioqHNCMRHVNwXGvEjMETlnvmEVh4Pgc3v7Ch/84RwIvMtD6gBiueKuec6fe/RA9mPMrIpGgh5ijz3Fsr6HYhbVl5ypDMVGoeT06RqHxyz/bXnn6Uv3ztrxzspS5xnMPuvF29UkoBlwJPiMg/zFc5lhqP79nB2757Jc0gKFqHwI4oC590WAbazmGEnox62GpT9MguBhnKpelsR69tkgwDrQo//U0Lkuk39mVKxOTk5Cxc+eyz7rKLiWNbR0aDJVpLIuLnTBHNBrR0BZg6Kl6/zaNo1/CJI8wMLDtczpwKwDhB2k9sHS1VmvenfuFNs3fhC4x1V3waiTLt1Zg3JNu2kFTmFgGBFXgZRVc2bR4hTO8ZceatmaZ//83fnMMrnBlfXH8nt297tvfOFl3TnxWlRBcKdgHGHna0KHOcAGdm2rC2ReU/9k+2OtvADjIZwcMXuii7B4t+y3iz+llszKfm5XzgQuBnSikbzOOvReR781imI5733GJesl3vaAVSpbkfVE272amVWmfsD4b4ZrXdYHIABJY9UUYQJgnhpcBwbF6Cxm9DwL9nOWJe/awVPITqykbi8NvYVwWaDB2lO9zOvhE9UFMtsk3z9ddfysPv+dM5r5sD4WN36mYat8oZPwo9pPTqFYJ6mYGTtdClFAwNg5zXobbX+r4oaPqgIjwzy0g6ZSSA0lBk+lKB5XrBxbKZZVQpaY/Jid0dMBN+kTKTNfDrep7q8CkTjC5vaa2B4SUrF45PxtygEkFkxX0DCMJ+Yiq/2MjNxLKRdStr6zSPB68DMjas2+5RYUF+USA+MgLUtI+Hhw/7PFiVMR2Jz+3bnz/sV1zkM4/e1XuHQsdaqcLwkxUEofGiGBkUJn4OVjyi222ZMkc9pQ/R9RfAa4BYUdmmQxeUjempdQK6nkKo7iKtt0wfWNqptOlJoFQToEzD107mz7/X+bs4Do35nG10JwtR73oEEsYxt23YwLLBQfbVW8Z3NJVeRNLboES/nKx7IslflVuDrdvxNiYJ8mCd+sy+NFJ4xmGyID3FcXZ7nD0tZx117IFd8Bzy6qs/z952E6ENVMz1FJuxvjY7JbTbGTTrzGvqKhMeRiR/fPbY7qnrJr9eiwSbQXGnO/r9oudtN17Gw3u3M1AKMMaKRHgsts2sU27atg2JM7l0Kb0ScnUr+TTdiprDShTH3Lp5A8PlMvpJK4H0ea1Kpm4yjrrWIVm6G1dynK2frsc3a5uzazUWj8/Wn9m5GJzxFzpRv/u8RFh8uiLHAfM3t9zKX9x4E7/3b/+OquvRvn6LGDOFRMnISer2BWdXNI4oVSCOhbBW1vEttuo0HTpa60JMdUWA7gmMucLkExLqCfCxzlOJdfgVoJNqXXYMmwgwTcojALpMPnD1m99zeCusDy/92mfZ026a+qkAHd1RCOnfBmCuIxs9VwTqk6DKVjjT9e8PCnEcQeiRDGUFkFA7SocRfgXi2HhciJ49M3I0aF28QBzhN+3xqc+7oNOG25Zz6ueOHMvsDc8+ysN7twMgJUjasYphk253bdrwMqG9N63/zlbbtrU3eBgCE0NArDVcGbk5seDFQMeHxMAi2Ck2kvi9RPPWEV9072382Y+/y4W3fBN/AIhi+2il5beDjqf09TdsuzWvgXF7ZSrbMq3WBUpjJWIlUNNPaGL9jWBgv9KPdg1KzfT0IWgfmxj8Rpye1x4L/Mkt3zk8leQ4IlkQU6Udc8v6rVtpBmaIFCsqIx1832oFIu0AWjM+KsMAMZUV9jWmO+WSBwwZ58YzIlp0GBgIae+tAj7NfUMgUD1aq+nV0SBrobMDhp5bhqIELEc2C8PnTWCHvCJ6lhHDeqpwzCCdcVAtrcVZSNFL66FVYWhBYmAZtPbb3/qPWhmgPFDKo9W2o+EyoPArWqsiZb0sgtWqlIGgFeXyjlpWk1WiM5G1ZaTTqZcd0yCMWua37lBLNsKpIbCuOLNWC/PPFx7Nr4o8OAKiJQmil0DrLBu/JSAIoNM0IeyPBgioGGfychlY04AYWjbGi1GKHfVwhfHTxDR/QfBgZScXhscrwXzX7H07N9MMA0AhkYdX020GVEarZFgNLVNe1VHJ9G9Oh5xXmUCpYYRzH8LVuhH5lBCghNJC+gR6wUUF0XDeNcYDLcFE0DzTNMJE4ajPe922p3Eh1Q8OQbmp0vNdAMfc8svXfYlnZYxEhV6O9YwLUnV6UIN0eKaHa16ikTSJ9pKx/+h0XQ63HWiN5/MmHMlMkRbignNpmtYMA81o0TpbVo7LRMAxTqpTAAAgAElEQVSaR1581SfRjrGSOM92Xb+AFByOq4OgLyjVmsQmTb4e8l6Royvz+ZhJp7k09vxpHt1mpdg4Sb505UqOBJ577jme3Lqnh1O51qTEWiGTbNORAPJtO3csILvBKgXSWynpIQBEeZ/sAm/81j/N7oXOgHVXfJqn9qcOJ14lorhwkXT9i3XguZ77TNsuXr+53si2P1MBQzXymp3iByCQYrPNMT7ef5V1x9TE4s3qZ7Gx+ErsOCCere+DoZjyiyYZeNEkeFplbkf92oRTRb+F2kCbwRVtYgHfM28bFcNGofRoYExOAB6dDpSGW0ATVBMvaqFqHu2OVh/rB6JOa22NmAkiJojOqROG0Nhng9HpoezAskDHQLEqbyIqx+mgMadf84nDUldTEQNeBdPjKST2dbwQmkADlDWzlVCqAwQMVXVvVy1F8FOF+inQVoBPp4H5VOg0QM9aD4GQ4RF9nCqlPYEqgyrrWCXQYNkx6apFzf3Q3K9o7IPJPWmZlUKHs182zg2/9765q5zDyC/c9C2gDJNlmIDO1jJBC4IWyI4SUCLYMkKwBYJkdniQfAaHdfvNpumMDcMOH9YDT8BRDxhNzQa0Ns1qKCZ8YyrqZnN7nmbE2anHCsK2EB8F3UHnYrTbfKjNYzHIUQGC/YTpR4XERwXabDSJtkJOmPxWAxN6e3nShF7cg9bwZD5+5q8HDD5Tgf3oT6Fs51z3L3NUMY4jHWc2OgLZNLmfZ/bt4QtP34wd6lhhZWi1/ts9eoxNMDVIXzCCp4y7yuvMpkCSfbr5hNpvRUCWG9+CjkfJtKzKiSb5Gn2IRNauoc1EkkTszBSlujCMHDc99yR/csf3GN2j9PKhClKvRAE1ADQYXan9duomeJ9eXDFDDINU9ch2UOvytbBipnCpMhBTHtQ9Yy56bsn+0D4ty3pOGhrM/RJpJPd7+MhQuPCLN36OKI7Qwptdptg46trhvK2b3YK2f9YZGNIamdRMms11WB+5QuexbMzHq3tkI8za74qS0UZkDZnF5+Xw8Y7rvtp9etFCV1eEXCQ38yxhBXln2vSxhxPQwegoIZnltEOEpHmbFT8KlsqubfoJL5vveelveXlpRH+ebQQXYXdpX/0RyIb9e/jVb3+VD//wSp6sjeH5ehTfbhY6RWUjs2qty+AKG+MhK5wYwSUzO6ZSyaYJGRhI04jEdCaA1gBxLMZhVQtANv6IUkJnEmCQMDTxsmKhM14lsRkBqR5f8/ePfH+WamhmNJtN/uiH19OKQxo7Y3hEF88fUFqtZOKJjq7U11bfN2TKXzBzxcD9esp4Kwk/3GFgWNBjVy0dVoYi45SrA9LpGUKmPpKw6nmTQBRjytEwUVJ7nN/w8us/eog1Mn+c8e2Ps605zs52jcHjILFVRCEeCnajtYNKtHkTgIDKWrOuUadMx7R/pSBogn3962/6+8RrwqTjDwiQ042ZJZMGfCTO2kpseeC65x6b45rQ/GTLFh7YN5Y/vf2ejZCL1rqwPCvMKJvAHKPS71lhKMwIbMsknQB4pl5csUs+6oMAwfGgYhPwrnBcLQrYOL6n57EOx1Q4zcsRxkO7tiMIjRIMCVQGIDtZOUu5DOWjmz32pG8Y38v/FoFKJV11OpvG96B8tF4joLkZIoYBlfgNDpw4iVIxw0dDZh0BSiUoHaM73TC0HpH50ex3Nz/GX7zil2ZQA7PDA3uSiFooFENUtQCDUF/bwSjEqdd1eP9lJ/cWGpQPvH4cH+MLnRBTWQ61F7RzZTChR80jJjbMwAAMDBQ9LvNo51ytjZncau0Ho9S2CaMn1qY8djEzeFxWiCvMAz8RsvN3fR/84Xz7rwwBQ9p82pqwK1hqAX38NS3SdagyAkCWCLwBu96XEEUgkeKO7c/y1lNeemgXNwP++iffNd9UfqwhwEhWcOlj48ocV96eLjwpCIFxzqUMslwfP/RkmgZBm5NGmREeiuoOAJ/6ab3d7x/atZ1Tlx8hKsLDhKCW/FRpJ7wcQdQ7HW567BmCMNbv3R4LP0+J9FGE2/eWpH+tCl5lQ5Zk0g+ugVYuIr1eVLBcLqRXuSRYJXNRS/TXP3d4I8T+1598DT0dOq+GV8kCTib6FtBP29GP3osAQq9lF6Y/3qK1Al15mnvabMKVjz3AhS999QGUdP45o7BC9Ewp1lE2Xk7/+o9I6lE3wz7p8vlYS9J7TnvlQZV1Jlzy8E/45IN3zHq+2bYdZ4W0zOVGRPj4KBMOwM6h666jaZhAm6oyx41WBnjjiaccZOkdSxlnNjqCuOLBh7jzuU3IPoVfGy4EOJue5H31U3R/fI/5a2am2vyU0oJJqwnNzeaYGK2+35/NMT/6j3YOp++6e9AyQGbWq6BHyvbNFu6AcF+ZYHuZN60548Au5hA4wzgIDyzrgN+hfkbDlE+orZ2ElRAzaS5gkpGTZ5637fCiWH8G19TQ9TTJyMm9tGC9iWIII2jU9cdb3jT51Bg9sZ6eDxPrpT7M3/zk8Jre5pv2GLTr+m/PfQ2gGZCsTCgmFEDTTDPueTu0z1McknysP9Krj13T64BZYS4EF4BwdUhg/kWrC5qRMaAG7WqsNS9K/w5Aa18O8P0yvLMCT5GT9Xc2ahxTHe57jKM/bnkAx6ImimMe2rWdE0eW8dknbiWKBw/dfbA9iHq4oqNuPizEtFBF9TyjsEdIBBQB9cwyAOJzJ9I0hRGrHXR5LEceEoSuhcQzI+MhaB/o8O7g+eZTDzPWqhNEVoiCgSEKlolRZA9QnWT42LCngGjLn3UQ7U5ng8oJIydL7rje6Smkyb5sSkDMyOq8w6/NIy5YPRY6P9y0kS//7F7WLZ8FZ856FT3Fvdh+h6Cm/Y6U8ZsmGDC+HXYFwqwzicarZB2oNQc6SJh1eqlLD+SxWd0nn0kY2lfJp1028yJ1KVWBIcqwGRpn9DZlO2aGCEt+YUYnvCxyPvSD6/jx1udphB0Gl4V4YRsJPUpHt3uEl58h57aI7ynh4WlV8rkd4lgHk1MKmklcmIjqWrRP6X36rSZMoBS02zaNmZ2DYCOb0tBaDCGC8/SmRCNhFr0NMg6r5RPavPyaT/Kz3/rrg6qjmfCHt32LW7ZsMOcs4VdDXewYKg/rWDVNdGj5mAgYJorqiZCTFRS0E7KuL/s3t85dbK9NkqByRZNcP5TSGhcQ4+CrZyol/hmSP78ItMZ1FNmb3v7+Q62mOee2Fzbwgdv0AvMPtVoHLRikzujCwCotuNi6yTpDe8uFOJY0wnHL2kEjfXiuGw7JOq8XpYMXXfVJnn337LfRdZdd3H+n9XVRhe/WiijMTL8uhb8RDIWVXNYzuRXWlT371KeTmPTzExR88F565T/w2IV/PoPcHY4UJ7wscn64+Vk6et4tcehTWpmNAjt9Z5glm665toaO761gi47zXV2r9b3VEWAkYxLyQM7La1AGBoC13U6jIhBUoHTuRO58UWQdTjXlCnBCqrdvz3Gs3R9vf958M2V4AMoMJ46KHh7D5+3XcT+MRqW+aRnDJ+Wvo7F5GBt8wwb+Gj2plqSxQorvSe64yV3DZF/zy1alpp8iJR9EhLaNHIsHDNDoc4hf1XV35tHHT1cN884XH/nJrORTLkPZxAnqtKwDrkYBannagXoeUDECy4Dt+bPom6Z8PVtO338hDmcqGcwdK9bnHW73nxLgUdJaU4SYMJ1CPgWVTfoYZZx5/RYEo+SEovIMfMClpD/YEAsRSFL9ihghKJhZ65HTwhw4ingepugvJJa23ukI4G2nnoW22YBfSV+6fRdZyyKFT99EYNfq6RXZtOdRhTT2exxrXxa7LT1FTBLytMfxAE/sT2cAzSanX3YxzagQvfY19lemkPkAo7bghbI2cvtAcvvjOF8nKTaWhnQd07/esxXY70babTFvuv6fD6RaDhu7m3U+9MPv8Narv8QDY1uBbMOZjTMUpzbTI+/pTiSJY25a/92dx+9//+qDKWAXp1/xd6y77OLeWpfMrc7Hzu3tcDuTOoxy08btGk6ZY6P+LSxHWDjeuhRlylrMYNXAgc4scDic8LLo+cwbfo3qihZDK5p4vh4VtnYpgkDR2qLXtmlu73HgBvSL5adon46C60l1LWh/lgCoMbhGd6itifwqxTOSkUSbkVoN6GwbAUaSmUj2+JKC4mq48Qs6vHu0U/9++23/Ov3JDoL0cnRhKiNaSmkZM1fyIr5vmV63SUF9E0BAfZOuj2ZLf0rHCdqbMUCYhGpAbTe0WnrGT32fRxB4TO7S92bCOJMuW9VCm9XaDK1sEEZQ26bT1PZqU1EQarMaYLQsAWnsl6m6FsEvw3Pt/T32zT8fu/c2btn0DA+3J/TUcgAFrR+gL3HvFAfPgMqgUQEUNSoBsF3hR+C1zUmnRCX3XzvqaqEwyx07nzu0wqKDI3b6OSqNo8s9of+Onx7SJqBBwMTZkXYmfzaEAOJOqN3Out3KuohOFtoEdAhotbQDb2cy86A3texuXJt7YlaAotmKCIhoqlB3MB2gBaql6FTCrsgN973rw9MX0JFD0D4vs/lZbDiz0SJjT6vBeLvFPz9wJ9/e9AS/Oboazy90WO0K8ZheDDDaKeipE4VpuGOgxpZp9fIDes0hdV7e7qAFGLOCrj3FxAjxBLCmTr8xWH5karQTu0ZyaQbX9JpjXTx+GLYJ+u03s2nEM2Wy0+Lu7Zs4tj6FyvrVHjzQu2wjJ4NIi2YLoric7I8FRk62K2yDSIcggNb+dEZFOAmgaO0XEj8gYGgl6A7WvkiGae8SIITltiPRXcfwiNauZU1Fnnma49mtqjlndys/1VxZXw0GGPxxmYiI4JdmPhMLUnOpvV82kGuQCRHjbxvU7X+zEfrWtbvy6ZUvgG+cfOeiru/fvnnK/appzEJNHfit+RpbOP2nQkWbflQF2aM1MtHyHmZX+5xZme3kdFMgwNZMWhvXxcaynCoE0YshEvRspcwplMDweAUZF+ewOwss9Qi7TnhZRDy0axvvuunqjIkDvj2p3zBDK9J01bVtmi+U9NtbCdU1JrJldmB5Hsjd2q1Oaxbq0/rHtJOXWSsxX2SdUi1ppyHJb63FsQJMO78vBu5FOxi+Sm+LMgvq+ev09f7HL39wBrU0PZOdFq/6xj8TxL38aIKceSckpJQ8JnoImyz6F4N2mM1Wbv6lLAJhVEYLYNZHxXYRMctW9SqhEEWps0H1eO183dqngGFGjqlnzj9Adizc3ZkKXsmUowEX3vxNrvzV3+1ZL/PBu268int2Zjtr4/IZKVZQRhCCX2x2t98+ZO+NdVi2bTpInMj1Bhu/RJ91esElayZM/+bdWd+0+sUzyKc/1zz1CJc+/dP+CZaDjJtyIN1h/9swhNCIFeJbt/g+gostdrZuMx63w7UKQZl09Qn7GplCYOtY+1IMI5OlpGXqU+g3TVgYiKy77GKef///7J+pw9EDJ7wsIm7e9ExOcEnxKarEq1vbKIZ0iO/NyxBiOK/gcXdejcZm45TLCGwRqmt7e30qlZqSmpurtLcOkr75QqprW13pc+VJzFA98EDOBU8i4lh3Jn4ZWJcfkZ+6YnYcTn+89fk+gouCipfMeAJonREwurKec7iNIh0V2PdJFl/sh+eZNFXoF+nYYiPm6u/CYCFKbnmVFjLrNTvLyFaylhx7awE84sAu4eBz944XpizD4ebesVwkQ8rDQTKrrfWL7dSmdwBO5yIQ7M76Ueie2ltemC69LiCa5p5kcgaUqeMYVTLCkRItRMa6gF/++d+ZYX69+eh9t02faHnUW2epgEHY/5qAyvYKwQnB1PU2jg4al0lTeVpRMg6/AOUAAvuoG21TqY8STKEYoMTAxnRbVjdQPy1IF5J0HBKCIl7iEXaXtt5pkfFLa05lwEvjg+S86QqkIcJtmqn0vN35TO2Ua99eM8m7x9n65K2XjJG+rhvXbXzogM7Tjz++/9/pdnI1n6R/SwtQdJZtb+ud70ydmQ8dKfydQWoj2LzymNVTJT2snPntjxOrvKNyUJSdN6a7i87fveo478xcfEZmN+BNcq5Mtv/pm39/wPncsWVj4pw7o5k3U7s3mT+S+90rDc3ufDpWu5TdmPV3PpR23cM9SwQkhBuffeoQMnYsRZzwsog4+7g1qJEGgyNttMAQAa2cyQjMS/VcaDBBTETMBJzXT9dbM/k0E+2JfSm3tmgtQ7OvM28E1MzvmdFs6jxbu03eu/T2RFOj4jTrAn/54A0zP1EfTr/mE3gelIYCMzsrQPfsgfkISum3ddTQOvTaXhJHzcbmEjBEvcfEp05HxxepT6SOtXPB8AhoKSuiuFhjL5RCK+f8iGt+/ffmrmAHiACVoYDSYEh5qIO+Jo/2pEmwFcrbq8gPfTqBdl62bdNGzc0KMMV9unfWbXvwqICKB4c+7NcGEKvlSiPsaiaiYjC86Xnfbdcc2OkhffyLWhAFbDezh7bT+3JNGg8PdhTSnAENAiIi6kaSL9dJ3M5mMl26H8ObKtryGqGF0ghUHcDjv/3g+oPPeIkS4c3qZ7HhzEaLhNd+7Qu8aPQoPE/Asz4uepQmUgidZX1O1o7Cmskpo7VqwSP/Bkx9VkYJtgvQgWXmpWxO0uu4Yt49z7t7iMDojnXe6dvQBmzznhjRvg7n9I91cqDsrzfxE8ccwfMUVGL8iv5N8kdXpggMLIOio/DISSFC78i6wQ5rgtPOuHaRRUg71sTF4BD7UO2wG/WN7VLE86dPczhohSHj7SaNsd2ANr14Fa268EbBrqoNwBronNgkiiDeUwVAHdc0dTkENPrUo13hGwZXdSCCwTu0v1Xn/APTEnaj76B12D3sJA+6b7xqe2iTVmfWKSqWUfVIU+QMaEsMO0DGjcWoh4ysg86pwrapxcPh7WnEXtkghES0D81NaEkiQLwIZwjNJk54WQSc/K9/B8DegV2USvmOL1GfF7ZFJgprlAl1XwyU1iscfTbSrdXtVtfmBZfke4+3VDHv7s6lgXbc1S/ewTWFctTp62T4jhNf3n3CGXD9+se56N9upRNHqDMUsiLrrZi5nsz3tPxCpUdH1Vs4q5EuiRAl90YVTtO/bmZOajaZPoR+ck+C+XWO3FGf5IJrL2Oys49SwdG0qEHJtsdwj92jBZfQTFOO47RtWzodzK2NGVilfX28O/S+iQM0b/ZHMvXfHX/2nbdeyTd+5cIZ5fSGa7584KfPPJsMdp0+W8ze26ZqdxlT2NB4JbdJ5ZJlYrkU9k53imwe7VP1AR88a+4WtXQcmTjhZRFR6nG3WlvsaF8zcKLWtJRK4K+p0doC/pp8R9naUkXbEbodbhOHx6ZeNDB7nLpHLwFgo3cWo+rqvG2kWJt33qxUXQvNzSG66fmm/CHlEzr6mEGgj8blU+e+bcr66ccVdzxAEOnF5Uo7KwQrmhRfr+X702i6glA7o2nKqGibjmL0Seska67t9eO5PEZOhkazgfVKbLb0+rvxmA1VqnOvnDCpV9c+RJqNma39I8HC8JL8weaNNIKAcAD8glDXHquab7puB010XM+DweMAmrR2DtIeS+s/2A3+cWkeSoEaGzT3sUxnS0lrB87r0FGzJbiAXpgx6wCSr9v7d0091TnL5tr49ImKlAA/hj3o52WqWxvCigcrmdYn7D9nCr8a07SHn6kQZX3yBfyC9qVBzDB+5rnResqZdioeHiMbtfbgb//gl2d4lEOjiBbAMz2fLG290yLgrGsvwr49bNyq3pFW9SfsigI7UvgN3eae9MWe5Lu/mA9ILgpnr3JAYsoqDvtyaVvpxuT8uvwi0iNPzeUPPti9cRpee/2nedzfgniCeEJ8dNYMJJlv6b/cvqQgNkRX7+tPyxzlj0++27yFIHOP+kfPnUmafkNrodf5Lf/44J09jptbbnnhcS762Q20ogApND99PdlJtf3qI8ylGTyOHhTbVv/2lKsq6bNNihvTvL0Sud+W46ujzIQkem6vckxXxl5/ezGRbX1TJczn1eXwmwve2+u5mboYXecoHPD129fP9GiHA3DCyyKhAUS0iiu8AtpUEWMdOKOdVbMoIrRMXJbWlrwafnANpMHRalRWkxyjlI3nMkRrrGDaOK9OTEBMTMwEItCZ1LOEbNTd6toOMW10aCydd9OE6RDRTpeV1dly1xhcA74vaH+HmLDVeyXk/7PxuwdccxNRGzmpQ3Bmg+ClDaJj7ajTvj31icJzGoSERES0qFMaFu2NKQrigKGjAqJza7TpEBMzyThxDPW6LmsQaHNGpQxpTPSA6qC91ghFRLy8QxxXaJprjKL88UVH3zjW9yaK9KfT0du0r0tM3mG32ANr9ErI6bZ/fPiuA67HQ+WPH7gGzxcGlnWojHS/dsrHZK9DSzftggA9eFyIbucx/fytKmtBPy8xQh0qMUymTthdWMfXbNZ183fC/G1n1A9dSw0IRdXHD9/yod6VMBVC2myyxKQ+5XZiFsAO8ONyf6dcgBr4bZ/xNZ2kbe+fbmq4Ap7S/jCtVic5v28O03O2FHUiOEVrX2IUMWhNzfA04SRt+Sfzvz9504+nLpcjh6B9Xmbzs9hwZqMFyOO7xrhi4x18+nW/DQLDx0BXpFurXl+j6OW4KAKI9b+okA2Crxkx791ROtvMS3mNWXgx6QDofjefazsNpfeNQYheuJEXG4Goag8YprXPvJUHrXNxiTCEwTWhOUfqamz9F4L9Q8QI/gkHFlW1Lwpkme0V9FRz35ckGJ1FztEGIh9bzxVTNmt2ETqnQ4cYGKG+R19bywTqk4a2BelFFY2WygiLIi0TaG4I6QiMhsSihcPY1HHwnNaSlU5PzXHtjjZVtTtGE7F/gA7C6Ik1REIjxORvUu/orwtDxez5om1GBbLtd/A4U/+dXvt6hPkvUFkriDTNcfq56bT6vJw98LcMJtoEuzihdUaVffrZkBdrjU4cao1LNnpv1/l72XcNjSDgmX27+LlVq7ufrcjTl1ZNG+WKn5aT8oCO4YJARSpIJFPXxChEIxHEUDteQMn0zUCAM6AlEewGf3ehjD5QhqoqacGpSiLLlWdimTOPe/JGWhjN0rEIccLLAuPXb/48zzX1Yi7XfeexJFJodjaRdmjM64ytk2Pe4VbvH1zTyb1og4D84FEBNNJ3qf1S1AXnXjSCiCKNmltPyjG0skNjj5+kG1oZpOcF7NhMjEo+54/TsgXoPRPijGs+wZO/9bc99xU5/ZpPADb6b/6iUlNC705NCzW2ArKCXxMYTvaVRnU9SBJPr9/UZaE1mfoYifiIpF1P+Jz91ik4+UZgosBKcnyUKX8xam8PoUxA16e+1pesWNmnjHPDGd/++LRpOrvsN91IdPmrRFGzy+F8SiTV8tlj0uv3u9L623X4WBth12ewy8QipIJLsm2K9vOiqz7Js+/+667tt72wgQ/c9u3k3EplDk+aTb7dZyM8twiSRyMp40zC9uxExzScanVpKXwXGN5dye9T4EcQlXocM5MAxZbYHJo2SVBw1d0P8u7znOPuTFnqPi9OeFlgWMHF0tlmzDwZ6cXOsuj1Mk8cbrdbu7tnnGILbwpgeKtHfY2JBy6jtDZBde1kXkjZDJyUHJI7p+8L/osnyWLP7/lNBlekv+MYymVQKky2tbeOMmimctvOoFz2YQqNy0zDjP3B7V9Lrr/bBKV6mqWy+D74K7RNYSBjrRs9FiYnAvxyWhdKhYweG6NUd4wPpdLIuZ1KCSoBoCBWVMoxjaZxAl4D0KI6kM9jqJpZCm8IoEO9Bo16hbyEaW+M1zvSbgkIdZqb3zY7yyzMFkqlTrkW3wdvVZOg07+t984MEOjsGmJgVRqhuVSBsFPIxINoXV5dEPWckeTlbCEHu57R/7r7ltxvqSvUqNGGVKFX6669xtqT7EHAONNHz7UoZibgWEfdRyvWT11jZefsc38ggkovfAhG0eMd698PfOn79zrhZYaIqEVp6plNnPCyAJjotLn8iQcIJya7NChas1HLTUEOWuAP984r78yZ1dfYeQBesi91yjNpY5OsnDlsK1p46TbtT33+GrAi/R2GJNO8iw6n+enVMzxRD/bt28crr7tE/2h0KB+rv07X8RXV/ypRP3WnE0GPMsvZNDLD6c969C8iuXoQMfEyrH9DZhLR1LFEisPlKU4epWku+Pa/cuNvzq0A85Ir/p52rE08g8t6p+k1Vb+LXSCr82m6jpOedyuXNtWkzc9odceOHexo7Qd8U7RMOYqFz89J7mYD8Bq6H/F+zMRUZP82BUZt1ipVNOaS9zY/FWO+JGl7Fsm094xw9HMnnTBNQR2OlKUtui0QPnz7dXz+4bv43MYHCdtata0UtPYCSOJwq51pq7BvKHGwLaKUdtDNv9E6VNd2qK7Vjr8Qw5aOfrFsbYGKQQVUtwusH9EdqMLMOBqFe5jxOz89/zAt47oRBBBvHqHz3HByHbaMrS26YwnDrHq/P09PYTJKBBcBqhWC/TrPTrdCpAvrEJtqZBQQUS6lxysFtd0APlHTBhQJqFQk8V/phwhUhyKiICSOFakpKiCOFWEE1YcqsH60yz0pinW5bD1VjQYmMWklM6F7F0DsSsCmbp+Y2NMz3Wzx8btvMYILgEdron/F2LrtJaQFDUCGCLd2Cy7tutHetY0lJeP8bCPsto3DeRhCHCpme3mAfvzlmW/o2nbeD76CPwB4kfY9aRiB1SoubUfeq4jJ/QPuh+WUtDNxUcixE+Ls5L0WqUA8HQIr1pcpA81WgCA0Wx18wKunaQgEJVAnRBACQuPA379uI/MvJqZjjmPSjJyt2xvw+QvfMoOCOiyReLP6WWw4zcsC4PnxvQSm14xjD+uQWF0JrMzHPKmund6JtboWROq0tnRP2UyOXwvQ1tpq+3Yrhvk/CjhvkgNFO/ymPjBAVyy1pIw7oLNNm7UGjcPwIYfWt6PRzhDhLvNWP276BRSjnVXtsJuYrUoEofYxsehVoO3+g0H/K9YAACAASURBVLAfhNrDcfhYXTdRCNIqAYJ6ff/Y61ZF3GlrtdjwSAeRQDvsxlO/eLxMkD2Z6TqEh8BdXYs/+vSrq6k0S5VhYDi/OGeisaoP0akb4W1VpFci36YjM5PMrtKUyyAl/Ts4VJPHDPjQK1PhJYoi/EwkPX8ARGLE90kkFaNBqeysaIFgdeEmZW/vOTDepy4Ht1VAoLpLazwmADldEGJYPr3gZh2D41dCU0LYC5H1RbJlbCukLfAqaNjnQrQTy8jG3mGcPTwap6VTpQKJGNngdV2F5y2+DnSpoZT6NeBz6If6X0Xk04X9JwGXo5f89IG/EpHvzUVZXGuZZ9ZddjEv1MdBxShPKA8eWO/SK/5H6rCpN9gIuQcST+RAmer4aKf9Vu86htA6/OpOKtXA9M7TOuEWSWJmAKm/ry1IkLqG9Lm2tIxBwYzVuyxTlbEfjYYtUzoTSVp29ePmNMcLncSZueiwO/XFHU7B5dIH7+apib2FrWHPaxMBxquJI/dMY9zEmVnPg6t0XYb7QHfZ6VRmGwfG5hsUZ5VP0yYOMjEvuuqTAFxw3Vc49cq/Z93ln8xfU65tGiZ16XtFlmYn6Soa/YphjifKRCw63SaKuy+heHwtc36zf3hXwWG3Y2s4TrfZv1MsU9HI5Jk+m9289K8+2z8TRw5djWpWP9OhlPKBLwAXAGcB71JKnVVI9jfAv4nIK4F3Al+c3StPcZqXBUJ1WfsQwsXnDd9KaSfH6treI/nskgGWfKRe6XvsVPTy+1Aqu5BjHs9Ly9jcPGJMSfpa4moTra6x1xYzsGKGva9Cy/xDEeyHke0j8IK9su41k3R5bYTXCuGOMrIijbALQqcpjPzMlseU6fXjRHHmN1DqMQ3YnmNkBBhJNQmeB6PHNHrej+xx1uG3PGI0Dei6bjYG8Epxzn8mDnv4HRQi7M7l8gCfeLgYr0MxMNrbpOZ5MLCq2dd5WkfdLU57s/UNPKrgF3XelR5aSkvQznuc+nfBMIOppoGY2vnT2Raz558ZT+zTaguVecsqBVKUTxSwHILlPdp31uG2aa89fSaopse3zfGtUzNFNhF2yRy1/+QOrMqfY/mTupAlSqy4H4Kin5IAJQgqCpTP8AaPOiHDlHr6uqRZK3hx8kNraJ6dhfDSSx41H6aec4ANIvIsgFLqG8BbgcczaQSwrWc5sG2uCuOEl3kkqy0odvwzcmZMj+7e0ud4ET0C9YeKh+XzmOr8/TQEdlQ8RZiL3nmLPX8v78PM6NGwfufznH3cOn79uq/w2L5d9MQ6IW+H/LTXfiPn6c4fzSCNFKY5z+w+djowONh7fy9n4ukdnpPUPcqoeO3XP8+97/nj3oU5CB4fG+PN3/tq750ZjVSvtg1a21YuZ9tCIQMgvf9+cm9X4JEoo6Zso/k6SWMg6+3hwZj/uvLNojjzqs90laX7/vYqeC6bPumn1/4ktPR15o7qEQQ6iWtj2xQFB1yrMPS6n6HuZ0rli18odnqu4tUJj4xt5xWrnOPuAuVE9PxTyxbgtYU0FwG3KKU+jHb1nrN1H5zZaJ74zWvzL/vWRF41nmWmZhz7crSml1bLCCtBKli0twJ7R9JYL9bvMwkrKhS1JEXzSS/iGDrbhgh3DE/ps5Ko8E2ZrMNl/vxNKstBT+vRw8eBFWmm7/7xlWybnOwvuBBop8hmwBAlIqJkhB3S6HOM9W7U5y8NQOopGTE8GhKfO0kqxNg1aVLBRfWpnyjqfV9tPYS1IWq7pxBS7SlN/60USXC6OAyTeytRqjnLk48KuzOYpeB/hr6Ci6Gzv7ttt9v6exiC7B+ks2uAJAiubZs0sfU/eFyHweN0FGkUiZmDjTrIX7bNdUxAv6Bjz2enm5uTnw8tWghCSEjr/On8QQQ8UEYD1rWvhz2mJTYkLhCi3ULM9auyLVPhhtv7bK+/6J+TTKfOaF2mIoDSZImacagVhHEbN6ZBoplBYOLVUZKmhnbY7VjP8Rj8BpTaEIZinpAQTksdd2PizHOWyjr2HiUKow15YSc2aWJiGtWQt9xw5TQX5QDTAkTN6gc4Rim1PvP5w4Mo2ruAy0RkDfBm4Eql1JzIGU7zMk/8dP9YYUsVpXSnko6upx9l9erwgu3pwott8zYsrbFmKR11t7IeFMuS0VaVGM5LhZbs+YtmoHRfktqYqfoJBt3HRztHiaygtEYvGRBF7WQ2kgiURj0yPVmOW154sv85BoRSKUSNQGhifUzXPZVPABHdW8Sxh4hQqQqeF5gouKYuCk61JR/CCMBDjObF61HefoJJpQKVVdPXG3ebZZjNYpDDI2iH3QZIlH03dJ/bq4AYqeFw+L10oQZQStdt0n7Gh+iYHnrwOB1bZeD7enHMRAPg1+Dn+4RtHYXxlwkwBLu00OCbfNgJoQkgEpqOvrxGC0JB2zg+nw+dGUdW89LAaj3wM1YQkV5xYHxQUf76iwHzgMqWUu762wRwciFRFWasealAuDqE1XpykiWUkKPur1A/EVBaeBCEiXPCXBr2QWVMFzU0vv+qqogR4jUm4WnQSOxgCiSmus3T12huxxB+6txr0o9sSNtsXDVXtAbH/LJbRM6eYv9W8tM61phtWT4A/BqAiNyjlBpEh0csdniHjNO8HEbe+cNLOOvaizjr2osYWmFGlZkBW8s87EWzQJF+jozpcc3C8fol3U5CyUdwnk1h0xQFl/T43ufIjzSncljt6XBpjrUrTrf26ZWsIV2cMXf9hbw/+eRN5DUK6Uf69Em9ylEscz6yrilHJlEvh91sPWQLmmgZOszYKbW4D0B+Yre0u9NKdhpXthz56wAxgou+/9ap9FDR+VjVUrYImbJ00rWz8vcfsmJl285Qs//e2KtNWd+UfPvLLi5aSV6vdp9+HoJO8bhen15MnSbXpqJ0WxpTSZLJVum9y0R5TqopzF//SYXrn0lRZ1J8Mc+9SCLUhoRdaYbH8mupxeYCxL63bN7Zc2QUXFY863LY7VH2tklz0sjyA7iwpU2EN6ufGXA/cJpS6hSlVAXtkHt9Ic0m4JcAlFJnotc976ciPySc5uUw8sh43ndpaEULdXeq/RBKxK+bTLQP/ehsHMJqVmwg88FT0ynN/Rxkq6PAaEZIOW+iKw10n7u9YZSsFmggE1V3piYtgNYWG05T51VdW0/ON7QSRCLiWOnlEJQkJi/Pro9QoDJizTpCmqB/xelOU59fBKJahcrytNOzjs55ASSmVM5faxSDX3jWfU+SPAAmxiANHypECKVjutegarbKZOt2qJpXjUQx+OeD+v/Ze/PoS46rzvMTmW/9vd/vV1UqqUq1uTTWLtkGbEm4ZLAkqzk9cICDYXqgB2jcYGhgepjxgenp5Zw5M31mpj3NcAw9TIOXMcaYxthmM4yhWWzZlhfZsuVNu2Qtte+/7W253fnjRmRG5sv3e6+kshbqd+u8er+XGcuNyMiIG/d+416zmtc/ONfWQ0YTTfXArGR5DJ68LFPtq4tDQQuyVbdUaVs6uwvTlCwXi7br43B3jenqblg5GZF7LTvVBSIbz0ip6ol3GrUOFODdvO4gwBipfbc2AzwHjeLZqmbFH2um1uNuEKBBIWvIGJBmptG1w7B4HAdhlDgnSwZSOy7cLO2GyRk2d/VfR+7RB/pZuU3HWfOYxk5qokEezZqalaogXIeBZ2QYtpKJstvHGpZrzReOXD5DjwbyhM5UAUGeJi9zaFikCU/Ap9/+zy6wYZcmCbmp54WrUyQxxvxz4D+jj+69IvKgMebfAveLyEeBXwbebYx5Gzri3iJyIavE/LQlvHyLaWM45m+/8gTNuE+WURJMRNx8pM9WkNz1/+YUY8MH2t+TQFFHcwF/pfbPSvpJzcKFk1s4ZYK36u/Je4KpNKDcZi17ntdEZJKPejBlPV8TdXgL82RZhYZh2jOqPsd6nr0ffWxIo80EkWBGnc+dfuyvP8D9Z46QSTYdlVkh12+zx7ZzuSr57+mA13L5jqa9B5IpbmWuPq5c3ywQoyby/p7R33XjfrPxN3Fp4P2ugzlNw5S7CCHV+r35J0Zo2L+nniLylV+Qm9TMFLbJk2UEM3b4H/jUF/iJN962aZotevHI+mz5WOXa/+z9/RDwhheCly2z0beY3vobH+btH/44//rD95I87i1+9iUfM8AB1kYHhPh4b2bcnfY1MQUcLoG2MD46e5GaOvl66l4jdeaUdYqt2/Qj1LPqVyd0ZVCwAxdrnVqAq19NLQFZJjYQ5WTHxLF4wqAu/g4gm0R+2Y4/LSu1JrRobRrfBudh1+UXgTgBkYDUspJa3GWWlp+rOrNzgOOMxlLCOGrUPFs/SmZS4t+vwwm9w8fBjFoQz/bkl9m+deX5gNNDV7xiZv46+uV7P8p9pw+Tii55xTjxtWBlzUiWQXymQ3K2M3NsF1GjBYhp7yr6f1rezUxvrv40DsAbC65vMg9MPXGE2ZXvpamNa+Sa7ZlMNiNjIBsDhJBmZUxZwy9QimPW7tKz0KKpAoSp3KvWnxTXmyebNE43ipNGFqgfW3CuAy9zg5qQVJCpB0gt0vSHNuGgQbpsTWYC1fBQGRkDUsZXU+/HxqN/97HPbHp/iwrKCC7q5+VGW5qXbzE9cfwsSao71HC8RO4P3O6O0tckDBkDGd3F+Y9stq+ZA+Q5J5nPF6YrgOiAzobOB0v7GpgmtMyzq/fT+KBetyBlWQPIaFk1e5qG3i5deQmCKYvTekA0Vq+1zT06a8rphXyKzMZ4bRPCq3RhDbdlTPjhn6AGUWzdzp/Wox3GPrjFg/ocG8XJXfjsduXXgmqXdyXM8sK70KWURgSGJxVUvbRvss8XrgNYp78BRUTpaRQgqV3ZAqs9sJPU73/PT8zIW0/3nPhmfU3boNEa1Zo81Uw0BXhbQ3qqSMk978j2f6fO3IRLo+f/q2nCEIJAx1Y8bhR6rrT8PZ2COdJA43AXQSaCPdZR2AGR1AvdUJCZNisbaDXVC2/VYzVA54jeGx+0QscKbH+6pRED9jkmtb7W2VYusCR7y2M0ukFAEliB5klqafHw/L5aQkIWCYtTR3MIeFu0RbPo5SduvYzoNW97B5FkukEJIV6EsZVdioXYLUDT3adP+8xLkwDTyn17RFK5KB+rvRi0Of9upnaCy+blTNDYnRcd5VoGn3/9y2WcFFbm6dN0Q/uIvMRCBZD366qr58JiG1Trr/I/jRZ6zExTJV9r8FwAu2+//284N3ZnbKskJF6covnMd/Oljc/kf01NH1mwd512zqVPnqs7F08TMrXPrT+VzWL8TC16XkrItSQTNJ6sf/vTGkpi6GtWKk0ogrMy0cTeyYpwPKMLptEcvbdFF0gikIq5qJ+XG21pXr5F9G9+/y/1jxAkAGMMcljg8BKj17kAiW30dY7oLpbzF4EXm6hpISA75SYm1eB0DzCTNAhi2TA+ke/2DeSz+mdk781T9ryknnMLalxZRJiGhHZbFxZduC0o4gv61WKJ1B30vK0sa2v+IU3Pp5WcLq7Fx4ElMFZgDK+q589FvK5cBaDTtiJPN8GeZGfxYJFKTTsBPCjAKo3vqq9jM/IBwMrHBotPgeydpdmaZ++hW10VXJ7fXuVdj32xZKKb5C1kfCpEe2wBF3Wvs7u8ZI3y3bxL06azu/6IWFGHdr4GXXT5FMBrrN8XGOYhAXwqwgI8n+nOtaHmgRjgFKSM4KrZJWW5DD0TAFSqIzyt6QOCwm/p3qL+0tFqAyvEcCu0nmnaCBmiZ0EOoj5c9nrlH9evFi0iieit12j11l0abxswJWK4T7nMaLtuM53Ng29/2+wCt2iL2BJeLjr90RNf56n18/z5/Z4fEvvSLlrzRZ+U2Sp/yHW8NNApoDi9Aos4U85sUK4f014QKU755GBIe3S642lopi2cFwqgVF4LSpKNXFhou9A8pZMySk166AmFJWsrn1THN/fU/xZRISk5AcHBiWwlyhKQcLI9LRvQcOkK/T0dGyNwaErh4i17M/rLPY/FvSBPMeH0bpqH2tlUL7T8h69+il/6tjdumvPExgZv/sv3s79XXqWmA48zCu9pXWA4Zbvdtem7bBb2WATa1pX9+FQbdfEqYGzZluqElqKf5hESNhFO5qGrLjSDQ85uNiiqPyX/btIsY1LqxvitRU6DoW3FhjFxWXCB/ISRiCimxqvfbcoDihnJbakmWdZMJbBvHnnE8r/um3Ippf/DB77Bj37Hq2pK3qIqvdCnjV5qtGU2uoj0fz3wKX75sx/jt97/uYl7OShueZ1OD91uC0BKpzcJRmznHl5B8SCgx0zcC1/GvOSAwlqt9QaF0lYFlxwUaq0cdT5P6siVn4Nia1Txrszinl+/wJlFTVOysrj7toLbyCfnjIzstvkxE6CLq9bfJTk3/QRKmgKjDrHnBVapkftm2RwwKpXvybub5XfHt11/ArAGhm2FbxhryRPPw65q5i7cTOXTrz94L189U/UxVabXf+T/4Xh/nS+eOuJpDOpIn117V0KBHE3o7GLCbtDZBf7Y7uze3J7jnkvrirHtMIMeoZ7Oij+2CwDwtAE+y7BhF+RaD7sXTkELKJkhp1Tpu/EXyK7McrNQXCOATKPIAnBzx3c15EC6GHITWJLadtupKl0uuE5gQuvihJHU+xuwr7+V4itB6gt/wZr+3/7h38zXqEuc9Kh0cFE/Lzfa0rxcRLrnqIIZ29bbat1Rw/G1begLwekM1b60rafRjPY15cByvgAjAu19MB4owq+7WKyEs4Iqqgmo7PciPr5EjABj0l1afyv3SzEdVTc+Wvhq0fwbNCompuhY4eE3sYtY90AlaN5nKXn4bVgPv6VF57aIeCaodjo1m8CezX2CSB+CkUF9KZUFJKFBFOvKEdqAi1XvuY05FjQRGEe6m636cQlDNcGIgdFY1VAL22LkDatEzy7TOGxykDCQg4E7HRCJGI0gSy/A/FChdz98H7/53T88Z2o9fj39XkA8lrIJyC684ZeXvEsCr8ho75r0e1OlJLY+X2zzexaUmt26idBmuys5CwldICPY9pwBL7g93jyg3blLbDnz0SYdcBpaMqmhFWRuwQWwZqIZ7d8LyWqGIcD0DIkAa9A9oV0/3A+I9sS0bnDvsnPk4KgJsKH3RnsgES13dCWlqaZ74gLatEWXPL38xK2XKP3U336Ib5w7CQKD0E7wFVXG2D9f6HnTVOrP1HxEuYfQwle55vF3jZvPsIUGwC7Gu1yljufiXhVQqd9OCNGLnf2T6XJ1fn5hNJmm4uFXqAgupfrrdsbF72oad2S6/Jm8DiCDri0xJo2p1FPVqnheUSfSTftAlMsr8dQ0o1yT4qvAHDhTpuR3Hl3n5WWy3l+95XuZRn/2zW+nUQrP4Gswpn2qXo+xjsElb0+5TfPzqq+Mn39Gegowd6HpmfGSTfA0J9VVX3/RY6P00hS37KWmNL0eK/+7IPalqGpzkHR53lo+oYJVjoX2383aaixnV9axJPhDtfQKQY7JychKAWu3aDqlmIv6ebnRlvBykeiTx54qfry6AIk6MhiS10UoODehdXUpxBrZtklgaym/QY9VEtFtl3dRnf19VDe7QffA5poGYyA6hk27gU7qCe2W+nhxk4nbEVd56uwHFWD6dParwBV5yhERm2Y8hsjA2BD0IHpycsKU29cQ9MMhd7+sRUhOYH28TC6Qqg0RsiwrpTFGiE5AvKb5k/OQnDBEq4ZoFf2sQbTayReDrAvZMJyoa7xW1ONAtf/Q/AGwxm++5oPAGq/lI8AJDEe5jk8BK+xE711uvgKsE/AwO7tPAGf4B/xxKb+mOQsc5Ybux8GscMeZvwDWOHTdfwLOQfAw5ru+Bpzhe/k9YI2fNO8HRrzR1t/gKK+y9f8zfhtY40d4D3CO3TzMlTwMnOH/fd1v8+MHPsODb34b3W59dL/z588D8Gtv/Ag/f/Pf8a9f+6e8bucDLHOGH7Vl//f8NrDCt/EpQo4CJ3hN5x5ghR+3PP6AeT/hkRE7mw+z2HgYwzkOXf0hYI07zr8fWOEGPkVg87+ej5Ty/3DrvcAZls0T7H/8KeAc33/rbwFrNk1d/jX2nPoSsMabu++ks/sMl3WeZLow4k/c9lk3/bE2Bz2LCmnP4AUS2kR4AYJnBV+rBPYdT0HSgIiEiHjiX/Vocx3t+GLNSaEIfd2tKx2pFrMNzPEE1gzdE4YYi2tZ0jY1raU6pQh16T6gc9wYrNmz6qFXy+M8dE/qvcZJA+eAE9A5q+mGNzwfDdkWXUpkvkWee78ldMstt8j999//YrOR09Nr5/jtr9/Hdy1ezj//6sf1ou3O5U80YHvZ6UXy3auluWp0ZInypJZZR25Kxv6XA2Rd+TG5e/jq47tQb6oTZQs27L3j0QksdaQebeMYWq0yI9GTTYSOZ/JIab5yMOEHxOdftUJh6XdyAtr7ygtIlmFDCGia8diZ2AoaHl3ABblz9WfdvKU5/+X+F9rbR6WyhyuwtLNc/7+/5g9YWCjSRKhq3C/5k30QbvC55rbeN0upeibmExt+GuHm7jOoNVf7NhF4bLwPn+7sfZ1O3o9uSxxUOFBPtdq/er1lEk1lk4W8mle9ouQsk7Ojr3J+9DUePPdOJn37aF9d1ThHldYy1wN1A1AH1uHkMsr7pXMcsIbrehC4FSQqQOVsaj1Fmo/3b+ZNvQfz61kGP33fWzbhMU+Zh1UQYfYpLVtf8Ey7tGCnV40IGuUj9XkATTfknoDsFXa8uzYm7ocbm1Lv90UoD9/ygUJ2fLHF+VujUnqJgjzywrSyg0egg4YMQFBndO7dsnWkoFZWV38G4QVadwWVoxqlKzC4QdWUT7/lf7qwAl8CZIz50ozAhheNrrhpp/zI733fRS3znbd84AXj/2LQlublOdJGFHHnn76bDz75tUJwsdR9yL7vVQvOpwHRd37smwlwfw+KP11+T8WbCfBNMF9antgQZvWWqk3JB5FmAnwezH3L+jcO8LrIqD+tbCHLBAi9o91WE3NAFcWqChY4EBHHdcJK/d+FCanL2FtDM3s02QfBZv0uQ289HfaBrvU+bCfp9r4Raj5wDPh6Lyi2pkGl/g7rnhfe4Qj+u2/8k6LfgIQmQ69kAe7ogW+quGvxMQqXp1Cc1Rh7uR7lisDxqL2nKFE/BtUZoEnmeMwyOsZvD0Cq4y9LcUIQQCRFCk31dZ599h3572P9v+XeYz/Fg+d+jWmCC5ynSlp+ffTvstbhnPd3UhJc6s0Z6lIv867N0oP4YOY4LoSQn/3yQU+bshkFFYD1DMElF6jGuTkntTgt51dHBRefSSCBJh1VYnqy1FQPu9U6qxhkX4iJUF6cF14BDkPnZOjlqReKshsUIC8IaZbSjCgcbJPvbRDrMiaTCxdcsOyzpG+Ea/5AbUcXcoD8EqYtwO4WYPc50udOPFN/w8DwZhjelLD8lbLqtsE2+LROLJ071uDApAdVEeyMC8EXlvPFP3Zeb6/pI9cUi5l/3NlpcqqA3c1ITUiLQEb39gGZrDH2ymns3yBJHChYJoC3jQaEYUKWlesXSRi1u3ZCT2i369XB0Qow0LKdh1zXJrEeU1ltky1UT0kEuQDR3j4u/+4C3RHhTkFkbL34BrS3w2yvuiAS5EeX28uFVGaM84gb5TF6QgM97wSHCAxR4O1di0+Uyu0ZqDojvGvxqUrdsN0KMC2jsYl2d1b49GgbIFzXSTmWbmd7OLAPfkSPyBNginLWWKwsbkI3KD+/8/w6r0B9axzd+M+b9Iquglc16hd/Pbg/fQIMDVzVBDirgkFN2k8MbgaEuxcfslcCewpF6zTGRj0SsdqXeup04G4eyn8HAbz31mcQ+V3e8rmf3qSNlrJgysmyGkohPKrmx+yqqq+aoD6cAEATomtGVp4tL9eFAFNDVhhpeRGf85OMzpzULgIvWjbgIIwlJlyzOJpt0xs4uiFVaWsNwuMV3ixnYl/N53rYrQGlk0cawLEFj275etmi+ejlJ269ROjf/C9/NolNnPiUJ6BZgLsCp6lbZJcuntitT+5Uow2YOZvU7nCdD5aBp20o71CT/BTAdHt0NHD5Mq9s98fkMec8zWCpSCOVezXtno+kUs6cWfxPpQ+qQN26snVRppTvQmha/tMjd82PH+TS1HsNJi/H/9SNDa3x6dP/imz4kZo8s/L7XBT9nveX90zzTzUNLo6VME234oPGxatrM6pqdDbz3nzhZOu3J82zWad5pmSvwzfPk686lySz6rddO9Wjrl+/+z4+ne38j+cZpaSo2mLPtgC7c1OGuaiflxttaV6eA/3C2z8EWcDOe4ToCmidg7O3ZkWwsi4sf65pHYEK7CgPjOyO9bpiCy2KgdHnF2mghg8OAKR0D5QXKodHMQZYC1EQ7nS+q3OjgnEtiNjmi48DjOgeSHKeFNExvWxjgJVy/cPDk2U7Gh6GYBdkp/ISaFyp/BlbnvIRAemEI7rZZIDM2z3PIaO7mJEjFKDovPVhMIHGQYz6EDQNv3L5B4miSZyNMTASuHBhq8ivrjWy0rVHuAo4z3Wd00CT7aEbaCP21ejYjYFTKWj/uYOrKbum6OO/ceR1pNkpOgHs5xwJISeyFBVs1fQEKVc1pnvBjUTrO77RZkcDPpPAdzXhydjwqsXyyHtwI+DqJtwbwxsasJrANzgI9Ll7sarR1L1+ZlthjDMjuWVv82c7SkEiFY5+6cE5tC4XQka5ShnCVRcw+Z8h9/wsrVCP82xjPv94BjhW+EDKadbRaQNsoDNKH8WsnAV2oGN/R6X+R1FNSE0xMejQGhdO657P0qevXaxP+oZZqbdoi5S2hJcLoD958hukIjzwiB7BCQnpntZ7uz4/uTLIoEA05NdmbK/ySWABkssozQqTu30NEyAC3QNpKc08wF0VKqKaa0nl2uzF2NW/WdlF01tkpyzieEp/qMDyfLbKk4taXd+4a60He6W0yet9AdP6N1lZJMPwpUpERgAAIABJREFU70//HDwM7/uBd03U0XuugGmbr1WT/87e096vcZ52+ybrtgoq7rlN9qMziwEYL8pfaHQ51rIdIkHVA5uNrSUreD/EdZAo4PjeWJe1V/H1Utrj7Od4vAwYPpOoRunuxcemN6YyTkIHpt0kR95O4Be+8k/nSDktt6t/Cl2VlRZvv48m+ssf6us6/gMrh86luXH55/XxUmXfOpVr9VvIWeuH6hyQQbQjKuWpE1wcNQEZz30OazpvfrdeR+7JF4GHj57gxn01Z663CLCaxC0Pu1s0D/3oX/0+b/vM/8evfOZjnP6OzRfzkpK9qnVhfbZ6eAALA2MRg1paZ3/5CLRTsydJMTlWwbAvKfL46e6PKHpJp8DkHN61b0H1FfOF82ibm908J34JI10uc384jqcN7+/nf6Sz5G9mSrOrINbid1ICOV9onZn9OxNIssMlHkRgm4EyKjSq5cfPty7wpt5jlJ+tsO4DroG7F4/g20s2F1zAN0dlHv+zpq8sg7NcRgF4vpCxVWdHKd8PHDZFzMSzFCH3iJy/xq6onYALhioZy08YeGAOdqpsTSP32Oqc+PoBJB2jxwXcIU4LJt4syGRedOc5CDDloYFktozj3r0E/qv/+w9YWb8wr9qXGm0BdrdoLrr/tDVuG0i3bZ7W7ROTiuBiMDTYhnxKSO9Yq82LAXogt69p9BdRQUXBsNDet44xaLiACjDX3+3VFv0iCurmc8v5UVJB6N4+2f4kmXWM9fmRCKQnHdJwSEaX/GkdEMwezwtxpi9zM0wKrchBcAKM+mh5/jQawX3ZDYBw1+KjtWmyDD49uhGAN3Yfzk15q9IARmy/gPrcGIm9V79DUrq3Rjdf8ApreJv1fAEVlk2hVfvT9e/AP6t7XeckWoA7Ch1MLHJ3Lz7C/KTPwoF3ZeZxZ6UwhP1yjvd+5x9xz/BmROD3vv6dc9ZZdw65zFMagyQKsC1tIJLQYakRp7WLQ68sgcsj1bgksHLbHCKAdyx55nGcI9C2x50dliQ6mGgZXYitl+elLwR5mi4NVo0VyJswuD6GNegdn6KBcaGpmmAuxErqAMeDYoOX7tWAkM2KDPu+e7/I//C9330BhW/RpURbwssc9IP/7r1kS6JWGiBcLbSeF7qXw4HsbAFVYaPOpJGeLHI7rIWfb96AfZvVdcHklzWlHSWNAZlGw8X2gNS1VZCKKnSSx3LFpX6Y4KUc+ThN87MSXjnuuw7PUez4jctqndjV878Z3/V0X75uFcJAtazVHLALgyEs9ijVXzcWpvGUA15FhYB1UVOVX1a1T8X/gehyVypbKn/r7wPPcXaptseNDXUgeOE0HKInlLKiNVqkyeso16/jJmhAlthnXTrPTNHkzGpYnAuXkmbE7WZTeyksbnr583o9HibGjxNc+tRHcq7pGmeijkiKCWtKmrTqPhfg+PT5LS8uLvVowb8YqlYNgx23Xr0jbN+mfglq0tr5igqobIty0thGW2ajLZpBT59aZenJFp2nQjpPhyw/UA7qPkbRBePK31XSec2Qfft6bnVIEhids9qVGi2pgmo76KwVIadbRFFFMHC75BdqLK+i/H/Oflv+x2MYDbRN4yP6HR3V7+FrNhiTEpPSv3G9NqBjEEA0MJpv1Zaz4qeoV+NHnrk+NwOtTnrd5YzCDZt7hhZTs24bMKC5p36ajmJvYQdEDL967R9OpstgnEE/g2ROXfqX+wDXAGv5kemNWNt9ONHvU334GlejqM4R93M15/p670sbI3oprK1PCipPrNn86/pshtbqaIwVk0zKqkCTJqvSJRIF3R6Xru0R7ZkNqzUpjDyGjJhE1EyUZHB37ys4cPZ1nSfIB8VzoLUEkhSOpPp9NlGw9Cg1jBNIbYiAeckYuI9rMWbE7z94q9cKQWJ7tssrLlsFSQzZqppks3UwsdFV1nXKcf2WZ4EkhNUQiUFi+9tgD9jZnuuCLKao554UIVI/KS59HxhbDcb0wEGF6506pa2beFaAvRo5OrGX2EPthLRCTELCgJiN22wnnLdtfBQWaPkOefNx4M68ZaPi98jWlQdiWJ/0whsDiYF4Q9OsA2YXMBAazntvQ0iaCYNrR/wfX/8kT66endIhW3Sp05bmZQo9e2aFP/rs17hj/478WmvV6WsnJ8/MMxFNXbtC3XaYB3XrJLevkZzQoIrpwC60FT8qGjvIzTyqn1XziqP6idztWOsFGm8HKvXmprr8uZD0YBfj1NJfFISI1NtmJ0Aw3iB7Zknb9oxuG+PrnCqpR7QqNC8fTPIYN8li9Rab9QUYzxTOpl33PeVmGTT3uGlU2794EMaR78mLXPMz6enV9Vt9fav5kXNd43bl+BgztW9ftwgiT9h69d45lnFuUI8j0O5zZ+PJUr2f2DgIYzV5/cVQgIQfMl8vlXME+PrQmnNGOrbezFcA6OTPu4uTood5HKCAyNYf5fvrqFS2MW0G9rkN0IXtrt4TueYLe3Ik7705tItFPy6zaj0Mn7DmvQHlEAYHcmd3k31brkPTvKn3OCLw/uCN5TGRK7t8tYSBgdbPqo7b8Fh5s5LGI5ob6j1ajik2JPZPVAmUWHZ+XHpYR8gh7lhhu1L2aJ9ng3FsuaKdxsVrm7vXOtnAeZSWNdVcRNvsfDNsqKaj40tGArcZNiqaoMZJaJ0sTE5goOvSmKL+hsCy60hgEVJrzUsEemswzL3wWnVfw7Z/2eSyVKMUSgHoQHwwzbfVqcy5E7gE6eV4vPli0pbmpYa+9OQRvv9//x1+5xNf4i2/97cT99Mdpmx82DF7EAlSUo2KBVwW6DpwwRlzUKXoYupP0OqlNiyp96cBdp2n0Kp8Uxe4cIJfKb4nQKOHhrktXRDk0AjsNOgU1a2rIT+l4kxlXm9AOlG2+uGwnlpF87e2+bzoTB4Etkdd/kGbyNuNqiamm7d/sg1F/eX+B2P84IsZrabfz0K/Dz9371trNF8+/ijO83ujpJRevO8yrXl5MnY2JPeS4/i6s/eMl0a4vfcU53zzg8AdS379sJ2vlPrBAZadlshdX6hxXjSaGD9Bif8hbXyR22/xPGPLp/2h335hfzik7EzEeSDOpo/dvI6inHse6JGNimsKdG6o9iPPBcG2ctvpSimyecoYuabwQqtRlFNd2CtZS73xOPCEf0/7OfLKHpGCBFPKKReX/xD3xhWBXgU33/gdlFZ48grz6kiu999YQZb1mDquPwUCESTT9mciqjk66RXpqkoKfhgDfZ17EFtms6wQSu1/5rTOeT+z/1Vct/0KtmiL6uhF1bwYY94LfD9wSkRe9WLy4tOvffRTM9NEcwgskyQMvk1P2nQXI5Wbdwwpgoe0GfWF1oLTBhgysSeLEvWo0FpIEcmIhg5IN6ZrN/1uRzk420NnGVjYMcg3lf6Ot4irNKC5VwWddNwEhMC6UW+1ioV9cN6BW7UdvdvXycQKWFlAeCXE65mdT5sMzjboXeMBYO08GscuuIphPG6SDkAPX1oyEAwUG9DcExcLbaJD1VjBxZgink+4EAMmFzwCGtBNSCJ/V6tt6i1qmcNRi2Gqi2C3k5YEwOGopYtbFpJEOhu/99AHtB+s99yg8vgvDyBy0bQxjAm5Mhgq/wIn7bY5rBFXfLoihDjboBn42oPQ6twKr7tXt0/beyMyDGOWOJYFgGgd4kISOOqyKsL2QCN8P5Tus/kTOrZvdoUusrmWsy9cz4Xgj/bLoNw39B7P8y+asf3LR5Jq3zbQ/PcM1Xvunb2HSjumOIZ745sA4VBPNUw7LR/nMjiSXgZk3Nw6jgisi74ry0HCg9EVFKoJYWfY12eTs7DBFYGO0dtfG3E7H8jb+OZ7fxHTVE2cMWUAcLCtYtO8ClLf0aJY7YCkkED7WBN5VuiepNB+IKwQw2226ButkGCfUWMhQyQjvQbG1g7TPtZGTgtxnHmAW/sGNv3qhXh/lMsezRNNpAlxr5xGiNn+WMvidVrK061WWnPwG+9EUrCu3nc1OKIdp8ou3YdbOUxagOG1WZHZJm2faio/6xAto0q9JogRRteq1qf9ODRo0LRtS4F4WQuI93uuFTLDb33zq/zKd02Pen4pk8Alj3l5sc1G7wN+E3j/i8wHJ8+v80vv/DOiOOLJM6uzdVLTUJKbUIrd7hrxdp8FKE0xGr6Ld0H1sEUJ+W7TIt86vTI7WbFNyr9900yxW9V7rX0Kkk0ivaZgTKkxG/mLrs+/fseRK3y6SSqraAcmKN8ISq5tBrzot5Udo+0jt8gXmgWff7+ibCJNlRd/N1+0X9U66UQ/uN8m3/dWTXIAfW/HK1R4EmxrizoHqM+y6nOs916sgq6U+qVcPy6FqcvvvhNPIySl5zbMtG7/pSiNDSn0V4XABU37JBVvo2N7TNmi8mSu+fA0YGI5liXbV6NCk0iZt4L/Ir8bP1dYdseCBVrXtd/7Wwx14PN6ss/6pKs9JSajZYWE2uTufLpXh9hDQM77rZ9X8vZMqR5yaFFWX+tkebb+mqFV1O/SOIqLQ05SymiK79T2u5hSjZq9iGA0RqxjO3HVAhXAcH5tizajl+Px5otJL2rrReRTPFdk30Wmn/mND/Ho0dN889SqOs7cjNzMs1L5vQkZDKPXpIpYC2PSlCLgYaybuCwyBM0EySAaKMg0HjqMRoRpKggzGdoIvitlLIIIjM430NdeXcYOzpdlK2NgfDS0aRSXEY8zJG4ikVENTGpIhqnGK+qr5iNccFC8hO52XUxGR8BkAeMB0O9AbCgWkQFZBv3zml/NFCFBAMnA1lOjdWGoAR1hSJZBPAI3bZrAIRoTGi1BzmrfiBgItG/ijQaSGrKx1SaNiofZbKWkKQwHQGaQNAMDw0Go/ZrAxmpL+T2DniJZXePdt32UKHIq7pSyB90UY4ZotB43SSu6MstgLYOVdBvjyJDGzjTWR6ftFEyKSZL8Ga5JCLRZzZI8jYPMOr3G4QR77zy7GqkVnbRfQkYUEEvlOU1hHBkWkog0ha9HRf5OkAIjdgRjEmAoDRV0kjWyDDYSOMZlNtq16//HNV4UCY1UgeZxEloQ9tCm0T6hP+Y+rgdiq1lp5vqpM304zvXAmEO9x8mhnyblXKbPb2PU5/pglTiGNdr5u6Bedo/busbsDBV8rS03pPR1/GWwki4SRYZtyZA0hX97r9M6ZarJS3U8gPcuxfr83bvpfrt7kMH5lEYaEDEmuyZhcHvGkIjUaV1e5z3qGBgHkBoki8kySDaAtIGMwZwISEg0PtFBBdxmCBFC2hRiMmIiKyRF2g0rEMQhMTFZL0bBwDE2Ghpsg9VbY5snZvUWOz7XLE8rKFAlAvpudKV5X2AfZ7DSIr4cxrb+Ps5PkzUxmgxzVlQA2VDWnFkoHUZk+yEXqq+FPhEZGX1S0uWUiIhsf42oYuD1H/7NyetbtEW8+JqXlwydOD9/MEO39etgDxXMqXlZ/JpqWTZeB7EfThWsOhmSvp72CFpDAoM1CemLPdywJpdcU64edv2daGdHQhA43yS63Oa7ZLuzVm+4w/xedwH6IyvHJqEi7giIhpovHulEtbDDLdoOh7NI44uGJQp/Ev0b3CS0wGhVbD0VGVmayMjt3Nw1+201SaYTIqkQhCbfCDY7YEzmtXcB53FW0tDbhKs5iVjyvgOII2dqc+rpBpk9TTRcdRowY7ECBlYChF289S9/Dsh47/e/B0NWetzbTGz5UWDxKXF1LHHaKsa/PH5lqfl3Nb+CAw6LqDzrNMDbQxVCFFRbaBl88fgVTdAjXz5VPaEVWKlPj6zPdfv4DvUeoc2qLXuYiz1QeK89zYKKCiHstCaT6zpntH9Y5hwC6QaPja4p+gz4geYDhCayZScMF+GQfLPE6YLVzlyxaHiTPEqawnajz9HlO5vu5cl4N3AlxyyY/a7ew7aENhuiR7FFVkvjf8MKs2K2ccJqOb8wvqZU/1fMjXbkBRPo+qKs0HMwXNZoBS37TC6DdHdcyju+3tjY5E1kQ4GzncfLdfSvicgGdgPiBKIrPW2HAAchWcUDzgLbIAvSkuYk22MLcOoboAjpoInWb7XvgB1kgbSQVeVN+uqOzpHjWy6L2f65FoWvGFi9FdIgLfoooVhB9gkZKc01BQeHGCTGukeobO6uUS9LYPJD5BNk+2It3nJUV0uydVT6Ja93Msb8nDHmfmPM/adPn/6W1PGat72DyLrAApipjRMpQGkXCIbfYGznQQtmFZh8DBki7QlzRrHjt3p6pADlAsMVGK366cvfQs01cb9zWKj9Dqx5yl1KSnlcAEcHXNQU/TKPCL3LtD3uWhHAsVgMJjX4hWdX8ZJEo4Lv3DyWUkpTJqGVA1cdRSz0Ch6K9qd5HgB6Lp63/r5t8Y9zkcfvv9Tr//MTDIhFM/mamhHbjFbq6r53fAMbgyJPHZg5Yp542Pa8rMsL6OoSVdI45I220Ud4iAhJCrDdM0G6jxOYVJi9LA8h4Bq+xirlcZXQrrQ/qpSp+pPVxNXvBwf1BbJvTgCX8/fDDtSha5PtW0QISmNb6//jN/ynMg+HgfP2l4C4+ivDNB+u4l7f0DNp2nw7SnBXBGFkyzKiMYkai5V+HWIjLEupXn/8lTw62/uGpu1ab+BVzbxB+acOjyqIPi3Kt/Xqq5XmaWKAR4s+ws1biVf8iLzUHMz8aqcV9PhqgbVTldtU6RaAh/6bX2GLtqiOXvKaFxF5F/AugFtuuWWKmH4RKJhDaHFkDDRgvGN20lI2DEt0kC8LG6/boNn1jm1mkEZNnRijEIndqZqC2gswHuiOqrt9jGwbW9NTW4GubdC33p7YsRTHEIRBCb8SWtzF+CjAIgEZrX0F4FQE4mMW+EtCa19AJhAddcBd5WN0oAD8xusdQGgvDwnDQiHVaIATIJrbAIb0z0EJ/SAQDK15aKdOdo2WEA19mGCTaGQnz3NtvbZqUNOT57+354SVgGi9BaS0lhwot0EUC+2uCgjDdZBU+Q69o6QiCjd1vjl++s41oEFGUhI1z9CFbNprFDDGcKj3JLsD7duT2RInsyU+l/t40bZ9g6u5K3gUERjTYCTw+cG13NlTj7qdKTUUZIBunt+nQ71naZOUnn/HWKHDpOygEARMAKYBB3Q11X4QWKHLlQ04kTjsS8i5bJHrOsfYaQNFNo0AC5wnpSHFOqqaFhWgloNCkFrLWhgDBxr6bI1RMPUZs8TOcJ1DveNc6WGARbT/xPaNG+s/tPQNjFGckMiYh9K9SAaPjwF2Axk/tKT+99379r/e+hc6xmP43/hBrw9V2ySBqCMbhRxjlhUbJmsBDijuBCxx2HeMHaYJskiObZFt0P5CG0HoHxIYNzChwTStFqNr+z/Tk0atE4qbSQF5xThXtiJgzmo5siNGdvhCqQNw4fFmKQDOe0epEdhWCCYuuTmn5teAEDkfsHF9BDsTe69NQIt0mGBPsheFJ7acBWFwU6S+Yrbb9ieBjQvqMqhG1LSFhQfDkmZpcLO2p/fQlnO6WaQjb0vzcknTVe//Pyu7kDlpYvs3RxZ/x3O+KAYgibwdndsXV6rwd8JFtXr6xVeTiEip7HjDlSM1+R0VAs8kqHHs8ZFU7ln+c+dhQjwu2jbt4/eKq16m8O/XVWhZXOq8Rd5zdFvXcr6iD7xbubxSHBGerHdQtC0vr7ptnKyrKEgFF//5Her5W01lREQoZasZB9OGXX69xE/xyfI0rsxyAanklp+JOorjrJn3qxgbxb0qVQfZZmk8MLq9ttubnXJtW6Fusd+navrG3dttv6McLF7W1sDZs8VP934UaZwQmHrahirf9oZ/wjyuJMmPDHudWh2HnpKpAOqWnz9SXJvoh+LhlwdHzndWKnPi0QieFkXKSZxyTZhU0Pr9UFemn7/Kr1dX5mliLnguvkQps6aji/V5udGLKrwYY/4A9dN6vTHmiDHmZ14MPtb3xepoqhpmfhpFdrJywLeqI4wplJJaoFoEdIjXdEIej0HSpqqdh6HdpQxzwGyW6Q4xHjk8RZzfswzpl0DYTMgyPeGRZTDoA3SJ1kLP46zuQEenwOFGuvtjQoE4VjBtfMyV3Se8Ur3epimEV8a2vgx3zDqKQJxHqjAjy1qMbf1pqt8uf5Zp+o7VwOT9maB7zeVYwbRxZo8rO+BqRmC1Odk5XY6FGNmmIoXG4EmhZ3nrRwo8HKSYJsTD0NZvSBI1tw1XtG8gxbQhzRRUm2WQ5Sv2kHfd9WEKEKxhjOJcNInBN4W4daMvGyjye8juQAWD03QpBIAMOGW/I+5afBRjUjaiBlkGz1oz0qf65F5MU8rig08W/msdzOGl1u8Yt3wZILG7tpSmHVuraZfVtEts278e6fcogiELOK3C3lA9/Wpp6+wMFY3a9LwZQ0BSEnIEyFgOqm6VC83BAhmZwKn8VVLA88gKl8bAaTpgMj4/cC3e4FBvwCnp5GPrYRuo9MTYpRlzqPcMp+mSiGqRvh4BJqPfh//4zA8qADc1Ol7GRh/bKfT3KNZQ4SmKpepin4Y+FbNsNYypxa+sWnPO+fzRsvzlBikpq98ZFRgaI0iEgoITgEDvHcXORRHSy5CzuOGPnAvsuB/jwlSY0J4kc/WPKAC3QvGqLmX6fgFCotf6+aMhOB5ikozMOMBvBDtAIjDnW7llKcwa5E59PIHE2BBOnLftXynaTxbYTUIBQscIA8+cN7re8vRQeYTc/C/fwRZtUR29qGYjEfnHL2b9jzxig8Ptgv4VCmJpfnV2vkbf+UAFWbOLyWy9PsPX2snbgL7NTeJ1XwUtBJEzkywR2UkicmBGFz8laxEN8fIVlI5bqm5eCRktuLp0QTGQgyIBurshdwAmmlaO93K8q+NJzUFFXZ19Q3R7acG0xuMibehKHYZkmRU27MmR5FQnV11HCAv7+wzOA20DbbvIrTk3nIZsTTAMMTvzTlPKMSuhstGDxpIVJSxwMe4DowBoIys6Q2c7XPtDqx1yw7+BjL3FNy0/kzb2WLWIXTSUOjlIMmPkeeZVk5OwOxjkvwNglxl6oNSYQ72Q3cHRApQr8In4JoiL+jP2E3OCMk3GVohzoUXzdfLnR67Rcc8YmsQIPZPwJ7n/Fk17dfuYgrYx1hwwZK+MbYqQFNgZDuhStM0YiHPvq5pyZ6AnrYqyCwCxy7fspVH/OVBEHXSA5zG7rSe53YEudod6BniSYkwEPJpdiW/OfE1vjTZny0e+LQLpqiaInOfPv3YFZNadv9Vc9L4U0KCRmzMiAgZV83AXaJSB28G6s6U4s4yzmcLarTq35O5knOPD2ApM/qZ3P6S5CiSlVMkOAUkJVvAmIP02q628+YIg2xLMWtGOQiOpoFzWgVOQXRsrbnivrxWzpsFMB27nlB3btqz+5TaZz/daxSy1A9pPtUr1j1+ZEATuXQIOAs9o9oVH9flHcyC7tsjKnC9DbcnFpEvWbHT8+HH+63f+ZRkTeGyzHAX5hhOB+T3slnYsxY60rIL2S7f3Ukomn3J6sb5eolxzrL4jAq8egNgeLy0WSqeKzzXOZ70+sHm7+yFHxQrkemO/jH6n0qaUqhfgZKPgRWzb9J7ffhdAxqURG3NoEsDrMQkCUUUdobGLyn0lUXFtEoyqfVQWDISlnao1KrTyiV0CHSjUpR3lfaLmlytK7V+jCEmTm0AoA677gME5ltPCD/WO+5VYauhd7xmUzS5ppW8VzOoQTc4049IW5fdzLl2avY1xzg157zTz+ou0mXfNnSGp9m2Rvsyr4kl0m55zCQi7g0lt6O6g+twi1Du1se9JZgVISuOlMElp2//s6D/yhxaQMSh5qhWGt1u1R4lMafxr+siVjAO8aiKbZZ0SKFj/CMv1T3/Fi08CQtt637bJPo/FUktRv/2WPJHTxNl3S4TlFcomodJ4Ljpu7MJDoLqbhoRF+/K0cZ7Gtd8H849JmVDGjTulty0iIrmRPI8g9DtjHjp3ki3aoiqZqu37pUy33HKL3H///RenrF/5daL0hWt7fpT4lfqre2ADEWv6kbY1Q7VKOboHiuPbxWMydtLytDVWuzEe2GU1VuBr7zL18BrHEG8sANDZ5u/+/Smq8Bo7OrIEAr0jAYJogLdddlq6TCfG9rIKS9Eq5B6C9WgHYccunufaXul299fz+1yAMd3tZYdxw3MLWsf2cdHGQO/FYwtqtuBGzkMYq2fg8KohVSoEBas7CN01PU2V2XALCFbjMvnkIOXdd/2e/eU0G9rGjQwGoiDSCOXjFc3zU8oh93C7KgquHQzgC3IDINy1+GgpfcckuTC0UYnv4/PWtu08Y5Gjy4G60L8y3Mjzr4vmP51pmuuap3X8ZS6ekmpiROCe/o2AcHP36AT/rmxdDN32v8zTFWE/Tx+IbuA3rDPGocVoLVhwbhQVHnZv7h6zfK/pOABE1NvxF0Z63PnuxYpdgUKI+MTgRnztCzzBodzrrPLj+mTdnuaLY/j5j/yiju2r7EnAMx07WhPnLXCy390J4BiapyzA9qB6vc1BtcTkMcBs/VlPF/ZwEBZ1aPfTOazljA/aUM0nYPvhphrInNv+qvdf1zQpPOTKDpv/HDSHLTIy0r1pLvyUAbdF/h1f8r3w2vfUdmWw2gKB1qq2ZfzKaCKNC5EQrLTy9isaHHoPt0vVZV3yYZQ5rbUtp7mubR0QwU3w+t0H+OA//PG6B/GSImPMl0Tklheiru037JLvfvePXtQy/+KNv/mC8X8x6CV/2uhbRc9bcPGFvll+XgRVzbp8nipbRN1uUxMttw6U6QrzPcQCeZRmH/Do8see1iNN9fRP7r23rln2XnFMstgJVcsuN9KmysuuJpIp1wp+8vprutTf6Toeiw19zaTuJa16063iHd3R84J8BnTBFq9Njt+hn922z6+vXH/m1a/5H8mrTCeGlPsdeUKmesqdbGOaP/fJZxTbb9XylD3UFh4i/VhB5TY6ftyzNUbF1TFMjMM8DYVat4xfLT8C5Ya2AAAgAElEQVT/c/nzKzRwRT+oA8O4En+onMbmFtCn0MjTvX6haI/vhdnPv7rqap/mfbecPu9/l2Qjb3U+bKuA0xIAt/JueYmKa+7WYf1y54I0v5fHzMg/dPnTYlgMgOWaV6yUv3LT0w6V6qgRgDR7TX4vWemPGHLfg3nR5b65c9/VbFGZhJcnyPZi0iVpNrr1f/yN51eAm8mGld9T00OaCMODWDCd7v4GayBiyOLIRrJ1AEvJ04zs0eDUAy4K6n03Gqq2JI4hi5sa72cU2DpU6zLOATkWuLnRIkkkL8fNOqGNpTM+2lVcx9FYd1iMYZd6z5Qdorsra6KK1kFPOyUQOPV6pMDgc7bhusQhpNBzqmunqx7S2W41OpkChUensXUUOmZjtP3xsKnAxbFN048JaQAJ4VX1YGtdsANSe5wzyyAea59qVOEAErfT9PvfUcS77vgwaWIozAcpgmGQCdAjkZgUh1hcoUoCJGJYkshqXcAYYTCANa4HEt7YfSIHOIuAjFQLEglEpo3JEoykFnPjeEzpGA2ueJ4FyijMjVyzMRQNUnkqXVLzjKjWRd3+LwEJPev875O5H57zCCZ/UqkYejLW/LEKWlmaFtAo13/ZABHDeEiu2YhoK0A8D6ijz2o0goe4EUitlkdR8MbkLhSJ44gH0quBjLsX1Umde93ydyODMyxazY3jWLU3cUYeduNyo3GNzth8oxH8i7/5BQXSH4gVPHvGCiKe1kW8oaHtL4Z2Y9AkJSXdrz705azLrx5u1eOtNeH07PMbZOU6UmgeCcnIGDtRbwO20SAhoX99huQMUODDHd41BTYcmNdqXfrQoElC4k6Lw3kIsqZ9f7QcEZAUlr8c2tEb23fLlp1YrYs9oKDNjvL2G1d/aoFvp7AhAmI9Lp1A7zEvBIp7i2z9AWA2KGTXdcXWZGSYg4bGiZCff9XrJ96pLdqiS9Js9Jq3XQQEuwidFRhtZ6bmxcTlHdnKd5RxFRARtH3AZT11egUoVU1ObTq9can64eEeZdX5Bt0DF9QywAk9ql92phcZNifSLVw2mNfB8KY0PGyjS1q+m3smTUDxcQccnp6mjqJBVU/ukwAJrQXvikC03q6kEd511/tK9W8PRqxkypPTWrRJCILykBiJj66ErhnRoniOKfA3G6/22g/wMHf2PPOe2/mb2Yo+vx3DIZxuXFbStuzOztFub17O0QRyZx22/Y+NyqBYOMntC2uleEaf6V9NGU065u7FJ6fzSHkTP+9QEoGP9+H1C61S/WfTBarmrP2hnod27f3Je34McI5Y0IXTeJ+aulTWViC1qeXSdm5vRkQeu0CzVF+XS9M63iLaE/ndz/KXmjgOBBuC4NbNqwNYeETf2xxw+1+kpd8AC08FOeB2Gg13SdnFzXnojp/fy+8pbKZ1Pw++/W3Pq44Xil5Is9G2G3bL7e/6sYta5l/d8R9eVmajS07zsjYYcUXjea62Fg2YbzhnJacQXMYk3mzoMttziP5lN6l6v0dDr3p7TyqfMipYnpPgAtDOHd4pjzL0fxefkinHb7MTeGp4rPuUjQtlZ3FFGt/JhNSUUc5TgGFnoSLL+dLS+qNpQo55fPl5C3PHcAhfGfr53D1fm5NMDBkVZSMvnwA3lNp0cgCrA2pps364L7shBxwbhCSBzyU31Bfk0b5GtZ3nyZ0T2evXddw4LNoW8qiXhs0FF1u8CLkH/rp2TM3LTaUxpmPI9wKsnyQt53v/HR8st+0kZSe8pYrsd8msWHk5xUtUGlreD/dnCgYP8CpSLsYWLX4egD6su3cRe/8WKvVV+Laf2APTpqRlr7s238BpFTfr91PlfJ2x2TT5FHYm8hSRuOrpH/36785ZyxZdSnTJYV7++oHH2EhDBYnU4Q3nIWMgvAAPu01YucnGJLEVBm3/dbW7/BWn2agak50Kts3o2Za3RRHGKygoztEOaHY2Sh5unyu1fR47UHbzPpuyLNz0vggkp7DovWyqJiVJINvoQBuCcbFHT044dYnY/KqZSk40KVCJavxo7pmf93RQaF3+8E2/XenHMrZmexAxkgYYQ3dR2AnWe21Bemy5vn7nPfd7lx4tXReBscV8GAN7FmsyV9J/cqBA27sW1QVAEMCdvUds6EItq9eKuXrOWKj7GkX8JJGAvb1T3NPfiQouupKdY5n95mzeR3cuwoSzjk3IB+y6Mm2NwDkOTJmhggDe1HuIKIVT2WWAsD0csj0Ulsz09jkN1Ftu+Tzvu/+QDpG90/nbfn8ZcKtg1jI1jznNRoisCmlPBYXcdOKv1qFBllIaPWveSWDxMwuqEdkPpePGJzzeFkFuSRgcd6D+gObxporFPQuG32bf1y/Adg8onJGxZvluHW/RPqWg2JysRNHq29lmqb4vuhg4YdlehkQtjjTnUIBmDtditTahFRYNpdCstfTQiZdE7N6XFsnWUelLTnh55e7LnpO88rzJTWC5nxCh7qRGPdDVu51hXWFI+TpFcXFMfqrGD8gIz1+gmYd8UGpRn6lNU5xCzSbvuTslp67T9nr+cdYYH7gJccnsMg/v1WvT88mU7+dOOQ/iQMKz+S6Ofk9SIUoV96dpNnzzUrVeKfV/uYDN+6haRkFrJTBu+eY0wcUn7zyeUy/N1NoU9bnvzRkvAW6n3PcFHKmWXfpp04itdViUkZLRoDG1Hn2PpzVu8np+wsnXqmySfZ5uK4OCzTwBt4r0pmj37F7foi3anC45s9Frr9nPIE1e+JY/DOq6U3Ag1klyHijtlszXumTQfbBF9zhgKveqVpGknZ8+wl4qq9e/deSDKR1QMteXe2QMJCNwYGKnGXGA1SQmB3yStCBLCXI/La7BxbFdl18EGldCgapMaFw5u/3uXlwJLn6+Esahnhwfk+18LpR77zVCkhTtmkZpCp8eXY9qmR4p3VPPvA4MXgTXBIhsX/t94/o/irz+R9MUYN5T9luRo0fS+QSX/Nl6dXyNG4GM6zonKT/bKTYyj+IUBuwAMpbNSHei6bjEf+q10YUIONd37dhg1hK6YgG3GRmrU060JSQ4VwBx/nekjupScEeIyYwF08cY0WP6vS93tezXpmQOGI+oqcfXCBms1kPvOZ8rYgOIss0T3m+DUZ4mZeNWK5kctc32tS4AGTQG+YwylZzgMnLdl0AzZq4hH0Z2JjCQjWbXlVMCy+MGf/Plx2anvYRI4JIPD3DJaV6AF0Vk20aD+DLrpsyASMZ40Con2gHlc4VJcXglhOFr/G2Ot5ty2hg3/kQFg0bF1PBCaF3ynfsQwo47llt2xuao2QW6ZbBBdqqNQwXqmZ4hrT2u3XXTXTl/oTlIaFyZlLzAzkfloHA//8Av8Idv+q1N86tZyC1sF6eTOwZEUlKrRNqs/kaDio+YgpoGmpVF1/XJGXYUCiv7cB4b7SJHZcYqIN7VfJowhLsWAR4FG1zgQlt6THbo6oVRkEt4jrvbD19gKQW1GnDA4nD+buMm17r8/rXBCe03C6jZF2janYvwJnmYNXOSP5Yf2bySW5kqtOS0VwWYghJME2TNvpRWru0eCW2/qT+WAQmrtyZgCq6zvVmhKZlWz6oLVDGdRrfBqBTyGTr9Vo63LVFoTUAzKNcurcPCeglLPFd+QnRoLduj/VUhqkpOyI5THj96mu957XVzVHLp0MtR4LiYdMlpXt7xZ/e8KPUKgjthmGsAqp/JTECz7IR24j7wCFZRYwvKgBWVXPJd9jF3guhbRz5Qlv5iiUepaUM9cLcc+K+5R/2GTAf6TpapO+xu6X56GlLfeWslD2BDBkjledQLXnm+/Hp1+1l+uAXPsx56madPZa/OtQezqK5vNgdJV/mIoOThF+DpmSDaWc+kaI9brbTOqllos3I2a0d53OQ5iv4WgIyVrFzWH8sPe+28CORebmSyf4eFL6DcYeO15SS180HdNec4z7e9zmrGqOz3+Lk1Tw9sc22ZHafjrIz4yj8mYiI1mGzaBA1BjPDmN7x6WootukTpktO8/M49D7xodYf3LdJ/XcVIvAIKWctgR2UBDIAdU5Sr510+AwcENjLa+3R1Hg9asCPCHeFV1X8POS2YA/368i4CjY6Uj2k7vI2JoXn/MoKQ3FY2B2QnQMYL6iRsG9CB5rY+jUahIUgSSE+q191glw2DcLqjhTO0oQCUjFG8T+iBf42B5i5N3vrioqrebyv3gwiEQQjtlIWvdhGEjRt05/qP73krH7r7PbVtXhMD0gOE5aD8bJ0X3hSIaSACbVICU7RNl9z613BVuhzqPa5OUS9gk3UsVbem+xqqtlOz0o1+a7lr8RH2mhViYCXTY8MiITd1lkg4iQg8Pr4SuIF7+ilv6OmpoZY9V1w9ZzIPpmh/mHAk1UFxoDHphdj1yWAACwuT+QE+3r95jh5QejI6yyvbO7VtWcAql/PAaDcg3L34EO+/4z1EEbz1cz87d5mbkgHEwNAtyynO/U7vsPUwfLnkWHKzEajxR50eWw+7IE1d/GNi2KP5myetw7691oy4LaFxzIFym0hfSPZO0RAZoAvx9THmuHrKbc7SetQWYwiB7gnVtAhWcedeRSFX2gkwIlXTl0Dvmw31yGTnBPWia61qtv3NjYkKYUnfkT2XLV84w3+PactJ3SUovLyYVALbTWw15sVKVDN6uy/8HbXb5RuyUTVteWdbBWm6a7W1z8jn15ODEmN3VSbTj4t7btZLY+cFWO+lnvxW5J9sy1yA0VwVREl/nuXmk8pzAuq8906221f1SylNUkkV1OafLPvCzF2lEkq/0gnvwdPyGFuv+9vlmTwiXqcZgXrAb1kLVPXIO1nGmuiaX22/P7bnoTyrbU/53dBbI9/q6Bc9rd83SzMxNm0/Zt6Ysu75N/OwO21oSc2YnwUmnmBnjmT+X87vi+S/NyE7uCc87E6+GiWWJmvdAvNu0Wy65MxGX3vHi+PwKCNj8B1x8SIb7MLttC7zlZLvd3YIBQYko7XXAhX76O7PRn1OEmBNt3/tfYOSF1cHxsy9unqf2tqt+cQ3o5R/FzFtnI44SYGvLqnWxXr9dYKCerhVwCLbBSTTPjm3kPtaSVP97fZyxmTIaezvmHB3ma+pJMD9OsmP6JcmyiyDLAkVGvE1TTPMRY6UD971vomyjYOE0AYyFklsmsL7Lfn/qnXZQD3hurJie69KxsDIrXVJSmtW27x8x3JBRVflNIXPxtdTrFyCA1JpCw3KmWBMRoICrUe5FSblDb2nvbwu+CG5/5Qsg3uGN3LP8Mb8Wbh7eVBLgcMJaABGF6KyIJfvyT48xE3E8aTg8okcMOyEKQdc9x0iub8j7uyB800jIjwVu/zrOW//7Zd+FkkpvVpTF/gq9ryqFDWU0aw9IBO6T9iYQwjtFchSF/wxzeMacQT7jmQTWpfG6Ya9Vxaio9x7r/XfMo1c1xyz3zVY6KL5gj+zOJOP//HzaGAt1Ntuos/RiCEmzflffLqBwYuAkoctINc6sVF0fx3d/C8vgmPRv2ekgUgv3uflRlualxeIQkIWH1BZceN1dmXoAJ35/Y+0F+xy40wO5xdhu3rhjAatyqTbYjzQSVxNT8YDCBdB9dLITlXnnckHoBwU0tH4aNks1D2wwfjoIsUu3WdgkdERO1NZU5HRoklT9dMRtoGrhtR7gwl0IjTQuHJU2tmHezJERiQnFkhPujZp/cGeKd7GAuA2iGVAVjlsFoaQ9G1/3AD90kLQ4Mc+8fOA8KG731kqshVoYEMI2bAl7qRPQBE/yC03QaDrlC45s1+7+/ow5Br8vp0GyvVJncsV/llmgXlB2BVCAUhQinrwClbx98At+6cxAZmoG5L9ZIQhuev+w8l2EGs7SHX8PTZ4Bf7Yunvx7AQvnxj4gFuhVcGyBwHcvQh6bK+gdSkHxjmbdHFj++n4cuIYOi0Nf3FdKMBJ/tU938fvsEBp3EZuRNhr3clltHGiUfLDMnEiCGAhg9DTOGUwvC4p9aP2QlpcCoCDEHkA29bxFhGRgmmnmYN2QRwmM7VzC4812cxzLkDqXmOjbUt70DxeNhA6fZyjEEpQI4Hc5X+XBnyzXEcTYMPGbncehl3hixphwGG5n4tZ61Kj7BLXT11ymheAqy5/8eynifOk+xzIaUpKgEtfZhjjOb7Qi91Fl84l0sOzfppiO1nsXutBkb4X3CooERTwWUbl+XgUsYILZ6a1cNoer6wRmtQOuR/TBUGXJ02B03Up3C6+7gNVsGl9mqjooZy/OkGlvo0+3bnkp4WqcFEqbeI5Pbc0PrXyedEl1r25A08rba8pd6WSzw9cMzm2CqobW5N8T9bn92NC2QswHHbPXIr639r4QIVHN/6r5ZXrit1Rc3tf9lR48VQHk+PT+/jVVilPIlVWasiapPw0NUPLHb/2tSgTFDm+bevy6sWW4R1Mm2DZaX9yaO6mlDul84eIj9P3inBlR8S89xvPPzTMFv39oUsythFcpPhGz4HWGUEXuGlm0inkQKEtnad9c5Obt3cACN3FAkA6POyOAOss0T0Aww0n3Lg05PdENHYSMtZ1pbJ2dvYX26bREb0W7NLv7JQ9ELpncmcQH9dvX6gpqDqrF7K1MyM553uFd11wevD6Mm3+py1vaL7mVZO68+9c/yiPys38SPhJfif9Pn737o/xU3/3ffzT8GPceadLpQtYxzPtrGUqoCwH5TTTFZtusZzt4vkv17dhGFjPtfXUr7zCvZoij1Y27/vm1LlGtuyWda52NHGFKygYhuwPh7lZZw+w1NEU/mmiv7NC9c1dfX5juZyDjTMlrcEnNnQ3eV1njgXQbMNpmHqBDo4lW9bTserynhyDvmgZ13UemeDprX/7X/ITjb/iz3kD1/Eg9w5/BDDQLZhy2pN8SJ6yD3kXlNwVCBgn/3QFAlH1Sy4TlR9KsN4gW0qmP/5jbOr5F0DsMzX+sxRPa0NRRuORQmsE9V5t4x454DYRobFu8nT+tqAaKcyJLGO7J+yuzacRiJ32pWJF9HnbuNzWvENZe+pn/sVcZb8Y9ELGNlq87kr59v/4Ty5qmZ/5nl99WcU22jIbzSI3aV0kDd0ibRjCBiN8VXo91VXq6dOrOJkdm036zcr3RklwAfI4SGV5tm1nriYgdPZXzjsCnf0qXKSpnrJo7pnuhWIzAcNRYNcHH1sThnW8KalTuoLqAbxdwEyoGv3yfvHOMxjzSQDuNB8D4Hfv/lgpfUjx0rRRUXB5Qn+52Ws1uW/dbHDdtej6ezJNwXt1KarTQG2rlLFSKWOSjKnukgUNaOjXN/bKuYnjwE2NIjyAK/9NPf37ZLZc4sOvXzEqwpH0MnvlHHCZ1QIU74o+1xQ1xK1zWaVrDtrufzI3aWTsCwpTjhsX7/kHf4UI3MFnALj3k1OehVBc3+WnqX67NtnxL2BcsPFpr/q0xz9DcIGK0OKVLQhNmmrWcvUtl9PU+ljx9g6NClOuqk093rj9xCSkaToJOe5l4rQRlIZtM9g83MgWXVp0SZqNfuk9fzJfwqo2+XmScz61gR8MxNM1l3SmmyEH66iqL45KqncHygT393Qyxp3CEEgTiJo2b3/Cvm4MFgRcHA9V4eO5dFjBfxWE6wskyZpfvpCsFAtSfkJpwjfK0MtT1rq4dD/5xVfONKmkNHCxCHUiv1D53wCpdYW3uasx5WUSL+HalgeQFN/kMs10tkrR/slj4lVTju+ZFiATtSPsD9chLZCr+0M1A92TB+48VSrXf36nrOAwtoJQ5PlQc5ydyeFGMfstFkcwHm+GfGxLyu5AGHtC7tiBoWNwWpdr22ctWLi+Z1zZ77/jvR4nljJXZ9276V6wzOJ7QJykklTzW7KgXkFU7ruYsAVPi5GQ5IBZ91sy10mTWQX1sptPRUlZRBVsk5bqPRrlRV4IVsWPszplSuo8Y3Ln0H/95p++gML//tMWYPcSpE8//MyFZ7oIz3b0ehVaQgMiQhaHtBdibydZJpGU8QBK2pYpVJRTT629EAS6aM1z/LbbBZGIUR86+zdKear5w/+fvTePt+y66ju/+5w7vqHqVZWqVKWqkuRBJSNbRoMlIxOQZIPB8IFAOmlCQoKaIdDQEEw3nXTThNDtfBpImELTzYfJhnRiQj6QtEnwBwewZYxtbNkSliXZJVmWJZVqrnrTHc85e/Ufa+999jn33PeeBmRLVas+t+675+x5XHut314rhTSNPOgIPDe+WOPEN2vsKiR7a3kOa5KGcQevTvOnazkLRBKZ9FqAWQ9y+SmVyOg+9A2I/F/bts9OALdbU6tp/9gxnZJFKJyNn0KZiMOtrXeNOpDX0zPFCvHgPj7eDzU7rNd1T1WYwys5TycCpYqoZAUeqbSdSlB8GYXD6UUM65joAF0CbgGE/a0JOMeRInCgmPCh7NVRiYVjvSfI6QAtnsp7WFtK64wDIR/tXOBYcoryivQ+YBYo/GeDG0L+TePW1PyIiYjT+EnIy5fLy4dU1ZQqk9c0lvog/efvRqKRdkO2WxnY7hccUNfxWekWgy4ogQezaiHQVkmgkTlJMPRBEdzPgtoZ2/oIaOUtlhzw99qVnXrCvRTosp2XS1Ly8j9981dtH8if9P3fz1PyIoSjehXgR/R3/RkQGJeGMDHN893jf09HJeA3ftcMgqzmPy9MQyXnvn+28UOYaX8bcCfE3uHKsP0oTHPDBcCnTzyDza2FUs3F3kndnis1tv0g5Kv0fK5m1Nvn3Mzzcmzp3x+KgOMA50YEX1qz7eD/mMz48PPtryBgZcLq9KFwvdl/LKXkTNNezYh8eYlLs/p7OoVRo/djl65IaQ+n3iRlkPl3eeM6+XFV+b1VpPn5bTm2tlkTKvZt863BtDuoWmMxtwrzQtNd7/h//hpSvUwvVbokmZe/f+et2wdS6b5Owlhn/Tyod1+fIlOHbJLr8XNyooMZAJ9DD5yrZfgZ30eCOldr2GCzcYfJECep8RXQBU9VQB2KaXtGqjAeuM86jC/A2OVvjD6HKZMhmHUwZxScO55z8cUvWNY266YVaAv5tvH1k58CGFGcrkpeFDczCp+6hd3itL7Pw0lwiyW15bBHFhZPG370//2h52QYzlo4k8P6Nm5wng0Zd3XUkDFEt2xj4KoUjo8No4l+7xR820SHW2so87MKrHKstwacBkaok8chn8suYswQY0Z8LrsAXBvaaFjApznKByd7Q5pPFzAqQAf0ALjA/nRY1imidDRlY2g4NTQsm1kfTHAN8eR4y9JnHOj2gpbRnOc8fT5feEmIAS5G+Q8xZsiTtPmoXDWTv17x1sH97geuBjZV9TLSx4zLj/H+NxvqUSmzRQOuo3N7JxgQQQVjA+Cky/8kys/FnzplLv2GG3zTa3ImZExMxrjIGG4h5gjFTpqXOj9z8tonawhj3eeFli2d3ZxjBuESpZe62sgYc6Ux5jeNMe91v28wxnz3TuNfkmojUHmGPwn6E4mpd6CHcbyQJG5jj7JKHnT3Ys9qWexXzD/+L1zowgUYvr5uYAEwik0R8fZgXCbRkaoRzCpdTcOrY/Zo/v0ll/YYzKfUvD9HRW81LT0HEYWmqnvlUuMx2FcEUL9G86jtrqk2bSJtry6K2ziZc3ptYDbmpbsdjdjHCNgl56KN9PlRF79BVPsWDvI0glexPBfybXG4VUS/C+jpTnq4BSJPklsYORHkmxcFeCKkkQsc6w2oDrK9nDcAFzja2lpBVlj4DK8ELMdqHrEB3ryoKl5jTlXKrAyMjqEji08jAifsPhdrH+d1QLM70TyO9dQDdlP937yo1+XefOd7AbjnPT+AZE5SEeaWWyNa21sLNNG6YYoWQgTA2mJIJLQgN7QwyKowDaenMv+ZBcnCynE1gre2v+ZK3qC8XxytweSPX/9ajomPo8/MQH+F37+cMouh6eNOTVFl44TmtYGU72WLYJfpZUPvAt4J/Lj7fRz498Bv7iTyJSl5AbjPWdr1YlXjRb3xGhHLUndg4XQrEoRBMKbgPjlAW32AhHCKL5lOfcCoPJ/WP4d1y1AumHLPuoBVAK/iAbfOL4rbxFVM7hiXjfIWUmWDt2DuV8ZlFMozKzqJgZ5N70S8RASasCchu9DOW4i4o/LPMCRxfwlQyFzGRcvaB2NZeMYvlXON0GxZnqdCuS84xqVujvXZk4ga7NrAWxjWvg1gaix3L52Zn8AcqoOhY4zRaihuHtpsSA9rHdKUsi2thTX2aSGdyHA9A3H2VI+kzZaB4/w/xg2AkDYwLnU1ZlzeuC+VcSnbxLfVSiqIWDbDNRi1JVAHI8dpbW76NaHw/KILBDtbBFz+BRjUMi67fCWi9CoVBTbQ29TDyGLu/jj/BlbCwsqDjnHxXHg87OLmgBhLHWVdcToQihhbffIUWKPIGnE7uPfwYdRGrxQFCaKXFObwXTNt4L+lOf+33vCKLRK4tEgAK+YF/XwR6AoR+T28rFJPZjteMC9ZyQvAL3/LLXznFz4KwO6PzbFCaUD8Aeh5sHoJCcv0kE/C5peP9c5tG9iTYfdAsTCsmkOvSwQS4PU1xgVITnWCxU9BsAdNqdZxouj+kXEFcDlZ71ZNjFQcQHYZDyIbMSnYO9axFnoVUOQs6SYwqzIKoFhXqHnXpb1Txe3EXSUodwEOVtstva9PQhJZQR1gb29Op9UCOTjCFrC50HVFXOHb/uz7+b23/OqWZYgpSeAaA3CejuQKdzUgUjxnYK7akGmDgUXHdL5/83q0kLqR3b10fH4CW9C9w1eiske/IVruXjqOMbCnBXtY5QObcJzXRGGiY7F7lvIwBVe631dxPOyWCvg97o7mb1l6rJL/+4evQmVKZdpNdmxKMK2GOdY7VeZfAJznaEvb/2gCIhcoCh1DYUyksLsmnXpGelCohV1xJu1/4iPfWtZvt06+lY8nlbm1dttOfDSgYN62IL0p5LDysS6ljyBh9faa+iYBdoOQI7uVF+yc7NByxhR9/vlVtfxTWL2tmpcZ5tsAACAASURBVNbSfYYWrVDunBy7q9W8tkU03VX2rKeZJWgdko1miYjvpck1tkT8SgEF7HkwqdwUz5Zn47c245EF2WFU7RaF+YV/+C1b1uEyveRoYIzZh1tcjDFfQdOtgjl0yUpeAL7LMS4qcGkGtG29je6cJPow41BXZk6TzTFl9hUo2FGgcKfl+J33qxOfloMOvpJ0cz4x4LcJlBmfjm04/dbfxenObgDzgMNbgX/jSsZ1zp1Up+xLmUlr5vcpV6xKG+ycfDq5haFUnz1XAG/PNJWlDlSeLcdO2s8Eu+3+5dpMnDsXqYWJr4boszsX/d/xeX2tEialyrjos8/V0t7corxx/tPomXAkrZa5KKr2devDu0x/XEl7kEG5VUul2f04qvsVmksN0hzrpRFz1phKVaN84/BFrEKqh4/ibfo54b43nPRjq7wnZbFRC7uRyiz6bMW6hZl9OnoAcLZ6sbypBEKl9St/xOEv+zeKaJs187l8vgj0o8B7gFcZY/4C+B3gh3ca+ZJlXn7mvj+ryKfWb8wbTydhwj1PGVWYvG1h4WR35viSjZOKdKS7AHWT6U1T356dYqYGs2phbxTF4PaRnPGJHpOJAm2njyzDtKMWvDLgQXRPWDXujyn9pfI0l2UwPgVcXCY/tcx43au0yg2jVqLyLwe8TQ4M0SVySPtQsyzCWpgOYTqB6brm678nNV7cGA/mzchPRTZeAG6DERsUZGRswO2CtZZ8DPkwYjROQZ7pt+R9kjXA6AZd92G0HU0trFs4T4+LLLEm6rRxTfRa9fg5LwxjtJOUIbt76XF0e84cmLaZTgy03T7gvs/X4Ekq5fDxDW9qn2Yj0gT68mseGXCBY71nONY7gWJsMuBhMoFbFx5Bx80mx3pnOdabAE+6Mj7cKFG5awlSHnbpnOArF55mYGdVTGWYi7x58TGOpIMof5WmjAqYFDAo4CRtxiwhhvq+G0Ck5wq4EkI6xpznFCvc84b3o1z9VL8yWCVjSsYqGYPb5jZ3SQKQYM67oXRe23f9tpwhGWMy1m7fggkauqY82SJDKh/ZLSXPFZPHnHig/u1wkYyMnItkcAuMXl0wJGPSANg1GFhxf6+DmZbY4HxDNP0Nl35nPg7Fy5X601StAwOcgd6gxWS5ZH3zBqkLgF3WUT71VcmaLBxdppgs5gX9fBHoIeBO4E3A9wGvhS0WthpdsmqjJKlVXWZZAwNbW3B/NsjO59TSHXypTMttvA0awe66Ps5CQd0usOJW8THImWUQWFg3sK6PzWdUnC2fFSwF5ugsY1Gcjh0vAutL2HXgSIx7cadspzEqr60m4Z1a3d2G8k55nXwEYJCRwMwlW3/jyPmaqXWc3Ax0x86ejmOwVvtalgW/AyzAedG6dTWB1iLPiS5S+srSlu8z1BbGVs6Vz45WEhApyAU2XR3vXjpNebxtpke5mkenqhb5i6nmf3dNAhIjKD6cvQaw3IVXQy0wRLhraYSISkn8ML9q8Qxwhg1ZcHUccaxXVcu8ZWkTkUdL54RRfP/7riUQeZQBMJWeK0t1d/ZhYjoItNKNUnUInGUvIBxpKWMnJNHU9LU0LocVxsDR1gX8FfOjS1rHN9+p4OB73vMDyEiQYznD3c1tvBUZusi6AFm4xjN9AzvYiQ3kiVqVdeOnLH/qBtfsPGpfUNxL7hy3cou/kOjnn8D1Dkfy2ZBTSLl/0bEeRmAC+V73ch1aExeqMNuiERK0rhym5Bj7zIhsfM1qXRPAwG1AxhJUXxrkMhvzMqSPiMgtKBMDgDHmk8AtO4l8yUpefuyWry75CYHdn47ReZGco2nCWidn86oGKw2BapS7xQEYEd25FP2vt1AC24zxNlm0FMEMeL0sBSzQRRBG19eRxa4GAmbS0tsKJ3y0MXJHVZwNg1kmQFzBZ9g6Lb+1ugzF0hfPuNi8LEO7TUMaZR4ikG/Ug5Tn5u7ueQLnWZFnvg6cW6yqys4sVjbHfOLTjwXankFafw4i1DF63RBgFFRlIoAVujwbsawvTxHKvyn98u026QyB2xdOEtftrsXHZuKpRCSGRSrjMgiqvyIwBz5fn0YmPoxlJYEqgHsY1JNNqrpQQzd9rKgjpPtGaqW3DsSNi32mgFPsragpL+CvaF8s20fEIwCjBKVivbdOPpgHQwsF7PZj5FmQs54rWGTFpbvBDk3xSPSpWfEFZhYAgfZ5BdoHtZYQGdarxV+fzcVErx3vErLvAaWqSaL/m0qub8INKQs929K/I1BvpYZR0gUgy2i7Mavq8hcern3Xz8wpwaVFOsxfmleljTEHjTG3An1jzM3GmFvc5y5KJxPb0iUreQF47x1/i6/9yB9AAmu3qR+QXX9V2laZN1Hba6UNUr/tyTbGHxMcUDdGrgksPNitgALlDj0zdTog7YzJCZCVOfLaVnllur8wrQiBFLTbVsnRnilgYU/ipMsGBl14fUa3Fq9OvSOxDya36bhVp9UCEUtRwHQa2eUU6Exy9acSnb6bKuHBvIlndA7Fp++wxDbGDaEsiDNQkSwBS2NEkpBv6+CIeFNs94BDqopJEluREPzWTf9hfmPMoYPplCe8lznpMEZQnYGzXmu1Hte2t7/W3KaIAL/Kbg1x1nS1tgHAWydjYBEQMtR19pVAwgcGrwGEu5eq92TvXnqUE7m3sLuHZwphr9mgjY6JzIGv2xQVyYnBstuMwrOjrQmnCg/A7XLaqvODrPBiS63/SjqgCsu0rFmVEB3rASyQJNU2yoAz3lKvq7+3ppumcLQGxtV2EwpatMhK6YuBK1vCvKvlvr2Ldptf/abfCL+zDH7wI/c0xplNBGc9N1PA7kjrL4vuELLd/rAIVWZpe1FHdpWOhd0fb2FOGLeWwPAwTA9NK3jrzqBDHvs4yqF7Jm5Zo9KPU/63uy3UT0vJh0DaoL4ae9y2SUkH0D/VMNcjx4/uvERSUPrQ2oDNqy3lcPfeWO1zMl1wmb5k6euAe4AjwM9HzzeA/3WniVyykheA6667Tv/wG9sOpft12ORODtUSjhezp2d/urDRabsMs9h4iJpJX2iIG5eu6RaaO9VEEWbBrbrSqBVUPe1mF8uw1bR8ZODhWpj49Uw5/R9FwzMq+TfSeaIroc0NlU1n8Tl1UG1RwGTO9aDtwW1VWOK1VY+GbGsHvRbK5zENaZSfrcrhn5WemXcyuMvTfrBxKDJTZ/8ZlUGib1srW1P+Xs2nY6RV6Wt3XG8o2Xb1b+qb+nclzYb282N7vRbv8SfnNFm9kOHj51S1BjuPv4P8Gsj7TfOXnYPEQkIAKiBcl2+cra2+ApR5ttjQZ3PLuBMfcJNamNWG9J6MwkQFk+fRNi9PemGvSb+YV6VF5LdF5G7gHhG5O/p8s4j8wU7TuaSZF4B3vOFunXhD2PXQ9j6EANhjmKDRJu73Tmjh/m45Cd1EHDKhoGDEhOzWkQJUh24jPYHmsoau+7PQj0DTUYcscwDXAbS6EG+YrS4k7VlHgJPh7IlwPND8x0+77zVDnhuyKWQnWzDuMXbmUJQhSMsrzkZI77cICxSPgC3ADlFd/hQFzuaQn/NxR65yY9ibRXgZzzSpb0hbGGzDQdSeA0YdBQkaXX7T2m1tY4Bxih2YmbpOTmt5JmOYnutzzwf/+y2vgo9GzbZsrm1fRDsojyQs59FRMuDa9k5N+LdYF3UHtCYAfRaNt2WaseAYgKFPubagGwPPFLi3nwn53730OZppFW3/CW0zoqDNmhRgLOesGnhbsymZqLpokx6wwJor46rjN/azSSYmsCgFBpVy6OQ62tpg2VgGhaGwhlVr1b8jGyH/o63VSsl0rzPsTy+G+h9JlXN+2vVBrIqaiBrNe6bQcj9dzELSfPinC+3HtTxqN1mgMH0uuPl36lTGz534DuqOPBtJ0J0+N7AmmAJFEbvJPuMBem787bNqoo3bLGMycnJWySgokJNl0pxxqqUNtEs2VOoxWS6XlvFyNfsBBVwD072CmRrIIT1Ho0Cof87oVC6Y6+OonVPmf0Ivy7NJZUlaoqXxC3T45MAwUUD9CJ645588p/Z5OdK8w8Vz/bz45ZffN8Z8ozHmfzbG/DP/2Wn8S1ptBPBt193Mz/76X2wfsN65ewy5iJM3u2emFr5xE6w9fD3hFoBMOyFIPgH2AGJ1Udt0mJxu1pCOFsD6+KsdcoRk/9RhTwz5pDu3arEmS6lLNgLokJ8SYIq4k3yyH6Cg25s93XpxPrdDIWOMSUI7tO9fRBCyowVedixnBRjROpjpzaQzDttxSNU8xsS8tQMfip4pvVg/3Q9yRemUMbSIlGGMgc5uv9sR4mujJRSn+yGHOtW78d7iRhjB25YfrIQBuCZiUASc9GW11rZKW7G7QovNmnu8xRrgFTpMECCbWXjUXcA6h5cMHjg7b5AebhlmARkev7OLiwhQkDjP1SaAJBbctdyRew7BenQEtDzaWquUO6Pr1FHGpT3iaGu9Esb3W8+UEpyjkeNJfaSOFmOVX0GHArAsu7QvVNKM04Z9nFSWh90Os3PEuTD4M14LE8HsepjfufOdWAv3/Pn3xs3W2IHJqB3UIrIqGPJyhW1ofj82oxR0s27H1opn44X8429gfFsZoRBbZTIOqeSlvQ4ydGBYjydedrH8TSDX1H1aig230F2LFH4jIVuebYD+2vaHuDYoL7hrPppoadAqmRp/DjAgM7PoMr2UyRjzqyjG5W7gN4C/DXxsp/EvecnLsXf/PJleRpwfaOaVZ1cpv324+ieKP2DanBZALLaT2uux10E0eRKpBV73z4oKc9Go4sHSW3T4Y/dGsTLiFj4N1zsyxW+Smk4WxOwis0bpKty8QPuvFl3p/ZVpn7YNButssP45qsTV79TlG8EHG04MOzlVxPGtBWwJhlUaVk7zcTeeDrjUrLH14zzKFp4NIw3P4ndds3WoPEplFt1WHYAidQNCcanm5CES2ewRloxjXBoG+opbQU5UdiLN42grJBfoSLpWiX8kHTX3o/+W2TRyNzbjq9VjV75JZGnX24GZFx+Eo62qtejSsrXl7kWNd8+fR+rlec12igisq2gRdjWEFZBIDRKWj6CubGBcmvJuKkf8twUwztKvo4E2RGxBxkepY5ktIH33fhpsc6NQZl/D52l2fB7N1E0bakR2GbAb0UsVsBvRm0TkHwIXReSngDuAYzuNfElLXrJMN6HRzcLy/dsEtpCEyaTHt84mTN1N4niuxZBEcX8nGHbTQz4mrL9xFljhgbugS0TwXZQAK5mefpb96VcXvclQgbzx6VOvWWo4mxtkCqZTO+EllsRZIc2mLcjBOsCrCjsE07PQs4BhMu5gbbQImg6TkYbNB1VQ5mwLZOQ3jdzvFIPQ6sTATQfYC84WHWNxX0qXXgXMPL5pQiEESYJJhPxUr5a/UIdTJwdKwJ9uGiXPnux3ujjjwyR8x8e+i99542+Fuoir0oFleKvz0WBRLLQN9Z2l8qZEPYzMlbyUB2mfQ+29Aze2XR+vWw+UVVphkyQaE+MpdHpU6p/jjKDOU48BJwICPWHDqmfvV7XPYKK0tQQpxhA5S5ylp2uAW92pu0Di3pVWeX2YlXTIqrOCWzIaqjJqt6pAXWPcFQWTcd76u80pTxfq6+hIer7q2LM1C/T16XS78JauArb+wQe+h7htd39cLdX6MblKBre7IFeBJYM1gyElIUXWE4QcQ2nhVhBkKScMKj9x+9AsiyhHROtkNf8CwR6MuZOSezGRpeqVj7cr+a8fjixA+APGJhUBXGogc8I/aYNdguHBvDq11mHx1PM4/0ZSozp1BuW7wDLPsZR9mV6y5OFzQ2PMVaiefY799Vm6pCUv7baTaEh5Ypqh2hFbT4RSfdWgMAxPUv87Pq3MHpuk6V98Ip3O+mIJ5ahkX3+WRmHdabyGF+Ac5SmwhowLeWQEzMnsadb/YZmP3Guos8wHhcbtApCRRXWrrWqV/Gfh1L5e80F/4uovlXiz9ajWQRqfz1mNG5/Hebi+cc/aZvZdCCO1sRG9C3It9+7hfH77btX27ZojwKIosT71sbU91esQ+68ADwsNg5B63SDWgWxVjxKfErdXfY7USjdn7FXzL68jh3Xi9ihI6HqphmmY101pVx65T1hrZE7+ZaDZtCrpNOcf5lETlrw+/Jum1lbmhrabDswpl8y+0+xtGB4/du8fbZHxpUE6Vl/ykpf/bIxZAf4l8EnU4+u7dxr5kmZeAP7iW7+fZACTAwVzDSEVZUMJIMZgN52dik3AuNN5SnApHw4VznyLRZ2Wbb5xFnVrElSq4P6NXr+JwSLeku0IGCdkJ7tkmTIxo4sg1mDHhNOwp7CoT8vv+L0xCfnA3Rxah/aJHumnEl85xHobDAIYijHOCp7oAmZBBiAWJ4NXpqXVgVbXEAKRkS6U6YDBpLoJFblgrYJwrXXAXv/JgZvUHo7FMmZMcZNL0wLWqNU2C+XGl5Hsn5Lst9GzKWYfTi/msUnzh7wxCjX9Xn6NtHIKbl6Fn53QvIossjPITLUBayrCeN+2/qaYfozRW0Eazht3z1DnCD1GLoELm3Ce1/Eng+spHPh2KC2stLjoLNoOnW+fLFf3BoX1gF+L4nUsxkz4fHEFfzK+gWmmzbmzu1NKKjHRsh9JL3IkBZXSWGDIkXTMVWZVF1EMjIeqkhz7MNMZXMw5N36HQ2cN1rXAVWmGMkcW1aFaTtilba/aBjViRNfwSZeOsoSD2xWfZrEqdakk4AqwBGoT1yJkKgndnSPkiO+/2hA0aZQGKN7DFd9YA5mCZTmgTLzFUmQCfQPnpBxa9TpuaDprX56TYygwKlzpQ7Ehmva4dK44Qy4+GZhM6J5slXYEz0CPhHHTSFh38Xw95lw0sAgTVIKU+8objWeBARJG9vrNRZgOv/fYp+cU+NKil+ptI08i8n+IyKqI/D7q//w1IvITO41/SauNAA4v72bp0R3eMoJSbLrHkImo5cmYTDVoODi1UIHvFuzi9Cad5b0+iBSMJh2gwCwAC7rpi22TW5dgLnhsiym1MMo4eW5K0NXR1DZL6WCHAknG9NaxLtxFikZI9SqJGx1pF8Ip9ny7bISxkDDFLCkj0XtQDY6NbvJbq3PnHKMLpUWRg1rt8+jGSsEwiQJGzS2Qp6NgKVcErFsr+8cVADxmDLdkLh3dBZL9IJJRwRFFHTMLlFT6D7f/VqQWUSmGZzxnyRXKQOrqFh9SS4bNf8flkCaFEK34VAy0DSRY158SGGc9Mas9mdRk7DZVL91erfMJbnQpJaxR2ukfu/pfFAeDsGqObBlV7/WMAQoOpCCyTiGw1H8KgMK1sR9jTUxzDJT234p1KZ+1zW6uTFYrYTwd51UwVsePd7kbSPW0P8VrYSTAhDt4MjRzjtqdKUEk1RtMW1G9Lu+465OIfFIBux9UwO7odhhJUXZ/FGflAZXkrl4/hZUojBBZzdUvk7ix0TBEOhsdZEOYUmAiJ6MAclVOIQW9JzvIulr0sVvsO8lmSw8bDpTbJyklJgHuUxYgLko7ChNGph+4V8L4gNUGfzxqNxe/PXBVGwgWQ9GZDTM9qH9k7mzQPu3aa7lk10fOLk37rLbt9MrneB3rMn3JkTEmBb4RuBa32xhd335+q3ieLnnJy7YUHWy8JCXILy0kdVlzzX9akMhIzSN0tCFXSZ0rFg5U6MF9lSwi67tJz+UTS5LFqYYi0a2NsrZR/Jbf0wKIMf6u/unuLUYvBOMNnLrLNxNGJK1YZhxLLSSk0+7Q8G5WjRQ7rLQ5uhPklELlm33YWN3mG0w/aRvAzqgaqmUSTp8u38VWM6qNEakhRHFQmpY+sFG4et3KT67XRGdHSlAM2Ci9UH/3dxGBaRfwFm+jlISKk0w1niEz9VfG2g0g1oBpFMaGsL7HN0Zw77gWP/rE+Qs0tHW1/HHfnrDK/pWWpS13LjanXYSxKrx58XMEALVA0+2rrciHfWYI9w9n6wbwjg9eV/ae+yP+FggMQQYk0i7DROnNDAlbbSuBytjmgLrtKFUnzvGqLcPYa+ZVDBJxp48zsyOyDBZbhpFQtCYaIyTjtJLYwuPt2dG+K8wUtEpVgHAIW0SRVmdWAjgEBYL3UTrVxuHwUumO41KmeWrf5/r5ItAfosbq9qF33fxnR2Sa8BpfqvSGN7xB7rvvvr+WtF//9vkeS01exZa1NqTBwm58bFMbCnXaeJM7IXvGpTBgqnZWipFP2adegLSIS5D0tvMTJM5aeieKZ2GPP7W403/HIjbOS6L3845zylCVFQFy6CxnoR4ikOezsoU0LaqAz8yZD4/yzze9eU3/LKOzO7awKWQnO0DcJjlmX2zDxtelWrdiWE27tZTT7mQVwPO/u/k3SJKyjEMgoRXLbXgi201pBlT76DWdc5W6qjNGZ2F1hy0L0CYvLeyiDMupYleIJQJtpnSidiwEhoEJmV//TwxfUXl2++LjESi2iQSYsJzYSv5r4zbdrpc6aCkXk/gKv9DGcrZYruR/OL2oubtyT1yNfboA52y8MensWkmzSv6jAvppmY610HUTzpepV5c0zqFV26+kXXfFkGXwkx/+29UiDVBruFGz7bnfS6QcmPeNU2QarxJSqof8vNkE6ZsoHcGUlvu0TQqonjGrYbai7hdKoC4A4wgW7ZIYHMsq06Z3vF2BTgcyIQi2aaj5MK666Rg2X1VdOLvPtMrxP6cdvVA5Xv7aNTM7D/3023dU/xebjDGfEJE3vBh59V99lbziX/2jFzTNR771p1608gMYYz4lIq9/rvEvS16AL6xfDH/PuzIdnwq2tLDrJnPjSacGuPVvq/xjFfCaLlTDVlNuAiPOnq2U8plns9KHEnBbAYX6OkkNbuh/bMxy8Ftx9+W3O43FYqNQzmo9vHTFb6jVMF7BM9PiVJlzz3VVe86Hsbb0zVTn6SX8Lzh33VE6o8Z6NsXcjmbGlpSxfZ+Mqy+ZVPJ246YGuC3xM5XUo+/m9nOsOUTj4emZcTMNaXuAadPYCiM79H+7Eiauaxlvcyb/uoXfTJrA7FuPv0o/xWO91jZrlZvd7t2jURD3sXVZXa2PKiT1MP5Zw8LR2CZbUC3oLCg2lrBIY5x56Vbmbxw+Z3ZoUfttmclfLSy6vvVP60OzwRXBzT/+i1sU9NKhlwFg973GmLc+18iXmRfgm/7Lb7POlIKi0XZBZa6mwIoJ2+UEYJcp91xDAOn6j79ftPjRvtpdsIQbPwgVqULah3I18LZayt9JzztK1Ns3Mp0qwDbg5lxieyBsPA64WsXbODWKLUuatoS0pfkZo6onEbBubzKF0WegIGLRbxl3mH6+R+HAt9OJi7eu37m7KTWdpuQeIJqheYxU+mMzQ5Jauiseeql1TBdVTWYtFIXB2vhatQBj2ocgaXnJizuyJb7nDDIVxECy6KGdHtQrZNMcYyzGZBRP9Pn2/++Hna0Pry5pUcodDCmW69pFJf/r2oMAp/X4RFXxa5niEbU1yFeANOAby2vYinw0xjLNwdoeQ8nACBPJyOm59gFrTahbDOY9aAZ84+KDUf1PuTAeFBvXwNNA3R4WBYXVtr9/DBMOMRj78k45mE5ZNhkeTFxYr3Lyd29z9qcbFCSBOTvvxtbEgYONyTkvC5QAWUHBvEAxDflftAB9Nl38aZEzoM9ZWQzjz0/GCQouzj0oPFJTTXB/2xGFGAqBAW2Xv/btcAg//9C3gsk8nhoesOzGKChVCHzb2o1CTu7AvK4Hc6uAlMxZ2PXz3HVpQkpAXhemlMz47hsBNnEc7Q44jHjDFxg7cG9OrmtbzzqLVlEax8u4vc+3odM8Rn2Mwpe/xMmTFpBmVKcWwOcIePPu6RSTEPK3626OnBEK490xurSH+KlVsdfnaboTR7gvcxJeWMbli8S8fBT4j8aYkTFm3RizYYxZ32nkSx6wCzDMM7gZBlKQDGHpeE3lEbeSmzfJsppCr4By54WPtDwLn1CZ6+C2hiOFj74EIrrwie5nJB23lakpU7p9EMkZTVDT+5UlR8OUwNXoTWBgErzDQP/M2jSEEb+SuD2t95B6rx7fNNF3w24JhugqkxDiG+cUcdzFjpV9swual+0nWIRWRzc4uwm6jFnsfi3owr4ckZzpuB04Ro/9Kc4uUCCkV44RmYBAkQdHQlHd4uZI4FxH2+2QvzrluEw2+ZnX/ynWwsbrVGXQ7fr6Vz2NAxS0KIBr20N8A2Suw/3GaEx5wcJ1X0hlJ0tE1/jwGvqKBDJRadPHMgXhvm35QUQKZ1hf83xgci0Ab13+tL4zLUQyCoFTsgLAVy88FuzAgLDYmrJkziiT6dCYj+cHXEmWOC/Vprx1YQR8gZXEW0Eu3y05puFp9kXNJkBCz5SpqPRkHyNRButIsHAbg3oHQS20YNR0P8DB1gYim5yzu1gXATPhmvQiIvD+4Q0AvGXp4dAXU9pY4IKoKv2ouRD6doLfKxWwfLSl6Zwp2uxKMvbvgl9/829jLXz/f/0uDX2bsC4FZpwGd00rDycIwtpt7oEzBm0m4F2O0nf1D7y1tnVKgjjjdq4Y7Pl0x7FuIIfVvEJx1Xaq4jLtzsUOgjBtF0wP6NHJpNogyUaLQqDvTPh3KMdquhNNW1/zSGHmFlE9/hIt+Lz+HfAvV+k9g1a79CbgvInSckxLe4Ty6/PqeJleLvTzqGG6B+U54FcuS16Af3LrnUFE0vtCq1lsEjdt4SajjWSpUN/nwrNSpewmcIMDkxm1SgzULVqRZEXwoF4N34ueV09nW4nQfRyTNr+vAD4/o18jHOOS+3e2DBPUCyDicTES8lGyIV5ZDo8x8EDLfDZ//73h/y5KKbuYmgpgphmc1WGAsYtXBvi5W/4EkMg+l4JWS+DtzqgyDHy712qvf9cLV6ciMMOxWgT0WnBcfxEYultETwVeOJvp52FUimBhRfTZkhucfkRmM30bl3MU3s1Tk5XWa+OxsVoZi7H13v3ppBFwyBHg9wAAIABJREFUHKf7THg/RqRq/fdIqjU6H3AReRRfmdrSHN049K1Pez3gA5VxyQuYslzJ/3ffd8RVxZZVc3VbOa5L6Bp5eOabzeCZ6oj983Pbz9HwovBdS1DyHBb3poFxaRrntfjsr2RQCmKjrgn8R2SgTlCGqV7G3Lebbc5+O8rc+lDpAE/eKF1jVav/LJZr3/mzO8z15Uv1Pni+ny8CPQV8+rkwLnAZsBvoph8qAbu+M2egrBWJitBb9RZ2TXOYGvnFYPPWsd5e9kBRwW32EXKuAXBr9pVMj8YrAb8Sj0BD7Vn9uCKV/KUg/C7TrlRVfzsg60x+Uau1OlKJZwsQW5VkmaQIFn495VPPR5cg3CpyzytvIsBtx7p4ZULdBzok0fXSjAHZ0T5x2/761/8arVY1/y6l9eJyFU3Z6VHPTyNrKQG/xKqfsp1SSv9Oc1LjoxsFF7mZeATeuvD5Sv0Pt9bYcBZ2ff4b0gmAX42XUUjVCm8TLZtxqL8IbAgsR30t4q5tR8+eLuBIrR/rbTIpoLtNGGvhA6Mb3BOt27FebAFN6+8t7Pp46pxxXxQGqv2m9Y/9IgE8lXcpkaLaS0fS1VB/T9/5nu8ngGsF7K68bP65JA0LRy3CuiogS+vRFnZJJYlkvY3dlW01ROAMcKCW/Bp4i76ads7KcWWijAOPZ9vc5xCE8VVC7xkT4ghQLFK1sJtDa/TshCFq3kCc7eydgdn9ujl8dV6ZNv/4xq/g7W/46meR+18vvZiA3d6rD8s1P/t9L2iax/+bn3yxAbvvAl4JvJfIQcblq9LPkeqsXCNrJ9UTyU4YwBmQXJlMnNAWJagxLtG7rTCBW7HZcZimU3S1bLPxmiQ59WfVskoIMxu/3hj1AsyGqbcDlKfUWeB1mf+w4Urs/L7cOXPvcSezsRoafy7p+zuXq79L0EX5rOy/8vdsu9fTqZenGr5Ms1v57TEj1bT3zsmrpIu1csXl9M/yBilbOSbK+s+Ot721MEJVYQezTidhFvCdV+pWH9Phqy4V2KJL69KzSvjws2HMS+3dVt325Gz0Mv+obytrTx3AW69SNd+K9GUO3nsnI9rn3JRXfGN6HllkBsv/ddfu2A3Oy48EXgaYl88Df4qe0p/1VenLzIujX/2hv1MVlNe0RxWJijHBLoHdRA2H1cPUyIs7B7fqwhnbYQkLgxiCYbUK4DaHPSjuoy7Nb9rzxZ0gBT2l5C4Tv/+JQTK3wE5dvlMqDuPitFRebCA3pd2ZqPx6WrVBBZU7k/S28BidqtEZYwz51IWdxhuVXx1z2l18xoAlbeMAjbYWNoLTJkJxS0buLEtkDJ0J91EUZ8qPPPSdTF2+mWuHUeG1gAbyAhUgxdevtyZr4X3D1/Knk9eFG0vN4Fzr0A7zoLsGxAO1veK/4M6FR1kMprsEWHNhJggGK7AhPSAh9/ggyei7MBWpHv6Z/y1s0g5SlQ0BjLDuilgUcJpdnGSFwmk31p166OlivlRlUkDOHrXhEkv1gPG4HCunZB+vap+J2uR0qJvnGo6kWt/C1W0jqKfKMQLr7EszSsD3hMOps+UYkfphGof4y0nOBt0A6M0KX04n6SmEpceE3Q+0ZhkYn33Io5TUaDEMEndbjrPC690bFurAMYrOutvY15ntNk9D2E0L7qM6RHeDTHKMGGSaw7KqtLwaaOhyHVcYmjh7o+8EF0YB59JF7a34+o7UxpFl6xlSWXZ82gfLtAuAZbBLjRojQBmX6ZWojRnXbd9x/ZdzwxUHt8j5Mn2pk4j8VNNnp/EvA3YdfcWxI7OtsVXr7DHzrF430uAWH1q5ihlLu6bhxx6gAR8Tp9P4Jim/xTMwa7EVYaG8E2Nqz4F9Zc36n6o6Rxy9vsEzthGMcaBagMJQFEK7VyAi6kzRl8mrnC4o8Bam2H1+ifNlaZNNVC3kMxPPJKWQJKWqbNZisUFun1RarX0IRBzeIVf47Lsf+zKuvtqlOdXd5q7FzwJwWq6AXLi2fb6xfZsoTeFtyw/VWrLso1Jxls5dpMsqtJgI6CFE4286bNMKm04t5cP4WpeUkTgRfK8B91gfNzGXq7QrAZEpZ2UZ2KDVgsMBOKRg7CTtsELNAEeNei04ysXKM99vHy5eWwK+q7s/cJDHps7C7pJiWnz/n5NFENVDtSnQ205V8HuSbuBVjlNagHV3xko62ioB115KcsJGQGMrvOMb/oD/7Y++G1qGjetdGetrQrXpfC2jdFz7bqbEThVld3y/uEa7Yf5W7mgRBxBuoFzBsy06yCnBHrasH9L0kvW2muI3wDPKrNSpT4KcKleeFIjta8b57IQMUDgGrUUCgyYo/PzlNiWh57zOF32d8O/47q/bWeYvZ9pOXPUlSsaYXxSRHzHG/CENtRCRb95JOpeZF0cPP+nNq+4kdFOgOecP/zgH6gaoYlpFsbe92otYnBedXo0zO1m5GeTKJj6efxSArp4KzD6Q8031KH2V6KJehhk1rmBOGuRcbktRKvsraqkcTKuUyAQpzL6qmEciTXi9jQpXtKTjGRpDuNoRSNULTaxdkfl2s3x0ejNH5X73G9REqpDH5S+L1UgVc/L1Nqk8bUhA9CRaJlZ7F6RRAE+FtriIojxKNY9O4U0XMRcTXdWujjcT8rHsMqK3dQJNQ7jyW8GxaSLx8FI/KK7dlmsSlZ1QFYztaQOdJKUqyFvYDSUULXv1/tZ4Ju8u5VVorbMtmd8a+bibM2USrkg0P3ECaokZCh/0r4CbUDuS1eggSWgnZUZa4RAww/TMHAga3rlomCjZSgAX6RDIyTJA4Y4JJvMzzKflWezZhvG8c7FRMt7bSVjiX34mB+lKvW3qf47n8IERaTqCNcIr//XP8fgP/49bhH750xdD1WOM+Xrgl9Bh8Rsi8tMNYf5b4J+jXfpXIvL3akH+jfv+V8+nLJeZF0f/+g8/RLLNScJPtHSjDgkEu0JVxOtxg46WP9VjcHvVwm4xbGE6anWWPbpgd/pZ6WhRgI/C+MiSO8x5ycg4AF7F5eWtbgaro5n6UTIJyBUgdhpWB7+IJ/szNbkfbfV1Scbg2ITWsgI1E7+xFUklHY2oL5O0umEbo9cisUJ2aiFC5QlmX0bathVQqIitWLi15yBvd0McAGmPSVNIU0HEKtYk90M5xeYgTwGHy7ZGcG1bWut9y65HaJFX6tFJYMHdT7GuQ5/K9xIvq1dxjnZt5pRn6JJb7Ub9IagPJOOfARdkgQWm4bdPJzH6eduy+lx478aNfHJU9tGtC09EOesA2JVkqEy9YSNy+fdMObZEIKXLApNK/Tek9F3VMxkDhH1JHtIVYCIJS7V4fzaoAm6/cvHR8M41P+eLJfwAONY7hd4D2ks8/uAEfnY9XewFpiwnpfquZ4SeWcdLVkTaDAs4K173omld2z7Pnw5uiNIW3rL0yEzbTFw6nVTYzzox4FcEfvnr3skPfvieMmlwVvIccvR1lNdw4rHdsZhNg16VFsSo4lifGGQjZUZlBCVOvYn8QNnwMhxftxqYXSAhIV+0Ok9JYUNKZs6FmeyC3nrzBpgYMJs0+01qYFTzsmsRYHrAsvhYisHZUI6hRy6cAZJuWWfbUsu8s/XWsC1AxpAd0sdv/LVf4S//0Q/OaazL9EKT80X0K8DXAk8DHzfGvEdEHo7CXAf8L8BXishFY8yBejoi8gn3500i8ku1PP4xcO9OynMZ8+LoVYf20a3vSA3k+RL/98zLpiO4VN/VgbrxyXEWFEnlgSBINhvGn5QDUG9OXvGzWcBrWch5ZayCQqOKhfzrYXzF4jJUE4/DztS/ercXkCCBqUsJKsHO1eIVcRL1fONy1zus3jYyY+F1tk7liwB4jUNU2q9krirtNpNH/ega9bUHIkRpVOtRNdBWT7PaZ3ULx5MQyccr5W/1MjW0g5TlCiyeS+hI2hS3nv9mlH91UvjfRSV80wTUbxFmPo1ljp6NRswmWUm7PulrYyvOv2aFt3H9aHDSLNTL6543TK4wpmZ+zxSxnNtb1Kh5BjRQvb61cszUJ043ymCrPOpg4m9+9fVNJblkqGk8P5/PDuh24DEReVxEpsDvAn+zFuZ7gV8RkYtaRjmzRXrf2fDsnh2VhMvMS6C3/82vZpJtLXoJc2y3Cfi7DFR2HmNSPXcTfwvwl+UmUjiz4+KAo9aFzSftECYfg2EJTlnFlfgSTLoBFCve5KUVjNGPHQNiAqhWYvW56AGu8NZzxdfMkrQEk4hKcgR15iht8ovRII8BikLFQm/5DEQMhQPD5gW07l+g/wyuooIH0fow1oI904NzaqnXGJc/fVWpee9sWETaof76raoj6436PQk9uk534PpmtUt2YkHzEQNsIgIjp0oy1ttOMVGH+bY5G1XacpG9ZC7/+XZR0sgrtQrRM5IQaiCa71pUf83VVPk8ALzEQFCzpTryRAzYnD1GzRZbx2D4dPxf1hb8+fh63jd8XRhbQ9fv3pip/ywZgWh0H0oAKbDOns4FC9Bztll8vSHlkSiVC+4713ErBbmk7DLO4q8RsCO3YF6I4l10dlvK/I+kgIxc/gZkREdAilzHmM2dx+y4DzzOZhCev3nxM6GdRWDqmdkiZpYKegY8M5hl8JP//nvUHUAsgegT5eXsoRTimsLgDaHY4JLQwpJglgjAWUuhwN3YMvcnYPdDrQqWREK1vEgD6GmuBqOT+0AOB6ZQWAXqDhwYeFAgRi8K0NNy29wB0ybQEkNtOlPW3n33qoe1whUlJgHSge9aw5QCxDBw9Y/t1Pg8whifaHrWuL+pQWkqmtUSTGyAH3/z13CZXlQ6jNpm8fS0exbTMeCYMeYvjDEfdWqmChljvt3hXV5hjHlP9PkAsVmmbeiy2shRK92ejwshLNjlqtn3BILDQolb1c3WxMIyfdbOqSg3MSCZO0ssuBXKZZCdXArR86M6nbuH1Xja9JklmAhmKbYiq5m0nOqoWFczmMYBb736KIQWYNrS64dYkiVbqqmA/oORczqEnD7To2552xMZ43JkEreIWxW3q1tz11S5vstv142kl/rNOkFEsAXYQj3V+vK2XPulPeDaISlC4rA949U+MhGk5a/YEiQXxv2dX9EivyKnvWSRJ/uReN1E1nj38j0f+05gnd+7491IAv95U63XfvOuBxCxweLstW0LePCu1u2pYq/j/Da5mikphrbDVuSkrmVbTN2Sv+gszA4kARKMMXSlIJ8a/njyOkC4e+mzgJBEnoQBvraf819Hmvfti1qX1cLid6SNQhtgOVF2KXVb0YrJEdFbYB6MfF6WQYR96YCujBkLjAgOtLTdnepj2eQM6bjUEvdOLRX3E2ch2cW5awlafLpUi4m7bOPCrDoUznKi4/iT01dyfKq78VuWHivHm8AVrNGL1KLLwBln8O3h0WsBZwdGB3LF/ktMb1n6QiVdY+D9wyi+VQZpv5Ol9dxG6RmYXjfjd77/l7AW/s69NfVEX9soJC5EOhZ3xWmBcCVn5T4t/8VbChertHAd6DZv7K6BXNrpNAGB1sCrhVpwWq9GdtZVRTW5RkpDmCIYC8mmjuX+WY+cL4vsSx2WgOUILizAIhgnAZVl5dOSphvojrq0kHNCtitndFCvpy0+6q1vuzx6EQPj18u+G0/zjY/TJ4HT8ND/+aXpnPHFIsEftF5QusIYExtS+zUR+bVnmUYLuA64CzgCfNAYc6OIrEZhPgycBK4Afi56vgF8aqcZXZa8RPRshkL9tFL/rv/QsBKBZx1wb0EqIZr9mOimPh35dzYwI6W4T7eRPHf5IGFNjdOrWiiFpCvuNOoSyn3JSjsQ01COjHpNkwr7662basaxKLKuGip/pzP1mCfKnEzK+ntVz0zd8uqz2XasPvu9O94NwMVNH6+Yk793WFkFnF7dKu2KlFIPv7j4YBKlVzWW8WF5nfu95vogth6sb/7K66kiE6mHW2W6/gjr0/cqo8BAuu9p1F6xCqiqNqMaPypHVn8HlXjZzDPt27OhDVXMVPYbpDxWiVMUpcbP01nAoJKQ2T7dnCnHrHrF5d4Y3zduTTyJuiUAOHmyKV4lqOv4ahhvkh8nOM+D7lKqycjW5fdjiDyaW0TfiJNaOClLnQZR/MBwla/9cA7MaCii+2Pgzd01N0FIrq5P9zeZV8t8oylRJW+6AdxV8ihMw3R+7T/9BS5pEgimNV6oD5wTkTdEnzrjcgI4Gv0+4p7F9DTwHhHJROTzqPes6ypFF/mCiHwA+Brgz0XkXpSZOcKz2IbnSl6MMTvhgM6KyFt2mtmXOt3/y2+vWNrdjqQFJhbxwmyLFmVYyWHptGHwyglyHtJ9UIwcaM1TV2Aw1WvSF8E4A6LTcdtJw6ck+/WZSTRNET2NTTbBTvqARRZwJ5gWrcWphnX2NowYhILWokpGElOA6HmdNGHEmOLLpiw8AuZNwFPQuQqmo07IFyAJt6ccDDAxSG6JeeJiZEgXwBbqZwegONfHMMGwgG6fXcw+tUVikhRbOICmEecnqaDIU3UGSUZ7Wetiz/Yw+4e02movxhjo9mCyWdDd7ZiMIyN42mCuxqm44Bdv/7e892Nt3na74UQOuV3h86yyzAPcvUsX0ZO2xd5EMCSuE9sY9Ip2mgL5Ra5uAVjaESg3x1870TZZsyqaP+87FDiQqiC9n8AyD/BVCzA0PTwsMZOcDwza3LWYYUybs8DdS59RJ7zAopveh1trvH9zD3AI70TmWK/vOn6JVfe9nIwJjnOAXYleEfbStmUZseqkL8aon6yNYsQqCXq3yUs2/HX7JS7KmEcn+7muex5j9qGSqRS953sBNf16HligbTaB1SDZ2Jsm7hp0GCbOWi4uP8GYC2UZAcw6R7rwueEady/BU7m311KlonD9E1FIO9kHnOY2zrOGxh9LKXGJaTHJ+MwU4BAfOC68ld/nffwtZtbWk9Clg7+cb66y4WadDgih83RHL2UfacHZHLOhSp8l2gyY0iNl9KpQSMCGdSRIKoxgeop3k10GO/RFEWQ3sOqwSNfUKuKKa00Bew3Ds7BIO34V3ysgFbAb0DYwWhYVe22qKqcvhmwD6p7EfDrJWAG3GdDBkDnni61QmRJWXEy0iploer72LTT+Tk7Vr/2nv8BDP31pS2BeZPo4cJ0x5hUo0/J3gfpNov8EfDvwTmPMFaga6fE56X0Q+CpjzB7gfS79bwP+/k4Ks5XaKAW+YYv3BnjPTjJ5KVIVaGai/6NDw+whpvFUEm52tjRdEXFMiSHp4a6YROH3OkZjL07c7RabfcysnWWmHdyhPBJpu4zd5hq+gdRpCkrJiSYsAtyMmsC4Q3/3jqhEp8y7dmzUlKgCB6sNoL/b0anbq6ZUDSGUagItt43UT7q8thap1AUgcWqoljccUUB3l283lTqYo3piLVVnGW+73S/BK+TAnUtx/mWbaDqtsoyubkfdit+K6+oYmFhtlrs89M2Ka5s1uq78dy2jBvPi22NhWmp7+U1+0cRta9zGfqVL+1r3/TSqrxBUKjtCLw+XFYvHwm7j8B9JErkUMFzbFp7I/LXlFUqJkXO6yX6Xt29rHzYH9kfPxlxVYyYKEe5cNLW23uNbN3qmUporExOkdXe569NH0npfESRfafRbqbQEfF0X1ic+vtANfRxN5jDODwLCXX9DX7zvQ/Vr2tBGnSB2SFU64dR0gabA4VLq0CElo2DRhV+gHfk6M+XADdIZ55HaJ7Dswhw0KsX1poCujsJAdZ3wYQQ4BnLc42UgMX5clxECc+IcJrpmgFPePktZfx8v9WMKcaPXsECLCRmpkUr6SNlHPq8kvCrj+6Wiackrr2JfujQjoftrz09yY8z/APwx2oW/JSIPGWP+d+A+EXmPe/dWY8zD6HT8MRGZZzDLiMjQGPPdwP8tIj9rjHlgp+XZisH9Pifemfd5AviBnWb0UqEHfvntAWDmFxXr7CSUliLLNaLy7dc1v84XbuIVuKuSwiYTRAySO/WAv6rsQKp+3TKKxdS0m3iFmecC65BMTYn+9fXYpBRJ+zSdBFtsQbujtRXnaLIYAvSdmF0lGNmkE6kKtJAiHtMC1unvOz2LWMXQqDPJlGJY5m9HwAJIULC4sp6PymgBkgA09r/jOlunQps6qb8V4D4FBhfeMmzm05FgF+cVfJKr0gyv4ClszoQ+j2Rl/hedq9vM+k2t7HVxwCavJRiHNtG/ffmM8ZicRaqjZlPbxIUtCvjjyU3cG7XR+gDgNUynhHLHH2Oc0WSBEpQqwGc5lDjkpPY8y85WSRlmhDFpaQXYwr3T13L/GIzx4TygwavELPvTTfanGyhTKUzdq42JiycCTFikoPAdkOUsGTiXl3Wzvm1Cyn5IX6y0kdZNOWYROMsyZ1kOt9Hyoiy/T/uEhTPsCWD0UhF0wY1PODWBz3IDee7mmJ/bYhQUjAHxTkI9+EKAVX77zndGbavpZUzwKtbAhERDe+XhNpwQBVMjZIzhesjctSKLZXrMD2rPOUk5NeL92TOXBsisXoFej5otptlh45siClKWq65uEiiNCIqF02CNDWujL38A4wogHiaumK2CguJ6GJGVeTRsuGURJWo+tUHssTnV8NrWwxvH/L33/dvZBC/TXxuJyB+JyDEReZWI/Av37J85xgVR+lERuUFEbhSR390iOWOMuQOVtPwX9yzdInyF5kpeRORDO6jItmFeirRxW0Gp78lgCrseSqunmvohkeidXwdaDRPvxhZMBTMoqDtexDleDIbn8ha0qnZIZi3KahKmBewTIKOVUJbfOQH0YOJKfNFCZlO/fLhTVB9V1WRdNd+fA1Zv9JhudAIvtHZJqotMMe1STF3CBlo9l04OdqSc3eI+NSo26XdqZSzrLee7erLaNw2qLp+nQddS0wHZO4VJGlRG9ibImWAkjS6RaBl/+/Z3hXTG0mJXkgMZJAUHGCPSIhNlDJZTWGIz2HkBCYDbVengbXzkfgPzTI/oEXefu9/dTmGvDCgENp2kaSUxFAITUroCJoWvX3oQAaZO0mIWetzK57miNQ6OF33/HEwHiMCj9goQ4daFp1DJigF6bCIcbumOtpI4q8JWnUVCKd35T+NbXJpjBxSGA2azZKCBfd0zIf4J2QUYlpMRkLDcN1zB54EJux1Q2YNhvSoQDIx0bB9zJlKvbZ9DRMiCK0xt332pcDA9hQictsuMaINMgDYY424qwQRloi+wjOSKY1no6Bxpu5NCy0llpoBIhxXgohv4h3pwiFPs6yhGKBO4EKnUtB07DC3sS3OUkbMseKFIuwjhRASuqnmJF+BzKQvOOeh0t5AgTK9WoHu7bxGxZF/WIrNT/O5sEuicUSlOsViu33Zl2iB6ED0A9DPHBSbNYSrkOxWGe3MWnbNGC+ROstI/VQ3aWldQvZBgb5wwEZDMBH+puUyggIVHUjDQ2VTrwYM3ZnjGE4Avg5FayGPxkW7jummAfJdx9Xf4qaHa1DLlNAyU3aj98Jdnn6wndelQ0/7z0qIfQW3C/EcnwXkl8P6dRt72tpEx5kFmm2kN9arxji1EQi9J+jcPRWBrX+uHlds3/nZLqY2ZUSWZBiOcniYN583yOw/iaz1JltINKCdwo6jQHdSawszzO1MGiNkWISDY43zszB9But1yeJ2i7usuLkfwNpCFzbBS+Ch8bKE3rlslfHhggBRri+AyIKTo2tA/i7EQEv3vJ8AARYV0fTmI2sXE1n71rqqvv4crDXym4dhdqkVKE/1ZKV2iDSYLYbypf2s1v7LvJSpIGb86fmK946zq7pTAgYKwqVfjPxHCjQX6DeqYk94GGjl61N8XxdcBPx5HTDhPAa+OwnhTD3lZfz+u/URygOMYDH1lAqdtNCZ9jUP5DU9YeI2NrQB7wLLBKyXOjZX3brfLNvP5n/fRjAdDx4yMJ3ctG9jHcc7zZRVVYYUscFTgqVKSMCZHRDCmBIOHYSxO/eGs39rwoqo6mmFOfJhPoBZ+vd7GUWXeb6ADtUMY2L5suR9cWfksZLHsqzQph/YjwI1ofTDwGbc2Zj5pIWkRAeej8hZVVWFcRLXzJ0h8KBS9Eu6NYxrHMIop58QSMMynLLRi9yeXAn3RnCm+YOSAuvcaYxbc78eBH95p/J1clX4vOmz/nfv9d1Gl+ingXcA3PYvyVmgnpoZfbPqJT/xp9YGbJ+umvCKcmkwZlztA/tw9bXkT4o5M5QuA4kZlXnorOPjDkOkJd4zZG0KpFGEMkCMTML2om4QgRYnFPyWw0QUrqOjePWB3hgQQE2yEJJ8yzry4gaNgngJ5DYANwGIbrJS1KcbOZ8rZtu5rGXClgUNSy2RK2i+YjKAEfmodffkA5GICTDD7ypYrRlFwDGlP82x3YTIpIAPj3Cr4dPKRMja+Qf7BB/473nX3O51kQTEsy8mEs4Vv2x5jYCyjkI8IZBi6OB95oUi+kduMXfmnTIAJ+1ybZ9KLyqwwxJScTfG/wdBm7EDMIip10dQm7ErGbFjYkCm73Oq92xSMBZ4qAC5wrC2cKgAZsO5u9uxy9R+LaiGUb1zmDHBqY4OrgI+iUpdv3XU/j673+cBA/dJnLHFgYTNAi68Q+ILAvrQHTFkwYxYMXMg3IYEDqb/BBB+xN7q6Ps6rgccwwAX28AT7ezpOvzBu0wUepMf1wGeBOxa1/gsmZ0O8pmKTg46JWkkGPJlXHc1mMgUuOpXaAR6dnuE1fT1KHNR73nRMwciqE9DH2Qv2PMeMjof96YCLVtv6gvVpK9Zid6qs5sEUbVtgwV0Pn4rhX7zpI3zfvYdxDojQK89EHKr2w/D6jIXPtnWDXwbzGYMcgiIBsdF8XjY6nM4LGVOSEwnsa7H7vGFtHySPGuwba5xSpEYF4IEcbq5J21Ovf0Y584HAAaPRHoWhk3slaQtOQs+N6ZEZatqvM/AFTcq0gEegf0FNMAxELTm7GcfQTEkmVu9tfaVrlZYEtbefLt3jPYpyyQJbvGxeAAAgAElEQVSCEEeDbRhVFY2hPzVkCJacJNqmDIbRRmkmcR34l/ffy0/e9rVcppcWOZXRb6I86NXGmC9H4So7gqPshHn5GhG5Jfr9oDHmkyJyizHmO559kZV2Ymr4i0rx3vu6+IEo1tSvFX+D0tBUPX4smgE6nVJsD24z3FvNLGmriN9LNCZrLjkh8sPTwHFvwYSXp534RG5qUhldDLt0SE66hfEpGCIknboLSqEcOl2gYOF8dGXqNIwOlcYa0n4cp1SBAHSiPV4Esn3xQu0LWF2Y03Yp3uosK7al1a0EcUyAj5fifctoPhLV3Uf0+foClY1jw7P6MduFF+HVadVc/mkp819A95tplI4GLVz8Mr++zZ2dm7JhdhvPUGl6h9LCGZNT6URWKNMS5z8WmLo7px5K/SRfzpM1X1Cf5jWAvw4gHOAxLrp+OuviLRi/M2uZ2ggrboi08V6bfX+9Gm+15VuWnwj1tQLHuYEH3ThTRZWhj3dmqQzCwbRqYlbHaq/ybG86ZQHtw6NLp6PA/z97bx592XXVd37OvW/8jTWqSlUqS7ZkyZawkGV5IuCJxEDCsOhO4qbBiYPdkDRp0nGnIVmsTrqz0oTuDgndSZpgG8cYO4QhBJJ0SBxYGGPAYCPL1mRJ1mBJVaWa6ze86d57zu4/9jnnnnvf+1X9NCC7JO1ar9773XvmcZ+9v2dvH8G3g6p6hHcsK9BjFsu47MeHd/EMwAoVwl7zFD0fPzBQW765autHI/T0UYv6TGspTWQ8LG2pOmhMBi5LpLUqqRIBc0Sf9Y9b+uc0rbVz6n15mqj8oHV4eb3PKbW1l85rQS+jBckJQGKYdvBAa+H4uuS3BwGv/f4O41+AVxMu46VnKTAKpm+E7dL0qzKppT0dX+gOREltByiiicd64Vyjxya1u5NDS8m1tRcTLVqOriz6KeBb8Bd/ROQLxpi37Dbybm6k5caYN4Q/jDGvp94VdulXdCHtxtTw806f+7PvbWDymiJ0XWwChkQkYGOz5kDaQaRsizq92taJiqSDKsUWnRim8iYu3TgwLvoxWZ2B86A+l6qrbP1dA2DDQiH1ZYaEqRFxSAHjV9UG0ioqFYGPoPYEJ2o8LrEwmvVhxDTGmzSsTGmeKtVNLdcqBeBnAK/m3ebRTMuYGpAoGu2n7ZZTzZK2tdBb0xqEeD/+ll/neFUzbkjhf6f6Lmn81lxzSlLGMXwn9TfwZFXnPxLoGon5GxwlOSa2kCHazHEF4qU8fziBT89eFVUnCinqewCx0hgo6EfAr3NwgnVOJ/3pRJkapIppaxJfSco/D0rtcxfH8u1YN+sZh/PJLD9fwXkONiw0O3KIFnbrtgmAbxG989TlviSMjoVJBFyHNiGqVqwF3cJSI3Rjgj9pEbDiVDkkAXxqwDlfN9V3hRz7DXVtxcAICSoVuMBU+ri5eV/Evzct/Pg3/iEkQFUzShwuglrWFSiCs0uEMQ6GJgkjytVGULqOuckbSazwOqZvoDZ569UEevlQw4gT/7efW6keO502J6B3utsc5qgExggYJ8wYk/u041IHbHhQMsA2U8VPBdWcCN2TPXicdvc3sc33QJ6aWbL4+1Ypmxfapq5/dXMN+BUDjNU/VP+BGufzV295My/RlUki8kTrkV0YcAHtRvLyPuDDxpjA3m4B7zPGLAP/cLcZLaBFpobf2A5kjPkB4AcAXvayl7VfP+d04MAB/ZEuXsnhJB+EcnkQ7DmoT+8aMViKnaeOB7Qq2QbDY3AzBdME0erSF4boDQWhuk13kKxDotMHCtRCLQ6zpKqfCPgNLgLAg2sN/WVdWGfjHkgdPsuE/t4SkRL7Jq8ymXaJG3BDZSIM9pQ+DKry+DoYVbqA5s2DMmDJMlXzqEE0wZae/3VdimBH37dff+gX/6m/SBkEJ0DW71DNIHuq7++JzODIfNtCkPhUgOUf3PNtgPBTt/2yP02vctpbyL0qbxooC0DXU241xj+c17orERhTq3lEOohZ4XOFXhe+sXeaHGE5s7H9RJRJOuHWEYSjuWI8ugV8wirQ9fr+GeAU+7tqOv8J9gLCNqvs9TeAcm9HpjJ5xGoekm3P1tX2NETgnAvXlx23dE9xbBVm3IMInHGrPGH38LqlE4S96HOT2/m1LeHbVu/WMZJ1UbbDuzUQ2PJ4l3E2qLFBYnjjEM46daOwv6Og4kfcOlIO/R6W8fKBcEuvvgkpAoWDC968/+FsFseaCDzgAHdQy9871Yh3wq3HugXjeKHep+wBP7nOcW0nsLypdRJhLdOxen13gz4biMBZWWFG8LosIAWrBpYFzvjr5uudkjU5T1w6M3BrlS9K5jfgDKxQXi9U3QIc5Js9ZCzI3tIb9g3nv8yXNcP0lenafKNP7zQs3a8sF0Pd3stXei/aWRYZmgCG760r8CS/f1nfnYdhC4OXVV3UCq8HqVwP3bv0Z/XaPmwKWYi0Db0zfeSQcPGoMjT77hoivw/lmpbHYiluURtN3cdViricmC0LXg0mR1VC193yvMuS3kewgKxrB/YuZjiE8pWFx78BksGrIPuStu3o9crJmZaW7EVHwhWPeQGeMMZ8AyBG7YH8DWpfKJely0peROSzIvIa4DbUC+StIvJHIjISkV96xsXeJYnIB4LFv4MHD/5JZwfAvh15uhSwGlbMBAXnjxThVRMc6T9+xW87mast6yYWVv2OXi1Is067NgIRpCySFkdIjpFVq0zUrqK9+NqlaSdFrPOUmJdSJyTdKH8Kyoyt59plx/NgEtMN5Qh1AhJePCRQt01KO+WbXh0ODFuTO/X5yw75M4l119sXxExC2IkN4QNgdL48VWK+NDz7RKzbdOf6e8ZFl+06ftpFhX/XrH/4cVYZrUZ5pBGmab24bs902NpYx/nWL9x8/Ka6Z/HYqGUqxYL+8+6DPXMxN/bTj697Cvi91g/NMuZff+amX3ueonAUgO047m2z/dIOcPPxTeCXtn3fJHN77hPaLUlz6VywgVRfZ47lbn/7uV3PDWHgT0d1/ETSEeJ9JcSubUPHPLxp5FkiiYmWcn2geAkhWO+VtMQaZhLml5NYtphOXfw6TrtuU2L968FJpLvPv4hvHF3Z9FeBH0IFGcdRHmPXbsJ3c9voEPDjwBER+TZjzM3Am0XkZ59ZeSPtxtTwV4XufM//xHUf+T+AcArUCZcFqYtn+dwZh6odEg54HwsoOf4kQN44Dw3U2AcF63YeCOEM3ATmuEGOeEmJL0ANnNXjjR0DHS2fCaKSu4Fb9WfWgbIAVwXzn3U5nIPJBf+kD1k4qYo/zoYbJ8YgxlJO8WmUapQtFEU6HmwcErfkQyimEHhlOzG13jsnnjx97ZmIXoo2xiYSn4qsr8M1e0qQoO45kjSzIdwMbzzsDyfAFj91238CYFu66JY2Y9XApjMR54AU9AU2sASV0lqmyoVlHBjv1NBYKhkwlQ4lcJE+MGJPPmLqDFtUXIXeswkG7fTOzZglKmYCn9wGBQ08zvX9EnAc62wzdXBGuj7/igN5UG4EwIDFXyJO2tlgcJyTnCXghF328S9wHcLZUiUzA2CUhdjb5GYITLjb3QRs8bqlx5g6+OS4y5s7cG9luNkIU4HxoAeM2Z/bZO9Q7NQmAFvsyVVKM3YAMwxjFC1iuSrbZmxVWHkVsGlA7eBU7MnKWoEn8EiFL/+I6/IZG06xPcvAo6wzAKYYDngBhA5N4YxUKCOo19UVWlpQqwczBtFegEoYRwJj+qgqKTTojJkNfeZBvV7/+o8+dSNq0+Y3GfHtCdQj5YgkAJ3AGYQK1vTGojyY63K96ZPeMpijeAbIz437lGkQTA22WSswE3B3ZnAbmLtA0YgOcqEcAY93MZRwRpOZ+J4u8Y1O+EOz6l+Ai5TIa718bOiZw4cVUF4iaj9wAsMHtCWNb46JzOBm3ywnjAKOT3Q9dB16xrsWCa77Rt7FwFJBzkDXtp7AJvRG2idlZ6quDh4EXp7BcVgqFDM0vbqCqcFMRaFK28AB+M7f+DiPfu/f4UVH7RPEFUYicpZdWtNdRLtRG30E+JfAj/m/HwR+EUUJPxvajanhrwnStc6PFFP/zg/hJR26fAbJR/t6cgCTxqgVEeCmKpwk/Qgnqhme4QMDLJbZkRoT4FNOc5mLFygA50R0u4tm/QMGrgKK5JQ8A/pBce1Rx+FnyEtgsFx6SY3AQOtfbBiCHZQ68fYwE/S+ufGMi6MBrp0CgxmdPvE6tnMKzDUG5GidDCmIOT0JJ/Sh1/6yhgiatoh4HOjiTEHN8aywAaxmG7H+weZnD4uBaB33lHQovcpwTxRjD9nyTMZpBN1Etd+OZAAVF2wHMWpdV+QhSgeV6QbILlMgNxXrpvLm4TukUj/oeIxkjSGqLf32GNPx5VFZzWP2alK6vfMksO0Z84kqxpbUgxCseDmP5Q+qGwDDZ7xE6g08QpZ5HIk0x/nBPAxtbcelOGccPW8/oJJVz+QIGz63LHZa5tPVRPfnQ4aeAalQ2yCn2RPD1aiqzaRmwnVdCIxLkCQeztNB4diSlLsNfds8UBjT53QC0dUy9inI+OG3PInIk/zKfzjCp9b86zzEC+FNlFawljxDHReyoQ0oW6p6qW0KeXqVwW1qvsbrXlYeHPjaG+Qu4SJFtL4b5jZHULcl13oTOwWU7VvED9Y/Z3doGTPfAHFteYWBCyrxyDxaS1YvsVuGOZnDzHu6KMLUqr1KKNW2A+hY7YvQI8NqGMsnj4ZQ4aCVwTTX+m+HxF/MdMWrjZ4V7Qawe8Crh1QwKqIggGdJPp1gavh+4JdE5N5Lx3p+6O/+/n9O/tLF1TT2Dz1r6eLYZFyAKFp2FkSMF8n7KXgCOneuRPWMc0DhzbcHBTEWXlsD1wRh+poqWVjBFTHFZMMWrxnxjIeFJfpe7JrUSIznukis13rRsBhq0b9PR4Sl+/pwD8nqViZ1NrG+ETjo69HfE54FsnRXpU4bR3dV06tJGZ4AChWBcrOPm9TZWw+QtZXzm7DTI/1Gb46BGY+b/bIvs4389+cFTVe2U/aZpC4+wQtJ9SsbfqflHrE/nyRxHPsyPdkb/+yig4lZaqjQRgyjnRcIMoKh8nUiHszpkvKENkr7X2VR66aM194R5xmmZLfwm32qHlTv2RtJGMubltI8BDjNRQKjLg3AdGyTRqtrmY/lVZK/+Nbq+KmkaR3MZuiY08W48G0brOiKBPeJ40Z/gDDzEkHx5YY2mLvHxaRgIwsiuc4sX/9tf00eJLGzlNZIfNr1eLAWPi3vXDC3kj8cmKLjm9yXewwdBKyNc9td7VLzPBHLHSDjzjjY8E40CQooWyMEA/bBW5ROAbN7vthterqcwJJ0G0O791QXHk/KXoX8PV4rrEE3SDP/1/gEQv4XYHBBbw+IX1zWHjNqVCOGK+Bab5k3dGXwWN3o2fBb/58y80Y867nFAf1917e/4Ay9v0S7oN1IXkZGPa8JgDHmTTRXumdMIvIfgf/4XKT1XNK/eugL8bfpuqaF2/jbA3bPgh125pjgehIK0KEyPu5VUB6cIgGMiqW7qkt6/3NLBH8dgjC9XcF5tgQKBeVlQ132877Gtd75oi8dkJF3LCYXTA+mrxv7+a4+adxEVUadCxUwiKeqDNADriBLIIUCeItxBplhfKsu7woYBqTrVUEg58K5NeWG1X9TNdOy9YdF04jeatDx6N/5Moiz3g6LMoeGTK3zVpANdJdyUf1k9MYGlmygXrbtPoN6rtPiBODnD9z5Prig+IGPf+dPI6LOCfu+PwVVDUVVFIbz0mdgbKOM0OECHcTphgcqGr82P9eo26Cj2IZtGXhHjR363nrtMAORCzxUHUAsTCZwP9cBwpuXH46tl+PoZ7qRWmf4xKi2zdImz+OwLSt+5FiEHOjyhN3DauY42nkK/NOp5IxRh+ah3Nd0QDy25ITdQ4nwPet38XAVfA5puxzJtxCB++wR5YAoWDVtO/Z1yU65FQLXb4zxh/AqgqJLYEu0b56ogvMugzh4aAbqP8lx4+AMNRNRozW3GNDzrMfQF+G3xy9HdS1BoeN48/IjiAS7LsItvZM8ZVeSMB3WvfXiXxurZYiMO3njcgijiS8ZLff7fuWH9LbM2CBXkdRfIEg2c5C1KlxQVFoVxq8OV+zCBm5ADL0neomgUygpkas9A7MqzF4mzHJLEiiSEeid9RZ6j+eoPWSd2+uPddg4qCDg5cc1TDbqMjhZh8npMbEaJtvsehalggMFWVK1DH1X3qrzzOQwvKdXr1tG4JCm4xxc3Kd1HH5Jbd4YhnCiPUrq73QUWUA8MNhc5wOsF8HocqT19XVelCSXD/JCpt1IXt6P3sO+3hjze8BHgf/hT7RUX2X67159R+Pv9DRVAwbDw169e7Do4+PNgVX1fdatnwWfIDUozkeOh3s3D1oMDpVi/i3AZfJdW71MytVgsxQWRzv/NHw4bC2oS9JK9Zf/tMG6bXCmTEkENCH/dprts1lNtozVh4utckRUqKUG3AabL75t0n6Vuv5pGecBr/pJw6XXbBvP2/3vA9XQ+oIajNts/41JyM+24teZlQ3AaNGID1u+XmkZunUYaUpimv0vSX52LkyECs+Nf+jFMLZue6nbrFlG766BtN8P+e/gv8lRn5tCmFkSXyn3HrbrMGNEpAHmjVkk4oZ2337naqh/eDEPphba9Zb5oTqlKcRpT5fYRK1x39D2hfq3qpY0cRsoG76nVDF6G7Ab8kolIem8q8ebjy/N+IiXEEuS94KyVamkpVWrUH3HYnLBpouDaEQopHUGHnnkkR1ivkRfy2SMscaYnzAmUbYac+du4+/mttGdwFuBbwB+ELhFRL74TAp7pdCPvuEd8bcktipE0MOSU+d0ctYBFdm0QH0HBNF+85N5i+NxTYiz1FFV6jixKmBy84wJU0pKJrepPNoGMxRY9efj8A4PA2DXgrFQGBgbjBWkzKi2lVnR8ma6uZf48hTIMXCMgArDDPqFAhuXglZw5p33tZQBVi3eukqBxa4CtxS4q2R1mhUa9aTmW57tMZ2qXZfZqY7GO+3jV8BWBhcdJvpXEBDjHT/WkMjMS5z0U5APPeMCYCrY8M78zupyqN8GGPHx7/h/McZiqcBUnHHpnuFxHM63p+ekZgRoL16KAiOpfLto+z1edigsTC2ckQ6lwAmrzM6W6E2WR90KE6e3cr5sB2Aq7pyA4tQv8oblJ3AYCjGUGAqZUjk44+CPeBUw5ltWvkgh4MTW4804jLVcMArwXc022Z+X3DceUVVwcmw46GA8NkytMjmbdKlELfVWVm2XzKxhZuGkW/aNeY6qgiV7kdLByBn22BFlCfdHi7fbrAET5zAmwDRHhOvlGGVIhsBAHGNnKJ1hYnVsPVJBaXM2KkOvEq7nHLCJMRUPzc75dE5z4+ACMGFffpFDOdTc6TarwIY1LCUn8betgOE+H/8sb15+HGNKLuJdqXOSqoLzdhuMTox1ZhQOfn375UDFGp/HAitmpP2BwYmlFHjfL6g5hZISDoCJmLXkCu9nY/Zko65aoF7A50SA7gmfXqHSkBLvtyhxpKhcMHBRkt3eV/yMxq+WK+TGiouUVOj39A6Nmj+kNou88W4FM5cGs20orhUoIHusi6kMcrJSOzSnc/WcMIXhZ4aY0jBlqmU7B5SG2XWlSlXEMDs8U9X13UCV6cGhyCiPwSIv0GEmySpqiTh5zhDMplFr3VMY3jtUTMz9PsBxGD415Ds++Otz6b4oaNF4ejaf55/uRXmQTxh1QQ9PA8izo9rIGPNf7fDqRmMMIvKruy/jlUf1dpkYGfEU1pz8EIhUuLGqU9LIwdZKtKibDA4TwX0ZbuSBq8E54m3OX1tUyockWBrfrx6kqvZUdHMXj9aXWU/3kKV5MJvpB3FrjlQGDhvIrZbXly+PHFYHqYhuBUJdIlW+3JXMtU9oP870dcE660+tRdcDEw2cD0yJt0y7vz171BJslktiUTTUO/RO7Syz0/NlOAxQUT2lQOX8aggggqDcGmQgYtlkDzVwVaN3jVdKJc+sNKfJCjDIZj7MjNLCeY9GNATlk2XinRNO/bFxJAOMgf25xoMbef1SUBXVI07H3CoXEGDE21f0uBks9K4xqlVeouv4tXmK2XFM6fDF8jrAcGKq+b+VBykaOa1wsrFqpaf7AzwiAa2iwNXH4ubvQQqsRrjsXnMmGR8zzrsVhhSNdpzIKhPAmFUeR4DznPLX80I61+TngU2OrYDIg4wtWH/Nz9GPbRvy3yKMv+Z4f4ePH/Jvjq4jPCgCTBn6e1yFB15/6+Axul1VcdUCCJ2wFUPPyuvhpkcPOesBt6tNucFeeoxO66QJspAUlBvnU8jjZf7nV0DHag85I9F7s1JngXjCS1m8lCb2wethW6Q5rNZCKgYpBLNm6D6pz/bcrZK48ZqhcxYMPX/jCLq1NhNmMOn14aLPa5MGXmd4cqgHFmgAg+uS1kUyEC9ytakLAehE54Gm4ajIwLyY8aoCXPl2XioR+RFjzLuA3zXG/CWeBht1KcnLd/jPe9GbRd/rPx8Cvv+Zl/fKoEff86P+lyBlc+M2Hj8SRarbg9pQZ4gVRbDU3I5tvtfFMQVhusY7F2d4jIUUQJXPqS5q8Tko0C6PVntFUMdrszQpjRes8M6TxPILaf2FfNhk2dUYXLp5zOCIZ1ji0l0kYeq4rkrbQmLZ9G/nb0oFdZkWQi0MNznC1EBdVQAME+Cm8O38KicSAGiwWVIllnEviDoxjO0PiHQa7bPt4Dzrjf5/SK7mQsMRnWVfVpdbQd1V4ypwmn9tvbdkLQv6L22/ff6GUkqbLDfy/5XxHZxNLt2UDt62Ejb1kPZXPCOikaKFXJd2/ph9WbA3oyb95x0VTripq56Wa2ZHOJOM7aDCssnYerKhEtSyXZNrnWs6H9snfM6zj3HsN2V2r8kr6l1cuCbfaPTRIrWkDo+gftJyr2YSfTMBXBjBf5re1ohrpUfcRQGY8qHv0fsLqf2VBgWbJ7ZW4UTP06FMrlk+ADZh6Yw+jPOmrTqa+Vs3QQXWyrpWhyUfNL+qUWb9niWcxwiQtXlFWDqzS2CYgoIFOJXsoztsPe1iOXyclOcetWMR26/9O/ztcIy6BV/3sX+8OOOX6GuZDICI/CLwLvRW8yt2HXnOWFo7gDGfAP6yiJz0f18NfEREvuWZlviZ0h133CGf+9znLh/wOaTr//WPzz0TATsOtlJKOiuodOKsvyOooWBvGYKw9KU+gjC9beb5hjqcyTV+cKmq6qDUCYj1DMIiKukNFFNRFXp6MgtY0lptr2kOlvW2UOEt5EYGCyHrehxH5Zm0CobrTcDtbByM83lJUhxGvj5JXlDRG9QLq0nAtJPzoCd78aBcSUDB/rsCNjW/7tW6udpKiL6Swop4Qjfa3vXbvm7d0Hws3aPvPvBD/1zr7z38bm3B5nBPgzk72tHNcIYyLtbBBqpOWctmPr5iJEYOxt5C7N5srHIlX7cTdm+j/QHum14DCK9beoxQ8Ny7fjica7lPuQFNZzGWo/mokdYTdq9/N+VYPvWbzLwgdd3MGv22IX1E4JHqKh9/xs3d84jASVGrtfuzsd9g/C0yB0+41ECk0PXtV/uQErpG+29Ppkb9zjpI7gkjAmtmRJbVbVQIVN7QYwDx/v74Rm0X7uOtyyH/A4BwXfccIvCk3d8oDwjHOqkbAThRgfogcuzLJ7RJRDfjLjTHdrSgM2bd6EZb0iXt93f/1g+Goc3wpBq6n11XpdjeHUkE1EOjxs9K7zZgzWNqTmb0yCOY1uGwRxZc8PTxzcQb2lffvJiO6LsLqI0WM59vPsni3Min/i6cn9J5aeq0fTb5ZL5qkT320pPl4365C8aPUwpJLpK0+LDdrQWvjDJZ4+v1NuTKw/UYH91UNAr0WDxwfnXIGPPHInLH5UM+e+pfd40c/ru7dsC8K3r8vT/6vJUfwBjzOhH54+TvdeC7ROSju4m/G8DuscC4eDpFdNn1wqZbP/5PWqc48R8IM64TbBcINI8jdZgAMrOphU0fLurIkzTnvxPmI2ESQKJjwzL69mmemxqnuwTUGXF3Ek2dEc5ENUMrMV77NDvP9KZ5zpcfdBMqE19GzSCphc9WGaNUwSHNRiAAcKUAadUt0oX5+CHMJ0nbtt02+l0LNexc/FrgVtauZFp9FMpbW6hd9F1GKVctjQjvRnXoRtoQjq5VfNb+1PWLNnka8VXaUTtXnB+/Y7fzu5rm21ZkLcYJTNAoulKSpNywCAz8Vg+/mcb824DZdKw1rfdqW+5J2qgOn86JOGNjnDrtdb8x1hZ6F1g/PhVyd00h0g40F78Fxk/XgTkwbV20+u9JeJwsEOm78EhCZVuDO/iWWpR20sVt1mnR9I3RU8lRq9g7DFHSKrbzKKMZBxBaafuvXsML5Et0JVCLcfmAiGzslnGB3TEvv2WM+c/GmPcYY94D/H/Abz79ol5Z9DNf/AybZYGbqf0SN/PzxICbBGBuqWoXC5Bh9leokDXRwZ8W+lWHKVPK26o5A3Z1/JqyfpCnJoDf1HwKviBUWOuN3HnpickC4NZ/S1JGfyXT+HhF3Egg3PbIuhZjbPSULR6LM73YpSzVWeTsbA+sv7ZsaGBSTK62MlRnpYDmvKsbty0zkIxqpJjYyf2AXYJtSzbwde04jHHYsdN2Pw9CrjcO9hdUlaGcBMN7Vb3znM21P46OmnW7AEvHFcz6z//7n6bCEGTtD28BvIbPT6+iqqAoDfvKTaxVk/AWuOhAGAAzBlWl+W9brFUwrUqNxqxlBeDiIq8qKouCSy3GlDxQHvTtfLd/t0FuLDDmKqNKpQLYk1nUJYAFNjmc19oBYxRoG9IO1nv1/TxYfEPq0bhFjjHWW6+1wElu8Z7Oz7AEVOzPNF/njX1sVo5z7KVW+2l5Udgz6bXlCkNvOsVauGusfb4x9ao+Izxc7uVLXNlXXkYAACAASURBVIsdT8FYxjL18acsu5LKwh9MrvF53IcV2KrgDHuAgqvNBaxNVVBbOAxWDIdkk6pSNw0hjMNgmbIvLwjQUGNsVN95T0oUVBijIPwC8flPPGwdghSs61v53b91lYa5eIaegyklVbDVchmpizE+eQQmzl/4t7Dm3zngKqHAYiyYbeAgRKRtOjS8pEKw/t67YEKYx6Fnu+o9ziT4GiPwpANr4AJ0rMFMfbEryC+amHZmITo0H8xXTa3laiN1n9K/t9Yd1ghT9ML+JFyTF7AdX7azpFMDZpC31O6gRawwlC/T+uePKL5oTKUM3QM+/hQe/Et/69IN/0KkRYzgs/l8delpS3wua+dFRP66Mea7gbf4Rx8QkX/7dDO60ujsJIjpc38srXu4s6KrjDHgqqYw1eyH1DaIuRqKI6WqSsKJyoXwKZquSaomEsItmDk7MgLGdKlmzXTyjjpZDG4NmgyKJ9tVjEiSZn+pWY5Zqbcg8mF9oHOnl8Bba5BCYCioe4A6XlAJBdWRczV/nHshj7lrQEaXVQyyIZS4aDU34D8qjDqvW0rgfeeCWs5QIQyuGTGb+PoHsbp0sBWYzN8eOgD/7M99MJTAt7puuzeswfVyN5WF3xjfBihbQQlvX/kSAqxkIFLhBD5V3BTzZyK8feVLrJga8CsCE38eONoBkS0uOiIm4nVL6v1iv7H0sxBvTOVqtUXq4vNQNo42b1J6mU97RkdbyjS9CDUpj9KNgc/jlp7e4knpaGv3mPos93UN+zgHGM65YDvFIGIZYyllyT/Ttv28vAJmqvJ8pBJgwrq/3qy3hpQVWKZiNQeFBBsec/sAw/X9LUDIzX5KNul14DDbgHDa7o35N9vEcIL9vrYlUZ2IoO4ANFSQ6oQpoc+bHMfAcxADA1NJ06npY3/6NCI/y6fuXONDm++aa3Ha87U1xU3QOK8xRyaoTK+CzsM62zqPqG2VydUWU2Q6/8YSmR4gAu5753oYRMOI2m8KsKYo5Z3B4LRJ1FLq8TmuZGEoeKlQqnFrV60TDECu+Wru8xZ9jfcXVRF9JHXDjccCuqd8y469Wm6BOkm8iZ3ehRwBqhsqZpmAgZkIbBp6p0MfvQjpygfspnT68kGatBvJCyLyb0Xkb/rPC55xAfixN36z/5UwLhE4mIqe9d1OthFEiKDYECSa5w80NwZLrw5KVCAXieqPBh4kltHHnNVhFLDaUguNgDP9lojdME0WqCLF1TaoNlYhXhTkWnVL28T5q5zO1SnYEqrbqob4t/x660G2dYb9daFxjYHgsyaEC84qa3VTs8AS26hMrruDxXkQbvicZp0mWnBe/q9vgxN0LZsIDVDqiARG6tN2LLdSEi7IWiP/c6yylbSROnBc1XardRmtdDWtBUiI54TqjT1kLqi9FKIKSu2+J5Z+2STnAdL+eMfyo6RgchAusG+BivNifB/6LbWNo/2cYlocByKYOeQ/Yj0rGuke87tr6KPCzwkhTTtIUkOZgnrXNcZ2VOb5sn3sC9/XxlLPD8VFZ5NFwzUlL5kJdp8AJkk9Aw5GVtM1ABiDdNOZJbhFCv6bvG0Wn17q+WknisUNaw/Aau2P1fgx2RtljfoNzmTz1VxtjqwFJp5oT20HqaFmEOiNdB4XFNEX3Ut05ZExZgX480873k6AXWPMfxCRb79MppcN81zSVxOwKwsXG31ocq8lsZfSu2rYwbIC/hTwmr4jXq8OwN1wTTk9/bXD1GRiOWWmR7ts4BXJJZi+NIF75/theVORM46sL0laNXBW1Vq75fKF7qDkUshFEaieykk8ymjbXDNuhJlcGJIvBVWbhsk7AT+RxWdIluQl5B3PWJR1f3z4zR+ZU9mleYVpECRHu6qpwGgEn+VVgPDO1Xu1bg2Bpm6Gfd9XZ7yFVwX+1iH8SNLyJ7HXzWRe1Sh4qYumPXgeD2APlvuJvqsQoOBw45o2PGX74K+JB0bLtdrkYL7FvmzUkFqddHsQgTsnL/dpH+fGQQCu70wrSRuJwLYMffzzHPPZPlGlZiSE1XirqmRP1uZANJ0NAVULOvb4/vrLv/4DRDC9ABWsP9Is34VXF3qfPjSRg2zU8dPVPzTgVqtnJDQQQYG3YdQskp8Lqvrx1/yzkfEzUqUt5ZEylr93Wg1tdrcXpNNKMtus5Vrpc4DSS4FK0CvQ9dS+dNo+gd6275G1WDQ6snMTiWfwZq9SVv7FBti9+sf+xnOa5ld+4Eeeb8Dua1Cjt2FynkUvB92zm/iXUht9ozHm310qb+DmXZXyiqeaSZCwABndaqIo1jbD1ZROvUUWSpNcGseb9FQlO4apFwhBgopJpCntPke8chmippZ123nM579T3RZRu60uF1p8C5ULwodySGRgagmPkN4QCqo1k4RZVJZFjACoZjADcrO43GaH55+Nv6pESBLKbRLGi8UWXv1GJkmHtbNRFSHz8RaGjiXe4fnlKa1n2l76fAosJWWaLmiXGcq8aKcEKdGiPMK39dZbJWHKbxmKqh4uM/bq+WRI59axxurmCLaDQhzjgR47j9Nwxa/pvwrW/Lg1cH5Br90PvD55VEJw3hp6utF9Jvkd6BJqp7oCOxR7wdR2CLlnXBrvwg2fhvHeOsPaXUlgVYlsc7rELLSOG16mbrhSFXMa1iXVTNpEFoVNaJbkfHE6Zs9gaYeQL9HXIP0M8H4R+W0AY8zbgA+gBnEvS5dSG30X8JOX+PwjnoU76yuFXrt2CPAg1PAtDhOnc7B4ezkNnKHTV9sXxfytzYXXmxeFmZMKxNXDqEHTUUevKFsviN2GwZkunS/mUffNBTxQsIAlFZlnO4AmmmBif4wMnuMWUNbVU+xsW9VGzlJ/+9+2DNigAhWAz+heXSqo1+c3uQDgsOMS463JhgsFxRicM1TbWoYq2O13IE5iHvWS63jvZ/5bn06z3M6pmmzbDti0A0qnz7Z9WVOnjoGCo83zI4AbgYJ3rt6LMZXeOsGx6WY4gZGr6DpVBZ2LRt703ZaAMc6DYwPINkgq9HO+tckbA7NoXrVgYFwrRvg8M5ppMzLzqUxb3fzKzohSpjoKZJODaPuFvius4kuD9bJKzdJR21J1KNCWaHcH4DQrGGP5/DS0wHH/vU0AftfxJ/5b8xh5ILIxlVfvOVqmaTnWOZfEV0nRpp2wKlBWzfJDkLpo2D1Z3Z4/910fB8Y6brcrVjYcpSmx/l9ByRq5Zu8b0hS5v/Ib9M7+E+5wCk3uoE31/QD9vYHO8W3PwLfjGFTq4jq+Iw30oaTC4dTwnQAj6I16UELXj/MpJQ7H2IedesbNAHYAXD1n0kpHboLf6aL5+yFK1996Kk3dk2EVCYmbcfNZAANbdmZcxpTwSh8pg3d94hd2CPkCJPkT+Dz/tBwYFwAR+STM6dl3pB0lLyLyO8+uXC8M+pU/+15u+KV/oH8kpwGT16fxrENy40YDLDrNLbTDYlqnelnwbEdVRnL22dS0s/AsOoKDyWtKxNWLgDIOJTkKTqxPrD6vrJl/qGujEVoUrQDbLmW46BSAqKnOTUwE00IfhhZMl9mGnuf668oZLO0DkYKy0JtFjfaoDFKp8FoZmKo+JJMjFkzmWu3WLHc4eX9q8qqkHYVbhk8A2gBjUcN1N9E0QBHS3L8Cb/dXHgLQdpA5RByb4O3gDjg3tzoMIsKmzxbBK7YITKIoL5RpSNNImuJR+szfXEvrdjkMw6I4+BxLrxYpERZZT1av0Dmwn+NO3SvkCXOFqFpmPYKZdXfdkAC47vpNag9wEWPgSK56hU5/mTx/OJFYTRn4m1jRSKGB0CYiF3F+bBsDezoF89srgGE1Cyj1oM5a4rgbNtrxMOe0ZBm0WzG0kVsbAz1YM2weCbeMpC4EVsfeZm2rJZQhVkAgO9nFXV3WXW1onoH8sz13+nXDp3XxqpL+Ro6hg2wo+19ea5vx1mDwQA3KFWByI9gwKQXYhs6oJRt+OdiuNuhUnHIRj+i7btC0zbXsPHVh3ujcMjivcXQisFXHlNXmSOuCduNOhzVgmR7ykNZucnPFxdmUl+iKokeMMf8L8PP+7+8jjrbL064Auy9muvZn/8+GFVYXTj+BBBpMRLqIpw+kjpeKzIPpfU08jSMNsa+qm5pscgROGmharwVcNw2qouspNB82WW+5AHI+KVtIqmEFN8UH1OVI46gDyNoKcMrIhXpIUKEkqpRw9buZfyeCgkGlIWpbpy53by2VNoTnfoH2ad/Mpwkg2/TThA5uUG98Wu6THPU+njRMUcDvl6+aY06nSRsAHMnbbb1JbTEmDAaJoFTwW2VMV3/kBNVJSgtAkEmbPV0Q72K1iZZ9YOp2NgilhdWWheNHKhjN0ni2HpuNNkgB11r/FPA8HsMfJoBzEPZleh5vj6HEQgsnRC0f71wX8JYOk7kEMPSmT+r6PNWof51Hmu5H3/bLSb0EHqa+tpxwgcGOrVI9RoNNlrVg0SBtnjNJ9v4zi5ZmRC31vgxSWydlW6LjPykod7LAVkzPdWP2vpYsPdppdtkjc0MSVptBbDPZxoyKtE2UNAUnoZ1Yi7o2jfiy4JNQA8ws8H9/03e0c30BkyGYvnjOPs8/fT8qqP1V4N8AB4C/stvIl70q/RKBTHpUfvYoqFW8CgIPoFVwLWLAwPDzQwRhevvUb+QhIQPnvRnL/cFaG1E1E24hmSwslgHDQpy4/aUW4Hdm9BQ8dHRWdXMQmxFBvQKmBDNRC6FmZZaAUnWp6HSUKShZQRDsSDPMlypNwoIdqxXVfOj19tGqriTl1HedPtCvauBsBeJSGKqQdx0cmqptVqenYcgQlzE7rniJ7tUT8o5f8MOm40HR+bDmIG2pWIZOT5e9PK9BvSKqrrqXt/H9n3krH37TRxGB3xm/2pd9k7evnGj1+EUFJXbgmu4Ff+lBK3xgOOM7BnexLUHPZtDryBkzzxz9l+3XAMJ3rt0VmYnSAyc3fIcezrcQgbHARIaIwKfHAfh7DyI18HdMlz2meQMqW7DW1L6Onr7BLiFY6FXrw01yKlkyQCfnGBcZi9YbDNd5z+gXZIUAmN2WnG3Z4hWZMjEP26sA2JOrDuFopzb9F/r2Yn8PtwucdTXgtk9PVWxetBatEWfafgVwTd6LaewkoRTpsW7gSbcECMc659m3UEKTUsWS0fJP0Pk2o+vxVUGKAnKj+Knkz4LBwu2qVxUlmBaZejZh6Lj4etSK7ZZayGXN1RJEAU7Bnie6OBwXX68bdLadk21BtTcwR/V16XCG6j2lAFw3hOAGINuTwxZ0LmZNxO1abQmiu61SmmzkfYaNoLOaUQl0vRSlp/wf00O+jBbyqpE9dtX/2PISFKP5dKjVwtU6VKu6qA2eMovjj6B7GQ2oxeLx8rzp8KKrVS9g2pFRv2LoT4tIw0ywMeYvAL+8m8gvSV52RenpqXkSa3/riUtaz6SO3oo/7xRk3kJs/bebzy9SFZ83VFCQiG9dZJTat8wq74+lPv8k6UQGLH3nQzbyCnVrxg/SpVp6lKbVrHcKuGxKSNJ3i45jCyzzzrXRIuu/J3bIJ+m2Be0/n79bWH4gSk7conc+dm19Nx0b4UfKuLTaVlqfRc9an3Y8iJaJYv7S6NxQw/C8tkcT2jNY703r/wp/NCqS8bNT/s1r0frwmjxpv/C8NbZC0g68d/DF/V4/l4VhFrVRoKpV5jTNSC0w9tzciB9pRo8awSS98NPfzLfU1nfnALfz1aQtoa2Q5M9kjjanzw5pC1R1+LmhWTVCzuXflqpIu/7U+UoSBySdeI08JImTAnb/6R99akGjvERfw/R3dvlsIV2WeTHG/CljzH8xxjxojHnEGPOoMWbXeqkrnX7yG78NnS4VWceo2cf2ImwB76yxe1fXA96SWxhivPnJrk+rVKNSW/7PQrzURWpcTSKLNQacregOHM6pRV1j8I4WM4J/JU0r07SDfnoq+DMP7LUgmZcGKd4lz9UOipwZ6r2QYRAk60nPTUMelnwYoHaVt6Kr6UjceAN+xuAqXXCrqUMkr4G7LoA3Q3ifFw5jLJwLIh31j2NLbWNrQ5u4BfFd7Q/J90mwLVMb8bN8+E0fwRjHJyMzt81bl2ioBfW7w9SrM2YWRDpU1rDkmYjtuAnMYvk7Pu5vjsI7tbmkdkU6ai2WPgGwCjASgD6mKvmD2Su1DdDr1psiiqOgYM3UG2jot3QTqfw670TTTEtWUOM9A8x3Ju3Sg434J204bTZt24GX1E0qdfY5KXyfjC0ihsrBBkOMcZ5PFkD9JRUlPOYOUVWGFZl6w8vqO2ri+7aq4BSrGGOT+OpTuxSYGnWMlbsKjLafCEwEoEclsE2fkelTLdSZqaT0uFuPZav7Wsl5oHYV7BZVJUOgtDATlf6Mvc+jBx4OZfScR8NIiW9cC4ifG0GwOKvbFPBatAzBwkrCGRhgE9bpUlIxul2rLaMWbmtq9UpyGu8kiBEKWyKoV2qzasBBd0PvDhWVX3/CNLKQjXT0TUP5Rzrrq1LIZoIzAlt+SfHVcLP0/pZmP6ZCjDDbtuQICmGPMiIwJtqGCWvU7CAxzMTLimYj6+WAdSeFawKh2AUl3FQX4Cfv+4NFnf/CJXmOP88TGWO+zRjzT4Gjxpj/J/l8hHnLSTvSbtRGPwv8TeCPefrq9Cue/vxNr+Fvf+HXAbCngsG3nk6qQ1NF8ieostmt4ZRs6pPDRupkzzB4okv2RA3mKyhwr9M+q4GpyldGuy5Zh2KSAhYhG4DJrbfCqg8H9/Qx1EC9CVPk1pK0jLUbkBxrNb38UOGfgIjFeRspWR/CYtvtu8SpoqPwKpwsGUXuTIdgB8T6VVCWUieTkK2WdDq1FeCqgo5XD5lrlOkrpt2ocgvf3X6Z5G9xLvNekRPMEaDATl/fEfzSt36gpU640X+v8jvjVwEVb1v+cqP9z7M3gdHo7F73mI3VDALGaOp3p7AR/rnliiz7QkxHIRwdjIElz5EGqYVa751he/CGzqP+6ZJHxozoYzEmo/D168QC5RQIAxybDVs52lfWt39AQdVymxDGUniVTwjTpz3+FIScttsD7jABBS0lPGThHZwjy2DduywXBuTZBGMGalKuA4/NVGX0Fb963Dh4lK3KW+utdDO/JlMjdXs6IDJmRpeRB05novz/sqk8JrbXgDB3k/wXLVDhhHZd9wIisOHVO2ndTkhivdc38wG3WduhSdJ51Q3wges/yp335/yLM++uLeYCYkP82JA1DdFnF1CTyENg4BZfDltXB4eGLksPqzRifHUzYDbp6E21dGwfqT1Yl/6795WglqnBwyZos8J5RM3y0DOZWr3eK7FY3kMIwRVrDkhRFzvNXo5B2XVwFYw94Ld3oVYLIdDZMl7jaCLErDgUAPZ+3bgK8BaG47Bd9uZtTCi2Wpje8TrSS/S1SieAzwHfifIVgbZQXmNXtBu10YaI/IaInBaRc+Hz9Mp65ZOuQ23Aof5uO3tLOVm9WZRC2GaIn7FhIbG3W9KTfwTIpmDeGR5wmyTlw6efKbOYtiDI1zMXaUeVg/+4RIVRxxOqxFJtBJrOce4pcFjoH4XaVCZAFaUiUWVga6u+QcpSt3GdQXB10Mi/UTdJ0vXSsWIYQaHhs8q9rXjnompDRG2ONPMHGHmJS02aT61Kmgg81WrbMat6UvTPS5m//qxqpeA8y9dXllpqjCb2J9avUca0nefbL4SpjdrV7wLeViTk1JsbF3AuxtO/DzX6YWprI6h1PYTmYarimjzxGIjWfRLrFDbN5uDaFDjl0ucuhg/5z2x9+zillAetHFiGC1RLgR2q86xVZxI9O4WEROCnT7+7ngONetN+WCdroTttgemfIsWJJ+WuAbfjpG8V8AtdTNPA9A5UJIBfi42A3xgnNbErKgGZGzYJPCgwc6z47NOwj6f1ECihwjXrn7ZH+IxC2hLL5kidxNZh9LXopdoEcSwWXv/xf7ZzQ7zQqN2Gz/bzfBVb5Asi8nPADcAvoAzMHwP/XkQuXDJyQjta2I0BjPkJlE/+VZK7gyJy5zMo97Oir4aF3UAv/9g/TP4S8l4CGC38ccA35fLdAwRhclt9da+2lLuI2n2wIFw6wEw7iL4IV7Dra9uJtCORjswvuD50Jq1oBoxbaNjNnQ6gyoKlJwaNU930dpUHB8Cus8wBdjs9r1Y6jSILcerYMgETm6wuaDgB2zJP7N2ID5fUCzDG0um0wZsa9l+8dmdbEJGZ8ODc/fmY49V60iDzQNNtgU0XwuDDbPh3tfGcTRfkLaYRZgaId1cwlW4iWYLfHXkkIpbvXvuitq0osDmBN17Gwq5u9CH32dME86r0p26bmb9FdsKta/lnMOksN27XHeucT+rWVVs6xl/3NaHd6vHzCt8WXWMb9R8LQK9VnoI8CVOU8GiwwJjk/2xJRG29rJv2ONJ37/6tH9Til2CGLu1+GpKwNqQtvAtBKtjz+R4CbNxRLJjbrfgVTddNKe1WAiGw/EBvp1dUwRl4ANxeKoytbcSEd3ZJmYuCCq7Rh8OHus2qLSp/O5MRdD2jVC3wfVQH1YRGr1Qm+Svv/ZFLJPwnR8+rhd2XHZOrf/R/fE7T/Mpf/1vPt4Xdt6IWdh9DR8Qx1MLursBLu1EbvdF/p5US4B27L+aVTR+5+7ONU35YOBs+80QIDEwD+NaYpOEBzYnbXnTS8OlsD3v5bvefNLvWQpH+3bDeasD4H8GK7WL+Vlp/SfxuxwuSgoX5R0bL1W0a0hJpbBwiPnyWvptfwduSndBnadhF9U9ynosfa7ljO86HqesT3teDodk2AfBKq73Dj3nA7jM5Kj3Tw1UsK/PlvmBh0Allb7ebLi9VBdLZqW7qtDFgdvI8zaPeYEM7lgTVpv69vaBmlzmPzY3pnawuxyktrTkS8zTNq86k73ai1ruxPhNQMUZqvnZR1FkSJk3uUgxP+r61NDWD1/1XvzOtMK0fs/l30kyAcEt7wXlrMf/VqtsiVaC0+/z5FB28RM8V/WPgnSLyAIAx5kZUEvO63UTejVfptz+r4r0A6O/90W/rD3/vzyy4Sho5int0Ik2TWV1Pqxbj0rSirmQNHl+qtuoL0TBOGN6r5+fJzcXCnosLa4ZquDqoSHhIbTAuDZcu0hmK3zHOX4PWDd9NwfgyhvjuTIhcYvbD5IkpA9RX0syrP0QckgW8SkZTQ64ZVxNQ5b9VqYtfgowPo1671Ru1c+BOe385e0tv6M5BZpBK/TAFDI0xGWWpV8B14zE4Z/ngHf+6Uf/pFAaDenMyhsQc/cSH20DvotbXc63vbe3hgf8VNtpNRGDLEvFKuqlPfFgTwxQOTJ5R2YoN1sDAwCmuZ2scymH57rX7Yx+rt2Mb2/Tyfo0cPd/65TO4Qh1qJnjsA3C8BDEK9H6Cl8PsNDcO8HU7p3Xzu1BVGT5X3QCV8LrBo5AZtqJfqpKXd1RNd94b1jxkN8myWolTWejkdR85elRVoUDzCs5wCO2RoAFXqfOsgl6uKsiUIcqy+ndRQK/XZE6qSsNMJiD9Jc4WYw4mrr6NgTNh/BeCIVMOKlxX3ulQskjSUML6Ax0cjtE10DnTobqqWnw4MXicdwalI8A91J8FYKQWyAVKmP3G9LtIEPpEyUpQM89wZCajmlgG5FRYOn6xCcWPgNsKun4pDLhkhewbtU1zjb7onM2p1hydzWyuapKkGyUzBpjEawZIS+oyw9GlFkIJwuQVih36zf/6ryxovBcmmfZ4uvKoGxgXABF50BizSNi3kC7LvBhj1oG/B7zFP/od4O+LyMbTLemVTXl953XYZF5yv6FhgFthIgXmUiZOw0I26UG/aBz9hvf25gC33AZkMPn6YMGrvWOZOJLjqXJk0KXJePm7g/1tUGaSjl/cgoHXCBTeBA5kDcmFMhpFHf82EmatXqVdlTX+7vTqNESAjSU6h8c1KNJ/smxe4pPnkB32oMzocNEbEUHIEvSWqpcyXLQULKQ7Qkj7M/bVvI37GyfvXqynWsFdS8C546h8CeyLRlwCclP4tAdsi3oYO0jdtWuZwV83ATTMFgOOcJFBB5ZF1VEnyjUyA/1leAOPsMhabO3xeTeUL7Q4v3uq44d222AfSB86hhs7bU/2+znugurGMuhZvrl3fyOEWq8dAUJFBplhj8eTzVpqorjnJn30OEuqmzCGrr9DdTivlyMReIoDPDy+inSMv33p3kY9PlPCW3rNtH9nehOxb6fKYH1z/6FGmd5/77swHYFO2K4TuhQz2X7Xg403BLCVf3apuxZraH4PwBLduEY4hOkr5yP2nqzDCILrCBkZBqO2VILhaBO+DO7lgusomnciFiroPFIHC8XsbLf4pIFflnyg5XGXESV0oDqsopf+VjpJ9cuuNhPOQpmGOzeFA2ZXazzrS5ZPdX6/ct/BSzTgS/Q1Rp8zxnwI+Jj/+3tRIO+uaDeA3Q+jw/wv+s8m8C+fZiFfABSmbX07IG6ud9MEzlkYPjhohmknFcCHQuMz8VtFCritAZNJMdoJRomB/72nXe6qwSA0wqfqlAS4qnkOGnZa0iUlTa/+aOXyBiqvVdqYVhPobCfgTjfDQdYAhTauNS9IUyRck86SegKcmitrmr8saIvFNC/EHqOH4VAOLe+qTzekqJBPuUT9ZzN4IMKk9OGR7FKOA58+zbfB04tr43X1UMZFn3lLxovaPmuksZhOU19fDnQ4WEWL8RKYcJJ++3Nh3AxTcXPDvowIZDzQSDvjobmyf/Stv3jp6l+mDefaIsQpaQJ3d/rcWK8PoFcAaFvGl2aYkkrBuvixLi5auA35V7oANZv2kWQtwoOpVxdUN71MIAt+z5iPJALWg66NBOsMzXQXtO2QbHG7lHDL3/4ni5r9hUmXGiPP5PP8018D7gN+2H/u8892RbsB7N4lIrdd7tnzQV87gF0S5azaGHEOOKPmMZefzBCE8a279DCjybDk1ULuzaqeiFZ0d5lAcsFs7gAAIABJREFUf0kXp9lYLWxyMQj8S9h7iYzn5M07BBVgw6e5dxEOI5AepRQkrHnkO6i5qqdA74w6ulfv3F5hoben1EJqdrDQZ2chMZkGQPfqCQj0PrtC8frtpK+ED97xcUTgk6NgYfcib1l5ChDWvbgsBdruhkLZ9No1XN8/DQhHuxfTUK1Yl9P3iJcVCWDZk5WXDv40SARmEThxOcDv4vj3lUd8/CnHOiPq+unxWwSetAD7F6XwnIBqnylp2fajZS64Jt9GBI67/bFs2kagwmnH741uIq3bz336m4jzZ6A/+0+qCYXiZTv3lUQbS6aemveohd0ohcEnfRK6dNX6zrK2r/T8RBxeRvImwGnoWrU7ZY8sQI4IUMHywzuvM4FhKQ7r3+sPqUva8dE6fneBo9nLla23rWlbYPRKX6VTJiRZGwH21e16/rRcW5xkSvf+xK5v2z6n9HwDdo/8z88tYPexH35+AbvPlnYD2J0YY75RRD4NYIz5U7Q9xb3AabtYIHj3oLR4iycxKrcr8Fg7SHRPkoJCL5dO0HfXCehJLjxMj0C7KdAuGJhdpTkfJuWRF4OAL68GkSR/CXVM0/Grne+a2A8ppmG+bYM3m+QqMju3xE68vmsU/xJtI/XXzo4VxefvK9KSdgXaGXgqSVjTeLdobIVni8LMg1lbyM+5O76Jk0/2MdcWodtkp3GwuG6XercT4DbNtFk3k4yJafK8NbYi1Z0bpX7Saptk3i8q93xX+zyil5BmfzRzlyRMMoCYa93mJQIb4rudy1Rcfr0KuSOmntlhjJYgl1g32m9CvJDOpY5AsRd2qyH1dGq8xaGlS1xPeom+JsjzEv8rcC0JLyIir9hN/N0wL38N+DmPfTGoecr3PN2CXsn0Z/7dh+L1Y72WG6aZF487kAt9xDgyL3WZXAppENBt4YjhYPilnj+JbINAMQn5BHzFoi3Vb97WMljVRa+YoPiXDVPHn5O6OML2nvfAFuFvFuSRRNkMp/WA3ajDZh2afpySiCbTzT26gzEeHDsDPbY68kNlg8lIKahiVKWkp2Vj1MIn0q+bRgQyNXJnxn5R3gZZBuMc35P/K0TgTATDlrxlRcu45p3/bc7VLKmJHwNO1LdQJdDJtP9/dxpMfT5FRBzOVUS7phTId1DYhs3VId6Pj2OPv8IebB6msrKwncXqGxvfGGOoxJH7682h3adxo3bR5m8CaQJ0U+mZNHVwooW+WIbAFUczsNaxkutOuW1zjIFZ3HBSMG1IqgmXS8eGdw8W6+McDTxTyrhEwGYybqwkU8vH7+TSiL8xNX5KVRzN1e6QGqkT4LxvI0ExY9abAbwf627ROm5rAcU5jAoN6T+h0otpVoSmjeZn0zFtMpDQkZWw50EF7G7cYRvtLwV00Xey7J/5hSOyEBXzS0PozBJ69LBY3GFpDpRwY8/C0hOah6nZZR/d0SNXoPch38hfFoSMCQYjqkLsVYH5acYPq1ZylUHDGWCkby1Q3OAjnapXO1ag2vZ96/QqtnB506sOxwTL2/7NB7n/3e+/TOgrn14AgN1nZQB3N7eN7gK+3hiz5v/evEyUFxydnmwDGZjmjZm8m9h42ePN6a/D2Ox8qgbo39shp2lhd3JrYHZ6MBEGyyX1dNXvogjLgJ4cpYKle/oY1K6MIAzevK3hl0GkoCxgobUGU58clYHZacv2lEPvyLhhh6MsmulmO4ymYPG2iUWAbh/k8JSqqjfWncgYYH+OMSXGHy+7yxZ7Bupt3MA1IC7DDgz29pkW3IEl52PVe/jYHwkfftPPcogvaZkAR8Zm9Ii380n0rCzTEPkD+9jG5PBNyw8C9WY7XxfdlR3+SvAl6ikCBRMOtNqkiCyL1neQWMoNBVrFklFbL5Yk3UAp4DdKXVr5u4aFXQ10TjSvftdwrZxjQ+C4PaCxo/8CB9K0Q3MwH8UcRAhWABu0zSAph7DKjONuH7HRgKPZuUYZp8BKq24lhgC4naFM2B4za0heTlb7UaPPXa8qgmvykLaWezkTRg6gQwF8wzK877e+oW7/DnAiY8/pTkOSMH1N1rx6A+y5M0+YA+HCa0vIwXRQh4tJc0TmLM8or67qv2NHSt2054F9WdL9gjkNHToxv5ycKnB01OECAzO+QZmmfJysLQhuGXpfhhzD4JQgGGRVKNHVRLa9u4khDcZHkiXBem4kH4eUNe1tp+epDoa1L/vj0AFlXDOjTJWsAZtgcm9TZhdkMHATTKpdW5h/ib66tCEiv/FMI+8I2DXGfJ//fr8x5v3A+4D3JX+/aOi/ueFW/SHQdnpW/xYaZjhlhw8wa50hqoaVVN1O26BK/a5VQ/E5NSjPeX9KzXiXu3kWChbM0LaqlzwoEwu7uwV7qiuCRZZeEzpLwwpuCJbmYy+QmjiFufYnDbBQdZCc7RYWY8fyRZrNhZNkTBQOAsplHqCq39bVlzwWlkBCymtz6cwDZdu/LW20xczHWlSeQCW1+L7Of5GF3aL1bKmVf8m8xGmbgGYXEZyDU0leACckBTzvMLf8ppfGg76+aZRRSLtwg+bYcg6Oc2gu/WIHq9Kh3Jr2VvIcBl4yEUJXEFxaNeJbbJynrpZzNbOxjSjxd6yrbYUB+tNe3bmhrGnlQ+NUzTBzNNGYYX1r2Gzyvwssk8T2MQD7Q/ZSjxtJyyAwTuG+vv63NatfQZxazfxBWv92omg9WOAbj1y7Y7gXFIl5bj/PExljbjfG3A78tjHm/zLGvDk88893RZeSvHhhJYuUh7vcul4Y9L+/+Vv5+EOfBxLVR2ZwlVqBFedPuv48be7WMMsMGDElp4c95jfWvcCtMGaC+SKY15EofsOp2jIbA/ToL9UbcqdD9G8UZNKTW6e4L3p4200VXADT6yMyg3JIkNp0Qm8igPG2R4SwIeY9sKfCcOgBRaJu8ubFKzXBrhZud3Md39SuBrxtnDzqS1ysUwXIGSiG+m7t/hVmvW2KG/r01vypuQAKixkESYPBVhaumcCTvkX8mlU9pbZXTOPWpPfz0v8kv3HnOr9c/AXe3f1Ffr78M3zwTf++UeqdpCJX5RWn7bb/Daet+tWxvim3vfTmRGVQLMhe1O7IKke7W6qyCC2zw1phTFDhlGzIkHUziafvvtYKEAZeCjgwzquBYGAEyDD+XcA/lFGIX1OAJIcwDjXz45+COCYmGBPR2MsGHrch0ArgWM0usOX1aXt8FhdthoKwNewZKxzMVYpwRup8n6hAAb3CGGGdCWC4aFe4yDmCzZZAG8CG38AP5qrSKYA/HNUyyg5wbX+PD12SG+FJget8sX93DHAPL+tmPFHBsY6W4zRwzC9ruQ+7nJWMvPHc/+1TN/H2zh/wSd6JVGC6ahNldiv0v+gBr4egT07RLTVMR+fM5msF83nPeb1emzTf7OLWSr9uaFMZfxfB3NxBcBjq9g93s0xXTe33TqpV3v65DrOr/DX9DnAESkr1HpNBr+jSO20ojroYRirqAei/nHHkJ1WKtETGNhUZWWQ4qht8uC8bL/8zcE7oYdo8FcUNVhv0ELClfEnXj7/OMIfjFeWqUV7Q7y45YKdanGmIfxA40xgCrOywZRkMGRnDB+Fj3/+uhWFeoq8Z+snW38/IAO6OzIuI/Iz/+Zsi8nvpOw+0eVGRSWVUUZSuK3/WVbxH5neEDoaet1exRJ8xDhW2Ohqqvdt1U4oLSqBgWTQRddffoSAJ/3hT+FuvPWi4cAMnZ5E6MQUcdjp6Bblpd7xLCqfrL+ExNbu2IeRJLWR1u/On/mAwrH9UT8fFRt8fnIVesRwlVCLQOUzEF9X117Tz64IUJJWNewbMU6cbRPJv49d8mJ8v/yKrPDxX2tCzIW+o1/qrEh7gqrwuhSXYiOH/Z+/N4y27rvrO7z7nDm+qSaUqqSSVVBptS7aMbRnbgQ+RsaFDEuhuZkjSTLENZnCYOsShSRz48KFJhw4mQKDBBNIE2pgpYGYb2ww2wQO2bFnWZKtKpbGGV2+4w7nn7NV/rD2dc8+979ZgSVXSep/z7r3n7GHtffaw9lq/vbaezBv2qu+t8bF/IT9xUtsBFLVs8X9Kzd1CKQZkj9Hch8GU4ym2CR8/bSXdENSDKnzePaIZUm0jR7r1+l9nCMEMdxkwYcmo1uJIrfmkgN60XOKeneJwJ5ZJBGdKAtgMXJTcGmJqi3kc1VydDPE9/f01/bTANc553TW5295uo0M7LzCuGN2qfUzu5JgvtX+H16Luaq7wXMcXZVy1GZ//y6k/g6mwe12J1nHO7wA/RBuvNUkVK67eTbNNCXAIOOrfkAQ+1CRFXYnnFGjpHrtUSKiBicN3w1IwTSll7tlY0IMVAW5EG5YHGwxg2afdWBZnSf1xQPnnxkbZHmAmZa7O3viL7+BnvuUrZwe8FGiGEu1ioAvl+HYRPy8/teC9S5re+qovdd9MMoMKxg182Dw0pvJ2CYeqVVR6YkNNNwyQRZ8q1qWb+JDx+uiiSDAmI//Ah/eDUqlqPwcENBCOm4eKfCXdDeOFE82v47Z5V0UXneZ8j/CCS5UILhq/dmDkTPJ+0yu6vWnBxftvAc2/WF/W4PfovZFz+pAexhgFF1+PlryTqMxF3NZriI4lHDeTmP8kyBIlP/HKv6yFC1Op43f6qIFpsuIxGyo46qnTkcerOoPGbqSdKGIIBn4iJRWBZmHboibN86zNyM9WvhAtwix10SaluGVbuLmzkaRVcVkG1pkkjNFttYc7gvcrRGW5Jt+cUf7UxjrAGMuZEG7CNXnd5HM8PBuE/FXwOhr4i3abCdd1oKpUZ2FtBDxXLr3KWxBFt3UfrQ5M8Wkt/G9/8Yb6ZBGLT+9U15mCdPXvD0EMqqBmuzHAyAkBHvcuwIf03nrbjCQ45h1zLr7328Kj1Pkzmn8f5a28LhbKBCxOEkEIQoEWzYvJOo6NbnRC03FgORgBp9g0GLabbctCvmmwxsaDFVs8IviRK8QvYW3SUW+PntWj0/Ha6L33Hds50KVAcoGvp5iMMfuNMW81xnzYGPMhY8xPGmPafCu00kzNizHmVcDfAw40MC67Wfx0nUuGvvTGF/Jd73fmhRxM6gXWD1TJ6D+6fRG/HKo5yHKQTCe+5Y/VPexaCniVaimWVkGkTPy/ZMhEQW7ZqU5iShdsfwJkGPqI97B7oIz5ii75PLYt61rkAMgU2K3jTFgJLdTQhW4vAg7rWqNY/vFxNS94P6AcgS0shhwzFGTYp7q8nDKzZHnzwEhDlhmyQwBDqnAsgaduOBXb8/e2V/5q8NDp01BoYhQYB0NYW51t5sFnY9WUFXfD+K6V80i5FxCuzs7GKbXuOBqh9tvM+JXxPFC+lneMl/SitmURr7xOHJ666w9nBC3b3myIN93ZYOpUyg2ICIc7G7xr61bAcK/zCfOatbqn3cOdLZq0HjRWPR6uLgMK9jIBY9ibg8iArh0lYGJ4zdoW8MmptI6VDvBb6uh8uHMSwWCMgscfBe7dvjXhX7iuV7dTVBV6ZEeKUymdb5cOFIcnutvouPbJPj3kmHt2qGiXCJdBlpN+lgEvhzNSwmB6SN57t3EmJCfgfO6EybI2Ziu2/bV2YXxd+xhk/HEJFlbvj+Be79Ml7TXiNyoY4BoYSUl+f2fmBLBGB3lA2L7JtdMcqr06YCyfnN2JvAzXp0PngVhta2c6zc1pz9GlQ78OvA/4Cvf7nwD/H/DaRSLP07z0UMN2B1Xw+WsDuMR1cjtQsmIDFKWZLmzPklJQXuphF4BXxjDparFG98T8RSSsBGvp1EDCdVE7mCUmyaMFyjJf+9JdIEyTl/g98L3ivdBOM1VPu/48mytee01N+rudPghTXlingK8CEZTq79ceAoOFQc5Nns4+Xmp2WnxZ1YBjhvgp4Ne2ls2hSX29TPEDMJ5Zh/X6XG/E2yJp3Firi/HWkre9m5BOCub297zZyl/Tneu//NVhzT9UQEvRzqS3EnDp2axoQ/bTEapaqi0JbsEUUnteViEJU0u3IlUYaaAJ1L2HC3DlvLTrXnsDTWjnPeR31u5c5tId/8elbxwwcmGvp4EOicgPi8in3fUjBCPszjRTeBGR94rIW4BXishbkusnROS+WfEuZfr0P/1X7luOnRAuADaq2Xr3OSSlmo/EawpuhwFjBoyxbOrA9H4XVqAcN7xhesDdyTE8BuaEgSsq2BNyQCjIDsTf0MDw4M0jbsbfcaeh0e2M1SzfLkqTosuk8Gaa9qbWPTQChhiGantf0elSsMiKDmd2aDGmTBjLsRXYCqoyrfRprcEs/uF9bG3Bj3xgNQkntVi6sr+a9w3hhIUnE38kH96u57DLnfVkDGwJ1HXjJfs7kzZt+Y7UAc4sPLBowCXjPy0OirtjzHlNd0TOGC3ROjm58SZBvfKglPAreH3Xr1m7G13rPM4Llx7kiSrW38MVbFX6edp9buFBv6fQX4p52WUmmrsZs+lOHJ2nCXv3Nmxtw70j78XXcqS76fhU85Z6/93ilqVPuvwe5TVrun0+9Uf0Hj6PI50Pw2kDpw3G25U2HItPQn+r58rtJvzOREGz3uXPImRcBbcIUJu3wTqWdWzdC6+Ptw2cPIu8IKCzBzdXbFOyTclkE1hRi7O/WIL8Y7Hv5k92YJugramR6P2BWK0bP0sY4CjTJqVGMVKD+PnScFLyzo9Ma+Oeo2cU/Ykx5muNMZm7vhr440UjL+KkbmCM+ffAbSSYLhFZCBF8yVHwueX8K2DJDrpJfNYkI9NfmyaPGr1IP/K7diMfFyzbzJ2AXqR8Ld8FUgrbPpNE+5Cu3lMTgKnP20qtWQXOk895mhCfdmc+7ygYt6qINvHlZggbcDPlJC2cX6/VQcxS2/bX5Nv/vpM3fULocxSR9yT8aggf+s7V4xQWzrCGalaUydTZUTy0V9NWzIthMxTb4s+/rdsY2xuMiD7VA4OX0PVv+8A/6736330fu/Xd1Km+D6yZjzamFfd7kOQl0mmEjXncsqQexgqn5RDxO4j2Bx3LdniPus36cGeM15T4tBzOlrUcdpaub+V/AArcra/pfRkPd0CkYFDBLUt1h5Ip/796569TVfBNv/lKNassaVpZ0U0UTo3KvWoH9hoU8guV2xLotjkJLJKf1D7q5BzF7f474HHYuMUFfAB2b2rteeVSLjsLF2t0kMekLqx44O0cwG1zK0Bar63CUiNcM8wVe9bagl869PRoSy4kvQ74F8B/db9zYNsY8wZARGSuh59FALu/ihomrgfeAnwG+Ntz5fZiput/6j/orCXg1wqZ20WD7AAD8gMUbWptmQ401k5psfAqmwBmWwQGgdW7+gjCFhMNUfiwlmxfi6pYVHMReKkc/0dh5VP9xgzW5DGq2TMHmK3viCKAem3Vfq5RswzVtjszyWdjva7asrxPnODS5KeqAXb9M2MkbtGe6xul4qde8Z4p3lOyXnCxgpeuBgOA54dDIkVgM0hcioWaBFCkZX/HA6Erpt3rNysjnRw0/t5svvPJUCqJYHLr+LICleTTpZf2NNoEl0zqcUZSj59+L10CHmgLbv8rgt/6PKqZRzxn3j9M1E+lJqi0z6QHdTZ52PACMCW3LGna13XWa/Enjjdr4VQwHZ2uJZQChb/5Hd8JAtYLTc6lvtiKTsMcUpyN/cZnlwoWwftzGsjfqqYeLZZJ/DQumanq/ztQwCy+qbLbatnOvMS91CfQBFyZqyYzhvpGhZsb+TcPIF+Idal9tj2PI0AM84KrDnDHDYfPPsOLieQCX08xicguEclEpOuuzN3btZPgAotpXvaLyC8aY94kIu8F3muMeVYKL0o9twwR8iuq6GF3Dq3c1a+B4rZuHTcgzyW67kjSWS6oXlmEFbK6SJ/epixFhmDYvNUNrP6N9oG+22pcxd0rIiBVjsl1ZWm9odvvkr5OzVbzSbUGS6uWYhzLryDA5PyT5nJ/BkX37yYoJPpSKjTcgLUaQIWguB0rz4UqgCnrPVDD6ihdlek7En74c36bTkfLf8rq6uwys+W8q+rWUv968hwOyFbNh9PqKrzabYsqRN3prrg6y70X5szgJ+SRdNB1QsYYYXXeBOeBwgy5eoGlxTh42MWV3zDy26LFzUK1MGAoaR7F5/fLtDHk57ohHZCkvkVYt87sJpr/pu3jgcJS6m65q5c3XDvuMgJOTOUuXJOPp7RBY9covRBxUtbwQGFd1Met0B4ovboMX5jdPZVWqpV6kh7YFcDQNSVguTJ35TeGSuBh2c8Pvf1rQp0YMbp9F6AP4vpWcdkFQGr4ZmtQdLZU08BdMVHtdZbUfbRbG3+Kg9Oaq/6hrvMMbsgHQuX8QmVk7PuIbmLevFGoMuWxFGATlrfr6QyO2ORURaXVB6KH4bOh7RurmoJy7YHp6Wp0JbXmv+x2G77ju/7pWef3HF1ctIjmxY+0jxpj/pEx5iUo0u1ZS17WrwE2wzUt0tZBcdWMbZQeFIhfcGsQSVeds9TlEuMGL7jTgoMKLi3JJJjIKQlc2n5ISK+WV20Lpt7r9BP+W1bLsWwelOnC3RvDtJa39mwnISnlyfKp+6bvp6Dcad5gNIK4ESvNLy1YE83Zds2f7KK2YXerhi54Mw3P0rTTJfWs8te9diy6/Kpq5dNwmfsuUX2HB9z6NvGQ1AHPCviNnqKVtsP25Wa9+3QmCReeV++nxV+VhZMt78+m6QLTHXBrKu+Qv6+XUvwZjrUuXn9H02k0n9cobTZNT29NKonKqebranuFyW+vDZkC/Pqvw1glEgteK39FLH+I5w8TT/N9aJr1NP82anrRDcml6SYwq1qWja7lg9/2A/93a16XCl1osO7FeE7SIsLLj7hDGb8X+D7gF9DDlJ519Onv/F6EEqiQXWOqAqS0aqJZRzvzINUC6DW8fcTIgXCHt+goEVaGpyfqq2VQwbZRtfFjQNFjfFxXruPjMB7h0muuYBwg01gdhIaZplEYpAAp0AMMfZ5l8h3i5o4Nx3/Tu3sBPGbISsiC2UrIOhMHxC2RSgG8kZzD+dMVZUHwvdLWPyZP6AGNpioDiFCVGn3GH3Dln9oqqXVsg7DktQHp85hj3vG+1UvyjuXXxl/GJz7qz3LYBsasA5sWRt7sgQJ0fV39jb2OvyoOO+BwLGzPHZ4Ilp5p9yGwZMpQJ6tmvgnIGP8KJjxioRBYTxzzjTEUqHFFkRp+5tOziPq18leYRhjP+1hPpgmXOrpvXx378416piKegSFUAktmwEgMm2IwVcHlApXoFuoHxyeBfXxgtIeBhYGFk1XOssC9owFFAfePDGvASdtlo1KT0sMVFBU8WZUU1nDCNe2uGaJuWQvgFAUqd4/c5wlATJ+HSihKwueTZcZ2CYMShMxpWTZcOhtc4TwHrJcwLuHPB/spCrhu5WcoKZmYEvNIRf/jWRT+Y3R9M6mQUrVcs953AYwy2Mwwm+7FNrUuBtgQOJErMLcgfvqtV4Javsaod90C3Qs+hmqpokQoESYHEymgAI7D8iNdspGWxYwN1XGNv+GS2wAGVye8ADyGetdNmowgrJJP4VqGN8137e/jjtCzkzw0v/9gx6PEWfuM1snExOcl0HncjZkD6Dxhauuyl//rS1uAebbTIgcz/r77egZ49WeXnYuAglfIrkNBljBw5hx32q7Z49x1O1W2lGDd8UjT0mIPeVJdnS8fiz4XeBIGh3vIk6IJtyzYRSDrx0WvcVOnrY0TOrn6gTVbaiTiD9OtgE1XjnAkgcGcdjspTriy7fImpdmedvtOvT0+vaIbOQCPQkzBkIG8gzoHhuRWj3zouyOQi5Z4bXL3tB8ZT4qNUTMQwDY9Lsu23DvSk4XXnUFnSbwufA3YRARevfYZQEKH8U7bwQTPuiGv5LsXbVYSMDDMNzSuhofLDHHvX8oQSZwZSNyL89uiaxoAwNBxYUqWWhC63ldKwMbMYcp73PV+mzcl1m3pcPxnWCIKksKRPhzp3g/AsXJfeKYt4UoeEgG22XKTaYHgTU6Pi/K24cq4N9N3Mgn/lxi7MKWLf0WmYt1Ddj+PAmB41MX36uOrnLSuAsyoVm+b7HenFylvd955kvs/oM8Kf1SGK3dGjoy8Z5Rm58ySdUaqPmC6AQjsu0cxSWeel2nDansPl7vPIWSbOk7IpkQcDtAddWGkxwN0T6qpSE65vXvODGSSEX/lfu+9VylHYAyrGOQhwWA4c7PveHX+e8vOVFgwjQa/qYX/EF1ccoYpgWZ3LSBswtrDjSmqQzx5wkXveJuuH5vdEVTF/HXCxU9P4XlEny0yxuTo9ujwokVkIXeEO2pejDEHjDFvNsb8vDHmbf46d3YvXrrzN/2JCdHFZr4MiuDzdv+iBsoViw54bdaCCvQoAIG9Nvh4AX8ejZv69tWjBTV8aurY7AalqymzZLy0mF6iBm9bALn4SvWTJaW2llGRotXDbii/ThNqYvGBhDI5piao8y0Iy1FVPaKFhN7uetyzpaY5COCdfFkNlHlacGBanSRLp9WZOIWERtOX6D3x1PTVs/J2n20GpQU4B4Q9xkMj9Xuab1NwGdY40nBLYRJNU821hbnyD1mgbt3zIgG86sGfW+GZDbxVjaMAtAEYIxQJmPyWpU33fQAMsdYkaYO14k6lVuqi9+phDP6tDCrIgzZMeYnC5TptJKLee40RBmPPW8XfXwVFzjcmCQdYtVhYlbpmxYORExNqEBgk+XQs7r1LK2mAVuP8hlHBfqgZWLw/0sc8axM4VDfVRGNf7MsiUAYRPDHqjAhxBKmbqkCFBn/Qo8DSusBmrKLxDFDxIOkBbWakMcBqFG6wyT5FH2wTVk4x28QNqTsfSuBHf+ddLYEuEZILfD3FZIz5TnRL4J8C73TX78+NlNAigN3fBf4C+DPmu/e85Okzmzr4mX5FlsVVK/ssKx/To8FgBTkmDA6PkQDC9UJIo/o6sPKwes+UYzmCMLh9AW8gExAPikxup6C8KJbmiO/QvRl8Qs14AAAgAElEQVSvLwP2qdDRW9bD4nzZxldOEKJHX7xQkqgXsg7YJ31Z+4xPC1P2p3EfW8XB0wrIiT4sV044mNV7MopBN9G4CL2Vsz/yXsSQZfU83nTX10+Fe+vt/w2Abg772QZMAmbNXAeoMIh7s/MV4v6sJG0B6T4iWdBN9ZiBR0CKbiteNdPlHyQoSeVnxJ7kPeoiOQ8lERQQ+4nxIdJl9W39R2fwoWDqSuAPBreiPixjeV66/OnaO1IvvJEUWOvUcB24iZOtubxr63qiZ2Dl+rpe/YDGvxreAEHLozWrPlpgtQOrUd23EGUZHM4cf2vwfMebCLztC36ZN/zOt8fAApN+iV21NQ1JKHtHI+77SJfTd9Q97O75oGpMvNZhnQnrt84219XJaOIDQXZVuuZJLNT+LLUePeRRBdxOdk/mJj2+Sejcn4wbRhjekPRcleFi9p5OxDdU7Na2PLje9xKjnbvZuG9q+nnR76v3K5h3GYM8CqVfqORQ7tJg/cdd9m4R0W2AhOfRr//NXbz5f3nN4hGeo6eS3gQ8T0TaB4MdaBHhZUVE/uW5JH6p0XVre3ho6wwyRl18J7NWHQaZTmf++2y5z4cvOctJeaH8kzAVwTV4zYqQBC8K6PfTsu18EGME3LYcGhm+l1Mr+8Bnk13DVBJe82CMmsBMGnYmT8lvq2+g02kpf5LRaAQrC+7qWGSxIo3P1l8zEkqFgTRuGj6GSevfoJP7KIRN9zeF6NLkrppZN3XN1YPA82t8VZWa5Az6cnw6Z6Mp03w30MMsfcT7p8LlPEjFrUmY4Yw6mU+L8PbAUTPdnE/hdgVRb39t/TEJU1DSpxuf3YEeXqVcL8JxMxMlpy1JTTFt+YdoM8YN2xb+JGqyatHR+7hFq0fvBUim8xfQnV2etpOWLQQF76IGk699xYsW5+cio4sRZNugY5zH4Q+LAHZ/3xjzD881g0uJ3vuV3+q+damGUJVQuWXK8PYhBRUFluGRwnnV8vCzyZTpx9OAMSUlA8ZMbt9526UImB4EQ0TYKaDKXsHCyoxWXakWRtpkJI/FHPaC5kXPNCqp6WL94NiUxfZFUCp7R85G79dwWn6poBq4ejuB8uqDWFR37I8oAD2upgROZXq/MBixapI6Pr+OQIHCZQmlB1VaPQxy3iGJ//u9X7fA5JfXQIM7daP6NuT2d2Ot7miaTOD0tvJ999aI1QqqzYqIJako0aoqcZAgYNXYGkcAp8RtkhFqeh4TeAJFd2raN/AEkxm7uAvRa0uWuHMVFJVZojN5yUeLK13pDBM71JOYHSul2zJdFLA11N8Plfp5qlS/KyPXnl6z9giKQi2BB/iCVe+xONKdaxAbx2m+cPUhNX1VegL02dBwqHU+Gun3soQnXP0fPQo//uHXgdnSLjCBjj8V+ZjPPjEL+b74QYfD+SC1WXb4cthgQknJuhcn80U1L64SOm7q9lW0AayruSi69J8glPqsJWmjzQiAwfVl0AYVu6nvRHwMVs5A5wFi31wHLo8W3oKK8ibO+bS7wbXewCkMd5e6gNt0fGzq0qlaicUf7lrAAXhCz2ldnnlkjPked17ig8B7jDH/yt9rnKM4lxbRvLwJeLMxxjdfhXQs4ETm0qYuTAQoybrqL6X0PpGqrtqv97mjjOeNTbfrAADEea0t/NScl0xGk8wJLY3wrfl6/E1jBjdE4PE+FVb0IEjFKDQFnqzZcgyJgNZxI0yvhXEDRRYRrEnZjFXepKd7HnfTRe4TJpSMdjsB4YxD643a3JC6dMKKfwVOCDAh39M8PfN8ly3ew++5x27SB6rnu0nFwFhf4O8PtY19sT9umw6Fi1/V9PqJ99twZ4lyhk8Zz/31wKfdvQc5BAK3MW06KhpmotuWlxB53E0k6WnkMGI/jwUVhb6Pv5zcCsC12RN0nFbmuIszcBqFww4X85q1JxB5wu0k6uN3ikEUTF+zJvj99P7eSefB4TCnpjQ/swRSY+AvilvjjTH4+s/3383bvurnqSr4tl9R05FXCnbXOsimUKX9aJJhJhnmFuO8Bk+TfTkOoMyCKoRGOq5Ldegi66Ki7CEXzJ+ovoDHXeMdPifbi5eckD/y6R2CwZUaZsk5mDOYuGWcxjGeqeJPkk9/Ly2Sabl/UEel7gbTux497XbxN+eXz2uiLmm6eDUvHlp91F09d8FZlGpHzUviBW9ZRHYv6v3uUqW3fv4/IKpvLbk3H9mMunK+jMEa2t5WarO0zPgtHvBoIZO8riKem6e/YadvB3/3alCuHUZYNttVPfHg9yLNsErC7WsWrkX9PfZf3Wjq3K4LwugFLlBc7tE9tTpzB5ZIeoCl0LnSm6xS/mfR9oKmDvf+d3ix0vKtjYP3DZtP4/XFuz5Jvc68gt0mBzAqDWupK0SzOXEHvKPAp7mqkfasWcPvoJMAZtYYXgwbYRCnCVLeDjsT3XtHUTg4ag8iEhGXedB9q+BSA3PLkts6V06BrpsA7OOhLYxrYN42oHr67K+rRHAJpPz//VUN822/clvtSekSFAQOpvFsqErB6kQ7T5kqQDlPCG7ej/v4A+DV70JKAbs7UADcC6w82CV9/wmWOmafeMaNZin9XtxYi54OjdNjWsu19pCuggZeCG9j32FcgvPhZC9DkzwU2ALDQ8LL/9Nb59bFc/TUkz8nEbi7cW7iW2g7Hn4GmTZnZgDGmOeLyD3GmJfOYODD58T5edAdd9whH/zgB5/qbKfoprf/SPgePeymPdip+AVVs+5lxxXWysfqXnhrwF3fURsrm7W/W0qC6N/WEVsDBU5pZBCy/nSv768UtUlutA1Nr7/9lfoW8EkR8TBhorDNJVZF1ql7IS63oen1tUYC2TBPfmrddq4YBZPWLJo8Gj28eupcOajhR/J8Z0nyp1/yazuG6WIdCHf+y9VhuV4vO/tlHrLXve/oXM21rDkRt0U9+cY2WSZbr1N+NDU/0XsA+jzatF77ovEm6KGJ6ZlQk+CB99xXvSLwcLU/vcNU3wLgJHvzfvJb2LYdmm3riuxMrWyfmSyjnSICfvMQQO8d7pzim97+xlo6+VbMXf2STOCGOu+7/jYjJw/9r6Rk6+Vz2pvv26MWJXg4SMiVv9eIdwKyXiewKAiyZ2ejimpRkzFKIN/O08Kx517DmVuk9hp7j/qWZYIQN76xTKuf/v2GDlkof4VldJPUwpgHDCsuzNlQvllv2RNIXFcoDffLlLPyB9+0sCXivMgY8yERueOpyGvp6sNy7bdf2HLd96+/5ynjH8AY82EReelO92bRPLPR96IHJ/2HlmcCPCsPZtzc3KQc4LZIe5oenKK1qIvbHjR7PJe4otGfLYPdGHWykcW0myC9KtkaENJoCC7e50uTldnahsi4B2Wmq1mTqoZtreCNNDztMGCFlavGMSH7Cmtj/rMn2glaUUl9hq967lEzfjAt0MZ7M40ElFpj2kzVoWkJMzPNKXDrMiJRC+Ldf7jNLHPAsKmUO5904WIYlrDcicc0zE67AjohXvCxKzHnxcq2yLPmTb/c7oZnhzuwKVoOA2AsukzfXQelNnhR7VICpGCMSgZZuJe2Gf/eSiTJHbh+Ou1NLHuJ2tAthJnN39+fpyxp7azucwh0XV8x7rOZV7Maa/m7sk3Ql5cogWrFd1SgMPCoZGnkJzBG3BGk+mCETDVJuV7g03H8amQzk/0SSQzRpn1IPQlcqWVTcG/JE088wcGDB5shL37aaQ32DCVjzJcA/xC42hiTqsaaqKu5NHOUE5HXuc9Xt1zPSsEF4EW/+TN4wK61qIdd56jKL6Js4brUOnpnnR3n7OELvPcQYXh7/ZRbBtC/v0P3ExniDhi2f6f+EjaYUFExpmT4ApJzv0Gm9KpuoKhQM5FFtfUVFOs9ylIFlMkEuksQRzXlpxz3KAoNMx6AWPQ0bcBUqPvLyiTxKjp95STwJJCvQOvuKx8s2NStanIGJayC3e5SFqlJqBFdoHOlJZo+hoBl8rjGKUsTytgkawGjlftVtGtdRMBUqWdaz3T95Q5aB5U61mbgxvQBDiudxBm41M+IWk1GAhO6FHQZUxcSxqhb/Im7VKnm+7+6jxs2+PE6LQNsF8JDXMU95VUByOwnZJ//WBT4u+QECGOEiauDTXH5l1CU6ml5S7Tl+VMnPKhYHL8em53mZVEIWSXqYVfpVAh9Zb7Blfkm2jgs0fvhmMoaCmvolxMuFxjZrcC3BY7bPTWB+7oOELZqD7iuM+DqbB3ncS2k/byV97nfY9VqrAkjh3IZeceR/gV6nh0o12IVlHsHEbLTbHch/ow1ZIWT3mUaEXAMuuTYjQliKoQSdrsMfN8+k6QTJQ5MDjwh2reG0F/v0BmaWPx7XRu7lwjkL4EDsfZL0KnmBFFjUwFHdEu0xerW6CMugg/j2pjfNp0eB+CrqHTB/CiiI4lQ7VLzksVqH9k1vYtuCeOajUE2StgDn/sHv9Rev8/R00WPoHD2EfCh5PrvwP+0aCIzNS/GmC+fF1FEfmvRTC5N6iJj7XIesEuV6WrBi4T7ID3HpTbFmYYGwa9626ScVRi/yGFozjhTza2WbbHwSRi8QOIyxXi1rsTFZW0Jk7vRIdfB7WFYwWCxjF5ig1mmqoSl1QqRiqIA61xGyKSnpzsbwswjaJzspI6w+ZECP2L5xZ0Ija19s5V+mV+5rsDq3QZDH3lCh7nBkY4W5dBwjgZGC949BCJjFVg2nVRnRPUH+6fj/9SL35GYpdKKi4Eyk6iuW5d+O6Hg48sYOf322A3f3SB09BghrAJDypp2ojJdKoTVZIHyOHUI2l582bq68qXCm4d9WrnTCqkgowXxdRHzW2ZD0vqA3BnKlgyIWMbkbNNFDJyUXSCwl1MM1H+vA+NW9CmDJnIS6nQS8tK5r+t6y+6Q34F8CzBUouaRwx3nC97RLgPHnHpxW72cAcblMW0ejWW7nLQGAK4yWzX/Tf/iH30ckU9hLXz7b71O+9Wa1z/1kJNCSQV9N/16QezlsJGC8A0sHdV+O7oh0cKO5phOldvoqUDiLQSyvR3nWRjYXZdOe9s9ZFsU/7K7kYWL33f8p+NN75R6qjK7tYzLGORJwWKw3jzTB9uLHSdLa9k3/BtgmDUGPM+ir+6bgPuTsQpgdxwvrKCgXL8Yc2mNb4KxCP0nAxwqrFV8z+rl6n14AY9ZFzddpJoXEfko8FFjzK+KtO59XYjm6Ze/dM71j881w4udfv2Lv8Z908ExmI/8qtXtYW1TW/sVhr+XAgr5hH60nujsw6yrABBArRZ20Y2HlkHoyCFMmqkn5yFU4TA6KoyYJIezgff5IQJ20qvxL0mZjBuMJGxQGTjzgyRlzEJ8gKpNTZ7wn/oF9d44NWVPZa3+0rouwxlQNvK/VVNHTcUHGK/DI4+4ACHB+udpC48nK3hftjT/kcCQ5do7b0tLN1ulqEat/LFE/oHgBTekMsV/h/pW9nGCkZluAE3Q64Nha4pwzyQ+86DWNGyzFPpdjQQnQxaFegmwab6ubI0U0tIXqCGgCM5GLNfkSVmJ36cp6HHwG2/BunOnNMKZRKtUJWDy6zpbAByr4FgSJnoPhu/4rVtc7pVu+U/+wvEaKTV/P6QfI28+Dmzt5BpBppXoKgvG/JtbJybJM/9qHwaeTOLbpAweudviGDeao116I2HlhDaG4L33QKO8NvlsdqPG98qlDH4Iqw+UnVAe/R2890a8txsvakVzcqTAtTG/e0/7CniOnm4yxrzdff2IMeZjzWvhdGYBdp+J9EwB7N7waz8avkvoMbNXUCIgFsyGDoYBTLtiMb1qR6Dk6kf6zAK3+T48uM7uaJqqx2vk7xM63YsqXgQosCvJCtENngETKUAJvf3jWjkqv+XXaV/Eqtknpj2jIDFaIDOog/tkZUJ0KKsM9BqO5SaPgj8EpdnCPV6IPSXd5UmN7//8kv86F7wqAmekuSe9Ym9WtEdIiiYtBc/c3WA+aQHPTgN+m6m3bb0e1j3sCpy0KzXN0t5sxLr1nmqVjk920wQ8X9U5XQc8t3CxYf2pR/q+t2SZa/KTtXJEfzfTZfHlf6RK89f2V/fmq2DaC0XHystqad87OoBv3CJqQn37n91ZizPpqRkzsGhh30fjOUGCsP65LRL6ti/Xoh3VJd5J4/jW5O+53z1XgfP61ihPXq3e7D2enKcm0Bmm0YSKCrs7J91MMNlva2GAqQO9jDWI1774DuixL3Oacv94Zwpw29moRwlA3aT43a3p5LZvKoI26Ftf+Ap+4I47Z2R8YeipBuxe960XFrB77w89NYBdY8whEXnUGHNd23MReWiRdBY52+hHjTF7k9/7jDE/Mi/Os4daBD/Xmaa0AmWyLkyXtOnvNAEkDVJb7TUBvQE4J24lJZpmWFkFnhrxm/kHY3ZatuTTp1U0wkzq5a1rCiSUv5akMJ2FN3S3hKmVfdCIF/Kazr+ekISU0vhpvLJsizcrbU/FVPnrgM/6BlN9Ty5MEtZaopO4qTAyI+/28ossh3ugwmQV5px626pX5Di553gPPLYzoM8abbut3lrqO+VDUxjV4scDf1J+pLW+Z7+fncKm6Q9rPJ0+PZ1WPP4rtm3b1raa146allk0q8M0CyvT99KgU33b//LjxPQYM8ZO3Uv75FTebSo6mEZzt9WP4ABSUh/TGn+dpB0AQWvUvPKBUR81eYdXXHmY5+iZQSJBT/9aoCciD6XXoukssi3hS0QknGgmIqdRpPCzkn76rvdjJzl2ArYyCWA36UETMBZkgvpUKAAMrDjpwDhPuNYgpyymcZBchKwpbTHGYqmwlIgbKJUEXUn3j1aIqTTjia58cNlKIWAVVOu98Ib8N91K3Aj9uzssPS5QeFjlgOyAwhNDAh59OXT3hiMyoHq8S1W5CdgN7uW2YK2hKiyc6ZKNk8HOw2L8XFlBNsjJijw+U7xtnWcdlqIAMyjJ+zrp+/yrCWQHiQlQQGYhS+GAJViYnNQ4Hsj7bX/3zyiKCDhOJToR2KB5dsCIXSigtRK1lhTuU8liSdPT979dar7+syzhfcObeX95C+PxCIxlYzuWx2LmHiyWPvNvzwNuJxO4V67gJLuYBI3YyPHoIZjq2vjq7ihJYROwPFqBMb4u2mnVSZ3GeI+4luO+PVRJ63YTzqbjbWRjzUzI2Z9XCU/bXJVDQJVjgRMYY/XNCozHro6qZq+ZJq9JsTa2jAgKrriS09y5fJTh0Oi72YY//dCd9TQQOuSw4fpaWdHZztk8YikdmHQ9BfP65lPh8Btn4wLYuqO/fTz3nnoNm0zPjRuzNBoVdB/u0j1tEmS4QFePLLBYKlMho9KBYQss7qDYm6E8UCa52+lKzv245erEP0+6WhjbbBKmdgn9B4UMS7Gt+Rd2DBaq5Uo1QFgKx1u5qXjj0gjZsA709Z/ZIx3V5NwPr77mxrOo9+foKaJrgZ8zxjxojPkNY8x3GmM+Z9HIi3jYzY0xfRFR35PGLKNd6llJR7e8HJeDFbKeglyt7zUGVu9ZQhC2nl/qjGYE44F3XQDL7o/2EYQhE+QKFXK8+am3AiKWifd1cisM3GTtQa9rTj7N0EE5I4M9qt7InuggpYQDq8lh9ZiaT7bckTCmyHTGTaj4HJ2AFLMyoeOOIej0wDjtwrib6wRUQn/vBLMPREY6gRS6JjJiqAqtIxmpNNe50jkP2+y7cTZDymSlaGD1YR19t4/kYYyXscO/LLug1umKw+8u1ckcsJi9E8SbqirIDoCICikiXrg0WtnbnbANpxorH6aja8k9SyowWQwiMgU7qNPyDGefwl6GrBkPSq37yDnOVQGH4fEhX7B2HwD7M0Gk4M95qeOx4lXdB33gRj4JmjdQhwlC7nnrwFWiXghtsOMss6lLXfaYwglmOhzc1o9mGZGtGmB4SxL8UJ2LQLf1TiMCd0/gETkEVOx30uaSUSyVZSXkX3dgBPvzeMzBmB77c/DS6t7M89JjhGKEPjK8CRBetarnIK0ke1BEoglOveneFsKOEfbnE5ZZRwQet3tA4Dd/785oFpoqp5p8zUFqCgyDYfOlqnnIB12V+06pwcsCk/0aWBYZcQPlHgQFe8vkwFRBiritO1B6CmidaTfuGOi7/uPHhiuhdGqxqu8WTjmMpIRT0H28q4LnigbvDXJk3ZmOGiagbNkJp9sm1pWX4t1QZrwXg+E0mrd4HkAFOVSixxt0joOQMXqRrnKMgUIKOLGk7aACm+B+0i5ltgyd7bOwpV9s1HzPFxmJyL+BIFO8Dvh+4D+y4GETi2hefhV4lzHmW4wx34IeX/3L58buxU9vftmr2dNzPdDYaNP3CyoHOLWJJiW44vaNrfSKUUFejj4Ic1IZAIN41em4EyILEuLXwaxuih018hdYe1hf8xaVjubpSmhXy9ynUkFQrfsijrdc2BKQpZrqvSpiVI9x8Tz3d+nnZIOoWBL33G8B/ZTLo01N7SmkmeqJ/WyQuqh3deV+hvLZGD0ksFaP401A0yt4YasWbiey4T3WzWjNrdr+od/XOqm/f0CPAIlpxng2aOA9Tfw7aZhWIAX/hspjj3u5GzGFqXrznwNpK73eiZCDSZLnIXfPAymc4JLwsDcLL6TGVzuNavFF4CPVTe6ZB2RGUTPyr19GCZjb5+Px9ifdCy9L1CwhsW81zRZW1YEgkJ/quZLFviWuE/imXbp+GIrdStK4bD3sZiyTOiiWetS0aM20HtfHk7BnOrlCdTe0OQLdgZbAIogRKBpjS40PG4SJqaIEcmFs877Pts7TynHNf8Q4hPflFx9oXH8/ab4dZ3IaItzwkz/RVunP0dNIxpgfNMb8IfAn6P6z7wOuWTj+IoBdY8w/QO1TAH8qIn98DryeNz1TALsv+o3/i+3S+WUJangl9fGSgukqsu36uTCCNIBzBWZ3BOWJgJiC5ZW4UrcWioFTePmkt9JlnJ+MbSMMRAWbf9cJ4tYNJtnlxVyQqrU+P6fZ0NEB008Av9MxAVj9yFIN8Ld9RJIQOhyaxOOmBxM3i2ZsVru3676crQBU1kDZAb+SN2EstOspAlBgLZUe9B1J6VVjWphfe83P1covwEm7Rny3i9NGlXqBbZLmf3W3qb+R2pZsDaU1lAJu7ymuJL5suHd0kDrgdcSrVo/Vyr/bbNNLwLxWYJPlWt6qEamDeQ0yVfpOYyv3lnTZCZW5ZKZNJ4YI5xWBYc2dbHs6MKkdkTUVQtRktdSJiwwR2LAZq2n5gX/+G29MSimU+0s6JzsRXO/qt+69GuyByY7NYe/fdmtte/3Wls6yVCVNS8iWKjr3LdXynxyomALqZskbEaBXRjC7FxTS1yGoL6ZGMnhwrcvfZHFsC3iljq1tJUfADju1/PNHmx52K8r0rCUB86jRYxVSUO5JU6vbahW4fFQD/EplGuMmiK2Xv/dgPwB+NX9Ui8Zn39PuUwrYveqwHHnDhS3Pp/7tU+9hF11tvBN4L/B+b+FZhBZzxannDfyRiHwf8BfGmF07RbiU6fMOXOu+pUueZMWUPMuXpldvhBCpMKHxgyzZ2LxSpraLqWzj6qe2QkmCppEjtwkvEq9a6JRFJEkh+S0S2JApnmKubX9tz+tli0VrMhXDNisERJoJtC4Fp+LF+PUQlUB73EVpXtzpnUqi7kHrWpNGWnUtDEwjniEevx3L3zy9qJ67xtsTJvuowbFJdbcBbvWjbOSWpjujRfq0G2nOB9gSxK15Yc+08Fsm8cBbT+v9NuYkybeqdm8mOLdxc6YmsZ5RjalYp2leVTNw/PTZDVuCzKp6/7sGpq+9zKC1SrOf0mj6FyceuBz5TpW8M/OfKmejbiGFnrUPUj79USNeQidGLVuSLmZqvtvzvZ5icscAvBb4H8AXAXcZY/5y0fiL7DZ6HfAOwC9FrwZ+5+xZraX5VcaYTxhjrDHmKZP0LhT95zu/Oqyjog5UP7OeEEeDMdoNB3gNg3iziK3csxHdg6CmEHUUJhMB+gzdQDSZgC2c9dzPYmfSbI3aItY0vPjst0A34/qB2SDL1q1ESgwCVoGa1gFXbSok4CYW79Sup3yaMJKJYlJEMSZi9dLiR8DwNiO8unkreI1IjlBbwtWFdbVq40Dsq9Pfp1TgzxOlDnCPTTSv0tI9NCTvaARjJKkIj5wMwKKESjo1b8LCrbyvNj7qUTCGvca7Uz1bGjN7hCg4lI9rpqRgpkmKL66rRv3EyIV7DN8Q9jLgFcvH8OBbGPLqtTERAOuvpTDGTwTG4eRml7a4tCcjREwAQltrggAzcvPVoKEgWzFClbiIi3PerPpXsjYLJrYzzk+SzyPm70MbcHl4/Kl/LqKehkVgXMGIfRytCHiRUxZgiaFMQtiJ9HjrV7wN36ZL1+BKStcqK+RQgRwqqdy9igLpi9rbfGHrEmaogTPOGGoR1mfNEmOH8xIDVKiVZkTQXlw/cSbOMINDz8RMTQUfhz1397RSBGdJNbE5NOUf45IrUQxK1Qjv+7FzwEnR0bFAQAaRV7Buh0IFVwiF80hcUKir/vS1PwpdjJrBEm1QtS/6fSn9uHk84fnkEmaj73gzMHD4PyuKg7PAJ9GDUl13qwpUwq0qskMD7nznf2qv++foaSFjzAuBfwJ8A/A16Err3YvGXwQ+9u3A5wJ/AyAi9xljzvegiI8DX04UiC46Mrl6GiX3q5OoA826ACWdLohYisuBbTdoBZWn14d2KP3WBwdTyvoGsCy5jS29HkjXAWYf0QPljDf54PN3vi4NMMk0PQ+O84MRYIYdnfT7JTgfLwpqNcjYybIrcSaV097k5Ua/XToSpV5XZZyYoABGihw0+5VnXgJbYz/opnpggSGYkRewtA4z8nhEwKgB2F22mMxidsNQxpgTsPKQwZJhr3NxcshzX7aK8nKoJpWztzfl9S7lSMG6WUdH2K9/+Uk+XR7gxp7iKLoeJAks1mXqtDuHjWqWbaHPo5WiJ6/OFfcSzX5Sv2cAACAASURBVDA9hm5m7Lo2E09hXmYDuLIDIhuIwBMOcPolu+4JqYuom5CJ4966+l921dDLoCsKpt7wugyzzBmBR9iXTHYa/9pcwbhjVpxn4BErzlNuHoIthabg9Xx9d2eWadIYOBYOYzR496mF+3rP+GqAAMr1Xoj14ASNf7RSr7kr2abibXPYzxbhfDFw4N9tVo3l3ol3P6s8/uxXvQ0ReN2ff5NmsR9kCww5csp5z75y4jAfqHA8gf6xnuNaTR7j6yJgOOsKvBI2/BEhc0xMnUdzZ3Dphsl/cn3qL8Yky80EcL+swn7v6pwBgnlCPQB7fiyW6mp/jkdcVICrmk6SvoVss6fy0GmoDicHLxrIT+tmBJYEBoKhxATcGIAuoiZSwDYYt4gR326vgkJs3A2ZkFxTUgWL5wQ2DUsf15YzvtKx8GQ/uv0ZeIyyS/tFBSMp6H58iU6hQpKOHxmTa2BcnbMz12cmPQ3akgtMPwa8D3gr8LcisvOR6AktYjYai98qARhjInr0HElEPikinzqfNJ5uuv+rfxCIq+TUSqH3EsDdSWoLpkiC6bsbGyAjl4RDtTXV3eNtZiVEWNoUBHBfCGL95OtV1wKSR559sgKpZ906uDMklKSttnE8WBGi994EXOqnzSkSMKEJSggzpTr2nxY9d49Y3ysPLblH+qBMvBsHk4vvEo0zXiK4Mf1Ml6n1dJpnBJ0dJYjmVi3MmR3NJO3dTu892QB8a/2Iu6PhbAgf34XPY6PBW/3d+3zHiflI7+3NrDYdl2fZGi96b5lF61PvQljK9Pc9YfQpmFV/Z4JZs8KylPAPKYg47Vv1dEZBy5MmnYLiJbh7TcJspYY6ccBd/ZV5GNUDTJtzpkiCu//QT480i5vy20hoEPOXa5M0gMqPGbYleq3KJXjvRYTdJ0hQ3lL33tvoH1PtVsB7X9bxJs0nue0Dj1BwQhJm+SHF+AUQRIk7dqrNFFeEpi27o2YXYOLc8H7Lza+cVfnP0dNAIvKPReTHReSvz1ZwgcWWke81xrwZWDbGfBHwRuD3zjajcyVjzOuB1wNce+21O4R+aun+r/5BrvvFHwegcyp6oQSBxyq6KOCvh65+tl/QnMAzjLGYTJDLNJoM9QwXMajZaB3MAYkamz1gznjArZLBILud5qMH5qCFj8JaY/W1faN1oTMYg3FbsaMJDOipD5tQjs4EXaZ7zYqBM9FTp6Crr/ryTPSQODH1Fd6ksdrKwOwval5gOWWoy9QlppcryFAZxHsdEmDrRvXwYKpVB+8wLpZET51+sFxOVpEAgw7dA8Na/r90x69Mebg9YXdRj3j2tDsXkmEYEdi06cEt+3hkamEowICru/4wqXYypuSqTob6QzGMpMuYIVe4cuhJwCVtHn7PiAflemHEiRkZ7MuHjMQf7xgpN5Z9bKe6xiAOZQZ2uXJuSgQqWzoY077yNQb25bCPdR6tdimU3CsIzJgvXB1hzJkQXg++9C+3yxDLvm7FvnDYog/nw/TZEuGJ0mtafHlPcrCjYUQUMvyt7/7G+kbNNQlbqTJ6yLog4wm561sALKfGxA75k0J1cELvU92oId2A4bKd34z2Q7GS1FGlfPYamp3icFqPWfAhMznk7k8y7JExtvCd1Jl+bKq5cQJFEVQdriwV0psgBtb3eyWIY7oHtlthKuudVys2q8Kd04SrE8GslciKGxfEmXhGjelmE9ir7LEmyFqH/sc7Cd5Yonucx2L5B/vHhPfo+nbnsb4e92fAdoXRiwqyR/w7WoGj8ANf81ouFTLQOCvu2UeLaF5+AN2HeBfwBuAPgB/cKZIx5s+MMR9vuf7ns2FQRH5eRO4QkTsOHDhwNlE/6/SCX/sx0tVQuhKI+hH/u2314eK5+5IuittAaSFyHTgYbifhYmi/+kpX23V+W9OZWiJKy22Z+h5WqVIrYgNwS1pt9aJNaV/81dZT6xWa/p8RpHFvuv499mS29uP8qflqZ4Ryn+PG77YwEXEZ016Lv4XEad68skm9LRK1Nk2vtj7WvKst7Xq+jdJIW7x4sGkzbvxe1xbO1lq1g3Jrddey/pvWBMb7bcDzWpq+NpxWYz7JNGtt+bdWdpIPLeWfM7ZEXUr9/cf+22gUzX7UsvU/ppPGcbn4eyca6Ujai/VmmXyfGgN8OkGjlIRtjHEWyx/dfz/P0aVDOwovImJRgO4bReQrReT/kQX2V4vIa0XkhS3X714Ixp9uesv7/5BxgtIrKUJHKangBeq90qtyxzdKigkNYDg70j5oLbDZceC4SsXqoVXnc0+SYGVUSzPlOm3TP9aVkLkdxo6niorR83GOqkQXLDYBzHqqGQQVFKn7yqyu2sTlgxCQe5RunvSHrGkNiICM3SBYAZO8rrZ20e1GUv4yU78zAdRbuoPnPLjZ8VpzYVRi9oI0UIkGiRYgn+92J37f0LqarMf8q2GXb/yr11NVySuqV+5OzWJHqpyFbasdt+rI51NwjTc9tC7Zlcs9RoCCCouYeADiwFn5rKCahcTqF/zBMHJpW8Khji6MgmEVj2MQjFiXVjZTYKkLLx6obFlJfLy0jR7WwqMWIKMML27C7kwYVlEgsaJwC8ZqCipLw5Lj3qcdTIeT2AB2ZRNu7J0i2g6HXOtP/kMwxvI9v3wDK0/kjcMQXXsOfxO4EgXsur7lJ8e4UFAJaOTDGEtvXdhzH3MEGKf9qNWNQAYTJiH3gtJXjW/qroguvtGbwXSNKJh3lKnmM4CCcaO/7xCuo6Rpp7uQPItjQDrabHz+Ze6aZzq4uX4vRkH84zxEMEZgLCxj4P4k+xMguyWUt6RE9gsjou+nAW77dClurBOWP9Wluy5YN6ZZ9Jy10gGH1Tu58Ib3/Pasyr84aZFOeDbXRUYzzUbGGAP8G+A7cM3cqI/wnxKRf/fUsPfMpd88+nEAcucN1x6CalzfelHcmDkBR4JHSzNJ5EUrQIZ0cQBbbUHZkls59ExDSHGq0gqar87QCZ7GssKpl2+tKKTS4wJGLt/crWBW0BG+QIUdjPN4S3QcRw/ZACaQjZ2/iYOVjwBiYctEfzNdpxY3eVzBulO2zSRz+eoAbWzmvG92EA9Y9oDhroWOgMl0HEyd/PkqDgKM4/kygp83s69CpILN3tRkYba6ILD2kPKzRZfydpfMQDOSvBOiVahX1/UWgOG50DZdkHl+UMBPZFd3B7SZepTqBy+uoh5yBQUYgzBiJcGaaD3tNYrtGNT8uoBW6DIbSAhT0qshkjCwKSuAeg/eiVYNpEcrGAMbM+LnuW5j1Jdoo3FHdF4+bi8DYH++hQh8oLzZAWwKXtU5GqpNBD4wvhkVuO7mtb26/6Ibe6cQ0cM1t+kDE3Y5c9bPf/M9iNzDP3v36+sFWQO6jcXCIbDOTG+d9+bOE+o1G7+d4QYYZ3pUQHHE1eQwZzblusUq+DhywPvDMBHXIidZEK56x6M/FUGYXO936bkdR0wwu0SFh2WJ8YMEiNpkJkn+E7TC/VjgXP+bThLG9VsG7h05bBLLVk3BHnBeApLHxgOYNUGkQvIOg5tsfUFzUB3pmcMqwICOrRyEgROojO0F3JsXhoL3XVfFvt0o3vwinJUXIS+nXsRkjLkF9ap7HcmEJiJfuEj8eZqX7wY+D3i5iFwmIpcBrwA+zxjz3efOMhhj/ldjzMPAq4B3GmOeFqd350Mf+5rvB5JVpF+JJNeUmrPQCLU/t705yih1oG4rEM4y9eaC+joF1Uk97SmwnRtUZpuOHI397YiGDWpl8hi/mBE/xdCEBZ4L5A+aCHlIYmJqVGjTeycQPA4FSEQCWJ1+ISH9kP/tLtq2D1/OMGu0nRi56DImvd8G3J0Vfh4t17Qk7UcUNKkI2ot20slglgmmCHU6V200kya1dzKP6gLbIyH4JJivYhoPxTRFnNlPf7961c2Nrf3Ix3dmSnfftoFaU7abz/xn6lnb3/N91FfX3M0uaedueeTjS7yZ9tuJBxMnwOfQN4okftIXYnmkkb3LJI8VIICknsEb+af5xP7TCZEl6VvSrMfwXRmYMv15nHbVzN/Vg8TodZNhUFsGesEv/cepe8/R00a/AXwYhaF8f3ItRDM97BpjPgJ8kYicaNw/APyJiLzkXDk+V3qmeNhNyQN2a52wsSVy193RUyfA5q3JKObns14SdxYNohfKJqXdue4F1DJ1lmA9ompWyjy5JdQdnLpRzYH7QtotXnAR5jtYXZgsdOrA2dWPdmtl23rxtHO3syYdUzHbbqBzWov/8qU/f07Jrds+zQrYYwa1ckRlkAk4m8dlX42pq7vrPF0kAo+Uy+wKwGV9sQHM+9nngGxHAaedHqtWCd6jXee6KtdzkbxG4IzNWDP1tvVNb/82fMcV2jzsKmmIlsbtAnTXCR5unZGJ6qDEyLOo5mG3JW1BNZM1D7PCVCRj6x52S1BNX0q2Dma3qB+XNMNeIriEvn1htI9+HRDAzALSlZ3Lf4HGlof++cLz41nRU+lhd/nQYbn+my+sh91P/ujOHnadt/2fRDvZL4jIj80I9xWof7iXi0jrpO3q62Xnyu88zUu3KbgAiMiTtIm0z0L63Qfvqt+oLSrrS7U66KyxjJsCvLWEqYWIaSnIbnoZM6X1aWM0RWWGBZnEILUv6SqsmZ/UfzbC78QG0vwhMUlJg88o2+yqmv/MU2NFe36UgkKT99GSbKj+2rPzzf/8KPLZb/xuaYdTK90LwsGM3GbnV7/f9EI7qoWDWN+t76SRc2s/mtVFvbCQxJO5keY0zra0Z74Laf0af7f3rfrnIh3lwrbNMG41tV2z2GjrWjux/BxdMDLG5MBPA18C3Ap8nTHm1pZwu4A34XzDzaHfM8a80RhzyBhzmb8W5Wee8DJvWXsBlrwXNz105iTf/Te/RziA3VYwNnqFs1t0JNt0wDHFWPiZ0oUpra5AhuiqCWF6V0T8bKpqBYsRd3rrEuBORPbPprUuSU93wLfM26WFVudRYN1+xeQYg5q/GcfzGExhmHLT20Y+egAcNkYjYxSrk7AzSICTw7QJplHbsk4xiU2qYPXeLhwlqf9TLQEXIWFvNk6Y0CXmGYnlEOqdrqrgJPuITwV4+rQuxsCGezdj6/m27Gbc+lorJzQs8soX5IB5glJbPqnwctCMiAJMyZW5c3/oNC2nLBizzMSV0e8u+4aDPxtgoU0Pu4Locq2LO+9HohUxbVvHoDeAUs+S0Ka9X2Il1RqorSfgzc4ppXLYfbB81CQ2P3Ha0eYsbqgBtmgJ4/pWyN62pZNWcAtv50NByWnAQv9kxtKjWczHjw3pEPMY9J7Mml1rft9uoX/5ss8/b/afMbSTPHy21870ucD9IvKg8/3260Db7uEfBv5Pdnbv9A2omeivgQ+5a2HTyjw/Ly82xmy03DfQcPzwLKQ/eeQ+IAHsWiDXnrVyWSrblfD5UInzNruuQEnTc747egZ11W9ZXqufiDva6qOYQDfzrUBYOSV4x9WjBkMnCDXbR9yA22oucn4YPAh24DOEtWNxWhWErVsaM8VuIKtCKlMtvp84ytuJCvCHMQZhbG9qhhLyJ3pUB4s4n70Yttv2sm52gipfENhb1lnzEkObXNaB7Rdrmr/0+W8Lk9y5kUa8LIsvRygcK1kIIcDxiQH2NpjS71c/zXrNPV3YLetsiQf15sH7bhNoWwIj5/54745j1aKUBaEhFfSCF10rHOlGny4K5vX1KBzuzBY+9+cgss2D1UGngplwJN/gzjvhF97l/em4tPZDJZVaMNd1qDRFNEpN7Rw6qKN1tQxV7SxWSU4vh2kBZsbMMQB2oU3n+TCUSgG3QXBBP4uEZySO6rNGdxH6D3eDoGYPzwjnyANhZdbi4FyoCyv3pf3fYCo1I/VPKI5uTAVXoeW/Corg2RiWTsTCjQ7NBRPV6I0vedUFKsDTT08DYPdq4Fjy+2EUBxvIGPNS4LCIvNMYM9c+JyLXnw8zMzUvIpKLyO6Wa5eIPOvNRt94U8NUV3MD2U6jEUyrB3wLjFt966DElisFnK7UtTGlW4oEwG646iJ2VJk7rMspkJa/Oo9nSfOk/GUfxPGTeOT1YWplaEszkE34rabZ/QQt585Mp1dMAQ7PliQp0fzsru42Q/kn53J20oWgWBHTZkj/exrMPGr5NpWytF+zw+p7N42wZQI4nTYVeT7Tpfh0JnUwN8RDwoTgja5JiVPEeZYL/zyTRJAOoWdQM4EkeCadenFSb7eyUyJzmJTI2yxs/BSbofBzAi1SttrjOMYUVOG9h3o7NJ//EH/WkNuS/3W/8O935vvZS5cbYz6YXK/fOUokY0wG/ATwvQuG7xpjvssY8w53fYcxZmHZYtFTpZ+jBnW7XR78ujcDfqU+AUasXDbbi6iO7yNWLitYXoPltQJVU+hvP/wZYxlvV8CQlcsGLmK8svEWhg12H9kAttm69QwVG1RsMD6yjW6dGcAQsmGuWpphXOH7bY/ivdYakG1hk4pNSjYp2bpFD1yTjo16tgVaiwiqFh44U9icS1b8cXXOvOWVKgZ4EiyT6OPGJM+aypc9lnDC3F5pU2aoANOmUdmI1xv+9JvP0/wR9VF1bXZWC+HH8Wu7pxvxhau7i+0b+mySMdAxQnxZniackXo4pSF7d2gbuj25fq231PV7tuH4tuHPt2/lsW149zY8XOl1HH/20SkeK+Gh8nKOl1DJGdTUd4rDHZU09AwovfIUz2rg0yXAk9zYe5Ij3Rju/33Nf2OqkRjoJLtmWFIvQhVOw0L98sqqPfcZ1F9R5XwVzaDj6PrVXxvAJmSbmmd2uhO7fpnpNuamnJiaj1Kg/WTGdTyjoFKfMU2tywwn7eekjXwM9ePirwYNbrZsU7FNxeQIOg6dVI1LcYWNJq3mlcGYKlzRD1aDmvEuNZojnJ7TBSe8Q1h3NXctHKfeYq4hHlsPqid8IfAeY8xngFcC/33O4cs/C7wM+Bl3vczdW4jO/pS556iVlvftHGalBYq0vJb+ErrujXT26mdZtcS7DDpOYbLH+ZSYuDBezhg9DNFUkSFUUWhprIIEgSOeyXg3kJm+NTVYTK2sBEO6g8nidyohuN0YKSangXWYd/RnxTRkfM+c8C+ewauBZhc4f/BpWln1SvJpZzQng/PO9IJR6oXECyRRyPBmpOFUmJ1IS7hS+wXDlvq+kfvcy72bW9FN4OrYwx9KWclljF3dluwHSg53/F75mGA+Y8K9MZngfZi6RqY9Ypbe9x2t6S4nLc8udqSexPanu5OqWr9RrYK327Tk5Vnq0UJpOZJGf1BmFXE6/TTb5tZv77xnBq1u1XcwDtokiJsbv69YgC9Qc9I50m996i6+/HkvOvcEnr30t8DNxpjrUaHla4Gv9w9F5Axwuf9tjHkP8H2zdhuhO5HS0fndxpiPLsrMc5qXC0JCMT7fiU8j+zSMUcFFX1HTlJDXvKUq1df6S9eA30YjWPVca2PaOOBhBPe26K2B2jGcs7TFifQelFArUAMOL7tcrDg7d2ObtZV6Wp59XzT/7AFYu7c3eyW1k0bbPws7HEqMGIwDDH/LH77+PLQvsaKyRmbt5hIhLqMFfzjj00nt2Q9nfF8wTfF+aFKpccKeBH/q6+bO1QeIL6filqVtaLTN3EDlXA5VleVI90ySmwrBZ1uPIvDuj6y1PgvAXSMwcgLeLFOF07AKROzXnPZUxAMYmFA5D9POU6ytWFpHweRi1Y42QYWb9Dix2aWqf3ZxFe4WCr1GUI+vS/YNBHku7TeZL5OZW7ZRcoxJq+DSxm6Q0xJJ3+XrT6g+a1m/AS367r/4o7NM4BlIF1rrskCdikiJOq39Y/QYzbeLyCeMMf/OGPNl51CKyhhzo/9hjLmBs7CbP6d5OU968OvezAt++y0XICXtpWUldDva27odELFOiKmTlRxb6QjT7eA0NopXKCtd8SxdM0ZkzGQC5dZSmk0ilCQDXEMLEr1qxgEtP6lAP3tFQ78skJ/ohWciAiuJkCLAEuy+R4HFm1Mb7DI6pzsxbYH8lEuPEq4Q5f0m2JIdEMHtG1Zqz3Z9vB9ueWioAneFfJ4T1AUy9uNtFtJ2T416dkWEvUaFgGu72xjZRkTBqI+UT5ePF50YLEKz+KpdOXuhxVOWKTRZZKjlB6DHGXGzZ/quRHj12r34EbVtdSUC7x7dprt4mHAjTfNbhkWloVnalzYeX/uyLV4jP8fXv+tb6w/3E06L7p7q7jy6LsPWddDZcH0FixyYMXkfhkK9v7F6bxf5lDB4fom4XAb7Up9QKniI99OyEwVzko8P/SeVp+Jwg5+sEV5lx3ggah4fUYGpEqD9jCVwdTNsnw2Gy/XNGojf3V96UseG4gqrOysX6aOeZwNrD2j87ZufLkzZhaenw8OuiPwBer5heu+HZoS9c4fkvh/4c2PMg+jbvw74pkV5eU54OU/6e7/9VmzYUno+O1XSpY27M7dx6sNuwxRUJX0zAB236vdMbXJvGwWk/WfqvbdJW/rMD/Kt0nzioXPq2TZuoI/xpwCPjZ+tQso8wcXHdWmng+QgOQhpB224JpOOremuEvzeiWkqk2WsSD3MKHiGXSz/C0+f3ZFQxMkaoXZm5WcRkQBzSkPVTh93T3Lua8tNn51FHQaXI20yRjJpz3y5rcWRaB6dG452z9hNSrwHz0xvVpmDJiXJY+H6aebXEC7mBJ9rXm6zatX6vaMhiAjWaNuYbhhz8gCnCXPej5+jZwyJyLuMMTcDz3O3PiUi43lxUnpOeDlPemy0hS6DVBPRP+dN5FHbAgQ/FErtywyvofGkYP162OFpiIZ50QFwgL754FDLTmFdTLNl/P/svWmwZdd13/fb59x739yvgQbQBIihBYBksyWyKYnlQaElU5RlWxGtSImrJMVxkYqsqOykMjhlxrKr5IqVlELHSSqVSsWKJItKHKuiSJFkq+LIjF2xYkspawgHASRBzATQaAA9vOFO55y98mHP+5xz733dr9Fo4K2u1/fec/Y8rr3Wf6+lgT0xINpcL21F5ZoK7sI2hfPlEmX/Vdh3mU6A5zBYm+eA+zUNGuXSvmzTg5DfFUxTP4PRlW/adJ6y6dTgMZ19pGD0+fRRhSAfBETxN859hvEYtraWpIMBne4mC2d7U7YyLJQSDkXhJBhTgRnCusC+holXFe8xrmHrNt3nu2Gh0xJSCg4EggSnm4E5XYCI4qVGcw/G8fBpzJA9ay0u/9+HAFNKnuGPtzQ9Zk4chXEBuHrV+Ff60X/5o90BrNRlqaL9kKBWKUB0De5CqKvuPmHJKIE5rL1qJDqzrdo0Uf890NRQRb7U960/CnjZqqnuXVIHiKzgChIPihwwn4/TlzEddi36dPiU+HzWYfTXJB8xRjPgJVi3IpR6C9RYIQdi1pmrhBtJrr+fwsBIv4a52GvhpIc0Hl9zqyzsvul0GyQvx0FKqW8XkX+ilPq+7NXjSilE5JdXSeeEeTk2GnAzsPZB567RZ5zkGEZtXbbFs4tIMItevOfERXMMxjx/EZFVFa09AaPnrOn154QZNfMcoNsB3Nt6cejtufAUHFycs/2UVT08Z05Xh2f8qtvbTHkPxW3wN57/JDwPn/nWv+slIDEOCWKpyyYwXllS4hid67Jh9xzFpFXM01wDtt5kQ3Xxha5bRaH+sKuks81C257hddsypiUErHroj2+DyDNJ/LiPjgLkc/H+0u/9CEdqgR7JxQAMPgMQ3X2BvGCAVEby521Wbpj0RgzgDZjfG5udtRl2MiZLkfOBHrSfMcPTNZfBO5KFaNw7qe4Sxnrtml1brom5Ar04eEJ+Lpaw9VIM+IUSoTwwaTtN4TQDHylg82s2/5cMjmiegYL/s//ns/y1j3zHEUp1QsdM3wb8E+DjHe8EWIl5OQHs3iR9+J4H8aJcdeNiSYdrcYvp0K2CTt6bkMKpFxyJQOPtMBgyKqT1KB1Lp4y0RawwtcuYnWTrZnF1YK4kxqcnoe21Ob622UBBGQ7b7kB1AYMDsKLc+QXpvaIZl+HQyEgAvNdZ730WMQbsctVSB9UXs/zP4T1ym7ad4HwOxSDbBExtVRfzhHExO1rWdElhwlVja49HNFPWSPvozfIhFGiFZjsW2hOAjV7nkErBPFKhhVJd9RZ2uz7B9ZXxirQKYDfu23P8Pr21F4xprokErY23DB2Fs96OnaUljQ5SlyiMmXeNCSOa9csmbW3Xjyr21+EL0FuL9PuioArLuKjUNE5XFnnzAyr35N5VlPvTuSXxrSAVpblsqRRj+8V8NYDf+oFI7eXoIIQHkPeE/AVpMS4AP/Wl31+S+Z1BSo73780iEflx+/U/FZFPxn8Y67wrUa9jxrcivRUdMwLHBNiFQdm0TqMijrHpE+g3XtUUwpfJ7xiw669L+wNLv5I8VR3ZcWINfJaXHZi2Q41kg6vr4YimN5oFB1uziqrO655JkCByzvXlAjtfWEM4JoeNlv6bf+UXIueEcLpYBlxNnQqG/aETegqIN8ZWUd6khd/joDZg9/ZQaBut4WU5AwiNaFLHixWPDPYQgX86/npA+Nj2Fzuuo7fpBz7773BUacvwyhAEBtOId8+vS4NlT1ZU0cRMxI2IwGz84sCAUuXUiqBUb5nXJpDfPtrHXPfuWJPodCOCPcNFEt2jDCZb7NjxZZ5O8TIMKcmdYwrC7IHVwbi3QnX0pjpmfNdD8vifO17HjF/828sdMx4nKaV+T0S+KXu2srPGE7XRW4iahiPcdDGTelCmp8wYcOgBu/v4BajFqwodKhYxQEPJXrnbABIWFbkvBFAhtruwGhWMfjlfHrGPGszJscvtQRcor48vP/LmYBtigfVkByL1y/YR85g31nyNvTW2PIFlh46bjf/mUNfZSdnxZ/lki5VxrMJ1DLDJRTQis9j67qK0uwuwYmdFwrEgsEgzUagAKr2H7mbuAqo2GOnjRk8cF6/vXRNJJWTFOEkBIu5JOl7n/gnhMAAAIABJREFUP/M0Ix5oJVX0giCL4uueMP6iQFyeBfTIT/+tOx/78taYwkcmpdR54OuB3Qz3coojuB46URsdAz35vT++PNAKJJTUDa2/7uOLkcHmYbVF142vGImLB+zWysx8a4gWIfg1CgUI9hsw4WTfxbH6+QrktYKGhobKW+1Uc5vePqgK5Do467mCNkzHhPBZRZ9jZTRui4QaCgPYPaS9MCkYPgUT5owvWgbjCZv20/Zznxua7P/BP/9+W7kJp4t+3dZMYCqKfYFKwjbaL3XBvxUFl9jmNdZRK8lvb92q9WZLXSoxqrSpNjeudJ3aK1IK9tgGxjxYXueRAYQB/AYPKNhr4DfnjwIzPrb9JOaqdNvA6oHA3OZXafgwfwcqZfifKWZsXsFaobWflzE4rjEMXxma79NgUbfLSJ1C0Txfm/ivh/idqpIK2IO1S0PW3hia8R1bw409Frhu/5p997UQnwkYa746hMnKxcyGd59aQkYjXyMzv5yh54MQROJydVmvzRmlZYOpJjTkIjVSnM4DxrpuZa3rzu1nvYtp50ssV0Fb+pO/+NOrBXwrktyCvzeP3gd8NwbS/fHo75uAv7BqIieSl7ccHWX7WBzWqIrinT7d9QtKczW5k7qOLvaZtyYcbcqT6PsY2OxYjcYqeK2u7Sm1tleWp/acvblA9BuDerMDc/XBLGwF20+OTNpPGhZq/IEVV7WMdtVycfQ02sUOaDsw7KbQZg8PDSe5quB7GZR7FfTVrWBUcnDzMhrbdptarNCIg5bm5MEy9TkUbhKd4VVb449uPpPl2WYYG4ZMbMsdAqfeeJChc9PmhsYUyondhy/bz9eiRLTto3xqZXQXQ/av2TDWhl693h5/o1fNEhwkCUWHNDTtzTWGyKt23rxqpI21s9siIcystYuryLicyURlVoD9RdVTOK1cb0U7Af/xoIpVYT2UOFTN4/el80Bq5BcNo1eNk0eFQl63KqQl+Td9wKsTuqUkIr8K/KpS6o+KyG/daDonkpdjoIu/8hO3uwgtMi4F7ClWQM2LgANVeJsricNCd/qMdkBFsdxLtBgpS1ApdWydXvTvfnY5gOxwqtiTX3Ja6BJzR6BcQQwr0eUjfYXMpivhZ2Nm5cYxN+n9ij5SS6Dcy+KHHI7T8kUKnF01ltlgFcJrU/hnswudIGlHk9qduFIJzUsrVSQ4P9UafvvgO2GeRVxffCAVbB8tsgfjnJrX0TME3mgnOs9UkaOrRZL55ktFOm5nZu7EY7uOCxPP7Th/n02UeCHEVjVkmlVYXIJZJUsrMVw0xvrmZzRwvasQesLmv7uys8/mftRntqb64qF5dnqVV8e335fYjZC6BX+3gX5UKXXa/VBK3aWU+tlVI59IXo6B5rLqefnNpc2754yvrJvDXC4JGWKcLjagGsvDjuyCVIRTUCteH63BzpeNK/v9Cz1x1i1jY2eLx804L8LzIewLnOrBlsQzbI/U4Z20Abvji3YXaWD7D0bI80MOP1T1LGb99KP/8s/zmW/9+YVhbtYK7dFJGSuyHeQMiy7uuf74N1wii5PaY9NyMMsdNp4urC4S4e5tOC9P8LXGYVqu8GAZALsi8NTsXYDw9Rsvcba4ciRw844Cz1gO4O988r+nquAv/v2/lMCumg4Abm+d3QYcn/KHcPAw8AJsY/ph+m7FkAGVU4uNbISHMgZGYO1rAehebwmDvQHazhc51TB/KPebkdEQ5g/WqaPTxNpu/DkITEtdpGUrCN+JoGmrDpu4Xcr0mXKgJsLvtVfN+tEC3goosVKeXDLj0rDqpFbeef72pRpAI8KvP/dlfujCm4ZRPaGUPigi3iaEiFxVSn3jqpFPmJdjoBJ1RGsGbw75RabLEIkvbo7sl3Rz7wL8dW0Y83Ai7CWn316zacZpzzBiGyvBWagT6TqNLcrf2oTQLu1llNff+hy6lbeAWhvC0rz6K7LaSDz+8Zpbv3WMS1633D5LzDjE8R8amN8TMQyu1vGAER9/UdrL3j39gr3absdc/N2HXdJWChVwGyO8hWBnP88JM834k7RvOyQNbTCqk3SseJBYJq3oyt+bWZD2u87k8gnclXhXRNfQ5tNZuu4FHNsoK9ujWkZRsZWCP/FQx13qO4XeelvOUalQSt0lIlcBlFJ3cwSe5ERtdAz0+9/9V293EfqpntK6QYB5lDtn9KfIhrYQIVYv5aRg41lzgjzsk7ooAtAv16rMQNUlzBQM9XLgx55NcM+W6xDWvzygogmAXUdXYOPlkhlzJhdXkJC5Ol4OCfzMt/wqs5WNVt8Y1WLAqxPPACyiECA/iLo9dPE21x//Zkgpp+FIB1AtBig7F2cfJ6WqCePzJb1u418BDBj3KqdQas7T1WmM/uMJoOFVbW7oTRqoPLg9pXHHsytXTLxLl+DTv/sX0UMDMleVva3XEcds6+1/gHHYWAMatBJEgX7BMB0HCNW7jVWXZhvrKyhrBHfTqAZeKmjQzNE0NMypkd0GA8Zdcbdycw3MXHPCrWl33cKAkfS6dFyuyvxWLnzUKm0xB+kATC4KKKi1aQfrO0kagTeEmob5/bod39FRBmscP5b6ADytGF0qWX9qwEM7i9zRv7XpTrXzEtHfBn5LKfU3lVI/AfwL4NOrRj6RvBwDDYdBzHtUwOKtpoU3JZ1zxmhBUxYw2Drldai+42eTC9HzPLx75sTxOY6wgLIyJZU905Ytx48x7UaJXjeWeqfnpJ2/AGdgcqZnN1rUR5ewAOEz/Nv/4pOA5uf+2GdM0kfs21XGxGEE+J0DOwsN1ZnKLV7LFxeyD/AL3YK6fkob0khbUu70MLuSk4OZ46weGkyJjfTtDuCUGDsu7948iOzgGItwL9Z3J2k9ZJkeR12ns7/82R/EXHRQvgDrVjqnrHrm4JGOBnC+PONXrqjrEjIcAO/1NuvibIyEIb/qrwBdmM+zTtKiaIayrBu7SQgWcitQk2ikVBg7MPn4H9DOSzv9rhvA5lM58wya9g7izg7x4PSm/8kWo7A6yQPRMiQEMLCiH8QbL2552RdMjm09QK4Jua2YE3pzSUR+Xin1u8BH7aPvE5EnVo1/Ink5Rsot3t5uMjZfNvslGfawpIIfekNVYGI8zQgLdcdBK4kff8/DHMLOVwfJ+52vDqzlUVvuVe86AlhLpe57kn+K6WyX3YXJqYJtRsm77+EzIYkj9O3qYyLe0BOkZ3/aLJKwLIqvOqvv1D6rA257Tt0tihmxWatNXgWu9lTEhX1J94FyaxNGAPZadXidM9bpZXj2s3/2fwnlFYz1XADlbN/2qCk6xruXvgAcwKlnXaHdhu+CunAdlXgK0wh5ex4VStclCNEqyVMcmDU26NzQY8Io69cmeqwxUpR4qnpbO/3FA231abqjjW1+2kq1+m4DdQ25Vedk5Bz28P1zvu/Xfm7FiG9B6urvm/m7DSQifwD8r8CvAQdKqYdXjXsieTkmevJ7f5xzP/dfADDanlK8BdjCsoT1e8fWwm4PCjFeS71bIHvqcXVQBMNwY3chUdFyL+BOQg3pyacGVRUmzW1h/0K0Uhakv1lgaTcGRzjaFcgAj2rPWEHdfr7A3T6YPBph6oXI0F5tJTlRHiMyK72KX+WT/Opvws9+5O9SHPHA1ggcWOnDadUN6s0Bv4sZE1OmLsBtLCFfFD8yp+fpurj7v+a03VfWdklcSt0Nc7oQnMuF67LJ9SjtooB3F/2xD1gDFKdLW2qV6u8eGuzxXHXGlvk0z9fCueEbiARm53XO8CBvmDy8IMEO7gI4Z66362GoPgIyF8IFXJA5yHrW5iVmvCuQXdg/hTEVsJ1WyM+p7GoyCjgPXR63jky23N7SLg3siMHhTMXWrTAHkYJU1IG0OyAB+dqvVRFlJSYhqwtUQzHg+zpLaBgl4L5vizG2k2RqUlWb1vXJHPpEKOuXwtY1vb9eTUJlwdSH76lRA1Pm37vy6goRT+hWkFLqz2BURw9gFPWPAE9iDNgtpRPm5ZjoR37jF/33+QTWV/BKfKupy8JueOm+tGe939Sk67V52HsydYtObCm0igJ0ppknsIC6DmvZbwOYDGWcxNyUdESLfyxcBDWVwFokSV+Fxi6s0keT2ix538XL3Vz8BhiY9luhjotwp12kHa4iS3tpPcTKinrbTxBRNoxE16yDi3GtDaO0sE41ZnO1YQqJwOyqB0waS0fc8J1hmJdk3xeDjenKf9nGm8c5IuDXY83KrghJxJB4Vx4SfkjHS5HsUZ6+7Zt0bMULgk17UR/5+RsF6nIZsiSBWw3Af1PoNklLjpH+JvBHgM+KyDcqpT4K/LlVI78F5ANvD/qNl5+x3wSaNaa59do3mSaHZsGe7AN6oy0W9oDdaCGIJB6CNotCXo9N885bzo3194qgIZhg4k+MMTyFWmL42az8S/0bddGMIPreH5jN8fkKjeaQOVwEdmwA1WAcO1kU4XYUf6GYXvFf/uFf5FBvMp2atn39dfM5mxkAaNMYq8Zaw96e+RyPodKbzCvFVjNDa3z8K1fM53we4s/n5tnVKL7Wxvx9XZPGv2qqcdT4k0l3/G1dMZsptFbI9UkStiv+1WuC+PhFkv+1a7TiX6k3abSC6SRpo9lcofPyX7XMztS0WVUr1usqqZOLf7++QtNA3Sju11fQGl66nLbV8/Mzvvw//7+d6+zhQpRhvDXGsJzGj2clyqyWmgBmmblhKZEZXxhQGJsuLn4DqlawJiG+DbtwXDtyY9sxIV3vXRoHbn42xpTADNaeVYy+pjFmrHNdgZ0HI/u+C5ju5oaVqPhbieAZIoWZWuzbJF+3nx5BrnoPQoGUCexB/R1SFwW8Ym5uzWjQaMpXWZFxcQmYfnD+3b7tl/6HVSO/dUiWA3DvAMBuJSJvYG4dFSLyT4GV762fSF5uEW3cbsnLIcwPNyMJRDY6BdP71tJtTgUlMgs3kRLq8i3k1iGrnSompbGZ37eqLJTAHJFKUIcRaBqBizDOObYdlzH4XcACfmVm22i3n4P5j//f728/PEo9rhuHgr5PdlN1FwKDSyN/ivTXSLPTab2usdoU/AY0SoIwsI4zu+I7yVlzesWrtzdI218qI/WicHi+nV95te1kL2/TMtNeJXZYVmn/ePhH2sOu+MVEBbePc/PpeqloCmhAV7Ye6/jmVzObyLaBahSqoNxz1qOtgvWwoLCKKK4IjBWz91VLy6/GpS26bcsccBvHP4UTVfkyzt4noQ2chMLFH2ojgXASjS77ijrOSDp5iuHLg0SdrFDMpPHjuFXOXioXuRAz9ABUto7VDYkfnAjOxL06e/O9uJ8QANeUUtvAPwP+nlLqMhHOfRmdSF6OidL5XN12wO7GfdCphokfRWJg8y26/um+dzEqOeXiYguKCzZAbVrLAL8cTR3j0xoP0nwWrX6tfGPg4BERknG9Vyp3Y4O7E29G+8BrLkRao/h7OS2629D9bvIUaH1faI/nmEhHbXvYk19jAddeJZOPJfE3+tPv+WffmHK/40tMffGzaP5xLI2oYGh25BBnLwrj0wzjH2BORW3HpamrUCLLsdkCEo0bD7iN848Bt33t4PwI5WFqM+dcPUevDjrKkzVUx64xj+rm+1NjMDAuboIOh8BFHZEW9fcRElD26P5r3/XnbySR2095O9zs35tP34OR7f+HwD/CeKL7+KqRTyQvx0RPf+JTFrBrEJ/TPWFj9xYbB1lCG/cZkGQC2J2kgFvAq4sUChmJsbx7VNJQzIyFTNnUyNCkYQB8oCp75LN6/2Jqw3rVkz0SV5JY9UyoCxxRkEowFpGA2huSSD12l1tFWUiHQGPvnC+Q2pi8oJexUuZ9fXEF1wICO5831oSnNNTny+h2ssCaprmvgrmztXt7aHzeclKL6C5oxGzIg+tm4xwe+n0VtoAROJzusAE5hNpZgKtgMLc82ybdp3sdFjrl0o7il+4CzgawkZXY8pmDqc3DaWCdy+sKBoPCjmnzTGnzag4095j2LzDjbr6z4liNaQvUoZ2vzudQHXMQdvdR8Tv7zEnknDp2Dqn4yboNERi9ZuZkiznpAu7mYp8HhPnQHtrqrjOxCeccj6oCgwFqAFlJJJPQ+qUBDoxfP3Dk6J5xATh3+u7+gCd0S0gpVQL/UEQ+ilmAP7MkSotOmJdjouevx/Ylbt+GEZMH7CZ+7QRQhqmIRbrJ+/bXzkNSvOZEVxBb4XLALlm+7qsyC25ihPSoqNBFJF31PVr8FjWtL8eTdt96nrVf3dV/EgfuUMl05bFq/qtQXx6LwkZwDB/dqV6tRweVVw0806bdf12XU7riO2qi+H1UxwdU3wGG3PnEShla08QFjwG/fe3e11ad1mc7BmPXOz+3egNjF4J23TridYJy1fJ3vvXyYucNv2xMtsb/4vK2SXxZ73TA7m3CqRwLiUijlNJKqV0RuX4jaZyojY6JPvq//4/2mwOD3l6pi5vQkwl4IIpg/AvNtccZqIEypk/d8uzYWefvxH06sKAm+LdzZK1vCtpITVz1XXysrQl3A2niFmP7zPvLi0CRt4L2XeI3cPqFAD505T0As1tm161vhFzbLlIjuKH1edN+hzRwXqLIlgNQ2E09k3xkG/6R81+FXNuM7ecq06C2UhdMPC91seKLQQ2ig9kP/27iWx9xYPCch5ybRb5R5sp60vvT6MZwnz+jykhSGoxkxkss7dguVIGuDeOilbn9a4otcDfB/IAo2JDuse3avKvdK2Bq54/zM1YRRcgkLPG7IbEvSkOjPK4GVTN43aj55o5Tc/4Ks3muBCNtdH2rMUBeN7WCL4Rs+KmQ3iyOX4R5lVM+tB0w+ZIZ/zMaOEsAFK+0biQcEAA/+8TvrBLxhI6fDoAvKKV+Rin137q/VSOfSF6Oidy8WdupIyugt5HcHM2xaAoKFQEAnb32fCRoUNMiAhxqHNjUxfNOG0cEsfQYFFm8zWixUJhFdSApcNC1l7Yi76JrJb9J2r1JruiwC3B7TE45vahdmV16raOsjW2o8ypgSEbSfdpcwxwvuxiVjqbdfioFhR6cv7F6bTwNJQGoa9RaSyLF11y3Q4sODtIh4mgIyNjCOLZZTGuhui3+YGOF/W7Ubq4CayvlECMdGoR0HONVRN7YHb6omFhV6Y7OE1yYP0PpYEAWhHeUz62uMDZgfVbbgAVUsHa9ZLaTgokHlyLAsWVQZ19nQblVESdn+r8lZilC584J6QhI13yXMB6TZ/cp70V67dUyCdNy6riIbN2euvr66nHeSnQHS14s/bL9uyE6YV6Oib7/8Q/wC1/9ArN9WD91o2LJfDTGy3ZXYn2j115pFAhXIizNFLwEPJIpUPIdYhNkLObEqNJAXmqyoBhezL2RvZ/jzImE506qE50Kffv1ir078s4xMXmd8nQWNZ/bLJLF39pB6TsmL1pMFo0FAaN3KEicU7a63z2IMtL0b34CSKZHqW1imYPAKQ3rlPSCefO69agRJzgTJ+bfUsYFrBsjgVIlacbJe4aG0DQsY1x6C34DlE8WsZf1Gky51YLur0Asjqtz3hzaYjnbMF1FdKrfnQVh+spdERmKy975cRUZudGWGcjGVo1mhDH8qEQoUUbiWrYZ6E61sCMrpXFh1IsK7sJ4bGgVsd2q/lkJNQ0Dqyus+pxSxaTsf3b8D5TiU9/8re14dwDdqWojpdTDIvKCiBwZ5xLTCfNyTPSTH/kufuGrXwDWme4BHB2wOyjNwpZ6vxXrcK7PWYdmOHBhzWfdmLBFARt3TS1gd93gZbcF+WBtPei5a6oFMtHtm0WbwtYTCkWB2EXr4EJ7gVCTwquhfLkRI3Fx66IbaWtJIJgYSY00OiwsKGO1c5jNznzBFuAqFLUBQ8pZqxDYB++sxea//aJZkA8vWjn+54wLgPgq7/gckUQF1P4QORXZP18EuHXlk7ygK64wQzDirpCO2rfgYhpjSXjNhsnJ7eZVzxhpYPur5t3B+abdrkB9Hg5WkCLtfNkwb14ykzN4K6bjSQH3QC0NGy+F5cgNm5xBuTGFn4ZHrAjy+ZuzYeDAxPMzMF8HKiMkVK0ZEKjQBfVW1S0FqaHAAJW19FiKVQTLvPFcWkYxULfr9b6TWliG/JT243d+VkNTpILFszB3N8iWOUkUYA/WDg1DPD9r1zYnJYniy6M9c2QFR4zNA+bG2rKyKEnzVZYpq0U4vb7KlcoTOkb6FeCbAJRSvyQi//qNJHLCvNwSujGWOJfWLL42nL4MVkXbz+qOm/PhDL8oE3dajD47Dv9xmM4iVhCMZyzNDisvXnzCdGFr97NrAbMJxMbEWiHMs+DPRnzaCYCxi3FylEt8uhqpT4LknjupfQcosVccEWexSP9R5endIMmCNI4iDcjjgRc2JdQlWemrfxIklwT4QdIdYQVyAoqki4+SXDwk4rLFRiCdRLIrrvuc9YTpy9NRa4zan14C11W5mFQavmsdyPOw604TDc7W+FkkGFtW/lWksRCkPCq8vOMBu+7AcmdS3PKP3mgiJ4DdY6TnPvEpAqrsqIBdodHWqij4gdktdXF5pFIXraGx8edz82w+x9zvbPDXA0WAnbDhC9polzr2/30qnCrh8H06HIkFD+YNFi108h2wG6cyYWMQn5W6GDWUBe56zKkV6woBs9G1yE1AMUDTwL0SJvQOxqQrAlXF1mWDOxhfjM7tF2FsE28QZg9jLIRidPhY6Zn5zPJ3IEgHZnbJJothVuAIT9uiBtSVAeqNgfeT4/OPwcAZwxbHp+k5ptaw9Xxh+q/DSNzKpGDzKxYPQyR1cZ83uhHY8bD2yiAZGr1+AqHtldxFEqARlEBNjSDm8+EarUG/QHgWfTbWUqv73hlGaRibMB4LPYdixYoPrgzbDOYcChn4sVEclt0QKjPVrQOmol3/PoobtIm+2/ErNEYi0WjYkvDON2b2JxanEtuUgXRsu2dTGFHQ0NC8a0kZF82NON2cUe8KH+Xv6q1EGfU34DkuwVvYfcz6pDuhN42k5/uR6ETycsy0sXsUj8g5KcpS3NfeblVAWUpycmh07EUR9GWYs4UT1II25skh+BbZVDC21nStFVAPrnV0AQ7HxmKmmpk8BE0vKBdM4s4qqgMcWjswPggO8JtKN7a+VHpneGajFLjYY4V0E2SjNotptjZRAacNI3J4prtP9EXgc8ac+9YL5kx4eNG+3AWkCcxL67RsLfPO7Qq529NvyyRIAKVC7q3TfHahtZO5tI7Cgwy5OaYlImO3JarcMRx9yutGdREDb3uVAK7+DSmGQ8FwHH4IQvVIUCc0h1Z3ciak3mSfsUQgf9eI+dR3KyoRhi8ODFN9VIYtD78G689GqhQU4y6MkHN0uG4bYBFgN6LNrwwStejknOOMlblhOBLWnzMHAHnV1H/8WO01rp7mKpRfgEvAw3SPbafyHCmqs+al8lNc2j6IJKp/3zaWz+38eR5WYP1qrII0kQKYt7BX18zzY4Lcv/l050peLiql9jC9tWG/Y3+LiJxaJZETycsx0i8/9UUm163QoG9g5Qea7GVb7VO0Akry3lF6HFl/MA0tUdrBMrb4fz6spPGMtCZYSo0Bhy1QnvvTBseSFHtGlEZksyI7rY3zMI9K/6nM0RXCadTmXzBs8/cd7R7Xf+YMgkRhlAxT3zGkcUPiedoqecUbtA1fS+vL4noKhlH7UvY8NkF7IytaV9ssHKeLIi4Jkv05iUdrPPSVozEX1fw7sFfvQ18eq/XgvBxN+8Qn2b/uZATr2Dqh2Apx5a4pLy3EqkUP5Zl0eZBcS/Ovu3R3EuVv59bWvEyL8hpB/WWf522SMCdZH6dt1jGe4qVN9wfryx8w16rTSnlJ9Cff+43caaTgjvVtJCKliJwSkR0RGdjv7vdKjAucSF6Olf76b/+fLAPsFv98m9jCbcM+fATMcCyoGxhaC7dFAUrpDtVRSd00DKJHwwGImHgOsLv+4GFkYXfd69SVPXyJwtiOGAfgLhP8FWhvhfKUIOLMkBoQrJpEt46cysdhNsqQBq5qG6Z8alr6+jvpjE9nE+SCZp86lDNOo4sUxtZDTCXo+zqkLUIAwVpQrgfw2vcAas8wPtvPF7aPSiYXo8VvGXC366h474LgfYCErmBDjKPJ+JkD8rro8xWQjhFtfzm9bhrAuFH5e6UMEjwx1z2BNGw+awZTE+FljQqmoXlXamGXMSl4XBsrujE54Czg+XsHypw9csyGgjRsvBL5znL4rYgEobnb9MHwaveyWjKgUem4mZ7XICZecTBA7YvxXRRTbuF2RZqcd3MWe82e1Hq1wPSxnGFR7Z2stPHt3B5/nfYWbmsamtzCbdcwsEmuv2Lize+N3HK0bkI1JiObX6ssAttfDRZ2p+/J8lbLr0yrQajjj3/Ldy4Me0JvTTqRvBwj3eu9MfYvNO5U2D6h5cdJVvLzk4fpBOxmju2ScNnpx5yQpDv/3tMSi1UZUV6dJ7I8/XZT9IdZlF/nq7zB2nk6+xThRHyDguUbLf9toFY/pF/aEpC+4dtFtcthgYRCwIsE84EXu/OJhAB5UX2ax922enm3dao9fHWkP0wUNil/nlnf72V/tvwhUkcZ+2onHWGy+X+kmRHVsXPet/LvK2+I34uN6u2snrXtTqRVx8BRxsodRCfMyzHS//Wv/TAoDUoYbvUAdj8yjsCBUyt1gXwU1dZhWjdgV3BSGiedcKqqJhar2nRojPlRD9iNQXwWMJt4n858jYgQgLQWKBtLS4zV2QiUm5ONr2aFj5d/xh56kSKAgh041lnQFJarkbpOfhp7hVpoLXlxevuYk+c4ADfri6xGPt+ocF0O81or/jGsHi6JFVwj5XQQOUc8cIDluDjud1x+weAGBtiTfc9S0sDGi4VtS8GdlgUxTOH9Jn6xV6CVwKE2DgurEL+ImRdlxrjrRSnDb0ExuVHryX3UGENoZqx2d59Go0/bjf1qO74o7ChvurtZA4eFbx06l8vUAAAgAElEQVQgBaq7v3zc19nz+HuVx+nI2DdVFyo2iq+jAaAEDsFJXVjVr5AitYzrKDbcoxXQoNbAI9fzYiusFWbr1+g92ftwl6FnrrXBhD/wj/7+ipU4obcSnaiNjpEGgwEbp5bvHvKRw9acHGQAXMGBcPtRacPO3ivjIFT75lGigvFrlH04wNqbsIDcqSCbC85Umy6RKMsc6BuX1lnqxQB/ZTNeJM2nGme2YmallQAHwCH2t3umzy4AR+drVEk3CNYVwe29NozswuEDx6B+cAt/3P6a/qvjN3N9U8FKxjFyOt/h9Tn3+wdGLeRUg9rmVcniMg9g8nhmmK2BptQhXgnaWp3VO4pahMFBiK87xrnrRZ39vmk3DTkNYPZuw3QMr3YzaCUl5bWe+II13a8oGCAHHWqhEmNjJYqzdnnI7MEqHSN5OzcwujTw80YQ5nfrALh1zMlQd/fR0BXQ/bnOtVS739kg3Yb59g3MjQfwlnE92aSVU0vJ0Frpxljd7Sr3FozfsyB/sevGiuKVz7/+ykrh3mqk3hbioxunE8nLMdPmjWweQNOQAH0HC5PpPqkbqUv+fN2IvaO0WxQ5VfSSkK4sl0kHesSQTsLivnfFC1IY+2/NhXefNWJX40XAyLS8y8sGwB9ww+6O+tONdpz4YNuQ2vaI0yD7XFUg48LczEW3rjTj/Mf2L35RyNHLuWzPc1fkj1pGF+eGXLytQNMwFkP2y4G67ImVBiyYW2mi7TEAxvLCQR5YJYDnGulwiS034a+qr2Pts/ZdgqMl6+Lu03Zjsiz7o4675M8yezbuT/yRP7Fqyd861KrTMfzdYXTCvBwz/e73/vUbiieU1I1TEzlahFItqGqo3A1bHzQsjubZlHIzXRnUwKmQxIPzgo2WYGnXpXlkY045I7BJK+0WRZZ3ZVMjNOj7KjSVkbCcBc5iflMFa7qr0l7258jV7QmOLvUQm9Z14BrwefuXpK3DLBNQfzBEPT8M8d1pV5RRFUSCO7XXZdO9g1y83BXAzZKosLB9DbgUnYSdNKTGME2rME4xADNv60H0fGTVdatwlJl2dsiQ4ZWhudnTcbvnhsiqSrvKs3Dtd813WaNVg9DAqSW7hMXNz6jCtWJFaN8YC45QP6SZ0zCnQbvr+oJR6bnrwMKCsb0AFZ84cYxrbCQb3j7LDZDS0fXrQ5B9SbKXJeVWuif/0vwJYpjtV4FX8HNEzQuYq8T/3Pc+/oEbq8QJ3VY6URvdKlq4YPSROcqsJu4UnJOQWFqT4F6AjbtgEl3RTZJ2LnlbHnUTsYn5VdK/WOUqqS4T5nkeXZIR3KIlgcm5Lwt7X0f+OXU2X35FJLK6+sEV0lyQh8IYINuy6R/EHEhmkyOEcenYgSLguRzpEK0vHEsRdxSVailFwqHO5zGd73in4i8rHt2Efs3WIApzGsMQLqOa1OUEZgwNGBhmo69YRygyYDxEC21MC5g+1rSYdkHgjGHc6boAuqj9H8zKtxO9c3GcJ21/k62jQotswvjgHWdYV6YhFm+24EZcXo9Fw7Br3t9PwiMtlKouEAQl+RcY9wSqRJvjDq7TY/X0zWhpbzfdqb6NjotOJC/HTD/02V9ksrduQIRHHlxhBtcLICeGDPBgUAarvDHj4tRQTQPMNgKAT8iAAqrDdkIQq0oTvdNZ/DpKx72bgpLMJ0qfiNLF18A8Agy7nUXoV+csatvOFSk2w9oD2D3KKdJjCgaIatj8mll0D4y73LSQbqP8gvnpmRtnXE9LZKvFFmIenR6XrrA9gMs+ypshj+I3dvsi540SMKQNvIrhNB199hXThakMlmThRuZsrhySVF2hDONyN+2x3So/adPlYzuOnzEuAqbegpV8dVVHd1+Tz/OP6tTKP+/alt2hrsklgbnpomX1DxWwz2yAEcbvmBs/Bd3Z91nBtXgpQTr7JunvLiY3js+C/GvDuAhCdX/UJhhQsAv37Cc+1ZHJCd0JdCJ5OWb67VdfBIxZ/vVFi0cnmV1iOePiqPRhdRanegWILOy2VDY2/M6Tg+Qksnc+kk/XGFssGyRYvuKg9IIMqUzazuIu2IWlbckrFXkLnHpqyN77qxTwO1aoiUL5jas+HhBmH1h3L1ghNeGOoI4aEtmLyVb9nOEogIsR4yKgxtbx4wBwlpVdMmvA2oplWbMJOhJZbOvFtv/O0wP239fjDLDrWOOYmsrm6VSPK9LwVWc72bT33N02imnfAMcVKmKiemgA9RbBxlCcF0PrrfqINEmx1A10SCYNFSijttJ0tldzT0/bOhpjJCpxmENQzmGqHf7DcQggCPOzdbqxt9aZFftEY9wNxKR0WherhknoBdgkgPAFYfyYHbgen27nVFf94/QakvUHaFvhXRS/h/Hefm7AweN16MiRVRkBMGjjzu5EOpG8nNBx0n900d59ds7wJP1bRCuFlXa4rr8kQvw1O5y1QIeHaTRvKdf9NRj8A+kpKQXcdogwZqRWcG3e7VOTpGkvYlzyNjqC8CGOFOpRx49vIK2Vs/Q5J3lUBH1S12myq2x9fzeS/yrl1sBzK5Sxg6rcxlHOuCRZSf6gc/wChsHuupLen/jSMC37Sfk8ieNPaGF+Qpj+RlKUvWXxUshxR95uZz/K2Owshgpl9DZ2FoW3r94XlxEmSEuK0jm347aI0hWsqryrb1ch57cpitfqo7o9pv7Bt97ZxunuVAu7x0UnzMsx0w9/wx+iXJ9SrgdA2HQK00PztwotCuvXy6swOYDJMzDfg+kzMD2wf6+B7IDhRA5RHJrTo2AW2sho3cF7Gw7Q/k+9WIQwyjAl/iaAgPqKsUdhAIgRCHcRKNedopoo/y/BAXUwda9DufxJbBUpSNeku4y117I8OrsNZufLJDwKytdGBpB7eYV0jkIKCxqure0ZbN8MMKaF7bMugLGj+YK/aglwVwFfNvZd+AqrK/4V8FT0HQJYdxXA7v14cOn8/h7x4q61m4KmkaZ9Kj8kdbPQmEWsmEXvpvavwzgjz2Pa8wVM2z8fvRNgHVRjBBBNQ0vq4hiIgcvDzY0uX0dvuGcdXIACoTHM6j5hHJwyz4UGrRo0NXNq327VWaMzKvYHJk7X2FhErq9cuZTOGAvSPu3p28P3NBxi/vg6jOPDV2x5YgZEx39ODCLmanSs/lLAZVB7ERB3FQl0jjdWwFcx5Xo6yz9q/3/wrd/JBz5wAtS9k+lEbXQLaJTr/xtwqD6RdEP2ThItme8ugfkCCcx6cJj2eonxjWwWIkUJM1h/cGx8JI7xi6xytlxi6ch7XZo2TBWFyUXm5+xn160h9yxekNxvyzypqU37gvZYVbeuh7KFSrv6t/bXBRtuwRAmoE+teHc49tqcS7BnQ/Sqd5DzvlrEFOxm4Tu+K6wrg1wiBHg76Z5cf8b3V1W7Lxx1OQDsojx+Z7wjoF8XSFs8OXBrDtiV9JKTL98axoVAFR5B9963Bgyv2RJfNdqDlpwwHgdJU0oAB0+gxFzeV9uqFbZF7pgYZ7aDwYhVTkVqX56KyrBDwJRBMKU/xapWl+zwebc4Q5OISSu+reXSdp7g48npJRoRPU7SyGuUcAiz3cgtQU6ON4+XQTtkRxQwhflu5Dpglbrll/LeQzv/sKQC8Nj59y1P/61Od6C05DjpRPJyC+jJ7/1x/92AaR2qz9opsYMut+0iArMxmOltGJcYjOto4vxx1gHUKPfZE9TUjeko/nTDv4OIcYks7DqSSkKYeAGwUhvjP0b3T5wclBmLcydGPOnjRxhap49O7LpE+SdMXHyIzTeKyy776miTOxdXV6YsGn20G07us9fCZ8c7Ibp+ZPX0lWsL3ZIImQU475y8IDYTB4a6kYUuzqJrI9KuQMe4irqkahg4VsX199i/8mVTyt4IrtJiNmCwIHG5BWYPp/hs/UiW736Exd6i3a/gwdQaMT67os3dlbWhhnswhXOCsNwOk84Yl1hAE+PL45s+KuTfe4spqm9S7hn4/vJ9m/Wf0DZeNwzvFCTWe5UCRBvnjEQOEDvB7/ZhFbWD48EvhfgtMG5f3fpAwXH+cTkcCB74+K9/hlp3FvKE7hA6kbzcYiq9BL8A1pgcAFUHzzjUqT2Va2tMr6VgWr1hFwZ7clJbGr3ldvc4H4A1pq/ZY2JpQXibmcRlgOEK3CaqQI2sJdyvwDYBzKrR3gKvkwjsX+hQ60wdJDM4btx5LrUCun9OoyZFEiZ25GgWmCK9zSSw9aUySfvgQ5k1Y4W3BZO2yXIqXhsmZdT3Vd3OHZeQ2o8c+DmGNcft7APEQOEGdjMJywgY9ajNnCNGsBtSdB1oLbrKI5HK76h3QucukoLGbmK5RLEkAI2Pi+xeOjjoWJo2I6OvYNxUbGGs8I5si1jA7QCQaQa4tWmP78MwNlGbbL+QBKF6BMpJLHtQ1M6OyhpU1oiimpKCizVQwoAh8roYJuZd2rwvMfPNMSMlyE6TAo5tOsV4gN6pTdeOsjZeA1lbEdXfwObT6fwbP6qNOw+UMTQIDF9N59b8odqOgSLcpLLTUtkLO+wD91p3Eo80zKSBuvB1a1NhbippwwUpgupI3iXMVHBNofQCwK+jGeEyQU6OKbJlRhGA7aOGFw6u8cb0kLObOx2R7wCSOxOncpx0Inm5RTQ5iKUq5ov4E5U9+cQANp1KYRwlwDN/5DR/LZWSf98TP3rqytTOTVysEB8Yo72RLv82dqTn85A0zGYKNtTkTEpap7Dxpj+ZYiyIJvnTTxJ/ycvpfodXsaXSRGTdUbTOd9CyVLwsjbT+S6grjWhseTFVUm/SjacFHu34c200zNJZVPHO+sVpLs+2VYy8HSuBWVrGQZ53UkI3jqN/mfXe+F0YW8kw9uk0SKe/oQTAq4lA6S4j3V3HuGnHdANOfV6txun460l84dgOZWzP7SxMZBnah5lERXL171rbYkAw4m9H+XSmRIDrnjHV1X7XVgjjwLzRWrdWlHzTve/mvo1tTujOpRPJyy2gc//TTwJrTA9nFENgXMHGGk7CihKYuSOkNicC64fMnyJOA9fsgqJATYYUeyX6/jme57SaETWy2BmAgaDq7CiiiXraTuJafDoBa2JpALwf9p+sWcMe7t8PE4EdC7Ddf6y2mJvsnmgJ0sTGKeDgQsXgCWXWkPfbsk3CxmCwMu74GZV9YtJz1yln5zSz52qGQOWcJQrtk1eykUVicYVRzwwU1BqGymw2A2CzQY/tDhKrieaYMIUtYr7eXcGoFypAu+NedCo+hVmYYzsg68A0kqqsehXcbRDxqbYK/Qj2/YbNaM9+zmso7QAY5id21f751RIeApQz5AGMchBIJMGrs2O2Z3yi67OHNswM0157mLbZw7Tp3H4WwHVobBsWlIgSlBOmWYAuUzvyxrbZGxt/A6pJNABizJYykhJsfInejR+B4nlT9OqMKU/TQF3Ok3QKNTRNcA0zbiegNlSkzsOAgd8FzaU5XDT1YWDrNivsNXgbdg5KSmQiwb/RnmGX2Cdcgx7FDhu7lm0Fo0Rp5rt28ijwzNBoYR6NmJt5YdQ9D4LcI8xfdxWw0pbLArsFjGFkpcXzHbsmXTYKZ3kR1COka1vj5nEV2YY0/a+ysSEKiktWynJOiAe3apTxb5RTAbxi87xEwI9NaKnRjHRHIwNT7q988q9wabzPQ9unUUc2Hf4Wo46meSfRCfNyCyhsl2vozHiVn7yzoNAVZ8XSkQt/Gj8pt56zqhIPeIysM7m92aXdpW1waaq4jIrWbY4obHGuZLbhlO9pOJUDQ+NqWhWQGoWH9YWsHIsuxFgkb0GJNDaCU09c7Lj80DuJI8bFF7e07aPtrRxlGTkN9+UJqaDi83iFTE9eA9UgLeN21C7+JBhVuMLeclpAXUxZL7mApR1HRt2g7rZNWRPsWqx1xU9ppx4gzwoHF5sA6MzGj/cC3uM83dOaLc482AFSh8ZGiuwJgjKOQImkcncRNiPHC27bIlhIkIryH1h8qJOesIF1hhiVI5NoKFQI4/roYdM1w0OQyg6Tc1l9LIh4RIGMxboNsmmumwx3MJvqHkNbtwaqMsy1GUHtEw85990Bdj1wVsxcAiRW5+WRSztoGlBr9kCzZpmKx63veI+fUWy+ZMf2MyMEYfL1ZmatPTdELgtzakbXU+G8uDXmgfa0c17rDfNi3hbW67z2N5wsuf6rQFvP0MpP7ODE1beZ6z+nK3nAju0Ktp6P5tY1GD+sfTouYrllnqyVAx7ZuYs7nRQnaqMTtdEtoGf/rf/EfhPQUB4Mw1VIMBuJADTItv2uVZvpsHvl9lfM4tJwQKYHiE4yedpRIi2jTmJPkl2ofvvbgepq8KuOlbpMYljktq1HEj8CBUr83H564JzAWiznjU7qzi6Dlojx6AEKdz3zqEwJo9z3QYU6bcvfkjPnCcdMRmbaVMP2pZG9kishjGS3NFoG4xYwLjGaNOeVnoHtPxilzSWDjJ+y+Xu/NgLjQZS47cu+mX+AHWuurq4+lsRK23z+tm6tTdhKFAWYDwy4FZt9g2VWQAYR4yLYnVastK1Ai0bFzbUZVV+HoRGrfVTcjjEF+4BmbMW2YSq7MU6iXt8Sw5y56l+3YTyYWxLJjiAwEdt+grzPqmlOOw7ShXO3cQQ1T9C8oXKx9WKCCxC1EweKK9hEH6VvRnFMYJSFixv7apq4I8HU1U3DQ8I8cnUxpzZN4Rw9ihiGJS7KzH3XqB2b/xewa0cU0H8t/FqodoN6C0CKSCVn4yhRFoQuIDplXGwZGbgGdKPB1PMTj38zJ/T2oRPJyy2ije1wJJVTM0oNo9/aSYBzBx/Cql7cItUhBymEg3PavtlGjQXZrqEUi/S34Q4y3z12TisHfNVGDOvLhBgJScQwKZS/fq1smYqqgWpo0j4HB+iIGbK2JmpgS6cnqyeKFuD38EJtjoNrmIVvXqA25v66uAjmtpMCNTSLE1dBNUOLEiyQPQn2X2KQZKHS/MdgtrYYuedohFwT2I6tW/lGSGkHULUHU8c3oBjAwcV51v4DOBTYsYxCCeysfuNn8wsDb2FWECbMaS7apB+3Fnqvm8wTy8C+8Cb/4i4r/SpATldWAmM5FqVAw87n1ti/OAt1FmBbOPjGWRhbBdEtFRtoWKYSl8K+90EEVGk3TeXbUabmp0TSH33XPM1fY0Ck6yDON8WlUTiDz00VxTQBtU1LIkmLCBRzhY6BrhawGe2DafnXbLHroMGlAV5X8KBlgO8CkRp1bUg1csySsW1UTu0d4E3F/iOCrClktwp1uwtk4lIurLqvQdZ19AwodIQ4tgzWJl7FYdxe6QioasqhijBvRED2R6w/k1rBnZxPxbvz8zCfuzINjF54VDN/KBKTPBSHMWVUzzgLuwOfdr0FCeD3LMi+WSi8qkrVIV1AzUEK7Nweosek157teBhdTq13V48FznT8gZkdp+KdLQa+3NT3mR/4Md6WdHT/M28rOpG83GJy42s+Nnr8BDTXkkrE41GSvxjy2jq4SxQ+X51jgUD0L37ZCYAVKxu5K42XAB9dYV8mnHQ7QJEAs9gRYlY2j9Fz9uLisrwY0hW3mklW3jey/LsyMRdjs4xpU9eh1jFWMeMSx7cnzThvVUYRe0nIM5xkwMkmD5rElo6XdrzEZQazMWagyNDvNmCDZ0p8vCYvZ7sczIhAkT1jy3mf7qq2+9NZGPuZgGL7KBaixSTp2G3l7zMRK1Cy5V4GuE3ia4/RaQNe47DZ+NuKArgwGXDX2XhJMK9R3fKv6foRj6MmjUscLu6ALH/XBh0Vd2nPqdr1j8LGIzleIiTPvmva0gE4tkyb76NobOfT7aNnH+2q9Am9DeiEebkF9GO/+yvJ7+lVoFpn8l7NlIqa2pygG+AVd/q3q5aXhATdNLsVigrlnP7VRQr8UMCGxov3D6N04k0DCAuKk/1mVkyHoK4reye1QjTIZo23nluKUbZqjKrrpTnrtab8co03TToB3gP71NTU7FPTXDCvmKgAYAXkDQImowKURrnyfx7WGSAviNV1ayN1UWKAt4K166IMAzPDXgHVsK2jdm0MvmFI+qwhsq8S0QGZCk9FvE8mmrluwxa2TRojppYavBU+CcksI7H+j/wYuRi/xPTtFnhxGnMoXSebjIq7LAMUG3mrMHoWZRf/z9kN93PumVjg7cD0X4MB09YDWjqYuG2cSqKWjvqZdhZVo66IkTzMCf1fQ/HMyPyeEsapk+pcNWH0doWaqYVWfItGpWnj8lDITCNUSGz7x/XbNds4agb1FBnUyNQM5Wo6hgcbIzGwwO3ixWGIV4O6qkx/3NXQ0KSK2FcJY3uOlVi6Hbo275rGSDtnti3d3PaMZAGHwwAcH9t7vxNJlghEIWOQGmTf5DOmpqZhTMP8UbrbbxSVSTnpqWVi5hJxGI5DqOHRmjFTamomTGkuCPoRYwG4pmHO1FbAxamMelBj5mcd1S1mVuLzhS2GAuqzDXPmVFRUZ2emjgemb40F4AKmJTI39deViftdD7yXn/n27++o9NuD3unuAW6L2kgp9beAj2Om5NPAJ0Ukt6d5x9KkzlYJNYSp0c7XHzTXMnc+v4Z8URgzRR61atzEbInd+OzsVmfMQrLze6bLDj40z4N42rlkDF8dvNecGmPRsVcn7eDX0Dz+9tUCuSocfCjaeDPruWpiM74fZmdqJNIaqXFpHDZe0EzE1Esd2lsahURyeYCRVYNoijN2050NzGb2GEwlDosHBYp7eB9h4ZsYXrzYaszpzuGJKth+0uCGDj9o++ZwYBPvwp/Yd8MmtHG+M8ftPnYbvH3VrCHXJXVvsGhxcDeZXJiLMM2BwT6d0rTNekhUbdmNoWUqfoQbVGqLRHJUfBimUlFEKrtAg9Sg2SLajILkzItVx9CAfsA8Kq+6PVL5ph89Z/pm9phVs0TZFvsjaIypIogEQXFeLqxVh4XsFaLtS4fRvGrCj1DIoZj9/J64rWuGXx4iteF1xRm6e8XopwYNyIEBk7KPsWT9e6b819+bSi4KRqg3rOTA2YgZWYagGvorwoU2m/jAYrLmZ7FYraghHCh8ZBgNNTJ9lljoboxlaZ/HeeMgNu0cabff0GZT23736rYiHAY243SE4kNQSZ1KTM5ard8pENG2bHZsTh2Y3Ga8yLliB8k5c+RSk5Fh3FAgjVcH+kTt5ceBlPznf/TjyxO+UymWUr1D6XZJXv4x8A0i8kGMd5W/epvKcUvov/7Df9a4Yxczv5g66152tM3MRNRo5Jvt4jMLrxEQbUX/GFCcIPD7Lvo8kvIKiJF2iBJ7zVKo0Wbh6ATlNiG+DNJJ4OPXkZi6SIqfWPg8k218+9E7G0c1Flb5AvCcey+ItXCpPRdlT1TS8+fCOONZGnwhvR8bc7qWSI2w/aRp/0N39PQWPnVqRdUEwkmkklNhTr79YzBsE5U1auNFFNmXS9LuIu8JN4jxlb1FERiXKow7hMQbRQMOTNxSK42zjP3tKrGSnvgGB91tk5Q7Auy6q9SHwCgKJhZbCcxisYBtN4VleA/Mwy4N1rJ2E9eXEPzueHs8mGu2sYfhmctewzfY8M/bd9NMBSWwbq+jX3fiElc27bb5WOUlhOKYeatEmXnrGBev/4pVNXkFdWJiCeI6SBodMX0e59+18dUd8T2HE2G2bDph/ETSXgE//iLtrjeUmNQho7yaCR9oX8bmFZDM7lWgD555F//VR/5VTo1WuFp3Qncs3RbJi4j8RvTzt4F/43aU45bS67tM5zGqUYH1/SGlZv/99s7nxBipKCbx3U5BNp1EoERXZjbvWKTjOmusfU44eEyjTs8NczPUIBphwP6uPRlqk6WsZTvouIDrAQQHGHsKBhPMwXZj4jgrnI5iMG8psKORaxbMaxcRWdPWJoWNV4Bs2rsmF/CbBwOsRsWUTcYj1BsZYNlvUOaL7CqzGRcKthrU3hA5ZU/rVk20+blRAng9QHPwwQwUqoCtYM2ThmCPYgtW8whn6ualK7asm5/H5m5O42Pm6HOphdMgkYkkBYcx4FosmDgi2zdhIxGYl8ih5X6cSfc120aYNmJWILPsmFsJYjvA44iGWV/7IVOAy8MF8Qhr2P5KmdTt4HwYt0yNOHrtUhwGmo2QdL1tEz41iDY5ATf+C2DX4Ft3vpoKZg6A8r60a5vMF1dBQcGaNz/vmJZ6w4zjYgZMNhjEUs/S2JfhyS2frgDzc/Ng4VeAp2H+nhEoI2VBoBgrP5YMC9+g1kqj9gJzdfpUuLUm60b9J3d7GRkgFANB19olZDf0IhTQ8XrDxuBdtwGpzXx0Y9xqeTZfTAGv4wdqA0R3lEy6SCW9VdmutmWYFLZDBm38jWsppZD9eGw1lKc0sWsUPc6uSMaSVSctc7Z73Lo5AdYaKJq0vE2awHOf+FReqLctqWUHo7c5vRUwLz8E/B+3uxDHTT/5LR8DwskrAbrmoFT/wy2tXaetOc4OhgcVuk8bRJo4ln0YC32ypPNTZBvsit+kzCMdxYtOVtGJsF3ujvzn7Ydd/9KytFUwCeDUUmVX3gQ4GCclhFOqC3JI+2ptnn2eRleYBuZZ38Qt5uuUtJvfmdLE+k7ISX3zQnUALv3rrgSjgucNkBg1tH9OBePy9wI5J2vT7XJLVHvp7mdBMsB1XFXxRWxNm0fSEnat5V2jKn4H4ASZcTMlw96lnYGJ12UUfrsC7MfzuLsMcQmywvr6hy6WqAAd/S5Z117L4jUL8u8aW1kHpt1hR7PkaS0aW7ot5VtAYU67akSRcjB3ltfp0Xr+4oTexnTLmBel1GeVUl/s+PueKMxfw6xJf29BOj+ilPodpdTvvPbaa7equMdOf+rCBb7v8feRTGwLdFXaWrDUwKxBrYHsOHBbg96trB7XbSpTRqdg9ocOqdA0aAPmRKOvGRymngPzgQHc4i6W2k3B3QZxuM4ReImHBeKKzANqa6DNbZmxGFCuA3AWKipTYy9iuN8atrF2Z5PfkigAACAASURBVHpWKYHieknRlDCpQzo0sFmFsmA9ZHsup0JOEUTZCqsm0bBnAacIxRCaDwsTpmg0B0zhMQ1jHY7s+wCFWeS1+13CgUqP8BCYmkn0PBfKHBKwiVOoH2uMtMX10UWsQTrbAetNthFZygHG2qbdCiqmnHOHbqxDnA0xM3pKiK/ttWZlw69pK8Fx7V+ZU/jInvI7iuZJgfNL4+gAA1StaBi/R0KR/KdiflqMrRYtzDYae3sk3fKKAwdUdWMMhMoYVZtDsaeYnzFV0QScdQx3l9wDetR8SZUGEb9Ri09HmtBMShssresV1mHw+lpo26eNaklf0b5rh5eNQLLe12g0DTXcDaxpP7a9FV3Az5vcVpObtwhB5ZMPTlsDa9dJBORZRaklqMdmFQrN9IG5he42TBzgbJ9UgjEi77igCnJZboJgAfOexwjlUTuNVWNGY2vTAGh1bXB9OlbRxZSbQtLA2K5lTjWlrQRGp/G+46HH+fi58/x/P/jv9yT+NqV8Et3s3x1Gt0xtJCLfsei9UuoTwHcDHxPp58lF5KeAnwL48Ic/fEc18ae//U/zSy8+aX64AWI3P0WB1IJiZM24azjTmPWkKaw9h4Jio0apIbW9TDI7ZxM/jVmxqsJa68UlbLMTnweI99rs1CmJjZBNMRGdlqsemJsVKGTmTnD2ROnVyIV5toZXAa1CW6+YgAcXQQ3EayBSB6+G8VKbIK8Dvo0kWKbdxTemGpDYvJEPw0TmFozapLiPXUC0AUxj1Eo8lp72AmDU2r6IOZauek5LDH7GJKDfD+NRneJdT5kFf+cLNt+LM+/kzp+cneuBmVMLWNl/nKetaLENItpI2/IyqUGI7zQU3qmibdtdE5+Jgmm2DLhyl1EFYvhDrGE6b5tIIBjni9RhEsIqFNwNWoRyHL2zn0qbeOIszN4N6hUbz1rYrbazSzMbaR7LqEAhtR3Hrm8c83CQVh8ihsjlMR2Yvfld5jIOcxhdsSoZ55bhrIsfORdd61i6hhng1pKz6eJdfrhCQWhjZ74o7qOvs44gD2yFRngbQ/NTjjmNJ0pW2XWgcA5inZQlK3MZfQopI2HrojxGSoX4846tJu83m6bStuLO8SJEKu6B8XFl1Yo7gzV++mNvP9TBKnQn3hA6TrotaiOl1J8C/grwZ0Skjxe/o6mua973i58mMUBhdfrdKgQzGXVtFwy7X+oI+CZXXPw6ujmSdWFkvdbnkUhaJC2DP60Kzk6pIAYw7P55/yIdagmH9/W2Qwj4i5ys4KyiAilSUfLMxfFnYiu6jwHHbQM3/vaRRLEl/UOKNOk6qr9jXOLy+ra1ERwo9irwxSiMQAA8S6jHbJDm55K+ZvKtqc0mFIMa83ZwFnIbkqIFvUZUt3gDcQxoXP45QVQRqyUcg5Y2aah/XHaw162z8iZDw/5wbhLcu9fNx8QBWmObLHE6Av46s69+Te5QsVXeuNxLyCs7bPgi2j3jqmkIzKRLdwynv1wm5Vu/Uvp0ASqajl2lY4zZDFv9TzTf43Hl14qoogI0ZQqIjUCsKnGYnGWUtz+sBPVSzjOzHYCh9ZoWiDixMZRT1/yI553A5lUrjVN54DDgf+vjf2F5oU/obUm3y8Luf4c5s/9je8r4bRH50dtUlltC//CFLyFAuSmINOYqtBp4JsLT2EphGKHfECsFiWg2CDG8A8Oie0FQBLfvRJ9inkuhQzhLO08ES60ecGkPaG5BVmMH+CtQY9Cjxp7AVDDlsCleo2MWrYypUsC7NfsPzr2UpHxlneZeC6YdEFY7ZU6fUivYdeqRLipSqUpM10ESK7TC1nOFV6kJwuHF7IYL+OalJIBmLQCREfAoHbZhlGEi4ucHLV0ADOHgUTGJH+RycluAHSdy7yFRlJeN+MscVC3WJHfuWDZmvCiCs7qpspVbIKbwEp/oSD4w+frVQiRNwgLDIUTberFkercNt2MAt2uTAerlkHIDqeNEFOpgjfKNNPlqa3GRfZ91UJf3LgWZWQJL291uwQpnhLiEyVkYvFGaeaYc4BjqezKrz/M8V2n7lWpKEhsDLlyrANaaNmIZBBuhwKohlbF54rp3s0GVaTpqCFJlDVWT/kahRmkL5L4LRUBVytSltA8EpLH2gWw51XpjgeILOm6MORi4IAoY1l4iNflAFDtK5tl/8211OfXGSIi4w3cm3a7bRo/fjnzfTPrIA+eAFU4fYE6WdtIjrCwC76S+8VxhJCJFO2wCLq0Jdh9UHDRKeE666RyE3xLFaFXEPnLVzQHH/lA1yOLEtKhtOuoeS23MHlumdYnJqftH0TOJv9xMx6xCmWSrY/8zQ2QVEYO9rpGk4zqgI+12Av2/XfzQtIYiX5058BIJPI5PqQOj0imj6Kpuwt3QHttdtCydnjgumsrrHbej4wsWjZe+dvcZRI8kfd9qj7gcNZH35lXGRt8P8bZjOqP1DQlnK8oxMy1mTKXhHe0R2Y+x1NCBAaK/7U7oHUtvhdtGb0u6Z32b//mjP2gshB5gcCTxocat7VqjtEJV2pxmbub6m5OqOvH+nv304GAi3bn52DcWYagRpuegqMtUPQAEIK0OkiMnqp5YHM1rykpMiOyoZNQEP0tcNoBHeY0U5Ant468r/zKxtsMOz8lAqTXswuRiQ00dwLQxKQxod1p0nMpTnyy3hpTxNeX6qWscKOB1CxSl8p9s0zm2cG3rfHmOgGrJAIstriLdxxvXxxaTCQTUrAaexUByr4QwShvJVQT3bpMAW6lxaA3p7bBsbOJw5nOWM7Zdc2OZV2wMH+g1QWKFTFn8wZVhYvQ4VW8oE6mr6XX058JK/KwwUj3XcLlgbg6MS9hXaSHzOjjmAh36z4e1f6Omu4yuZApvc8e3WwXrzxSsP+vKpgi9GxXaFcnN5T0YovwV9lDnAZL3SVSdX//OH+4v4DuMTizsntAto2951zm4vmYPZFbb7qxyuZPTC7CFQlMyPmclEZs3wcGowIBsv1QgGNf2swvtcAhwLrLvZqmoSwNqdOXIT0cxbbryhtHvrH92S5ss0PesUaeZzcQUpuUh2xcIOLDua3cXcDDWVopXFe22VTDTiwvUULtuIc9onczQ1i2iQ9MAO8+afvNOH2O6D8DZqGnsbaf4GI7v252X15CXjYfoyUUbp8jVVR00ssnF3qRd+l66UHgQt5fUNXbjfVAZ48WXhQ1rI8Yf0reXywZccgA6xp0o2HnZfD04Z5+vLU/Pk4KhZeTWr4FcM3vp/JEl8VLNimnbjviDa0MEobnXbtZx9zmnqGVeWteg8fMOLszhtvzEjdaRHIzd18VO9wVt6aIAY9vxu/1+GIynaG3VohpGMH2fBsFcCtDBcGKxjrlWLXhmZ/sF48zx8D0NlbM67Ktiy5/deBYBpQv+5MPv5cK99/aW7YTeWXTCvLwJlNpDSF6wY7tgbN8JOhULx+LSVQ7/U7NgKB1uE7UYlyh/g7fpOKmtLAJK48b+7PrDxouWar/OyUO6myVrfAPW0+3KIqxVdj7H3d1S4YstSBW8cOevWmUQQA+6w0kYdxN3Eh7TVostLE5H4/imjRgXCM0dXfFd93gjU2iPJY3Tysd2ZHHeA6UdTdvZ9/ZJ1zsbX+kQvZNxydOeZ+90JEh4xD02T5qkArn55K7BtuhZn44pihNLUMQeofvWDdcBjimNk5+6tPsPB+nclhRr5KVNTVA9ufCzECaxB5SNZXMLsmmprlQBj2/fw6e++dt6y/aOpDtQWnKcdMK83GJ69t/7yzzyM5/uflnA/gUjJHegWEWJTITiOc1mBDjVaA4vLNmQFbBhGA8B9vuYlih/2dABM3Ajm/NQUh15AvjsKabdPFUBMhRzG/gwWKEFECoDNFVYMGoN10vYyyUrEblwRyVnYdcVXUDtBTGQXyNuJfOyEwCfB2c63ndtRgXBPku8sVhDqAfnjeSpuD5EXVY2GUHnFpe7qEuh7ARsStmVI8rXha9D78/PiLHREktwBIaHyU+jLdi2kYZGw1rke6gd217iIsA48E5eslNG8A/3bD3Ed6OjygHOGQ1mUbx1I2QqHRNTwvhsD3t8CgvWjUowkiVjR1p2TlRJYnTStG8kbXGf63bAijISzP3SvnKMYw1n7PXnISAauVK2LezuNKCaXrwLEAF8lbn6XYWfrBOYpzjpBsRtM2tw+HgDr2TpKnz9hRJmBvAL8ODmDr/5ff/ugkK9M0lxZ6p6jpNOmJdbTF+66gzrRSMtljh4LFs6EhvS5/VNgWHaRUhXd8JIWGWDzgVIi9bmVp4BFBgDdXtBqJL/UP1hV8o/TxNz6nQ3c7xQaKGI5/gplrZ1UUO4BdUKYyN3AY59CAmfR6laZ3n629+UJNgSclIA8zuOHTLWeQL5Z15G+26QlaRLqJMIkI4wtiX77QQbPlE3lpOo8RyPAnc1V6ssaaDUwm4shmgFDQWS8D30tw7tns/TOOlW3RZQnn/cVxXpruJwdl3l7lw40gd/+uH3LynMCb1T6QSwe4vp47/2c7RmrQPMCYk/l3jB4TxMqHF2QXpVP6uSP+JmxZnbAk05GuPiQKAH9gRgsXnG7kpWX3cbwZ3A49deUhObqLfXJ5whM/e346CeLsyK5PKPbabMw+fW00P4QlS/vTiifXirZ8rBsN03jhrYfGLA5hcHoQ7ekaeVvCjYfEqx9WxkGM1iEnTkMsFvsE6Uv4wPjPp2WVgBWLNAbAQ9Myx4rWovGOAwDEXfiw7X4uo2sZ+HtLu6Du8k+qmBZhvY6FB8xED1ZaTw6iWmof6l9dOksUIOjQEgV2aOOpu63lSBEmMFWVSwChsXOG41N/xz0lai4ttfhXR8f0h4PgUGgrFQbdBu3AXibEcJ1lZUYdo2Zlyqsm1TKC6l0A34rQjMSW0DRXNr/ZkRPB2FeUUYUcChpm2/xVVMUaL4Y+/6On7swx/rLtA7nXJjVsfxd4fRieTlFlMlug2gE1AOFOvOnZugxmY1KSiRqVBf0Bys6iRwFVJQTM1VYQ/GTezCrJYGAqeeNuDEQ4QtIlUOQRXWigcYq6NiROkxbQLDGOfR0AkY3XW76RFpPwL8CuaWw8MYUbaz92JPnQpTN3ax7gPeBMnLIhrA+IO2Tf9/9t48Xo6jOvT/np6Zu+tKsiwLW5Z0ZbzIAq/YJhhjbIzBxoBZzGIWY0JYEiAJ24O8PEhetgdkIbxHdiCGvPdLXiAbCVs2XkhYAgaMWbwj2ZYXvMnWXWfpPr8/qqq7uqfn3rnb3DtSffUZ3Znu2ru6+9SpU6caXmcq2PPO7HEvAIfdGmAUmLYakY1WE7AfOIUFqzbw40ru2jaO7dz26eB6xIYfgSSyK1isD5xki3knV2fap10qs96EY8MqmWa8aSWApp0WqmQ1LW7G2LFc3TKcla06VdDgjJjnfG3alE2B+LhCmzjvvXWQpqAITDsPQ9an0ri3vty+OCTKSplpXoxGRaxfIB337L78SglQtca/qT+oijWq9vw7jXdY9iQwetMQijJ7WoclWAKlBr+OAdNSqeH9IMw+0W4c5TzsHic0iFPnkmXsv/ZdnU8GApageVllrtydqT1TAdfbLC1dyaPge8Ht2mC2OHDpFAbsiHIRaXdKy9/sbULTkTZA018W6f42aVuamW0mF+XTLq3LMkcFRYPfBMYeHcgn675b77v2gtCVymFF0PxeRmVtUeZYrZvrb9NNDSUTGKPSVbX8a9vwhcZcvqZj573FKuIu7XfIa3r8Jq1k6cReEL86OQNdP4sOGDf9mm7qp2UROrWZrwDQfFFTg+OEtE3iYlreR1JDlkyASO/7NO/CzZJLw8afdqfmEdqb4HtfLu22ZcpKF2YWcsa0Nn5uUF5cjt/WhiaiKmjixSvZiDWwfMJS6cCq8uGnP5+/22f3N7Iyg4oYnx5FhqwAM7+9azvO4HY+Epu+JMtTJAhQzWtXpveCzLjTFWTWPAaFKBtpthI7WrOVa0A0m2kRUoFhQ+xl5H1dapl9g19HhfJlyIoR58f9fYnsCLYnVGHKWdxaG4YZYNMC18w3OC5i659bvVTBeFLugtaxVlr1S3kzDJFpZBISGtucpGK1LjubRD8aMnYvx2H2yvKWm7v3Y6XpNXUl72/N5Sw1Y/gJoDWIu3hqzW2PGb6rkplbTNtpJZ9pSlc05fKvQOJrdhRaI01a27xACUTTVS+I0axk2hV3vCD8TYIclb+2sq9C1TPUbwHJ8S0Tt1MfEKDueY+eU7QKDLuNqCqdZ1nrtoUqysxETPSgUts36OXfItlRiOOmmtMGUO/etn6impHZVsQvs2i6n1cn9l/77s4nA3n6UOBYSYLmZT3gD76KMk2HUV1uANMqpFGMB/n3z3I7fckAKmcQSvvxtvhko9DypeRaGmdJZVzMYM+1/5o8GLwO4PJ/iPxv932+67+Uz7xlygfKLIHMscQrQNGzrv+7LaWhfNXmufomXlnAtnDl+Wt5VTqmp8UfaQEUHi4E8jWRHW/Azvn75gZJuqO2155t5et8Ecs8Gy9MFjjr/u7adi53Wd2yPca0LUh66Ah/6QZWhiC89IDtg8XhXcndmxhNRDRXaRdg/I3scpaOZAavc7Q/ZJxRbQxjt1fgZpY/C1J8YTrDY9Sb009SLVI6TTVEzuGoU1PnwmxMynukX/fFlNEZtbr2my9+gllmOuMZLjZgYZXWSmGNkUchdULXgNEYuIW8caULbvvB6P4IbqW9jxT/djrnp1tK4QLsMRsQGtPQGD2/DkxBnCCaWbwmzKEISQKR9RfosnXTLcWu7Qxu0zBD5rtY+85UCOmAILTs9OAssckfSEYK9bYaljbD1aG8f1jn9TqRhEQUppVBZ5TqCjkXFfpycQLMcyzjTtUBImNAq2TTLLuh5Rnq60Y19kKptqLYAezf8djL3546VMizlMJD4/h8/mwn33+g3QtzLatD+kxwRcxpWaJSo+AIoSrC11/0xvkKGigQpo0Cq85Xrn4LE9d9oN13Q4HRu8yd3uafJYGoUSkcis3VGwBqahYBzFlvpiPmYRnFlfTBNTNhDIGpW6FhqV58raY4albQphU6qpiHvLVrcAbHphxqfH/YB3y68eQItD+IF8h0kWXccMsgU7sSOwNjH7SdPPRWSI15N9w4iKJ2E8VeUTEfzwcKgzBdLEPaFHZaKYLpkzT77SiOvOc7hy48LedkOPtiqu+BuhNmHh6BjVA96HyMDMMBsrXMdnWKADpsukSlTurSP30vOs+qnsGsiy/2QMWZZBS8sOaLWoVHgTHQOTuZ4c0SKmYqqK0n2Lat2LaoQLpVQ3KUOZYMGYPjqF5F61ZQGffvpbY3c15odwwBQ75RrSI1YzeU7Mg0MO0St28Ua/JKd93eZO/7x2qmcg9VGbrPTBnO7elwvxfbUSHZFpGowqMRI7dWTHuNmnuoscOOmsr2/4olW87fkcg2YNZOP7r2v8wXIRAoJQgvPWD3dR8AFlCXHjB/mmWT0y3zgEqduIkREBLf46wVHNQf5SloiUi9KGNgH2+OP1ULO3uAuncM+939zHkBLUmv6GuilBKfGZ3Currb8FkbxNn5DsnnjKnXnIKU4YSWZdhbl+bhmdnksoV8GzdLzrnf08CMttuQIKmH4tTgtShI5V2U5M+5fO1vBbMIrdPlKfSJBPOe9KumxX7n55eUnHrI1sutIiLr6+3JeAXL+eRRs/PzLMZBXNu9ZQ2e03mass7dLom2ebS296YgDNl2m/M7zHz3TyH/kYNm9ZITo1rOGH++a5QeWODmtPzCGU/tEC4wL4oRAo9ggvDSA3JdLMI6vPCw/i8maUHZHkSADiXIbCX3TIhmKyTDmSGfkjC2v8IUMePUmMJupDiB0XS4VTfz7VXkmHHFrWSjQOfIrWLyiqik71OXv/kZERGRzMRE91RIjo9TbRCQd4oH0BRk2GslAbdM+qUn7OVXzr+coWqVif/1fnu6htK0hrglWFvCKRrZNJQf9pALZtNx560x8hQNOKFX00WdsOXagBFMB4GZzCh2xSl7kYk9oWrK0HL5e+qEWbtT9yEzaVE5YQrdB7WToHkb1HaA3jxuwlYw0zXF7h9T3ifrhUF8nHY/mi2jDGoOQuTLc8Un2hDIbL6KHWU/m3jS9PK1glXlTohP8cKqmmmkohGw6+S+x2bE/K1hhJdJcyqiSkILIYItSRpPkw5G4pGZd8vtAXYIjBrEDXqqRjyoqdlyZGfS3raT5D3sFupPrDBo458g8GN7/riSOAdgkBp1YnPbHrfwC9Utk750++N541kXLBg+0IEjW3YJwkvPKR1ikgktZSOjYXKrBdyoTzKpwYSxNgUb7P4+o4h5TrqHVzdCS06GiOwoLspra1x+s4XfZMdU1UxTtew5f9DYJrxg1NclI+pLjz2JoWrVlqfm1b/KvI7qFDgd83Afp6TJq97fVj7f0zEP+FWQERbFGKZcg+6Aq8S8KqrlUXwgKpTuTIhATYlm7XTguAmcJFA70cg7tROBgya6kr2O20qv5Ktms4lKwrogbkYqgsxj8wJ10eKXkmZUVWQQuwrHsq2oLHKqHKt90cIKmk6WhIoRGiZBqNh7q4Lfj7XYtYtaKn8qDnAGJ5r611fESYc7S9IolqeIkE0JnWALtM3+dho6L/6AfdYM2BP1Mi1Pm72O4aLtEx0KFggsTDDY7QHP2v5486WoMi/izheHhgmM3VaBuyBR5y/C+t9wnnEVqMPMRJIui22WaXLmw7cBHM40KYo3enNlswa3qYdgV3Z/uXczZhSBR7wyzoFolLPKFCIjLLg0rDFwFeHSk/akxfubp13iCVELeNi1dhZQzQwXXdtvBKzBKcSZcOM+h9pSWwNqmX8MV+6RhTrQEhHydhnF2Qn3t9p+MCFBErEq7AbarJG41b8tYP+4kQ0lvdx5XL6+N2XPx4qfI1Xar349SzuHl1nRRrTiJ5BbvWyEErVToC2cpZTtdYlrIiFBYViMLU/RKNU34XKDFWeXYkYXqG/TsjnJ0ha8+TVvmlOx67aLFW2mpcQJVakT6iQbOLjyWMEpZ1SrhY9fbrDX1iu/R8M2pPHn2zIOOX2P1vhxsgwGJeKVe88pViawCILBbmDV+eNLrzIGu1ZU1JKHQIqUeMGtwNTe7Cmbzbd7iUQYAUOV2QmjKdFuNC1+1tbgN/XNMpLQZh8zl/cU6j/sxm8xnmkn97bS/Cc3eUKGLaOSwIwRWjLvrZFRiytmZz7g9je+M5f1mWeeCTd+ofsKDQC1lnUWQn6UvVFBW3CI3CaMjuKWMmtCowYDzXw53PTb7ErdunZayMepPHJSgf0y4H1XYBAqBwWlgg4No/cqlTurDKa+SkxXn9mVJZ+oNdgFnK88AeOvUGHD3ebYFMC2gubFCTBDXWwQMeftf+Q3l0KtboSU3PYEtjkYsTa0TotIRDQE2lB0SG2xI3TW2kZ1s0u3vfmjKaOp0PHY9D0qqLUtYYuRKKQGqokxdJ+s5DSsw/eZe8x5wZWNoHNeZ1UlakVo3MFqa9wTnFJB0T6YKkm+sf1bv1MdjyXbaNH6g5EHYMDzA6QojePM0iOpmlLd8prgRTewPILmpQf87nf+HSDzVlkmuLgnjfXwumiD0XR0tvT4eQ+/JfG90Vh63glIj5ljcUcvrIXPMLl0UiHJRt84MEiRX/pal4JLcRQ5zTz7tlTT+rb76lhrtHP7rWQeHQ/Nk6E79Aig/oL3hNn0mhpmiklpezJp1/JMo9jZnntX1bcBqt5PBc+rc/YjFcDbtA5QtXZXZf1DtaQSKSVSr2rbvZnva00vrPtbycKUxHfJmhPqtZ89b02NaNE+DdXW8Nph+ZUXrqzx73NZxOl5Pd5FMYEbBR3aucccX8wosBTC3kaB1eZ3v/tV8yUVWjoM6RVo2hf5IrUmpEaJVh4dWUJnHAKds4XslP8w6GwhjAD3FwyOZ0ri3mvy4BDwONCjkpwRsTbhu6/8ee6dOsTeo49pi/6J227ovi7O1sU19TTtBr7p3IZPZD7rRayfrsBMbPZiAjgG2LgKt61vH+pPI/m4NrmX1OZpkIoRWIeMJkC3AluheesATTf9th3zYmy1Z5VmY5fsygE7E7qFdPPFyFY3fd/Os0w6LT/elbXxKw941YhgLmlRPaaaTn0Kkq5Mq9pEpAU6ZoUNq3VRbSHUMr8zk2SCQqEM2V+FGUHdNCXAeIIeMoaubLHHHjZxIh3EOP9LjEwgwAPKDCCn5S+O1ECnXHmdDVI6x5VRtFmZxLa796zIldsef8gLMgRszYdt0PL2ATOH68fFpp9Aauh727Xv4NHGHMeMtFk5BwKLJggvPSASMX4TyigOKwfJ1PZQasRatlRRVupt6/LvhGLePkU1conBcW57ABLGGhWkYQt/P0we1fKEJJPppqEhNg0t9HZaoHzF351WJUH7S2dq/Y1Axu73GvsBmNro5sG6xe9MBTpd63n6gAJDs/lpAd1p7DVyD5TjslxdCZyBrVuAQ0HBpluy727KR4vl7/be8JdtJ37XVkiMvF9JE3RTXCV3UrsSMM3MGN52cF+dqzTtfQ3gKE/54VLVAZt6pSDsdCiGumoLVEv6r3UiVyqQuhlTfy25+21vwwH1rupcZucCpFNFHIqy6S3sAKywOmmgWuWYahBcVoq1sFMRkcuAD2NunY+q6vsL598O/BRm7PAg8JOqeudqlGW9jC8Paz75zJcUjmj2x9eo1kHqUfYAKXqGLVNvJ+5r9mRa9MaLLs2bYcMt1c56ecUY3MbR/FNfSmrwm6q5R2AqNZItPAAtn3/+a+ct5j8/9w0L18UuO4equX3me8eXte1YVxMTPUKhRm5n8amFLT3YMeqvgy1KxwWSwt+FSwTHYTzrYqaJ4h2QTGczF24DUJrglhqn8ZNMsaNglmD7L87RzNWIAlQUTbKOlRZzEfeG+z53nDstxmfJk6DuGZwmAINZ/rEzAfG2A1BasAnUqgY6MwAAIABJREFU1j9baeWQrPCF/Eu7lT+do1hhxvM63ZZ2kmr402mwepV85QsXU20+iWTBYoi0mmpL2qLbMGDu1dx9W3p7ZBt4Jjm/yYaPXvLcskiBpaKr8FkAEakAvwdcjhmuXi0ixSUh3wHOUdXTgU8DH1x6JecnaF56wAXbdwMYS3zI7F4EqFvPtxZF05Ha+K3GOK+J0thljo3dZdTCk3tbaXy3lHnJXnOx+VHL8i/DN7gtwz63fYPjXNi9+RexT1WEvVu3lp5znHjUUQtWA7AGmAu/5AGYhrF9AyjK9AndRekdkREAToAp144bOhvs7n+TMXC+9rOf5u7pyfxJ5zCt7dK5lULd4ZQdze3Q1BgaMHR3DaVGMmz6b/OomOYJMTwIg1Sz7lSBinv3jZUXBYXRh1NZHt1idCL14029aweNcB1BZqNhV7dUGvY97Qb3s/nNHRSY3uV+1ag8pOgwNAfMycGDeDs426THICJKnTDGj8PmXyXZ0OogHHvCfYzxkD3tGermKNk0cdxYj5VTgZZCzbMRG9CCy/724hQNraMZ03+iVpWhW0zdZvcYu5XBe81zoEHLaFZ2mO0gUBg8UEMPeJ520zKDm+ISvGcc8Io9Z3Dp7lM71CfQR5wH3K6qPwIQkb8ArgR+6AKo6pe88F8HXrVahQmal16i3mjJfpwvlexfkp7LRjs2cpNstOfFny+/riXsKftw9gzvupHG29L2DQYXUZDXP2GRyybLRtpLGE2wz/yZnT/UOqHl1Stfyd3jm9JQ73/qM+03rwHSl8k8jbRQu7n+6yf9oPmTAKpGE+PODWo1S9KO5HPFL0nfN9h1U0h119/9AX2xrM32tNOV3V704r2V0iypvpt20vZ7I41fvKFp/2lsdwoCyXz9tdO5tCELYYvMdx3T6PaLtQMqrVsxPf/ezpWn/eObzrzm1LNKChJYDgKI6op+umA7cLf3+4A91onXAZ9fei3nJwgvPWL/te82G5clgNoJ/1lQ6wXXfVIvtjebeIIYJ1H3K8l9MdO0zLLpQvyOBrazGIPEWe9TRKByjzG4nTlVs3jdUC+kXbdl6kIL9PfnXsYlx5/Apy97Oe958sVdZbf/mve0bxTnUIyh7pz92wAemyexG83IfIoGybrTuhSR7GU6B+mQ3g5vv/SKn0pDPm7TJv7Ud7teYWETmVnM2uR7SLeaaONRjLfag5i2vRuG61VkDrOsd0pIZtTEv9uE0Tl7qQSSllEydNzeS4ADJnodt0hG4GiTZ+3eKsxCNGPzr2cft1VOPEY6ddgCmvY+kYOgddN2yUzmGYUBU6BoStJFOS2g9TA5JBEYiU3bP1Y199yktrfrXL5c2bYdnu2K65uTNrzzceQz6cV39+9DGFcFNyfQAPk+pGvNHTNk92SddsN5MWkrMYmY2s7QonGsCTt4j9FVNWiBvyhIgXsjGiQ0trVM+Q/Qee2BKAMDwt88/xXs2TK/RjWwbjhaRK73Pl3M05cjIq8CzgF+c+WKlydMG/WUgsFhmcBRIgCP/liIgZm9BVX7SHn4IlFizRKthZdq+0qEeDFaXZengCSRd1hhuKRANogUHnSnn346Hz/99EVk7ChYLOeyrJoHO2L9X8wzfXQGNBXzIG50DrbucNfd1vuYwXYnHJuGhrxlPTZg0S+/x+gBz+ByCqb2FLQEmDaN6jbclDkW2ZMDVilUlQo8YNtflQTPitcJX/7mk0V2mpmy2rQNL1Cbs1McGFdA/kIYv4i5Q8478QwMWkF8cMrU7dAWjNDiG/yOeQkBGx625iDFvhWTN1YvGrqmB13iWuqKX+rW4Llp78nU94pi9KlV65BS00yGHhaihwWhht6qdiP5Vnv+id2oKkn1TTaMLaxnR5PY77W7MwNsALbaLSB8h0dbsH3K3tBNsvRzznjMvR5VIjYNDRNYJZZhJdCBh1R1PhX4PWQm2mDE23uKgUTkmcAvAk9X1U5DoWUTNC894hWf/3NyqtVOmgP391TjvdRNE83sLREKrCoXyHdkz+Au0mxkZpZ2JlncopraMWunoxYyyvXSU1cYKdZNzeHCe3OpUvPJdpPLtvJAZnyIZuXptNLIn4Ko17oSAtcWNS/9kumCb1z9s22hzzrrLC/gfHMMhmnvYjf8DT9zsyGeH5zYeMiJvTSzKJnPF2MA7c0FTdtrP4+TRqztSk7u1M42r+5YmffesYfaujYDSE57F7U8q2IhnULKGdM21Pq08RL3F8U5WWXQRlD719vMMW3LDU5j6vlsmbIB0vzV2LYIIMZhXZ2sbWNis4/QHHmGbdlc//cHSG33ZkbTM6ZvOSMia3ANCrfCyF0ROIEqgZFGVK6hVbh4+wl88CmXs3u8Szu1wKJZg2mjbwInichuERkAXg58JlcmkbOAPwKer6oPrHilPYLmpUf85wN3pwa7KGz4vlHPHqKZLjOW2Wz0qyjTe7NpgVIEuMXsZZSQ2PCYFUF4I+kWjN5rloJO7TX5M0e2H5Et0/jNeQ+5HfNUzyiXBN3YyoQThQ3fHUjT6cTt1767c73moV1B4nmI3QhdG+p+H8YYyC33XX8Guz4CVCEy9dt/7XsWjLH/9e9i4s/cSkb74qqXbPgHsMcaU6tZcTZwixrti9q8FdioJNYLcvXRqjWMbRJP5PfmiWesBSxNqiNAAtWbRvNKig7FAGAQWsXlyQKMQtRBa6PQvkliBaZ2lYePWkI0l9OPZP5jBmy8WcwTMgKGhAoRccXdF5V0SsgZSp/w4d/xyqMoUaaRGPC0nYrd1NQIGDpuS+DaZFjRYSOKSTq8jNGjYLYl2Q7gGmcectV47wVQqcPmOK8NsY00sG8IpcTg1hnlokgtaZ8NOg1m3eaLCszUmDnBiovejuS7xzfzpRcsebYhsI5R1ZaIvAX4Iqa3flxVfyAivwJcr6qfwUwTjQGfEvNSuEtVn78a5QnCS484/3G7+Pf79pvB1bTTVACn4o1si16kcCfyeOruDfYSzuZck7poagQY6ywqZ4xbTNsub02K6ZT4lDHvQftj2P22QXMGu+XS/HLUfYOIMeBsK1QXlCqvzMFV022uGFaVtggywcWPnl6p8iz8a5s7AemFVm96wVilZKfcf4IRXACmTNbzySsdL6M/tdPexVNyVSv239JImss2KZwSsg2WnfyW3hte8731jPMAmGo0vOg2VX9DTdcAWghT2im17RLNu6UICrF3TfykfYmxaHDrSPPqoJYplqOYgH1s1SoVXnriUqaBA4tm4Uu1Otmqfg74XOHY+7zvz2yLtEqEaaMe8WfPfhkaG61rss/4mZjEWjA+gucTwzPedbQwauU6mepBgJtI00lOJDPsq2bpJHfFDGIMfWf32nhO1eypfIfuhDlaTO8yKmrut/mWuBeK5tz8uA17yE4LCUTfc2XK3J07jdM1p5zJFTtP4UdL1LoA3HLtfyk/0U1PnsO080Hssu0GLRKmSGita60LpA7IGtZoeQEefPDBtui0FrDaFeBW4+o9XdIeQWoYHKmZenjMTWnOoNshsQao0oDkxwM2n6bpGw8BB0fRMc8YtpOfMsVMjbW8v1MmKeagavtrq+STTo94wnhb2jM2LZt2o9WiRYsGLeKhFjH2Iy1ac+Zcq95Kt3jSQXJe/F86cQrveMqFALzzP/6BZFOThCbZlo4e/v5a1mDWGPEWtC4xxh9LbL6rzU+ccxy0MFWsZlopZ/xfzTZDdQjonaT1BfI+Xmx5pdb5jZgKLul+D0lm/6OgccJPP/EnOsYPBFaSoHnpKfZpsjeTGzb80G5g92OjaJ46td0AbsNt+cuUTsfshVk7upKZbFNFWtZR1DBwqiejuIePNfiMZismnMCcNdgdvSkicp5xD6oRsDoQUbEGh5mglZwBcyTIY5JTJwP8ylOevWALLZky7VSB0Vtr+JtKTp3RYG6yQ+D1SKvW9azYktnjvffdyL04hZPaegzDw0alE91j+nEF4FGIT22g+0fwva7mpnXKFEBi/bK4FTp1pYVQLc4VFtNJ1S4ZVcRrKnOuqmKNuUk3ZUx20JFYbVkaprAREaqZncobzstWdDWdEfwmm11RePKL6DueKxW6hcwtrzeI8TdrgrwqK70mzllOSbI7PE8sixm1F8MOuIzL1FyB3qC+GuyIJGheeshzdpyYP6CZp1IoOHDz+mXTewznhAnNPr5/GNB2g9viTIu/bb13zhluplNIRbf/bQZ6amxN/PQbABU0ye6vb17xk8WIS+JD3/py+8GSuf2yh/O0HTbnfHasujSwslyya3dX4bYWHf55o+uu8PpWztCoAQy5F7j5yLYmsdcxYlrW267nhbaYrmdTmjLtz3jYf2PGSaOj5VfDpTWnMJPOaEErMypOc69nUyYm2wQmmNekDAVpVGw2mqvLSLWWc5r4O097brZ6vT6PcOD3TXcf+nWq+IEUqRXOx4X4OZfD7mD79GLbdE+CETUbfuIljVGsh7sAaTnMzRcBH73kRe3xA6uG6Mp++o2geekhf/CsF7HrY563ZIGZCUV8Xy3u2eONqub2mimdNuzU0bjnR1RRpifMtzYjAzVTPiiM3Wk99YKxu0kgqldgAqbdY9rz1eIbE+eLEKGPWZ32piQdqetAC5pGgHrcyFj7y3SJ/NEPv9lWAvcilOmsOysKGwttdoaZKkJhw42DjN1YYQqFdT9lBPvf/I7Fx3n1ezK7F6dBqXc/Ot5wa9UKscLMyb6qRBneMYMqNBqQtGro4yFumvXS1YdqcGfVCIibjVFp7TG73HnaszfFvgudb5Yx6zzWGuXOkcBmYCPIY9azboyZfq2CWJtUHTLXu7Ul669NgEegSoVEEpLtSlNh5G7jOC8Zq1B5KCKmlW00WCQi7xFXgUbEpsEhbnjtW3JBNw4MEU3m70NFrdbKzhfVIWpYp5Qu3ThCpqzx7ma3c6V5m+RW6Il9yTw2aOJvtvNJKtCKzJO8ZVpVRtvfRCKmzWjZ8WqlUDdfUCqiWRrUMK4WZsx80SlHbeGLV1/bIWIgsHoEzUsPacXeyMYOrnIect1Iaj4/GIX4G6jmRoVueXUaxicGtRvQ5AyGITe6bjfYzI88i/8MnuanEP2dZ1/QRYW647KdJ7WVDMh5Hy4rfy64ltdxvXLqpqUtN73poLdSMR2ld1HvtPuYL7O5ob7VXviaAPfXta07udme87R1/nY/pfn618ZN6cxl5S/Gy4pR6H8KNTs2S0yiee+9S7n+idG4XLJrfmm31OBZtdz7dNo2hWcD5GcF0vIX4vtKE+vtVm12fvzUEa7/bMjdq9q5azSz4hVnKt76pGDjsmb4F3olPn1GEF56yJ9/5Qa23jacCQpFD7kCg7fAyD3i+SwpwfWzm4z6e4YWMTFNWkxPuGmfxDxwnIdN5z9CEmp3mTfOpDGOgRnrD4bs4di2VHpE8Y2J859WNnXUAGK4RMYZqdR499lP46pTVm4Fwu8+vWTVnahtU2e+GdNxOkiA75l26wety3i1xudf+dpFx1NVXv6P/192wF7/rjxb2SX4po1idA+FJ8UMSQKNOSCuGQ+7dbMRpvzYaERarTgVxGt1b7NPa7ib4Gld/HxnIEaYpRDfqmr89232/hWSzTbBOczlP2jCtJxn2ybU7qkSA3M0SUjm17qU8G8veQOfvOIqfvPiy0vP/+jn3o7vmym32kgUWgmpoS6k97jShM2e/yVrtwbeO0VAH8XGt1qXBIgj62QxglhM4ycYL74JqL3/RWy7kJi2cWFijDau4Kg3RWDg1iq1myqZh/BZgJg3nHEWzz15T9ftFwisJGHaqIdMztaJkyR7EZR42K3vhdzoqGypsvMVMVFhetjozmfcU86O5CIqaN0IHGk6I+6cYZwaeovSQGlMaH5SqMz7r/ML43T+AtQS82C02VceNerkj7/zZzq2w4riVnCMa/a72H5+uwGc0O41fb1yycTSpCsFZlvN/EH3Mq0XApbNJO2BmeLrLBVgRmgcNJJq9eAQWBNok1xsZ6iqZqVRHZKi8WjZpozeOVUYnqvSerRQtuLTyvtdm/R+eJqeGlXzknZpAwyAjifl9TaVaDsnwK6Nm9i1cVNZjIyccbNNaKDknGINdwta0rS/VoDYTPeoLc5mSJctqQ0yUxh/NoFmzYSZUqCZxXdNNAUDU3ahwCGjrW1NZFNIqmT5CjROs5JUbAs4KDConLLt6PnbIrB6qFlkdiQTNC895NUXns3ccMssP55PS1dQf6fH/PPWGDE1fGxLwgouw14cJ9/sdefNv8aEpkHM3wUM9/yyWaNcBbtJ3+qrH/f7S61zqm/y7VV2TrGj/f5Qk37o2c9dUrxIhI887crsgKtuUXApa6f5SMMmVMcBz+A8thoNE8Z0iggWt/VC2rdZDffnAFQbtfn7R0l7/NmlL1kw3bf+o3M26rnvRfP1L+ZRbHdbf//ewg/WFtfXMDY9gch+xgvxW8CO7P43h5K8pkfzf8tmFAR48UnBp0tg7Qialx6yYXiQmZ1dOBqzo6/xm2scOtUbPavn2XYkQavm6e6WW5sgBc+2ZvBl1qB6o8mpvYtzeObSGru5kltuPEkL9ton3TbzAtv/6oX9kCwXMy4FEMZurOXqP3WGeVuIb0A53vTtTVnvcvtApcKtb/r5ZaXxrJ0nZz/qrr4FlUIdxu40fWp6z8LSwsABsUvpqyiDdurH+pM93lyR+OaEAQZTJULUhKS43LoTgtlCaJWfTNWHjTfp3NTRZJTr224zxefsOpkLjl94ldff/+jW7MeA5rWADqc1naqS1AraH7s6enSfuR5zVEl2+WEUhrz0FKMhrTZT415VoJozh7YCUd56v7mjuMO19RhccG+QCkE1RSqw71Wrf28HuqQP7VRWkvX9BD9SSUdbhWFXkh8x5aPMY6x6kPlHmd2SQAunpVnbGyebicjKk9a/TPvSVt/1e+OPVGucte3YlUtwPjWGdUIYd6nmaOSuv9/fMu/NWugj86bcjfanLMx8v7vo2+X9t1BSq7V43gnd7Vq6dXgkK4v/N59xPn/1Cqv5disP46VTiFrq/RbyK6c7tZF64froXjmi6dTnl/rpM4Lw0mPufF0HD7E+dgl0QgJ3YZ6pTRC7zLLY0yZpWQPEuF2jMg2jD0cM30xB80BmG9BNxxWgAXMTifVLm1itizkZDRjHYL3Quvz9j36YmjGAWf7s6j99utVU3UdmXJiAPOJtvjgFqzYnsUz+6epr+d1Ln8MnnvfiFUnvl8+60FS1Am1al0kYQWgSM9eN3aUCx0OdmARjK6VjitKEY1tZPz0J5qyXthZqpi47udOxcVIfKZ3COBts75oybf82vPhNL7wrc2lFyGtdFGsTYyLuGNvApTtO5CNPfz6XT5yyQMMYvvmanzHaiyQqeK/1SD3sJtBMrIMNzbwX70tSI3w9zoZJxCyDrpAZ4ft/5yqIWKPcGdtgrZZxXNeE1GdCsxDP99nk2qthz03av3Vro5fAvlf9QlftEAj0gjBttF7ZmzmMk5koVWULgo5ox7BtjJFt2OhwqmsyD7tdYe1n6idBvZqpsyNgXw+EFsctBwuu70+DmSg/VSYP1hj1pgASlBm34ngDoAlMzbvbzppw0lFbOOmoLSuW3rVPPJ9f/tpXyk+Ow8z44odcMhaZjRPd7ERcZeA2Y5VqDilzu1uwD2oIOmuDlWwLUJ3N21SXbR1QLThGjB82mjcXLwEatsnSY0NWFirt20XPsNnhyD4Sv/y6pW0uGBFZQS0ioVWev2+oW2SP9W9DFmbgbuc920wnNTa2kJbdomPatoBV+sgoxg/LoQGI8/d29X7PezZqZMHjbRmdUfEhkHqWtjrhsw9H5oc7Xe4EfdgSNC895vVf/KtFx1HPd0vOmNY9uRer9rPxcga/C6oP7ck6cJt/DPZ1o01aQX7+jKcyVCnI3X75Y2Aim0oCu3LGHw33XPFSbORiw8Nzdj9+xXPd/Ye/lfPB0jH74nUvLyI0IUo3+8mONe0B52sIBX9SqYXm/rm0fYexOeWMl38rPWB2DUp25fWPM15cv9j58mvq2j8tw9ZCA1iX/oOVpQu1X7j8ubYc6vnVWejmml+P30hbQGnRgvH8FLE6j8b2k+ZbuH4tkjQdRdGNtnG1PV83UHK895xnLLlNAoHVIGheesw/Hrhj8ZFGCkKLz5z1cuuNvhZEMH4dhhOYNRoYIHsYjnTISzDeO0/LDv3KGjzUqtUqmysD3Be3yDkAsQaPMm0MdWcmXLvFsNF7cSgw08md6CozWm4ofd624/n9y1+w4tmZWku5sKaFL8V3ditKpYGhR+zo3wq9jek6Awx5xq1KY08dFAZuH2boriyxBFJ/Lq2jjG3M0H320VP1hI0h8iRmNoUaJLaIzeNM/NmW9R3TMPtVKtCyvpIyjRBEbqrJxm/sLCwfdwgwoiQ0uenat5eH6YKTTz6Z5Osly6tcWyed12f7myKqYiWyCuzIBJi0uFvyhvwoMDlgvlQxjRKTTvkM3msMlBs75tkOQ4CNRhgCOGfLcXzqea/uHD6wtgTNS6CXVKXQ5PMPujqz1H5bloeSekXNGTJ2UZ4X+Ctaesg7zrzEfispb/pTy8MUDq0+6ZurY4inb18rb3klDVEUahrZz1TAPcUdMr+zJdKuL2Wf2BvNF7MruxwuvhTWCbcZY3t/E7ASjqZ9WQrNXpZ/T/DL2vFeLwguCyZWclg7NE66x5Mu6hnz1rPOWzhQYG1wGraV/PQZQXjpMXf85DvbDzbJd8ZuHrCCNbiT7rUu7qHlBl82fhLHqFi/MC7zuv1az+II5Dr5M4/bzfi4v0Vu77hq7978Abu9UrtnYuv9F7L6HyqGWW3sxS3sOVMBzjlmO+8462m8+fSnrErOn3rey7oL6GtdUm+8Cs2EgWmIJSZRUIQGc4jCrJ1niYmJT2qa9r8DVJRGMocx5W2mWpd4oxVw7stnnUCqdVEUBJpxbISP2Fy0hITGNhv/HlO0pG6KGgOJ3Syy6ew8YlCBxPZbUaG5vdXx3nrc8Bhbhkb49lVv7q69OvCUv/xf7Qf9exuMMKje3xbpvkKp/OG0Ljk8BzDFw1MVK625h0nLLNduxdR+XCEhoemscjson/y2OXZolAuP785QORBYC8K00XpAIZq1Dyqxo6ROUzc+IzbyYnBqdRdf1fqB0ew8QAwS280YrS2AG4Hve+viNwlcDfZf+24mPmk3HlTMtBYLTAcJsFCYlWak4M/DcofvbG+VOHf7joUDlTGQ/W2MGqGhehBj1CrD6L0KYzFMQZUqldtM/507cY5mpY4INK1HPDlg/PDU7OaK81mUuGkojgHuzX4LwqYbnRcW4893Coh3FWNbqqRTR+5dP3jPgJk6KZk6+vrLlie0OO6fK9mYTG2pxNoK1SOkbutRt8LIcJIFUShtpQiIChs2AlIF3CaLLaDqdqw093TT+t/pZKdcduJrL39LWcDAOkF8zeQRStC89Jj9DzwCN5FX3d4BtLDaD8+lf7fGtIuZcmrQ7vH0dvIWjwoMZ6pm3zhwPa3PmbjuA3lN1Wxh2gs1Kzv8Q06j0Et8g9n1SrFsxf50EKgX+sNmM13k2rxO0/Mpkk1RGINSzYSJsnbwppzyBr8mcIOER1ODU5vELhfVhGmlE1Qe3pSRcTvXbnN03TNWZlk6wBeveH3JUTfvpab+A+UGty6IOVzSSIkXpiR5msDNWRgFo2VseuGci/+O01eBQH8QNC895pf+8p8Y15oRYCyKktyT5Jc0q/Gm64dRFIrLpB0JbLjFXM6ch10fs+lM+zE3A2OTjmbNLm1jd0bGw69kp3u9sqgTv/cdt/xXsqf5CEALDtXsmQg9JKRTR25JaK0FUz3UvtSrMJK/Jvt7oHVJ83rTO5n4w9/qcNaOulNfMB7NiMq01RBEig5DvNVMvVQfqhE9EpFUID551i4zBlAksm/OOxV0FJJsubMb42s1+x0BWjfGtSa3CjplF8KMYgyGm1XYBlNVW86C9kFROMokLgclS3wI4sR4+QWId+Y1mk/cvI2Ldp7YdVsuxMlbSpa5VzDTXyKZMe2QL2ZH0FLjxdZqRlWSkqmjCrTi8qe2wsCBIXRUaRxqmeXNAlqc1a3awIAcqqS6qoQENsbs2byVL1z5k0urfKC3BM1LoJecvivznOqPvnIeTtNRmKaj0fREp5FSnKU57yiqKy2Oth9bZzzvhCeaLyWj0KK2qHi+NN5qs4ZtONuYb3OhedrIaQZ8Y+5i+x3yf7vwrhtZQ6ykc7P7x5NiGOdG2VeWFOVyd6+Ulc3h3xsFrti18gbnTx47buFA6X3YXuhSzUoX921b/QpKyLL4Lk6EMFipcsqmRWyzHVhb/PXxK/HpM4Lw0mPe8bwLGTt6kLiaGA+lVpU9t4fs6W2NcVUUmmTGtM5ZVNEcJoax240Dq6l0V7sS3BRLJ9W9AHOQiMKjsRmNHSId5XblHbhH7Ny4kd0bNpp6+C+0ScgO2r/OYNfV/xC9FyZmYUO1xmBU5a8uf2VPs77wzz+6cCA3wHdtZKfXYozhbBIbH8YoZrdoTJjROeA/bBwV40tFIZ4lNbiNNG+LXnynOoNdHcvCpJc0hkqShY2gTYBJ4oRkk2Zl8zOIs+XdTVq5e+fk8S389JnnL9w2i+DhqRl+dMOhzNDdFVww2he/bC1sIyWZwa7XbdOL4hotAbSSq78qaALVO609D02TmduAUwvxyY5ruqlmwu889zL+27nP4ANPvXxF2iEQWG3CtNEa8OCGudTbqNFmR8hcYVrIGtMm+2M4lUzf7lbV+FRhesIYNUZU0Llyg98NN5vLnW6qWDa9ZI2AkxGY2h7zU3vO4r1PvXTZdV4NvvTiN3HaOz4EwOTp9mm9EbKhesG+YdLMNziDz95S5XuvXrr/kOXw8Nxs55NtG/FZ3OZ+G6F6D9SoABWYhGYNM/04ANM7QZJhVEweIpG126hSnSFtawXz/njcAAAgAElEQVQSb6rIoYP5A4nvYdcJ2mTxFNrsrStUGDqQj5Z66q2a9z0aMdgYgANwy/ve1rk9lsm9Bw+hCqO3DzK9t54/WXST8GOQCS00CBAXLkrDt7JXZEN7vs1dvkSTwKzdS6CjkS7pCq8EeMHjnzBftQLrjbJB7BFG0LysAdc974VA2fSG5kdKChtyXrww0k6pD6zESy1pSweFuueps3RKpYT1Krj4KNpucFxavTgL32Ne+Pi1W3Z6zRPOLPQF70fHKYnsR2xH6OqEiR8XgtRJ+2SqgdZ8P/OVfbnsFnIN4KenHZ7Xs11Uw5av250wlsre7cdwzu7t5HyqgFmxN5UPO6Dm3l5Yc59Xn7SFL7nX2xqjTqYxSzGt8fKT9xZPBALrniC8rAEX7NpNMhIbgWMkMX8HE9gP3GQNZmeByGy6mKr0FaJWBSFqfwqPOAEm8/ni0nF/GxNGQzNF0r6BYwnraZqoE9/77bcxNdDIjcblUK3cl8tGYGMLaPW055977HY+dNlze5dhgV++4BIj3LVAWt4mf2Da4RYYu6XC2C0VuJWsbawCoHks2HXoNDfZU3ajxGgaqglU7ximetMwchMM3TwM+yEmooXQGsbkp96eQ9ZBbqpNLMMeTwa8n0UvvDZMC6NtaVHYQ6kOlXpW3ZtXUesCUIkiprfPMrO3kbVjAlKvIVSyuorxmqtJJb02tCrZSZ8hSCWRIcnCur8apdN2JDB49wA8BNE9VTONOilGcGmQyx+Uq049lfdf/JxVaYvA6iKqK/rpN4LwskZsgMxPyzBmtRBVxuzma+IujT8o0gW0BsO0baImRKgqkVaI1KTNxIpWZU35oxu+aqbVHGkbVXPHcp8e+9U785htvc2whMw/itc57LtyzFvRkn73nwx2r5xUm7ATI0h7QVzT1hhGgSFqxjndKMZuxSWpwKDtop0mrf1rNYhncEv7tVRMPk5gKWzsGMF8d8yqcMG2ibz84Xv49Uld8NgpufQ7LkL2GcIT3Iph3RIl811RBojsc8RKjcdjPj4DcNrRj1tc5QKBdUIQXtaAh2ankeGB7ECijN1mBItpvKkfh3uA1Wk/Vwzjno+zWVjx/DpIIuXxCzx5W/FJtz75Hzd+OfuheB52C/Y8fvsU1Peryd4tW/nFCy7uXYYdePd5TyHzoJx/iU65aSGswbdPAoM/Ni/Clpu7cdOWrXTrHJIR+8lOpfErTdDE26fQF0aKAowrWiuLH8VuwiQfP/07j3SSkMkR//Qzvdmn541nnp+tSE6AqSqa1WBxuEu2UFR3We3UUNMaqiuJEegKz4cKwgXH7eI1e5+0+DIF1gdH+GqjYLC7Btzx2CPEmiBVTfuMM7h1fhe06M9FMVoVtLuJe28zx9EfeumiTM4zxd0PU0UdibAGuwXBZarK6ls75Nn/5vXhhdjxpiefz/tv/Er5yT0w3entWIH68caGauD+CLEu+Z3n2sQa3IqNnowV3rPWa30EVGLQGWgNYYxoyy6JNTCt1aFpfbokw+ZUNEuavzbtO71TOpbqENz8X1Z3qqiM2695DxN/+kHzY3xplpUDB6r4G182d8wz1evaYBM0qi3vIsHIzVXf9zA/+EDv2yOw0vSnwLGSBM3LGnDm1mN5/MYtuZFQm8FtkUfovCeJowE47+TeSMs3DI5z7l7zw7HDSpLNVa3bDaMWm7CWHF+fXPX3n2Bhl83t/SI1uq1D04bXsmqrN61TSNLPNekQpvhR/5yl6AdGa+YB3ukfwF+/9lXzN8yq41dKF+4mxfvWufh3y9Tn634xcL/32waK0yXRgcDhQxBe1oDBSpWZWbe01B4cUYoGtykCPIhx4z+fceOPgLuzMM5Qd2oiZpImkzSZ2dtpFKjc0Ydal/3XvKfjudRwN/EnD5ZLXPg4xxxJ+nu9aV0Arn/4fmvUXHz7+f2hsM3soP0riQm5WYkRYoGWdQCbNDCGwE3MipqSrX2SIe9dW7XGvsXLoTbuNDBjdWfThXDDXssPm1K2kiYxhY+Yvx973kXs3bp2Ttf2v7ZwPwnWgLZDBCdfTAKHoDkd57Sx3JOdGzxQMwOau7203YaXdfuxe5LV9yTMbG4yPdIIWpfDBSVMG611AY5UJjZs5o7px8wPZzgwPE+Eggv/0ndxMQzWYJcYrEPa4qZujvW0Z9FieGxmpv1g7j5c4S4+SOaeXgE/+9HSGOsL30eKkp9hq9Lu92UAo/FzhuBV+3H1r1s/a5q1dJv3IBevDM3+pvFdO5b1VX+1kYtwTHnSZ21/fIdMe8MffPvfffcsdsa3Yn92diYpWvGmeYy2ZkDM8qymanpuYKZKw29tZ6ZWd2bK3hRzsMsNHGYEzcsa8bHLXpb9SPXhC6iVvQf9vFpgIW/cO8KCBn+92OF4NTjjut83Brh+ewjQgNRIMoKV8eikUK9kecWQSjKj5uBvnX/ZCuSz8vzhhVdmP1z/iSH3CGiR71tOMaO2zgeMLYrvqTkCEi9OTnCx8SstUmWOaMnUkWJcA/jx3exmXAgHxImZBomJOwouY9Ua4+M9XlZW4AM3ftV8ce0z6X76Fsjk22IS039bsZHTZhS1O803nNO5RmLv7MRbsUR636eJFwZDH3/Gi1awdoE1J1nhT5+xJpoXEflV4EpMkz0AXKuq965FWdaS/de+m4nrPoDY1YwI6HzuV9xoN2FhVcmQolHcUdPiGK5U+dvnXrOIUq9HqrSN9weBQXtMrdO+6eXK6vYCuGSqQNVcsF5utLgULjthD3z578yPdHfEYntUTAf0+ow0YeiArwnANPUAUM285pZ12+q0l5VLD6P80ZZJxjelVkzTRl68FmTLn+1B3RQTD8Wlmpl1ex0EGHAr/SIzpdOEyBceFZLRFlqJUYGZLe0esF1bNjq9bYYg9axrWbdtElgW/eibZSVZK83Lb6rq6ap6JvAPwPvWqBxryt/vM1tLp9vXN8n2JCmj1CiPciO+4t8SBqIKJ246mhM2HrX4wq8TKqknM9pH8357zOMhv3us5Fho0588+ayVSLx3aNuXjFbhVNPsOJwzg216YcqMR734Zd0vPTaWj24XMJXH8wPe1ynQeid/U/oriVL3wfeVROnUxvPlYf+8cndw+x84PFkT4UVVff+no/ThY2i5PNaY4x1f+WxmY6CgDUk1MKUIcCvUDgE3YVYX/dCeizEv6Fkv8BRGGCoxELz9mnfxLy98PX97xaupRf1q8QJ3/Mw7oNbKO/Rw3Iip/11AUmuLu3jshZrLjlx49C7ed/6zViDt1ScdgQtWSPHnLtxvz3vzFEBEY1vCHC3maGX6LWeYW/c+BXKzUNZWxmmoXTrxWOZgVkeB0Sz7nNbFUpuxDvD22TwfLKnfOiHX3pD3lNtMMBsjmk8iMclUKx/ekdCxjdvJIl+67fH8+tPXzrNzYJUJBrtrg4j8OnAN8Biw9l68ekzkK+LTFUfzRHB961Qz8B2/qYbeoWb7gDQZI4uqJjaPKtosGg4YqlHEjg0b2473JYOF37atNjCI3mJsBRorplyq2Pe9adNzj+sPZ35t1PDmZTow4OYzMV6ZFfThTGvgTjl789zckCPdGNmerNqTQ2SC+nyGzgVtmkunuqGGTirxvBVYW2ZnS9R9Q4W/kNVxvHDMn0/L/8h/bRvsmAPPnDhhEaUNBPqLVdO8iMg/i8j3Sz5XAqjqL6rqDuD/AG+ZJ503iMj1InL9gw8+2ClY37FhYJA/ecaLM325Qv5J7VFUGc+QGSzuNeekYQUXN9/ddA/6xO5FkHHe1j594XZg+3Chglaz4FTyjRNg5ZR7ghNcBHjr2ResULqrz0nXWadpOa+txUdAkvVJ12YV+/1h8zOd6khK3O97c0BVzF+VvASSCjplDn+nveyLOtkZAEmVRgkJ2JXQ//z813fVBr3k1E/9T/OlOL3rU5zqdR+/bVodBJeOc2ymb77s1LOXUfrAukYxlvIr+ekzVk3zoqrP7DLo/wE+B/xSh3T+GPhjgHPOOaf/WngeLjxutxE8Iqyh7jzWtQrRnB3GCkxNJJkX3gh0pGDANwA6YF+ykiU9Uq3xl1e8ciWrseZ85SVvZuKT788frMHUGdaP/eTKetjd/+b1NT3RLc7JHGlfK7aJABVo+G9GgdjEi4acwamgqkYLMxrllAI1b+m4u1nrx8b5MHdXSZ3AusNu+tQqe6oJxC1yFr/JiH2PWyt01YTRgQH+14XP58Sj1qndVgRyMPNwqyg6XtCE+hoUZxM+XSXZYPdfGOrw2HsEOJq8cW7Rt0zgMKU/p3pWkjWxeRGRk7yfVwI3r0U51g3pyEvbjfPc37nsuPO62WbMl/tY9X6UT+/ynaesYkXWmE5tkTbcPGG6+fQ5taKw0rHfqFlNhPsNmUM+0rYYVCE3Zx5r/nends86cnlcSv62FJpeesDw8TWGq1XOOvq4FW2nFUWNrkk9T8BtfapO+z5N/t9OfXG28DsQOIJYq9VG77dTSDcCzwJ+bo3KseZcd9HLjIfSWaAhxgj3ENCCM8e2mvfFIxA1K0aAmQVpCTppXZzeZcIyjXkIpvEFbjDnKo/A//iJZ/Oxi17Eb19wxZrUc7XZf817TP2bwKOYNvmm/ZvEpm3rmHby2+1++3eGdPkqB+2xb9u/hzDtOrf+9ixaDLdda0flNeB2NXV7CFPnWWz9BQ7Zc3ckph8dEqIqsEFhUsy57wAtqN1p489BzW1h8ZA5p3cBCkO3VUz7NaB2VwUGoeXa38YR27dpYlbctIDb7N8piBpQncX2beVDl13Kp579Sv7fC9/A5qH5vDuuHTe95GdhGmrTCVIXpC6gSb5vHYRopkp0sGr6YAu41f69iaxvur5tnw18GwZbNQa/X0vbP2hdjjCCwW7vUdUXr0W+65GLJibY9N2B0nN/95HXcuZbPtQhZgTOM84j82TwXXj8ts1cfcqZyylmX7DpxqLlLuYlC6BKpWF2OE55wP49YIPYn/XNAg8rQwlGADyccMOVadj4Q+u/pc3DkvdYcKvZ9tlj9iE3ANmy3ttL8nG2qtZ9/cYHS1a02fg63T5zkqa9r7wazzv9ieUn1hHDw8Ns+mHx3vZWvd0IwwNVZhut9nNT9veN82Rw0ObzvZVYSRcI9BfBw+4RwF+999q1LsKq841b7up4biiqEDUhWmhjS5yDUi31uva655275PKtBz5x87fMFwXOtQavi8GNzlZhgY9VzHRFtdLbHcKXw0IP2ExwWR6/+NKLViSdQB9xhGtegvCyDrjhI29j40i2dnJ4oMoNH3lbem45fP6Xf3JZ8fuFT3/le6XHP/pzV5EcalFtLGyyK5gVrEOPwpD1jbN5dJBvXPd2vnHd23nji5+2kkXuOX/wva+bL7YhKovd0coayg505W9kEcli253uzKq/+rH+2Vzw2x3uXxH42u90XGTZFcdsHOaGj7yNGz7yNl5yYZ85SgwElkkQXtYJFzxhIv1+7knZhiW/eN3nlpXusUcfJr5cFuCZZ57IUK1KrZLv0mfuPpaxkfJpuW741Z9+wXKLtm54/u5TzRd1fxY52rIG5Ws5RjtqfH3atyyGkcEap+7YxlBtebP2V5+ze4VKFOg7lCN+qbRoH6mLzjnnHL3++uvXuhirxhe/dSvNOOa5552aHuts89KZd7346XzxW7fya6+5jJ1bN61kEdc1t9/3ELP1Jvc9fIh/+MZNvPPFF7HzGFP/8679nUWn98xzHs9vvOXKhQP2EROf/ID58i3YEFeYJWaMRQh3U0qF3u9C/tJnnkmzFfML117a45xXhme8+w+pt5r8zXtfy50PHOT03ccyWKty6NAhLvyvH1tSmoO1Cp9532vZtnnDwoEDq46IfEtVz+lFXhsHt+n5x62sy4sv7P9Qz8q/EqyZh91AO89+0sldhVM03RdFShTtr7z4bF558ZHnoOrEY48G4LSJY3nWkzovCV+o/RyHm+CS40kwqbFZffXDBUNnjAmxKpXp7ttxIbqJ/85XPWPJ6a8H/vUDb0q/H7Mp2/NguTtfzza6MOQKBA5DwrTROmf7lnG08A9oO+aOn7n7cWtZ3HXLYE0WbL9FT6P0If/57GvNF+sfpH01zAJYY2YTvb09F0un6+E2gwT47G++etHpHm4U23fH1k284bKfYGLbOnXOF1h9jnCD3aB5Wed89r+/LlP1L8BAVOG6V129yiXqT/79T97WVTvuv6Y/ved2y7Zt29j0jaXbACECVWiMKY8Rw3n2uH32HfOlxS/bTUh4+BnlK5+ev2sPW7duXWJh+4MbPvK2BaeHFeXQeS0Gowq3vOqdPSpZILB+CcLLYcTezYf3Q345zLXW7wZ+vWbraJUHp5feHqkG4LzCiUWuvHY05on46lMO/1U0d9zTec8219ZuWfvJm47uSZkC6xxnsHsEE6aN+oDfOHf++f6tQ6M8+/iT+NsrXtOjEvUf1/7LpxYMc7hrXRz/9IG3LjlugwYJCY9RsLUQOObfFq91qdNi8unkfMfsYYSx2gC/cNbTOfdxO5dc1n7hxf/jf3c8l5DQosXUeQnjtUH+7jnX9LBkgXVNmDYKrHdeceq5/Ndv/mvpub+86GrO23n4P+CXy/0zk2tdhHXFGy8/iz/6/HcWDlhg5mygEnfnkKULhqgx+G/GnuOhZxjPgF+4ZunC1eHG5LlZW8eaEEVhvBkIQNC89D1BcOmO337qFVTmeeP+6pMu6WFp1pZ9+/YtSXABzJ480Obs5UU7T2XicYv3KeSmRR4qc2l8hHDFOZ1Xxg3eax7RAvzWU5/ToxIF+oKgeQn0A/uveTcnfvKDtLy3xpEyzbESPOmY7SQdVsP8/Onn8+on9I17g2Xzwt/+2yXH3cQArR8mTO3N5nl+4eyLeOMTnwwXLd6fzoMXt3JanCOxT//6tc/hs9ffUnpuYnIjX7zmDT0uUSCw/gmalz5i+9iR4S13tdg4MFR6/IJjjyxPpafvWp5hdzSb/33OMccvKz0nU/bPjkW949nndOf7KXCkscJalz7UvAThpY/4txe9kTO2HMvRQyN88bmvXevi9B03vPzn2DY8SkWEV594JmduOZbfOv85nLNtmS/fPuOT73rVsuJHScTx+0d5we69fPTiF/GkY7YDcOmbf3/RaW34OlQERio19h2BWhdH2R5mpxy3hbe/6KLeFyaw/lEgSVb202eEaaM+4++uCKsNlsN/vmR5m+EdLvzhq57Cm/7315Yc/z9+qb0dD83MLTqdDY0a37vm7Usux+HEsZs3cN/BzLD8114TbFwCgU4EzUsgcIQxOTm5LMHl6A0jpcff9aqLF53WX/1acKro+J9vyjYBHahGnLQ9+HQJzMMRPm0UNC+BwBHGaz/810uKVza14XPVJWfxwT/7Utfp/dOHX8fGjcGOy3HS9qMXbONAIGAImpdA4AjjotNPWHScgcrK7yMdBJdAYBkc4ZqXILwEAkcYb3n+0zh6fLjr8BURvvHhn+0q7Deu685+5cTtYUPBQCCwdMK0USBwBPLLr34Ob/m9v5o3zGpMYXQr3AQCgfnQsLfRWhcgEAj0ngtOXT3PzB96/ZNXLe1AIIB185Ks6KffCMJLIHCE0kmzMjTPuW546lOfWqphCVqXQCCwUoRpo0AgkFKNIp5wwnFrXYxAILAQR/i0URBeAoEjmHNP3M43b78HgJ9+1tk0pcqrLj57RdLeMDLA5EwDCFqXQCCwsgThJRA4gvmTn3/pqqX9L78fvBkHAqtGHy5vXkmC8BIIBAKBQD+h2pf7Ea0kwWA3EAgEAoFAXxE0L4FAIBAI9BtH+LRR0LwEAoFAIBDoK4LmJRAIBAKBPkOPcJuXILwEAoFAINBX9OdmiitJmDYKBAKBQCDQVwTNSyAQCAQC/YRyxHvYDZqXQCAQCAQCfUXQvAQCgUAg0G/04U7QK0nQvAQCgUAgEOgrguYlEAgEAoE+QgE9wm1egvASCAQCgUA/oRqmjda6AIFAIBAIBNY/InKZiNwiIreLyHtKzg+KyP+15/9TRCZWqyxBeAkEAoFAoM/QRFf0sxAiUgF+D7gc2AtcLSJ7C8FeBxxU1ROBDwEfWOFqpwThJRAIBAKBwEKcB9yuqj9S1QbwF8CVhTBXAp+w3z8NXCIishqFCTYvgUAgEAj0G723edkO3O39PgA8uVMYVW2JyGPAFuChlS5MXwkv3/rWtx4SkTu7DH40q9Bga0ioz/om1Gd9c7jVBw6/OvV7fXb1KqNJDn7xn/XTR69wskMicr33+49V9Y9XOI8Vo6+EF1Xd2m1YEbleVc9ZzfL0klCf9U2oz/rmcKsPHH51Otzqs5qo6mVrkO09wA7v9/H2WFmYAyJSBTYCD69GYYLNSyAQCAQCgYX4JnCSiOwWkQHg5cBnCmE+A7zGfr8K+FfV1dn+uq80L4FAIBAIBHqPtWF5C/BFoAJ8XFV/ICK/Alyvqp8BPgb8mYjcDjyCEXBWhcNZeFm3c3VLJNRnfRPqs7453OoDh1+dDrf6HHao6ueAzxWOvc/7Pge8pBdlkVXS6AQCgUAgEAisCsHmJRAIBAKBQF/Rt8KLiHxcRB4Qke97x/6viNxgP/tF5AZ7/FIR+ZaIfM/+fcbalbycxdTHO79TRKZE5J29L/H8LLY+InK6iHxNRH5gr9PQ2pS8nEX2t5qIfMLW4yYR+YW1K3k5Hepzpoh83dbnehE5zx4XEfmf1uX3jSJy9tqVvJxF1ueVth7fE5GvisgZa1fychZTH+/8uSLSEpGrel/i+VlsfUTkInv8ByLyb2tT6sC6RlX78gNcCJwNfL/D+d8G3me/nwUcZ78/Ebhnrcu/nPp4xz4NfAp451qXf5nXpwrcCJxhf28BKmtdh2XU5xXAX9jvI8B+YGKt67BQfYB/BC63358D/D/v++cBAX4C+M+1Lv8y63M+sNl+v7zf62N/V4B/xdgjXLXW5V/m9dkE/BDYaX8fs9blD5/19+lbzYuqfhljzdyGdUf8UuDPbdjvqOq99vQPgGERGexJQbtkMfWxx14A7MPUZ92xyPo8C7hRVb9r4z6sqnFPCtoli6yPAqPWz8Ew0AAO9aKc3dKhPgqM2+8bAXfPXAl8Ug1fBzaJyLG9KWl3LKY+qvpVVT1oj38d469iXbHI6wPwVuCvgAdWv3SLZ5H1eQXw16p6l427LusUWFsO19VGTwN+rKq3lZx7MfBtVa33uEzLIVcfERkD3g1cCqy7KaMuKF6fkwEVkS8CWzFaiw+uWekWT7E+n8a88O/DaF7epqqlgs864+eBL4rIb2GmlM+3x8vcgm/H1G8906k+Pq/DaJX6gdL6iMh24IXAxcC5a1e8RdPp+pwM1ETk/wEbgA+r6ifXpoiB9Urfal4W4Go8LYVDRJ6A2eXyjT0v0fIo1ueXgQ+p6tTaFGfZFOtTBS4AXmn/vlBELlmLgi2RYn3OA2LgOGA38A4ROWEtCrZIfhojaO0A3obx2dDPzFsfEbkYI7y8ew3KthQ61ed3gXer9n6zm2XSqT5V4EnAFcCzgfeKyMlrU8TAeuWw07xYVf2LMJ3fP3488DfANap6x1qUbSl0qM+TgatE5IOY+eFEROZU9SNrUcbF0KE+B4Avq+pDNsznMPPj/9L7Ei6ODvV5BfAFVW0CD4jIV4BzgB+tQREXw2uAn7PfPwV81H7vxi34eqRTfRCR0+3vy1V1VdyXrwKd6nMO8Bdm9pKjgeeISEtV/7b3RVwUnepzAHhYVaeBaRH5MnAGcGvvixhYrxyOmpdnAjer6gF3QEQ2AZ8F3qOqX1mzki2Ntvqo6tNUdUJVJzCjrt/oB8HF0lYfjMfG00RkxAoDT8cY7PUDZfW5C3gGgIiMYoxcb16Dsi2WezFtD6b8bhrsM8A1dtXRTwCPqep6nzKCDvURkZ3AXwOvVtV+eiGW1kdVd3vPg08DP9MHggt07m9/B1wgIlURGcEM1m5ag/IF1jF9q3kRkT8HLgKOFpEDwC+p6scw7oiLU0ZvAU4E3icizhvgs9aTIdgi67PuWUx9VPWgiPwOZu8MBT6nqp/tcZHnZZHX5/eAPxWRH2BW6Pypqt7Yy/IuRFl9gNcDH7YC5BzwBhv8c5jVILcDM8Bre17gBVhkfd6HWdH2+1Zb0dJ1tiHgIuuz7llMfVT1JhH5AmYFYgJ8VFW/X5pw4IgleNgNBAKBQCDQVxyO00aBQCAQCAQOY4LwEggEAoFAoK8IwksgEAgEAoG+IggvgUAgEAgE+oogvAQCgUAgEOgrgvASCCyAiMR2h9vvi8jfW79BiMhxIvLpLuKXekIWkReIyN4F4t4gIn+xtJKvDN3Ws8u09tvdnNuWJtudhP9hGWl/Scwu6+tq2XMgEFh5gvASCCzMrKqeqapPxGwu92YAVb1XVa9aRrovADoKLyJyKma34KdZZ3drwgrUs8jFqnr9CqYHgKpeDKx4uoFAYP0RhJdAYHF8DbMpISIyISLft99HROQvReSHIvI3IvKfvgZARH5dRL4rIl8XkW0icj7wfOA3rXbl8SV5XQ38GfCPmI0eXVo/a/O50WllRGRMRP7UajVuFJEX2+PPEpGvici3ReRTdlNPpwH57/b490Rkjz3+dFueG0TkOyKyoVDPIS+f79j9gRCRa0Xkr0XkCyJym926YkFE5DIRuVlEvo3ZZsEdHxWRj4vIN2w+V3bTzoFA4MggCC+BQJeISAW4BOMuv8jPAAdVdS/wXvJ7HY0CX1fVM4AvA69X1a/adN5ltTpl+229DPgLjAffq73j7wHOUtXTgTfZY+/FuO0/zR7/VxE5GvhvwDNV9WyMVuLtXjoP2eN/QLY7+TuBN6vqmZjdsmcLZXozoKp6mi3TJ0RkyJ4705b5NOBlIrKDebDx/gR4nm2vx3mnfxH4V1U9D7Nb8m9a7dN87RwIBI4QgvASCCzMsIjcANwPbAP+qSTMBRhBA+vK3N8OoAE4W45vARMLZfj/t2L5ylQAAAKzSURBVHf/LlVHYRzH308g9LsMmiKNChNBqGirtmhpaBACKUgwGpIkqKjdhloaGvoLjGppi4gSpRCCBskoioh+QC0KJUFpGp+Gc8Jvl9v1akVe+7zGc+73Oed7podzzvc+eTdhVNJbUoHKbRGxJncPA1ci4hAwldv2kMoSkOfwgVRTqQUYzPM/DDQWhrlRZk6DwMWI6AZWS5riZ7uA3jzGM+AN8KPib5+kMUnjpNpUjVTWDLyS9ELpr757C317gbN53gPAYqCByutsZv8JJy9mM/uSdyIaSbWKumb5/KSm63B8o7qaYu1Ac0S8Bl4CK4G23LePlKhsBx7m2jDlBHAn7+xsldQiqbPQP1E6J0nngSPAElLS01zNC5bE+ynmHAXQVph7gyQX5zMzwMmLWdUkfQa6gZNlEoZB4ABA/oKotYqQn4AVpY0RsSjHai1UC94PtOe+9ZL6gTPAKmA5aTeoqxCjHngA7IyIzbltWUQ0UUFEbJL0WNIFUqHM0uTlPnAw/7aJtBvyvIp3LecZsKFw36d4NHYbOB65cmJEbMvtc1lnM1tgnLyYzYKkIdJRRXtJ12VgbUQ8Bc4BT4CxGcJdA07nC6nFC7u7gXeS3hfa7pGOgNYBvRHxGBgCLkn6mMesz59zPyJ90TMCdABXI2KYdNl4pp2UEznGMDAJ3Crznovy+NeBDkkTpUGqkY+XjgI384XdYpX3HqAOGI5UnbunMP5s19nMFhhXlTb7A/Jl3jpJ4zkRuQtskfT1H09tXsnHYDskjc7x+YrrHBEDwKm/8Sm2mc0fv3MmbWbTlgL9EVFHuq9xzIlLWSNAX0R0zjHB+OU6R0Q/sJG0Y2RmC5h3XszMzKym+M6LmZmZ1RQnL2ZmZlZTnLyYmZlZTXHyYmZmZjXFyYuZmZnVFCcvZmZmVlO+A+chWlehbjVeAAAAAElFTkSuQmCC\n", "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "Fig, Ax = plt.subplots(1,1,figsize=(9.5,8))\n", "Sc = Ax.scatter(dm_hp_ra, dm_hp_dec, c=pz_frac_map, cmap=plt.cm.viridis, s=6, vmin=0, vmax=1)\n", "\n", "Ax.set_xlabel('Right Ascension [deg]')\n", "Ax.set_ylabel('Declination [deg]')\n", "Ax.set_title('{0}'.format(FIELD))\n", "CB = Fig.colorbar(Sc)\n", "CB.set_label('Fraction with photo-z estimate')\n", "Fig.savefig('plots/dmu24_{0}_sf_binary_map.png'.format(FIELD), \n", " format='png', bbox_inches='tight', dpi=150)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Add the binary photo-$z$ selection function to output catalog" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "pz_depth_map.add_column(Column(name='pz_fraction', data=pz_frac_map))" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true }, "source": [ "## IV - Magnitude dependent photo-z selection functions" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The binary selection function gives a broad illustration of where photo-$z$s are available in the field (given the availability of optical datasets etc.). However, the fraction of sources that have an estimate available will depend on the brightness of a given source in the bands used for photo-$z$s.\n", "Furthermore, the quality of those photo-$z$ is also highly dependent on the depth, wavelength coverage and sampling of the optical data in that region.\n", "\n", "To calculate the likelihood of a given source having a photo-$z$ that passes the defined quality selection or be able to select samples of homogeneous photo-$z$ quality, we therefore need to estimate the magnitude (and spatially) dependent selection function." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Defining the photo-$z$ quality criteria\n", "\n", "A key stage in the photo-$z$ estimation methodology is the explicit calibration of the redshift posteriors as a function of magnitude. The benefit of this approach is that by making a cut based on the width of redshift posterior, $P(z)$, we can select sources with a desired estimated redshift precision.\n", "Making this cut based on the full $P(z)$ is impractical. However the main photo-$z$ catalog contains information about the width of the primary and secondary peaks above the 80% highest probability density (HPD) credible interval, we can use this information to determine our redshift quality criteria." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Parse columns to select the available magnitudes within the masterlist:" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "52 magnitude columns present in the masterlist.\n" ] } ], "source": [ "filters = [col for col in merged.colnames if col.startswith('m_')]\n", "print('{0} magnitude columns present in the masterlist.'.format(len(filters)))" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "scaled_photoz_error = (0.5*(merged['z1_max']- merged['z1_min'])) / (1 + merged['z1_median'])\n", "\n", "photoz_quality_cut = (scaled_photoz_error < 0.2)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "To calculate the magnitude dependent selection function in a given masterlist filter, for each of the Healpix clusters we do the following:\n", "1. Find the number of masterlist sources within that cluster that have a measurement in the corresponding filter. (If this is zero - see stage 3B)\n", "2. Calculate the fraction of sources at that magnitude that haThis relation typically follows a form of a sigmoid function the declines towards fainter magnitudes - however depending on the selection being applied it may not start at 1. Similarly, the rate of decline and the turnover point depends on the depth of the optical selection properties of that cluster.\n", "3. \n", " 1. Fit the magnitude dependence using the generalised logistic function (GLF, or Richards' function). Provided with conservative boundary conditions and plausible starting conditions based on easily estimated properties (i.e. the typical magnitude in the cluster and the maximum point), this function is able to describe well almost the full range of measured selection functions.\n", " 2. If no masterlist sources in the cluster have an observation in the filter - all parameters set to zero (with the GLF then returning zero for all magnitudes).\n", "4. Map the parameters estimated for a given healpix cluster back to the healpix belonging to that cluster." ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "m_ap_decam_g\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "038dc95ff1ba46498b88780faea66ca6", "version_major": 2, "version_minor": 0 }, "text/plain": [ "FloatProgress(value=0.0)" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "m_decam_g\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "dcdac6a3a8bc42448c115eaa519ca04b", "version_major": 2, "version_minor": 0 }, "text/plain": [ "FloatProgress(value=0.0)" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "m_ap_decam_r\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "ff1cccfae1c14ccea7d282000098e256", "version_major": 2, "version_minor": 0 }, "text/plain": [ "FloatProgress(value=0.0)" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "m_decam_r\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "b5777a8012c6437e9492c914e682ca45", "version_major": 2, "version_minor": 0 }, "text/plain": [ "FloatProgress(value=0.0)" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "m_ap_decam_z\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "efbf71d9625147adaaee58a890a7b264", "version_major": 2, "version_minor": 0 }, "text/plain": [ "FloatProgress(value=0.0)" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdout", "output_type": "stream", "text": [ "\n", "m_decam_z\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": 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"\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 31\u001b[0m \u001b[0miqr25_mag\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mnanpercentile\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmerged\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mphotometry_band\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mml_sources\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0mhas_photoz\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m25\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 32\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 33\u001b[0;31m \u001b[0;32mif\u001b[0m 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"\u001b[0;32m/software/rhel7/lib64/python3.6/site-packages/numpy/ma/core.py\u001b[0m in \u001b[0;36m__mul__\u001b[0;34m(self, other)\u001b[0m\n\u001b[1;32m 4092\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_delegate_binop\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mother\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 4093\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mNotImplemented\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 4094\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mmultiply\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mother\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 4095\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 4096\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0m__rmul__\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m 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\u001b[0;32mexcept\u001b[0m \u001b[0mException\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1043\u001b[0m \u001b[0;32mpass\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", "\u001b[0;31mKeyboardInterrupt\u001b[0m: " ] } ], "source": [ "for photometry_band in filters:\n", " print(photometry_band)\n", " \n", " pz_frac_cat = np.zeros(len(merged))\n", " pz_M_map = np.zeros((len(dm_hp_ra),6))\n", "\n", " if np.isnan(merged[photometry_band]).sum() < len(merged):\n", " m001, m999 = np.nanpercentile(merged[photometry_band], [0.1, 99.9])\n", "\n", "\n", " counts, binedges = np.histogram(merged[photometry_band], \n", " range=(np.minimum(m001, 17.), np.minimum(m999, 29.)),\n", " bins=10)\n", "\n", " binmids = 0.5*(binedges[:-1] + binedges[1:])\n", "\n", "\n", " with ProgressBar(NCLUSTERS, ipython_widget=True) as bar:\n", " for ic, cluster in enumerate(np.arange(NCLUSTERS)[:]):\n", " ml_sources = (merged['hp_depth_cluster'] == cluster)\n", " has_photoz = (merged['z1_median'] > -90.) * photoz_quality_cut\n", " has_mag = (merged[photometry_band] > -90.)\n", "\n", " in_ml = np.float(ml_sources.sum())\n", " withz = (has_photoz)\n", "\n", " frac = []\n", " frac_upper = []\n", " frac_lower = []\n", "\n", " iqr25_mag = (np.nanpercentile(merged[photometry_band][ml_sources*has_photoz], 25))\n", "\n", " if (ml_sources*has_photoz*has_mag).sum() > 1:\n", " for i in np.arange(len(binedges[:-1])):\n", " mag_cut = np.logical_and(merged[photometry_band] >= binedges[i],\n", " merged[photometry_band] < binedges[i+1])\n", "\n", " if (ml_sources * mag_cut).sum() > 0:\n", " pass_cut = np.sum(ml_sources * withz * mag_cut)\n", " total_cut = np.sum(ml_sources * mag_cut)\n", " frac.append(np.float(pass_cut) / total_cut)\n", "\n", " lower, upper = binom_conf_interval(pass_cut, total_cut)\n", " frac_lower.append(lower)\n", " frac_upper.append(upper)\n", "\n", " else:\n", " frac.append(0.)\n", " frac_lower.append(0.)\n", " frac_upper.append(1.)\n", "\n", " frac = np.array(frac)\n", " frac_upper = np.array(frac_upper)\n", " frac_lower = np.array(frac_lower)\n", "\n", "\n", " model = GLF1D(A=np.median(frac[:5]), K=0., B=0.9, Q=1., nu=0.4, M=iqr25_mag, \n", " bounds={'A': (0,1), 'K': (0,1), 'B': (0., 5.),\n", " 'M': (np.minimum(m001, 17.), np.minimum(m999, 29.)),\n", " 'Q': (0., 10.),\n", " 'nu': (0, None)})\n", "\n", " fit = LevMarLSQFitter()\n", " m = fit(model, x=binmids, y=frac, maxiter=1000,\n", " weights=1/(0.5*((frac_upper-frac) + (frac-frac_lower))), \n", " estimate_jacobian=False)\n", " parameters = np.copy(m.parameters)\n", "\n", " else:\n", " frac = np.zeros(len(binmids))\n", " frac_upper = np.zeros(len(binmids))\n", " frac_lower = np.zeros(len(binmids))\n", "\n", " parameters = np.zeros(6)\n", "\n", " # Map parameters to cluster\n", "\n", " # Map parameters back to depth map healpix \n", " where_map = (km.labels_ == cluster)\n", " pz_M_map[where_map] = parameters\n", "\n", " bar.update()\n", " \n", " \n", " else:\n", " pz_M_map = [np.zeros(6)] * len(dm_hp_ra)\n", " \n", " c = Column(data=pz_M_map, name='pz_glf_{0}'.format(photometry_band), shape=(1,6))\n", "\n", " try:\n", " pz_depth_map.add_column(c)\n", " except:\n", " pz_depth_map.replace_column('pz_glf_{0}'.format(photometry_band), c)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The selection function catalog consists of a set of parameters for the generalised logistic function (GLF, or Richards' function) that can be used to calculate the fraction of masterlist sources that have a photo-$z$ estimate satisfying the quality cut as a function of a given magnitude. e.g.\n", "\n", "$S = \\rm{GLF}(M_{f}, \\textbf{P}_{\\rm{Healpix}})$,\n", "\n", "where $S$ is the success fraction for a given magnitude $M_{f}$ in a given filter, $f$, and $\\textbf{P}_{\\rm{Healpix}}$ corresponds to the set of 6 parameters fit for that healpix.\n", "\n", "\n", "In practical terms, using the GLF function defined in this notebook this would be `S = GLF1D(*P)(M)`. Similarly, to estimate the magnitude corresponding to a desired photo-$z$ completeness one can use the same parameters and the corresponding inverse function: `M = InverseGLF1D(*P)(S)`.\n", "\n", "### Save the photo-$z$ selection function catalog:" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [], "source": [ "pz_depth_map.write('{0}/photo-z_selection_{1}_{2}.fits'.format(OUT_DIR, FIELD, SUFFIX).lower(), format='fits', overwrite=True)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ " ![HELP LOGO](https://avatars1.githubusercontent.com/u/7880370?s=75&v=4)\n", " \n", "**Author**: [Kenneth Duncan](http://dunkenj.github.io)\n", "\n", "The Herschel Extragalactic Legacy Project, ([HELP](http://herschel.sussex.ac.uk/)), is a [European Commission Research Executive Agency](https://ec.europa.eu/info/departments/research-executive-agency_en)\n", "funded project under the SP1-Cooperation, Collaborative project, Small or medium-scale focused research project, FP7-SPACE-2013-1 scheme, Grant Agreement\n", "Number 607254.\n", "\n", "[Acknowledgements](http://herschel.sussex.ac.uk/acknowledgements)\n", "\n" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.6.3" } }, "nbformat": 4, "nbformat_minor": 2 }