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diff --git a/PV_output/prepare_data_for_public.ipynb b/PV_output/prepare_data_for_public.ipynb
index 8855db2..8c9f88d 100644
--- a/PV_output/prepare_data_for_public.ipynb
+++ b/PV_output/prepare_data_for_public.ipynb
@@ -1,8056 +1,8056 @@
{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/home/walch/miniconda3/envs/py3/lib/python3.6/site-packages/h5py/__init__.py:36: FutureWarning: Conversion of the second argument of issubdtype from `float` to `np.floating` is deprecated. In future, it will be treated as `np.float64 == np.dtype(float).type`.\n",
" from ._conv import register_converters as _register_converters\n"
]
}
],
"source": [
"import numpy as np\n",
"import xarray as xr\n",
"import pandas as pd\n",
"\n",
"import util\n",
"import time \n",
"\n",
"import os\n",
"\n",
"%matplotlib notebook\n",
"import matplotlib.pyplot as plt"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# PART 1: GET CATEGORIZATION FOR GROUPING"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Load aggregation data"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"# fp = '/Volumes/Seagate Backup Plus Drive/DOKUMENTE/EPFL/data/Results/PV_w_uncertainty/CH_ROOFS_all_replaced.csv'\n",
"fp = '/work/hyenergy/output/solar_potential/geographic_potential/CH_ROOFS_all_replaced.csv'\n",
"columns = ['DF_UID', 'SB_UUID', 'FLAECHE', 'NEIGUNG', 'AUSRICHTUNG', 'XCOORD', 'YCOORD', 'GWR_EGID']\n",
"roofs = pd.read_csv( fp, usecols = columns )"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {
"scrolled": true
},
"outputs": [],
"source": [
"fp = '/work/hyenergy/raw/Sonnendach/Sonnendach_all_roofs/SOLKAT_CH_DACH_LV03.txt'\n",
"columns = ['DF_UID', 'GWR_EGID']\n",
"SON = pd.read_csv( fp, usecols = columns )"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"# need to add GWR_EGID according to Sonnendach dataset (original)"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
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"<div>\n",
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" <th></th>\n",
" <th>DF_UID</th>\n",
" <th>SB_UUID</th>\n",
" <th>FLAECHE</th>\n",
" <th>NEIGUNG</th>\n",
" <th>AUSRICHTUNG</th>\n",
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" <tr>\n",
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"text/plain": [
" DF_UID SB_UUID FLAECHE NEIGUNG \\\n",
"0 1 {DEA19230-2728-42BF-8A28-573F5EB6C214} 15.948816 37 \n",
"1 2 {DEA19230-2728-42BF-8A28-573F5EB6C214} 13.730555 44 \n",
"2 3 {62E12FA3-D6C9-482C-A74C-CDCCE3D32EDD} 63.437476 12 \n",
"3 4 {99786E44-FF96-4250-A0A2-AF44CB189B28} 38.368910 33 \n",
"4 5 {99786E44-FF96-4250-A0A2-AF44CB189B28} 36.403273 35 \n",
"\n",
" AUSRICHTUNG XCOORD YCOORD GWR_EGID \n",
"0 10.0 621674.951286 254203.972784 245033426.0 \n",
"1 -170.0 621675.374179 254206.313551 245033426.0 \n",
"2 -80.0 621673.977050 254186.956803 245033426.0 \n",
"3 -80.0 621696.695450 254249.767806 245033426.0 \n",
"4 100.0 621692.928934 254250.448974 245033426.0 "
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"roofs.head()"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"9639231"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"len(roofs)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Merge Commune info"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"GWR_cols = pd.read_csv('/work/hyenergy/raw/GWR_Reg-BL/Maske_EINZELD-GEB.csv').columns\n",
"GWR = pd.read_csv('/work/hyenergy/raw/GWR_Reg-BL/EPFL-150701-GEB.txt',\n",
" header = None, names = GWR_cols, sep = '\\t', encoding = 'cp1250' )"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
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"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>GDEKT</th>\n",
" <th>GDENR</th>\n",
" <th>GDENAMK</th>\n",
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" <th>GAREA</th>\n",
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" <th>DMUTDAT</th>\n",
" <th>DEXPDAT</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>TG</td>\n",
" <td>4590</td>\n",
" <td>Hüttlingen</td>\n",
" <td>400064214</td>\n",
" <td>2150</td>\n",
" <td>0.0</td>\n",
" <td>3/29</td>\n",
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" <td>Geeregass</td>\n",
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" <td>14.11.2014</td>\n",
" <td>01.07.2015</td>\n",
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" <tr>\n",
" <th>1</th>\n",
" <td>TG</td>\n",
" <td>4721</td>\n",
" <td>Bichelsee-Balterswil</td>\n",
" <td>400063706</td>\n",
" <td>192</td>\n",
" <td>0.0</td>\n",
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" <td>1126980</td>\n",
" <td>Riesenbergstr.</td>\n",
" <td>...</td>\n",
" <td>10.0</td>\n",
" <td>NaN</td>\n",
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" <td>NaN</td>\n",
" <td>27.11.2014</td>\n",
" <td>01.07.2015</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>TG</td>\n",
" <td>4946</td>\n",
" <td>Weinfelden</td>\n",
" <td>400064183</td>\n",
" <td>2796</td>\n",
" <td>0.0</td>\n",
" <td>2259</td>\n",
" <td>NaN</td>\n",
" <td>1129096</td>\n",
" <td>Florastr.</td>\n",
" <td>...</td>\n",
" <td>16.0</td>\n",
" <td>NaN</td>\n",
" <td>0</td>\n",
" <td>NaN</td>\n",
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" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>27.11.2014</td>\n",
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" <tr>\n",
" <th>3</th>\n",
" <td>TG</td>\n",
" <td>4566</td>\n",
" <td>Frauenfeld</td>\n",
" <td>400064684</td>\n",
" <td>1097</td>\n",
" <td>0.0</td>\n",
" <td>1/720</td>\n",
" <td>NaN</td>\n",
" <td>1125237</td>\n",
" <td>Blumenstr.</td>\n",
" <td>...</td>\n",
" <td>16.0</td>\n",
" <td>NaN</td>\n",
" <td>0</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>14.11.2014</td>\n",
" <td>01.07.2015</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>TG</td>\n",
" <td>4921</td>\n",
" <td>Bussnang</td>\n",
" <td>400064700</td>\n",
" <td>7038</td>\n",
" <td>0.0</td>\n",
" <td>9/.024</td>\n",
" <td>NaN</td>\n",
" <td>1128909</td>\n",
" <td>Laagasse</td>\n",
" <td>...</td>\n",
" <td>32.0</td>\n",
" <td>NaN</td>\n",
" <td>0</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
" <td>NaN</td>\n",
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"</table>\n",
"<p>5 rows × 31 columns</p>\n",
"</div>"
],
"text/plain": [
" GDEKT GDENR GDENAMK EGID GPARZ GGBKR GEBNR GBEZ \\\n",
"0 TG 4590 Hüttlingen 400064214 2150 0.0 3/29 NaN \n",
"1 TG 4721 Bichelsee-Balterswil 400063706 192 0.0 1/.052 NaN \n",
"2 TG 4946 Weinfelden 400064183 2796 0.0 2259 NaN \n",
"3 TG 4566 Frauenfeld 400064684 1097 0.0 1/720 NaN \n",
"4 TG 4921 Bussnang 400064700 7038 0.0 9/.024 NaN \n",
"\n",
" ESTRID STRNAMK1 ... GAREA GASTW GANZWHG GAZZI GHEIZ \\\n",
"0 1125563 Geeregass ... 25.0 NaN 0 NaN NaN \n",
"1 1126980 Riesenbergstr. ... 10.0 NaN 0 NaN NaN \n",
"2 1129096 Florastr. ... 16.0 NaN 0 NaN NaN \n",
"3 1125237 Blumenstr. ... 16.0 NaN 0 NaN NaN \n",
"4 1128909 Laagasse ... 32.0 NaN 0 NaN NaN \n",
"\n",
" GENHZ GWWV GENWW DMUTDAT DEXPDAT \n",
"0 NaN NaN NaN 14.11.2014 01.07.2015 \n",
"1 NaN NaN NaN 27.11.2014 01.07.2015 \n",
"2 NaN NaN NaN 27.11.2014 01.07.2015 \n",
"3 NaN NaN NaN 14.11.2014 01.07.2015 \n",
"4 NaN NaN NaN 27.11.2014 01.07.2015 \n",
"\n",
"[5 rows x 31 columns]"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"GWR.head()"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"roofs_w_canton = roofs.merge(GWR[['EGID', 'GDEKT']], left_on = 'GWR_EGID', right_on = 'EGID', how = 'left')\n",
"roofs_w_canton = roofs_w_canton.drop('GWR_EGID', axis = 1).drop_duplicates()"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
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"text/plain": [
" DF_UID SB_UUID FLAECHE NEIGUNG \\\n",
"0 1 {DEA19230-2728-42BF-8A28-573F5EB6C214} 15.948816 37 \n",
"1 2 {DEA19230-2728-42BF-8A28-573F5EB6C214} 13.730555 44 \n",
"2 3 {62E12FA3-D6C9-482C-A74C-CDCCE3D32EDD} 63.437476 12 \n",
"3 4 {99786E44-FF96-4250-A0A2-AF44CB189B28} 38.368910 33 \n",
"4 5 {99786E44-FF96-4250-A0A2-AF44CB189B28} 36.403273 35 \n",
"\n",
" AUSRICHTUNG XCOORD YCOORD EGID GDEKT \n",
"0 10.0 621674.951286 254203.972784 245033426.0 BL \n",
"1 -170.0 621675.374179 254206.313551 245033426.0 BL \n",
"2 -80.0 621673.977050 254186.956803 245033426.0 BL \n",
"3 -80.0 621696.695450 254249.767806 245033426.0 BL \n",
"4 100.0 621692.928934 254250.448974 245033426.0 BL "
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"roofs_w_canton.head()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Merge altitude information"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
"coords = pd.read_csv('/work/hyenergy/raw/METEO/MeteoSwiss_satellite/locations/dhm25_200_CH.csv')"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"coords = coords.drop('FID', axis = 1).round(1)"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
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" <tr>\n",
" <th>2</th>\n",
" <td>722087.5</td>\n",
" <td>75487.5</td>\n",
" <td>476.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>722287.5</td>\n",
" <td>75487.5</td>\n",
" <td>503.6</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>722487.5</td>\n",
" <td>75487.5</td>\n",
" <td>529.4</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" x y z\n",
"0 722687.5 75287.5 502.6\n",
"1 721887.5 75487.5 452.8\n",
"2 722087.5 75487.5 476.0\n",
"3 722287.5 75487.5 503.6\n",
"4 722487.5 75487.5 529.4"
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"coords.head()"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([485487.5, 485687.5, 485887.5, ..., 833287.5, 833487.5, 833687.5])"
]
},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"np.sort(coords.x.unique())"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([ 75287.5, 75487.5, 75687.5, ..., 295287.5, 295487.5, 295687.5])"
]
},
"execution_count": 14,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"np.sort(coords.y.unique())"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [],
"source": [
"OFFSET = 87.5\n",
"PIXELS = 200\n",
"\n",
"tmp_coords = roofs[['XCOORD', 'YCOORD', 'SB_UUID']].groupby('SB_UUID').mean() - OFFSET\n",
"tmp_coords_rounded = util.round_to_interval(tmp_coords, PIXELS)\n",
"merge_coords = (tmp_coords_rounded + OFFSET).round(1)"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>XCOORD</th>\n",
" <th>YCOORD</th>\n",
" </tr>\n",
" <tr>\n",
" <th>SB_UUID</th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>{00000514-8EE6-4CBA-B0A2-29025519E71D}</th>\n",
" <td>678487.5</td>\n",
" <td>248487.5</td>\n",
" </tr>\n",
" <tr>\n",
" <th>{000006D5-222A-4DFE-B7E9-DC605CCD24E6}</th>\n",
" <td>706887.5</td>\n",
" <td>116487.5</td>\n",
" </tr>\n",
" <tr>\n",
" <th>{000010B0-8C7E-4A95-BF3E-3B5A4CE17845}</th>\n",
" <td>645487.5</td>\n",
" <td>130487.5</td>\n",
" </tr>\n",
" <tr>\n",
" <th>{00001D87-10C8-474A-927B-3A8A1D2A603F}</th>\n",
" <td>620087.5</td>\n",
" <td>169887.5</td>\n",
" </tr>\n",
" <tr>\n",
" <th>{00001E1E-A41A-4772-9446-BAF0689A7A22}</th>\n",
" <td>612487.5</td>\n",
" <td>263287.5</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" XCOORD YCOORD\n",
"SB_UUID \n",
"{00000514-8EE6-4CBA-B0A2-29025519E71D} 678487.5 248487.5\n",
"{000006D5-222A-4DFE-B7E9-DC605CCD24E6} 706887.5 116487.5\n",
"{000010B0-8C7E-4A95-BF3E-3B5A4CE17845} 645487.5 130487.5\n",
"{00001D87-10C8-474A-927B-3A8A1D2A603F} 620087.5 169887.5\n",
"{00001E1E-A41A-4772-9446-BAF0689A7A22} 612487.5 263287.5"
]
},
"execution_count": 16,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"merge_coords.head()"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"3677958"
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"len(merge_coords)"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [],
"source": [
"z_info = merge_coords.reset_index().rename(columns = {'XCOORD' : 'x', \n",
" 'YCOORD' : 'y'}).merge(coords, on = ['x', 'y'], how = 'left')"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"3676373"
]
},
"execution_count": 19,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"len(z_info.dropna())"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>SB_UUID</th>\n",
" <th>x</th>\n",
" <th>y</th>\n",
" <th>z</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>{00000514-8EE6-4CBA-B0A2-29025519E71D}</td>\n",
" <td>678487.5</td>\n",
" <td>248487.5</td>\n",
" <td>436.1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>{000006D5-222A-4DFE-B7E9-DC605CCD24E6}</td>\n",
" <td>706887.5</td>\n",
" <td>116487.5</td>\n",
" <td>716.7</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>{000010B0-8C7E-4A95-BF3E-3B5A4CE17845}</td>\n",
" <td>645487.5</td>\n",
" <td>130487.5</td>\n",
" <td>1016.1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>{00001D87-10C8-474A-927B-3A8A1D2A603F}</td>\n",
" <td>620087.5</td>\n",
" <td>169887.5</td>\n",
" <td>603.7</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>{00001E1E-A41A-4772-9446-BAF0689A7A22}</td>\n",
" <td>612487.5</td>\n",
" <td>263287.5</td>\n",
" <td>290.9</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" SB_UUID x y z\n",
"0 {00000514-8EE6-4CBA-B0A2-29025519E71D} 678487.5 248487.5 436.1\n",
"1 {000006D5-222A-4DFE-B7E9-DC605CCD24E6} 706887.5 116487.5 716.7\n",
"2 {000010B0-8C7E-4A95-BF3E-3B5A4CE17845} 645487.5 130487.5 1016.1\n",
"3 {00001D87-10C8-474A-927B-3A8A1D2A603F} 620087.5 169887.5 603.7\n",
"4 {00001E1E-A41A-4772-9446-BAF0689A7A22} 612487.5 263287.5 290.9"
]
},
"execution_count": 20,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"z_info.head()"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [],
"source": [
"dhm = coords.set_index(['x', 'y']).to_xarray()"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (x: 1742, y: 1103)\n",
"Coordinates:\n",
" * x (x) float64 4.855e+05 4.857e+05 4.859e+05 ... 8.335e+05 8.337e+05\n",
" * y (y) float64 7.529e+04 7.549e+04 7.569e+04 ... 2.955e+05 2.957e+05\n",
"Data variables:\n",
" z (x, y) float64 nan nan nan nan nan nan ... nan nan nan nan nan nan"
]
},
"execution_count": 22,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"dhm"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support.' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option)\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overriden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
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\" width=\"800\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"(485387.5, 833787.5, 75187.5, 295787.5)"
]
},
"execution_count": 23,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"dhm.z.attrs['long_name'] = 'Altitude'\n",
"dhm.z.attrs['units'] = 'm'\n",
"\n",
"plt.figure(figsize = (8, 4))\n",
"dhm.z.plot(x = 'x', y = 'y')\n",
"plt.axis('equal')\n",
"plt.axis('off')\n",
"# plt.tight_layout()"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [],
"source": [
"roof_info = roofs_w_canton.merge(z_info[['SB_UUID', 'z']], on = 'SB_UUID', how = 'left')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Add Sonnendach GWR_EGID"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>DF_UID</th>\n",
" <th>GWR_EGID</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>1</td>\n",
" <td>245033426.0</td>\n",
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" <th>1</th>\n",
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" <td>245033426.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>3</td>\n",
" <td>245033426.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>4</td>\n",
" <td>245033426.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>5</td>\n",
" <td>245033426.0</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" DF_UID GWR_EGID\n",
"0 1 245033426.0\n",
"1 2 245033426.0\n",
"2 3 245033426.0\n",
"3 4 245033426.0\n",
"4 5 245033426.0"
]
},
"execution_count": 26,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"SON.head()"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {},
"outputs": [],
"source": [
"roof_info = roof_info.merge(SON, on = 'DF_UID', how = 'left')"
]
},
{
"cell_type": "code",
"execution_count": 28,
"metadata": {},
"outputs": [
{
"data": {
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"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
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" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
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"</style>\n",
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" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
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" <th>NEIGUNG</th>\n",
" <th>AUSRICHTUNG</th>\n",
" <th>XCOORD</th>\n",
" <th>YCOORD</th>\n",
" <th>EGID</th>\n",
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" <th>z</th>\n",
" <th>GWR_EGID</th>\n",
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" <td>99.0</td>\n",
" <td>621702.065797</td>\n",
" <td>254171.929634</td>\n",
" <td>245033874.0</td>\n",
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" <td>402.1</td>\n",
" <td>245033874.0</td>\n",
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" <th>6</th>\n",
" <td>7</td>\n",
" <td>{E23AEC18-5ABF-44FA-B6E4-0C3518F506BF}</td>\n",
" <td>16.457870</td>\n",
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" <td>254171.306654</td>\n",
" <td>245033874.0</td>\n",
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" <td>245033874.0</td>\n",
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" <tr>\n",
" <th>7</th>\n",
" <td>8</td>\n",
" <td>{B7166B1A-7084-4F2D-94EC-8A274252C2F6}</td>\n",
" <td>47.774234</td>\n",
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" <td>100.0</td>\n",
" <td>621688.407173</td>\n",
" <td>254251.272648</td>\n",
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" <th>8</th>\n",
" <td>10</td>\n",
" <td>{0A3AAD3C-51CD-48BE-A36D-9B9D7048768C}</td>\n",
" <td>183.595871</td>\n",
" <td>44</td>\n",
" <td>-80.0</td>\n",
" <td>621694.097061</td>\n",
" <td>254236.884799</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>413.1</td>\n",
" <td>245033426.0</td>\n",
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" <th>9</th>\n",
" <td>11</td>\n",
" <td>{0A3AAD3C-51CD-48BE-A36D-9B9D7048768C}</td>\n",
" <td>141.568570</td>\n",
" <td>37</td>\n",
" <td>100.0</td>\n",
" <td>621686.961620</td>\n",
" <td>254238.666229</td>\n",
" <td>245033426.0</td>\n",
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" <td>254239.914338</td>\n",
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" <td>BL</td>\n",
" <td>413.1</td>\n",
" <td>245033426.0</td>\n",
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" <tr>\n",
" <th>11</th>\n",
" <td>13</td>\n",
" <td>{8F10A902-B0C9-456D-9D86-EA3E829980FB}</td>\n",
" <td>19.496845</td>\n",
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" <td>621684.301885</td>\n",
" <td>254242.707828</td>\n",
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" <td>245033426.0</td>\n",
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" <th>12</th>\n",
" <td>14</td>\n",
" <td>{AD3AADEF-6FAD-47E1-9221-D848531E2BB7}</td>\n",
" <td>15.634686</td>\n",
" <td>28</td>\n",
" <td>10.0</td>\n",
" <td>621679.184141</td>\n",
" <td>254228.125963</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>413.1</td>\n",
" <td>245033426.0</td>\n",
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" <th>13</th>\n",
" <td>15</td>\n",
" <td>{AD3AADEF-6FAD-47E1-9221-D848531E2BB7}</td>\n",
" <td>13.236666</td>\n",
" <td>36</td>\n",
" <td>-170.0</td>\n",
" <td>621679.703315</td>\n",
" <td>254230.714633</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>413.1</td>\n",
" <td>245033426.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>14</th>\n",
" <td>16</td>\n",
" <td>{3048C3F6-774C-4C35-AB4D-AC8485816837}</td>\n",
" <td>423.659084</td>\n",
" <td>41</td>\n",
" <td>-80.0</td>\n",
" <td>621688.013164</td>\n",
" <td>254208.752395</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>413.1</td>\n",
" <td>245033426.0</td>\n",
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" <td>466.687411</td>\n",
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" <td>621678.889652</td>\n",
" <td>254210.368755</td>\n",
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" <th>16</th>\n",
" <td>18</td>\n",
" <td>{B0685E7A-FD6E-4FC2-B8A6-6DC373712044}</td>\n",
" <td>162.455189</td>\n",
" <td>45</td>\n",
" <td>105.0</td>\n",
" <td>621677.852260</td>\n",
" <td>254152.392799</td>\n",
" <td>417083.0</td>\n",
" <td>BL</td>\n",
" <td>402.1</td>\n",
" <td>417083.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>17</th>\n",
" <td>19</td>\n",
" <td>{B0685E7A-FD6E-4FC2-B8A6-6DC373712044}</td>\n",
" <td>188.787559</td>\n",
" <td>45</td>\n",
" <td>-75.0</td>\n",
" <td>621683.647555</td>\n",
" <td>254150.671936</td>\n",
" <td>417083.0</td>\n",
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" <td>402.1</td>\n",
" <td>417083.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>18</th>\n",
" <td>20</td>\n",
" <td>{B0685E7A-FD6E-4FC2-B8A6-6DC373712044}</td>\n",
" <td>12.549681</td>\n",
" <td>56</td>\n",
" <td>-165.0</td>\n",
" <td>621683.336359</td>\n",
" <td>254161.724515</td>\n",
" <td>417083.0</td>\n",
" <td>BL</td>\n",
" <td>402.1</td>\n",
" <td>417083.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>19</th>\n",
" <td>21</td>\n",
" <td>{B0685E7A-FD6E-4FC2-B8A6-6DC373712044}</td>\n",
" <td>12.552466</td>\n",
" <td>56</td>\n",
" <td>15.0</td>\n",
" <td>621677.843538</td>\n",
" <td>254141.260953</td>\n",
" <td>417083.0</td>\n",
" <td>BL</td>\n",
" <td>402.1</td>\n",
" <td>417083.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>20</th>\n",
" <td>22</td>\n",
" <td>{B0685E7A-FD6E-4FC2-B8A6-6DC373712044}</td>\n",
" <td>48.585451</td>\n",
" <td>48</td>\n",
" <td>15.0</td>\n",
" <td>621672.585880</td>\n",
" <td>254157.923107</td>\n",
" <td>417083.0</td>\n",
" <td>BL</td>\n",
" <td>402.1</td>\n",
" <td>417083.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>21</th>\n",
" <td>23</td>\n",
" <td>{B0685E7A-FD6E-4FC2-B8A6-6DC373712044}</td>\n",
" <td>42.472681</td>\n",
" <td>59</td>\n",
" <td>-165.0</td>\n",
" <td>621673.229706</td>\n",
" <td>254160.323245</td>\n",
" <td>417083.0</td>\n",
" <td>BL</td>\n",
" <td>402.1</td>\n",
" <td>417083.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>22</th>\n",
" <td>24</td>\n",
" <td>{FF464080-FC45-4380-BF48-4214261CB639}</td>\n",
" <td>42.422541</td>\n",
" <td>51</td>\n",
" <td>15.0</td>\n",
" <td>621669.342407</td>\n",
" <td>254145.330176</td>\n",
" <td>417083.0</td>\n",
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" <th>23</th>\n",
" <td>25</td>\n",
" <td>{FF464080-FC45-4380-BF48-4214261CB639}</td>\n",
" <td>40.870523</td>\n",
" <td>53</td>\n",
" <td>-165.0</td>\n",
" <td>621669.978682</td>\n",
" <td>254147.700992</td>\n",
" <td>417083.0</td>\n",
" <td>BL</td>\n",
" <td>402.1</td>\n",
" <td>417083.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>24</th>\n",
" <td>26</td>\n",
" <td>{E73CA658-DB85-4B77-A259-F6F2E2E46ACC}</td>\n",
" <td>33.582986</td>\n",
" <td>37</td>\n",
" <td>-90.0</td>\n",
" <td>622435.338807</td>\n",
" <td>254106.123491</td>\n",
" <td>245033879.0</td>\n",
" <td>BL</td>\n",
" <td>431.8</td>\n",
" <td>245033879.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>25</th>\n",
" <td>27</td>\n",
" <td>{E73CA658-DB85-4B77-A259-F6F2E2E46ACC}</td>\n",
" <td>36.633173</td>\n",
" <td>22</td>\n",
" <td>90.0</td>\n",
" <td>622431.122583</td>\n",
" <td>254106.149044</td>\n",
" <td>245033879.0</td>\n",
" <td>BL</td>\n",
" <td>431.8</td>\n",
" <td>245033879.0</td>\n",
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" <tr>\n",
" <th>26</th>\n",
" <td>28</td>\n",
" <td>{A59EF3AA-9491-41FC-BBA3-7C592541631C}</td>\n",
" <td>169.384428</td>\n",
" <td>42</td>\n",
" <td>-90.0</td>\n",
" <td>622433.818107</td>\n",
" <td>254085.510971</td>\n",
" <td>417092.0</td>\n",
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" <th>27</th>\n",
" <td>29</td>\n",
" <td>{A59EF3AA-9491-41FC-BBA3-7C592541631C}</td>\n",
" <td>127.583593</td>\n",
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" <td>90.0</td>\n",
" <td>622426.177949</td>\n",
" <td>254080.405471</td>\n",
" <td>417092.0</td>\n",
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" <td>417092.0</td>\n",
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" <th>28</th>\n",
" <td>30</td>\n",
" <td>{A59EF3AA-9491-41FC-BBA3-7C592541631C}</td>\n",
" <td>57.637216</td>\n",
" <td>30</td>\n",
" <td>90.0</td>\n",
" <td>622426.509966</td>\n",
" <td>254093.818946</td>\n",
" <td>417092.0</td>\n",
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" <td>431.8</td>\n",
" <td>417092.0</td>\n",
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" <tr>\n",
" <th>29</th>\n",
" <td>31</td>\n",
" <td>{A48CA20C-0685-4E18-9904-E7C5E70078FC}</td>\n",
" <td>16.954926</td>\n",
" <td>32</td>\n",
" <td>-180.0</td>\n",
" <td>622443.599020</td>\n",
" <td>254084.364048</td>\n",
" <td>245049569.0</td>\n",
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" <td>431.8</td>\n",
" <td>245049569.0</td>\n",
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" <td>10.427635</td>\n",
" <td>0</td>\n",
" <td>0.0</td>\n",
" <td>683806.599770</td>\n",
" <td>253949.998246</td>\n",
" <td>302021356.0</td>\n",
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" <tr>\n",
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" <td>9889995</td>\n",
" <td>{02024B9E-B05E-4355-BA84-AF3BB85176FB}</td>\n",
" <td>7.403436</td>\n",
" <td>0</td>\n",
" <td>0.0</td>\n",
" <td>683790.710893</td>\n",
" <td>253950.274145</td>\n",
" <td>302017881.0</td>\n",
" <td>ZH</td>\n",
" <td>446.2</td>\n",
" <td>302017881.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639203</th>\n",
" <td>9889996</td>\n",
" <td>{02024B9E-B05E-4355-BA84-AF3BB85176FB}</td>\n",
" <td>92.962710</td>\n",
" <td>0</td>\n",
" <td>0.0</td>\n",
" <td>683795.366549</td>\n",
" <td>253951.987280</td>\n",
" <td>302017881.0</td>\n",
" <td>ZH</td>\n",
" <td>446.2</td>\n",
" <td>302017881.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639204</th>\n",
" <td>9889997</td>\n",
" <td>{5C8DADF4-5429-4BF9-B410-B15E8B310F7A}</td>\n",
" <td>52.693563</td>\n",
" <td>42</td>\n",
" <td>9.0</td>\n",
" <td>684254.231280</td>\n",
" <td>253836.436535</td>\n",
" <td>172384.0</td>\n",
" <td>ZH</td>\n",
" <td>437.0</td>\n",
" <td>172384.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639205</th>\n",
" <td>9889998</td>\n",
" <td>{5C8DADF4-5429-4BF9-B410-B15E8B310F7A}</td>\n",
" <td>44.335771</td>\n",
" <td>35</td>\n",
" <td>-171.0</td>\n",
" <td>684255.204785</td>\n",
" <td>253842.340407</td>\n",
" <td>172384.0</td>\n",
" <td>ZH</td>\n",
" <td>437.0</td>\n",
" <td>172384.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639206</th>\n",
" <td>9889999</td>\n",
" <td>{90484AA4-8415-4BDC-AAE2-C247425BF69B}</td>\n",
" <td>117.077544</td>\n",
" <td>42</td>\n",
" <td>9.0</td>\n",
" <td>684244.087173</td>\n",
" <td>253838.156182</td>\n",
" <td>302016840.0</td>\n",
" <td>ZH</td>\n",
" <td>437.0</td>\n",
" <td>302016840.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639207</th>\n",
" <td>9890000</td>\n",
" <td>{90484AA4-8415-4BDC-AAE2-C247425BF69B}</td>\n",
" <td>185.820748</td>\n",
" <td>35</td>\n",
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" <td>684245.791408</td>\n",
" <td>253846.344335</td>\n",
" <td>302016840.0</td>\n",
" <td>ZH</td>\n",
" <td>437.0</td>\n",
" <td>302016840.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639208</th>\n",
" <td>9890001</td>\n",
" <td>{90484AA4-8415-4BDC-AAE2-C247425BF69B}</td>\n",
" <td>68.913247</td>\n",
" <td>27</td>\n",
" <td>99.0</td>\n",
" <td>684234.067839</td>\n",
" <td>253842.082515</td>\n",
" <td>302016840.0</td>\n",
" <td>ZH</td>\n",
" <td>437.0</td>\n",
" <td>302016840.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639209</th>\n",
" <td>9890002</td>\n",
" <td>{C0FD62CF-FA6E-4CB0-AB96-17D725631DDA}</td>\n",
" <td>11.937935</td>\n",
" <td>0</td>\n",
" <td>0.0</td>\n",
" <td>684219.249721</td>\n",
" <td>253840.300209</td>\n",
" <td>302021503.0</td>\n",
" <td>ZH</td>\n",
" <td>437.0</td>\n",
" <td>302021503.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639210</th>\n",
" <td>9890003</td>\n",
" <td>{C0FD62CF-FA6E-4CB0-AB96-17D725631DDA}</td>\n",
" <td>133.700300</td>\n",
" <td>27</td>\n",
" <td>100.0</td>\n",
" <td>684217.306617</td>\n",
" <td>253848.180900</td>\n",
" <td>302021503.0</td>\n",
" <td>ZH</td>\n",
" <td>437.0</td>\n",
" <td>302021503.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639211</th>\n",
" <td>9890004</td>\n",
" <td>{C0FD62CF-FA6E-4CB0-AB96-17D725631DDA}</td>\n",
" <td>71.773829</td>\n",
" <td>36</td>\n",
" <td>-80.0</td>\n",
" <td>684224.340946</td>\n",
" <td>253846.995681</td>\n",
" <td>302021503.0</td>\n",
" <td>ZH</td>\n",
" <td>437.0</td>\n",
" <td>302021503.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639212</th>\n",
" <td>9890005</td>\n",
" <td>{0E00EAA2-F43A-493D-B7AD-45ACF96E42A6}</td>\n",
" <td>35.454973</td>\n",
" <td>43</td>\n",
" <td>162.0</td>\n",
" <td>684255.945260</td>\n",
" <td>253785.494932</td>\n",
" <td>172383.0</td>\n",
" <td>ZH</td>\n",
" <td>437.4</td>\n",
" <td>172383.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639213</th>\n",
" <td>9890006</td>\n",
" <td>{0E00EAA2-F43A-493D-B7AD-45ACF96E42A6}</td>\n",
" <td>34.791863</td>\n",
" <td>44</td>\n",
" <td>-108.0</td>\n",
" <td>684260.179296</td>\n",
" <td>253783.414922</td>\n",
" <td>172383.0</td>\n",
" <td>ZH</td>\n",
" <td>437.4</td>\n",
" <td>172383.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639214</th>\n",
" <td>9890007</td>\n",
" <td>{0E00EAA2-F43A-493D-B7AD-45ACF96E42A6}</td>\n",
" <td>19.437468</td>\n",
" <td>45</td>\n",
" <td>-18.0</td>\n",
" <td>684258.122952</td>\n",
" <td>253779.207104</td>\n",
" <td>172383.0</td>\n",
" <td>ZH</td>\n",
" <td>437.4</td>\n",
" <td>172383.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639215</th>\n",
" <td>9890008</td>\n",
" <td>{0E00EAA2-F43A-493D-B7AD-45ACF96E42A6}</td>\n",
" <td>34.592246</td>\n",
" <td>44</td>\n",
" <td>72.0</td>\n",
" <td>684253.794967</td>\n",
" <td>253781.289568</td>\n",
" <td>172383.0</td>\n",
" <td>ZH</td>\n",
" <td>437.4</td>\n",
" <td>172383.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639216</th>\n",
" <td>9890009</td>\n",
" <td>{0E00EAA2-F43A-493D-B7AD-45ACF96E42A6}</td>\n",
" <td>5.810284</td>\n",
" <td>46</td>\n",
" <td>72.0</td>\n",
" <td>684257.033069</td>\n",
" <td>253779.351511</td>\n",
" <td>172383.0</td>\n",
" <td>ZH</td>\n",
" <td>437.4</td>\n",
" <td>172383.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639217</th>\n",
" <td>9890010</td>\n",
" <td>{0E00EAA2-F43A-493D-B7AD-45ACF96E42A6}</td>\n",
" <td>4.185050</td>\n",
" <td>45</td>\n",
" <td>-18.0</td>\n",
" <td>684258.261015</td>\n",
" <td>253778.220522</td>\n",
" <td>172383.0</td>\n",
" <td>ZH</td>\n",
" <td>437.4</td>\n",
" <td>172383.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639218</th>\n",
" <td>9890011</td>\n",
" <td>{0E00EAA2-F43A-493D-B7AD-45ACF96E42A6}</td>\n",
" <td>5.503249</td>\n",
" <td>49</td>\n",
" <td>-108.0</td>\n",
" <td>684258.601043</td>\n",
" <td>253779.871319</td>\n",
" <td>172383.0</td>\n",
" <td>ZH</td>\n",
" <td>437.4</td>\n",
" <td>172383.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639219</th>\n",
" <td>9890012</td>\n",
" <td>{F0F94C68-8466-478B-8373-AC53B90D5C2E}</td>\n",
" <td>45.432721</td>\n",
" <td>22</td>\n",
" <td>160.0</td>\n",
" <td>684262.231649</td>\n",
" <td>253814.019311</td>\n",
" <td>172382.0</td>\n",
" <td>ZH</td>\n",
" <td>437.0</td>\n",
" <td>172382.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639220</th>\n",
" <td>9890013</td>\n",
" <td>{F0F94C68-8466-478B-8373-AC53B90D5C2E}</td>\n",
" <td>43.138027</td>\n",
" <td>23</td>\n",
" <td>-20.0</td>\n",
" <td>684263.730692</td>\n",
" <td>253809.917455</td>\n",
" <td>172382.0</td>\n",
" <td>ZH</td>\n",
" <td>437.0</td>\n",
" <td>172382.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639221</th>\n",
" <td>9890014</td>\n",
" <td>{9BC51534-3A43-430F-8D60-E312C9409AA5}</td>\n",
" <td>90.230932</td>\n",
" <td>35</td>\n",
" <td>168.0</td>\n",
" <td>680673.292625</td>\n",
" <td>241922.194535</td>\n",
" <td>143512.0</td>\n",
" <td>ZH</td>\n",
" <td>572.9</td>\n",
" <td>143512.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639222</th>\n",
" <td>9890015</td>\n",
" <td>{9BC51534-3A43-430F-8D60-E312C9409AA5}</td>\n",
" <td>94.386422</td>\n",
" <td>33</td>\n",
" <td>-12.0</td>\n",
" <td>680674.727769</td>\n",
" <td>241915.634872</td>\n",
" <td>143512.0</td>\n",
" <td>ZH</td>\n",
" <td>572.9</td>\n",
" <td>143512.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639223</th>\n",
" <td>9890016</td>\n",
" <td>{C6E50E02-25A2-448A-B64C-1A035D9E0997}</td>\n",
" <td>102.246055</td>\n",
" <td>33</td>\n",
" <td>167.0</td>\n",
" <td>680647.364382</td>\n",
" <td>241983.401620</td>\n",
" <td>3169556.0</td>\n",
" <td>ZH</td>\n",
" <td>572.9</td>\n",
" <td>3169556.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639224</th>\n",
" <td>9890017</td>\n",
" <td>{C6E50E02-25A2-448A-B64C-1A035D9E0997}</td>\n",
" <td>96.772988</td>\n",
" <td>35</td>\n",
" <td>-13.0</td>\n",
" <td>680648.558053</td>\n",
" <td>241978.175130</td>\n",
" <td>3169556.0</td>\n",
" <td>ZH</td>\n",
" <td>572.9</td>\n",
" <td>3169556.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639225</th>\n",
" <td>9890018</td>\n",
" <td>{4C7D58C3-AC1E-47BB-AA2E-3E9F8808CFD2}</td>\n",
" <td>320.192257</td>\n",
" <td>31</td>\n",
" <td>-12.0</td>\n",
" <td>680656.228606</td>\n",
" <td>241909.403208</td>\n",
" <td>302046285.0</td>\n",
" <td>ZH</td>\n",
" <td>572.9</td>\n",
" <td>302046285.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639226</th>\n",
" <td>9890019</td>\n",
" <td>{4C7D58C3-AC1E-47BB-AA2E-3E9F8808CFD2}</td>\n",
" <td>307.089850</td>\n",
" <td>33</td>\n",
" <td>168.0</td>\n",
" <td>680654.154856</td>\n",
" <td>241918.883711</td>\n",
" <td>302046285.0</td>\n",
" <td>ZH</td>\n",
" <td>572.9</td>\n",
" <td>302046285.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639227</th>\n",
" <td>9890020</td>\n",
" <td>{797BD41D-F7C0-47C4-85A7-8A1D77870B53}</td>\n",
" <td>25.457102</td>\n",
" <td>4</td>\n",
" <td>77.0</td>\n",
" <td>680639.156908</td>\n",
" <td>241978.555776</td>\n",
" <td>3169556.0</td>\n",
" <td>ZH</td>\n",
" <td>572.9</td>\n",
" <td>3169556.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639228</th>\n",
" <td>9890021</td>\n",
" <td>{599CD897-DB4B-4CD9-BE8B-BB506FFEF7EC}</td>\n",
" <td>20.216029</td>\n",
" <td>7</td>\n",
" <td>-174.0</td>\n",
" <td>681267.596269</td>\n",
" <td>241974.071131</td>\n",
" <td>302046622.0</td>\n",
" <td>ZH</td>\n",
" <td>490.9</td>\n",
" <td>302046622.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639229</th>\n",
" <td>9890022</td>\n",
" <td>{599CD897-DB4B-4CD9-BE8B-BB506FFEF7EC}</td>\n",
" <td>264.665365</td>\n",
" <td>7</td>\n",
" <td>-174.0</td>\n",
" <td>681252.144233</td>\n",
" <td>241972.021141</td>\n",
" <td>302046622.0</td>\n",
" <td>ZH</td>\n",
" <td>490.9</td>\n",
" <td>302046622.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639230</th>\n",
" <td>9890023</td>\n",
" <td>{599CD897-DB4B-4CD9-BE8B-BB506FFEF7EC}</td>\n",
" <td>138.787180</td>\n",
" <td>9</td>\n",
" <td>-174.0</td>\n",
" <td>681272.758490</td>\n",
" <td>241968.440592</td>\n",
" <td>302046622.0</td>\n",
" <td>ZH</td>\n",
" <td>490.9</td>\n",
" <td>302046622.0</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>9639231 rows × 11 columns</p>\n",
"</div>"
],
"text/plain": [
" DF_UID SB_UUID FLAECHE NEIGUNG \\\n",
"0 1 {DEA19230-2728-42BF-8A28-573F5EB6C214} 15.948816 37 \n",
"1 2 {DEA19230-2728-42BF-8A28-573F5EB6C214} 13.730555 44 \n",
"2 3 {62E12FA3-D6C9-482C-A74C-CDCCE3D32EDD} 63.437476 12 \n",
"3 4 {99786E44-FF96-4250-A0A2-AF44CB189B28} 38.368910 33 \n",
"4 5 {99786E44-FF96-4250-A0A2-AF44CB189B28} 36.403273 35 \n",
"5 6 {600A8C00-446C-4B64-B87C-CDC0A2FBB2E6} 46.031679 16 \n",
"6 7 {E23AEC18-5ABF-44FA-B6E4-0C3518F506BF} 16.457870 9 \n",
"7 8 {B7166B1A-7084-4F2D-94EC-8A274252C2F6} 47.774234 21 \n",
"8 10 {0A3AAD3C-51CD-48BE-A36D-9B9D7048768C} 183.595871 44 \n",
"9 11 {0A3AAD3C-51CD-48BE-A36D-9B9D7048768C} 141.568570 37 \n",
"10 12 {8F10A902-B0C9-456D-9D86-EA3E829980FB} 22.377006 36 \n",
"11 13 {8F10A902-B0C9-456D-9D86-EA3E829980FB} 19.496845 42 \n",
"12 14 {AD3AADEF-6FAD-47E1-9221-D848531E2BB7} 15.634686 28 \n",
"13 15 {AD3AADEF-6FAD-47E1-9221-D848531E2BB7} 13.236666 36 \n",
"14 16 {3048C3F6-774C-4C35-AB4D-AC8485816837} 423.659084 41 \n",
"15 17 {3048C3F6-774C-4C35-AB4D-AC8485816837} 466.687411 28 \n",
"16 18 {B0685E7A-FD6E-4FC2-B8A6-6DC373712044} 162.455189 45 \n",
"17 19 {B0685E7A-FD6E-4FC2-B8A6-6DC373712044} 188.787559 45 \n",
"18 20 {B0685E7A-FD6E-4FC2-B8A6-6DC373712044} 12.549681 56 \n",
"19 21 {B0685E7A-FD6E-4FC2-B8A6-6DC373712044} 12.552466 56 \n",
"20 22 {B0685E7A-FD6E-4FC2-B8A6-6DC373712044} 48.585451 48 \n",
"21 23 {B0685E7A-FD6E-4FC2-B8A6-6DC373712044} 42.472681 59 \n",
"22 24 {FF464080-FC45-4380-BF48-4214261CB639} 42.422541 51 \n",
"23 25 {FF464080-FC45-4380-BF48-4214261CB639} 40.870523 53 \n",
"24 26 {E73CA658-DB85-4B77-A259-F6F2E2E46ACC} 33.582986 37 \n",
"25 27 {E73CA658-DB85-4B77-A259-F6F2E2E46ACC} 36.633173 22 \n",
"26 28 {A59EF3AA-9491-41FC-BBA3-7C592541631C} 169.384428 42 \n",
"27 29 {A59EF3AA-9491-41FC-BBA3-7C592541631C} 127.583593 30 \n",
"28 30 {A59EF3AA-9491-41FC-BBA3-7C592541631C} 57.637216 30 \n",
"29 31 {A48CA20C-0685-4E18-9904-E7C5E70078FC} 16.954926 32 \n",
"... ... ... ... ... \n",
"9639201 9889994 {97CD100C-C434-4C03-A3F7-D3F9524AE1E5} 10.427635 0 \n",
"9639202 9889995 {02024B9E-B05E-4355-BA84-AF3BB85176FB} 7.403436 0 \n",
"9639203 9889996 {02024B9E-B05E-4355-BA84-AF3BB85176FB} 92.962710 0 \n",
"9639204 9889997 {5C8DADF4-5429-4BF9-B410-B15E8B310F7A} 52.693563 42 \n",
"9639205 9889998 {5C8DADF4-5429-4BF9-B410-B15E8B310F7A} 44.335771 35 \n",
"9639206 9889999 {90484AA4-8415-4BDC-AAE2-C247425BF69B} 117.077544 42 \n",
"9639207 9890000 {90484AA4-8415-4BDC-AAE2-C247425BF69B} 185.820748 35 \n",
"9639208 9890001 {90484AA4-8415-4BDC-AAE2-C247425BF69B} 68.913247 27 \n",
"9639209 9890002 {C0FD62CF-FA6E-4CB0-AB96-17D725631DDA} 11.937935 0 \n",
"9639210 9890003 {C0FD62CF-FA6E-4CB0-AB96-17D725631DDA} 133.700300 27 \n",
"9639211 9890004 {C0FD62CF-FA6E-4CB0-AB96-17D725631DDA} 71.773829 36 \n",
"9639212 9890005 {0E00EAA2-F43A-493D-B7AD-45ACF96E42A6} 35.454973 43 \n",
"9639213 9890006 {0E00EAA2-F43A-493D-B7AD-45ACF96E42A6} 34.791863 44 \n",
"9639214 9890007 {0E00EAA2-F43A-493D-B7AD-45ACF96E42A6} 19.437468 45 \n",
"9639215 9890008 {0E00EAA2-F43A-493D-B7AD-45ACF96E42A6} 34.592246 44 \n",
"9639216 9890009 {0E00EAA2-F43A-493D-B7AD-45ACF96E42A6} 5.810284 46 \n",
"9639217 9890010 {0E00EAA2-F43A-493D-B7AD-45ACF96E42A6} 4.185050 45 \n",
"9639218 9890011 {0E00EAA2-F43A-493D-B7AD-45ACF96E42A6} 5.503249 49 \n",
"9639219 9890012 {F0F94C68-8466-478B-8373-AC53B90D5C2E} 45.432721 22 \n",
"9639220 9890013 {F0F94C68-8466-478B-8373-AC53B90D5C2E} 43.138027 23 \n",
"9639221 9890014 {9BC51534-3A43-430F-8D60-E312C9409AA5} 90.230932 35 \n",
"9639222 9890015 {9BC51534-3A43-430F-8D60-E312C9409AA5} 94.386422 33 \n",
"9639223 9890016 {C6E50E02-25A2-448A-B64C-1A035D9E0997} 102.246055 33 \n",
"9639224 9890017 {C6E50E02-25A2-448A-B64C-1A035D9E0997} 96.772988 35 \n",
"9639225 9890018 {4C7D58C3-AC1E-47BB-AA2E-3E9F8808CFD2} 320.192257 31 \n",
"9639226 9890019 {4C7D58C3-AC1E-47BB-AA2E-3E9F8808CFD2} 307.089850 33 \n",
"9639227 9890020 {797BD41D-F7C0-47C4-85A7-8A1D77870B53} 25.457102 4 \n",
"9639228 9890021 {599CD897-DB4B-4CD9-BE8B-BB506FFEF7EC} 20.216029 7 \n",
"9639229 9890022 {599CD897-DB4B-4CD9-BE8B-BB506FFEF7EC} 264.665365 7 \n",
"9639230 9890023 {599CD897-DB4B-4CD9-BE8B-BB506FFEF7EC} 138.787180 9 \n",
"\n",
" AUSRICHTUNG XCOORD YCOORD EGID GDEKT z \\\n",
"0 10.0 621674.951286 254203.972784 245033426.0 BL 413.1 \n",
"1 -170.0 621675.374179 254206.313551 245033426.0 BL 413.1 \n",
"2 -80.0 621673.977050 254186.956803 245033426.0 BL 402.1 \n",
"3 -80.0 621696.695450 254249.767806 245033426.0 BL 413.1 \n",
"4 100.0 621692.928934 254250.448974 245033426.0 BL 413.1 \n",
"5 99.0 621702.065797 254171.929634 245033874.0 BL 402.1 \n",
"6 -81.0 621706.188280 254171.306654 245033874.0 BL 402.1 \n",
"7 100.0 621688.407173 254251.272648 245033426.0 BL 413.1 \n",
"8 -80.0 621694.097061 254236.884799 245033426.0 BL 413.1 \n",
"9 100.0 621686.961620 254238.666229 245033426.0 BL 413.1 \n",
"10 10.0 621683.797366 254239.914338 245033426.0 BL 413.1 \n",
"11 -170.0 621684.301885 254242.707828 245033426.0 BL 413.1 \n",
"12 10.0 621679.184141 254228.125963 245033426.0 BL 413.1 \n",
"13 -170.0 621679.703315 254230.714633 245033426.0 BL 413.1 \n",
"14 -80.0 621688.013164 254208.752395 245033426.0 BL 413.1 \n",
"15 100.0 621678.889652 254210.368755 245033426.0 BL 413.1 \n",
"16 105.0 621677.852260 254152.392799 417083.0 BL 402.1 \n",
"17 -75.0 621683.647555 254150.671936 417083.0 BL 402.1 \n",
"18 -165.0 621683.336359 254161.724515 417083.0 BL 402.1 \n",
"19 15.0 621677.843538 254141.260953 417083.0 BL 402.1 \n",
"20 15.0 621672.585880 254157.923107 417083.0 BL 402.1 \n",
"21 -165.0 621673.229706 254160.323245 417083.0 BL 402.1 \n",
"22 15.0 621669.342407 254145.330176 417083.0 BL 402.1 \n",
"23 -165.0 621669.978682 254147.700992 417083.0 BL 402.1 \n",
"24 -90.0 622435.338807 254106.123491 245033879.0 BL 431.8 \n",
"25 90.0 622431.122583 254106.149044 245033879.0 BL 431.8 \n",
"26 -90.0 622433.818107 254085.510971 417092.0 BL 431.8 \n",
"27 90.0 622426.177949 254080.405471 417092.0 BL 431.8 \n",
"28 90.0 622426.509966 254093.818946 417092.0 BL 431.8 \n",
"29 -180.0 622443.599020 254084.364048 245049569.0 BL 431.8 \n",
"... ... ... ... ... ... ... \n",
"9639201 0.0 683806.599770 253949.998246 302021356.0 ZH 446.2 \n",
"9639202 0.0 683790.710893 253950.274145 302017881.0 ZH 446.2 \n",
"9639203 0.0 683795.366549 253951.987280 302017881.0 ZH 446.2 \n",
"9639204 9.0 684254.231280 253836.436535 172384.0 ZH 437.0 \n",
"9639205 -171.0 684255.204785 253842.340407 172384.0 ZH 437.0 \n",
"9639206 9.0 684244.087173 253838.156182 302016840.0 ZH 437.0 \n",
"9639207 -171.0 684245.791408 253846.344335 302016840.0 ZH 437.0 \n",
"9639208 99.0 684234.067839 253842.082515 302016840.0 ZH 437.0 \n",
"9639209 0.0 684219.249721 253840.300209 302021503.0 ZH 437.0 \n",
"9639210 100.0 684217.306617 253848.180900 302021503.0 ZH 437.0 \n",
"9639211 -80.0 684224.340946 253846.995681 302021503.0 ZH 437.0 \n",
"9639212 162.0 684255.945260 253785.494932 172383.0 ZH 437.4 \n",
"9639213 -108.0 684260.179296 253783.414922 172383.0 ZH 437.4 \n",
"9639214 -18.0 684258.122952 253779.207104 172383.0 ZH 437.4 \n",
"9639215 72.0 684253.794967 253781.289568 172383.0 ZH 437.4 \n",
"9639216 72.0 684257.033069 253779.351511 172383.0 ZH 437.4 \n",
"9639217 -18.0 684258.261015 253778.220522 172383.0 ZH 437.4 \n",
"9639218 -108.0 684258.601043 253779.871319 172383.0 ZH 437.4 \n",
"9639219 160.0 684262.231649 253814.019311 172382.0 ZH 437.0 \n",
"9639220 -20.0 684263.730692 253809.917455 172382.0 ZH 437.0 \n",
"9639221 168.0 680673.292625 241922.194535 143512.0 ZH 572.9 \n",
"9639222 -12.0 680674.727769 241915.634872 143512.0 ZH 572.9 \n",
"9639223 167.0 680647.364382 241983.401620 3169556.0 ZH 572.9 \n",
"9639224 -13.0 680648.558053 241978.175130 3169556.0 ZH 572.9 \n",
"9639225 -12.0 680656.228606 241909.403208 302046285.0 ZH 572.9 \n",
"9639226 168.0 680654.154856 241918.883711 302046285.0 ZH 572.9 \n",
"9639227 77.0 680639.156908 241978.555776 3169556.0 ZH 572.9 \n",
"9639228 -174.0 681267.596269 241974.071131 302046622.0 ZH 490.9 \n",
"9639229 -174.0 681252.144233 241972.021141 302046622.0 ZH 490.9 \n",
"9639230 -174.0 681272.758490 241968.440592 302046622.0 ZH 490.9 \n",
"\n",
" GWR_EGID \n",
"0 245033426.0 \n",
"1 245033426.0 \n",
"2 245033426.0 \n",
"3 245033426.0 \n",
"4 245033426.0 \n",
"5 245033874.0 \n",
"6 245033874.0 \n",
"7 245033426.0 \n",
"8 245033426.0 \n",
"9 245033426.0 \n",
"10 245033426.0 \n",
"11 245033426.0 \n",
"12 245033426.0 \n",
"13 245033426.0 \n",
"14 245033426.0 \n",
"15 245033426.0 \n",
"16 417083.0 \n",
"17 417083.0 \n",
"18 417083.0 \n",
"19 417083.0 \n",
"20 417083.0 \n",
"21 417083.0 \n",
"22 417083.0 \n",
"23 417083.0 \n",
"24 245033879.0 \n",
"25 245033879.0 \n",
"26 417092.0 \n",
"27 417092.0 \n",
"28 417092.0 \n",
"29 245049569.0 \n",
"... ... \n",
"9639201 302021356.0 \n",
"9639202 302017881.0 \n",
"9639203 302017881.0 \n",
"9639204 172384.0 \n",
"9639205 172384.0 \n",
"9639206 302016840.0 \n",
"9639207 302016840.0 \n",
"9639208 302016840.0 \n",
"9639209 302021503.0 \n",
"9639210 302021503.0 \n",
"9639211 302021503.0 \n",
"9639212 172383.0 \n",
"9639213 172383.0 \n",
"9639214 172383.0 \n",
"9639215 172383.0 \n",
"9639216 172383.0 \n",
"9639217 172383.0 \n",
"9639218 172383.0 \n",
"9639219 172382.0 \n",
"9639220 172382.0 \n",
"9639221 143512.0 \n",
"9639222 143512.0 \n",
"9639223 3169556.0 \n",
"9639224 3169556.0 \n",
"9639225 302046285.0 \n",
"9639226 302046285.0 \n",
"9639227 3169556.0 \n",
"9639228 302046622.0 \n",
"9639229 302046622.0 \n",
"9639230 302046622.0 \n",
"\n",
"[9639231 rows x 11 columns]"
]
},
"execution_count": 28,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"roof_info"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Create categories"
]
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {},
"outputs": [],
"source": [
"roof_categories = roof_info[['DF_UID', 'SB_UUID', 'GWR_EGID', 'GDEKT']]"
]
},
{
"cell_type": "code",
"execution_count": 30,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/home/walch/miniconda3/envs/py3/lib/python3.6/site-packages/pandas/core/indexing.py:362: SettingWithCopyWarning: \n",
"A value is trying to be set on a copy of a slice from a DataFrame.\n",
"Try using .loc[row_indexer,col_indexer] = value instead\n",
"\n",
"See the caveats in the documentation: http://pandas.pydata.org/pandas-docs/stable/indexing.html#indexing-view-versus-copy\n",
" self.obj[key] = _infer_fill_value(value)\n",
"/home/walch/miniconda3/envs/py3/lib/python3.6/site-packages/pandas/core/indexing.py:543: SettingWithCopyWarning: \n",
"A value is trying to be set on a copy of a slice from a DataFrame.\n",
"Try using .loc[row_indexer,col_indexer] = value instead\n",
"\n",
"See the caveats in the documentation: http://pandas.pydata.org/pandas-docs/stable/indexing.html#indexing-view-versus-copy\n",
" self.obj[item] = s\n"
]
}
],
"source": [
"roof_categories.loc[ :, 'altitude'] = '< 800 m'\n",
"roof_categories.loc[roof_info.z > 800, 'altitude'] = '800 - 1600 m'\n",
"roof_categories.loc[roof_info.z > 1600, 'altitude'] = '> 1600 m'"
]
},
{
"cell_type": "code",
"execution_count": 31,
"metadata": {},
"outputs": [],
"source": [
"# roof_categories.loc[ :, 'area_class'] = 'small (< 100 m2)'\n",
"# roof_categories.loc[roof_info.FLAECHE > 100, 'area_class'] = 'medium (100 - 300 m2)'\n",
"# roof_categories.loc[roof_info.FLAECHE > 300, 'area_class'] = 'large (300 - 1000 m2)'\n",
"# roof_categories.loc[roof_info.FLAECHE > 1000, 'area_class'] = 'very large (> 1000 m2)'"
]
},
{
"cell_type": "code",
"execution_count": 32,
"metadata": {},
"outputs": [],
"source": [
"# roof_categories.loc[ :, 'area'] = '< 20 m2'\n",
"# roof_categories.loc[roof_info.FLAECHE > 20, 'area'] = '20 - 50 m2'\n",
"# roof_categories.loc[roof_info.FLAECHE > 50, 'area'] = '50 - 100 m2'\n",
"# roof_categories.loc[roof_info.FLAECHE > 100, 'area'] = '100 - 200 m2'\n",
"# roof_categories.loc[roof_info.FLAECHE > 200, 'area'] = '200 - 500 m2'\n",
"# roof_categories.loc[roof_info.FLAECHE > 500, 'area'] = '500 - 1000 m2'\n",
"# roof_categories.loc[roof_info.FLAECHE > 1000, 'area'] = '> 1000 m2'"
]
},
{
"cell_type": "code",
"execution_count": 33,
"metadata": {},
"outputs": [],
"source": [
"roof_categories.loc[ :, 'area'] = util.round_to_interval(roof_info.FLAECHE, 10)\n",
"roof_categories.loc[roof_info.FLAECHE > 100, 'area'] = util.round_to_interval(\n",
" roof_info[roof_info.FLAECHE > 100].FLAECHE, 100)\n",
"roof_categories.loc[roof_info.FLAECHE > 1000, 'area'] = util.round_to_interval(\n",
" roof_info[roof_info.FLAECHE > 1000].FLAECHE, 1000)\n",
"roof_categories.loc[roof_info.FLAECHE > 10000, 'area'] = '> 10000'"
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {},
"outputs": [],
"source": [
"roof_categories.loc[:, 'tilt'] = util.round_to_interval(roof_info.NEIGUNG, 10)"
]
},
{
"cell_type": "code",
"execution_count": 35,
"metadata": {},
"outputs": [],
"source": [
"# roof_categories.loc[:, 'aspect'] = util.round_to_interval(roof_info.AUSRICHTUNG, 22.5)\n",
"roof_categories.loc[:, 'aspect'] = util.round_to_interval(roof_info.AUSRICHTUNG, 10)\n",
"roof_categories.loc[roof_categories.aspect == -180, 'aspect'] = 180\n",
"roof_categories.loc[roof_info.NEIGUNG == 0, 'aspect'] = 'flat'"
]
},
{
"cell_type": "code",
"execution_count": 36,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([20.0, 10.0, 60.0, 40.0, 50.0, 200.0, 100.0, 400.0, 500.0, 30.0,\n",
" 0.0, 700.0, 600.0, 2000.0, 1000.0, 70.0, 90.0, 80.0, 800.0, 300.0,\n",
" 900.0, 3000.0, 4000.0, 5000.0, 8000.0, 7000.0, '> 10000', 6000.0,\n",
" 9000.0, 10000.0], dtype=object)"
]
},
"execution_count": 36,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"roof_categories.area.unique()"
]
},
{
"cell_type": "code",
"execution_count": 37,
"metadata": {},
"outputs": [],
"source": [
"aspect_dict = {0 : 'S', \n",
" 22.5 : 'SSW', \n",
" 45 : 'SW', \n",
" 67.5 : 'SWW', \n",
" 90 : 'W', \n",
" 112.5 : 'NWW', \n",
" 135 : 'NW', \n",
" 157.5 : 'NNW', \n",
" 180 : 'N',\n",
" -22.5 : 'SSE', \n",
" -45 : 'SE', \n",
" -67.5 : 'SEE', \n",
" -90 : 'E', \n",
" -112.5 : 'NEE', \n",
" -135 : 'NE', \n",
" -157.5 : 'NNE', \n",
" -180 : 'N'}"
]
},
{
"cell_type": "code",
"execution_count": 38,
"metadata": {},
"outputs": [],
"source": [
"# roof_categories['aspect_class'] = [aspect_dict[asp] for asp in roof_categories.aspect]"
]
},
{
"cell_type": "code",
"execution_count": 39,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
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"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>DF_UID</th>\n",
" <th>SB_UUID</th>\n",
" <th>GWR_EGID</th>\n",
" <th>GDEKT</th>\n",
" <th>altitude</th>\n",
" <th>area</th>\n",
" <th>tilt</th>\n",
" <th>aspect</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>1</td>\n",
" <td>{DEA19230-2728-42BF-8A28-573F5EB6C214}</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>20</td>\n",
" <td>40.0</td>\n",
" <td>10</td>\n",
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" <tr>\n",
" <th>1</th>\n",
" <td>2</td>\n",
" <td>{DEA19230-2728-42BF-8A28-573F5EB6C214}</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>10</td>\n",
" <td>40.0</td>\n",
" <td>-170</td>\n",
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" <th>2</th>\n",
" <td>3</td>\n",
" <td>{62E12FA3-D6C9-482C-A74C-CDCCE3D32EDD}</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>60</td>\n",
" <td>10.0</td>\n",
" <td>-80</td>\n",
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" <tr>\n",
" <th>3</th>\n",
" <td>4</td>\n",
" <td>{99786E44-FF96-4250-A0A2-AF44CB189B28}</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>40</td>\n",
" <td>30.0</td>\n",
" <td>-80</td>\n",
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" <tr>\n",
" <th>4</th>\n",
" <td>5</td>\n",
" <td>{99786E44-FF96-4250-A0A2-AF44CB189B28}</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>40</td>\n",
" <td>40.0</td>\n",
" <td>100</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5</th>\n",
" <td>6</td>\n",
" <td>{600A8C00-446C-4B64-B87C-CDC0A2FBB2E6}</td>\n",
" <td>245033874.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>50</td>\n",
" <td>20.0</td>\n",
" <td>100</td>\n",
" </tr>\n",
" <tr>\n",
" <th>6</th>\n",
" <td>7</td>\n",
" <td>{E23AEC18-5ABF-44FA-B6E4-0C3518F506BF}</td>\n",
" <td>245033874.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>20</td>\n",
" <td>10.0</td>\n",
" <td>-80</td>\n",
" </tr>\n",
" <tr>\n",
" <th>7</th>\n",
" <td>8</td>\n",
" <td>{B7166B1A-7084-4F2D-94EC-8A274252C2F6}</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>50</td>\n",
" <td>20.0</td>\n",
" <td>100</td>\n",
" </tr>\n",
" <tr>\n",
" <th>8</th>\n",
" <td>10</td>\n",
" <td>{0A3AAD3C-51CD-48BE-A36D-9B9D7048768C}</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>200</td>\n",
" <td>40.0</td>\n",
" <td>-80</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9</th>\n",
" <td>11</td>\n",
" <td>{0A3AAD3C-51CD-48BE-A36D-9B9D7048768C}</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>100</td>\n",
" <td>40.0</td>\n",
" <td>100</td>\n",
" </tr>\n",
" <tr>\n",
" <th>10</th>\n",
" <td>12</td>\n",
" <td>{8F10A902-B0C9-456D-9D86-EA3E829980FB}</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>20</td>\n",
" <td>40.0</td>\n",
" <td>10</td>\n",
" </tr>\n",
" <tr>\n",
" <th>11</th>\n",
" <td>13</td>\n",
" <td>{8F10A902-B0C9-456D-9D86-EA3E829980FB}</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>20</td>\n",
" <td>40.0</td>\n",
" <td>-170</td>\n",
" </tr>\n",
" <tr>\n",
" <th>12</th>\n",
" <td>14</td>\n",
" <td>{AD3AADEF-6FAD-47E1-9221-D848531E2BB7}</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>20</td>\n",
" <td>30.0</td>\n",
" <td>10</td>\n",
" </tr>\n",
" <tr>\n",
" <th>13</th>\n",
" <td>15</td>\n",
" <td>{AD3AADEF-6FAD-47E1-9221-D848531E2BB7}</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>10</td>\n",
" <td>40.0</td>\n",
" <td>-170</td>\n",
" </tr>\n",
" <tr>\n",
" <th>14</th>\n",
" <td>16</td>\n",
" <td>{3048C3F6-774C-4C35-AB4D-AC8485816837}</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>400</td>\n",
" <td>40.0</td>\n",
" <td>-80</td>\n",
" </tr>\n",
" <tr>\n",
" <th>15</th>\n",
" <td>17</td>\n",
" <td>{3048C3F6-774C-4C35-AB4D-AC8485816837}</td>\n",
" <td>245033426.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>500</td>\n",
" <td>30.0</td>\n",
" <td>100</td>\n",
" </tr>\n",
" <tr>\n",
" <th>16</th>\n",
" <td>18</td>\n",
" <td>{B0685E7A-FD6E-4FC2-B8A6-6DC373712044}</td>\n",
" <td>417083.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>200</td>\n",
" <td>40.0</td>\n",
" <td>100</td>\n",
" </tr>\n",
" <tr>\n",
" <th>17</th>\n",
" <td>19</td>\n",
" <td>{B0685E7A-FD6E-4FC2-B8A6-6DC373712044}</td>\n",
" <td>417083.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>200</td>\n",
" <td>40.0</td>\n",
" <td>-80</td>\n",
" </tr>\n",
" <tr>\n",
" <th>18</th>\n",
" <td>20</td>\n",
" <td>{B0685E7A-FD6E-4FC2-B8A6-6DC373712044}</td>\n",
" <td>417083.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>10</td>\n",
" <td>60.0</td>\n",
" <td>-160</td>\n",
" </tr>\n",
" <tr>\n",
" <th>19</th>\n",
" <td>21</td>\n",
" <td>{B0685E7A-FD6E-4FC2-B8A6-6DC373712044}</td>\n",
" <td>417083.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>10</td>\n",
" <td>60.0</td>\n",
" <td>20</td>\n",
" </tr>\n",
" <tr>\n",
" <th>20</th>\n",
" <td>22</td>\n",
" <td>{B0685E7A-FD6E-4FC2-B8A6-6DC373712044}</td>\n",
" <td>417083.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>50</td>\n",
" <td>50.0</td>\n",
" <td>20</td>\n",
" </tr>\n",
" <tr>\n",
" <th>21</th>\n",
" <td>23</td>\n",
" <td>{B0685E7A-FD6E-4FC2-B8A6-6DC373712044}</td>\n",
" <td>417083.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>40</td>\n",
" <td>60.0</td>\n",
" <td>-160</td>\n",
" </tr>\n",
" <tr>\n",
" <th>22</th>\n",
" <td>24</td>\n",
" <td>{FF464080-FC45-4380-BF48-4214261CB639}</td>\n",
" <td>417083.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>40</td>\n",
" <td>50.0</td>\n",
" <td>20</td>\n",
" </tr>\n",
" <tr>\n",
" <th>23</th>\n",
" <td>25</td>\n",
" <td>{FF464080-FC45-4380-BF48-4214261CB639}</td>\n",
" <td>417083.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>40</td>\n",
" <td>50.0</td>\n",
" <td>-160</td>\n",
" </tr>\n",
" <tr>\n",
" <th>24</th>\n",
" <td>26</td>\n",
" <td>{E73CA658-DB85-4B77-A259-F6F2E2E46ACC}</td>\n",
" <td>245033879.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>30</td>\n",
" <td>40.0</td>\n",
" <td>-90</td>\n",
" </tr>\n",
" <tr>\n",
" <th>25</th>\n",
" <td>27</td>\n",
" <td>{E73CA658-DB85-4B77-A259-F6F2E2E46ACC}</td>\n",
" <td>245033879.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>40</td>\n",
" <td>20.0</td>\n",
" <td>90</td>\n",
" </tr>\n",
" <tr>\n",
" <th>26</th>\n",
" <td>28</td>\n",
" <td>{A59EF3AA-9491-41FC-BBA3-7C592541631C}</td>\n",
" <td>417092.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>200</td>\n",
" <td>40.0</td>\n",
" <td>-90</td>\n",
" </tr>\n",
" <tr>\n",
" <th>27</th>\n",
" <td>29</td>\n",
" <td>{A59EF3AA-9491-41FC-BBA3-7C592541631C}</td>\n",
" <td>417092.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>100</td>\n",
" <td>30.0</td>\n",
" <td>90</td>\n",
" </tr>\n",
" <tr>\n",
" <th>28</th>\n",
" <td>30</td>\n",
" <td>{A59EF3AA-9491-41FC-BBA3-7C592541631C}</td>\n",
" <td>417092.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>60</td>\n",
" <td>30.0</td>\n",
" <td>90</td>\n",
" </tr>\n",
" <tr>\n",
" <th>29</th>\n",
" <td>31</td>\n",
" <td>{A48CA20C-0685-4E18-9904-E7C5E70078FC}</td>\n",
" <td>245049569.0</td>\n",
" <td>BL</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>20</td>\n",
" <td>30.0</td>\n",
" <td>180</td>\n",
" </tr>\n",
" <tr>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639201</th>\n",
" <td>9889994</td>\n",
" <td>{97CD100C-C434-4C03-A3F7-D3F9524AE1E5}</td>\n",
" <td>302021356.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>10</td>\n",
" <td>0.0</td>\n",
" <td>flat</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639202</th>\n",
" <td>9889995</td>\n",
" <td>{02024B9E-B05E-4355-BA84-AF3BB85176FB}</td>\n",
" <td>302017881.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>10</td>\n",
" <td>0.0</td>\n",
" <td>flat</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639203</th>\n",
" <td>9889996</td>\n",
" <td>{02024B9E-B05E-4355-BA84-AF3BB85176FB}</td>\n",
" <td>302017881.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>90</td>\n",
" <td>0.0</td>\n",
" <td>flat</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639204</th>\n",
" <td>9889997</td>\n",
" <td>{5C8DADF4-5429-4BF9-B410-B15E8B310F7A}</td>\n",
" <td>172384.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>50</td>\n",
" <td>40.0</td>\n",
" <td>10</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639205</th>\n",
" <td>9889998</td>\n",
" <td>{5C8DADF4-5429-4BF9-B410-B15E8B310F7A}</td>\n",
" <td>172384.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>40</td>\n",
" <td>40.0</td>\n",
" <td>-170</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639206</th>\n",
" <td>9889999</td>\n",
" <td>{90484AA4-8415-4BDC-AAE2-C247425BF69B}</td>\n",
" <td>302016840.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>100</td>\n",
" <td>40.0</td>\n",
" <td>10</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639207</th>\n",
" <td>9890000</td>\n",
" <td>{90484AA4-8415-4BDC-AAE2-C247425BF69B}</td>\n",
" <td>302016840.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>200</td>\n",
" <td>40.0</td>\n",
" <td>-170</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639208</th>\n",
" <td>9890001</td>\n",
" <td>{90484AA4-8415-4BDC-AAE2-C247425BF69B}</td>\n",
" <td>302016840.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>70</td>\n",
" <td>30.0</td>\n",
" <td>100</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639209</th>\n",
" <td>9890002</td>\n",
" <td>{C0FD62CF-FA6E-4CB0-AB96-17D725631DDA}</td>\n",
" <td>302021503.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>10</td>\n",
" <td>0.0</td>\n",
" <td>flat</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639210</th>\n",
" <td>9890003</td>\n",
" <td>{C0FD62CF-FA6E-4CB0-AB96-17D725631DDA}</td>\n",
" <td>302021503.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>100</td>\n",
" <td>30.0</td>\n",
" <td>100</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639211</th>\n",
" <td>9890004</td>\n",
" <td>{C0FD62CF-FA6E-4CB0-AB96-17D725631DDA}</td>\n",
" <td>302021503.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>70</td>\n",
" <td>40.0</td>\n",
" <td>-80</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639212</th>\n",
" <td>9890005</td>\n",
" <td>{0E00EAA2-F43A-493D-B7AD-45ACF96E42A6}</td>\n",
" <td>172383.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>40</td>\n",
" <td>40.0</td>\n",
" <td>160</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639213</th>\n",
" <td>9890006</td>\n",
" <td>{0E00EAA2-F43A-493D-B7AD-45ACF96E42A6}</td>\n",
" <td>172383.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>30</td>\n",
" <td>40.0</td>\n",
" <td>-110</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639214</th>\n",
" <td>9890007</td>\n",
" <td>{0E00EAA2-F43A-493D-B7AD-45ACF96E42A6}</td>\n",
" <td>172383.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>20</td>\n",
" <td>40.0</td>\n",
" <td>-20</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639215</th>\n",
" <td>9890008</td>\n",
" <td>{0E00EAA2-F43A-493D-B7AD-45ACF96E42A6}</td>\n",
" <td>172383.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>30</td>\n",
" <td>40.0</td>\n",
" <td>70</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639216</th>\n",
" <td>9890009</td>\n",
" <td>{0E00EAA2-F43A-493D-B7AD-45ACF96E42A6}</td>\n",
" <td>172383.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>10</td>\n",
" <td>50.0</td>\n",
" <td>70</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639217</th>\n",
" <td>9890010</td>\n",
" <td>{0E00EAA2-F43A-493D-B7AD-45ACF96E42A6}</td>\n",
" <td>172383.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>0</td>\n",
" <td>40.0</td>\n",
" <td>-20</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639218</th>\n",
" <td>9890011</td>\n",
" <td>{0E00EAA2-F43A-493D-B7AD-45ACF96E42A6}</td>\n",
" <td>172383.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>10</td>\n",
" <td>50.0</td>\n",
" <td>-110</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639219</th>\n",
" <td>9890012</td>\n",
" <td>{F0F94C68-8466-478B-8373-AC53B90D5C2E}</td>\n",
" <td>172382.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>50</td>\n",
" <td>20.0</td>\n",
" <td>160</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639220</th>\n",
" <td>9890013</td>\n",
" <td>{F0F94C68-8466-478B-8373-AC53B90D5C2E}</td>\n",
" <td>172382.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>40</td>\n",
" <td>20.0</td>\n",
" <td>-20</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639221</th>\n",
" <td>9890014</td>\n",
" <td>{9BC51534-3A43-430F-8D60-E312C9409AA5}</td>\n",
" <td>143512.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>90</td>\n",
" <td>40.0</td>\n",
" <td>170</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639222</th>\n",
" <td>9890015</td>\n",
" <td>{9BC51534-3A43-430F-8D60-E312C9409AA5}</td>\n",
" <td>143512.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>90</td>\n",
" <td>30.0</td>\n",
" <td>-10</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639223</th>\n",
" <td>9890016</td>\n",
" <td>{C6E50E02-25A2-448A-B64C-1A035D9E0997}</td>\n",
" <td>3169556.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>100</td>\n",
" <td>30.0</td>\n",
" <td>170</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639224</th>\n",
" <td>9890017</td>\n",
" <td>{C6E50E02-25A2-448A-B64C-1A035D9E0997}</td>\n",
" <td>3169556.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>100</td>\n",
" <td>40.0</td>\n",
" <td>-10</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639225</th>\n",
" <td>9890018</td>\n",
" <td>{4C7D58C3-AC1E-47BB-AA2E-3E9F8808CFD2}</td>\n",
" <td>302046285.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>300</td>\n",
" <td>30.0</td>\n",
" <td>-10</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639226</th>\n",
" <td>9890019</td>\n",
" <td>{4C7D58C3-AC1E-47BB-AA2E-3E9F8808CFD2}</td>\n",
" <td>302046285.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>300</td>\n",
" <td>30.0</td>\n",
" <td>170</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639227</th>\n",
" <td>9890020</td>\n",
" <td>{797BD41D-F7C0-47C4-85A7-8A1D77870B53}</td>\n",
" <td>3169556.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>30</td>\n",
" <td>0.0</td>\n",
" <td>80</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639228</th>\n",
" <td>9890021</td>\n",
" <td>{599CD897-DB4B-4CD9-BE8B-BB506FFEF7EC}</td>\n",
" <td>302046622.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>20</td>\n",
" <td>10.0</td>\n",
" <td>-170</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639229</th>\n",
" <td>9890022</td>\n",
" <td>{599CD897-DB4B-4CD9-BE8B-BB506FFEF7EC}</td>\n",
" <td>302046622.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>300</td>\n",
" <td>10.0</td>\n",
" <td>-170</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9639230</th>\n",
" <td>9890023</td>\n",
" <td>{599CD897-DB4B-4CD9-BE8B-BB506FFEF7EC}</td>\n",
" <td>302046622.0</td>\n",
" <td>ZH</td>\n",
" <td>&lt; 800 m</td>\n",
" <td>100</td>\n",
" <td>10.0</td>\n",
" <td>-170</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>9639231 rows × 8 columns</p>\n",
"</div>"
],
"text/plain": [
" DF_UID SB_UUID GWR_EGID GDEKT \\\n",
"0 1 {DEA19230-2728-42BF-8A28-573F5EB6C214} 245033426.0 BL \n",
"1 2 {DEA19230-2728-42BF-8A28-573F5EB6C214} 245033426.0 BL \n",
"2 3 {62E12FA3-D6C9-482C-A74C-CDCCE3D32EDD} 245033426.0 BL \n",
"3 4 {99786E44-FF96-4250-A0A2-AF44CB189B28} 245033426.0 BL \n",
"4 5 {99786E44-FF96-4250-A0A2-AF44CB189B28} 245033426.0 BL \n",
"5 6 {600A8C00-446C-4B64-B87C-CDC0A2FBB2E6} 245033874.0 BL \n",
"6 7 {E23AEC18-5ABF-44FA-B6E4-0C3518F506BF} 245033874.0 BL \n",
"7 8 {B7166B1A-7084-4F2D-94EC-8A274252C2F6} 245033426.0 BL \n",
"8 10 {0A3AAD3C-51CD-48BE-A36D-9B9D7048768C} 245033426.0 BL \n",
"9 11 {0A3AAD3C-51CD-48BE-A36D-9B9D7048768C} 245033426.0 BL \n",
"10 12 {8F10A902-B0C9-456D-9D86-EA3E829980FB} 245033426.0 BL \n",
"11 13 {8F10A902-B0C9-456D-9D86-EA3E829980FB} 245033426.0 BL \n",
"12 14 {AD3AADEF-6FAD-47E1-9221-D848531E2BB7} 245033426.0 BL \n",
"13 15 {AD3AADEF-6FAD-47E1-9221-D848531E2BB7} 245033426.0 BL \n",
"14 16 {3048C3F6-774C-4C35-AB4D-AC8485816837} 245033426.0 BL \n",
"15 17 {3048C3F6-774C-4C35-AB4D-AC8485816837} 245033426.0 BL \n",
"16 18 {B0685E7A-FD6E-4FC2-B8A6-6DC373712044} 417083.0 BL \n",
"17 19 {B0685E7A-FD6E-4FC2-B8A6-6DC373712044} 417083.0 BL \n",
"18 20 {B0685E7A-FD6E-4FC2-B8A6-6DC373712044} 417083.0 BL \n",
"19 21 {B0685E7A-FD6E-4FC2-B8A6-6DC373712044} 417083.0 BL \n",
"20 22 {B0685E7A-FD6E-4FC2-B8A6-6DC373712044} 417083.0 BL \n",
"21 23 {B0685E7A-FD6E-4FC2-B8A6-6DC373712044} 417083.0 BL \n",
"22 24 {FF464080-FC45-4380-BF48-4214261CB639} 417083.0 BL \n",
"23 25 {FF464080-FC45-4380-BF48-4214261CB639} 417083.0 BL \n",
"24 26 {E73CA658-DB85-4B77-A259-F6F2E2E46ACC} 245033879.0 BL \n",
"25 27 {E73CA658-DB85-4B77-A259-F6F2E2E46ACC} 245033879.0 BL \n",
"26 28 {A59EF3AA-9491-41FC-BBA3-7C592541631C} 417092.0 BL \n",
"27 29 {A59EF3AA-9491-41FC-BBA3-7C592541631C} 417092.0 BL \n",
"28 30 {A59EF3AA-9491-41FC-BBA3-7C592541631C} 417092.0 BL \n",
"29 31 {A48CA20C-0685-4E18-9904-E7C5E70078FC} 245049569.0 BL \n",
"... ... ... ... ... \n",
"9639201 9889994 {97CD100C-C434-4C03-A3F7-D3F9524AE1E5} 302021356.0 ZH \n",
"9639202 9889995 {02024B9E-B05E-4355-BA84-AF3BB85176FB} 302017881.0 ZH \n",
"9639203 9889996 {02024B9E-B05E-4355-BA84-AF3BB85176FB} 302017881.0 ZH \n",
"9639204 9889997 {5C8DADF4-5429-4BF9-B410-B15E8B310F7A} 172384.0 ZH \n",
"9639205 9889998 {5C8DADF4-5429-4BF9-B410-B15E8B310F7A} 172384.0 ZH \n",
"9639206 9889999 {90484AA4-8415-4BDC-AAE2-C247425BF69B} 302016840.0 ZH \n",
"9639207 9890000 {90484AA4-8415-4BDC-AAE2-C247425BF69B} 302016840.0 ZH \n",
"9639208 9890001 {90484AA4-8415-4BDC-AAE2-C247425BF69B} 302016840.0 ZH \n",
"9639209 9890002 {C0FD62CF-FA6E-4CB0-AB96-17D725631DDA} 302021503.0 ZH \n",
"9639210 9890003 {C0FD62CF-FA6E-4CB0-AB96-17D725631DDA} 302021503.0 ZH \n",
"9639211 9890004 {C0FD62CF-FA6E-4CB0-AB96-17D725631DDA} 302021503.0 ZH \n",
"9639212 9890005 {0E00EAA2-F43A-493D-B7AD-45ACF96E42A6} 172383.0 ZH \n",
"9639213 9890006 {0E00EAA2-F43A-493D-B7AD-45ACF96E42A6} 172383.0 ZH \n",
"9639214 9890007 {0E00EAA2-F43A-493D-B7AD-45ACF96E42A6} 172383.0 ZH \n",
"9639215 9890008 {0E00EAA2-F43A-493D-B7AD-45ACF96E42A6} 172383.0 ZH \n",
"9639216 9890009 {0E00EAA2-F43A-493D-B7AD-45ACF96E42A6} 172383.0 ZH \n",
"9639217 9890010 {0E00EAA2-F43A-493D-B7AD-45ACF96E42A6} 172383.0 ZH \n",
"9639218 9890011 {0E00EAA2-F43A-493D-B7AD-45ACF96E42A6} 172383.0 ZH \n",
"9639219 9890012 {F0F94C68-8466-478B-8373-AC53B90D5C2E} 172382.0 ZH \n",
"9639220 9890013 {F0F94C68-8466-478B-8373-AC53B90D5C2E} 172382.0 ZH \n",
"9639221 9890014 {9BC51534-3A43-430F-8D60-E312C9409AA5} 143512.0 ZH \n",
"9639222 9890015 {9BC51534-3A43-430F-8D60-E312C9409AA5} 143512.0 ZH \n",
"9639223 9890016 {C6E50E02-25A2-448A-B64C-1A035D9E0997} 3169556.0 ZH \n",
"9639224 9890017 {C6E50E02-25A2-448A-B64C-1A035D9E0997} 3169556.0 ZH \n",
"9639225 9890018 {4C7D58C3-AC1E-47BB-AA2E-3E9F8808CFD2} 302046285.0 ZH \n",
"9639226 9890019 {4C7D58C3-AC1E-47BB-AA2E-3E9F8808CFD2} 302046285.0 ZH \n",
"9639227 9890020 {797BD41D-F7C0-47C4-85A7-8A1D77870B53} 3169556.0 ZH \n",
"9639228 9890021 {599CD897-DB4B-4CD9-BE8B-BB506FFEF7EC} 302046622.0 ZH \n",
"9639229 9890022 {599CD897-DB4B-4CD9-BE8B-BB506FFEF7EC} 302046622.0 ZH \n",
"9639230 9890023 {599CD897-DB4B-4CD9-BE8B-BB506FFEF7EC} 302046622.0 ZH \n",
"\n",
" altitude area tilt aspect \n",
"0 < 800 m 20 40.0 10 \n",
"1 < 800 m 10 40.0 -170 \n",
"2 < 800 m 60 10.0 -80 \n",
"3 < 800 m 40 30.0 -80 \n",
"4 < 800 m 40 40.0 100 \n",
"5 < 800 m 50 20.0 100 \n",
"6 < 800 m 20 10.0 -80 \n",
"7 < 800 m 50 20.0 100 \n",
"8 < 800 m 200 40.0 -80 \n",
"9 < 800 m 100 40.0 100 \n",
"10 < 800 m 20 40.0 10 \n",
"11 < 800 m 20 40.0 -170 \n",
"12 < 800 m 20 30.0 10 \n",
"13 < 800 m 10 40.0 -170 \n",
"14 < 800 m 400 40.0 -80 \n",
"15 < 800 m 500 30.0 100 \n",
"16 < 800 m 200 40.0 100 \n",
"17 < 800 m 200 40.0 -80 \n",
"18 < 800 m 10 60.0 -160 \n",
"19 < 800 m 10 60.0 20 \n",
"20 < 800 m 50 50.0 20 \n",
"21 < 800 m 40 60.0 -160 \n",
"22 < 800 m 40 50.0 20 \n",
"23 < 800 m 40 50.0 -160 \n",
"24 < 800 m 30 40.0 -90 \n",
"25 < 800 m 40 20.0 90 \n",
"26 < 800 m 200 40.0 -90 \n",
"27 < 800 m 100 30.0 90 \n",
"28 < 800 m 60 30.0 90 \n",
"29 < 800 m 20 30.0 180 \n",
"... ... ... ... ... \n",
"9639201 < 800 m 10 0.0 flat \n",
"9639202 < 800 m 10 0.0 flat \n",
"9639203 < 800 m 90 0.0 flat \n",
"9639204 < 800 m 50 40.0 10 \n",
"9639205 < 800 m 40 40.0 -170 \n",
"9639206 < 800 m 100 40.0 10 \n",
"9639207 < 800 m 200 40.0 -170 \n",
"9639208 < 800 m 70 30.0 100 \n",
"9639209 < 800 m 10 0.0 flat \n",
"9639210 < 800 m 100 30.0 100 \n",
"9639211 < 800 m 70 40.0 -80 \n",
"9639212 < 800 m 40 40.0 160 \n",
"9639213 < 800 m 30 40.0 -110 \n",
"9639214 < 800 m 20 40.0 -20 \n",
"9639215 < 800 m 30 40.0 70 \n",
"9639216 < 800 m 10 50.0 70 \n",
"9639217 < 800 m 0 40.0 -20 \n",
"9639218 < 800 m 10 50.0 -110 \n",
"9639219 < 800 m 50 20.0 160 \n",
"9639220 < 800 m 40 20.0 -20 \n",
"9639221 < 800 m 90 40.0 170 \n",
"9639222 < 800 m 90 30.0 -10 \n",
"9639223 < 800 m 100 30.0 170 \n",
"9639224 < 800 m 100 40.0 -10 \n",
"9639225 < 800 m 300 30.0 -10 \n",
"9639226 < 800 m 300 30.0 170 \n",
"9639227 < 800 m 30 0.0 80 \n",
"9639228 < 800 m 20 10.0 -170 \n",
"9639229 < 800 m 300 10.0 -170 \n",
"9639230 < 800 m 100 10.0 -170 \n",
"\n",
"[9639231 rows x 8 columns]"
]
},
"execution_count": 39,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"roof_categories"
]
},
{
"cell_type": "code",
"execution_count": 41,
"metadata": {},
"outputs": [],
"source": [
"roof_categories.to_csv('/work/hyenergy/output/solar_potential/roof_categories_num.csv', \n",
" index = False)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# PART 2: MATCH DATA"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Load data"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/home/walch/miniconda3/envs/py3/lib/python3.6/site-packages/IPython/core/interactiveshell.py:3020: DtypeWarning: Columns (5) have mixed types. Specify dtype option on import or set low_memory=False.\n",
" interactivity=interactivity, compiler=compiler, result=result)\n"
]
}
],
"source": [
"fp = '/work/hyenergy/output/solar_potential/roof_categories_num.csv'\n",
"roof_categories = pd.read_csv( fp )"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"roof_categories.loc[roof_categories.aspect != 'flat', 'aspect'] = roof_categories.loc[roof_categories.aspect != 'flat', 'aspect'].astype(float)\n",
"roof_categories.loc[roof_categories.area != '> 10000', 'area'] = roof_categories.loc[roof_categories.area != '> 10000', 'area'].astype(float)"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"fp = '/work/hyenergy/output/solar_potential/technical_potential/pv_potential_hourly_shared_v2.nc'\n",
"roof_data = xr.open_mfdataset( fp, chunks = {'DF_UID' : 100000})"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"roof_data = roof_data.rename({'pv_potential_W' : 'EPV_W' , 'pv_potential_W_std' : 'EPV_W_std',\n",
" 'radiation_W_m2' : 'Gt_W_m2', 'radiation_W_m2_std' : 'Gt_W_m2_std'})"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {
"scrolled": false
},
"outputs": [],
"source": [
"fp = '/work/hyenergy/output/solar_potential/technical_potential/pv_potential_annual_shared_v2.csv'\n",
"roof_area = pd.read_csv( fp ).set_index('DF_UID')"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"fp = '/work/hyenergy/output/solar_potential/geographic_potential/available_area/PRED_available_area_unc_filled.csv'\n",
"APV_std = pd.read_csv( fp, usecols = ['DF_UID', 'available_area_std'] )"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [],
"source": [
"roof_area = roof_area.merge( APV_std.set_index('DF_UID'), left_index = True, right_index = True, how = 'left' )"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
"roof_area = roof_area.rename({'pv_potential_kWh_a' : 'EPV_kWh_a', \n",
" 'pv_potential_kWh_a_std' : 'EPV_kWh_a_std', \n",
" 'radiation_kWh_m2_a' : 'Gt_kWh_m2_a', \n",
" 'radiation_kWh_m2_a_std' : 'Gt_kWh_m2_a_std', \n",
" 'available_area' : 'APV', \n",
" 'available_area_std' : 'APV_std'}, axis = 1)"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"roof_area['APV_ratio'] = roof_area.APV / roofs.set_index('DF_UID').FLAECHE"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [],
"source": [
"roof_area['EPV_kWh_m2roof_a'] = roof_area.EPV_kWh_a / roofs.set_index('DF_UID').FLAECHE"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (DF_UID: 9639231, timestamp: 146)\n",
"Coordinates:\n",
" * DF_UID (DF_UID) int64 1 2 3 4 5 ... 9890020 9890021 9890022 9890023\n",
" * timestamp (timestamp) datetime64[ns] 2001-01-15T08:00:00 ... 2001-12-15T15:00:00\n",
"Data variables:\n",
" EPV_W (DF_UID, timestamp) float32 dask.array<shape=(9639231, 146), chunksize=(100000, 146)>\n",
" EPV_W_std (DF_UID, timestamp) float32 dask.array<shape=(9639231, 146), chunksize=(100000, 146)>\n",
" Gt_W_m2 (DF_UID, timestamp) float32 dask.array<shape=(9639231, 146), chunksize=(100000, 146)>\n",
" Gt_W_m2_std (DF_UID, timestamp) float32 dask.array<shape=(9639231, 146), chunksize=(100000, 146)>"
]
},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"roof_data"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>EPV_kWh_a</th>\n",
" <th>EPV_kWh_a_std</th>\n",
" <th>Gt_kWh_m2_a</th>\n",
" <th>Gt_kWh_m2_a_std</th>\n",
" <th>APV</th>\n",
" <th>APV_std</th>\n",
" <th>APV_ratio</th>\n",
" <th>EPV_kWh_m2roof_a</th>\n",
" </tr>\n",
" <tr>\n",
" <th>DF_UID</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>239.8001</td>\n",
" <td>324.268393</td>\n",
" <td>1210.184846</td>\n",
" <td>309.039122</td>\n",
" <td>1.437423</td>\n",
" <td>1.850753</td>\n",
" <td>0.090127</td>\n",
" <td>15.035605</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>0.0000</td>\n",
" <td>0.000000</td>\n",
" <td>474.558362</td>\n",
" <td>85.539804</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>3891.6055</td>\n",
" <td>2071.079104</td>\n",
" <td>951.934814</td>\n",
" <td>239.814424</td>\n",
" <td>29.414390</td>\n",
" <td>13.349188</td>\n",
" <td>0.463675</td>\n",
" <td>61.345528</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>2022.1940</td>\n",
" <td>1044.604313</td>\n",
" <td>1029.797436</td>\n",
" <td>259.121816</td>\n",
" <td>14.224941</td>\n",
" <td>6.081246</td>\n",
" <td>0.370741</td>\n",
" <td>52.703973</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5</th>\n",
" <td>1030.4568</td>\n",
" <td>702.281552</td>\n",
" <td>711.799309</td>\n",
" <td>188.438262</td>\n",
" <td>10.472945</td>\n",
" <td>6.134511</td>\n",
" <td>0.287692</td>\n",
" <td>28.306708</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" EPV_kWh_a EPV_kWh_a_std Gt_kWh_m2_a Gt_kWh_m2_a_std APV \\\n",
"DF_UID \n",
"1 239.8001 324.268393 1210.184846 309.039122 1.437423 \n",
"2 0.0000 0.000000 474.558362 85.539804 0.000000 \n",
"3 3891.6055 2071.079104 951.934814 239.814424 29.414390 \n",
"4 2022.1940 1044.604313 1029.797436 259.121816 14.224941 \n",
"5 1030.4568 702.281552 711.799309 188.438262 10.472945 \n",
"\n",
" APV_std APV_ratio EPV_kWh_m2roof_a \n",
"DF_UID \n",
"1 1.850753 0.090127 15.035605 \n",
"2 0.000000 0.000000 0.000000 \n",
"3 13.349188 0.463675 61.345528 \n",
"4 6.081246 0.370741 52.703973 \n",
"5 6.134511 0.287692 28.306708 "
]
},
"execution_count": 14,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"roof_area.head()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Group by roof properties"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## GROUP ANNUAL DATA"
]
},
{
"cell_type": "code",
"execution_count": 146,
"metadata": {},
"outputs": [],
"source": [
"GROUP_VARS = ['altitude', 'aspect', 'tilt', 'area']"
]
},
{
"cell_type": "code",
"execution_count": 147,
"metadata": {
"scrolled": false
},
"outputs": [],
"source": [
"annual_data = roof_area.merge( roof_categories.set_index('DF_UID')[GROUP_VARS], \n",
" left_index = True, right_index = True, how = 'left')"
]
},
{
"cell_type": "code",
"execution_count": 148,
"metadata": {},
"outputs": [],
"source": [
"annual_data_grouped = annual_data.groupby(GROUP_VARS).mean()"
]
},
{
"cell_type": "code",
"execution_count": 149,
"metadata": {},
"outputs": [],
"source": [
"annual_data_grouped['roof_count'] = annual_data.groupby(GROUP_VARS).count().EPV_kWh_a"
]
},
{
"cell_type": "code",
"execution_count": 150,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
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" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th>EPV_kWh_a</th>\n",
" <th>EPV_kWh_a_std</th>\n",
" <th>Gt_kWh_m2_a</th>\n",
" <th>Gt_kWh_m2_a_std</th>\n",
" <th>APV</th>\n",
" <th>APV_std</th>\n",
" <th>APV_ratio</th>\n",
" <th>EPV_kWh_m2roof_a</th>\n",
" <th>roof_count</th>\n",
" </tr>\n",
" <tr>\n",
" <th>altitude</th>\n",
" <th>aspect</th>\n",
" <th>tilt</th>\n",
" <th>area</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th rowspan=\"5\" valign=\"top\">800 - 1600 m</th>\n",
" <th rowspan=\"5\" valign=\"top\">-170.0</th>\n",
" <th rowspan=\"5\" valign=\"top\">0.0</th>\n",
" <th>0.0</th>\n",
" <td>0.056481</td>\n",
" <td>0.129144</td>\n",
" <td>952.300477</td>\n",
" <td>226.731358</td>\n",
" <td>0.000388</td>\n",
" <td>0.000863</td>\n",
" <td>0.000084</td>\n",
" <td>0.012169</td>\n",
" <td>324</td>\n",
" </tr>\n",
" <tr>\n",
" <th>10.0</th>\n",
" <td>85.877011</td>\n",
" <td>122.762921</td>\n",
" <td>933.235486</td>\n",
" <td>233.137796</td>\n",
" <td>0.667945</td>\n",
" <td>0.906200</td>\n",
" <td>0.055729</td>\n",
" <td>7.203495</td>\n",
" <td>75</td>\n",
" </tr>\n",
" <tr>\n",
" <th>20.0</th>\n",
" <td>415.528291</td>\n",
" <td>405.876161</td>\n",
" <td>938.880287</td>\n",
" <td>231.601089</td>\n",
" <td>3.120230</td>\n",
" <td>2.874269</td>\n",
" <td>0.153402</td>\n",
" <td>20.427997</td>\n",
" <td>89</td>\n",
" </tr>\n",
" <tr>\n",
" <th>30.0</th>\n",
" <td>946.927290</td>\n",
" <td>700.158517</td>\n",
" <td>930.979675</td>\n",
" <td>231.907726</td>\n",
" <td>7.184966</td>\n",
" <td>4.887508</td>\n",
" <td>0.239623</td>\n",
" <td>31.584371</td>\n",
" <td>68</td>\n",
" </tr>\n",
" <tr>\n",
" <th>40.0</th>\n",
" <td>1616.995476</td>\n",
" <td>1036.307308</td>\n",
" <td>927.421532</td>\n",
" <td>231.552520</td>\n",
" <td>12.168926</td>\n",
" <td>7.048749</td>\n",
" <td>0.306693</td>\n",
" <td>40.700419</td>\n",
" <td>56</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" EPV_kWh_a EPV_kWh_a_std Gt_kWh_m2_a \\\n",
"altitude aspect tilt area \n",
"800 - 1600 m -170.0 0.0 0.0 0.056481 0.129144 952.300477 \n",
" 10.0 85.877011 122.762921 933.235486 \n",
" 20.0 415.528291 405.876161 938.880287 \n",
" 30.0 946.927290 700.158517 930.979675 \n",
" 40.0 1616.995476 1036.307308 927.421532 \n",
"\n",
" Gt_kWh_m2_a_std APV APV_std \\\n",
"altitude aspect tilt area \n",
"800 - 1600 m -170.0 0.0 0.0 226.731358 0.000388 0.000863 \n",
" 10.0 233.137796 0.667945 0.906200 \n",
" 20.0 231.601089 3.120230 2.874269 \n",
" 30.0 231.907726 7.184966 4.887508 \n",
" 40.0 231.552520 12.168926 7.048749 \n",
"\n",
" APV_ratio EPV_kWh_m2roof_a roof_count \n",
"altitude aspect tilt area \n",
"800 - 1600 m -170.0 0.0 0.0 0.000084 0.012169 324 \n",
" 10.0 0.055729 7.203495 75 \n",
" 20.0 0.153402 20.427997 89 \n",
" 30.0 0.239623 31.584371 68 \n",
" 40.0 0.306693 40.700419 56 "
]
},
"execution_count": 150,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"annual_data_grouped.head()"
]
},
{
"cell_type": "code",
"execution_count": 151,
"metadata": {},
"outputs": [],
"source": [
"savefile = '/work/hyenergy/output/solar_potential/files_to_share/rooftop_PV_CH_annual_by_category.csv'\n",
"annual_data_grouped.to_csv( savefile )"
]
},
{
"cell_type": "code",
"execution_count": 54,
"metadata": {},
"outputs": [],
"source": [
"data_grouped = annual_data_grouped.to_xarray()"
]
},
{
"cell_type": "code",
"execution_count": 55,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (altitude: 3, area: 30, aspect: 37, tilt: 8)\n",
"Coordinates:\n",
" * altitude (altitude) object '800 - 1600 m' '< 800 m' '> 1600 m'\n",
" * aspect (aspect) object -170.0 -160.0 -150.0 ... 180.0 'flat'\n",
" * tilt (tilt) float64 0.0 10.0 20.0 30.0 40.0 50.0 60.0 70.0\n",
" * area (area) object 0.0 10.0 20.0 30.0 ... 9e+03 1e+04 '> 10000'\n",
"Data variables:\n",
" EPV_kWh_a (altitude, aspect, tilt, area) float64 0.05648 ... nan\n",
" EPV_kWh_a_std (altitude, aspect, tilt, area) float64 0.1291 ... nan\n",
" Gt_kWh_m2_a (altitude, aspect, tilt, area) float64 952.3 933.2 ... nan\n",
" Gt_kWh_m2_a_std (altitude, aspect, tilt, area) float64 226.7 233.1 ... nan\n",
" APV (altitude, aspect, tilt, area) float64 0.0003882 ... nan\n",
" APV_ratio (altitude, aspect, tilt, area) float64 8.364e-05 ... nan\n",
" EPV_kWh_m2roof_a (altitude, aspect, tilt, area) float64 0.01217 ... nan\n",
" roof_count (altitude, aspect, tilt, area) float64 324.0 75.0 ... nan"
]
},
"execution_count": 55,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"data_grouped"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## GROUP HOURLY DATA"
]
},
{
"cell_type": "code",
"execution_count": 126,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"EPV_W\n",
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"Saved output to /work/hyenergy/output/solar_potential/rooftop_PV_CH_EPV_W_by_category.csv\n",
"EPV_W_std\n",
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"Saved output to /work/hyenergy/output/solar_potential/rooftop_PV_CH_EPV_W_std_by_category.csv\n",
"Gt_W_m2\n",
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"Saved output to /work/hyenergy/output/solar_potential/rooftop_PV_CH_Gt_W_m2_by_category.csv\n",
"Gt_W_m2_std\n",
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"Saved output to /work/hyenergy/output/solar_potential/rooftop_PV_CH_Gt_W_m2_std_by_category.csv\n"
]
}
],
"source": [
"# Select the variable to extract\n",
"VARS = ['EPV_W', 'EPV_W_std', 'Gt_W_m2', 'Gt_W_m2_std']\n",
"\n",
"for VAR in VARS:\n",
" print( VAR, '\\n' )\n",
" # Prepare the batching\n",
" BATCH_SIZE = 500000\n",
" N_BATCHES = int( np.ceil( len(roof_data.DF_UID) / BATCH_SIZE ))\n",
"\n",
" # Create dataframes with the required final index\n",
" ALL_SUM = pd.DataFrame(data = [], index = annual_data_grouped.index, columns = roof_data.timestamp).fillna(0)\n",
" ALL_CNT = pd.DataFrame(data = [], index = annual_data_grouped.index, columns = roof_data.timestamp).fillna(0)\n",
"\n",
" # Loop through each batch\n",
" for i in range(N_BATCHES):\n",
" print('Batch %d of %d' %(i+1, N_BATCHES))\n",
" start = i * BATCH_SIZE\n",
" end = min( (i+1) * BATCH_SIZE, len(roof_data.DF_UID) )\n",
"\n",
" # Extract the data of each batch from the dataset\n",
" tt = time.time()\n",
" data_batch = roof_data.isel(DF_UID = range(start, end))[ VAR ].to_pandas()\n",
" print('Loaded pandas dataframe in %.2fs' %(time.time() - tt))\n",
"\n",
" # Merge the info on the roof properties and group the data\n",
" tt = time.time()\n",
" data_batch_info = data_batch.merge( roof_categories.set_index('DF_UID')[GROUP_VARS], \n",
" left_index = True, right_index = True, how = 'left')\n",
" GROUP = data_batch_info.groupby(GROUP_VARS)\n",
"\n",
" # Compute the sum and the count, in order to later compute the mean\n",
" data_sum = GROUP.sum()\n",
" data_cnt = GROUP.count()\n",
"\n",
" # Add the data to the total dataframe\n",
" ALL_SUM[ALL_SUM.index.isin(data_sum.index)] += data_sum\n",
" ALL_CNT[ALL_CNT.index.isin(data_cnt.index)] += data_cnt\n",
"\n",
" print('Grouped data in %.2fs' %(time.time() - tt))\n",
"\n",
" # Compute the mean by dividing the sum by the count and drop columns (i.e. timestamps) with NaNs\n",
" data_mean = (ALL_SUM[ALL_CNT.iloc[:, 0] > 0] / ALL_CNT[ALL_CNT.iloc[:, 0] > 0]).dropna(axis = 1)\n",
"\n",
" savefile = ('/work/hyenergy/output/solar_potential/files_to_share/rooftop_PV_CH_%s_by_category.csv' %VAR)\n",
" data_mean.to_csv(savefile)\n",
" print('Saved output to %s\\n' %savefile)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Development"
]
},
{
"cell_type": "code",
"execution_count": 106,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"1.2900686264038086\n"
]
}
],
"source": [
"tt = time.time()\n",
"pv_potential_W = roof_data.isel(DF_UID = range(300000)).pv_potential_W.to_pandas().dropna(axis = 1) # .isel(DF_UID = range(100))\n",
"print(time.time() - tt)"
]
},
{
"cell_type": "code",
"execution_count": 107,
"metadata": {},
"outputs": [],
"source": [
"pv_potential_W_info = pv_potential_W.merge(roof_categories.set_index('DF_UID')[GROUP_VARS], \n",
" left_index = True, right_index = True, how = 'left')"
]
},
{
"cell_type": "code",
"execution_count": 108,
"metadata": {},
"outputs": [],
"source": [
"pv_potential_W_grouped = pv_potential_W_info.groupby(GROUP_VARS).mean()"
]
},
{
"cell_type": "code",
"execution_count": 46,
"metadata": {},
"outputs": [],
"source": [
"pv_potential_W_grouped.to_csv('EPV_grouped_sample.csv')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Group per building: SUITABLE ONLY"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## GROUP ANNUAL DATA"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [],
"source": [
"suitable_roofs = (abs(roofs.set_index('DF_UID').AUSRICHTUNG) <= 90) & (roof_area.APV >= 8)"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [],
"source": [
"roof_area_suitable = roof_area[suitable_roofs]"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [],
"source": [
"GROUP_VARS = ['SB_UUID']"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [],
"source": [
"# Merge coordinates and original GWR_EGID onto the buildings\n",
"info = SON.merge( roofs.set_index('DF_UID')[['XCOORD', 'YCOORD']], \n",
" left_on = 'DF_UID', right_index = True, how = 'left' )\n",
"\n",
"info = info.merge( roof_categories.set_index('DF_UID')[GROUP_VARS], \n",
" right_index = True, left_on = ['DF_UID'], how = 'left' )"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {
"scrolled": false
},
"outputs": [],
"source": [
"# Merge building info with annual prediction\n",
"annual_data = info.set_index('DF_UID').merge( roof_area_suitable, \n",
" left_index = True, right_index = True, how = 'right')"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
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"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>GWR_EGID</th>\n",
" <th>XCOORD</th>\n",
" <th>YCOORD</th>\n",
" <th>SB_UUID</th>\n",
" <th>EPV_kWh_a</th>\n",
" <th>EPV_kWh_a_std</th>\n",
" <th>Gt_kWh_m2_a</th>\n",
" <th>Gt_kWh_m2_a_std</th>\n",
" <th>APV</th>\n",
" <th>APV_std</th>\n",
" <th>APV_ratio</th>\n",
" <th>EPV_kWh_m2roof_a</th>\n",
" </tr>\n",
" <tr>\n",
" <th>DF_UID</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
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" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>245033426.0</td>\n",
" <td>621673.977050</td>\n",
" <td>254186.956803</td>\n",
" <td>{62E12FA3-D6C9-482C-A74C-CDCCE3D32EDD}</td>\n",
" <td>3891.6055</td>\n",
" <td>2071.079104</td>\n",
" <td>951.934814</td>\n",
" <td>239.814424</td>\n",
" <td>29.414390</td>\n",
" <td>13.349188</td>\n",
" <td>0.463675</td>\n",
" <td>61.345528</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>245033426.0</td>\n",
" <td>621696.695450</td>\n",
" <td>254249.767806</td>\n",
" <td>{99786E44-FF96-4250-A0A2-AF44CB189B28}</td>\n",
" <td>2022.1940</td>\n",
" <td>1044.604313</td>\n",
" <td>1029.797436</td>\n",
" <td>259.121816</td>\n",
" <td>14.224941</td>\n",
" <td>6.081246</td>\n",
" <td>0.370741</td>\n",
" <td>52.703973</td>\n",
" </tr>\n",
" <tr>\n",
" <th>10</th>\n",
" <td>245033426.0</td>\n",
" <td>621694.097061</td>\n",
" <td>254236.884799</td>\n",
" <td>{0A3AAD3C-51CD-48BE-A36D-9B9D7048768C}</td>\n",
" <td>15860.8550</td>\n",
" <td>5884.319088</td>\n",
" <td>1045.135867</td>\n",
" <td>270.322681</td>\n",
" <td>109.595655</td>\n",
" <td>26.770667</td>\n",
" <td>0.596940</td>\n",
" <td>86.390042</td>\n",
" </tr>\n",
" <tr>\n",
" <th>16</th>\n",
" <td>245033426.0</td>\n",
" <td>621688.013164</td>\n",
" <td>254208.752395</td>\n",
" <td>{3048C3F6-774C-4C35-AB4D-AC8485816837}</td>\n",
" <td>43810.3200</td>\n",
" <td>13573.228689</td>\n",
" <td>1050.201033</td>\n",
" <td>269.790351</td>\n",
" <td>301.294147</td>\n",
" <td>46.886341</td>\n",
" <td>0.711171</td>\n",
" <td>103.409372</td>\n",
" </tr>\n",
" <tr>\n",
" <th>19</th>\n",
" <td>417083.0</td>\n",
" <td>621683.647555</td>\n",
" <td>254150.671936</td>\n",
" <td>{B0685E7A-FD6E-4FC2-B8A6-6DC373712044}</td>\n",
" <td>11697.4450</td>\n",
" <td>5149.242547</td>\n",
" <td>1077.884048</td>\n",
" <td>278.876960</td>\n",
" <td>78.423866</td>\n",
" <td>26.034399</td>\n",
" <td>0.415408</td>\n",
" <td>61.960889</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
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],
"text/plain": [
" GWR_EGID XCOORD YCOORD \\\n",
"DF_UID \n",
"3 245033426.0 621673.977050 254186.956803 \n",
"4 245033426.0 621696.695450 254249.767806 \n",
"10 245033426.0 621694.097061 254236.884799 \n",
"16 245033426.0 621688.013164 254208.752395 \n",
"19 417083.0 621683.647555 254150.671936 \n",
"\n",
" SB_UUID EPV_kWh_a EPV_kWh_a_std \\\n",
"DF_UID \n",
"3 {62E12FA3-D6C9-482C-A74C-CDCCE3D32EDD} 3891.6055 2071.079104 \n",
"4 {99786E44-FF96-4250-A0A2-AF44CB189B28} 2022.1940 1044.604313 \n",
"10 {0A3AAD3C-51CD-48BE-A36D-9B9D7048768C} 15860.8550 5884.319088 \n",
"16 {3048C3F6-774C-4C35-AB4D-AC8485816837} 43810.3200 13573.228689 \n",
"19 {B0685E7A-FD6E-4FC2-B8A6-6DC373712044} 11697.4450 5149.242547 \n",
"\n",
" Gt_kWh_m2_a Gt_kWh_m2_a_std APV APV_std APV_ratio \\\n",
"DF_UID \n",
"3 951.934814 239.814424 29.414390 13.349188 0.463675 \n",
"4 1029.797436 259.121816 14.224941 6.081246 0.370741 \n",
"10 1045.135867 270.322681 109.595655 26.770667 0.596940 \n",
"16 1050.201033 269.790351 301.294147 46.886341 0.711171 \n",
"19 1077.884048 278.876960 78.423866 26.034399 0.415408 \n",
"\n",
" EPV_kWh_m2roof_a \n",
"DF_UID \n",
"3 61.345528 \n",
"4 52.703973 \n",
"10 86.390042 \n",
"16 103.409372 \n",
"19 61.960889 "
]
},
"execution_count": 21,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"annual_data.head()"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [],
"source": [
"# compute the weighting for the total roof surface as reference\n",
"AREA_TOT = roofs.set_index('DF_UID').loc[suitable_roofs, ['FLAECHE', 'SB_UUID']]\n",
"AREA_BLD = AREA_TOT.groupby('SB_UUID').sum().rename({'FLAECHE' : 'FLAECHE_TOT'}, axis = 1)\n",
"\n",
"AREA_MRG = AREA_TOT.merge(AREA_BLD, left_on = ['SB_UUID'], right_index = True, how = 'left')\n",
"AREA_WEIGHT = AREA_MRG.FLAECHE / AREA_MRG.FLAECHE_TOT"
]
},
{
"cell_type": "code",
"execution_count": 28,
"metadata": {
"scrolled": true
},
"outputs": [],
"source": [
"# compute the weighting for the available roof surface as reference\n",
"APV = annual_data[['APV', 'SB_UUID']]\n",
"APV_BLD = APV.groupby('SB_UUID').sum().rename({'APV' : 'APV_TOT'}, axis = 1)\n",
"\n",
"APV_MRG = APV.merge(APV_BLD, left_on = ['SB_UUID'], right_index = True, how = 'left')\n",
"APV_WEIGHT = APV_MRG.APV / APV_MRG.APV_TOT"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [],
"source": [
"# Define type of grouping for each variable\n",
"MEAN_COLS = ['SB_UUID', 'GWR_EGID', 'XCOORD', 'YCOORD']\n",
"SUM_COLS = ['SB_UUID', 'EPV_kWh_a', 'EPV_kWh_a_std', 'APV', 'APV_std' ]\n",
"WA_APV_COLS = ['Gt_kWh_m2_a', 'Gt_kWh_m2_a_std']\n",
"WA_A_COLS = ['APV_ratio', 'EPV_kWh_m2roof_a']"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [],
"source": [
"# Get the weighted values (per APV or per A (total roof) for variables to be averaged)\n",
"subset_WA_APV = pd.concat([(annual_data[VAR] * APV_WEIGHT).rename(VAR) for VAR in WA_APV_COLS], axis = 1)\n",
"subset_WA_APV = pd.concat([ annual_data[['SB_UUID']], subset_WA_APV ], axis = 1)\n",
"\n",
"subset_WA_A = pd.concat([(annual_data[VAR] * AREA_WEIGHT).rename(VAR) for VAR in WA_A_COLS], axis = 1)\n",
"subset_WA_A = pd.concat([ annual_data[['SB_UUID']], subset_WA_A ], axis = 1)\n",
"\n",
"# Group data\n",
"annual_data_grouped = pd.concat([ annual_data[MEAN_COLS].groupby('SB_UUID').mean(),\n",
" annual_data[SUM_COLS].groupby('SB_UUID').sum(),\n",
" subset_WA_A.groupby('SB_UUID').sum(),\n",
" subset_WA_APV.groupby('SB_UUID').sum() ], axis = 1)"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
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" <td>151029.880077</td>\n",
" <td>5197.9310</td>\n",
" <td>2256.039312</td>\n",
" <td>39.202508</td>\n",
" <td>10.910592</td>\n",
" <td>969.113680</td>\n",
" <td>296.403018</td>\n",
" <td>0.231553</td>\n",
" <td>30.702024</td>\n",
" </tr>\n",
" <tr>\n",
" <th>{FFFFDF2A-E613-4BA3-862E-91F12671EB7E}</th>\n",
" <td>56189.0</td>\n",
" <td>686408.930414</td>\n",
" <td>234167.370199</td>\n",
" <td>1797.9592</td>\n",
" <td>799.656220</td>\n",
" <td>11.566831</td>\n",
" <td>3.872737</td>\n",
" <td>1129.571100</td>\n",
" <td>300.009849</td>\n",
" <td>0.163634</td>\n",
" <td>25.435417</td>\n",
" </tr>\n",
" <tr>\n",
" <th>{FFFFE284-15C5-4E83-8E0C-603DEA985F5F}</th>\n",
" <td>523333.0</td>\n",
" <td>648830.793550</td>\n",
" <td>252008.544220</td>\n",
" <td>6248.6553</td>\n",
" <td>2585.241342</td>\n",
" <td>39.824953</td>\n",
" <td>11.944463</td>\n",
" <td>1133.888927</td>\n",
" <td>297.719695</td>\n",
" <td>0.479370</td>\n",
" <td>75.214661</td>\n",
" </tr>\n",
" <tr>\n",
" <th>{FFFFE7DF-CCE4-4D47-87A6-E0B31A56F5BE}</th>\n",
" <td>641678.0</td>\n",
" <td>748474.144260</td>\n",
" <td>263632.124899</td>\n",
" <td>4626.1885</td>\n",
" <td>2002.574361</td>\n",
" <td>28.833884</td>\n",
" <td>9.613969</td>\n",
" <td>1160.860486</td>\n",
" <td>295.125566</td>\n",
" <td>0.433769</td>\n",
" <td>69.595113</td>\n",
" </tr>\n",
" <tr>\n",
" <th>{FFFFFDE6-6ADC-415F-8715-27621A43F70A}</th>\n",
" <td>1444734.0</td>\n",
" <td>626738.139333</td>\n",
" <td>210417.933236</td>\n",
" <td>6247.3680</td>\n",
" <td>2513.624304</td>\n",
" <td>38.196716</td>\n",
" <td>11.519160</td>\n",
" <td>1197.664046</td>\n",
" <td>284.648159</td>\n",
" <td>0.479282</td>\n",
" <td>78.390302</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>2281181 rows × 11 columns</p>\n",
"</div>"
],
"text/plain": [
" GWR_EGID XCOORD \\\n",
"SB_UUID \n",
"{00000514-8EE6-4CBA-B0A2-29025519E71D} 162812.0 678544.609527 \n",
"{000006D5-222A-4DFE-B7E9-DC605CCD24E6} 11119127.0 706904.290667 \n",
"{000010B0-8C7E-4A95-BF3E-3B5A4CE17845} 893899.0 645426.036653 \n",
"{00001D87-10C8-474A-927B-3A8A1D2A603F} 1395902.0 620136.919429 \n",
"{000031BF-CB61-48A1-9249-8C86D0300FA1} 559688.0 672259.570599 \n",
"{00003AF5-D012-470B-BC16-D1FD3B7C2CC1} 3002840.0 590481.539755 \n",
"{00003B43-F489-417D-8FDC-F97BEC6B2235} 1768080.0 719987.021268 \n",
"{00004514-6FBF-42DF-9916-967F509796C2} 3033255.0 702779.402657 \n",
"{00004CE1-4732-47A4-8464-B73E9E3E8330} 1286432.0 601463.780340 \n",
"{00005618-6964-4D12-A761-8B410EE04F97} 339357.0 617801.641809 \n",
"{000057D1-C0E1-4DC9-A1DB-6FCE7FC34F05} 814633.0 498780.650272 \n",
"{00005870-33D5-4015-8F75-35D4355355BF} 190157813.0 568448.886324 \n",
"{000058C8-28E2-4C3A-AA00-081D7BF8320B} 651852.0 737929.347657 \n",
"{00005D53-4D92-4F71-B2F7-4F6BAC2BA883} 1089915.0 760282.812268 \n",
"{00006507-13F0-4A1D-B27D-FE658F4D9F00} 2059729.0 664617.418341 \n",
"{000068DF-8BCE-4A1A-92A0-00B3CE3FDB95} NaN 625078.898690 \n",
"{00008A3F-3CF6-4D1C-A14F-4045B870077C} 569456.0 658758.117477 \n",
"{000093C4-D4FC-43E7-9DDA-20C53D8A0E9F} 11142246.0 718683.728040 \n",
"{0000ACA9-57F4-4848-94E3-33AA777B04D5} 2710898.0 667275.698638 \n",
"{0000AE37-B11E-4B0B-8536-3F80AEE26043} 1462585.0 556219.726710 \n",
"{0000B6F7-C947-43A2-BF08-420DFEF8D9C4} 115802.0 675546.758661 \n",
"{0000C29E-6490-4588-82E6-085BEF2D1C1C} 913199.0 617351.180768 \n",
"{0000D65A-DB4F-4592-87DF-877C01D3F5CF} 210062168.0 676585.881236 \n",
"{0000DDB5-3AE5-4B6E-8CE2-8E5552B303DA} 190015345.0 707390.708371 \n",
"{0000E523-7B91-4F3E-93A2-B545B877FDC0} 244925.0 701173.693375 \n",
"{0000E77E-47D9-4580-A077-FA73018A0099} 2275723.0 704056.125583 \n",
"{0000EABF-BDA3-479F-85F7-E54DDD5BCFE2} 9012546.0 731219.284333 \n",
"{0000EB86-6B2A-4FD5-84BF-2B2D9853F88B} 204296.0 666977.444350 \n",
"{0000F8DA-EBCF-4C94-9E56-936A49AE9207} 2349729.0 607850.663078 \n",
"{0000FC50-154D-4705-AEB2-8EC3F3A8113B} 3159334.0 636905.262455 \n",
"... ... ... \n",
"{FFFF38F9-9408-453F-98FB-4495924F34E3} 1609798.0 694685.576553 \n",
"{FFFF3D16-2F7D-4AF3-BB70-71EF32B5EFA8} 47596.0 700196.502240 \n",
"{FFFF4D49-826D-431F-9C09-E8C70B565CA3} 9031971.0 556149.830006 \n",
"{FFFF4D50-F12D-431C-A60B-DF12B8B5BF90} 1452765.0 615763.749495 \n",
"{FFFF5427-6328-402F-B68D-F9C94E7A7C32} NaN 693664.436192 \n",
"{FFFF5446-3D93-4D63-8BDB-02CEDE282C59} 258591.0 701453.261613 \n",
"{FFFF5590-C324-48F8-BAAD-891DD415AC4F} 1433064.0 613965.847185 \n",
"{FFFF58E9-8339-47B2-99E8-DFAE621324E6} 1319896.0 566499.446082 \n",
"{FFFF6003-F3D7-4C72-92F3-56C878D3FEC0} 274004940.0 716093.543476 \n",
"{FFFF6FC6-E28B-477C-A073-B9464A36CC88} 1339603.0 621838.809003 \n",
"{FFFF7452-C0F6-4D57-9CF7-CD037FF11B85} 785601.0 540792.287998 \n",
"{FFFF74F8-2DD8-4F4A-BA94-896152112074} 300000486.0 543406.880362 \n",
"{FFFF7724-5624-459F-AA91-483F30060981} NaN 555460.639663 \n",
"{FFFF89B2-9E9E-44AB-80F3-948C5684331A} NaN 726213.970882 \n",
"{FFFF96DF-132B-4A4A-B830-5A3928B52FFD} NaN 563174.356197 \n",
"{FFFF9A2D-F4B6-4823-8572-275F4074CB14} NaN 585082.395579 \n",
"{FFFF9ADF-6FF9-44EC-BA5B-B1928FA0FB1A} 851290.0 567373.903317 \n",
"{FFFF9BB0-E075-4E77-A8C8-756EB06F9BA0} 1371835.0 585784.193433 \n",
"{FFFF9C3C-2991-4A4D-8473-49A86B2ACE88} 1392408.0 608855.371401 \n",
"{FFFF9E05-3704-4E10-B9C0-224F4596E1A4} 3102405.0 521973.773645 \n",
"{FFFFB9ED-41B7-4F2A-892A-EE7CF2262858} 1237455.0 602357.341869 \n",
"{FFFFBCE4-6F48-43E6-A2C3-0A2F104C32A6} 854132.0 567380.074603 \n",
"{FFFFC8B9-966D-47FD-A4EC-77B1E0A74EBA} 11514797.0 562884.405084 \n",
"{FFFFD396-9D8B-4FE9-AB3C-D16404DB9CC0} 29121.0 675311.094531 \n",
"{FFFFD990-9370-4A5B-9BE5-34AC651F571F} 11180680.0 690424.546299 \n",
"{FFFFDD32-9258-4B6E-B96F-760D9D8D2E7A} 785250.0 539737.437169 \n",
"{FFFFDF2A-E613-4BA3-862E-91F12671EB7E} 56189.0 686408.930414 \n",
"{FFFFE284-15C5-4E83-8E0C-603DEA985F5F} 523333.0 648830.793550 \n",
"{FFFFE7DF-CCE4-4D47-87A6-E0B31A56F5BE} 641678.0 748474.144260 \n",
"{FFFFFDE6-6ADC-415F-8715-27621A43F70A} 1444734.0 626738.139333 \n",
"\n",
" YCOORD EPV_kWh_a \\\n",
"SB_UUID \n",
"{00000514-8EE6-4CBA-B0A2-29025519E71D} 248462.881516 8090.0215 \n",
"{000006D5-222A-4DFE-B7E9-DC605CCD24E6} 116542.456616 8594.0790 \n",
"{000010B0-8C7E-4A95-BF3E-3B5A4CE17845} 130524.569221 5515.3460 \n",
"{00001D87-10C8-474A-927B-3A8A1D2A603F} 169896.754878 7883.3100 \n",
"{000031BF-CB61-48A1-9249-8C86D0300FA1} 242818.222007 5102.1294 \n",
"{00003AF5-D012-470B-BC16-D1FD3B7C2CC1} 113925.922248 4234.6255 \n",
"{00003B43-F489-417D-8FDC-F97BEC6B2235} 232136.044463 5499.2095 \n",
"{00004514-6FBF-42DF-9916-967F509796C2} 221158.156833 1722.7275 \n",
"{00004CE1-4732-47A4-8464-B73E9E3E8330} 203976.862213 4021.2000 \n",
"{00005618-6964-4D12-A761-8B410EE04F97} 255679.128851 3142.1003 \n",
"{000057D1-C0E1-4DC9-A1DB-6FCE7FC34F05} 145499.476175 2885.7388 \n",
"{00005870-33D5-4015-8F75-35D4355355BF} 208535.834495 16542.5544 \n",
"{000058C8-28E2-4C3A-AA00-081D7BF8320B} 266966.326102 13094.0860 \n",
"{00005D53-4D92-4F71-B2F7-4F6BAC2BA883} 259664.490834 5026.0063 \n",
"{00006507-13F0-4A1D-B27D-FE658F4D9F00} 208654.869898 4258.0660 \n",
"{000068DF-8BCE-4A1A-92A0-00B3CE3FDB95} 194705.204867 4187.0200 \n",
"{00008A3F-3CF6-4D1C-A14F-4045B870077C} 260437.099802 5277.7036 \n",
"{000093C4-D4FC-43E7-9DDA-20C53D8A0E9F} 95991.480740 2437.7375 \n",
"{0000ACA9-57F4-4848-94E3-33AA777B04D5} 251220.497697 5530.8157 \n",
"{0000AE37-B11E-4B0B-8536-3F80AEE26043} 201847.641824 37975.4730 \n",
"{0000B6F7-C947-43A2-BF08-420DFEF8D9C4} 245452.940899 1958.1643 \n",
"{0000C29E-6490-4588-82E6-085BEF2D1C1C} 130047.279038 12392.5930 \n",
"{0000D65A-DB4F-4592-87DF-877C01D3F5CF} 232496.842804 87718.5300 \n",
"{0000DDB5-3AE5-4B6E-8CE2-8E5552B303DA} 228088.400740 3409.7646 \n",
"{0000E523-7B91-4F3E-93A2-B545B877FDC0} 229105.319359 2592.6887 \n",
"{0000E77E-47D9-4580-A077-FA73018A0099} 235761.839417 15431.8200 \n",
"{0000EABF-BDA3-479F-85F7-E54DDD5BCFE2} 277748.782794 8739.8630 \n",
"{0000EB86-6B2A-4FD5-84BF-2B2D9853F88B} 207005.545492 13472.7150 \n",
"{0000F8DA-EBCF-4C94-9E56-936A49AE9207} 258821.830797 9490.0326 \n",
"{0000FC50-154D-4705-AEB2-8EC3F3A8113B} 237325.065247 2775.5130 \n",
"... ... ... \n",
"{FFFF38F9-9408-453F-98FB-4495924F34E3} 289190.972981 12196.8600 \n",
"{FFFF3D16-2F7D-4AF3-BB70-71EF32B5EFA8} 243262.241403 4290.1360 \n",
"{FFFF4D49-826D-431F-9C09-E8C70B565CA3} 155123.666635 12422.4550 \n",
"{FFFF4D50-F12D-431C-A60B-DF12B8B5BF90} 233137.158611 1695.2532 \n",
"{FFFF5427-6328-402F-B68D-F9C94E7A7C32} 216674.271950 39581.4380 \n",
"{FFFF5446-3D93-4D63-8BDB-02CEDE282C59} 203326.625549 2331.7678 \n",
"{FFFF5590-C324-48F8-BAAD-891DD415AC4F} 177513.790417 21975.6432 \n",
"{FFFF58E9-8339-47B2-99E8-DFAE621324E6} 222739.530438 5376.5290 \n",
"{FFFF6003-F3D7-4C72-92F3-56C878D3FEC0} 97824.682694 5156.6500 \n",
"{FFFF6FC6-E28B-477C-A073-B9464A36CC88} 167611.771405 8201.6360 \n",
"{FFFF7452-C0F6-4D57-9CF7-CD037FF11B85} 151336.733959 19782.3380 \n",
"{FFFF74F8-2DD8-4F4A-BA94-896152112074} 156746.630508 2787.5645 \n",
"{FFFF7724-5624-459F-AA91-483F30060981} 153387.258933 15588.8810 \n",
"{FFFF89B2-9E9E-44AB-80F3-948C5684331A} 259076.685312 6607.6577 \n",
"{FFFF96DF-132B-4A4A-B830-5A3928B52FFD} 176235.934761 4780.7360 \n",
"{FFFF9A2D-F4B6-4823-8572-275F4074CB14} 167031.119602 1571.0164 \n",
"{FFFF9ADF-6FF9-44EC-BA5B-B1928FA0FB1A} 132261.460451 7730.4805 \n",
"{FFFF9BB0-E075-4E77-A8C8-756EB06F9BA0} 198888.200178 8701.2470 \n",
"{FFFF9C3C-2991-4A4D-8473-49A86B2ACE88} 167706.014548 14726.5540 \n",
"{FFFF9E05-3704-4E10-B9C0-224F4596E1A4} 147101.337279 20850.9240 \n",
"{FFFFB9ED-41B7-4F2A-892A-EE7CF2262858} 198817.962528 13965.8900 \n",
"{FFFFBCE4-6F48-43E6-A2C3-0A2F104C32A6} 126486.226731 7185.5303 \n",
"{FFFFC8B9-966D-47FD-A4EC-77B1E0A74EBA} 122470.519103 1901.4040 \n",
"{FFFFD396-9D8B-4FE9-AB3C-D16404DB9CC0} 257140.315365 2980.9780 \n",
"{FFFFD990-9370-4A5B-9BE5-34AC651F571F} 152589.270943 3302.5900 \n",
"{FFFFDD32-9258-4B6E-B96F-760D9D8D2E7A} 151029.880077 5197.9310 \n",
"{FFFFDF2A-E613-4BA3-862E-91F12671EB7E} 234167.370199 1797.9592 \n",
"{FFFFE284-15C5-4E83-8E0C-603DEA985F5F} 252008.544220 6248.6553 \n",
"{FFFFE7DF-CCE4-4D47-87A6-E0B31A56F5BE} 263632.124899 4626.1885 \n",
"{FFFFFDE6-6ADC-415F-8715-27621A43F70A} 210417.933236 6247.3680 \n",
"\n",
" EPV_kWh_a_std APV APV_std \\\n",
"SB_UUID \n",
"{00000514-8EE6-4CBA-B0A2-29025519E71D} 3095.441537 51.024332 14.503817 \n",
"{000006D5-222A-4DFE-B7E9-DC605CCD24E6} 2617.867256 43.942882 8.038926 \n",
"{000010B0-8C7E-4A95-BF3E-3B5A4CE17845} 2165.711909 28.108041 7.752632 \n",
"{00001D87-10C8-474A-927B-3A8A1D2A603F} 3163.777321 45.292430 13.574284 \n",
"{000031BF-CB61-48A1-9249-8C86D0300FA1} 2092.216583 35.333860 10.757304 \n",
"{00003AF5-D012-470B-BC16-D1FD3B7C2CC1} 1811.749725 20.664739 6.995390 \n",
"{00003B43-F489-417D-8FDC-F97BEC6B2235} 1816.547841 37.949078 8.430360 \n",
"{00004514-6FBF-42DF-9916-967F509796C2} 759.834251 11.260782 3.947204 \n",
"{00004CE1-4732-47A4-8464-B73E9E3E8330} 2192.134259 26.544854 12.049129 \n",
"{00005618-6964-4D12-A761-8B410EE04F97} 1439.029230 22.672784 8.618244 \n",
"{000057D1-C0E1-4DC9-A1DB-6FCE7FC34F05} 1481.825015 19.482197 7.804976 \n",
"{00005870-33D5-4015-8F75-35D4355355BF} 7999.051913 109.610112 41.001326 \n",
"{000058C8-28E2-4C3A-AA00-081D7BF8320B} 4650.919434 75.575648 18.238244 \n",
"{00005D53-4D92-4F71-B2F7-4F6BAC2BA883} 2348.380496 34.228007 12.846061 \n",
"{00006507-13F0-4A1D-B27D-FE658F4D9F00} 1938.188841 26.032713 9.204041 \n",
"{000068DF-8BCE-4A1A-92A0-00B3CE3FDB95} 2022.411537 23.899217 9.304390 \n",
"{00008A3F-3CF6-4D1C-A14F-4045B870077C} 2613.268183 32.308873 13.241420 \n",
"{000093C4-D4FC-43E7-9DDA-20C53D8A0E9F} 1066.026801 16.157415 4.779292 \n",
"{0000ACA9-57F4-4848-94E3-33AA777B04D5} 2876.840271 33.916780 15.095948 \n",
"{0000AE37-B11E-4B0B-8536-3F80AEE26043} 17148.207861 262.929261 86.145225 \n",
"{0000B6F7-C947-43A2-BF08-420DFEF8D9C4} 890.973780 13.076304 4.713747 \n",
"{0000C29E-6490-4588-82E6-085BEF2D1C1C} 3614.395240 62.371421 9.686926 \n",
"{0000D65A-DB4F-4592-87DF-877C01D3F5CF} 32738.494987 539.901644 149.629454 \n",
"{0000DDB5-3AE5-4B6E-8CE2-8E5552B303DA} 2326.689893 19.320377 11.860277 \n",
"{0000E523-7B91-4F3E-93A2-B545B877FDC0} 1646.835280 16.168690 9.142235 \n",
"{0000E77E-47D9-4580-A077-FA73018A0099} 6023.311814 97.879819 23.740689 \n",
"{0000EABF-BDA3-479F-85F7-E54DDD5BCFE2} 3041.010198 57.419153 14.588257 \n",
"{0000EB86-6B2A-4FD5-84BF-2B2D9853F88B} 3608.364632 87.210548 9.201733 \n",
"{0000F8DA-EBCF-4C94-9E56-936A49AE9207} 4781.088643 56.813729 23.973657 \n",
"{0000FC50-154D-4705-AEB2-8EC3F3A8113B} 1548.018211 20.682107 9.868855 \n",
"... ... ... ... \n",
"{FFFF38F9-9408-453F-98FB-4495924F34E3} 4318.001615 71.246479 17.538674 \n",
"{FFFF3D16-2F7D-4AF3-BB70-71EF32B5EFA8} 2530.570951 36.926417 18.155950 \n",
"{FFFF4D49-826D-431F-9C09-E8C70B565CA3} 4948.511498 69.141318 19.705318 \n",
"{FFFF4D50-F12D-431C-A60B-DF12B8B5BF90} 784.860368 10.062083 3.801741 \n",
"{FFFF5427-6328-402F-B68D-F9C94E7A7C32} 10309.187264 247.208431 20.771896 \n",
"{FFFF5446-3D93-4D63-8BDB-02CEDE282C59} 1258.545469 16.473306 7.512630 \n",
"{FFFF5590-C324-48F8-BAAD-891DD415AC4F} 8086.159796 149.836565 38.233116 \n",
"{FFFF58E9-8339-47B2-99E8-DFAE621324E6} 2027.876353 31.700264 7.805654 \n",
"{FFFF6003-F3D7-4C72-92F3-56C878D3FEC0} 1926.894110 29.581333 8.377565 \n",
"{FFFF6FC6-E28B-477C-A073-B9464A36CC88} 3289.988095 46.672302 13.566653 \n",
"{FFFF7452-C0F6-4D57-9CF7-CD037FF11B85} 6673.314668 108.881062 24.971301 \n",
"{FFFF74F8-2DD8-4F4A-BA94-896152112074} 1689.516969 13.593284 7.373212 \n",
"{FFFF7724-5624-459F-AA91-483F30060981} 6223.858123 76.328154 23.477962 \n",
"{FFFF89B2-9E9E-44AB-80F3-948C5684331A} 2054.349312 43.272255 8.513551 \n",
"{FFFF96DF-132B-4A4A-B830-5A3928B52FFD} 1735.033856 28.004174 7.625290 \n",
"{FFFF9A2D-F4B6-4823-8572-275F4074CB14} 841.660472 8.315526 3.831482 \n",
"{FFFF9ADF-6FF9-44EC-BA5B-B1928FA0FB1A} 2653.708557 51.074423 12.053375 \n",
"{FFFF9BB0-E075-4E77-A8C8-756EB06F9BA0} 4331.353172 52.887558 21.699867 \n",
"{FFFF9C3C-2991-4A4D-8473-49A86B2ACE88} 4375.976743 104.811737 16.064550 \n",
"{FFFF9E05-3704-4E10-B9C0-224F4596E1A4} 8674.779750 112.708646 36.148330 \n",
"{FFFFB9ED-41B7-4F2A-892A-EE7CF2262858} 6063.944150 79.868299 26.891813 \n",
"{FFFFBCE4-6F48-43E6-A2C3-0A2F104C32A6} 2737.118784 42.750330 10.904577 \n",
"{FFFFC8B9-966D-47FD-A4EC-77B1E0A74EBA} 882.412315 13.025495 4.885346 \n",
"{FFFFD396-9D8B-4FE9-AB3C-D16404DB9CC0} 1620.568252 19.550865 9.056730 \n",
"{FFFFD990-9370-4A5B-9BE5-34AC651F571F} 1455.633445 17.231612 6.114905 \n",
"{FFFFDD32-9258-4B6E-B96F-760D9D8D2E7A} 2256.039312 39.202508 10.910592 \n",
"{FFFFDF2A-E613-4BA3-862E-91F12671EB7E} 799.656220 11.566831 3.872737 \n",
"{FFFFE284-15C5-4E83-8E0C-603DEA985F5F} 2585.241342 39.824953 11.944463 \n",
"{FFFFE7DF-CCE4-4D47-87A6-E0B31A56F5BE} 2002.574361 28.833884 9.613969 \n",
"{FFFFFDE6-6ADC-415F-8715-27621A43F70A} 2513.624304 38.196716 11.519160 \n",
"\n",
" Gt_kWh_m2_a Gt_kWh_m2_a_std \\\n",
"SB_UUID \n",
"{00000514-8EE6-4CBA-B0A2-29025519E71D} 1151.420282 278.400737 \n",
"{000006D5-222A-4DFE-B7E9-DC605CCD24E6} 1424.653339 336.704187 \n",
"{000010B0-8C7E-4A95-BF3E-3B5A4CE17845} 1431.081555 367.061432 \n",
"{00001D87-10C8-474A-927B-3A8A1D2A603F} 1258.841066 316.788123 \n",
"{000031BF-CB61-48A1-9249-8C86D0300FA1} 1044.989981 260.816894 \n",
"{00003AF5-D012-470B-BC16-D1FD3B7C2CC1} 1486.597216 357.957154 \n",
"{00003B43-F489-417D-8FDC-F97BEC6B2235} 1041.591310 244.393296 \n",
"{00004514-6FBF-42DF-9916-967F509796C2} 1086.655579 270.215266 \n",
"{00004CE1-4732-47A4-8464-B73E9E3E8330} 1101.230387 293.518202 \n",
"{00005618-6964-4D12-A761-8B410EE04F97} 995.765611 239.219340 \n",
"{000057D1-C0E1-4DC9-A1DB-6FCE7FC34F05} 1047.736892 298.590470 \n",
"{00005870-33D5-4015-8F75-35D4355355BF} 1101.429223 292.214806 \n",
"{000058C8-28E2-4C3A-AA00-081D7BF8320B} 1252.483413 310.033586 \n",
"{00005D53-4D92-4F71-B2F7-4F6BAC2BA883} 1063.410676 264.743888 \n",
"{00006507-13F0-4A1D-B27D-FE658F4D9F00} 1181.764554 310.534854 \n",
"{000068DF-8BCE-4A1A-92A0-00B3CE3FDB95} 1261.469432 330.912205 \n",
"{00008A3F-3CF6-4D1C-A14F-4045B870077C} 1188.510729 295.222462 \n",
"{000093C4-D4FC-43E7-9DDA-20C53D8A0E9F} 1117.565335 319.841122 \n",
"{0000ACA9-57F4-4848-94E3-33AA777B04D5} 1175.705792 280.315301 \n",
"{0000AE37-B11E-4B0B-8536-3F80AEE26043} 1044.651446 292.246058 \n",
"{0000B6F7-C947-43A2-BF08-420DFEF8D9C4} 1088.503581 275.165535 \n",
"{0000C29E-6490-4588-82E6-085BEF2D1C1C} 1433.385700 344.583793 \n",
"{0000D65A-DB4F-4592-87DF-877C01D3F5CF} 1178.414413 278.137484 \n",
"{0000DDB5-3AE5-4B6E-8CE2-8E5552B303DA} 1273.504456 318.809464 \n",
"{0000E523-7B91-4F3E-93A2-B545B877FDC0} 1156.270521 282.863905 \n",
"{0000E77E-47D9-4580-A077-FA73018A0099} 1244.502340 309.184023 \n",
"{0000EABF-BDA3-479F-85F7-E54DDD5BCFE2} 1101.359067 250.695395 \n",
"{0000EB86-6B2A-4FD5-84BF-2B2D9853F88B} 1113.279797 269.837772 \n",
"{0000F8DA-EBCF-4C94-9E56-936A49AE9207} 1206.711026 305.133831 \n",
"{0000FC50-154D-4705-AEB2-8EC3F3A8113B} 972.175151 236.813780 \n",
"... ... ... \n",
"{FFFF38F9-9408-453F-98FB-4495924F34E3} 1243.650614 300.525696 \n",
"{FFFF3D16-2F7D-4AF3-BB70-71EF32B5EFA8} 835.467967 226.856978 \n",
"{FFFF4D49-826D-431F-9C09-E8C70B565CA3} 1306.342423 331.122859 \n",
"{FFFF4D50-F12D-431C-A60B-DF12B8B5BF90} 1223.637510 301.024980 \n",
"{FFFF5427-6328-402F-B68D-F9C94E7A7C32} 1134.037652 277.206819 \n",
"{FFFF5446-3D93-4D63-8BDB-02CEDE282C59} 1006.854947 247.910322 \n",
"{FFFF5590-C324-48F8-BAAD-891DD415AC4F} 1055.907689 265.129242 \n",
"{FFFF58E9-8339-47B2-99E8-DFAE621324E6} 1214.315261 330.463699 \n",
"{FFFF6003-F3D7-4C72-92F3-56C878D3FEC0} 1278.247198 294.667915 \n",
"{FFFF6FC6-E28B-477C-A073-B9464A36CC88} 1266.509273 330.990020 \n",
"{FFFF7452-C0F6-4D57-9CF7-CD037FF11B85} 1326.783467 311.014638 \n",
"{FFFF74F8-2DD8-4F4A-BA94-896152112074} 1491.163299 345.097119 \n",
"{FFFF7724-5624-459F-AA91-483F30060981} 1490.320453 350.244069 \n",
"{FFFF89B2-9E9E-44AB-80F3-948C5684331A} 1102.778827 252.210932 \n",
"{FFFF96DF-132B-4A4A-B830-5A3928B52FFD} 1232.606049 281.404351 \n",
"{FFFF9A2D-F4B6-4823-8572-275F4074CB14} 1342.745425 324.666613 \n",
"{FFFF9ADF-6FF9-44EC-BA5B-B1928FA0FB1A} 1071.148939 254.269285 \n",
"{FFFF9BB0-E075-4E77-A8C8-756EB06F9BA0} 1203.165190 292.705050 \n",
"{FFFF9C3C-2991-4A4D-8473-49A86B2ACE88} 1006.946288 249.046622 \n",
"{FFFF9E05-3704-4E10-B9C0-224F4596E1A4} 1355.719535 329.422731 \n",
"{FFFFB9ED-41B7-4F2A-892A-EE7CF2262858} 1269.793508 321.263078 \n",
"{FFFFBCE4-6F48-43E6-A2C3-0A2F104C32A6} 1217.505701 321.948378 \n",
"{FFFFC8B9-966D-47FD-A4EC-77B1E0A74EBA} 1061.864108 261.885813 \n",
"{FFFFD396-9D8B-4FE9-AB3C-D16404DB9CC0} 1100.713399 264.865339 \n",
"{FFFFD990-9370-4A5B-9BE5-34AC651F571F} 1358.070849 324.999615 \n",
"{FFFFDD32-9258-4B6E-B96F-760D9D8D2E7A} 969.113680 296.403018 \n",
"{FFFFDF2A-E613-4BA3-862E-91F12671EB7E} 1129.571100 300.009849 \n",
"{FFFFE284-15C5-4E83-8E0C-603DEA985F5F} 1133.888927 297.719695 \n",
"{FFFFE7DF-CCE4-4D47-87A6-E0B31A56F5BE} 1160.860486 295.125566 \n",
"{FFFFFDE6-6ADC-415F-8715-27621A43F70A} 1197.664046 284.648159 \n",
"\n",
" APV_ratio EPV_kWh_m2roof_a \n",
"SB_UUID \n",
"{00000514-8EE6-4CBA-B0A2-29025519E71D} 0.499973 79.271771 \n",
"{000006D5-222A-4DFE-B7E9-DC605CCD24E6} 0.552827 108.118512 \n",
"{000010B0-8C7E-4A95-BF3E-3B5A4CE17845} 0.516573 101.361605 \n",
"{00001D87-10C8-474A-927B-3A8A1D2A603F} 0.529440 92.150861 \n",
"{000031BF-CB61-48A1-9249-8C86D0300FA1} 0.487543 70.400135 \n",
"{00003AF5-D012-470B-BC16-D1FD3B7C2CC1} 0.450315 92.278797 \n",
"{00003B43-F489-417D-8FDC-F97BEC6B2235} 0.513504 74.411991 \n",
"{00004514-6FBF-42DF-9916-967F509796C2} 0.419995 64.252836 \n",
"{00004CE1-4732-47A4-8464-B73E9E3E8330} 0.358414 54.295085 \n",
"{00005618-6964-4D12-A761-8B410EE04F97} 0.369941 51.268187 \n",
"{000057D1-C0E1-4DC9-A1DB-6FCE7FC34F05} 0.369246 54.693461 \n",
"{00005870-33D5-4015-8F75-35D4355355BF} 0.410804 61.999250 \n",
"{000058C8-28E2-4C3A-AA00-081D7BF8320B} 0.546071 94.611210 \n",
"{00005D53-4D92-4F71-B2F7-4F6BAC2BA883} 0.450370 66.131849 \n",
"{00006507-13F0-4A1D-B27D-FE658F4D9F00} 0.428728 70.125273 \n",
"{000068DF-8BCE-4A1A-92A0-00B3CE3FDB95} 0.354705 62.142428 \n",
"{00008A3F-3CF6-4D1C-A14F-4045B870077C} 0.398305 65.063709 \n",
"{000093C4-D4FC-43E7-9DDA-20C53D8A0E9F} 0.193806 29.240279 \n",
"{0000ACA9-57F4-4848-94E3-33AA777B04D5} 0.341785 55.734863 \n",
"{0000AE37-B11E-4B0B-8536-3F80AEE26043} 0.465125 67.178999 \n",
"{0000B6F7-C947-43A2-BF08-420DFEF8D9C4} 0.386427 57.867114 \n",
"{0000C29E-6490-4588-82E6-085BEF2D1C1C} 0.633732 125.916456 \n",
"{0000D65A-DB4F-4592-87DF-877C01D3F5CF} 0.721084 117.155423 \n",
"{0000DDB5-3AE5-4B6E-8CE2-8E5552B303DA} 0.247601 43.697996 \n",
"{0000E523-7B91-4F3E-93A2-B545B877FDC0} 0.288288 46.227725 \n",
"{0000E77E-47D9-4580-A077-FA73018A0099} 0.506365 79.833918 \n",
"{0000EABF-BDA3-479F-85F7-E54DDD5BCFE2} 0.606760 92.355935 \n",
"{0000EB86-6B2A-4FD5-84BF-2B2D9853F88B} 0.656457 101.412643 \n",
"{0000F8DA-EBCF-4C94-9E56-936A49AE9207} 0.339053 56.634592 \n",
"{0000FC50-154D-4705-AEB2-8EC3F3A8113B} 0.310450 41.662055 \n",
"... ... ... \n",
"{FFFF38F9-9408-453F-98FB-4495924F34E3} 0.513430 87.895334 \n",
"{FFFF3D16-2F7D-4AF3-BB70-71EF32B5EFA8} 0.394275 45.807182 \n",
"{FFFF4D49-826D-431F-9C09-E8C70B565CA3} 0.520113 93.447401 \n",
"{FFFF4D50-F12D-431C-A60B-DF12B8B5BF90} 0.387818 65.339257 \n",
"{FFFF5427-6328-402F-B68D-F9C94E7A7C32} 0.766076 122.659160 \n",
"{FFFF5446-3D93-4D63-8BDB-02CEDE282C59} 0.406512 57.541094 \n",
"{FFFF5590-C324-48F8-BAAD-891DD415AC4F} 0.507019 74.361479 \n",
"{FFFF58E9-8339-47B2-99E8-DFAE621324E6} 0.241111 40.893670 \n",
"{FFFF6003-F3D7-4C72-92F3-56C878D3FEC0} 0.527943 92.031646 \n",
"{FFFF6FC6-E28B-477C-A073-B9464A36CC88} 0.535484 94.099653 \n",
"{FFFF7452-C0F6-4D57-9CF7-CD037FF11B85} 0.584784 106.248018 \n",
"{FFFF74F8-2DD8-4F4A-BA94-896152112074} 0.305429 62.634046 \n",
"{FFFF7724-5624-459F-AA91-483F30060981} 0.519155 106.029633 \n",
"{FFFF89B2-9E9E-44AB-80F3-948C5684331A} 0.570939 87.182111 \n",
"{FFFF96DF-132B-4A4A-B830-5A3928B52FFD} 0.538658 91.957102 \n",
"{FFFF9A2D-F4B6-4823-8572-275F4074CB14} 0.318474 60.167972 \n",
"{FFFF9ADF-6FF9-44EC-BA5B-B1928FA0FB1A} 0.547395 82.852214 \n",
"{FFFF9BB0-E075-4E77-A8C8-756EB06F9BA0} 0.414444 68.185863 \n",
"{FFFF9C3C-2991-4A4D-8473-49A86B2ACE88} 0.699824 98.328701 \n",
"{FFFF9E05-3704-4E10-B9C0-224F4596E1A4} 0.439904 81.381553 \n",
"{FFFFB9ED-41B7-4F2A-892A-EE7CF2262858} 0.504587 88.232797 \n",
"{FFFFBCE4-6F48-43E6-A2C3-0A2F104C32A6} 0.487945 82.014387 \n",
"{FFFFC8B9-966D-47FD-A4EC-77B1E0A74EBA} 0.343312 50.115185 \n",
"{FFFFD396-9D8B-4FE9-AB3C-D16404DB9CC0} 0.332006 50.622001 \n",
"{FFFFD990-9370-4A5B-9BE5-34AC651F571F} 0.426306 81.705311 \n",
"{FFFFDD32-9258-4B6E-B96F-760D9D8D2E7A} 0.231553 30.702024 \n",
"{FFFFDF2A-E613-4BA3-862E-91F12671EB7E} 0.163634 25.435417 \n",
"{FFFFE284-15C5-4E83-8E0C-603DEA985F5F} 0.479370 75.214661 \n",
"{FFFFE7DF-CCE4-4D47-87A6-E0B31A56F5BE} 0.433769 69.595113 \n",
"{FFFFFDE6-6ADC-415F-8715-27621A43F70A} 0.479282 78.390302 \n",
"\n",
"[2281181 rows x 11 columns]"
]
},
"execution_count": 26,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"annual_data_grouped"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [],
"source": [
"savefile = '/work/hyenergy/output/solar_potential/files_to_share/rooftop_PV_CH_annual_by_building.csv'\n",
"annual_data_grouped.to_csv( savefile )"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## GROUP HOURLY DATA\n",
"Step 1: Process subsets\n",
"\n",
"Step 2: Merge subsets (add duplicates together)"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>EPV_kWh_a</th>\n",
" <th>EPV_kWh_a_std</th>\n",
" <th>Gt_kWh_m2_a</th>\n",
" <th>Gt_kWh_m2_a_std</th>\n",
" <th>APV</th>\n",
" <th>APV_std</th>\n",
" <th>APV_ratio</th>\n",
" <th>EPV_kWh_m2roof_a</th>\n",
" </tr>\n",
" <tr>\n",
" <th>DF_UID</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>3891.6055</td>\n",
" <td>2071.079104</td>\n",
" <td>951.934814</td>\n",
" <td>239.814424</td>\n",
" <td>29.414390</td>\n",
" <td>13.349188</td>\n",
" <td>0.463675</td>\n",
" <td>61.345528</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>2022.1940</td>\n",
" <td>1044.604313</td>\n",
" <td>1029.797436</td>\n",
" <td>259.121816</td>\n",
" <td>14.224941</td>\n",
" <td>6.081246</td>\n",
" <td>0.370741</td>\n",
" <td>52.703973</td>\n",
" </tr>\n",
" <tr>\n",
" <th>10</th>\n",
" <td>15860.8550</td>\n",
" <td>5884.319088</td>\n",
" <td>1045.135867</td>\n",
" <td>270.322681</td>\n",
" <td>109.595655</td>\n",
" <td>26.770667</td>\n",
" <td>0.596940</td>\n",
" <td>86.390042</td>\n",
" </tr>\n",
" <tr>\n",
" <th>16</th>\n",
" <td>43810.3200</td>\n",
" <td>13573.228689</td>\n",
" <td>1050.201033</td>\n",
" <td>269.790351</td>\n",
" <td>301.294147</td>\n",
" <td>46.886341</td>\n",
" <td>0.711171</td>\n",
" <td>103.409372</td>\n",
" </tr>\n",
" <tr>\n",
" <th>19</th>\n",
" <td>11697.4450</td>\n",
" <td>5149.242547</td>\n",
" <td>1077.884048</td>\n",
" <td>278.876960</td>\n",
" <td>78.423866</td>\n",
" <td>26.034399</td>\n",
" <td>0.415408</td>\n",
" <td>61.960889</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" EPV_kWh_a EPV_kWh_a_std Gt_kWh_m2_a Gt_kWh_m2_a_std APV \\\n",
"DF_UID \n",
"3 3891.6055 2071.079104 951.934814 239.814424 29.414390 \n",
"4 2022.1940 1044.604313 1029.797436 259.121816 14.224941 \n",
"10 15860.8550 5884.319088 1045.135867 270.322681 109.595655 \n",
"16 43810.3200 13573.228689 1050.201033 269.790351 301.294147 \n",
"19 11697.4450 5149.242547 1077.884048 278.876960 78.423866 \n",
"\n",
" APV_std APV_ratio EPV_kWh_m2roof_a \n",
"DF_UID \n",
"3 13.349188 0.463675 61.345528 \n",
"4 6.081246 0.370741 52.703973 \n",
"10 26.770667 0.596940 86.390042 \n",
"16 46.886341 0.711171 103.409372 \n",
"19 26.034399 0.415408 61.960889 "
]
},
"execution_count": 27,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"roof_area_suitable.head()"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"EPV_W \n",
"\n",
"Batch 1 of 97\n",
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"\n",
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]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Loaded pandas dataframe in 0.75s\n",
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"Saved output to /scratch/walch/scratch/rooftop_PV_CH_EPV_W_by_building_55.csv\n",
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{
"name": "stdout",
"output_type": "stream",
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"Batch 94 of 97\n",
"Loaded pandas dataframe in 0.63s\n",
"Grouped data in 2.02s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_EPV_W_std_by_building_93.csv\n",
"\n",
"Batch 95 of 97\n",
"Loaded pandas dataframe in 0.62s\n",
"Grouped data in 2.07s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_EPV_W_std_by_building_94.csv\n",
"\n",
"Batch 96 of 97\n",
"Loaded pandas dataframe in 0.63s\n",
"Grouped data in 1.78s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_EPV_W_std_by_building_95.csv\n",
"\n",
"Batch 97 of 97\n",
"Loaded pandas dataframe in 0.69s\n",
"Grouped data in 2.45s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_EPV_W_std_by_building_96.csv\n",
"\n"
]
}
],
"source": [
"# Select the variable to extract\n",
"VARS = ['EPV_W', 'EPV_W_std']\n",
"\n",
"for VAR in VARS:\n",
" print( VAR, '\\n' )\n",
" # Prepare the batching\n",
" BATCH_SIZE = 100000\n",
" N_BATCHES = int( np.ceil( len(roof_data.DF_UID) / BATCH_SIZE ))\n",
"\n",
" # Loop through each batch\n",
" for i in range( N_BATCHES ):\n",
" print('Batch %d of %d' %(i+1, N_BATCHES))\n",
" start = i * BATCH_SIZE\n",
" end = min( (i+1) * BATCH_SIZE, len(roof_data.DF_UID) )\n",
"\n",
" # Extract the data of each batch from the dataset\n",
" tt = time.time()\n",
" data_batch = roof_data.isel(DF_UID = range(start, end))[ VAR ].to_pandas()\n",
" data_batch = data_batch[ data_batch.index.isin( roof_area_suitable.index ) ]\n",
" print('Loaded pandas dataframe in %.2fs' %(time.time() - tt))\n",
"\n",
" # Merge building info with hourly prediction\n",
" tt = time.time()\n",
" \n",
" data_batch_info = data_batch.merge( roof_categories.set_index('DF_UID')[GROUP_VARS], \n",
" left_index = True, right_index = True, how = 'left' )\n",
" \n",
" data_sum = data_batch_info.groupby(GROUP_VARS).sum()\n",
" \n",
" print('Grouped data in %.2fs' %(time.time() - tt))\n",
"\n",
" tt = time.time()\n",
" savefile = ('/scratch/walch/scratch/rooftop_PV_CH_%s_by_building_%d.csv' %(VAR, i))\n",
" data_sum.to_csv(savefile)\n",
" print('Saved output to %s in %.2fs\\n' %(savefile, time.time() - tt))"
]
},
{
"cell_type": "code",
"execution_count": 50,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Gt_W_m2_std \n",
"\n",
"Batch 1 of 97\n",
"Loaded pandas dataframe in 0.94s\n",
"Grouped data in 2.54s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_Gt_W_m2_std_by_building_0.csv in 9.80s\n",
"\n",
"Batch 2 of 97\n",
"Loaded pandas dataframe in 0.92s\n",
"Grouped data in 2.59s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_Gt_W_m2_std_by_building_1.csv in 9.30s\n",
"\n",
"Batch 3 of 97\n",
"Loaded pandas dataframe in 0.79s\n",
"Grouped data in 2.61s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_Gt_W_m2_std_by_building_2.csv in 9.40s\n",
"\n",
"Batch 4 of 97\n",
"Loaded pandas dataframe in 0.67s\n",
"Grouped data in 2.45s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_Gt_W_m2_std_by_building_3.csv in 8.82s\n",
"\n",
"Batch 5 of 97\n",
"Loaded pandas dataframe in 0.72s\n",
"Grouped data in 2.52s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_Gt_W_m2_std_by_building_4.csv in 9.63s\n",
"\n",
"Batch 6 of 97\n",
"Loaded pandas dataframe in 0.60s\n",
"Grouped data in 2.67s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_Gt_W_m2_std_by_building_5.csv in 9.53s\n",
"\n",
"Batch 7 of 97\n",
"Loaded pandas dataframe in 0.61s\n",
"Grouped data in 2.42s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_Gt_W_m2_std_by_building_6.csv in 9.11s\n",
"\n",
"Batch 8 of 97\n",
"Loaded pandas dataframe in 0.61s\n",
"Grouped data in 2.31s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_Gt_W_m2_std_by_building_7.csv in 9.21s\n",
"\n",
"Batch 9 of 97\n",
"Loaded pandas dataframe in 0.80s\n",
"Grouped data in 2.40s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_Gt_W_m2_std_by_building_8.csv in 8.43s\n",
"\n",
"Batch 10 of 97\n",
"Loaded pandas dataframe in 0.61s\n",
"Grouped data in 2.19s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_Gt_W_m2_std_by_building_9.csv in 8.91s\n",
"\n",
"Batch 11 of 97\n",
"Loaded pandas dataframe in 0.71s\n",
"Grouped data in 2.07s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_Gt_W_m2_std_by_building_10.csv in 8.48s\n",
"\n",
"Batch 12 of 97\n",
"Loaded pandas dataframe in 0.61s\n",
"Grouped data in 2.47s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_Gt_W_m2_std_by_building_11.csv in 9.84s\n",
"\n",
"Batch 13 of 97\n",
"Loaded pandas dataframe in 0.63s\n",
"Grouped data in 2.79s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_Gt_W_m2_std_by_building_12.csv in 9.42s\n",
"\n",
"Batch 14 of 97\n",
"Loaded pandas dataframe in 0.60s\n",
"Grouped data in 2.79s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_Gt_W_m2_std_by_building_13.csv in 10.23s\n",
"\n",
"Batch 15 of 97\n",
"Loaded pandas dataframe in 0.70s\n",
"Grouped data in 2.44s\n",
"Saved output to /scratch/walch/scratch/rooftop_PV_CH_Gt_W_m2_std_by_building_14.csv in 9.74s\n",
"\n"
]
}
],
"source": [
"# Select the variable to extract - for radiation: need to multiply with weights\n",
"VARS = ['Gt_W_m2', 'Gt_W_m2_std'] \n",
"\n",
"for VAR in VARS:\n",
" print( VAR, '\\n' )\n",
" # Prepare the batching\n",
" BATCH_SIZE = 100000\n",
" N_BATCHES = int( np.ceil( len(roof_data.DF_UID) / BATCH_SIZE ))\n",
"\n",
" # Loop through each batch\n",
" for i in range( N_BATCHES ): \n",
" print('Batch %d of %d' %(i+1, N_BATCHES))\n",
" start = i * BATCH_SIZE\n",
" end = min( (i+1) * BATCH_SIZE, len(roof_data.DF_UID) )\n",
"\n",
" # Extract the data of each batch from the dataset\n",
" tt = time.time()\n",
" data_batch = roof_data.isel(DF_UID = range(start, end))[ VAR ].to_pandas()\n",
" data_batch = data_batch[ data_batch.index.isin( roof_area_suitable.index ) ]\n",
" print('Loaded pandas dataframe in %.2fs' %(time.time() - tt))\n",
"\n",
" # Merge building info with hourly prediction\n",
" tt = time.time()\n",
" \n",
" APV_WEIGHT_batch = APV_WEIGHT[ APV_WEIGHT.index.isin(data_batch.index) ]\n",
" COLS = list(data_batch.columns)\n",
" data_weighted = pd.concat([(data_batch[VAR] * APV_WEIGHT_batch).rename(VAR) for VAR in COLS], axis = 1)\n",
" \n",
" data_batch_info = data_weighted.merge( roof_categories.set_index('DF_UID')[GROUP_VARS], \n",
" left_index = True, right_index = True, how = 'left' )\n",
" \n",
" data_sum = data_batch_info.groupby(GROUP_VARS).sum()\n",
" \n",
" print('Grouped data in %.2fs' %(time.time() - tt))\n",
"\n",
" savefile = ('/scratch/walch/scratch/rooftop_PV_CH_%s_by_building_%d.csv' %(VAR, i))\n",
" data_sum.to_csv(savefile)\n",
" print('Saved output to %s in %.2fs\\n' %(savefile, time.time() - tt))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### PART 2: MERGE DATA"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"EPV_W \n",
"\n",
"Done 0\n",
"Done 1\n",
"Done 2\n",
"Done 3\n",
"Done 4\n",
"Done 5\n",
"Done 6\n",
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]
}
],
"source": [
"VARS = ['EPV_W', 'EPV_W_std', 'Gt_W_m2', 'Gt_W_m2_std']\n",
"\n",
"for VAR in VARS:\n",
" print( VAR, '\\n' )\n",
" # Prepare the batching\n",
" N_BATCHES = 97\n",
"\n",
" ALL_DATA = []\n",
" \n",
" # Loop through each batch\n",
" tt = time.time()\n",
" for i in range( N_BATCHES ):\n",
"\n",
" fp = ('/scratch/walch/scratch/rooftop_PV_share/rooftop_PV_CH_%s_by_building_%d.csv' %(VAR, i))\n",
" ALL_DATA.append( pd.read_csv(fp, index_col = 0).astype('float32') )\n",
" \n",
" print('Done %d' %i)\n",
" print('Loaded data in %.2fs' %(time.time() - tt))\n",
" \n",
" tt = time.time()\n",
" data_long = pd.concat( ALL_DATA )\n",
" output = data_long.reset_index().groupby('SB_UUID').sum()\n",
" print('Concatenated and removed duplicates in %.2fs' %(time.time() - tt))\n",
" \n",
" tt = time.time()\n",
" output.to_csv('/work/hyenergy/output/solar_potential/files_to_share/rooftop_PV_CH_%s_by_building.csv' %VAR)\n",
" print('Saved %s in %.2fs' %(\n",
" '/work/hyenergy/output/solar_potential/files_to_share/rooftop_PV_CH_%s_by_building.csv' %VAR, \n",
" time.time() - tt))"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"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": "3.6.1"
+ "version": "3.7.7"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
diff --git a/Potential_hourly/Evaluate_results.ipynb b/Potential_hourly/Evaluate_results.ipynb
index 7c65bc7..e6ae7bb 100644
--- a/Potential_hourly/Evaluate_results.ipynb
+++ b/Potential_hourly/Evaluate_results.ipynb
@@ -1,3189 +1,3218 @@
{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import numpy as np\n",
"import pandas as pd\n",
"import xarray as xr\n",
"\n",
"%matplotlib notebook\n",
"import matplotlib.pyplot as plt\n",
"\n",
"import os"
]
},
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [
+ {
+ "ename": "FileNotFoundError",
+ "evalue": "[Errno 2] No such file or directory: '/Volumes/Seagate Backup Plus Drive/DOKUMENTE/EPFL/data/Results/PV_w_uncertainty/CH_ROOFS_all_replaced.csv'",
+ "output_type": "error",
+ "traceback": [
+ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+ "\u001b[0;31mFileNotFoundError\u001b[0m Traceback (most recent call last)",
+ "\u001b[0;32m<ipython-input-2-7d004f5e744e>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[0mROOFS_FP\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m'/Volumes/Seagate Backup Plus Drive/DOKUMENTE/EPFL/data/Results/PV_w_uncertainty/CH_ROOFS_all_replaced.csv'\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mpd\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mread_csv\u001b[0m\u001b[0;34m(\u001b[0m \u001b[0mROOFS_FP\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnrows\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m0\u001b[0m \u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcolumns\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
+ "\u001b[0;32m~/miniconda3/envs/py3_all/lib/python3.7/site-packages/pandas/io/parsers.py\u001b[0m in \u001b[0;36mread_csv\u001b[0;34m(filepath_or_buffer, sep, delimiter, header, names, index_col, usecols, squeeze, prefix, mangle_dupe_cols, dtype, engine, converters, true_values, false_values, skipinitialspace, skiprows, skipfooter, nrows, na_values, keep_default_na, na_filter, verbose, skip_blank_lines, parse_dates, infer_datetime_format, keep_date_col, date_parser, dayfirst, cache_dates, iterator, chunksize, compression, thousands, decimal, lineterminator, quotechar, quoting, doublequote, escapechar, comment, encoding, dialect, error_bad_lines, warn_bad_lines, delim_whitespace, low_memory, memory_map, float_precision, storage_options)\u001b[0m\n\u001b[1;32m 608\u001b[0m \u001b[0mkwds\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mupdate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mkwds_defaults\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 609\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 610\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0m_read\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfilepath_or_buffer\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkwds\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 611\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 612\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;32m~/miniconda3/envs/py3_all/lib/python3.7/site-packages/pandas/io/parsers.py\u001b[0m in \u001b[0;36m_read\u001b[0;34m(filepath_or_buffer, kwds)\u001b[0m\n\u001b[1;32m 460\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 461\u001b[0m \u001b[0;31m# Create the parser.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 462\u001b[0;31m \u001b[0mparser\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mTextFileReader\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfilepath_or_buffer\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwds\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 463\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 464\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mchunksize\u001b[0m \u001b[0;32mor\u001b[0m \u001b[0miterator\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;32m~/miniconda3/envs/py3_all/lib/python3.7/site-packages/pandas/io/parsers.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, f, engine, **kwds)\u001b[0m\n\u001b[1;32m 817\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0moptions\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m\"has_index_names\"\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mkwds\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m\"has_index_names\"\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 818\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 819\u001b[0;31m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_engine\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_make_engine\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mengine\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 820\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 821\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mclose\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;32m~/miniconda3/envs/py3_all/lib/python3.7/site-packages/pandas/io/parsers.py\u001b[0m in \u001b[0;36m_make_engine\u001b[0;34m(self, engine)\u001b[0m\n\u001b[1;32m 1048\u001b[0m )\n\u001b[1;32m 1049\u001b[0m \u001b[0;31m# error: Too many arguments for \"ParserBase\"\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1050\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mmapping\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mengine\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mf\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0moptions\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;31m# type: ignore[call-arg]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 1051\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1052\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0m_failover_to_python\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;32m~/miniconda3/envs/py3_all/lib/python3.7/site-packages/pandas/io/parsers.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, src, **kwds)\u001b[0m\n\u001b[1;32m 1865\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1866\u001b[0m \u001b[0;31m# open handles\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1867\u001b[0;31m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_open_handles\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msrc\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkwds\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 1868\u001b[0m \u001b[0;32massert\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mhandles\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1869\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mkey\u001b[0m \u001b[0;32min\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0;34m\"storage_options\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"encoding\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"memory_map\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"compression\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;32m~/miniconda3/envs/py3_all/lib/python3.7/site-packages/pandas/io/parsers.py\u001b[0m in \u001b[0;36m_open_handles\u001b[0;34m(self, src, kwds)\u001b[0m\n\u001b[1;32m 1366\u001b[0m \u001b[0mcompression\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mkwds\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"compression\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1367\u001b[0m \u001b[0mmemory_map\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mkwds\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"memory_map\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mFalse\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1368\u001b[0;31m \u001b[0mstorage_options\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mkwds\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"storage_options\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 1369\u001b[0m )\n\u001b[1;32m 1370\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;32m~/miniconda3/envs/py3_all/lib/python3.7/site-packages/pandas/io/common.py\u001b[0m in \u001b[0;36mget_handle\u001b[0;34m(path_or_buf, mode, encoding, compression, memory_map, is_text, errors, storage_options)\u001b[0m\n\u001b[1;32m 645\u001b[0m \u001b[0mencoding\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mioargs\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mencoding\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 646\u001b[0m \u001b[0merrors\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0merrors\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 647\u001b[0;31m \u001b[0mnewline\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m\"\"\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 648\u001b[0m )\n\u001b[1;32m 649\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: '/Volumes/Seagate Backup Plus Drive/DOKUMENTE/EPFL/data/Results/PV_w_uncertainty/CH_ROOFS_all_replaced.csv'"
+ ]
+ }
+ ],
+ "source": [
+ "ROOFS_FP = '/Volumes/Seagate Backup Plus Drive/DOKUMENTE/EPFL/data/Results/PV_w_uncertainty/CH_ROOFS_all_replaced.csv'\n",
+ "pd.read_csv( ROOFS_FP, nrows = 0 ).columns "
+ ]
+ },
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Check test files"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"poa_irrad = xr.open_dataset('files/test/poa_irradiance_test.nc')"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"tilted_irrad = xr.open_dataset('files/test/tilted_irrad_test.nc')"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"ROOFS_FP = '/Volumes/Seagate Backup Plus Drive/DOKUMENTE/EPFL/data/Results/PV_w_uncertainty/CH_ROOFS_all_replaced.csv'\n",
"roofs = pd.read_csv( ROOFS_FP, usecols = ['DF_UID', 'NEIGUNG', 'panel_tilt', 'AUSRICHTUNG','FLAECHE'] ) \n",
"roofs = roofs[roofs.DF_UID.isin(tilted_irrad.DF_UID.values)]"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"roofs_w_pot = pd.concat([roofs.set_index('DF_UID'), tilted_irrad.yearly_kWh_m2.to_dataframe()], axis = 1)"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
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"<table border=\"1\" class=\"dataframe\">\n",
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" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>FLAECHE</th>\n",
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" <th>AUSRICHTUNG</th>\n",
" <th>panel_tilt</th>\n",
" <th>yearly_kWh_m2</th>\n",
" </tr>\n",
" <tr>\n",
" <th>DF_UID</th>\n",
" <th></th>\n",
" <th></th>\n",
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" <tr>\n",
" <th>2050</th>\n",
" <td>10.823093</td>\n",
" <td>25</td>\n",
" <td>-21.0</td>\n",
" <td>25</td>\n",
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" </tr>\n",
" <tr>\n",
" <th>2051</th>\n",
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" <td>40</td>\n",
" <td>-23.0</td>\n",
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" <td>1016.363892</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2054</th>\n",
" <td>54.091950</td>\n",
" <td>46</td>\n",
" <td>168.0</td>\n",
" <td>46</td>\n",
" <td>499.927795</td>\n",
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" <tr>\n",
" <th>...</th>\n",
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" <td>...</td>\n",
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" <tr>\n",
" <th>2551</th>\n",
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" <td>644.477722</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2553</th>\n",
" <td>108.510771</td>\n",
" <td>37</td>\n",
" <td>28.0</td>\n",
" <td>37</td>\n",
" <td>1094.246948</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2554</th>\n",
" <td>0.018910</td>\n",
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" <td>-152.0</td>\n",
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" <td>525.529480</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2555</th>\n",
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" <td>46</td>\n",
" <td>-152.0</td>\n",
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" <td>499.604889</td>\n",
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" <th>2556</th>\n",
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"<p>500 rows × 5 columns</p>\n",
"</div>"
],
"text/plain": [
" FLAECHE NEIGUNG AUSRICHTUNG panel_tilt yearly_kWh_m2\n",
"DF_UID \n",
"2050 10.823093 25 -21.0 25 1123.698486\n",
"2051 51.853716 40 -23.0 40 1024.936768\n",
"2052 49.702009 43 157.0 43 551.977783\n",
"2053 18.724942 0 0.0 30 1016.363892\n",
"2054 54.091950 46 168.0 46 499.927795\n",
"... ... ... ... ... ...\n",
"2551 12.929456 39 118.0 39 644.477722\n",
"2553 108.510771 37 28.0 37 1094.246948\n",
"2554 0.018910 46 -152.0 46 525.529480\n",
"2555 70.755295 46 -152.0 46 499.604889\n",
"2556 49.314219 35 28.0 35 1108.137085\n",
"\n",
"[500 rows x 5 columns]"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"roofs_w_pot"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
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" 'Firefox 4 and 5 are also supported but you ' +\n",
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" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option);\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width / mpl.ratio, fig.canvas.height / mpl.ratio);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
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\" width=\"640\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.figure()\n",
"plt.scatter( roofs_w_pot.AUSRICHTUNG, roofs_w_pot.panel_tilt,\n",
" c = roofs_w_pot.yearly_kWh_m2, cmap = 'Spectral_r', s = 3 )\n",
"plt.colorbar(label = 'Annual $G_t$')\n",
"plt.xlabel('AUSRICHTUNG')\n",
"plt.ylabel('panel_tilt')\n",
"plt.tight_layout()"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"Gt_df = tilted_irrad.to_dataframe().reset_index().dropna().set_index('time')"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support. ' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option);\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width / mpl.ratio, fig.canvas.height / mpl.ratio);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
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P8k111zju1IkuwAPHjxY/ve///nKiWQX4Fq1asnSpUvZBTiMtucUBBBIfAGnA8CeHy+R6Wt2+2CqFsop39//35IL/loEgOZ9p+9nS2XSCtYAdPLbFSoADPx5r8bF5bGOFZy8hUtlBQsAndgN2ygAfPfOWtI6jgJAtQai2nxo9c4jPpcbqxeUFzpXc8WbQhFAAAEEEAgUIACkTygBAsAw+oHdAHDz5s1SsmRJ35XUrr5qRKDZR/38nXfe8f1YnVe8ePFLh37wwQdy9913+/7/888/F7UrsNlH7fq7fv16KVKkiPzzzz+aw+6880755JNPfH+mduNVO/wafdTPrrrqKt+P1Dkff/xxGFrGp/AAcoySghBAwKaAUQA4c1BTKZEvu82SRE6cSZEKT0zVnDdtQBMpUyCHriyjAHD5k20kZ5YMtq/rtRMIAJ1vUbsBYLkrcsiU/k2cvxERcTsANJoC/M4dNaVNxf/+fRPsHhY+2lK3a7DTEEa7gP/9TEenL0N5CCCAAAIIGArw/k3HUAIEgGH0A7sBoPqtb6FChWTHjh1Srlw5WbNmjelVy5cvL2vXrpWCBQuK2h3XfzMNFeipYE99+vTpI2+++aZhObt27ZIrr7zS97MuXbrIuHHjNMepgFEFjerzxRdfSOfOnQ3LUT9T56vP22+/Lb179w5Dy/gUHkCOUVIQAgjYFHAyADx4/IxUH/Gz5g4+61lXGpbKq7srtd6a2qnU/5OMAaAKTV+evkH2Hj0tPRuXkApXXSYEgDY7sYXDAwOv/q1KS/9WZS6dGfjzWAWAdYrnlvH3OL8G4Nt31JS2FgPA34a2lCtyursJyPd/bJcHv/hD03J/jemg+XeehWblEAQQQAABBMIS4P07LDbPnUQAGEaT2g0A1SX69u17KbBbsGCB1Kun3/Hut99+k/r1L/4jWB3/+uuv6+6uQoUKvgAxd+7cvoAwa1b9ot3PPPOMDB061Hfu+PHj5eabb9aUowJCFTCqnYDbtnDqVp0AACAASURBVG0rU6Zo181JPbhdu3YydepU327D27dvNx0pGAah8AAKR41zEEDACYE1O49I+5e1awCGOwLQKAD89O660qg0AaBZWw2esFy+WrrN9+NsGdPJkmGtZdCEP5gC7ETn9ivDbgBYtkAOmTog+iMA6xTLLeP7OB8AvnV7TWlXydoIwGgEgD8s3yH9Pv9d08qbR3eQtGnTONzyFIcAAggggIBegPdveoUSIAAMox+EEwCq0XsVK1aUlJQUUWvwzZ49W7JkyXLp6idPnpQmTZrIkiVLJH369LJ69WopXVq7W5862H8a8H333SevvfaapgabNm2SGjVqyJEjR3zTjtVoQlVe4Md/GvCECRPkpptu0hyi/uyWW27x/Vm3bt3ko48+CkPK/BQeQI5yUhgCCNgQcDIAPHTijFQbrh0BaCsAfKKN5MyaXFOAA4Opp6+tKIv+OiATV+zUtGK0p0caTRGN9j3Y6MYhDw2sz4MtS8uA1uYjABM5ADx55pyUf0L7y8y3bq8h7SpdnA2hPsGmAEcjAPxx+Q55ICAA3DS6g6QjAAzZlzkAAQQQQCByAd6/Izf0QgkEgBZace7cubJx48ZLR+7bt0+GDBni+/+GDRtKz549NaV0797dsFQ1Kk+NzlOf6tWry8MPP+wL6VRoN3bsWN/GHuqjjhs9erRhGefOnZOmTZvKvHnzfD/v1KmT9OrVS3LlyiWLFi2SESNGyJ49e3yj9tTmI+3btzcsR40erFmzpuzdu9cXEA4aNEiuvvpq37HqPLXZiAor8+XLJ8uWLfNNYXbywwPISU3KQgABOwJGAeCMQU2lZBhrABoFgJ/cXUcal86nu6U5G/bKHe9rpwD/8URruTxrRju3n/DHBgYxfZqWlK0HThAAOtyydgPAMgWyy7QBTR2+i4vFBQvfahfLJRP6NIjoukZrcdoJABcMbSFX5vzvl7IR3YzJyUYB4MZR7SU9OwG7wU2ZCCCAAAIBArx/0yWUAAGghX6gAj07G2CoNf+MPmrKrQrr1Cg+s4/a5EOt0acCPLOPCiA7dOggixcvNjwkY8aMvpGB6lrBPgsXLpTrr79e1JRgo4/aHOS7776TunXrWlCydwgPIHteHI0AAs4JrN11RNq9pJ0CHG4AePjEWak6fJrm5uwEgL8/3lpyZUvuAPCepiVk24GTMQsAl/5zUCYs2SpfLN6q62ReGgHYr2VpGRhkBGCsAsBaRXPJV/c6HwC+eVsNaV/Z2gjA+Y+0kKsudzcA/OnPHXL/OO0U4PUj20vG9Ob/3nPuqUdJCCCAAALJLsD7d7L3gIv1JwC00A+cCgBTLzVp0iRfyKcCPBXm5c2bV2rXru3bmMNsxF7gbarRee+++65vgw+1JuDx48d9O/a2bNlSHnzwQd90Yysfdf2XX37ZF/Spqc3qo3Yevu6666R///6SJ08eK8XYPoYHkG0yTkDAkwKrdhyW4T+ulpTzF+TRDuWkZtHcrtfT7QDw/+6qI03KWBsBuOzx1pKbADBmAeDOwyel0dhf5Nx541/cJVMAWDp/dvl5YPRHADoRAB4/nSIVn9Tuxv3GbTWkg8UAcO7DzaVQLv2ayk4+jIwCwHUj20mm9OmcvAxlIYAAAgggYCjA+zcdgwCQPhAzAR5AMaPnwgjElUDrF2bJhj3HfPdU4LJMsuCRlq4viu9oAHjyrFR9WjsC0CwAnLthn9z+/kKNf40il0v9knlEjc5KliAgcDroPU1KyLZDJ2Xin9FfA/CRr/80HPmX2kgEgM48LoJNAXYiADx2OkUqBQSAr3etIR2rWBsBOOeh5lI4t7sBoOrf941bpgFdO6KdZM5AAOhML6MUBBBAAIFgArx/0z8IAOkDMRPgARQzei6MQNwI7D16WmqPmq65n+/uayjVCl/u6j0aBYDTBzaVUvmz277uYRsB4LyN++S297QBYOoF1dRMFQImwycwDOrdpIRsj1EAeMMb8+T3LYdM2ZMpAFT9X30P3PgECwBrFs0lX0c4BdgoAHyta3W5uspVl6oT7B6iEQBOWrFT+n6mDQDXDG8nWTISALrR5ygTAQQQQEArwPs3PYIAkD4QMwEeQDGj58IIxI3A7iOnpO7oGZr7mdCnvtQu5u404HW7jkrbl2ZrrutkAPjxXXWkqcEU4GABoLqZRA6b7HSqeAoAr399nvyxNUkCwBalZGCbsqaBWKwCQDUK9pu+De10Id2xR0+dlcpPaUfivtqlulxT1VoAOHtIcymSx90RgEYB4OrhbSVrxvQR1Z2TEUAAAQQQsCLA+7cVJe8fwxqA3m/juKwhD6C4bBZuCoGoCuw5ckrqBASA4++pL3WKxy4AVDsEr9h+WOqXyGNpSqDRJiAEgMG7UWAA2Ktxcdlx+FRMpgATAP7XVrEKAKsXuVy+jTAAPHLqrFQJCABf6VJdrrUYAP46uJkUy5vN1eff5BU75d6AEYBqo5KKV+V0PXx0tWIUjgACCCCQEAK8fydEM7l+kwSArhNzASMBHkD0CwQQ2HP0lNQZpR0B+GXvelK3hDubD6WKG48AbCL7j53xrdF39twFyZ4pvfz4QCMpHiIUOHTijFQb/rOmMc0CwPkb90lXkynAqoBkHQFIAOjOsyAwaO0XYgRgyXzZZMagZq7cTLDpt04EgEZT8e0EgL8Mbhbyux4pzJSVO6XPp9opwKrMzBnSyofd6/jWAuWDAAIIIICAWwK8f7slm1jlEgAmVnt55m55AHmmKakIAmELxCoAXL/7qLR5MXAKcBPp/clS2bz3+KX6dKx8pbx+W42g9Tt4/IxUH0EAaKcTGI0A3Hn4lPwUg01Arnt9niz34BTgCxcuSPGhkzTNEioALJEvm8yMQQDoxBRgowDw5VuryXXVCl4yCBZCzhzUVErks78GqJ1+bxYAqjJK5M0mMwe7E77auUeORQABBBDwrgDv395tWzs1IwC0o8WxjgnwAHKMkoIQSFgBo01AvuhdT+q5PALQLABs9YI2FFSwoUblGQWAH/WoLc3K5te1CyMAL5IEBjE9GxWXXUcIAJ38IhsFgA+0KCWDgqwBmNAB4ImzUnW4dg1AOwFguGuA2mmzKSt3SZ9Pl5qeEupZY+daHIsAAggggECgAO/f9AklQABIP4iJAA+gmLBzUQTiSmDfsdNSa6R2F+DPe9VzfSqckwHggeNnpEbACMAPe9SW5gSApn0tMAC8u1FxURvCMALQua/n+fMXpMSj2hGAXg4Ajabiv9S5mlxf3doIwGgEgFNX7ZJ7PiEAdK6XUxICCCCAgB0B3r/taHn3WAJA77ZtXNeMB1BcNw83h0BUBIwCwHG96kqDknldvb5RAPjzgCbSOmBasLoJNSpHhSkL/zogOTKnl0oFc2rubf+x01IzIMQ0DQA37ZOu7y40rVuyjACKqwDwtbmyfNthz7XJufMXpGRAANi8bD55/OoKl6a6BraDm9NQg02/rVk0l3x9b4OIvvMEgBHxcTICCCCAQBII8P6dBI1soYoEgBaQOMR5AR5AzptSIgKJJmAUnkUjANyw+6gu7AsWAPb6vyXy8+rdPt5HO5ST3k1KXqI2CjEJAIP3xMAw6K6GxWX30djsAnydRwPAlHPnpdRjk3UNkTaNyNPXVZI76hXVTcVWG96ozTDc+DgdAP6wfIf8uHyHVLoqp/RtXlKOnUrRrcVpbwRgEymVP4cbVb9UJiMAXeWVbQdPyNgp6+RMyjnfVPcyBdxtT3drQ+kIIICA8wK8fztvmoglEgAmYqt54J55AHmgEakCAhEKGAaAPetKg1LRHwE4bUAT3cYgqnqTH2ws7V+eo6mp/0g9wwCwe21pXk6/BuCCTfuly7u/maol6wjAHg2LyZ6jp2ViLDYBSbIAMLXzqb4WGMolSgCoNm1Rm7ekfoZ1LC831iikm4pvbw1A9wPAaat2+TYaMvsky/c/wr82TE+//vV58se/G/pclTOzzHukhaRJk8aty1EuAgggkHACvH8nXJO5csMEgK6wUmgoAR5AoYT4OQLeFzAKAG+pVUhuqVVYahXL7RqA0RTgqf2bSNuX9JuAjLy+kgz7bqVpAGi0kcmHJgHgb5v3y63vEAAGBk++APDIaZm4Yqeps1udwau7AJ89d15KG4wAjMcAsFbRXPKVjSnAN7wxT37fckjTJZYOa6Wbih9vAaAaRaxGExMAOv9tPnY6RSo9OVVTsJpWrqaX80EAAQQQuCjA+zc9QQkQANIPYiLAAygm7FwUgbgSMBo9l3qDo2+oLF3rFnHlftftOqoL+4xG+qmLq/t49NsVpsHUnqOnpM6oGZqfEwAGb7bAALB7g2KigtSYBIAeHQF4JuW8lBmmnwKc2jKbR3fQbRJSLE9W+XVIc1e+c8GmANculksm9LG+BmDVp6fJ4ZNnHQ0A1RIApV2eMkoA6ErX8hVqtAbkp3fXlUal3R1N7l6NKBkBBBBwXoD3b+dNE7FEAsBEbDUP3DMPIA80IlVAIEKBYAGgKtqtKXFrdx2Rdi9pp/VO6tdYOryi/TN1D8/cWFke+SZIAHjklNQZTQBopysQANrRCu/Y0ynnpOywKaYnrxvZTvdzqwHg5r3H5KXpGyRT+rQyuG1ZKXBZ5pA36WQAWG34NDl0QhsALhnWSrejuJ0RgNEIAKev3i09GQEYsq+EcwABYDhqnIMAAskmwPt3srW4cX0JAOkHMRHgARQTdi6KQFQElv5zQB784g/fS/rgNmWke8Pihtc1mj7rf6BbAeCanUd06/qZBYBjO1WWh7/WBoB/jelwaW2pPQYB4Afda0mLcgV0dWYK8EUSowBQjaSctGKXxsyt9ve/iFc3ATl19pyUe9w8AFz1dFupGDBlsmierDIrxAjACxcuSKOxv8j2Qyd9jFan7zoZANYY8bMcOH5G01cWP9ZKao+arvkzOwGgWgPU7U0jZqzZLXd/HN0pwEv/OegbHdekTD7JkC5tVJ7/sbjIweNndJvAMAIwFi3BNRFAIJ4FeP+O59aJ3r0RAEbPmiv5CfAAojsg4F2BG9+YJ8v+XaMrXdo0ol7Oc2fLqKuw0fTZeAsAn72pijz01Z+ae980uoOoeqnP7iOnpG7ACECzAJBNQOIvALz2tbny57bDpl/GaISQbjwJQgWAvz/eWheYqPtQgf3t9YrK5Vn131f1cxXud3pzgeaW1wxvJ1kypgtaDScDwJojfpb9FgLAV7pUl2urXnXpvoLdgxcDwLdnbZIxk9f66l+vRG75vFc9z26KYRQAftazrjR0eUMpN767lIkAAgi4JcD7t1uyiVUuAWBitZdn7pYHkGeakoogoBMIfNF+rEN56dWkRNwEgKt3HNFN9zUbAfj8zVVl8ITlmnvfMKr9pdE0uw6fknpjtFOA3+9WS1qW148AJAA0DgC71S8qe4+djskIwGQNAJc93lq3a25qJ69cMKf8+EAjwyfbL+v2SI8PF2t+tuKpNpIjc4awA8A6xXLL+D71LT9Ja438WfYd044AXPRYS91anPEWAEZ7CnDgc/irPvVd3VzJcgO6cKAaEapGhvp/CABdgKZIBBBIaAHevxO6+Ry7eQJAxygpyI4ADyA7WhyLQGIJBL54PtqhnPRuUlIfABpMn/U/yK3RV6t2HJaOr8zV3M/Efo10f6YOeOGWqjJwvDYAXDuinWTOcHHEk1EA+N6dtaRVhfgPANU0zvvHLRO1KUqnGoXkyWsqSPooTBMM7B8qANxz9LRMXhn9KcBeDQBPnjkn5Z8wnwIcLABU/fq3oS3lipz6tf1+XbdHusc8AJwuav1Q/8+iR1vq1uK0EwCqXcDLXpHD1QdtrANAs1/EuFrpKBVOABglaC6DAAIJLcD7d0I3n2M3TwDoGCUF2RHgAWRHi2MRSCyBwIBnaPtyck9TfQBoNH023gLAFztXlQFfagNA/ymPOw+flPpjZmoayCwAnL9pn3R9d6FpY7oVeJpd8KkfVslH8/++9ONxvepKg5Lu75oZ2D/uVCMAYxQAXvPqXFmx3TtTgNUafZ8v2ipzN+7Vjaj07wdLh7WSmiO1a+b5/3z6wCZSKr8+EDMKAP98qo1cFsURgHVGTfcFxv6fhY+21E3Ff7VLdbnG4hTgZAgAzX4Rk1h/uxjfLQGgF1qROiCAgNsCvH+7LZwY5RMAJkY7ee4ueQB5rkmpkMsC8zbuk59X75YaRXNp1rVy+bJhFR8Y8DzSvpz0iaMAcOX2w3L1q9ZGAKqNBNSGJv6flU+3leyZ0vv+aMehk9LgGW0A+O6dtaS1wQjAeAsAA9upVP7sMn1g07Da3M5Jgde9o97FAHDKquiPAPRaAPjNsm26EatGbRM6AGwqqj8Efmat3yvdPlik+eOIA8DiuWX8PdanANcdPV12H0m8AFA9v3tFcRdgqyOx7Xx3wzl228ETki1jesllsA5sOOUZnbP/2GldoD2uZ11pwBqAThFTDgIIeECA928PNKIDVSAAdACRIuwL8ACyb8YZySuwfOshuf6NeXLhwkWDwKlt8SZjNQA0mj7rXxe3RsTZCQCVdb/PfzcNPNQ02oYBAaDpCMCN+6Tre/EzAjCwnUrkzSYzBzdzvTslSgCYJo3IX2M6uu7h5AWCbXThf50lw1pJrSAjAIvkziqNSucVFd77j+4zCgCXP9lGcmaJYA1AmwFgvdEzZNeRUxo2NWU5cC1OOyMAp/RvLOWuuMzJptCVlYwB4JAJy2XC0m2SJUM6399bRr8YcQJdTQkP7M8EgE7IUgYCCHhJgPdvL7Vm+HUhAAzfjjMjEOABFAEepyadwHWvzxMVAkYjHHMCNzCEeLhdObm3mX4KsNH02WjUccW2w3LNa9oRgD890Eg3KlDdy2tdq8v947QB4B9PtL60S6pRAGi2Ccj8eA8A82WTmYOiHwDeXq+I7Dt6JiYjAK9+dY6s3H7EsNsncwCYCnJr7cLyTKcql3xmr98rdwaMAFz+RBvJmTV6AWD9MTNk52FtALhgaAvdVHz13b26irVdgJMhAIz2GoCBmy2pneDV2pNufNQI4tqjtFPaCQDdkKZMBBBIZAHevxO59Zy7dwJA5ywpyYYADyAbWBya9AJGo3rcGh3nBHbg/T7Urqz0bVZKV3QiBICvd60h941bprl39RKrXmbVR01vazT2F83PCQCD96LA/nFb3SK+TR2mrtod9ZCbADD0N97/WTNnw165433tFOBIA8C6xXPLlzamADcYM0N2OBwATn6wsZS/0tsjAKMdAI6dslbe/HVTVL7Teww2lIrWmqahv0EcgQACCMSHAO/f8dEOsb4LAsBYt0CSXp8HUJI2PNUOSyDRA8AhbcvKfc31AaDR+nn+QG6FnH9uOyTXvjZP0xZmIwBDBYBbD5yQxs9aCwDVOo63xfMU4BiNADT7UrjV/v7XCxYApk0jstmjU4AXP9ZKN2LKSjsYBYD+I2LNygg2NdluAKim3KuRt/6f+Y+00K3FaWcEYDQCwGmrdknvT5aa/h3gdH+P9RqA0QwAjTaUIgAM658bnIQAAh4W4P3bw41ro2oEgDawONQ5AR5AzllSkvcFvBoAGk2fjUYAqKZTq2nV/h87U4D9RwAaBYAfdK8lLcoV0HVMAsCLJFbXqXM6EDF6UnR8ZY6s2mE8BThd2jSyaXSHhHrAWLUNNwCcu2Gf3P6+dh1LNf02f47MorzCCQDrlcgtX/Q23wRETSU9c+68VC2UU9KkSSONxs6UbQe1AeC8R1ro1uJU4X3HKldeuqVgNtEIAKeu2iX3JFEA+MzktfLWrOiMADQaTf55r3pSv2SehPr+crMIIICAmwK8f7upmzhlEwAmTlt56k55AHmqOamMywIEgM4C/6E2VYkgAFQ7qObJnsl3UwSA9tvGakhFAOie7aLHWkqdUTMsXcC/HYwCQFVI8bzZRO1+bbRzcKjQN1gA+OqMDfK/n9f77rNLncIy5sYq0vjZmbL1gDYAnPtwc91UfDsB4KR+jaXCVe5OASYAFHHrO200mpwA0NLXm4MQQCCJBHj/TqLGDlJVAkD6QUwEeADFhJ2LJqiAEwHg4r8PyHNT10m2jOnkiWsq+l7Y3foE3u/gNmXk/haldZczWj/P/yC3XhadDAC37D8hTZ7TTgE2GwFoFp6k1tmt+pq1s24X4CScAhxsBGD6tGlko0dHADodAKo+dkP1gvJi52qG3S1Y6GsWAKacOy+lHpusKU+NNuz89m+y5cAJzZ8bBYBv3FZDOlS2NgKQAND5vw2iOQXY6O+SL3rXk3olGAHofMtSIgIIJKoA79+J2nLO3jcBoLOelGZRgAeQRSgOQ8BkyqSdsOjsufO+9b4OnTjr86xVNJd8dW8D12wDX/YHtS4jD7TUB4BGo+eiEQD+vuWg3PDGfE39zaYAv9qlujzwuXYXYP8RgP/sPy5Nn/tVU9aH3WtL83L5db5G66dFo75WA8CS+bLJjBjsAmx2f3b6eLidmQAwtJx/O4Q7jT1YAFi/RB75vHc93Y0cP50iFZ+cqvtuPfnDKl0AOOeh5rq1OAkAJ2rshrYvJ/c01e/GHroHhHdENKcAG/1dkhoAbth9VJb+c1BqFs0lpQvkCK8ynIUAAgh4QID3bw80ogNVIAB0AJEi7AvwALJvxhnJKxDpCMDpq3dLz/9bogF0M1wJvN+BrctIvzgKAJdtOSg3BgSAP97fSK55ba6ukxkFgEuGtZK8/04B/nvfcWn2fEAA2KO2NC9LAGg1eIzXADBDujSyYZQ31wBc9GhLqTPa/hTgaAaAJ86kSIUntAGg2mH76R9XOx4ATuzXSCpeldPVv2RiPQXYywGg0UjsL3vXk6wZ00unt+bLmZTzkil9Wvn63gZSqaC77exqJ6JwBBBAIAIB3r8jwPPQqQSAHmrMRKoKD6BEai3uNdYCkQaA3/+xXR784g9NNf4a08G3oL4bn8D7HdCqjDzYKn5GANoJAF/pUl36BYwA9GoAqNZvmz6wqRtdQlNmoqwBSAB4sdn8f1kwf+M+6RrGTtbhjAA8dfaclHt8iqbvvHdnLXn6p1W6NQCNRgC+eVsNaW9xCnA0AsApK3dJn09jtwuwlwNAo5HYKgB8duo63+i/1E+dYrllfJ+LG86cPHNO0qYVyZQ+nevPPC6AAAIIxIMA79/x0AqxvwcCwNi3QVLeAQ+gpGx2Kh2mgBsB4ObRHSRtkF07w7xV32lWA0CjURv+13VrlKJ6Iez0pnYKsNkIQKMA8JfBzaRI7qy+XU//2ndcmlscATh7/V6584NFprRu1dfsgoHtFG8B4PIn28hlmdO7FlQrl2BTgAkADQLATfuk67vaXYCtfGeDBYANSuaRcb30U4CNAsB37qgpw39ardsFePaQ5rq1OO0EgGoJALdHhhEAurcJiNFIbBUAdn7nN93jTz1nU9cnzJU1g7zWtYY0LJU3kr/yOBcBBBBICAHevxOimVy/SQJA14m5gJEADyD6BQLWBSINAH9YvkM3iu21rtWl3BU5pFR+59dECrzf/q1KS/9WZXQVNhq1YSVMsC5nfOTSfw5IpzcXaH5oJwBUJ9Yocrm81622HDpxRlr8b5amrI961JZmBlOACQAvMlkdAaiObVU+v+8FPXMGd0bpdHh5jqzeecSwo2RMl1bWj2ofaXeL6vlWbRc+2lLqhjEFeH4UA0A1Qqv8E9oRgG/fUVNGGASAs4Y0063FGX8B4E7p8+ky0/7g9C8AAvvCox3KSe8m3lwDcPPeY7rnsFkAGLhhTJkC2WXaAPdHPkf1QcDFEEAAAQMB3r/pFkqAAJB+EBMBHkAxYeeiCSoQaQD44/Iduo0sFIUKON7rVkualMnnqEzg/T7YsrQMaB0/AeCSvw/ITW9pA8Af7m8o1742T+fw8q3VdNOnUw9SuxurXUYJAO11H6shVWqpKqy+uspV9i5i8eigAWD6tLJ+JAGgfzC1YNN+6fKuflRVKrdZiBWszRuWyiOf9dSPADQKAN+6vYaMnLhGNwLw18HNdGtxqmPbVbK2C3B0RgDGNgD08hRgOwGg+oXUS9M3aJ4QToevFh8/HIYAAghEVYD376hyx+3FCADjtmm8fWM8gLzdvtTOWQG3AkB1l1fmzCwLhrZ09IYD71dtAKI2Agn8GE3b8j/GrZcypwJAda8zBjWVlhZHAM5av1e6eXgKsGrPHYdOSo2iuYKO2LMbABbKlUXmPtzC0T6aWliyBoC/DW0p9cbY3wQkmgGg0SYgamffURPXyPZDJzX9gQBQ//UI/J4lWwCodgG+1WAK8JC2ZeW5qesIAF15olIoAgjEswDv3/HcOtG7NwLA6FlzJT8BHkB0BwSsC7gZAKq7cDpo0wWALUrJwDZldRU2Wj8vGgHg4r8PyM0OjABU96o2zWj1gnYK8Md31ZGmBqMq4z0ALJ0/u/wc5iYgM9bslns/XSZnzp33TS3/7r6GpiFgPAWA7V+eI2tMpgCrXUPXeXQEYLgB4G+b9xuGKqnfWydHABoFgK93rSGjJ+kDQLUuZ+BanPE2AnDyip1y72exmwKcbAHg573qGY5WHdaxvG8UaTT+rrH+tzxHIoAAAu4L8P7tvnEiXIEAMBFayYP3yAPIg41KlVwTIAB0lnbRXwfklre1U4C/v6+hXPe6vSnAFwPAJtLqhdmaG0zGALD68Gly8MTZSw5jbqwsXeoUMWw4uwFg4dxZZM5D7owAJAAM/d3yD/XcCAAblcorn/asq7uR46dTpOKTUzV//mqX6vLM5LW6EYAzBzXVTcV/6/aa0q7SFZfOD9bvojEFONkCwDGT18jbszZHJWgzmgI8rlddww1rnr62ojz5wyrNfW0a3cG3qRMfBBBAwMsCvH97uXWt140A0LoVRzoowAPIQUyK8rxApAHgT3/ukPvH/W7q5PYIwAdalJJBBiMAjV7a/G/S6ftKLdvtAPD/7qpjuK7ir+v2SPcPF0etHUJ9MQL7VSQjAAPLqls8t3x5bDRE2AAAIABJREFUT31HAkC14/Lsh5qHqk5YP0/WAHDB0BZSf8xMS2axCgCPnU6RSgEBoNqVe6wLAaDaBKhyoZyWPMI9KJoB4IULF6T40EmaW432CMB4DQBH3VBJHvt2pcZm3ch2kim9vY2Gjpw6K4dPnBW1REGaNISH4X4vOA8BBKInwPt39Kzj+UoEgPHcOh6+Nx5AHm5cqua4gFcDwE17j+nWz4tGALhw837pHLA2VLgjAH8e0ERav6gdAWgWAP6ybo/0SJIAsE7x3DLeoQCwaJ6sMmuIOwFgu5dmy9pdRw2/s5kzpJW1I7y5CUiiBoBqU55np6zTjQA0WovTzghArwWA589fkBKPagPAR9qXkz5NvbkLsNHfJeN61pWu7y3UfbedCADVOrI9/2+JHDpxVpqXzefbEZ4RhI7/04cCEUDAYQHevx0GTdDiCAATtOES/bZ5ACV6C3L/0RQgAHRW22gao1kA+FLnatL/yz9Mb2DagCbSxiMBYJkC2WXagKZhYQf2UScDwGJ5ssqvMQgAs2RIJ2tGtAvLI1YnWZ1ePf+RFtLgGfsjAN3YBKRx6bzyyd36KcBHT52Vyk9N01Cq7+OzU9bKjsOnNH9utBbn23fUlLYVrU0BVruAVyl0uavNNmnFTukbpTUA4yEAjOYIQKMA8NO768rt71sLANeOaBd046LAjnHNq3NlxfbDl/74/W61pGX5Aq72HwpHAAEEIhXg/TtSQW+cTwDojXZMuFrwAEq4JuOGYygQaQA48c+dct+42C0+bzYFeOOeY7oNNPyZ3ZoCbBRiqE0rrjdYAzBUADi1fxNp+5J2BOAnd9eRxqXz6XrML2v3SI+P4ncKsKMBYLHcMr6PM1OACQCtP3y8HgC+2LmqPDdlnUEAqF+LM94CwGg+h8+dvyAlYzwCMF4DwNE3VJZHv12h+VLZDQADv2dm61ha/+ZyJAIIIOC+AO/f7hsnwhUIABOhlTx4jzyAPNioVMk1gUgDwGiOPDFae8o8ADyq20Aj3gJAFTgM+HK5adsaBYBmU4Bnrt0td320xLQstwJPswsG9isnA8DaxXLJhD4NDC9tNaRKPTlWAWDWjOlk9XBGAPr3y/mb9hlurJDaVuHsAmw2AlCtsVYlYATg/26uKv+bZi0AfOeOmtImjkYARjMATDl3Xko9Nlnz/Yv2FGACQNf+SUDBCCCAQFgCvH+Hxea5kwgAPdekiVEhHkCJ0U7cZXwIJFIAaDT1rF+LUjLQYBOQjXtiEwAahRhmIwBDBYBT+jeWdi/N0XQUswBwxprdcvfH8RsAli2QQ6YOaBJWpw/so7WK5pKv7nUmACyeN5v8MrhZWPcV6qRgawB6OQCc90gLaRjGFOB4DQCN1uK0EwCqJQCqFnZ3CrDTAaD6ZcvybYclR+b0UjJfdk1XP3vuvJQmADScAqx2KB/6jbMjAM1C7FDPH36OAAIIRFOA9+9oasfvtQgA47dtPH1nPIA83bxUzmEBrwaAG3Yf1W2g4U/n1oi4+Rv36RaHDzcAnPxgY1E7yfp/CABFahbNJV87FACWyJtNZsYgAMyWMZ2s8ugIwLADQIPvjpXvbLBRn2bhyeGTZ6Xq09o1ANUIwOenrZOdAWsAGq3FGW8BoNO7sff9bKlMWrFL0qYRGXF9JbmtbtFLTXEm5byUGZY8IwCNlpMwWwPQKABcM7ydZMlofRfgwP5MAOjwP3ooDgEEXBHg/dsV1oQrlAAw4ZrMGzfMA8gb7UgtoiOQSAGg0dpTZiMA1+8+qttAw0qYEKm6UQD4bd8GcsMb83VFv3BLVRk43nwK8KR+jaXDK9oA8OO76kjTMvo1AKev3u3bOdLs41bgaXa9wH7l5AjAGkUul2/6NjS8tN0pwCXyZZOZg6I/AtDLAeDch5tLo7G/WPoq+ffLeRv3yW0GO6umFhTOFOAmZfKJCs0DP4dPnJWqw7UBoPo+ql2Adx3RbgISKgA0WprA/3rRGAHoZAC4ZucR3S8e/O1Pp5yTssOmaEi9PAU41gGgWR+29AXjIAQQQCBKArx/Rwk6zi9DABjnDeTV2+MB5NWWpV5uCEQaAE5esVPujdLuk0ZrT/VrWVoGti6jo4lVAGgUYkQjAPx59W7plSQBYPUil8u3BIBuPA6Clmk1XLUbAP6977g89eMq+XXd3qDXj1UAaLQWp/8mIEZLE/hXRI0ArubyFGAnA8D35myWkRPXaNqCAHCWxiOaIwAJAKP+qOOCCCAQhgDv32GgefAUAkAPNmoiVIkHUCK0EvcYLwKRBoBTVu6UPp9GZxdgOwHgul1HdTvo+pu7NSJu7oZ9urWhwg0AJ/ZrJB1fmavpKh/1qC3NyubXdZ94DwDLXZFDpvR3Zg1AJwPAkvmyyYwYjADMnim9rHy6bbw8Bizdh1sB4C1vL5BFfx0IeQ9OBoCHTpyRasN/1lzTbASg0VqcXg4AP5r3lzz142rTAPDU2XNS7vHkHgGodmO/4/1Fuj5rNAV49fC2kjVj+pD9O/WAwO+ZGvGtRn7zQQABBOJZgPfveG6d6N0bAWD0rLmSnwAPILoDAtYFIg0AozkC0GjxebMRgGt3HdFtoBGNAHDOhr26F0OzAFCtOTZogvkU4J8eaCRXv2otAJy2apf0/mSpacO7FXiaXTCwXzkZAKrRVGpUldHHakiVei4BYGTPCqOz5zzUXBo/a30KsNU2CycANAtPzALAsVPWyu4jpzXVChUAGi1N4F+A+v5XL5LLOnQYR/64fIc88Pnvjnz/P1nwtzz+/ar4DgAnrZG3Z282vccwCE1PMZoCbBYAPnNjZXkkYBOQSAPAZmXzyUc9Ig8A1ej0h776U9QU7sevriDXVSvoq/OOQyflz22HpFLBnFIoV1Yn6SgLAQSSSID37yRq7CBVJQCkH8REgAdQTNi5aIIKRBoATlqxU/pGaQqwUQD4YMvSMsBgCrDROlaxCgC/6dtAbjRYA/D5m6vKYIcCwKmrdsk9SRIAqh1V1bpqTgSApfJnl+kDm7ry7W374mxZt/uoYdleHgGYCAHgweNnpPoI/QhAowDQaDOet26vKe0qXeFrW6ORyYkcAI5buEUe/Va7k+3m0R0krdoRREROnjkn5Z/QjgB8uF05ubdZSVe+R0aFjkmgAHDV020lW6bwRwA6EQCqdSpbvjBLNu897uNUa5Aufby1bDt4wrc+7dFTKZIlQzppX+kKyZ45vdxer6iUKZAjau3JhRBAIPEFeP9O/DZ0ogYEgE4oUoZtAR5Atsk4IY4Fdh4+KU/9sEr2Hj0t9zUvJS3LF3D0biMNACf+uVPuGxedKcBGu0/GWwA4e/1eufMD7dQwJwPAD3vUluYGU4CnrNwlfT5NjhGAVQvllO/vb+RIAFg6f3b5mQDQ0jPF6ki9RAgADxw/IzUCAsAXO1eVMZPWyp6j2hGARpvxeDkA/HLxFnn4a20AuGFUe8mQLq2vn5w4kyIVnpiq6TMPtSsrfZuVstSPnDhozOQ18vasaI0APCqtXpituW07IwAjDQCbl80nH0Y4AtAotK141WWyascRw+ZQYeCix1pKjswZnGguykAAgSQQ4P07CRrZQhUJAC0gcYjzAjyAnDelxNgJ3PPJEpm6arfvBjKkSyNLhrWWnFmc+0d5IgWARrtPmgWAq3cc0e2g69+Kbk2JnbV+r3RzKAD88f5Gcs1r2inABIAiVQrllB8cCgDLFMgu0wZEfwSg1V2AV+047Ju2p0asqZGuN9cqHLOHUSIGgGajp+wEgEZrcb51ew1pV+lKX1sYjUz2byT1C4AaLk8B/mH5Dunn0BTgCUu2ypCv/tT0szXD20mWjOlMA0BvjwCMLABUa32qEb9WP4Hfsxbl8ssH3WtbPd3wuOOnU6Tik9rQNlSBg9uUkftblA51GD9HAAEEfAK8f9MRlAABIP0gJgI8gGLCzkVdEgh8GXD6RSvSANDJ3SdDERoFgP1blZb+rfS7AKvgJHADjVgFgF/f20A6vTlfV73nbqqie9H2P+iH+xvKta/N05xnHgBGbzOWUO2kfu7mGoCVC+aUHx9wZgSgmwFgmxdnyfrdxwy5rAaAnd9eIAv/3SAjfdo0slT9AiCrc78AsNKWqce4EQBmzpBWTp09b+k2wlkD0CwA3H/stNQcOV1zXbMRgKECQKORyf4FJ1oA+O3v22TAl9q1SVc81ebSaDCjMOmR9uWkT9P4nQKsQlr1S6ECl2WWK3JmttTfUg/auMd6ADi2U2Xd6MlIA8CW5fLL+xEGgEdPnZXKT02zVe8baxSUF26pZuscDkYAgeQV4P07edvev+YEgPSDmAjwAIoJOxd1SSDwpfu+5iVlSNtyjl0t0gDQyZEnoSpltPtkvAWAv67bI90/XKypiqMBYPfa0rycfhfgaG7GEqqdEikALFsgh0wdEN7uxKEcnAgAA7+fT15TQXo0LB7q0q783GoAOHtIc2nynLVNQOzcaDgBoNn0SbMAcPSktb7lFvw/Rpvx+I8ANPrFRCIHgN/9vl36f/mHxuDPp9rIZf9OBz12OkUqBYwmi+cAUAW0nd9ZIL9vOeRb507t4NykTD7LXS/SANA/PLVy0cDvmRMB4OGTZ6Xq0/YCwE41Csn/bqlq5ZY5BgEEEGAEIH3AJ0AASEeIiQABYEzYuahLAgSA/8HaCQBXbj+s20HXv4ncmgL8y7o90sOhAFBtdHHd6wEjABM0ACx/5WWiNlMI5xP4HahU8DL56QHjsqyGVKn3EcnuxKHq4kYAOKxjeenZuESoS7vyc6u2iRAA7jt2WmoZjAC0GgC+eVsNaV/54hTgUAGg+gVAzaLh7wK89cAJOX4mRVRYnSbNxY04Aj/f/7FdHvxCG9qF+7wzCgCXP9nm0tITRqPJ4jkADBzRWPDyLDLvkRaWvyNGAeD/3VVHt9arKvDZTlXkoa+106cjDQBblc8v73WLbAqw0a7XoQBurllInruZADCUEz9HAIGLArx/0xOUAAEg/SAmAjyAYsLORV0SiPcA8MflO+QBh9aeCkVoFAAOaFVGHmylX6coZgHg2j3S4yNrIwCfvamKb303s8939zWU6y0GgNHcjTlUO6mfB/ZbJwNAtXj9xH7xHwC2fmGWbNgT2RRgRgD+19ucHAFoFAC+1LmajJq0xtIIQP8A0Oi55P8diSQAHL94qwz9doWcO39Bgk3JdD0AfKLNpannR06dlSoB00mHti8n98TpFGD/afSp7WLnF0Abdh+V1i9qNwGJbgBYQN7rVsvKY9f0GKM1L0MV2LlWYRl7U5VQh/FzBBBAgACQPnBJgACQzhATAQLAmLBzUZcECAD/gzXayTAxAsD60unNBboeEioA/LZvA7nhDe3agR90ryUtyul3go7mbsxWujoBoEiwADBrxnSyeni7kJSBjiOuqyh31C8W8jw3DrA6AnDWkGbS9LlfHb+FcAJAsw0U1DTf2qO0awCaBYBGm/HYCwDrS82iucPyCDT/eUATKV0gh66sWAeAj3YoJ72bxOcagG4EgGa7ABuNAPSfPm2lEwS2eavykQeARv091L3cWruwPNOJADCUEz9HAIGLArx/0xOUAAEg/SAmAjyAYsLORV0SCHwZuL95KRnctqxjV4t0DcBojgC0EwCu2HZYt4OuP5qdESB2sGeu3S13fbREc8rX97ofAEZzMxYrHm4GgBWuvEwmmUwnthpSpdbBzSnAkQaAFy5ckOJDJ2m4R91QSW6rW9RKEzh+jFXbRAgA9xw9JXVGzdAYqQBw5MQ1okYH+n+MNuN547Ya0uHfKcChRwA6FwA+cXUFuauRfg1ItwPAP55oLZdnzehjMVpPLtkCQDsjACMNAJW5GkH91DUVpG6JPGF9r3cfOSV1R2v7e6iCutQpImNurBzqMH6OAAIIEADSBy4JEADSGWIiQAAYE3Yu6pJAvAeA0QyeTpxJkQpPTNVIm40A/HPbId0OutEIAGes2S13f2wxADRYL8r/HtXuoTdaHAEYzXaw0tUD+22w0C5UeXbCRKshVeo1I5maHOq+Iw0AU86dl1KPTdZc5pkbK8utdYqEurQrP7dq++vgZtLs+fgeAWgUAL58azUZ8dNq2XfsjMbPaC1O/wDQ6BcT/gWoXwA4NQLw8asryN0GAaDRun3hPu+MwsTfH28tubL9GwCeOCtVh2s3lHisQ3np1SR6a1OOmbRG3p69WdNOZr/UcWMEoJ0A0H/9RCtfTLPv2VU5M/vWLjRbBzJY2TsPn5T6Y2ZaufylY26rW0RG3UAAaAuNgxFIYgHev5O48f2qTgBIP4iJAA+gmLBzUZcEAl8GHmhRSga1Sc4RgMdPp0jFgN0nB7YuI/1a6tcA9EIAaLR78PvdaknL8vopwNEciWmlq7sZAAYbtWc1pEqtQyTBZCiHVi/Mko0mawBamQJsNLJMTRu/pVbhUJd25edWbeMpADTbQXXPkVNSJ2BEVLgBoNEvJvwb4Ks+9aVWMWemAJsFgIEbXQR2ADsjno3CRP8A0GhDiWgHgKMnrZF34jEANFjX1akAULWp2RTwUF/4bQdPSKOx9nbmvr1eERl5PQFgKFt+jgACFwV4/6YnKAECQPpBTAR4AMWEnYu6JEAA+B+snQBw+dZDuh10/ZvIzguxnaadvnq39Pw/7QhAFQDc9JZ+DcCxnSrLw1+vMC3eaOqwWQD4w/Id0i9Km7FY8UiUADDYhiJW6hnsmEgDQKNg6X83V5VONQtFemthnZ+sAaDRZjyvd60hHatc3AXY6LnktQBw2eOtJfe/IwAPHj8j1Uf8rOlD8RwA3vL2Aln01wHN/dp5/tvaBMQoAPTbQMXKFy/Y92zagCZSxmANyFDlqp2kGz9rLwC8s35RGX5dpVBF83MEEECAAJA+cEmAAJDOEBMBAsCYsHNRlwTiPQCM5tTTY6dTpJLFEYB/bD2k20E3GgHgz6t3Sy8XA0BVBzUyY2j78pItU/pLVYr3ADCSoC3wO1C2QA6ZOqCJ4TfOakiVenIk9xXqKx9pAGjU39U6dddXLxjq0q783KrtL4ObSfM4mQLcqnx+ea9bbTl84qzMWLtbiubJ6puOa7QmmtkIQKPNeOItAPxm2TYZOH65abvbCbyMpgAvHdZK8mTP5CvfKAAc1rG89Gwcn1OAIw0A1+8+Km0s7gL83E1VZEjAzu7LHQwApw9sIqXy6zeBCfWF37L/hDR5zl4A2L1BMXnq2oqhiubnCCCAAAEgfYAAkD4QWwECwNj6c3VnBWIVAO46fEpe/Hm9nL9wQfq3LiMFL89iWLFoBoBHT52Vyk9p154a1LqMPGAwBThWAeC0Vbuk9ydLNVbhjgA0O08VrqY9q+nPqR8nNwFwogcH9ttIgrbAssoUyC7TBjR1JACsVPAy+emBxk5UWVdGsAAwS4Z0smZE8F2AjQLAFztXlRuqx/cIwHgKANUU4Ne61hDVFtsPnfS1kQppGpXOq1sTTQWAw39cLfuPa9cADBUAGrWTf2eY0Ke+1HZoCrBZ0Pb10m0yaIIzAaDRFGD/APDA8TNSI2AEYLQDQDtTgGMdAPpvoGLlQRMsaJ8xqKmUzJfdSjGaYwgAbZNxAgII2BTg/dsmmEcPZwSgRxs23qvFAyjeW4j7syMQqwDwmlfnyorth323GixwmfjnTrlv3DLTKtkZeRLKxU4A+PuWg3JDwAYa/uU7eV/+5RoFgCoAuNlgCrDa0OGRb8ynAJudl3o9/zokUwBYOn92+Xmg9wNAo/6eCAHgzEFNpcX/ZoX6Otv+udl3NlhgokYANi2bXx7/bmXI66kA8OkfV4sKuPw/RpvxvNa1ulxd5SrfYUbtFO0A8Kul22SwiwHgkmGtJO+/IwD3HzstNUdO1xjFQwD415gOhhtkxDoAvKlmIVH9sF2li1PGQ32C9WcVrhfPmy1UEbqfEwDaJuMEBBCwKcD7t00wjx5OAOjRho33avEAivcW4v7sCAS+DPRrUUoGurwJyKJHW+oWyJ8+sKmUyq8feRDNEYBHTp2VKhZHAC7bclC3g240AsCpq3bJPQEjAM2CvDE3VpahDgWATu4Caqd/mh2bKCMAKxfMKT8+0MiJKuvKiHQEIAGgljScAFCNAEyTRmT6mj0h29gsADTajMdOADj+nvpSp7gzm4CYBW1OBoBGv0xY/FgryZfj4hTgfcdOS60YB4BGuwBvHt1B0qZNo2tnNwLAj++qI90+WKS7ltEU4NSD3rq9prSrdEXIfhgsAJw1pJkUzUMAGBKRAxBAIOoCvH9HnTwuL0gAGJfN4v2b4gHk/TZOphrGIgCcPaS5br2g7+9rKFULX66jJwDUkkxZuUv6fKqdAhxuAKiCA/XyavbxD0QIAC8qWV2nLtW0SqGc8sP9BIBWnqlWbeNpBKAKADOmTyuTV+4KWUXzALC+dHpT+z18tUt1uabqxRGARr+Y8L9YNALACUu26tae878HOyOejZ4l/gHg3qOnpfYo7QhAs92JQ6KHeYDRFOB4CACfv7mq6UjMjOnSyvpR7UPWONj3bM5DzaVw7qwhywg84J/9x6Xpc7/aOq9b/aLyNJuA2DLjYASSWYD372Ru/f/qTgBIP4iJAA+gmLBzUZcEYhEAqpeMwB0D1U6Y1QwCwGhOAT588qxUfdraGoBL/zkond6cbyk8c7LppqzcKX0+1U6JDjcA/LJ3Pen8zm+W6vDt79tkwJfOrAHmhEeijACsWiinfB9nAeDplHPy2syN8vuWQzJ34z5NcyTCFGC1TlnLOJkCrAJAtVmO2iQn1EcFgE/9sEoOnjirOdRoN27/ANDouRTtAHD8kq3yUMDmE04GgIseayn5c2T2FRmvAeCm0R0kXYxHAAYLAJWdlSA2XgJAdgEO9cTg5wgg4C/A+zf9QQkQANIPYiLAAygm7FzUJQECwP9g1U6eVYdrA8DBbcrI/S1K6/SX/nNAN2on3BdiO01rFACajeQbfUNlefRb8zUAv+hdT261GAA6uQuonfqaHRvYbyPZbMPNTUDcDABbvzBLNuw5ZkgUbBOQF6atk1dmbjQ8jwBQzxIsMGlRLr/kyppRvl62LWS3fqVLdXny+5W6ANBoMx47AaAK8uuWyBPy+kYHBNbNbArw+MVb5aGv/zS9hpXgKfVkoynAalmI/JddDAD3HD0ldUbN0FzriasryF2NiodVx3BOMhoBuHFUe0mfLq2uuEinAK/bdVTavjRbU+5HPWpL9w8X667ldgA475EWphtyBXMMZwQgAWA4PZNzEEheAd6/k7ft/WtOAEg/iIkAD6CYsHNRlwR0AWDA7q+RXtbo5dloBKDaCbN6kVy6y0V1BKCNAHDJ3wfkJoONN1IrYOeF2I7x5BU75d7PtCMACQBFnAwAndwExM0AsM2Ls2T9buMAMHOGtLJ2hPF0wGCBViIEgGq9ULX+odOfcNYAdCIANBrBq8LCa/+dAmz0iwn/uidaAGg0BVgTAB45pVsjlgDwYou7HQAuGNpCrsyZxfZXK5wA8I56RWXE9ZVsX4sTEEAgOQV4/07Odg+sNQEg/SAmAjyAYsLORV0SiEUAOPfh5tJo7C+aGqmdMGsYBICTVuyUvgGBl/+JTgZth06ckWrDf9bcl9kIQC8EgJ/3qidd3rU2BfjrpdtkkEO7gDrRld0cAehoAFj4clHrW7rxIQB0VjX1WaJ2+D52OkUalMzrm/IZLDBVU4BzZs0g3yzbHvJmzEYAhgoAjZ5L/hdTm2f0aVpSejQoZrhJRbAbszoC8MvFW+Thr81HE9t5DhsFgAsfbSkF/h0BuPvIKak7OrojAE+cSfHtzqzCL9XmRiMAN4xqLxmMRgC+tUAW/X1Aw2zHI55GAP42tKVckfPiSEw7n3ACwNvrFZGR11e2cxmORQCBJBbg/TuJG9+v6gSA9IOYCPAAigk7F3VJIBYBoJpm1PCZmZoaqZ0waxaN7QjAg8fPSPUR2gBwSNuycl/zUjr9xX8fkJvjfATgqBsqyWPfrjTtOeN61ZWu7y40/bn/S6yTu4A60ZUD+20ku+26OQVYrWup1rd04xMsAMyUPq2sG8kIQDvuqr+//stGeW7qOt9prcrnl/e61Q4aAKoRgJfbCACf+H6lHApYA9BoBK//CECj55JRvZ69qYrcUquwnSrr6mY2BfiLRVvkkSA7itsJvIymAPsHT7sOn5J6Y7QB4JPXVJAeDd2ZArx+91Hfjrs7D5+SOsVyy4c9astL09fLu3P+0ljGQwDYruIVMmWV+YYzVtohWKAdbgD4977j0ux5e5uA3Fa3iIy6gQDQ1heWgxFIYgHev5O48QkAafxYC/AAinULcP35m/bJk9+vkgsiMvzaitKgVN6wUWIRAKppRvXHaANAtQ5WrWK5dfWI5hRgOwHgor8OWN5BN+zGMTjRaAqw2WYeIQPAnnWl63sEgIHfASdHAFYvcrl829edALDti7Nl3e6jht0r3ADwhVuqyo01CjnZZS2XZXUX4OkDm0irF7Rrplm+SJADVXgSeA+TH2ws7V+eY3qWLwDMkkG++d3aCMDHv1spalMP/4/R91dtGHJdtYK+w6wGgOpYKwGQ/7WtjgB0MgA0GgEYKgB86poK0t2lALD3/y2Raat3X2J55sbKsmnvsZgGgCqE7GGwBmCofm6l/YN9z8KdAhxOANi1bhFR69TyQQABBKwI8P5tRcn7xzAC0PttHJc15AEUl82SNDd1/vwFaTh2pm+0gvpcmTOzzHu4he2pX6lgsQgA1cte4AgPNQ2utkEAGM0pwGoKWA2LIwAJALVfOSsvnk5+Sd0cAehkAOjmCMBgAWC4awASAE7UdNOxnSoHnfravGw+3yYgVgJAtbHHMIMA0GgzHv8A0Oi5ZPZdsvs9tBoAfr5oiwx1aASgUQDoHzztPHxS9wsiNwPAQIO82TPJDdWv0gWA60e2l4zpDTYBiXAK8NpdR6TdS9qQORkCwC51isiYGwkAnfx7kbJfRIhTAAAgAElEQVQQ8LIA799ebl3rdSMAtG7FkQ4K8AByEJOibAts3HNMtwD+zwOaSOkCOWyXpU4IfPl5sGVpGdC6TFhlGZ1kNNpArfcUuMaTmgZXp7h+BGC8BoALN++XzhZ30HUMU0SMRgCqNcD2Hj2tu0yoEYCf9awrtzECUPcdKFMgu0wb0NSw2ayOUks92c0AsN1Ls2XtLkYAOvX9MhoB+GynKkF3v02WAHDcwi1BdxS3EzwaTQGe/0gLueryi5tP7Dh0UhoELBERzQAwf45Mvg1Y3purnQJMAGj+TQtnBCABoFNPLspBIDkEeP9OjnYOVUsCwFBC/NwVAR5ArrBSqEWBDbuPSusXtdPfpvZvImWvSJwA0GgEoNlOltEMAPcfOy01R07XtITZGoC/bd4vt9oIADfvPSavzNggWTKmk4Gty4oK7cL5hPLwL3Pk9ZV8I47MPp/eXVduf98bU4CrFMopP9zfKBxSXQBoNgLwwoULUnzoJFvXIAC0zmU1XFW/8Ah8Blq/SpAQw2AKcKgAUE0Bzpklg3xrYQpwIo8A/GzhP0HXE3UyANx+6KRujdinr60o3RoUc6KZdWUE9rsCl2WSa6pYDwBvfmu+LP77oKZcOx6GIwC715YeHy22XV8r1w32PfMPYu1cPLwAsLCMubGKnctwLAIIJLEA799J3Ph+VScApB/ERIAHUEzYuei/Al4IAI3WAIyHAHDfsdNSy4UAMHDadv0SeeTz3vXC6tN2AsAR11cSteZYJAGgMnnz103yzbJtcjBg8wL/cq28eIZVYZOTYjEFmADQyRbUlxWXAeBNVeShr/40rbgaAagCwO/+2BES57Wu1eXRb1bIkVMpmmMTYQqw2wGg2hiq4L8jALcdPKHbJT6aAaBaVqND5SvlfYsjAAkARcIJAG+tXVie6UQAGPLBwQEIIOAT4P2bjqAECADpBzER4AEUE3YuGiQAnNK/sZS74rKwjGIxBViNMgic4qVeguuVyKOrQ6jAy8ngyU4AuGDTfuny7m+m5v73ZXTsxlHtJX06/XpSoRoxlIf/+U4EgNe+Nlf+3HY41G3Z3nwgZIEhDnAzADSbApxIAaBaq0xNWTT6BAvaEmENwGkDmkibgFHQkfYndb7hFGCHA0C1jt5RAkB58Is/NE029+HmUihX1osveQYB4PDrKsqd9aMzAlAFke0qXaELANeNbCeZ0qfTdTUCQJG/9h2X5jZ3Ae5cq7CMvYkA0IlnF2UgkAwCvH8nQyuHriMBYGgjjnBBgAeQC6gUaVlg456juh0wnQwA+7cqLf1bubsGoBrt0TBgjafPe9WT+iVjGwCqdfRqj7I2BVjtxNz1XWvTZ6es3CV9Pl2qaeMNo9pLhjgPAOc81FwaP/uLpb7pZBBr5YJuBoBmU4DVSM4Sj9qbAuzmLsBqd9o1O48YchEAWulF2mP+GtNBN8X7uZuqyBAHRwBaDQBf6lxNrq9+cRdgo6UJzGpn93sY+D16rEN56dWkhK54t0cA+geAWw+c0D13ohkAFsqVRdpUuEI+mKddAzCaAeAH3WvJXR8tsd2JrbR/sF8A+I/EtHPxcALAW2oVkmdvqmrnMhyLAAJJLMD7dxI3vl/VCQDpBzER4AEUE3Yu+q+AFwJA9bLXaKw2WBrXq640KJlX185Gm174H2Tlhcdq59lz9JTUGTVDc/hD7cpK32aldEUkRAB4XUV5/PtVptUPtQbgpH6NpcMr2t0pnQoerLaJ2XGBL7HRWAMwnADQzTUAO7w8R1abBICZ0qeVdYwAtNXNNo/uoAt4n7+5qgyesNy0nGb/TgH+3uIUYKMAUP3yI3A0cbIFgOqXDYVzXxwBGOsAsEjurNKqfAHLAeBNb86XJf+EvwagCvFVmO//IQC09dXlYAQQSAIB3r+ToJEtVJEA0AIShzgvwAPIeVNKtC5gtAvw5AcbS/krnZkCHI0RgEYjy8b1rCsNSiVQALhxn3S1uIPulJU7pc+nyzSNHO4IwIl/7pT7xmnLMus9IyIMANXI0nYvJUYAWLlgTvnxAWc2ATGbAnzu/AUpaXMEYKwCQC+PAFSbHrV9SbsRkvUnqPmRm0Z30LWvlQDwsswZ5Ifl1tYAtBoAvti5qtxQvZDvZpNhBKB/ALhl/wlp8pz2F0TqWXZHlKYAF8uTVVr8P3tnHR/F0cbxB3d3LySBkOAQIyGBJMRwawtViru7O0VbitRLX5xCKcUdihZ3l+IUhxA88H7mQtLb3dnb2b3Vu2f/arnZ3ZnnmZncfO/3PI+3EACeHhUDGdMJQ4BdCQDaKzHlrCklCsBmVYvCxGaoAJRjZ2yLFnBnC+D52529/9/YEQDiPDDEArgBGWJ2fOk7C1y48wQiJm/j2IMotXwKIwB0dpLcfvwc/MeyKQB3nr8LH1kcAM5p5Q+f/LRX1GxyQIuaSkwWPxoRAmw2AFhn2nY4cUPdEODJzSpCk6pJ4Envi7UIiJx5KWcMJC+n56A1nFuIPXpJKABlAcClxyD+BbcICE0BaDYAOHfPZYcVxeWs/+WHrwtyANoDwMv3EiBs4laOH0g+008CS8hxJ3Nb/rwrlTcLhJXJB7/s/IfzDASA4iZVAgCbVi0KBLDjhRZAC6AFWCyA528WK7l+GwSAru9jU44QNyBTusVtOoUAkOtqOQdPqUlCA4D9YryhQ00Pwa3yAKB6OQDlKABJ3qyhDkKApQBgq5CSgkT4YjZU0w9SfiKfIwAEcFcAKEeZyjKXktsQVa6XAgCYLWM6WMGqADQ5ABwY5w1tQ4X7ndYA8K8+taB4nqQQYKMBoEe+LFDDKx/M3mUcAPzps2rQ6lf9cwAqVQBevPMEwnk/TEqtvSZVisLk9xEAStkJP0cLoAWSLIDnb5wJxAIIAHEeGGIB3IAMMTu+9J0FaABwVdcQ8C2cQ7aNaFVNe0SWhm6RXrKfJXYDTdVDDnv8EC8z5AD89/FzCOApAMUA4I5zd+Hjn1iLgBgTAuwsAJQzCdwBAL5OfCNQiEnZSMsQYIcAME1qODtGfhVgKygAtQKApGpy6cFcBSCpitxzseMcgKwA8JvmlWEgqQLMoAC0r8asZwiwUQBwW5+aUCJPFtty+uduAtTkVZQd3bAcfKyTApAUAQr2zOuWANBeiSm1t9l/jgBQjrWwLVoALaDEAnj+VmI117sHAaDr+dQSI8INyBJuctlO0r5oKwWAtKIGegBActjjh3iZAQDeevQcAsdxQ4DFAOD2c3cchs/aAzFaDkASbphWQRVgPRWAchYRAkC6tbQEgHW/2Q7Hr4uEACMAlDN9bW1Jldcyg9dy7pMCgGGl80H2TGwKQAIASQ7AJzIB4N0nL6DaaG51crHByV2H/B9ozAAAaeGkegLAMgWy2SrSsyoAm8zaBQecKAJy8sZjQbEloxSACABlbxt4A1oALaCTBfD8rZOhTf4aBIAmd5Crdg83IFf1rDXG5QoAcGvvmgKFB8mDRQ5d/IsGz+zbyD3wOvIyDQD2j/WG9mHCkDgpAHhpXBykSpXK9jqjioCMqO8Lw/4UrwIsFQIsZ0Wo6QeW9xoRAmw2BWC9b3bAseuPqOZK78IAkBQ94ldNZZkzUm1IjjfvIVwASHLx9VgkrgAkADBbxrSw8uhNqccDAYD9lx6FhJeJnLbkx48WP3DVxPYKQHcAgORvwnt5kxSAtL9xegJA74LZILCUsQDwx0+rQev/6R8CrCcAxByAklsGNkALoAXsLIDnb5wOxAIIAHEeGGIB3IAMMbvbvpQUHnj87BVkzZgW0qVJTT0crewSAuWKyA8BphU10EMBuKV3TajFC/Fa2DbQdugyEgDefPQMgsZt5nRBDAD+dfYOfPqzeAENrQDgyqM3oPP8Q0zrQQoA/u8Lf4djYHrJu0buAABfJb4R5IiTspGWCkAEgFLWl/f5qZExUHYoFwB+9UEl6L7osOiDCAAkezNR5kpdcgCgfSi2qwHAPw5dF9iU/E0o+Q4A0tJcjGlUDj4K0KcISNlC2SGgZG5DFYATm1aAPkuOSk0pwecs+7CjYjt6AkDMASjbvXgDWsCtLYDnb7d2f8rgEQDiPDDEArgBGWJ2t3zpo6evoNWv+2D/5QdAwpJ+bukHL1+/EcAzpQCQpmjSAwBu7hUmSBhuBgB44+EzqD6eDQBuO3sHPjM5ABxezweGrzgpunYQACaZhn8gJjnANvQME9jNbACw/vQdcPSa+ykASdXzuGnbVf+bcHJkNPgMXcd5risBwFM3HwPZtyoWzZmitmYNAZ6z5zIM+eO4qM1ZwFPyzVIA8PztJxA5hVvpfmyj8tAioLjqPqetfzEFIAHEmdKnEfRBixBgpQNl8YMWAJAGbaXGgABQykL4OVoALWBvATx/43wgFkAAiPPAEAvgBmSI2d3ypT9uvwijV51KGXvL4Pfg06D3VAOANKDRs3Zp6BqhbRGQTb3CIIJXMXBR20AIMFgBSAOAA2K9oR0lBHjrmdvw+S/7ROflxbFxkDq1eAgwKTiQPm1q2fNajgIQASCbeV0RAKZLkwrOjYmjGsARALBCERCtAOCJEdHgO4wLAL/+sBJ0W+hYAcgaAjyN5ABkDAFWWwF47t94qDNtB7xMfAMkM8HPn/lBLe/8Avgttt+pCQCXH74usCn5UahUvqy2+WoGAEgUgL/uvsxZP2IAsPHMnXDwykNOWxYQl3wDLQcg284lbMXyXkfr374as5w+IACUYy1sixZACyixAJ6/lVjN9e5BAOh6PrXEiHADsoSbXKKTtC/qtPx5KzqHQPmi8kOAiZqQX/VSDwC4sWeYQOGxuF0Q+JfMLfCbnjkArz98BsE8BSACQLalxHLwZHsSWysjcgBaSQHoygCQFD0iMEvt6/iIaCgnEwBmzZAWPPJlgSMiSkz7PhIASHIAPmXIATipWUUgOdLIdSf+BfiNca4IyOe/7IWtZ+6kdCd3lvRwcEhtQwAgTQHIBYDxEDnlL4579VYAkr9F/0MAyLzElADAxlWKwJT3KzG/w2wN3759a1Ngp0mdSlEKFrONB/uDFjC7BfD8bXYP6dM/BID62BnfwrMAbkA4JfSygCsAwJIDVsHbt1yLbewZKjjgIQBkm1VyFIDD6vnACAwBljQsKgD/M5E9eJI0nMoNHCmT7F9FUh7U/UZ9AHhseBSUH76eMyopBaAcE4gCwNYB0OJHbhGQZD9cufcUFu+/CtO3nGd6lRiIp9mWtOX/ux4KQBoAJKpwj3cKQKJWrD3VfQDgiRuPVAPaLD/EmEUBaHUAOPzPEyl5IjvV8oA+0d5MaxQboQXQAsosgOdvZXZztbsQALqaRy0yHtyALOIoF+gm7Ys6rYCGUgXgi9eJUGYwN+m9PgpAIQD8rX0Q+L1HUwDegvZzD4h6k3/g+W7bBdthuUD2jDDtw8rgUzg780y49uAphHy5hdNeqQLwwtg4mzKAXDQVox4hwAgA2VzPCgBpilmpN2hZBMRRDkClCkB3BoBHh0dBBRMBQFIVPXrqX/DkxWupaZbyuRUAIC0EmKjCPfMnhQCf/TceongAcFzj8tDcX78cgDQFIMkRmTl9WoEvnA0BNhMA3NanJpTIk1SNWc6lRAFo5RyA9xNeQpVRGzgmEgsRl2NHbIsWQAuIWwDP3zg7iAUQAOI8MMQCuAEZYna3fCkNANIKaPzZORgqFM0p20bPXyWC9xAuAOxVuzR00TgH4IYeoQKFhxoAkB/CW7NMPpjd0p/ZLlfvP4UaE7gAcGCcN7QN9RA8QyoHoBQAPDM6BjKkFSaUl+rsiiM3oMsCtirAUgDw1y/8HRYykeqL/ecsyhM5z5Nqa0QIsNkAYIPpO0RDT5UCQCvkANRKAXhkWBRUHMFVABLVXlfG9SY1Z0VzAFIUgKQK7L5/7sPi/dekHsv5XDMAuPsfGLL8hGhf5Kx/KQB45lY8RH/FVQDqCQDFBokAUHwq0vI2Sk1cKwPAA5cfACn+Yn/t7B8ORXJmkho2fo4WQAsotACevxUazsVuQwDoYg61ynBwA7KKp6zfTxoApBXQMDMApIUAr+8RKlB4qAEAR6w4Ab/s/IfpQEybHa4GAIfW9YGRK8WrALsSACxXJDus7FJD0aJHBeB/ZnNnBeDhobWh0kiuqueb5pWZgbvU5JMLAMetOQ1EaSTnsi4ADAXP/NlsQ7UaAGw0cycccqIIiJkUgCTH8Ht55SsAlQBAK4cAH7zyABrP5ALAHf1qQdFcmeUsV2yLFkALyLAAnr9lGMuFmyIAdGHnmnlouAGZ2Tuu1TcaAKQV0LAaAFzXPVSg8FADAA5cdgzm/31FFwC45cxtaOmgCvD5MbGQNk1SlV9aCLAeCkAEgGz7AX+dkVBEss74l9kUgI5CgNOmTgXnx8qvAmwFAEhSHtSbrn4OwENDakNlXlifmgCQ5BMc+PsxSOAXAaEoACc0rQDjDQCA/WO9oT2l6vkcjRWARBXuVcDcAJBUic6SQRgCjACQXrlZave1MgA8dOUBNOIBwO19a0Gx3AgApfyOn6MFlFoAz99KLeda9yEAdC1/WmY0uAFZxlWW7ygdAArz5/3RKRhIrjG517OXiVB2qLYhwDQF4NruNSDmq+2c7qoBAPsuOSIImZMTmkYS7odO5IYAD4orC21CSwlMiwCQaxI5dpY7T2nttQwBtgoAdBQC7MoAkPzgUX/6TjWmEecZpCouP6/X9BaVofN8tpB7qQ5ZFQAev/4Ipm44C5tO3xYdopz1/+eRG4KwaikAqGcVYLFBIgAUn+FmVgASFe2YVafgdvxz6BDmAdU980otVcnPD199CA1ncPcgBICSZsMGaAGnLIDnb6fM5zI3IwB0GVdaayC4AVnLX1burdYA8OnL1+AzdB3HRGrnAKQBwDXdakDs1+oDwJ6LD8PvB69zxiPnYKonADw9KgYyptM2B6A7KQDLF8kBK7qEKFrurCHAtKI5Ui/UsggIAkAp68v7/MDgSKg6eiPnJj0A4LzWAfARrwowUQCOW30KHjx9JWsQzoYA8xWAc/dchsF/HJfsg5x9lgYASVqI0g4UgK4MAAlgVauqNYsfHFUBJkXGSrpYCDDJ4UnmHLlIbtQDQ2pD9ozpJOe0owY0AEjalymQDWZ9XAVKvato7dRL8Ga0AFqAYwE8f+OEIBZAAIjzwBAL4AZkiNnd8qW0L+q0AhrLOwVDRQUKwIQXr8F3GBcA9o4qDZ3DvVSzNw0AhnjmhR3n73LesbhdEJDKi/xr7XH2KsDdFh6C5YeTvugnXywHouS2l+8lQNjErZz7lSoAz42JhXQOQoDNAABnt/SDzx2EMcuZBHLsLOe5Ym35a0PNHIBiCkAEgGp4TvwZjsCE/V1aKQD3D46EajwAOKNFFeg0/6AqAycKwEHLjguq+lIBYJMKMG6N8QCQ1Sdy1j8NAJK0EGUKiocAmxkAEiUYAUJK/+64BgCMh8gp3MItUotGrxBg/hzuF+MNHWoKC3tJ9df+8yNXH0IDngIw+fOmVYsCSaWAF1oALaCuBfD8ra49rfo0BIA6e+7ly5cwZ84c+O233+DIkSNw//59SJcuHRQpUgSCg4Ohbdu2EBgYKNmrtWvXwvfffw979+6FO3fuQL58+cDf3992f0xMjOT9pMHr16/hp59+gnnz5sGpU6fgyZMntn5ERkZC165dwcfHh+k5ShrhBqTEaniPEgvQDl+0AhpKcwA+efEayhkAAGm2UAMAdpp3EFYdu6n4IGYFAEg7PIvNrSF1fWCUgyIgCACTLMeaAxABoJJdjP0eVthEfvAQO3yzv03Yct+gSPAbw1UAuhsA5MMRVp+oCQBP33osSBExplE5+CighDPuFb2XdYzHR0RDVl4OQFI4ilQsfsrL6yjHHmYCgJt7hSlSr52/bR0A2Da0FAyMK+vUXDp67aHDNARy/O9UR/BmtIAbWQDP327kbAdDRQCo4zy4evUq1KlTB44dO+bwrT169IDJkydDqlSpBO3evn0L7du3t8E/sYtAwG+//ZZ6f/I99+7ds/Xl77//pj4mQ4YMMHPmTPjiiy80sRBuQJqYFR9KsQDtYEIroEGS4pcvmkO2DfUAgKUGrII3b6W7Jg4Ab0L7ueIKHPsv2u3nHIC1J24pBoD/3E2AmpPUUQCeHR0L6dMmFQFZc+wmdJjHHYNSBSACQDq0wxBg7hpLkzoVXHDRIiBaAcC9gyLAf8wmjiHVBoCDlx2H+BevOe8wSgF4aVwclBywmtMXowAgyQvrXTC7rS9WAYBz9lyGYcuPU/++yQFACAClvx8404L/PUoNAHjs2iOHhYjk+N+ZseG9aAF3sgCev93J2+JjRQCo0zwgarsqVaqkwL8KFSpAz549oUyZMhAfHw87duywQb+EhARbjyZMmAB9+vQR9G7QoEEwduxY279XrlwZ+vbtCx4eHnDhwgXbPYcOJSXaJu1Gjx5NHV1iYiKEh4fDX38lhRo0btwY2rRpA7lz57YBQXLf7du3IU2aNLBq1SqIjo5W3Uq4AaluUnygiAVoAJBWQEOpAjD++SsoP3w95+1qhwCzAsBFbQMhoFQegSVoFXTtG6kJAC/dTYBaPAA4uE5ZaF2DUgTk9G1oOXuf6NxFAKjtssYQYABHOQBdGQCSokf8BPxqzLa9AyPAfywXAM78qAp05MF7pe+SEwL8ZZPy8OXaM0AKGMi55OQANBMAJHlhyxayFgB0pByUA4DcFgBWLgJTPqgkZ3oraqsFAJTymRz/KxoU3oQWcEML4PnbDZ1OGTICQJ3mwdKlS6Fp06a2twUFBcH27dttgM3+OnDggO2zV69eQa5cuWwQLm3atClNzp8/D2XLlrWF7larVs0G8DJlypTy+dOnTyEsLAz2799vu+/06dM2OMi/Zs+eDS1btrT9c8eOHWHGjBmcJuQ9VatWhcePH4OXlxecPHmS0w81TIYbkBpWxGewWIB2wKAV0FAKAB8/fwUVeACwT3QZ6FTLk6V7TG0QAALQICYqAJmmj2gjBIDuCwCXdawOjWbucm4CUe7eMyACAsdxAeCsj6oI1LtKXywGAOe2CoCPf+JGNBAAOH7NaU2LgFgJAI5uWA4+DjQ2BPjY8CjIZlc8whUB4KZeYeChoICFohBgBIBKtxK8Dy3glhbA87dbul0waASAOs0DovabOnWq7W1//vkn1KtXj/pmosZbtmyZ7TMSKlyuXLmUdp06dbKF5ZJr9+7d1FyBe/bssUFEcnXu3Bm++eYbwXt8fX1tUI9ARrIRZM6cWdBm/PjxMGDAANu/L1myBJo0aaKqpXADUtWc+DAHFqAdMFZ3rQFx07gVdJUCwEfPXkHFEVwFoJUBYIe5B2DNceUhwBfvPIHwyds4HlGqADwzOgYypE36oQRDgNVf5kYAwOevEsF7yFpZgzGqCrBSBeDEphWgWbVissaoVmPWXGxaAcDdA8IhaNxmznC+/biKwxQEcsZOACAtBNgoAHhxbByUGqh/CPDyw9eh28LDHNORv2s+hcUVgAgA2WYai/LM0TrTFQBWKQJT3kcFIJtnsRVaAC2A52+cA8QCCAB1mgcExiUr7Y4fPw4EwtEuEvY7adIk20dEyUeUeOQiuf+KFSsG169fB29vb1vRDrGLfH7mzBkoWrQoXLlyhZML8Ny5c1C6dGnbrSSX4KxZs6iPuXXrFhQqVMj2WYsWLWyFQtS8cANS05r4LEcW0BwAPn0FFUeaAwAubBsIgU6GADsLAC/ceQIRJgeAtMOz2Bwi8HL0KvH99peWftASqwAzFwExHQCcsRNINUra5coA8PeO1aGxBgrAXf3Dofp4cwDA8Y1JCLC2CkAzAcBVXUPAt3BSHltaDkAEgGzflZwFgBt7hgGpgi73OvdvPNSeKrMKsEEKwDY1SsKgOs4VCjxx4xHUmbZD1EwsfpBrY2yPFnB3C+D5291nQNL4EQDqNA+mTZsG3bp1s72NRQFICoA8fPgQsmdP+jX34sWLKeG87dq1sxX5ELvI58lFQsh9JUuWTGn6888/Q6tWrWz/v2DBAvjwww9Fn0PyE549exaKFy8Oly9fVtVSuAGpak58mAML0AAgOSjxv3iSpPgVi+WUbctHOgBAj4GrIZGhCogYAKSp5+wHqmYOQD0B4KmRMZApPTeVAosDEQAmWQkVgGCrhIsAkGXVsLXZ2T8cggUAsCq0n3uA7QESreQoAI0CgH1jykDHmv+lgGBVZcoBHrQ9zB4Anrr5GGK/5qrcRzUsB59gCLDkPGTxgyOfIgCUNLGtwckbjwWRGGLfS9ieiK3QAmgBKQvg+VvKQu7xOQJAnfx8584d8PT0tOXVCw4Ohm3btglyAJICHoGBgfDy5Uto3rw5zJ8/P6V3pBhH3bp1bf9PQom7d+8u2nPyOQk5Jhe5Ly4uLqWtvcKQvK9SJfHQgQYNGthgJYGRpFBJlixZVLMWbkCqmRIfJGEB2hf1lV1CoO433F+elQLAh09fQqWRGzi9UDsE2EoA8PztJxA5RZ0QYPscfzSIiQDQueWPANAxAEydCuDiuDpUIzsCAFYIAV7aoTo0maV+DsAd/WpByJdbODb79mP1AOBXH1SCIX8IqwDTQoD1AICkSjTZn+0vowAg+btWrkiSAtCsAPDo8CjI7uI5ABEAsv1dQgDIZidshRZQ0wJ4/lbTmtZ9FgJAHX1Hcvt99NFH8OzZM1sFXwLxSDjukydPYOfOnbYqwAS0ESi3Zs0aKFiwYErviOKvQ4cOtv//7bffUgqK0LpPcvY1a9bM9hG5jygCky+i+Fu0aJHtfwmUzJs3r6gF7MOWSUERoghkvcgG4+i6efMm+Pv725pcvXrVFq6MF1pACwtoDQAfJLyEyqPMAQAXtAmEIA9hFWA5CkBnQ4DlAMDNp/+FL2bvF3U7AkAtVsR/z7QKACTKXALotbgcKQBdGwAGQZNZu1U36fa+taDGBHMAwHGNy8MEjUOAEQAmTSFWlaN7AMBQ8AeQuBIAACAASURBVMyfTfbacrcQYBqktjcaixJTtpHxBrSAm1sAAaCbT4B3w0cAqPM8IMU3pkyZAiQUl+T1s78KFCgA/fr1g7Zt2wrUdhMnToS+ffvamhM4GBMTI9pz8nmy6o/kE+zVq1dK2zp16sDq1Um/VhMQmTFjRtHnkL5MmDDB9rl9PkIWkxHVIOuFAJDVUthOiQVoB5MVnUOg3nR1FID3E15CFR4A5CtAlPTb/h5WBaA5AGA8RE7h5jESKwKCAJA7M/Q+8CAAdGcFoH4A8LtPqkK7OeqEANsUgMuPQ/zz15zFM6eVP3zy017OvyEA5IUAN/CFT4Lec/bPEfV+JQDw5qNngoIxSgHQsWuPBH/TlQ6UZR92HAKMAJDF9rQ8lUr9z/I+bIMWQAuArfgnqSlALjx/u++MQACoo+9fvXoFI0aMgB9++AFu375NfbOfnx8MGzYMCKizv0aNGgVDhw61/dOmTZsgPDxctOebN2+GiIgI2+fkvsGDB6e0Jf9OPidXYmIipE6dWvQ55H3kfnJt374dQkJCmK2FAJDZVNhQYwuwAsA/OgUDqTYq97r35AVUHb2Rc1u/GG/oUNND7qNE27MCwPltAqC6h1DVq6cCkKZiGFLXB1qF/JeLNHmgzgLAkyOjIXP6tLLtrGoOwM/9oOXsfbL7QLuB5eCpyovePcQqAFDTKsAOcgC6sgJwSfsgaPqt+grAbX1qQtjErZxp+v0nVaGtAQBwbKPyMHGdtkVAzo+JBc9BazjjNSoEmPywVb6ogxBgEwDAI8OiIEemdDZ7DVt+HH7dLZ5fWs5+6AoA8Oy/8RDlRkVAztyKh+ivxIueyPG/mn8X8VloAVe2AAJAV/Yu+9gQALLbyqmWCQkJNlXeX3/9Zcv9R1R5LVu2hFKlSsHz58/h77//hpEjR8KOHTtsOfdIHr/koiHkxVZTAGIIsFPTBW9W0QIIAAEQAHInFALAJHsgAHRfBaBWAHBr75pQcxIXAP7waTVo8z/xUH85270cBaC7AcA/OwdDhaJJP2LR8quNMhkA7LHoMCw7dF3U/XIAkJkA4IYeoeBVQH4IsJUB4LOXibaK2ydvPoZGlYvAh37FbGcZRxcCQDk7H7ZFC6hjAQSA6tjR6k9BAKiTB3v37m3L8Ueu2bNnw2effSZ48+vXryEqKgq2bNliU+aRIh0VKlSwtbNaDkAps+IGJGUh/FwtC2gNAO8+eQHVTK4AXH3sJnScd5DpoOVsDkDaIQYVgGyzWc6Bl+2JjlshAHRfAPhb+yBopoECcEvvmlDLzQEgvwgUa3isnPVP+xFDCgCObOALnxocAmyvAOy5+DD8fhABYPIurQQAEtg29QPxYn5q/J2g/VjUpkZJGFTHJ+Xx0zadgykbzqb8P0tRNanxylkPao0Tn4MWcHUL4Pnb1T3MNj4EgGx2cqoVyfVHim3cv3/fVvTjzJkzos8jxUCSQ21JkRCiBCTXypUroV69erb/dqYKsD2IxCrATrkVb7aIBbQGgHfiX4DfGG4IcP9Yb2gfZkAIcOsAqO4pDAHWEwDSftUfWtcHvlAQAmxf5Zc2BgwBdm4RWgUAGlUEhAhYLimoAjyhaQV4v1pSjh29L1bYtLhdELz/nfohwJt7hUH4ZG4V8B8/rQatVVIATv2gIgxdfoIpB+CYRuVg0roz8ODpK1luEAMPNNueGxMLXrwQYKMAoD10oSkAzQYAe/92BJYcEC8YJwcAmUkBuL5HKJTWSQFoFgDIXxuVi+eEZR25hZuu3HsK+y/ft6lUPfNnBamiJ3L8L2uBY2O0gBtbAAGgGzvfbugIAHWYB7du3YJChQrZ3vTBBx/AwoULRd9KwoEzZcpk+5wU+iAFPch18eJF8PBIAgqkqi9RBIpd5PPvv/8+5b6SJf/LvUWKj7Rq1cr22YIFC4BUBRa7SNXfs2fPQvHixeHyZfE8LUpMiBuQEqvhPUosQDu0EaVE/ek7OY9TmgPwdvxz8B+zifOsAbHe0A4BYIpNxBSAm079C61+FQ8NlAKAJ0ZEQ5YMmANQybog9xgBAEmoWNmha2V1GQEgu7mMBoCbeoVBhMYAcNjyE/CYoQiIuwFA+79hpgWAQ6MgR+akHIB9lxyBxfsRACavbilFHG0XaFy5CEwxgQKQv+8UzJ4R9gxMykVOLjK2RjN2QsLLRMiQNjWQHyCyZEgjKBhmP0YEgOz7PrZEC7BaAM/frJZy7XYIAHXw7927dyFfvny2NzVp0gSWLFki+tb4+HjInj277fO6devCihUrbP9NVIRFixaFGzdugLe3N5w6dUr0GWXLloXTp09DkSJFbBV+7PNwEKBHwB652rdvD7NmzaI+xx5aNm/eHObPn6+qpXADUtWcLv2wxDdvYd7fl+Hmo+fQwr84FMudWdZ4WQHgso7VoXLxXLKeTRrrAQA9B66G12+4VcNpHZ1vUgWgGgCQlscQAaDs6cq5AQGg4xBgYiw5arBk41pBAbiobSB88P0e5yYQ5e6NPcMgcgpXAfjTZ9Ucgn45nSAKQBoA/N8X/vDpz9wqwAQATlx3Bh66oALwj0PXofuiwxzTSQHAEfV94bPqxlYBPmIHAPsvPQoL910Vdb8cAHT02kPBj3py5pV9W5b3OgLtShWAUjnxaOMxKwAskD0D/D0wMqXLLX/ZC1vO3En5f1LYaVKzCggAlU5SvA8toNACeP5WaDgXuw0BoA4OffPmDeTKlQseP34MhQsXtqnp0qalq1bsQ327dOkC06ZNS+lhx44dU4Dd7t27ITAwUND7PXv2QFBQkO3fSfsZM2YI2vj4+NgAYu7cuW2AMHNmIVAZP348DBgwwHbv4sWLoVmzZqpaCjcgVc3p0g8bt+YUfLftom2M2TOmtX2pzJQ+DfOYNQeAj5+D/1htFYCsAHBe6wAINmEIsFIAaB/iSwsB1gMADoorC2NWi//g8vPn1eCL2eoUOGA5eDJPfIaGVgGAWlYBbjhjJxy++lA2hHAEANwbAIYKDvVGAcDRDcvBpPXuAwDtf8SiKQDNBgAH/H4MFuy9Invt0W4wEwBc1z0UyhSUXwRECQA0awgwHwDS9suNPYV7hVwQy/BnDpugBdACdhbA8zdOB2IBBIA6zYMWLVrYQm7JNXz4cBg2bJjgzQ8ePLDl/zt58qTts3Xr1tmKgiRfRL3n6+sLpFhItWrVbBWFk8OFSZtnz55BaGgo7N+/3wYYyXO8vLwE77EPA+7UqRNMnz6d0+bChQtQpUoVG7AkYcdETSgGLJWaDzcgpZZzv/v4XxzFYJKYZbQGgP8+fg4BPAAY41sQhtX3gUI5ksL5nb2cBYCrjt6ETvP1KQJCO8QMrlMWWtcoJTCDVAiwFAA8PiIasioIAaapZ8R8hACQbfby1xnJ8UTUYPxLSQiwUQDQlXMALmwbCB9qoAAkFVBrT/2L43Y1IbkcBSABgJPXa5sD8OzoWCg9OClVS/KlRw5A2h72e8fqUOWdiv3EjUdQZ9oOTr/MAAAPD60NOTOnt/Vr0LJjMO9vBIDJTnI/AChUC9tPWL1/EBP7S/fo2Sv48/B1yJctA0T7FpSsbsz2FxNboQWMsQCev42xu9neigBQJ48QiFa1alV4+vSp7Y2koAepBFyqVCkgef+Icu+rr76CK1eSvgxFRETAxo3cwgLk34kqj6jzyFW5cmXo16+fDdIRaPfll1/aKgcntxs7dix1dImJiRAWFgak4Ai5SFhymzZtbCrFvXv3wqhRo+D27du2SsREkRgbG6u6lXADUt2kLvtAPlj40K8YjG+SVB2b5dIaAN569BwCx3EVgKRfmdOngR8/qwbVPYRFOVj6bd/GXQGgvcKPFgKMAFDuTOK2RwUggLsqABe0CYTmP6gfAkzUT9FfIQDsVMszZbGx5mWUAzyUAMDh9Xzg8+D/ckI7t3s43kvEnm0PAIcuPw7/2y2eX1qOPcykAFzbvQZ4F0xK5SPnciUAmD9bBtg76L8QYNoaoOULtbeXHP/LsbOctiQFDUlpcOlugu22rhFe0LN2aTmPwLZoAVNZAM/fpnKHYZ1BAKij6QnQI/n0SE5AR1d4eLgtTyABcvyLhBMTWEdUfGIXKfJBioAQgCd2kT7ExcXBvn37qE3Sp09vUwaSd2lx4QakhVVd85n8L47vVysKE5pWZB4sKwC0V08wPxwAbj56BkHjNlNvKZk3C2zpXVPO46htWQHg3FYBEOIlBI56KgBP33oMMV9t54xDqQLQHgDSQoARADo3tfhrw7dwdljVtYaih/Kf5ZEvC2zqJZz7T1++Bp+h62S9Q8siIAgAZblCsjGBH/z1r6YCcMr7FWHEipNAVDn2Fy0H4KiG5WCKGykAl3aoDlVLJH1vpCkAzQYAh/95Ambv+kd0TskBQAgAJZemUw34+3ubGiVhUB2flGfyP2cBgLSK4fadlON/pwbn4Gba9w4z9Eur8eJzXd8CeP52fR+zjBABIIuVVGxz7949+Omnn2zVfU+cOAEPHz60hdcWLFgQ/Pz8gIQK169fX1Jivnr1ahvkIwCPwLy8efPa7icVgFkVeySU+IcffrAV+CA5ARMSEmw5Con6sFu3brZwY60u3IC0sqzrPZf/xbJp1aIwqZlzAHB5p2BoMINbBVgLAEi8ocaXRbMAwHtPXtiKsXgVyAoZ0tLzMMoBgBtP/gut/yeePw8BoLbrGQGgfAXgtrN34NTNxzB+zWlR51ghB+D8NgHQ4oe/VZ9ga7rVgNivuT8AqJkDUAwA/vqFP3zGKwKiBwA8MzoGygzmVrXWIwR42aFr0GPREY7/lnYIgqolcpsaAB4aUhtyZUkKAVYTAB65+lDwN13p5Gb5m+1I1alUAUj72yk1BrPmAHQVAPjl2tMwa+sFjhtY5oeU3/BztIBRFsDzt1GWN9d7EQCayx9u0xvcgNzG1U4PlP9Fu0mVojD5ffMAwBsPn0H18XQFoFoA0GvQaniVKF0FWA0FYMd5B2D1sVuCL7ykUMLnv+y1VdT0KZQdFrULhGwZ0wn8qyYAtFf40X6JPzY8itoHqUknJwfgwDhvGLtaHPaoCTf0PlgYEQJsZQXg8sPXodtCbuVV2lxzZwC4umsNiJuGAFDrEGAlAHBYPR9oaXAIsDsAQALByxaSHwLsSgCQ5MvbJxECTKIjak3aKvrnWu+/h7SOkB96vt2GAFDqOxV+bh0L4PnbOr7SsqcIALW0Lj5b1AK4AeHkYLUAH1I0rlwEpnxQifV2oP1Sr6YC8PrDZxCsMQBkVQDOaeUPNbzyCWyjRghwk1m74MDlBynPFivGohUApOUARADIvAyoDbUEgGqGABtVBIQP8FlzubkzAFzVNURQfOLHT6s5VPrKmcWyFIANfGHyhrO2Hy3kXGLggeZ/MykAl7QPgmrvJSkAj19/BHW/4RYBQQDINgtYwJOjvQABIEDerBlg/2DHOQC39q4JNREAsk1KbIUWUMkCeP5WyZAWfwwCQIs70Krdxw3Iqp7Tv9/8L9oNKxWGrz6szNwRVgBonz+J+eEAcO3BUwj5covoLSyHCan3OQsAVx69AZ3nJxUIol32feww9wCsOS5UAPLtWChHRtg9IELwOBoAJJV024QKqwBLhQBrpQCkqWfEbONOCkCz5gDUEgA2mrkTDl15yLQ2XAoAtg6AFj+qHwK8skuIADz98Gk1aOMg1F9q/7P/3GwA8PSoGPAeYo4Q4N/aB4EfAkA500ny76HYwxztBUQF61NYHwWg3O9DSo3DH2/rkJIwuK54DkAEgEotjfehBbS1AJ6/tbWvVZ6OANAqnnKxfuIG5GIO1XA4/C+e9SsWhmnNzQMAr95/CjUmaAsAWUOASSL80NJCBaBVAaC9wk/NEGAEgEkL1ogcgAkvXoPvMGsWAXElADivdQB8ZEEAOLlZRRi5UlgEhJYDcGQDX5iisQLQSgBwaF0f+CLE2CrAB4fUhtzvcgCOWHECftmpThEQM+UARABIFIDpYf/g2infDGl7JyoANfzijI9GC4hYAM/fODWIBRAA4jwwxAK4ARlidku+lP/FsV7FwvCNkwDwj07BQKp/2l+OFICJb97C9nN3IGuGtCkhVsn3uhoAFMsByKoAJAUS+EUAxBSAG07+61AZJAUAjw6PguyUPIRSEx0BIB0AliuSHVZ20bYKMAJAqdnp3OeskJLkC/34J/UVgH92Dob607l76/efVIW2cw44N7B3dxMAOGrVSUFYLwJAgMXtgsC/pHgIsNUA4KVxcZIF8ZInlSsAQNrfTqlFY1QREGkFYBIAfPE6EbaduUNd/1YAgFgERGoG4udWswCev63mMW36iwBQG7viUyUsgBsQThFWC/APtHUqFIIZLaqw3k7NASgXALaavQ82nb5te2fP2qWha4RXyvsRAHJdQTvEkDDatqEeAp9ZAQAOiPWGcQ4qvmIREDpMFMsBiACQeetS1NBdAeDsln7w+S/7ODZzZQXg7wevQc/F3CrAi9oGQkCpPDYb0HIAWg0AXhwbB6lTp2JaB6RIFf9HPaYbKY1Y0nY4WmckD6Zv4RyyX68EAGbPmBbGNa4AUb4FIF2a1LLfyXqD/BDg9LB3YCQ0nLkTjl57RH0NAkBW62M7tIB6FsDzt3q2tPKTEABa2XsW7jtuQBZ2ns5d53/xjCtfEGZ+VJW5F7Qv6nQAGARVSySpJ+wv2pdy+wPClXtPIXSiOUKAiQomzOAQYDUBoL3CjxYCrIcCUAoAqlnggOXgyTzxGRoaUQTEbABQkxyATSrA+37FGDygfhMzAsDvPqkK7VRSAE5qVhHGrDoJD3iFPWgAcER9X5i6UdsiIEaFACsBgGKFm9SYhazz7sDgSMiTNYPtlVIhwAgA2T1Tq0w++KWlP/sNMlvKBYB5sqSHL5tUcFj8B6sAy3QCNkcLqGABPH+rYEQXeAQCQBdwohWHgBuQFb1mTJ/5XzxjfAvCt5/oBwAX7bsC/ZYe4wzeHtRcvpcAYRO3ihpHDajDmgNQDACuOHIDuizQpwiIFQAg7fAs5kAEgGzrnr9O1VQAWq4IiAUAIKkY/slPe9mcK6MVLQRYbQA4mhICjAAQYGHbQAh0oAA0GwAcueIk/LzzkujsujA2DtKgApB59W3sGQae+bMyt5fTUAkArF+psMMcjwgA5XgA26IF1LEAnr/VsaPVn4IA0OoetGj/cQOyqOMM6Db/i2eUTwH4/tNqzD1xVgE4/+8rMHCZ+wBALXIAEojWLkx+CLCUAvDIsCjIkSkd81xIbogAMMkS/LVRvkgOWNElRLY9ac8SA4BPXryGcjKLgCAAZHcJqxKLFAz69Gd9AOC3H1eF9nPVyQFIFIBmAoCnRsZA2aH6VwGm7WEL2gRCkId4CLDZAOColSfhpx3iAPD8mFhIyxjWaqYQYFIJu1wRfUKA7XcGkmszyrcg+2YhoyV/X2kVUhLIfEq++J+TQi+kYNvsXeJFXhAAynAANkULqGQBPH+rZEiLPwYBoMUdaNXu4wZkVc/p32/+F8vIsgXgx8+cA4DLOlaHRjN3cQaztAM9BHjunssw+I/jnLZ6KwBLD1oDLxPfSBqfqGBqlskvaCdHAegsADx54zHETdvO6YNSAGgP+GghwAgAJaeEwwZGhAArAYAVi+WE5Z2CnRusyN3uGgJMK5qhhoGJnxrwCix9+3EVaD/3oBqPh4lNK8DY1aeYQoCH1/OBrzadExQMkeqImGqbBletBAAH1ykLrWuUkhq+os9ZwbN9CLAUADw3JpY5rx0CQACSjiLSp4Ai/zm66e3bt1BywGpOE6kiILkyp7MBwF93XxZ9NAJA1V2FD0QLSFoAz9+SJnKLBggA3cLN5hskbkDm84lZeyQEgPnhx8/8mLtLO5jIAYBzdv8DQ5afQADYfxXHBoVyZITdAyIEfpADANefuOWwOqgZAGD/WG8Y76AICOYATJoCrCHACACZty5FDVlBjKsBwF9a+kFLXhEQVwaASw9cg16/cYuAzG8TANU98trmDa0IiBkA4P7BkZD3XQ5ANQHgoSsPBD/qKVpAAMCStsPROlOqAKT97ZQzBlKQKqKs+gDwzZu3UGogFwC2qVESBtURVwASAFi3QmGYs0ccAG7uFQbhk7eJDpHFD3Lso6Qt+dv/7bYLot//lDwT70ELGGkBPH8baX3zvBsBoHl84VY9wQ3Irdzt1GD1AoBL2gdBtfeERUBm77wEw1ecRADoBAAkEK09JQRYDgBcdfQmdJrPVRHpoQCUAoA/fFoN2vxvv1NzPPlmvQ88qAAEQAWgKlM35SE0BeCsj6pAh3nqKQBJVe77CS85HTcKAJ4cGQ0+Q9dx+tInugx0quWZ8m+sUFbO+qcCwNYBUN3TOgBw9MqT8KODEOCzo2MhfVq2yrYIAAG0AoCJb96CBw8Atg0tBQPjyorOcQIA61QoBHP3XBHdYBAAqrv34tPQAiwWwPM3i5Vcvw0CQNf3sSlHiBuQKd1iyk4ZDQB/3nEJRq4UB4D/3E2AmpO0LQLCGgJMDsG1TBgCrBgADo2CHJmTcvxRAaDd53Imr5wcgO4EAM2aA9DIEODiuTPbwk4DSuURqBzF5twECxQBoRXNkLOGxNpqDQAnNK0A4yghwDQAOKyeD3ytcQiwWQHgsWuPoN70HRw3mU0BKAUAP/QrBjHlClLTWvDnHwJAgF8+94Na3sIUIM6u69eJb8Bz0BrOY6QAYM7M6SCufCEgOZTFLisAwHFrTsF32y6K/gDsrG3xfrSA3hbA87feFjfn+xAAmtMvLt8r3IBc3sWqDdBoAPjj9oswetUp0S+AVgCAfx65AV0ZqwBrkQNQDQBIzQGoEADS1DNiExYBINtSZg0Bjn/+CsoPX8/20HettCwC0njmTjh45aHD/ngXzAZru4e6FACkATNZThFpTAOAMz+qAh1VUgAiAEwyPG0Pm9c6AILfKQDNCgD3DYqEfNky2MYgBQCTpxhJ2VG5eC6H09NMAHBF5xAoX1R+ERBnQ4DFfgB0dl2/SnwDXgoAYGy5QrBgLwJAZ+2P96MF1LQAnr/VtKZ1n4UA0Lq+s3TPcQOytPt07TwfLER454efPlc/B6BYCPD3f12AsatPIwB0IgS4X4w3dKgprAIsFQJ8eGhtyJk5vc32aioAEQAmTWctqwCXypcFNveqKdgrlABAIxWAyQMg4ZmsoZxWUAAStVDL2ftU38v/6BQMDXlFQNQGgCQvF0sIsLspAOe2CoAQr6QQYCsAwDGrTsIP28WrACdPTt/C2WFV1xoIACVWq1gRMGcX+cvXb6D0YK4CsF1oKRjgIASYKABjfAvCwn1XRV+PCkBnPYP3owXkWwDP3/Jt5op3IAB0Ra9aYEy4AVnASSbpohYA8PeO1aExrwrwb+2DwI+SA3DW1gvw5VqLAECRECA9FYAnbjyCOtO4oWcIANkWk5wcYGxPdNwKAaB0DsBkC14aFyeohClm3S+blIcP/Iqr4SLZz2CFlHoCwBktqgjyd8oe2LsbCFwdv5YNAA6t6wPTNmtbBfjEiGjwHaZ/DsAlB65Bb14RECkAOCiuLLQJNbYKsL0CkFRz/v4vbnil2LyQ2hvNpAD8s3MwVCiaU/YUp/3tlPMQUtgnrHQ+ObcwtX3xOhHKDF7LadsurBQMiBXPAZgjUzqI9i0Ai/dfE33Hpl5hEGHyIiAYAsw0RbCRhSyA528LOUvDriIA1NC4+GhxC+AGhLOD1QJGA8AZW87DxHVnON21P4yYKgTYYgBw3Ylb0G7OAdGpIKUAtP+cdT6RdnIUgARe8gGw/bvULAJCIFOqVKnkDMWptloCQI98WWCTCykAL46NE1TCRAAotABNATi9RWXoPP+QU3M1+WYCAMl6vMcvAkJRNLobAJzTyh9qeCUBIJoC0GwAkFUBSMYjBQAPXnkg+FFP6YSTehd5riPQbhQA/N8X/hBqEgCYPWNaiPYtCL8dsDYAxCrASlcR3mdWC+D526ye0bdfCAD1tTe+7Z0FcAPCqcBqAaMB4PTN52DS+rOWAIA/f14Nwr0LCExrtAKwb0wZ6Fjzv6qYyR2UAoCHhtSGXFnEQ4DNAAC//6QqtHUAMVnnOWnnSgDQKiHALDkAiW9cDQCSveKL2epUr7af41oDQKKu/HLtGWEIMAUADqnrA9+4kQLQHgCZFQDuHRQB+bNltE0ZBIDcvw7OKgDtAbCcvztSbZ+/SgTvIVwFYPswDyD5cZMv/ve0bBnTQpRPQVh60NoAEBWAUrMDP7eaBfD8bTWPadNfBIDa2BWfKmEB3IBwirBawOwA8NLdBKildRXgwWuA5OGRuhAASlko6XM1FYAIAJNsyl+nYgDw8fNXUEFmERAtcwCyAsALY+PAY+BqpglmhRDgnz6rBq1+1QcAftO8MnRxUISIyajvGskFgNM2nYNHz17JeYWo2oym+jo+IhrKmSQE2B4AHr32EOpP38kZ98A4b2gbKszFKss4Io1ZQ8/tAaCaIcBmUgCSQjhkz5J7OQsA7UPA5b7bUXsaACQ5fYk6XgwAEgVgbQSAaroBn4UWUMUCeP5WxYyWfwgCQMu70JoDwA3Imn4zotd6AcDF7YLAv2RuwRClFIBWAIDLD1+HbgsPi7rPPuTJ2SrAtENMn+gy0KmW+gpAe4WgnLlJy58ldr9UCLCaAJCozFKndo0QYDUBoNFVgMncOD8mFjx5lTDF5ow7A0BSsbURL7+q2gBwwtozTCHARAHoTgDQPgecFQDguNWn4DuVcgAiAASwrwIt5++hVNtnLxOh7FCuAlAKAJIcgJFlCzhUAG7sGQaRU7YxfS+R6qNWn6MCUCvL4nONsgCev42yvLneiwDQXP5wm97gBuQ2rnZ6oFoAwKUdqkOTWbs4fRMDgFI5AM0EAImqJ6KsMATYqgDw4JDakNtBCDACQOeWF39tVSiaA/7sHKLooa6uADw3Jha8XAgA/vhpNWj9P/UVgDQAOK15ZeiqdjAE3wAAIABJREFUkgJwfOPytpysLDkAB9cpC99sPu82CkD7KrCmBYADIyB/9qQQYFcFgCQMnvxoIfc6fv0R1P2GW0BLzjPmtw6A6p5JVaDVvJ6+fA0+Q7mFbjrW9IC+DhSABADW9ikA5Mc2sctVACApkvL7wetAfrprXKUopE+bWk3z47PQAqpaAM/fqprTsg9DAGhZ11m747gBWdt/evaeDxbCvfPDz5/7MXeBFpokBwBaSQGoBgDsNO8grDp2k2NfohDk27FQjoywe0CEwA+0Q4xSBaAZACDJX0gUR2KXKykAEQCKbysIANm2XHcDgMeGR0F5Xkg7f79jDY9lKT6R7IXf9l+FPkuOcpwiBQAHxHpDuzCDQ4DtAeCaU/DdNnWqAJtJAWgYAGwTANU91AeACS9eCypdSwHAnJnTQe2yBRwWAXEVAPjF7H2w+fRt21qM8ikA339ajW2zxFZoAQMsgOdvA4xuwlciADShU9yhS7gBuYOX1RkjAkCA0ow5AK0GANcevwXt54pXAbYCAPzuk6oOKxnLWQUkz1waA0OAEQCKe+vs6FjbOmS5rBACrGb1anub0ABgkypFHYYCstg0uY2YApBW1EQPBaCZAOAvLf2gVpn8NlPRFIBmA4DLDl2DHouOMLlfCo4euPxAoOpnejClkdS7yC2OoK5cAEh81XfJUTh9K15pl233LWgTCEEeeZx6Bu3mJy9eC/JcdqrlAX2ixXMAEgBIYNji/a6tAPz38XMIGLuJYzb77y2qOwMfiBZw0gJ4/nbSgC5yOwJAF3Gk1YaBG5DVPGZcf80eAnzxzhMIn6xtHhtWAEjC+iJ9jA0BlqMAlAKABwZHQp6sGWyTb9XRm9Bp/kFVvmjLyQEopQBEAJjkEkEIcN4ssLl3TcHGQQoyVByxXtaGYoYiIGdGx0CZwdw8WGKDsAIAVFO5am+H3ztWh8a8HICynC3ReFzj8jCJEgKMABBACgCSqq2keqsWF6vKca+dAlAqNYV9P6WgnJkAIIHglYvnYjZzwxk74fDVh8ztxRoubBsIgaXUB4Dxz18JVK7qAMBQiJzyl+i4pXwu12CkmMnMLefh1uPn8Hn1kuBTOLvkI2hh6vb9on3f2dK7JpTMm0Xy2dgALWCEBfD8bYTVzfdOBIDm84lb9Ag3ILdwsyqD1EsBuKhtIARQvjxL5QDUAwCWGbwGXjBUAUYAyDblEADSoZ2qCkCLAECSC5TAA6nr9KgY8B7CBgCJSu1D/+JSj9Tkc1YQY2UAOHn9Gbj75CXHfmIAcPqW8/DwqXZVgI8OjxJUtTYqBPiXz/2glneSAvDI1YfQYAa3CrAZAODfAyOgwLscgAgA6fuw0o1B7DuM0ucl30er3N65lif0ji6T8mj+vpPLpgAsCIv2XxV9/cae+gLAQcuOwby/r9j6kyldGtg/OBKyZEjr0DxKAODmXmFQKl9WZ82O96MFNLEAnr81MavlHooA0HIuc40O4wbkGn7UYxTaAMAgaDJrN6f7cgDgpXFxkCpVUrVWPQCgngpALXIA9o4qDZ3DvQTTxSgFIC1/lthc1lMBSCrNpk2jXwJxI4qAmE0B6K4AUE3lqv3a0UMBKAcAal0ExEwAkEDQcO8kBTgCQOXfTliUZ45Au1wFICu0lxqRWCEzqfukPqft2V3CPaFXlGMAGO1bEBbuMw8A5Nt5YJw3tA11rIiVAoAnbjyCOtO4hVsQAErNKPzcSAvg+dtI65vn3QgAzeMLt+oJbkBu5W6nBosAkD0HIMnrRSrv8S8ppYX9gcdMAJD8Qp9XgxBgOQCQqHlI1VGxS02Q4lIA0CIKwMYzd8LBK9Lhd3IUgFYIAVZz3uoJAMc2Kg9TNrApAAfFlQWiACQAQ84lBoBooMYoALh4/1Vb3jj7SwoA9ovxhg41jQ0BdgcFIIHgVWSEAKsFAH9rHwR+7+WWM9WZ2j56+goqjuSmbWABgDHlCsKCveYFgJ8GlYCRDco5tAECQKYpgo0sZAE8f1vIWRp2FQGghsbFR4tbADcgnB2sFkAACMAaAuxuANA+RyDrfCLtEAAmWUtTBaCLAcBTI2Og7FDXCQH+9uOqDgvwyFlP+gPAs3D3yQtOF0kBpFa/7uf8mx4A8MiwKEFOSz1CgGkA0L4IFE0BaAYAuGdABBTMkdHmJ6kfpuydKaXKO3D5vkDVr3QOS72Ltnfy14ARAHBJ+yCophMA7BruCT0dKABzZ0kP0b4FHALADT1CofZU/XIA8v/eMQFASqXqIjkzgd97uWB0o/Jw+V4CKgCVLjS8zxAL4PnbELOb7qUIAE3nEvfoEG5A7uFnNUbJ/9JWq0w++KWlP/Ojab+uL+0gDAEWS6BNywF4cWwcpH5XrfXCnScQoXEREKsDwF61S0OXCFoI8E1oP5db2MPesVIKQDMAQDVByrkxsZDOwBDgikVzwPLOIcxry74hcxEQippE6oVaFgFhDQE+OTIafIauk+qq7XMr5ABUc97aG2Vph+qqVWOlGTtJAWhuAEjSBnSs6ZnSfVaFFwt4Sn4oDQDa54BFAMi0VKmNWPzgyKdkDVQtwV4EhHV+SI2IfK+pWkJ9BeDDpy+h0sgNnNd3jfCCnrVLi87xJABIFIBJOfdol9EA8JPAEjCqoXwFYPJYhtXzsSku636DIcBScxM/N48F8PxtHl8Y2RMEgEZa343fjRuQGztf5tARALIrAEli/yjfggILSykttA4BVgoA9w2KhHzZxKsAIwCUuZh4zflrCwGguD1PjIgG32GuBACrOITvSmeW1gBwTKNyMHXDOSYFIMnxNWPLBU1DgM2kALQHgKSqLKkua3/xwaRSH9PuY4VYVlcAvn37Fi7cSYDIKdtEzWccAJQHHln9/yDhJVQeJR8AkhDg+e+KbpgRAH4cWBxGNyzv0Ay0EGD7G1Z2CUEAyDqRsJ0pLIDnb1O4wfBOIAA03AXu2QHcgNzT70pGrUUIMAmVafottwiIXgrAf+4mwNA/T8Cd+Be2fEz1KxaWNAurAlAMAP5x6Dp0X3RY9D1WAIArj96AzvMPccagFADS1DNixpHKAaimkgoVgHQvmEEB6GoAcNZHVaDDPHH1reSmJNIAASCAUSHA9ikgEAAqncEAYgpAAv/azTkA60/+6/DhRgFAucVHWC10P+ElVJEJAPNkSQ8EACZX3XVVALiqawiGALNOJGxnCgvg+dsUbjC8EwgADXeBe3YANyD39LuSUWuhAHQWAF4YGwdpFIYAf/7LXth65o7NFOQR+wfXBhIu4+hiBYAksT8Ju+FfRgNAEipEQob419rjjkOA9w6KgPzZkvJF0QCgfYiwnLllVgB4dnQspE9rXBVgNRWAJfNmgS29awrcQksoL+U7MwDA4yOioRyjAnBc4/LQ3L+41LA0+ZxViWVVADi6YTn4aqOJFIBDowQFEowCgPY/AJkVAO4eEA6FcmSyzX0pZbr9ApEKy9UjB+Cei/fgw+/3SK5buaG4rGtW6sV/dAqGSsVySjWT/fm9Jy+g6uiNnPu6RXhBDwchwFYAgB8FFIcxjZxTACIAlD2d8AaDLYDnb4MdYJLXIwA0iSPcrRu4Abmbx5WPVy8AuKBNIAR55BF0lJYDUCkAJAqCkgNWc94x9YOK0KhyUYcGshIAPHbtEdSbzs2JowYAXHX0JnSaz1UsIQBUvq7InVqGALsaADw2PArKD+dWwhSzvhUA4MyPqkBHCyoACQD8etM5m4La/qIVARkQ6w0zt2ocAmwUANx3Ffou5VYBlgKAfDDp3O7BvZsVYlkZAMZ9vR1O3nwsaTZXA4Ck4E41HgDsHukF3SPFcwASABhbviDM3SOeA3B9j1CIMrAISIuA4kByijq6pEKAEQBKLgdsYDIL4PnbZA4xqDsIAA0yvLu/Fjcgd58B7OM3OwA8f/uJw3xA9sqF14lvwHPQGs7gRzbwhU+D3nNoEO8ha+D5qzeSRjODAlAOAFxz7KbDMERrKADVy6XmSgrAUmJVgC1aBOTo8CiowAgAyaGSHC6NuFhBjHYAUFhgSU07iAFAkv+u9f+4VYCtBgAvjYuDVKlSMZlrMQUA2u//NAWg2QCglDLd3hBSCsD9/9wXpPVgMiSlkdi7WNeW3Gq8rM+VGs+fnYOhQlH1FYAEtvuN4SoApQBg3qzpIbZcIZiz57Jot40GgESlTX6sQQAoNbPwc1eyAJ6/XcmbyseCAFC57fBOJyyAG5ATxnOzW80IAM+PiYW076q1OgsARzXwhU9UAoAkHx3Ju8O/pA5aauYApAHAHpGloVukMARYEgAOjID82c0eAqweADwzOgYypE2j2wo3QgFIqygpNWAzhAC7GgCc0aKKQFEr5QeWz2kV1lnuY21DqnZOoygASf67NjwA2D/WG2ZprAA8PLS2oEKq0hBgZwGg/f5vVgC4q384FM6ZFAIs9XcJASDrqkhqt6JzCJQvmkPeTQytb8c/B/8xmzgt+X/T+X9LCACMK18I/rfb2gBw7OpT8P1fF0WthApAhgmETUxlATx/m8odhnUGAaBhpnfvF+MG5N7+lzN6/hfLmmXyweyW/syPoP26TssBKBYCPHPreZiw9gznfWoCQDUVgGIAcNmha9Bj0RFRm1kVANpXCWaeEACgbg5ABIDE9vx1JhYCbDYA2HTWLth/+YHk9KFVexW7yQoKwOktKguK6kgagaEBAkAAfrVdVoWXmgDw0JUH0GjmLo7HzKAARAAoXESs80Nq+WkGAB8/B/+xXADIT+vhqgBwzKqT8MP2S7IA4KZeYeCRL6uUu/BztIAhFsDztyFmN91LEQCaziXu0SHcgNzDz2qMUgsA+Fv7IGjGqwI8v00AVPfIK+gyLQcgAkCAQjkywu4BEQJ76akAVAwAKeFzYnO1d1RpmLT+rOhU/vZj9QDg6VExkDGdgQrAYjlheadgRcvW5QEgJdebmKHGNCoHHwWUUGRHZ29ihQlWBYBi9iH579rOOcD52P0UgFUgplwhmw0QACpfSc6GAJPvF37v5WbuAOualXrgyi4hUK6I+grAfx8/hwDZADAD1ClfEH51oABc1z0Uor/6S3RYUmHfUvbgf863c3P/YjCucQWHjxm98iT8uEMcAK7uWgPipm3nPAMBoFzPYHs9LYDnbz2tbd53IQA0r29cume4Abm0e1UdnBYhwEYBwFeJb8BLwxyABEYlHwDtnWC0ApCfLyi5b1IhwH8PjIACDkKAEQA6t9QEIcAIAEUNSgv1tDIA/KZ5Zeiy4JBzE4hyt9YKQDkAsF8MCQE+D4+fv5Y1TjkA6NCQ2lB51AbO85WGAF8cGwep31WXl+rwon1XoN/SY5xmpLJzbHkEgFK2k/pcjv9pz3IHANirdmnoEvFfWg+hAtD8APBDv2IwvgkCQKn1gJ+7lgXw/O1a/lQ6GgSASi2H9zllAdyAnDKfW91sRgXguTGxkC4lB2A8RE5h+xWbBgBZcgCWHbIWnr1KlPS7KgBw/kEgFXftL3Ig4vtBTAF49NpDqD99J+d+BICSrrM1MFwBWDQHLO8cwtZZXitXVwDKAYCkUMXHgeZWAGoFAGnpFRRNKJk3kQIY7XgKQKMAoNIQYK0BIFEzdw4X5mKVaWpqc1YV287+4VDkXQ5AqR+m+H+DHPVz3z/3Bap+peMSA4BhE7fA5XtPJR+7uF0Q+Jd0HQXgrUfPIXAcNwSYP5cQAP43LVABKLlEsIGBFsDzt4HGN9GrEQCayBnu1BXcgNzJ286N1WgASMsBqCYAVDcHoPEKQDkAcPWxm9Bx3kHRCSKlALSvEixnltEqaIrdLxUCTFQ3HRyMQU6/3AEAPkh4KVBMSdlIyyIgrDkAaUovsX5bAQBOa14ZumqgADQKAJL8p+3nckOACQD8dtsFePTsldQU43wuRwFmJgUgqexMCi+QixYCjACQbRqI+T90wha4ct/9AODNR88gaNxmjvGkAGC+bBkgrpy5Q4A/qFYMvmzqWAE4auVJ+AlDgNkWDrayhAXw/G0JN2neSQSAmpsYX0CzAG5AOC9YLWA0AKTlADQrALQPAbO3r5TSQs0iIDQA2C3CC3rULi1wuRQA3DMgAgrmEK8CjACQdRXR22kZAvxensywtU8twYutCgAPDqkNVXihnmLWJ5VqPzG5AvDrDytBt4WHnZtAlLvNBACJEu+7bRc1BYC0eWFUCDCp7FynQhIAPHjlATTmFQFBAMg23cUAYMiXm+Hag2eSDzFKAahVEZAbD59B9fHyAGD+bBkgVgIAru1eA2K+4ubPszeu1jkA369WFCY0rejQn0oA4MaeYeCZH4uASC4UbGCIBfD8bYjZTfdSBICmc4l7dAg3IPfwsxqj1AIAki/o73+3m9O9+a0DoLonWxGQs6NjIX3a1Lb7z992LgSYRQHIGgIsBgB/P3gNei7WpwowAkDls95wBaCKOQBVBYBOhCZLeYNVAXhgcCRUHb1R6nG2z90ZADIZSINGtGI8RgFApSHAF8bGQRoncgBKAUB+3jY13cAaAryjXy0omiuz7dVSP0zJgUF6hABXH7cJbjx6Lmm2RW0DIaBUHsl2yQ1YbSf1QK0A4PWHzyCYBwClILcVAGCzqkVhYjPHAHDkipPw8055RUAQAErNVPzcSAvg+dtI65vn3QgAzeMLt+oJbkBu5W6nBms0AKSFACsFgC9fv4HSg9dw7KEmALQPAbN/iSwAqEEOQDUUgCuO3BAULVCqAKQl0BebpOTQPHmDeBVgNUOAT42MgUzpXaMKsFUAYLNvd8G+fx5I7lEIACVNZGgDMQD47dYLmhYBoSkAjQKApLJz3QqFbX6gKQD5APD5q0SYuvEsXLj9BN6vVgyifAsq9iErxLIyAAwcuwluPXY/AHjtwVMI+XILZ264AgBkUQCOWHECftn5j+i6wCrAircMvNEgC+D52yDDm+y1CABN5hB36Q5uQO7iaefHaXYAeO7feKg9la0IiLsCwK4RXtBTQQjw7gHhUChHJtskogLAgRGQ/12VYDkzDQFgkrUwBBiAVQG4f3AkVGNVADbwhU+C3pMzJVVrywpitAoBVm0gMh9EA4AEUny3TVsASAPDegDAhXuvQP/fuVWASWGXehXZAeCkdWdg+pbzKZbe0rsmlMybRabl6XuJ2EOsDAADxm6Efx+/kLSPUQrAPzsHQ4WiOan9u/fkBey5eB9KF8gKXgWySY7BvsHV+0+hxgR5ALBA9gwQ4+s4B6DRIcAsOQCH/3kCZu9CAChrwmBjU1sAz9+mdo9unUMAqJup8UX2FsANCOcDqwXMCADPjI6BDGmTlFouBwDnHYRVx5RXAT5y9SE0mMGtAqwGAFx59AZ0nn+IM232mgAAEtWlo0ImrPOctDNaAVipWE74o1OwnC6ntOWvUzEF4P2El8y59JIfboYiIPsGRYLfGMYQYASAiuaQMzfRlLhWA4Dnx8RC2nfV5aVsoQQAkh9hyF6cfPHXbFz5gjDzo6pSr6Z+zgqet/etBcVyJ4UASynT7V8klQ9u76X7grQeigYCAGLvIuv/Trw0AFzYNhACDQgBFgOApM91pm2H2/EvIH2a1PDz534Q4iVMdyJmLxoAlILcLABwTbcaEPu1cTkAP/QrBuObOC4CggBQ6SrC+8xqATx/m9Uz+vYLAaC+9sa3vbMAbkA4FVgtoBcAnNc6AIIpOQBpIcBmBYD2OaDs7St10FKzCIgcALjq6E3oNF+8CrAVFIBqAsCTI6Mhc/q0rEvD6XZGKACtCgBJuLn/mE1MNmcJ62d6kIJGrCDmqw8qQfdF6hcBUdBlVW6hrUN3A4CksnN9BwpAKQBYoWgO+LNziCJ/sM47KwPAaqM3wN0nLyXtYzYAOG7NKVsxnOSrUI6MsHtAhOQ4khtopQB0VQCIOQCZpxY2NMACeP42wOgmfCUCQBM6xR26hBuQO3hZnTFqAQBJiM4H3+/hdNAoADiivi98Vt1xuCBrERA+AHz79i0sO3Td9uX/zL/xog7hAEAncwBSAWC4J/SMKiN4vxQA3NU/HArnFA8B/ntgBBQwOAQYAWCSW62qAGTNAehqAHDqBxWhxyLxwkDq7N76PYXsffwfE/QAgLTQcCl1lJhVnFUAkrDuBpWK2B5/4PIDaDJrF+dVCADZ5qOYArDqqA1wL0EaAC5oEwhBHvoXAVneKRiIWpp/0cCllKLS/hlKAGDB7BkhplxBh+GzRgPA5v7FYFxjxwrAYcuPw6+7L4tOHNoYNvYMBc/88sKs2WYmtkILOG8BPH87b0NXeAICQFfwogXHgBuQBZ1mUJf5YCGsdD749Qt/5t7QlAnOAkD7aq1yQoBfvE6EMoPXcvrOAgB9hq6Fpy8TJcfMB4AT1p6GmVsvSN5nBQBICwHWAwCSQ/MUB0VAEADqAAA1rALMDAAHRoD/WDYFIMuallyUChuwKrEQAIobWAyO0GxrJQDYI7I0dIsUDwFGBWDSnBDzf+WR6+HB01eSK9NsAJCWu1APABjtW0A2PLM3rpw+SjqF8iNVc//iMK5xeYe3KgGAG3qEys6zyNJ/bIMWUMMCeP5Ww4rWfwYCQOv70JIjwA3Ikm4zpNNGA8BZWy/Al2tPc8ZuDwDP/hsPUYxFQGgAkCVckBUA2leBJB1mhQFmBYA7+4dDEQ0UgLT8WWKTW08AeGJENGTJYFwIsJo5AEvkyQzb+tQSmFVRCLAJACCBzQEuBACnvF8Rei52bQVg76jS8P1fFzWtAqwmADw3JhbSMeYAXLD3CgzgFQGRUgAiAGT7CuNqADB4/Ga4/vAZZ/By4JpSBaAUAKRV0NUTALYIKA5jGzkGgEOXH4f/yVQAru8RCqVlFlphm5nYCi3gvAXw/O28DV3hCQgAXcGLFhwDbkAWdJpBXdYLAM5tFUBNjK01AGRRC1kJAB6++hAa8oqAdAn3hF4KQoARAGq76PhrSw8ASKpRVmWspps8ei2LgLAqAPcMiIDAca6jAHQ1AEh+/OAXCXI3AEjyOjasLB4CjACQbT91FgDObxMA1T3Yi2yw/lAn1XtSwIns4fyrxoTNcPW+vgCQ5BmM9nUcAmw0APwooDiMkQCAQ/44DnP2iIcA08awrnsolCmIIcBS8xU/N8YCeP42xu5meysCQLN5xE36gxuQmzhahWEiAARAAAiw4sgN6LKAWwWYQJmCOTLKnmVqKgBpucdkd+jdDa6kABSrAuwOAHB4PR/4PLik0mng1H2sMGFys4rQ6zfXUQB+07yyYH/QAwDSqkMrzQHorAJQCgB2j/SC7pGlU+YXf67oHQK89MA15jkopVj7++I9QV5fpQvJ1QBgrUlb4dLdBI45pOxp31iJAtAKAPDjwOIwuqFjBaASALi2ew3wLphd6fTD+9ACmloAz9+amtcyD0cAaBlXuVZHcQNyLX9qORoEgOwAkByC672rAkl8wgoD1AwBlqMApOX1s59LO/rVgqK5Mtv+idbW1QDg8RHRkNXFQ4CtCgBJReqgcZuZtjorAMBJzSpCbxcCgKQCblfeDwS9apeGH7ZrGwJsJgBI8jo2qlzUNkcPXL4PTWbt5sxXKQBY0YlQe9a/NX/1qQXF8yTt6S4LAFsHQHVP8ygAIyZvhQt39AWAhXNkhCiTKwDVAICruoZAnWk7OOuMFAYpWwgBINMfS2ykuwXw/K27yU35QgSApnSL63cKNyDX97FaI9QCAC5sGwgf8qoA6xEC/PxVIngP0a4IiFkBYOdantA7WlgFWA4ANEoBSMLmpm48Kzqd1VQAGg0AKxfPCcs6Bitauvx1KpYDUBEAdAJMSA2GNQSYVKSuPp4NAA6r5wMtTa4ARAAoPjPkFAFREwCeHR0L6dOmlpqyts9pOQBJWHfjKggAmQzooJHTCkCDAOCyjtWhcvFcgpFFTd0GZ/99wvl3rRWAZgOAb9++hZIDVnNs8ElgCRjVsJzD6TL4j2Mwd88V0TYru4RA3W+4AJCEBfsURgDo7DrE+7WxAJ6/tbGr1Z6KANBqHnOR/uIG5CKO1GEYcgFg4pu3QL7spX2XTJ2mTHAWAJ4aGQOZ0qexjf7MrXiI/uovUUvYf9FWCgB9h66FBIYqwHoCQPIFf9eACMG4aQpAswFA2uFZzIHuBABNmwNQQwD4/re7Ye8/9yV3MpKPkiTTZ7kcAcDlh6/DqJWnIGO61DChaQVZucJY3s2qxEIAqA4A3DsoAvzHcHNDKg0B1hoAdovwgh61jQ0BtrICsMqoDUCKGEld800GAGO/3g6nbj5WDACv3HsKoRO3cO7vE10GOtXyTPk3/r7DAgBp6jn7l8iBlFI+efPmLZQayAWAnwaVgJENHAPAQcuOwby/5QFAMi7fwjmkuoSfowUMsQCevw0xu+leigDQdC5xjw7hBuQeflZjlPwvlqGl88H/vvCnPvr3g9dslRFTpQIY17i8LRyKFQDOaeUPNbzyCZ777bYLMH4Ntwqw3gCQNQcgCYOrb8IQ4E61PKBPtLfAtlIKwO19a0Gx3EnhYjQFIAnLLJQjk+xpZlYAeGx4FGTLmE72eJTeYEQRkLtPXkA1uUVANASArApAOQBwaF0f+CJEmAOQ/ABQddSGFJjvlT8rbOgZptR91PtYAeDEphWgz5Kjqr7byIeRCrjdFh7mdIFU8P5RQQjwpXFxkIr8EeFdNNvqDQCfvUy0VaWfvesfQf9IXscmVcUVgAgA2WaoswrAea0DINiAEGAxBWDc19vhpM4AsEjOTFDbpwB1niZ7QU8ASH4Y9uABwM+CSsAIJwHgis4hUG86VwGIAJBtnWErYyyA529j7G62tyIANJtH3KQ/uAG5iaNVGCYrAHyV+AYqjVifcrjOnD4NHBkWBV6D1gh6QVMAigFAWhVgBIAAJMn3booC8NCVB9Bo5i6OzV0ZANKqjyqd9ggA6ZYzQxVgko8y5EuuCkbMz2IAcP2JW9B2zgHObXJUXyzzihUAEvVhXwSAVJOaGQBO23QOpmyAO5cbAAAgAElEQVSgpyQgqs6mTgBAPXIAbutTE0rkyWKz+5ID15jzUEqpwfZcvCdI68GyXmhtrAoAf+9YHapQQoARAAK8TnwDnrzvgp9Xfw+G1/d1OE0GLjsG8x0oABEAKl1leJ9RFsDzt1GWN9d7EQCayx9u0xvcgNzG1U4PlBUAnr71GGK+2s5534YeoVB7qjA811kAeHJkNGROn9b2LmdDgFkKBrCGABMVTINKRVJswAoDlBQBIS/59Qt/CPXKy1HLIABUPuWNBoCk56ULZIUp71eCckXkhTDx51rx3Jnhr761BMZQpAAslhOWd1KWm1DKG6wKQKJGrTGBDQAOqesDrSgKwLXHb0H7uVwAKKfyq9RYyOesax4BoLg1L46Ng9SpGRWAAyPAf6w6IcBnRsdAhrRJqSXELkf+lQKAXSO8gKgiky/+sxAAJlnGWQAolk9YiU9Z1nxyGwSA4tYiPxDzfwxmAYAkooREDIhdf3YOhvrTd3I+RgWgnFmLbfW2AJ6/9ba4Od+HANCcfnH5XuEG5PIuVm2ArADw7L/xEMWDfet7hAr+jXRsQZtAaP7DHk4f5YQAIwD8z3T8Sno0ANixpgf0jRGGANPCeu2dYoYQYFI586uN50Tns5oKwKPDoyC7gSHAyYOs7pEH5rcJlLWGrQoAWXMAuhwAbFIB+i51nRDgrz6oBN0XcUOASf7On3bIrwJsVQBIwrqbVStmW7f7/7kPTb/lVgFGAMi2pYkBQNYcgGYDgHWmbYcTN/TNAcgSAkwroGHvISnVJ5s3k1q9eJ0IZQZzC7CpAQDJD1MNZnABIBmX3B/Q5IwF26IFnLEAnr+dsZ7r3IsA0HV8aamR4AZkKXcZ2llWAHju33iB2m9t9xoCVaAYACR5BUl+Qf5FywGoJgAcUd8XPqv+nkMbm1UBmNxpe3voCQBJZdbCObXNAeiOAJD4leXwRQ5Vw5afgA0n/4V7vOT4YlWAFSkANcwBaDQANCwEGAGg6J57YWwcpLGgApCoOt83OQDc2rsmvJfXtUOAjQKASztUh6olhFWAnQWAl+8lQNjErZz1IlUEpGiuTBBZ1nEOQD0BIK0AW8vg92BYPcchwAN+PwoL9l4V3Sv+6BQMDREAGnpGwJfLswCev+XZy1VbIwB0Vc+afFy4AZncQSbqHisAPH/7CURO2cbp+ZpuNYBUwONfNAWgGACk5QC0B1600GP79+lZBViNEODO8w/CyqM3OSYjY3AUerZnQAQUzJHRdo8VACDJ6UNy+7BcegJAkrMyRybjioCIzVsxO606ehM6zT9I/VgsBPhO/AvwG7ORxfQpbZwJTZR6ESsAJNVL+ZUwxZ49uE5ZaF2jlODjdSduQTuz5AB0MQA49YOK0GPREY7NlSoA5QDAvwdGQIBJQoAlAWC4J/SMKpNiIyNCgN0BAIpFE4jtF6xh+1J7GQJAcQvRAOAXwSVhaD0fh2btv/QoLNwnDgBJ4RV+zmNUAErNVPzcSAvg+dtI65vn3QgAzeMLt+oJbkBu5W6nBssKAC/ceQIRk7kAcHXXGhA3TX0AeGJENGTJkJQD0FkAaOUcgMmOlQKAHWp6QD8FIcAEuhTPI14FWKkCEAFgkuccHTxZFICO7nc1AEiKF/BVMHIBIC0HoFEKwC+blId+S9kguFMbuE430wAggfc/77gEj5+/ltULZwEg2evInpd8sQKe06NiIGM65TkAJzSpAO/7OQgBRgDINA+cDQFGAAhgNgUgqZ5ddig3BJgFAPZbchQW7UcAyLRwsJElLIDnb0u4SfNOIgDU3MT4ApoFcAPCecFqAf7hqYZXXpjTKkBw+8U7TyCcBwBJMuY603YI2spRANJCgJUCQNqXUFcAgLsHhEOhHEmhuAevPIDGvCrAagDAP4/cgK4LDnF8aQYA+E3zytCF1y/Wuc1vZzUFoG4AUMMiIKwKQKJcqjmJGwZnZQA4vnF56P+76wDAKe9XhJ6LuQpAAgB/2nEJ4mUCwPNjYiFtmtQC99Lmu5oKQGcBIIG6H/gVt/WbmgPQZADwt/1XoQ9jJWqpHyR2X7gnyOurdB+2LgAMgqolcguGbUQIcLHcmSDC2zwhwE9fvgafoes4tiGFmkjBJkeXFAAkhVf433dQAah05eF9elgAz996WNn870AAaH4fuWQPcQNySbdqMihWAHjpbgLU4h3QxXLMzG8TAC1++JvTX1LRNowxB6CaAJAlB2C5YevgyQtpFQtJhN+wsn5VgJMNaBQA3Nk/HEiycbmXHAVgtwgv+HqTeBEQVQHg0CjIkdk6IcAIAOkzzwohwAgAxXcNOQCQqJ8Dx6lTBVhNALjvn/vQjFcEpEu4J/QyOAR4S++aUPJdDkCrAcDKI9fDg6evJP/ciKUTEbuRVSEq9eKlHfQDgL2jSkPncK+ULvHHYDYAmPDiNfgO4wLA1iElYbCTAJCEXTeZtYvjGgSAUjMVPzfSAnj+NtL65nk3AkDz+MKteoIbkFu526nBsgJAWqLqFZ1DoN50oQLQWQB4fEQ0ZFUQAqy1AlANAKgkB6AUAGwf5gH9Y4VVgGmqPvvJQsIuS+RJShhPqxiMANCppYUhwADAqgAk4IL/A4OY9QfFlYU2oebOAehqAHBys4rQ6zeuApDA+593ylcAnhsTC+kYFYA0AGhUCDDx6Yf+SQpABIDK90YxBaBVAWDdb7bD8evKqwDTvltZDQDGP38F5Yev50yKNjVKwqA6zikACXRtMotbbZt87yxfNIfyCYh3ogU0tACevzU0roUejQDQQs5ypa7iBuRK3tR2LKwA8Mq9p4Ik/cs7BUMDXoU20ls1AeCpm4+phUaSrWJ/mEAAyJ0rcgAgrS0CQOfWnhE5AG/HPwf/MVzFlNQoNC0C8t1u2HvpvlQXYHOvMEGKASsDwHGNy8MAFwoBNhMA7BtTBjrW9LRNj7dv30LJAasl5xdp4KwCkPi0OQJAJls7auRsCLBYNIHYO9VSAC5pHwTV3hOGADsLAP+5myBIfyAFAEkO2HDv/DB71z+iptazCvDj56+gAg8Atg0tBQPjyjqcL1IhwMTmTXlKWwSATi9BfICGFsDzt4bGtdCjEQBayFmu1FXcgFzJm9qOhRUAXr3/FGpM2MLpzB+dgqGhCwBA1hBgkgi/UeWiKTZgPVjYH3jMpAC0rxipJgCc9/dlGLTsONPE1TME+PDQ2pAzc3qmfqnRSEsASELAtvcNF3TTqgBwU68wQZEhNQDgmdExkCGt48IPUr4mkGnunsuw++I9WH3sllRz2+cIAMXNJFaYhbZepEKAzQQAO9fyhN7RDqoAO5Frk/VvDQHppfJltRnfVUOAzQYA632zA45df8SZ8FI5Fe0bawUAxSI0kt8tp49Sm96jZ6+g4giuApAFAEpVAUYAKGV5/NxsFsDzt9k8Ykx/EAAaY3e3fytuQO45BYjSZuHeK1AqXxZoF+ZBDbPiW4YVAF578BRCvuQCwGUdq0MjXkEK8nyaAnB2Sz+oWSa/wDG0IiDHhkdBtoxJudrkKABpiahTpQLoWNMDOtT0TAkr5nfCSgDwwOUHgpw47cJKwYBY4S/tUgpAKQC4o18tKJorqUqwnEtNADiteWVBcRI5fbFviwCQbjlNFYDf7oa9/0grAOUAwIFx3tA29L8qsMmjWnfiFrSbc4AzSDUA4KqjN6HT/IOypt3YRuVh4DLXKQIyqVlF6M0LAe4a4QW/KAgBlgMASfqDoHGbObY3SgFIfNoiQDwEWBIAFs0ByzuHyJpHyY2VAMDF+69CX5WKgOy6cFeQ11fRQADA2RBgBIAALApAXQHg01dQcSQXALYLLQUDJBSAUgDwt/ZBglybf3YOhgpFcyqdfngfWkBTC+D5W1PzWubhCAAt4yrX6ihuQK7lT5bR3Hz0DEInbIFXiW9tzTvV8oA+0cK8cPxnsQLA6w+fQfB47kGMlqCZPF8OAPxu2wUYt+Y0p1tqAsDkB0f5FIDvP61GNSUCQAAaLEQAyLLyxNtYRgHohDJJykKsOQA39gyDyCnbpB5n+1wOABSDTUwveteo5IBV8DZpW2W+xjQqx6yCZX6ogQ0nNq0gqChrFAC0zwH45s1bKDWQLQT41MgYyJTesRrU0ZpFAMgt7KV0OjobAiz2Y6JYf1jhqdR4CIzyo4QAG6EALJEnM9Qq4zgEWE8A+PDpS6g0cgPHhGI/TNo3kgoBXtwuCN7/jpsDEAGg1EzFz420AJ6/jbS+ed6NANA8vnCrnuAG5Fbutg2256LD8Puh65yBs4R4sALAGw+fQXUBABQmaCYdmN86AFr8yD0siH1p1wsAkn6J2YMVAE55vyI0rmJsCLAcBeDyw9eh28LDoovBvmKkUQCQQIRpDqoAq6kAPDSkNuTKgiHA/AmhqQKQMQfgxp6hEDnlL6aNe0Cst03hzL+0UgAqAQgIAMVdKabKpNlZSgFoFAAkans+mOD/6MYfT0UnQDvrHLQPAbaaArDKqA1wP+Gl5B6AAFDSRLYGegLABwkvofIoLgAUK04mBwAuahsIH3y/hzNgBIBs/sdWxlgAz9/G2N1sb0UAaDaPuEl/cANyE0fbDTN80la4eDdBMwBIFIb8UCxafhY1AODR4VGQ/V0I8MkbjyFu2nZRh9pDPVoIsP2NLgsARUJtEAByp41bAMDHz8F/rPWKgGzoEQq1pzoHANefuAVtNQgBZoUv9rMNAaA6AHBX/3DBD0/2IcB6AkDi048CStgGZlYASELpPd7lALQaAGStAvxLSz+b+o31UrJ+ac/WSgF46W6CoAK6VBEQlrHrCQDvPXkBVUdv5HSrQ00PIGpdR5dUCPDCtoHwIQJAFndjG5NYAM/fJnGEwd1AAGiwA9z19bgBuZ/ntQaAtx49h8BxXLBAy8/iygCQVMJsUtWECkCNAOD2vrWgWG5tcwBaWQFI8ldO3XAW8mbNAESpWLVELs7GY0gIMAJAjg/UyAGoBCC4BQAM94Rfdv0D8c9fy/qDK1aNl2ZnGgC0DwFOfPMWPHQKAXYaAOqQAxABoHAqKlm/tAlNwlH9SwqrADsbAqwVACRKufrTdzL9eCprAVMa333yAqrxACDJvdxXAwC4vFMwEDUtXmgBM1oAz99m9Ir+fUIAqL/N8Y0AgBuQ+02D8Mlb4eId7RSA/z5+DgE8ZREtPEMMAIr9ak8LAVaqAEx48Rp8h62T/YW3/LB1EP9C+hBrFAAkh+DCOTPZxkUNAVYIAO3DxWghwEoBIKmYOvgPtirAegLAg0NqQ26VQoBvk/UwblNKbjhyMCQHRPsLASDYwiSJWkrqWt8jFKIYFYD9Y72BhJfxL5oCUAw2SfWH1Y9izxndsBzzGpDTF6PaTmhaQVBQoqtBANBeASgHAJ4cGQ2Z06d1aEJHa1YKAPKBhyAEGAGgzfbO5gA0SgEoBgDrT98BR68prwLsCgDwTvwL8BvDVQCqAQAXtAmE5j9wQ4ARABr1VwDfy2IBPH+zWMn12yAAdH0fm3KEuAGZ0i2adipi8la4oCEApCkAaeEZagDAI8OiIEempCrAckKA3QMA3ocms7hJsduGloKBlGp7UiHAVgCAX39YyWEeQzmLSk0ASJR/X/NyF/IPtggA2QHguu6hEP0VWwiwFQDgqIblYAgjBJczh41qO6FJBei79Cjn9XoAwJ39wwXFp5wBgOTvWPu5B+D87SfwoX9xGN2gHKROnSplXI7WLIG6HweKhwBLAkAdcgCSYjqe+bPaxrN431WBz8Tmj1S+4F3n7wry+iqdi04DwM/9oJa3/iHAegLAXrVLQ5cIL6Z5KeYHPRWAt+Ofg/8YboQISyE6qRBgWkE5BIBKVx7ep4cF8Pyth5XN/w4EgOb3kUv2EDcgl3Srw0EZAQBpv86STs5rHQAf8YqAiP1q//1fF2Dsam4VYLMCwEnNKkJTA0KAuQpAFwOA4Z4wbfN50bltVgA4ZcNZQfESPQFg0VyZYEe/cIHdiDJRdg5AJ8CE1E7LqgBc270GxHwlnuvT/j0IAKWsrv7nNADYJdwTZmscAkwDgPYhwK8T34DnoDVMAyYKwKHLT8CSA9dS2vPzuiEApJsSASAAiXgIKJVHYCAtFICWA4CUvzuda3lC7+gyDtemJACkFJT7o1MwVMIQYKY9DxvpbwE8f+tvczO+EQGgGb3iBn3CDcgNnMwbohEAkFbtVy4ApIUA2wPAEzceQZ1pO0Qdag9dtFYAuhoAtM8XZVgIsI4A8MDgSMiTNYMqm4PRCkAyiDoVCsGwej6QP1vGlDHRQvWlBmyGKsByAKA9ALIfm5lCgEc18IUhy09Imd4yn6sJAE+NjIFM6dMIxk6Db2oDQJ+h3BQRlYvnhGUdg1P6wgoA/754T1CdlF/0wIgqwO6gAPz582oQ7l2Aee2olQNQKwB48c4TCJ+8jTMeNQAgUco1mKFPDkDa3x3yA0GvKOcAIO3HZASAzFMfGxpgATx/G2B0E74SAaAJneIOXcINyB28zB1j5JRttrAm+0sqrIe05X85ruGVF+a0ChAYkBYCLAsAioTtUAHg0CjIkTkpBFhNAHhpXByk+j975x0fRdHG8Yfee1WpCb1DQgmBkJAAAUGlifQuVaUjvYOALyIiRaqAgAKCokjvkBB676GK9N7r+5k9EmbvZm9m9nb3dvdm/1Fys7Mzz8zO7nz39zxPgnfuXnGdZI0BaFYA2L5yXhjwYRGXMaO5AAsAqH6dmLj+FExcf9rt/aanC3DcheuW/gC+a1TKtACw0fQo2MUQA/CfrypDze/ZFIACAKqft2rP9BYA3N43DCqN3SRrtloF4NFhNVxixJbJlR5+FwBQMS5fnOHNpAC0EwBE4Ay5av9v3SlLA8D/7j2BoDEbZX1AIQJ6CACodskV51nUAmL/bdGB07jZAgBqbFBRHZsFxALEZic7lbIqACS6AKsEgA+fvYRibpKAeAoAxzcoAQ0Dc8ZPG1ZlAQ5iuy7cB38d+s8FHLmri+YCbDYAOD/6AnP8M7RJMMoFWEsF4PfrT8N36+WbNiNdgJVAv9kUgKwAcNWXlaHWJM8A4Lpj16D9vD2ye8tbSUCGf1xUcje1yzG2fnHou+ywrDvIxe/nKP4swDwKQL0BIMrcvaxTRaY1HcV1bP42BiBJAYgS0yD39LjDOwrAEMiXNY3UBLvGAPQWAEQxjyto6AJ8+c5jKUvv7UfPXZYJqykA9QKAC9qWh2azdsnss7xzRSidK4NdllbRD5tZQOy/bTagKrsjAKBKw4nTPLOAWIA8s58Vz642YQuc1kABWClfZljQzlUBSHrB00IBaCQAjB1dSxbwPW6ciw9dAw+e0rMAewsAIje4D+KzALvGAKzonwnG1CsOuTOlkk1dmgIQdxcjuQBv7R0GuTKl5L4dzAoA9wyMgMwauQBP2nAaUBxAJRCH/m6EAhBdBwePZgOArDEA//6ykltXf9zOeBII/O9mcgEe9lFRGPKnAICkxUMpGy/pfqEBwBevXkN+xhiAJAVgYO4MsNSmAPDX3RddoK3SYk7zFjCTAnBWy0AIL2y8C7ASAPx48nY4qCILcO8lB2EJFo8SHxsBAB3WmN+2HDSfFSMAIPdbmDjBWxYQ+29vWd5c1xUA0Fzj4TOtEQuQzwx1fEerf7cFTl3z3AVYCwBI+mo7R8EFmAQADwyuBulTJpX6xuMCTFMAKgLAIWvgwTNrAMA9529Dg2nyLMDITokSJgCUpbJxuVzxc8IKABDFCfrBoCQgAgCS10UzxADUCwAqqc14nhCsSl+8TrsBwG/qFYevf9dGAcgDALf1CYPK45RdgHkA4JFhNVwU4mXzZIAlHY1RAKLEBSh+mZqDdQ6u7/FOAaglANxx5qZLYi81/XD+YIHXUWbEOqIazvk6dgGA7sZUCwCI5tonBsUAJH0g1iIG4Lw25aDFbAEA1d5r4jzjLSD238bb3IxXFADQjKPiA20SC5APDLJTF7UCgOXyZoS5rctCyqSJZVfgUQCSAKCS2w4NAB759x7U/oEtCQgNAJ4dXUsCZc4HawzAcQ1KwKdecAHGFYBKADCuT7iSQwBA+UhrCQB/2HDaJW6TGVyASbE6aauhngCQ1QX4ry8qub3P8T4oKQBJLsACANJGn+13EgDsEuYP86IuMKmn8asgJV6qZPLnC/qdBET0BoDl8mSE3zoGxTfPHZRBiV2aB+WRykbH3oLPfoqWGa9DFT/oV7OwYl0lPci2zQoA13UPgfzZHC7AAgA6hoLVdrQ7YVH7ChDk75oFGCXaOHjprux0mqKS1i5fAYD9fj8Ei2IuKZr+5zbloKUTAPy9c0UoI1yAadNV/O4lC4j9t5cMb7LLCgBosgHxleaIBchXRvpdP7UCgHE1Omc0JAFAUoY2dL4AgPL5h28Gvli0H1YevOKyWXC3SVELAFfs/xe6/XpA8WbA1SIkWGiEC7CRCsDdAyIgSxptsgALAMi2xuoBAHvXKAhdwvK5NMBMAHBonSIwdOUxNiNZoBQKMdDPSQEoAcCdF5jU03gXtQSAz1++hgID/2GyIEkBiD54/dZBAEAasDJCAVh6+Fq48/gFdSxntgiEiCLGuwALAKg8NFfuPoGK38iTgLAoAAUApE53UcBiFhD7b4sNmE7NFQBQJ8OKat1bQCxAvjdDany3FU5ee+AClmiWcAeekPoiZ0ZHDDjSC57ZAOCDpy+g+NC1il0+M6omJE6U0OV31hiAWigArQQAt/QOdYkrSJtP6HeeGIBWBYCTN56Gb9eaLwagGgUgGrNmFXJBjaLZoXL+LCxDzFyGFQCu7FoJ6kxWVvriF+QBgErupswdUKkgEgBQ2cIIxKXWSAHoKQAsnzcj/CoAIDULsACAAAIAGg8AkTdKqzm7ZRcWCkCep5coa7QFxP7baIub83oCAJpzXGzfKrEA2X6IXTqoBwDsFpEfukUUUASASklAPFUA7h9UDTKkcsQA5HEB1h0A1i8Bn5Y1PguwXgpA3F2MlARENQCMOg+DGDOg0gDgxEal3KoYee50LRWAP246A+PXnHQL3L2RBEQtAIzrCAJxxXOk4zGr27Kf/RQF0bG3qfX92TVYyojJcigBwPXHrkE7pyzA3gKAQ+oUgWE2VwB2DvWH+cgFmCF+Kj6u3gKAh4dWd/lAVMEvIyz+nE0BiDI7t3DnAhziB/1qKbsAGxED0BdcgGe0CIRqXlAALmxfHir6Z3ZZovRwAe5RrQB8GZ4//lpq3JhRtty6U3YqLqk01SfLWhxXRi8F4JzWZaG1AIA8QyHKetkCYv/t5QEwyeUFADTJQPhaM8QC5GsjDhA5cSucuKqtAtBuAPD0qJqQxBMFoJcAIMqEmSODQ4nJEwOQ5gKMbxZJLsBGAMCuYflg8qYzijfsd41KQvdfD2pyQ8cMCIesaZJrUpddAWDpXOlheWd1iQpIhmVVAGoBAEkuwAIAajLdYXTd4tB/uTwJiBkA4LOXr6DgwNVMnfQFALi2ewgUeBsDcHHMRZfELUqGosGg7advQrNZu5jsTCukdC3WJCACANIs7PjdFgCwVVloPVeuAFzWqSIE5M7AZgRRSljAYAuI/bfBBjfp5QQANOnA2L1ZdliA3rx5AwtjLsKu2NsQWjAL1CuTw+7D5lH/vAEAlVyA57ctB81nyTO3KWXuIyUB0UsBeGpkTUiaWL0L8Nj6xaFR2XdZdlm/ynsaAxAHgLvP34aGhCzAcZMHv5YAgPJbSgBAtiWGBgPYanGUYgWAf3QJBqSkYTms4AI8uHYRGP6XfWIAjqpbDAYsPyIbHgkARvMnAUEgLk3yJC5DrSYJiKcAMMgvEyz6vEJ8W9yt6TQFIKqkTXBe6FWjgJREy7kuIxSAAgC6riCsz2na2iMUgMoWIikA0ce9XjUKujUrLQYgSh7XZu4eWR0CANJmqvjdmxaww/7bm/azy7UFALTLSFqsH3ZYgFCiBBQvLe5A2cCqFNA2PpXFhtVtc/UGgP/efQLBTkGe9QKA+wZVg4wqXIDvP30BJdzEALQqAMRdgLUEgPhmkaQA3NwrFPJkTsV9m8zncAGmKQAnfFoSevxmPgXglM1nYNxq87kAk5L18A6gNwDgii7B8IkOAFAp4QSPTdQABJ8BgCpcgHkAIEpEFDJ+k2y4+kYWApSkCh2eAsCK/plgYXs2ADjso6LQsqIjC3DU2VvQeIY8C3BcI1sE5YbhHxcTAFDhJvNUAfhT8wCoXjQ78y2s5v4lVa4EANG6dcCEWYCNVACS3g8FAGSeoqKgjSxgh/23jYbDa10RANBrpvftC9thAXJ+acucOhnsGRjh2wPrpvc1v98Gx/+7LyvBspF393L8VXh+6F7NEQOQ9IKnFAOQRwE4Y2ssjFp1XNZuvQDgyZGRkCxxIhcrsiYBsZoCcPn+y27dZ30OAPYPh6xptXEBnrr5LIxdfcLt/eaNGIBmA4CsMQBpm1Xc0L2qF4CuVd/Fx4r7jRQDUABAbR6ZJAUggnALVADAQ0OrQ1pGBSANAD598QoKDWJzAUbXdf5AFJwvE/zSTlsAiCyOnr3eUACu6RYCBbOnkQad1wX49es38Ozla0klnyhhAtnEMZMLsNcAYLvyUDGfawxAPQCg1WIAkt4PtcgCjDxH2v7srAAMgoDcGbVZ2EQtwgIaW8AO+2+NTeKT1QkA6JPD7v1O22EBIm2eWYCW963vnRZ4AwBqoQC0EgD8pl5x+KycdVyABQCU34sxAgAyLU5arrO+CgAH1S4CI2zuAmwHAFgpX2ZY0K58/H3hDtqzKgCtCAAPDqkOHefvhajYW1AiRzqY2SJQ9rHETABwevMAKWM566GZAtBiABBly61nUBIQvRSAaB46J3Za1kkAQNa5L8oZbwE77L+Nt5r9rigAoP3G1BI9ssMCJAAg31TTAwDiSUA8dQFGL3IRhMx9JAC4d2AEZEqdTDIATxZgmgvwiRGRkDyJegWg3QAgrhbR0gV4XtR5GDZtIpwAACAASURBVMyYBbhLmD/8uOms4mT/X8OS0HOJRi7AAgAyLSreAIC0zSrecB4FoFLGWSZDvC2kBiAM/LAwjPxbrmzmuabZyo78pBgMXCGPAagWACLYlC4FWwxAlIioyvjNMnPgLsCeKgD9MqeC1d1C4mPDuhvroXWKQKvgvFJb3LkAmwUALoq5CP1+lyduUZpXzi7raF3uXaNQfHEBAAGQx4OVFIC0NVXLdV4vAIgSvrR3yuwuAKDZng6iPbgF7LD/FiPquQUEAPTchqIGFRawwwIkACDfwNf6fhscM9gFWEkBOK9NOWgxW54EhAcA7h4QAVnSOADg4cv3oM7k7YrGwF9ifQEAxpy7DZ9Oj2KyB00BSAOAm3qFQl4VMQC1BIDfNiwJvTQCgLv6h0M2jVyAp205C9/8I1yAaasUqwIQBXavP3UnrTrp957VCsAX4WwuwAIAMpmUWmjEJ8VgkBMA7FjFH35BSUCevaSejxcwEwBE7Sr8XlpAYStQmBFfBYCkAcSfrdtO33BJ7MU16FhhT2MAeksBiN53gi3kAmwkALx85zFUGiuP1ckWA/AwIFCtdCB378/n75X9vLRjEATmES7Aau8/cZ6+FrDD/ltfC/lG7QIA+sY4m66XdliAlADgrO3n4MdNZyBrmmQw8bNSUCh7WtPZ3xsN0hsAkl7w9AKAExuVgk9Kf8ANAO89eQElh61VNL+nCsAx9YpDYy+7ANMA4LkxtSBBAkf8JgEA5VNBSwA4fctZGGNCAEjKxsi7HmmpDGEHgEFQf6oy2HbuA1LYtQjKI8vqTYoBKAAg7+iTy9sBACLwqPR8+DI8P6C4a6wAcOfZm9Bkxi5F43orBuDqbpXj34l4FIBWAoDTmgVAZLHs8ObNG7j16DmkTpaYqOyP65MaBS/JHgIAKq8legFABHs7CACozSIuajHEAnbYfxtiKJtfRABAmw+wWbtnhwWI9NK28+uqUBHLRBtWMAvMaV3OrMNgaLs+nLQNjl7RLwmIkQAQd/HjUQAKAAgQO7oWJHwbwJ0GAPHNIskF2AwKwPENSkDvpYc0uZe0BIA/bT0Lo1eZTwHoKwAQTYiGATlgfMOS8XNDAEBNbhNiJZoCwMHVIV1KNhdglIk89FttXIDdAUDUaRK0w42BuwALAKh+rnmqAEQAsGqhrNBpwV7YcOI6ZE+bHGa1CoSi76cjNkpvAFh3yg7Yf/Gu7NosH1HctUuLJCA0VTVLG1lHWT0APASLYi4pXkYAQNYREOXMYgE77L/NYksrt0MAQCuPnoXbbocFiPRy1K5SXpi5/Rz3i5aFh5K56bV/2AZH/jUvAESxXKoxxgDsXaMgdAnLJ/VdSwB4fHgkpEiqPgagFRSAZ0fXis/g+Pu+y9DjN+X4eb4GAKP7hUP2dNpkASbFrnTeUHkjC7BVASBy62owjV0BGLcw4jYnAcDDQ6tDGkLGWeaFFcCtKkypngG1CrtkN+e5ptnKjvi4KAxyiuvZoYofLIy+yO8CrCEAfPL8FRQezJYF2FMAOKROEWj9NgagGgBYOld6WN45WNXQskIs31AAlpFs2HHBvnhbuvsYzGo72sAsaFseKuV3zQKsBwDsHlEAvop4F+ZATR/sAAAR7O24QLgA0+am+N08FrDD/ts81rRuSwQAtO7YWbrldliASC88LYNyw89RF0wJAC/cegSjVx2Hl6/eQO/Igoa7JusBAPEkIJ4qAJUAICmW2tc1CwGKL2U2ADi6bnFoUt74LMDb+oRBzowpJXvQXIDPjKoJiRMllMp6CgA39qwCfllSc6+FWsYA1FIBKAAg21BqqQxp/FO0lFmUdizpGAQNPQSAG45fg7Y/75FdylsAsH+tQi4KUZoNzPy7lgDwwOBqkD5lUpfukp75NAWglQBgqZzpYUUXfQHgP19VlmIaosO+LsBl4PsNZ+A4Y8xjNfCMdC8qAcB6U3bAPo0VgHYAgM6JZEg2RUlq3MUAnNasjAz0ojrQs6KsiAFo5seFT7fNDvtvnx5AjTovAKBGhhTV8FnADgsQ6aWtRVBumGdSAIgDuA/Sp4DtfcPiY7HxjZ660noAwK/C80P3agWkBl26/Rgqj5MHeVaKAfhzm3LQ0ikJiBIARPEcx685Kes0Us+0D/HTHAAeG14DUiZN7GLg4kPXwIOn9ED2VgCAp0bWjI+LRgOA+GaR5AKsFgD+vPM8DPnzKNNE7hzqD1M2K2cBHtegBPTRyAVYSwA4c1usS5ZXoQB0HXLWGIC/dQhym9xGaTKZVQFoNwA4/OOiLpm91SoAeQAgCkMQ5sYFmAsADq4OJYcrx4iluQB7qgA0GgAu3HUR+i9nywJMur/we2vrqRsuib2YFnhCIc9dgMvAxPWn4cTVB7LaleoVAJA8Ulp+6CG9H2oBAKc2LQOdfnmn9BQAUO1dJ84zygJ22H8bZSs7X0cAQDuPron7ZocFyEoA8O7j51Bq+DrZjPizazCUyJHesFmidwxAvQDgpA2nYcK6UzI7oQD/7So7AOChy3fho8k7FO2Iv8Tee/zC7Qbv6LAakCqZ9QAggsk5MjgUgLtib0Gjn6IV7XFyZCQkS+xwc7YFAKxfAvos0yYGYFS/qvBeuhSa3JNmBYD/3n0CwVicVDWd1XJjyAoAf/28gtt5rRYAHhpaHdJ6wQXYJwBgiB8gyMSbBXj/oGqQIRWbApAEAHGFuJEAcHDtItCmUl5pKprVBRj/qGNXAIig0Pcb2AAgShSSt98qNcugyzkoU3Tl/Flc/q6HAlCbGIDuEytpuc6T3g+1yAJsFQD4/OVr2HzyOmRKnRQCcosMxZrccBatxA77b4ua3lTNFgDQC8Nx8+ZNmD17Nvzxxx9w9uxZuHPnDmTKlAly5swJISEhUK9ePQgKCnLbsqioKJgyZQps27YNrl69ChkyZICSJUtCq1at4LPPPmPu1eLFi2HOnDlw6NAhqR3Zs2eHypUrQ5cuXaBChQrM9fAWtMMCRAKAzSvkhvnR5nMBvvXwGQSMXC8bpsWfV4AKfpl4h051eW8AQOQS02yWayZEkgLwp+YBUL1odpf+IfiHICB+4EoLIwBgiaFr4D6DAnBU3WLQtHzu+KayKgvwF+0vFu2HlQevyPpLU57gLsA0AIhnOhYAUD7dBABkW1603BiyAkC0Xn7mBmyzAECSC7AAgGxjTis17KOiLqreDl4CgH0jC0GnUEeIiMfPX0KRwWtozZd+P+ihAlAGAM/chCYz+bIAGxEDcNWXlaHI+w4XYAEAQcoUbEUAqI0LsHcBoF4KQKQWL5fXPJANzTEUv3bvhTvSfYd/wGZamEQhW1nADvtvWw2IlzojAKDBhl+yZAl06tQJbt1Sjjn08ccfw4oVKxRbNnz4cBg2bBi8fv2aWKZOnTrw22+/QfLkysHknz59Cg0bNoS//vqLWEfChAlh6NChMGjQIF0sZIcFiARXmlXIBQuiL7rAE12MyFHp7UfPocwIuQJwYfvyUNHfNWA0R7VcRa0KAL9ffxq+Wy9XAOLJNrQEgEeG1YDUHigAtQCAXy7aD38aBACX7b0MPZcoJwGhuQBv6FkF/FXEANTSBXhs/eLQd5l6Nzb8JtISAM7afg5G/HXM7VrkjSQgZlMAssYAXNS+AjSeoaxstRoA7FezEIz5R54lmmtBN1lhJQD4y66L8PAZPXwC3h0eBSAKQ1D1f1tk1lALAJHrsbNSH6+Y9iFGAMAYTWalpy7ASBWGXIBPXqO7AAsAqJxYScsPPUa6AJsNAO44cxOaOn0M0NK2mtx0ohLDLGCH/bdhxrLxhQQANHBw582bB61bt5bAXdasWSUQWKlSJciYMaOk4kNqwJUrV0K6dOkAgULSMXPmTGjfvr30k7+/P/Tv3x+KFy8OV65cge+//x42bXLEQGvatCksWLBAsXfo94ULF0q/h4WFwVdffQXvv/8+HD58GEaPHi21BR0zZsyAdu3aaW4lOyxApM1z0/K5AG04nF/aNTcgZ4V3Hj2H0s4AsF15qJjPOABY6/ttcIwxKDbePXeQghYDUAsF4JI9l6C3U4w3/AXPTABw5CfFoFkFcysA8TiHNACIq0VIMQDtBgB3fl0V3k+vjQvw7O3nYLgAgNSVkhUAog8mTWYoK6rUAkCU+TVdiiTUdrorwKr0xetAbqrfCABINOu+QdUgI6MLMAkA4i7APApATwHgoNpFoG2cC7BQAKq+pzwFgFOQC7AXAOC8NuUgpIAxLsB2UACi+L59Igu5nSe0JCAkF2CzAcDv1p2SXNLNti9RfYOKEz2ygB323x4ZQJwsWUAAQIMmwvHjx6F06dLw7NkzycU2DvSRLv/8+XNImtQ1/szdu3chb968gP6bK1cu2Lt3L2TO/A7gvHr1CurWrSvVjY4tW7ZILsXOB/p7aGio9GekFly+fDkkSuSIyYUO5KIcEBAAFy9elFyLY2NjIX16bWPF2WEBIm26UAZW5NZitgctKfacUsY4vW6Jmt9vY86Kh7dBDwA4t3VZaDVnt6yrSi7AS/dehl5OKjUUD6z8W/dpLQGgUkZQ1iQgVgCAeJxDbwHAuTvOwdCVcnWc0rxHrnxT3SQB0VIBqDcAPDemlizxj1EKQPy6VlUALmxX3q1LpdL8wWHCxhPXoM1ceRZgAQC1eeKQFICfh/jBIhUxAD0FgLgC8NGzl1B0CJsLsK8BwF92XYABy4+ongBmTQKCAODE9afg1LWH1HdBLRWASgCw/tSd8e6fcQ1iUYC5ez5oAQCXdgySXFNZ1k7Vk+TtiSQFoBYAEI11Z6ckIPj7oaft1uL8CWtPwqSNZ6hzUYtriTrMbwE77L/Nb2Xzt1AAQIPGKCIiAjZs2CABOwQDcXDH2oTx48dDnz59pOKLFi0ixvpDN3aePHkAwcDatWvHw0D8Gh9++CGsWrVKgn7nz5+HHDlyuDQBxQZs3Lix9Pdvv/0WevbsydpMpnJ2WIBIL0eNy+WCRTFkALj/4h24++QFVM6XGRInSshkJ60K3XvyAkoOk2cXVHpZ1OqazvXYCQDi8RMPXroLH//IlgSElIwFt5MSAGSNAagXAEQAx12cIp4YgLibs6cAcH2PKpAva2ruKaslAPymXnH4+ndtXIC1BIBzdpyDYU6QM3Z0LUiYMEG8vbwBAC/feQyVxsqzdfMOIMvmlbVOVgWgUkZx2nXwtpJiAHoLACJINXa1fVyAh9Yp4gL11QLAvQMjIFPqZC5DS7pfaC7AAgDKzfj3l5Wg6PvppD9qCQC3nLoBLWebwwX4xyYOAHj6ugCA7tZHbwNAlhiAKEu180d9vE9WAIDfrjkJkzcJAEh7VvvK73bYf/vKWOnZTwEA9bTu27pPnDgBhQsXlv6F4uoNGTJE1VWDg4Nh586dkDZtWrhx4wZRJYgqjoyMhDVr1kCyZMkkNV/q1O82yA8fPpTgI1IionL//PMPsS1IhZglSxa4f/8+VKxYEXbsUAYcajpjhwWIBwBO23I23t2qcv7MML9teTVmU30OSQGIEmFUIbiLqL4I5USzA8DpzQOgBiEJCEkBiOKBBfk7EqhoCQCVEgKwAsARnxQDlIgm7mB1DcQhBSkGIA8AjI695TZZAg45aQAQ3yySXIDNAABRPEjkJqTFsePrqvCBRi7AJMh5dnQtSCQAoGyoWAGgUjgB2rjj6kcBAGnWUv87SszkDLyNAIAoDEG4mxiAPAAQxR50DtWBW4QWAxAP7k+K+0Wry4gkIAIAyue4lgpApXc6oQAE8GUF4LjVJ2CKkxeDlh/R1K/a4kxvWMAO+29v2M1u1xQA0IARHTFiBAwePFi60tGjR6FIkSLS/6OsuwjQoRiAKAuwuwMBuVSpUsHLly+hRo0asHr1asXiY8aMkWIDomPjxo1SjL+4A/07PDxc+icq9/XXXyvWg66zdu1aSJw4MTx+/BiSJPEsThF+ITssQGQAmBMWxVyS2ZT00r68c0UonSuDAbPPcQmS8gy5wYYWzGpYGyInboUTV+lBsZ0bxOoCfPHWYwgZL1cWKW3aSS7ASgCQFAMQT6AiACAArgCkAUBc8SQAoHy26w0Az4yqKVMfCwUggN4AEFddEgHg4OqQLqVnz1ZW0I/PNrspAEkAsH3lvLA45hI84EwCsmdgBGRmVACSACAeAxAlICnG6AIsACDf6wgOMcymAESJw84YrAA0EgB2i8gP3SIKxA+YmjXI2wpAvVyAcQ8RvhmtT2kU6xWJEPDDL0sqKJA1DaDEcSS1sz4tEbWawQJ22H+bwY5Wb4MAgAaMYJzLLUrugaAfSr4xbtw4OHToUPzVUWy/li1bSq62uGIvrgACh8WKFZP+iRJ2TJw4UbHlKKZfvXr1pN9//PFH6Ny5c3xZ9O+uXbtK/0blPvnkE8V60HUmTZok/Y6DSy1MZocFiPTC81nZnLB4Nx0A4l/qtbAnrQ5SEpA5rcpCWCEBAONsxwUAsQQqWgJAJXdAIxWAXyzaDyudsgBrqQDE+0hSV+Jz2QoKwNF1iwNyE9Li0BIAkjId4wCQpjxhUQiwbvpwCGZVF+D5bctB81n8Loa4zYkxAL0EAPtEFoRxq09qMW1NUYeZACAeA1AAQPn0+OuLSlDsA3u7AE9uUhpQ4oWzNx7JOk9aU1+/fgN+/Vdpcg9ZDQAu6RgEDQ2KAUj6QMwCAGkuwMjdu8vCfbLxMxsAHPPPcZi+JZY4x9pVygsDaztEKeLwDQvYYf/tGyOlby8FANTXvlLtCO6hWHslS5aUsv4iCKd0IMiH3HdRRl78QIq/mjVrSn9CsQB79eqlWMeePXugbNmy0u9I4YeUfnEH+vfYsWOlf+7evRsCAwMV60Gx/3r37i39jq6PFIGsB1pg3B3//fcflCtXTipy6dIlYhxC1mt5qxxp89soMCf8uocOAAfUKgztQ/wMa/rtR8+hjFMW4NmtAqFqoWyGtcFOCkAUDyz4bQZlUwHAj4tC86A88WPKCmjwjQkJACKA426TolYB6DkADIF8WdNwz2GeGIAdq/i7fD3HL2glAHh6VE1I8jb+KA0AOicMIRmZdX6ZGQA2mRENO8/eos4hFDO1hYoYY7jNzQQAe9coCOPX2AcADq5dxCXrNVIAIkU+gnA8x+4BEZAlDVsMQBSGIGLCFln1AgAqW1sAQLlttASASl4dergAa6EAFACQZ1VSX3b0quPw01YyAES1snzsU391cabZLCAAoNlGxDvtEQDQALsj5R+KpYdi8qHYeyij7jfffCOp9FA8v8OHD0suwnHx+FDMvW3btkHChO8SRSxZsgQ+/fRTqbVTp06Fjh07KrYcJRmJczNGar8ffvghvmyXLl1gypQp0r9RuUKFCinWg64Tpx5cunQp1K9fn9laCRK8CzRPO8lOAPDTwBzw2x45/CS5AOMuQjT7aPE7CQDObBEIEUV8EwDOaV0WWjtlAZ7WLAAii2V3MTfJBRjPoHzg0l34hDEJCEmJiV/woIIaiFkBqAEAJMUA9BYAxDeL5BiA6gAgKUGG0n1GA4DIhcaTTJb4dbf3DYMcGVJqccvDvKjzMPiPo7K6To2sCUkTO54r3gKApFhMvB3WcsPCCgCRukZNkgHc5iQAiDK/pk+ZlNcEsvKsIBY/yRcAIFK3IEW+0QAQf74/ePoCig+VJ+BSGmyUfdj5Qx1eVu8YgGVypYffOwermouscxBf0xdEX4CBK7TJAmwmF+AfGpcG5AIca7ACUAkANpi6E/ZcuCMbV5Y11N2YCgDoMKcVFIAj/zoGM7efU7yvWeaCqkVBnGRKCwgAaMphMbxRAgAaYHIUQw9l5UUHyry7fft2qFChguzKr1+/lrL2xkFABPwaNGgQX2b+/PnQokUL6d+zZs2CNm3aKLY8NjYW/P39pd/btm0LM2fOjC+L/j179mzp32fPngU/P2UVGiqHyqMDXb9Zs2bM1vJVANgwIAcs2UsHgMj9qnNoPmZ7elrw1sNnEDByvayan5oHQHVC0gtPr6V0vpkUgJ4CQOQOWDl/FqmrWgJAJRhgJQAYdfYWNJ4RrTiNcMhJUwBaAQCizMuebGJxQ2kJAOdHnYdBTgDw5MhISJY4kXRJTwDg1XtP4a9DV2Dk38eZlgs8+YjZACBrDEBS3FCWzp8YEQnJkzhsLgAgi8XUlRlUuwiM+OuY7GRvAUBcAWglAGhEEhC9AODmk9ehldNHPXUzSVkRheAs+phKOyQAuO4UxN401gXYSAD4VXh+6F7NsxiANAUgiwqdNhZxvxvpAowniWNtn57lhq88BrN3CACop42tVLcAgFYaLf3aKgCgfraNrxnF9Hv0yPEi8Nlnn8GiRYuIV8Xj/CF14LJly+LLWU0B6KsuwKwAEKkvuoQZBwBvPnwGgU4AUCnmnV63hN4A8MKtR1Bl/GZZ85WSgPAAwN/2XII+S9/F60QXQO6AIW8zKJsJAA7/uCi0UOECjL9oe6oAFABQ/R2kKQCMvgCDnNQ1OIyiuZ7hbrt4j5CaKmTcJqaNcNx5dgCApDWDZaQFAGSxkudltASAMQPCIWua5C6NIimi1vcIgYgJW2VlzQAAt5++Cc1m7VI0LElNKACgw1xKiiizA0C0RoURErvpoQC0AwDsFOoP6F51d6iJAWg2ADhs5VGYs+O827XA8xVY1GAVCwgAaJWR0redAgDqa1+p9vfeew+uXr0q/f/PP/8cr+QjXTpHjhzw77//Qs6cOeHixYvxRawWA5BmVjssQKTNQIOAHIBUTfhBetHuWa0AfBGen2YmzX6/8eAZlB0lVwAKALhbZl8lF2ASAMSDbWsJAFEWyAypXN0BWRWAegFABHD83QQq39o7DHJlcriuGgkA13UPgfzZ+GMAaukCrKUCEI+l6OnNT3Kv0wIAomyCKKsgz2FmAMjqAoySJrWeK18zWGxwfHgkpEiqrABUuudZ6o4rw+p+idfZq3oB+HbtKZ7LmLosSqzlrEhtWykv/KrCBdhTAIi7AN9/+gJKGOQCjMcWVgMArewCbCYF4KS3CsBzBisAlQBgw2k7Yfd5bV2AtQCAv3UIgk+nRymuK1oqAEkfiLUAgCjhS9eF+2V9MBsAHPrnUZi7UwBAUz/ADGycHfbfBprLtpcSANCAoUXJLlDCDXRs2LABqlatqnjVoKAgiI6OluIFPn36NL7ckSNHoHjx4tK/PckCPHnyZPjiiy+kesycBRipU2Zsi4Vtp29CkH8mQHG4EiVkjytowLACadNVv0wOWLaPDgCd46fo3d7rD55CuVEbZJcx2gW4xndb4eS1B7I2sMQecbe5xV9CSS94Spk7yQrAMhBZ7D2XoSABQPxFWwBAgPfSJYcC2dLA4DpF4Pr9Z8wuwKT4ivgA0FyAjQCAHar4KWbQQ20d8UkxF6Wd2vtZSwA430MFIA7t8P60nbsbNpy4ztVFOwBAlDSpzdw9XP1GhY8OqwGpkiWWztt04roLRBQAkNukxBM0BYD9wyFrWvUKQLUAcO/ACJdQHXhnaTEABQDkB/SkyeSpAhABwAlrT8L5W4+p7zs0JTbP3WEkAPwyPD/08NAF2NsAUIsswCQAuLB9eajon5ln6HQtKwCgrua1XOUCAFpuyHRpsACAuphVXmnr1q1h7ty50h/Xrl0L1apVU7xqHCxMlSoVPHz4ML7c8+fPIWXKlFIsQZSNFykClQ6U9bd///7Szxs3boSwsLD4oujf4eHh0r9ROZQVWOlA10HtRTEMkQtz0qSeBSrHr0NbgP4+9B90Wbgv/pTvPysFH5f6wIDRYr8Eq+qC9NLu/PLEflV1JUkAcEaLQKhmYBIQNQCQFqdMNQAkqHmmNeMAgK3KQlihrNJg7L94B+pO2ak4MPhmgpSMBT8RBYHP6IECcNhHRaFlRf4swDQXYJoCMK4PyIWsT41CbgEgHufQDgCQBgh57lgrAMD28/bAumPXeLoFZ0bVhMRvsw97MwYgCoWA1It3Hz+HrlXzQ6mc6YFVATirZSC0/ZkfAB4ZVgNSmxAAIhX6/9YJBSBpIsdwAED0EaLad3IXYAEAlZeHlV0rQfEc6aQCpI8UPAsL/mw1kwIQva+iGICGA0DsvQS3ox4KQCMAoFIYCp45EldWrQJwwPLD8Muud95Yzte2AgAULsBqZox9z6Htv+3bc9Ez3AICABowH+bMmROftIOWwTdz5sxw69YtKFCgAJw8eVLWOpQdOCoqSsocfOPGDUUgFxkZCWvWrJFUhKhcmjTvXOQePHgA6BoIKKJycUlHnM2Afs+SJYuUvRipEnfuVAYcakxIW4D8+v0Nr9/Ia2ZRi6lpi9pzPAGAX1TNBz2rF1R7ae7zrt9/CuVGyxWAdgCA+Evo+ZuPIPRbxhiAPABw9yXos0weAxCpgaoWcmRQtgMAxF+0STEAWQEgsscv7cpD05nKsafUAsAV+/+Fbr8ekM19tQrA2dvPwXCnhAFKN5WWgI924xoJAF+9fuPWrRuHdni7O87fC6uPOkJasB5mAYDtft4N64871ItpkiWGPYMipGzgO8/eonYFZU1vN48fAB4eWh3SJE8i1U9KAuItBaAvAMA2wXkBKbh5swDv6h8O2RgVgKT1AQeA9568gJLD2LIAe6oA7F+rEHwe4kgAZ1YXYL0A4KaT16V7WYvDUwUgAoAT1p2CCwwKQNo6zNMfFKYg7sMkfp4AgABqASAtBqAVAKBIAsJzF9m/LG3/bX8LiB4iCwgAaMA8QEAPxQF88eKFpP5DqjrSsWXLFggNDZV+cs7ei/42btw46Nu3r/Q7SiSCEoo4H+jGzpMnj6QUrFWrFvz9998uZdDfEfhDyr5z584BijvofCxevBgaN24s/Rldt3fv3ppairYAkeCanQBglzB/6F3DffBhLQ1+7f5TKO9lAFj9uy1w6to7VSvqH21MaQpAGgBUdAH2EAAiNVB4Ye0BINoAZkqdzGXoWWMADq1TBFoF540/nxVSWxUAru0eIrke8x4CAALQ7AzA1wAAIABJREFUNp5KALDzL3th1WFrAcDd52/DuRuPXED+/xqWlEI26AkADw6pDulSKANAJdUvz5xmvc/xOu0GAJH766hV8qzURgBA0jipBYB7Bka4JOvC66e5AAsAaB4A+O3ak3Dp9hPZ9CC979DWYZ51wFAAWDUf9MA+YqtZg379vAI0+ilasYtaKgBJH4j1igG4sF15qJjPPC7AAgDy3EX2L0vbf9vfAqKHyAICABo0Dzp37gxI/acE75AyLyQkBA4ccChcYmJioGzZsrLW3b59G/z8/ODevXuQO3du2Lt3L2TKlCm+DIJ+devWhZUrV0p/c3b/jSuIuwF/9NFH8Pvvv0OiRI4g5ei4efMmBAQESElI0qdPD7GxsZAhQwZNLUVbgOwOAFlePLQ0+NV7T6HCGLkCEClaIgx0AVYDAGnxcXAXYNILnl4AELedlgpAswJABIPyDfiHaUpqqQDE1SJ/HPgXvlosVwAKAKg8JLQYgLSN5+lRNSHJW7dd/CpfLNoPKw9eYZoLcYXwuox2AV6+/zJ0//Ugsb0oc+yG49eYACBSTCP3Z97j4ODqkC6lAwCSYgB6CwCi+F1IpWSXQwBAABwAbjt9A5rPilEcXhJMNCIJiJUVgAEj1sGtR8+ptwxSAHoDAOKeCXgjP50WBTHnb8vaTfv4igq7g3pfGgAAleLQUgeAUEAtAKS5AP/QuDSgZyJ+mA0AjvjrGMzafs7tWqDGpuIca1qAtv+2Zq9Eq3ktIAAgr8VUlkeuuIGBgRJUQ8q7jh07Qr169SR33sOHD8PYsWPhxAlHZsVOnTrBlClTiFeaPn26dC46/P39YcCAAVJykCtXrsDEiRNh06ZN0m9Ivbdw4ULF1qLfkcoPHShGYLdu3eD999+X2jJq1Cg4e/as9Nu0adOgQ4cOKnutfBptAbI7AOwQ4gf9ahXW3K5KFf537wkEjdko+xlXsRnRED0AoJYKwKlNy0DN4oQkIAQXYNx9mgcA3nr4zG2Qd6QAyWxCBSAPAFzQtjw0m6XsAoy7PNJiAOKbRZILsCEAMMQPpm+NNeIWATybsqcX1AsAdlu8H1YcsA4AdLeJ5QGAKGnS5/P3cg8L7vJuJgDYPaIAfLfePgAQrZsoxiN+qFUARvcLh+zp2JKAkCaEtxSA/WoWgg5VHC7AZgWAf3YNhhI50ktt1DIGoNlcgMevOQmX7xirABQAUHl59mUAOOrvYzBjmwCA3A9vm55A23/btNuiW04WEADQwClx/PhxQIq7M2fOKF61TZs2EnRLksShGCAdQ4YMgREjRgByjyQdyMV32bJlkDy56wtsXPknT55AgwYNYNWqVcQ6EiZMCIMGDYKhQ4fqYiHaAiQAoLZmv3L3CVT8xrsAsNqELXD6Op8LME0BiAPAczcfQZhTDEAlBSApoycPAMQzKO+7eAfqMSYBUQsAUQwpFEuKdgypUwRaq3ABxr+0k2IA6gUASRmW8T4KAEgbceXfF0RfgIErjsgKnBgRCcmTONTeL1+9dqvqPDWyJiRNnNDlAj1+PQC/7/+Xq2G4AvDirccQMt7xoUrtwaJeiaubBgBRXL4dZ+gxAKc3D4AOOgBAJdUvj23UuN/ZDQCS7NU6OA8s2XOZOwagpgDw8QsoOZwtBqCnLsC+CADRx81Rfx+Hvw79x3PLuC2rRQzAcatPwr93BQB0Z2iaC7DeCsCOVfwBwXp3hxoFIPKCCDaRC/DoVcfhJzcfMXmep5rdZKIir1mAtv/2WsPEhQ21gACAhpobpGy6yBV46dKlcPr0aSnTb9asWSE4OFhS2uEZe901DSXl+PHHH2Hbtm1w7do1yVW3ZMmSgDIOx8XuY+kaUgmiDMUHDx6Eu3fvQrZs2aBy5crQtWtXKfmHXgdtARIAUFvLkwCg0tdiba/8rjY1AJDmpmgEAPx190Xou+ywzCwIBtQoml36m5YAcPeACMiSRn0MQDMAQCXoGmdAXAHoKQBc0y0ECmbXOQagTRWAagFgryUHYeney1zLBA4TrQoApzULgI4L+BWA+HwnKQC9BQC7ReSHietPc42j1QqrBYBR/arCe+lSuHSXFbTKFIAcABCt/2VHrVc0My0GoOUAYNR5GPTHUdXTCtmj8U/REBVLB/g8F/EUAE5sVAqQAtBoAKjk1fHp9CiIOaetC7BzIjvWewMfh8WfV4DP3MQAFACQZ9YqlxUAUBs72qUW2v7bLv0U/XBvAQEAxQzxigVoC5AAgNoOC3oRDXZSAAoAKI/npaQAJAFABAMii2kPAGMGhEPWNK7KXdYkIHoBQKTgys8YA1BLAIi7i5FiuZEA4IOnL6QEF+lTJlW8iVA8HBQXh+VA7vpGuQBv6R0KuTOlYmkWtQzNBVgtAOy79BD8uucS9fp4AbMCwIEfFoaNJ64zxQCc1qwMdFywj6vfqLAAgNwm0+wEbwHAvpGFAMX5Rcc9AwEgDh7N6gL8R5dgKJnzrQuwBgBQDXiiTTAlAMgaA9B0AJAjBiDyLELPxz8PXoFDl+8pmsoIAKiUiIo2fqTfSR4iWigAJzUuDchrAj/MpgAcs+q423cYoQBUM6Osew5t/23dnomW81hAAEAea4mymlmAtgAJAKiZqaWKLt95DJXGyt3ulDLGaXvld7VFTNgCZzhdgGkKQDwJCOkFb16bctBitmsgdJIL8JSmZaAWIQYgGQCWgchijniBWioAlQAgqwvw4NpFoE0l/izA+Jf2rxbvhz+cYrzxAEAlm8fNBDzpAU0ByAsAUXKK3ksPwrOXrwHNjW4RBYjTWQBAugvwyZGRkCzxu+RQcYb8etkhWLzb9wAg+kDQ6Rd+AIjPd6EA1OvpQq63VcU8klr14bOXXBfe+XVVeD+9egUgDgDvPn4OpYavY7o+Wv/LjZIn68JPpCkAcQC49dQN4rMvrj5SXQG5M8CyThWZ2upciBXEaQkAY/qHQ7nRyvZS1REA8FQB+F2jkjB+9Um4cu+prAl6ZwFWVAByAMA9529Dg2lRVNMJAOgwkSUA4D/HYfoW5TjGAgBSp7utCtD237bqrOiMogUEABSTwysWoC1AdgeAn4f4QX8Dk4CQMm8aDQDD/7cZzt54RH0hxgvQVEq4C3DsjYdQ9X9bZPWbDQCiIPWBI5VdvNCGJmtaVwWgGgCIvuTn7UeO8el80+Nf2kkxAHkA4M9tykFLAnQ1AgAWGbwaHj9/Fd89JZdqAQABXrx67VbV6SsAECUPYIkBiD4QdNYBACol/uF5MLPCF7xOBMi/32BvF2ABAM2XBVhLALihZxUId3rm89w3SmWNBIC0dxye/sxsEQgRRbK5nMLjAhw5cSucuPqAetmuYfmgV42C8eXUrEE0F2CrKgBRIrRK+TNTbWhUgW/+OQHTtjgSO5IOAQCNGglzXIe2/zZHK0Ur9LaAAIB6W1jUT7QAbQESAFDbiUMEgK3LQljBrNpeyE1t3gCAPElA1CoA9164A/Wn7mR6uRIAEIBHAYhvFn/fdxl6/HZQZufV3SpDoexpFTchSIlRt3QOl7HhAYAI1rsLoK3lDbS5VyjkyayfC/Dx4ZGQIqlD1UcDgHjCELyPahSAOEy8cOsRVBm/2SOz8WxY3G1MkQswKwD8sUkZ6LKQXwGIx/gjZSr1FgBEH08mCQBInIeeKgD7RBaEzqH5pLq5FIAURZveCsAyudLD752DVd2brADIygCQ1QUYPXdQEpD/GBSAZgOAgSPXwc2Hz6lzQAsAuKh9BWg8I1rxWnjyKGqDKAXUugAPXHEYFkRfVKydpAAUANDT0RLn62kB2v5bz2uLus1jAQEAzTMWPtUS2gIkAKC208FXAaCSAhC5yrT9WR4DUAkALo65CF//Lk8CguKBxbkAawkAd/UPh2weKAAH1S4Cbd+6AGupAEQx3AoM/IdpUnIpAHdfgj7LDinWKwAgk8mJhUhZgAUAlJuKBwBOblIaui6Ux3piGR0BAFmspE8ZpABcsucSPMJUwSxX2vF1VfjAAxdgHADeefQcSo9gcwFG6395Ny6tNACIux6rcQE2AgCu6BIMpTSKAWhWBeCETx0A8Op9uguwAIDeA4AdqvhBv5qF3S4JtCzAVgCAY1efgKmbhQKQZe33hTK0/bcv2ED0EUAAQDELvGIB2gIkAKC2w0LKvDnHYAVg1f9thliTuACTACBS+HxYwhHXDz9IABBPGGJWAPj69Rvw68/mAox/aSfFAOQBgHNbl4VWc3YrTmAciPymMwBEG7F6ZVwVgDO3xcLIv48z3WRWVQAKAOgYXq0UgD80Lg1fOAV7Z5lAuMKPpABUclNnqTuuDKv6Cq/TVxSAAgCSZ5K3YgDiAHBe1HkY7EEWYAEA5WM7o0UgVCO4ADeaHgW7GLMA21UBSAoRowUA/P6zUvDV4gOygUCeJ5XzZ+FZwnUtO271CZgiAKCuNrZS5bT9t5X6Itqq3gICAKq3nTjTAwvQFiC7A8D2lfPCgA+LeGBBvlNJbncI1IQa6AKsBgDS3BTVxgA0KwCM7hcO2dOpjwGIKwC9BQARWG6tAwBctvcy9FzC5wJsNQC4qVco5NXIBZgGAJ+/fO1W1amlCzBel5lcgAfUcrgA7zx7i7qg2g4AVs0HkzaeofbbygXUKgC39w2DHBlSunSdFbSqVQCi9b/CGPVJQDxVABqRBMQXAOD/GpaEcWtOwLX7z2RziBS6QEsFoJEAsEuYP/SuUSi+f6z3Bm4QI12ASQCQJQswzQXYCgBw/JoT8OMmoQC08rNMqe0owWOSRAmJnkOK51y+DDlz5pR+vnTpEuTI4fqR3I62En2SW0AAQDEjvGIBAQCNBYDnbz6C0G/lcbeQq2aVAsZ9pdQbAJ698dAlIDiPC7ARCsAbD55B2VHKSUA8BYDIpbFdZT/pnrYDAMQ3iyQA+M9XlaHwe8oxANFGrH6AdRSAWgLA+dEXYNCKI7L1HXcBpgFAvCxeiZoYgHoDQOTu/vzVa0iSMCEkTJhA1md3G1MeAEhy9WJ5eOIKPzMpAFEWzx9sDgBbBuWWsgDzugB7CgB71ygIXcIcMQBvP3oOZRhdgKP6VYWgMRsVpxXNBRgHj1tO3XCbjMlbCsDlnStC6VwZpD5aTQHIGgNw+MdFpSzAD5yyTwsAKJ/aNACIPA+SJk7IssxSy6hVAAoASDWtKOAlC8S5didKmACGfVQUmlXIzdQS2v6bqRJRyPIWEADQ8kNozQ7QFiC7KwCNzgJMCoCM4FiIkQDw280Qe5MvCzCPAtB7APA21J8a5XbTFvejkQDw1es34K+RCzBK4lBw4GqmxQZll249V9kFGHeJpLkAewoAxzcoAQ0DHV868YPHBRipdWdsO8fUd08L+QIAJH2M4LUbvpF+9OwldF24DzadvAFF3ksLM1sGwvtY/DatACBJ6cHSbhoAjBkQDlnTuKp+WeqOK6NGfSMAoLKFt/UJg5wZ1SsA1QJAlHyk4jcCALLOfbO6ACu1X28A+FPzAKheNLvL5flcgNcDSlZGO7RQAC5sXx6azNileCmrAkCj361pY/XtmpMweZOy2psnqRbtWuJ3YyxASigYO7qWywdQUmto+29jeiCu4m0LCADo7RHw0esrLUCrj1yF6VvPwv6Ld10sY7aHFOumi/Sl3WgXYNLXT6NfUqqqAIA0lRLuAswDAGe2CIR28+RJQFCQ/9ol3neZd4tiLkI/pyQgeMKQvResDwDxF21SDEC9AOCvuy9C32XyBCv4APAAQFLSEwEA5QrAY8NrQMqkiSUT0+4tvRSAWgPA3/Zcgj5L3yWSaVcpLwys/S68grt1un+tQrD55A0mF2C1ABAHfJtPXneJj+ktAIiyeLrbFNrh1UStAlAAQP7RZ30fsrICECk5kaJT7WEnANg51B/6RHrmAmwkACS9H7LEAFSjADT63Rqfj+h9FCWruvXwOXSvVgA6hfrD/9aedKv2NtveSu395UvnrT16FT6fv1fWZaWwLc52EQDQl2aKcl8FABTzwCsWIC1A6ItGuVHr4fUbcpPM9pBifeE1KwA0OlCxAIAANAUgcgF7L10Klxug5LC1cO/JC+q9irsA88QWMjsARErQxbsvubi0rvqyMhR53+ECTAKA4xqUgE8tpADc2LMK+GVJTR1nlgKkGIA4AHz28pVbVSdeFr+epy7AWgNAmlpcKwA4sVEp6ParPNg7yzgIAMhiJX3KtAjKDSh0AK8LsJYA8NbDZxAwUjnsA95zlH042AMFIK48tIIL8M87z8OQP4+qHnyjFYCsLsBKHSK9w9K8HHiMo6QA/OynKIiOvS2rSul9OnAkmwLQCACIPjwmS5yIxwSKZX0FAH46LQpizjvGOkECgF39wmFe1AWhANRkFpmnkvXHrrmIGAQANM/4WKElAgBaYZRs2EYSALRaqnpPAKCzSkXvISa9/BgNAMO+3QzIFRk/aFCXplLCFYBnrj+EiAlbZPUrxQA0qwLQDgBwdqtAaDNXrq7EBwV3AaYpAJFa5MWrN9D5l71w86Gr8gIHgKSYhwIAKisABQAE4FEAfteoJHT/VZ6EhmXdjukfDlnTOlx8STEAhQKQxYrqylgNAKLYg5XGblLsLC0GoBUA4O+dK0KZtzEABQAE0BIATm8eADUILsACAAIYCQCNjq+NLxjO+5LuEQWkOSZcgNU9Q8x61obj16Dtz/L3bCWvDec+CAWgWUfV2HYJAGisvcXV3lqAtAAhN0vkbql00GCR0ca1EgAkwTErAEAapLAaALz+4CmUG6Wc5dGsABB9WSw0iC0GICnDMn5v4jHRWADg0JXH4OAl15AAqE4qAKxfAj4ta50YgGZSAB4dVgNSJXO4C+OH3RSAm07cgKhYehZglFG6x286AEAMEKp9hrE+i/D6UQwvd5kh1bbFTOf5MgAkuZvjY+OtJCBWBoB6uABbFQAi11KUdTruULMGLWxXHprMVI4BaFUFoNkA4MvXr4ULsJkeTBq0hQQAlbw2BADUwOA2rEIAQBsOqhW6RAKA/ZcfhoW7BADUY/zOXH8AERO2yqpe0LY8VMqfWY/LEetUowA0AwBEcxLNTfzAMwbzxACkAUAUBB5PYBB3zVLD18Ldx3wuwDwbC/xFmxQDkAcAktSVngDAulN2Ks5RHACSkp6MrV8cGpXN5XI+TxIQpNadud2YJCDIpc3fJC7AWgJA/Ms0KSER7yKEfwzy1AWYFQCijNI9l/ADwF39wyHbWwUgMQaglwAgcuGbsvksr+ktVV4tANzaOwxyZdImCQgpWLuSEZHrceVx2igABQBUP1WVPjZbFQA2/ina5SOHpy7AtgCAIX7Qr1ZhtxNl0IojMD/6gmIZUmxYMwHAbhH54eWrN0IBqH45MOWZG09cc/G0UXpnEwDQlEPo9UYJAOj1IfDNBggAKA9Ur/csOH3tAVT7Tg4Af2lXHoLzGQcAQ8dvgvO3Hsu6SlN16gUAZ7QIhPZOSUB+aFwa6pR0TQJCA4B7zt+GBtPYsgCrBYCsMQAH1CoM7UP8JBv7AgD8+8tKUPT9dFJ/SQDwm3rF4bNyvgkA0aYFbV7wA/9C/PTFK7eqziPDakBqjRSAZgWA/Wo6koCwKAC/bVgSegkAqPejStP6m1fIDb/v448B6CkA7FW9AHStml/qiwCA8iFd1qkiBOTOIP1RuADzPadpN8e0ZgEQWcw1C7AeLsBGAEDWmGY0u6DfSV4wHRgAIC0JCCk2rACALCMiynhigU0nrkPrubtlVRweWh3SJE9CrVa4AFNN5BMFBAD0iWE2XydJC9CA5YfhFx9RALatlBcGYZkq9R6hU9ceQHULAkAapJC7ALuqHJViAPoCAKTFT8TnnLcUgItjLsLXThmW8XYhd7F6bhSAOAAkJT3xVQB4/L/7MHzlMRewhX8hpt1bAgDKV2WUUbo3lm2Ydc2O7hcO2dM5YgCSVFm4QpC1TudyatzvfEEBqBYAbukdCrkzpXIZDlY7qwWACDyGjPeeAjAwdwZY2qmiqmnIahsBAOXm5flQRxsYLQBg2VHrpWRltEMAQIeFSABwbuuyEFowK82EuvzufB9+FZ4fXr95I1yAdbG29yolxRM+OKQ6pEshAKD3RsVaVxYA0FrjZZvWCgBoDgBYwS8TTNl0BlYduQolc6SToCQp7pcWE0+NApAGKbwFACc3KQ21SzjUgmZVAPIAQPxLu6cuwCS4is8fPOmB3gBwTL3i0NhCCsD1PapAvqyeZQFG2eE6LtgLLwnp1FF8xvDC2aThoN1bSl+T1cQAtIMC0G4AEG3gp9rcBVgAQLlCBF+HvRUDEAeAc3ecAxTjVe0hsgDLLacEAHlcgFkBYMcq/vB1Tc9iACIvlKZuYgBaVQEoAKDaO1qcx2oB0sfEA4OrQfqUSalVCAUg1UQ+UUAAQJ8YZvN10tcBoNFZgE9efQA1Jrq6AKMvg81nxcRPEBTUGW0M9Ti8AQCRK0bL2e/6F9cvTxWAqgHg/adQbrRyEpAdX1eFD9KncDE/awxAlNX08xDH+PkaACQpKUbXLQ5Nyru6AM/YGgujVh1nmualcqaHAwpJSJgq4CiEEjM0CMgJeTO7qo9Yqyk+dA08ePqSWBy59CJln9EAEHc9NlMMQLSBRS/S0bG3qeZFGaX7qFAA4ol9zKQA9AUA2KxCLli+71949PwVdXzxApt7hUIewj3IqnLDFYBITYWgCsuBlIdVxm9WLErLAoxf16wxAAUAlA8vz3OaNoemNSsDkcXecykmAKB6F2BaDECzKwDRR/I3QgFIu3Us9/uWUzdc9jb7BlWDjKkEALTcYHqpwQIAesnwvn5ZXweARrsAn7h6HyInbpNNO5QEpPfSg/Dfvaeyv9Pi8qmdu1XGb4ILnDEAaSolmgKQBwBOalwaPiLEAPxl1wUYsFweS80KAJAWPxEfR/xLe7fF+2HFgSuyYeZJAvJT8wD4fP5exWmipQLwry8qQbEPHDEASQBwVN1i0LR8bpe28ABAtfNd7XkpkiSCpZ2C4mMb8tZDgxRx9zft3tJSAWgLAFi/BPRZdoh3OIAGAHEXYe7K355AG3NSvUjBM22LvZOAeAsA9qxWAL4Id8QA5AGACDyGfqsMAFGW8Kr/26I4TXAASHIRw08kwURjXICDICB3RqkpQgHI96GOtj4IAKhsIVIMwM9D/KC/h0lAvmtUErr/Kk8ONad1WQgziQuwAIC0u8aav289dQNaOIkb9gyMgMypk1E7JBSAVBP5RAEBAH1imM3XSdICRAu2qxeYUmsd1k0X6UXbaACIYoLV/N4VALaeGwMvXr0xBACGjNsEF2/zJQGhQYovq+aDHtULSu0nJTrhiQGoFgDuPn8bGrImATFQAagWAHrqAjy9eQB00AgAIrVI/anKWYBxAEhSUlgRAKK5XMEvIyz+PEjV0kRbl1gB4KGh1SEtIaC0GhdgHADG3njoFmKwdFqrLMA8CkCUUbrvMnk2cJa24pm9SV/tvQUAO1Txg+lbYlm6YNkyVgOAm3qFQpgbADjww8Iw8m9l5bI3AOC20zdgwrpTsP/iXaZ5sqyTdQGgHlmAjVAANpkRDTvP3mJ6z2N1AUbrR7+a7zLo0p47pMlhrAuwa4xonwCAVfMBesP/YeMZxfvTbHsrpoXExwuhdRf33kLm2D0gArKkEQDQx6cGc/cFAGQ2lSiopQV8HQC2Cc4Lg+sU0dKkbus6duU+1JrkewBQSQFIUqnxAEA8Y7AAgPKpRwWA/cMha1pHUgRaDEBPAeDIT4pBswrWUgDGWVPtSzltIxYXj48G17UEgHjyEasCQJRQxl3CGqUFWABAwx5zLhdqWj4XrNjP7wKMQBzJDZ92b8U1AFcA0jK/442mAcARHxeFQX8cVTQofl0jFIBoDUFQ7DGHi7UAgPLh0xIATm1aBmoWd3UBNisARF4ozWbtUpzP2sYAdAWALFmAaS7AZlcAflE1n2RfAQC99xzS48rbT990uXdisHdrd9cUCkA9RsR6dQoAaL0xs0WLSQsQ7UGrdkOsl8FYNwMkBaAAgI5RoY0pDVLgLsAkBaDVAOD2vmGQI0NKlynLGgOwX81C0KGKIwYgzXb4RWhJQBA0Kjx4NdOtxAMAF8VchH5usgDzAECS4nHEJ8UAJQJwPszsAqw3AMyeNjnMblUW/LKkgkKDlMdUKaOcGgWgWQEginm65RRbDECUUMbdXFW6OfC4nkIByLSEaFbIWwCwR7UCgJ5N6NASANJUqEYDwGV7L0PPJXL3R9rgLe0YBIF5HC7Ac3acg2E+ngTEbAAwX/9VxARSzuOqhQKQBgDx5FG0eUX7/cx1AxWArcpCWCFzZAEWAJA2M6z5+44zN10S6LB6EwgAaM0x17rVAgBqbVFRH5MFBAA0VgF49Mo9+HDSdtnYzG9bDtrM3W2YC3DlcRvh0u0nsjbQAOCT56/cgictAeD3n5WCj0t94DJ/STEA1SoAr91/CuXdJAExAwAkxQDkAYAoEyHKQqt04F8pdQeAHxeF5kF5BAB0skBowSwwtWmA23tLAEC50VBCmf7L+V2A8XuaBADxGIFMD09CIdaPUfipSP0yfau9XYDVAkAUa88vi2s2blY7qwWAtBh/Ez4tCT1+UwZuRgPAeVHnYbAbRSJpPmsJAFHW9IgJyjER1d5PSu8lASPWwa1Hz9VWS/zgaTYAyDrHcfUcSjKRt98qbrsIAMhtMuoJzuMnACDVZJYssPPMTWjilEEb9zZw1ykBAC055Jo3WgBAzU0qKmSxAGkBGvzHEZgXdUHxdBosYrmulmVYX5TMoAA88u89qP2DKwBsPWe3y9devexsVQC4IPoCDFwhTwIiAKDynaQtAAyC+lOjFC+GxwAkKR6RyxwJAP609SyMXnVCy+VA87rU3oes6xIN6h4cXB3SpUzi0q9+vx+CRTGXuPqLMg+jDMToMJMLMFIAomypu87RswCjeJLOyYBYjGBWAIjiX/1kcwCIMoAjF2AeF1WVIVz3AAAgAElEQVQ0ppoCQErcV3wObehZBcLdJPlAH6m+WnxAcdrh4HHTievQeu5ut+9TzmsFbxIQNUk8BACUD4mWAHBK0zJQy0MXYNbnh9UAIMlDRIsYgCQoP8dECsCuYfkgYQKASSIGIMvj2jJldp69CU1myN3nlQQEzp0SANAyw6xrQwUA1NW8onIlCwgAaKwC0LYAEEsCcuraA6j+3VbZlONxAVZSAJIAIB4vMObcbfh0ujKkwkEOTQG4rU8Y5MxovAsw7mpDSgJCg0W40VEmwo4L9ikufrv6h0O2tMnh7uPnsHj3JfjmH2UQh+JFeQIAh39cFFoQFIACAALQxlQJAKpxAcYB4NkbD91CDpanplZJQPpEFoQtJ28wAUAUT9L5QwBLW/F72kwKQAEAlUcPgTh/rRSAHACQpmjTEgCeG1PLRbXFCwDVuPAu6RgEZTVyAabZi+X+JJWxqgJQCQA2nRkNO86wJQExEwDEk0epHcu484wEgLNbBULVQtk8bbKq853Hr0uYPyRKkEAAQFXWNO9JUWdvQeMZ0bIGKu0fBAA07zh6s2UCAHrT+j58bRIAHPLHEfhZKAB1mRWHL9+DOpPlCkCUIRe5AL98bUwW4EpjN8LlO3wuwI+fv4Qig9co2gTPAswDAElx6uwAAFFW044qYgDSACB6EXc3DvgAoUDknX5xDwD/PHAFxvxzHJymnss4CwDIvxywbuBoAPDA4GqQPmVSlwb4KgBE8SRRnFregwYAWd123F2XdczxOtpXzgsztp3j7Y6lyqtVAHoKALtHFICvIt7GADQpAIwdXQv8+svdNnkB4Kzt52DEX8e45oQAgHJzkWLXchkUK2w1AIjC0DhnMsX7LgAg/0xwfhZ0DvWHxAkFAOS3pLnPICkABQA095iZrXUCAJptRHykPQIAGqsAPHT5Lnw0eYdsdtkCAIbnB+T2hA4SAJzbuiy0muPqBuUtAHj13lOoMGaD4l3uqQIQB4C0+Il4I3AASIoBqCUApMW5wtuF3MUaTFNWV67sWgmK50gnnUJyAR5apwi0Cs7rYm+hAASgjakSAPTUBdiqCkBaBlalmxq/p7eeugEtZsfIigoAqN9LjxkAIE31jfd+fY8QiJggV7Hjv9MUgDh4pLkAnx1dC/w9BIAzt8XCyL+Pcw2gtgDQvb24GoYVNlIBqCUA/LFJGfiwhGsWYD0UgLj7rNoYgAIAvpt0r1+/gVdv3kCSRAnVTlvpPAEAPTKfZU4mAcCtvcMgVyZXDyLnTgkXYMsMs64NFQBQV/OKypUs4OsuwK2D88CQOkUNmyC2BYAUF2AlA7MAQPRSu+LAv9B32WFAcXrwQ60LsC8AQKRC6OxGAYg2KV0WKisE1QJAEvAUAFB5iaEBwP2DqkGGVNooAA8PrQ5pkjviCZoJAPauURAQlGOJASgAoGGPK80u1LhcLvjzwL/w6PkrrjqRa2m+rOqTgOAgjgcAruseAtWcwliYGQCq+ZCCA8DZ28/BcE4FIQ8w5Rp0GwPAZjN3wfYzN2XmUIKcrGpiHAAieOWsJmWxvbcBIFJBD/iwiNum0mKTk2IA8roAo2di+3l7IPbGI6hb+gMY36AEJFYJAgUAZJl51i8jAKD1x9DbPRAA0Nsj4KPX9/UswEYDwIOX7sLHP7oqAFGQ8FcGuQAHf7MR/r3L5wL86NlLKDqEzQX45NUHUGOisnoCv9VYAODSvZeh1xJyxkXcXZgnBqDeABAlNegU6i91lUcBiLvaeKoApAHAyU1KQ9eF+5lWPh4FIKm/wz4qCi0rumYBnr7lLIxxE3uQqXE6F9I7CYgAgAA8ABDFk+TNeIqmCP5VnqQA3PF1VfggfQqPZhPrph2/iC+4ACMA+McB/iQgngLAbhH5oVuEQ5luVgB4ZlRNyDfgH9m8K5cnI/zWMYh5LqpZR3/rEATl8maUriEAIIAdFIB6AcCjw2pAqrfJo5gnpUJBkoeIFgDwfw1LQk+n98RZLQMhvDB7DED0noneN+MO5LkSWjCrqi47PwvQ+2AS4QKsypZmPomUBVgoAM08YuZrmwCA5hsTn2gRCQAOXHEYFkRfVOy/2g2xXgZl3XSRsgC3qpgHhn5knALwwKW78IkTAEQJMlAMQAEAHTPEOQagu/HFy+6KvQWNfpIH48XnHD5vjQSAtPiJeBtpABC9iLsDsXhdNIWfXgCQ1F8BAJVXP7UAUI0LMK4APHP9IURM2OLRsqxVEhAEAFFiDgTxaQeaS0P+PEor5vK7WQFgu0p5YeZ2e8cAVA8AQyBf1jQuY8n6zMcBIG3Nxy+ytnuISyIr/HeaCzB+3Y0nrkGbuXsU5+vpUTUhvxMALJ83I/zagR0ATt18Fsau5sumLgCgfEi0BIDo2Vq7xPsuY+7OBfjolXtw4dZjqJw/s6TSZp3jODxTCwBRGBrnkAh44/UGgCxZgGkKQC0AoLPNC2RLDWu7V+F+1qATBABUZTbLnUQCgFt6h0LuTKmofREuwFQT+UQBAQB9YpjN10nSAjRg+WH4ZZcAgHqM1v6Ld6DulJ2yqn0ZAE5rFgAdF+yV2UMAwMSSPUgKQB4ASAN8tN/xQUHuYg3dxAD8s2swlMiRXjpFAECH5Vg3cLQx3TeoGmTUyAX40NDqkPatC7BVASByJx+6ki/hARoP/KXcTArAtpXyAkriYOejcbmc8MeBK/CY2wXYOwBwTbcQtyp2LQHgqZE1ocBAuQIwyC8TLPq8AvOUmLL5DIxbfZK5PCqoJQCkuUxzNQwrbNUYgEoAUMkFeNXh/6Drwn1SMq6cGVMAmn+syb7sAADNogB0fmaj8ANIhazmcK4LJYVLmkgkAVFjSzOfs+PMTWg6c5esiQIAmnnEzNc2AQDNNyY+0SJfB4BGuwDvu3gH6lkQAD589hKK6eACTAKAExuVgk9KfxB//+mhAPzv3hMIGrNR8R73NAkI7gJMc5/GG4F/adcbANIUgmoBIKm/QgGo/DgRANDhAsyqABxSpwgMMwAAnr72AMauPgkJEwCgpD5+WVxj0TmPKiv0xc8TAFD53kBgKX824xWAq7tVhsiJ2xQbpjcADM6XCX5pxw4Af9x0Bsav4QOAv35eAcr7ZZL66KkLsACA8qnCCwALD1oNT168i485oFZhGLWKLamLAIAO25MUgDNbBEJEEXYXYOf12z9LKtjQM1TVXlAAQFVms9xJJAC4uVco5MksFICWG0wvNVgAQC8Z3tcv6+sA0GgX4L0X7kD9qXIFIIozglyAnUIAgl6u1mpiAPIAwBNX77vdPOH3nFkBoFIMj9LD18Kdxy+oy0afyILQOTSfVM6sAFAvBaAAgI7pwQqDaABw78AIyJQ6mcucU+MCbAcF4ODaRVQlLMBfykkKwO19wyBHBkfmPpR4KPTbzZJLHjoKZksDa7qHUO971jHHK2oTnBdm7xAKQJJxPQWAX4Xnh+5vs9PTPvrg1zcSAJ4cGQkFB66WdR+5gc5vW5463+IKTN54Gr5de4q5PCqIA0CkQB3hQRIQAQDlpv+hcWmoU9LVBVhJAei8bpTOlR72X7zLNJ4ohMDA2o4EGiiMjHNGaZZKaC7AR4bVgNQmjwH4bcOSLrGiPQWAfplTwcZe2gDADlX8IFmihDBp4xnFIdHrnZ9lDogy6iyw/fRNaDZLrgAUAFCdLX31LAEAfXXkvdxvAQCNjQEoAKB8wlsNAJYavhbuWgQAok3IF4uUk3zQfsdHiscFmASLhQJQeaEXAJBPAaj2kckDAEmJjKL7hUP2dMndXl4AQLJ5PiubE/48yO8C7C0A+M9XlaHm98oKQJR9/ks3aysOHmkxAE+MiIRCg+QAMKRAFkBQhvWYtOE0TFgnACCrvUig5emLVy7jwFqfczklANh81i7Ydto1C7DzulH8g3Rw+N97TJfXAgCiMDQtZ8coXk9LAEhaW/E+KDWCFgNQDwCYN3Mq2KQVAAzxg2SJBQBkmtQWKrTt9A1oPkt+7wgAaKEBNEFTBQA0wSD4YhMEADQaAN6G+lOjZFPNaAVgxTEb4Mq9p7I20L48WkEBGB17Cz5jTAJCU4MoKQDVAECa7fCBoLkAoxdxd67YeF00wEf7Ha8LxYv6dLp83uK//9ElGErmdMQA5AGA07achW98PAswbUz3DIyAzBopAA8OqQ7pUiSRxunM9QcQMYEtW7fSs9EbSUDUPqfRRg5t6NBBUwCSsrUrhQXA26MGAKIwFHN2nFfbLUucpxYAomQcBTxwAVarAFz1ZWWoNUkbALjh+DVo+7NyEhASAAwtmAXmtmYHgBPXn4KJ609zzQUtFYC0pClcDcMKGxkD0EwAsFD2NHDi6gMmswkA6DATCQDOaBEI1TxwAc6TKSVs7h3GNA7OhUjuxB8Wf08oAFVZ07wnkQAg/q7hruUiCYh5x9XIlgkAaKS1xbXiLSAAoLEAcM/529DAKZkCAoCt5+6GN2/kE5MG5dROYzUA8MHTF1B86FrFS35ZNR/0qF5Q+p3PBbgMdFywT1bvd41KQt3SOeL/5m5TjccL1BIAKgXxZQWAKKZZlzCHCzAPAMS/tJNiANJgEW5ImkqFxwWYBwCS5oqSAlAAQADamPoCAOxVvQBsPXUTYs7TswCrXfdoABAHfKRs7XoBQBSGYu5OAQBJ4+opAPwyPD/0UOEC/PeXleDDSdsVpxptbcXBIw0AHh8eCYUHyxWAVQtlhdmtyjJP9e/WnYLvN/ABwMWfV4AKb2MAeuoCLACgfKjQ/PiI4ALMqgDMnzU1nL7+kGn8jQCAePZ4pka5KURSAKI4qIPeujErnapGAegpAMyVMSVs7aMNAET9QusRUusqHXq983s6ZuJ8ZQsIAChmh6cWEADQUwuK81VZgAQAB644DAuiRRZgVQalnLT7/G2XbKpz3sYAtAsAPP7ffbfuU7iJpjXzDgC8cvcJVPxGOQmIEgBkjQFoBgBIC1SvlwJQAEDHDGdVg9EA4O4BEZAljTYxAM2qADQCAG7sWSU+kQfppV0AQD2eeI46GwXmhJWH+F2AUTbUgtnVJwHBASBtzcd77ykAxK+rBgBGFM4KM1uyA8AJa0+6VRaRRlYAQLlVtFQAegoAkVL53M1HTDckDs9evnoN+QbIM0qzVEJzAfZVAIgyMm/rU5XFhC5lSM9/9KFcxABUZU7TnkR6l8DfNdw1XCgATTushjZMAEBDzS0uFmcBAQCNVQDGnLvt4kppNAAMGrMB/uN0AeZRAAoA6IhpFqcApNkOX420VABmTJUUbj96rrjYaQkAV3QJhlJvXYDvP30BJZzUokIBqPzMMRQADq4O6VKazwVYAEB7KwCtBgD/+qIS1P5BvQKQBwAeG14DigxeI1sgkNsiUi+xHv9bexJ+cJNcQG8AiEBtjYmehRMgtdFZEbXm6FVYEH3BJY4eq53iyukdA9BTAIjA06XbT5i6pQUARF4orebsVryelgCQ5CHCogAc8scR+DnqgmIbxzcoAb2XHpL9/lPzAKheNDuTHVEhZ2j3QfoUsONrAQCZDeiDBUnhRAQA9MGJ4EGXBQD0wHjiVPUWEABQAEA0e2iuBySog8863AVYAED9ACB6EXfnis2zEvAAQBQvqpGb+IoCALpanlUBSBtTTRWAPgwAN/SsAv5ZUksDJRSAPCuF52XVAkCUjbdQ9rQuDWC9t9QqAI0EgKQkQNWLZIOfOADg+DUn4MdNZ7kGalH7ChDkn0k6Z+a2WBj593Gu8/HCtKzJaivG30su33kMlcZuUluV7Dy9ASBS339c6gOXtrK6ACPX04u3HRnIaYcdACDKhD64jiOTsdJhCwAoXIBp09lyv285dcMlgY4AgJYbRq82WABAr5rfdy8uAKCxAHBX7C0XkDKnlSMGoPNBg3JqZ22F0Rvg6n2+JCBGAsAJn5aEemXYYgDi8QKjzt6CxjOiFc2C25PmDqaUxUuNCzDNdniD8S/t3X89AMv3/yvrDw0W8cwJWhwrvC4eAHjvyQsoOUweL1IoAJVHhjamMQPCIWsa1+yz/X4/BItiLvEMORzEAODpaw+g2neeqXa0SgLSs1oBSdWjZwxAAQC5poqmhT8NzAF/HfoPHj9/xVWvxwAQi037790nEOwm7APeMI8BIHZdmgswSQEcWTQ7TGsewGyrsatPwNTN3gOAtKzJzB1xKoivL72WHISley+rrUp2np0AIA7P1LoA0xSAh4ZWh7TJHcpxTw+SApAFANJiAOqhAHw/XXLY2S9cVZeJLsACAKqypZlPIgFA/F3DXduFC7CZR9a4tgkAaJytxZUwC5AWoEErjsD8aGWpvV5gyt3AXH/wFF6+egPvp0/hUoxVDYDa7VwWBWAf+lFRw+YEKVGFLQAgFmzdUwWgAICOF21SEhAaLOKZyEYCQNSugR8WBvSinzBhAnj8/KWU+XTyxjPw5AUfFODpoxZl1a53rOsSbUx9BQBuPX0Ddp+/o8WQEetY36MK5MtqPgVgy6Dcbl3bdDOIgRUjALjy4H/c9zoCS4Xf80ABqBIAruxaCepM9sAFGLvu+mPXoN085SzAJABYq3h2mNKUHQCO+ec4TN8SyzWiWioAjQCAJPUcV4exwgIAyi0nAKDDHs7P7Oxpk0N0fwEA1d5nvnDe5pPXXdzn0fOjyPtpIVHCBG5NIACgL8wQeh8FAKTbSJTQwQJWUAAuirkICEq+fP0GOof6Q5/IQjJLsG60SQAQbb6GfVxMB8uSqySp1KwAAEmqLryHuAvwsSv3odakbUw2ndq0DHT6RZ4F2AgASFODOCsAf993GQb/cVTK6Mty4DEA1SoArQQAl3euCKVzZZBMc+/xCyg5nJwxelqzAIgslh1az4mBTSdvsJjS62W8DgD7h0PWtNooAA8MrgbpUyaVbGo2BaAAgF6f6ro1wGoA8M+uwfDR5B2K9qCFT8CfhzQASPoA8GGJ9+DHJmWYx2PMquMwfav3AOCqLyszP/OZO+UUmsQOALDF7BhAMcPwg/ReyuMCjKvnXrx6DflVJAHxNgBsHZwHhtRx/yGe5gI8rkEJ6OMUA3B68wCo4UEMwGxpk8Gu/hE8Uza+rFAAqjKb5U4iAUDUieIfpIOZLQMhG+HdLa6TAgBabrh1abAAgLqYVVRKs4DZAeDr12/Ar/8qWTf2DIyAzKnfZcW0EgDcefYmNJmxS9YfAQDNDQCfv3wNASPWwQNG+IcGFweANHiKTwbcBZgEAJErjnOCDdo9rvQ7jwIQZYz8zE0MQFYAmCxxQtg9MEKzPqjtO895AgAqW0srF+Aekguw3grAEMiX1ZFRlhQDcGvvMMiVKaX0+4FLd+GTH+UACM8SrGQR1mcRfn6LoNwwz01we565atayal2APVUAflE1H/SsXlAyC08MuT+6BMPHTuOP25YGAPHr0gAgaU3nBYCj/j4GM7ad4xr+he3LQ0X/zNI5nsYApGVN5moYVhhfXwQAJFsRh2dqASBKRNfaTRIQPHu82rGMO4/kIWJWACgUgJ6Otv3PVwKAqOckwQpuEQEA7T8/WHooACCLlUQZzS1gdhfgZy9fQcGBq2X9ds7sxbrpOjemFuTtJ4eJRisAd565CU1mygHg7FaB0Gauq4uQWvBAmyRqYgDSIBYebN1IBSCuFuSJAUhTAG7qFQp5M6eSTLn/4h2oO2Unzayy31FW065V80t/o9kOPxGPtUOKAWgFAHj38XMoNXydor1i+odDudEbuOzpzcJq70PWdYk2prv6hxO/IquJAWhWBWD3iAKw/YxxAHD76ZvQbJZ8HRYAUL+7rGFADvj7MH8MQKQsQ65UzgfrvWUFAIjginPM1A+Lvwc/NmVXAI786xjM3O49AEiLmah2ZgkASLecAIAOG+mhAHwvXXKIEjEA6ZPQh0u4A4DILO7eHwUA9OGJg3VdAEAxD7xiASsCQGdZP+tmQABAxxQLGrMB/rvHlwTEnVsnqlNLAPi/hiWhfgBbEhAcAJLUlfhNhT+IeQAgT0zDuOvJAKAbl1jnm95IAIgyFX61+ADTusOjABQA0GFS1nXJSAC4f1A1yJDK4QJ86toDqG6SJCBGAMB13UMgfzahAGS64TUuZDUAiLKaOytAcZNoqQBEiXmcQybwAsDhK4/B7B0CALJOW71jAE5sVAo+Ke2aBVgPF2A7AECWWNxqXIDjQo6wzgvnZ7YAgKyW891yAgD67thr1XMBALWypKiHywJmB4DI/bLAwH9kfXJ+qLNutM0AAHecuQlNragApEAsHAAevXIPPpykHEAdH0xSDECzAcDzNx9B6Lebue4rLQCg3i7APAAQBYx3l2H5984VoczbGIB3Hj2H0iOEApB1XaIBwOh+4ZA9nTYxAAUAVAaAW3qHQu5MDtWvkS7AzSvkdpt0i2vhMWlhtQAQuZYWfT+dS69Y7y1cAXjp9mOoPG4Tk4VQSAN3qm8tASBS5TorpnldgIetPColVeI5FrYrDxXzaeMCbIQCsNnMXbD9zE2eLiqWtSsAJL0vsxjM2y7AZgWAIgswy+zx7TKkLMC4RYQC0LfnB0vvBQBksZIoo7kFzA4ASTFN4gAgetlB7pmN3MQmww1GAoAo/tJwA5OAkFzPZrUMhLY/m9wFWCcAOKVpGejslATECABIiwe1sWcV8MviyBh64dYjqDKeDwD2rFYAvgh/6wLMoQDEY+2QACDJXUztoiAAIJvlvO0C7CsAEMXl23NBvyzAa7uHQIG3CkDSOowDQJLbv14xAJtVyAULoi+yTUaLlmoQkANWqXAB9hQAdg3LB71qOGIAGgkA8euuO3YN2rvJAoygvPMHE14AOPTPozB3p/cAIC1rstppi6+9AgCSrYjDM9UAsFVZaD13t+IwIZVqupRJ1A6j7DySR4UmALB+Ceiz7JDsWp4qAD9InwJ2fF1VVb9FEhBVZrPcSQIAWm7ITNdgAQBNNyS+0SASABz8xxG3QcnVbojVWJQMAMtAeOFs0GBaFBy8dJe52tjRtVwSihgNAEnB540GgHq7APMoAD0FgDgs5HEBNhIA0lxi8QmMA0BSDEArAMDbj55DGaEAZHYBpo1pVL+q8F66FC7rnJoYgGZWAAoAyPwos1xBBAD/PvQfPHnxiqvtSFlW7AP1CkC1ABApmuu5iftKUwDyAMB9g6q5rJe8LsC0dzaS0bVUANKyJnMNOlbYqgDwu0YloW7pd2FM4rrUcnYMIGCAH55mAbYaACTFiNYPAJaByGLvMU8/Z2inNQD8Kjw/fL/htGJ7jNxbMRtFFHRrAQEAxQTx1AICAHpqQXG+KgtYFQACJICOC/Zy9dkMAHDrqRuA4sDghxUAIA1ioReb7tUKSN3yFAB+27AkoA1j3OHO3csIAHjx1mMIGc/mOhbXZlwBSLOdAIBct7HhhdW+lLO6KRoJABFsyGjCGIDdIvIDUuXpqQBc0y0ECmZ3uACbSQHYtHwu+GWX/RWAVgKAyzpVhPpTlRM/aQkA9w6MgICR62XrGi8AHLTiCLcbuZYAkJY1We2iLQAg3XK+AgBpKtdxRAWgAID0GSRKeGIBAQA9sZ44F1lAAEAxD7xiASsCQBQ3DmUU/OvQf1w2EwDQYS41CkAaxMJjAB759x7U/oEtBiBJASgAoMPVxkwKwIXty0OTGfKsqfjNhzbMAbkzSH+69fCZy4YWLyuyAMuXLW8BwJNXH0CNiVu51lDnwmiD/ujZS3jw9CVUGOOa2RnfwLsDomYAgJt7hUIeN5m/9XIB9gUAWL+MwwXYaAVglzB/6F2jkDRteVyAl3UKgvpToxTvDRoAxK9LcwHeMzACAp0BYIn34Mcm7FmAByw/zA2Rf2lXHoLfxgCcsTUWRq06rnotoCVNUVuxkQDwyfNXUHjwarVNlZ2npABsNScGNp+0ngIQzx7vqYGEAlAoAD2dQ2Y6XwBAM42GNdsiAKA1x83yrTY7ACTFNEEAcMOJ67B072Uu+5MAIArAPuKTYlz1eFKYpACc2SIQ2hFiBKlVHtHaZycAiMPCnWduQhOnBCu4LXB70jaDG3pWAf+3MQDVKAB7VCsgZUZGBy0pBt5GPNYOEQASMkbSxlvpd54YgAIA8ltZKwXgzq+rwvvptXEBxhWAWgBAlCwBxTe7+fA50UBmAoCru1WGQtnTSu0kKQBxAGhkEpAm5XPBQpsrAM0AAHnWcSMB4O4BEVB2lJMCkBMA9l9+mHsOaQkAaUlT+FdPxxlWBYATPi0J9coY7wL87OUrKDiQH2LObhUIbea6xqGOGze9AWDLoNwwjBKLm5oFmKAARHuFmsWFC7Da+0+cR7eAAIB0G4kS7i0gAKCYIV6xgBUBIFKNoXhvvIHTzQAASQ8LKwBAGsTCXYB5FIBI5dBl4T7Z3OdRAAoAqH7Z8BoAHBAO5Ua5qsXU90TfM9WCeGYASIG6WgJA5G6YKXUyyWBaAMDA3Bncuu2yAkC0fqAM6Xq6APMAQCOTgAgAqHz/ehoDEFfi8QDApR2DpBjDSsfkJqWh68L9ir/j11179Cp8Pl85XEkMYT3kTQKiJh6o1QBg05nRsOPMLU0We9KarqUCUABA5WEihYjRAgCOrV8c+i47LLuwpwAwR4YUsL2vdklARAxATW5fU1UiAKCphsOSjREA0JLDZv1GWxEAImi0+/xt7qx3Z0fXAv/+q2SDZrQCUABA+T1DAoDjG5SAhoE54wu6AylWAIC0pBi4ReygALz58JmLSxveR+ECLL8H0JiXHL5W8WGCshCiYOTOh5pNv9YAkPYE5AGA28/chL06ZgH+56vKUPg9ZQXgpl6hkNcLLsCNy+WCRTH2jgFYr8wH8M/hq9wuwCi7bPEc6pOA4CCOJ5v7ko5B0NADANg51B/6RDpcj2kAcFf/cCg/Wv5BhBcA9l16CH7dc4l2O8p+X9C2PFTKn1n6m6cuwGmTJ4b7T19yXZ+lML5+2AEA6u0CbAUFIAkAsiTjoykABQBkuaNEGa0tIACg1hb1vao4lZwAACAASURBVPoEAPS9MTdFj80OAEkvNHYDgDNaBEpudM6HWuURbWKRXIDPjakFCRIkUDzVSAWgHQBg94gC8FWEwwXYFgCwXXm37tXIZS4gd0apvwIAOm4jrRSAAgDSVjS233EAiNSGTZ3CBQgAyGZHNaW8BQBxEMcDAH/rEASfTlevAOQBgNH9wl3iZ/ICwN5LDsISzpAoWgJANXOC5RyrAkA8ORneTz0AIKo/XYokUiibGkWz6eICjGePZxk3d2WsBABzZkwB2/oIBaCnY27n8wUAtPPoGtM3AQCNsbO4ipMFSACQ9qVNLzBFGhwBALWfshXHbIAr957KKqYBQBrE0tIFmAcA4mW1jAG4vkcVyJc1tWQjno1jnFHVAkA81o6pYgByAMAbD565xLTCJxvJ5U37Wa5djWrXO60A4Pa+YZAjQ0qXDqlRAKKEA5nfugCfuHofIidu085QhJrMpABc9WVlKPK+QwGoBgAqjQPebdYxx88RCkDlKfhn12AokSO9SwFWO/sKAOy15CB3TGQcAP609SyMXnVC17VATeUCALJbLX3KJLCjb1UoOmQN+0lvS85qGQhtf1aOAWgGADj4jyMwL+qCYt9ICkAULqiWBzEAc2VMCVv7hHHbE51AWqOEC7AqU5r6JAEATT08lmicAICWGCb7NdKKABDF39lz/o4mLsDNKuSCkZ8UN2xgN5+8Dq3m7JZdzwoKQCsAQNKmHjc0TxIQLQEgLSsu3kYaAES/lxq+TpP5yhUDUEsA2D8cyjm5vGnSIZ0q0RsA0sbUFwAgSpiD7l89XYBpAHBjzyrg9zbxz//ZOwsoq40ujl+kaIEWl0UXt2UFWWQdWNy9tDgU9xYtDsVdK7Qf3qJFizssuri7u0OBhe/cPHZJ3ksymbwkL3lv5pyeUzYz82buTOyX/71XLAagfgAwKyyMonPf1Gmr69atWgWglgDwyoOXEDJ2m6I5OqsA/D7EG35Q6AK8t08YBI7cIhgXrQKw+5KjsOzwTUVzi61kNQDYeM4+2HPRGjEApRSAzX+Pgq0KsgBnT5MMrj58RbWeWHlh61LQaM4+6nauBoBKQvGQAOCo2kXgx2XCGIAMAFJvBdaA0gJi73RS7x32XYu9f1P+PKvuBhZgANANFtGKU7AiAJzSyBcOX3sMv+++QmXyC8MrQe5+6wRtGAC0mQMTpMSPL+0CzACgshfH2M3FVwCaFQBObFAMui4+qugcWkABAO89fyOb5IPFABSanAQAd/YOhayp3VsBaAQAXNO5LBTKbIsnJ/axwFUAsGHxrLDogJsDQN8ssO4EfQxAZwEgH8TRAMDFbUpBg9nSIIWUBIQGAKKLf5lRTgLAxUdh2RE6APi/liWgXJ503PlgBQWglQCgfSKz2Cu+3gAQoe43v+5XdE/nVyIBQH72eOrO7RqIJYkzKwBEELu9F1MAOrvm7tyeAUB3Xl1j5sYAoDF2Zr9iZwGzA8A372Ig/4D1glEjAESlyNw97gEAZzf1F80SqFZ5RNrkYi7AJABIglhqXYDFXqRG1y0K9RUmAeG7AGurAAyC3OlTcKakeXGMtX3XiDzQNSIv90+S7fjrZaQCkAYAYsZI+5hp/HFj1syAHLYYgEQAyLIAC05RBgABEADuOn8fDl97Qrp8qT5OAwDxA1Pt6XsEv6WXApABQOklXdmhDPhkVe8CzAdxlx+8hFCFCsBFbUpBQ40A4IaTd6CtTBbgcnnSws7zDwRGoFUAdl10BFYcvUV1bjAAKDTXq7fvoeBAevdZMaO7CgDObV7cwcNEyaZwVwCI8cLxXFJa7N12c6RJBtsYAFRqPo+sxwCgRy67ppNmAFBTc7LOlFpADAAOWnVSFq7pBabExiwGACejAtCiAHDr2XvQ3M4F2N0A4PEbT6Ha1F2KtqCzAJAPC80KAElJMfiG4sfaEYsBSIJFioz+qRKNCzAVAHz2RtbFl8UAFK4SaU21VAAe6BcB6VIk5gZgphiAncNyA2YB1hMAru5UFgpnUaYAlAKAqZMngiH/nOKy0EcWzgjdy+eDBDzltNLYdPwd0CAgK3UGV5rz3Ax1a6tUALoKAJJcKUkKwHbB3vBjJVsWYBIAFFsfWgDYZdERWMkAoOKtLvYM6w4A8LdmAdBirnQsPykD/fJtALQSSUQXW19vBaASTxw1LsBmA4D4YXjipvOS+9TIdyvFJwurKGsBBgDZBnHWAgwAOmtB1l6VBayoAEQAiDGatHABblIyGwyvZVwMQDMAQLEswM4qAPmKNwYAAfj20BIAIiD0HapNDEDdFIAMAHLXYqUwiLSmegHA07efQaVJ5kgCYgYAuLlHMHgTYgCuO34Hhq89HXevnfmNPwcCY4vSNfc0AFjLNwusV+ECvKJDGSimkQLw0v0XEDZuu6LnJBIARLDQYcFhyb6cBYBVi2aCqY39FI0VK3VaeAT+iaZTAP7ZogQE5bWOC3Cj2ftg7yX9YgBqCQDtE5nFLqTeLsBSH5NJG8kKAHDAihPwv33SSUDEYgA6CwBzpk0OmB1eTWFJQNRYzXptxN7p+LOQg7osBqD11luPETMAqIdVWZ9EC1gRAKJy6ej1J24DAGc19Rd1EdLra6AYALw4orJAyWK/cUhurGYAgLvOP5CNf8O357WHryBozFbJ82NTd+1cgElZcfmD4CsAu4vEdSLBIuIJz6ugFwC8++wNlJRJ8sEUgMJVIq0pA4A0u1q6Ll8BKJYxXAkALPuz8JqB4r9LI6swAEhYIlcBQD6IowGAC1qXhMZzpGOp6Q0AaRWACCPXHLtNdaLwAeCs7Rdh5DpzZwFmAJC8vDOa+MH386XBtFQPJAB4qH8EpPmUPZ48CvkaYjEAlSgASQBwZO0i0McuCQgqdasWzax4yPbQjgFAxabTpGLMh4+Az4+Y0TpZooSa9Kl3JwwA6m1h9++fAUD3X2NTztCKLsBqAeD54ZUgj10SEMMVgGfuQfO5wizARgNAsRiAJABIUrFpCgDrFIX6xbMqeqnmuwBrCQA3dguCPBlsMQBpYkfFDpofE5EGAPJdbcwEAEnBxf9qFwjFP8UAZADQtguUqsFIAHBHr1DIlkabJCAIX9OnSMKNz0wKwE5hubnEHK50AVYDANGO/A8LStec/zBQP8ALlhy8YcrnA60GpRYALm9fGnyzfe0wDKV2Vg0ACUmPTAcA5x+GNccZAFS6X/V2AZZSALaYewC2nLknGCaOxX4/q80CTHJNNysAVPIc7goAmCttctiioQKQuQBLn6Gv38ZAs9+jYP/lR5ApVRL4vXlxyJ8xpdJT2mX1GAB0mend5ocZAHSbpbTWRBgANNgF2AMA4LEbT6D61N2KTgRM6ILuS/wymgYA8uq6GwAUiwFIgkWKjP6pEo0CkAYA3nn6BkqN3Cw5FKYAFJqGtKYMANLsaum6/3QsC0W8pGMAbuoeDLnTf8l1IBUD0F4BqAUArOfvBX8dcm8AWLNYZthw8i68fhdDtZhaAsCL919AuEIXYFLMUxIAbBucC/pUKsDNFV2f2807RDVvWgXg9/MOcVmWaQpTAAqtpaULsH0is9hf0hsA0sT15c/e1QpA0wLAdMlhSw/tXIAZAJS+Qi05cB16Lz0WVyGiQHr45bviNJc0l9RlANAlZnerH2UA0K2W0zqTsSIARHARfYPeBZgpAG37UkwBeGF4JUiYIL7Dxv348SNM2nxeNnAxNuIrAN0FAGZNnQymb70AOy88gCOU2Un5CkBSVly+0fkKQDEAiMf9NIoBOKGBD3RbHK3oYsUAoCIzCSopVSmR1nR7rxDInia5wwD6LDsGC6OuUw3MzApATAJCe57RTJ4PAMVcgBkApLEmXV1XAUA+iLMSAKSNAdj2fwc5wEpT/mhRAoI/xQC0ggtww9l7Yd+lRzRTlKyrtwLQVQCQ5qMe3zhzvg2A1jJJQA72j4C0OroA6wUA8QNzNR/1LsC5GADU5HxT0knJEZvg7rP/BFX1CoOkZDxK6zAAqNRSrJ6UBRgAZHvDJRYwOwBEWXiBgesFttESADYumQ1GGJgEZMuZuw5Z2jCQvJhCQK+bHw0AVOom6I4AcEHUNeo4k7EbtXN4HuhePi/3T7UAUMwFmASLaC4iNADwfy1LQNNfoyS7X9I2EErkTM0dv/30NQSO3CJZlykAhaYhraleAPDUrWdQebI5koB0DM0Nuy/qCwBXdSwDRb2+4ozPACDNlcL5umoB4LL2pcHPCRdgPgC8cO8FRIxXlgSE9MFDbwUgLQBs9cdB2HSaAUClO9VdASDNPd1MAFDJc3j/Fcdh3r5rkkuMz/F9lx8XHHcWAHqnSw6bmQJQ6WnlVD3LAkARry6+IVgSEKe2hUc0ZgDQI5bZfJO0KgA8duMp/Lb7MpVBzw2rBHn7rxO0UfLgQfUjhMpWA4BiWevEptgtIi90icjDHXJWAfhznSLQoHi2uJ+RU1Lx3YV3nr8vC6n4N+KrD19C8Jhtkqv1b7cgqDBhh+qlVwsA+cG2GQBUbX5NG9o/wKEq9l3MR0gYPx7ExywQEkUrBeC2niGQI61GCsC+4ZA+pS0GIAOAwiQP/MQ/Yi7Au38MgzKjHMG2szEA6/p7wd9u7gJco1hm+FeFC7CrACDpgwcRAAblgj6V1bsA0wJApfdp/qUKFYAY46znX9Fc3C0zFv65pbcC8OV/76HQTxs0MYN9GJPYTvV2AbYCADx+4ylUm7qL+jlcKwD43/sYePP2A6RK9oXDWtvfszEkBCrD1RSx+z9zAZa2ZKkRm+HOszeCCnqJINSsp1SbrQwAamlOj+yLAUCPXHbXT9qKABAfchAA/r77CpUBzw6LhHz9hWpCBgBtJkT36C9EXIC/+WU/oGseqfAVgNHXn0CNaepjANIAQH5d0wLAZ2+ghExWXL5tjQSANO5CpBdivgLw1pPXUFoElMTO08oKwPcxH6DHX9Gw8ugt7uV59rcBcXHjYueHSqNtZ+/BsDWnSacNd5ykAGQAUJEZiZVWdigDPlk/KQAvPnDI8uoqAFjHzwuWHnbvGIAIADecvANv3n0grhO/QpugXID/2bsfKoXrQgXgc4gYr+yjDul6ZzYA2PTX/bDzPPk+zbft3ObFYVX0LVh2+CbVmhhZ+fLIyhAvnu0ji14AEK/pYzachYVR1+DZm/eaTE8KALacewA265gEhAFAeQUgfpxGtey95/8BqpInNCgWt79w4RkA1GT7q+qEAcDr4OXlpcp2rJG1LcAAoLXXz7KjtyIAHF/fB47ftCYA3Hz6LrT846Bgv8z8xg/azTvssIf0+vqFKpabT14Lfk8KADb5ZR/svvCQuL/VAsDJjXyhs10SEAYAE3P2FlMAIiD0H7aJuB5KKtC8LJBeiD0FACLYa/b75yzemN0UXyJiCypLIyfupEp2QFrT1Z3KQuEstuQV/NJn2XHupZWmRHmwAlAAAC88gMa/mEMByACg/A5G+IfnQMZUNuWq2Iu6VA9teUq8C/eUA0BMkPHtb9IhD6Y38YP28x3v2bHj4P+umiQgtApApfdpvp0QAPKvZTTXEaPqGgEAd5y7L7vWauZKAwBxjjn7rBX8jNoswDT3dP4Pzm7qD23+J52o5kC/CEiXwvZc4mwRUwA2KpENRtYuItu1GgUgPl9W58UAtI+VuaBVSSidO63kdYUpAJ1dbeXtGQBkAFD5bnGvmgwAutd6WmY2ZgeAYpnZGAB0bnvpAQD5LsA0CkCzAsANXYOg4kRlahGx1egclhu6V8jHHbr77A2U1EgBSIJFNDsDz6PuS5QlASG9EC9uUwpK5krD/TzCZTFXydix4ctE8eHaQEya+aqtywfx5cdvh/P3Xgi64h8ftOokzN1Dp0wmrWnrcjmhX5WCDsNXkwRkf99wyOChLsArOpSBYrEKQBMBwNp+WUytwlJ73vDb4Uv4v6foFYCxfTQtlR2G1iws+aIuNUa1ABDdY79zAgCiarFvnAvwbdEPfHJ2pQWADWbtpXbjtQIAvDSiclyYBb0UgGIxkZ3d8/YfMbG/e8/eQOSknfDo5VtB91oCQJp7On8QngIA7RV+ZXKngfmtSjEA6OyG16A9A4AMAGqwjSzZBQOAllw26w/aqgDwxM1n1DEAzwyNhPwDXOsCbAYFoNgDr7MKQC0B4KjaRaBhCWUxALEuxtAat/EczNh2UfaEpIkB6CoAyM+2p7cCkOZlQUsAaGUXYBIAFIPrpLsECQA2LJ4VRtUp6tYAsEOoN6c0Pnr9Cclcqo+TAODGbkGQJ0MKrn8jYwAyAEhe0kQJ4sO54ZWcAoDn7z6H8grjupLgGEkBaDQArDtjDxy8+phsSF4N0hypOtOpMh8AqoGcUsPiPwsUGrgeXr6N0XQG9gDw4JVH0Pz3A/D8P0cXYwYAARqVyAojazve4/iL0m/5cZi/X1rxPrxWYei3/IRgHe0VgPYA0C/bV7CsfRnJ60qe9F/CRhYDUNNzQ6ozqwJAsbju/DmyJCCGbB9L/wgDgJZePusO3ooAcFw9Hzh5y5oAcNOpu9DqT9e6AIsBQEyQkihhfIeNrNS1iA8A8SW+psIYgGIKQFoAmDp5Iln3ldhJ8W/EVx68hJCx0klAGAAUbgUaAHjj8Sso+/NWyYuiOwNAMUBIujuQACC6RqGLlH1R4wLMVwCevPUUqkwWBmMnjZX2uNIEGUYAwOXtS4Pvp4yye0RiADIASLu6yus7qwBUCwD5IM6dAWCt6bvhyDU6eP578+IclDJzMQIA5uu/Dv57TxebkmQzewBYZfJO7plVrOAcc/XVxgWY5qMefywkBSDes9On+OyCT5q/3HGxJHF6AcBJDYtBjWJZJAFfgUwpYV2XcpLH82b4Ev7tpl0SEHxOnrDpnKR59Ar748x6GdWWAUCmADRqr5ntdxgANNuKeMh4rAgAx9bz4TJY0mYBFlMAKok9ouVWEAOAM5r4wfci8YT0ehgQUylZGQBisoUXIl/W7dfNSADYKSw39PjkAnzn6RsoNXKzom1EUgDi8QCNYgDSvCxoCQDd2QW4woTtcO6u0EWYtPCkNUWlTki+9CIA8BgsjLpO6l5wnAHArzl7qAGAu34IFQXbSiGn1ELV9s0Cy46YNxED1QaTqGwGAHju7nPFmd1JcKxdsDfM3C6tOOe77a8/ob8LsLsCwIsjKkOCT5nW9VIA5u67Ft5/+KjFNo/rg+YjppYAED+OY5Iq2jKrqT+0lYkB6K4AMH/GFLC+axADgLQbRof6gSM3w+2n1ssCzBSAOmwGD+uSAUAPW3CzTFcMAA7+56Rshl29wJSYTV7+9x4K/bRBcEgtADw9JBIKDBS6ADMAaDOtlQHgj8uEmd+kzi0aALi+azkumYPaohYA8oNti7kAk2ARzXhpXhZIMbEWtSkFpT7FALz+6BWUG+2ZCsCKE3bA2bvPaZYBSGv6e7PiEJpfGwC4r094XDIFT1MALmtfGvxkFID/dguCvDIuwHoBQEwks9zNAWA1n8yw0YkYgFooAKkAYLPi0HyutDqucpGMsPb4HcnznAFAqkugZGUjAKDSjNI0M2IAUNpaYgpAqTAX/F7UuACTFIAkAJgvQwrY0O0zIKTZA2L7iikApS3IACBTANKcX+5UlwFAd1pNC83FigBwTN2icPr2c2oFoDgAJMce0XI5zaoAPDssEhInTOAwVaUuwN3L54XO4Xm49jQuwPiA1mXRUcHv0jw8o3skukIqKa4CgLefvobAkVuUDBEYAFRkJkMr8feNmMKPfzxy4g44c0dbAPjrdwEQXiCDw5zVuACbFQC2D/GGPRf1jQFIAwAPXX0MdWbsEdicAUD1p50ZAODZO88VJ3ZC6C4HADFJx+pjtxUBwHXHb4sq/OWsifaa0shXscFVKQAJc1T84zpWvDC8EiRMYAtNUn/WXoi6/EiTX3NWtUsaBM0zDEJObxEXYEwe9uYdnWsyzUc9/hxcrQA0KwC0B4SkdecfZwCQxloAVgWAYnHd+TNnMQDp9oEn1mYA0BNX3QRz9iQAeGpIRSg4UKgmVBJ7RMtl2njqLrS2iwEoFVBcL6WlmAuwswBQbQxAMQBoH/NM7gs9A4DqdyfNy4KWCkAruwC7AgDO+TYAyhcUA4D0LsCeDACXfl8a/LNLuwDzFYBiAHBn71BRZauzMKFmscyw4ugt9SeyBVpqBQCfvnrHffibtPm8olnzlXg0APC3ZgHQYq4wVi//B9GleVW09Jrxf1cNAKTNAswAoKLtEFfJ2XOW9Gs0zzBSADAwVxpYdIAuxAN6x/TUwwW4bzik/5Q9njR30vHo60+ghl2MaCUAsO/y47BAJgnIsJqFof8KYRIQZxWADACSVlO74wwAMgWgdrvJWj0xAGit9XKb0ZodAGJst8J2LsBqFYAnB1d0cCc22gXYEwDgkWuPodZ0oXpG6oRxFQC8/OAlhMokAXHWBbhjaG7oWTEfN22mABSuvpWTgOgBAElAFAO0VyiU0eEU6rOMHgDu7RMGmVIl5fo6cfMpVJ1ijiQgqADcffEh4MuhXoUBQL0sS+4XgRbe+9QmW8AEVRimosbUXRB94yn5Bz/VUAsAUXXb8g9pAFijWGZYKQNtW5XNCf2rFuRGwQCg4uVyqHh+eCX4woIKQBoAiCrH3P3WCeaePU0yCM6bDv7ce5XKeGoB4Mxv/KHdvEOSvxWlMwBsEJAVfq4rnwWYAUCqraB55TfvYmDW9kvw5PVbaFUuF2T5yvYcoVURS06olwhCqzFjP0wBqKU1PbMvBgA9c91dPmsxADjkn1Oy7rVGXpTFAODoukXhjAoXYHEAaKwLsFkBICZISfKFowtw4zn7ONc8UuG7ALsDAMTMcJUmqY8ByAeAt568htKjlLkA84Nti8UAJMEi0jrxj9MoADERRTOZjJELW5eCQO80XPfXHr6CoDHuGQOQBAArT9oJp26LZ3uUWhvSmuLLWWRhMQB4HBZGXaNZcjArAPz+kwuwvgAwEPyzp+bsJZYEBDN/58uYgjvOFIBU24pY2WkAmCA+rO1SDiLGbyf+Fr8CHwCeufNMcVzXX74NgFZ2Sn1+v6S4jVYAgCSVI5WhdarsyQAwKE86+N8+BgBjt5YaADixQTGo6SudBZgUA5ApAD+f2F0WHYn76JExZRLY/WNYXIIeLU5/pgBkCkAt9pEV+2AA0Iqr5gZjtqICcHSdolycLdoswGYAgP+evANt7LKtmcEF2IwAcM2x23Dw6iPZhDQjahWBfiuOw0cFSfz44JqkADQFAFxyFJYdFmYH1VI9R5MFmJQVkwYAkoCX2S6rNDEAq0zeCSdvaQsAMUt4pSKZHMyiJgYgA4DmA4AkNZnZzgc149ECAM5rVZKLA0dT+CBOSwBYx88Llh6+ITkUZwGgETEALQcAZ+6FqCvWiAGIzyWNS2aL2x9yYUykFIBmAoD87PE0559YXTEXYL0UgM4CwAKZUgI+C6op7hYD0H4+Uh8m1dgK2zAAyACg2r1j9XYMAFp9BS06fisCwJ/rFIFzd1/Ar7suU1n9xOCKDu7ERscAFAOA0xr7QYcFhx3mopfSUiwGoBQAVJMExFkFID48p07+BbSb52gTeyNh3QErT0DMBzIBtBwAXHwUltllB9USANIoAGkA4NWHLyF4zDbJc9OdAWDVKTvhxE1tASBeH6oU1QYA7vkxDDJ/ct0xkwuwEQrAv9sFQkCOTwDwwgNo/Mt+wR51lQKQFE+O6iZn0sq4fzEBljMuwPNaOgcAT99+pljVjXE37WP18k1bz98L/jokDQBbls0JA0zuAmwFAIhu3+j+jaW+mwJAVDnm0cgFGMPj9Pr7GPVVgOQCrDcArB/gBaPr+siOm6QAHFqzMAywiwFIAoD2gM8echXMlJJTHqsp7g4AB1UrCM3K5FRjGtE2VnUBFkvsyJ8gSwKi2RZx244YAHTbpTX3xMzuAvz8zTsoMuhfgRHVAsDjgyo49MUAoM20WioAD197DLWdiAGIUG/QqpPwNoacAY+mLv9GfOn+CwgbJ+1OtrZzOag8Wb0LcIdQb+hVMT9n25tPXgNCVyWF5AKMsXhKjNispCtiHZp4QaSsmHwFIAkAagkxiZPUoAJ/31ScsAPO3hVm+eUfrzZlFxy/qTxGGQ6PZA/MBoqKIPuiRgHoCgD4+m0MbDx9FzovPCK5Gu2CvWHvJX1jAJIAIMb9zJ8xJTdGI12AGQAkn6QIgea3Kgn1ZqpXANIAQIy7aa/U548SFUuLD0onaOADwLXHb0P7+eSPWfz+jUgCwgCgzeJy6jzyzhSvQaMAlAKAahSAGB6nt8kB4NHrT6CmXRIQJQCQdL8zGgBiqJO28w7BubvPoa6fFwyvVTguY7XUvsJkeRM2nZPcVnp99Fe7j/nt7M8TBgBt1mEAUIvd5dl9MADo2evvstlbEQCiCzC+hNMqAMUAoJLsY1ouzoaTd6CtnQuwmRWAamIAagEA8WuvksIBwH9Owtv3ZFhoCQDIC7YtFgMQv8SXdAEAJL0sLmhdEkp7p+WW7MqDlxAik2CFBLyUrLuRdVwNACc38gWERFYEgJjhEt2iMWSDXOEA4MUHVAkeaPfAX+0CobiMApAEAHf0ChWNbelsRlEGAMkraTQAnNXU3+E+zR8lfjhcGGUeAFh7+m44fI0ugQ4p0Ql5VfSvcXZYJCROaItNbCUFIMKgJiWzxxlIDjKaAwD6yXpcaKkANBIATmjgA7V8vSTXgaQALJQ5JazpLK4A7L/iOMzb9zkG74JWJaF0btszEBamAKS7PjAFIHMBptsx7lObAUD3WUtLzcSKAFCtAvDYoApQ1E5NaAYAOLWxL3Rc4KiO0etrII0LsFIA2KN8XugUnofb+0YCQHzQHrr6FLx5Z14AeOPxKyj7s3RSDP4Fg59tr7tIDMB9fcKh1EhtFIA0LsCkl0UGAG2rWH3qLjhGkaUU25CAKGbKrlHscyDz2P1CUkSI3YiMVgCSXMti/djXGQAAIABJREFUx+jJABDVnf9E37LUcwPtYKsUycSpQJV8qBHrWy0A5CvxTt16pljVTQKATUpmg/n7pRPwtCiTEwZWs2UBVqMApI0B6AkAsN7MPXDgymParSda31loTxoEDQBEN+e8/bXJAqzeBVgeAOJzR8ZUSUjTVnRcDACiS/2YevIuwKT7nZgCUE8AaA/4cqf/EjZ1D5YFgJgsb/xGpgAU2ygMADIAqOgC4oaVGAB0w0W1wpTMDgCfvXnnAO0YAHRuZ+kBAPlZgJ0FgPjw3G/5CUWTxLrD15yGV29jiPWNVAC2D/GG3pE2F2CzAkAaF2AaAEhKsKKlGzNx0TWoQKMArDF1F7WKjQQA7V9inAGAmLkvi4ExABHAKFFqtw3OBfsuPqS2Hc3yLmkbCCVySscAxGDvqAjBIuYCvL1XiGhsS2dhArp7rj52m2YqlqvrbgCwaansshlaGQDUZovyQ5MwAEi2qXoXYAYA0br2UK9wlpSwupO4AtC+bp70X8JGAgBkLsDSe1jsvUQvEQT5TFJeY+Opu7LxYlkMQOW29NSaDAB66sq7eN5iABAVVXIvbUZelMUAoFoX4OifKoDPYGE8QaMVgOtP3IF28w4JVt0MCsDTQyIhaSKbqw2/KFUA8gGg2Muz1DbHIM1dFx8VHKYFgCPWnIaXGgPANZ3LQpXJu1SfnZoAQJEkIFoqAGkA4C/fBkCrPw9K2oOvAPRoADhtN2CWQ5pCAqKo1Kzj/9mNyUoAELOh/qIgWRMDgAwAyp0zWigAT956qviaTlKuti6XE+bslE5CZgUASLqm01zD9KprVQA4rGZh+KaUMhdgMQVgjjTJIChvOvhz71Uq0+Kzce+lapKAuAEArFEIBqw8KbDX+Po+UNtPvQtwkSyp4J9OZUXXQI0CkAFABgD5FhB7/6Y64Vllt7AAA4BusYzWm4QVAaBaBWD0wArgM4QBQLEvbc4CQL4LsJEAEB+0f153Bp7/95548vHB9cX7LyBcJgmIlgDw+qNXUG60MhdgfqwdsRiAe/uEQeBIZQlFSAahAYCkrJj8+DekBCsk4EUat9HHaRSAGNwcXZxoCskeuE51LQoASaAk1k5GAMDFbUpByVxpuJ/cfeEBNLHLAixUAD6COjOECSf0UgBihtw1bq4ArFwkI2w6fc9wF2A+iKMDgPJABD/wTN92UfI0b14mB/xUrRB3HNe2wwK6JCBGuAAzAGhbPj2SgNAAQIxzmK//esFeMhoAzmjiB9/LJKrB545MqZLS3NYk6x659hhq2SWJw/sb3ufkSp9lx2Tjbg5VAQDts/za7wWtASBzAWYAkAFATS4jbtUJA4ButZzWmYynA0DM5vdz3aKGLZiYAhCzfHYSyZCpl9LS7QDg+jPw/I0bAkCRGIAYw620wozCpE1NAwBJWTE9BQBGTtzhkNCCf57Wmr4bjlAG4ycBQHTrqh+Q1WE5STGRxNZ/1w+h4PV1Mu7Q8RtPodpU9SpX0v7C422CcsHsHZeIVdsG5YJ9mAWYMn4isWNeBWcB4LaeIaLJbZx1AWYAkLyKqADEa0xdyizAfAB44uZTqDpF2X4nAREGAMlrpkUNT1AAMgAI3AcuMwLAol6pYFVH7RSAVgGA5+8+h1XRtwDjGmKSqnjx4jmAcq2zADMXYBYDUIt7hhX7YADQiqvmBmM2OwB8+vqdg9uulgpA4wHgbYdsa2YAgKeGVIRkiRI67GilLsBaKgDx63n/FcpiAJpVAfh9iDf88CkGoGoFoM4AkCZgOA0AJKkrtcxkbMQlmA94XAEA8XrXoHg2SwJAVPbN2q4MAO699JA6gQrN+i9qUwpKySgA13YuBwUzS8cAZACQxtrCulooAI0EgNOb+EF7GUUUXt9nMAWg+g2hsKVVASAmpMA4kbFFTmWIc8w/gCkA9QCA9uEz7NeBpACkAYDe6ZLD5h4hsmtuBQB47/kbCBq9NS6x3uDqheC70jkYAJS4ZrEYgAov5qyapAUYAGSbwyUW8CQAeHRgeSg2ZKPAzgwA2syhLQB0dJ+T2txiMQDNAABXdyqrWC0iNje1AJCfbU8sCzAmccAvpVoUGgBIyorJVwB6MgBUk42TBERH1i4CjUpYEwBidt+Z26VdJWP3MSoAzQUAHa9hugHAIplgzXH3jgFoNQA4rbGfrNsuaV83K50DBlU3twswKayDFvcYZ/vghyapO2MPHLxqjSzADABKr7yYC3AdPy8YV985F+AhNQrBQLsYgAwA0p+BP608AX/YxZ7Ej6D28PSnagWheZmc9D8g0cKqCsB/T96BNv8TxnXnT5ElAdFsi7htRwwAuu3SmntiVgWA5+++UBRcnm/9IwPKg+9QIQAMyZcOJjXwhVTJvjBkodafcFQATm7kC51d7AIsBQAbzd7HvZiTilABaBwAxAft0Tq4AJsVAKILZ9mflcUTJK0ZDQAkBcWf36oklMmdlvvJC/deQMT47ZI/TwJepHEbfZxGAVhnxh4ugyxNIdljRK0i0LikNQEgSSllJABc2LoUBHpLxwAUKgAdr2Fbe4ZA6NhtDkvrrAswwrG1x+/QbBnL1a1UOCNsPqM+BmDihPEBrzG0LsCxsfjuPH0DSw/fgDEbziqyHQkAkpStDAAqMjOxEgOAdElAUC3+w9LjRLvaVyApXjH0SOZP2eOpO7drcPjaY6htFwPQrADQxysVrFToAuwuCsCqU3bCiZvPBKvGAKD0rmcA0NkrAmvPACDbAy6xgFUB4Lm7L2QzFYsZUwwAYr0kX8SHCfWLQaUimXRfg3XHbzsEW/ZkADihgQ90WxwtsDuNApADgCqSgJAglbMAEBUiP1bKz83r2sNXEDRGGbQjKQB39g5VnFCEtJlpYgDO/EY+KD4NANQykzFpjlocpwGAalQqJABoH1A+dk5qYgDi/sma2rgYgB1CvWHaVnMoAPkAcNf5B/DNr/sF2wMT/xTKnIr726GrDABqce7E9qEFAMRM4/aJWUhjRACI8TMbzNoLzxTEiY3tb2pjX+i44Ihk9wwAkiyvzXH+h0k111apUTgL7Umzw4QUTQNzxFUzygXYqgCwtl8WGF+/mKxZf1x6DBYduC5ZR0wBiJW/KZUNupfPB6/fxTh4T5BcgBkAtJmbAUDprckAIOlqyI6TLMAAIMlC7LguFhADgMNWn5JV1+mVnEJsgk9fvXPI3Ks2BuDhAeXBz04BGPubKRInhOODK+piY36nZgWAJwdXhOSJHWMA6q0AZABQuOWMBIB0CkAaAPgcIsbvkDyX3BkA1pu5Bw5c0VYBaP8yGWtYZwHgsRtPoPrU3bpe8zqG5oapWy8QfwOThWASkGM6JgFBgFTa26ZS1RoAvo/5wLlNDV19ijhX+wpMAUg2GSoA1QLAi/dfwo5z98k/wqshFZc3tgq6rM+SSW7DVwCuPnZLFiaKDcyILMCkuK5UBtOpMgOAdArAUbWLwI/LrKcA1BMAym3NQplTwprO5eKq2INan6xfwcoOZUS7sK/LFIDOXQSYCzBLAuLcDrJuawYArbt2lh65VQGgGhdgOQCIi2gE2DQDACz78xa48fi1YN+aCQCiqm+AwiQgal2AzaoA3NsnDDKlSsqtjVgMQC0VgJhdtvffxxRdv0hZMee1LAll88S6AHsuAKw/cy9EXXmkyKaxlUhANDYIt32nVgCAncJyw5Qt7gEAt/QIhrBxjq7teN8YvuYUzNl5mWrdYyujOm7dCfd2AY4slBG2nHXOBVgtAPx99xXqdSEBQFJ2a6MBoJrQA1YAgPznEjVzlFp4d1UA6gUAMfZwFh1dgLUAgNQnOQBoCQBzpUsOW9wgCUi1Kbvg+M2nAnMyBaD07tpw8g60ZTEA1Zx+rM0nCzAAyLaCSyzgSQDwUP8I8B+2SdLORgDAtcdvO2QXnNSwGHRZdNRhXHqNR+xLm5YA8OCVR4pjNYkpAKkAYI1CMHr9WXj+33vi+cO3p5EA8OrDlxA8xjF2mNiAzQoASTGC+ADw/N3nUH6CtAIQ5xg4UptEJsRF16ACjQtw/Vl7IeqytgBQKti2FQBg57DcMFkhANx78aHDi4cGyxfXBT9RjZgCEN3+C2eRdgGWA4ByLn6kOXgMAMQYgDEfSOYQPa5WAYggbu4eegAoFZYjdnCty+WUBb4MAKpaZodGVgWA6I76rUIXYIxzWGCgNlmA1QJAUsxLBgAd97P9NZ8BQOfOeTFhgl7vQM6NVNiaAUAtremZfTEA6Jnr7vJZmx0APnn11iFzL7oAq1EAHuwfAQEaA8Cnr9/Bq7fvIVa1RVpQswLAE4MrwpdOuAD3rJAXOobl4abPACAAxojqU6kAZw8tAeCOXqGK4wmS9iKNCzADgDZrRk7cAWfuPBeYlv+QirHG9msMAAdWLQgtyjpm27MCAOwSngcmbT5P2oqAiiqzA8DNPYIhXEIB6AwARHXc+pMeoAB0GgCWAlSB0RS9AGCrsjllw6QwAEizStJ1GQCkcwHGjPF4X6AtRgJATJJlfx7X9s0C4xs4FwOQds5Y30gFYKZUSaBRiWwwfuM5yaGaAXi5SgHIACBzAVZzDrtDGwYA3WEVLTgHMQBIcmcy8iZlZgC49ew96LTgCLz47z3U9fcCTKpAKmYAgGI3WlcBwPH1faD7EmESEGoF4Iaz8FxBgHehAlDeTfWfjmWh2tRdpOWUPG4FAEjjAkx6QeArAM/dfQ4VPFQBqAcA7F+lALQql8thr1kBAHaNyAMTN5EBICqq9l16pKsCkJ+oRo0CUC8AWLFQBthw8q7qa40VGuIct56576QC0DgAKKXKj7U1CQB+F5gdBtcozFU3IgagGvfYWU39ZV3XzLCv+M8lauYoNQe9XYBdpQB0ZwD4w9/HYPFB6SQgavarpgAwbXLY0jMkbhj2H4UYAJRfIQYAGQBUcw67QxsGAE2wir1794YxY8bEjWTr1q0QEvL5gi42xPXr18Ps2bMhKioK7t+/D+nSpYMSJUpAmzZtIDIyUtGs3r9/D7/++ivMnz8fTp8+DS9evIAsWbJAREQEdO7cGQoWLKioHzWVGAD8bDVasGnvSst3IZNaC6sBwIaz93Iv5qSiVgEoCgBrFIIBK0+SfpI7jgkSRpscAF558BJCxipzAd7zYxhk/hRrRywG4PZeIYrdiUkGHF2nKPReqiwGICkr5v9aloByedJxP+nJAFBp0hz+2pBcovtVLgCtg7QHgNHXn0CNafomAekWkRcmbJJWPMTawWgAuPP8fWj6a5TgFCG5AEsBQKns8qTzL/Y4A4BkS9lcgM0DAFuWzQm/7pKO+egsAKzukxnQDVlpUQPHrAYAa0/fDYevPVFqEtl6egNA+7itcgphTHRScOAGwXhzpEkGQXnTwZ976RSAerkA7/ohFLy+tmWPd7aoVQAyAOis5ZW1rz51l0MyLiNiADIAyACgsh3qfrUYAHTxmkZHR0NAQAAgjIstcgDw48eP0K5dOw7+SRWEgDNnzoR48eJJ1nn48CFUqVIF9u/fL1onceLEMH36dGjRooUuFrIiAMSHHIzh9ovMA7iYsQ70i4Diw7WLAWj/UNe8TA74qVoh2XVac+w2dFhwWFDH6BiAYjfa44MqQIokXziMXQ0APHDlEdSbuVfRfnUWAOKX9jEMACqytX0lGgBYPMfXstltaQAgQs7So9wzBmDjOftgz8WHVOtBAoB9KuWHtsHeDn2qUQCiC3m2NLYXOSMAYPfyeWVdnmInZQQA5KtU1QDATd2DIWK8YxKQ9iHeMH3bRao151dmAJBsuiRfxIf5rYwDgBMbFIOuix3j8saOtEWZnPDbbmUA8J/oW9Bp4RHyJHk1aLMAuysA5D+XeBoADM6bjsssTlP0UgC6KwAsnCUlrO4kkwXYKxWs7FhWdAkcYgAqUAA2LpENxpncBZgBQJozDmD9iTvQbt4hyUZywhKx92+6X2e13cECDAC6cBU/fPgApUqVggMHDkD69Onh3r173GjkAGC/fv1gxIgRXD1fX19A9aC3tzdcvHgRRo8eDUeO2B74sN6wYcNEZxcTEwNhYWGwY4ctYH7t2rWhdevWkDp1ag4IYjscS4IECWDNmjVQsWJFza1kdgD4+OVb8B26UTBvtQAwql84lBi+WdWFWqwRA4CfrRKrALz55DX8vuuyYjjrtgAwKBf0qWyLAXj5wUsI1UgBuK1niGI1IeliQeMCTOqLDwDP3nkOFSdKJwFhAFBoTRIA/LFSfmhnUQCI14Wx/5IVgOhSue/yQzhx8xlpq6k+rhcArFEsM6w8ekv1uCoUzAD/nnJvF2Cc47az1nEBJgFA/Ngnl13428DsMOSTC7ARALDujD1w8Opjqj048xt/2RdXqs50qswAIB0AHFGrCPRdTh8DkKTw1xsA1vLNAhMIMQD1UAAaCQAzpkwCTUoyACh1qbCqApABQJ0u/h7ULQOALlzsiRMnQrdu3SB//vxQq1YtGDlypCwAvHDhAhQoUIBTC6JqEAFe0qRJ42bw6tUrCA4OhoMHD0LChAnhzJkzHBy0L3PnzoXmzZtzf27fvj1MmzZNUAV/x9/fH549ewZ58uSBU6dOcf1pWawIANUmAdEbAPIDf0utkbsqAHtVzAflC2bggjsriccXax+zAsBVHctA9anq3SPbagAAeyyJhqWHbwi20taeIYphIuk6QaMAJPXFAKDNQk1+2Qe7L2irAOwdmQ/ah+R2WAIrKADxuoAKXVIxAgDy9yhJASiWyEhKAegsAMTr5kYPAIAYM/ddzEfSVhA9brQLsFh2ev7A9AaAtC7A7goAjw2qACk/eSZYSQE4qFpBaFbmc+ImORdgTHRS6CdHF2A1CkC9AODO3qGQNbVWLsCPoM4MoYeIaQFg1q9gZYcyotckWgUgA4Dyl/5yo7fA9UevBZVowzKpurk42YgBQCcNyJoDA4Au2gTXr1/nYuxh3D1U/G3btg0GDx4sCwA7dOjAueVi2bt3L6cetC/79u2DwMBA7s8dO3aEKVOmONQpVKgQB/W+/vprQBCXLJnjDXbUqFHQp08fru3ff/8NderU0dRSVgSAqhWAfcOhxAj9FIBKAKBYQHAptYFeNz+9XIAxtsvWs/ep9ue4ej7Q4y9hEhB06x2oMAagWhfg83efQ3mZRBWuAoC7fwyDLDIxAM0KAP9sUYKLWYTlzJ1nEDlxp+Q+wDli/EyrFP55SMoC/M0v+2HXhQdUUyMpIhGidQjVBgBiDMnsaZJz4zPCBdhKAHB5+9Lgm+1rzjbiADAIIsY7KlsZACRvd1QAOgsAF7YpBbWn02UBxlh8tG6UOBuxD1P8WZKyCzurAGQA0GZtPgCsNX03HLFIDEAGAKWvCYeuqgOAvf+OhiUHhR9EyVce+RpaKgBzpk0O+HwWW8SSgDAXYOn1YACQxQB09ny2ansGAF20ctWqVYPVq1fDd999B6jIGzRokCwAxNh/WbNmhZs3b3KKQUzaIVXw+NmzZ8HLywuuXbsmiAV4/vx5yJs3L9cUYwnOmDFDtJs7d+5ApkyZuGONGzfmEoVoWRgA/GxNWuBmf4O3MgDkP2jz9xdNDEAlrn72e9dZAIjBtsf+S58FWG8A2CYoF/T95AJ86f4LCBvnGDtM7DzOkDIxNC6RHTqEenMJOpYdvimotqVHsOK+SNcJLRWAngIAK03aCadvC91U+deNpr/uh53ntQWAGEevc3geh+VUowDkA8Cj159ATZ2TgCgFgJhUYb/OLsD8PSqmAOSDVgYASVcPuuOeBgCblsoOmM0eC3MBptsr/NqeAAAx03FhpgAkugBbHQAyBaD8dYABQAYA1d8prN2SAUAXrN+SJUugQYMGXMw9dNPFDL4kAHjp0qU4d962bdtyST6kCh6PTRKC7XLm/OwS8Ntvv0HLli25pgsXLoSGDRtK9pMvXz44d+4cZMuWDa5epYsJQjKrGAAcsfY0zN5xSbIpLSgjjUHu+KOXb8FPJAbgxfsvYM5O6SDcYn3u7xsOJXVUAPIz/0nNyawKQGcBoNIXfasAQHT7cCZDqloAGGufGU38YOPpuw4AUCoTqZpzTC8AiIAMQZlUsbICkAFAup2m9LpgNADcce4+fPubMAswziz23kYDAGsWywwrnIgBGFEgA2w67d4xANHNeZsTLsCYBASzABulABT7MMXf+SRlIR8Aroq+BZ11TgKizgXYD9rNEyYkozu79a8d/VMFSJXUlpzMSgrAn6oVhOYKXYC1BIDDaxWGfstPUC/MlEa+solq9HYBxmvoxIbyWa8ZAKReVlUNakzdBdE3ngraGpEF2LoA8LbsdZQlAVG1DT2qEQOABi/3kydPuDh+qLCbM2cOtGrVihsBCQBiMo6qVatydSdMmABdu3aVHDke7969O3cc21WuXDmubq9evWDs2LHcvzFhSLFixST7qVGjBqxatYpTED5//hySJ7e5cGlRrAoA1WQB3tcnHEqN1M8FWAkAFFMDSMUb0gu0irkAMwAoPJu0BIAIq8MVKgD5o6jj5+UQA1BLAIixNH9YSh8wXOy6w1dXkQAgBhQv+/NWLS5fhvTBPw9JABChEsIlmkJyAdZSAYhJZHKktd0/PE0B+EeLEoBxtbCoAYAbuwWJhg1gAJC8210FANEV90/KTKo4m7H1fKCnXWgK/iz1BoDGuAAzAIhrKhefj7yzxWswAChtObGPK+4AAHOkSQbbeoXGTdx+X1lFAegqABg0eitce/RKsHH0egdSe16LtVt/ggFALe3piX0xAGjwqrdp04YDf6VLl4Zdu3bFueeSACAq/r7//ntutH/99RfUrVtXcuQYs69evXrccWyHisDYgoq/xYsXc/+8f/8+pE2bVrIfjCEYmyAElYqoCFRaEPDJldu3b0OJEiW4KhgPEd2VraAANCMA5Mf9kbK5WQEg/0s7f+xKXYCVKn3s7eKsCzDG2hm38ZyixCP8hwmSC7BZAaBUIgKl1wN+PS0BIB+unLr1DCpPllYAujMA/O63KNhOCQBJikgpAIjZHhfsv0a19GYFgC3K2FyAT97SLwuweQFgeth0+h7VOlqtshYAcGHrUlCLMgagWgA4pm5R6PX3MUkzk/p1VgHIAKDN9NEDK0CqZO6tAMRMx0UG/SvYawiT1CQBsYICkAHAc5LXFTMALzEAeHlkZcjZZ61g3PaQ29l7EgOAzAXY2T1k1fYMABq4cgj8goKCIEGCBHD48GEoUqRI3K+TAOCYMWOgd+/eXP1169ZBZGSk5MjxeKzqD9V+PXr0iKtbpUoVWLvWdkF9/fo1JEmSRLKfH374AUaPHs0dx8zCmBlYaUHVoNJiRgD48MV/4D9sk2AKmAREjQuw3gpA/kO/lM3NAADFpPZSALDBrL2w//Ij4hZSCwDFlBYY1++nVSeJv4kV1ALAc3efQwWZJCDOAsDW5XJCvyoFuTloqQDUEgBq6QLMAKBtuzb7PQq2USbCIQHRbhF5oUuENjEAPRkAzm1eHELypefWSY0CcEPXIKg40TEJiLMKwPD86WHzGfcGgOjmvP2c+izA6AJsJgCI9/r/7ZMOx/JNqWwwrKbtuVKNC7ARABDDTHw/n94FOF2KxHD/+X+K7s/OVrIqABxYtSC0KKssC7CWAHBYzcLQf4W5XYDFACAmUppEcAHu9Vc0/HVI2yQgRbKkgn86lY3bpvaqvaJeqWBVx8/H+fvZvq4SBSBeF+RiZTMAyBSAzl4zWXvrWYABQIPW7O3bt5y7LSbvQDfcWLAW+/MkADh06FAYOHAgV33z5s0QFhYmOfItW7ZAeHg4dxzb9e/fP64u/h2PY4mJiYH48eNL9oO/h+2x7Ny5E8qWFb8hiXWgBgCOXHsaZpkkBqCWAHBvnzAIHCmdfZT25mv/AMB/6JdaTLGXAaNdgMUA4IoOZQAfhhLEFwJjTwWAaA9nEiTwASCqVSPGK0sCwt83Yi7Am7qLZyJVc/nUSwF48tZTqDJ5l+SQSMBLzVz0bEPjAqwGAGJ8pXKjpV2i9QKAR649plZU0dpZ6YcBIxSAzgJA/PD04zJHl3kGAMm7wmoAcHTdotBbRgGI9/p5+6TVt+4MAMXuS+QdoK7G0YHl4atkibjGeD/GsAVaFP41XQ8XYKsBwMmNfGXjVO7oFQrZ0iTTwvSiGdY9BQA2KZmN81iRKrTvIJosiF0nGPs62u48uzSiMuTqK64AfB/zAd7GfICkXyQQJLqkHZtVFYDrjt+W/ZDCYgDS7gTPq88AoEFrHgv4MKHGqVOnHOLpkQCg1RSAVncB1hIAkmJt0d58tQKA4+v7QPcl0Q5nAO14lJ5CYgAQ25bImRowlluSLxLEdaW3C7BZFYBmBYBScciUrj2/nqsAIAl4qZmLnm3452HlSTvhlEwW4Oa/R8FWSgUgyR5SAFCNC/DWniGQ81MMQE8DgL83Lw6hnxSA6KaN7tr2RS4JCCYjePr6nUMbBgDJZ5+rACBJqSc1cpI6Gl/k58u437szAKzn76W5EktqHYwAgDn7rIGPH8l7mKYGDQDE+MtFNXIBVqsAZADQtrr2z/Q+XqlgpYYKQHcDgEF500GrPw7C5QcvoVLhjJyKM1FCaTGL3DnEACBzAaa5xrpTXQYADVhNjJ/n4+MDqAJcuXIlVK9e3eFXSQDQajEASWZVkwRkYoNiEFk4owAUkX5H7XErAUC8uQ+v9dmdXGzOYgpAswBAHC+OpbafV9zQza4AxDgk41XEACS5ADsLAFuVzQn9q9pcgLVUAJoVAPLVVSduPoWqU6QVgCTgpfZaoVc7GgDYYu4B2ELpzkmyh5YKQKMBIAmUxK6ZEQpAGgB44MojqDdzr2BLocLh9bsYh21WyzcLLD9yU/X2C8ufnnrPqP4xFzWMKJCei435LkYdaUEX4EVtAqlV2a4CgPxngZVHb0KXRUepLG9mF2AjAeCRAeXh6+SJ4PC1x9QZoOUMzr+m6wEAB1QtCJjZPLbIqQy1BIDWp7iwAAAgAElEQVRDaxaGASpcgI0EgGLXVk9QAGZImRjwemR6F2ARBeDFEZXBW0QBeOLmM0Giupnf+HPvhmoKA4AMAKrZN+7QhgFAA1YRk3DMnj0bcuXKBcOHDxf9RUzcsXTpUu7YgAEDoGBB20t8tWrVOLXg6tWruf/H4kwW4J49e8K4ceO4fsyWBZjkAoxj9s/+NfzdLtApybeSJX/w4j8I0CgGICnYPq3izv6hTgkAFHsZMBMAzJ8xBazvGuRSAIhx/Qb9c0rJ9gC1APDsneei8bxif1RbAPgcIsY7xg4jTVDM1erfbkGysQtJffKPa6kAZADQZtmWcw9Qx3Pb3isEgsdsk1y6rhF5oGtEXofjfZYdh4VRdElAECDnyZDCdt8xwAVY6X5sXiYHRF1+pGsSkN+bFYfQ/LYYgCQFoNhLaorECeH5f+8dpsQAIHmVrQYASdfGxiWzySbgMRoA1pu5Bw5ceUxeCF6N6U38oL2KGIBGA8AFUddgzIazVHMjVWYAUGghVwNAJcAbs3L/beIYgNnTJIPtMlmA3READrZ7Ts+aOins7C0dFkvuvAwesxWuPrReDEDmAky62rLjJAswAEiykAbHmzVrBn/88Yeqni5fvgw5cuSAS5cugbe3N9cHAkVUBEqVWOCIx7Fdzpyfvwj+9ttv0LJlS67pwoULAbMCSxXM+nvu3DlAt+WrV6UDT6uZmJgCUAkAxN9a+n1pDgTqWbQEgKTYY64CgGKZcNGmtONRug5SLsDYngFAmxWXty/tVHw0oQJQOwAolYhA6drz60nFNFPTFwOANqu1+uMAdUZXTMwRMpYeAKpxAUa43qyM7T5kNgC4/9IjB/dqNXtRqg0NAEQYWX+WUAH4dbIv4PErRxfg2r5ZYJkTCsDQfOmo3ca1tIsRfSEAxOQ47z+oUwCi+nJhm1LUCkBSrD6puZOujY1KZJOF7wwAarOrUAHoO3SjNp3xejETAMQEbD6DtckCrFYBOKlhMVmVKn6kyp4muSbrIPZxxQwA8OPHjw6ZbmmSgJAAYMaUScCqLsAXhleC3P3WCdYfP77bA8AsXyUFFFqoKQwAMgWgmn3jDm0YADRgFbUAgHiT8PLyglu3bkH+/Pm5ZCJSpUCBAoBux1myZAHMsMtPyIFAD8Eelnbt2sGMGTNEu7lz5w5kypSJO9aoUSNYsGCBppZyBgAOr1UYmpTMrul47DsTA4AjaxfhYk7MlklUIjYovQEgqgJGEFyAxRSAngwAx9QtCr3sgq2bQQGoJQA8f/c5lJfJOCx1AokpABkA1PVyI9o5jQswxsPZdPou1SDRLTdUBQBUowDEgcXOR2u3OqpJ21VuVtqmALSPr+hMn/Ztf2sWAGH5M3B/JikAxQBg2i8TA96P7IuzCsCQfOmoM0draRcj+sJMx2hzqwBAfMbA80uqkAAg/1lAjQtwae80sKB1KcVL464KwMMDyoOfBQFg/yoFoFW5XHHrJ+cCzAAggKsAIB/wOQsAs6VOBjt6h0quuScAQJzjvr62xJe0xaoAcO3x27JKapYEhHYneF59BgBNsuakGIA4zPbt28cBu71790KpUo4Pavv27YPAwEBuVlh/2rRpDjNE92IEiKlTp+YAYbJkjlm2Ro0aBX369OHaLlmyBOrVq6eppZwBgBhw+JtSrgGAl+6/gDk7L1PZghRri1ZxZ/9Qhy8F+OIgV6wGAFEFgy/DpKI026d9P2IAUOzLotTvY7DtCZvOwfM3jq559m3460tyAXYWAGL8H4wDhEVLALi+azmInLiTtByKjpNULoo6+VSJH1/t+I2nUG2qZ8YAbP3nQdh4ig4AbukRDGHjpLNEdwnPA93Ka+MCjMvFACAZAO6/9BAazN4nOAUypUoCt5++cTgtGAAkXynyZUgBZ+8+J1eUqIEKwEVtSgFmqKQpahWAZACYFRZGXZccirMAkH+eKpmvGgA4rbEfdFhwWEn3gjp1/b00d8WUGoQnA0BMsPDnXjqPn6E1CsGAlSep19TVCkBMQIcu6fiRRaro4QJsJABEF+BvSmY3fRZgsWzb54dXgjwKFIDpUiSGA/0iqPcfNmAAkCkAVW0cN2jEAKBJFlEJAET1XqFCheD9+/cQEBAAO3bsgKRJk8bN4PXr1xAUFAQHDx6EhAkTctmG8+TJ4zBDvhtwhw4dYOrUqYI6Fy9eBD8/P3j27BnndoxqQuxPyyIKANedhlnbLxF/xggAeP/5f1B8+CbBWPDhnAFA4vJIVqBxAfZUALisfWmngo5bAQCS4lzR7DAaALijVygEjdlK071L6/LBcZXJOx3i1PGPt/nzIPxLCQA39wiGcBUAUI0LMB8seJoC8NfvAiC8gE0BuO3sPWj2+wGHfRW7lmIAUApiOesC7AkKQGdPYKMBICr58fySKg2LZ4VFBxgAdHZdSe0P9Y8Af7sY0KQ2So7zr9m5+qwBlZ7pkj9FpQAcWAF8hji6AJsJAGKYihyfsscrsa9cHTF1NdZPGD8eoFdRg+LZRJvrDQA/fPgIuewSXdC4AJMUgAgA0WMKk9ZJFVoRgrNrIdbeGQCY9stEcLB/eVXDChmzFa5YMAYgUwCqWm7WiGcBBgBNsh2UAEAcKqryUJ2HxdfXF3744QcO0iG0+/nnn7nEHrH1RowYITq7mJgYCA4Oht27bV+169SpA61bt4avv/4aoqKiYOjQoXDv3j2IHz8+l3ykUqVKmlvJqgBQjQuw/grArDCydlHZNRJTAI6t5wP4cGNf9HoYoAGAemcBdpUC8MydZ7JKOi0BICnjsNSGEXMBXtelHFSaZG4F4LEbT6D6VGmlDgOAwhXf1D0YIsbTKwAZAKS7HToLAFGJOWnzeYcfZQCQbh3U1FYLAJVmobYfE4KIfstPSA61QUBWWHxQGgDyvQHUuADjD9Pc/91VAeipADBn2uRQLk9a0ygAjQCAsSfb5ZGVRZML9lgSLcg4q+Y6Yt+GD/gYALRZRwwAnhtWCfL2J8cAxDi5RwZWULU0DAAyBaCqjeMGjRgANMkiKgWAHz584GAdqvikCib5wKzDCPCkyoMHD6By5cpw4ICjGgHbJEqUiFMG4m/pURgA/GxVmgdubGXvAoyqgFF15AHgiiM3oevio4KlNBoABo3eCtceCbNtxQ4IVS4bun3OAuyuCkCrAsC1nctB5cnaAECSmxvN9YavAGQAkM4FeFP3INks0VIuwAwA0uxQgF++DYCIgsoUgPsuPYSGdi7AUqEJavtlgWWHb9INhlc7OG86Lj4eK9IWMBoAondD/xXSALB+gBcsOXhDcsAMAGqzmw/2j4AAN1cAHh1YHooNESY6QQBYNnda+N8+c7gAGwkA0d30iwSO70xmB4D2GXDt3w+srABUCgBTJf0CMKalmmJVALjm2G3ZUAosBqCa3eBZbRgANMl6KwWAscNdu3YtB/kQ4CHMS5s2LRQvXpzLEKxUsYeuxHPmzOESfGBMwJcvX0LmzJkhPDwcunTpwrkb61XMDgDvPX8DJYZvFkxfrQswSXnkLABEVcDPdc0PAOUUgEYDwNF1i0JvuyQgGNdvyOpTirY8xtmbqCIGoN4AsEWZnDCwmi0GoJYKQNMCwGbFITR/em6+0defyMbqIp2HihbewEo0LsBt/3cQNpykA4AbuwXJJonpHJ4HuovEAHQ3ALj/8iM4ffuZbivrLACUui45qwBEV78dDADKrjsDgPKnhRoF4NTGvtBxgc1ThaYYGQOQAUA6ADikRiEYqEMMQCMBIGacTWgSAFgkSyr4p1NZ0dPDHvC5iwtwrem74ci1J4I5nx0WCfn6rxf8TeyDWIokCeH4oIo0l5O4ugwAMgWgqo3jBo0YAHSDRbTiFJwBgENrFoamOicB8QQAKOYGi3uJFkgq3X8MAAKQAODS70tDnRl7lJrUoR4fAJISjkj9iJgL8JrOZaHKZOkEGzQD1jQJCAUA3N4rBILHbKMZqkvr6g0A/+0WBBVkskTrBQAPXX3s1B7XclG+C8wOUVce6woA53wbAOUVKgD3XnwIjeYIk4Dgx4ahIh8mGADUcieI96UWAGIyjgX7r1EPkKQArOfvBX8dklMAfg4HYlYXYAYAbdvCu+9aiNE4CGC/ygWgdZCyLMBaKgAHVy8EP63SPgkIZqpHVaIWRSy+Kr9fIxWAPl6pYGVHG+DDPYB7gV9oAGD2NMlgey/pLMCoAGxcIjuXtE6q6PXMT7NuzgDA5IkSwMkhkTQ/F1c3dOw2wNBO/GIGe5AmwxSAJAux4yQLMABIshA7rosFrAoA1cQAJIEH2puN/RdAdAsaXddHdp3EXICNBoB6uAD3jswHo9efpd6jZlUAegIA1NQFmAcAj15/wsWRkSqk85B6E+ncQG8AuKFrEFScuENyFgwAarPAzgJADOw/bM1ph8E46wKMsb52nn+gzSTdtJdkiWxZgOVii4pNXS0AxI+bA2RcgEkquEYlGADUYitiRlH7JHBa9Mu/pufuuxbeuxAAHhlQHnyHauMCrJcC0FMBIE0SEAYAAZJ8ER/ODFUXq54BQKYA1OLabsU+GAC04qq5wZg9CQCiG0PIWGnlkbMAEFUBY+rJA8DlR25At8XChB9mAoB5M3wJ/3YLjtvZSmMAagkApZQ2YqcbvpRjYP7nb94Tz0b++qKroVwyDWcBYPMyOeCnajbXfZLaUGrgYgrA1Z3KQtUp2igASZkuiQblVfitWQCE5bfFV2MAkM4FeH3XcrIJaTqH5YbuFfI5LIezLsCepgCc3dQfKhTKyNlx69l70FwmC/Ceiw+g8Zz9ApszAEhzRdC2LioAF7c1EADWKAQDZFwpaQCg2Ec/JdaheR5R4wI8pZEvdFpobhdgTwaAZXKngXn76NSrahWAExsUc4hNzd+jRgJAjDeXKKFjDMDuS446FWtV7JzTSwH48eNHyNlHqCa0igKw9vTdcNjOBfjM0EjIP4DsApwoQXw4N5wBQP5eYzEAldztPLsOA4Cevf4um70YABy17gzM3H6ROCZDXICfvYESIxxjAKpRAJIAoFT2MSlD2CsAGQDURgHIAKBtx4m9ZFoBAB659hhqTZd2nyadh8QLj8EV+A9wVafshBM3hXHq+Mfb/e8QrD95h2qEpMzOngAAvw3MDgd0dgFmAJBqW5qqstEAkKSkEvs4wzcYXwFoBACsP3MvRF15RLVmagEgae5UgyBUjuoX7hADWov+9VYA9q2cH9oEeccN1f5ZkT8HKQWgGgA4qFpBGPSPsvjJ/DGQAOCWHsGQK92XWpgeSC7AGG8uccIEDr9ldgCYI00y2PbJBZgBQPqtYmYFIK4nuogniB/PIUP16mO3ZGOpMgBIvxc8rQUDgJ624iaZrycBQPyKiTcZqeIqACjmBotjpFEA0GwnORdgwxWAdYpC76XHBMM3BwAMhDoz9tKYVVBXCwWg3gBQSxdgvgKQAUA6AEhK7OIpADDq8iM4c+e56nOO1HBWU3+oqFQBeOEBNP5FqADEuF7D12rvAozZPnddYC7AcuunFgBiNt6FUXQqKhwHSUlFcvtuWDwrjKpjSwjGACDpzJQ+7gkA8PCA8uAn4gLMAKBwX+gNAN/HfIDc/dYJfpQmBqASAIjXo4mbzktueL2e+WnOQGcUgF8kiAfnh1em+bm4umYFgE9fv4MO8w9z92j/7F8DPkek/TJx3LgZAFS13KwRzwIMALLt4BILMAD42eyXRlSG+PHjKV4H+6+6CGzGElyAlx2+Ad2XCF2AGQAUAkApVzuxhdHPBVg7AEhyN5bacGJKi386loVqU83tAnz42mOozRSAiq8jpMQu+gHAR05BbsUTVFARFYBmB4Co6hmx9oyC2dBVYQCQbC8EgEvaBlJf+9QCQJKSipT4xQoAcHIjX+iswgXYUAVg33AHDxDybiHXMJMCUAwAkmcgXoO0b6X6NVIBuO/SQ2g4W5hgiT8udDdN8oXxCkArAsDo609gyOpTgAq1/lULgl+2r9Vunbh2DAAKTfjn3iuCzNrdy+cFjMscWxgAdHrLeXwHDAB6/BZwjQGsCAAxdtmVhy9h9o5LVEYjKQCdBYD4YDyuvnwMQAYAhUs2WkQB6A4AsFnpHDCoui0GoJYAcFXHMtSB8KVOEi1jAP76XQCEF7DFACQBQNJ5SHVSG1BZbxdgklt3p7Dc0EOXGICeBQBnfuMPkYUVxgAUUQD2qZQfRq5jANCAU87hJzAJyOI25gGAtXyzwPIjNyVNwQCgNrskyqIAEK8VbYOVuQCbAQBOaODjEJuav4JaugCbCgBm/QpWdijDTVVvAJg+RWLApERaKQAR+mFM86sPX3Hjz/JVUtj1Q6iDiyrtmVhnxh7A+MD8cnpIJBQYSI4B6IwCMGzsNrhkwizAYu77/GdCBgBpdxirb28BBgDZnnCJBcQA4M/rz8CMbeaIAXj32RsoaRcDEMHF1YcvYRYlAMSHmLBx2yXtfHFEZS7Gg9Jif2NQDQBFIBiOQS93ADkX4Dzpv4SN3XlJQBTGFlKdBMRFAPDUrWdQefJOyaX+u10g1J2p3gVYCwAo5gJsBQBISi7BAKBw2zEACGCEAlAAAM/cg+ZzDzic/7HX3N0XHkATOxdgvQAguvrtvvBQ6W3HI+upB4BZYWHUdWqb/VStIAyWiaVGAoANArLCz3VtLsBiib+UDIjm/q8mBiBTANpWIU+/tfAu5qOSJVFchwYAHuofAf7DNinuW66iWgUgCQBu7hEM3hrFAFQNABcfhWUy0F2NAX0IALBwlpSwulM50a7tn/9zpk0O+GyD5cOHj5CrrzAJiNYA8PqjV1Bu9FbB2DChWP6MKdWYIq6NMwAwYfx4cGGEOhdgqwLAf6JvySZTYjEAndqOHtGYAUCPWGbzTdIpAFijEDQNzKHrpMQAIMYuU5MEBB9iwnUEgBgXaHz9YrL2WHroBvT4y84F2GAAGDxma9xXQ/vBMgBos4iWAJAEG6U2jBgAxK/VNabt1uSc00sByAAgXQxAklu3JygAm5bCJCD6xgCc+Y0fRBbOxJ07W1UAwB8r5QdMkKV1YQCQbFGjAeDAqgU51zqpUrNYZlhx9JbkcQYAyWuqpMb+vuEOH4CVtCPV4b+UuxoAkmAyaS784+4AAFFtljSRiAuwzgDwXcwHyGMXA1BLAIhZgBsWzwaTNmsTAxDfgexjmuPHxMJZUtFsGYe6YgDw1JCKUHDgBkFdsY8kDAA6mp4BQKe2o0c0ZgDQI5bZfJO0IgBU6wJMAoAXhleChAniK14k+y+AGBdofAPzA0CmAAQgQTlPAIDDaxWGfstPKN7vchX5LsCHrsq7llpZAVhtyi44fvOpwBT8B7zv5x2CdSfoACBJ1dkxNDf0rJjPwfx9lx+HBfvpExzEjpe0TppsDIWdmA0A7jr/AL75VZgE5IfI/IDqeK1Lae80sOciUwDK2RUBIMYArDqFLv4pZuNVowAkAcAaxTLDSjMBwFl7uRiaNGVSw2LQZdFRmiZcXSNjAFoVAOLHgnYKXYCpF0CmAUm5KtXUSAXg3osPodEc6RiACJuSJUroMNTuLgCANElAlCgAMSapVgDw0v0XDh5NrgaA6EGFnlRqClMAXgcvLy81pmNtLG4BBgAtvoBWHb7ZAeCdp2+g1MjNAvOqdQEmAcDzwyvBFwwAqnIBVvty/HOdIvDD0uOC9aWJAYiZOSdvOQ/P37wnnoJ8UGMkADx56ylUmUz34oqTEVMAruhQBmpqpADUEgD+8m0ARBS0xQAkgSWSKz5xIQ2uwN83egBAkqpTLwB48Mojp9zctVwGIwDgjCZ+UKmIMgWgGABUG+aAZCcGAEkWAjAaAJIy0Vf3yQyroqUVgPUDvGB0XVs8YLO6AKsFgKQMyOTVVF5jX59wh+c/5a2la+qtALQaABxf38chOR3felq6AFsJANIoAHOlTQ5bCC7AWgBABH/t5x+GM3eeO2xwvQDgycEVodBPZAUgRlC6NLKKqlM0bNw2uHT/paAtTRgEVT+qoBEpBiBzAVZgRFZF1gIMALIN4hILWBEAogvwlQf0MQA3dQ+GiPHSMQCdBYDoyjGBoAD8+9AN6GnnAiwGwXAz6HXzk1MA5k7/JaCdYovS2ELuBgD/ahcI9TSKAaglAFzevjTUksmwS3MR0QsAksASA4DCVSJBXQYAaXa1dF0aALjz/H1o+muUoDO9AGBgrjSw9xJTAMqtsloAiMk4Fh2gjwFIAoDVfDIDvvhJFQYAtTlnjQCAefutg7cxH7QZ8Kde3A0A4jMhPhtqUUgAEGFT8sTGKwDfvv8AefuvE0zRjACw+5KjsOyweAIiBgC12KHCPhgA1N6mrEehBRgAZDvCJRawIgBUqwDc1D0IIsbvkLTzuWGVIFFC9S7AVgGAcjEAzQAAUdU3fO1pReeDWgUgCcp5AgDUMgYgXwHIACCdC/Cy9qWhtgzU9QQAqOhkd7LS9CZ+UFmhAlAMAPaqmA/GbDjr5CgcmzMASDap0QCQpEI3HQA00AXYSAXg3j5hEDhyC3mDUNbgf1zVAwDiB9HvQ5RlAaYcumx1tS7AJAWgkQDwxOCK8KUIAOy2+Khs5m01diyW9SvAD3BYtASAMR8+grdIEpCGJbLBZCdjAIoBqdi5awEA687YAwftsgDjmhRmCsC4Lca/fqASvPPCI5Lbj8UAVHNmelYbBgA9a71NM1tnAOCQGoXgW52TgGjpAswAoG3bmV0B6A4A8LvA7DC4RmHO3iduPqWOXYXtxFyASbCI5sKilwIQkznIqSdJrvg0czCiLo0LcPv5h2DtcW0BYIdQb+hVMb/DVJ2NAUgCtUbY1sjf4APALWfuQou5Bx1+Pnatd5y7D9/+JlQAMgBo5GoJf8tsALBq0Uyw+thtSYPU8/eCMfVsLsDLDt+Qda+U6oTGA6A+A4BUm9NdASApdqWUkZQCwDfvYuD+8/8gXYrEkOQLx0QdShaBpAC0LABMlxy29LBlAXYVAFzTuSwUyuxcEhAGAIW7mKQAZABQyVnP6shZgAFAtj9cYgExADh6/RmYvu0icTxGAMDbT187fAFWqwDc2C0Iyk+QVgCeHRYJiRMqf6ixvzFgZsCJDX1l7fbXwevQ6+9jgjqjaheBH5cJ4+BhBZoXAOJi8Sq4EwDsWzk/TN1yAZ5RxgDUWwGoFwBc+n1pwCxtWhQtAeCcbwOg/KcYgAwA0gFA0poyAKjFbgeY1tgPqhS1xQBUAwB7VsgLY/89p81geL2UypUa9l2iS+Cg+SBM3mHyRAlgsYokIJiNd/FBehdg0kco3EdrGADUfdfs+TEMSo9iCkClhia5rkv1M66eD/SwC03Dr4sfzzExByZGwjhteTN8CfNaloT0KZMoHVpcvT0XH0DjOcIES/xOjg+qACmSfOHQr+kVgCYAgHopAHFNigz6V7AmYmrTePEALntYDEAGAKkvAayBnQUYAGRbwiUWYADws9k9BQDKuQB7p0sOmz99xUTLKI0BiDFvRq2jz5ApBj8R6o1Yq6wvrDtlywXqJCAkAIgZJ1FVobZ4MgDEbJRytrOyArD61F1w7IZ0FmA1CsCl3wdCnRnSe00vAEgCtWr3vlnbmRUAlsyZGvZTZnA1q431GhcDgPKWdVcFoCEAsP86zv1Ty4LxQtuH5I7rUs5tU8vf1RMAztt3DebuuRI33LbBuaBPpQLUwycBwGODKkBKFwDA/97HQL7+6wXzoYoBqAQAFs8Kk7dckLSZko/+rnABVgoAcWJK5iBmAKsmAWEAkPoSwBowAMj2gBks4EkA8N9uQVBBRgF4ZmgklVuD/Y24RrHMMMkCCkAaAFhv5h44cOUxcauqTQLCAKC0acVcgEmwiLhQvAp6KQBJAJCUjIdmDkbU5T/QkgBgh/mHYc1xaddAsfGS4k22D/GG3pHauwB7GgCc2tgXqhbNzC0BSQG4/dx9+M7OBbhH+bwwbqP2CkAGAMlnsdEAkPQRqkqRTLLnuRVcgCc2KAZdFx8lG9+uhpExABkApFsePQGgWPxsNbDHXQEg/+O5mAswuk030hkA6uUCjFC2qAIFoDMAMHzcNrhowSzADADSXaNYbUcLMAUg2xUusYDZAeCtJ68dXEDwRnv5wUv48JHOZBu6BkHFidIuwEYAwCUHr0NvFS7A72M+wOydl+DC3RdQN8ALSnunpZs8r7a7AUA1LsCkuHzOKgC/DcwOQ3SIAaglABxWszD0X3FC9T7iN+S7AO+/9BAazN4n2S8DgELTkPYaA4CabFEgAcDiOb6Gv9qV5n5MDAB2L58XxusAAEvkTA0IzVmRtoDRALBPpfwwUkbRXrlIRtlYn/jxZqzJYwCqBoC+WWDZEfEspFrv4d0/hkEZvV2A3UgBSEpeI7U+SlyAjQKA0T9VgFRJHV2Auy46AiuOSmfeVrP3+ElAnFUAMgBoWwE1UBjbWRUArjx6E7oskv6QwpKAqDkzPasNA4Cetd6mma0VAaBa45kVAI6sXQT6EGIAYuaw2JdPjLOxo1coZE2dTJUpaACgK1yASS9f/Elj3Wlb6WMAkgDg4jalZCEWyfB8AHj8xlOoNnUXqYnDcb0VgFoCwNlN/aFCoYzcHBgApFMAMgBIfWqoajClkS9g9lYsm0/fhZZ/CJOAtAv2BgxlgGXb2XvQ7PcDgt/pFpEXJmzSXgHIACB5OdUCwPoBXrDk4A3yD9jVIN2DKhXOCOtOSMf6ZACQ2uSiDXb9EAplf96qTWe8XgRJQHQAgJgwqEOo8S7AegFAqfjZamAPSQEYPbACpEpmDAD0zfYVLG9vywIsBgALZU4JazqXE91/9h5AudN/CfhxEwt+sM/db52gnVUUgBhj+pBdFmCmABRuAf6+ZwBQ88uzx3XIAKDHLbk5Jmz2LMBiCkC1ltMbAFb3yQyTG8knARFTACoBgPYPG7V8s8CEBsVUmYIGACp1AdYyBiDp5Ys/abMCQBxjmdxp4Oc6ReHxy/4OBD4AACAASURBVHeaAcC/2wVC3ZnqYxPybaelCzAfAO679BAaMgWg4nOTBJuZAlCxKWUrOgsAu0bkgYmbzmszGF4vJXKkhqgrTAEoZ1gEgEvaBUKVyXQfUtQCQNL9LLJQRlh/UhkAXHrohmyCBal508QkVhMDcEIDH+i2OJp6P9c2UAG4s3colBvNAKDSRVILAFGt2lMmCYimAPDCA2j8i3QSEFcBQMxwnH+AMAYgDQDENWpdLid0DM0DyRMncACA6VMkhgbFs3Ixq6WKEqAqFwNQCxdgMQCIqkyfweQkIDgvJXMQmz9TAF4HLy8vpac6q+dGFmAA0I0W00pTcQYADq5eCL4rnUPX6WoJANd3LQeRE3dKjvf0kEhImkh9FmAjAWCRLKngn05lVdneTABQDH7qBQAvj6wM8VA+CQB6KwBjF6aOnxc0K51DFQDEOFJ/HRKqV0jx4mg2hF4KQDIADAIxdyKasRtZV+8YgAtbl4JGc6Rdpr8P8QaMsWlf+i0/DvP3X6M2Rex8SLEaqTs2eQP8OIPXaCxiCkB+UPutZ+9BczsFIAOArltgowEgKaYtCQDidX9cfR/OYGoBIN6quobnhS4ReYiGZwCQaCJBBaYAFNrLTADw6MDy8FWyRA4LqocLMF8BqAUAxEHjh98/mpcQVQA2ZABQ8kSNGL8dLtx7IXme0p3h2tUWA65MAaidfVlPAAwAsl3gEguYHQDefPJasxgw67qUg0qTpAHgqSEVIVmihIrXwf7GoAgAHrgOvZceE/zGiFpFoO/y4w6/y7/J2P8WA4A2c6FSY7pCF2BXAEAc46qOZaD61N2K91VsRTEXYJK7KM2PDK1ZGAZoFAOQrwDce/GhLNDa1N26ALDG1F0QLZMFWE0SkAWtS0LjOdKKCCkAiNeMBQwAKt7yzgLALuF5YNJm7RWAGHtQSaIlxRN1w4pqAaDYRxQl5sEsrqPXn5WsWrFQBthw8q7kcS0AYGzne/uEQaZUSWWHrTRUB78TpgC0WSNf/3Xwn8ZZgK3mAkwCgFIJ9NSovfYQFIBHBpSHr5NbFwDinhLLmosuwJYFgAMrgM8QfRWADAAyBaCSe7M71mEA0B1X1QJz0gIAfvjwEW49fc19tfsysXKApsQ8VgKAGF8K3czkyhITAMCQMVvhysNXosPMlS45bOkREndMbxdgMQUgyf2KP3C9AOCiNqVk3ViV7N3YOp4AAGc19YeKn2IAejQAXHAY1hyjiwG4oFVJWZcoBgBpzjbpupMaFoMaxbJwFUQVgEG5oE/lAtzxrWfuQfO5whiAncPzAMZi1bowAEi2KD5XLG5bitoFWC8AWKFgBvj3lDEA0B4miVnLXQEgxjoOGqOvCzADgMAlrJFzATYDAOyy6Ais1DgJiB4KQDw/D/WPAP9hmwSnKgOA8td5BgAZACQ/CbhnDQYA3XNdTT8rMQA4at0ZmLn9InHs6ALcsERWaPXHQdh5/gGk/TIx/NYsAIp6fUVsq7SClgBwbedyUHmytALw5OCKkJwCYNqr8owEgIWzpITVncSDE5NsK+cCbA8A687YAwftAgKL9U8D7fjtjQSA+CJVKldq8M+emugCrCUAXNmhDNSYpo0CkBQvjrT2/ONaugDzASApyLdUPCGasRtZl69yICoAVQDA+a1KQhOZmEj85BT8eTMXYLpd4DQADMsNk2XiN9GN5nNtBgDJljNaAYj3ijEbpBWAJABY2y8LjK9vi9Gr1gU41io9yueFTuHybsBqAOD4+j7QfYm5YwAyAEg+N/g11MYAHFO3KPT6W+iZwu9XSwC4+8ID2fvd4QHlIbWIAtBKAHB/33AoOWKzAwBsEJAVpm61XgxAdMsuNmSjYD4/VSsIg/855bBB1ahCsRNPBIDRZy5CsQK2ZEHXrzMASHe1c5/aDAC6z1paaibOAMBB1QpCxlRJod28Q3FzLpkzNSxuG6iZDbQEgBggVy6IuBEAcPGBa/DDUqG7rxoXYLngxCTjeyoARLvEjwewqE0gJEuUAKpOkQ4obwYAKKZe0XJcWroAMwBoO+s6qACA/2tZApr+GiV52koBQOYCTLrSCY/zAeCmU3eh1Z/CLMBtgnJBXzkFoE4AMCD714o+stDN1r1qq80CrFYBSAKA5QtmgI0yCkA+APz70A1ZdRVppYp6pYIBVQtC8RypJasqVerzO7ACANzeKwSCx2wjmYj6OB9S6KEA7FkhL3QM+wxt5RI3UA9epoE7AEBUz6X5MrHDLK0EAHf/GOYQuggVgAwASm9eTwOA1x6+gqqjVsDxsU0YANTyImjBvhgAtOCiucOQnQWAy47chGMyMbGctdGNx6+g7M/auICQAOCJwRWpXJjtH+qqFs0EUxv7yU5ZDABKZWOViwGYL0MK2NAtSJV5ze4CTArAzp801p2x7QI8e/NesS1Q5Ti5oS8DgDUKwYCVJxXbTa4iA4DqAeCfLUrAt78ZDwD3X3oIDWSyNWuyMUzUCQ0A3HLmLrSYKwSEncJyy2ZwVDtV/+xfwyEFKmu1/btDO7UAUCyOqhJ7IMAZ++85yaoRBTLAptPSLsBaAsDYQdhDJf7gjASAtXyzwPIjN5WY0ek623qGQMhYfQFg/gHr4M27D06Pld+BqwBgv8oFYPja09RzISkAN3QNgooTdzj0q0btRVIAugMAFMtebWUAiHEZfYcyBWDsCaBFEpCpW87DqL/3wM0ZzRgApL5iuVcDBgDdaz0tMxtnAeDaE3cAs0nyi5qHAimDaQkAV3cqKwt9rAQA0V5q7SwLANMmhy09P8cA1NsFWEz9qDcARNv907GsbGZeUmZWmhN8RYcyUFMjF2BNFYAaAsCZ3/hDZOGMnFlIQb7d2QW444LDsJoyBuAfLUrAdyoAoLMuwJ4GACc2KAY1fW0xAMUUgK3L5YR+VQpyx8UAYMfQ3LLuWzTXBH5dBgDJljMfAEwPm07fkxx4bd8sML6BzQXYWQWgkmcrNQBwXD0f6PEXvQuwkQBwa88QCGUAkHyCfKrhDgDwYP8ILpyQfdFDAeiX7StY1r4M91Ov38ZAgYHrBT8r52kjp+oU27fuBgAHVi0IQ1Zr5wJcfvx2OG9AFuCPHz9CzIePkDBBfEXnFSkL8IojN6Hr4qOSfUm9p2G/7589YABQ0Sq4dyUGAN17fU07OzEAOHLdaZi1/RJxzOgCvPXsfdh+7r6grlowJfaDRgJAzNyVIskXxHnHVlCjAFwUdQ1+XCZ0AVajAMQxqLUzA4DWBYBagsmhLgKAUvGEFJ94BlekiQGoBgDObV4cmv0uTDjBn2Lb4FzQp5ItOQW/OOsCzACgUOHHB4BiSUI6hHrDtK3k2Li02xNfQg9fe0LbzKPqYxIQ/PghF7ZBzCBqFYAYd2/cRmkFYHj+9LD5jHkAoNIPdXwbWQEAbukRDGHjtmu+1/nXdD0UgPZxG41yAVYLAEfXLQq9ZWIAGqkAPNAvAhCW2ZfOC4/Aquhbmu4FvQDgpu5BEDFeqJhEqNmguJfsPUTJM73cXkIvp0KZUzllozoz9jgo0jEuo5+dAtCKAPDUrWfQ+s+DgKGlvgvMDoOqF4J48eLJ2ksvAJi33zp49fgeA4BO7Vb3aMwAoHuso+Vm4SwA3HH+AWyxexBWchNTaqjrj15BudHauACTFIDOAsAqRTPBNIILsBgAlErGIOcCbDYASKPa46+9mAKwd2Q+GL1eOgA7v70aF2BsbwUFoFj8qgWtS0LjOfuVnj6y9YbUKAQDNXIB5isASS4+DAAKl+X35sWhOQOAmuxpuU4mNPCBWr5eXBXM5jveDvC0KpsT+le1KQDFAGD7EG+Yvk17AIiZKI8wACi7/moBYB0/L1h6+Ab13upePq/D/uB3wgCgMS7Am3sEQzgDgIr3b9/K+WHE2jOK68dWJAHA9V3LQeRExwR6ap71d51/AN/8Kv0MYyYAWDBTSljbRTzZnhyIE3vGMQIAYqLDgplTUq8/v4E7A8B2/zsE60/eiZsuJujzySqftFIvAJin31p4/fg+A4BO7Vb3aMwAoHuso+Vm4QwAxCxQmP3XXQDgsUEVIKUTCkAGAOkfPJ0FgAgLZ267SBUDUAkA1BK0LW9fGmpN30N9bRAFgK1KQmOZjLHUP6JRg5nf+EFk4UxcbwwA3qay6u/NikPzufQKQOYCTGVm4ANAsYd6PgAUcxFmAJDO3lrWNhsAJM0N3WQnGOgCLPbSThqjFRSARgDAAgPWw+t3MSRzUR13lQLQHQBgVL9wSJ8iiYO9XaEA1BIAoqqxfoA1FYAYl9F/2CbBmlhRAWh/3w/Nlw5+b15C9tzWCwDm7rsW3jxhAJDqwuqmlRkAdNOFNfu0RAHg2tMwawfZBdhqAJCk+or+qQKkSqreBVgJAFwYdQ362LkAm0kBmDNtcsD4JbFFqWuRqxSADACa4wrDB4CkL/xS7kTmmInjKAQuwNN2Q/R1obsm/7gaF+DfmgU4JJzgj6JtUC7o8yk7Lf/vzgLAfZceQkMPSgKCWU9r+9kUgGIP9S3L5uSyrWIRA4Dfh3jDDB0UgMWyfgVH7faUWc8FV43LaADYLSIvTNgk7QJMsgMfAP518Dr0knGvJPXFP35pRGWIHz8ePHr5Ft7FfIAMKW2gRA0AHFvPR1V2YiNjAG7qHgyYHVTrwr9m6wEAUUHaOdz4LMBuAQD7hkP6T/uav+56A8BXb99DwYEbBFuNAUCbOYwAgBUmbIdzd18I7K9GYSp3rbC/75fMmRoWtw10CgAuP3IDui2WjqUqNQfvvmvhPwYAtb60W7I/BgAtuWzWHzQDgJ/X0GkAWCQTTGsinwWYAUDhOSMW/7BXxXwwZoMyF2C1AHBVxzJQfepuyRNYSwXgsvalobZGCsD5rUpCE5MrABkApFMA/vpdALT8QxiPjgFA7e+tNABw46m7XKwgfmkX7A0zt2vvAowuSPZQWfvZW7tHBIAY/7Ta1F1UE1HrAtw1Ig9M3HSe6rf4lfUCgOeHV4KVR29B32XH4W3MB0AojR/f3BcAOsZSU70ovIbuCgD7VMoPI9fRe2KMrlMUei89JmlaI12Ao9wAAIp95EQXYFQAyoWRUAK85FyP9XIBxsQsATorAF0BAH28UsHKjmUZANTiosr6UG0BBgBVm441dMYCngQASdAnemAFSJXMCQWgSgA4tGZhGLDihMMyuiIGoFoFIE3cPv5EGQCUPnvFXIDntSwpGz/HmWuBM235CsCd5+9D01+jJLtzZwVgp4VH4B/KQOVzvg1wgE0MADqzG8XbostjHX9pBWCLMjlhYDWbAlAMAGIyFiXJsWhHji8h0Tee0jbzqPpqAWBtvyyw7DB9vLou4Xlg0mbzAcAzQyMh/wBhplIEJu3mHaJOJKNWAVizWGZYcVTbZAxSm1ksmYIWG5//bFVw4Hp49VZbF2BXKQD1AoDrupSDSpOMiQG4v294nLKVv9Zq7q2kvYIZ2Jd+X5qrpqUCkAFAkuUdj7sCABb1SgWrXAQAc/VZA2+fsizA9DvF/VowAOh+a2qJGXkSAMSArzWmSau+nAWAlYtkhOlN/GXXfcH+a4DZO/mFAUAh/KRRAGLdWdvpYwCSYPACDWPtaakANCsAnNHEDyoVscUAJAFAKTWBWS+YNC7Aal5SZjf1hzb/OyQ5fb1cgPdefAj/Z++s46M42jj+4BQtbkEiBAkEAiGCBEiCQynutLgWbXmLu0PR4la00AKlxd0JIbi7O7RFi/N+ng0Ju3e7Oztzu3e3dzP/JTszO/PM7N7ud3/P8zSaHeWsZtd9XBwA6m5Su3VoNgCIkGxiwwDBPnq6AJ8ZUsnKTXFSw6Lwy/5r1ABwbF1/JtdkewLALd3DoMIEaTZVPTad+J5eaOAmeP76nR7dxveBLuRdI+3vAmwGAEh6PojqHQFZ01rHAGT5bSUtKgkAFsiWBhB+yhU1JZ7cMw5XAKqvhrsBQM/e6+AtB4CkS9QtjnMA6BbL7HyTlAOAI9afhVkuGAOQBACPDagAX6ZIqnmRLB8AOADU5rYrNrCtCkAzAED8wowuWrTFTApAMQDcfeEhNJ+nrADkAFC6E2Y2Kw7tVABg2zAv6GNADEB3A4CoeKqrogBsUSoPDKzhJyzO5tP3rKAsglgtsXFpr3NUIZzgCkBVs9kbAGL8NswUzVqMAoCYqMx/0GbJsFgBICnzq9Lc7QkAjcoYLwaA/oM2UScRI+0LDgCVLeSsAPDF63fgN1AaA5AVAMopJhEA1gv0UI0j66wuwJiZucRwY5OAuBsAxPfHd0+5ApB0L3WH4xwAusMqO+Ec3QkA/tGpFHytogB0GACs6Qf915y22h1GuQCXH7cTrj56If9VM0MK2PlD+fhjWmMLOcoF2N0A4KJWQarutY66xXAAGGt5lkDlM5oWF1z4lIpRAHD/5UfQePZBR20Zu5/XVgCI66DlwxjtxArnSAsnb3MXYDW7pU6WGJa0CVaN2yrXvnZADlh1lN4FuEu4D0zefol2KePriwHgipib0EunJCD4jFJ0yBbJuCY2KAq/HLgGR29IkxORBk+K++YMANCocBHiZ6uAIZvhn5dvSeaiOu5qABBjy1WdrI8LMAkAJkmUAPJmTg0IqAvlSBtvd6MVgHIAkDUJiJy93AkAnr/3DDotPQI3/34JLUt7CnFKScWsAHDVkVvQYwV9EhAOAEk7wn2OcwDoPmvtVDN1dgB44/FLCBu7QxebkQDg0f4VIF1KdgVglUJZYXpTdRfgJQevQ9/VUpfXoS4AAGncdsWLKZcBmaYvVgBIUoPq6QKspwJwYcsgVXWdLhcKQydiALjrwkP4xkUVgPgBwTJjq/hlkg0AFoP2i49wAMiw72iaoMtjvcCcQhM5961vS+aBQV/FKgA3nb5npcpsU8YTZu+5SnNKTXU5ACSbyWwAsGbR7DDpkwuwngAQn1EChnIASN4x6jXE9+zAYVvg0fM3tnYpaY9JZLpF+sb/T81dVM8T/1glP4xiSAIyuk5h+N9KaWga8bjsCQDjzit2z8X/OQIAsioAXQ0ARveNgKDh2yRbdUD1gjBk7Rmr7YvXVofFh2HDqXvxx9CVP2+W1KpbvdKE3XD+/jNJHS2KSJrrx/I61CMGIAeANCvA68pZgANAvi8cYgFbACD+AOy79Ai2nXtg2E2bA8BY08o9QLL+OBqhAKSBduLN4qwAUM9suys7hEKd6Qeor285F+BfWgapwjXqk+jUYFqTYlD1UwxAEgBUCiiu01B070Z8nRkBABGedliiDAARPPWtFpucQlz6rj4JSw7eoJ5v3HzcTQHorACwUI40cOr2U+p1dKcG9gaA34X7wBQbFIBGAcAj/StAMQsAOKFBEVh44Dq1ApAEfZT2lz1dgI0KFyG+pwcN3woPnr3W9XLiAFDZnKQQIeKW4nXqvPQIrD1xV9d1EkNGPV2A13UpDdUmSzOWm1kBSAsALd9Xqvlng58bF+MAUGQBrgDU9VI2dWccAJp6+cw7eDkAOHzdGU1KBwSAey89gu0mAYCrO5aEWtOUY7Hhw3V6rgBkcgHWEwB+X9EXxm2+oOmiMkoByAGgJvPHVxIDwJ3nH8C38w8pdsABoNQ0aLuOjgCAlx5B4znu4wKMLmX1NSoAN566Z+WW3bq0J8zZq78C0C97Gjh9hwNAtTsOAsDFrYNVk3jJtWd1Ae5c3gem7mB3ATYKAB7uFwnFh0ljcSEA/GX/dStlMukOPqp2YfhxlbLqyxkAoFG/FWKwFDpyG9x98opkLqrjjgKA6Go5euM5qrFiZRIM1lMB6EwAMDB3Ovj9UxZgTASDCWHEhVUBuPa70lB9ijUAxBi0M3ZdVlwfLR/11dSkuE4Fs6ehXn9xA7mwP5hpPGiEdgUgB4CfLaq0phwA2rRNXaoxB4AutZzmmYyzA8Drj19A2bE7dTEoKRsrPlxnSJVM87ksf+Qq+2WFGc3UXYAXR12Hfn9IXYCH1PSDAU4SAzB3hhSwiyEGIAeAytvm9/ahUHeG+ygA3RkAdv31KKw5dkfzPQQr4pdxjJejVAxTAHIAKDG52AVYDgC2Ku0JczkApNrbelVmBYC1AnLAaoYYgJ3Ke8PPO5Rf1Enz+qpIdpjcKDYLsJ4uwHLB+H+qH6sAtAxNQBrjyNqFoTcDAES4SXuPI41F6bg9AGCpUdvh9r//sQ5Rtl3XiLzQvYL9XYCNAoByijacuBZgZWkgDgDdDwBW988GU11UAbjy8C3o+RuPAajrDdTNOuMA0M0W3FmmaysANNoFmAPA2J1iLxdgswFAVAtiYP6nr95RXVKkGICLWwVD07n6qKP0BIALWpRQVddRGUHHymIF4I7zD6CFigJQSU2g43B07YrGBZgFAE5pFCDEN7I3AMR7dxN3UgDW8Yf6JZRjAH4TmhsG1ywkLMPGU3et4jK2LOUJ8/bprwDEQPNn7nIFoNpFywFgrHXkXPFYAeCIWoWhz2p6BaA9AaBRvxXie3rYmB1w4++Xuv5mOAoAsiZjI6lBOQC03h5qSry/OpeGGlNdRwF4sE8EBNugANQCACtP3A3n7pkvBiAHgLreOt2yMw4A3XLZHT9pOQA4bO0ZTa5O9nAB1hMAkpIxxPSLBIzTobVwBeBnS7EqAId+XQj6Wygie1bwhfFbtLkAswJAUkIYZwCA9QM9YEXMLcl2nN+ihCpc07p39a6HKjaM84KFA0A6BSAqhTB5iFJB19N+1fWPAcgBoNTiJADYolQemL/vmt6XDqCb2VkOAFXtam8A2LGcN0zbqZMC8NBN6LXyhC77Ru5FfHy9IrAw6jocv0mXBXh4rUJWCcm0DNKeAFAJPGkZp1odMQAsO3YHXH/sGgCQ9TmMpAZ1VQBYIk86+K19SWGrPHv1FgoP2izZNqwuwI4CgLhOftk/Z05muU7kXIBtBYA1imQH/NCpVpwVAHr2XgcfP0pHLr5/cADIsst4G7EFOADk+8EhFrAFAPb/lATEyBiA+gJA9WQMtgLASn5ZYGazQNV1lHMBHvyVHwz887RVO/GPjKMUgLWn7YMjN8gvFqwPnu4AAH9rHwr1dHIBNgUAPPcAWixQjgFolKrDqBuo+DqsNW2fVbB98XEWBeCkhkWh66/HOAA0agE/9YtxrhqUyCX8JXc/bR6aG4aoKACNAoD5s6a2Uj4YbArTdY8AcFHrYMAkPDSFNWFFh3LeMN0GACh+4V2hIwCM6h0BISOlsbjG1SsCixgAoFwCLi22tScAlIulpmWMpDpGA8AuEXmhhwNcgFmfw0gAUGkdWFyASUnCxGsn7h/DZKzTOQmIVgD4W8xNIbZiqmSJYXz9IlA8d3rZ3xC1fZcxVVKoU9wDZu66olhNiz3VlId6AEC5Z365+45aFmDLMTorACzikRbWdC6tervw6r0OPnAASLql8uM2WIADQBuMx5uyW8BWALjf4CzA1x69gHLj9IkBSMrGivF1MqVmVwBqAYD4oG6peHMmAJgrfQrY3at8/IbiAJD92oprqSsA/LaEKlyzfbRsPUgUgAQAaJSqg23k5FauCgD3Xnykm5s72YqOr0EDADecvGuVmRljBC7Yr78CkANA8t6wNwBsX9ZbNVg/acRGAcADvcMhdOR2yekxuzV+WDx+6wlpWJLjHADGmqPc2B1wTWcFIAeAyluRBgBeHVkVEiRIIHTmKAC4ol2IkHjnzbsPwjj8PdLCn51LOyUARFBbKIdtCkAjAKA4JqrSznBWBaB3n/Xw3oIAcgUg1U8Nr0ywAAeAfIs4xAK2AkB0IzNSAagnACTFYuMAEMBsABDdhWfvoY8BSHIBXtQqCJrNjdblmlzRLhTqz9QnCci8bwOh5YIYXcalZydiALj93H3VMXIAKLX8xAZFodtyZQUgJp9AtbVl6bv6JCw5eIN6GeMeXt0NAGKcq4ZBygpANCQmjehdJT8cvv4PB4DUO8u4BhwAxtp2/4/hUHKUFABiduslDABQTn2vZQXtqQCUc6XUMkZSHfELPAeAAKR4kI5SAF4ZURUSJnQcAMSPM/j7+8PvUhd+3D9qSjy5/YfhheoUz2GoAtAoACj34YFGAWhmAOjTZz28UwGAvx++Bd/zJCCkWy4/rmIBDgD59nCIBeQA4NC1ZzRlO7SHC7A9ASAG2M6cOrnmdbB8AKhYMAvMaq7uAuwMCsDwcTvhyqMXsvNkBYAYi2/cZm1x+8QnlnsJQdeZnzTGAGQFgKs7loRa0/YrrrUzAEC5GIBzvwmEVr84HwCc2jgAqvtnF+zJASBdDMAJDYpA9+XKWeSUAOCANaeE7J+0Je7ld8/Fh7pBbtoxOKK+FgCI4yrrmwkalMgJHZdIMzNjjMBfGOxNmmu+LKnh/H1p8HNSG3c7njp5YljUyn4uwM6qANz3Yzhg1lpxYQaANf2g/xrr0COkveUKAFCsLCs/bidcVXgeItlC6XiXcB/oUTFf/GFaWMR6XtbnMFI8SEcBwMsjqkIiOwHAp6/egr9FDEAEgBj64X8rpcly2ACg8S7AzgoA8Z4xqaHzxQDU4gLMASDr3Yi302oBDgC1WorX09UCtgJAM7kAkxSAdgGAB65ZPXQPqlEQBv11xmpdHREDkAPA2GXgAJDuNiMGgNvO3leFlFwBKLUtZvHssYIDQLodR18b41w1IigA43rFrNYcANLb2KgWqABc2CpI9aON3LlZYVW7sl6qSh3SPMVZL5cfumEFEEjtlY7v6VUeyozZIQWAdfxh8cHrcILSBXhITT8Y4OQA8M/OpeCrqXRxH7XYlgNAqZWcFQBeHF4FkiRKKAzWaBdgOQCISUAQAPbSRQGYFOoU84CZu42LAYiK2cIe+rsAyymPlRSA54dVhnz9Nko2mJkBYN6+6+Hte2kQQPG7GVcAarnj8jpqFuAAkO8Ph1jA2QEgfpnFL7R6FFIstug+EZA5jcEKQCcHgDnTfwF7eoXHm1trDEDWL89DZVQIrqYAXN42BBrMiqLeFNKbAwAAIABJREFUwmZVAJIAoFGB3akNrLEBKQag+GUSs/n+eZxOAYhZPHuquJAoKQAxligqimmLuyoAaQAgurTjC6e4YJIQFsUlaX18s6SCC/efk6q59XG7A8AwL9UXddJimAEAKsUeJs0N3flo73GkPpWOr+lUCmpSJn7Rci7xPVvNI0JLX3J1HKUARI+I8Rq9J8TjticA3Hn+AXw7XzlJmHhcF4ZVgaSJPwHAJUdg3cm7rEsi2y4oT3pY0T5UOKakAGxdxsvKxRP3j2fv9VRjEZKAGAwAEZj7e3xJNS7LynLP/DQAEJX2P66SKiYxGdNEkyoAfftugDfvY+M/xhUOAG3aYryxhQU4AORbwiEWcCcASIrFhqnus9gAACsUzAKzSS7ATgAA1R547Q0Ai+dOJ8TbEpfukb4wYas2d2KEhXMYYgCSXIAXtgyC5vP0iQHICgDrFfeA3w7fkthmTvNAaL3QuV2At565rzpGMwNAuYdjcZwiFgCIQfwtYwyJF71lKU8YUMM6BqCtAHD3hYe67XGH/HhRnhTjXDUOVo8BGNelHABsFpKbCbiShpk3cyq4+IADQDU7oQsw3pPVwjbItWdVALYN84JZKkod0poaBQB3/1AewsZKFYCY3AZjgdIqAJU8D0hzcwUAKL5nGwEAvwv3gZ4OcAFmBYCkhDC2uABHXXkMa47dgQLZUkPT4Nyw++JDzQDw3NDKkDxJImFLdnIQAMR7gaVC/9LwKuDTdwPpUpEcdxcAKPc76awAMC6hi9pC+vbbEJ8ARg4AYoZotec3pczOGBbg3dNHcHv6t0K3N2/eBA8PD6o9xSu7hgU4AHSNdTTdLOQA4JC/zsC8fVeJc+lXrQAcuPwYtp17IKmrJZU9sfNPFfRUADoDAFx44JqV283AGgVhsB1dgI2IAcj64Cm3DzgAjLWKHABEwNzGCQHglEYBgJkvsbgzAPxu2VH4i1IBiDG8LF2MjAKApXwywJLWIUL3HAAq/wqhS3vnpUclFZqG5ILFUfRJV0i/dRwAkiwEgADwl5ZBUFslbqtcL6ywylYAWM0/GyBExqKnC/CuH8pB2bFSjwgEgLgvT96mywKs9NxBWg1Wm5L6lTtOStbF0ie24QBQajlSQhilZCykZ/3LD59D5E+74OMnD0rcc54ZUzolAHzy31soMnizxDAYAxDDAVjG6EVlIoIhmmIPAIiK2SI59VcAysUeVXIBllPKmxkA5uu3AV5/ygAdt97ifa8FAN7+9z8Ysf4svHj9DiIKZIHNp+/BnouPOACkuYBcuC4HgC68uM48NWcHgFcePofw8bt0MSFJiRXVOwKypmV3AY4skAXmfKOeBMTZASCrAtBsAHBVx5KqL5N6KgB/bRsCDRlcgM0KALecua8KKV1NASgOVM4EAOv4Q6+V0iyDWgBgvz9OUgOp8PyZYd63JYTud114CN/opHLV5QZtcCfo5tYkOLdwFlJQfnsCQJ/MqeASVwCqrr69AWCbMp4wew/5I6jSoI0CgDu+L2cVEgVd7lAB6IoAkKTUZ71luCoApAmfIradUQCw7cIY2HzmvmSZFrQooRkAnhlSCVIkTSy0N1oBqAQAO5Tzhq6/HpPMAZWJ+ftL49yR9iICwNrFPFSVxSSgSvrtQmBe1MEAUC5ZlhYAWGXSHjh796nEjFrsQbK7+Ljl776WJCD5+2+AV2+VXYBJABCB7PGb/8oOkysAaVbPdetyAOi6a+vUM3MnAEgCMRwAAlgCQMw4iF+vSEVPANgtMi9M3HqRdErhOD7wzt17FfDhjaaQACCqTfSCI6R9pzRuOQA4q1lxaLvoMM1U7VJXrAB0NwCI7kCJPwUqZwGAqOCxzDIoXjQMQj6whp/VOnIASLe1bQWATYJzCaBF7+KdKSVcfiiflV3vc5m1P3sDwNalPWHOXucDgNt7lrX6IMoKAJUUPKQ9Yk8FIOl3mjRWpeNxH20OX/8b6kw/wNqNYrvO5X3g+0r2zwJM4z0hHrxRAFDu+XF+ixLQQmMMwNODK0HKZI4FgB3L+wCG9hAXBJMFB2yi2jdmBoB7/1ceSo+Whh5Qun98WzIPLNh/TWKbWgE5YEKDoqr2clUAqDZpDgCpLiGXrcwBoMsurXNPTA4ADv7rNMzfJ72By83CHi7AeioASSDmQO9wyJb2C80LZvk1SYsC8Jf912Dgn6cl53AmF2BLAEhSysRNxFEAEB945+69Ak9fvdO8bliR9GKhJwBc1iYEGs2mTwIiBwBnNisO7ZwQAE5uFAD4YogF3RvUIKWrKQDFALDz0iOw9gRdoHJMTtHbImi2FgDYd/VJaiBVPl8mmN8iSOje3RSAGOeqaYg2BSACbYS54oLxA5caAAC9MqWEKxwAqt6/TQcAC2eDn5vEugD/Gn3DKig+1Y+VqPK2nmUhwsIjAu8fSw5eh1O3peoZ0jn6Vy8IQ9eeIVWzOm5PALiyQ0moM30/9RhJDRAAzth1GcZuOk+qynTcUQCQ5uOpeGJyydjEx1ldgG0FgCcHVYTUyZMIQ+m45DCsP3mPaT2UGomTgCgpADuH+1iFg8BxFR4kdRcmDSxDyqRQp7hzKAAfPX8N+y8/hnxZUkO+rKklQ5eLc+xoAHjx/jN49PwNlMiTLv5jK8necsdZFIAF+m+E/96+l3RH4wKsNk4OAFlW0fXacADoemtqihm5EwAkgRjbAWBmmPNNrHudUpEDgEpf0sQ/MnIgjlUeT5MERCsAZHU9kbMTzUOsKwPAusU94HeLJCAzmhaH9oudTwFIAwCVXiac9YaJbiIY0D3MNxPIPRxfHF4FknxSAJoFAGJspu9/Ow5Hb8i7pjjrWtgyLlsBYKOgXLAsWn8FoFfGlHDlEVcAqq0tAsAFLYKoYRDGJaWNyYnjwMzbqCxnLdUMAoBbe5QVYqqJCysAxA+4w9adpZ6iqwBA7z50WVxpDGU2ADikpp9VbGrxfDG77FdT91mZgPQMaisAPDGoIqQxEgB6pgeMDY7lycu3UGSIdQzALhF5oeMSaUb44wMrWsULJO0PBIC1i+VQDS1AsieeQ+2ZHF3mA3KlUx3Kw2evAdV2CAGTJEoAc78pITzbxBW5Z5w9vcpDmTHaFIDosWApIKkdkAN+YlQAroi5CT+uPAEfPgIEeaYHDOWUIEECkrllj7MAwIIDNsLLN8oAEMenFsNZbaAcADIto8s14gDQ5ZbUHBNydgCIL6qWX7xZLUsCgJjqPvuXtigAzQ8APdJ9AXv/Fx5vYjMAQExY48wuwKR9p7SfzQoAN52+p6pSNBsAxPVJlSwxxPSLhMazo+CIBTTDgOBJEycUlrHT0iOwjlIBiNlp+6w+qXhbU3IBZlEAlsuXCcbWLQJhY3ZYfdVmva+apR26uWGGQtJLFB5HoG3p9tUoKCcsi76p+3Q5ACSb1N4AEDNva0mEpjRyowDglu5hUGHCbslp8f6xNJpeAcgKAFmhKnmVrWus7BBqiIsuSxZXmvF3Ku8NP1TKT/0cRXMOubpdI/LCpG3awqeI2zsrADw+oCKkTWGgAlADAMQP0u0XSwHg0f4VIGDoFqrlchYAOGztGUl4gxxffgGY5COu2AoA5e6dWgBg1Ul74IxMDEDLdxCMzy0GljSLwAIA/QZshBccANKYmdeltAAHgJQG49X1sYA7AcClbYKh8eyDioazBwBcsO8qDLLI+OtMCkBnAIA0D7H4cDZv71VqF2CSaxFNoGrSlUjad0rtOQAkWda+xyc1LAoLD1yHw9f/kZzYVgCIsen6rj6lOBmMqTPoK+sYgAgNaV1SEQDmyZDSKkaPfS3pmLM5KwDErJiY7Z4XZQvYGwDKqVho1qdq4awwrUlxoYmeLsCbu4dBRQsAiPcPvA+cvkPnAty3agEYvp5eAWhPAKhnKA7x+rkqAES12mQGADj4Kz+r0DRiezlKAXhsQAX4MkVSYSiGuABrAoC+Vl4X+DEwcNhWmlsCYAxAjIWnllzIHgrAYkO3wN8v3kjGLj6vrQBQTj2Nysef6qvHANQKABEwDqhRkMr2cZVZAGChgZvg+WtpiCGxvbgCkGkpeCORBTgA5NvBIRaQA4CD/jyt6QXRyBiAD569gp4rjgup0vUqS1sHQ+M5ygAQv4Lh1zCtxfLHJCJ/Zpj7KcOmUh9yAFApFo8jXIDNBgAxQ9uCfdeo1UzmBYDFrL5Ga92vRtZDOFazaA7hFBtP3VN1UzajAhDnhcH2fzt8ywoAnh9WGZIlTiTMnSVTISkAu54AsKxvJnj84jV1vDAj9469+sY4V81C8winIymbcT9bZn5sWCIn/HpIfwVgngwp4Nrjl/YygynPEwsAS1Crwar7Z6OOyYkGclYAuKlbGFSaKFUAoms7uqa7IgA0arNyACi1LAkArulUCmr+TO8CXHr0drj1jzSJ3PxvS0CLBYc0Le2R/hUgfUrXAID2UABibOtiBBfggCGb4Z+X0qR5egJAuQRKegJAJY8ILRtK7nc/MHc6mNI4AJTivxceuAmecQCoxby8DqMFOABkNBxvZpsFnBUAWsrUbZtlbGsSAMRAtx7pUmg+FQeAn03Fmn1Oztg0CkDNi2VR0awAcHqTYtDBIh4Nqw30bEcDAJXUBHqOx4i+lADguaGVIXkSGwBgTT/ov0aaGEg8fiUAiIlDaGPSuTsAxCQgB648VlWCo+3lAGCDwJywPEZ/AJg7Qwq4zgGg6iVrbwAol8mS5p4iVgDiNaqW5Iem343dykDliXskTRAAogLQ0n2O1G+fqvlhxPpzpGpWx+2pAKQenMYGGLc1b98NGmvTV3OUCzCrAnBQjYJWniniWTsDAOyw+DBsOKVzEhCRAvDfl2+g6BCpW2/+rKmhW6S1AvBQ30goMZxOAYgAEBWAatnFbVUAagGARQZvtgqZQwKAu38oD2FjtcUAbFPG00rlWKeYB4yvXyR+S338+BH+OnEXLj94DjWLZgevTKlAqwJQbwCIg0LVIgox5AoHgPT3P96CzgIcANLZi9fWyQLOCgBJCg2W6TsDAJy/7yoMtnABdiYFoGU8EK3roCcAZH2IpdkTdgWABOWp0rjxoWnlkVuSw+YAgHdVVYpmBYAYbB+Tsli6AIsBIIubEin+kp4AEGPn/O3GCkBUSWlR8U1sUBS6LT8mufbqB3rAihjp9Uhzz1GqywEg2YppkieG+XZUANoKAKsUygrTm8a6AOsJANd3KQNVJ0sBICqIlzEAwB+r5IdRGzgAJO8++hody3lDr8r2jwFIP9LYFhwAArgLACw8aBM8e6Xs0irnAqw3ABS/B6VImggwyUizudGaYgAqPQ9p2ftq7zNK8JVkrxWHbkKvlSe0nN6qDk8CwmQ2l2vEAaDLLak5JuROAHBJ62BoouICjD9COdOzKwDD82eGeQQXYKcAgON3wpWH8jGnOACMvW7xZbPFfG1uKqQrnQSeaQDgtCbFrDLSkc5vj+NSBSAHgDQ2J7lfcQBIY03lujTK4p/qF4EeK45zAKiP6W3uxd4A8JvQ3PDLgevM4zYKAK7rUhqqTd4rGRcHgPTLZLQC0GwAcGCNglYfpsVWZVUAlhmzHW7+ze4CfLhfJGRIlUwYihEKwGDMKvspCzANAIzuGwFBw7dRbTx7KADxw3bx3OpZgEkx7eQA4K4fykHZsTsl81WKXd42zAtm7b4iqYvxrMfV+6wAtARxqMA7cPkxB4AeHlR7ild2DQtwAOga62i6WdgCADGIdNSVx7Dt3APJvLXI2EmG0qo8I/UjPr64VTA0nascA9BRAFApG58jYgC6DwBUzy6oJwAkgWdXA4AbTt5VdVNWepmguZYdURezbaIi01IBeHZIZfgiaawLMMtLCunlCwFgp/I+0GPFMTh+81+o5p8NBn9VCAb+eYo6K22ZvBnhn5dv3DIGIGYiXHX0tqatM75eEej5mxQA1ivuIcSA1LvkSp8CbvzNYwCq2RUBIH5cqzvjAJX58VqhzcqNJ3BWALj2u9JQfYoFAKzpB0ujb8JZiwyaJEP9r3J+GL3RPRWAmLjJt59xLsCuBgD/6FQKvmaIAWgmAPjPizdWmX2VXIDNDAALDtgIL1Wy2moFgEqeS+3CvGAmJQAMyPUlvH77wSkBoP+gTVZJBiVJQLgCkPRTw48TLMABIN8iDrEAB4Cfzc4BIAhJUDAZSlzRCmIxG+/ErRd12cNdwn1g8vZLuvSl1MnKDs4PADFw8qojUmDxc+Ni0GnpEUNtw9K5WAHoygBw1ZFbEGORBdgeABBjoE0RXROzmwfC9nP3mQDgvy/fwsnbT1iW2dRtaAAgqhW+twCAqGJAAPzxo75myJn+CyuVjL5nMH9v9gaAzUNzCxm/WYtRCkA9AWCvyvlgzMbz1FNkTaxCfSIDGxgNADE5GQJWLK/evof8/TcaOBvbu1ZSc8X1rCcAnPdtILRcEKNp0JhtN6OdFID2AIBfB+SAuXuvKs5di3hC7Zkcn2uL506vatsC/TdaJc0jxQDc+X05KDdOqgBUBIBlvWDmLjoFYDEEgO8+WCUywnFZztfeLsCkmIncBVjTpcwrqViAA0C+PRxiAXcCgItaBQlxJpSKrQCwfL5MML9FkOo6ztt7FYasPSOp4woKQJcDgBSZ6kgXLqsCUA4ATm0cAJ2XHiWd0u7HMWYaPtxiWX/yrqqbslkVgMNrFYLVR25bAcAzQypBiqSJhbm3X3QYNp6mC1ROevmSUyMhEKlaOJumeHbizYAKQA4AyZfHmLr+0Ot3aVwfjMm56qj+ABAzr1tmyiSP0L1q2BsANgvJDYui2AFgZb+sMKOZ/jEA5eKnYgzRZQwKwB8q5YOxm9wTAGLm9nz9jINyYgC45OB16Lv6lFNfsEowx1YAGDZmh5W6mRUAsvy2kowudgFWBoB5rWIaR/eJgKAR9C7AzgAA8/XbIMA2cdETALYv6w0zdl2W9E9yAXZmAFh0yGbhmUnJXssP3YD/rTxJ2mqyx3kMQCazuVwjDgBdbknNMSE5ADhwzSlN8W/M5gJMAoAY6DZXBvYYgKYBgAbEAOQAUPl6J7meK7U0EwCc0KAI1AqIjV9CAoBKagJnv2MqAcDTgytBymTsAJD08iUHAL9IkkjInqcloQUHgLEWkEuqo7TnxtTxtwrsje1XH70FH3RWAKLq+va/0jhZzn4t2Ht8CADnflsC6tnJBVhPAIgZevusZntBtLSz3McTBIB4jnP3nlEtCweA9gGAWp+nqRZP58qk36DVHUtCrWn7rc5KUqyZHQDmy5IaulfQBwCm/5QF2NEKQHR9f2MgAET4PX2nFABi+IyxKjEAnRkABgzZDP9wAKjzHYd3J7YAB4B8PzjEAu4EABe2DILm85QVgBwAOocL8HfhPhJ3RyMuDJILMM1XatL4mAGgTMyyKY0C4LtlzqcAxKQJtYvFAkCMuaXmpmxWADjs60Lwx1FrBaAYALZbFAObTt8nbQnJcSUFcFwlPQFgaZ+M8PTVWzhxy/1cgGkA4KjaheHHVVJog0Ae158DQKrtrUtlZgBYOBusO3mXegxNQ3LB4qgb1O3iGogVgHoCQDkQg0mEMNMwB4Dal8toBSCqoDDLMpaha8+oun1qH7VxNZ0VAB7qGwmZUscmATFaAfj3izdQbOgWiZGVAODBPhEQTKkAtAcA/L19KATmUXcBZgGAO74vB+U1ugBj/MtpBgJAfB4aXLMQ08XAkgWYA0AmU/NGFBbgAJDCWLyqfhZwJwD4S8sg+EYFAGKmq9wZUmo2ruWPSbl8mWABwQUYv/7hA6G4OJMLcKpkieHU4Erxw9MaA5AmwybJwPYAgPigpBZQ3lkB4ORGAdCFA0DSFjLkOALA1UdvWyUBwesFrxssLAAQldTD159VHLNcPDJUAH5VJDssj7lJNVcEgE/+c88YgDQAcGTtwtDbEgAG5IA1x+/Ae50JIFcAkrewvQFgk+BcsOQgOwCs5JcFZjYLFCampwvoqo4lobaFEmtQjYKCEpgWAPas4Avjt1wgG9+ihivEADw3tLKhcfnEAHDkhrNWMdGojW5wA9JHKFYFYNmxO+D6Y2mCo7nfBEKrX7TFAHQGAIjeLR2WSOMuswBAzAJcs2gOmLfPuBiAzgAAO5X3hp93SBWA9QM9YExd5SzANApAewNAhMIIh8VFrHzlLsAG35zcoHsOAN1gkZ1xihwAfl4VDHSbJ6N7A0C0Bin7sNw+djUASPOQSrquSa7nSu1rBeQQgJO4OCsAxKypdYrHKgDXnrijGqfQrArAoZ8UgJZZgE8OqgipkycR5t52YQxsPkOnAOxTNT+MWK+cjVNPAFjKJwM8/e+dWyYBIV2n4uPo7m0ZtwuvxzXH9FcAZk+bHO48eUUzPLerm/aLJDDnm0B6F2BGBWDj4FyCWy1rMQoAruxQEupMl7piYhbx5RwAUi2VPQHguE3nYeoOY5OaUU1eprKzAkDMtps5dXJhxI5SAMoBwKjeERAykj4GoFkB4PaeZSF8/C7JzlFSjXYu72O13xsE5oTRdf3j21sKC4rnTickyzl956kVaLOsa28AWHr0dqsYvRwA2nrH4e3FFuAAkO8Hh1hADgAOWHNKUwY8s8UAJCkAbQWAZX0zAZ5DrcgpAJUUQCQQR4q/ojSOcJUYgBwAxlptTvNAaL1Q21dq0oWrJwDEbLtdfz1GOqXdj2PWVAz0jIUEAJXUBHYfNOUJjQKAvavkh5Eb6ABg8iQJBQXgiphbVLNAAPjs1Tu3dAGmMRSqPfv9IQ3c/3XR7PDn8Tu6uwBzAEheGVQAzvmmBNSfeYBcWVSjauGssP4kXVIebK4nAFwcdd1qL1FNQlRZLnQFKwDsUcEXfuIKQNalUG3XrqwX9K5SQKgzYcsFmLTtoiHn0atTEgCUU55aPivKjcVWBaAYALKo60n2CfFKD7+2DRWqKbkAywHAA73DIXTkdlL3kuPoAvy1wQrA39qHQgkDXIBpAKCcB48WAPj63Xs4dZsMAPGD6BA7ugBXn7JHdlxxi/tr9A2rcCFaNwZPAqLVUq5djwNA115fp52dLQAQlSsHr/wN2849kMyPFUyJO9Hqekpj2AUtSsC38w8pNsE4F542KAC1AMA5e67AsHVSdz8OAKVLIvcFkWadtdQluQDrCQBJsSeVxiunAHRWADi2rj/UC8wpTMVlAWBNP0GReeTGv5IlOzGoIqT5pABsszAGtlAqAP9XOT+M3mgfAFjSOwM8f80BIOkeMbSmH/Rfc1pSDQHgXyfu6u4CnC1tcrjLFYCqS2JvANgoKJcQV4+1VCyYBWY1j3UB1hMA4gu+ZSIUzCK+IobeBbh7pC9M2OqeLsBnh1SGAgOMSwIiBoCTt11kAq2se4+lnVEAsNzYHXDNBhdgewLAx89fQ/FhWyXmwxiAcgBw/4/hUHKU+wDAbT3LQoRGBaAcAGxYIieMqqOuAHRWAFhjyl4rjwnxOy4HgCx3HN5GbAEOAPl+cIgF3AkAzm9RAlpwAAhGKAC7ROQFfNDVo3AAGGtFBA5/HLsjMakZAOBfx++oJioxrQJQAQAeH1gR0EURCwsA7FU5H4zZeF7x0pHLSMqqAOQAUNsdCjOrDrAAgJh1eS0HgNoMqHMt+wPAnLAsmi6+pnjKRgHAFe1CrVSQCADRBfj8fboswAg2Jm6l/82u5p9NSPRk5oKJm/wGbjJsCmYDgKQ4tKwKQJsBYJ8IyJwm1gXYaAWgEgDsGpkXOlrEANz3YziUYgCA+Bsyf981xX2nRTyhJo4wSgFIAwC7hPvA5O1Sl3cOAOWXnCsADbsFm6pjDgBNtVyuM1g5ANj/j1OwKOo6cZKoAIy++jdsPWsOBSAJAKLM3StTKuK84ypY/hCH+WYCVHupFTkFoFIMMDO5AJsNAMopKcTrNrt5oABz9CisCkA5ADixQVHottz5XIDH1PWH+p8UgCQAqPQyoYetjewDoRBmgbVUADoCAGISEAzG/9thOhfgUK8M8PLNOzjuhlmAafYGZlYd+KdUAYgu1+tP3oV3OicByZomOdx7ymMAqq0PAkC8JzeYFUWzjMDqAtwoSD8AiM9S+EylR1neNsTKBhiLawUHgFTmxcRNhYwEgGFe0LtqrAvwpK0XmZSWVBOysTIpDq1c7Ek8JQlYyQFAGu+KaCcFgHv/Vx5Kj95BZXV0ATYaAOIHgiBP/bMAb+1RFiJ/ksYAxA8PQywSGqJB5N4F8H46srayAjAQYwBqdAHGD6IYjoWlsGQB5gpAFkvzNjQW4ACQxlq8rm4WsAUAYuyqQ9dMBAC/LQEtFii7AHMAGLutSOBRbvPpCQDlsojptuE/dUQCgLOaFYe2iw7rclpS7Emlk8gBwDJ5M8Kei490GZeenYyp4w/1S8S6AGOcNLVMxWYGgOgCfNTCBfj4gIqQNkWsArD1LzGw9SxdEpAfKuWDsZvoFIC2AMAXb7gLMGnvY1y1wX9Js7XXKJIdNhgAALOkSQb3n74mDcmtj6PCFu/JtACwSqGssOEUfQxAVKxgZl3WUqFgFgFYYtETAP7aNgQaWkBQBICYifLC/edUw2VN3FWNMbEK1eAMroyJmwoP2mzYWdpxACjYtvy4nXD10QuJnWkAIGbbzeJABaBvllTQLdLXSgG4p1d5KDPGpACw7wZ48/6DZE3Ez/y1p+2z+shJAwDl7itaAODrdx9kXW0toZ29AeBXU/daxUwW2wtDRfRedZLpXsIVgExmc7lGHAC63JKaY0IcAH5eJ5S5e3MFIAeAAMLLpl4AkBR7UulOgV+L11i4ADvrXWV0ncLQoEQulwaAqAr745g1ADw2oAJ8mSIpMwD8vqIvjNusHIuraUguWBwljUeGLsDV/bPD75QKQAx6/vLNe54EhHAhyakbEABuPHUX3r7/qOtlyAEg2Zz2BoAYtH55jE4A8MA1q3iS5BnL11jaJhgazz4oOYjx2zAGIC0AlHPV0zIuVwCAGLfVnwPA+OU2SgH4b4bEAAAgAElEQVSoJwBsuzAGNlPG1yXtZ3ESkEfPX0OgRQxAJQC4+4fyEDaWHgCiinzBfuNcgFEhHOyVQXXaefuut/oNIwPAMIj8abekXyUFoFxoATMDwJpT91p5THAASLqy+HEaC3AASGMtXlc3C7gTAJz3bSC0XKDs1mkrAER11qJWwapr47IuwDJxP1g3qTMoAGc2Kw7tdFIAklzPXQ0Arjl2WzVTsZI7Eet+sVc7BIA4N0sXYCkAPGQVEoE0vp4VfGG8SjZOvQHgf2/ecxdgwqKQguKT1pTmeObUyeDBM64AVLMZKwCs7JcVNp6mVwDWD/SgzrAtHr9EAagnAGwdDI3nOBYAsrpV01wTRtfFsA1FBhunAGwb5gV9TOQCTMpEz+oC7OwAEENiLGsbImw3GgC464dyUHbsTqptii7AzgAAffqstwpjoScAlEsuxAGg/FbhCkCqS8hlK3MA6LJL69wTkwOA/f44aaU4kZuF2VyA534TCK1+UQaAKHP3ycweA1ALAJy9+woMXy/NAqz08EVyxSXFX1HaeYYkAdERAHYs5w3Tdl429MKRC6YuPuGMpsWh/WJ9XIDnE1zPlSaKD4voTmuGMqp2YWgYFKsAdFUAOKhGQVhz/I6VC/DR/hUgXco4BSA9ACRl41QCgNUKZ4eVR+hiAAZ7podXbzkAJF1T9gSAmVIng4ccAKouyZcpkgDeky3dX0nr6AwAcOGBa1YJZUjjVjq+pHUwNJEBgJgE5OIDOhdguWydWsblEgBwQEUoMoQDwLj1/rFKfhi1QTkT/coOoVBn+gGr7UF6Bg0ftxOuWLgA08RXjuodAVnTxiYBMUIByAoAd35fDsqNMycA9Oq9DizD2JIA4JbuYVBhgjYFYI8KvlZZrzGr+sjaheP3j6VbL8YA1OoCjM9Dw77+3JeWe1ZcHZYYgDV/3gfHb/4rOQ1XANJYndclWYADQJKF+HFDLMAB4Gezbu0RBj6ZU2u2s+WPCQeA0sxfmg1pUdHVACAJPLsCAMSHO3zI0wIAWfeFo9spAcAj/SsAft3H0mrBIdh2TpoUiTRuUjZODgBJFtT/OMklTs8zZkyVTFCf8KJsAbTR1MYB1ACwkl8W2HSaLiYnjqJecQ/qBDvi0UcWyAJzvomNAagnAFzcKhiazrVWALIAwM7lfWDqDvrfbNa4is60v/GjTcDQLYYNSawAnLj1AlO2ZcMGJ9MxB4AgfIQpMXyrxDroAtw1whc6LT0i+f+O78sJ8Q1pij0UgBgjNITgAuzZex18tIhioScAlPNoIAHAEnnSwau32mIAcgBIs+t4XTNYgANAM6ySC46RA8DPi8oBYKwtSMpDucuANZ6QXF/OAQCLQfvF0oc+1sufJui1+BxmUgByAMgOAEkJdJoE54IlB61jALIoADFDIH5pt/yizbq3XbUdySVOz3lnTJUUHj1/o2eXLtcXZkqe2LAoEwDcdvYBdebmusU9qONrKgHAX/Zfs8oozbpAchnl+1aNjQFIqwBkDbXBASB59dqU8YS+1QoKFc0AAP9XOT+M3uh8CsADvcMhW9ovBDsarQCkAYCYMDB8vDQrLmlXOAsAlFPBkQDg5u5hUFGjAlAuprErA8ClB29An9U8CQhp//PjyhbgAJDvDodYwJ0AIAnEoMw9bxZjFYCzdl+GEeulD1pKX19JII7kfqG0obgLMADJBXh6k2LQYYk+AJA1oQgmHfjLJC7AI2oVhsbBsQrAP47ehm7LjznkfmbkSVEB+MexO3DMwh3kcL9IyJAqmXDqlgsOwXZKBSAJnisBwKqFs8GqI7eppswBoDZzkV6ItfWirRYHgGQ75fjyCxhfv4jdAGCdYh7U7vX2AIByGeVRrboi5hZconQBdmcAiKrtYgYqAF0NAP7ePhTqzmBwAR6/E648lGYBpnEBFgPANgtjYIvOSUDELsA0ABDjhUdQAsB0KZJAzaI5DE0CokUBqBcAxOzjQ9eesbp5/1ApH4zddF7yfxIADMqTHl69s05Ohu84luPF56HhtZzHBZgDQPLvN6+hbgEOAPkOcYgF5ABg39UnrRQncoMzWwxA0oMHDQD8+PEjePZeLzGLFhdgZwCAEeN3wmWLhzLxREjgUW4vsMYTkuurQzlvmO7gGIB6AkDWhCJmAoDDaxWCJsG5XRoADsQYgDIAMKZfJKCLIisAJF07ugLAPOnh9XuuACT92PaqnA/GbJS+xJDasB7PkDIpPH7BFYBq9sudIQWMqu0PjWZHUZm5YsEsApB/Zxn0itCL7QAwM8z5poRwlgX7rsKgv6xflKkm8qmyXEIpfA777TA9AGRV2rPGVWSZr1Ft8J5tmfFVz3OZDQCS7nccAEo/BmO88Mif6BSA9gCAy9qEQKi3ehZgFgC4qVsYVJoojQFIBwBzwsja/vGXmOUYaAAgfmjGD84shSUG4Nc/77P66Ct+R+IAkGUleBuxBTgA5PvBIRbgAPCz2VHm7qtRASgHAEv7ZITFrdWzADsDADRCAUiCGDSb2x4AcHnbEGgwS/llclqTYtBRJwUga0KR6v7ZYO2JuzSmc1jdYV8XgqYhsQBw9dFb0H35cYeNxagTawGALeZHw47zD6mGQIrFhQ+8+JApLsmTJISqhbLBqqOUCkAOADWtjZyKQVNDhkroGvY3B4CqlsuVPgUgsPpxFZ2rlcsBQJmEUu3KegG6OdMqANuX9YYZu+iTbbkCADzUN9Iq3hvDpavYpHVpT+hX3TwuwPYEgDQeEft/DIfsX8a6ABuhACzpnQGWtonNAvzg2SsIGr5NsqYYAxBDdHReelTyf7mkGKT9Y2YAuLFbGag8cY9kikqJsuQVgBwAyu0PngWYdNW4x3EOAN1jnZ1ulrYAQHRdjbn2N2w9Kw16z+qaKjaO2pcaViOSHjzsAQBn7roMIy2yrbmCCzAHgMq7ckZTtniCHACyXunGtBtQPTYLsGX8PHyZxEyuWFgAIMkVT08AiMG237z/yGMAEraIXBwjY3YVAL4Y/vPyrVHdu3W/FQpmgZ3nH8Db9xZR7wlWqV0sB7V7vbjLyAKfFYDz912FwTopAOd9GwgtF8RIRo8ZklFFqqbql5suKwBkTaziTBsxum+EFezRc3xmA4CkDx6sCkA5bxPSc7h4HVwJAOKHnhr+2eCXA9cVt5qWdye1dyOjFIA0AFAOJjcskRNG1TGnArDWtH1w9IZyFuAlB69D39WnmG4fHAAymc3lGnEA6HJLao4JyQFADGhqqTiRm42rAUCUuefLqi0G4IcPH8Grj9QFWIsCUA4AKsWbIrnianlYkFs3Z1cAsr6Y0FxxJAXgz42LWWV+o+lfXJfVndhMAHDo14Wg2ScF4Kojt6DHCtdTACoBQHyZzJw6ubDk386Php2UCkCS4pUDQNYrj72dXCZD9t7UW3IAaJRlAZgBYEAOanWteBYR+TPD3G9jXYD1BIBKGeW9M6WkBoCoHJy56wq18V0CAPaJgKARUrUXtSFUGogB4IQtF2DStot6dq97XyQA+Fv7UKjHEAPQ7AAwb+ZU0DXSWgEolxSDtCh4n8fEbkYCwKVtgqGkd0bVoZBcgOWA14auZaDKJG0KQLn3GS0A8PW793D81hPJ2OViAFrGEyTZXXycxQWYA0AaC/O6LBbgAJDFaryNzRZwJwBIisVmKwAs5ZMBlrSOdSdQKs4AAI2IAUhyY6TZqPYAgBgsuaGKC/DUxgFWbh80cxDXZYWJ1fyzwTqTuAAPrekHzULzCNN2VQCIMW/+lFEA2goASftdDgAmS5wQMAnIakoX4MDc6YR4aJaJTFj3tqu26x7pCxO2XrDL9DgANM7MkQWywK4L9ArAWgE5qK8t8SyMAoBKcYyZAGCYF8zcTQ8A0a16s87JGIzbAfI9H+wTAcEGAsBWpT0Bfy+wcAAoTQJCowDc92M4YAIgLK1/iYGtZ+/rulVILsBKAFBOEUcamBYAeHVkVUiQIIFqV2oQyygAuL5LGag6WRsAlPNoahCYE0bXVVEAeqaH12+1AUA0Dv4+44fTpIkTkswuOc4CAGtP2wdHFBSAmDhm4YFrMGX7JapxxFXmCkAms7lcIw4AXW5JzTEhdwKApFhs+KOeP2saTQsnpwA0CwA0QgHIAaDytmGFiWYCgENq+kHz0Dzw6Plr6LD4MBy69o+m68hMlTDmDWZltvxKHd0nAjKniVUAfjMvGnZdoIsB2I7wIo5fvJdFS2MAcgBo7M7pFpkXJm61j2oHXTj/5S7AhiyoMwDAeXuvwhCZbJksE1aCJ16ZUlplWyX13zbMC2a5KQCM6h0BISONUwCaDQCSQh6wKgAxUYZlbEqnBYBPX1mpQpUAoJwijnS92QUAtg6Gkj7yCsDlh27AsHVn4dmrd1ZDFXsTySne1nUpDdUm75W061u1AAxff9aqLzkAWD/QA8bULRJf1yoJCCUAxI4wNmOPCr4ksxsGAH+LuQnoLUcbXkI8IA4AqZbPZStzAOiyS+vcE7MFAKLU+/B188QANBoAir8mxq36H0dvw4ZTd6FIzi+hXZg3zN5zBUZZxABUCsBsJhdgPQEgq2sSzZWGsVLUMkpOaRQA3y2TBn6m6V9cl7UvswHA2sU8oPy4nYBfRV2xKAFAVJNksQEAkl7Ei+dOB4evS4EqAsAqhbLCH8fuUJka+3rPFYBEm+HLxWQ7ue2l/SIJPPmPxwAkLgpDBYzFh0Ce9iXt66LZqa8t8fDC82eGeZ9cgPUEgEpeDPYEgOhWvcXkCkCMLVdy1HaGHaWtiasBwBXtQqH+zAOq4EjOMnIAkOSJI+5n7//Kg0e6FMK/DFcAUgBAOUUcaWcgAKxRJDssVIkBaLMCUAEAPn/9DooP3QKv332QHSZ6xAR7phfUh3IAcO13paH6FHYAWLe4B4yrpy8AxInQhkHSUwFYatR2uP3vf6RlVz3OAaBN5nOZxhwAusxSmmsicgCw96qTVooTuVm5GgDEr3oFsmlTAOJLtLdFDEBLAIgJUuqK4qagm+SLN+85ACRcIs4AACc3CoAuOgHASQ2LQtdfj1HfGKoVzgbrTpojC/Dgr3Bvv4MxG89Tz9MsDbQAwObzomE3pQIQ40XN2XuVygyYBRizcXIASGU2zZW7hPvAZEa3Hs0n+VQxTfLE8FRGlUHbD69vbQFWAFizaHZYQwnXlQDg3L1XYahOCkClj5heGVPClUdSV0vSfmhTxhNm76G772CfrgAA0bUUX+CNKi1LecKAGuZxASYpAF0VAIq9dh4oAED8GGT5MVhOEUfaS44EgKuP3oLuy9XjMmOokRG1CmsGgH2q5ocR689ZTbt3lfxWiQ7NDADrTN9v9QFWLjYhaf3ljnMAyGI112vDAaDrrakpZsQB4Odlwq96BbPrBwArT9wN5+49k+wDOXm8KygASZlMaS4GewBAjJXSePZBxWFxAEizYgCDahSETafvw4Erj+kamqg2AkCMAXjCIlA1upNlTRvrAswCAFEtgpCAprAqAIvl+hI+fAQeA5BgbD0VzaR1TZ08saxbFqkdP062ACsAxGD9eK2zFrECUE8AqJRQigUAsnx4cBUAiMqy0qN3sC4vsZ3ZACAp6RErAKzw0y64+OC5xF7OpABkBYByijjSptACAK+MqAoJE7LHAKxTzANals4DftnTSobz++Fb8P1v5MRsR/tXgJa/HLLKevtX59JQY6pUAUgDAHFc4+srKwBRffiKIgZg3OT0VADiHPNmSQXJkySS2I4DQNLO5sdttQAHgLZakLdnsoB7AcBi0H7xEUU72QoAQ70ywLK2n5OAePZeBx8/Sk8nlyGLA0CpjZwBALKq9uQ218QGRaHbcnoFYNXCWWH9yXtM17W9Gw2sUVBwC9t/2XUBIMa8+euENQA80DscsqWNDVTOAgDxZXHePjoAyLq+HABqs5yeHzRIZ+QAkGQh9uOYjGPPxUfw5r2865tSz7YCwPL5MsH8FkFC93P2XBFib+lRpjUpBh2XSJ9hUK148tYTagUgy4cHnAPGVdQ7GYMetqHpY0+v8lBmjH0A4E9bLtgtnACNDcR1MZYajlOpOAoA4jrlTB/nAnwItp59wDpF2XZiAHj/6SurxDAYA1BOAeisABAnmThhApjzTSCUy5c5fs4Yr+6H308QbYfz6r/mlBUA/LNzKfhq6j5JezmlH1aQEzloAoDvPsDxm/9KzkFS2ukJAPHE+bOmBox3mTp5kvhx1J2+H2IsQrCQxkU09KcKXAGo1VKuXY8DQNdeX6ednSUAfJ3sS+FL0VGLrEdyEzCbC7DS1/O4uaGs3/LLmdLCvXv/AXz6bpAcZgWAP1TKB2M3WbtOkmIAaokXIjf+8HE7VV8WSOeV61PPF2ZSUgQ9LqalrYOh8RxlBaCeAPCn+kWgxwry11fLeXEAqMdK69eHFgDYbO5BATjQlBal8sD8fddomjDXDcj1pfBRgmcBVjchZhicvvMys51pGqZOlhievbYOzE7TB68rbwFWAIixujDhD2sxCgDKZZTPlyU13PznJbx8855quKwfHjgAJJsZ7+kDa/gJFV0BAC5vGwINZkVZTZwEYOQUgIVypIFTt5+SjQgAzgoA5RRxpAlhsqca/tlhUdR1xaq2KgDjOs6YKinE9KsQf54VMTehlwYAiPMa8Kc1AFzTqRTU/JkdANYulgN+ql80fjyWsfgw0/PD56/hjUWMQhJoI+0/S0OrxQCMq4vPeW3CvOKbygFAfPfy7L2etOTE4xwAEk3kFhU4AHSLZXa+SYoB4MgVe2DG4SeaB4nKtSPX/7H6Kkd7U5Y7oZYbteaBfqpobwAoN4fSPhlh7yUpIOAAULqSrgYAx9crAj01uF9Y7mczAcAB1QvCtnP3Yd8l11UAosvLX8fvwsnb0nskBpTP/mWsApAFAH5bMg8s2G8/AIjj1PKBh/b+6kr125f1hhm77AMAUyVLDBiknRf9LYCuuHsZFIDV/bPB2hPs8VeNAoCsGeXlLMv64QHdqvVWYum/8uo97v6hPISNNU4ByAFgrP0rTtgFF+5LXYBp1trRANDnkwLQMh60nCKONC8tAPDyiKqQyAYXYPEYxO9hWgEgzmvgn6etng/+6FQKvrYAgHJKPzy/3P9JAFDJdo4AgJlTJ4PovpEcAJI2ND+umwU4ANTNlLwjGguIAWCODgsgcRr5FPJyfcYCwH+t3EGcFQDKuc+I54Xy90I5pLEzlGwppwAM8UoPv7YNjW+iFWK6AgDsWM4bpumkmHEGAMjqtiu3XzD7mZb4K5ZtMcvrhlPmcAHuX70g7Dj3wApu09yLnL2uEgDEgPL4BRsLCwD8JjQ3/KKSGVBPuxTN+SUkSMABIMmm9ghDEDeGlEkTCcmheNHfAq4GAPWMTcv64cEVAODO78tBuXE79d9wn3qUAMDN5+2WUIh1Qt0jfWHCVmUXYFYFoJkA4L0nryBk5DaJCZUAoBwQI9neoQDw0E3otZLsAozzGvyXNQBc3bEk1Jq2XzJFKgAYkAN+aqCsAHQmAJgpdTI4RACAqNT0skgCSVp/ueNcAchiNddrwwGg662pKWZkOwA0jwJQzn2GFQC+ff8B8lq4ANsbAGpxF5DbhEa4AOsJANuGecGs3VcMvX6WtA6GJiouwHoCwLF1/TXFXzEzAMQEGbsuPKR2fzV0kXXuHGPeoCrIUgFoKwBsHpobFnIAqPNq2dadPe5BHADatkZaWqMSD1XJtDEAq/lng3U2KADL5csECz7FAJy9+woMX69PDEA9Q1OwAkB0q952Tt9YbFrWUs86O74vB+UNBIBo20FffXIBNgEA7BaZFyZuvaho4l/bhkBDBhdgZweA6JGzuHWwMG85AIgxAL+LyAuWCkA5IEban5gEpDrBBdgoBeDyQzfgfytPkoYIqzqWFDKWW3oI4P9rWwBAuXjmeAJZBaCJAGDGVMkgpt9nBWC9Gfvh0LV/JLa7NLyKVQgoonFlKnAAyGI112vDAaDrrakpZsQB4OdlolEAcgAo3d6uBgAnNCgC3ZfTx+2Tu+jH1PXXFH+FA0DnvmUqAUDMKOmRLjZQedM5B6lVkE1DcsHiqBt2mXyRnF8CehhxF2B1c7cp4wmz99gnMUuKpImo47fZZbO4wEkEAHj5sVVsKdLUqhXOButOsrsAGwUA9fww5c4AcHvPshA+fhdpGzAf5wAw1nSVJuyG8/efMdsRXbVzZYj9bW214JDu4JkEAFEB+F24D3T9VZrETQ6IkSaJCkAMLaD2W49gKXGihKpdafUsEnti/Rp9A35cRQaAKzuECgmLLJ8PVnYoCZgNV1yUAKDc/2sF5IAJDApAUqw9Wm8zLbazjJ9Yf8YBiL72t2TuF4dXsRKAkNZf7jgHgCxWc702HAC63pqaYka2A0DzuACT4ufYCgAxlf3ydvZzAdbytVBuE+KX76uPXijuT5YkIGYDgItbBUPTucpJQFgTd8gZdXSdwpq+vlq2reyXFTaeNocLsDsoAPHLNqqCLBWA4jhFLACwSXAuWHKQA0Bn+sFkzZDKMocvkiSC/95yF2AW25HasAJAW+OvigHgrN2XYcT6c6Shajqu54cp1tAD6Fa93eQKwG09y0IEB4Dxe84oBaCrAkA5IEa6gB0JAJdF34DeGgAgZsAdsV4OAIZCnekHJFPEEFBjNlonLzQ7AMyQMikc7v85gYocALwwrAr49pMmgSStPweALBZyjzYcALrHOjvdLG0HgPq6AC85eB0W7LsGFx+wBw5WMjIJAGIGrMIe2mIAyikAgzzTwwo3BYB6Zs20h/rGngBwVO3Cmr6+mhkAYua0PZcewe4LD53uHqfXgLQAwCZzoqgToTQKygX4gG6PUsQjLSRMmIArAAnGZs2QyrKGHACyWE1bGwRx+xkUgLYCwLK+meCXlkHCIPUEgHp+mGINPeAKAHBrj7IQ+RNXAMZdRV0j8sKkbfq7ANsKAHf9UA5yZ0gpDNNoBeDdJ/9B6MjtkhuLkgIQlXKWQIx0R3IkAFx68Ab0WU1WACL8evzijdVUfm8fCnVnaAOAci7AXxfNDhMbBsT3q0WJh5VJsfaMUACmT5kUjogB4MwDEH1VqgA8P6wy5Ou3kbTkxONcAUg0kVtU4ADQLZbZ+SbpTADw2qMXhgZmntIoAL5bdlRxETADlr/Hl5oWCdPVW34BYgWA31f0hXGbrQMwk5R4zqQANBsAXNQqCJrNjVZca9bMvXIdjqxdWNPXV8u2lfyywKbT9zXtR0dXQgCI2a0xDqCrFvyyve7kHTh1+6lkimIFIBsAzAnLom/axWwIADHL4JEb/9rlfGY9Cat7JMt8kydJCK/efmBpytsQLIAA8MDlx/D6HZ19bU3AZBQA1PN3qVlIblgUdZ16D7kGAAyDyJ92U89dawOzuQB3icgLk1UA4LI2IdBodpTV9EkApvLE3XDuHrsLsLMCQDkgRtobCAAxtICa2t8oF2AUVvRdfYo0RMXjcvNVSl6IoVJGbpAqnmsWzQ6TTAIAcZ2ODagYb4v6MgDw3NDKkL8/B4DMG4o3lFiAA0A7bYgjR47Axo0bYc+ePXDq1Cl48OABJEmSBLJnzw4lS5aEVq1aQZkyZTSPBvuaNWsWREdHw8OHDyFTpkwQFBQEbdu2hcqVK2vq5927dzB37lxYsmQJnD17Fp4/fw45cuSAyMhI6NKlCxQsWFBTPyyVbAeA+rkAd19+DFYfvc0yDU1tSBn0zAYAtTwsyBnGCBdgVwOArJl75ew9vFYhpocvMwFAzJCLSpud590PAIrjFDWeHSXYgaY0LJETfj1kHwDo75EW7vz7Ch49f00zRLera08AmCxxQmpA5XYLwjhhBHFRV+gBoK3hF8QAcOauy1YvxIzTAdaEUnLnY409im7VO0x+n9/cPQwqTrAPABy/+TxM2X6Jdcnt0o4DQAAaBSB6+iAYoilaACDGlktiQAzAxVHXod8f7AAQXYPrWSgAaQDgV0WyA75/xRWtCkAUOXirZNslAWjL9dFyXg4AaXY1r6uHBTgA1MOKhD7Kli0Lu3eTf/SbNWsGc+bMgaRJkyr2+PHjR2jfvr0A/5QKQsAZM2ZAggQJFOs8fvwYqlWrBgcPyscjS5YsGUybNg1atmxpiIVsAYD4A3D0hn4uwEZI/MVGIwHANZ1KAQbJ11KcQQHICgDLjd0B1x6/VJwmSXko11BPANi6tCfM2WtsAP6FLYOg+TxlBaCeAHDY14WYHr7MBADxqy++aJv9xVDt2seYN+tP3rVSANoKABsE5oTlMfYDgCduPdFyi3PrOqzukSxG4wCQxWra2jgKAIb5ZgL8jcGiJwBkTSglZy3W2KMcAJL3HsZXHFyzkFDRFAAw3Acmq0BKRykA8UMMZuQukSc9tFxwSPfYk2XyZoRFrWKzAMsBQO9MKQHhqGUSkOVtQ6CBTFZktZ3hSACISt/+NgBAOeCpBADlXIBrFMkO6IEVV7SAOKzrCACY9oskcHygugLw7JDKUGAAVwCS74S8hhYLcACoxUo21vHx8YHLly8Lar969eoJSr9cuXLB+/fv4cCBAzB+/Hi4fTtWgdaoUSNYunSp4hn79u0LI0aMEI4HBARAr169wNvbW+h/zJgxcPRorKsp1hs2bJhsP3je8PDweChZu3ZtaNOmDaRPn14AgtgOFYqJEiWCdevWQaVKlWy0gHVzZwKALeZHGwoQ9ASAr9+9t4oBweoC3LOCL4zfQu8CrOVrodyGMQIAti/rDTN2XdZlf7oaABxa0w/6rzlNbZuKBbPA5jPmcAHGhz6Mk2L24PBqi4QAEJOAnL4jdQEWuyk1mhUFB67QKQDrFfeA3w7fot4fLA0K50hrlcSEpR9Xb8PqHslil6SJE1JnqWU5jzu2QRB3kEEBaOvHFzEAxN/FURYucaxrMaaOP/RaeYK1uaQdKwBEt2qzK703dQuDShPJYgBWQ7saAFzaJhgaz7YWKZAUWLa6AOOqUHAAACAASURBVKP9UT8xp3mg4Dqr9/OFGADe+fc/KDlKGgNQCQD+2jYEGroRAFzaOhgaz5Guvz0AIIocfPoqJ9sg7T/L61cLeEydPDGcHPT5XbvBzANw0CIG4JkhlaDggE2st4f4djwGoM0mdIkOOAC0wzJWr14dmjdvDnXq1BGgmmV59OgRlCpVCi5ciIUxqBaUcwe+dOkSFChQANB1NzAwUKj3xRdfxHf38uVLQLVhTEwMJE6cGM6dOyfAQcuyYMECaNGihfDvjh07ws8//yypgucpXrw4PH36FPLmzQtnzpwR+tOz2A4A9XMB/mZetKExxCY1LGr1JU9syz86lYKiGhWAsgAwT3pY0Z4+CzAHgNId7QwAELPaDlt3VpdLbUhNPxjAAaAutnRkJ/jAiwpASwC48/tykCdjbKByFgBYt7gH/M4BoCOX1urcrO6RLJNImighvHlPF6OO5Tzu2IYVANr68cUoAMiaUV5u7RsH5wJMDkBbXAEAbuhaBqpM2kM7dc31zQYAvwv3UXVTlgOACOaujqymahM9ACCeIHWyxFDCM73dAaBSEhAlRaSaMVBZhmpGtWsOs8viByG1ogViYXsxHFt04BrTR2i1cSjFLpdTAFb3zwZTGxeL707rHJwVAJ4eXAn8BnIAqPmGyCuqWoADQCfZIGvXroUaNWoIo8H4e5MmTbIaWadOnQS3XCyoHAwJCbGqExUVBaGhsTCoc+fOMGXKFKs6fn5+AtRLly4dIIhLkSKFVZ1Ro0ZB7969hf///vvvArzUszgTAESXTCOziHIAGLtz1BSAmCAAZfdxResPtdkUgJihEYGzUgn2TG/11Y/1uhv8lR8M/JNeAVihYBbYYhIFICbIiL7q2i7AWgBgw1kHIOqKNGMcad/ULpYDVh0xLvap+PyFcqSxcmEmjc8dj7PCERZbJUmUAN6+/8jSlLchWIAVANp67xUri6bvvAyjN0qD4rMuHGtCKbnzsWYfR7dqsyd7Wt+lDFSdbBwAxBACQ0zkAuzsABD3rxHJZ1gVgEqKSLXr2pEAcOGBa0wfodXmowQA5e5RLUt5woAan2PZa32vQC+nvIwKQPxYuyz6BnhnSgX47JYyWWLQcl6EzScHf1YAyj3TnRxUEQoP2sx6G49vxxWANpvQJTrgANBJlhETcKROnVoYDcbmQyAoLhj7L2fOnIKrcP78+YWkHUoFj58/fx48PDzgxo0bkliAFy9eBF9fX6EpxhKcPn26bDf37t2DbNmyCccaN24sJArRszgTAGw29yDsufhIz+lJ+iIBwNUdS0JArnSazi+nAAzMnQ5+71Ayvr2WHxuszKoA1PK1UG4yagCweO50sJJhDnoCwFalPWGuwTEASQAwxCs9NchR2jiDahSEQX+d0bSvxJVsfQmlPqENDdA9Fl2Aze4apmYCfIhEF+Azd6UuwDu+LweenxSATAAwIAesMjD5kXhOHABq2+SscERb79JaHACyWE1bG3zBx/sSbRZgW++9RgHAEbUKQ5/VJ7VNnlCrURBb9nFXAIDrupSGapP36mJHuU7MBgA7l/eBqTuUE5XIAa+ECQCuEBSAqLI8a/F7yWp0RwHA78LzQrflxyTDlnOJJc0LYwBWLWw/BSDGLqwf6AEe6VLAL/uvMX2EVpuT0nvL1MYB0HlpbAisuIJJ4tqGffaC0/puxAoArz56AZjsMK60K+sFvasU0AQAUyZNBKeHfE7gKfdMd2JQRfDnAJC05flxjRbgAFCjoYyu9vfff0OGDBmE06AS8M8//5Sc8sqVK/HuvO3atROSfCgVPB6XJATbeXp6xledN2+ekHEYy7Jly6Bhw4aK/eTLl09wS8Z4hdevX9fVBO4EACc2KGr1Qy42Jg0AfPX2vVUaeFYA2KOCL/zEEAOQFQCWHbsDriskAWEFgPgDO3PXFV32pj0A4IIWJeDb+YcUxxvqlYE6lptSZwNrFITBLg4AEY4duuaeAHB7z7LglSmVsPxy8WJIF0WtgByGZj8Xn98vexorF2bS+NzxuD0zMydOmADefeAKQCP2GSsAjCyQBbaeZY+/KgaA03ZegjEbz+syPdaM8nInZ93jqKo00lNDF0MROln7XWmoPoUDwDgzEQGgTAw4ewNAI5LPiK/T2//+B6VkYgB2DveB7suPS3bUktbB0MQiJh5p32pRAJ4fVhmSJbYOTyXuWys8wzYIHff/GA4rDt1k+gitNid7AEB8x/HtRx8DsOuvR2HNsTuS4aNLtBbbpUiaCM4QACAmCSkymCsASXueH9dmAQ4AtdnJ8FqrV68GTMaB5YcffhASeogLJuPAWIJYJkyYAN26dVMcEx7v0aOHcBzbVa362bUS+x43bpxwDBOGFC1aVLGfmjVrCiASswk/e/YMUqaMjTelR3EmANhkThTsu0QXQJ/GBiQAuKpjSSimUQEoBwBZ4RkrANTysCBnHw4AAUgAUE8F4IDqBWHIWnoFoK0voTTXhq11EQCi0sbsrmFqdlBSANoKAGsWzW71sGrreii15wBQm2XtmZkZwy685wBQ28JQ1sIXfPww8eotXYzFyAKZYevZB5Rn+1zdKADImlFebiKse5wDQPK2wCRCQ782TxbgTuW94ecdyknc5BRv7gwAF7cKhqZzrZOiqO0MBICoAES3VKWi5ZleC8QS94/xrPE3huUjtNp8lN5b5BSAvavkh3Zl6RWArACw/swDwvOouGgFgF8kSQRnh35WAMrFdT4+oCIUGcIBIPlOyGtosQAHgFqsZHCdDx8+CHH7oqNjY4MdOnRISPIhLqj469Chg/Cv3377DerWras4KozZh9mGsWA7VATGFVT8LV++XPjz4cOHkDFjRsV+MIZgXIIQTCiCikCtBQGfWrl79y4EBQUJVXJ0WACJ0yiPw7IffCE+ekO/JCAsAfS12gHrTWhQxOpLnrg9ur4ixNNS5ABgQK4vYXXHUvHNtf5QOxMALJbrS1jFMAc9FYAYL2TevqtaloG5zvwWJaCFnRSArAlFzAYAMVOa2ZUhahsK73drT9y1cmna1rOsEGcGi9yDJ2mTflUkO/x5XPq1mtSG9XjBbGmsXJhZ+3LldvbMzIwv0pz/GbObWAFgRP7MsO2cPgDw5x2XYOwmfRSArBnl5ayL7oErYuizj7sCAPyrc2moMdU4BaAYAI7bdF7VvdaYnU/Xa8dy3jBtJx0AtIwXLXfGqpP26PZ74ygFYKfyPtBjhVQBuKhVEDSbqxxDWs4WjgKAmNAoxCsD00dotV1kDwCIQDRfv42Kw1DKAtx4dhTsvywVk2gFgMmTJIRzQ6vEn1PuvfTYgApQdMgWuotMpjaPAWizCV2iAw4AnWAZx48fD99//70wklq1asGqVausRjV27Fjo1auX8P8NGzZA5cqfvxRYVsbjcao/VPv17NkzvgrGF1y/fr3w93///QfJkydXtMD//ve/eCUiZhbGzMBaC6oGtRZXB4A/1S9i9UMuto2tABAzCGMm4biiFQB2j/SFCVtjM0+Li/jHTa4vLV8L5dZeTQHICjFdDQCW9M5g9QCh9TqyrOcOABADQkdf+8elASDOcd3Je1YAcGuPsoDZArGwAMAaRbLDXxwAsl5ehrSzZ2Zm/In+yD2ADVnH0j4ZIeY6vQLQWQEga0Z5OeOyAkCEqkbGajZkI1h0uqZTKaj58z7DTuVqAFDO5dXVAOCtf15C6dE7JHvCO1NK6FjOB3r+JgWAC1sGASYtpCmOAoD4ITnUOwMMZfBCUZuf0nuLnAIQMwNjnHDadyNWACiXUFIrAEyWOCGcH/YZAMrBxKP9K0DAUA4AafY/r6tsAQ4AHbw7du3aBZGRkfDu3TvInDkznDhxArJkyWI1qqFDh8KAAQOE/2/btg3Cw8MVR759+3aIiIgQjmO7fv36xdfF/+NxLO/fv4eECZVTv+P5sD2WPXv2QOnSpTVbiwPAz6YiA8BQKJ47vSbbyikAi+T8EvDBkvZHjhUAnhtaGZInUY8XIjcZQwBgmBfM3K1PDMBsaZPD3SevNK0DayWSAlBPAIgBkEes1ycLJOt8jW6H8WCir/1t+hdDNTsZBQCr+2cTlIX2KAWypdEtKLs9xuuoc9gzM7Oj5ugO53U1AMiaUV5urVlVrq4AAPFD7dcGAsCmIblg2NeFBbO7ggLQnQFgh3I+8L0FACQlkZO73rQAQC3P9FqFBUbf35XeW6Y0CoDvlkmTgLACQLRH/v70CsAW86Nhx/mHEhNoBYBJEycEdD2OK3IA8Ej/ClCMA0Cjt5jb9M8BoAOX+vTp01CmTBn4559/IFmyZLBp0yYoW7as7IjMpgA0kwuw3I1Wz21hOAD0SAtrOn+Gs1p/qO0NAMPG7IAbf7+UNS2zAlBHAKjnmiv1Nf/bEtBigX2SgGD8k5EbOAC0x7oaeQ6EnOtO3oVz955JTrO1Rxj4ZI7NHF9/xgEBhNKUaoWzCf3ao3AAqM3Kte2YmVnbiHgtFguwAkBbM47ieRe3DhaGrKcLMGtGeTnb1SnmASuP0LsAuwIAxIRvtabtZ9lSmtqIAeDYTedU4+tp6tDgSiQXYDkAiMmLLo34HNdcbojVJu/RLelUuXyZYKcF1LHVLOJYnUoKQDkASPqALDeuWACYFZZF31QctpkAYLfIvDBx60WrucgBwP9Vzg8dytErAFkBYOtfYqySOF0dWRU8e8d63amVpIkSwoXh6gDwcL9IKD5sK6kr4nHuAkw0kVtU4ADQQct89epVQVF3584dSJQokRDXD91/lYrZYgCSzOpOSUDG1ytiJeUX2+f39qEQmEebAvC/N++hwADplyl/j7Twp8kBIKsbczsOABUvNfz6OcrFASDGg8Fg+2Z3DVO7XyoBwC3dwyBvFnYAiC8F60/eI92qdTmeP2tqK4CpS8cu1ok9MzO7mOmcajqlfDLAkev/wn9v31ONy9Z4Y0YBQNaEUnKTZ1W5ugIAxIRvtTkAjN8WCGemq8QAlAOASRIlgIvDXRsAemVKCR3KesMPv5+QXEKkD8gcAEoVgPYGgO0XHYaNp6XPVJdHVAXvPmQAaLmv5YQpMf0iIZADQKrfVF5Z2QIcADpgdyD0Q+XflStXhAy7CxYsgObNm6uOZO3atVCjRg2hji1ZgDHWIMYcxGLWLMDoEnfs5hOrLy1KgVlJS9x0zkHYe+kRqRrz8XH1ilhJ+fUEgIVzpIW/vqNXACp9SSPFANTytVDOWGoKQFY3ZrMBwHnfBkLLBTGKewlfHPXKSN2rcj4Ys1GfIPDMm9/ghqhiRQBo5PVr8BSI3eN1irH6Lj98IakrBoD1ZuyHQ9f+IfYlrlDZL6vVwypVBxSVOQDUZix7ZmbWNiJei8UCrADQVrWRGABO3X4Rxm22jvHLMp/+1QvqFsuLVeWKczP7fR7jPdeZbpwCsElwLhheK9YF2AwKQFIMZ7mst64GAG/+/RLKjJHGAEQAiLHrelkAQNLzozsAwK4ReWHSNm0KQHwGxliKcUWrdxSrArDD4sOw4ZQUAJIyCseNzVLZ2mROlNW7QHTfCAgavo3lFi5pwxWANpvQJTrgANDOy/jo0SPBzffMmTPCmadOnQqdOnUijgJhobd3rJQZs/qiIlCp4PFZs2YJh7Gdp6dnfNV58+ZBq1athL+XLVsGmBVYqWDW3wsXLkCuXLng+vXrxDHSVLBFAehqAPC39qFQwgYFoF/2NLCuSxnqHzmnAoCMbswcACpfdZg9Vq8skDTXtj3r4h6OufaP6V8MWWy2uXsY+H5SALIAwEp+WWDT6fssp6ZuwwGgNpPZMzOzthHxWiwWwFiuR2/QKwDL+maCXRekMaRozo/gcUnrkNhnSx0BIGtCKbmxs6pcXQMAhkKd6QdolpSqrjsAQEtXSTkDVZ+yB07dfkplO6XKtkJ5uX7FLsA0AHDuN4HQ6hflD8hy53I1F2B7AMCzQypbeVqJbaskNum45LCVVwUJJsb1a5ncRhYA9omAoBEcAOpyYfNOgANAO26CJ0+eCMk7jhw5Ipx11KhRgJl2tZSPHz+Ch4eH4DKcP39+OHv2rGKzAgUKwLlz5yBHjhxw8+ZNQWUYVxDoIdjD0r59e5g+fbpsP/fu3YNs2bIJxxo1agRLly7VMkzNdRwJAHdfeAgPn72GKoWzQoqkiaHZ3IOGuhCOretvJeUXG8pWAFgwWxpY39V+ABB/HL9ISp8EpMyY7XDz7/9k90iRTwDwycu3cODKY2i/+LCmvdQ2zAtm6ZQERNMJbaxEeoDTUwHoLgAQFYB6qSZtXF67Nt/ULQzyZY11Aa47fT/EXKdTAFYomAW2nOEA0K6LRjiZPROzONO8XW0srAAwzDeTTRnNxQBwyraLMH6LPgrAvlULwPD1ys+cNOv3ddHs8MexOzRNhLp6/jZSn1ynBvisV28GB4Bx5iR9wJVTALoCAMTrHDP6YlEEgGHe0Gul1AV4TvNAaL2QHgBWKZQVfj3kGjEAu0TkhckyCsDJjQKgi0USEHwG7lSeXgGoJwA8PbgS+A3cRLyDJEwAcGVktfh6cp5pB/tEQDAHgERb8graLMABoDY72Vzr5cuXULFiRdi3b5/QV9++fWHYsGFU/Xbs2DEe2B04cABCQmK/9IpLVFQUhIaGCv/C+j///LNVnYIFCwoAMX369AIgTJEihVUdhJO9e/cW/r9ixQqoV68e1VhJlR0FAMWBsfNlSQ0bupaBb+ZHOxQArmgXCkGe2mIAvnzzDgoOkP6YYIB9nEdc0SpzV/qSRnIBNgoAYoazqpP2wB2KTLwcACpfaaiU1csFjHQ9O+o47mEEgPsvP3bUEBx2XlsBYGSBLFZhFIyaDN5rz9+XJjEx6lxm7reafzZYZ6fMzGa2k7OPPdQrAxy7Sa8AdFYAqGdGeVaQx9rOmfYKPuvVn2kcAGwcnAtGmMgFmPT8tqhVEDSbGy1ZQnsDQFtVuXL7TwsARDj6v5UnJc1nNw+ENhwAGg4AzwypZPWeJV4IGgXgyUEVofCgzcTbEOp0rooAoJwwJap3BISM5ApAojF5BU0W4ABQk5lsq/TmzRshft/mzbE3ga5du8LEiROpO0X1np+fH7x79w4CAwNh9+7d8MUXX8T3899//0FYWBjExMRA4sSJBTfjvHnzWp1H7AaM7sfohiwuly9fhmLFisHTp08Ft2NUE2J/ehZHAUBLODazWXFYHHXdUAA4pq6/VSwPsS2Xtw2BYK8MmswrBwDRvW5jt7D49mYEgJjIBIHET5SKBdIDpCaj2rES6Quunm5OmDxCLwWIHU1EdSr8GhzjpgBwY7cykD9rGsFeGFfqMKUCMLJAZth69gGVvVkrcwCozXL2TMyibUS8FosFEAAev/UvvHxDlwTE1kQXqDxc2ib2wzCqZGh/T5Xm6gwZ5V0BAOKzXoNZUSxbSlMbMQAcs/EcTFNJsKGpQ4MrtSnjCbP3XFU8i9zzUtLECQHjqqmVGlP2wsnbT3QZvZEA8N+Xb4SMtgv2X5OMFWMAygHAWc2KQ9tF2rxj4jpMkzwxVC2cTVUBqOWjvtb3Cl2MrtJJl3AfmLz9klUNPRWArACw05IjsO7kXcnYTgyqCP4aACA2EoNFOQB4oHc4hI7cbrOJeQxAm03oEh1wAGiHZaxTpw6sWrVKOBO6ACP8E7vlWg4hadKk4OvrKzsyVOWhOg9LQECA4EKMkA6h3ejRo4XEHliw3ogRI2T7eP/+vRCHME6NiONr06YNpEuXDqKjo2Ho0KHw4MEDSJgwIWDykSpV1H9sWUzoLAAQA+2eufvUJrcb0vzH1PG3kvKL29gKAPHlelN3+wFA/HFE12naouYCjIlMXrx+B1ceSRMdkM7hagDQ1hdAsb0wQcaErfq4gJHWwVHH3RkAouoX1b9YWABgRP7MsO2cfQCgb5ZUcOH+c0dtE9Oc156JWUxjFBMO1NUAIGbTHL3xnENXAuGm2ZXev7YNgYYcAMbvo9alPWHOXmUA2CwkNyyKksYfdxUAiBl9I8bvhGuPX1pdVwgA25bxgh9XSRWAKFhoxwAAqxTKBstjlF2AOQCULgHJbVdJASgHAI8PrAhFBpMVgDgCEgDc/2M4lBzFAaBDf4hc6OQcANphMdVgn9zpc+fODdeuSb8IxdX78OGDAOtQxadUMMkHJgFBgKdUMBlJ1apV4dChQ7JVEEKiMhDPZUSxBQCisun4LbYswJZfsfAr29l7zxwKAPGhMESjAhAhmWU8CXy53ty9bPwyaf1Sx+oCbBQA/O/te7j0gA4SkL4gG7F3bemTpADUEwAqJXmxZfzO1ha/BmP2W4wb6W5FDABrT9sHR278S2WC8PyZYTsHgFQ2M7qyPROzGD0Xd+4/xCs9nLj1xKEKwElbL+r2AcgZMsq7AgBc1iYEGs02TgHYKCgXjKwdmwXYDArAVqU9Ya4KAMT5LIu+IbmVaHEBNoMCsFGJnNBhSWw8eMuCALBNGS/obQEAZzQtBu0Xy7dRut+iAtCVAOB34T4wRaMCEMPgdA7/7AWn9d3IWQHgvh/DoRQHgO78aKHr3DkA1NWc8p3pCQDjzrB+/XoB8iHAQ5iXMWNGKFGihJAhWKtiD12JZ8+eLST4wJiAL168gOzZs0NERITgpozuxkYVZwGAqCA7f++ZTZn3SDYiKQBtBYB5M6eCLT3oAaBSMF1SDED8cUyZjF4BWHr0drj1j3wSEFQAvn73nlolZDYASIrhUrFgFtisU2IGJcBL2q9mOo4PgxgDMOrK32Yati5jXd+lDBTMHqsAZAGARmQ3VJoY3qMuUsJ9XYxksk7smZjFZKYx1XBZAaCtISBQebisbawLsJ4A0BkSSuHczP6hZ2nrYGg856Bhe9lsALBlKU+Yt09ZASgHAJMkSgAXh1dVteFXU/cKAF6PYpQLcNGcX8rGssMxe2VMCa3LeEGf1VIF4PQmxRShodJcMQswKsvVFIBaPuprhWd62FytDyUAOKlhUej66zFJU1YAeGpwJSikkriDSgE4oCIUGaKPAnDv/8pD6dE7bDYxdwG22YQu0QEHgC6xjOabhLMAQARI6Jq268JDw4w4uk5hq2C+4pPhV+FQb20xAOUUgN6ZUsK2nuXiu9T6Q+1MALBQjjTw7v1HOHePLlGAqwHApiG5YHGU9Is368ZUipXC2p8ztutc3gdirrsnAFzXpTT4ZU8rLEutafvgKKUC0IgXGw4AbbtK7BmX0baR8tZqFgj2TA+nbj+BF5QxAPUEgBO3XhDii+lROADUw4oAS1oHQxMOAOONyQIAEydMAJdG2A8A6umVETdx/O0t4pFWNpadGgCc1qQYdFRQDSrtUC0KQDMBQHzmm7rDOgagHABEb7HvIugVgHoCwGMDKkDRIVs03UBILsB7epWHMmM4ANRkTF6JaAEOAIkm4hWMsICzAEB0Qbj88DnsPG8cABxVu7BVLA9WAPj89TurL1PoLrDd5ADQL3sa+PgRhHiMNMVsAJAUxLlJcC5YclAfAKj0pZTGvs5eFx8GUQF48Kr7KQBtBYBGvNgo7RefzKmo3fudfe8ZMT57umUbMX7eZ6wFWAGgrYkuxApAPQGgMySUQlWl2ZXei1sFQ9O5RioAc8LI2v7CHjSDC3CLUnlg/j75cEc4B0xqstTieShhAoAromypcvccPRWARihPtQDAVmU8oe/qU5Lp/dy4GHRaSu8CXLlQVlgRc0vx9uwOAPDDh4/g1We9pp8oUuZeGgUgKwBsPi/aKjTV7h/KQ9hYDgA1LSKvRLQAB4BEE/EKRljAWQAgfoG8+ug57HAgAFzaJhhKemfUZGZZAJgxJWz/nkEBqJBNi+QCjF/HUunsAowAMGGCBNSZ20hBpDUZ1Y6VSABQ7oGXdXidynvDzzsuszY3RTucI8YAjHZDALj2u9JQKEesAvDrn/fBsZt0MQA5AHS+LV4+XyZDf4ucb8auOaIgz/RwmkEBaGucOzEAnLDlAkzapo8CsEcFX90yCrOuuCsAwEWtgqDZ3GhWExDbNQr6DAAxact0J88C/G3JPFYZcMWTlPsgmiABwFUCAKw5da8QJ1yPEpQnPURf0/cDoxYA2LK0J/T7QwoApzYOgM5LYxM9ai2oACQBQC1hfbR6FmkdF2s9pedaOQUg3rfQ0wnLiVv/wldT92k6LTMAXHoE1v2fvTOPr+Fq4/gjQghijy0JIggRESIRiRCJXVtL7d0sVVS1qrz22rW0tKpFtVW0ltqq9n3fIkIEEWLfdxFiDe/nmbhx79zZztyZe2fmnvPP+9Y9c85zfmdu7pnvPMtRyyrAh0c0guCx5B6AXABwx8AGUH/ydklrEOpEQ4BtltAQA1AAaIht1N8ibAGA+Ec96UoabGLlSuN7K2OuDvtHDN9Anr/9SNWHLkzKzE7ma26TrQCwfLF8sM0AANA1pwskEkIMvQFAsSpuXDlv5H67+zSoAL9o/AFA7tpM1+Ea4xEAKnxAt9Uue1xvKwC01dvIHmt0tjnsGZbtbNrac71yAaCt3kYIyRb1DGeWqiQA1EJFefSq1Lun97xuoYAP9mo1ZwCAqJ3YWV9JABjsU4g4vYbY/soFgD91CobPFlIAyPViWwwAxp+/C+/O3Ce2NVmwcFRjqD6KP28frwcgBwBMGNEIaioEALd/1QAafEcBoKRNpJ1EFaAAUFQi2kENBbQCAPEN5MW7GapWwxQFgD3CoK6ffA/AckXdYfvA6Oxtkvqmji9HnJgHIL4dK5AnF/FtgdWrrtznLgJStZQHuOVyIT5oGQ8AesPCuEvE2nJd0LtBBc17ANi6UFzjIQoA4Z2f9xDDc1u9jWzdO3q9tQL29Mqk+qungNEAoBYqyhsBAM7tFgofqggAO9b2hm/aZoUA68ED8MPwsjB33wXeLyJfShR7AsDqXgUVKyhiWigCQByXq5ot9sEiIF0jy8MIlgfgtE7B0M/JASDfi20uAIgvLj6PzfIAPHThHrSdsVfSDAzMuAAAIABJREFUH325ALDvggRYzfIAPDQ8FmqN2yxpXvP7mssDEB09oikAlKQl7SSuAAWA4hrRHiooYCsAxApfm5NvWFgmdijAzmw4hgcQrEy75eRNFVaZNeSE1oFW1bzMJ8PE0BESAWD6k+cQyHoz5QgA6OriAgvjLsLLV68AvdakVAUWAoBVSnlAvtw5If7CPaJ90BsAnPleLej11yHeNeIBftFBZQBgr/oVYOYOY4cAIwDEN7sYBuxsbVXfSAj0ygoBlgMAbfU2cja97bFeW4tA2MNGOoe4Ahg2ePwqeREQW8NczT0Ap2w6xVtlVHwFlj34CoaRjmNLf/+SBYiLhNkynxrXzulaG7rOOajG0MyY5gDwm3UnNf/7/0F4WZgnAAD5iqKJnfXl/B7ybQqeTZMJc1OLbbAkABhRDkasPG4xFBfkEpsLQ4CbBJSEJYf4cwDqKQRYLgA8fPEetP5FGgBM/LoxBI0m9wC0FQCOeqsqtAouA4XcczMvCtjFKbcOqA8Nv98htuWin9MQYFGJnKIDBYBOsc3aW6RWACAeQK7efwybk9UDgONbV7NK5qsFAMhXJEKKB2DvvxJgd+ptZhn4JnPlpxGQA5OzCDQxAJjfLScxyMEiLr/vPqe9G5zHIjEA2CHEGxbHKwMAP6nvC7N2nNWNNnIMRciJAJAUHMuZS2vX/Nc3Aqp7FWLMkhPyZCts0JoeRrCHemUaYRcB5AJAW73c8PrFn2SFACsKAHnyBRtjt+y3CgoALbV+v05ZmL+f3wNQCwCwUon8cOrGQ0VvkgaVi0NgGREPQDsCQCl5vaVGFikqFMdgfJEtYh6AmCMZcyVLaUoCwPjhsRAi0QMQbStTKC9sH9gAPp4Xb1WccsuA+hBDAaCULaR9JChAAaAEkWgX5RVQAwCem9hcFEKxf8TwgHE97YlDASBWhousKC0EWEkPQLkAkKsU/YYvoqByyQIUAIp8VcQAYPsQL8FqbSTfxE+ifGHWTmMDQIScGAJMASB50nNbYQPJvUj7SlOAemVK00nrvWqXKwzJ19IBi3aRNFu/kxYAcGMKTNuaSjI9b19nqCiviFAig8z5qDZ0/VM9D0B8gfjtu1khwHrwAOQDfCYZ+QChPT0AMRz37O1Hit4eUjwAP4ooByNZHoA/dKgBXyw+QmRLASwCIuIBaFQAiKkLvoitxOhFUgQkcWRjCBpD7gGI+RlXJV612J+Dw2Kh9nhpIcCmC79vFwSrjl61AoCbv6wPsVOoByDRF4B25lWAAkB6czhEAdsB4H0raCcHAGKOkRsPnlqFEyspipgHIAkAfPDkuVVyWrkhwHIB4Kb+UdBo6k4LiRZ+XAfCKxSVDQDl6q0/D8Ca0OuvBN7ltqvlJRiqQaLTx/XKw+xd+vGOJFmbqS9CTszt4owAEL1ug7zlewCqUd1Qzh7Sa94oYCsAolpqQwG5ABBzB9pS0VwtANg32g+mb1MGJmpjhxxjxe8fhkD3ufGqTU4BYJa06OmFHl9KNJ8i7kyecCUb5nqt4V1IMAfgh3XLwdf/WYYAT+0QBP0XJxKZYjQAyJfahssD0BwAHruSBi1/2i1JuyMjG0GNMfyVe/kANBcAjBsWA6Hjt0ia19QJU1PhPbct5ZbFdZu/jILYKZbPXkQDv+5MQ4DlqGa8aygANN6e6mJFtgBATOyadEUZANg5zAdupT+1qiispIjjWlWD4axkvubjz+8eCvUqFpc0JRcALFvUHXbIKALCd6gXCwFGb78mP1AAKGnDWJ1mvicMANvW9IJlCfy5Wkjm1Ft+RJK1mfoiAET4hxDQ2dq/n0YwDxHY3p6+mzhROUIKZ8ydqOX7hEJZLe+OdNtCyhZm8tWRegDauv8IEP95HQL8/cYUXsAgfSVZPT+NrgBclTdJx3H2/rM/CGFC+9RqegOAfEU+TPrw5QgU8wBUEgCWLpgHrqY9UXTL0NO7VtnCvFC9fLF8gBBo1KoTFvOiZ9iAJeQAEHMALhXIASilsJ9WQoD5ACCXd+TnMRWhf6MsD0DMydpimjQAeHhEIwgWqNyrNgDE+/4SBwDkcr6Qc2NSAChHNeNdQwGg8fZUFytSAwCendAcXFyE89Cxf8Q6hXrDnYfPYOMJy4IiSoo4+u0Aqzd55uPrDQCu+7weNPtxl4VEjvIA7BZRHv7Yox8vtxldakLvv/k9AJUEgHrTRs53ricCwPN3IeGiMm/75djgqGtsBYD4AOKM4NRR+yVlXgRHzujNKkUbPfWRCwBthfJqAUBnqChvj/tr1vu14JP5/EXAbLWhaL7csP6LKChewE0XIcBYQA6LyfE1uQCw9S974LBCZwLUEp0ElGz4PQ8rX5QYAH7XLgi+IgSAWASksYEAIElua3MAiIVc2M8tfHsqFwBiheb/WCHAcUNjIHQCmQcghsZfuffYygOQy/lCzn1JAaAc1Yx3DQWAxttTXazIVgCI+RzYlXvlAECsmnb3kboAcHiLKjBuTTLvvszrFgpRleR7AGKIws5B0dnjS31TJ9cDcE2/SKs3aRQASvvaiQHANjXLwPKEK9IGE+nVNaIczNlzXpGxtDoIhjkjxHJGALiiT10I9inMbM1bP+2GpCtpRNtU06eQU+pGJJKdO9M9sbPgKk2HcD1FhgegkgDwuw0pioXtOkNFeZVuBYthxSIAlLChSL7cTFG2vw5c0HwRMDEAiF5wczmqBIt5ALb5ZY9iv22oJz4jKNmCfQpBRIViggAQ4edolgfg5Herw8ClR4lMwRBgI3kAkgBArF7+5WsPwJPXH0DTHywdF/iETBjRCGrK8ADkAoAHhsZAGCEAxMi0a/etAeD6L+pJXoPQTUIBINFXyLCdKQA07NZqe2G2AEDM65B0OU0RAIghE/cfP4MNx9XzABzczJ95G8vXSABg2uPnVuXp7Q0AV38WaZVLgwJAad+3X7rUhD4CHoCtg8vAisPKAMCP6paDP/caHwCix5RSb/ul7aI2ei3vUxdq2gAAMXxYqTxJ2lBE/1bgg6Ez3sv63znLFSAAPHU9HdIJi4DY6gGKIcT/9MqqAqwkACR56DbaXiq5HrHff6XmwnOEp4ebDgCgNyyMu8S7bC0AQARo6U/IivmI7WN1r4IQVbG4IADEAihjVluGAE96tzoMUgEAHh3VGDzy5BI0W6pjgdjabf2cpLidOQA8dSMdGrNyl/PZcmh4LNQSqNzLB6C5AOD+ITFQZyKZByBGpmFu+q0nb1qYyBV9JUdPCgDlqGa8aygANN6e6mJFagDAMxOaQ07CEGB7iDWgUSX4ftMp3qnmdgsFrAompSkJAPny+ojlAPyvbwS8PX2PhblCABC9NcevSYYD5+5KWSJRH72FuYo9ALSqURr+PWJZRYxIELPOfIdnueNp8TrMc4gA0BlBljkAbPnTLjh25QHRFmEBkUSFEqUTTUw78ypA98QYN4dcAGhrWL45AJy84aRieftIHrqNsYPqrGJ652Dou+CwOoOzRtUDtMUInEUHtQ0A3XPnhIxnmYruWdVSHhDtX5z3+4k5ADkBYNvqMGgZuQdg46olBXNLGxYANvSDLxtXZvYu9Wa65AIajgaA6Jhy66E1AFzbrx40nybNi1HohqUAUNGvs24HowBQt1unb8NtAYCY1wErOrFDgLUKAPEt1LQtp3k37M+utaFBZU9JG8oFAL2L5IVdgxpmXy/1TZ1cAIi5xzDJsnnjA4CvXr2CepO2weV7jyWtj7ST3sJcKQAk3WHh/lgFGkOAnREALutdl0kkjk0WAPQqCImXycKGld09OhpVwJgKYCj36RsPiT0AtQoAnaGivD3uxGmdggG9hOzR9AAAEXQsjucHgFw5AF1dckDqhOaCEradsVex/La5c7rAs8yXim5ZpRL5IbZKCfhl+xnOcREAvlenLIxleQB+2zYQ/rcsicgW9GA0EgDEvM+/7jwrSYN+FgDwIcRO2SHpuvjhsRCikAfgviENIXziVknzmjq1q+XFhJ2zn3G50i8RDfy6MwWAclQz3jUUABpvT3WxIlsBIOa7YrtHaxUAiiXQJgKAGc8haMxGiz22NwBEz6M2v+yVBADP334EDb7brto9qTcA+HPnmvDpAv4iIO/UKA0rFfIA5EugrdpmOGBg9AA9dPGeU3qyLesdDrXKFmFUbzFtFxy/SuYBiGFIRykAdMBdS6c0ugJyAaCtOSDNPQAnrT/JCxhI9XeGivKkmsjp/2PHGvD5oiNyLiW+Rg8AsH2IF/wTf5l3bVw5AtEj78SYpnYDgBhU9PIVsfyCF/gWywdNq5UUBIBYIZmdO/ybNoEweDkFgFIB4GcN/WDAaw/Ac7cfQbTEZ5GDw2Kh9vjNvHvIFwL8+aLDVuf3vYMbQt1vyAAgFgNMe/wMNidbhgBzpV+Sc2dSAChHNeNdQwGg8fZUFyuyBQCiRx16ALIBYOr4ZuCa00Vw/VK945QUUezwPKdrbYiW6gGoIADs06AC5wFELAQYPY/wDat54/MApADQ8k4SA4BvBZWGVawqYnLvRawk9td+/gp7csfV0nUUAMoHgNXKeBCHDWtp76ktVAGtKoC5HFNleADamgMSi4gs6VWXkUVJAKi3VBtavS+mdgiC/osT7WKeHgAgejotOcQPALmiVOr4FoFFPbPyXPI1JT0A1dgszNvdsnopYgA4sU0gDJEBABtVLSFYXC7x68ZQMK8+cgCSeCNrAQDuGdwQIggBIBYDfPD4OQWAanz56JjZClAASG8GhyjgTABQrBiDrQDQq3Be2P0/8hBguQBwaa9weHfmPkkA8OKdDIiavE21e0xvHoBiOYDwULj66DVF9MI3yH8fMDYAxP1PuHDPKUNZ8XsYUi4LADb/cRecuEbmARhQ2oPYa1CRG5MOQhUwuAIMALz5kLh4gK2FedQCgHr7ndXq7fV9uyAYsIQCQNP+vFvLC5YSAsB6FYvB/O5hglv87oy9TG5grbbSBfNAq+AyvACwXFF3JgSY7QE4vnU1GLbiGNGyMATYWQFg32g/+KpJVg5AEg/AuKExECpQuZfEA1AOAMQiPulPrAHgqr6R8Nb03UT7z9WZegDaLKEhBqAA0BDbqL9F2AQAG/oBhgBvS7llsXCtegDG+Hta5XIwN3zOR7Uh2l9aDsD7Gc+gxphNFuu2NwD855NwaD9LGgA8e+shNPxeWt4NOXexGFyVM6aa14gBwBbVS8EahQAgV/iMmmtzxNi4/wkX7zllKOuSXuFQ2wYAiInISaGhI/aYzkkV0JsCCPLO3HIsAPx2/UmYwZNjjFRPvf3Okq7PXv0nv1sdBhJWcZVrmx48AMUAINdLaiMAwOIF3ADXzvf9RADYJawsjF+bbLH941pVg+H/EgJAN1doFGAcD0CxiCpzwcwBIMmziFjlXj4A+MWiw1ZF/Hb/LxoivyVzgsBUQI+evrDyAOQqwCjn7wMFgHJUM941FAAab091sSI1AODp8c0glwZDgMU2xFEAkC83oVgI8KKedaDjr/stlsUXAnz6Rjo0mrpTTALZn+vtweSnTsHwmUAS8BaBpWBNkjIegJ1CvWFhHH+Cbdmia+hCCgCzPACb/bgLkgk9AP1LFoCT19M1tJvUFKqAMRSQCwBtrQIdUrYwLO2dFQJMAaD27iU5RRzkrkIPlZsx19myBP4QYK4zqhEAYGH3XNAx1EcQAHYO84EJa09abP/YVtVghBoAcGRjKOiujxBgEgCIIeQDm/gzGpIAQLG8fSQAcNegaKYQIknLAoCZsDn5hsVlXAUYScY19aUAUI5qxruGAkDj7akuVmQLAMS8DpgDkO0BqFcA+MdHIdDQv4SkfePyACxTKC+gm7mpSc1z2Kt+BZi5w7oKmRgAXPBxGHSefcDC3gU9wqCuX7Hsf8Pqv0viL8P649etcjVKWqjETkYDgM0DS8LapOsSVy/crWNtb1h00PgAEKsAo0ewszX0xA0tnwUAm/6wkxjmUQDobHcMXa+9FJANAG2szG0OAL9Zd5Lz912OBs5QUEqOLqTXyMnhRjqHqb8eAGCb4DKw/PAV3iVyeTFG+hWDv3oIhwC3n7kP4s7flSud6tdhWC6G+Ap5AHICwHcCYMTK40T2MSHAVUoI6pwoAgDxPF9+yFqiedXqbA8AKOa15ygAuKJPXWjNKsAoR2cKAOWoZrxrKAA03p7qYkW2AkB84N/OCgEWA4Ba+hEz3yRHAUC+EBExAPh3jzDo8pslAMR/izADgD9vS4XJG1JUvxf1BgCndQqGfgIegM2qlYR1x5QBgGIV9lTfHDtM8GF4WaYK8LErZPnv7GCa6lMs7lkHwnyLygaAlUrkh1M3HqpuJ52AKuBsCqAnH3qcpD95QbR0WytzqwUAiRZBO/MqMKF1IAxdQVbFVa6chgCAUb4wa+dZCwmkAMCOv+6D/We1CwDz5soJH0WUEwSAmMJl4jpLD8Ax7wTASFIAiCHAWAREALTqCQB2jywPv+8+J+lrgSHkg5pmeQBiSoYYiemIxLz2+ABg/8VHYAVL5x0DG0D9ydsl2WvqhB6AGc8yYdMJSw/A5X3qQhsKAIm0pJ35FaAAkN4dDlHAFgCIeR2OXbUGgKfGNYPcrvxVgF++fAW+Q7XxFstc9N8/DIGYKtI8AO89egbBYy1zAMr1AOQ7IIoBwPndQ+H93+Ms7hv8t3oVi2f/m1QvRFtvPqMBwKYBJRmvSSWaWIU9JeZw9BjomYI5ACkAJPcArOiZH07fpADQ0fcwnd94CjgKANYqWxiWvQ4BnrguGWbtsIQnxlNaXyuSE8Ipd4V6AIBY7IANTMzXy7UGKQCwy2/7YU/qHbnSqX5drpw5oHukL6+HLuYAxBBh9OI1b6PfDoCv/yP0AJQAAI+MbASF3HNzrhujjm48eApNflAvlQ+J4PYAgGLQjg0Ab6Y/gUnrUzgL2mz/qgE0+I4MAL4dVBoeP7cGgPi3HStc29qoB6CtChrjegoAjbGPuluFLQAQ8zocv/rAygNQDABmvnwFFSgAzL5Xekb5wq+st6v4oRgAnNstFD78wxIAzusWClGVKAAU+yKKeQA2CSgBG45bvvUTG5Pvc7H8OnLH1dJ179fJAoD498DZGubirPPaA7DJ1J2QcoMsn5+fZ36mUiltVAGqgLIKBHkVZKpOPrCzByAFgMruo9KjyfHgkmsD3/lO7nhqXNeqRmmrognm83CtIcKvKPzdo46gOe//fgB2nb6thsmKjSlUpIUPAH79VlUYveoEkQ0FbACARy7dh65z4uBexnOiOdXs3C2iPPyxR5oHIOaQ/N9rD0A868ROkVaQcNtXDSBaANqxAWDn2fth7xlu4Lx1QH3iQoj8ADAc2s6wLMAoR2sKAOWoZrxrKAA03p7qYkW2AkD0+NlxyrIKsBgAfJH5EvyGrdOcPr99EAKxVe3vAcgnhBgA/LNrbfhozkGLyxEK1qcAUPTe+rFjDfh80RHefo2rloCNLLd/0UF5OjgLAMQcgM5Yzda88E7jqTuIw3krFM8HZ249knt70euoAlQBHgXkAsDAMgVtymdqAQDXJluFT9INc6wCcjy45Fr8cb3yMHuXNFAidw5br8NQx5VHrvIOw5XvTQoARGjFzhFuq61KXy8EaBEAdqjtwxTyMW9yASA+Xwh5WvJ5ALabuRcOnr+n9NLtNp5cALhlQH3BcGE2ABSKeNr8ZX3J4NEkDB8AXNorHN6dSQGg3W4gg09EAaDBN1iry7MFAGJeB/T4YQPAlHFNwc01J++Sn2e+hIoaBICzPwhhcnSINcxhiDm72K74ckOA5QJArFrc9U9LADina22IruyZPSQNAeZW94cONeCLxfwAEO8Ddt4PsfuC7/M2NcvA8gT+BNtyx9XSde/V8YGEC/edHgA2mrKDOJzXt1g+OHubAkAt3c/UFmMogLn8zsvwAKxWxsOmdAY1fQrB8j4RjIgTKQDU3M00smVVGLOazINL7iJIQiXlzmHrdQg6/kvkB4Bca5ACAHvMPQibk2/aap6q13eNKAdz9pznnKMsAwC9mbBS8ybn/kEPQLkA0F7neLWExkKHg5tl5QBMvZkOsVOkhTFv6h8Fjaby9zUHgGK55Td/GSV5XpMObwWVhqfPM62cAZb0Cod2FACqdbs43bgUADrdlmtjwY4AgM9evIRKw7XnASgFAKL3Yq+/EqzKwuNuli6YB/YOiVEMvol5AGLOwu5z4y1uJISC0f4UAIp9u6Z2CIL+ixN5u8VWKcG5x2Ljcn0ull9Hzphau6ZLmA8kXLwPydecLwQYq3HXrZBVeRtDW0jDecsXy8eEKdJGFaAKKKuAXAAYUNrDpnQG5gBwwtpkzhQfyq6UjkaiwPAWVWDcmmSSS2T3FQJMsgdV+EIEHasEACBXuGfdCkVhwcfCIcAfz4tX7EWqwkvOHg7Tl8zff4FzeD4AOKJlVRhLCJClAMDDIxpB4XzWOQCdFQBu+CJKMOeh+TOSWG55MZjIdQNgJNCdR88Ao1vMGxZ+6/DrfptvSRoCbLOEhhiAAkBDbKP+FiEGADF88cC5O3D53mOrxaFbN3oA7mSFAIt5AD59kQmVh6/XnFi/vl8LGgeUFLRr68kb0O1PS+hmusDeABDt7Tn/kIW97EIm9jo4YBXYufu4D1Ga22gA+L5dEAxYwg8AY/w9YctJZd5ci+XX0aI+pDZ1DvOBw84KAHuEQd3Xlbdjvt9OHM6LDxkX7mSQSk77UwWoAiIKyAWAVUt52OTNTAGgtm/NYc2rwPi19gGAeiiQ1rJ6KVh99BrvpnFBTCkAsMfceMVepKp1R3Ws7Q2LDl7iHB5DgNuFeMPkDZYegHIAsjMDQMyzOKRZFUZjEg/A9V/Ug6Y/7OLdenMAKJZaSgwmktxfYsBc6lgUAEpVytj9KAA09v5qdnViABCLJbQILAW7U29bFZzgA4AnxzaFPLn4Q4CfPM8E/xHaB4D4g/Ln3vNw8W4GIODwL+nBVH5ivw0ybW6pgnlgnx09AGe+Vwt6/WUJAE15DE/dSIebD57Ce78fsMu9pzcA+F27IPjKTgBQLL+OXTZI5Unw+5Fw4R6cvE5WAENls+wy/N89wiDCBgDoU8Sd+RtDG1WAKqCsApjL78Id8iIgVUp52OTNHOxTCFa8DgEev+aE5nPAKau69kcb0swfJrIqu6pltR7ORmIAkAtiSgOA2g8BfreWF2fVWLwf8OVcew4AKAcgIwCMqeIpWGzFqB6A5gDw9I10wbBe8+/hmn6R0GLabkkAUCy11LrP60GzH/lholrff6FxKQB0hOram5MCQO3tiVNYJAYATTnluPIrYF4HTPrP9gDUKwCc9X4taGLmATh5w0n4edsZ5j7Ik8sFDgyJhe5zD0I8yx3ccQCwJhOObN7QKzDt8XMYtOwovHplv1tYD4dcczUmv1sdBi49yitQQ39P2KqQB6BSbwvtt5vkM3UKRQ9ACgAbfr8dzhIW9PAukhcu3bX2sCbfBXoFVYAqYK4ABYD0fuBSACuSsgs7qKWUUIipWnOSjtuieilYI+AByAUAw32LwsKewiHAesgBKBShgQCwXS0v+G7jKQtJhzb3hwlrLQuDiGkuBQAmjGgERQwYAvxJlC8MaZ7lAUgCAFd/Fgktf5IGAMUiy8Rgotj+qfE5BYBqqKq/MSkA1N+eGcJiMQC4rHddwIp22PouSLAIE5ALAB8/y4QqI7XnAcgGgOzwWSx6EnfurmYA4C9dakKfvy0BIK7h23Un7V5UQG8AcFLb6gwk5WvRlYsrVr1O7O26Ef6QdAr1ZkKAndED8K/uYRBZMSsHYMPvthN/97B40JX7FAAa4XtA16AtBbCYB8J1fClG0vxLFrDpbxn1ACRR2/59BzapbBXWqZYVWCDrr/0X1RpekXExymdNEn8IMNf5TgoA7P7nQcVSqSiyUI5BhOAnHwCU40FKAWAWAMTopMYChT3Mt+i/vhHw9vQ9vFtvHgIsFlkmBhPVur+ExqUA0BGqa29OCgC1tydOYZEYAMTEqRVLFGC06L/4iEUJe3TrTr6WTuwBmPHsBVQduUFz+mJIbdNqb3IAsgFg/UrFAW0/eN4yIaxpISU98sD+ofYrAjK9czD0XXDYQseZ71l7BWpOaA0YNLFNIAxZnsRrCe41u7q1XLPFDtdyx9XSdc4MAOd3D4V6FYsz2xH93Xbigh4UAGrpTqa2GEkBLQDAcatPwG+7zxlJVt2v5avGlay8utRaFKbHWHBA2wCweWBJWJt0nVeCD8LLwjxWjmcpALDbnwcVi6RQa3+aBJSADcdvcA6PAPDdml7w/SZLD0CsaPsNYQi5MwPAnlG+MPS1ByAJAPz30who9bM0ACjmWLKqbyS8NZ3fm1Ct+4sCQEcoq685KQDU134ZxloxALh/SAyULJiHWe+Xi4/A8sNXsteObt0YArzr9G0LPcRCgB89fQEBX+sPAIaWK8KsM+78Xc79tzcAxPyM/RZaAsAZXWpCb5ZXoGFuVgUXMr51NRi24hjviFGViluBbbnTix2u5Y6rpeswkTZ6AKbccL4cgOYAsMHkbXCesKAHFg+6mvZES9tJbaEKGEIBrOaLBcxIPQArlcgPp248lK1BDe9CgA+v2CgAlC2jahd+2agSTGFBHbUmw5djC+O4i0yoNSfpuM2qlYR1x/gBIFcYcx3fIrCoZ7jgVF3nxCkWSUG6Jqn9hQq+IQDEQojse0VOCHn+1zkAVx65ymuaUUOA5QLA5X3qQptf9vLqZe4BKPZcufLTCHhHACZKvV+U7Ec9AJVUU79jUQCo373TteViAPDEmCbgntuVWeOX/xyB5Qm2A8CHT19ANU0CwJrQtFqp7P1kewBiWE8uFxfNAMAfO9aAzxcdsbj/uMKCdX2DqmT82FbVYMS//ACwXsViVmBbrilih2u542rpug4h3nD40j2bHpq1tB4SW+Z1CwUExtjqT95GXNEXiwddowCQRHLalyogSQEEgBhr++BeAAAgAElEQVRefz+DLAS4omd+OH1TGQA4dvUJ+J16AEraL3t1+iK2Ivyw+bRdphOqMmsXAyRM0jSgJKw/zg8AucKYpQDAj+bEwfaUWxIscFwXoZe9WKALi4SwAeCgppVh0nrLysBiK5ACAA8Nj4Wi+d2shmI/i4jNpbXPP65XHoa1qMqYlXI9HZr8sFOSict6h0PbGft4+2L0RFj5IoDn+ZevXkHgqI28fVf0qQutBWCiJIMU7kQBoMKC6nQ4CgB1unF6N1sMAJ6b2Bxy5MjBLJMNAPGtTjKHB2DymKaQNzd/FeD0J88F/1A7SlP0nmsWKAIAc7oweQC5WgkPNzgwNDb7I1t/tM3fbnGNNbVDEPRfnGhhCldYsKP01PK8Y94JgJErj/OaqCQAFDtca1knqba1D/FiPABteWiWOpfW+s3tFgoYMo5NDgDEvxs3HjzV2rKoPVQB3SsgFwD6eeaHVAoAdb//fAvoF1MRpm2xDwDE38Z/4i9rWkuhMFg0vEuYD/zNCmM2CgDEasZ7z9zh3B8EgOgBOHWzZQiwnBySFACSA8AlvcKh3Ux+AGjaNDzPtwouA9UFAKCYN6EjvqAUADpCde3NSQGg9vbEKSwSA4DmEGrAP4mwLOHNQQbf6mDSf3YIsBgAfPDkueAfakcJLwUA5s7pAgc0AgC/bxcEA5ZYAsCfOgXDZ6ywYEfpqeV5v36rKoxedcIuJoodru1ihMqT4ENOwsX7Nj00q2yiasObA8CoSdvg4t0Mork8C7jBzXQKAIlEo52pAhIUqFrKA66mkXsAViieD84QVvM2NyfIuxBgyBm2MatOwB97aA5ACdtlty6fNfSDn7am2mU+LJY3c8cZu8wld5LGVUvAxhPcefBwTK48huh5tfgT4RDgD/+IUyyXsty1iV2HqX340vpgCHDr4DJW3qJyckhiDsBof0/4L5E/BNgZPABPXn8ATX/YJbYtzOeLe9aBDr/ul9Q3cWRjCBrD7wEo5k0oaRKFO1EAqLCgOh2OAkCdbpzezSYBgF8tSYSlh94AwB6R5ZmcX6QAEPPxBI3m/0PtKE0xfLa5iAeglgDg5Herw8CllpVsucKCHaWnlucd0bIqYGiWPZrY4doeNqg9R7taXnD4knMCwD+71oYGlT0ZietN2spUHSVpxfK7we2HFACSaEb7UgWkKCAXAPoWy0dczdvcHgoApeyO4/p8Gl0Bft5mHyg3oFElqyISjls598xiZ5ROoT6wMM6ykIkUAPjBH3GK5VJWSzNM7YPRC1wNPQDb1LQGgHL2FD0AG4oAwPjhsYDnAXazNZpILe2kjovPisNbZnkAkgDAhR/XgU6zpQHAIyMbQY0xm3hNkupNKHVNSvSjAFAJFfU/BgWA+t9DXa6ABAAOXJIIS8wAYPfI8kxJdzYANM8byCVKWsZzwTc1jhJSDABiYm83V34PQPTkiRtmvxDgSW2rw6BlFADKuV+Gt6gC49Yky7mU+JrYKiVgczL/23XiATV4AebJOXzxnk1eMxpcliST5nStDdGvAWDkt1uZogMkrVj+3HD74TOSS2hfqgBVQIICVUp5wDUZHoDli+UjruZtbo45ABy96jjM2XNegrW0i70U6N2gAszYTgGgSe9GVUvAJgEPQL5CJn98FAIN/Uvwbtv7vx9QLJeyWvdGYJmCkHQljXN4BIDoAfgjK1xcThEZCgCzACCmjWr2ozQPwAU9wqDzbwckbT0WUKk5lh8AkngTSppQgU4UACogogGGoADQAJuoxyWQAMBBSxMtcpl0i8gCgLtTLasAiwHA+xnPBN/UOErHnzvXhBbV+XMAIgDM7cqfA9DeAPCbNoEweHmShVxceQEdpaeW5x3a3B8mrD1pFxNjq3jC5uSbdpnLUZNgnpwjlygAjPhmK1N0gKQVyZcb7j6iAJBEM9qXKiBFAbkAsFxRd+Jq3hYA0KsgrOwbyfwTBYBSdsq+fT6p7wuzdpy1y6StapSGfwUqv9rFCJFJxF5SChUywTNn62Avzhn0AAD9SxZgUhlxNQSAmFuOnS+yf2wlq7yAYvvozAAQnUUw6gYbCQD8q3sYvPe7NACI3pMh4zbzbsOinnWgo8RwYrG9VOpzCgCVUlLf41AAqO/90631JADwf0uPwuL4S9lr7RpRDk7feEgMAO89egbBAm9qHCWmJACIRUDOcxcBsTcAnNgmEIawAOCU9kHw5T+WeQEdpaeW5x3czB++WWcfAIhhH1tPGh8AYhXgszbkzdLy/SJk25yPajO5fbDJAYCF3XPBPcIqpXrVitpNFbCnAvhwf/3BE+IqwJj768Idslye5usKMgOAo/47Dn/upR6A9tx3sbmwgN2vO+0DAMVs0cLnYi8pO4R4W5z92Tab5wo3/0wPAFCo4nfpgnmYKsDTWPki5VSRRgCI54RVAjkADw6LheIFjBcCLBcAzusWChhGLqWhdrXH8wNAknBiKfMp0YcCQCVU1P8YFADqfw91uQISADh42VFYdPANAPyobjkm6T/bA/D46CaQz82VVw/0dhFy1XaUkFhBt2X10tnTs/NuYFhPLpccEH/hHqeJ9gaA41tXg2ErjlnY8l27IMBcjbQJKzCoaWWYtD6FyqSQApgn58jF+zblzVLIFLsPYx4GVXfiFria9oTIhkLuuYgBBdEEtDNVwEkVQAB4Le0JYN5hkuZdJC9xLk/z8SkAJFHb/n0RSPy+mxZmMSkf4+8JWwReUopVMq5VtjDUr1Qc+jSoAK45XbI39L3fDlg9H9h/t4VnFAr3R+/898J8rADg5zEVrcKCxdblzAAQnxVHvR3ASHTi6gNoPk1aCDDmV/5ozkExaZnP44bGQOiELbx9ScKJJU2oQCcKABUQ0QBDUABogE3U4xJIAOCQ5UdhYZztAPDOw6dQS8BV21E6igJAr4LM4eYQDwDEN3f4FsrUbE3ca/5WlWussa2qwYh/LQEgV2EQR+mp5XkHNqkMkzdQAKjUHrUJLgNHLlEAKAcAFsybixhQKLVvdByqgJEVkAsAvQrnJc7laa5jda+C8N/rEGDqAai9OwyjV2hexjf7IhalgF5w5gUA+XaUnUe7y2/7YU/qHe3dAGYWlSmUlzdtR95cOaFHvfJWFaP7xVS0CgsWW6QzA0AsIoMRS6QAEKMruv4pDQAeGBoDYQIAkCScWGwvlfqcAkCllNT3OBQA6nv/dGu9EAAMKO0Ba/rVy14bhpuaVwL7MLwspN56aPUDL+YBiBUvhXI1OErMnzoFw1tBAh6AXgUhp0sOSOCpGGZvADjmnQAYufK4o+Si81IFshXARNmJTgoAf/8wBGKqZCVCD5+4hfE4ImkeeVzhwZMXJJfQvlQBqoAEBRAAXr3/mPj7JQQFJEwLFABKUclxfdAjiYZlv9E/unJx2JZyi3dDMMfvsoTLkjbM/MV159n7Ye8ZbQPAEh5ucOPBU8615cgB8GkDP5i+LdXi888a+llBQTFxnBkAYoTIlPY1GImOX02DFtN2i8nFfP7bByHQY168pL77hjSE8IlbefvO7x4K7/8uLZxY0oQKdKIAUAERDTAEBYAG2EQ9LkEIAIaULQxLe9fNXtbQFUmw4MDF7P/+ILwsnOEAgMdGNwH8seNrt9KfCuZqcJSO0zoFw9siANDFJQcc1ggAHPVWVRi16oSj5KLzUgWyFUAAiB6A524/cjpV8JAaWzULANaZsIXJOUbSCri5QvpTCgBJNKN9qQJSFJALADH3F2kov7k9FABK2R3H9cGz67x9FxxngMZmVgsAdvp1P+w7q20AWDRfbrgjUITr43rlYfYuy3DxvtHWUFBsS/PlzsnkAFx99Bpv17hhMeBZII/V57ZGE4nZpvbnWFwRc6xjIwGAv75fC3rOPyTJvD2DGzI5mPna3G6h8KHEfIKSJlSgEwWACohogCEoADTAJupxCUIAsHa5wrCk1xsAOGxFEvxtBgDfr1MWzt629gAUA4A3059A6Hj+XA2O0lEKAMyRIwcDOrhasfxugJWoTM3WH+1zE5sDzoeNa6yRLavCmNUUADrqfqHzvlEAKx3i9+K8DYnz9aon5pNsH+IN+P0Pm7CZ15uAb334suQhBYB63X5qt4YVqFyiAKTc4K7wKWR2qYJ5iD15zcczB4BfrzwGcyls0tRd8l4dH/hr/5uX2ZoyzgHGNKhcHLYLeACiB9fyhCuSLDP3ANQDABTzwMfnnPn7LWHxp9EV4OdtZyTpYerkzAAQq0z/9mEII8WxK2nQ8idpHoCz3q8Fn0gEgLv/Fw2R327j3ZM5XWtDV4n5BIk21obOFADaIJ6BLqUA0ECbqaelCAHA0HJF4J9e4dnLYQNAPERh1U+2i78oAHzwRDBZq6P0+7FjDXinRhlegIeJvbElXk7jNLFY/twQP7wR7/Wk6xIDgMNbVIFxa5JJh6X9qQKKK/BOjdJMCLAzAkAUEyHezPdqwZf/HIGb6dzhRHyiu+fOCRnPMhXfEzogVcDZFRBK8C+kjVBYoBRNA8sUhFWfRTJdKQCUoph9+3QO87GIZrHv7NqbLapScdh5ij8EGD38VxwmB4Adf90H+8/e1d6CzSzCPH+Pn/P//nKFP2Oxk1+2UwAodWPrVSwG87uHMd1JAOCMLjWh998JkqbZNSga6k3iB4BYrK3bn9LCiSVNqEAnCgAVENEAQ1AAaIBN1OMShABgHd8isKjnGwA4/N8ki7emXcJ8mJA/NgBMGtUYCuTJxSvHjQdPBJO1OkpHMQCIb/WxHdUIABzWvAqMX0sBoKPuFzrvGwUwdD7x8n244IQegCYVyhV1h0fPMgFTHJA0sQcQkrFoX6oAVeCNArldXeDZi5fEkngWcCMG+eaTmAPAkSuP0XBT4h1Q94JOod4WBe3UnU37o4sBQPTw//fIVUkLMfcA7DBrHxw4p20AmCtnDnie+Yp3bS0CS8GaJMuw3d4NKsAMFQAgFrIo4WG8EODQ8kXgn0+yniVJACCGDX+6QBoA3DkwGqIm8wNAzNXcfS4FgJK+xLSTXRWgANCuctPJTAoIAcB/P42AGt6FssXCirPmrvByAeD1tCdQZ6L2QoDFACAe6rElXbGPB+DZCc0Bcw5i4woBHtrcHyasPUlvZqqAwxVAAIghwBfvZjjcFkcagIWASAGgm6sLPJUBKRy5Tjo3VUAPCsgFgBjOj8XK5DYKAOUqZ5/rOoR4w+L4S/aZTAezoIfWrtO3eS3188wPqTcfSlqJOQBsP2sfxGkcAGKWnVf8/A+41t6rfgWYuYPcA7CBvyesEcgBiF5s3kXcrXS2NZ2QpI1TsVOQdyFY+WkEMwMJAPy+XRAMWJIoybLtXzWABt9t5+07+4MQ+FhiQRFJEyrQiXoAKiCiAYagANAAm6jHJQgBQPMQVFwb+002hlGcu/XIKsmvmAfgtbTHgtWaHKWjFAD4Cl7BsSsPOE3EZMKHRigXAmwCgHxVkwc384dv1lEA6Kj7hc77RgGsno0hwM4OAOWAA7mQgt5/VAGqgLACcuE6pvO4/fCZbHmrlfGA1Z/VY65nvziVPSi9UDEF2tXygiWHpFW1VWxSDQ8kBgBJTLcAgDP3Qdx5bXsAkqzN1PeT+r4wa8dZoksxB6AYANzUPwoqlihgNa7eASAWY1r/RRSzLhIASJLmaOuA+tDw+x28e0KST5BoY23oTAGgDeIZ6FIKAA20mXpaCh8AxIfSU+OaWSyFncumU6gPnL9tDQCPjmoMHgIhwFfvP4a6AtWaHKXfDx1qQKtg/hyA+Fb/5atXcPyq/QDgiJXHLAqvmGuDxQcmrU9xlFx0XqpAtgItq5diQoAv3X3s1KrIAQe5c7rAs0zyMEWnFpouniogQYE8uVzgyXPy75ZYZVCxqSkAFFPIsZ9z5XVzrEWOnT3SrxjsTuX3ACSxzikAYJQvzNqpPABc1TcSAl+nGjLXXO8A0LdYPtj6VQNmSUmX0+Ct6dKKgJCEWm8ZUB9iBAAg5mju9Ze0isIk97stfSkAtEU941xLAaBx9lJXKyEBgKP+Ow5/7j2fvT7Mo3L+doaVB6AYALxy/7FguXZHCSgGAPFQ//IlwIlr9gGAG/tHQeOpO3nlGNikMkzeQAGgo+4XOu8bBRAAYgjw5XvODQDlgAOxHET0PqMKUAXkKSAXABbJlxvuPlLGA5CdO1neSuhVSirQJrgMLJdY1ELJebU6VoRfUdiTekcR88wBYLuZe+Hg+XuKjKulQXpG+cKvKgDApb3CIaRcEaul6h0AlimUF/YMbkgMAElC9Td/GQWxU/ifl0gKitjrXqMA0F5Ka3seCgC1vT+GtY4PAGLoTArLA5ANADvW9obzdx5ZVfkSA4CX72UIlmt3lNhTOwRB62Cv7OnZP7oIANFRJ9lOAFDskDGgUSX4ftMpR8lF56UKZCvQAgHgxfuAcN+ZmxxwkNMlB2S+FEhC5MyC0rVTBWxQQG6BnULuueB+xnPZMweU9oA1/bJCgCkAlC2jahdi1fqVEotaqGaEhgauW6GoVTE/ueaZA8B3Z+yF+AvGA4Af1ysPs3edI5KICQGu7GlVUMR8kL+6h0FkxWKGA4AYGRE/PCs9EokHYGyVErA5+YYkncUcJkgKikiaUIFOFAAqIKIBhqAA0ACbqMcl8AFAfHN+cqxlCPDoVcdhzp43HoD4dubCXWsAmPh1YyiYl78K8KW7GYLl2h2l45T2QdCmpnYAoFiekf6xlWDqZgoAHXW/0HnfKICV8tAD0NkBYGH3XHCPEBxgnR/K/+i3iSqgvAJyASCeX9IeKwMAh61I4k3jofyK6YhSFMCctasSpVW1lTKe3vuE+xa1iuSRu6boysXh43q+UNevGLSdsRcOGRAA9ogsD7/tVh4AYqXamColDAcAC7i5QtLoJsy6jl6+D29P3yPp9qrpUwgSLt6X1HfDF1HQ5Ad+D8DpnYOh74LDksayVycKAO2ltLbnoQBQ2/tjWOtIAOCYVSfgjz1vfvTah3gxSf/3n7VM8uusABC9fxIULALSLaK8hd7sm/DzmIrw45bThr036cL0o0DzwJKQeCnN6QGgHM8hsSqE+rkLqKVUAW0pIBcAeuRxhQdPXshejLkHIAWAsmVU7UJMWbFaoBqrahNrdGAlASAuEXOIHxwaC13/jJMMcDQqDadZYmdzroukeACilxpGU7Cb3kOAMc/xqfFZDiUkALBcUXc4fydD0q2x7vN60OzHXbx9f+oUDJ8tpABQkpi0k10VoADQrnLTyUwK8AFAPDgnj21qIdTY1Sfgd7O3XlhJDQHggXMsADiyMRR05/cAPHf7EUQLlGt31O5gyfm2tYQ9AF9kvoKT19M5TVQaAIqFAPdr6AfTtqY6Si46L1UgWwEEgPvO3CH2fjOahHIAoNE0oOuhCmhFAbkAsEAeV0i3AQBWLeUBaz/PCgEeuiIJFhy4qBVJqB0AgL9Xa5OuUy1eK1DHt4jVi3xbxcEX1LtO3zIkAOwaUc4iGkqKVu5MCHBxwfuOHYVkGlfvABDXcWZCc8B0J4mX7sM7P0vzAETPwfSn0l7ErO1XD5pP4weAP3asAZ8vOiJlq+zWh3oA2k1qTU9EAaCmt8e4xpEAwHGrT1i4vb9bywswnJcUAB6/mgYtpkmrAmVP5cUAIL7Vx1xdfAAQw/8Oj2ycbbKtP9rftAmEwcuTeCXoG+0H07dRAGjPe4TOxa1As2olYf3x6/DKyVPZ2Ro6SO8vqgBVQDkF5BYBye/mCg8lPnhyWUsBoHJ7qMZITQOyfq9oU0+BVjVKw4W7GXBYYginepYoP/JHdctZFESUMoMUADihdSB0DvOxGs7WZwkp9qndJ3lMU8ibOycRACSxafVnkdDyJ/7nSizy+MViCgBJNKV97aMABYD20ZnOwlKADwDij9WJMZYegOPXnLBIfNu2phdgQQ9SAHjw/F1oN3Of5vbiu3ZBgFDT1Ng/uniof/nKfgBwbKtqMOLfY7w69WlQAX7ZfkZzOlKDnE8B+kCVtee2hg46351DV0wVUE8BDEV89uIl8QQYrvfoWSbxdaYLzAHgkOVJsDCOegDKFlOFC5sElIANx6UVF1BheqcYEr0sr95/wuQGNlqTAwDxb0p9EQ/AkS2rQrfI8lZyGQEAHhnZCFKup8PapGswd98FxW+J//pGCOYWRO/KL/9JVHxeWwakHoC2qGecaykANM5e6molfAAQf6yOswDghLXJ8OvOs9nra1OzDFy599gKAOIf+kLuuXl12J5yEz6ac1BzOmkNAOJhYMzqE7w69W5QAWZQAKi5+8gZDaIPVFm7bmvooDPeO3TNVAG1FMDcU88yyQEgvgDNsAEAVinlAZiTChsFgGrtrvxxSaqLyp/Fua/EqICraU8Yjy+jtQ/DyxJDLCkegP9r6g94rmc3IwDAfjEVYZqKOctX9KkLrX/Zy3urYYTXgCUUABrtu2iE9VAAaIRd1OEaSADgxLXJMMscAAaXYZL+sz0AxQAgvgHq83eC5tSa/G51aBfinW0XqQcg5v86omAI8NDm/jBh7UlencSqBGtOYGqQYRWgAPA1ACTIWWPYm4EujCqgEQVcXXLACxkltuXmDjQtmwJAjdwAPGbE+HvClpM3tW2kzq1jAOD9x5B4OU3nK7E2/4PwsjCP0IsNAWD9SsVh3TH+0HPMm9i/USVDAkC1b4JlvesyVaf5Gj7fDVx6VG0ziManHoBEchm2MwWAht1abS+MDwBiDpxjr8u2m1YwcV0yzNrxxgOw9WsAGMcqAiIGAJfEX9LcH2JcoxgAxEP9K4EQYMz/hRWQTc3Wt3adQr1hYdwl3htIrEiItu88ap2RFGhctQRsPEFDqmzNHWake4KuhSrgaAVccgDI4H/g5uoCT2WEDnMDwKOCv+OO1sgZ54+uXBy2pdxyxqXbbc2YFuRamjEB4Pt1ysL8/WRhrFIAYK/6FWBwM38KAGXcpUt6hQumlprUtjoMWkYBoAxp6SUqK0ABoMoC0+G5FSABgN+sOwkzd7zJOYdJftHFnw0AD49oBIXz8YcA/7nnHIxaxR/a6qi9mvRudWgv4AEoBgCV9gAU06FHZHmLoixi/ennVAG1FGhUtQRsogAQKABU6w6j41IFyBXIkQNkFSaSmzuQAkDyPXLEFeiJteMUBYBqao8A8GraYzhqQA/ALmE+8DdhZW8pABBzC456O4ACQBk35qKedaDjr/t5rxQrqihjSpsvoR6ANktoiAEoADTENupvEXwAEMuvJ7E8AL9df9Ii59w7NUrDNRkA8OdtqTB5Q4rmxMI3RO1r84cAIwB8+fIVpNxI57Td3gCwW0R5+GPPOc3pSA1yPgVoTqWsPbe1eIDz3Tl0xVQB7SmQK2cOeJ4pv6S5f8kCsP6LKGZhg5cdhUUH+T35tbd641tUr2Ix2HX6tvEX6sAVYloQLAKSdMV4IcBYLHDpoctE6koBgJ1CfWBim0AKAImUzeq84OMw6Dz7AO+VqCvmY9VSowBQS7vhOFsoAHSc9k49My8AzOMKSaOaWGgzaf1Ji6qzbweVhusIAM/ftegn5gE4ecNJ+Hmb9qrXYlXdT6P9IJ+bK7Medgiv1gCgU9+4dPGaUoACwKztsLV4gKY2lRpDFXBSBXK65IBMObHDr/WiAFDbN06kXzHYnUoBoJq7hGlB0APw2JUHak7jkLGxwvHaJP5cflxG4dkgqmJxWH+c/7o2wWVgSocaFADK2NW/uofBe7/zA8DxravBsBXHZIys3iUUAKqnrZ5GpgBQT7tlIFtJACAb3L0VVBpucADAhBGNoAhPCPCluxnQ5IedNlXYU1P+MoXywrzuoVCheH4rAIiH+levgNcDsLB7LjisYBEQNddJx6YKKKlAbBVP2JxMk6orqSkdiypAFXCMAnJzB5qsNQeA/1t6FBbHUw9Ax+wk96x1KxSFvWfuaMkkw9mCABCLBB6/ajwAGFWpOOwkDCGXAgARLP7SpRYFgDK+DfO6hcIHf8TxXjm2VTUY8S8FgDKkpZeorAAFgCoLTIfnVoAPAHrkcYWjLA/A7zakwPRtqdkDtaxeCm4+eGrlAcgHAM/ffgQtf9oND5++0PR2YG7DHzoGcwLAl69ewakbDzntpwBQ09tKjVNRgYb+nrCVVlVUUWE6NFWAKmAvBeTmDqQA0F47ZNs8dXyLwP6zlpErto1Ir2YrgHmBsQqwEQFgSNnCEH/hHtGmY2VxzD0p5AGI1al//6g2BYBEymZ1ntO1NnSdc5D3yjHvBMDIlcdljKzeJdQDUD1t9TQyBYB62i0D2UoCAL/fmAI/bX0DAFswAPAJHDxv+UPIBwA/W3gYViVe1YV6579pYRMAxGrB5Yes1cVaqZFUAVsVaFC5OGynVRVtlZFeTxWgChhAAXMPwEFLE+GfeLJ8YQaQQNNLCC1fxKp4naYN1qFxCACv3HsMJ64ZzwMQ0wElE64L0wo0qlJCEABG+BWFv3vUoQBQxv3++4ch0H1uPO+Vo98OgK//owBQhrT0EpUVoABQZYHp8NwK8AHAgnlzQeLXjS0umrIxBaaZA8DAUnAz3RoAHhoeC0Xzu+n6R4wLAIrdQ+YegFgsxHcoBYBimtHPjaEATapujH2kq6AKUAVsV4ACQNs1VHOE2uUKW724VnM+Zxwb8wJjCDApKNODVj5F3OHi3QxiUxGKbjpxg/c69Cxc2ruurp+diEVR6ILZH4TAx/P4AeCot6rCqFUnFJpNmWGoB6AyOup9FAoA9b6DOrWfDwCyK9ri8qZsOgXTtpzOXinmq7iV/tTqIEUBIDDVgikA1OmXgppNrABNqk4sGb2AKkAVMKgClUsUgA39s6oAD1ySCEsIK4YaVBbNLKtW2cJwiDCEUzPG68QQzAt8+d5jOHk9XScWSzezaL7ccOfRM+kXvO4pdk6qVsYDetWvALN3noVSBfPC6HcCoIRHHqtoJOKJneCCme/Vgl5/HeJd6ciWVWHMagoAnaek4d8AACAASURBVOBW0N0SKQDU3ZYZw2ASADh10yn40QwANqtWEm4/pADQdCeYewBiBcEK1APQGF8SugpRBcJ9i8K+szSpuqhQtANVgCpgeAUoANT2Fgf7FILDF+9r20idW4f57NAD0IgAME8uF3jy/CXxDonddxh59eDJc6bYILbWwWVgaocaFABKUHpGl5rQ++8E3p7DW1SBcWuSJYxkvy7UA9B+Wmt5JgoAtbw7BraNDwCyC1qgBD9sPgU/bH7jAdg0oCTceWQNAOOHx0IxJwwBxsrHmP8QGwWABv7S0KVZKRBWvggcOEeTqtNbgypAFaAKmAPAr5YkwlLqAaipmyLIuxAkXqIAUM1NwcJgWATEiABQrm74dyHlBplHpJx0RHLt0/N10zsHQ98FhykA1PMmOqntFAA66cY7etl8ANAcZpls/HHzaZi6+VS2yU0CSsCdh8+sqmE5KwA0h6YvMl+C37B1jt5eOj9VwC4K0JxKdpGZTkIVoAroQIFKJfLDxv71GUspANTehlX3KghHL6dpzzADWYQAEIuAkAIvA0lgtZQyhfIyXpEkrYCbK6Q/fUFyiVP2/bFjDfh80RFdrZ16AOpqu1QzlgJA1aSlAwspQAIAMf8f5gE0tcZVS8DdR8YEgOcmNieu4msOAJ9nvoSKFADSL5+TKEBzKjnJRtNlUgWoAqIKUAAoKpFDO2CutWNXjFed1qGisiaPrlycgV2nbjzUklkOtQVzq9/PeO5QG4w6+aR3q8OgpUd1tTwKAHW1XaoZSwGgatLSgeUAQExye+h1OKvp+p+2nIbvzQAgVrS6xwEADw6LheIF9F0FOHV8M2IPPnOvSQoA6ffOmRSo4V0IjtCQKmfacrpWqgBVgEcBcwDYf/ERWHH4CtVKQwpUKeVhyOq0GpIYEABiEZDTNykANO1L7pwu8CyTPHeglvZVq7b0a+gH07amatU8TrsoANTVdqlmLAWAqklLB5YDAIvlzw3xw7Py2Zna9K2n4buNbzwAY6uUgHsZz6yqqRkBAJ4c2xT8R6wnunnMAeCzFy+h0nAaAkwkIO2sWwWCvApCIg2p0u3+UcOpAlQB5RQwB4C95h+C9cevKzc4HclmBfxLFqC56WxWUXiABq8BYCoFgCorTYdHBVpWLwWrj15zuBiYDxv/vszdd0HUFgoARSVyig4UADrFNmtvkXwhwFjEA3P5mbeft6XC5A0p2f8UW8UT7mU8NyQAPD66CQR8vYFowygAJJKLdjaQAjSkykCbSZdCFaAK2KRARc/8sOnLrByAH82Jg+0pt2waj16srAJyijEoa4HxR6tfKSsEmAJA4++1FlaolTPoR3XLAUbEfLFYPB8hBYBauHMcbwMFgI7fA6e0gA8AYggvevIJAcAYf0+4/9gaAMYNiwHPAnms9Cw3eI1uNE4c2RiCxmwkstccAD59kQmVh5N5EBJNRjtTBTSkAA2p0tBmUFOoAlQBhypgDgA7zNpHK6Q7dDesJ/fzzE/BlMp7ggDw8r0MOHPrkcozaWP4HDkAXr3Shi3OaEV+N1d4qIFiKd+1C4KCeXPBx/PiRbeBAkBRiZyiAwWATrHN2lskHwD0LOAGcSwA+Mv2VJi0/o0HIFb5up/xDBIu3rdYGAJA/GM8c/sZePDkBXSPLA/eRdyBCwC65ADoHOYDf+2/qClxDg2PhVrjNhPZZA4AnzzPJA4hJpqMdqYKaEgBGlKloc2gplAFqAIOVcAcAL4zfTdNj+DQ3bCe3Ld4PjjrJGDKUdJHvQaAzqBz+WL54PGzTLj+4Imj5KbzakSB9V/UY4pjdp59QNQiCgBFJXKKDhQAOsU2a2+RfACwhIcbHBhq6QE4Y/sZ+Hb9yexFYJLftMfPOQHgmFUnsvMx4Fh7B8dAhaFrrQTAEvetgsvA/P3i+RLsqV7/2EowdfObfIdS5jY6AMSqzxtP3JAiBe3jZApgzita7c/JNp0ulypAFeBUAD3MNr8OAW4ydSek3EinSmlIAQQ25247h2eao2RnAODdDDirM53xmSSd0JPMt1g+yJMrJ5y4RitLO+p+08K8bq4ugOmjjl99AO/8vEfQJPQYHdWwJHzUOITpd+nSJfDy8tLCMqgNdlaAAkA7C06ny1KADwCW9MgD+4fGWMg0c8cZ+GbdGwCISX4fcAHAoTEQOmGLxbWzPwjhdIlGONgkoCTMk5AwVet7Vtg9Fxwe2Zgx04gegF+/VRVGrzqh9W2g9jlAgQrF8zlNqI8D5KVTUgWoAjpSwBwARk3aBhfvZujIeuObWraoO1y4Q/dEzZ2uV7EYUwVYb6AVQzi/WpJIJE1ouSKQ29UFdqfeJrqOdjaWAkHehWDlpxFMeoHYKTusFjf67QDAlw/7z96BSL9i4JPnCXh7e1MAaKzbgHg1FAASS0YvUEIBPgBYqmAe2DfEEgDO2nEGJpoBQMzxkf6EwwOQAwCOaFkVxq62hkcYilHPr5ikiklKrFfNMYwOAP/uEQZdfhN3a1dTYzq2NhWgHhXa3BdqFVWAKmB/BcwBYO3xm+FW+lP7G0Fn5FXAu0heuHT3MVVIRQX0CgCntA+CL/8hA4BvB5UGTP+3KvGqiorSobWuQJcwHxjfOhDuPHzKmUIqbmgMeHq8yY9v/vxNPQC1vrvq2UcBoHra0pEFFOADgKUL5oG9LAD4684zMGHtGw9AdPFHAHiYnQOQAwD2jfaD6dtSrSwJLFMQapUtDH/uPa/7fSrknguOvPYAxHwgVUYaqwiInLyIut9UugBJClCPCkky0U5UAaqAEyiAHtFbBjRgVho4agOkP3nhBKvWzxLLFMrLVKilTT0F0MMJi4Cc15mn5Q8dakiq4Gqu3CdRvvD0xUtDPMeod0dof+QPw8tKdkbheokwsU0gdAr1YRbaYtouJhTY1JoGlISZ79eyEIECQO3fE/awkAJAe6hM57BSgA8A4gFpz+CGFv1n7zwL49cmZ/8bvuHDqktsALhvSEMIn7jV4lr8o7gwzrrQR1j5IoAVRI0AALHyU+LXWSHAGc9eQNWRGzR7x/WM8oXBTf0hduoOycmwz01sDgFfb4CMZ5maXRc1zFqBWe/XgmL53eDHLadh56lbqkhEPSpUkZUOShWgCuhQAXMAWHHYWnieScuDamkb8QX31TRasEHNPYnwK8qEAOst1PrHjjXg80VHiKTB9DgPHr+wyhvunjsnPS8TKQmAEA0LTjrCQ5ck/Buff3edtgz5XtU3EgK9CjIrvv3wKfSYGw9HLt0HhH8T2gQC5ok3bxQAEt4cBu1OAaBBN1bryyIBgL/tOgvj1lgCwEdPX1gVAdk5MBqiJm+zWDr+AVx//LqVHFhJ2KeIOwWAdr5R8I3lkOZVmCrOQ5Ynwbpj1nvDNun8Ny0g5vvtgrneMBSifYg3kwsFc0bS5lgFcrrkgDMTmjNGjPrvuGrfM+pR4dh9prNTBagC2lHABABfZL4Ev2HrtGMYtYRRAHNc67li68AmlWHyhhRN7yYCQIQ4est/Oa1TMPRbeJhI25nv1WTC/EesPG5xHRckIhrYyTpX9yoI//WNhPYz90Hc+bt2XX1AaQ/oUa889F8sLfyba29TxjUFN9ecku2mAFCyVIbuSAGgobdXu4vjA4BehfPC7v9ZegCyASC6+D9+ngmHLtyzWCBWv2MnQA0tXwTizln/QW9ZvRQUL+AGc/boPwTYI48rHB3VhNECwSh6y2m1fVLfF4Y0q8KYdzP9CYSOtyzawmU3AsD3fjsgmOgYD08IAbFaNFaNps2xCri65IBUOwBAvT9QOXaX6OxUAaqAkRTA3MZbBzRgIiSqafgcYCTNSdbiWcANbuo4L+PZCc3Bd+hakiUbqi9GJ0V8YxllpNQCp3cOhr4LyADgv59GwJV7j+HTBQkWZjSrVlLSy3WlbNf7OEFeBWFl30jo+Os+2H/WfgAQz8lr+tWD5GsPrMK/MXoGvfnY7fOYikxUjXnDZySSRgEgiVrG7UsBoHH3VtMr4wOAGNK3a5AlAPx99zmLQh74hu/p85cQzwKA6z6vB81+3GWx7oqe+eH0zYdWWnQI8YZ8bq7wx55zmtZJinF6AoC96leAwc38mWW9fPlK0mESf9wGLkmEJYcu88rxU6dgeIsCQCm3i1365MqZA06PV98DUO8PVHbZDDoJVYAq4BQKmAAgegVhERDatKUA30O9tqzktwbTsZQf4rwAEM+i5QavUWW7fulSE/r8bQnyxCbaPyQGzt5+CJ1nWxbJa1vTC5Yl8J+XxcZ1ts9NVXQ7z94Pe8/cUXX5S3uFM9V4T15Ph7a1vCC6siesPHLFKvyby3klb66csOqzSGg8dQe8fJ3d4X9N/aF3gwpENlMASCSXYTtTAGjYrdX2wvgAIIbl7hwUbWH8H7vPwRizSr51KxSFF5mvrFy1/+sbAW9P3yNp4d0iykPmy5eSE69KGtRBnQrkcYWk1x6AWn/zjz9U+INlalIOU3jomrLpFExjvfUylxvfnrasTj0AHXQLWk1rDgBHrzqumqet3h+otLJf1A6qAFVA/wqYAOCluxlQb5JlOhT9r07/KyiaLzfcefRMtwsRA2By8tjpSQyx9duylhldakJvAgCIaVZOjWsGp2+mQ9MfLB0fsCrs3wesc5/bYp+Rr63hXQjQm/L93w9Y5ddTct3tannB5HZBVkP+l3jVKvy7Y21vWHTwkkVfLFy5rHdd2HHqFgMN/UsWgA/rliMK/8UBKQBUclf1OxYFgPrdO11bzgcAsarnjoGWAHDOnnMwetWJ7PWG+xaFzFevrEJ7l/UOh7Yz9knS5bOGfox79cI4yz+wki7WWKcCbq6QNDorBBirIweO2qgxC9+Y06dBBRgkAwAuirsIg5cn8a7r5841oUX1UjQEWCM7nzunC5wa34yxZsyqE6p52mJy47s6fqDSyHZRM6gCVAEDKGACgKdvpEOjqTsNsCJjLaGwey64l/Fct4sSA2Br+9WDYf8mWRXo0+2CWYaLrd+Wdc58rxb0+uuQ5CFKFcwD+4bEcKbSaR/iBf/E83sAFsufG24/1C+IliySxI7BPoVgRZ8I+PCPOAauqdXwuXNA48pWw68+etUq/Htoc39Yc/QaJF5Oy+5vSnVkq30UANqqoDGupwDQGPuou1XwAcByRd1hOwsA/rnnHIwyA4B1fIvAq1cAB1i5/TB/IFb/ktLQCw3fnC1PuCKlu6b7aAUAont688BSgqEHpB6AJu9G/FHGH2e+huETOPek9SfhF4EcgPjWNPO173wJDze48cA6x4amN1snxuV2dWHeTmMbu/oEYBg/u6GXoK1VKrECdtpj/T5Q6WQ7qZlUAaqADhTwLZYPtn7VAI5evi85GkIHyzKMifi7+OzFS92uRwyAYRoePF+1/mWPzb/tWhRJbP222Pzr+7Wg53zpANAErZ5nvoSKrII/79QoDSuPXOU1Z1DTyhB//h5sPXnTFpMNc21Nn0KwvE8EdJ0TB9tS1AOA41pVg/fqlLXSDUEfO4/jbx+EMLlcv/znCBPuG1K2MPzzSTi4uOSwWXcKAG2W0BADUABoiG3U3yL4AGD5Yvlg21cNLBY0d+95+Pq/N1WuwsoXgRw5wKZkrWPeCWAAIv7h1XvL7+YKx157AD548hyq28kD0Pwwi4eR0W8HwNHLaTD832O8ktavVBzmdgvN/hyrnqH7O19DF/f1X0TBqRvp0FjAowHDJ5pJAIBYKTrpShpTAAb/F+GUMzcEsmoUTXFzdYEUEQCoRAVfhN/pT1848xbStVMFqAJOqkClEvnh1I03OY5NABALn7WfJS0awkmlo8uWoYAYAEMAWKWUB6RcT4cD5+4wZ4traU8kzYRn/yW9wmH61lT4c682i/Ph+ieuTYZZO89KWhNJJwQ++KJ7/v4Lki5rHlgSfulSi+nLTqUjVgQEAWDS5TRaKOS10gjXlvauCz3mHoTNyepB0dkfhECjqiWs9pcrwmnLgPpQoXh+OHPrIdx88BQwJyA6MCjRKABUQkX9j0EBoP73UJcr4AOApgOs+aLm7TsPI1ll7m1d9HftgmD9seuwOfmGrUM5/Pp8uXPC8TFNGTvQGypotPohwOh5hYe93advg1+J/BDsXQhy5MgBO0/dgg8EPPXwxw9/BE3tWtpjiP1+Bzx6lsmpIx4Ia5crIhrabAoBnrzhJPy8jb8K8JkJzbN/RNm5JR2+kQ4wAA+0a5OuwVdLEiGDZw/kmJUnlwucHJvlAThu9Qn4jcMDEKHx4Yv35QyffQ3O8+S5fj0qbFo8vZgqQBUwtAI/dKhhVR3SfMHssEHT+UnMY55LtO/bBcGAJYmG1pMuzjYF8LzQdsZeOMQqwGcadf0X9cC/pEf2JMevpsGnfyfA+TsZvBPjy/ylvepC5ZIFAF9mf78xBX7ammqboSpdjet/9eoV4zmHlVjxhbdS7fcPQ6BamYLQYtpuzuqv7Hkwj/nIt6oy/+w/Yp3FOQjH6j43nte0Yc2rwIlrD2DFYfUioPgibHCP0bNNSw3hGnrX9ZwXDxtPqPdMuKpvJAR6FbRa+jfrTsLMHZbPLafHN4NcOV1UkYkCQFVk1d2gFADqbsuMYTAvACyeD7YOsPQAnL/vPIxQGACix9iCuIuqJny1106ZA0B7Jf/G3GsJIxpZLfHCnUdQf/J23qVz5bC4nvYEmv64E+6zcuPgutCzEcEiNqGCIVM7BEHrYC+YsjEFpgkcHvEAZ2rs3JL22i9HzIOh9SHlisBSViVlkx54qN1/9i50mr1fEfPMPQDHrzkBs3dZhwA3CSgBG47bdthSIoxYkQVraBAKRTW0GdQUqoANCqz+LBJa/rSbdwT0Guox782DPnpV7xnckHm5SZJPDCcQg402LINeahAF8Lxw5NJ9JlSSK5fhhi+iGJBn3vBs8e+RK9B/MTdcxmiMg8Nisy85dOGu5Fze9pbV/Pw4a8cZmLjupGImzPmoNkT7e8Kdh0+h36LDsCdVuBotQryPo3yZ+dclXYPPFx9hwsujKhUHDCf2H7Ge1zZ8cbA95aZVkQnFFgMAqJXvkDXZ1Wpx7G/aBELHUB9YnnAZZu04Cyk30pWcUvZYmFd+Yc860Gv+IVh//LrsccQujBsWA54F8lh123vmtlUlZ/N7TWxc0s8pACRVzJj9KQA05r5qflV8ALBC8XywhQ0A91+AEQJhpXIWO69bKPy8LdUqj6CcsRx9jXvunHDitQfgwfN3od1M9UN/sPpq/PA3hzaTBlz5SPAztLFpQEmY0CYQ8uTKaSXZL9tTYdL6FIt/H96iCvSol3XAwSYEAE0Hix82n4IfNp/m3RJnBYAY4vD1WwHw9s+7mfyZ2EzQ1CTWi8yXEP7NVriVrkxeRJPWE9Ymw68cITMfhJeFefukhbs4+juml/kDyxRkqtkNW5Gk6uFeL3pQO6kCWlXgo7rlAF9+CT1wIsyL+GYr7xLYhc8wD2/y2KZMhcjPFx0hWrrRK7gSiUE7cypg+k2/n/EMBi49CptY3lJcABAH2pJ8g9cjzbOAG8SZAUDsj/f8lfvS8nnbc6vMz4/Tt56G7zaeUmz6P7vWhgaVPZnxMCqjj0hF4J86BcNbQaWz5796/zHcy3jGeGBipKjfsHXZ+a7ZRm7sHwULDlxUNdQatdpwPOtFBJ45cZ8xaqhofrdsc7iq3yomKMFAkX7F4K8eYYy36pok9dJCnZ3QnDOHHz43vfXTbjh5PQuITnq3OrQP8SZYAVlXCgDJ9DJqbwoAjbqzGl8XHwD088wPm7+sb2H9X/svCOaVk7NUPDiPW5NscwiinLmVvsZ06Mdx5Rz85dhT0iMP7B8aw3kpF6g7N7F5ticf10UL4y7CEFaV3xEtq0L3yPLZ3YUAIOZ0/CC8HPy05TR8v4n/UGZ+gGMXl5GjgyOuaVWjNJO75SlBMnHMCTPjvVpMyPamE9ehhk8haFWjjNWe8BXskLNOk9ZTN51iwmXY7avGlRQ9QMuxUegarEiO9xR6M3LltSQBmPbwVGxZvRSMeacaoHcupgKYsCYZLt7NgH1nhT0JlNaNjkcVoAqIK/BJfV+4fPex4ANn0qjG0GDydrjDU+l8+1cNoMF3lh73J8Y0gf+OXIXBrN9TIYvQyX5ax2D4bOFhccNpD6dUoHOYD0xoHZi9di4POARLlUpYegDiBZjqJXwiN8jGdDKJXze20FQs57OjNsD8/Lj+2DXo9VeCYqagUwJ672E7cPYOdPhVOBpjaa9wJqqDrwWO2gDpT6xDbfG7fnJsU5iy8ZQquQzRnupeBeG/vpGMaceupEHqzYdQ16+olffby5evYPaus7Dz9C3mvsGXz6sdkJcddUf9+y5IUGz+qqU84Gb60+xwbtMZnG+/Mp69gL2pd6BkwTxMKLiajQJANdXVz9gUAOpnrwxlKR8ArOiZHzaxAODfBy7AsBX8hSXkCINvogb8k8jkwdB7MweASoclIGz6l6OaGIZvznr/TS4/cw25QJ2YOztXyNLIllWhmxkAjJ2ygzlIcDVTOAR6dU7eYOlJaN7f3A52cRm93Ae4BjwsLDt0mQF4364/yXnQM19PlzAfGG92eOdbKx7WhELOSDQyab35xA2LMDXTGJPaVodBy46SDGnXvub3yjvTd0MiK98Pfo5vbbGYDLbcOV0AQzxm7DjDhLeYN/SYvf1QGc9KPhH4vmNPX2TCioQrgJCdvQa7CkonowpQBbIV+KyhH5y9/Yi3EBl68aSObw5vTd8Nx69yn1OOjmpsVfRr16BoJrfx6FXSC1zhA3DH2t6iXkd0+94ogEXQ0OPalA8vxt+T8dypNW6zYWTCl3QeeXMxufneqVHGoggBV+GCTf2joCIHAERBBi1NhH/iL3Nqw/7twsIHMd/v0JyO5nZixASmuzF5KuLLanxZ+Mt2/hzUQgua3z0U6lXMAoBS1o/fc+8i7rxD1pmwBa4/sC7A4l0kL+wa1BCmbDoF0zhezMoVvUdkeVh19Cpzr2CO9WCfwrKG6vP3IVibpF4YLpdR0ZWLw5yuofD5osOC1ZNJFoSwvI5vEQZweuTJBX2i/QBhtxYaBYBa2AXH20ABoOP3wCkt4AOAWNVuY39LD0A5+WzERMVqsN3mHuQFSmLXa+lz9C5KGduMcS0f9d9xRd368UCHXgEm13Rcdw3vQkwhD8zdwtUqDV/H5CIxb2IAkOuN56i3qsJHEW88AA9fvAfvztzHGdaAB9W+DSsyiXQxoS5Xwx/jRT3Dsz9So7gM6X1Rt0JR2HtGuoeW6U2l+TzNftwFySIgu1f9CjC4mb+oeZivJ/q77YJJu0UHed3BtOd3Hz2DmmM3WV02p2tt6DrnoNTh7N7P/J7FcJmhK5KybShdMA/sHRIDWG2z/+Ij8ODxcxjUzB/er1OWuf/YCZ2x+M3xK2lw1awiYuvgMgw85IPaJAsu5J4Ljoy09KJgX4/VBZVOpUBiI+1LFaAKvFHgy0aVmOr2fB4vpu90j7nxvMXK0LMef2+fZ77O64BRAJ9GML8p+GJIasOoi9Sb6Yp6NEmdW8/9MEfx/H0XAM9g79Upy6Q3EXsJKbTe9iFe8FXjysyLvdVHrzLhkpir7cDZuw4JiWWHmZrbjnnnerPCVIUAIJ4t8PeSy7ONfT48f/uRlWerFu4Ttp34Um/xwUtQLH9ueLeWN7x4+RIqD+fPvSe0hr97hEGEXzGmi5RifqfGNQOE0Hyt/uRtcIGj+IrpDMmVdkeuxkOb+0PPqApyL7e4jqsIDDoDjFkt/YUGqSGxVTzhtw9rw5eLj8ByhQqjoPd2gTzaAH5sPSgAJL1DjNmfAkBj7ivRqi5evAjTpk2DNWvWAP5/Nzc38PPzg/bt20OfPn3A3Z3/LRPRRGad+QBg5RIFYEP/KIthMd8IAoSXb864cqdlrkNPnaTRjQE9yi7d1V6eETmLw1xBmAD8k/nxgoUVMFee1NAgk5cfvuEeuDSR8TL7MLwsIExyFahO1fzHXVaelWIAkCvkgx0CjLqcuPoA4s7dgVEs74Z+Df3gy8aVYfbOszB+bTKnhOzwFDWKy5Du3ecxFTnDY/nGwQc1DJM3b+/9dgB2p94WnHpgk8rwabSfJPPwkN5+lu15JM33PGzCZrjxwNIDbk2/SKbinaMbhqtwVfMztx+r1rX6eQ8D6/At/28fhmS/rWfbzwUAMd9X46olYPjKYwCvgKneh/l+Ml++AkxxsO/MHZuST5cvlg+2fWVZPIltlxqpFBy9d3R+fgW6RpSD/o0qMYnNSV4yUE3to8CgppXh2v0ngGCeq/kUcYedg6Jh5MpjvLlS8W8U29MHiwkcvnRfsnfPwo/rQHiForDx+HXoOf+QfRZvkFm4zjUPnjxnXrRghft8bq6iL+dMUnjkcWU8swq6c0ODbSk3oe/fCfDoWabd1FvUsw7U8S3KOd+e1NvQ5bcDFp9t/jIK/DytQ4DNO0mJELl4JwOiJm+z2zqlTiR2jsVxhFLVCM2z4OMwqFshCwAiLC0/ZC1vdzxL/PoBdwSO6SI+O/AsMurtAJi0/qRsb0Vzw/Bs2bt+Bc7cdlJ1Ne/HlcYoeUxTqDJSHliVYoNJT4wKW5Zg6aWKno2/7bYuYic0bpB3IeZFjFYbBYBa3Rn72kUBoH311txsCP26dOkCaWnc5ewrV64Ma9euBV/fN8UYlFgEHwD0L1kA1n9hCQBxPnz4xupjtjZXlxww+p0A6BJWFrighK3jO+r6ud1CoX6l4vD29N2cMAPtQi8kfJNWbxL3wapexWLZVZHRy29u11CLwygeSkwVeYXWGX/+LuOpZ2r4VnvSu0GC0mDuj9rjLUNn+sVUBPSS4Grsw80nUb4wpHkV+H33OcA8duzGLniBn2vBIwrXhwmfzT0s+YTig3j9Fh4GTKYs1NgFVcTuU/T6XCUwJu4pXziPaWzzwzJXWMfu/0VD5LeOP+TzQXH2YR/DrvFvkHdhd8HQGy4A4hFIagAAIABJREFUKOUNedDojcybfzkt2KcQrOgjfOBUI5WCHFvpNeoogFVc8WXNrtO3INCrEExsE8iEY+HfbQSAeG8JJZbHkCVzL1d1rKSjmhTAv8noucfnqVetjAes/qwe4zXF90IG/0axX7hh+B2+UGMXXirg5grpT61zgqWMawpurjmBL1UDyY7V9CkECRdtP6eRzCnWF8HaoRGNGC/t1r/sZfKiKtXEgNDRy/fh7el7BKdrHliSiapoWb00lC6UV7Avfofxd5mdk7ZW2cLZochKrQ3H2TKgPlQobvnC0TR+0uU0JjzdvCkFAC/dzeA9p9q6Pr7vgdi4GCL/TdvqYt1kA0A2bBUCiVjoC+8ZocZ3vSlfthLRQvgSN6C0svnqHj19AXUmbslOa4MvQnYMbGAFRPHfw8oXgSWHLIEdviAnjaow5ef739KjsDj+koWsy3rXZZ4pSJ4/8WUsvpTVaqMAUKs7Y1+7KAC0r96ami0xMRHq1q0LGRkZkD9/fhgyZAhER0fD48ePYdGiRTB79mzGXn9/fzh48CDTR6lGCgCVyldxcFhsduhq8JiNcC9D3gO3UjooNY7JWw4hmnkVV8ypeOFuBngVzgsz36vFFAgI4clRc2ZCc4scL3JtwwfOSRtSGM8m/DHG5OJCuUpwHq7qwehtOPqdapxmsA83+JZueMuqwJUDsUX1UvBz55pW44xbfYL4zZ5cTfiuw9BlTOTcUSThM15v8nJkjyXlIIc5L6uU8pBsvlC+HhwEc921nbGX8aDFMJQBjSrBRLPQa7Yn72+7zjJFd8zbviENeRODSzZUgY4Yzv7xvHirkcQe7vimxgf6Gaw8QNM7BzMPeHIO7FKWaMphI9SXq9COlLHV7oOh4GWLuENDhXI+cVVOjfArCntSpYfaq71mJcfHXHFbBkh74Kg6cj1k8HgQoSdYp9nCieeVtNvZxxr9dgBgmC9ftV5MD7Hg4zoMwO0+Nx62nrxpIRnu+9mJLeD93w9kv7jDDkOa+TPhouYV1juEeMOYVgGc4YmmUMJtJ29C1z9tS8mA0QHs9Af4uyOWokKNewFfJhfNnxu+bFQZEJBhw3yoCAfwhRk7T6scG8R+Iy7fyxB8yTWuVTXoHOpD5D315Hkmc4ZDr3RsAaU9YE2/etB59n5eT1/33DmhVME8cObWI6JlYnEOvrxlXF566PWE3k+kv3NsHfH+Fap+TbQIs86mXMhSwCx7DqlQR64H4OKedSDMzNtSaJzVn0WKForwH7EOnjy3TMWDazLlGlSi4JtYcT+5+4SQG0N+MVrr27bVIbJiMSuw2jSgJHh6uFl5R+O9RLoHpmcETOeyghUCvHdwQ6boHpdjAdf6SF+2y9XIlusoALRFPeNcSwGgcfaSeCUI+7Zv3w6urq6wc+dOCA9/kx8NB5s8eTIMGjSIGXf06NEwcuRI4jn4LuADgHhYRFjBbocu3IW2M2wLSyxX1B22D4zOHlroYUixhdppoE6hPoAPFJVHrINXZqHSqCVCQFPILnoxVR25wcoqrtBrO5mePQ37R/vtoNIwrVMwpxkf/hEHO07dyv7MlBCZCzSt6hsJgV7Wbym/25AC07el2nuZFvOZvPqG/5sEf+2/KGjLx/XKw7AWVa36iFU+xgP5v33qSvLeNA3eY+5B2Jxs+cBpPjEestAbIeHCPShXLB/zthO9hzBXHgLBqe1rAB6qTI3rwB03NAZCJ2xxqP74cHNgaAz4j7AOLxF7uOMznMsDEN8imx5C+a4jPbSaj9OmZhmY0r6GoJZbkm8wIEErDatK1vMrBs0Cs+4TsfQFUu3Gfev258FsYIKezYXdc4t6yUodX0v9ECD1a1jRoliSkH31Jm3lTXuBKRLa/rKX00uMdM34t2rOnvPwgpW3Az0t8GFKiaaW15MStkkZY3zraoC/u+be8ubX4QPuzPdrMf+E1TJ9h1qGBCLUOTGmqVXievSGx7yr5p4xWKAAXxJWH7UBHrAqg54e3wxy5XRhcs19ZGNO1q/fqmpVfATXsf44/54XzZebt8qxFB35+qSOb8abqgRTLyyJv8R4A3oWcIMFcRfh1A3uAmOm8XO65LDIP8wXrWJuz+Nnmbyhi6HlisA/vSzP3FLXi3mxv1mXDHlzuzKevugNxgbB5mMhFG4ZVBo6zNoHl+9Zp73Bc8iFO4+svPqFAA+m5qkxxjK3r3keO761VBq2Dp5lCueIvp72hPECU6Lh37UjF++Du1tOaF6tVDZs/XRBAm8BHva8/2/vTuC2GPc/jv+QaKPNHkop0UJRSiRLOsiefc2+npNj+WfnoOzCIXEs2RIpS4hsFZIlKXE4p0URqUQh+//1vTrzmGeee5l5Zu7n3j7X63VeB8/cs7znuu+Z+c3v+l3B+tGZ9qu61/HgrL6pauF52w0TaG1/6biUv+VeuaCrn/2oSpZwFG/9fmkkVU21YAmT0ad1d9eSYKazrv+pJm3LtJ+akOnvvdvYHjdNsH9/tazSovp91MixcR9+aaPe+9wmz1psv/72h0um8CaA8T7Qo1VTF2ANM1KqptxSbYcAYD71C2fbBAAL51zU6J4oo69Lly5umyeffLINHTq0yvZ///13a9eunX300UfWqFEj++qrr2z11ZMpapouAKip059NEQDUjFutLnwullHHZmvbk/+bml4rannBsyknlAi7EdUC+ykw2UW+hlHpZvKGgztWGTbx/iW7W8O6tSsOKdWDhP4Y5o1iWJfqLhe8cUo14YW3bs1Wq2GqulE8deeWpuHCasHhx7ogP3hC15S7FPYt8FNnrBxamW0oT3WO2/+2UEM09ZZRz8waqj3p00WVHpzSDfvINrSzOsWI2106riLDIHhcmvxFmbSpmobuaNhho3p/9jktpywWDRea8fnK2Sw3W6eevXR2Tzdpzf1vpq6BVR3PbJ/Zu8MGpho4A5+Y7r67F+7V1vbYan0LFsQ+uedmNvAvbbOtLuXfU2VPTh64q62/9poZ11fdBwet1HvAz7SBXNVVUvbtQds2c6UH9OZeQ3O++eHnrDP5BQOseihXkHKN1VeznTZv6m6uUw0RX2UV9af0R6r1Kktm5Dvz3HKHbLexKdgftY5PtU5+DX8oapA6UymNdy7azWUiRx0+leqQtV+pyjo8fEJXOzxQN0yfVxF2/e69PXtJ6ACkJtEJZmtk41cQR1klP/5Sc3XU0u2TZoxVcLrboJdTLqKsvWsO+nPIYfD3oVHd1W3qJb3tiqdn2j2v/1mj6qDOzVz/908ucnqvlnbuHlvYLte/6mYe9jcvUKah40f9a0o2wpXXwo4bpgyo33FEpyoTQ5y002YZAw26L/t04fK0mamhdijFQlG/G5sNHJu2zrSO4YI927oawze8+G+rW7uWG9mgzKRsre3Fz6fsb/ttvaHdfGjqF5zZ1pnq71eNnWl3TUxdq0z3E/17tDDVJ/zvwuVuUpl/vrJytlq9RHj9/F1MpUReCmSZZjLUNV0v8LwRJ7offu/i3V3dw0yty1XjbeGyyvWAg9tZvPynxGZTThfEjFIDTxnkD52wfajTUt3ruH5/m9b/c2I9vay/efynNuGTr6uUiAkGC1Pt2NZXvGBLU4xwmnX1ni4ImupFZagD/N9Cucr+S7cPegbUvaLu2/UiqU+7DezGF/5tt7xc+SW++lK6sgkK5Cmrdfai790syKq9vG3zRqbJbvSclOolabrvwNgPFpiCyP4WNks0inMuliUAmAvV4lsnAcDiO2eJ7PGFF15oV199tVvX5MmTrWvX1EGSwYMHu6HBai+88ILtvvvuiWw/XQBQNWSeSFPLqroXVm+Hg29cM00Yke0gD+uysQ06oIMdcPvrFTVv+nVuZtf16xg6/Vw3Xqku0Nm2rb/76/Xp3/U2SkN8/bWC6qyuDIE9qryNCjoqYKPZ7PLdgvvlDdeIsl+6Kb386ZkuE63N+g3sX8dsa+uulTrwomVVM/Dxd+e7ocoKFs775gd3c3/XxFmmt/cKLGryDM1q3P6ycVUCvv5901tZxSU0Q+yet0wyzRCXqWnmwOf+qqLZfw6t13b03/UGUQ/ipz/0ns1e/L3J4uK9tkw5VOj5GQsyzt748T/6uNkJo7RMw4ozfUczbUMBKM2Q+Nsff5gmP9Gw8AXf/lhjw4A3a1rPnjite6WAuLe/C5etsGPuedsNVVNmx/D+XdL2m2yOqTIxwgyvD/v7NuTQrasMG/Rmwc60bwqwbXXp8ymHBWU7pnR/V32tKRfulrJ/zfp6ecZhvWEe0IMmyuJWjdhVV1nFZSwFJy1QcHD2oL2q7G5wFufgAru1XS/tTKvBZfXgPub9zDU3q+sZ5XOp6ppm+3y6zF65/eeqPU2Z1dkmFApuQ0NRgxN0eefWX0vUexkTzNLWd00ve9QuHD3dHnorcya0ltM2Neuqf5ird11UzTJldAVnotffFRzTbOjpymBk80vy76qftcX6a7lZfPXdDLZgxnfwu7D+Wmva5At2rTLr7C5brOu+HwryeM37fTjojjfsnbnfVNqU99uUalKHdMd7wDYbuYyY4IQUynRWaQh/08uUTMNtNTRVGbozs8xkr3X+Y792oWYyV1affpeiNF3fNdFZquY/F/5rdJj1ayhrMFNInztt55Z2Xp8twqwi1DIKmp09cpqrBegND/Y+KDfNUO813fsoQKwMSGWPb7B2HXv07c/s/FF/znSvZbP9Rmsm4HMf/8AFOPUy87gdWmTd11S/Qam20+fmCRWBr2wvfdJtVPX+pqe5t1UQSDWz051z/zozvUgObjvsddz/uXSJD1pGNfG2urTyqJ0wgSb9xqW6B/WsU5XLSeWY7jklW9/I2hESWECJAHvf+mcdSv/5VoaqflNueelTmzxriduaRh0oScP/PfBn6+l3ePebXrNZ/xsqrxrdXnJBcHf1Het57SsV2cvKfg7T/xM47NirIAAYm7AkVkAAsCROY/SD2GmnnWzixIlWr149W7p0qRsGnKq9+eabrk6gmoYAayhwEi1dADDTbKWpZoeKsi/BOlzffP+zq3mkCRiUGaA6ecoYUZ0YvdXUPbkyhjRM8Pc//rAXZ35li5b/7AI8j53a3c26q7d0SgtXsE0ZCVrPkPGf2k3jP6nYNQUettiggf30y+/uDave8t1+RCfr0qJx6GBh8DiVZh58W39Z3y0rzY6r7b6cYmbQ4A1Kpsk2ovjGXfamFz+pNCPuy3/vaZulKUCdbVthJyxJtx5lSmqYij9wpgcb3VynairkffsRK4drqYWpWanhzcqkyNR0HGqZhhS8PWeJ9fNNuhJcnzfEK5uZ/+9vaIa/f72VMtMqU23GKNvwlg1mpq231hrWZv213JvvJJq+k5rpd8gh29gmTdLPaK4HO2Wu6WFUw5ir23a94dUqtZbC3CyHeXDov0ML04QiwWxo1ZJSQCRb2+uWifbhFyuzMKvbNm5cxwXL1TWVebj5eqlnfUz14OJtc9+tN7QhIbJfgvUUVa9Rkxl5LRi00IQuh3bZpMqhvTVrsR2Soc7mDf06moZcffHtiqwsw47qnPfZUpXFqgfuTLOxpzqQVEXOtZyXTZZqFsRsIMEAj3/CG9V2ffL9L0zZG/tts1HF76kyRd+ctbjSEHBt54T73wkViG2/0dpu2GNwBl1vMij9bmoIsupI+Zs3bG301PmmY/Xibppww8tOzna8SfxdL/AeOH7lS9d0ASLVVT3zf5ntWi5VMFwlTYK1PZVR12DN1SsFcr1M85OGv2MvzPwzMKj1ehlBeuG0242vhTo8BY3+/eWyKr8lqSZ20rKa6CpVPTJtTFk5vbdaL2vGsF426JoZZpjytps2ssdPXXnfGrZ1G/SSLUjz/c80GiHb+vveOsmmf151kr1cDaHUdUxBZX9L97voX2bZil+sz80TXbBSATdlOPbNcn+iz+t+eRVbJfQ1879fL7ddffVe0wVCv1j6Y0Xm6KFdNnb3zVED9/qt7r3V+mlPkSbLOf7+t9OWRfA+uFf7DeyfR1StI51qxWGu48HPZRtxoJncvWH0Kn2gQHu2lqo/ey8N9Nlvf/jFOl7xQrbVuIBZcHKoTAHLrCtMeAFvEjy9OFdW9f7bNKu0BV0LNCu67le22bhh1nqb+h4oOK6XCHqZkuneW0F3DUPWs1b3VtmzgRM+9GqvjgBgtelK6oMEAEvqdIY/mHXWWccWLVpkHTt2tPfffz/tB7/55htr3Lix+3u/fv1s5MiR4TeSYclUAUBdVHRhq1M7dbaSgjIq1u8NU9CNrurapKqho6EoGu6g2dI0056yrDTMNZgJpaEyKtS83lpruptmr3313Qr3Vt4/K5veKGn4jGrq+ZcNHqaCgoOe/djd9Clb5JjuzSsuInogWkU3vautDDCkqkPSYM1apgd6BSGDEyfoMwpKasZH1fLz11LRMCp/3bZ0wxaOvmdKpeCKJmPQG+B8N50LZYjpQUSZGru2/fNBP9/7pu0Hh1r59ylYZ1B9T28H000yE+aGPOwxB2+og5/zHvDCrs9b7o3/LnJDJEa8Pa9imI9usvTQqeB3ku3ypz90D+wKRNx6WCfr1rKJmx0zWN8lzDZVD1Kfq79mLZdloQxXtZqqy5JqyFd1AoC9t1zPztmjjRt29vQHX7jZ9vQSY70Ga1apB+YV9s7m87cRU9NmrymD+Klpn2d8EFdQvlmjuqEf9v46YqoLAHlNgZYN167jft/SZeb6j0G/gWePfN8NL1aQ/fJ92lXatm7uH3tnvr0w80s3mc5JO26W8gY/1XBU/3bkp1qZk/+72GWzbLNxI/fSZ+frX61C+uxZO9qet0zMRp3Tv4fpT6l2IN2wN10fx5/d06IMi/PWr7pfegmhF2SdNmlkA/fcwmVRV6eFrd2kDPyZC5bZtHmVZ5z118ZS5odexPibfzIkBTr0ElCTKOi3IW5NrLDHO/TITu7aprp7agcPfdOmzFmZoeJvqumrewevBQMLeoE48uRuLhPv5AferVhOLzJ1P+N/WeW9IFDpAwUM/c0byqfvkoYjf/ld9iC47kH0akrD4PxNw+s0m7m/Kdip+6lMNfZUxiM4cVLQQ/eHyppMNSFKcFllKN54SOaaqMHPKPiZbvh7nHp9wXrF3nY1+VGvNuuG7Tahl9N9q8rb+JtmhtY9Vbame9wJny6yFk3qpaybnO3zYf+ugLDuK1qvW99d48KOUIgSXAsbKFMg7MG35tp14/6ddvfDDLlN9z0NY/Lg8V0zDidXkPWRtz5zzzLKYss2zFrb7HHNy1XqPd533Ha2s6/PZau7q3IJr5y7syut45+sKOyMyGGOPe4y+t3Sb4uem7LNoh13W6XyeQKApXIm4x0HAcB4fkX56RUrVlidOisf4Pfaay975plnMh6HZv/9/vvvbfvttzdlBIZp+oHJ1BYsWFBRg3CjU++zJutt4AJ02WaL9dap4ZleoPCwYZNdNoHXvCnd9e9zFn3vhjls17xx2sBimOPJ1TK64dQwqc8Wf+/Sxwfs3tp+/f13W6PWyiCobpSmzV9qvbdc3w3zXb7iV/fAohoewYK1ylryD3s6sFMzVxcw2DTMUbNdqQ6Lhrcqi4eWXSBdBqpurHWDHWzKOrpwzIwqDxVhb0yz79HKJVIV4/Z/Nm6tFg3TvXjMDJcdoVpI+269Udhdi7ScMsaUred/GNADvurzjfuwctZKuhX7M2sibTzBhYPFu1uvV99eGNAz6xa8N9laUENZJp2/i61dN3XNVf8wY9Xce/WcnbO+2dZ6FWBP9aCjIZVTL+5tj707L+VLB2/nowae9MLjiffmu6Hz/TpvnLffYD0ktBhY+aHYf0LuOXZb22WLyi8cNCy8y1VVC9G/OGAn2/2mCVnPZy4XiHoevH1RyYNUsxl6waThb86xS578MNKu62WbN5FLpA+mWDhsYf4bD+7oirUHh5b6f+tSlTHINBRfQ7oUgMw0U6om3jhvjzaVMu2jHPO4v+3kSlP4W6qZJ/V3veRT1qTXgjXeFAzTS4HgBGnuN7TWqpWG5yrD9UBdp1JMfOXvS/836gMXmMnWNOmTsqKCk2h9cFlv63BZ5QCgJjpRUDJYX86/jWsObF9l+GlwHw7etplde1BHd4/z98emuXqj6ZpKTOheKkrLlOEf54Xd2Y++b08EZhbVfmlyitZpsqej7Hdw2VS/dSobkavrdpx9jfrZcx+bVmlyG9USVn9INbHJqFO7WedNVyYvhGn+cgXe8nrheccRnW03X9Z5tnVFCVJqXaqdqMB52CBotu17f79n0uwqGdDB64YmtFDd11RN9xWaYGYHl+3/hyuLo4nq9N9VmzTpl8Bhj4vl4gsQAIxvWAprIABYCmcx4jF8/fXXtu66K988HnLIITZixIiMa1hvvfVs4cKFbkKQ6dMr1whJ98Eo2TbbDhxhQ0/unXWWzHTb0mykClA8Ne0LN2RBQ2Gb+IrpRuQpmsVVH27s9Mpv4P07781sVTQHVOA7qlnyel5XOSNI9YtePLtnRZZZqkNQQeIj736rIlszWI8n7mGnm9jFW291gwVx9yupz+sGv9M/Xkw7KYl/O96DblLbrs56NKR5v9tfdzNxKij/6Enb2zabNMq6KmWN6gF94Xc/2Qk7tnAZbWl/8374xW59+VP74Zff7NSeLUO/OAlmC3nr9yZIylS3T7M6//PwcMOgsh5sHhbI9GAWzLbS7qWbwXP82TvZbjcWZwBwzNTP7W+PVs34916apesfmU5XkkMZFfDf95+vZ+wdGsb26rk7u6xDfxmMYEmF4PDwnq3Xsfv7r5z4LF3TUOXOV453M5wHm4Jeqh+o9SiIquzozderb9//9JurA9W1RWO77405KVetl0Qq9+DVOvQvdN24jysmZPD/92BQWplKlzw1ww29VQaON7JAtcx6pchU9a9LJUf2bL+BZQsKqKbbqQ9VLmyfzkovvc55bFqlP6cKAKqG2H5bb5TWRisYcdL2VQIRGuL9/v8yPDVM+LXzKmeea/imXlxoJtzj73u7ol6cltXLk2yTLgWPKziBmPd3DSf+17HbuVIw1WnqKwq8B1t1JucKu331B/ULNWVxvXPxbraWb4RL2PUU2nIqC3LsvVPc0H2vhrL6lyZvUGb6Dz//ZlNmL7ZeW6xr3VtGG5J560uf2g2BjOGwmfV+p+Bstf6/qXzGvCWVZ2GOM7w80/nRC1XVONQLDZUouufY7dzICn/T790ZD0+tMku3al5q0qA4pVAKre+wP38KEACkN0iAAGAZ9oN58+bZJpusrJN01FFH2fDhwzMqaFl9pmXLlvaf/1SecSndB6MEALXuZs2yD08ow1OV8ZBTDXHyf+C6gzpYv203hi0hAb0FVa09fxH1T678S6ibJGVdKkCtCSb0IBjl+xFm99MFN5Q1qpn5ir3d+/rKzCVltygLUcPFgnXzvYl5CuFYNTv1e59947J1N21SrxB2ye1DupmA/XWYgpkQesjeqFEdu/vo7apkLxXMgYXYET0MaShxqhYcwu8tk2rShCkX7GrnjfrAXv13MjUqQ+x6pUWUefH6/+0S9WNu+XSzI6q25CV9tzTV3eo+OPWstOk2mPQM8qrP95TqBv7+hxvGqod6zTyuQIyGN565y+YVwxMVsHr544XWvVWTKrWflH2qIejPTv/SZavcfcy21naDtbK6jXx7nju/XtPkXsqEyVZvUaU/lP2m/fY31Wu8bJ+t0m5Xs1Wf9/if2/MWDOuqB/0Ol7+QciIRb10KsG2/WRP78Itvba9b/iyar7/7XxDpJUQwg0+ZfhpC7x+mrN/gI7tuajtd90ql4/r3lX1s71smuVl9vfa33TY3DaFNNfuzltEEPHpxE6xHpnIDCsh8/s2PbpRCpnp0msFYv1s//PSb/b13azu5Z8us5zm4gK7vKhmjSWhU0+uOIztb0/q13ciLONfrVFm3Wu87F+XuuqyAmAL9Kqui2YuLZXKCMCdNGa/vzV3qgnz+CdTCfDbTMgqwbz/opYoZm+PM0qwJqjT6aPjkuRUTSug70HLdevbIlMoZtl59zrj7n+rzOv8KoitrL9Pw2HlLfnC//RpirHuWRvVq52J3WGeBCBAALJATkefdIACY5xOQj83XRAZglCHABACr1wt00dYMWKmyFTRRybN/3THljKfV2xqfkoBukjSMUg+XZ/TaPOOkEjUpliqzQ9svlAlekrDQDbpmENYDWXByCD3gP31mD/c3WmaB4CyMMtNwNBVZV1OQRTOIqlapapWpryc9PCkf50gzBh409I0qkxFss0lDG3VK95RDqFW77MyHp1YEPxSsUCBJ2TUq7h+cbTPXx6Xi/AqWHNCpei/MlPGhDDv/RDAa1vrYKd3ccFK1KBOBKOtNwaU4AZJsD+ULvvvRWq1TP2sALtV6FNRZ9tOvtmat1UK9qPHWoQd4nWPVNFRtyLDt0idn2P1vzq1YfM3VV3V1+jo0S78OlXDYc8jEShPQaKb1x9P0yVT7ct7j02zkO6nLruil01Nn9Kg4fv/3P9UogUHPfmR3TpjlNuP1d7046DNkggvGqqaqznm7jdZ2pURG/294qzc5lIK2h9812Q3712/Kk2fs4CZOO/yutyqVatH65aP6Z8p29ttpQrWbItbw07lWACNu1pIy6lViJammEhr6rdAEcl7LNLtoUtvVcaiOabbAdVLbK4X1qGyLhrqqhqZmaK5u1qdnoYD6vZPm2B/2hx3drbkpw16BcK9Uj+5bxg3YKeMIklJw5RgKS4AAYGGdj3ztDQHAfMnncbs1UQMw2+HxA5RNKNzflWk06T+LKt5a6lOqH6ZhBQRDwhmWylJTP/vGDTvV0BdN4KGJalTbqxSbHm6UYffRl8tMs0PuuDn9Pex51sPHa5987Yr9y27n1uumrTUYdp3Fspwmfpg+f6ltvXEj04P54uU/u+LrmQKc6muTZy92s7irHpIXYFCNwHfnfONLQ8sUAAAgAElEQVQCIXoJoxqZ22/W2KZ+ttTNbNph44Y26dOvrUXT+q7Ok2rWKWCmuq96MOy2WVPTMNVG9VZ3Q7g/mPety7DUJCTKHunaoonN+OJbF5BVDVudM9VS0/biNGWMaV0atrrGaqu6YWH+2rsKpEz8dJHLttUwTP1z86Z1rV7tWjZzwXduJsX5/5tAQ9+7uAGXOMdSaJ9VX5n4n0Wu7rBslXWXaeZxb//1u63hjQpWrlO/tvVsvW6kepnqI8qCm/dN5eGFjevWtp1aN600aZmW1bY0kUCq64PO/1uzl7h+qNm+vclKXBbg7CVuRnWvv3h9Rf1d/cgLBCtg+NGX37kAqrI31RR8Vr/TkE19JxRs2WKDtUxDq9W0Lg2rVgaltptkEC7f/US/FZM+XeTqMmriC7nnKmie72Nl+5kF9Nv+1uzF7vuncgKZJhTEEoFcCPD8nQvV4lsnAcDiO2eJ7HEhzQJMBmAip5SVIIAAAggggAACCCCAAAIIIFBFgAAgnUICBADLtB/stNNONnHiRKtXr54tXbrUatWqlVJCs/52797d/e2SSy6xyy+/PBExfoASYWQlCCCAAAIIIIAAAggggAACCGQU4PmbDkIAsIz7wAUXXGCDBg1yApMnT7auXbum1Bg8eLANHDjQ/W3cuHHWu3fvRNT4AUqEkZUggAACCCCAAAIIIIAAAgggQACQPpBVgAzArESlucCUKVMqgn4nn3yyDR06tMqB/v7779auXTv76KOPrGHDhrZw4UJbffXVEwEhAJgIIytBAAEEEEAAAQQQQAABBBBAgAAgfSCrAAHArESlu4A3DFjDfydMmGDdunWrdLDXXXednXfeee6/XXrppXbZZZclhkEAMDFKVoQAAggggAACCCCAAAIIIIBAWgGev+kcEiAAWMb9YOrUqbbDDjvYjz/+aPXr1zcNC+7Vq5f79xEjRtiwYcOcTuvWre2dd96xBg0aJKbFD1BilKwIAQQQQAABBBBAAAEEEEAAAQKA9IGMAgQAy7yDPP3003bkkUfad999l1JCwb+xY8daq1atEpUiAJgoJytDAAEEEEAAAQQQQAABBBBAIKUAz990DAkQAKQf2Ny5c23IkCEu0Kcfhtq1a7uAX79+/eyMM86wunXrJq7ED1DipKwQAQQQQAABBBBAAAEEEEAAgSoCPH/TKQgA0gfyJsAPUN7o2TACCCCAAAIIIIAAAggggEAZCfD8XUYnO8OhkgFIP8iLAD9AeWFnowgggAACCCCAAAIIIIAAAmUmwPN3mZ3wNIdLAJB+kBcBfoDyws5GEUAAAQQQQAABBBBAAAEEykyA5+8yO+EEADnhhSTAD1AhnQ32BQEEEEAAAQQQQAABBBBAoFQFeP4u1TMb7bjIAIzmxdIJCfADlBAkq0EAAQQQQAABBBBAAAEEEEAggwDP33QPCRAApB/kRYAfoLyws1EEEEAAAQQQQAABBBBAAIEyE+D5u8xOeJrDJQBIP8iLAD9AeWFnowgggAACCCCAAAIIIIAAAmUmwPN3mZ1wAoCc8EIS4AeokM4G+4IAAggggAACCCCAAAIIIFCqAjx/l+qZjXZcZABG82LphAT4AUoIktUggAACCCCAAAIIIIAAAgggkEGA52+6hwQIANIP8iLAD1Be2NkoAggggAACCCCAAAIIIIBAmQnw/F1mJzzN4RIApB/kRYAfoLyws1EEEEAAAQQQQAABBBBAAIEyE+D5u8xOOAFATnghCfADVEhng31BAAEEEEAAAQQQQAABBBAoVQGev0v1zEY7LjIAo3mxdEIC/AAlBMlqEEAAAQQQQAABBBBAAAEEEMggwPM33UMCBADpB3kR4AcoL+xsFAEEEEAAAQQQQAABBBBAoMwEeP4usxOe5nAJANIP8iLAD1Be2NkoAggggAACCCCAAAIIIIBAmQnw/F1mJ5wAICe8kAT4ASqks8G+IIAAAggggAACCCCAAAIIlKoAz9+lemajHRcZgNG8WDohAX6AEoJkNQgggAACCCCAAAIIIIAAAghkEOD5m+4hAQKA9IO8CMyZM8datGjhtj1lyhTbYIMN8rIfbBQBBBBAAAEEEEAAAQQQQACBUhZYsGCBdenSxR3i7NmzrXnz5qV8uBxbGgECgHSNvAi8/fbbFT9AedkBNooAAggggAACCCCAAAIIIIBAmQkoAWe77bYrs6PmcCVAAJB+kBcBAoB5YWejCCCAAAIIIIAAAggggAACZSxAALB8Tz4BwPI993k98hUrVtj06dPdPqyzzjpWq1atvO5PsW/cn9LNkOrsZxOv7EZRlsAzilb6ZXFMxtFbC57JeOKYjCP9MllH/9roo/FtMYxvGFwDpsmY4piMo9by66+/2tdff+1W2L59e1tzzTWTWzlrKhoBAoBFc6rYUQTSC1DUNVrvwCuaV7al8cwmFO7vOIZzCrsUnmGlMi+HYzKO3lrwTNZTa8M0vimG8Q2Da8A0GVMck3FkLQh4AgQA6QsIlIAAF8doJxGvaF7ZlsYzm1C4v+MYzinsUniGlSIAmIxUuLXQL8M5RVkK0yhaqZfFML4hAcDkDQnw58aUtZa3AAHA8j7/HH2JCHDjFu1E4hXNK9vSeGYTCvd3HMM5hV0Kz7BSBACTkQq3FvplOKcoS2EaRYsAYHytcGugX4ZzyrYUjtmE+DsC0QQIAEbzYmkEClKAi2O004JXNK9sS+OZTSjc33EM5xR2KTzDShEATEYq3Frol+GcoiyFaRQtAoDxtcKtgX4ZzinbUjhmE+LvCEQTIAAYzYulEShIAS6O0U4LXtG8si2NZzahcH/HMZxT2KXwDCtFADAZqXBroV+Gc4qyFKZRtAgAxtcKtwb6ZTinbEvhmE2IvyMQTYAAYDQvlkagIAW4OEY7LXhF88q2NJ7ZhML9HcdwTmGXwjOsFAHAZKTCrYV+Gc4pylKYRtEiABhfK9wa6JfhnLIthWM2If6OQDQBAoDRvFgagYIU4OIY7bTgFc0r29J4ZhMK93ccwzmFXQrPsFIEAJORCrcW+mU4pyhLYRpFiwBgfK1wa6BfhnPKthSO2YT4OwLRBAgARvNiaQQKUoCLY7TTglc0r2xL45lNKNzfcQznFHYpPMNKEQBMRircWuiX4ZyiLIVpFC0CgPG1wq2BfhnOKdtSOGYT4u8IRBMgABjNi6URQAABBBBAAAEEEEAAAQQQQAABBBAoKgECgEV1uthZBBBAAAEEEEAAAQQQQAABBBBAAAEEogkQAIzmxdIIIIAAAggggAACCCCAAAIIIIAAAggUlQABwKI6XewsAggggAACCCCAAAIIIIAAAggggAAC0QQIAEbzYmkEEEAAAQQQQAABBBBAAAEEEEAAAQSKSoAAYFGdLnYWAQQQQAABBBBAAAEEEEAAAQQQQACBaAIEAKN5sTQCCCCAAAIIIIAAAggggAACCCCAAAJFJUAAsKhOFzuLAAIIIIAAAggggAACCCCAAAIIIIBANAECgNG8WBoBBBBAAAEEEEAAAQQQQAABBBBAAIGiEiAAWFSni51FAAEEEEAAAQQQQAABBBBAAAEEEEAgmgABwGheLI0AAggggAACCCCAAAIIIIAAAggggEBRCRAALKrTxc4igAACCCCAAAIIIIAAAggggAACCCAQTYAAYDQvlkYAAQQQQAABBBBAAAEEEEAAAQQQQKCoBAgAFtXpYmcRQOD333+3VVddFYgcCfzxxx+2yiqr5Gjtpb3aZcuWWf369fFL8DTLVP1RrrTqCbz33nt27bXX2l//+lfr1q1b9VbCpyoEuAbRGRAofQHuhUr/HHOECJSrAAHAcj3zHDcCRSjAg1fyJ23JkiV22WWXWevWre2MM84wbnqjG3/zzTd21lln2fz58+3++++3TTbZJPpK+EQlge+++87uu+8+mzJliq255pp2xRVX2IYbbohSBAH1y/POO8/+9a9/uU9df/31dvbZZ0dYA4sGBX766Sf3G6mXULVr1wYIAQRKTGDMmDG23377cS8U87y+9tprtnz5clu8eLG1b9/eNt10U2vcuLFbK/eZMXH5OAIxBQgAxgTk4whUV+DFF190F0b9T8GXLbbYwjbeeGMujmlAR44cae+++659++239vXXX1vv3r1txx13tC233LK6p6DsP3f11VfbP/7xD9ND7bbbbmujR4+2jTbayAi0hu8aN910k1144YW2YsUK96EJEyZYjx49wq+AJasI3Hbbbaa++eWXX7rsPz0sXHfddTZgwACyf0P2l5tvvtkGDhzovtteUxD1oosu4vsd0jC42L333mtjx46177//3mbOnGk77bSTHXzwwbbHHnu4YCAPtdFgdb3RSxN5tmzZ0jp37mzNmzd33/HffvvNVltttWgrLNOldW/06aef2o8//uhePun606pVK9cncQzfKZ555hl3jfnvf/9r48aNs913391+/fVXq1WrVviVsKSz033lv//9b/vll19ML/Nk2LZtWzv55JPttNNOQwkBBPIsQAAwzyeAzZefgC6Ol19+uc2YMcM93GqIm5rejh1yyCE2ePDg8kPJcMTy0oPs+++/724idEPmNT003HPPPda9e3ceFiL2mp9//tmaNGniHr7kqiwrZbFdeeWVEddUnos/99xz7mHhk08+cQAKSJ9++unWp08fW3311csTJeZRK6jy97//3T1AqG233XbOVVkDCrQoOE3LLBDslx07drRFixbZ559/7n4nJ02aBGFEAb2s03dd/TPYGjZsaKeccopdfPHFVqdOnYhrLs/FX3jhBbvgggtMQ9PXWGONiiC1Mnz33HNPl6m61lprlSdOhKN+6aWXXEbv9OnTXbBP13S1ddZZx3bddVfTixQv4yrCastuUf0+Dho0yPQyz2vKWJs2bZr7VwL74brEvHnz7Pzzz7cRI0a4DzRt2tTdrysIrftMvVjWM49e5qnf4hrOlaUQyIUAAcBcqLJOBFII6E23AlkPPfSQ++t6663nAgV6a6uhWro4qmkZZWqU+9tv3UxoaKqyLtSaNWtmW221lbuhWLBggc2dO9fdVOgt7aWXXuoebmnhBT7++GPr2bOnG6KhPqimTNQHHnjABV7IHEhtqbfaClI9++yzFWb694MOOsgaNWoU/gSwZCUBfZdVo04BfWVCy3SfffZxD7P16tXjQSxLfwn2y80339z+7//+zwWkd9llF5eN0aVLF3vkkUesRYsW9L4QAso2V2BA9RPVNttsM9t5551dwGrOnDku8KLsFvVXBbSU3cJDbXpY3ecoM0jZqWp66amsIP13ZbDJW9ed/fff31kq+I9nZU95KKtqyJAhrs/JS99njYRQxvRHH33kstF1P7n33ns7x7322gvHQLf0+pXuy2+99VZ3n6lyKA0aNHD3Qwqm/vOf/7RTTz2VLMAMv5Weo0Y+XHLJJW4ERN26de3MM890wXzdE+k3Utm+N954o+uHClYruNqmTRv6ZYjrEIsgkAsBAoC5UGWdCPxPwLs4Tp482QWplEngXRz33Xdfd3HUcBddHHVTrBs4BQVVg+Qvf/lLWTrK7OWXX3bBv9dff91lVehm4oADDnAZQPrfrFmz7O6773bZkgqUXnPNNS54UO5B0ygdRn1ND1877LCDKYvl4YcfdoGWAw880NVeo1UW0EOBsoCGDRvm/qBJKZQxefzxxxNQidFZvOHmygpQ9oB+E2+55RYXUFV2kNcYlp4aWYFT/VbecMMNVfqlAiy6vqifKhtIGRkKWunlEy27gIKl55xzjsugPOaYY9w1RkMsFSRQsOqxxx6zk046yRnreq0ggoxpqQWGDx/uAvt66aRhgCeeeKLz0v9U61OZQ7oP0nVc1yb9uwJbBAEreyrI169fPxfUP+6441w2lb7T+u1UVqBeMusarn6pFwGjRo3CMUWXVPBUNVJvv/12F9TXC1AFnXU/roxpfc/1sln37Fx/0v+qKYCvQKnXz1RmQi/v/NdvfVrXd9VIXrhwoeu3qk3Ld5urBQL5ESAAmB93tlpGAj/88IMbIqSbWQ1Z1VAhBbM05NLf9LZRb8hmz57t3oDrYlqOF0fV+VPmim5ku3bt6h66+vbtW5EFJDNlASqDTUOmdTOsgs1PPPFEWXpV96s0depUV3NJWYDPP/+8e4DQm1plWiq7QH2Qm96VusqoUJ0/b4iQsqr0oKoAS6ogVTl+b6vbD73PKbNK2QMKsnrBLP2NTNT0sgrm6TvslUU4/PDDXbBP9Ty9mdLVF72+q4dcXYc0nJo+mrnHqg6Yfhu/+OILN3OyMlMVIPBmSPdqgynLStnAW2+9tb366qsMXU3DquHTvXr1cvV79ZJJWVfrr79+paWV2aZ7I9VZVNPLKZnyYq8yqr7n+h4rI1X3iRqu6n3fvd/MI4880h599FH3QdUE1EtVatlVdnz66afdb6F+F1XPU99xmSo4peC+7t318ln3Q9wLpf5i60XICSec4PqhvqdDhw61I444otLzjfdbqXt1ffd1767h/kqM0P0mDQEEal6AAGDNm7PFMhJQ1pDqgnkZVbqRUMaQ3ih6zXvA/eyzz1w2gerj6EKqG2a9vS23dscddzgzPdhqKLRq2fhnW/QeXDV5ih7QdFOhYcB6aOBBIXxv+c9//uOGBGrymTfeeMM9kCnYKmu56oZOWW7c+K40VZBU/VE3rRoi/dZbb1Vgy0j9kv4Xvv/5l3z77bddsF9+cu3UqVOVYVfqr8oGVgBGw4K9OovlHMhS/UllkisIrb6p30F/HTrvu6uMoKOOOspdd1TjU99zL5BVvTNW+p9SFr6CUTJThtDRRx9d6aC9h1o98Op6pSy2Dz74gOzKNF3D64OqSadgVIcOHSot6fVVDQXW0ECvaTKgc889l9/W/70M0T2lglWqiazvtDKq/M1z/Oqrr1wgRqMoFODSUHZls3KN+lNLwSu9bNY1RJmACv6p6Rp07LHHugxLNd2L6z6Jl1FVv9xLly51Q3+V3atSCXqGydQUcH388cfdd1wv+RUIpCGAQM0LEACseXO2WEYCuvFSZp+G/6r2zd/+9reMR68HCQXANthgA9PbST0Il0vzHuQ1PEA3/BoipKBAsGk5Nb3d1rAsZQ1oUhVlVtLCC4wfP94Nd9l+++1dAFBND2WanEYPs6ovpP5azgEWmXjHrwcvDTVXFqAm7tENr7IslCXgBfTVdzXJggIy+mdlZmgImz/gH/4Mlc+SmsVS32VlAyibSjNYegEqeSrbcuLEiS6rQA9h6rN6kVKuZRK8nqGHfWWqaQi/gqLpmoKnmjFdQQEFAfSgRmA/8/dLQb8zzjjDLfTggw+asq5SzQiq7EoFV5Qxrd8EfdcJrla21W+oriV6yaRhqvpOa4hv8Nri9Un9rqokhZomqlIwVtmANHN1jxU8UWaq7iv1P90D+See8hz10kr3nW+++ab7fdDQVmolr+xFXt9TkE9BUV1z/E3DWHXvriCh7pNkSUstoJfv3oQ0uoanurZ4/00BV11/ZK7rkkZR0BBAoOYFCADWvDlbLDEB70Yi3dtBzXSn4QQaVqAhRJkujv6HDr3hDb4lLwW6TF6pbLzl/Q9fynzR0AwFsTQMODjbXbkFrbL1wVT9RkOtFUhRBpEm/lDmkDIzdtttNzecSEPaFJjRW/FUD76l0Bf9x5DJ0Pubvst6260glR6o9BCmG1kVDFcNO9W00QOahrl5TQ9cyrjS0Bf/MK1S80t1PNn6pfd3LztIwQGVQNAMoHqo1cOCN+zamwFchvqdUDBQw4V1PoK1hkrJNpthmGP98MMPXf/T76YyqzXUupxnrA1jqlqfKt2hwMphhx3mhgeq73mfVR+Up64/+u/K7ldmVjm2ML+dqv2n77JqKOq6HQy4eEEZuerl31133eWGrOrao2wsvRgt5e952H6j30eVPNHwf9VZU1AvXcBZ50XBFr1AUfBfjgrCepMqhd1mOS3n3YOqBqB+M3WfpHv7p556yk2qUg73QmHPt/e917VabmG+n15wXxP66aWeXl7REECg5gUIANa8OVssMQHVBwvW8/MHoHTzoIuj/w1tOgK9JVcBfL0V0xs1b0hCKZFl8/KONV2GioJVymLxgix6kFDWhbIm1157bVdkXJlXOiflEggMa+rvR94QN80Qqgcyr2nYm/6mIIxqu1x//fUVfytlz7CGCtIr40cPCF49T2X/aFZQNWWsKGtAfppVUE03ucpqVdBaw6rLpYU1ffLJJ61///5uNlBNvKCgioav6Z/VlB2omSw1M7iGCGoCIK/unfqnXq6U6gzMYQ2z9SllU2uotTKpFHBVIKZcWyZT7zdOE1Xo2qJMXtXuHThwoOujasr6VfBfGUK6Xqt+qjw1QZWaslMVDCyX73qYPqrfTQX05apgnmanTffS1Pvu64WpgqxqylLXC6tSvgaF/T4qq1x11PSbqIBe8+bNq3zUc5Kfstk07FJNL/lUb7WUmzIeldmn67LuCaM2z+7OO+90L5h0r6nfAF171MqlD0Z1zOSi+3k13W/qBZTKz6i+Z/DZKeq5YnkEEKieAAHA6rnxKQRcDRZlBWjiBD0kbLPNNu7has8990ypk+ni6N0IK9NAQ1t1Qzdt2jQ3C1mptKheweNWrT8FAt555x33J71B1AOasq90Y6YaivpnBU1VG0dDY0r9Rq06pp6Jgi4K9il4ooCKhqvrDa4CWV7gWb6qMaQi+HLXMFgNJSylFtbQc1MGhvqWhgWqqYaNggH6/itA0KJFCxcM0CzLygjUTa6yL2SqAL83rLCUDIPHEtbU+5wyAVR3Ug8DChLoAVWzACuwr99YPTT4mwIvytBSFowehjULrpYvpRbVMN2xB4de6TuuoMDGG29c8r+P1e2Xnpn6nl6CqKlv6p+97FRlASuzUk2TWej77jVlV6o/BuuzlVL/1LGE6aOepWob6wWIrtXKnlYf9IIz/hqqyrJW3V9lVWqWYAWr9bJFQUG9/CvFa3rYQIt3n6h6n/rNk98zzzyTdXi0rkNXXXWVu7aX8gRzCtTpBbCuzRqKqv6i60rU5vUx3RPpe6wXpPpnZflr/aVeCzApR7+7zNT0cl7Ba2VX66VAKX6fo/Y3lkcgHwIEAPOhzjaLWkBZPar7o7eDqZqmulcGi4ZQhr1R8JZToEUFiDX0QMOGS6FOU1Je48aNczW/9LClQIqGrirrZ91113VB2FdeecXN6KbMIN1UqPi1PEvBMNjPkjDVzbECqgoCetkBXj9Utovq3elBVjM3yl031cp80XDrUggCxjHUd1OZAcoyUEBAGT8a5qugin84lrJdNDu1hl6p6a233Et1cp84ppq5Vg//Gt6miQIUfFHAwBsCLD99rzXkWq4anq4Agf6b/FUHtBQKiscxzHRhVbaqMlf1e6iAv5fNVtQX45A7H8dUbqpxpWCX+p6C0qoBqqYgg14G6Fqvof+qaaXlFQxUv1R2lorih8n+D3koBbFYFE9/fTpNpKLscn1/9c+6jsvOCwLMnz/ffef1ckq/rxoKrBlsVedSWZavvfZaSf12VjfQogm6ZKfA6KmnnuoyUTOVT5GrMi5Vx07W+p31uxdEp4q5Ey+++KLLstdEPLoG6zg1I7peKAVnmw6zKc9TgX71Q71g1gRpCxYscPedpXhfKZekHf3WemGnTHQFU3V91/1nqTqG6WMsg0A+BQgA5lOfbRedgIag6c3Vc8895/ZdGXvKDNCQPw2v0t/178rg04XUGxIU5kD1dlZDXHRTOHjwYHczU+wXx6S9FDzRjaveIvqbF7hSwesbb7zRnQ9lEegclFqLa+o9bCkrQAEUBa4UZNGDmh5wlXmhIKpumvWgp/6sv8lYD78KaKkodjG36hp6/Uwu6msKhuoBTAFTDUH3mve99f5fEwiMGDHCZb5otkFlEZRaq66pjPTApqG8enmipn6mPqfsFs1sm6opyKIagMqYVskETZrUrl27omatrmGmg/b6oEpKyFLfcfVbBQTKIfuiuqZerS/9/6JFi9zEFQoAKPtKARR975URFJzgR8PWdQ1S7TDNHKqgVaYJWoqtw1bXU8epeyR9x5UVraYAql7aKeCv2UTlpv6q31L9XupFk4L79957r8uqVuBaNWpLoVUn0OIf1qtMcq90h0ZHaGKQTC+cdU+pib10Pdf/a1hwqTT9tqnWoV4CK8NZJTcUHNX9t2pzKusxzsQ8CuLre60gv/qj6lMW+715qnOfa0cN/ddEhyqNoKHoeulHQwCB/AgQAMyPO1stUoEbbrjBZf9pllT9s2qweHV+Zs2a5YZTekMl9TdlXIR9KNWb8UMPPdQNY1W2W7oH32KiS8or282W93c9RCiIquFFCmDJVFlXpdTimnoPEapdpSwCb2iVZ6SHXd08K0ilmzSvaSiMsl5LodZaHEPPT99RPdDqQSxdIWuvX2qooCb00Wd1A6wHXRW4j/NQUmh9Oo6pjkVBAfVHL4NDw9s0NFhD/VMFqvSwe99999nZZ5/tMrI0JFhDNIs5qBXXMFOfUB9Utq+GYOo6pRcAxWwVtv/HNfUbKYNKwXz9BuoloGrUeUEX7/8VJNBwSwUeVDJBwQIFDUrFOq6nggy6L/JfWxSU9oYIamILbUM119S82er1z95EDMVumUSgRS+gdA1fvHixy5rWi7lUzbsGqQyFMtQV0NbvrIzlWOwTU+karPtmleZQ0yQTekmsgKfuZTQaR1apJp3J9hvifad1TdL3fubMme4jCu6r5Ic/uzXbPWq2beX777l09F6mKJNy6NCh7lxo9EQp3f/k+/yxfQSiChAAjCrG8mUroNR/1aLShUs3A3qb5dXo824EVNtCNx7Dhw93TrrgacIKZQSmu0HwbjKuvPJKN+xFkwjMnTu3SmZBscHnyiudg+eoIR96G6yHNGUFaRbWUmlxTf0PTldffbXLAtDNsYLaGpal4ICyrpR9oawCr2mYqx5qFRHCSdIAACAASURBVLxSXy/m4FVcQ+9m1itq7c1Km+5BSubKVtOw/smTJ7uHE2UQlVKLayoLZe2qjykb1QsGaJiQhk+ny2xRFo0C0xqarixMZWcVa4trmO0BVC+olLmrB2W9FNH3XNeaUm5JmurFnMpOKPCvDCpdr4PN+31VoEqBB31GWdZ66C2FFtfTM1AwSsErBVQVvFfWlkp5KBtdLz5VesL7zqufaqSFAqtyVDZWMbe4gRbve64RI+pjCkbpv8lJ9afTvSzR9UkvADS8WqVRVCKlFJpXykR9Rt9JZYXrRbAyTRV8139XsFMvPcLMUpvOROvWtUkTVanWt15Oqamf6plAmbEamVKsZShqwlH34roH0tBfZfUGZ1SWpRw13L+cZ6kvhe8lx1D4AgQAC/8csYcFIqBJOVS/Qjf1qpmmm6lUN1tTp051dYF0Q6ahLLqp1bC/bG3vvfc21Rvp27evu0kLPvTq3/UQp2CMLpCF3nLtFTx+z0tBKgVn1TRsq5QCgEmYeg8QCvypnyprSvXT1F81zMUbnqUsVz1sKVCopptb1QHU/2cLNhRy30zCMOrx6aGhc+fOrgi7XiIoQBAcOhh1nYW0fFKmeihVDTWvD2oyEGVa6cHN/1vrfdcVsNYwIgURNKxVL1yKtSVlmOn4VctTAaztttvOuWroZSm3JE31YKrscmVcKQCofhrMYPH65YwZM9x1Ry9V9HJFv7Wl0JLw9D/0K6in7D9NouRNPOU5ed931Q3Tb6c+p4ChgtjFnAEYJtCiDHG9+EgXsPKOX7X/9MJZGfsabq6synT17jRTs8qiaMIRjU5RHVutv9izsDQB38033+xG5ajmn15O6v5EL4eU6ajgnK4jGq6vfhS1efc6Ks2je37V6FZf1EtS/btq0ep/Guqv3wXtQ5xAY9T9S2r5XDvqhbLqSSsrU/1bTv7vseqnalIQfT800iTusO2kXFgPAqUqQACwVM8sx5W4gAIkGp6i4X66SOkmKlXTRc27yVJWix4a9PZQD/7pblx1A6ybFF0ElZUVzGTRf1dQS0PeVBtQbzkL/SZD2XfKmMiFV6aTu8cee7ibPwUGvLpNiXeGPK0wCdNgoLRfv37uIUxDiBTcVlPAWrMMql6QirUr8KdsV71F1812Mbdcfo/TuWj4pbIzFETQjW+xGwaPM4l+qXXqwUq/rcre0IOCsoK8yQBSBZ31AKxJA/Rb+MYbb7hhWcXactkvdd3R/2TpBfT1oqpjx45FHUzJdq6T6Jdev9NEU5rhW8F8BRb0EJuuKdjg1bPUhA16mC2FloSn/x4o+J1OlemrodS631GwWsOBlUFdzE2BFmWSqS5kdQNWnqECqKpFOXr0aJchqRcguj9UTdRU95q6x5wwYYJ76aeSCaXSZKpSPHqp5h23vqdy9jJ1dT8jb92PRg0ge/1S90G6N1JGv7KnlYGp+yZvBnAF+/UbW6yT/uTSUUkTqveppucjJVOo6TqvAKqyNL1h3CoRoH5c7MPTS+X7xXGUpgABwNI8rxxVDgT8b/VVP0nBkExFlzWcTVkCuinRsppV1X+D4t9FpcWr4LXWpyzAPn36pL04FstNRi69Up1ePaBp1kWZq2lIoM5BMWerBY8zKVOt1xtyrhtnZaqoqZaQbsT0oOs1DfvSEHYN/dWwat0EK5OoWFtShmEfIpQxpCzghx9+2JF5WSzF6pdqv5My1brlpUwAZafqAUAPWqqZFaylqrpMqr+oIH/Pnj3dTK3FnFWZlGGmfun/zmvSlWIfTpntO5SUqbajmVQVbFE/q1evngukpAo4KxCtQIz6pzfUWtlJpdCS8gz726kXJnpBNWXKFNOLPdmXQlAgiUCLd1+je0cFTBSc1Qs7DTnXPZDX52StZXX90dBLNV3DVcYm7Hko1r6rfqMSPLpGbLnllu7FW9RJZPxGCrJqhI6+47of0t/UdG3SC4Go6y4W1ziOwdI8urfUrN7KSNWLet1v6rdUTaNL9O+l6lgs55v9LA8BAoDlcZ45ygQE9NZKN1DKxlM2j264Mg2f0JstvXFV4WA9KOgmLTh7qndzoTeVmnRBN216C6ZhDBqqpZsK/8VR/65hHMXQcuHlHXcwqKchgBqSoeEwyqbUxBYKImjWxlJqSZrKSf1SQ1uCN166aVPfVv9UdqCCMRrGpowhZaHq/4u1JWkYNAj2S2UA33///S6jVw8MyhzScOtSa0mbqt+pZqKGSstUD1gKTuv3V/XDFBhQsF8PYposQLXBiuV3Md25T9rQvx2vX6r+mJd54Q2ZzvQSq9j7adKm+g3UdUV9UAEpBQQ1KkAvUHQNUjBG9Wc1THDzzTd31+90IwWK0TZpT79BsB/quqTvuDJWvVEEevFUykGr6gZadI+o+0fVA9R1WwEU/btGQWjGeg3d1stQ/b/qKeoarnvMUm8KMullvYKAP/30k/u+apiuZgeO0tTnNLGcfj8VRPRq+OqFk17sq+xMKbe4jrr30bOPhkkfddRRrm/qd9J7KaoXKnIs5hIepXz+ObbSFCAAWJrnlaPKkYACH6pJo2EouhHYaaedMt6Qqoi9hlvopkxBAM1YGSxuq4czDSXQUCE9LOjtrR7O9JZWrZgvjrnw8p9aZWXoxkzO3s2EAgG62S212X+9407SVDfHyrjy16j0P4j5H7ZUtFmZrKXQkjQMeshMWZPql3fffXdFv1RASwEE1WoqxZaUqdf/ZKiHAv0WehOu6LdTGasKDqip4LqGCMq2FFpShuksdO1S5o+GpOtao5dYpd6SNNXLPwXwH3roIcemoX4KtmjouvqoMlXVNNuq7g9KZeivv48k6Rnse/ruq56dah37fzsVtNEQzlIPWkUNtPivzxrSr9lwlV2lvqhZ1PU/1YxW5qaaXvRp8hVlTJdLUw1AldXR/bVKSuh7qaGoYTNJFdhX5qn+p6HWmnBKTcFEvXD2JgIsdc84jp999pl7VtL/b7LJJm7CL/1PTSU8dL+u6zoNAQRqToAAYM1Zs6UiFvAeSlWHT2/79OZPgTpl9GSqxafZfPXApTfnuulSnScF9PxNNxiaVUw3aZrc48cffzQNZy3mi2OuvGSlwIomCdANibLY9M/eTZnqhihbrZiHAqb7miRlqof+VDdbwRnZvP0opSHUSRkGv8fqf3pwfeGFF1z/1I2u6lVpyJCaZqbW70UpzmyXC1P/g61qB+lliCYIUbC6WbNm7uFNL01kWgoPDrkwTPU7outKhw4dXP/s0aOHm8xKD8Wl2JI01fXEy/ZX8FTBKAUUgk3Z0nqg1cu+UuiX/uNL0jPVPZBKIygrSNl+ul/yrumy1gsqDW8th1adQIt3jdaw80cffdTVi9ZMuGq6P9VICA33l2XQvtRNZaPvqspwqFafgvIKOIV9Eecfhi4rZbIps1dDisupxXHUixHN7q3rtvcyr1wdy6nPcKyFLUAAsLDPD3tXYAJ6u6ohP96MVspQ0TCLdE0BAL0l1A2HmoasaVIQf1BFwzI0O5lXqL2UbjKS9tIbcmX6KatSTQ9cCqposhHVRgx7U1dg3SrS7iRl6g+ylPKwqlS4SRl632MNL9IMyv3796/YnLKDNEugAtL0y6pnIcxvo/9TekGi77/MNYQr6jCuSF+yPC2cdL9MFcDRbPMKVqtkQps2bfJ0pDW32aRM/ZnRCk7JT7Ouqp6bhqGrfIeGqLdq1armDi4PW0rK038PpH9WUEUvSvTPyqrScF8FrMrht9N/GuMEWrz1KHtafVMZk3qhrJfP/rq+eeg2KTfp3Xfk+v5DL4pVgkeTRum6rEl6VCtR947Zti0/XcNVyuOuu+5y9/+F1grd8ZVXXnGjR/TiSfWkVeevFLOjC61fsD8IZBIgAEj/KHmBJC+OemjVEAJvogkVVVdGoIZapLuRGD58uJt9TJ9VZoAmpwg+2B5//PGuvohu0lScPZ8Xx0L3Uk1FbxZVPXipzqJX16pQO3Ohmxaqm3+/Ct1QLwX03VXNJT20KtCizN5CboVuKrtsD2j59i0GQ89IwQUFBwo9eFrIpqlenOgFQKaRAPTR9PdAnqdGSyibX5lr3bp1K8gSHkn2y0x9oroBK+8lctjhrfnul8pI1hDlmmgKiGrEjjeRja7Vehnvb3rBpEzT4DVHfVKZqYXaCtXRe2ny888/u1l9NfxX9f9oCCCQfwECgPk/B+xBjgWSvjgqUKfhBCr4reL0KlKth/1g824iVDBcD1x6+FLgSsFA/9tvDb1UXRbdtOkGJd+t0L3kIzP9r1iGBRWDab77XbbtF4OhHhQUDNBQ/mJoxWBa6I4YJn+GisW0WMojFItnoU9Ik7Rjpm9OnIBV8t/IZNc4ZswYNxGJAkPKKFV9uF122cVlzCuQnuRLH29dqjmnerLey3u9iD///PNdAFL36LqvVxBatf10L57kPiSr9+faisFRE4Ao67LQv9u5OkesF4FCFSAAWKhnhv2KLZCri6OG/zzwwAN2xhlnuIuaalHpZkK1lYIPBPq7Mi6UpabC1pqNTHVuvObdZBTCg0QxeMXuFDW8Akzjg2MY3zC4Bkzjm2IY35B+mbyhf4300WR8c+WYau9KOWClLPkBAwa4WrnBpqBb37593Qv1tm3bJnPiAmvR7L2qJ6ngqmbp1rDg9ddf39Xm1pD+OXPmuJmnC31WXxxz0j1YKQJlJUAAsKxOd3kcbE1cHFUY+JJLLnF1QTQ0QEN277zzTldzRcE8FQz3ioaroPUee+xhy5cvtyeffNLd5BRSwyv5s4FpfFMM4xsG14BpfFMM4xvSL5M39K+RPpqMb004ZtrTUglY6Rg//vhjVyNXI2dUL/Poo492986amGPSpEmmCUzUNMv07bff7oaBh2nKMNPEKSrDo9m3MwVVtawmlPJK8qh0jP6bnNU0q7wyEzWzd6E2HAv1zLBfCBSXAAHA4jpf7G0WgVxfHDVcQHUs1DR0oVevXjZ//nz372effbar8eefgVazVmpWQL1d3HTTTe3FF190BcO94GC+TyheyZ8BTOObYhjfMLgGTOObYhjfkH6ZvKF/jfTRZHxz7VguASvvbKj2m0rgaOKhIUOGuIlJNDuxmmoeKig3btw4VytbL8xVM07DgjONjtE5UrBw6NChrrbcRRddlHWW44kTJ7rJZvRiXvfhyrhU00QfeqlfKPfm6Xoxjsl8v1kLAuUuQACw3HtAiR1/TVwcNdts/fr1nZyGMpx88smudoiaprbX0OAmTZq4+iaPPfaYywxUUFAzBp9yyikFJY5X8qcD0/imGMY3DK4B0/imGMY3pF8mb+hfI300Gd+acCyHgJXOhsrgKKNPs8CqfrZm4dVoGTXdJysQOHv2bLvjjjvcRFqq7ayyOSq1o3vpYBBQNfseeeQRN5usZjRXUxkezRqtenOpml7Gv/vuuzZq1CgbOXKkqSagWr9+/dwM1IU+MRKOyXyvWQsCCKwUIABITygZgXzdZCjIpzeQmupeTcE+zSambEFNCqCmt5m62WvQoEHBeOOV/KnANL4phvENg2vANL4phvEN6ZfJG/rXSB9Nxjdfjv69L4WAlXc8GvbbvXt3968TJkywHj16pJwUQvW1lfU3ZcoUdx+tSfGuvPLKigk5NMHW008/bTfddJPL4FPr3LmzC+DtuOOOaU/+9OnTXdDviSeeMA3rVtt6663depSJWCwNx2I5U+wnAoUvQACw8M8RexhSoKYvjv5Zwr755huX4Td27FibOXOmC/TpLWb79u3dW8kddtgh5FHU3GJ4JW+NaXxTDOMbBteAaXxTDOMb0i+TN/SvkT6ajG9NOwb3ulQCVt5xKetONf9WW201u/vuu+3ggw+ucqK8LD9l6ak2n/5d2X8aFtypUye3vIb8brnllu6fGzdu7CbUU11BNd2P63+aTCTYNFKnT58+7j83atTIfe74449PprPU4FpwrEFsNoVAiQsQACzxE1xOh5evi6N/eMKiRYtcbcA11ljDfv31V9t2220L9hTglfypwTS+KYbxDYNrwDS+KYbxDemXyRv610gfTcY3X47e3pdKwMp7Sf7GG2+4rD+1hx9+2A499NCUtf285VVPW/UC1Q455BA33NdrxxxzjJtERLMF6z5bTffa3pDidD1A9boVSPR/Lpnekvu14Jh7Y7aAQLkJEAAstzNegsdbSBfHYuDFK/mzhGl8UwzjGwbXgGl8UwzjG9Ivkzf0r5E+moxvITkWU8DKPxom1ZlQ5p6Cfprpd//993d1+FI172W6hj9rNmBNDrLuuuu6WoC77767+8hvv/3mMgnDBv684KCGD3sBw2R6S/JrwTF5U9aIAAKpBQgA0jOKRqCQL46FiIhX8mcF0/imGMY3TBdQSbfmfD6AJX+0uVkj/TJ5V0yTNcUzGc9CdiyGgJVGuWhI70EHHWQDBgzImoG3cOFCO+yww+zVV1915XFeeuklV7sv1Qy/XoBPGYDKBFQtwGOPPdZuueUWN7zXO3eZZgdOppfkfi045t6YLSCAAAFA+kCRCXBxjHbC8IrmFWZpTMMoZV4Gw/iGwTVgGt8Uw/iG9MvkDf1rpI8m44tjMo4KTmpSjiuuuMKtcO2113ZZenXq1EkZzNMyXsBOtbD1uXr16tkJJ5zgJuBI1bzlFQhs0aKFzZ8/33bbbTe77bbbrHXr1skcSJ7XgmOeTwCbRwABZgGmDxSeABfHaOcEr2heYZbGNIxS5mUwjG8YXAOm8U0xjG9Iv0ze0L9G+mgyvjgm46i1KIh63XXX2bBhw9xK69evb8uXL7ezzjrL1etLl5Hn/fclS5ZYs2bNbMWKFbbNNtu4z2jm3lSf8/6b6vVddNFFLmtw4sSJ1qFDh4qAYnJHVrNrwrFmvdkaAgikFmAIMD2joAS4OEY7HXhF8wqzNKZhlDIvg2F8w+AaMI1vimF8Q/pl8ob+NdJHk/HFMRlHrUWT2w0aNMgefPBB+/rrr61Vq1b2/fff24IFC9xGPvroI2vTpk2l+nz+rXvDepUBqExABfQOP/xwGzJkiNWuXTttUO/JJ5+0U045xb766iu7/vrr3ZDgYm44FvPZY98RKC0BAoCldT6L+mi4OEY7fXhF8wqzNKZhlDIvg2F8w+AaMI1vimF8Q/pl8ob+NdJHk/HFMRlHreXnn3+2c88912699Va30rZt27pAoIJzCuB9++23tscee9hzzz2XdaM6L126dLE5c+a4IOLFF19sRx11VNoA4LRp06xbt26uxuDgwYNdADBb/casO5GnBXDMEzybRQCBlAIEAOkYBSHAxTHaacArmleYpTENo5R5GQzjGwbXgGl8UwzjG9Ivkzf0r5E+mowvjsk4+tdy0kkn2ciRI61v375u6G6TJk1cbb4DDzzQ3nvvPZf59/TTT9tee+2VdUKQhx56yAX9NJNvp06d7NFHH7XmzZtXyh70gnyqL6gA4Lx58+yqq66ygQMHJn9wNbhGHGsQm00hgEBGAQKAdJCCEeDiGO1U4BXNK8zSmIZRyrwMhvENg2vANL4phvEN6ZfJGxJoSd6U73oypl4tvpkzZ9oLL7xgffr0sS222MJlBWro7tChQ+3SSy+tGBb8ySefuA1ny9JTIHHs2LFu2f3228+eeOKJih32f/axxx5zswdr9t+XX37ZevTokcyB1fBacKxhcDaHAAJZBQgAZiVigVwLcHGMJoxXNK8wS2MaRinzMhjGNwyuAdP4phjGN6RfJm/oXyN9NBlfHOM7ppvM44cffrC6deu6DXjL/PTTTy4L8KWXXjL9s1enz6v5F9wb77/Pnj3bZQv+5z//cRmD5513nssK3GqrrSo+8tlnn9mAAQNs9OjR1rFjRxs/frw1atTIBQOLoeFYDGeJfUSgfAUIAJbvuc/rkXNxjMaPVzSvMEtjGkYpXNAvuBQPC9W3pV9W3877JIbxDdMF/fiuJ2NLH8UxGYHqr2XZsmX24YcfVgT2NMtu2Ob132effdZOO+00U8BOWYGaGESBumyzAo8ZM8Zuu+02l9mnwKJmCFZNwDXWWMMFBR955BE3rLhx48au/qAyAQu14VioZ4b9QgCBdAIEAOkbORfg4hiNGK9oXmGWxjSMUuZlMIxvGFwDpvFNMYxvSL9M3tC/RvpoMr44JuOotSiopiG8ms1XNfYUtNMQWwXaDjnkkEgb0pDrESNG2PLly+2EE06wYcOGpQ0AekN89f8KPp544ommyT5WrFhhq6yyihs+rPqAyhasU6eOXXPNNXb66ae7vxViw7EQzwr7hAAC2QQIAGYT4u+xBLg4RuPDK5pXmKUxDaOUeRkM4xsG14BpfFMM4xvSL5M39K+RPpqML47JOGrSDs2mO2HCBLfCpk2b2jfffOMCbl7T0Fv9T1l56TL5tKw3pPeDDz6www8/3FQrUO3dd9+1bbbZJuuEIFpWE32MGzfO7rzzTps+fbpttNFGbh09e/Z09QW1D4XYcCzEs8I+IYBAWAECgGGlWC6SABfHSFxuJjVuyqKZZVsa02xC2f+OYXajqEtgGlWs6vIYxjcMrgHTZE3xTMYTx2QctZZvv/3WlK2nyTVatGjh7jnbtWtnDRo0sIcfftief/55F8RTBp5q9GlyjrA19/7xj3+4GYIVTNxxxx3ttddei7TjygD88ssv3TBiTTKimYELteFYqGeG/UIAgbACBADDSrFcaAEujqGp3IJ4RfMKszSmYZQyL4NhfMPgGjCNb4phfEP6ZfKG/jXSR5PxxTEZRy+L7/bbb7czzjjDBfjuu+8+N9RX/+wNr1Xwb//99zdN0qE6fJdddpkbftukSZO0O+Kte+HChXbAAQfYlClT3GcfffRR69evn/tn/zaSOaL8rAXH/LizVQQQSF6AAGDypmW7Ri6O0U49XtG8wiyNaRilzMtgGN8wuAZM45tiGN+Qfpm8oX+N9NFkfHFMxjG4FgXkRo0aZb1793bZfqn6rib10Gy+r776qgv8DR482I4++mhbffXVswYBFVQcOHCgffXVV24or2oL+tuSJUtcRmHDhg1zc4A1tFYcawiazSCAQM4ECADmjLZ8V8zFMdq5xyuaV5ilMQ2jlHkZDOMb8gCGYfICya+R73qypngm44ljMo5ai4bX7rbbbm6I75FHHmnDhw+vVN/PPznHyJEj7fzzz3cz+/bq1ctlAmpYb7rmfVY1AQ8++GB77rnn3KQeV1xxhV100UW2ePFiN9HH6NGjrVWrVi6gqElHirHhWIxnjX1GAIGgAAFA+kSiAlwco3HiFc0rzNKYhlHKvAyG8Q2Da8A0vimG8Q3pl8kb+tdIH03GF8dkHP1r2XLLLe3jjz+2U0891f75z39WmeDDC+QtXbrUbrvtNrvkkkvc8OC//e1vduGFF1rjxo3dLL2pZuT1JgR58cUX7ZRTTnHDiLWcgoGa3EM1BqdOnWr16tUzLbP99tsnf4A1tEYcawiazSCAQM4ECADmjLZ8V8zFMdq5xyuaV5ilMQ2jlHkZDOMbBteAaXxTDOMb0i+TNyTQkrwp3/Xopulm7VUW3mGHHWbjx4+3LbbYwt58801be+210wb0Pv30UzvxxBPdbMHt27e3a665xvr06ZN2h/zbPfPMM12Nwe+//97N4jt//nz3uTXXXNMuv/xyO/fcc6MfWA1/AscaBmdzCCBQowIEAGuUu3Q2xsUx2rnEK5pXmKUxDaOUeRkM4xsG14BpfFMM4xvSL5M39K+RPpqML47xHDWkV/X5Fi1aZAqY1q9f3026kSpTT5N+aAZgDcO98cYbbe+99067cU3e8dBDD9lxxx3nljnvvPNcFqBmDM7UNPT37rvvdsN/NSOwMgPVNPuw6gkWav0/HOP1Qz6NAALFJUAAsLjOV972lotjNHq8onmFWRrTMEqZl8EwvmFwDZjGN8UwviH9MnlD/xrpo8n44piM49tvv+2y8j788EPT5BoKALZu3dq23npru/rqq6158+ZuCK4CgQqyKiio4bh77bWX2wHV9fv73//uhuSma7NmzbK//vWvNnbsWGvTpo299NJLtuGGG6ZcfNmyZfb+++/bU089ZU888YQbAqym2oFDhgxx+1WIDcdCPCvsEwII5FqAAGCuhYt8/Vwco51AvKJ5hVka0zBKmZfBML5hcA2YxjfFML4h/TJ5Q/8a6aPJ+OKYjKOG8l5wwQV21113uRXWqVPHfvzxR5cF+Msvv7j/tssuu5iG4e67776VMgE///xzO/zww23ixInWpUsXl6nXrl27tDum9d18880um0/Dee+991475phjXFafAope03KaOOSqq65yNQbVNPRXswlrUpBCbDgW4llhnxBAoKYECADWlHSRbYeLY7QThlc0rzBLYxpGKfMyGMY3DK4B0/imGMY3pF8mb+hfI300GV8ck3HUWhS4U/Dv9ddfd9l9xx9/vO26666utp6CewrCqWafgoE77LCDm+lXgTgvYPfDDz+4bLyLL77YZQUOGjTIzjrrLBdEDDZvCPHLL79s/fv3dzMCK6Co7L7gJCBal4YLKzioduWVV7r9LNSGY6GeGfYLAQRqSoAAYE1JF9F2uDhGO1l4RfMKszSmYZQyL4NhfMPgGjCNb4phfEP6ZfKG/jXSR5PxxTEZR61lzpw5ds4559iYMWNc1p4CbH379nXBPy8gp9l7VedPs+w2bdrU1e3TZ/xNk38MHDjQBQo322wzFyTs3r17xh3t0KGDzZgxww488EAbMWKErbrqqlWCgAsWLLDHH3/cLZNumHByGtVfE47Vt+OTCCBQOgIEAEvnXCZyJFwcozHiFc0rzNKYhlHKvAyG8Q2Da8A0vimG8Q3pl8kb+tdIH03GF8dkHLUW1dfbf//9Tdl4devWtdtvv90NrVXwT03ZevqfAnPTpk2zbbbZxv13Tbxx0003uQw/L6Pv559/dhOAXHvttaaAobIINbmHagYGmyYCqVWrlluPhgtr9uAPPvjA/bdibDgWwdyVFgAAF89JREFU41ljnxFAIBcCBABzoVqk6+TiGO3E4RXNK8zSmIZRyrwMhvENg2vANL4phvEN6ZfJG/rXSB9NxhfHZBy9tWgIr7L1NJz61ltvrZiZN7gVBfk0zFdDdRUs7Nq1qynjz2teEFB1+jRM9+GHH3YBRWUTnn766bb22mu7ocEKJPpbr1697LXXXnOzBo8aNcrV/wsuk+wR52ZtOObGlbUigEDxCRAALL5zlrM95uIYjRavaF5hlsY0jFLmZTCMbxhcA6bxTTGMb0i/TN7Qv0b6aDK+OCbj6F+LhuxqQg4F7ZT55wXzgltasWKF9ejRw6ZOnepm3tXMvQ0bNqyyQxomrFmANbR38803d3X+zj///EoBQG1j+vTpbuZg1RjUjMDKKCzmhmMxnz32HQEEkhIgAJiUZImsh4tjtBOJVzSvMEtjGkYp8zIYxjcMrgHT+KYYxjekXyZvSKAleVO+68mbLlmyxBo3bpx2xd5kH71797bx48e72n6TJk2qtLwXONTMvWPHjrUDDjjA/V11BO+44w7bZ599bP311zcFEhctWmTXXXed3XbbbdayZUsbPXq0bbXVVskfWA2vEccaBmdzCCBQcAIEAAvulOR/h7g4RjsHeEXzCrM0pmGUMi+DYXzD4BowjW+KYXxD+mXyhv410keT8cUxGUf/WlIN0fX/XUG7Tp062fz58+2UU05x9QLTZQvqcxoKPGzYMLd8/fr13azBmkG4QYMGNnnyZPc/Dfe9+uqr7eyzz3bDf4OzACd/lLlfI465N2YLCCBQuAIEAAv33OR1z7g4RuPHK5pXmKUxDaOUeRkM4xsG14BpfFMM4xvSL5M3JNCSvCnf9eRNM61Rk68o8+/LL790w3U1bDdV886LMgGVLajZglUbUMFCNQX59M9NmjRxk4YcddRRNXsged4ajnk+AWweAQRyKkAAMKe8pbtyLo7Rzi1e0bzCLI1pGKXMy2AY3zC4Bkzjm2IY35B+mbyhf4300WR8cUzG0VvLq6++arvssov7Vw3/VTAwUwag97nZs2e75ceMGWMaSlyvXj1XQ1CTg2iikHJrOJbbGed4ESgvAQKA5XW+EztaLo7RKPGK5hVmaUzDKGVeBsP4hsE1YBrfFMP4hvTL5A39a6SPJuOLYzKO3lo0kYfq9rVq1cpef/11W2eddSJtwMsM/PHHH61OnTqRPltKC+NYSmeTY0EAgaAAAUD6RLUEuDhGY8MrmleYpTENo5R5GQzjGwbXgGl8UwzjG9Ivkzf0r5E+mowvjsk4KnCnYbt77LGHG9K777772qhRo1z9vqgtTMZg1HUWy/I4FsuZYj8RQCCOAAHAOHpl+FkujtFOOl7RvMIsjWkYpczLYBjfMLgGTOObYhjfkH6ZvKF/jfTRZHxxTMbRW4uCdpq5t127dqbhvJdffrldfPHFlqoGoyYKadq0acq/JbtXxbc2HIvvnLHHCCAQXYAAYHSzsv4EF8dopx+vaF5hlsY0jFLmZTCMbxhcA6bxTTGMb0i/TN7Qv0b6aDK+OCbj6F+LhvzuuOOO7j8999xzLhvQn82nmX7vv/9+GzlypD3zzDO28cYbh6oPmPyeFvYacSzs88PeIYBAfAECgPENy24NXByjnXK8onmFWRrTMEqZl8EwvmFwDZjGN8UwviH9MnlDAi3Jm/JdT9b0kksusSuvvNI22WQTe+WVV6xFixZuA9999509/fTTdv3119u0adPcf8s0Q3Cye1V8a8Ox+M4Ze4wAAtEECABG82JpM+PiGK0b4BXNK8zSmIZRyrwMhvENg2vANL4phvEN6ZfJG/rXSB9NxhfHZBx//fVXq1Wrlh1wwAFuFl/NAqw6gPrvmtlXwT4FANWaNWtmN9xwg/Xr1y+ZjZfQWnAsoZPJoSCAQEYBAoB0kNACXBxDU7kF8YrmFWZpTMMoZV4Gw/iGwTVgGt8Uw/iG9MvkDf1rpI8m44tjMo7+tfz222/Wpk0bmzVrlg0cONBOPfVUu/rqq23YsGGu1p/aFVdcYRdddFHyGy+hNeJYQieTQ0EAgbQCBADpHJEEuDhG4jK8onmFWRrTMEqZl8EwvmFwDZjGN8UwviH9MnlDAi3Jm/JdT9b0jTfesJ49e7pZf7t27Wpz5861efPmuY0cdthhdt1119mGG26Y7EZLcG04luBJ5ZAQQKCKAAFAOkUkAS6OkbgMr2heYZbGNIxS5mUwjG8YXAOm8U0xjG9Iv0ze0L9G+mgyvjgm4+it5ZZbbrEBAwZY7dq17aeffnL/edttt7Wbb77ZunfvnuzGSnhtOJbwyeXQEECgQoAAIJ0hkgAXx0hchlc0rzBLYxpGKfMyGMY3DK4B0/imGMY3pF8mb+hfI300GV8ck3H01jJjxgzr0KGD+9dGjRq5jL/+/fsnu5EyWBuOZXCSOUQEEDACgHSCSAJcHCNxGV7RvMIsjWkYpczLYBjfMLgGTOObYhjfkH6ZvKF/jfTRZHxxTMbRvxZN/tG2bVu78cYbbY011kh+A2WyRhzL5ERzmAiUsQABwDI++dU9dC6O0eTwiuYVZmlMwyhlXgbD+IbBNWAa3xTD+Ib0y+QNCbQkb8p3PVlT1VVcbbXVkl1pGa4NxzI86RwyAmUmQACwzE54EofLxTGaIl7RvMIsjWkYpczLYBjfMLgGTOObYhjfkH6ZvKF/jfTRZHxxTMaRtSCAAAIIIBBFgABgFC2WRQABBBBAAAEEEEAAAQQQQAABBBBAoMgECAAW2QljdxFAAAEEEEAAAQQQQAABBBBAAAEEEIgiQAAwihbLIoAAAggggAACCCCAAAIIIIAAAgggUGQCBACL7ISxuwgggAACCCCAAAIIIIAAAggggAACCEQRIAAYRYtlEUAAAQQQQAABBBBAAAEEEEAAAQQQKDIBAoBFdsLYXQQQQAABBBBAAAEEEEAAAQQQQAABBKIIEACMosWyCCCAAAIIIIAAAggggAACCCCAAAIIFJkAAcAiO2HsLgIIIIAAAggggAACCCCAAAIIIIAAAlEECABG0WJZBBBAAAEEEEAAAQQQQAABBBBAAAEEikyAAGCRnTB2FwEEEEAAAQQQQAABBBBAAAEEEEAAgSgCBACjaLEsAggggAACCCCAAAIIIIAAAggggAACRSZAALDIThi7iwACCCCAAAIIIIAAAggggAACCCCAQBQBAoBRtFgWAQQQQAABBBBAAAEEEEAAAQQQQACBIhMgAFhkJ4zdRQABBBBAAAEEEEAAAQQQQAABBBBAIIoAAcAoWiyLAAIIIIAAAggggAACCCCAAAIIIIBAkQkQACyyE8buIoAAAggggAAC1RG47LLL7PLLL3cf/eOPP6qzCj6DAAIIIIAAAgggUKQCBACL9MSx2wgggAACCCCAQBQBAoBRtFgWAQQQQAABBBAoLQECgKV1PjkaBBBAAAEEECgzgfvuu8+OO+44d9SzZ8+25s2bpxQgAFhmHYPDRQABBBBAAAEEfAIEAOkOCCCAAAIIIIBAEQuEDQAW8SGy6wgggAACCCCAAAIxBQgAxgTk4wgggAACCCCAQD4FCADmU59tI4AAAggggAACxSFAALA4zhN7iQACCCCAAAIIpBQgAEjHQAABBBBAAAEEEMgmQAAwmxB/RwABBBBAAAEEClDg1VdftV69emXds1deecV23nlny1YDULUD586da8ccc4wpqPjee+/ZDTfcYBMmTLBFixbZRhttZPvss49dcMEF1rRp04rtvvHGG3bTTTfZW2+9ZQsXLnTLHXTQQXbRRRdZgwYNMu6fZiMeNWqUPfLIIzZlyhT7+uuvrU6dOrb55ptb37597cwzz7SGDRtmPUYWQAABBBBAAAEEEMgsQACQHoIAAggggAACCBShQC4DgLvuuqudcMIJ9vPPP1eRad26tb322mu2/vrr2/XXX2/nnXeeKZAXbJ06dXLL1a9fP6Wugn3777+/vf7662n111tvPXvyySeta9euRXiG2GUEEEAAAQQQQKBwBAgAFs65YE8QQAABBBBAAIHQAt9//72b9VcBMmXbqY0bN8423HDDSuto0aKF1atXL3QG4NZbb20zZ860Vq1a2TnnnGPt27e3ZcuW2T333GMPPvigW/cRRxxhBx54oB1wwAG2/fbbu0y9Nm3auEzBW265xZ599lm33Pnnn2+DBw+uckza9+22284++ugjq127tpvFeM8997SNN97Y9DdlHd544422ePFia9SokU2dOtU23XTT0DYsiAACCCCAAAIIIFBZgAAgPQIBBBBAAAEEEChigbA1AMMOARZF9+7d7cUXX7S6detWkjn44IPtscces9VWW83WXnttNwT50Ucfdf/utd9++8169OhhkydPtiZNmtiXX35ptWrVqrQeBQxvu+02t47x48fbtttuW+UMaDhyt27dbMGCBXbkkUfaAw88UMRniV1HAAEEEEAAAQTyK0AAML/+bB0BBBBAAAEEEIglkIsAoDIA27ZtW2W//MOOFRycN2+eNW7cuMpy9957r/Xv39/992nTplmHDh0qllGWoDL9VqxYYUOGDLGzzjor7fHfcccddtppp9nqq69uS5curRKQjAXHhxFAAAEEEEAAgTISIABYRiebQ0UAAQQQQACB0hNIOgDYsWNHe//991NCLVmyxGX1qe277742ZsyYlMtpApHOnTu7v40ePdr222+/iuUeeughl9Gnpuw+1RJM1z788ENr166d+7OGBe+4446ldwI5IgQQQAABBBBAoAYECADWADKbQAABBBBAAAEEciWQdACwX79+NnLkyJS7+/vvv1cM9z333HPt2muvTbncrFmzrGXLlu5vw4cPt6OOOqpiuQEDBtjNN98cmUP7pH2jIYAAAggggAACCEQXIAAY3YxPIIAAAggggAACBSOQdADwmGOOMa0zXVtllVXcny699FI3sUiqNmfOHNPkI2oaDnzsscdWLKYJRB5++OHIfton7RsNAQQQQAABBBBAILoAAcDoZnwCAQQQQAABBBAoGIFiCwAeeuihbuIQzf777rvvhnZs1qyZNWzYMPTyLIgAAggggAACCCDwpwABQHoDAggggAACCCBQxALFFgA8/fTT7fbbb3fiX3zxhW2wwQZFrM+uI4AAAggggAACxSFAALA4zhN7iQACCCCAAAIIpBS4//77K4bYzp4925o3b55yOQ3Xvfzyy93f/vjjjyrL6HNz5851w2xzOQT47rvvthNPPNFtn2G9dGoEEEAAAQQQQKBmBAgA1owzW0EAAQQQQAABBHIioOG0Glar9vHHH1ubNm0KOgD4+eefu/qAv/zyi2nG4Xfeecdq1aqVExtWigACCCCAAAIIILBSgAAgPQEBBBBAAAEEEChigQkTJljPnj3dEYwdO9b23HPPgg4AaudOPvlkGzZsmNvP/v3725133pk2CLhw4UJ76qmn7IQTTijis8SuI4AAAggggAAC+RUgAJhff7aOAAIIIIAAAgjEEli2bJmtu+66tmLFCuvUqZMNGjTIDQNeddVV3Xo32mgjq1OnjpuxtxCGAGufli9fbt26dbMZM2a4fdxyyy3tpJNOss6dO1v9+vVt6dKl9uGHH9r48ePt2Weftfbt27tMQRoCCCCAAAIIIIBA9QQIAFbPjU8hgAACCCCAAAIFI3D++efbtddem3J/XnnlFdt5550LKgCoHV2yZIkdccQR9vzzz2d17NWrl7388stZl2MBBBBAAAEEEEAAgdQCBADpGQgggAACCCCAQJELaFKPf/3rXzZ8+HCXOfftt9/ab7/95o6qUAOAHrkCew8++KBNmjTJFixY4DIZ11prLWvZsqV16dLF9tprL+vdu7etttpqRX6W2H0EEEAAAQQQQCB/AgQA82fPlhFAAAEEEEAAAQQQQAABBBBAAAEEEMi5AAHAnBOzAQQQQAABBBBAAAEEEEAAAQQQQAABBPInQAAwf/ZsGQEEEEAAAQQQQAABBBBAAAEEEEAAgZwLEADMOTEbQAABBBBAAAEEEEAAAQQQQAABBBBAIH8CBADzZ8+WEUAAAQQQQAABBBBAAAEEEEAAAQQQyLkAAcCcE7MBBBBAAAEEEEAAAQQQQAABBBBAAAEE8idAADB/9mwZAQQQQAABBBBAAAEEEEAAAQQQQACBnAsQAMw5MRtAAAEEEEAAAQQQQAABBBBAAAEEEEAgfwIEAPNnz5YRQAABBBBAAAEEEEAAAQQQQAABBBDIuQABwJwTswEEEEAAAQQQQAABBBBAAAEEEEAAAQTyJ0AAMH/2bBkBBBBAAAEEEEAAAQQQQAABBBBAAIGcCxAAzDkxG0AAAQQQQAABBBBAAAEEEEAAAQQQQCB/AgQA82fPlhFAAAEEEEAAAQQQQAABBBBAAAEEEMi5AAHAnBOzAQQQQAABBBBAAAEEEEAAAQQQQAABBPInQAAwf/ZsGQEEEEAAAQQQQAABBBBAAAEEEEAAgZwLEADMOTEbQAABBBBAAAEEEEAAAQQQQAABBBBAIH8CBADzZ8+WEUAAAQQQQAABBBBAAAEEEEAAAQQQyLkAAcCcE7MBBBBAAAEEEEAAAQQQQAABBBBAAAEE8idAADB/9mwZAQQQQAABBBBAAAEEEEAAAQQQQACBnAsQAMw5MRtAAAEEEEAAAQQQQAABBBBAAAEEEEAgfwIEAPNnz5YRQAABBBBAAAEEEEAAAQQQQAABBBDIuQABwJwTswEEEEAAAQQQQAABBBBAAAEEEEAAAQTyJ0AAMH/2bBkBBBBAAAEEEEAAAQQQQAABBBBAAIGcCxAAzDkxG0AAAQQQQAABBBBAAAEEEEAAAQQQQCB/AgQA82fPlhFAAAEEEEAAAQQQQAABBBBAAAEEEMi5AAHAnBOzAQQQQAABBBBAAAEEEEAAAQQQQAABBPInQAAwf/ZsGQEEEEAAAQQQQAABBBBAAAEEEEAAgZwLEADMOTEbQAABBBBAAAEEEEAAAQQQQAABBBBAIH8CBADzZ8+WEUAAAQQQQAABBBBAAAEEEEAAAQQQyLkAAcCcE7MBBBBAAAEEEEAAAQQQQAABBBBAAAEE8idAADB/9mwZAQQQQAABBBBAAAEEEEAAAQQQQACBnAsQAMw5MRtAAAEEEEAAAQQQQAABBBBAAAEEEEAgfwIEAPNnz5YRQAABBBBAAAEEEEAAAQQQQAABBBDIuQABwJwTswEEEEAAAQQQQAABBBBAAAEEEEAAAQTyJ0AAMH/2bBkBBBBAAAEEEEAAAQQQQAABBBBAAIGcCxAAzDkxG0AAAQQQQAABBBBAAAEEEEAAAQQQQCB/AgQA82fPlhFAAAEEEEAAAQQQQAABBBBAAAEEEMi5AAHAnBOzAQQQQAABBBBAAAEEEEAAAQQQQAABBPInQAAwf/ZsGQEEEEAAAQQQQAABBBBAAAEEEEAAgZwLEADMOTEbQAABBBBAAAEEEEAAAQQQQAABBBBAIH8CBADzZ8+WEUAAAQQQQAABBBBAAAEEEEAAAQQQyLkAAcCcE7MBBBBAAAEEEEAAAQQQQAABBBBAAAEE8idAADB/9mwZAQQQQAABBBBAAAEEEEAAAQQQQACBnAsQAMw5MRtAAAEEEEAAAQQQQAABBBBAAAEEEEAgfwIEAPNnz5YRQAABBBBAAAEEEEAAAQQQQAABBBDIuQABwJwTswEEEEAAAQQQQAABBBBAAAEEEEAAAQTyJ0AAMH/2bBkBBBBAAAEEEEAAAQQQQAABBBBAAIGcCxAAzDkxG0AAAQQQQAABBBBAAAEEEEAAAQQQQCB/AgQA82fPlhFAAAEEEEAAAQQQQAABBBBAAAEEEMi5AAHAnBOzAQQQQAABBBBAAAEEEEAAAQQQQAABBPInQAAwf/ZsGQEEEEAAAQQQQAABBBBAAAEEEEAAgZwLEADMOTEbQAABBBBAAAEEEEAAAQQQQAABBBBAIH8CBADzZ8+WEUAAAQQQQAABBBBAAAEEEEAAAQQQyLkAAcCcE7MBBBBAAAEEEEAAAQQQQAABBBBAAAEE8idAADB/9mwZAQQQQAABBBBAAAEEEEAAAQQQQACBnAsQAMw5MRtAAAEEEEAAAQQQQAABBBBAAAEEEEAgfwIEAPNnz5YRQAABBBBAAAEEEEAAAQQQQAABBBDIucD/A5ZmbX93wS7ZAAAAAElFTkSuQmCC\" width=\"640\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<matplotlib.axes._subplots.AxesSubplot at 0x31daea210>"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"plt.figure()\n",
"Gt_df[Gt_df.DF_UID == 2050].tilted_irradiance.plot()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Check PV output"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
"pv_pot = xr.open_dataset('files/test/pv_potential_test.nc')"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<pre>&lt;xarray.Dataset&gt;\n",
"Dimensions: (DF_UID: 500, day: 31, timestamp: 154)\n",
"Coordinates:\n",
" * DF_UID (DF_UID) int64 2050 2051 2052 2053 ... 2553 2554 2555 2556\n",
" * day (day) int64 1 2 3 4 5 6 7 8 9 ... 23 24 25 26 27 28 29 30 31\n",
" * timestamp (timestamp) datetime64[ns] 2001-01-15T07:00:00 ... 2001-12-15T15:00:00\n",
"Data variables:\n",
" pv_potential (DF_UID, timestamp, day) float32 ...\n",
" yearly_PV_kWh (DF_UID) float32 ...\n",
" time (day, timestamp) datetime64[ns] ...</pre>"
],
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (DF_UID: 500, day: 31, timestamp: 154)\n",
"Coordinates:\n",
" * DF_UID (DF_UID) int64 2050 2051 2052 2053 ... 2553 2554 2555 2556\n",
" * day (day) int64 1 2 3 4 5 6 7 8 9 ... 23 24 25 26 27 28 29 30 31\n",
" * timestamp (timestamp) datetime64[ns] 2001-01-15T07:00:00 ... 2001-12-15T15:00:00\n",
"Data variables:\n",
" pv_potential (DF_UID, timestamp, day) float32 ...\n",
" yearly_PV_kWh (DF_UID) float32 ...\n",
" time (day, timestamp) datetime64[ns] ..."
]
},
"execution_count": 11,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"pv_pot"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [],
"source": [
"roofs_w_pot = pd.concat([roofs_w_pot, pv_pot.yearly_PV_kWh.to_dataframe()], axis = 1)"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>FLAECHE</th>\n",
" <th>NEIGUNG</th>\n",
" <th>AUSRICHTUNG</th>\n",
" <th>panel_tilt</th>\n",
" <th>yearly_kWh_m2</th>\n",
" <th>yearly_PV_kWh</th>\n",
" </tr>\n",
" <tr>\n",
" <th>DF_UID</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>2050</th>\n",
" <td>10.823093</td>\n",
" <td>25</td>\n",
" <td>-21.0</td>\n",
" <td>25</td>\n",
" <td>1123.698486</td>\n",
" <td>44.697376</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2051</th>\n",
" <td>51.853716</td>\n",
" <td>40</td>\n",
" <td>-23.0</td>\n",
" <td>40</td>\n",
" <td>1024.936768</td>\n",
" <td>1950.453369</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2052</th>\n",
" <td>49.702009</td>\n",
" <td>43</td>\n",
" <td>157.0</td>\n",
" <td>43</td>\n",
" <td>551.977783</td>\n",
" <td>1171.615356</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2053</th>\n",
" <td>18.724942</td>\n",
" <td>0</td>\n",
" <td>0.0</td>\n",
" <td>30</td>\n",
" <td>1016.363892</td>\n",
" <td>55.212894</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2054</th>\n",
" <td>54.091950</td>\n",
" <td>46</td>\n",
" <td>168.0</td>\n",
" <td>46</td>\n",
" <td>499.927795</td>\n",
" <td>345.290955</td>\n",
" </tr>\n",
" <tr>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2551</th>\n",
" <td>12.929456</td>\n",
" <td>39</td>\n",
" <td>118.0</td>\n",
" <td>39</td>\n",
" <td>644.477722</td>\n",
" <td>62.890789</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2553</th>\n",
" <td>108.510771</td>\n",
" <td>37</td>\n",
" <td>28.0</td>\n",
" <td>37</td>\n",
" <td>1094.246948</td>\n",
" <td>7662.101074</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2554</th>\n",
" <td>0.018910</td>\n",
" <td>46</td>\n",
" <td>-152.0</td>\n",
" <td>46</td>\n",
" <td>525.529480</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2555</th>\n",
" <td>70.755295</td>\n",
" <td>46</td>\n",
" <td>-152.0</td>\n",
" <td>46</td>\n",
" <td>499.604889</td>\n",
" <td>1386.452148</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2556</th>\n",
" <td>49.314219</td>\n",
" <td>35</td>\n",
" <td>28.0</td>\n",
" <td>35</td>\n",
" <td>1108.137085</td>\n",
" <td>2463.930908</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>500 rows × 6 columns</p>\n",
"</div>"
],
"text/plain": [
" FLAECHE NEIGUNG AUSRICHTUNG panel_tilt yearly_kWh_m2 \\\n",
"DF_UID \n",
"2050 10.823093 25 -21.0 25 1123.698486 \n",
"2051 51.853716 40 -23.0 40 1024.936768 \n",
"2052 49.702009 43 157.0 43 551.977783 \n",
"2053 18.724942 0 0.0 30 1016.363892 \n",
"2054 54.091950 46 168.0 46 499.927795 \n",
"... ... ... ... ... ... \n",
"2551 12.929456 39 118.0 39 644.477722 \n",
"2553 108.510771 37 28.0 37 1094.246948 \n",
"2554 0.018910 46 -152.0 46 525.529480 \n",
"2555 70.755295 46 -152.0 46 499.604889 \n",
"2556 49.314219 35 28.0 35 1108.137085 \n",
"\n",
" yearly_PV_kWh \n",
"DF_UID \n",
"2050 44.697376 \n",
"2051 1950.453369 \n",
"2052 1171.615356 \n",
"2053 55.212894 \n",
"2054 345.290955 \n",
"... ... \n",
"2551 62.890789 \n",
"2553 7662.101074 \n",
"2554 0.000000 \n",
"2555 1386.452148 \n",
"2556 2463.930908 \n",
"\n",
"[500 rows x 6 columns]"
]
},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"roofs_w_pot"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [],
"source": [
"PV_df = pv_pot.to_dataframe().reset_index().dropna().set_index('time')"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support. ' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option);\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width / mpl.ratio, fig.canvas.height / mpl.ratio);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
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\" width=\"640\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<matplotlib.axes._subplots.AxesSubplot at 0x31dbba710>"
]
},
"execution_count": 15,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"plt.figure()\n",
"PV_df[PV_df.DF_UID == 2556].pv_potential.plot()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Compare with MMH"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [],
"source": [
"files_path = '/Volumes/Seagate Backup Plus Drive/DOKUMENTE/EPFL/data/Results/PV_w_uncertainty/'\n",
"gt_mmh_FP = 'tilted_irradiance_ELM50_1000_dhm25_200_interp_SVF_nobias.nc'\n",
"pv_mmh_FP = 'pv_potential_ELM50_1000_dhm25_200_SVF_eff_nobias.nc'"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [],
"source": [
"gt_mmh = xr.open_dataset(os.path.join(files_path, gt_mmh_FP)).sel(DF_UID = pv_pot.DF_UID.values)\n",
"pv_mmh = xr.open_dataset(os.path.join(files_path, pv_mmh_FP)).sel(DF_UID = pv_pot.DF_UID.values)"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [],
"source": [
"roofs_w_pot['Gt_mmh'] = gt_mmh.yearly_kWh_m2.to_dataframe().yearly_kWh_m2"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [],
"source": [
"roofs_w_pot['pv_mmh'] = pv_mmh.yearly_PV_kWh.to_dataframe().yearly_PV_kWh"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [],
"source": [
"roofs_w_pot['perc_diff_Gt'] = (roofs_w_pot.yearly_kWh_m2 - roofs_w_pot.Gt_mmh) / roofs_w_pot.Gt_mmh\n",
"roofs_w_pot['perc_diff_PV'] = (roofs_w_pot.yearly_PV_kWh - roofs_w_pot.pv_mmh) / roofs_w_pot.pv_mmh"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>FLAECHE</th>\n",
" <th>NEIGUNG</th>\n",
" <th>AUSRICHTUNG</th>\n",
" <th>panel_tilt</th>\n",
" <th>yearly_kWh_m2</th>\n",
" <th>yearly_PV_kWh</th>\n",
" <th>Gt_mmh</th>\n",
" <th>pv_mmh</th>\n",
" <th>perc_diff_Gt</th>\n",
" <th>perc_diff_PV</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>count</th>\n",
" <td>500.000000</td>\n",
" <td>500.000000</td>\n",
" <td>500.000000</td>\n",
" <td>500.000000</td>\n",
" <td>500.000000</td>\n",
" <td>500.000000</td>\n",
" <td>500.000000</td>\n",
" <td>500.000000</td>\n",
" <td>500.000000</td>\n",
" <td>457.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>mean</th>\n",
" <td>63.408138</td>\n",
" <td>29.462000</td>\n",
" <td>-7.714000</td>\n",
" <td>31.142000</td>\n",
" <td>877.020874</td>\n",
" <td>3358.923584</td>\n",
" <td>961.495686</td>\n",
" <td>3666.385986</td>\n",
" <td>-0.080639</td>\n",
" <td>-0.074809</td>\n",
" </tr>\n",
" <tr>\n",
" <th>std</th>\n",
" <td>58.741523</td>\n",
" <td>12.685519</td>\n",
" <td>100.779806</td>\n",
" <td>10.459668</td>\n",
" <td>187.474106</td>\n",
" <td>4860.361816</td>\n",
" <td>231.885347</td>\n",
" <td>5314.360840</td>\n",
" <td>0.032511</td>\n",
" <td>0.038631</td>\n",
" </tr>\n",
" <tr>\n",
" <th>min</th>\n",
" <td>0.018910</td>\n",
" <td>0.000000</td>\n",
" <td>-180.000000</td>\n",
" <td>1.000000</td>\n",
" <td>373.953033</td>\n",
" <td>0.000000</td>\n",
" <td>373.009466</td>\n",
" <td>0.000000</td>\n",
" <td>-0.140173</td>\n",
" <td>-0.142142</td>\n",
" </tr>\n",
" <tr>\n",
" <th>25%</th>\n",
" <td>23.321160</td>\n",
" <td>20.750000</td>\n",
" <td>-109.000000</td>\n",
" <td>24.000000</td>\n",
" <td>715.261963</td>\n",
" <td>448.052551</td>\n",
" <td>762.690376</td>\n",
" <td>478.153618</td>\n",
" <td>-0.108541</td>\n",
" <td>-0.106902</td>\n",
" </tr>\n",
" <tr>\n",
" <th>50%</th>\n",
" <td>53.935676</td>\n",
" <td>31.000000</td>\n",
" <td>0.000000</td>\n",
" <td>31.000000</td>\n",
" <td>894.387421</td>\n",
" <td>1921.676147</td>\n",
" <td>987.175230</td>\n",
" <td>2059.667480</td>\n",
" <td>-0.089006</td>\n",
" <td>-0.082777</td>\n",
" </tr>\n",
" <tr>\n",
" <th>75%</th>\n",
" <td>84.280780</td>\n",
" <td>38.000000</td>\n",
" <td>63.000000</td>\n",
" <td>38.000000</td>\n",
" <td>1040.930267</td>\n",
" <td>4479.543457</td>\n",
" <td>1163.230009</td>\n",
" <td>4929.560303</td>\n",
" <td>-0.055535</td>\n",
" <td>-0.049416</td>\n",
" </tr>\n",
" <tr>\n",
" <th>max</th>\n",
" <td>531.077700</td>\n",
" <td>67.000000</td>\n",
" <td>180.000000</td>\n",
" <td>67.000000</td>\n",
" <td>1173.112061</td>\n",
" <td>45455.597656</td>\n",
" <td>1326.690166</td>\n",
" <td>50394.667969</td>\n",
" <td>0.013676</td>\n",
" <td>0.035620</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" FLAECHE NEIGUNG AUSRICHTUNG panel_tilt yearly_kWh_m2 \\\n",
"count 500.000000 500.000000 500.000000 500.000000 500.000000 \n",
"mean 63.408138 29.462000 -7.714000 31.142000 877.020874 \n",
"std 58.741523 12.685519 100.779806 10.459668 187.474106 \n",
"min 0.018910 0.000000 -180.000000 1.000000 373.953033 \n",
"25% 23.321160 20.750000 -109.000000 24.000000 715.261963 \n",
"50% 53.935676 31.000000 0.000000 31.000000 894.387421 \n",
"75% 84.280780 38.000000 63.000000 38.000000 1040.930267 \n",
"max 531.077700 67.000000 180.000000 67.000000 1173.112061 \n",
"\n",
" yearly_PV_kWh Gt_mmh pv_mmh perc_diff_Gt perc_diff_PV \n",
"count 500.000000 500.000000 500.000000 500.000000 457.000000 \n",
"mean 3358.923584 961.495686 3666.385986 -0.080639 -0.074809 \n",
"std 4860.361816 231.885347 5314.360840 0.032511 0.038631 \n",
"min 0.000000 373.009466 0.000000 -0.140173 -0.142142 \n",
"25% 448.052551 762.690376 478.153618 -0.108541 -0.106902 \n",
"50% 1921.676147 987.175230 2059.667480 -0.089006 -0.082777 \n",
"75% 4479.543457 1163.230009 4929.560303 -0.055535 -0.049416 \n",
"max 45455.597656 1326.690166 50394.667969 0.013676 0.035620 "
]
},
"execution_count": 26,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"roofs_w_pot.describe()"
]
}
],
"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": "3.6.7"
+ "version": "3.7.7"
}
},
"nbformat": 4,
"nbformat_minor": 4
}
diff --git a/Potential_hourly/merge_commune_all.py b/Potential_hourly/merge_commune_all.py
index 43cddf8..872f5bf 100644
--- a/Potential_hourly/merge_commune_all.py
+++ b/Potential_hourly/merge_commune_all.py
@@ -1,106 +1,107 @@
import numpy as np
import pandas as pd
import xarray as xr
import os
import time
import sys
COMM_FP = '/work/hyenergy/output/solar_potential/Sonnendach_Gemeinden_Dachflaechen.csv'
OUTFILE = sys.argv[1]
INFILES = lambda i: (os.path.splitext( OUTFILE )[0] + '_%d.nc' %i)
N_BATCHES = int(sys.argv[2])
OUT_PV = os.path.splitext( OUTFILE )[0] + '_pv.csv'
OUT_GT = os.path.splitext( OUTFILE )[0] + '_gt.csv'
# Load data
comm_map = pd.read_csv(COMM_FP, encoding = 'cp1250', usecols = ['DF_UID', 'BFS_NUMMER', 'NAME'] )
# For-loop
init = True
gt_weight = 0
BFS_IDs = np.sort(comm_map.BFS_NUMMER.unique())
for BATCH in range(N_BATCHES):
tt = time.time()
new_file = xr.open_dataset( INFILES(BATCH) )
new_data = new_file.sel(BFS_NUMMER = new_file.BFS_NUMMER.isin(BFS_IDs))[['pv_potential', 'gt_weighted_by_APV', 'APV_weight_sum']]
if init:
all_data = new_data
init = False
else:
all_data = (all_data + new_data).combine_first(all_data).combine_first(new_data)
"""
new_df = new_data.sel(BFS_NUMMER = new_data.BFS_NUMMER.isin(BFS_IDs)).to_dataframe().dropna().reset_index()
pv_new_df = new_df.pivot(values='pv_potential', index='time', columns='BFS_NUMMER')
gt_new_df = new_df.pivot(values='gt_weighted_by_APV', index='time', columns='BFS_NUMMER')
if init:
init = False
pv_df = pd.DataFrame(index = pv_new_df.index, columns = BFS_IDs).fillna(0)
gt_df = pd.DataFrame(index = pv_new_df.index, columns = BFS_IDs).fillna(0)
A_df = pd.Series(np.zeros(len(BFS_IDs)), index = BFS_IDs)
pv_df[pv_new_df.columns] += pv_new_df
gt_df[gt_new_df.columns] += gt_new_df
A_df[new_data.BFS_NUMMER.values] += new_data.APV_weight_sum.to_pandas()
"""
print('Executed iteration %i in %.2fs' %(BATCH, time.time()-tt))
# Fill all missing values with 0
all_data = all_data.fillna(0)
all_data['time'] = new_file.time
print(all_data)
# Convert data to pandas tables
all_data_df = all_data.drop('APV_weight_sum').to_dataframe().dropna().reset_index()
pv_df = all_data_df.pivot(values='pv_potential', index='time', columns='BFS_NUMMER')
gt_df = all_data_df.pivot(values='gt_weighted_by_APV', index='time', columns='BFS_NUMMER')
A_df = all_data.APV_weight_sum.to_pandas()
+print(A_df.sum())
# Compute average tilted irrad by dividing by A_df
gt_df.loc[:,A_df > 0] /= A_df[A_df > 0]
print(pv_df.head())
print(gt_df.head())
"""
YEAR = int(os.path.splitext( OUTFILE )[0].splmit('_')[-3])
# CHECK FOR CONSISTENCE WITH ROOFS:
roof_pv = pd.read_csv(os.path.join(os.path.split( OUTFILE )[0], '%d_annual_roofs.csv' %YEAR), index_col = 0)
roof_pv['PV_roof'] = roof_pv.suitable * roof_pv.EPV_kWh
PV_roof_aggr = roof_pv.groupby('BFS_NUMMER').PV_roof.sum()
PV_roof_aggr.index = PV_roof_aggr.index.astype('int')
PV_comm_aggr = pv_df.sum().rename('PV_comm')
PV_comm_aggr.index = PV_comm_aggr.index.astype('int')
max_diff = (abs(PV_comm_aggr-PV_roof_aggr ) / PV_roof_aggr).max()
if max_diff > 1e-5:
print('Significant deviation (%f)' %(max_diff))
else:
print('Execution OK')
"""
# Save output
tt = time.time()
pv_df.to_csv( OUT_PV )
gt_df.to_csv( OUT_GT )
print('\nSaved outputs %s and %s in %.2fs' %(OUT_PV, OUT_GT, time.time()-tt))
diff --git a/Potential_hourly/tilt_aspect_aggregates/Aggregate_hourly_bins.ipynb b/Potential_hourly/tilt_aspect_aggregates/Aggregate_hourly_bins.ipynb
new file mode 100644
index 0000000..123bd3c
--- /dev/null
+++ b/Potential_hourly/tilt_aspect_aggregates/Aggregate_hourly_bins.ipynb
@@ -0,0 +1,5790 @@
+{
+ "cells": [
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "black-jacob",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import numpy as np\n",
+ "import xarray as xr\n",
+ "import pandas as pd\n",
+ "\n",
+ "import util\n",
+ "import time \n",
+ "\n",
+ "import os\n",
+ "import sys\n",
+ "\n",
+ "%matplotlib notebook\n",
+ "import matplotlib.pyplot as plt"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "signed-humanity",
+ "metadata": {},
+ "source": [
+ "# File definition"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "bizarre-absorption",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "YEAR = 2016\n",
+ "file_path_base = '/scratch/walch/workdir_solar_hourly'\n",
+ "file_path_flat = '/scratch/walch/workdir_solar_EW_scenarios'\n",
+ "file_path_annual = '/work/hyenergy/output/solar_potential/hourly_potential'\n",
+ "file_path_roofInfo = '/work/hyenergy/output/solar_potential/geographic_potential/CH_ROOFS_all_replaced.csv'\n",
+ "\n",
+ "SCRATCH_FP = '/scratch/walch/scratch/tmp_commune_aggregate'"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "id": "turkish-monroe",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "hourly_base_fp = os.path.join(file_path_base, 'tmp_%d' %YEAR, 'tilted_irrad_*.nc')\n",
+ "hourly_flat_fp = os.path.join(file_path_flat, '%d_commune_hourly_flat_EW' %YEAR, \n",
+ " '%d_commune_hourly_flat_gt.csv' %YEAR) # CAREFUL WITH DIFF. YEARS!\n",
+ "roofs_base_fp = os.path.join(file_path_annual, '%d_annual_roofs.csv' %YEAR)\n",
+ "roofs_EW_fp = os.path.join(file_path_annual, '%d_annual_roofs_flat_EW.csv' %YEAR)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "electronic-ocean",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "ROOF_COLS = ['DF_UID','FLAECHE', 'NEIGUNG', 'AUSRICHTUNG']"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "id": "uniform-rebate",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Folder exists\n"
+ ]
+ }
+ ],
+ "source": [
+ "try:\n",
+ " os.mkdir(SCRATCH_FP)\n",
+ "except:\n",
+ " print('Folder exists')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "id": "alert-finland",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "'/scratch/walch/workdir_solar_hourly/tmp_2016/tilted_irrad_*.nc'"
+ ]
+ },
+ "execution_count": 6,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "hourly_base_fp"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "going-scholarship",
+ "metadata": {},
+ "source": [
+ "# Load annual files"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "id": "relevant-hundred",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "<div>\n",
+ "<style scoped>\n",
+ " .dataframe tbody tr th:only-of-type {\n",
+ " vertical-align: middle;\n",
+ " }\n",
+ "\n",
+ " .dataframe tbody tr th {\n",
+ " vertical-align: top;\n",
+ " }\n",
+ "\n",
+ " .dataframe thead th {\n",
+ " text-align: right;\n",
+ " }\n",
+ "</style>\n",
+ "<table border=\"1\" class=\"dataframe\">\n",
+ " <thead>\n",
+ " <tr style=\"text-align: right;\">\n",
+ " <th></th>\n",
+ " <th>DF_UID</th>\n",
+ " <th>FLAECHE</th>\n",
+ " <th>NEIGUNG</th>\n",
+ " <th>AUSRICHTUNG</th>\n",
+ " </tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr>\n",
+ " <th>0</th>\n",
+ " <td>1</td>\n",
+ " <td>15.948816</td>\n",
+ " <td>37</td>\n",
+ " <td>10.0</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>1</th>\n",
+ " <td>2</td>\n",
+ " <td>13.730555</td>\n",
+ " <td>44</td>\n",
+ " <td>-170.0</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>2</th>\n",
+ " <td>3</td>\n",
+ " <td>63.437476</td>\n",
+ " <td>12</td>\n",
+ " <td>-80.0</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>3</th>\n",
+ " <td>4</td>\n",
+ " <td>38.368910</td>\n",
+ " <td>33</td>\n",
+ " <td>-80.0</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>4</th>\n",
+ " <td>5</td>\n",
+ " <td>36.403273</td>\n",
+ " <td>35</td>\n",
+ " <td>100.0</td>\n",
+ " </tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</div>"
+ ],
+ "text/plain": [
+ " DF_UID FLAECHE NEIGUNG AUSRICHTUNG\n",
+ "0 1 15.948816 37 10.0\n",
+ "1 2 13.730555 44 -170.0\n",
+ "2 3 63.437476 12 -80.0\n",
+ "3 4 38.368910 33 -80.0\n",
+ "4 5 36.403273 35 100.0"
+ ]
+ },
+ "execution_count": 6,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "roof_info = pd.read_csv(file_path_roofInfo, usecols = ROOF_COLS)\n",
+ "roof_info.head()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "dried-priest",
+ "metadata": {},
+ "source": [
+ "## Define scenarios"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 7,
+ "id": "continent-roads",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "roof_info['flat'] = False\n",
+ "roof_info.loc[roof_info.NEIGUNG <= 10, 'flat'] = True"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "id": "passing-stopping",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "roof_info['aspect'] = 'S'\n",
+ "\n",
+ "roof_info.loc[roof_info.AUSRICHTUNG < -22.5, 'aspect'] = 'SE'\n",
+ "roof_info.loc[roof_info.AUSRICHTUNG < -67.5, 'aspect'] = 'E'\n",
+ "roof_info.loc[roof_info.AUSRICHTUNG < -112.5, 'aspect'] = 'NE'\n",
+ "\n",
+ "roof_info.loc[roof_info.AUSRICHTUNG > 22.5, 'aspect'] = 'SW'\n",
+ "roof_info.loc[roof_info.AUSRICHTUNG > 67.5, 'aspect'] = 'W'\n",
+ "roof_info.loc[roof_info.AUSRICHTUNG > 112.5, 'aspect'] = 'NW'\n",
+ "\n",
+ "roof_info.loc[(roof_info.AUSRICHTUNG > 157.5) | (roof_info.AUSRICHTUNG < -157.5), 'aspect'] = 'N'"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "id": "wanted-given",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "roof_info['tilt'] = 0\n",
+ "for tilt_bin in [10,15,20,25,30,35,40,45,50]:\n",
+ " roof_info.loc[roof_info.NEIGUNG > tilt_bin, 'tilt'] = tilt_bin"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "id": "usual-kinase",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "aggr_fp = '~/code/solarPOT/Potential_hourly/tilt_aspect_aggregates/roof_aggregates.csv'\n",
+ "roof_info[['DF_UID','flat','aspect','tilt']].to_csv(aggr_fp, index = False)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "american-alaska",
+ "metadata": {},
+ "source": [
+ "### Visualise"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 43,
+ "id": "hybrid-steel",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "application/javascript": [
+ "/* Put everything inside the global mpl namespace */\n",
+ "/* global mpl */\n",
+ "window.mpl = {};\n",
+ "\n",
+ "mpl.get_websocket_type = function () {\n",
+ " if (typeof WebSocket !== 'undefined') {\n",
+ " return WebSocket;\n",
+ " } else if (typeof MozWebSocket !== 'undefined') {\n",
+ " return MozWebSocket;\n",
+ " } else {\n",
+ " alert(\n",
+ " 'Your browser does not have WebSocket support. ' +\n",
+ " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
+ " 'Firefox 4 and 5 are also supported but you ' +\n",
+ " 'have to enable WebSockets in about:config.'\n",
+ " );\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n",
+ " this.id = figure_id;\n",
+ "\n",
+ " this.ws = websocket;\n",
+ "\n",
+ " this.supports_binary = this.ws.binaryType !== undefined;\n",
+ "\n",
+ " if (!this.supports_binary) {\n",
+ " var warnings = document.getElementById('mpl-warnings');\n",
+ " if (warnings) {\n",
+ " warnings.style.display = 'block';\n",
+ " warnings.textContent =\n",
+ " 'This browser does not support binary websocket messages. ' +\n",
+ " 'Performance may be slow.';\n",
+ " }\n",
+ " }\n",
+ "\n",
+ " this.imageObj = new Image();\n",
+ "\n",
+ " this.context = undefined;\n",
+ " this.message = undefined;\n",
+ " this.canvas = undefined;\n",
+ " this.rubberband_canvas = undefined;\n",
+ " this.rubberband_context = undefined;\n",
+ " this.format_dropdown = undefined;\n",
+ "\n",
+ " this.image_mode = 'full';\n",
+ "\n",
+ " this.root = document.createElement('div');\n",
+ " this.root.setAttribute('style', 'display: inline-block');\n",
+ " this._root_extra_style(this.root);\n",
+ "\n",
+ " parent_element.appendChild(this.root);\n",
+ "\n",
+ " this._init_header(this);\n",
+ " this._init_canvas(this);\n",
+ " this._init_toolbar(this);\n",
+ "\n",
+ " var fig = this;\n",
+ "\n",
+ " this.waiting = false;\n",
+ "\n",
+ " this.ws.onopen = function () {\n",
+ " fig.send_message('supports_binary', { value: fig.supports_binary });\n",
+ " fig.send_message('send_image_mode', {});\n",
+ " if (fig.ratio !== 1) {\n",
+ " fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n",
+ " }\n",
+ " fig.send_message('refresh', {});\n",
+ " };\n",
+ "\n",
+ " this.imageObj.onload = function () {\n",
+ " if (fig.image_mode === 'full') {\n",
+ " // Full images could contain transparency (where diff images\n",
+ " // almost always do), so we need to clear the canvas so that\n",
+ " // there is no ghosting.\n",
+ " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
+ " }\n",
+ " fig.context.drawImage(fig.imageObj, 0, 0);\n",
+ " };\n",
+ "\n",
+ " this.imageObj.onunload = function () {\n",
+ " fig.ws.close();\n",
+ " };\n",
+ "\n",
+ " this.ws.onmessage = this._make_on_message_function(this);\n",
+ "\n",
+ " this.ondownload = ondownload;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._init_header = function () {\n",
+ " var titlebar = document.createElement('div');\n",
+ " titlebar.classList =\n",
+ " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n",
+ " var titletext = document.createElement('div');\n",
+ " titletext.classList = 'ui-dialog-title';\n",
+ " titletext.setAttribute(\n",
+ " 'style',\n",
+ " 'width: 100%; text-align: center; padding: 3px;'\n",
+ " );\n",
+ " titlebar.appendChild(titletext);\n",
+ " this.root.appendChild(titlebar);\n",
+ " this.header = titletext;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n",
+ "\n",
+ "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n",
+ "\n",
+ "mpl.figure.prototype._init_canvas = function () {\n",
+ " var fig = this;\n",
+ "\n",
+ " var canvas_div = (this.canvas_div = document.createElement('div'));\n",
+ " canvas_div.setAttribute(\n",
+ " 'style',\n",
+ " 'border: 1px solid #ddd;' +\n",
+ " 'box-sizing: content-box;' +\n",
+ " 'clear: both;' +\n",
+ " 'min-height: 1px;' +\n",
+ " 'min-width: 1px;' +\n",
+ " 'outline: 0;' +\n",
+ " 'overflow: hidden;' +\n",
+ " 'position: relative;' +\n",
+ " 'resize: both;'\n",
+ " );\n",
+ "\n",
+ " function on_keyboard_event_closure(name) {\n",
+ " return function (event) {\n",
+ " return fig.key_event(event, name);\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " canvas_div.addEventListener(\n",
+ " 'keydown',\n",
+ " on_keyboard_event_closure('key_press')\n",
+ " );\n",
+ " canvas_div.addEventListener(\n",
+ " 'keyup',\n",
+ " on_keyboard_event_closure('key_release')\n",
+ " );\n",
+ "\n",
+ " this._canvas_extra_style(canvas_div);\n",
+ " this.root.appendChild(canvas_div);\n",
+ "\n",
+ " var canvas = (this.canvas = document.createElement('canvas'));\n",
+ " canvas.classList.add('mpl-canvas');\n",
+ " canvas.setAttribute('style', 'box-sizing: content-box;');\n",
+ "\n",
+ " this.context = canvas.getContext('2d');\n",
+ "\n",
+ " var backingStore =\n",
+ " this.context.backingStorePixelRatio ||\n",
+ " this.context.webkitBackingStorePixelRatio ||\n",
+ " this.context.mozBackingStorePixelRatio ||\n",
+ " this.context.msBackingStorePixelRatio ||\n",
+ " this.context.oBackingStorePixelRatio ||\n",
+ " this.context.backingStorePixelRatio ||\n",
+ " 1;\n",
+ "\n",
+ " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
+ "\n",
+ " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n",
+ " 'canvas'\n",
+ " ));\n",
+ " rubberband_canvas.setAttribute(\n",
+ " 'style',\n",
+ " 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n",
+ " );\n",
+ "\n",
+ " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n",
+ " if (this.ResizeObserver === undefined) {\n",
+ " if (window.ResizeObserver !== undefined) {\n",
+ " this.ResizeObserver = window.ResizeObserver;\n",
+ " } else {\n",
+ " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n",
+ " this.ResizeObserver = obs.ResizeObserver;\n",
+ " }\n",
+ " }\n",
+ "\n",
+ " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n",
+ " var nentries = entries.length;\n",
+ " for (var i = 0; i < nentries; i++) {\n",
+ " var entry = entries[i];\n",
+ " var width, height;\n",
+ " if (entry.contentBoxSize) {\n",
+ " if (entry.contentBoxSize instanceof Array) {\n",
+ " // Chrome 84 implements new version of spec.\n",
+ " width = entry.contentBoxSize[0].inlineSize;\n",
+ " height = entry.contentBoxSize[0].blockSize;\n",
+ " } else {\n",
+ " // Firefox implements old version of spec.\n",
+ " width = entry.contentBoxSize.inlineSize;\n",
+ " height = entry.contentBoxSize.blockSize;\n",
+ " }\n",
+ " } else {\n",
+ " // Chrome <84 implements even older version of spec.\n",
+ " width = entry.contentRect.width;\n",
+ " height = entry.contentRect.height;\n",
+ " }\n",
+ "\n",
+ " // Keep the size of the canvas and rubber band canvas in sync with\n",
+ " // the canvas container.\n",
+ " if (entry.devicePixelContentBoxSize) {\n",
+ " // Chrome 84 implements new version of spec.\n",
+ " canvas.setAttribute(\n",
+ " 'width',\n",
+ " entry.devicePixelContentBoxSize[0].inlineSize\n",
+ " );\n",
+ " canvas.setAttribute(\n",
+ " 'height',\n",
+ " entry.devicePixelContentBoxSize[0].blockSize\n",
+ " );\n",
+ " } else {\n",
+ " canvas.setAttribute('width', width * fig.ratio);\n",
+ " canvas.setAttribute('height', height * fig.ratio);\n",
+ " }\n",
+ " canvas.setAttribute(\n",
+ " 'style',\n",
+ " 'width: ' + width + 'px; height: ' + height + 'px;'\n",
+ " );\n",
+ "\n",
+ " rubberband_canvas.setAttribute('width', width);\n",
+ " rubberband_canvas.setAttribute('height', height);\n",
+ "\n",
+ " // And update the size in Python. We ignore the initial 0/0 size\n",
+ " // that occurs as the element is placed into the DOM, which should\n",
+ " // otherwise not happen due to the minimum size styling.\n",
+ " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n",
+ " fig.request_resize(width, height);\n",
+ " }\n",
+ " }\n",
+ " });\n",
+ " this.resizeObserverInstance.observe(canvas_div);\n",
+ "\n",
+ " function on_mouse_event_closure(name) {\n",
+ " return function (event) {\n",
+ " return fig.mouse_event(event, name);\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " rubberband_canvas.addEventListener(\n",
+ " 'mousedown',\n",
+ " on_mouse_event_closure('button_press')\n",
+ " );\n",
+ " rubberband_canvas.addEventListener(\n",
+ " 'mouseup',\n",
+ " on_mouse_event_closure('button_release')\n",
+ " );\n",
+ " // Throttle sequential mouse events to 1 every 20ms.\n",
+ " rubberband_canvas.addEventListener(\n",
+ " 'mousemove',\n",
+ " on_mouse_event_closure('motion_notify')\n",
+ " );\n",
+ "\n",
+ " rubberband_canvas.addEventListener(\n",
+ " 'mouseenter',\n",
+ " on_mouse_event_closure('figure_enter')\n",
+ " );\n",
+ " rubberband_canvas.addEventListener(\n",
+ " 'mouseleave',\n",
+ " on_mouse_event_closure('figure_leave')\n",
+ " );\n",
+ "\n",
+ " canvas_div.addEventListener('wheel', function (event) {\n",
+ " if (event.deltaY < 0) {\n",
+ " event.step = 1;\n",
+ " } else {\n",
+ " event.step = -1;\n",
+ " }\n",
+ " on_mouse_event_closure('scroll')(event);\n",
+ " });\n",
+ "\n",
+ " canvas_div.appendChild(canvas);\n",
+ " canvas_div.appendChild(rubberband_canvas);\n",
+ "\n",
+ " this.rubberband_context = rubberband_canvas.getContext('2d');\n",
+ " this.rubberband_context.strokeStyle = '#000000';\n",
+ "\n",
+ " this._resize_canvas = function (width, height, forward) {\n",
+ " if (forward) {\n",
+ " canvas_div.style.width = width + 'px';\n",
+ " canvas_div.style.height = height + 'px';\n",
+ " }\n",
+ " };\n",
+ "\n",
+ " // Disable right mouse context menu.\n",
+ " this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n",
+ " event.preventDefault();\n",
+ " return false;\n",
+ " });\n",
+ "\n",
+ " function set_focus() {\n",
+ " canvas.focus();\n",
+ " canvas_div.focus();\n",
+ " }\n",
+ "\n",
+ " window.setTimeout(set_focus, 100);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._init_toolbar = function () {\n",
+ " var fig = this;\n",
+ "\n",
+ " var toolbar = document.createElement('div');\n",
+ " toolbar.classList = 'mpl-toolbar';\n",
+ " this.root.appendChild(toolbar);\n",
+ "\n",
+ " function on_click_closure(name) {\n",
+ " return function (_event) {\n",
+ " return fig.toolbar_button_onclick(name);\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " function on_mouseover_closure(tooltip) {\n",
+ " return function (event) {\n",
+ " if (!event.currentTarget.disabled) {\n",
+ " return fig.toolbar_button_onmouseover(tooltip);\n",
+ " }\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " fig.buttons = {};\n",
+ " var buttonGroup = document.createElement('div');\n",
+ " buttonGroup.classList = 'mpl-button-group';\n",
+ " for (var toolbar_ind in mpl.toolbar_items) {\n",
+ " var name = mpl.toolbar_items[toolbar_ind][0];\n",
+ " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
+ " var image = mpl.toolbar_items[toolbar_ind][2];\n",
+ " var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
+ "\n",
+ " if (!name) {\n",
+ " /* Instead of a spacer, we start a new button group. */\n",
+ " if (buttonGroup.hasChildNodes()) {\n",
+ " toolbar.appendChild(buttonGroup);\n",
+ " }\n",
+ " buttonGroup = document.createElement('div');\n",
+ " buttonGroup.classList = 'mpl-button-group';\n",
+ " continue;\n",
+ " }\n",
+ "\n",
+ " var button = (fig.buttons[name] = document.createElement('button'));\n",
+ " button.classList = 'mpl-widget';\n",
+ " button.setAttribute('role', 'button');\n",
+ " button.setAttribute('aria-disabled', 'false');\n",
+ " button.addEventListener('click', on_click_closure(method_name));\n",
+ " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
+ "\n",
+ " var icon_img = document.createElement('img');\n",
+ " icon_img.src = '_images/' + image + '.png';\n",
+ " icon_img.srcset = '_images/' + image + '_large.png 2x';\n",
+ " icon_img.alt = tooltip;\n",
+ " button.appendChild(icon_img);\n",
+ "\n",
+ " buttonGroup.appendChild(button);\n",
+ " }\n",
+ "\n",
+ " if (buttonGroup.hasChildNodes()) {\n",
+ " toolbar.appendChild(buttonGroup);\n",
+ " }\n",
+ "\n",
+ " var fmt_picker = document.createElement('select');\n",
+ " fmt_picker.classList = 'mpl-widget';\n",
+ " toolbar.appendChild(fmt_picker);\n",
+ " this.format_dropdown = fmt_picker;\n",
+ "\n",
+ " for (var ind in mpl.extensions) {\n",
+ " var fmt = mpl.extensions[ind];\n",
+ " var option = document.createElement('option');\n",
+ " option.selected = fmt === mpl.default_extension;\n",
+ " option.innerHTML = fmt;\n",
+ " fmt_picker.appendChild(option);\n",
+ " }\n",
+ "\n",
+ " var status_bar = document.createElement('span');\n",
+ " status_bar.classList = 'mpl-message';\n",
+ " toolbar.appendChild(status_bar);\n",
+ " this.message = status_bar;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n",
+ " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
+ " // which will in turn request a refresh of the image.\n",
+ " this.send_message('resize', { width: x_pixels, height: y_pixels });\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.send_message = function (type, properties) {\n",
+ " properties['type'] = type;\n",
+ " properties['figure_id'] = this.id;\n",
+ " this.ws.send(JSON.stringify(properties));\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.send_draw_message = function () {\n",
+ " if (!this.waiting) {\n",
+ " this.waiting = true;\n",
+ " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
+ " var format_dropdown = fig.format_dropdown;\n",
+ " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
+ " fig.ondownload(fig, format);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
+ " var size = msg['size'];\n",
+ " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
+ " fig._resize_canvas(size[0], size[1], msg['forward']);\n",
+ " fig.send_message('refresh', {});\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n",
+ " var x0 = msg['x0'] / fig.ratio;\n",
+ " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n",
+ " var x1 = msg['x1'] / fig.ratio;\n",
+ " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n",
+ " x0 = Math.floor(x0) + 0.5;\n",
+ " y0 = Math.floor(y0) + 0.5;\n",
+ " x1 = Math.floor(x1) + 0.5;\n",
+ " y1 = Math.floor(y1) + 0.5;\n",
+ " var min_x = Math.min(x0, x1);\n",
+ " var min_y = Math.min(y0, y1);\n",
+ " var width = Math.abs(x1 - x0);\n",
+ " var height = Math.abs(y1 - y0);\n",
+ "\n",
+ " fig.rubberband_context.clearRect(\n",
+ " 0,\n",
+ " 0,\n",
+ " fig.canvas.width / fig.ratio,\n",
+ " fig.canvas.height / fig.ratio\n",
+ " );\n",
+ "\n",
+ " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n",
+ " // Updates the figure title.\n",
+ " fig.header.textContent = msg['label'];\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n",
+ " var cursor = msg['cursor'];\n",
+ " switch (cursor) {\n",
+ " case 0:\n",
+ " cursor = 'pointer';\n",
+ " break;\n",
+ " case 1:\n",
+ " cursor = 'default';\n",
+ " break;\n",
+ " case 2:\n",
+ " cursor = 'crosshair';\n",
+ " break;\n",
+ " case 3:\n",
+ " cursor = 'move';\n",
+ " break;\n",
+ " }\n",
+ " fig.rubberband_canvas.style.cursor = cursor;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_message = function (fig, msg) {\n",
+ " fig.message.textContent = msg['message'];\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
+ " // Request the server to send over a new figure.\n",
+ " fig.send_draw_message();\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
+ " fig.image_mode = msg['mode'];\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
+ " for (var key in msg) {\n",
+ " if (!(key in fig.buttons)) {\n",
+ " continue;\n",
+ " }\n",
+ " fig.buttons[key].disabled = !msg[key];\n",
+ " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
+ " if (msg['mode'] === 'PAN') {\n",
+ " fig.buttons['Pan'].classList.add('active');\n",
+ " fig.buttons['Zoom'].classList.remove('active');\n",
+ " } else if (msg['mode'] === 'ZOOM') {\n",
+ " fig.buttons['Pan'].classList.remove('active');\n",
+ " fig.buttons['Zoom'].classList.add('active');\n",
+ " } else {\n",
+ " fig.buttons['Pan'].classList.remove('active');\n",
+ " fig.buttons['Zoom'].classList.remove('active');\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.updated_canvas_event = function () {\n",
+ " // Called whenever the canvas gets updated.\n",
+ " this.send_message('ack', {});\n",
+ "};\n",
+ "\n",
+ "// A function to construct a web socket function for onmessage handling.\n",
+ "// Called in the figure constructor.\n",
+ "mpl.figure.prototype._make_on_message_function = function (fig) {\n",
+ " return function socket_on_message(evt) {\n",
+ " if (evt.data instanceof Blob) {\n",
+ " /* FIXME: We get \"Resource interpreted as Image but\n",
+ " * transferred with MIME type text/plain:\" errors on\n",
+ " * Chrome. But how to set the MIME type? It doesn't seem\n",
+ " * to be part of the websocket stream */\n",
+ " evt.data.type = 'image/png';\n",
+ "\n",
+ " /* Free the memory for the previous frames */\n",
+ " if (fig.imageObj.src) {\n",
+ " (window.URL || window.webkitURL).revokeObjectURL(\n",
+ " fig.imageObj.src\n",
+ " );\n",
+ " }\n",
+ "\n",
+ " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
+ " evt.data\n",
+ " );\n",
+ " fig.updated_canvas_event();\n",
+ " fig.waiting = false;\n",
+ " return;\n",
+ " } else if (\n",
+ " typeof evt.data === 'string' &&\n",
+ " evt.data.slice(0, 21) === 'data:image/png;base64'\n",
+ " ) {\n",
+ " fig.imageObj.src = evt.data;\n",
+ " fig.updated_canvas_event();\n",
+ " fig.waiting = false;\n",
+ " return;\n",
+ " }\n",
+ "\n",
+ " var msg = JSON.parse(evt.data);\n",
+ " var msg_type = msg['type'];\n",
+ "\n",
+ " // Call the \"handle_{type}\" callback, which takes\n",
+ " // the figure and JSON message as its only arguments.\n",
+ " try {\n",
+ " var callback = fig['handle_' + msg_type];\n",
+ " } catch (e) {\n",
+ " console.log(\n",
+ " \"No handler for the '\" + msg_type + \"' message type: \",\n",
+ " msg\n",
+ " );\n",
+ " return;\n",
+ " }\n",
+ "\n",
+ " if (callback) {\n",
+ " try {\n",
+ " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
+ " callback(fig, msg);\n",
+ " } catch (e) {\n",
+ " console.log(\n",
+ " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
+ " e,\n",
+ " e.stack,\n",
+ " msg\n",
+ " );\n",
+ " }\n",
+ " }\n",
+ " };\n",
+ "};\n",
+ "\n",
+ "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
+ "mpl.findpos = function (e) {\n",
+ " //this section is from http://www.quirksmode.org/js/events_properties.html\n",
+ " var targ;\n",
+ " if (!e) {\n",
+ " e = window.event;\n",
+ " }\n",
+ " if (e.target) {\n",
+ " targ = e.target;\n",
+ " } else if (e.srcElement) {\n",
+ " targ = e.srcElement;\n",
+ " }\n",
+ " if (targ.nodeType === 3) {\n",
+ " // defeat Safari bug\n",
+ " targ = targ.parentNode;\n",
+ " }\n",
+ "\n",
+ " // pageX,Y are the mouse positions relative to the document\n",
+ " var boundingRect = targ.getBoundingClientRect();\n",
+ " var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
+ " var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
+ "\n",
+ " return { x: x, y: y };\n",
+ "};\n",
+ "\n",
+ "/*\n",
+ " * return a copy of an object with only non-object keys\n",
+ " * we need this to avoid circular references\n",
+ " * http://stackoverflow.com/a/24161582/3208463\n",
+ " */\n",
+ "function simpleKeys(original) {\n",
+ " return Object.keys(original).reduce(function (obj, key) {\n",
+ " if (typeof original[key] !== 'object') {\n",
+ " obj[key] = original[key];\n",
+ " }\n",
+ " return obj;\n",
+ " }, {});\n",
+ "}\n",
+ "\n",
+ "mpl.figure.prototype.mouse_event = function (event, name) {\n",
+ " var canvas_pos = mpl.findpos(event);\n",
+ "\n",
+ " if (name === 'button_press') {\n",
+ " this.canvas.focus();\n",
+ " this.canvas_div.focus();\n",
+ " }\n",
+ "\n",
+ " var x = canvas_pos.x * this.ratio;\n",
+ " var y = canvas_pos.y * this.ratio;\n",
+ "\n",
+ " this.send_message(name, {\n",
+ " x: x,\n",
+ " y: y,\n",
+ " button: event.button,\n",
+ " step: event.step,\n",
+ " guiEvent: simpleKeys(event),\n",
+ " });\n",
+ "\n",
+ " /* This prevents the web browser from automatically changing to\n",
+ " * the text insertion cursor when the button is pressed. We want\n",
+ " * to control all of the cursor setting manually through the\n",
+ " * 'cursor' event from matplotlib */\n",
+ " event.preventDefault();\n",
+ " return false;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
+ " // Handle any extra behaviour associated with a key event\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.key_event = function (event, name) {\n",
+ " // Prevent repeat events\n",
+ " if (name === 'key_press') {\n",
+ " if (event.which === this._key) {\n",
+ " return;\n",
+ " } else {\n",
+ " this._key = event.which;\n",
+ " }\n",
+ " }\n",
+ " if (name === 'key_release') {\n",
+ " this._key = null;\n",
+ " }\n",
+ "\n",
+ " var value = '';\n",
+ " if (event.ctrlKey && event.which !== 17) {\n",
+ " value += 'ctrl+';\n",
+ " }\n",
+ " if (event.altKey && event.which !== 18) {\n",
+ " value += 'alt+';\n",
+ " }\n",
+ " if (event.shiftKey && event.which !== 16) {\n",
+ " value += 'shift+';\n",
+ " }\n",
+ "\n",
+ " value += 'k';\n",
+ " value += event.which.toString();\n",
+ "\n",
+ " this._key_event_extra(event, name);\n",
+ "\n",
+ " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
+ " return false;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
+ " if (name === 'download') {\n",
+ " this.handle_save(this, null);\n",
+ " } else {\n",
+ " this.send_message('toolbar_button', { name: name });\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
+ " this.message.textContent = tooltip;\n",
+ "};\n",
+ "\n",
+ "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n",
+ "// prettier-ignore\n",
+ "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n",
+ "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
+ "\n",
+ "mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
+ "\n",
+ "mpl.default_extension = \"png\";/* global mpl */\n",
+ "\n",
+ "var comm_websocket_adapter = function (comm) {\n",
+ " // Create a \"websocket\"-like object which calls the given IPython comm\n",
+ " // object with the appropriate methods. Currently this is a non binary\n",
+ " // socket, so there is still some room for performance tuning.\n",
+ " var ws = {};\n",
+ "\n",
+ " ws.close = function () {\n",
+ " comm.close();\n",
+ " };\n",
+ " ws.send = function (m) {\n",
+ " //console.log('sending', m);\n",
+ " comm.send(m);\n",
+ " };\n",
+ " // Register the callback with on_msg.\n",
+ " comm.on_msg(function (msg) {\n",
+ " //console.log('receiving', msg['content']['data'], msg);\n",
+ " // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
+ " ws.onmessage(msg['content']['data']);\n",
+ " });\n",
+ " return ws;\n",
+ "};\n",
+ "\n",
+ "mpl.mpl_figure_comm = function (comm, msg) {\n",
+ " // This is the function which gets called when the mpl process\n",
+ " // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
+ "\n",
+ " var id = msg.content.data.id;\n",
+ " // Get hold of the div created by the display call when the Comm\n",
+ " // socket was opened in Python.\n",
+ " var element = document.getElementById(id);\n",
+ " var ws_proxy = comm_websocket_adapter(comm);\n",
+ "\n",
+ " function ondownload(figure, _format) {\n",
+ " window.open(figure.canvas.toDataURL());\n",
+ " }\n",
+ "\n",
+ " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
+ "\n",
+ " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
+ " // web socket which is closed, not our websocket->open comm proxy.\n",
+ " ws_proxy.onopen();\n",
+ "\n",
+ " fig.parent_element = element;\n",
+ " fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
+ " if (!fig.cell_info) {\n",
+ " console.error('Failed to find cell for figure', id, fig);\n",
+ " return;\n",
+ " }\n",
+ " fig.cell_info[0].output_area.element.on(\n",
+ " 'cleared',\n",
+ " { fig: fig },\n",
+ " fig._remove_fig_handler\n",
+ " );\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_close = function (fig, msg) {\n",
+ " var width = fig.canvas.width / fig.ratio;\n",
+ " fig.cell_info[0].output_area.element.off(\n",
+ " 'cleared',\n",
+ " fig._remove_fig_handler\n",
+ " );\n",
+ " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n",
+ "\n",
+ " // Update the output cell to use the data from the current canvas.\n",
+ " fig.push_to_output();\n",
+ " var dataURL = fig.canvas.toDataURL();\n",
+ " // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
+ " // the notebook keyboard shortcuts fail.\n",
+ " IPython.keyboard_manager.enable();\n",
+ " fig.parent_element.innerHTML =\n",
+ " '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
+ " fig.close_ws(fig, msg);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.close_ws = function (fig, msg) {\n",
+ " fig.send_message('closing', msg);\n",
+ " // fig.ws.close()\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
+ " // Turn the data on the canvas into data in the output cell.\n",
+ " var width = this.canvas.width / this.ratio;\n",
+ " var dataURL = this.canvas.toDataURL();\n",
+ " this.cell_info[1]['text/html'] =\n",
+ " '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.updated_canvas_event = function () {\n",
+ " // Tell IPython that the notebook contents must change.\n",
+ " IPython.notebook.set_dirty(true);\n",
+ " this.send_message('ack', {});\n",
+ " var fig = this;\n",
+ " // Wait a second, then push the new image to the DOM so\n",
+ " // that it is saved nicely (might be nice to debounce this).\n",
+ " setTimeout(function () {\n",
+ " fig.push_to_output();\n",
+ " }, 1000);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._init_toolbar = function () {\n",
+ " var fig = this;\n",
+ "\n",
+ " var toolbar = document.createElement('div');\n",
+ " toolbar.classList = 'btn-toolbar';\n",
+ " this.root.appendChild(toolbar);\n",
+ "\n",
+ " function on_click_closure(name) {\n",
+ " return function (_event) {\n",
+ " return fig.toolbar_button_onclick(name);\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " function on_mouseover_closure(tooltip) {\n",
+ " return function (event) {\n",
+ " if (!event.currentTarget.disabled) {\n",
+ " return fig.toolbar_button_onmouseover(tooltip);\n",
+ " }\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " fig.buttons = {};\n",
+ " var buttonGroup = document.createElement('div');\n",
+ " buttonGroup.classList = 'btn-group';\n",
+ " var button;\n",
+ " for (var toolbar_ind in mpl.toolbar_items) {\n",
+ " var name = mpl.toolbar_items[toolbar_ind][0];\n",
+ " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
+ " var image = mpl.toolbar_items[toolbar_ind][2];\n",
+ " var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
+ "\n",
+ " if (!name) {\n",
+ " /* Instead of a spacer, we start a new button group. */\n",
+ " if (buttonGroup.hasChildNodes()) {\n",
+ " toolbar.appendChild(buttonGroup);\n",
+ " }\n",
+ " buttonGroup = document.createElement('div');\n",
+ " buttonGroup.classList = 'btn-group';\n",
+ " continue;\n",
+ " }\n",
+ "\n",
+ " button = fig.buttons[name] = document.createElement('button');\n",
+ " button.classList = 'btn btn-default';\n",
+ " button.href = '#';\n",
+ " button.title = name;\n",
+ " button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
+ " button.addEventListener('click', on_click_closure(method_name));\n",
+ " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
+ " buttonGroup.appendChild(button);\n",
+ " }\n",
+ "\n",
+ " if (buttonGroup.hasChildNodes()) {\n",
+ " toolbar.appendChild(buttonGroup);\n",
+ " }\n",
+ "\n",
+ " // Add the status bar.\n",
+ " var status_bar = document.createElement('span');\n",
+ " status_bar.classList = 'mpl-message pull-right';\n",
+ " toolbar.appendChild(status_bar);\n",
+ " this.message = status_bar;\n",
+ "\n",
+ " // Add the close button to the window.\n",
+ " var buttongrp = document.createElement('div');\n",
+ " buttongrp.classList = 'btn-group inline pull-right';\n",
+ " button = document.createElement('button');\n",
+ " button.classList = 'btn btn-mini btn-primary';\n",
+ " button.href = '#';\n",
+ " button.title = 'Stop Interaction';\n",
+ " button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
+ " button.addEventListener('click', function (_evt) {\n",
+ " fig.handle_close(fig, {});\n",
+ " });\n",
+ " button.addEventListener(\n",
+ " 'mouseover',\n",
+ " on_mouseover_closure('Stop Interaction')\n",
+ " );\n",
+ " buttongrp.appendChild(button);\n",
+ " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
+ " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._remove_fig_handler = function (event) {\n",
+ " var fig = event.data.fig;\n",
+ " if (event.target !== this) {\n",
+ " // Ignore bubbled events from children.\n",
+ " return;\n",
+ " }\n",
+ " fig.close_ws(fig, {});\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._root_extra_style = function (el) {\n",
+ " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._canvas_extra_style = function (el) {\n",
+ " // this is important to make the div 'focusable\n",
+ " el.setAttribute('tabindex', 0);\n",
+ " // reach out to IPython and tell the keyboard manager to turn it's self\n",
+ " // off when our div gets focus\n",
+ "\n",
+ " // location in version 3\n",
+ " if (IPython.notebook.keyboard_manager) {\n",
+ " IPython.notebook.keyboard_manager.register_events(el);\n",
+ " } else {\n",
+ " // location in version 2\n",
+ " IPython.keyboard_manager.register_events(el);\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
+ " var manager = IPython.notebook.keyboard_manager;\n",
+ " if (!manager) {\n",
+ " manager = IPython.keyboard_manager;\n",
+ " }\n",
+ "\n",
+ " // Check for shift+enter\n",
+ " if (event.shiftKey && event.which === 13) {\n",
+ " this.canvas_div.blur();\n",
+ " // select the cell after this one\n",
+ " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
+ " IPython.notebook.select(index + 1);\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
+ " fig.ondownload(fig, null);\n",
+ "};\n",
+ "\n",
+ "mpl.find_output_cell = function (html_output) {\n",
+ " // Return the cell and output element which can be found *uniquely* in the notebook.\n",
+ " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
+ " // IPython event is triggered only after the cells have been serialised, which for\n",
+ " // our purposes (turning an active figure into a static one), is too late.\n",
+ " var cells = IPython.notebook.get_cells();\n",
+ " var ncells = cells.length;\n",
+ " for (var i = 0; i < ncells; i++) {\n",
+ " var cell = cells[i];\n",
+ " if (cell.cell_type === 'code') {\n",
+ " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
+ " var data = cell.output_area.outputs[j];\n",
+ " if (data.data) {\n",
+ " // IPython >= 3 moved mimebundle to data attribute of output\n",
+ " data = data.data;\n",
+ " }\n",
+ " if (data['text/html'] === html_output) {\n",
+ " return [cell, data, j];\n",
+ " }\n",
+ " }\n",
+ " }\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "// Register the function which deals with the matplotlib target/channel.\n",
+ "// The kernel may be null if the page has been refreshed.\n",
+ "if (IPython.notebook.kernel !== null) {\n",
+ " IPython.notebook.kernel.comm_manager.register_target(\n",
+ " 'matplotlib',\n",
+ " mpl.mpl_figure_comm\n",
+ " );\n",
+ "}\n"
+ ],
+ "text/plain": [
+ "<IPython.core.display.Javascript object>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
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\" width=\"1000\">"
+ ],
+ "text/plain": [
+ "<IPython.core.display.HTML object>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "text/plain": [
+ "<AxesSubplot:ylabel='Frequency'>"
+ ]
+ },
+ "execution_count": 43,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "plt.figure(figsize = (10,4))\n",
+ "roof_info.FLAECHE.plot.hist(range = (0, 500), bins = 100)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "id": "raising-neighbor",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "application/javascript": [
+ "/* Put everything inside the global mpl namespace */\n",
+ "/* global mpl */\n",
+ "window.mpl = {};\n",
+ "\n",
+ "mpl.get_websocket_type = function () {\n",
+ " if (typeof WebSocket !== 'undefined') {\n",
+ " return WebSocket;\n",
+ " } else if (typeof MozWebSocket !== 'undefined') {\n",
+ " return MozWebSocket;\n",
+ " } else {\n",
+ " alert(\n",
+ " 'Your browser does not have WebSocket support. ' +\n",
+ " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
+ " 'Firefox 4 and 5 are also supported but you ' +\n",
+ " 'have to enable WebSockets in about:config.'\n",
+ " );\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n",
+ " this.id = figure_id;\n",
+ "\n",
+ " this.ws = websocket;\n",
+ "\n",
+ " this.supports_binary = this.ws.binaryType !== undefined;\n",
+ "\n",
+ " if (!this.supports_binary) {\n",
+ " var warnings = document.getElementById('mpl-warnings');\n",
+ " if (warnings) {\n",
+ " warnings.style.display = 'block';\n",
+ " warnings.textContent =\n",
+ " 'This browser does not support binary websocket messages. ' +\n",
+ " 'Performance may be slow.';\n",
+ " }\n",
+ " }\n",
+ "\n",
+ " this.imageObj = new Image();\n",
+ "\n",
+ " this.context = undefined;\n",
+ " this.message = undefined;\n",
+ " this.canvas = undefined;\n",
+ " this.rubberband_canvas = undefined;\n",
+ " this.rubberband_context = undefined;\n",
+ " this.format_dropdown = undefined;\n",
+ "\n",
+ " this.image_mode = 'full';\n",
+ "\n",
+ " this.root = document.createElement('div');\n",
+ " this.root.setAttribute('style', 'display: inline-block');\n",
+ " this._root_extra_style(this.root);\n",
+ "\n",
+ " parent_element.appendChild(this.root);\n",
+ "\n",
+ " this._init_header(this);\n",
+ " this._init_canvas(this);\n",
+ " this._init_toolbar(this);\n",
+ "\n",
+ " var fig = this;\n",
+ "\n",
+ " this.waiting = false;\n",
+ "\n",
+ " this.ws.onopen = function () {\n",
+ " fig.send_message('supports_binary', { value: fig.supports_binary });\n",
+ " fig.send_message('send_image_mode', {});\n",
+ " if (fig.ratio !== 1) {\n",
+ " fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n",
+ " }\n",
+ " fig.send_message('refresh', {});\n",
+ " };\n",
+ "\n",
+ " this.imageObj.onload = function () {\n",
+ " if (fig.image_mode === 'full') {\n",
+ " // Full images could contain transparency (where diff images\n",
+ " // almost always do), so we need to clear the canvas so that\n",
+ " // there is no ghosting.\n",
+ " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
+ " }\n",
+ " fig.context.drawImage(fig.imageObj, 0, 0);\n",
+ " };\n",
+ "\n",
+ " this.imageObj.onunload = function () {\n",
+ " fig.ws.close();\n",
+ " };\n",
+ "\n",
+ " this.ws.onmessage = this._make_on_message_function(this);\n",
+ "\n",
+ " this.ondownload = ondownload;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._init_header = function () {\n",
+ " var titlebar = document.createElement('div');\n",
+ " titlebar.classList =\n",
+ " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n",
+ " var titletext = document.createElement('div');\n",
+ " titletext.classList = 'ui-dialog-title';\n",
+ " titletext.setAttribute(\n",
+ " 'style',\n",
+ " 'width: 100%; text-align: center; padding: 3px;'\n",
+ " );\n",
+ " titlebar.appendChild(titletext);\n",
+ " this.root.appendChild(titlebar);\n",
+ " this.header = titletext;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n",
+ "\n",
+ "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n",
+ "\n",
+ "mpl.figure.prototype._init_canvas = function () {\n",
+ " var fig = this;\n",
+ "\n",
+ " var canvas_div = (this.canvas_div = document.createElement('div'));\n",
+ " canvas_div.setAttribute(\n",
+ " 'style',\n",
+ " 'border: 1px solid #ddd;' +\n",
+ " 'box-sizing: content-box;' +\n",
+ " 'clear: both;' +\n",
+ " 'min-height: 1px;' +\n",
+ " 'min-width: 1px;' +\n",
+ " 'outline: 0;' +\n",
+ " 'overflow: hidden;' +\n",
+ " 'position: relative;' +\n",
+ " 'resize: both;'\n",
+ " );\n",
+ "\n",
+ " function on_keyboard_event_closure(name) {\n",
+ " return function (event) {\n",
+ " return fig.key_event(event, name);\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " canvas_div.addEventListener(\n",
+ " 'keydown',\n",
+ " on_keyboard_event_closure('key_press')\n",
+ " );\n",
+ " canvas_div.addEventListener(\n",
+ " 'keyup',\n",
+ " on_keyboard_event_closure('key_release')\n",
+ " );\n",
+ "\n",
+ " this._canvas_extra_style(canvas_div);\n",
+ " this.root.appendChild(canvas_div);\n",
+ "\n",
+ " var canvas = (this.canvas = document.createElement('canvas'));\n",
+ " canvas.classList.add('mpl-canvas');\n",
+ " canvas.setAttribute('style', 'box-sizing: content-box;');\n",
+ "\n",
+ " this.context = canvas.getContext('2d');\n",
+ "\n",
+ " var backingStore =\n",
+ " this.context.backingStorePixelRatio ||\n",
+ " this.context.webkitBackingStorePixelRatio ||\n",
+ " this.context.mozBackingStorePixelRatio ||\n",
+ " this.context.msBackingStorePixelRatio ||\n",
+ " this.context.oBackingStorePixelRatio ||\n",
+ " this.context.backingStorePixelRatio ||\n",
+ " 1;\n",
+ "\n",
+ " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
+ "\n",
+ " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n",
+ " 'canvas'\n",
+ " ));\n",
+ " rubberband_canvas.setAttribute(\n",
+ " 'style',\n",
+ " 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n",
+ " );\n",
+ "\n",
+ " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n",
+ " if (this.ResizeObserver === undefined) {\n",
+ " if (window.ResizeObserver !== undefined) {\n",
+ " this.ResizeObserver = window.ResizeObserver;\n",
+ " } else {\n",
+ " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n",
+ " this.ResizeObserver = obs.ResizeObserver;\n",
+ " }\n",
+ " }\n",
+ "\n",
+ " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n",
+ " var nentries = entries.length;\n",
+ " for (var i = 0; i < nentries; i++) {\n",
+ " var entry = entries[i];\n",
+ " var width, height;\n",
+ " if (entry.contentBoxSize) {\n",
+ " if (entry.contentBoxSize instanceof Array) {\n",
+ " // Chrome 84 implements new version of spec.\n",
+ " width = entry.contentBoxSize[0].inlineSize;\n",
+ " height = entry.contentBoxSize[0].blockSize;\n",
+ " } else {\n",
+ " // Firefox implements old version of spec.\n",
+ " width = entry.contentBoxSize.inlineSize;\n",
+ " height = entry.contentBoxSize.blockSize;\n",
+ " }\n",
+ " } else {\n",
+ " // Chrome <84 implements even older version of spec.\n",
+ " width = entry.contentRect.width;\n",
+ " height = entry.contentRect.height;\n",
+ " }\n",
+ "\n",
+ " // Keep the size of the canvas and rubber band canvas in sync with\n",
+ " // the canvas container.\n",
+ " if (entry.devicePixelContentBoxSize) {\n",
+ " // Chrome 84 implements new version of spec.\n",
+ " canvas.setAttribute(\n",
+ " 'width',\n",
+ " entry.devicePixelContentBoxSize[0].inlineSize\n",
+ " );\n",
+ " canvas.setAttribute(\n",
+ " 'height',\n",
+ " entry.devicePixelContentBoxSize[0].blockSize\n",
+ " );\n",
+ " } else {\n",
+ " canvas.setAttribute('width', width * fig.ratio);\n",
+ " canvas.setAttribute('height', height * fig.ratio);\n",
+ " }\n",
+ " canvas.setAttribute(\n",
+ " 'style',\n",
+ " 'width: ' + width + 'px; height: ' + height + 'px;'\n",
+ " );\n",
+ "\n",
+ " rubberband_canvas.setAttribute('width', width);\n",
+ " rubberband_canvas.setAttribute('height', height);\n",
+ "\n",
+ " // And update the size in Python. We ignore the initial 0/0 size\n",
+ " // that occurs as the element is placed into the DOM, which should\n",
+ " // otherwise not happen due to the minimum size styling.\n",
+ " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n",
+ " fig.request_resize(width, height);\n",
+ " }\n",
+ " }\n",
+ " });\n",
+ " this.resizeObserverInstance.observe(canvas_div);\n",
+ "\n",
+ " function on_mouse_event_closure(name) {\n",
+ " return function (event) {\n",
+ " return fig.mouse_event(event, name);\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " rubberband_canvas.addEventListener(\n",
+ " 'mousedown',\n",
+ " on_mouse_event_closure('button_press')\n",
+ " );\n",
+ " rubberband_canvas.addEventListener(\n",
+ " 'mouseup',\n",
+ " on_mouse_event_closure('button_release')\n",
+ " );\n",
+ " // Throttle sequential mouse events to 1 every 20ms.\n",
+ " rubberband_canvas.addEventListener(\n",
+ " 'mousemove',\n",
+ " on_mouse_event_closure('motion_notify')\n",
+ " );\n",
+ "\n",
+ " rubberband_canvas.addEventListener(\n",
+ " 'mouseenter',\n",
+ " on_mouse_event_closure('figure_enter')\n",
+ " );\n",
+ " rubberband_canvas.addEventListener(\n",
+ " 'mouseleave',\n",
+ " on_mouse_event_closure('figure_leave')\n",
+ " );\n",
+ "\n",
+ " canvas_div.addEventListener('wheel', function (event) {\n",
+ " if (event.deltaY < 0) {\n",
+ " event.step = 1;\n",
+ " } else {\n",
+ " event.step = -1;\n",
+ " }\n",
+ " on_mouse_event_closure('scroll')(event);\n",
+ " });\n",
+ "\n",
+ " canvas_div.appendChild(canvas);\n",
+ " canvas_div.appendChild(rubberband_canvas);\n",
+ "\n",
+ " this.rubberband_context = rubberband_canvas.getContext('2d');\n",
+ " this.rubberband_context.strokeStyle = '#000000';\n",
+ "\n",
+ " this._resize_canvas = function (width, height, forward) {\n",
+ " if (forward) {\n",
+ " canvas_div.style.width = width + 'px';\n",
+ " canvas_div.style.height = height + 'px';\n",
+ " }\n",
+ " };\n",
+ "\n",
+ " // Disable right mouse context menu.\n",
+ " this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n",
+ " event.preventDefault();\n",
+ " return false;\n",
+ " });\n",
+ "\n",
+ " function set_focus() {\n",
+ " canvas.focus();\n",
+ " canvas_div.focus();\n",
+ " }\n",
+ "\n",
+ " window.setTimeout(set_focus, 100);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._init_toolbar = function () {\n",
+ " var fig = this;\n",
+ "\n",
+ " var toolbar = document.createElement('div');\n",
+ " toolbar.classList = 'mpl-toolbar';\n",
+ " this.root.appendChild(toolbar);\n",
+ "\n",
+ " function on_click_closure(name) {\n",
+ " return function (_event) {\n",
+ " return fig.toolbar_button_onclick(name);\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " function on_mouseover_closure(tooltip) {\n",
+ " return function (event) {\n",
+ " if (!event.currentTarget.disabled) {\n",
+ " return fig.toolbar_button_onmouseover(tooltip);\n",
+ " }\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " fig.buttons = {};\n",
+ " var buttonGroup = document.createElement('div');\n",
+ " buttonGroup.classList = 'mpl-button-group';\n",
+ " for (var toolbar_ind in mpl.toolbar_items) {\n",
+ " var name = mpl.toolbar_items[toolbar_ind][0];\n",
+ " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
+ " var image = mpl.toolbar_items[toolbar_ind][2];\n",
+ " var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
+ "\n",
+ " if (!name) {\n",
+ " /* Instead of a spacer, we start a new button group. */\n",
+ " if (buttonGroup.hasChildNodes()) {\n",
+ " toolbar.appendChild(buttonGroup);\n",
+ " }\n",
+ " buttonGroup = document.createElement('div');\n",
+ " buttonGroup.classList = 'mpl-button-group';\n",
+ " continue;\n",
+ " }\n",
+ "\n",
+ " var button = (fig.buttons[name] = document.createElement('button'));\n",
+ " button.classList = 'mpl-widget';\n",
+ " button.setAttribute('role', 'button');\n",
+ " button.setAttribute('aria-disabled', 'false');\n",
+ " button.addEventListener('click', on_click_closure(method_name));\n",
+ " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
+ "\n",
+ " var icon_img = document.createElement('img');\n",
+ " icon_img.src = '_images/' + image + '.png';\n",
+ " icon_img.srcset = '_images/' + image + '_large.png 2x';\n",
+ " icon_img.alt = tooltip;\n",
+ " button.appendChild(icon_img);\n",
+ "\n",
+ " buttonGroup.appendChild(button);\n",
+ " }\n",
+ "\n",
+ " if (buttonGroup.hasChildNodes()) {\n",
+ " toolbar.appendChild(buttonGroup);\n",
+ " }\n",
+ "\n",
+ " var fmt_picker = document.createElement('select');\n",
+ " fmt_picker.classList = 'mpl-widget';\n",
+ " toolbar.appendChild(fmt_picker);\n",
+ " this.format_dropdown = fmt_picker;\n",
+ "\n",
+ " for (var ind in mpl.extensions) {\n",
+ " var fmt = mpl.extensions[ind];\n",
+ " var option = document.createElement('option');\n",
+ " option.selected = fmt === mpl.default_extension;\n",
+ " option.innerHTML = fmt;\n",
+ " fmt_picker.appendChild(option);\n",
+ " }\n",
+ "\n",
+ " var status_bar = document.createElement('span');\n",
+ " status_bar.classList = 'mpl-message';\n",
+ " toolbar.appendChild(status_bar);\n",
+ " this.message = status_bar;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n",
+ " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
+ " // which will in turn request a refresh of the image.\n",
+ " this.send_message('resize', { width: x_pixels, height: y_pixels });\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.send_message = function (type, properties) {\n",
+ " properties['type'] = type;\n",
+ " properties['figure_id'] = this.id;\n",
+ " this.ws.send(JSON.stringify(properties));\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.send_draw_message = function () {\n",
+ " if (!this.waiting) {\n",
+ " this.waiting = true;\n",
+ " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
+ " var format_dropdown = fig.format_dropdown;\n",
+ " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
+ " fig.ondownload(fig, format);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
+ " var size = msg['size'];\n",
+ " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
+ " fig._resize_canvas(size[0], size[1], msg['forward']);\n",
+ " fig.send_message('refresh', {});\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n",
+ " var x0 = msg['x0'] / fig.ratio;\n",
+ " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n",
+ " var x1 = msg['x1'] / fig.ratio;\n",
+ " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n",
+ " x0 = Math.floor(x0) + 0.5;\n",
+ " y0 = Math.floor(y0) + 0.5;\n",
+ " x1 = Math.floor(x1) + 0.5;\n",
+ " y1 = Math.floor(y1) + 0.5;\n",
+ " var min_x = Math.min(x0, x1);\n",
+ " var min_y = Math.min(y0, y1);\n",
+ " var width = Math.abs(x1 - x0);\n",
+ " var height = Math.abs(y1 - y0);\n",
+ "\n",
+ " fig.rubberband_context.clearRect(\n",
+ " 0,\n",
+ " 0,\n",
+ " fig.canvas.width / fig.ratio,\n",
+ " fig.canvas.height / fig.ratio\n",
+ " );\n",
+ "\n",
+ " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n",
+ " // Updates the figure title.\n",
+ " fig.header.textContent = msg['label'];\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n",
+ " var cursor = msg['cursor'];\n",
+ " switch (cursor) {\n",
+ " case 0:\n",
+ " cursor = 'pointer';\n",
+ " break;\n",
+ " case 1:\n",
+ " cursor = 'default';\n",
+ " break;\n",
+ " case 2:\n",
+ " cursor = 'crosshair';\n",
+ " break;\n",
+ " case 3:\n",
+ " cursor = 'move';\n",
+ " break;\n",
+ " }\n",
+ " fig.rubberband_canvas.style.cursor = cursor;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_message = function (fig, msg) {\n",
+ " fig.message.textContent = msg['message'];\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
+ " // Request the server to send over a new figure.\n",
+ " fig.send_draw_message();\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
+ " fig.image_mode = msg['mode'];\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
+ " for (var key in msg) {\n",
+ " if (!(key in fig.buttons)) {\n",
+ " continue;\n",
+ " }\n",
+ " fig.buttons[key].disabled = !msg[key];\n",
+ " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
+ " if (msg['mode'] === 'PAN') {\n",
+ " fig.buttons['Pan'].classList.add('active');\n",
+ " fig.buttons['Zoom'].classList.remove('active');\n",
+ " } else if (msg['mode'] === 'ZOOM') {\n",
+ " fig.buttons['Pan'].classList.remove('active');\n",
+ " fig.buttons['Zoom'].classList.add('active');\n",
+ " } else {\n",
+ " fig.buttons['Pan'].classList.remove('active');\n",
+ " fig.buttons['Zoom'].classList.remove('active');\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.updated_canvas_event = function () {\n",
+ " // Called whenever the canvas gets updated.\n",
+ " this.send_message('ack', {});\n",
+ "};\n",
+ "\n",
+ "// A function to construct a web socket function for onmessage handling.\n",
+ "// Called in the figure constructor.\n",
+ "mpl.figure.prototype._make_on_message_function = function (fig) {\n",
+ " return function socket_on_message(evt) {\n",
+ " if (evt.data instanceof Blob) {\n",
+ " /* FIXME: We get \"Resource interpreted as Image but\n",
+ " * transferred with MIME type text/plain:\" errors on\n",
+ " * Chrome. But how to set the MIME type? It doesn't seem\n",
+ " * to be part of the websocket stream */\n",
+ " evt.data.type = 'image/png';\n",
+ "\n",
+ " /* Free the memory for the previous frames */\n",
+ " if (fig.imageObj.src) {\n",
+ " (window.URL || window.webkitURL).revokeObjectURL(\n",
+ " fig.imageObj.src\n",
+ " );\n",
+ " }\n",
+ "\n",
+ " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
+ " evt.data\n",
+ " );\n",
+ " fig.updated_canvas_event();\n",
+ " fig.waiting = false;\n",
+ " return;\n",
+ " } else if (\n",
+ " typeof evt.data === 'string' &&\n",
+ " evt.data.slice(0, 21) === 'data:image/png;base64'\n",
+ " ) {\n",
+ " fig.imageObj.src = evt.data;\n",
+ " fig.updated_canvas_event();\n",
+ " fig.waiting = false;\n",
+ " return;\n",
+ " }\n",
+ "\n",
+ " var msg = JSON.parse(evt.data);\n",
+ " var msg_type = msg['type'];\n",
+ "\n",
+ " // Call the \"handle_{type}\" callback, which takes\n",
+ " // the figure and JSON message as its only arguments.\n",
+ " try {\n",
+ " var callback = fig['handle_' + msg_type];\n",
+ " } catch (e) {\n",
+ " console.log(\n",
+ " \"No handler for the '\" + msg_type + \"' message type: \",\n",
+ " msg\n",
+ " );\n",
+ " return;\n",
+ " }\n",
+ "\n",
+ " if (callback) {\n",
+ " try {\n",
+ " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
+ " callback(fig, msg);\n",
+ " } catch (e) {\n",
+ " console.log(\n",
+ " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
+ " e,\n",
+ " e.stack,\n",
+ " msg\n",
+ " );\n",
+ " }\n",
+ " }\n",
+ " };\n",
+ "};\n",
+ "\n",
+ "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
+ "mpl.findpos = function (e) {\n",
+ " //this section is from http://www.quirksmode.org/js/events_properties.html\n",
+ " var targ;\n",
+ " if (!e) {\n",
+ " e = window.event;\n",
+ " }\n",
+ " if (e.target) {\n",
+ " targ = e.target;\n",
+ " } else if (e.srcElement) {\n",
+ " targ = e.srcElement;\n",
+ " }\n",
+ " if (targ.nodeType === 3) {\n",
+ " // defeat Safari bug\n",
+ " targ = targ.parentNode;\n",
+ " }\n",
+ "\n",
+ " // pageX,Y are the mouse positions relative to the document\n",
+ " var boundingRect = targ.getBoundingClientRect();\n",
+ " var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
+ " var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
+ "\n",
+ " return { x: x, y: y };\n",
+ "};\n",
+ "\n",
+ "/*\n",
+ " * return a copy of an object with only non-object keys\n",
+ " * we need this to avoid circular references\n",
+ " * http://stackoverflow.com/a/24161582/3208463\n",
+ " */\n",
+ "function simpleKeys(original) {\n",
+ " return Object.keys(original).reduce(function (obj, key) {\n",
+ " if (typeof original[key] !== 'object') {\n",
+ " obj[key] = original[key];\n",
+ " }\n",
+ " return obj;\n",
+ " }, {});\n",
+ "}\n",
+ "\n",
+ "mpl.figure.prototype.mouse_event = function (event, name) {\n",
+ " var canvas_pos = mpl.findpos(event);\n",
+ "\n",
+ " if (name === 'button_press') {\n",
+ " this.canvas.focus();\n",
+ " this.canvas_div.focus();\n",
+ " }\n",
+ "\n",
+ " var x = canvas_pos.x * this.ratio;\n",
+ " var y = canvas_pos.y * this.ratio;\n",
+ "\n",
+ " this.send_message(name, {\n",
+ " x: x,\n",
+ " y: y,\n",
+ " button: event.button,\n",
+ " step: event.step,\n",
+ " guiEvent: simpleKeys(event),\n",
+ " });\n",
+ "\n",
+ " /* This prevents the web browser from automatically changing to\n",
+ " * the text insertion cursor when the button is pressed. We want\n",
+ " * to control all of the cursor setting manually through the\n",
+ " * 'cursor' event from matplotlib */\n",
+ " event.preventDefault();\n",
+ " return false;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
+ " // Handle any extra behaviour associated with a key event\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.key_event = function (event, name) {\n",
+ " // Prevent repeat events\n",
+ " if (name === 'key_press') {\n",
+ " if (event.which === this._key) {\n",
+ " return;\n",
+ " } else {\n",
+ " this._key = event.which;\n",
+ " }\n",
+ " }\n",
+ " if (name === 'key_release') {\n",
+ " this._key = null;\n",
+ " }\n",
+ "\n",
+ " var value = '';\n",
+ " if (event.ctrlKey && event.which !== 17) {\n",
+ " value += 'ctrl+';\n",
+ " }\n",
+ " if (event.altKey && event.which !== 18) {\n",
+ " value += 'alt+';\n",
+ " }\n",
+ " if (event.shiftKey && event.which !== 16) {\n",
+ " value += 'shift+';\n",
+ " }\n",
+ "\n",
+ " value += 'k';\n",
+ " value += event.which.toString();\n",
+ "\n",
+ " this._key_event_extra(event, name);\n",
+ "\n",
+ " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
+ " return false;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
+ " if (name === 'download') {\n",
+ " this.handle_save(this, null);\n",
+ " } else {\n",
+ " this.send_message('toolbar_button', { name: name });\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
+ " this.message.textContent = tooltip;\n",
+ "};\n",
+ "\n",
+ "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n",
+ "// prettier-ignore\n",
+ "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n",
+ "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
+ "\n",
+ "mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
+ "\n",
+ "mpl.default_extension = \"png\";/* global mpl */\n",
+ "\n",
+ "var comm_websocket_adapter = function (comm) {\n",
+ " // Create a \"websocket\"-like object which calls the given IPython comm\n",
+ " // object with the appropriate methods. Currently this is a non binary\n",
+ " // socket, so there is still some room for performance tuning.\n",
+ " var ws = {};\n",
+ "\n",
+ " ws.close = function () {\n",
+ " comm.close();\n",
+ " };\n",
+ " ws.send = function (m) {\n",
+ " //console.log('sending', m);\n",
+ " comm.send(m);\n",
+ " };\n",
+ " // Register the callback with on_msg.\n",
+ " comm.on_msg(function (msg) {\n",
+ " //console.log('receiving', msg['content']['data'], msg);\n",
+ " // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
+ " ws.onmessage(msg['content']['data']);\n",
+ " });\n",
+ " return ws;\n",
+ "};\n",
+ "\n",
+ "mpl.mpl_figure_comm = function (comm, msg) {\n",
+ " // This is the function which gets called when the mpl process\n",
+ " // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
+ "\n",
+ " var id = msg.content.data.id;\n",
+ " // Get hold of the div created by the display call when the Comm\n",
+ " // socket was opened in Python.\n",
+ " var element = document.getElementById(id);\n",
+ " var ws_proxy = comm_websocket_adapter(comm);\n",
+ "\n",
+ " function ondownload(figure, _format) {\n",
+ " window.open(figure.canvas.toDataURL());\n",
+ " }\n",
+ "\n",
+ " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
+ "\n",
+ " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
+ " // web socket which is closed, not our websocket->open comm proxy.\n",
+ " ws_proxy.onopen();\n",
+ "\n",
+ " fig.parent_element = element;\n",
+ " fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
+ " if (!fig.cell_info) {\n",
+ " console.error('Failed to find cell for figure', id, fig);\n",
+ " return;\n",
+ " }\n",
+ " fig.cell_info[0].output_area.element.on(\n",
+ " 'cleared',\n",
+ " { fig: fig },\n",
+ " fig._remove_fig_handler\n",
+ " );\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_close = function (fig, msg) {\n",
+ " var width = fig.canvas.width / fig.ratio;\n",
+ " fig.cell_info[0].output_area.element.off(\n",
+ " 'cleared',\n",
+ " fig._remove_fig_handler\n",
+ " );\n",
+ " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n",
+ "\n",
+ " // Update the output cell to use the data from the current canvas.\n",
+ " fig.push_to_output();\n",
+ " var dataURL = fig.canvas.toDataURL();\n",
+ " // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
+ " // the notebook keyboard shortcuts fail.\n",
+ " IPython.keyboard_manager.enable();\n",
+ " fig.parent_element.innerHTML =\n",
+ " '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
+ " fig.close_ws(fig, msg);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.close_ws = function (fig, msg) {\n",
+ " fig.send_message('closing', msg);\n",
+ " // fig.ws.close()\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
+ " // Turn the data on the canvas into data in the output cell.\n",
+ " var width = this.canvas.width / this.ratio;\n",
+ " var dataURL = this.canvas.toDataURL();\n",
+ " this.cell_info[1]['text/html'] =\n",
+ " '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.updated_canvas_event = function () {\n",
+ " // Tell IPython that the notebook contents must change.\n",
+ " IPython.notebook.set_dirty(true);\n",
+ " this.send_message('ack', {});\n",
+ " var fig = this;\n",
+ " // Wait a second, then push the new image to the DOM so\n",
+ " // that it is saved nicely (might be nice to debounce this).\n",
+ " setTimeout(function () {\n",
+ " fig.push_to_output();\n",
+ " }, 1000);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._init_toolbar = function () {\n",
+ " var fig = this;\n",
+ "\n",
+ " var toolbar = document.createElement('div');\n",
+ " toolbar.classList = 'btn-toolbar';\n",
+ " this.root.appendChild(toolbar);\n",
+ "\n",
+ " function on_click_closure(name) {\n",
+ " return function (_event) {\n",
+ " return fig.toolbar_button_onclick(name);\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " function on_mouseover_closure(tooltip) {\n",
+ " return function (event) {\n",
+ " if (!event.currentTarget.disabled) {\n",
+ " return fig.toolbar_button_onmouseover(tooltip);\n",
+ " }\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " fig.buttons = {};\n",
+ " var buttonGroup = document.createElement('div');\n",
+ " buttonGroup.classList = 'btn-group';\n",
+ " var button;\n",
+ " for (var toolbar_ind in mpl.toolbar_items) {\n",
+ " var name = mpl.toolbar_items[toolbar_ind][0];\n",
+ " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
+ " var image = mpl.toolbar_items[toolbar_ind][2];\n",
+ " var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
+ "\n",
+ " if (!name) {\n",
+ " /* Instead of a spacer, we start a new button group. */\n",
+ " if (buttonGroup.hasChildNodes()) {\n",
+ " toolbar.appendChild(buttonGroup);\n",
+ " }\n",
+ " buttonGroup = document.createElement('div');\n",
+ " buttonGroup.classList = 'btn-group';\n",
+ " continue;\n",
+ " }\n",
+ "\n",
+ " button = fig.buttons[name] = document.createElement('button');\n",
+ " button.classList = 'btn btn-default';\n",
+ " button.href = '#';\n",
+ " button.title = name;\n",
+ " button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
+ " button.addEventListener('click', on_click_closure(method_name));\n",
+ " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
+ " buttonGroup.appendChild(button);\n",
+ " }\n",
+ "\n",
+ " if (buttonGroup.hasChildNodes()) {\n",
+ " toolbar.appendChild(buttonGroup);\n",
+ " }\n",
+ "\n",
+ " // Add the status bar.\n",
+ " var status_bar = document.createElement('span');\n",
+ " status_bar.classList = 'mpl-message pull-right';\n",
+ " toolbar.appendChild(status_bar);\n",
+ " this.message = status_bar;\n",
+ "\n",
+ " // Add the close button to the window.\n",
+ " var buttongrp = document.createElement('div');\n",
+ " buttongrp.classList = 'btn-group inline pull-right';\n",
+ " button = document.createElement('button');\n",
+ " button.classList = 'btn btn-mini btn-primary';\n",
+ " button.href = '#';\n",
+ " button.title = 'Stop Interaction';\n",
+ " button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
+ " button.addEventListener('click', function (_evt) {\n",
+ " fig.handle_close(fig, {});\n",
+ " });\n",
+ " button.addEventListener(\n",
+ " 'mouseover',\n",
+ " on_mouseover_closure('Stop Interaction')\n",
+ " );\n",
+ " buttongrp.appendChild(button);\n",
+ " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
+ " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._remove_fig_handler = function (event) {\n",
+ " var fig = event.data.fig;\n",
+ " if (event.target !== this) {\n",
+ " // Ignore bubbled events from children.\n",
+ " return;\n",
+ " }\n",
+ " fig.close_ws(fig, {});\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._root_extra_style = function (el) {\n",
+ " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._canvas_extra_style = function (el) {\n",
+ " // this is important to make the div 'focusable\n",
+ " el.setAttribute('tabindex', 0);\n",
+ " // reach out to IPython and tell the keyboard manager to turn it's self\n",
+ " // off when our div gets focus\n",
+ "\n",
+ " // location in version 3\n",
+ " if (IPython.notebook.keyboard_manager) {\n",
+ " IPython.notebook.keyboard_manager.register_events(el);\n",
+ " } else {\n",
+ " // location in version 2\n",
+ " IPython.keyboard_manager.register_events(el);\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
+ " var manager = IPython.notebook.keyboard_manager;\n",
+ " if (!manager) {\n",
+ " manager = IPython.keyboard_manager;\n",
+ " }\n",
+ "\n",
+ " // Check for shift+enter\n",
+ " if (event.shiftKey && event.which === 13) {\n",
+ " this.canvas_div.blur();\n",
+ " // select the cell after this one\n",
+ " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
+ " IPython.notebook.select(index + 1);\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
+ " fig.ondownload(fig, null);\n",
+ "};\n",
+ "\n",
+ "mpl.find_output_cell = function (html_output) {\n",
+ " // Return the cell and output element which can be found *uniquely* in the notebook.\n",
+ " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
+ " // IPython event is triggered only after the cells have been serialised, which for\n",
+ " // our purposes (turning an active figure into a static one), is too late.\n",
+ " var cells = IPython.notebook.get_cells();\n",
+ " var ncells = cells.length;\n",
+ " for (var i = 0; i < ncells; i++) {\n",
+ " var cell = cells[i];\n",
+ " if (cell.cell_type === 'code') {\n",
+ " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
+ " var data = cell.output_area.outputs[j];\n",
+ " if (data.data) {\n",
+ " // IPython >= 3 moved mimebundle to data attribute of output\n",
+ " data = data.data;\n",
+ " }\n",
+ " if (data['text/html'] === html_output) {\n",
+ " return [cell, data, j];\n",
+ " }\n",
+ " }\n",
+ " }\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "// Register the function which deals with the matplotlib target/channel.\n",
+ "// The kernel may be null if the page has been refreshed.\n",
+ "if (IPython.notebook.kernel !== null) {\n",
+ " IPython.notebook.kernel.comm_manager.register_target(\n",
+ " 'matplotlib',\n",
+ " mpl.mpl_figure_comm\n",
+ " );\n",
+ "}\n"
+ ],
+ "text/plain": [
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+ ]
+ },
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+ "output_type": "display_data"
+ },
+ {
+ "data": {
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\" width=\"1000\">"
+ ],
+ "text/plain": [
+ "<IPython.core.display.HTML object>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.figure(figsize = (10,4))\n",
+ "for aspect in roof_info.aspect.unique():\n",
+ " roof_info[roof_info.aspect == aspect].AUSRICHTUNG.plot.hist(bins = 360, width = 1, range=(-179,180),label=aspect)\n",
+ "plt.legend(loc = 'center left', bbox_to_anchor = (1,0.5))\n",
+ "plt.ylim(0,30000)\n",
+ "plt.title('Aspect classes')\n",
+ "plt.tight_layout()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 41,
+ "id": "seeing-circle",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "application/javascript": [
+ "/* Put everything inside the global mpl namespace */\n",
+ "/* global mpl */\n",
+ "window.mpl = {};\n",
+ "\n",
+ "mpl.get_websocket_type = function () {\n",
+ " if (typeof WebSocket !== 'undefined') {\n",
+ " return WebSocket;\n",
+ " } else if (typeof MozWebSocket !== 'undefined') {\n",
+ " return MozWebSocket;\n",
+ " } else {\n",
+ " alert(\n",
+ " 'Your browser does not have WebSocket support. ' +\n",
+ " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
+ " 'Firefox 4 and 5 are also supported but you ' +\n",
+ " 'have to enable WebSockets in about:config.'\n",
+ " );\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n",
+ " this.id = figure_id;\n",
+ "\n",
+ " this.ws = websocket;\n",
+ "\n",
+ " this.supports_binary = this.ws.binaryType !== undefined;\n",
+ "\n",
+ " if (!this.supports_binary) {\n",
+ " var warnings = document.getElementById('mpl-warnings');\n",
+ " if (warnings) {\n",
+ " warnings.style.display = 'block';\n",
+ " warnings.textContent =\n",
+ " 'This browser does not support binary websocket messages. ' +\n",
+ " 'Performance may be slow.';\n",
+ " }\n",
+ " }\n",
+ "\n",
+ " this.imageObj = new Image();\n",
+ "\n",
+ " this.context = undefined;\n",
+ " this.message = undefined;\n",
+ " this.canvas = undefined;\n",
+ " this.rubberband_canvas = undefined;\n",
+ " this.rubberband_context = undefined;\n",
+ " this.format_dropdown = undefined;\n",
+ "\n",
+ " this.image_mode = 'full';\n",
+ "\n",
+ " this.root = document.createElement('div');\n",
+ " this.root.setAttribute('style', 'display: inline-block');\n",
+ " this._root_extra_style(this.root);\n",
+ "\n",
+ " parent_element.appendChild(this.root);\n",
+ "\n",
+ " this._init_header(this);\n",
+ " this._init_canvas(this);\n",
+ " this._init_toolbar(this);\n",
+ "\n",
+ " var fig = this;\n",
+ "\n",
+ " this.waiting = false;\n",
+ "\n",
+ " this.ws.onopen = function () {\n",
+ " fig.send_message('supports_binary', { value: fig.supports_binary });\n",
+ " fig.send_message('send_image_mode', {});\n",
+ " if (fig.ratio !== 1) {\n",
+ " fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n",
+ " }\n",
+ " fig.send_message('refresh', {});\n",
+ " };\n",
+ "\n",
+ " this.imageObj.onload = function () {\n",
+ " if (fig.image_mode === 'full') {\n",
+ " // Full images could contain transparency (where diff images\n",
+ " // almost always do), so we need to clear the canvas so that\n",
+ " // there is no ghosting.\n",
+ " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
+ " }\n",
+ " fig.context.drawImage(fig.imageObj, 0, 0);\n",
+ " };\n",
+ "\n",
+ " this.imageObj.onunload = function () {\n",
+ " fig.ws.close();\n",
+ " };\n",
+ "\n",
+ " this.ws.onmessage = this._make_on_message_function(this);\n",
+ "\n",
+ " this.ondownload = ondownload;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._init_header = function () {\n",
+ " var titlebar = document.createElement('div');\n",
+ " titlebar.classList =\n",
+ " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n",
+ " var titletext = document.createElement('div');\n",
+ " titletext.classList = 'ui-dialog-title';\n",
+ " titletext.setAttribute(\n",
+ " 'style',\n",
+ " 'width: 100%; text-align: center; padding: 3px;'\n",
+ " );\n",
+ " titlebar.appendChild(titletext);\n",
+ " this.root.appendChild(titlebar);\n",
+ " this.header = titletext;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n",
+ "\n",
+ "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n",
+ "\n",
+ "mpl.figure.prototype._init_canvas = function () {\n",
+ " var fig = this;\n",
+ "\n",
+ " var canvas_div = (this.canvas_div = document.createElement('div'));\n",
+ " canvas_div.setAttribute(\n",
+ " 'style',\n",
+ " 'border: 1px solid #ddd;' +\n",
+ " 'box-sizing: content-box;' +\n",
+ " 'clear: both;' +\n",
+ " 'min-height: 1px;' +\n",
+ " 'min-width: 1px;' +\n",
+ " 'outline: 0;' +\n",
+ " 'overflow: hidden;' +\n",
+ " 'position: relative;' +\n",
+ " 'resize: both;'\n",
+ " );\n",
+ "\n",
+ " function on_keyboard_event_closure(name) {\n",
+ " return function (event) {\n",
+ " return fig.key_event(event, name);\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " canvas_div.addEventListener(\n",
+ " 'keydown',\n",
+ " on_keyboard_event_closure('key_press')\n",
+ " );\n",
+ " canvas_div.addEventListener(\n",
+ " 'keyup',\n",
+ " on_keyboard_event_closure('key_release')\n",
+ " );\n",
+ "\n",
+ " this._canvas_extra_style(canvas_div);\n",
+ " this.root.appendChild(canvas_div);\n",
+ "\n",
+ " var canvas = (this.canvas = document.createElement('canvas'));\n",
+ " canvas.classList.add('mpl-canvas');\n",
+ " canvas.setAttribute('style', 'box-sizing: content-box;');\n",
+ "\n",
+ " this.context = canvas.getContext('2d');\n",
+ "\n",
+ " var backingStore =\n",
+ " this.context.backingStorePixelRatio ||\n",
+ " this.context.webkitBackingStorePixelRatio ||\n",
+ " this.context.mozBackingStorePixelRatio ||\n",
+ " this.context.msBackingStorePixelRatio ||\n",
+ " this.context.oBackingStorePixelRatio ||\n",
+ " this.context.backingStorePixelRatio ||\n",
+ " 1;\n",
+ "\n",
+ " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
+ "\n",
+ " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n",
+ " 'canvas'\n",
+ " ));\n",
+ " rubberband_canvas.setAttribute(\n",
+ " 'style',\n",
+ " 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n",
+ " );\n",
+ "\n",
+ " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n",
+ " if (this.ResizeObserver === undefined) {\n",
+ " if (window.ResizeObserver !== undefined) {\n",
+ " this.ResizeObserver = window.ResizeObserver;\n",
+ " } else {\n",
+ " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n",
+ " this.ResizeObserver = obs.ResizeObserver;\n",
+ " }\n",
+ " }\n",
+ "\n",
+ " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n",
+ " var nentries = entries.length;\n",
+ " for (var i = 0; i < nentries; i++) {\n",
+ " var entry = entries[i];\n",
+ " var width, height;\n",
+ " if (entry.contentBoxSize) {\n",
+ " if (entry.contentBoxSize instanceof Array) {\n",
+ " // Chrome 84 implements new version of spec.\n",
+ " width = entry.contentBoxSize[0].inlineSize;\n",
+ " height = entry.contentBoxSize[0].blockSize;\n",
+ " } else {\n",
+ " // Firefox implements old version of spec.\n",
+ " width = entry.contentBoxSize.inlineSize;\n",
+ " height = entry.contentBoxSize.blockSize;\n",
+ " }\n",
+ " } else {\n",
+ " // Chrome <84 implements even older version of spec.\n",
+ " width = entry.contentRect.width;\n",
+ " height = entry.contentRect.height;\n",
+ " }\n",
+ "\n",
+ " // Keep the size of the canvas and rubber band canvas in sync with\n",
+ " // the canvas container.\n",
+ " if (entry.devicePixelContentBoxSize) {\n",
+ " // Chrome 84 implements new version of spec.\n",
+ " canvas.setAttribute(\n",
+ " 'width',\n",
+ " entry.devicePixelContentBoxSize[0].inlineSize\n",
+ " );\n",
+ " canvas.setAttribute(\n",
+ " 'height',\n",
+ " entry.devicePixelContentBoxSize[0].blockSize\n",
+ " );\n",
+ " } else {\n",
+ " canvas.setAttribute('width', width * fig.ratio);\n",
+ " canvas.setAttribute('height', height * fig.ratio);\n",
+ " }\n",
+ " canvas.setAttribute(\n",
+ " 'style',\n",
+ " 'width: ' + width + 'px; height: ' + height + 'px;'\n",
+ " );\n",
+ "\n",
+ " rubberband_canvas.setAttribute('width', width);\n",
+ " rubberband_canvas.setAttribute('height', height);\n",
+ "\n",
+ " // And update the size in Python. We ignore the initial 0/0 size\n",
+ " // that occurs as the element is placed into the DOM, which should\n",
+ " // otherwise not happen due to the minimum size styling.\n",
+ " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n",
+ " fig.request_resize(width, height);\n",
+ " }\n",
+ " }\n",
+ " });\n",
+ " this.resizeObserverInstance.observe(canvas_div);\n",
+ "\n",
+ " function on_mouse_event_closure(name) {\n",
+ " return function (event) {\n",
+ " return fig.mouse_event(event, name);\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " rubberband_canvas.addEventListener(\n",
+ " 'mousedown',\n",
+ " on_mouse_event_closure('button_press')\n",
+ " );\n",
+ " rubberband_canvas.addEventListener(\n",
+ " 'mouseup',\n",
+ " on_mouse_event_closure('button_release')\n",
+ " );\n",
+ " // Throttle sequential mouse events to 1 every 20ms.\n",
+ " rubberband_canvas.addEventListener(\n",
+ " 'mousemove',\n",
+ " on_mouse_event_closure('motion_notify')\n",
+ " );\n",
+ "\n",
+ " rubberband_canvas.addEventListener(\n",
+ " 'mouseenter',\n",
+ " on_mouse_event_closure('figure_enter')\n",
+ " );\n",
+ " rubberband_canvas.addEventListener(\n",
+ " 'mouseleave',\n",
+ " on_mouse_event_closure('figure_leave')\n",
+ " );\n",
+ "\n",
+ " canvas_div.addEventListener('wheel', function (event) {\n",
+ " if (event.deltaY < 0) {\n",
+ " event.step = 1;\n",
+ " } else {\n",
+ " event.step = -1;\n",
+ " }\n",
+ " on_mouse_event_closure('scroll')(event);\n",
+ " });\n",
+ "\n",
+ " canvas_div.appendChild(canvas);\n",
+ " canvas_div.appendChild(rubberband_canvas);\n",
+ "\n",
+ " this.rubberband_context = rubberband_canvas.getContext('2d');\n",
+ " this.rubberband_context.strokeStyle = '#000000';\n",
+ "\n",
+ " this._resize_canvas = function (width, height, forward) {\n",
+ " if (forward) {\n",
+ " canvas_div.style.width = width + 'px';\n",
+ " canvas_div.style.height = height + 'px';\n",
+ " }\n",
+ " };\n",
+ "\n",
+ " // Disable right mouse context menu.\n",
+ " this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n",
+ " event.preventDefault();\n",
+ " return false;\n",
+ " });\n",
+ "\n",
+ " function set_focus() {\n",
+ " canvas.focus();\n",
+ " canvas_div.focus();\n",
+ " }\n",
+ "\n",
+ " window.setTimeout(set_focus, 100);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._init_toolbar = function () {\n",
+ " var fig = this;\n",
+ "\n",
+ " var toolbar = document.createElement('div');\n",
+ " toolbar.classList = 'mpl-toolbar';\n",
+ " this.root.appendChild(toolbar);\n",
+ "\n",
+ " function on_click_closure(name) {\n",
+ " return function (_event) {\n",
+ " return fig.toolbar_button_onclick(name);\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " function on_mouseover_closure(tooltip) {\n",
+ " return function (event) {\n",
+ " if (!event.currentTarget.disabled) {\n",
+ " return fig.toolbar_button_onmouseover(tooltip);\n",
+ " }\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " fig.buttons = {};\n",
+ " var buttonGroup = document.createElement('div');\n",
+ " buttonGroup.classList = 'mpl-button-group';\n",
+ " for (var toolbar_ind in mpl.toolbar_items) {\n",
+ " var name = mpl.toolbar_items[toolbar_ind][0];\n",
+ " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
+ " var image = mpl.toolbar_items[toolbar_ind][2];\n",
+ " var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
+ "\n",
+ " if (!name) {\n",
+ " /* Instead of a spacer, we start a new button group. */\n",
+ " if (buttonGroup.hasChildNodes()) {\n",
+ " toolbar.appendChild(buttonGroup);\n",
+ " }\n",
+ " buttonGroup = document.createElement('div');\n",
+ " buttonGroup.classList = 'mpl-button-group';\n",
+ " continue;\n",
+ " }\n",
+ "\n",
+ " var button = (fig.buttons[name] = document.createElement('button'));\n",
+ " button.classList = 'mpl-widget';\n",
+ " button.setAttribute('role', 'button');\n",
+ " button.setAttribute('aria-disabled', 'false');\n",
+ " button.addEventListener('click', on_click_closure(method_name));\n",
+ " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
+ "\n",
+ " var icon_img = document.createElement('img');\n",
+ " icon_img.src = '_images/' + image + '.png';\n",
+ " icon_img.srcset = '_images/' + image + '_large.png 2x';\n",
+ " icon_img.alt = tooltip;\n",
+ " button.appendChild(icon_img);\n",
+ "\n",
+ " buttonGroup.appendChild(button);\n",
+ " }\n",
+ "\n",
+ " if (buttonGroup.hasChildNodes()) {\n",
+ " toolbar.appendChild(buttonGroup);\n",
+ " }\n",
+ "\n",
+ " var fmt_picker = document.createElement('select');\n",
+ " fmt_picker.classList = 'mpl-widget';\n",
+ " toolbar.appendChild(fmt_picker);\n",
+ " this.format_dropdown = fmt_picker;\n",
+ "\n",
+ " for (var ind in mpl.extensions) {\n",
+ " var fmt = mpl.extensions[ind];\n",
+ " var option = document.createElement('option');\n",
+ " option.selected = fmt === mpl.default_extension;\n",
+ " option.innerHTML = fmt;\n",
+ " fmt_picker.appendChild(option);\n",
+ " }\n",
+ "\n",
+ " var status_bar = document.createElement('span');\n",
+ " status_bar.classList = 'mpl-message';\n",
+ " toolbar.appendChild(status_bar);\n",
+ " this.message = status_bar;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n",
+ " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
+ " // which will in turn request a refresh of the image.\n",
+ " this.send_message('resize', { width: x_pixels, height: y_pixels });\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.send_message = function (type, properties) {\n",
+ " properties['type'] = type;\n",
+ " properties['figure_id'] = this.id;\n",
+ " this.ws.send(JSON.stringify(properties));\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.send_draw_message = function () {\n",
+ " if (!this.waiting) {\n",
+ " this.waiting = true;\n",
+ " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
+ " var format_dropdown = fig.format_dropdown;\n",
+ " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
+ " fig.ondownload(fig, format);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_resize = function (fig, msg) {\n",
+ " var size = msg['size'];\n",
+ " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n",
+ " fig._resize_canvas(size[0], size[1], msg['forward']);\n",
+ " fig.send_message('refresh', {});\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n",
+ " var x0 = msg['x0'] / fig.ratio;\n",
+ " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n",
+ " var x1 = msg['x1'] / fig.ratio;\n",
+ " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n",
+ " x0 = Math.floor(x0) + 0.5;\n",
+ " y0 = Math.floor(y0) + 0.5;\n",
+ " x1 = Math.floor(x1) + 0.5;\n",
+ " y1 = Math.floor(y1) + 0.5;\n",
+ " var min_x = Math.min(x0, x1);\n",
+ " var min_y = Math.min(y0, y1);\n",
+ " var width = Math.abs(x1 - x0);\n",
+ " var height = Math.abs(y1 - y0);\n",
+ "\n",
+ " fig.rubberband_context.clearRect(\n",
+ " 0,\n",
+ " 0,\n",
+ " fig.canvas.width / fig.ratio,\n",
+ " fig.canvas.height / fig.ratio\n",
+ " );\n",
+ "\n",
+ " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n",
+ " // Updates the figure title.\n",
+ " fig.header.textContent = msg['label'];\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n",
+ " var cursor = msg['cursor'];\n",
+ " switch (cursor) {\n",
+ " case 0:\n",
+ " cursor = 'pointer';\n",
+ " break;\n",
+ " case 1:\n",
+ " cursor = 'default';\n",
+ " break;\n",
+ " case 2:\n",
+ " cursor = 'crosshair';\n",
+ " break;\n",
+ " case 3:\n",
+ " cursor = 'move';\n",
+ " break;\n",
+ " }\n",
+ " fig.rubberband_canvas.style.cursor = cursor;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_message = function (fig, msg) {\n",
+ " fig.message.textContent = msg['message'];\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n",
+ " // Request the server to send over a new figure.\n",
+ " fig.send_draw_message();\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n",
+ " fig.image_mode = msg['mode'];\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n",
+ " for (var key in msg) {\n",
+ " if (!(key in fig.buttons)) {\n",
+ " continue;\n",
+ " }\n",
+ " fig.buttons[key].disabled = !msg[key];\n",
+ " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n",
+ " if (msg['mode'] === 'PAN') {\n",
+ " fig.buttons['Pan'].classList.add('active');\n",
+ " fig.buttons['Zoom'].classList.remove('active');\n",
+ " } else if (msg['mode'] === 'ZOOM') {\n",
+ " fig.buttons['Pan'].classList.remove('active');\n",
+ " fig.buttons['Zoom'].classList.add('active');\n",
+ " } else {\n",
+ " fig.buttons['Pan'].classList.remove('active');\n",
+ " fig.buttons['Zoom'].classList.remove('active');\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.updated_canvas_event = function () {\n",
+ " // Called whenever the canvas gets updated.\n",
+ " this.send_message('ack', {});\n",
+ "};\n",
+ "\n",
+ "// A function to construct a web socket function for onmessage handling.\n",
+ "// Called in the figure constructor.\n",
+ "mpl.figure.prototype._make_on_message_function = function (fig) {\n",
+ " return function socket_on_message(evt) {\n",
+ " if (evt.data instanceof Blob) {\n",
+ " /* FIXME: We get \"Resource interpreted as Image but\n",
+ " * transferred with MIME type text/plain:\" errors on\n",
+ " * Chrome. But how to set the MIME type? It doesn't seem\n",
+ " * to be part of the websocket stream */\n",
+ " evt.data.type = 'image/png';\n",
+ "\n",
+ " /* Free the memory for the previous frames */\n",
+ " if (fig.imageObj.src) {\n",
+ " (window.URL || window.webkitURL).revokeObjectURL(\n",
+ " fig.imageObj.src\n",
+ " );\n",
+ " }\n",
+ "\n",
+ " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
+ " evt.data\n",
+ " );\n",
+ " fig.updated_canvas_event();\n",
+ " fig.waiting = false;\n",
+ " return;\n",
+ " } else if (\n",
+ " typeof evt.data === 'string' &&\n",
+ " evt.data.slice(0, 21) === 'data:image/png;base64'\n",
+ " ) {\n",
+ " fig.imageObj.src = evt.data;\n",
+ " fig.updated_canvas_event();\n",
+ " fig.waiting = false;\n",
+ " return;\n",
+ " }\n",
+ "\n",
+ " var msg = JSON.parse(evt.data);\n",
+ " var msg_type = msg['type'];\n",
+ "\n",
+ " // Call the \"handle_{type}\" callback, which takes\n",
+ " // the figure and JSON message as its only arguments.\n",
+ " try {\n",
+ " var callback = fig['handle_' + msg_type];\n",
+ " } catch (e) {\n",
+ " console.log(\n",
+ " \"No handler for the '\" + msg_type + \"' message type: \",\n",
+ " msg\n",
+ " );\n",
+ " return;\n",
+ " }\n",
+ "\n",
+ " if (callback) {\n",
+ " try {\n",
+ " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
+ " callback(fig, msg);\n",
+ " } catch (e) {\n",
+ " console.log(\n",
+ " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n",
+ " e,\n",
+ " e.stack,\n",
+ " msg\n",
+ " );\n",
+ " }\n",
+ " }\n",
+ " };\n",
+ "};\n",
+ "\n",
+ "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
+ "mpl.findpos = function (e) {\n",
+ " //this section is from http://www.quirksmode.org/js/events_properties.html\n",
+ " var targ;\n",
+ " if (!e) {\n",
+ " e = window.event;\n",
+ " }\n",
+ " if (e.target) {\n",
+ " targ = e.target;\n",
+ " } else if (e.srcElement) {\n",
+ " targ = e.srcElement;\n",
+ " }\n",
+ " if (targ.nodeType === 3) {\n",
+ " // defeat Safari bug\n",
+ " targ = targ.parentNode;\n",
+ " }\n",
+ "\n",
+ " // pageX,Y are the mouse positions relative to the document\n",
+ " var boundingRect = targ.getBoundingClientRect();\n",
+ " var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n",
+ " var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n",
+ "\n",
+ " return { x: x, y: y };\n",
+ "};\n",
+ "\n",
+ "/*\n",
+ " * return a copy of an object with only non-object keys\n",
+ " * we need this to avoid circular references\n",
+ " * http://stackoverflow.com/a/24161582/3208463\n",
+ " */\n",
+ "function simpleKeys(original) {\n",
+ " return Object.keys(original).reduce(function (obj, key) {\n",
+ " if (typeof original[key] !== 'object') {\n",
+ " obj[key] = original[key];\n",
+ " }\n",
+ " return obj;\n",
+ " }, {});\n",
+ "}\n",
+ "\n",
+ "mpl.figure.prototype.mouse_event = function (event, name) {\n",
+ " var canvas_pos = mpl.findpos(event);\n",
+ "\n",
+ " if (name === 'button_press') {\n",
+ " this.canvas.focus();\n",
+ " this.canvas_div.focus();\n",
+ " }\n",
+ "\n",
+ " var x = canvas_pos.x * this.ratio;\n",
+ " var y = canvas_pos.y * this.ratio;\n",
+ "\n",
+ " this.send_message(name, {\n",
+ " x: x,\n",
+ " y: y,\n",
+ " button: event.button,\n",
+ " step: event.step,\n",
+ " guiEvent: simpleKeys(event),\n",
+ " });\n",
+ "\n",
+ " /* This prevents the web browser from automatically changing to\n",
+ " * the text insertion cursor when the button is pressed. We want\n",
+ " * to control all of the cursor setting manually through the\n",
+ " * 'cursor' event from matplotlib */\n",
+ " event.preventDefault();\n",
+ " return false;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n",
+ " // Handle any extra behaviour associated with a key event\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.key_event = function (event, name) {\n",
+ " // Prevent repeat events\n",
+ " if (name === 'key_press') {\n",
+ " if (event.which === this._key) {\n",
+ " return;\n",
+ " } else {\n",
+ " this._key = event.which;\n",
+ " }\n",
+ " }\n",
+ " if (name === 'key_release') {\n",
+ " this._key = null;\n",
+ " }\n",
+ "\n",
+ " var value = '';\n",
+ " if (event.ctrlKey && event.which !== 17) {\n",
+ " value += 'ctrl+';\n",
+ " }\n",
+ " if (event.altKey && event.which !== 18) {\n",
+ " value += 'alt+';\n",
+ " }\n",
+ " if (event.shiftKey && event.which !== 16) {\n",
+ " value += 'shift+';\n",
+ " }\n",
+ "\n",
+ " value += 'k';\n",
+ " value += event.which.toString();\n",
+ "\n",
+ " this._key_event_extra(event, name);\n",
+ "\n",
+ " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n",
+ " return false;\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n",
+ " if (name === 'download') {\n",
+ " this.handle_save(this, null);\n",
+ " } else {\n",
+ " this.send_message('toolbar_button', { name: name });\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n",
+ " this.message.textContent = tooltip;\n",
+ "};\n",
+ "\n",
+ "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n",
+ "// prettier-ignore\n",
+ "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n",
+ "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
+ "\n",
+ "mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
+ "\n",
+ "mpl.default_extension = \"png\";/* global mpl */\n",
+ "\n",
+ "var comm_websocket_adapter = function (comm) {\n",
+ " // Create a \"websocket\"-like object which calls the given IPython comm\n",
+ " // object with the appropriate methods. Currently this is a non binary\n",
+ " // socket, so there is still some room for performance tuning.\n",
+ " var ws = {};\n",
+ "\n",
+ " ws.close = function () {\n",
+ " comm.close();\n",
+ " };\n",
+ " ws.send = function (m) {\n",
+ " //console.log('sending', m);\n",
+ " comm.send(m);\n",
+ " };\n",
+ " // Register the callback with on_msg.\n",
+ " comm.on_msg(function (msg) {\n",
+ " //console.log('receiving', msg['content']['data'], msg);\n",
+ " // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
+ " ws.onmessage(msg['content']['data']);\n",
+ " });\n",
+ " return ws;\n",
+ "};\n",
+ "\n",
+ "mpl.mpl_figure_comm = function (comm, msg) {\n",
+ " // This is the function which gets called when the mpl process\n",
+ " // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
+ "\n",
+ " var id = msg.content.data.id;\n",
+ " // Get hold of the div created by the display call when the Comm\n",
+ " // socket was opened in Python.\n",
+ " var element = document.getElementById(id);\n",
+ " var ws_proxy = comm_websocket_adapter(comm);\n",
+ "\n",
+ " function ondownload(figure, _format) {\n",
+ " window.open(figure.canvas.toDataURL());\n",
+ " }\n",
+ "\n",
+ " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n",
+ "\n",
+ " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
+ " // web socket which is closed, not our websocket->open comm proxy.\n",
+ " ws_proxy.onopen();\n",
+ "\n",
+ " fig.parent_element = element;\n",
+ " fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
+ " if (!fig.cell_info) {\n",
+ " console.error('Failed to find cell for figure', id, fig);\n",
+ " return;\n",
+ " }\n",
+ " fig.cell_info[0].output_area.element.on(\n",
+ " 'cleared',\n",
+ " { fig: fig },\n",
+ " fig._remove_fig_handler\n",
+ " );\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_close = function (fig, msg) {\n",
+ " var width = fig.canvas.width / fig.ratio;\n",
+ " fig.cell_info[0].output_area.element.off(\n",
+ " 'cleared',\n",
+ " fig._remove_fig_handler\n",
+ " );\n",
+ " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n",
+ "\n",
+ " // Update the output cell to use the data from the current canvas.\n",
+ " fig.push_to_output();\n",
+ " var dataURL = fig.canvas.toDataURL();\n",
+ " // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
+ " // the notebook keyboard shortcuts fail.\n",
+ " IPython.keyboard_manager.enable();\n",
+ " fig.parent_element.innerHTML =\n",
+ " '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
+ " fig.close_ws(fig, msg);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.close_ws = function (fig, msg) {\n",
+ " fig.send_message('closing', msg);\n",
+ " // fig.ws.close()\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n",
+ " // Turn the data on the canvas into data in the output cell.\n",
+ " var width = this.canvas.width / this.ratio;\n",
+ " var dataURL = this.canvas.toDataURL();\n",
+ " this.cell_info[1]['text/html'] =\n",
+ " '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.updated_canvas_event = function () {\n",
+ " // Tell IPython that the notebook contents must change.\n",
+ " IPython.notebook.set_dirty(true);\n",
+ " this.send_message('ack', {});\n",
+ " var fig = this;\n",
+ " // Wait a second, then push the new image to the DOM so\n",
+ " // that it is saved nicely (might be nice to debounce this).\n",
+ " setTimeout(function () {\n",
+ " fig.push_to_output();\n",
+ " }, 1000);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._init_toolbar = function () {\n",
+ " var fig = this;\n",
+ "\n",
+ " var toolbar = document.createElement('div');\n",
+ " toolbar.classList = 'btn-toolbar';\n",
+ " this.root.appendChild(toolbar);\n",
+ "\n",
+ " function on_click_closure(name) {\n",
+ " return function (_event) {\n",
+ " return fig.toolbar_button_onclick(name);\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " function on_mouseover_closure(tooltip) {\n",
+ " return function (event) {\n",
+ " if (!event.currentTarget.disabled) {\n",
+ " return fig.toolbar_button_onmouseover(tooltip);\n",
+ " }\n",
+ " };\n",
+ " }\n",
+ "\n",
+ " fig.buttons = {};\n",
+ " var buttonGroup = document.createElement('div');\n",
+ " buttonGroup.classList = 'btn-group';\n",
+ " var button;\n",
+ " for (var toolbar_ind in mpl.toolbar_items) {\n",
+ " var name = mpl.toolbar_items[toolbar_ind][0];\n",
+ " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
+ " var image = mpl.toolbar_items[toolbar_ind][2];\n",
+ " var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
+ "\n",
+ " if (!name) {\n",
+ " /* Instead of a spacer, we start a new button group. */\n",
+ " if (buttonGroup.hasChildNodes()) {\n",
+ " toolbar.appendChild(buttonGroup);\n",
+ " }\n",
+ " buttonGroup = document.createElement('div');\n",
+ " buttonGroup.classList = 'btn-group';\n",
+ " continue;\n",
+ " }\n",
+ "\n",
+ " button = fig.buttons[name] = document.createElement('button');\n",
+ " button.classList = 'btn btn-default';\n",
+ " button.href = '#';\n",
+ " button.title = name;\n",
+ " button.innerHTML = '<i class=\"fa ' + image + ' fa-lg\"></i>';\n",
+ " button.addEventListener('click', on_click_closure(method_name));\n",
+ " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n",
+ " buttonGroup.appendChild(button);\n",
+ " }\n",
+ "\n",
+ " if (buttonGroup.hasChildNodes()) {\n",
+ " toolbar.appendChild(buttonGroup);\n",
+ " }\n",
+ "\n",
+ " // Add the status bar.\n",
+ " var status_bar = document.createElement('span');\n",
+ " status_bar.classList = 'mpl-message pull-right';\n",
+ " toolbar.appendChild(status_bar);\n",
+ " this.message = status_bar;\n",
+ "\n",
+ " // Add the close button to the window.\n",
+ " var buttongrp = document.createElement('div');\n",
+ " buttongrp.classList = 'btn-group inline pull-right';\n",
+ " button = document.createElement('button');\n",
+ " button.classList = 'btn btn-mini btn-primary';\n",
+ " button.href = '#';\n",
+ " button.title = 'Stop Interaction';\n",
+ " button.innerHTML = '<i class=\"fa fa-power-off icon-remove icon-large\"></i>';\n",
+ " button.addEventListener('click', function (_evt) {\n",
+ " fig.handle_close(fig, {});\n",
+ " });\n",
+ " button.addEventListener(\n",
+ " 'mouseover',\n",
+ " on_mouseover_closure('Stop Interaction')\n",
+ " );\n",
+ " buttongrp.appendChild(button);\n",
+ " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n",
+ " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._remove_fig_handler = function (event) {\n",
+ " var fig = event.data.fig;\n",
+ " if (event.target !== this) {\n",
+ " // Ignore bubbled events from children.\n",
+ " return;\n",
+ " }\n",
+ " fig.close_ws(fig, {});\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._root_extra_style = function (el) {\n",
+ " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._canvas_extra_style = function (el) {\n",
+ " // this is important to make the div 'focusable\n",
+ " el.setAttribute('tabindex', 0);\n",
+ " // reach out to IPython and tell the keyboard manager to turn it's self\n",
+ " // off when our div gets focus\n",
+ "\n",
+ " // location in version 3\n",
+ " if (IPython.notebook.keyboard_manager) {\n",
+ " IPython.notebook.keyboard_manager.register_events(el);\n",
+ " } else {\n",
+ " // location in version 2\n",
+ " IPython.keyboard_manager.register_events(el);\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype._key_event_extra = function (event, _name) {\n",
+ " var manager = IPython.notebook.keyboard_manager;\n",
+ " if (!manager) {\n",
+ " manager = IPython.keyboard_manager;\n",
+ " }\n",
+ "\n",
+ " // Check for shift+enter\n",
+ " if (event.shiftKey && event.which === 13) {\n",
+ " this.canvas_div.blur();\n",
+ " // select the cell after this one\n",
+ " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
+ " IPython.notebook.select(index + 1);\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "mpl.figure.prototype.handle_save = function (fig, _msg) {\n",
+ " fig.ondownload(fig, null);\n",
+ "};\n",
+ "\n",
+ "mpl.find_output_cell = function (html_output) {\n",
+ " // Return the cell and output element which can be found *uniquely* in the notebook.\n",
+ " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
+ " // IPython event is triggered only after the cells have been serialised, which for\n",
+ " // our purposes (turning an active figure into a static one), is too late.\n",
+ " var cells = IPython.notebook.get_cells();\n",
+ " var ncells = cells.length;\n",
+ " for (var i = 0; i < ncells; i++) {\n",
+ " var cell = cells[i];\n",
+ " if (cell.cell_type === 'code') {\n",
+ " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n",
+ " var data = cell.output_area.outputs[j];\n",
+ " if (data.data) {\n",
+ " // IPython >= 3 moved mimebundle to data attribute of output\n",
+ " data = data.data;\n",
+ " }\n",
+ " if (data['text/html'] === html_output) {\n",
+ " return [cell, data, j];\n",
+ " }\n",
+ " }\n",
+ " }\n",
+ " }\n",
+ "};\n",
+ "\n",
+ "// Register the function which deals with the matplotlib target/channel.\n",
+ "// The kernel may be null if the page has been refreshed.\n",
+ "if (IPython.notebook.kernel !== null) {\n",
+ " IPython.notebook.kernel.comm_manager.register_target(\n",
+ " 'matplotlib',\n",
+ " mpl.mpl_figure_comm\n",
+ " );\n",
+ "}\n"
+ ],
+ "text/plain": [
+ "<IPython.core.display.Javascript object>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
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\" width=\"1000\">"
+ ],
+ "text/plain": [
+ "<IPython.core.display.HTML object>"
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.figure(figsize = (10,4))\n",
+ "for tilt in np.sort(roof_info.tilt.unique()):\n",
+ " roof_info[roof_info.tilt == tilt].NEIGUNG.plot.hist(bins = 70, width = 1, range = (-0.5,69.5),label=tilt)\n",
+ "plt.legend(loc = 'center left', bbox_to_anchor = (1,0.5))\n",
+ "plt.title('Tilt classes')\n",
+ "plt.tight_layout()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "id": "massive-barrier",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "<div>\n",
+ "<style scoped>\n",
+ " .dataframe tbody tr th:only-of-type {\n",
+ " vertical-align: middle;\n",
+ " }\n",
+ "\n",
+ " .dataframe tbody tr th {\n",
+ " vertical-align: top;\n",
+ " }\n",
+ "\n",
+ " .dataframe thead th {\n",
+ " text-align: right;\n",
+ " }\n",
+ "</style>\n",
+ "<table border=\"1\" class=\"dataframe\">\n",
+ " <thead>\n",
+ " <tr style=\"text-align: right;\">\n",
+ " <th>aspect</th>\n",
+ " <th>E</th>\n",
+ " <th>N</th>\n",
+ " <th>NE</th>\n",
+ " <th>NW</th>\n",
+ " <th>S</th>\n",
+ " <th>SE</th>\n",
+ " <th>SW</th>\n",
+ " <th>W</th>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>tilt</th>\n",
+ " <th></th>\n",
+ " <th></th>\n",
+ " <th></th>\n",
+ " <th></th>\n",
+ " <th></th>\n",
+ " <th></th>\n",
+ " <th></th>\n",
+ " <th></th>\n",
+ " </tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr>\n",
+ " <th>10</th>\n",
+ " <td>60221</td>\n",
+ " <td>72648</td>\n",
+ " <td>68433</td>\n",
+ " <td>73034</td>\n",
+ " <td>68310</td>\n",
+ " <td>65944</td>\n",
+ " <td>66741</td>\n",
+ " <td>64291</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>15</th>\n",
+ " <td>118715</td>\n",
+ " <td>135141</td>\n",
+ " <td>134300</td>\n",
+ " <td>134585</td>\n",
+ " <td>133390</td>\n",
+ " <td>128156</td>\n",
+ " <td>135429</td>\n",
+ " <td>125913</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>20</th>\n",
+ " <td>167314</td>\n",
+ " <td>167196</td>\n",
+ " <td>180706</td>\n",
+ " <td>173511</td>\n",
+ " <td>170667</td>\n",
+ " <td>173818</td>\n",
+ " <td>185251</td>\n",
+ " <td>169319</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>25</th>\n",
+ " <td>145884</td>\n",
+ " <td>151883</td>\n",
+ " <td>163418</td>\n",
+ " <td>156820</td>\n",
+ " <td>155903</td>\n",
+ " <td>158222</td>\n",
+ " <td>165106</td>\n",
+ " <td>146697</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>30</th>\n",
+ " <td>134488</td>\n",
+ " <td>142681</td>\n",
+ " <td>147767</td>\n",
+ " <td>150227</td>\n",
+ " <td>146481</td>\n",
+ " <td>153710</td>\n",
+ " <td>149933</td>\n",
+ " <td>132711</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>35</th>\n",
+ " <td>113065</td>\n",
+ " <td>118871</td>\n",
+ " <td>122649</td>\n",
+ " <td>123807</td>\n",
+ " <td>119227</td>\n",
+ " <td>126155</td>\n",
+ " <td>124111</td>\n",
+ " <td>111760</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>40</th>\n",
+ " <td>81025</td>\n",
+ " <td>83369</td>\n",
+ " <td>89637</td>\n",
+ " <td>87628</td>\n",
+ " <td>78134</td>\n",
+ " <td>85189</td>\n",
+ " <td>86611</td>\n",
+ " <td>80202</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>45</th>\n",
+ " <td>40335</td>\n",
+ " <td>40831</td>\n",
+ " <td>45783</td>\n",
+ " <td>45760</td>\n",
+ " <td>35078</td>\n",
+ " <td>41098</td>\n",
+ " <td>41848</td>\n",
+ " <td>40742</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>50</th>\n",
+ " <td>48532</td>\n",
+ " <td>52976</td>\n",
+ " <td>58554</td>\n",
+ " <td>54779</td>\n",
+ " <td>45862</td>\n",
+ " <td>51197</td>\n",
+ " <td>53138</td>\n",
+ " <td>47427</td>\n",
+ " </tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</div>"
+ ],
+ "text/plain": [
+ "aspect E N NE NW S SE SW W\n",
+ "tilt \n",
+ "10 60221 72648 68433 73034 68310 65944 66741 64291\n",
+ "15 118715 135141 134300 134585 133390 128156 135429 125913\n",
+ "20 167314 167196 180706 173511 170667 173818 185251 169319\n",
+ "25 145884 151883 163418 156820 155903 158222 165106 146697\n",
+ "30 134488 142681 147767 150227 146481 153710 149933 132711\n",
+ "35 113065 118871 122649 123807 119227 126155 124111 111760\n",
+ "40 81025 83369 89637 87628 78134 85189 86611 80202\n",
+ "45 40335 40831 45783 45760 35078 41098 41848 40742\n",
+ "50 48532 52976 58554 54779 45862 51197 53138 47427"
+ ]
+ },
+ "execution_count": 11,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "bin_counts = ( roof_info[~roof_info.flat].groupby(['aspect','tilt']).DF_UID.count().reset_index()\n",
+ " .pivot(index = 'tilt', columns = 'aspect', values = 'DF_UID') )\n",
+ "bin_counts"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "id": "gothic-faith",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "185251"
+ ]
+ },
+ "execution_count": 12,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "bin_counts.max().max()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "fleet-scale",
+ "metadata": {},
+ "source": [
+ "# Get commune aggregates for FLAT scenario"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "id": "atlantic-hypothesis",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "roofs_flat = pd.read_csv(roofs_EW_fp)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "id": "italian-volunteer",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "100389656.0710114"
+ ]
+ },
+ "execution_count": 14,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "(roofs_flat.available_area * (roofs_flat.suitable & (~roofs_flat.BFS_NUMMER.isna()))).sum() # --> OK"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "id": "obvious-heater",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "irrad_flat = pd.read_csv(hourly_flat_fp).set_index('time')\n",
+ "irrad_flat.index.name = ''\n",
+ "irrad_flat.columns.name = 'BFS_NUMMER'\n",
+ "irrad_flat.columns = irrad_flat.columns.astype(int)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "id": "gothic-surname",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
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+ "<table border=\"1\" class=\"dataframe\">\n",
+ " <thead>\n",
+ " <tr style=\"text-align: right;\">\n",
+ " <th>BFS_NUMMER</th>\n",
+ " <th>1</th>\n",
+ " <th>2</th>\n",
+ " <th>3</th>\n",
+ " <th>4</th>\n",
+ " <th>5</th>\n",
+ " <th>6</th>\n",
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+ " <th></th>\n",
+ " <th></th>\n",
+ " <th></th>\n",
+ " <th></th>\n",
+ " </tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr>\n",
+ " <th>2016-01-01 08:00:00</th>\n",
+ " <td>50.497837</td>\n",
+ " <td>50.13431</td>\n",
+ " <td>40.044323</td>\n",
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+ " <td>59.76601</td>\n",
+ " <td>47.53144</td>\n",
+ " <td>57.270382</td>\n",
+ " <td>50.611076</td>\n",
+ " <td>...</td>\n",
+ " <td>42.53455</td>\n",
+ " <td>30.577724</td>\n",
+ " <td>47.245693</td>\n",
+ " <td>30.789162</td>\n",
+ " <td>0.0</td>\n",
+ " <td>49.248146</td>\n",
+ " <td>42.127340</td>\n",
+ " <td>53.41472</td>\n",
+ " <td>27.395689</td>\n",
+ " <td>38.713100</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>2016-01-01 09:00:00</th>\n",
+ " <td>125.937035</td>\n",
+ " <td>113.00115</td>\n",
+ " <td>64.138626</td>\n",
+ " <td>101.329865</td>\n",
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+ " <td>106.16328</td>\n",
+ " <td>128.321330</td>\n",
+ " <td>110.379100</td>\n",
+ " <td>...</td>\n",
+ " <td>119.40035</td>\n",
+ " <td>56.159077</td>\n",
+ " <td>64.079540</td>\n",
+ " <td>81.523315</td>\n",
+ " <td>0.0</td>\n",
+ " <td>64.577660</td>\n",
+ " <td>51.725677</td>\n",
+ " <td>98.33374</td>\n",
+ " <td>24.486015</td>\n",
+ " <td>42.116013</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>2016-01-01 10:00:00</th>\n",
+ " <td>155.841690</td>\n",
+ " <td>173.78003</td>\n",
+ " <td>45.153480</td>\n",
+ " <td>135.058200</td>\n",
+ " <td>150.12059</td>\n",
+ " <td>176.189970</td>\n",
+ " <td>192.68361</td>\n",
+ " <td>181.17342</td>\n",
+ " <td>192.329220</td>\n",
+ " <td>179.784500</td>\n",
+ " <td>...</td>\n",
+ " <td>198.09938</td>\n",
+ " <td>53.177246</td>\n",
+ " <td>58.590720</td>\n",
+ " <td>169.053560</td>\n",
+ " <td>0.0</td>\n",
+ " <td>150.641480</td>\n",
+ " <td>120.714386</td>\n",
+ " <td>153.53249</td>\n",
+ " <td>17.882214</td>\n",
+ " <td>21.594097</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>2016-01-01 11:00:00</th>\n",
+ " <td>184.035200</td>\n",
+ " <td>230.37044</td>\n",
+ " <td>30.867435</td>\n",
+ " <td>179.998890</td>\n",
+ " <td>177.38390</td>\n",
+ " <td>221.770570</td>\n",
+ " <td>246.25385</td>\n",
+ " <td>218.56857</td>\n",
+ " <td>253.423690</td>\n",
+ " <td>242.088040</td>\n",
+ " <td>...</td>\n",
+ " <td>247.58809</td>\n",
+ " <td>94.054140</td>\n",
+ " <td>64.509310</td>\n",
+ " <td>179.687150</td>\n",
+ " <td>0.0</td>\n",
+ " <td>283.308930</td>\n",
+ " <td>256.114100</td>\n",
+ " <td>174.28395</td>\n",
+ " <td>17.604408</td>\n",
+ " <td>21.359667</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>2016-01-01 12:00:00</th>\n",
+ " <td>213.015720</td>\n",
+ " <td>225.84735</td>\n",
+ " <td>35.082966</td>\n",
+ " <td>201.118270</td>\n",
+ " <td>199.58627</td>\n",
+ " <td>232.851800</td>\n",
+ " <td>237.87497</td>\n",
+ " <td>161.97908</td>\n",
+ " <td>239.278350</td>\n",
+ " <td>223.613750</td>\n",
+ " <td>...</td>\n",
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+ " <td>95.559070</td>\n",
+ " <td>112.750950</td>\n",
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+ " <td>225.681380</td>\n",
+ " <td>175.93370</td>\n",
+ " <td>11.242237</td>\n",
+ " <td>20.406270</td>\n",
+ " </tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "<p>5 rows × 2304 columns</p>\n",
+ "</div>"
+ ],
+ "text/plain": [
+ "BFS_NUMMER 1 2 3 4 5 \\\n",
+ " \n",
+ "2016-01-01 08:00:00 50.497837 50.13431 40.044323 47.391113 49.58329 \n",
+ "2016-01-01 09:00:00 125.937035 113.00115 64.138626 101.329865 117.83526 \n",
+ "2016-01-01 10:00:00 155.841690 173.78003 45.153480 135.058200 150.12059 \n",
+ "2016-01-01 11:00:00 184.035200 230.37044 30.867435 179.998890 177.38390 \n",
+ "2016-01-01 12:00:00 213.015720 225.84735 35.082966 201.118270 199.58627 \n",
+ "\n",
+ "BFS_NUMMER 6 7 8 9 10 \\\n",
+ " \n",
+ "2016-01-01 08:00:00 41.108467 59.76601 47.53144 57.270382 50.611076 \n",
+ "2016-01-01 09:00:00 110.915150 133.26020 106.16328 128.321330 110.379100 \n",
+ "2016-01-01 10:00:00 176.189970 192.68361 181.17342 192.329220 179.784500 \n",
+ "2016-01-01 11:00:00 221.770570 246.25385 218.56857 253.423690 242.088040 \n",
+ "2016-01-01 12:00:00 232.851800 237.87497 161.97908 239.278350 223.613750 \n",
+ "\n",
+ "BFS_NUMMER ... 6810 9040 9051 9073 9089 \\\n",
+ " ... \n",
+ "2016-01-01 08:00:00 ... 42.53455 30.577724 47.245693 30.789162 0.0 \n",
+ "2016-01-01 09:00:00 ... 119.40035 56.159077 64.079540 81.523315 0.0 \n",
+ "2016-01-01 10:00:00 ... 198.09938 53.177246 58.590720 169.053560 0.0 \n",
+ "2016-01-01 11:00:00 ... 247.58809 94.054140 64.509310 179.687150 0.0 \n",
+ "2016-01-01 12:00:00 ... 250.69743 229.230210 95.559070 112.750950 0.0 \n",
+ "\n",
+ "BFS_NUMMER 9149 9155 9328 9329 9758 \n",
+ " \n",
+ "2016-01-01 08:00:00 49.248146 42.127340 53.41472 27.395689 38.713100 \n",
+ "2016-01-01 09:00:00 64.577660 51.725677 98.33374 24.486015 42.116013 \n",
+ "2016-01-01 10:00:00 150.641480 120.714386 153.53249 17.882214 21.594097 \n",
+ "2016-01-01 11:00:00 283.308930 256.114100 174.28395 17.604408 21.359667 \n",
+ "2016-01-01 12:00:00 203.671050 225.681380 175.93370 11.242237 20.406270 \n",
+ "\n",
+ "[5 rows x 2304 columns]"
+ ]
+ },
+ "execution_count": 16,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "irrad_flat.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "id": "lightweight-factor",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "avail_roofs_flat = roofs_flat[roofs_flat.suitable == 1]\n",
+ "area_groups_communes = avail_roofs_flat.groupby('BFS_NUMMER')\n",
+ "area_flat_communes = pd.concat([area_groups_communes.available_area.sum(), area_groups_communes.DF_UID.count()],\n",
+ " axis = 1)\n",
+ "area_flat_communes.index = area_flat_communes.index.astype(int)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "id": "mineral-floating",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "long_data = pd.concat([ area_flat_communes.T.rename({'DF_UID' : 'Nb_of_roofs'}), irrad_flat ]).fillna(0)\n",
+ "long_data.loc['Nb_of_roofs'] = long_data.loc['Nb_of_roofs'].astype(int)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "id": "spoken-lodging",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
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+ " <thead>\n",
+ " <tr style=\"text-align: right;\">\n",
+ " <th>BFS_NUMMER</th>\n",
+ " <th>1</th>\n",
+ " <th>2</th>\n",
+ " <th>3</th>\n",
+ " <th>4</th>\n",
+ " <th>5</th>\n",
+ " <th>6</th>\n",
+ " <th>7</th>\n",
+ " <th>8</th>\n",
+ " <th>9</th>\n",
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+ " <th>...</th>\n",
+ " <th>6810</th>\n",
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+ " <th>9758</th>\n",
+ " </tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr>\n",
+ " <th>available_area</th>\n",
+ " <td>9876.416508</td>\n",
+ " <td>143206.017639</td>\n",
+ " <td>24750.733629</td>\n",
+ " <td>25157.322248</td>\n",
+ " <td>24055.89238</td>\n",
+ " <td>3783.217087</td>\n",
+ " <td>15492.466757</td>\n",
+ " <td>2794.565752</td>\n",
+ " <td>36286.639123</td>\n",
+ " <td>33318.301886</td>\n",
+ " <td>...</td>\n",
+ " <td>21065.362908</td>\n",
+ " <td>146.718145</td>\n",
+ " <td>3838.428432</td>\n",
+ " <td>98.857584</td>\n",
+ " <td>0.0</td>\n",
+ " <td>1025.708975</td>\n",
+ " <td>351.447122</td>\n",
+ " <td>285.918423</td>\n",
+ " <td>16.979356</td>\n",
+ " <td>138.011345</td>\n",
+ " </tr>\n",
+ " <tr>\n",
+ " <th>Nb_of_roofs</th>\n",
+ " <td>135.000000</td>\n",
+ " <td>1201.000000</td>\n",
+ " <td>279.000000</td>\n",
+ " <td>339.000000</td>\n",
+ " <td>254.00000</td>\n",
+ " <td>59.000000</td>\n",
+ " <td>151.000000</td>\n",
+ " <td>31.000000</td>\n",
+ " <td>311.000000</td>\n",
+ " <td>379.000000</td>\n",
+ " <td>...</td>\n",
+ " <td>278.000000</td>\n",
+ " <td>2.000000</td>\n",
+ " <td>25.000000</td>\n",
+ " <td>4.000000</td>\n",
+ " <td>0.0</td>\n",
+ " <td>4.000000</td>\n",
+ " <td>24.000000</td>\n",
+ " <td>5.000000</td>\n",
+ " <td>1.000000</td>\n",
+ " <td>2.000000</td>\n",
+ " </tr>\n",
+ " <tr>\n",
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+ " <td>53.414720</td>\n",
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+ " <td>38.713100</td>\n",
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+ " <tr>\n",
+ " <th>2016-01-01 09:00:00</th>\n",
+ " <td>125.937035</td>\n",
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+ " <tr>\n",
+ " <th>2016-01-01 10:00:00</th>\n",
+ " <td>155.841690</td>\n",
+ " <td>173.780030</td>\n",
+ " <td>45.153480</td>\n",
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+ " <td>192.329220</td>\n",
+ " <td>179.784500</td>\n",
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+ " <td>198.099380</td>\n",
+ " <td>53.177246</td>\n",
+ " <td>58.590720</td>\n",
+ " <td>169.053560</td>\n",
+ " <td>0.0</td>\n",
+ " <td>150.641480</td>\n",
+ " <td>120.714386</td>\n",
+ " <td>153.532490</td>\n",
+ " <td>17.882214</td>\n",
+ " <td>21.594097</td>\n",
+ " </tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "<p>5 rows × 2304 columns</p>\n",
+ "</div>"
+ ],
+ "text/plain": [
+ "BFS_NUMMER 1 2 3 4 \\\n",
+ "available_area 9876.416508 143206.017639 24750.733629 25157.322248 \n",
+ "Nb_of_roofs 135.000000 1201.000000 279.000000 339.000000 \n",
+ "2016-01-01 08:00:00 50.497837 50.134310 40.044323 47.391113 \n",
+ "2016-01-01 09:00:00 125.937035 113.001150 64.138626 101.329865 \n",
+ "2016-01-01 10:00:00 155.841690 173.780030 45.153480 135.058200 \n",
+ "\n",
+ "BFS_NUMMER 5 6 7 8 \\\n",
+ "available_area 24055.89238 3783.217087 15492.466757 2794.565752 \n",
+ "Nb_of_roofs 254.00000 59.000000 151.000000 31.000000 \n",
+ "2016-01-01 08:00:00 49.58329 41.108467 59.766010 47.531440 \n",
+ "2016-01-01 09:00:00 117.83526 110.915150 133.260200 106.163280 \n",
+ "2016-01-01 10:00:00 150.12059 176.189970 192.683610 181.173420 \n",
+ "\n",
+ "BFS_NUMMER 9 10 ... 6810 \\\n",
+ "available_area 36286.639123 33318.301886 ... 21065.362908 \n",
+ "Nb_of_roofs 311.000000 379.000000 ... 278.000000 \n",
+ "2016-01-01 08:00:00 57.270382 50.611076 ... 42.534550 \n",
+ "2016-01-01 09:00:00 128.321330 110.379100 ... 119.400350 \n",
+ "2016-01-01 10:00:00 192.329220 179.784500 ... 198.099380 \n",
+ "\n",
+ "BFS_NUMMER 9040 9051 9073 9089 9149 \\\n",
+ "available_area 146.718145 3838.428432 98.857584 0.0 1025.708975 \n",
+ "Nb_of_roofs 2.000000 25.000000 4.000000 0.0 4.000000 \n",
+ "2016-01-01 08:00:00 30.577724 47.245693 30.789162 0.0 49.248146 \n",
+ "2016-01-01 09:00:00 56.159077 64.079540 81.523315 0.0 64.577660 \n",
+ "2016-01-01 10:00:00 53.177246 58.590720 169.053560 0.0 150.641480 \n",
+ "\n",
+ "BFS_NUMMER 9155 9328 9329 9758 \n",
+ "available_area 351.447122 285.918423 16.979356 138.011345 \n",
+ "Nb_of_roofs 24.000000 5.000000 1.000000 2.000000 \n",
+ "2016-01-01 08:00:00 42.127340 53.414720 27.395689 38.713100 \n",
+ "2016-01-01 09:00:00 51.725677 98.333740 24.486015 42.116013 \n",
+ "2016-01-01 10:00:00 120.714386 153.532490 17.882214 21.594097 \n",
+ "\n",
+ "[5 rows x 2304 columns]"
+ ]
+ },
+ "execution_count": 19,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "long_data.head()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "welcome-globe",
+ "metadata": {},
+ "source": [
+ "# Get commune aggregates for other scenarios"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "id": "moral-deficit",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "hourly_base = xr.open_mfdataset(hourly_base_fp)\n",
+ "hourly_base['time'] = hourly_base['time'].isel(DF_UID = 0).drop('DF_UID')\n",
+ "roofs_base = pd.read_csv(roofs_base_fp)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 24,
+ "id": "rotary-bunch",
+ "metadata": {},
+ "outputs": [
+ {
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+ "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
+ "Dimensions: (DF_UID: 200000, day: 31, timestamp: 154)\n",
+ "Coordinates:\n",
+ " * DF_UID (DF_UID) int64 1 2 3 4 5 ... 202614 202615 202616 202617\n",
+ " * day (day) int64 1 2 3 4 5 6 7 8 9 ... 24 25 26 27 28 29 30 31\n",
+ " * timestamp (timestamp) datetime64[ns] 2001-01-15T07:00:00 ... 200...\n",
+ "Data variables:\n",
+ " tilted_irradiance (DF_UID, timestamp, day) float32 dask.array&lt;chunksize=(100000, 154, 31), meta=np.ndarray&gt;\n",
+ " yearly_kWh_m2 (DF_UID) float32 dask.array&lt;chunksize=(100000,), meta=np.ndarray&gt;\n",
+ " time (day, timestamp) datetime64[ns] dask.array&lt;chunksize=(31, 154), meta=np.ndarray&gt;</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-2542e388-61f4-464b-a54e-6b440a41f136' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-2542e388-61f4-464b-a54e-6b440a41f136' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>DF_UID</span>: 200000</li><li><span class='xr-has-index'>day</span>: 31</li><li><span class='xr-has-index'>timestamp</span>: 154</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-e1fe6bbd-98be-4e80-9346-14acb3101c9c' class='xr-section-summary-in' type='checkbox' checked><label for='section-e1fe6bbd-98be-4e80-9346-14acb3101c9c' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>DF_UID</span></div><div class='xr-var-dims'>(DF_UID)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 ... 202615 202616 202617</div><input id='attrs-021e119f-0a3a-46a0-9d57-9a9a9fd73e95' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-021e119f-0a3a-46a0-9d57-9a9a9fd73e95' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9c739e50-367c-46d1-abad-0dd495ff8f24' class='xr-var-data-in' type='checkbox'><label for='data-9c739e50-367c-46d1-abad-0dd495ff8f24' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1, 2, 3, ..., 202615, 202616, 202617])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>day</span></div><div class='xr-var-dims'>(day)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 ... 26 27 28 29 30 31</div><input id='attrs-bb0514df-4f08-40a8-b4d6-18290970d424' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bb0514df-4f08-40a8-b4d6-18290970d424' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-da672379-18f6-4658-83f5-a75abf1ece46' class='xr-var-data-in' type='checkbox'><label for='data-da672379-18f6-4658-83f5-a75abf1ece46' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
+ " 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>timestamp</span></div><div class='xr-var-dims'>(timestamp)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2001-01-15T07:00:00 ... 2001-12-...</div><input id='attrs-1bde900f-fa93-4cef-b553-3ca9feb8b566' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1bde900f-fa93-4cef-b553-3ca9feb8b566' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-68d28450-a90b-431d-9edf-58e517eaa886' class='xr-var-data-in' type='checkbox'><label for='data-68d28450-a90b-431d-9edf-58e517eaa886' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2001-01-15T07:00:00.000000000&#x27;, &#x27;2001-01-15T08:00:00.000000000&#x27;,\n",
+ " &#x27;2001-01-15T09:00:00.000000000&#x27;, &#x27;2001-01-15T10:00:00.000000000&#x27;,\n",
+ " &#x27;2001-01-15T11:00:00.000000000&#x27;, &#x27;2001-01-15T12:00:00.000000000&#x27;,\n",
+ " &#x27;2001-01-15T13:00:00.000000000&#x27;, &#x27;2001-01-15T14:00:00.000000000&#x27;,\n",
+ " &#x27;2001-01-15T15:00:00.000000000&#x27;, &#x27;2001-01-15T16:00:00.000000000&#x27;,\n",
+ " &#x27;2001-02-15T07:00:00.000000000&#x27;, &#x27;2001-02-15T08:00:00.000000000&#x27;,\n",
+ " &#x27;2001-02-15T09:00:00.000000000&#x27;, &#x27;2001-02-15T10:00:00.000000000&#x27;,\n",
+ " &#x27;2001-02-15T11:00:00.000000000&#x27;, &#x27;2001-02-15T12:00:00.000000000&#x27;,\n",
+ " &#x27;2001-02-15T13:00:00.000000000&#x27;, &#x27;2001-02-15T14:00:00.000000000&#x27;,\n",
+ " &#x27;2001-02-15T15:00:00.000000000&#x27;, &#x27;2001-02-15T16:00:00.000000000&#x27;,\n",
+ " &#x27;2001-02-15T17:00:00.000000000&#x27;, &#x27;2001-03-15T06:00:00.000000000&#x27;,\n",
+ " &#x27;2001-03-15T07:00:00.000000000&#x27;, &#x27;2001-03-15T08:00:00.000000000&#x27;,\n",
+ " &#x27;2001-03-15T09:00:00.000000000&#x27;, &#x27;2001-03-15T10:00:00.000000000&#x27;,\n",
+ " &#x27;2001-03-15T11:00:00.000000000&#x27;, &#x27;2001-03-15T12:00:00.000000000&#x27;,\n",
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+ " &#x27;2001-05-15T19:00:00.000000000&#x27;, &#x27;2001-06-15T04:00:00.000000000&#x27;,\n",
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+ " &#x27;2001-06-15T19:00:00.000000000&#x27;, &#x27;2001-07-15T04:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T05:00:00.000000000&#x27;, &#x27;2001-07-15T06:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T07:00:00.000000000&#x27;, &#x27;2001-07-15T08:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T09:00:00.000000000&#x27;, &#x27;2001-07-15T10:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T11:00:00.000000000&#x27;, &#x27;2001-07-15T12:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T13:00:00.000000000&#x27;, &#x27;2001-07-15T14:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T15:00:00.000000000&#x27;, &#x27;2001-07-15T16:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T17:00:00.000000000&#x27;, &#x27;2001-07-15T18:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T19:00:00.000000000&#x27;, &#x27;2001-08-15T05:00:00.000000000&#x27;,\n",
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+ " &#x27;2001-08-15T08:00:00.000000000&#x27;, &#x27;2001-08-15T09:00:00.000000000&#x27;,\n",
+ " &#x27;2001-08-15T10:00:00.000000000&#x27;, &#x27;2001-08-15T11:00:00.000000000&#x27;,\n",
+ " &#x27;2001-08-15T12:00:00.000000000&#x27;, &#x27;2001-08-15T13:00:00.000000000&#x27;,\n",
+ " &#x27;2001-08-15T14:00:00.000000000&#x27;, &#x27;2001-08-15T15:00:00.000000000&#x27;,\n",
+ " &#x27;2001-08-15T16:00:00.000000000&#x27;, &#x27;2001-08-15T17:00:00.000000000&#x27;,\n",
+ " &#x27;2001-08-15T18:00:00.000000000&#x27;, &#x27;2001-09-15T05:00:00.000000000&#x27;,\n",
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+ " &#x27;2001-12-15T12:00:00.000000000&#x27;, &#x27;2001-12-15T13:00:00.000000000&#x27;,\n",
+ " &#x27;2001-12-15T14:00:00.000000000&#x27;, &#x27;2001-12-15T15:00:00.000000000&#x27;],\n",
+ " dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-72fda6a6-5e90-46bf-87cf-5842bed5cdfd' class='xr-section-summary-in' type='checkbox' checked><label for='section-72fda6a6-5e90-46bf-87cf-5842bed5cdfd' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>tilted_irradiance</span></div><div class='xr-var-dims'>(DF_UID, timestamp, day)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(100000, 154, 31), meta=np.ndarray&gt;</div><input id='attrs-ca1087f6-600a-4d4d-b092-0089f8b7ccdb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ca1087f6-600a-4d4d-b092-0089f8b7ccdb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-adcad4b7-6068-4458-b054-da8210fe060a' class='xr-var-data-in' type='checkbox'><label for='data-adcad4b7-6068-4458-b054-da8210fe060a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr><th> Bytes </th><td> 3.82 GB </td> <td> 1.91 GB </td></tr>\n",
+ " <tr><th> Shape </th><td> (200000, 154, 31) </td> <td> (100000, 154, 31) </td></tr>\n",
+ " <tr><th> Count </th><td> 6 Tasks </td><td> 2 Chunks </td></tr>\n",
+ " <tr><th> Type </th><td> float32 </td><td> numpy.ndarray </td></tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</td>\n",
+ "<td>\n",
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+ "</td>\n",
+ "</tr>\n",
+ "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>yearly_kWh_m2</span></div><div class='xr-var-dims'>(DF_UID)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(100000,), meta=np.ndarray&gt;</div><input id='attrs-ca0d7a96-1831-4462-b27b-8da765a11cbe' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ca0d7a96-1831-4462-b27b-8da765a11cbe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-22c5108d-187a-44ba-ae7a-ed6695637d4f' class='xr-var-data-in' type='checkbox'><label for='data-22c5108d-187a-44ba-ae7a-ed6695637d4f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
+ " </thead>\n",
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+ ]
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+ "execution_count": 24,
+ "metadata": {},
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+ "hourly_base"
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+ "execution_count": 25,
+ "id": "married-parade",
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+ "outputs": [],
+ "source": [
+ "nonFlat = roof_info[~roof_info.flat]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "surface-outdoors",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "for aspect in nonFlat.aspect.unique():\n",
+ " for tilt in nonFlat.tilt.unique():\n",
+ " roof_sel = nonFlat[(nonFlat.tilt == tilt) & (nonFlat.aspect == aspect)]\n",
+ " hourly_subset = hourly_base.sel(DF_UID = hourly_base.DF_UID.isin(roof_sel.DF_UID.values))\n",
+ " hourly_subset.to_netcdf(os.path.join(SCRATCH_FP, '%s_%d_gt_roofs.nc' %(aspect, tilt)))\n",
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+ " tilted_irradiance (DF_UID, timestamp, day) float32 dask.array&lt;chunksize=(1645, 154, 31), meta=np.ndarray&gt;\n",
+ " yearly_kWh_m2 (DF_UID) float32 dask.array&lt;chunksize=(1645,), meta=np.ndarray&gt;\n",
+ " time (day, timestamp) datetime64[ns] dask.array&lt;chunksize=(31, 154), meta=np.ndarray&gt;</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-469d8d01-349a-42b0-8018-2e8987e79ec0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-469d8d01-349a-42b0-8018-2e8987e79ec0' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>DF_UID</span>: 3376</li><li><span class='xr-has-index'>day</span>: 31</li><li><span class='xr-has-index'>timestamp</span>: 154</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-49dcb09f-e799-47cc-9c3e-8418537e2e90' class='xr-section-summary-in' type='checkbox' checked><label for='section-49dcb09f-e799-47cc-9c3e-8418537e2e90' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>DF_UID</span></div><div class='xr-var-dims'>(DF_UID)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 12 176 ... 202506 202522 202523</div><input id='attrs-2e3a710e-1ae9-4325-bdb4-4612e92941bd' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2e3a710e-1ae9-4325-bdb4-4612e92941bd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e9bf76ba-b529-40e7-822c-b51c994d5cce' class='xr-var-data-in' type='checkbox'><label for='data-e9bf76ba-b529-40e7-822c-b51c994d5cce' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1, 12, 176, ..., 202506, 202522, 202523])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>day</span></div><div class='xr-var-dims'>(day)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 ... 26 27 28 29 30 31</div><input id='attrs-947f347a-815d-4018-a269-9fd2dd61c113' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-947f347a-815d-4018-a269-9fd2dd61c113' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-29ec1a03-6ff7-44c1-823d-0847450c5869' class='xr-var-data-in' type='checkbox'><label for='data-29ec1a03-6ff7-44c1-823d-0847450c5869' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
+ " 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>timestamp</span></div><div class='xr-var-dims'>(timestamp)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2001-01-15T07:00:00 ... 2001-12-...</div><input id='attrs-d09d8086-2630-4cfd-a8c1-f85b91d733ef' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d09d8086-2630-4cfd-a8c1-f85b91d733ef' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eac9f67d-42d3-41a6-aac4-30886115f5cf' class='xr-var-data-in' type='checkbox'><label for='data-eac9f67d-42d3-41a6-aac4-30886115f5cf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;2001-01-15T07:00:00.000000000&#x27;, &#x27;2001-01-15T08:00:00.000000000&#x27;,\n",
+ " &#x27;2001-01-15T09:00:00.000000000&#x27;, &#x27;2001-01-15T10:00:00.000000000&#x27;,\n",
+ " &#x27;2001-01-15T11:00:00.000000000&#x27;, &#x27;2001-01-15T12:00:00.000000000&#x27;,\n",
+ " &#x27;2001-01-15T13:00:00.000000000&#x27;, &#x27;2001-01-15T14:00:00.000000000&#x27;,\n",
+ " &#x27;2001-01-15T15:00:00.000000000&#x27;, &#x27;2001-01-15T16:00:00.000000000&#x27;,\n",
+ " &#x27;2001-02-15T07:00:00.000000000&#x27;, &#x27;2001-02-15T08:00:00.000000000&#x27;,\n",
+ " &#x27;2001-02-15T09:00:00.000000000&#x27;, &#x27;2001-02-15T10:00:00.000000000&#x27;,\n",
+ " &#x27;2001-02-15T11:00:00.000000000&#x27;, &#x27;2001-02-15T12:00:00.000000000&#x27;,\n",
+ " &#x27;2001-02-15T13:00:00.000000000&#x27;, &#x27;2001-02-15T14:00:00.000000000&#x27;,\n",
+ " &#x27;2001-02-15T15:00:00.000000000&#x27;, &#x27;2001-02-15T16:00:00.000000000&#x27;,\n",
+ " &#x27;2001-02-15T17:00:00.000000000&#x27;, &#x27;2001-03-15T06:00:00.000000000&#x27;,\n",
+ " &#x27;2001-03-15T07:00:00.000000000&#x27;, &#x27;2001-03-15T08:00:00.000000000&#x27;,\n",
+ " &#x27;2001-03-15T09:00:00.000000000&#x27;, &#x27;2001-03-15T10:00:00.000000000&#x27;,\n",
+ " &#x27;2001-03-15T11:00:00.000000000&#x27;, &#x27;2001-03-15T12:00:00.000000000&#x27;,\n",
+ " &#x27;2001-03-15T13:00:00.000000000&#x27;, &#x27;2001-03-15T14:00:00.000000000&#x27;,\n",
+ " &#x27;2001-03-15T15:00:00.000000000&#x27;, &#x27;2001-03-15T16:00:00.000000000&#x27;,\n",
+ " &#x27;2001-03-15T17:00:00.000000000&#x27;, &#x27;2001-04-15T05:00:00.000000000&#x27;,\n",
+ " &#x27;2001-04-15T06:00:00.000000000&#x27;, &#x27;2001-04-15T07:00:00.000000000&#x27;,\n",
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+ " &#x27;2001-04-15T10:00:00.000000000&#x27;, &#x27;2001-04-15T11:00:00.000000000&#x27;,\n",
+ " &#x27;2001-04-15T12:00:00.000000000&#x27;, &#x27;2001-04-15T13:00:00.000000000&#x27;,\n",
+ " &#x27;2001-04-15T14:00:00.000000000&#x27;, &#x27;2001-04-15T15:00:00.000000000&#x27;,\n",
+ " &#x27;2001-04-15T16:00:00.000000000&#x27;, &#x27;2001-04-15T17:00:00.000000000&#x27;,\n",
+ " &#x27;2001-04-15T18:00:00.000000000&#x27;, &#x27;2001-05-15T04:00:00.000000000&#x27;,\n",
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+ " &#x27;2001-05-15T15:00:00.000000000&#x27;, &#x27;2001-05-15T16:00:00.000000000&#x27;,\n",
+ " &#x27;2001-05-15T17:00:00.000000000&#x27;, &#x27;2001-05-15T18:00:00.000000000&#x27;,\n",
+ " &#x27;2001-05-15T19:00:00.000000000&#x27;, &#x27;2001-06-15T04:00:00.000000000&#x27;,\n",
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+ " &#x27;2001-06-15T07:00:00.000000000&#x27;, &#x27;2001-06-15T08:00:00.000000000&#x27;,\n",
+ " &#x27;2001-06-15T09:00:00.000000000&#x27;, &#x27;2001-06-15T10:00:00.000000000&#x27;,\n",
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+ " &#x27;2001-06-15T19:00:00.000000000&#x27;, &#x27;2001-07-15T04:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T05:00:00.000000000&#x27;, &#x27;2001-07-15T06:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T07:00:00.000000000&#x27;, &#x27;2001-07-15T08:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T09:00:00.000000000&#x27;, &#x27;2001-07-15T10:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T11:00:00.000000000&#x27;, &#x27;2001-07-15T12:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T13:00:00.000000000&#x27;, &#x27;2001-07-15T14:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T15:00:00.000000000&#x27;, &#x27;2001-07-15T16:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T17:00:00.000000000&#x27;, &#x27;2001-07-15T18:00:00.000000000&#x27;,\n",
+ " &#x27;2001-07-15T19:00:00.000000000&#x27;, &#x27;2001-08-15T05:00:00.000000000&#x27;,\n",
+ " &#x27;2001-08-15T06:00:00.000000000&#x27;, &#x27;2001-08-15T07:00:00.000000000&#x27;,\n",
+ " &#x27;2001-08-15T08:00:00.000000000&#x27;, &#x27;2001-08-15T09:00:00.000000000&#x27;,\n",
+ " &#x27;2001-08-15T10:00:00.000000000&#x27;, &#x27;2001-08-15T11:00:00.000000000&#x27;,\n",
+ " &#x27;2001-08-15T12:00:00.000000000&#x27;, &#x27;2001-08-15T13:00:00.000000000&#x27;,\n",
+ " &#x27;2001-08-15T14:00:00.000000000&#x27;, &#x27;2001-08-15T15:00:00.000000000&#x27;,\n",
+ " &#x27;2001-08-15T16:00:00.000000000&#x27;, &#x27;2001-08-15T17:00:00.000000000&#x27;,\n",
+ " &#x27;2001-08-15T18:00:00.000000000&#x27;, &#x27;2001-09-15T05:00:00.000000000&#x27;,\n",
+ " &#x27;2001-09-15T06:00:00.000000000&#x27;, &#x27;2001-09-15T07:00:00.000000000&#x27;,\n",
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+ " &#x27;2001-09-15T18:00:00.000000000&#x27;, &#x27;2001-10-15T06:00:00.000000000&#x27;,\n",
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+ " &#x27;2001-12-15T12:00:00.000000000&#x27;, &#x27;2001-12-15T13:00:00.000000000&#x27;,\n",
+ " &#x27;2001-12-15T14:00:00.000000000&#x27;, &#x27;2001-12-15T15:00:00.000000000&#x27;],\n",
+ " dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-136d99a9-1a1a-433d-a75f-f42c44b7a5a1' class='xr-section-summary-in' type='checkbox' checked><label for='section-136d99a9-1a1a-433d-a75f-f42c44b7a5a1' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>tilted_irradiance</span></div><div class='xr-var-dims'>(DF_UID, timestamp, day)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1645, 154, 31), meta=np.ndarray&gt;</div><input id='attrs-37fa75f0-202f-4b96-9b99-1b99ba95cfc9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-37fa75f0-202f-4b96-9b99-1b99ba95cfc9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c88651fc-c319-44c3-9d50-8e9b12d2cd7f' class='xr-var-data-in' type='checkbox'><label for='data-c88651fc-c319-44c3-9d50-8e9b12d2cd7f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr><th> Bytes </th><td> 64.47 MB </td> <td> 33.06 MB </td></tr>\n",
+ " <tr><th> Shape </th><td> (3376, 154, 31) </td> <td> (1731, 154, 31) </td></tr>\n",
+ " <tr><th> Count </th><td> 8 Tasks </td><td> 2 Chunks </td></tr>\n",
+ " <tr><th> Type </th><td> float32 </td><td> numpy.ndarray </td></tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</td>\n",
+ "<td>\n",
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+ "</svg>\n",
+ "</td>\n",
+ "</tr>\n",
+ "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>yearly_kWh_m2</span></div><div class='xr-var-dims'>(DF_UID)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1645,), meta=np.ndarray&gt;</div><input id='attrs-34662f60-2bca-433b-b826-51b9bc108428' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-34662f60-2bca-433b-b826-51b9bc108428' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-61bd507f-b710-45a1-bb09-7dfadfc9985f' class='xr-var-data-in' type='checkbox'><label for='data-61bd507f-b710-45a1-bb09-7dfadfc9985f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
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+ " <tr>\n",
+ " <th>4</th>\n",
+ " <td>51</td>\n",
+ " <td>335.269524</td>\n",
+ " <td>49.648887</td>\n",
+ " <td>2886.0</td>\n",
+ " <td>1</td>\n",
+ " <td>980.34010</td>\n",
+ " <td>46553.40000</td>\n",
+ " </tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</div>"
+ ],
+ "text/plain": [
+ " DF_UID available_area available_area_std BFS_NUMMER suitable \\\n",
+ "0 7 2.115733 2.315795 2823.0 0 \n",
+ "1 33 12.098284 3.899759 2823.0 1 \n",
+ "2 49 15.384748 10.230719 2887.0 1 \n",
+ "3 50 391.328091 47.003696 2886.0 1 \n",
+ "4 51 335.269524 49.648887 2886.0 1 \n",
+ "\n",
+ " Gt_kWh_m2 EPV_kWh \n",
+ "0 923.69904 271.95822 \n",
+ "1 729.88403 1248.42140 \n",
+ "2 818.13610 1754.37020 \n",
+ "3 1029.24120 56921.95300 \n",
+ "4 980.34010 46553.40000 "
+ ]
+ },
+ "execution_count": 22,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "roofs_EW = pd.read_csv(roofs_EW_fp)\n",
+ "roofs_EW.head()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "atomic-poverty",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
+ ],
+ "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": "3.7.7"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/Potential_hourly/tilt_aspect_aggregates/commune_batches_gt.py b/Potential_hourly/tilt_aspect_aggregates/commune_batches_gt.py
new file mode 100644
index 0000000..6348141
--- /dev/null
+++ b/Potential_hourly/tilt_aspect_aggregates/commune_batches_gt.py
@@ -0,0 +1,70 @@
+import numpy as np
+import pandas as pd
+import xarray as xr
+
+import sys
+import os
+import time
+
+# # Define file paths
+
+GT_PATH = sys.argv[1]
+
+AREA_FP = sys.argv[2]
+
+OUTPATH = sys.argv[3]
+
+## CONSTANTS
+
+FLAT_TILT = 10
+MAX_ASPECT = 90
+
+# Print file paths
+print('Available area file path: %s' %AREA_FP)
+print('Gt input path: %s' %GT_PATH)
+print('Output path: %s\n\n' %OUTPATH)
+
+# # Load commune map
+
+tt = time.time()
+
+# # Load roof data
+
+roof_info = pd.read_csv(AREA_FP, usecols = ['DF_UID', 'available_area', 'suitable', 'BFS_NUMMER'])
+print('Loaded roof info in %.2fs' %(time.time()-tt))
+
+# # Load prediction
+
+tilted_irrad = xr.open_mfdataset( GT_PATH )
+
+# # Group suitable potential by communes
+
+tt = time.time()
+
+time_xr = tilted_irrad.time
+
+roof_sel = roof_info.loc[ roof_info.DF_UID.isin(tilted_irrad.DF_UID.values),
+ ['DF_UID', 'suitable', 'available_area', 'BFS_NUMMER'] ]
+roof_xr = roof_sel.set_index('DF_UID').to_xarray()
+
+hourly_suitable = xr.merge([tilted_irrad.tilted_irradiance, roof_xr.available_area]) * roof_xr.suitable
+hourly_suitable.coords['BFS_NUMMER'] = roof_xr.BFS_NUMMER.astype('int')
+print(hourly_suitable)
+
+gt_communes_hourly = ( hourly_suitable.tilted_irradiance.where( hourly_suitable.tilted_irradiance > 0 )
+ .groupby('BFS_NUMMER').mean().astype('float32') )
+gt_weighted_sum = ((hourly_suitable.tilted_irradiance * hourly_suitable.available_area )
+ .groupby('BFS_NUMMER').sum().astype('float32').rename('gt_weighted_by_APV'))
+weights_sum = (hourly_suitable.available_area * roof_xr.suitable ).groupby('BFS_NUMMER').sum().rename('APV_weight_sum')
+
+communes_output = xr.merge([gt_communes_hourly, gt_weighted_sum, weights_sum, time_xr]) # gt_communes_hourly
+
+print('\nCreated hourly commune potential in %.2fs\n' %(time.time()-tt))
+print(communes_output)
+
+# ### Save intermediate files
+
+tt = time.time()
+communes_output.to_netcdf( OUTPATH )
+print('\nComputed hourly commune potential and saved %s in %.2fs' %(OUTPATH, time.time()-tt))
+
diff --git a/Potential_hourly/tilt_aspect_aggregates/extract_aggregate_subsets.py b/Potential_hourly/tilt_aspect_aggregates/extract_aggregate_subsets.py
new file mode 100644
index 0000000..aa28227
--- /dev/null
+++ b/Potential_hourly/tilt_aspect_aggregates/extract_aggregate_subsets.py
@@ -0,0 +1,33 @@
+import numpy as np
+import pandas as pd
+import xarray as xr
+
+import sys
+import os
+import time
+
+AGGR_FP = sys.argv[1]
+IRRAD_FP = sys.argv[2]
+
+OUT_PATH = sys.argv[3]
+
+print('Aggregate file: %s' %AGGR_FP)
+print('Irradiation file: %s' %IRRAD_FP)
+print('Output file path: %s' %OUT_PATH)
+
+hourly_base = xr.open_mfdataset(os.path.join(IRRAD_FP, 'tilted_irrad_*.nc'))
+hourly_base['time'] = hourly_base['time'].isel(DF_UID = 0).drop('DF_UID')
+
+roof_info = pd.read_csv(AGGR_FP)
+nonFlat = roof_info[~roof_info.flat]
+
+for aspect in nonFlat.aspect.unique():
+ for tilt in np.sort(nonFlat.tilt.unique()):
+ tt = time.time()
+ roof_sel = nonFlat[(nonFlat.tilt == tilt) & (nonFlat.aspect == aspect)]
+ hourly_subset = hourly_base.sel(DF_UID = hourly_base.DF_UID.isin(roof_sel.DF_UID.values))
+ print(hourly_subset)
+ hourly_subset.to_netcdf(os.path.join(OUT_PATH, 'tilted_irrad_%s_%d_0.nc' %(aspect, tilt)))
+
+ print('Saved %s in %.2fs' %('tilted_irrad_%s_%d_0.nc' %(aspect, tilt), time.time()-tt))
+
\ No newline at end of file
diff --git a/Potential_hourly/tilt_aspect_aggregates/merge_communes_gt.py b/Potential_hourly/tilt_aspect_aggregates/merge_communes_gt.py
new file mode 100644
index 0000000..8f6dc04
--- /dev/null
+++ b/Potential_hourly/tilt_aspect_aggregates/merge_communes_gt.py
@@ -0,0 +1,64 @@
+import numpy as np
+import pandas as pd
+import xarray as xr
+
+import os
+import time
+import sys
+
+COMM_FP = '/work/hyenergy/output/solar_potential/Sonnendach_Gemeinden_Dachflaechen.csv' # CHANGE
+
+OUTFILE = sys.argv[1]
+INFILES = lambda i: (os.path.splitext( OUTFILE )[0] + '_%d.nc' %i)
+
+N_BATCHES = int(sys.argv[2])
+
+OUT_GT = os.path.splitext( OUTFILE )[0] + '_gt.csv'
+
+# Load data
+comm_map = pd.read_csv(COMM_FP, encoding = 'cp1250', usecols = ['DF_UID', 'BFS_NUMMER', 'NAME'] )
+
+# For-loop
+init = True
+gt_weight = 0
+
+BFS_IDs = np.sort(comm_map.BFS_NUMMER.unique())
+
+for BATCH in range(N_BATCHES):
+ tt = time.time()
+
+ new_file = xr.open_dataset( INFILES(BATCH) )
+ new_data = new_file.sel(BFS_NUMMER = new_file.BFS_NUMMER.isin(BFS_IDs))[['gt_weighted_by_APV', 'APV_weight_sum']]
+
+ if init:
+ all_data = new_data
+ init = False
+
+ else:
+ all_data = (all_data + new_data).combine_first(all_data).combine_first(new_data)
+
+ print('Executed iteration %i in %.2fs' %(BATCH, time.time()-tt))
+
+# Fill all missing values with 0
+all_data = all_data.fillna(0)
+all_data['time'] = new_file.time
+
+print(all_data)
+
+# Convert data to pandas tables
+all_data_df = all_data.drop('APV_weight_sum').to_dataframe().dropna().reset_index()
+gt_df = all_data_df.pivot(values='gt_weighted_by_APV', index='time', columns='BFS_NUMMER')
+
+A_df = all_data.APV_weight_sum.to_pandas()
+print(A_df.sum())
+
+# Compute average tilted irrad by dividing by A_df
+gt_df.loc[:,A_df > 0] /= A_df[A_df > 0]
+gt_df.columns.name=''
+print(gt_df.head())
+
+
+# Save output
+tt = time.time()
+gt_df.to_csv( OUT_GT )
+print('\nSaved output %s in %.2fs' %(OUT_GT, time.time()-tt))
diff --git a/Potential_hourly/tilt_aspect_aggregates/postprocess_communes_gt_tilt_aspect.sh b/Potential_hourly/tilt_aspect_aggregates/postprocess_communes_gt_tilt_aspect.sh
new file mode 100644
index 0000000..e56a0be
--- /dev/null
+++ b/Potential_hourly/tilt_aspect_aggregates/postprocess_communes_gt_tilt_aspect.sh
@@ -0,0 +1,55 @@
+#!/bin/bash
+
+echo STARTING AT $(date)
+echo
+
+## ====== Get slurm array ID
+
+WORKDIR=/scratch/walch/workdir_solar_hourly # CHANGE
+CODEDIR=~/code/solarPOT/Potential_hourly/tilt_aspect_aggregates # CHANGE
+
+## ====== User input
+
+PATH_TO_SCRIPT_AGGREGATE=$CODEDIR\/extract_aggregate_subsets.py
+PATH_TO_SCRIPT_COMMUNE=$CODEDIR\/commune_batches_gt.py
+PATH_TO_SCRIPT_COMM_SUM=$CODEDIR\/merge_communes_gt.py
+
+N_BATCHES=1
+
+ROOF_AGGREGATE_FP=$CODEDIR\/roof_aggregates.csv # CHANGE
+
+## ===== Execute script
+source activate py3_geo
+
+for YEAR in 2016 # 2011 2012 2013 2014 2015
+do
+ # Save annual data
+ AREA_FP=/work/hyenergy/output/solar_potential/hourly_potential/$YEAR\_annual_roofs.csv # CHANGE
+
+ TMP_PATH=/scratch/walch/scratch/tmp_comm_aggr_$YEAR # CHANGE
+ mkdir $TMP_PATH
+
+ GT_PATH=$WORKDIR\/tmp_$YEAR
+
+ python $PATH_TO_SCRIPT_AGGREGATE $ROOF_AGGREGATE_FP $GT_PATH $TMP_PATH
+
+ for ASPECT in S # SE E NE N NW W SW
+ do
+ for TILT in 10 # 15 20 25 30 35 40 45 50
+ do
+ GT_FP=$TMP_PATH\/tilted_irrad_$ASPECT\_$TILT\.nc
+ OUTFP=$TMP_PATH\/$YEAR\_commune_hourly_$ASPECT\_$TILT\_0.nc
+
+ python $PATH_TO_SCRIPT_COMMUNE $GT_FP $AREA_FP $OUTFP
+
+ OUT_ALL=$TMP_PATH\/$YEAR\_commune_hourly_$ASPECT\_$TILT.nc
+ python $PATH_TO_SCRIPT_COMM_SUM $OUT_ALL $N_BATCHES
+ done
+ done
+
+done
+
+conda deactivate
+
+echo
+echo FINISHED AT $(date)
diff --git a/Potential_hourly/tilt_aspect_aggregates/postprocess_flat_EW_communes.sh b/Potential_hourly/tilt_aspect_aggregates/postprocess_flat_EW_communes.sh
new file mode 100644
index 0000000..eb8e204
--- /dev/null
+++ b/Potential_hourly/tilt_aspect_aggregates/postprocess_flat_EW_communes.sh
@@ -0,0 +1,72 @@
+#!/bin/bash
+
+## == Settings
+
+#SBATCH --job-name=postprocess_hr
+
+#SBATCH --account=leso-pb
+
+#SBATCH --nodes=1
+#SBATCH --mem=125G
+#SBATCH --ntasks=1
+#SBATCH --cpus-per-task=4
+#SBATCH --time=03:00:00
+
+#SBATCH --chdir=./output
+
+#SBATCH --array=1-1 ###97
+
+#SBATCH -o postprocess_hr_%A_%a.out # Standard output
+#SBATCH -e postprocess_hr_%A_%a.err # Standard error
+
+echo STARTING AT $(date)
+echo
+
+## ====== Specify here the needed modules
+
+module purge
+module load gcc python/3.7.3
+
+## ====== Get slurm array ID
+
+N=1 # ${SLURM_ARRAY_TASK_ID}
+echo Slurm array task ID: $N
+echo
+
+WORKDIR=/scratch/walch/workdir_solar_EW_scenarios # PATH TO WORKING DIRECTORY
+
+## ====== User input
+
+PATH_TO_SCRIPT_COMM_SUM=/home/walch/code/solarPOT/Potential_hourly/merge_commune_all.py
+
+N_BATCHES=95
+LAST_BATCH=`expr $N_BATCHES - 1`
+START_BATCH=0
+
+## ===== Variable definitions
+
+CURR_ID=`expr $N - 1`
+
+## ===== Execute script
+source activate py3_geo
+
+for YEAR in 2016 ## 2017 2018 2019 2020
+do
+ OUTPATH=$WORKDIR/$YEAR\_commune_hourly_flat_EW
+ OUT_ALL=$OUTPATH\/$YEAR\_commune_hourly_flat.nc
+ python $PATH_TO_SCRIPT_COMM_SUM $OUT_ALL $N_BATCHES
+
+done
+
+#for YEAR in 2011 2012 2013 2014 2015
+#do
+
+# OUT_ALL=$OUTPATH\/$YEAR\_commune_hourly_flat_EW.nc
+# python $PATH_TO_SCRIPT_COMM_SUM $OUT_ALL $N_BATCHES
+
+#done
+
+conda deactivate
+
+echo
+echo FINISHED AT $(date)
diff --git a/Shading/merge_shading_stats.ipynb b/Shading/merge_shading_stats.ipynb
index 7127ed5..5ae91d7 100644
--- a/Shading/merge_shading_stats.ipynb
+++ b/Shading/merge_shading_stats.ipynb
@@ -1,2024 +1,2024 @@
{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/Applications/anaconda2/envs/py3/lib/python3.6/site-packages/h5py/__init__.py:36: FutureWarning: Conversion of the second argument of issubdtype from `float` to `np.floating` is deprecated. In future, it will be treated as `np.float64 == np.dtype(float).type`.\n",
" from ._conv import register_converters as _register_converters\n"
]
}
],
"source": [
"import numpy as np\n",
"import pandas as pd\n",
"import xarray as xr\n",
"import os\n",
"import sys\n",
"import util"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"shading_base = '/Users/alinawalch/Documents/EPFL/data/rooftops/shading_stats_final/CH_shading_region'\n",
"n_regions = 2\n",
"\n",
"shading_50cm_file = '/Users/alinawalch/Documents/EPFL/data/rooftops/shading_stats_final/GVA_shading.csv'"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## MERGE ALL 2m"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Loaded file /Users/alinawalch/Documents/EPFL/data/rooftops/shading_stats_final/CH_shading_region_0.csv\n",
"CPU time: 8.03 seconds\n",
"Wall clock time: 8.20 seconds\n",
"Loaded file /Users/alinawalch/Documents/EPFL/data/rooftops/shading_stats_final/CH_shading_region_1.csv\n",
"CPU time: 17.52 seconds\n",
"Wall clock time: 17.79 seconds\n",
"CPU time: 6.99 seconds\n",
"Wall clock time: 7.81 seconds\n"
]
}
],
"source": [
"shading_all = []\n",
"\n",
"tt = util.Timer()\n",
"for region in range(n_regions):\n",
" \n",
" # load shading file\n",
" filename = ('%s_%d.csv' %(shading_base, region))\n",
" new_shading_file = pd.read_csv(filename, index_col = 0)\n",
" print('Loaded file %s' %(filename))\n",
" \n",
" shading_all.append(new_shading_file)\n",
" tt.restart()\n",
" \n",
"shading_all = pd.concat(shading_all).sort_values(['DF_UID']).reset_index().drop('index', axis=1)\n",
"tt.stop()"
]
},
{
"cell_type": "code",
"execution_count": 42,
"metadata": {
"scrolled": true
},
"outputs": [],
"source": [
"# detect duplicates\n",
"shading_all_dupl = shading_all.loc[shading_all.duplicated(subset=['DF_UID'], keep = False),:]"
]
},
{
"cell_type": "code",
"execution_count": 43,
"metadata": {
"scrolled": true
},
"outputs": [
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" <tr>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
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" <td>...</td>\n",
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" <tr>\n",
" <th>318632</th>\n",
" <td>4926467</td>\n",
" <td>1</td>\n",
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" <td>1.000000</td>\n",
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" <tr>\n",
" <th>318633</th>\n",
" <td>4926467</td>\n",
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" <td>1.000000</td>\n",
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" <tr>\n",
" <th>318758</th>\n",
" <td>4926618</td>\n",
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" <tr>\n",
" <th>318759</th>\n",
" <td>4926618</td>\n",
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" <tr>\n",
" <th>318760</th>\n",
" <td>4926619</td>\n",
" <td>9</td>\n",
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" <tr>\n",
" <th>318761</th>\n",
" <td>4926619</td>\n",
" <td>7</td>\n",
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" <tr>\n",
" <th>318762</th>\n",
" <td>4926620</td>\n",
" <td>1</td>\n",
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" <td>0.000000</td>\n",
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" <tr>\n",
" <th>318763</th>\n",
" <td>4926620</td>\n",
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" <tr>\n",
" <th>318809</th>\n",
" <td>4926667</td>\n",
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" <tr>\n",
" <th>318810</th>\n",
" <td>4926667</td>\n",
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" <td>1.000000</td>\n",
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" <tr>\n",
" <th>318818</th>\n",
" <td>4926676</td>\n",
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" <tr>\n",
" <th>318819</th>\n",
" <td>4926676</td>\n",
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" <tr>\n",
" <th>318901</th>\n",
" <td>4926766</td>\n",
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" <tr>\n",
" <th>318902</th>\n",
" <td>4926766</td>\n",
" <td>30</td>\n",
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" <tr>\n",
" <th>318904</th>\n",
" <td>4926768</td>\n",
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" <tr>\n",
" <th>318905</th>\n",
" <td>4926768</td>\n",
" <td>2</td>\n",
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" <tr>\n",
" <th>318909</th>\n",
" <td>4926772</td>\n",
" <td>5</td>\n",
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" <tr>\n",
" <th>318910</th>\n",
" <td>4926772</td>\n",
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" <tr>\n",
" <th>864217</th>\n",
" <td>7574714</td>\n",
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" <tr>\n",
" <th>864218</th>\n",
" <td>7574714</td>\n",
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" <tr>\n",
" <th>864306</th>\n",
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" <tr>\n",
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" <tr>\n",
" <th>864378</th>\n",
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" <tr>\n",
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" <th>864381</th>\n",
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" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.0</td>\n",
" <td>...</td>\n",
" <td>1.000000</td>\n",
" <td>1.0</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.0</td>\n",
" <td>0.000000</td>\n",
" <td>1.0</td>\n",
" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>864382</th>\n",
" <td>7574881</td>\n",
" <td>3</td>\n",
" <td>3</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.0</td>\n",
" <td>...</td>\n",
" <td>1.000000</td>\n",
" <td>1.0</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.666667</td>\n",
" <td>0.000000</td>\n",
" <td>1.0</td>\n",
" <td>1.000000</td>\n",
" <td>1.0</td>\n",
" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>864451</th>\n",
" <td>7574952</td>\n",
" <td>6</td>\n",
" <td>6</td>\n",
" <td>0.000000</td>\n",
" <td>0.666667</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.500000</td>\n",
" <td>1.0</td>\n",
" <td>...</td>\n",
" <td>0.500000</td>\n",
" <td>1.0</td>\n",
" <td>1.000000</td>\n",
" <td>0.833333</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.0</td>\n",
" <td>1.000000</td>\n",
" <td>1.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>864452</th>\n",
" <td>7574952</td>\n",
" <td>24</td>\n",
" <td>24</td>\n",
" <td>0.000000</td>\n",
" <td>0.083333</td>\n",
" <td>0.000000</td>\n",
" <td>0.875000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.0</td>\n",
" <td>...</td>\n",
" <td>0.416667</td>\n",
" <td>1.0</td>\n",
" <td>1.000000</td>\n",
" <td>0.916667</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.0</td>\n",
" <td>1.000000</td>\n",
" <td>1.0</td>\n",
" <td>0.458333</td>\n",
" </tr>\n",
" <tr>\n",
" <th>864459</th>\n",
" <td>7574959</td>\n",
" <td>1</td>\n",
" <td>1</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.0</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>1.0</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.0</td>\n",
" <td>1.000000</td>\n",
" <td>1.0</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>864460</th>\n",
" <td>7574959</td>\n",
" <td>15</td>\n",
" <td>23</td>\n",
" <td>0.347826</td>\n",
" <td>0.133333</td>\n",
" <td>0.000000</td>\n",
" <td>0.733333</td>\n",
" <td>1.000000</td>\n",
" <td>0.400000</td>\n",
" <td>1.0</td>\n",
" <td>...</td>\n",
" <td>0.733333</td>\n",
" <td>1.0</td>\n",
" <td>0.200000</td>\n",
" <td>0.933333</td>\n",
" <td>0.866667</td>\n",
" <td>0.200000</td>\n",
" <td>1.0</td>\n",
" <td>0.733333</td>\n",
" <td>1.0</td>\n",
" <td>0.266667</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>104 rows × 150 columns</p>\n",
"</div>"
],
"text/plain": [
" DF_UID non_null_cells n_cells fully_shaded_ratio mean_12_13h \\\n",
"317427 4925256 1 1 0.000000 0.000000 \n",
"317428 4925256 17 17 0.000000 0.647059 \n",
"317450 4925282 7 7 0.000000 0.000000 \n",
"317451 4925282 1 1 0.000000 0.000000 \n",
"317477 4925310 9 9 0.000000 1.000000 \n",
"317478 4925310 4 4 0.000000 1.000000 \n",
"317489 4925321 11 11 0.000000 1.000000 \n",
"317490 4925321 1 1 0.000000 1.000000 \n",
"317514 4925347 6 6 0.000000 1.000000 \n",
"317515 4925347 2 2 0.000000 1.000000 \n",
"317554 4925386 2 2 0.000000 1.000000 \n",
"317555 4925386 1 1 0.000000 1.000000 \n",
"317599 4925432 2 2 0.000000 1.000000 \n",
"317600 4925432 4 4 0.000000 1.000000 \n",
"317666 4925503 5 5 0.000000 1.000000 \n",
"317667 4925503 2 2 0.000000 1.000000 \n",
"317683 4925519 17 17 0.000000 1.000000 \n",
"317684 4925519 1 1 0.000000 1.000000 \n",
"317890 4925731 10 10 0.000000 0.800000 \n",
"317891 4925731 6 6 0.000000 1.000000 \n",
"317892 4925732 15 15 0.000000 0.800000 \n",
"317893 4925732 7 7 0.000000 1.000000 \n",
"318025 4925867 3 3 0.000000 1.000000 \n",
"318026 4925867 18 18 0.000000 1.000000 \n",
"318027 4925868 21 21 0.000000 0.714286 \n",
"318028 4925868 29 29 0.000000 0.862069 \n",
"318031 4925872 34 34 0.000000 0.941176 \n",
"318032 4925872 12 12 0.000000 1.000000 \n",
"318053 4925893 10 10 0.000000 0.200000 \n",
"318054 4925893 2 2 0.000000 0.000000 \n",
"... ... ... ... ... ... \n",
"318632 4926467 1 1 0.000000 0.000000 \n",
"318633 4926467 8 8 0.000000 1.000000 \n",
"318758 4926618 15 17 0.117647 0.733333 \n",
"318759 4926618 7 7 0.000000 0.428571 \n",
"318760 4926619 9 10 0.100000 0.888889 \n",
"318761 4926619 7 7 0.000000 0.571429 \n",
"318762 4926620 1 1 0.000000 0.000000 \n",
"318763 4926620 18 18 0.000000 1.000000 \n",
"318809 4926667 2 2 0.000000 1.000000 \n",
"318810 4926667 1 1 0.000000 1.000000 \n",
"318818 4926676 3 3 0.000000 1.000000 \n",
"318819 4926676 2 2 0.000000 1.000000 \n",
"318901 4926766 1 1 0.000000 0.000000 \n",
"318902 4926766 30 30 0.000000 0.000000 \n",
"318904 4926768 1 1 0.000000 0.000000 \n",
"318905 4926768 2 2 0.000000 0.000000 \n",
"318909 4926772 5 5 0.000000 0.800000 \n",
"318910 4926772 3 3 0.000000 0.333333 \n",
"864217 7574714 19 19 0.000000 1.000000 \n",
"864218 7574714 4 6 0.333333 0.500000 \n",
"864306 7574808 7 7 0.000000 0.428571 \n",
"864307 7574808 4 4 0.000000 1.000000 \n",
"864378 7574879 3 3 0.000000 1.000000 \n",
"864379 7574879 1 1 0.000000 1.000000 \n",
"864381 7574881 1 1 0.000000 1.000000 \n",
"864382 7574881 3 3 0.000000 1.000000 \n",
"864451 7574952 6 6 0.000000 0.666667 \n",
"864452 7574952 24 24 0.000000 0.083333 \n",
"864459 7574959 1 1 0.000000 0.000000 \n",
"864460 7574959 15 23 0.347826 0.133333 \n",
"\n",
" mean_1_16h mean_11_10h mean_7_15h mean_6_18h mean_6_10h \\\n",
"317427 1.000000 0.000000 1.000000 0.000000 1.0 \n",
"317428 0.352941 0.941176 1.000000 0.411765 1.0 \n",
"317450 0.000000 0.714286 1.000000 1.000000 1.0 \n",
"317451 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"317477 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"317478 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"317489 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"317490 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"317514 0.833333 1.000000 1.000000 1.000000 1.0 \n",
"317515 0.500000 1.000000 1.000000 1.000000 1.0 \n",
"317554 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"317555 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"317599 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"317600 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"317666 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"317667 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"317683 0.411765 1.000000 1.000000 0.647059 1.0 \n",
"317684 1.000000 1.000000 1.000000 1.000000 1.0 \n",
"317890 0.000000 0.900000 1.000000 0.200000 1.0 \n",
"317891 0.000000 1.000000 1.000000 0.833333 1.0 \n",
"317892 0.133333 0.800000 1.000000 0.400000 1.0 \n",
"317893 0.000000 1.000000 1.000000 0.285714 1.0 \n",
"318025 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"318026 0.000000 1.000000 1.000000 0.888889 1.0 \n",
"318027 0.000000 0.809524 1.000000 1.000000 1.0 \n",
"318028 0.000000 0.965517 1.000000 1.000000 1.0 \n",
"318031 0.823529 0.941176 1.000000 0.970588 1.0 \n",
"318032 0.666667 1.000000 1.000000 1.000000 1.0 \n",
"318053 0.400000 0.300000 1.000000 0.500000 1.0 \n",
"318054 1.000000 0.000000 1.000000 1.000000 1.0 \n",
"... ... ... ... ... ... \n",
"318632 0.000000 1.000000 1.000000 0.000000 1.0 \n",
"318633 0.125000 1.000000 1.000000 0.750000 1.0 \n",
"318758 0.000000 0.800000 1.000000 0.066667 1.0 \n",
"318759 0.000000 0.714286 1.000000 0.000000 1.0 \n",
"318760 0.000000 1.000000 1.000000 0.222222 1.0 \n",
"318761 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"318762 0.000000 0.000000 1.000000 0.000000 1.0 \n",
"318763 0.000000 1.000000 1.000000 0.222222 1.0 \n",
"318809 0.000000 1.000000 1.000000 0.000000 1.0 \n",
"318810 0.000000 1.000000 1.000000 0.000000 1.0 \n",
"318818 0.000000 1.000000 1.000000 0.666667 1.0 \n",
"318819 0.000000 1.000000 1.000000 0.000000 1.0 \n",
"318901 0.000000 1.000000 1.000000 0.000000 1.0 \n",
"318902 0.000000 1.000000 0.966667 0.000000 1.0 \n",
"318904 0.000000 1.000000 1.000000 0.000000 1.0 \n",
"318905 0.000000 1.000000 1.000000 0.000000 1.0 \n",
"318909 0.000000 1.000000 1.000000 0.000000 1.0 \n",
"318910 0.000000 1.000000 1.000000 0.000000 1.0 \n",
"864217 0.631579 0.947368 1.000000 0.789474 1.0 \n",
"864218 0.000000 0.500000 1.000000 0.000000 1.0 \n",
"864306 0.714286 0.571429 1.000000 0.714286 1.0 \n",
"864307 0.000000 1.000000 1.000000 0.750000 1.0 \n",
"864378 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"864379 0.000000 0.000000 1.000000 1.000000 1.0 \n",
"864381 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"864382 0.000000 1.000000 1.000000 1.000000 1.0 \n",
"864451 0.000000 1.000000 1.000000 0.500000 1.0 \n",
"864452 0.000000 0.875000 1.000000 1.000000 1.0 \n",
"864459 0.000000 0.000000 1.000000 1.000000 1.0 \n",
"864460 0.000000 0.733333 1.000000 0.400000 1.0 \n",
"\n",
" ... mean_11_12h mean_9_11h mean_5_6h mean_8_16h \\\n",
"317427 ... 0.000000 0.0 1.000000 1.000000 \n",
"317428 ... 0.470588 1.0 0.588235 0.705882 \n",
"317450 ... 0.571429 1.0 1.000000 1.000000 \n",
"317451 ... 1.000000 1.0 1.000000 1.000000 \n",
"317477 ... 1.000000 1.0 1.000000 1.000000 \n",
"317478 ... 1.000000 1.0 1.000000 1.000000 \n",
"317489 ... 1.000000 1.0 1.000000 1.000000 \n",
"317490 ... 1.000000 1.0 1.000000 1.000000 \n",
"317514 ... 1.000000 1.0 1.000000 1.000000 \n",
"317515 ... 1.000000 1.0 1.000000 1.000000 \n",
"317554 ... 1.000000 1.0 1.000000 1.000000 \n",
"317555 ... 1.000000 1.0 1.000000 1.000000 \n",
"317599 ... 1.000000 1.0 1.000000 1.000000 \n",
"317600 ... 1.000000 1.0 1.000000 1.000000 \n",
"317666 ... 1.000000 1.0 1.000000 1.000000 \n",
"317667 ... 1.000000 1.0 1.000000 1.000000 \n",
"317683 ... 1.000000 1.0 1.000000 1.000000 \n",
"317684 ... 1.000000 1.0 1.000000 1.000000 \n",
"317890 ... 0.900000 1.0 0.900000 1.000000 \n",
"317891 ... 1.000000 1.0 0.500000 1.000000 \n",
"317892 ... 0.800000 1.0 1.000000 0.933333 \n",
"317893 ... 1.000000 1.0 1.000000 0.857143 \n",
"318025 ... 1.000000 1.0 1.000000 1.000000 \n",
"318026 ... 1.000000 1.0 1.000000 1.000000 \n",
"318027 ... 0.761905 1.0 1.000000 1.000000 \n",
"318028 ... 1.000000 1.0 1.000000 1.000000 \n",
"318031 ... 0.941176 1.0 0.676471 1.000000 \n",
"318032 ... 1.000000 1.0 0.666667 1.000000 \n",
"318053 ... 0.300000 1.0 1.000000 1.000000 \n",
"318054 ... 0.000000 0.0 0.000000 1.000000 \n",
"... ... ... ... ... ... \n",
"318632 ... 1.000000 1.0 1.000000 1.000000 \n",
"318633 ... 1.000000 1.0 1.000000 1.000000 \n",
"318758 ... 0.866667 1.0 0.666667 1.000000 \n",
"318759 ... 0.714286 1.0 0.857143 1.000000 \n",
"318760 ... 1.000000 1.0 0.555556 1.000000 \n",
"318761 ... 1.000000 1.0 0.857143 1.000000 \n",
"318762 ... 0.000000 1.0 1.000000 0.000000 \n",
"318763 ... 1.000000 1.0 1.000000 0.944444 \n",
"318809 ... 1.000000 1.0 1.000000 1.000000 \n",
"318810 ... 1.000000 1.0 1.000000 1.000000 \n",
"318818 ... 1.000000 1.0 0.333333 1.000000 \n",
"318819 ... 1.000000 1.0 0.500000 1.000000 \n",
"318901 ... 0.000000 1.0 1.000000 0.000000 \n",
"318902 ... 0.833333 1.0 0.966667 0.100000 \n",
"318904 ... 0.000000 1.0 0.000000 0.000000 \n",
"318905 ... 0.000000 1.0 0.500000 1.000000 \n",
"318909 ... 1.000000 1.0 0.000000 0.800000 \n",
"318910 ... 1.000000 1.0 0.333333 1.000000 \n",
"864217 ... 1.000000 1.0 0.736842 0.842105 \n",
"864218 ... 0.500000 0.5 1.000000 0.500000 \n",
"864306 ... 0.571429 1.0 0.857143 0.857143 \n",
"864307 ... 1.000000 1.0 1.000000 1.000000 \n",
"864378 ... 1.000000 1.0 0.666667 1.000000 \n",
"864379 ... 1.000000 1.0 1.000000 1.000000 \n",
"864381 ... 1.000000 1.0 1.000000 1.000000 \n",
"864382 ... 1.000000 1.0 1.000000 1.000000 \n",
"864451 ... 0.500000 1.0 1.000000 0.833333 \n",
"864452 ... 0.416667 1.0 1.000000 0.916667 \n",
"864459 ... 0.000000 1.0 1.000000 1.000000 \n",
"864460 ... 0.733333 1.0 0.200000 0.933333 \n",
"\n",
" mean_9_9h mean_2_16h mean_5_10h mean_4_8h mean_8_12h mean_12_12h \n",
"317427 1.000000 1.000000 1.0 1.000000 1.0 0.000000 \n",
"317428 1.000000 0.470588 1.0 1.000000 1.0 0.235294 \n",
"317450 1.000000 1.000000 1.0 1.000000 1.0 0.285714 \n",
"317451 1.000000 0.000000 1.0 1.000000 1.0 1.000000 \n",
"317477 1.000000 1.000000 1.0 1.000000 1.0 1.000000 \n",
"317478 1.000000 1.000000 1.0 1.000000 1.0 1.000000 \n",
"317489 1.000000 0.090909 1.0 1.000000 1.0 1.000000 \n",
"317490 1.000000 0.000000 1.0 1.000000 1.0 1.000000 \n",
"317514 1.000000 1.000000 1.0 1.000000 1.0 1.000000 \n",
"317515 1.000000 1.000000 1.0 1.000000 1.0 1.000000 \n",
"317554 1.000000 1.000000 1.0 1.000000 1.0 1.000000 \n",
"317555 1.000000 1.000000 1.0 1.000000 1.0 1.000000 \n",
"317599 1.000000 1.000000 1.0 1.000000 1.0 1.000000 \n",
"317600 1.000000 1.000000 1.0 1.000000 1.0 1.000000 \n",
"317666 1.000000 0.000000 1.0 1.000000 1.0 1.000000 \n",
"317667 1.000000 0.000000 1.0 1.000000 1.0 1.000000 \n",
"317683 1.000000 0.529412 1.0 1.000000 1.0 1.000000 \n",
"317684 1.000000 1.000000 1.0 1.000000 1.0 1.000000 \n",
"317890 1.000000 0.600000 1.0 1.000000 1.0 0.800000 \n",
"317891 1.000000 1.000000 1.0 1.000000 1.0 1.000000 \n",
"317892 1.000000 0.533333 1.0 1.000000 1.0 0.800000 \n",
"317893 1.000000 0.428571 1.0 1.000000 1.0 1.000000 \n",
"318025 1.000000 0.000000 1.0 1.000000 1.0 1.000000 \n",
"318026 1.000000 0.000000 1.0 1.000000 1.0 1.000000 \n",
"318027 1.000000 0.000000 1.0 1.000000 1.0 0.666667 \n",
"318028 1.000000 0.000000 1.0 1.000000 1.0 0.896552 \n",
"318031 0.911765 0.911765 1.0 0.823529 1.0 0.941176 \n",
"318032 1.000000 1.000000 1.0 0.916667 1.0 1.000000 \n",
"318053 1.000000 0.500000 1.0 1.000000 1.0 0.300000 \n",
"318054 0.000000 1.000000 1.0 0.500000 1.0 0.000000 \n",
"... ... ... ... ... ... ... \n",
"318632 1.000000 1.000000 1.0 1.000000 1.0 1.000000 \n",
"318633 1.000000 0.500000 1.0 1.000000 1.0 1.000000 \n",
"318758 1.000000 0.400000 1.0 0.933333 1.0 0.800000 \n",
"318759 1.000000 0.000000 1.0 1.000000 1.0 0.714286 \n",
"318760 1.000000 0.555556 1.0 0.777778 1.0 1.000000 \n",
"318761 1.000000 1.000000 1.0 1.000000 1.0 0.714286 \n",
"318762 1.000000 0.000000 1.0 1.000000 1.0 0.000000 \n",
"318763 1.000000 0.111111 1.0 1.000000 1.0 1.000000 \n",
"318809 1.000000 0.000000 1.0 1.000000 1.0 1.000000 \n",
"318810 1.000000 0.000000 1.0 1.000000 1.0 1.000000 \n",
"318818 0.666667 0.666667 1.0 0.333333 1.0 1.000000 \n",
"318819 1.000000 0.000000 1.0 0.500000 1.0 0.000000 \n",
"318901 1.000000 0.000000 1.0 1.000000 1.0 0.000000 \n",
"318902 1.000000 0.000000 1.0 1.000000 1.0 0.733333 \n",
"318904 1.000000 0.000000 1.0 1.000000 1.0 1.000000 \n",
"318905 1.000000 0.000000 1.0 1.000000 1.0 0.000000 \n",
"318909 1.000000 0.000000 1.0 1.000000 1.0 1.000000 \n",
"318910 1.000000 0.000000 1.0 1.000000 1.0 1.000000 \n",
"864217 0.894737 0.789474 1.0 0.842105 1.0 1.000000 \n",
"864218 1.000000 0.000000 1.0 1.000000 1.0 0.500000 \n",
"864306 1.000000 0.714286 1.0 1.000000 1.0 0.571429 \n",
"864307 1.000000 0.500000 1.0 1.000000 1.0 1.000000 \n",
"864378 0.000000 0.000000 1.0 0.666667 1.0 1.000000 \n",
"864379 1.000000 0.000000 1.0 1.000000 1.0 1.000000 \n",
"864381 1.000000 0.000000 1.0 0.000000 1.0 1.000000 \n",
"864382 0.666667 0.000000 1.0 1.000000 1.0 1.000000 \n",
"864451 1.000000 0.000000 1.0 1.000000 1.0 0.000000 \n",
"864452 1.000000 0.000000 1.0 1.000000 1.0 0.458333 \n",
"864459 0.000000 0.000000 1.0 1.000000 1.0 0.000000 \n",
"864460 0.866667 0.200000 1.0 0.733333 1.0 0.266667 \n",
"\n",
"[104 rows x 150 columns]"
]
},
"execution_count": 43,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"shading_all_dupl"
]
},
{
"cell_type": "code",
"execution_count": 44,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/Applications/anaconda2/envs/py3/lib/python3.6/site-packages/pandas/core/indexing.py:543: SettingWithCopyWarning: \n",
"A value is trying to be set on a copy of a slice from a DataFrame.\n",
"Try using .loc[row_indexer,col_indexer] = value instead\n",
"\n",
"See the caveats in the documentation: http://pandas.pydata.org/pandas-docs/stable/indexing.html#indexing-view-versus-copy\n",
" self.obj[item] = s\n"
]
}
],
"source": [
"# replace table of partly shaded values by cell count values\n",
"shading_all_dupl.iloc[:,4:] = shading_all_dupl.iloc[:,4:].multiply(shading_all_dupl.non_null_cells, axis = 0)"
]
},
{
"cell_type": "code",
"execution_count": 48,
"metadata": {},
"outputs": [],
"source": [
"# group shading values by rooftop ID \n",
"shading_grouped = shading_all_dupl.groupby(['DF_UID']).sum()"
]
},
{
"cell_type": "code",
"execution_count": 49,
"metadata": {},
"outputs": [],
"source": [
"# compute updated fully shaded and partly shaded values\n",
"shading_grouped.fully_shaded_ratio = 1 - (shading_grouped.non_null_cells / shading_grouped.n_cells)\n",
"shading_grouped.iloc[:,3:] = shading_grouped.iloc[:,3:].divide(shading_grouped.non_null_cells, axis = 0)"
]
},
{
"cell_type": "code",
"execution_count": 51,
"metadata": {},
"outputs": [],
"source": [
"# drop duplicates from full dataset and set index\n",
"shading_merged = shading_all.drop_duplicates(subset = ['DF_UID']).set_index(['DF_UID'])"
]
},
{
"cell_type": "code",
"execution_count": 52,
"metadata": {},
"outputs": [],
"source": [
"shading_merged.loc[ shading_grouped.index, :] = shading_grouped"
]
},
{
"cell_type": "code",
"execution_count": 57,
"metadata": {
"scrolled": true
},
"outputs": [],
"source": [
"shading_merged.to_csv('/Users/alinawalch/Documents/EPFL/data/rooftops/shading_stats_final/CH_shading.csv')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Convert 50cm partly shaded data"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [],
"source": [
"# create 50cm DOM long file\n",
"shading_50cm = pd.read_csv(shading_50cm_file, index_col = 0)\n",
"\n",
"shading_dataset_50cm = []\n",
"\n",
"for column_name in shading_50cm.columns:\n",
" if column_name[:5] != 'mean_':\n",
" continue\n",
"\n",
" # split the column name up in its fragements to extract information on day and time \n",
" splitted_col = column_name.split('_')\n",
" month = int(splitted_col[1])\n",
" hour = int(splitted_col[2][:-1])\n",
"\n",
" timestamp = pd.to_datetime('2001-%d-15 %d:00' %(month, hour))\n",
" # print(timestamp)\n",
"\n",
" # take information from 50cm dataframe\n",
" new_df = shading_50cm.loc[:,['DF_UID', column_name]]\n",
" new_df = new_df.rename( {column_name : 'partly_shading_50cm'}, axis=1 ) \n",
" new_df['timestamp'] = timestamp\n",
"\n",
" shading_dataset_50cm.append(new_df)\n",
" \n",
"shading_dataset_50cm = pd.concat(shading_dataset_50cm).sort_values(['DF_UID', 'timestamp']).reset_index().drop('index', axis=1)"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"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": "3.6.4"
+ "version": "3.7.7"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
diff --git a/Shading/shade_comparison.ipynb b/Shading/shade_comparison.ipynb
index 14f784c..fb0d6c2 100644
--- a/Shading/shade_comparison.ipynb
+++ b/Shading/shade_comparison.ipynb
@@ -1,6996 +1,6996 @@
{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/Applications/anaconda2/envs/py3/lib/python3.6/site-packages/h5py/__init__.py:36: FutureWarning: Conversion of the second argument of issubdtype from `float` to `np.floating` is deprecated. In future, it will be treated as `np.float64 == np.dtype(float).type`.\n",
" from ._conv import register_converters as _register_converters\n"
]
}
],
"source": [
"import numpy as np\n",
"import pandas as pd\n",
"import os\n",
"import sys\n",
"import util"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"import matplotlib \n",
"%matplotlib notebook\n",
"import matplotlib.pyplot as plt\n",
"\n",
"from IPython.display import Image\n"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Load data\n",
"### Load rooftop information "
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Index(['OBJECTID', 'DF_UID', 'DF_NUMMER', 'DATUM_ERST', 'DATUM_AEND',\n",
" 'SB_UUID', 'SB_OBJEKTA', 'SB_DATUM_E', 'SB_DATUM_A', 'KLASSE',\n",
" 'FLAECHE', 'AUSRICHTUN', 'NEIGUNG', 'MSTRAHLUNG', 'GSTRAHLUNG',\n",
" 'STROMERTRA', 'WAERMEERTR', 'DUSCHGAENG', 'DG_HEIZUNG', 'DG_WAERMEB',\n",
" 'BEDARF_WAR', 'BEDARF_HEI', 'FLAECHE_KO', 'VOLUMEN_SP', 'GWR_EGID',\n",
" 'SHAPE_Leng', 'SHAPE_Area', 'BUF30_Area', 'BUF30_Perc', 'XCOORD',\n",
" 'YCOORD'],\n",
" dtype='object')\n"
]
}
],
"source": [
"roof_select = '/Users/alinawalch/Documents/EPFL/data/rooftops/GVA_select_area8_buf30.txt'\n",
"roof_select = pd.read_csv(roof_select, index_col = 0)\n",
"print(roof_select.columns)"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"roof_select = roof_select.loc[:,['DF_UID','FLAECHE','NEIGUNG','AUSRICHTUN','BUF30_Perc','XCOORD','YCOORD', 'GWR_EGID']]\n",
"roof_select.loc[roof_select.NEIGUNG == 0, 'AUSRICHTUN'] = 0\n",
"#roof_select = roof_select.loc[abs(roof_select.AUSRICHTUN) < 112.5]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Load GWR\n",
"Relevant columns below.\n",
"Explanation of codes in GWRCodes_20120927.xls"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
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\n",
"text/plain": [
"<IPython.core.display.Image object>"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"Image(filename='/Users/alinawalch/Documents/EPFL/data/GWR/GWR_index.png')"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"GWR = '/Users/alinawalch/Documents/EPFL/data/GWR/EPFL-150701-GEB.txt'\n",
"\n",
"GWR_column_names = pd.read_csv('/Users/alinawalch/Documents/EPFL/data/GWR/Maske_EINZELD-GEB.csv').columns\n",
"buildings = pd.read_csv(GWR, sep = '\\t', encoding = 'cp1250', header = None, names = GWR_column_names)"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
"GWR = buildings.loc[:,['EGID', 'GBAUP', 'GKAT', 'GAREA', 'GASTW']]"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"scrolled": true
},
"outputs": [
{
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"</div>"
],
"text/plain": [
" EGID GBAUP GKAT GAREA GASTW\n",
"0 400064214 NaN 1060 25.0 NaN\n",
"1 400063706 NaN 1060 10.0 NaN\n",
"2 400064183 NaN 1060 16.0 NaN\n",
"3 400064684 NaN 1060 16.0 NaN\n",
"4 400064700 NaN 1060 32.0 NaN\n",
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"10 400068641 NaN 1060 13.0 NaN\n",
"11 400062722 NaN 1060 29.0 NaN\n",
"12 400062724 NaN 1060 66.0 NaN\n",
"13 400062750 NaN 1060 10.0 NaN\n",
"14 400063222 NaN 1060 98.0 NaN\n",
"15 400061459 NaN 1060 51.0 NaN\n",
"16 400053853 NaN 1060 91.0 NaN\n",
"17 400054389 NaN 1060 213.0 NaN\n",
"18 400055959 NaN 1060 56.0 NaN\n",
"19 400057023 NaN 1060 9.0 NaN\n",
"20 400057536 NaN 1060 14.0 NaN\n",
"21 400058600 NaN 1060 88.0 NaN\n",
"22 400058567 NaN 1060 16.0 NaN\n",
"23 400058574 NaN 1060 316.0 NaN\n",
"24 400059085 NaN 1060 29.0 NaN\n",
"25 400059086 NaN 1060 35.0 NaN\n",
"26 400059568 NaN 1060 3560.0 NaN\n",
"27 400060958 NaN 1060 18.0 NaN\n",
"28 400062293 NaN 1060 2319.0 NaN\n",
"29 400062305 NaN 1060 6.0 NaN\n",
"... ... ... ... ... ...\n",
"1992310 400048412 NaN 1060 17.0 NaN\n",
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"1992315 400042119 NaN 1060 75.0 NaN\n",
"1992316 400042124 NaN 1060 17.0 NaN\n",
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"1992322 400052748 NaN 1060 9.0 NaN\n",
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"1992325 400048064 NaN 1060 2789.0 NaN\n",
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"1992328 400051366 NaN 1060 99.0 NaN\n",
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"1992335 400043156 NaN 1060 17.0 NaN\n",
"1992336 400046377 NaN 1060 124.0 NaN\n",
"1992337 400005843 8011.0 1021 56.0 2.0\n",
"1992338 400045402 NaN 1060 15.0 NaN\n",
"1992339 400049127 NaN 1060 49.0 NaN\n",
"\n",
"[1992340 rows x 5 columns]"
]
},
"execution_count": 8,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"GWR"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {
"scrolled": true
},
"outputs": [],
"source": [
"# 146.000 buildings instead of 170.000\n",
"ROOFS = roof_select.merge(GWR, left_on = 'GWR_EGID', right_on = 'EGID', how='inner')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Load shading information"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
"horizon_2m = '/Users/alinawalch/Documents/EPFL/data/rooftops/shading_images/horizon_2m/shading.csv'\n",
"horizon_2m = pd.read_csv(horizon_2m, index_col = 0)\n",
"# horizon_2m = horizon_2m.loc[:,['DF_UID', 'non_null_cells', 'n_cells', 'fully_shaded_ratio','mean_01_10h','mean_06_15h']]\n",
"\n",
"horizon_2m = horizon_2m.merge(roof_select, how='inner', on='DF_UID')"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"horizon_50cm = '/Users/alinawalch/Documents/EPFL/data/rooftops/shading_images/horizon_50cm/shading.csv'\n",
"horizon_50cm = pd.read_csv(horizon_50cm, index_col = 0)\n",
"# horizon_50cm = horizon_50cm.loc[:,['DF_UID', 'non_null_cells', 'n_cells', 'fully_shaded_ratio','mean_01_10h','mean_06_15h']]\n",
"\n",
"horizon_50cm = horizon_50cm.merge(roof_select, how='inner', on='DF_UID')"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [],
"source": [
"relief_2m = '/Users/alinawalch/Documents/EPFL/data/rooftops/shading_images/relief_2m/shading.csv'\n",
"relief_2m = pd.read_csv(relief_2m, index_col = 0)\n",
"# relief_2m = relief_2m.loc[:,['DF_UID', 'non_null_cells', 'n_cells', 'fully_shaded_ratio','mean_01_10h','mean_06_15h']]\n",
"\n",
"relief_2m = relief_2m.merge(roof_select, how='inner', on='DF_UID')"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [],
"source": [
"relief_50cm = '/Users/alinawalch/Documents/EPFL/data/rooftops/shading_images/relief_50cm/shading.csv'\n",
"relief_50cm = pd.read_csv(relief_50cm, index_col = 0)\n",
"# relief_50cm = relief_50cm.loc[:,['DF_UID', 'non_null_cells', 'n_cells', 'fully_shaded_ratio','mean_01_10h','mean_06_15h']]\n",
"\n",
"relief_50cm = relief_50cm.merge(roof_select, how='inner', on='DF_UID')"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [],
"source": [
"combi_2m = '/Users/alinawalch/Documents/EPFL/data/rooftops/shading_images/combi_2m/shading.csv'\n",
"combi_2m = pd.read_csv(combi_2m, index_col = 0)\n",
"# combi_2m = combi_2m.loc[:,['DF_UID', 'non_null_cells', 'n_cells', 'fully_shaded_ratio','mean_01_10h','mean_06_15h']]\n",
"\n",
"combi_2m = combi_2m.merge(roof_select, how='inner', on='DF_UID')"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [],
"source": [
"combi_50cm = '/Users/alinawalch/Documents/EPFL/data/rooftops/shading_images/combi_50cm/shading.csv'\n",
"combi_50cm = pd.read_csv(combi_50cm, index_col = 0)\n",
"# combi_50cm = combi_50cm.loc[:,['DF_UID', 'non_null_cells', 'n_cells', 'fully_shaded_ratio','mean_01_10h','mean_06_15h']]\n",
"\n",
"combi_50cm = combi_50cm.merge(roof_select, how='inner', on='DF_UID')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Check mean visibility"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [],
"source": [
"visibility_0 = '/Users/alinawalch/Documents/EPFL/data/rooftops/shading_images/visibility/summary_stats_vis_0_50cm.csv'\n",
"visibility_0 = pd.read_csv(visibility_0, sep='|')\n",
"\n",
"visibility_40 = '/Users/alinawalch/Documents/EPFL/data/rooftops/shading_images/visibility/summary_stats_vis_40_50cm.csv'\n",
"visibility_40 = pd.read_csv(visibility_40, sep='|')\n",
"\n",
"visibility_0_2m = '/Users/alinawalch/Documents/EPFL/data/rooftops/shading_images/visibility/summary_stats_vis_0_2m.csv'\n",
"visibility_0_2m = pd.read_csv(visibility_0_2m, sep='|')\n",
"\n",
"visibility_40_2m = '/Users/alinawalch/Documents/EPFL/data/rooftops/shading_images/visibility/summary_stats_vis_40_2m.csv'\n",
"visibility_40_2m = pd.read_csv(visibility_40_2m, sep='|')"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [],
"source": [
"shading_40 = '/Users/alinawalch/Documents/EPFL/data/rooftops/shading_images/visibility/shading_vis_40_50cm.csv'\n",
"shading_40 = pd.read_csv(shading_40, index_col=0)\n",
"\n",
"shading_40_2m = '/Users/alinawalch/Documents/EPFL/data/rooftops/shading_images/visibility/shading_vis_40_2m.csv'\n",
"shading_40_2m = pd.read_csv(shading_40_2m, index_col=0)"
]
},
{
"cell_type": "code",
"execution_count": 37,
"metadata": {
"scrolled": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"0.3365489854323756\n",
"0.4274875008636968\n"
]
}
],
"source": [
"mean_shading_40 = 1 - visibility_40['mean']\n",
"print(mean_shading_40.mean())\n",
"\n",
"mean_shading_0 = 1 - visibility_0['mean']\n",
"print(mean_shading_0.mean())"
]
},
{
"cell_type": "code",
"execution_count": 38,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"0.2821540005764433\n",
"0.3235683969573303\n"
]
}
],
"source": [
"mean_shading_40_2m = 1 - visibility_40_2m['mean']\n",
"print(mean_shading_40_2m.mean())\n",
"\n",
"mean_shading_0_2m = 1 - visibility_0_2m['mean']\n",
"print(mean_shading_0_2m.mean())"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Compare different resolutions"
]
},
{
"cell_type": "code",
"execution_count": 91,
"metadata": {},
"outputs": [],
"source": [
"horizon_compare_x = horizon_50cm.loc[:,['DF_UID', 'fully_shaded_ratio','mean_01_10h','mean_06_15h']]\n",
"horizon_compare_y = horizon_2m.loc[:,['DF_UID', 'fully_shaded_ratio','mean_01_10h','mean_06_15h']]"
]
},
{
"cell_type": "code",
"execution_count": 92,
"metadata": {},
"outputs": [],
"source": [
"horizon_compare = horizon_compare_x.merge(horizon_compare_y, how = 'inner', on = 'DF_UID')"
]
},
{
"cell_type": "code",
"execution_count": 93,
"metadata": {},
"outputs": [],
"source": [
"horizon_compare['fully_shaded_diff'] = (horizon_compare.fully_shaded_ratio_x - horizon_compare.fully_shaded_ratio_y)\n",
"\n",
"horizon_compare['mean_01_10h_rel_diff'] = (horizon_compare.mean_01_10h_y / horizon_compare.mean_01_10h_x )\n",
"horizon_compare['mean_06_15h_rel_diff'] = (horizon_compare.mean_06_15h_y / horizon_compare.mean_06_15h_x)\n",
"\n",
"horizon_compare['mean_01_10h_rel_diff'] = (horizon_compare.mean_01_10h_y - horizon_compare.mean_01_10h_x )\n",
"horizon_compare['mean_06_15h_rel_diff'] = (horizon_compare.mean_06_15h_y - horizon_compare.mean_06_15h_x)\n",
"\n",
"#horizon_compare = horizon_compare.loc[:,['DF_UID', 'fully_shaded_diff','mean_01_10h_diff','mean_06_15h_diff']]\n",
"horizon_compare = horizon_compare.merge(roof_select, how='inner', on='DF_UID')"
]
},
{
"cell_type": "code",
"execution_count": 94,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
"text/plain": [
"0 0.000582\n",
"1 0.005260\n",
"2 0.006803\n",
"3 0.007673\n",
"4 0.011905\n",
"5 0.017715\n",
"6 0.027000\n",
"7 0.000000\n",
"8 0.029178\n",
"9 0.000000\n",
"10 0.006849\n",
"11 0.000000\n",
"12 0.012887\n",
"13 0.000000\n",
"14 0.034423\n",
"15 0.000000\n",
"16 0.007752\n",
"17 0.000000\n",
"18 0.015152\n",
"19 0.014925\n",
"20 0.000000\n",
"21 0.000000\n",
"22 0.022222\n",
"23 0.008850\n",
"24 0.103581\n",
"25 0.141414\n",
"26 0.006410\n",
"27 0.078283\n",
"28 0.029762\n",
"29 0.000000\n",
" ... \n",
"26024 0.049275\n",
"26025 0.184898\n",
"26026 0.168793\n",
"26027 0.287841\n",
"26028 0.000000\n",
"26029 0.010753\n",
"26030 0.270548\n",
"26031 0.019694\n",
"26032 0.025840\n",
"26033 0.019544\n",
"26034 0.089286\n",
"26035 0.027397\n",
"26036 0.004329\n",
"26037 0.009259\n",
"26038 0.000000\n",
"26039 0.032815\n",
"26040 0.006431\n",
"26041 0.023121\n",
"26042 0.070175\n",
"26043 0.014388\n",
"26044 0.004975\n",
"26045 0.006024\n",
"26046 0.000000\n",
"26047 0.000000\n",
"26048 0.000000\n",
"26049 0.012411\n",
"26050 0.133929\n",
"26051 0.001372\n",
"26052 0.005821\n",
"26053 0.057143\n",
"Name: fully_shaded_diff, Length: 26054, dtype: float64"
]
},
"execution_count": 94,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"horizon_compare.dropna().fully_shaded_diff"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Visualisation"
]
},
{
"cell_type": "code",
"execution_count": 97,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support.' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option)\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
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aRM6duzoUu6PPvoIL7/8svzaxIkT8cYbb5S6XmLa744dO9CuXTu0bNkSnp6eeOutt+T8ShMALHrO5MmT8dJLL7mURQT9unbtKgcXRb3WrVunWtYbUedSI/EEzQowAKjZpmXFKEABClCAAhSgAAUoQAEKUIAC5V9AjOgTQTmRxo4di6lTp7oVWqzfJ0bsHTt2DEFBQYiPj5dH8V1rKm0A0Gq1IiwsDKmpqWjUqBEOHz4MvV7vVownn3wS3333nfz6nj170Lp1a5djbmadr9WM51dMAQYAK2a7sdQUoAAFKEABClCAAhSgAAUoQAFNCEyYMAGTJk2S6yJG6LVv3161Xh988IE8NVik1atX484777zm+pc2ALhmzRr07t1bvq4ozyuvvKJaBlGPglGM48ePx3vvvedy3M2s8zWjMYMKKcAAYIVsNhaaAhSgAAUoQAEKUIACFKAABSigDQExXXbz5s3w8fGRR9aJacBqSUytFesEiiSmABdM3b0WhdIGAMV133nnHfmSojwdOnRQvbyY/hsYGIisrCx5OvDGjRtdjruZdb4WL55bcQUYAKy4bceSU4ACFKAABShAAQpQgAIUoAAFKrxAaGgoLl++jBYtWmD//v0l1iclJQXBwcHy+0OGDMHvv/9+zXUvbQBQXHf+/PnydUV5RJCvpCTqc/DgQYj6JSQkuBx2M+t8zWjMoEIKMABYIZut4hc6Nze3cKcl8cVX0i88Fb+mrAEFKEABClCAAhSgAAUocKMExKirxMRE+XLNmjWTN3moaEnUIS4urlwWOzY2Vg5m/dvzW7Vq1a64/OLZUOyeK1L//v2xdOnSfzxX7P4rRtWJkXdiBN61ptIGAMV1d+7cKY9WFDv9/lMaMGAAli1bJh8i6unh4VH4/29mna/VjOdXTAEGACtmu1X4Uhdd8LTCV4YVoAAFKEABClCAAhSgAAXKnYDY8bVt27blrlz/VqCLFy+ievXq/3ZYuX5fkqQrLp8I2IpNNUR64IEHMHfu3H88Nzw8XB5NJzYEOXTo0BVfp6QDSxsAbNKkCY4ePQpRjn8L1Ir6FIxSFCMcQ0JC5GLc7DpfMxozqJACDABWyGar+IVmALDityFrQAEKUIACFKAABShAgfIswADgzWud0gQAo6OjUaNGDbmwDz/8MGbMmPGPBRfHinPq1KmD06dPX3MlSxsAFNc9e/asHKS9cOHCP15/5MiRmDlzpnyMKHPByMibXedrRmMGFVKAAcAK2WwVv9Dnz59HrVq15IqIG3OVKlUqfqVYAwpQgAIUoAAFKEABClDgpgqIKart2rWTy3Du3DnUrFnzppbnai5edATgjhXVUSXMcDXZXNdzYhPs6NA3+oqf30ozBfhmj4YrbQCQIwCva9diZjdQgAHAG4jNSzkFit7Uiv4SQiMKUIACFKAABShAAQpQgAJXK6CF54yidYjaWxPVqpquluO6nXcxxorI1ufl/K738xvXALzx6x5et47BjCqUAAOAFaq5tFNYLdyYtdMarAkFKEABClCAAhSgAAW0IaCF54xbLQAoet7N3BG3tCMA77//fvzxxx/yB4a7AGvje+NWqQUDgLdKS5ezemrhxlzOSFkcClCAAhSgAAUoQAEK3PICWnjOKFqHc3sjUa2q8aa368UYG2q1jpLLcb1HAIo8u3btis2bN8s766amppa4y7DY9bdTp05yOd544w1MnDjxmm1KGwAU133nnXfk64ryiF2B1ZLYzTkwMFDesVjUb+PGjS6H3cw6XzMaM6iQAgwAVshmq/iF1sKNueK3AmtAAQpQgAIUoAAFKEABbQlo4TnjVgwAjh8/Hu+//77cGXfs2IH27durdswPPvgAr732mvzeqlWr0Lt372vuwKUNAK5evRp9+vSRryvK88orr6iWQdSjY8eO8nuizJMmTXI57mbW+ZrRmEGFFGAAsEI2W8UvtBZuzBW/FVgDClCAAhSgAAUoQAEKaEtAC88ZRetwek/1cjMCsG4bZROQshgBKDaGLAj6jR07FlOnTnXrmA6HA02bNsWxY8fkkXUJCQkwma59fcTSBgAtFgvCwsKQlpaGRo0a4ciRI9DpdG7lffLJJ/Hdd9/Jr6vtSH0z66ytTz1rc6UCDABeqRSPu64CWrgxX1cQZkYBClCAAhSgAAUoQAEKXLOAFp4zbsUAoGj4gimxRqMRmzZtKhw9V9ApPvroI7z88svyP998802IwF3RtGHDBvTo0UN+adSoUZg+ffoV9afSBgBFpkWnAU+ePBkvvfSSy7XE1GBRHzENuFu3bhBlU0vXWucrqiAPokC+AAOA7Ao3RUALN+abAseLUoACFKAABShAAQpQgAIlCmjhOeNWDQDu27cPnTt3Rk5ODnx9fSGmyIqAnvj33LlzMW3aNLnd69evjz179sDPz++qAoDFA4MLFy7EokWL5LzEdN6GDRsW5lu3bl106dLFrb9lZGSgTZs2OHnypPzeE088gWHDhsHLywvr16+Xp/tmZmbK/962bRtatmyp2mevtc78KqBAaQQYACyNFo+9bgJauDFfNwxmRAEKUIACFKAABShAAQpcFwEtPGcUrcPJPdXKzRTg+m0uym1UFlOACxp/yZIlGDFiBNLT01X7gwj+LVu2DCIwVzxd6QhAtem6JXW+fxpJePr0afTr1w+nTp1SPd3f3x+zZs3CgAED/rFvX0udr8uHhpncMgIMAN4yTV2+KqqFG3P5EmVpKEABClCAAhSgAAUoQAEtPGfcygFA0YOjoqLwxRdfyIE+YWE2m+WA35AhQ/DMM8/A29tbtaPf6ACgKITY4febb77BvHnzIAKCYn3A6tWry4HB559/HpGRkVf0obzaOl9R5jyIAvkCDACyK9wUAS3cmG8KHC9KAQpQgAIUoAAFKEABCpQooIXnjFs9AMjuTQEKlI0AA4Bl48pc/0VACzdmNjIFKEABClCAAhSgAAUoUL4EtPCcUbQOJ/ZURURV401HvhRjQ4M2MXI5ynIK8E2vKAtAAQ0LMACo4cYtz1XTwo25PPuybBSgAAUoQAEKUIACFLgVBbTwnMEA4K3Yc1lnCpS9AAOAZW/MK6gIaOHGzIalAAUoQAEKUIACFKAABcqXgBaeMxgALF99iqWhgFYEGADUSktWsHpo4cZcwchZXApQgAIUoAAFKEABCmheQAvPGUXrcHR3lXIzBbhx21i5/3AKsOY/RqygRgUYANRow5b3amnhxlzejVk+ClCAAhSgAAUoQAEK3GoCWnjOYADwVuu1rC8FbowAA4A3xplXKSaghRszG5UCFKAABShAAQpQgAIUKF8CWnjOYACwfPUploYCWhFgAFArLVnB6qGFG3MFI2dxKUABClCAAhSgAAUooHkBLTxnFK3D4d2Vy80U4KZt4+T+wynAmv8YsYIaFWAAUKMNW96rpYUbc3k3ZvkoQAEKUIACFKAABShwqwlo4TmDAcBbrdeyvhS4MQIMAN4YZ16lmIAWbsxsVApQgAIUoAAFKEABClCgfAlo4TmDAcDy1adYGgpoRYABQK20ZAWrhxZuzBWMnMWlAAUoQAEKUIACFKCA5gW08JxRtA4Hd1dG1aqGm95uMTF2NOcU4JveDiwABa5FgAHAa9HjuVctoIUb81VXnidSgAIUoAAFKEABClCAAmUioIXnDAYAy6RrMFMK3PICDADe8l3g5gBo4cZ8c+R4VQpQgAIUoAAFKEABClCgJAEtPGcwAMj+TQEKlIUAA4Bloco8/1VACzfmf60kD6AABShAAQpQgAIUoAAFbqiAFp4zitZh/+7wcjMFuGXbeLktuQvwDe3SvBgFrpsAA4DXjZIZlUZACzfm0tSXx1KAAhSgAAUoQAEKUIACZS+ghecMBgDLvp/wChS4FQUYALwVW70c1FkLN+ZywMgiUIACFKAABShAAQpQgAJFBLTwnMEAILs0BShQFgIMAJaFKvP8VwEt3Jj/tZI8gAIUoAAFKEABClCAAhS4oQJaeM4oWoe9u8LKzRTg1u0S5LbkFOAb2qV5MQpcNwEGAK8bJTMqjYAWbsylqS+PpQAFKEABClCAAhSgAAXKXkALzxkMAJZ9P+EVKHArCjAAeCu2ejmosxZuzOWAkUWgAAUoQAEKUIACFKAABYoIaOE5gwFAdmkKUKAsBBgALAtV5vmvAhX1xvzHsSOYumcXLqanI9zHB6Na3obRLVpBp9O51PlSRjre3rgOOy9dhCQB7SOq4c3uPRHh5+9ynCTezJ4JKXsGYI8HDBHQ+TwBnfe9boZnkpMwceN67I+LhdGgx+01auKNrj0Q4u3tcqzNYcePpzfhz+i9SM7LQqRPCMY16ImelRv/a7tcjwO2R1/Ah9s241TSZfh5eODu+g3xv45d4GE0Xo/sNZHH2ZRkTNy4DvtilbbsUiMSb3TtiUrF2lKS7MjM+ArZ2bNgtyfBaKwFP/8X4eXVr8I6/HXxFD49sAln05MR7OGFoXVa4JlmnWHU613qFJ15Ga/um4Y0Rzx0OgdMjgC80PAh3H4N/TguMwNvbVyHHRej5c9l26oRmNj9DkT4u34uS4N7NPEQXl+/ACcum6HXSWhVxY4P73gEVfyquWTjkBxYErMCaxM2Id2agXDPMNwbcTfah7R2u1x87mmsj58K8b9GnRl1fTuie/gT8DD4FPv+sEDK/ALIWQQ40gFjXej8XoTOo7NbntMP/Y3Juzch22aFXqdDo6BQzBowFIGeXi7HXkyKxnvbPsBRgw9yJSOq6zIxKKAFHu78mFueMVmbcShpKjKsUTAbAlDL7240CX4cep3rZ91mT8WFlLeRlrseDskKH3NzRAa9BS9zfbc8/2/9X5h39DAsdjsMOh26R9bClAGD3PpHujUJy2J+wNnMQwAkRPo0Rv+qYxBkDitN813VsTaHFT8d/QLzLl5GksWE6l55GFevOe6qOeKq8uNJFKAABa5FQHKkQ8p4H8hdB8ACGJtA5z8BOlMjt2ylnOWQsr4BbBcAfSXovIcBPmOg07neg6+lPOXh3Ir6nFHUrmgddpejKcBtOQW4PHRxloECVy3AAOBV0/HEaxGoiDfmn/f/jXc2rXer9pOt2+HlzrcXvp6YlYVBc39FbFamy7GVfXyx+MERCPV2PsQ7Mj4Bsr5zy1PnNx46n9GFr59PTcE9v81Cel6ey7G1g4Lw59DhcqBNJBFQfOvgQiyM/tstz/db3Y9+ES2updmQY7Ui02KRg44iiFA8bbkQhUcW/QG7iK4USd1r1sIPdw9WPeeaClTCyRl5ebA67Ajy9HILzpbF9YrmKQIXqbk58rVNBoPb5S6kpWLQ3FlIy8t1ea9WYBD+fGA4/PPbUryZmvI/ZGfPRp7dgAyLJ4I8s2HQSQgM+gre3veVdVWue/5Lo47h2c0L3fIdXKspPuk0oLCtknIzMHrHROiNrkYOhx7jGz6NjmENSl22pOxsDBSfy8wMl3PF53HxsBEI9/V1y9Nmz0K27RK8TdVh1LsGysTBp5KO497fFyDLqnz+ClJlnywsfehpBHuFFL7247mZWJewye0aY2s/gq6hnQpfT8g9g9nnX4BNcv2sh3vWx4ORn8CoNxd+1qXUZ4C8Nciy65BmNyPcmAeDXg9d0FToPLoX5vnD/t14d9cGQCfBYHDA4dBBkvQIMnlh54gnYc4Pzmdmp+ORDRNwwh7kUk6zzo7ng2q7BAGjM9diW9yrcIjfMGwe8DRYYdQ7EOl7F9qHv13YlnZHNo7FD0aO9QRyHUbYJR28dFaYDH5oVPlPeJnqFl7ruRVLsfTUCRT99hDfMk1Cw7DkwYcLj8uypWPK6f8hzZqIrDwTJEkHb7MF/uZAjKv7MfxNTveCkyy2XKRkxyHIuzLMRs9S95+iJ7y9+y38FuOexbtNqmFw3cfd3nA4HIDjHABf6I3h13TtgpMdDhtgPwvoQ6A3uNe36EWyrVaI/0K8/vn70C45kGbNhI/BEx4GpZ+VlMR3rPiuC/6XPG0OB5JzshHg4XndfgSyOXKQbYmGt8h9m2cAACAASURBVFn9c3k1wHk2m/ydHOLlLX+GSkp2ux1nU6LgZ/ZBZf/r05ZXU95/O8dmt+Fc0mmE+oUj0Mv18/xv51b09y15VmQkZyIw1B8Go/s9uCzrJ3/W7aev6HN5vcohSbmQkoYBtqOuWeq8oQv+DTqT834pZc+DlD7B/dLew6H3f/N6Falc5FMRnzOKwzEAWC66EgtBAc0JMACouSatGBWqaDdmEXhr/8NU5NltqsCbRj+Oav4B8nti5N/PB/YpxxXEyPKfaMVowTe79ZTfkuyXICWK/+8aLFNONEMXth06vZ/8r4IHY7WLv9ixM55u20F+60jqJTy0ZapqGQNN3lh758sw6kv/B3FKTg7Gr1uDVWdOyXkHe3rhlS5dMaRxU5dr9Z75M06nJKtef9qAQehV2/mwXxY99VxqCl5avQJ/x8XK2dfwD8D7d/RGx+o1yuJyLnmKh+EPtm/Cr4cOwOKww9NoxJiWbfCfth1dHiifX7kMS04eVy3Pf9p3wnPtO8rvWS2HcCG2Pz7bfwdWXWgMu6SHjzEPoxrtwEP1z6BK1f3Q6UxlXq/rdQG7w4H2C75CUm62apZ/9HkYt4Uqo+Ze3vMTTuS6B7HFex72UPzerfQPKu9t3oAf9+1VvfZDzVrg3R69Ct8Tgb/zCWNQDbth1EmwSnpc0nVGrbDvYMgPwImDH1n0LjZGuQcGxXsPNzdgYvf/yHlGZUVj/OG3Va/tbfDGlNtEYE8ZNTfvwquIysr//ih2Rq/Kz6Bl0N3yq1LeFiQmjMW2XH+kya/oYIYDlaDHHYFe0IeuLTy7wQ+fwtM3HZXDUmE0OuTX0zM8ERMfjMcbdcRrHbvJr7274nX8blMPftQzpOKPfl8q15YcWHSuHzYn+mJ9fAPkOkzQQULTgBj0r3oYfWtMRaiX8mNDbPo0HLz8ObZk1kO6XRmt7KGzoo3PObQKvA31Qr+XX7ucnY22P0xRyiy+N8V/BV+NEjDjnvvkUc8irYydjt9PbMT2gw1hzVECVUZPK9o2O4n7G7TGoIhxhXUXgb8PN32JmSckWBxGeOhteKSxAS92eQ6mfwlyqTXYiaSduHfLCtW29DNYsfGuCfAwOkdlOzK/AjK/AaC4Q+cHBE2D3uw+8lM1U5UXHWkTgZzZTiB9JSDoF+hN9VyOTsjKxCt/rcbGKBF8hPzj05vdeqBfPdcAuvjhaGnsFsw4vwyZthzooUPX0NvwTL0h8DG69m/xA8b/1qzEnphLcp7V/P3xXo87cXuk0jYFySFJmLJnJ6bs2SUHH8UI36FNmuH127vB03h131si8Lc2+r/YlXERduhhhAPt/GvgjmqfwqB3DcJfqaX4UevdzRvkUaciWOljMuGptu0hftgrPrL/y21z8NXei/J3sUh+Jhu+798b7Wq0utLL3ZDjftv9Gu4MW4pAjzw5QL8uthGa1pmCqgFVb8j1b9ZF8nLyMOWFX7Dyp3Ww2+zw8vXEsFcH48HXBt+QHwIdae8BOTOdn3V9MBA0HXpTwzIlkbJmQMp4V/0a5q7QB/8gvydJeZASOgKS64/TBSfqQpZBV+w7pEwLXsaZV7TnDDWOonXYuSsUVaqW/u/3680cG2NH+3aJcrbcBOR66zI/CtwYAQYAb4wzr1JMoKLdmA/ExWLw7+KBC5B0EiD+/neIATVKhK9ocEuM/juYEO8M/hXUXQKahYXLo43kfHLXQUp9ssS+oQueB51ZeYju8tM0xBQbuVRwopgi99MgZcrwggt7MPHgInl6o/wfdPK0xILBest7/hcR3q6jAdKzEhB/+SBMJh9UD28Dg8H14UwEtobOn4uD8XFuZf3kzr4Y3EiZWixGUDT69osS6/NM2w74b0f3qYnX68MhRl7ePXcmErKyXLI06fX47f5haFm5yvW6lGo+/1u7EvOPH3F77/EWrfF6F+dorH8KkvauUxdT+w+S88jMnI2xy7die1xttzzHNd2EF7p+AaPR9aFbBKrFVHERfKwXUslt2mRhVxSdw34GcKQBxlrQiQeVMk5x2RnouODrEq/yVtveGNVACYo8uOldZOvjYIAD1cwZMOocuGTxk6ek2m0mLO3+mVs+kj0ODns0dPpw6I3uAd/hC+Zh+8ULqtdvVbkK/hj6UOF7Z2IGIVLv3pZRUhvUqTK38Liu09/GxXQfeBmsqBeQArtDh1PpwbA4DGgXkYW5970hH7sxYSumnZsufyZz80ywWo3w9LDAbLbL73/S4l1U9lRGE31zcihy7GlyMC/EYIEVOiTZzfJnuXlgP/Su8rzyeUv9GksTf0WGpIPN7gG7ZITZkAe93o4ISLijzhro9L7ItdnQbv67qF7VPTCfk2tCcE5zzB80Ss7z2SXPYCOCoRPunqlysCwmLwDZdg946GzYPWCSfFyO7TIm7B2HlbFN3Dxr+VzGJ21uR8OgB+T39sWOw+z4y7BIrtOCRcCwp388BtZRRlUvPXkcz65a5v69Kd6UgEebt8L/5f948vbe8Zi5PgQGyYEqASlyrDA2PUgO1N57eywmd/i4sFyvrpqEuadFcEgqElTUYVQDKyb2etWt/Hn2PFzKuQSDTo+qXhEw6V2/Dxed+QnjD4t+JMGgd8gjcm0OPRz5QaEl3QahdqASEHJk/gRkfqDS5wxApdXQG6uX+lPnSJ8EZE9HrkOPZIcJZp0DIXordDoPIGwz9PpAOU8RdBv82yycSk5yu8Z3/QfhzjrOH2OWxmzGN6fnux3XLKAu3m/+tGwhkhjJd/ecmYjNdA0giODerHuHoG1V57T3z3ZsxVe7drjl2bdufXzd1znat+AAcf84mZwEETisHxwCL5N7kHDJuUexN8u9Pm19Q9G/phLkKE0Sgc9xyxZj9dlTiPRNRyXPbERn+iMh1wcvdOiEZ9spP8aI9POeBXhn29kiv+oprxt0DqwZ/gBqBpf9j0xXUrffdo/HkOrubbn3clU0a7ASnqZrG/16JWW4GceItnx7yCfYsmCn2+VHvjkUD785pEyL5Uj/CMhWfsxwTWYgbBP0ZXiPdaS9BuT8oV4/fSj0YVvl9yTbaUiXS14+RBfwMXReA8vU6UZmXtGeM9RsGAC8kT2G16LArSPAAOCt09blqqYV7cZ8Muky+syaDslTAkxFRuzZAF2OHr8OHoLO1SNl444/fYe4YtN/C/DFNODtj45V/hjL2w4pRXnwVku6kKXQmZQ1sppP/UqeequWGoRUworhSj4rLh3EK3/Pg8VqLHwgLXhQNRnt2ND7VQR7OKcg7z4wCU2CZ8LTpAQiYtKCYPX5FLWqOQN1y06ewLMrl6peu4qvL7bm10eM8Kr3tXtgpuDEQQ0a4bM+Zbd23afbt+Lr3e4PnOL63SJr4ef8IGlZfBDOpiaj56yfVbMWU6V3jh5bOPVbBIgPiQCxSrqnQSN8mm+05excjFyqjLIpnsR0yz2Pj4a3R+XCt2Yc2If3t2wqHKUaGRAoP2g3CXOdpibZLkBKfR6wFQS4DIBYd9L3+TJdAyguKx0d/xQjodTT3TUa4cuu98hvjtzyIcI8DuCp8L2oZMyRX8t1GDDjcjNsTK2PJd2dAR4xqsGaNgH2Ig9Aeo/uMAd+Bl1+MEScP2bJn1h7TjzAu6dO1WvIn2GRUrJ3wy/9QdXj5ABe8Ar4eSgjre6cORENfePwbuvN8DMrn8/4HG/8d8cd8PAOwvRBr8uvzTm3Cgsu/YlTp6siPb3g8ychPCwVNSPj8VnL91HZq5J87LTTI1FLfwrdvJLl0YcipdqNWJoVhuoBD6JHuPL9sen8aJzKOYtNSQ1xJlcJ+ujhQK+g86jnF42htTfAYPSCmJLWZ92LhcHG4hUz5ARhcZ+J8ssvLHkWJzyB52quQ4SnMq7Q6tDj99jW2JpUD5v7T5Zfy7Glo9PyD5HnUB/J9W7Leri35nD52KknhuFYtvtyAeK9IGMO3mqmTAlfcWo/nlr5Fwp/rShW0AcbVsekXkPlV7vOmIgARxpGtd8AP09lmnhWngd+3d0Vl6yVsPPR/5Nfi0o+im5zlgOG/B9tCvIUg/HswI6H70dl/1qFV9qVvBMzo6Yjx670uQBTAMbUehIN/Z3raK2Omo0XDxxHkHc2PIzK96ZyfTPScj3x1x0Po4qvElxzxN9W4mgbeHSDPkgtYFC8hVz/bY9tjN25PtiZGwhH/hDzEL0F/XwTEex7D/QB78knzDl8EBPWrVHNrH5IJazMv2eIab/Dto+XR/6ppXeaPok2wUr9v9q1HZ/t2KZ6XNHPkPghou3338IqpkOqpCXDRrh8L22OOo//rl6BpBxldLBYBuGDO/rgrrrOEY0p2QfwxVkloK6WXqj7AQI83dc7+ydN8cPeY4t+xKft16JLZed37dwzDfH+gW7Y8fiz8DErI0xbTPkQGVb1dWy7Rhgw/T5ltO/NTGLab9rFVgjycF0+oKBMi+NfwD0tnKNjb2ZZr/e1T+w5g2fauQf0xXVMZiPmJ/4Ebz/10drXoyyOOPFjiFU9K8/B0Ad+eD0uo5qHI/1tIPtX9fwNkdCHKt8Dkj0GUqLzx8jiJ+gCv4HO884yK+eNzriiPWeo+TAAeKN7Da9HgVtDgAHAW6Ody10tK9qNWQS3Ws74ChmOPNcZuzoxWdeA/SOehXf+g0L3GT8iKi1V1TzSPwAbRilrRElSDqTEXoBDGUrvkgy1oau0DDqdMtz/tmnfIDXXdT20guOLjl5KyElHt5VfwK7y3FXVxwcb7vpv4WX+PjoFLYPdA3Yp2V5AyGKEBCgBzX966BPvHx73HLxNJuTarGj8rTJFUC093LylvOFCWaXRi/7ApqjzqtmLzTV2Pe764COmMcbkHEG6NRY+xkqI8G4OQ7HNC660rH+dO4PHl4tAhgSdyQHoJUgOHWAVI2d0mH/vMLSpEiFn9+3unfh4+xbVrKf2H4jedZSH3jmHtmPCevWHbfH+2pGPQqwbKNKiE8fwwqrlbnmKqdrLh49EmI+yvp3kyIKUdA9gj3I7Vuf7X+h83UekHkuJx4nURPiZPNA+vAZ8TVc31W5/4iXcu2Y6JIfaFFMJd1ath2k9lSDcb6fmoLvXBHjp3afcz0y8H0+3+LSw/JbUl2DPcR/xojd3hDl4VuHUr/lHD+Plv1apur/d/Q6MaN5Sfu9CyjRUzVMCXWopwWsSqgYogahZe57CAxF/QV8svpVtM2JT+kj0a6w8kP5yYgc+3vIXsrLcH0CDK6Vhbv/nUDdACQAejhmOxvrdbpfOceiR6jMZEQHKCI2lp+/DzJhwXLK4r13YP+QUnmj4CUK8aiPbloUh216Tz8nLNMOSaYLe6IBXYC70RgnBBk/M7KzUd97OLxAe+jXEmn+H06oix25CbZ/LqOGTgnUXmuP5zkofi89JR49VzjYoXtgXGnfCmPq95ZcnHx2OS3nqgSAxqnByy3nycXsubsKQhe71Lsj7/zpUwqNtlB86+v/6EsZ1WAGTwTVfMQLz2x19sHS4UrZ1pxbh0bUnlRHbxZMDmNOnOTrW6iO/cyz9KD49+RGkYksymPVmvN7oTXk0oEhJObEYsu0jGERQsVjycOixuPtH0OevIeeIc9/kpPAUfQT0Ye5ryqqUtPAlhyMX+y90xsYc9zX/fHU2DA8Jhneo8ln4pynvYsTeyWdekI9LzkvD8J0lB9aeqD0Yg6spQQPxHSO+a9SS+HFr22NKcPpYYgL6zxFTIdXT5336YWADJVgnjhWj68VI86JJbAAz+76hhaMKTyfPxK8x7p/zgnNGRgxD7SD1wH1J5fjz2CFUtz+F2yq5/yAz63RjtG/0A0SwVKQ6X34sj8JVSzX8bNjwyCv/1HQ35L0zl0+ilm1Aidead6E/HmhX8o90N6SQZXSRtbM244OHS/77Y9qBj1GrmfI3zfVO8rp/Cf8wzdfYDPpKriP0MqyJ2Ju0HNm2DNTxa4kGAV2uulhS3g5IKSPVz/cZA73fS/J7YpSklHQfYDvsfqwuALrQtdDpr35DrKuuQBmdWNGeM9QYitZhm5gCXKUcTAGOtaMTpwCXUa9lthS4MQIMAN4YZ16lmEBFuzHHZWWgw29T5FEjyJ/2q1RJAozA0kGj0DREGWk1ZulCiICQWupVqw6+H6CMcpLPtvwNKeUJQEp3Hq4PhS7o58LRf+INMZXrgMoUXPHesCbNMOkO5WF7U9xpPL51juq1jTo99g58GV756y+dP9YZNYJUgo/iYTxuKNq1VNaUESPLxM6pasnDYMSRp56TN/cQf1w2mfKlPOVQLYm1p0a1uK3MPgv9Zv2C40mXVfP3MZlxaNyzhe+JKZZLL76JmBznH8IhHjUxMOJd+Judo+qutLB7Yi/h/oWzYQiwQGd0BgYkqx72NDP+evAR1A1SHtrFOlPPrFiC1WdOu2T/xG1t8GoXZS02kcR6i2J6Wknp7yeeKtzBtd/sGTh+Wb0tX+zYBU+3ba/0t5xFkNKUh4HiSdL5Qx+2uzBgJjZReW3nciw4J3ZZVVIlTx9Muf0+tM5fq+9KfcRx8dkZ6LLsc9gsBrfPkMHswMia7fBGO6Uf56a9B4vK5jjym6a28A9VHqYkeyJyE9qVWAyPkIXQ50+jF/3z9fV/ySOjiqZ7GzbG5DvvKtygJjZ9EUKzXywxz1S/n1HJR9n0xxbXDnqoB/thbAB9pSXycV/u3YrPt6qPThXfIRtHP47q/sooPntcM+igPoIH5o7QB/8iH/fj4Yfxc5z6tHYfvRVLbn8PZpM3xKYFAzf/BwknQpERp6wpKpLBZEd403i0jvTGRy2UEYCJSWOwOuYgJh/vgwybc6rgXZUP48laO9G8pvK9lm7JQYflYmqrekDkiQZt8Z9G/eVjvzr2AE7nqq8r6G/IxTvN/5SPO5hwAIN+/6tE9ze7RWB0s2Hy+5O3DUCLKuqjOY/E18B/O6yUj1t8bCWe2+zsv8Uzn96rA7rXVtry85Of4nC6a98oOL5HaE8Mj1QesPennMJLB75VLadYO29Bl/cK182zx9YvaUAjoA+DPkz9h4CSEESg4ceTvZBZbDp1YTn9Q9AyQvn+/2b3DnyyXZn6VzwV/UEkz27BvVtfhkN1LVrgpQYj0DO8rZyF2Ln8l4L1bYtl2rBSKJY/pBjFZKSjy88lj278ZdB9hWsGvvrXKvx+VCUgAaDokgiXMlbi+6j8NSJV6jQ28jlU8SvdD0x7oxailcfLqkYimJzmvxGVfJX7QYOvP5JHw6qlpiEOLB6u/r1aUluWxesZuenwTG4Lg15tXWFg/sURGNqm5GBvWZTpRuW5a8U+TOivLFGgluZc/A6VqpbdUheOOLGupro7zF2gD/6psFi7Ly/E1HOL5E2RClIrPw/8p6FYC/bqfmCTMqdAyiwW3DV3gi7oO2V5gPwk2aIgJY8CHEV2MdL5QBf4teru8Teq/criOhXtOUPNgAHAsugZzJMCFGAAkH3gpghUtBvz3oRLuG/RrGKBi8I/qfD1nQMxoJbyC7AI3Dy5XD1wM7XfQPTJH+FVeLY9DhCBGUc8dIYIwGuw25pssw8dkIMXxZN4/J5z3wNoF6GsvTTj1C68e1B9lJN4/68+T6OGr/JHcOaFJvA2q09Z+TumC9rcpvzBGp+Zid6/TkeGxT0oUXzzhDfW/yVvglE8+ZrNWD1iNCr7OgMQ4piL2fHYnXwEuXYL6vhWQ5vgxtDnrzdV2o754PzfsDPmouppgZ6e+PuJpwvfWxj9GqKy3EcbVfKogwdrfgt9/sjLKy2DGL3Scv7HsOjcPX3ghX33v1A4KkjkKda5Wnn6JPbFxcobhNxeI7JwCnnBNcWU7ztn/ox4lenkd9aug++KBJJbTP0amZZcdK0cjSZBl+VdgzfE1sCZjCCXAHFe2rsw5cwosVq6sL2FG89M3r8eM46txZgm2+FhtMqjXw4kRGB3Ulus7DcGoV6uI8+OXp6B46nzYZOsCDHXQreIT2Esttvq7Qu/QpojHk9W34f6PilIsnril4tNcSY7DOv6PoMI3/z1y5LHwZa7TLWc4jPiF75dfs9hOYA8MaKxhGQK/ApGL+eIGBEE3BB1DjsvRsttID43d9Sq47JAvM2Rh+TY9gg2uC+UnmAPQuUqO4uM8BKjmFxHLhUWRRcAfbjSx2Ye3Ic3N6gH0cX7a0aMRp1gJUD8jw+ShprQh66Wj5t2dDxmxKgH28X7y2//L/zzp4j3+nUiLp7xgzk4DwYfKySbHpZkD8Cuw5cjO6NXdWWtsz3n+2PUrrbIsbvvADsicgfe7qR8r13OS8FzWyfgSEYIegVHo6ZnBlJsHlibXA02SY/nm3XB0EjFfeGZEVifLsrpHixs4pGAJxorm5UcTY3G4D9+hSV/U4+iTSqClZ/27YyBNZSlCRYcvwM+HspGP8VTZl4w7muoBNb+On8Sj69eVGL/mNVvCDpXU9bRfOPweMTkqmztC6BZQHM8X08ZPb0qdhc+PqH+I4t4/4e2ryDSRwka5cU0gkmv3j8ypSbwr6IEPwvS8bg1yEqbAg99JjIctdEs8gP4eiqfCZEckh1fHO9bYn1aB3RF16rKtHOxc7z4YcAWmwmfIynQ59mRF+GN7MZBeLJte5ed6z88NgMbEt03yPE3+eCHNhPgZ1KmrYsfoe7/fbbbLu/ivddv745HWzk3Nhnx5zxsi3Zfc7O6f4B8L/DI33m6pONEno0rhWJpflDR7rBg2sn7EW9z70dVjMCY+n9An7+RTolAxd7Iy5wPU+Z4ZDkMOGXxkf83SKznac6CSaydW2QZjkcXfIENF9U+bxI+u6MFBjUpH1MnV+69B70jiu0GK0Z65noiy38xIoNd1429UiuLIw/7UnYjMS8e/qZAtApsCz9T+RktJjYAeazxC4iPcv8hrHXvFvhgpfK5KKvkECPrrCX82BA0A3oPZaO2uOyTeO3w+25roor3egaH4rF6JQcx/63skmUvpLz14pdl6ExNAc/+hbNIip4ribV/cxZCskdBpw8FPAdAdxXrkf5beW72+xXtOUPNiwHAm92LeH0KaFOAAUBttmu5r1VFuzEvO3cET69xn2JZAP10mzZ46bYe8j9FkGHon3Ox55Lrw2TriKqYN3jYVe1GJ/J8Z/MGTN/v3BlVTOMSOwoPb6ZsFCLSJ/s34Lszm1XbX6xftqXffxDurQThLhzvgGqB6jv27om7D+1avl+Yz9boKDy9fAnE2k4FSayr922/u10Waxc7Kj69Ygk2nFd2nRTJz+yBr/sNKNzBs+D1NXE78fWpubBJzgfkdsFNML7xo24L719Jhxa7L08vYXRK6ypVMW+IMj0s3RKHn88qG7GopSE1PkdVb9fdjf/t+vuTLuH+teprAIpz/+r7FGr6lX70wcFLazFm2TYk5jp3FW0Rkoof73kCwT7ODQT6z/oRzzb4Db2rOadAi9Eqb+7tgiphj+L59p3kKkTHD0OEpL67rlUsbxl2BHqDSe7Dg5a/jLvq7IIVznXexMYNkgUI8vwQI+u3KWRZdm44/s5Kg1RkrmW4MRPDa8+Gb5ERlUcTt6BK3mMIKDJK0iZJWJ12LwY0dK6RlJs2EZasH1XZ9aZW8A1VgjqSPR65CcqDlVoyh8yH4Sp2W03O3glHyhgEGpw7FifbfeERPBMBXs0KL+WI+6cAoB/04UpQZeP5c3hk8QLVMopwxr6xz8jrnolkj2sKHdTX+4SpDfQhymZEy6O+w6RT6iONPXU2rOoxGQa9UW7Ldh9/CV2tRJgDnfmKj13GqUC81LYvHm6vbFrxwc7RmHZWfdpqqEcGdt6rfCdY7RnIiOmAVJsnanplFNYr02ZEnMUbDp9H0TD8Kfn1Xw8+DbvH39iXXcOlf9TySEC4zYEHmyvTYI8nHcLInXOQcskftjxnn9Mb7QiKSMOERo0wuK7yud1xsQfSrOrraPoaAtG5hjJ1/mhSAvr9oYyYVEvrH3gctQKUafRi+u/RdPeNX8R7XSt1w8iaj8jH7U0+gVcPqu+0Ltryj87vwc+kfF5zLzWC2aAeALyUUxfVaznvKdtOvYz2vgtdRgxm2YxI952HiEDnZivfnRyKbLv6qNMe4U+jZbCyiZBIn386D0tfnQedzTkyyfu2qvh1wwfw83VOR8+y5WDikR9wKM05KlkE/95o/DiaBLhuQiSm0r++7i95p/OC9GDT5ninR6/CUbTidbEp06OLF+BIYkLhcVV8/fDjwMEQowUL0v9Wr8CC4+4BK/F+z5q18cPAwYXHJmXvxayot5Bsd47Eq2RwYHjkuwjydt4HS2zwYm9IedtwKXEs/syoghzJObVObL5zn18sAipvhU6v9I/svGzc+euniHWZxi+hVy0J0+6++aP/CqoWn3YcXun3wdfk/DFK3Pv/znwYbespa2OWNiVbkvDVqQ8Rn+f8m8bX6I9xdf6LWj7OzWRKm+/1Pv7swSi8PuB9JF50bhRTr3VtvLf0NQSFOwPp1/u6Ij+HIxO43Fcs/Omavc9T0Ps514ecfe5dLEtwX4JDnOSlt+KHttPLoni3ZJ4V7TlDrZGK1mFLOZoC3IVTgG/JzxQrrR0BBgC105YVqiYV7cY89+RevPoPI3ieaNUS49sqIwAWnT6K59ctk3cJLpwRIp4M9cAXPftjUF1l19zSprS8HAxcOA2xGXnyWJrGlQIwb8BjMOaPpBD5TT2wA5+eXg2HXQ+HWH9O0kGnl6A32eVz1vR+FmJzCJH2HJyM2gEzMGFPNxxPC4FZb8egyJMYXvsYcv0WIDzYNRCwLuosfj64F+mWPDQKCcWrHbsh0MN9R8HTyQl4YuXvSMzKgcmgh5hi+Xon11ErZzMv4fm/P4JDRnJN91W7A4/Wdj7EXqnTiaTLGDh3Jix6GyR5oxYJOpsesOjwTd+70a+emKIDxOUcw29Rz8JHZ0NTj0z4623Ichhx1OKDVIcJ/aq+gXr+XQsvK6bsvr3jL2yLjZKbs0N4DUzsdKfLnB56JAAAIABJREFUDrt/XTqJJ7f+XmJR5/YYiTahzl0i7ZIdWy5vwZnMMzDoDGji3wStg1q7BIclRzosiT2RnpuJjbE1kZTnhUjfVHSpHA2zZyeYQ5wj+Q6deQVNfFxHE4nC2Bw6pHj/gvBAJUi2J+YBNMI+eKnMZDttNaB6lbXwMlaVNxL5+VRP5MF9JJgIApqsLTCumbLO2oGEb7A4YaXq+lh1zDkYXt+5EUFsdAtYHDp8EdMcF/N84Wew4KGwU7jdPwYZ/gsR4qMEOk7EfI8qeEfVMzq3K5rUdi54npcyDo5cZcpn0aQztYBHyIKr3thk0ZktmHt+IcQ+vB46M0bVfgB9ajqDnuJajvi2gKRsluGWjI2hr6RscCFGiA6cM1Pe5bR4ur9xE0zudVfhy+cuDUOkwT1IKx7i47w+RkSgsgbgvssH8Z8DM2DP3322aL4R5jz81lXZkdtqt6PjnLdhDstBVrYnrFYD9HoJXp4WmI02dHfUw3t9x8jHvr7lP5gdHaZeHZ0dJ4cpAQSx47KU6PyMFD/B5v0szP7KlPtvtr+BZlXmINPugQSbPxySDkHGLAQbs3E+oS5GtVOCYKcSN2L62e+xNrUa8rLMsItyGhzw8LWgkU8ynqreCu1qKmtUHovtjwu57juyivcizGFoGrFBKackYdjS3xCbdgRDa5xAZa9MxOT4Ym5UQ9Sr1By/9L2/sOj7U/fh69Puu5iLz+f4hv+HSB9l5FSeLQ1jdv0PsSprL7YPyMa7rb4rzDMjujF8TOqjNPckNUW7JkpQ+FTCJtS2P646XTg+1w9VajpH5+26PAeHEqegp+9FGHXKyMoYqx/2Wxvj4drT4G1Uvt+jjkbjyVYvwWZ1D0De82xfPP3Foy7NlpyXiSmnluNcZjz8zd4YHtkNrUPUgzuj1kzBkaQEeVfrSl6emNV7HCp5u48GS8pNxMLzvyPJEgdfYyD6Vx+MSD/XgOL+uFgMmTdHdVRh0anCBYW12FNxKmUW0iwxCDBHoF7QCJgNVzcSLc+ejh9OPYAslSUqq5m98VBd57pt08+uwU/nVsHHYpc/c+J+qtM7kGMy4ds2T6NJ/pq5qh+eG/iiI+VZIE9lFoDOF7pKq6AzOIOvoljzji3FmnPH5e+opqFheLrNg/AqMnJbfIY+PfkOzmSddKtFgCkQbzX+GB6G8rOzcFZ6NnYu+xspcamoUiccbe9qCZNZfbOi690sDlsikDIasF8EdCbA837oA1w3Jply8iVsSSlh2Qgxi6PtFPmHG6ZrF6hozxlqNWYA8Nr7AXOgAAXcBRgAZK+4KQIV7ca8OuoExqxaXMKKV8AL7Trg+ZbKWlKPrVyAtRfUR+b0rFEbP911X6nNYzKS0XXR1PzAlvN0L6sB+4f9rzAI+PnBDfj2+GZYskTgpshUKZ0ET79cbOz7AsLzH9ROJCbg7rnTYSsy8kHkXM1Hh02POTcLEa/NPLIfb2z5y2WFm5r+gfht4DCE528wIY7bHnMGoxfPh9VS9A9YCW1qBuD3gUqQQc7v/DLMvaA+VTnQ5I9ZHZX1B0uTxIPKY2v/wLpY17X1In2CsGrQY/A0KGXKsqVg0blBGOSTAC+988nPKumwLKsSbq/2C0I9lQdfEfzrOn8KYi1F1mgEEG7yw6b7noQ5P/h6Mi0R/VY5H/yLl3vr3c8j3EsZeWl1WPH5qc9xNN111Eu30G4YFTmqMAhoz1kBW6pz2nLxPM1ivT5D/rTRhB6AQ33HYBRZBHx7zGjk5e1Baw8rfIqsExVlNeCo1YA+kX/DaDDDYrFg6tm+JS567w07xjRURm79dqovThQZsVW0nJ46K15uskJ+KT03CqcuDsO4k92RV2TtIxFQHF31CHqFVUHTasraajuOP4LbAjYhV3KdUm3WGRGdVRX16jrXTtt1cRa8bJNR18PZRhet3oi2DUfP2uNL04UKj/3w78XYnrXKZaMHm12P3oGD8HQz51Q/e/IY6Cwb1a/hPRJ6f+e0s+jEJXhyxXYcS3Vu4HBX9Yv4+K6x8PZyLiD/3N8v4pHALWjulVIYEHJIwPTL9eATMBoP1lA2Snln/2zsydyG1DxPlyCgl8EKX1MeZnf4HF5GM+w2G7qsnoDEVH/YbK4LiAf4Z6GHXxo+v0NZPP/HvaPw3kklUF481fJOw9pByihNhxiBlljy2ovwfgR6f2Xjke0nHkFN3004azWgaCgs0uBAVm4gmtTbIx+Xmh2L+IR+eCmqMxLznNPL/U05eLP6blQKeA/1Q5VR1peS/ofojPlIk8QotoLvOQn+ulxU87kT1UOnFRZ/b8x81He8CR+jsy+lW804b5qElpWVYKpIGXnJGLnmLQSFZcgBUpFsNj3yUnww887PCr9jU7NX42Ds0/g5vjMuWpTRYSK19InG0NDdaFl9F0wGZT3YfUc7o0Ww+tqccy70xPB2ykjCXSeGoU2A+shcEWTLCdpVOBU4J3sV4pMfhZiUXzT56sNQper+wpd+fWc+fnnzN7d2FC8EVPLB/ATnSKOY7GQ8tft7xOU6AxMGnR4TmtyHfhGu67Z2mvcOYi67bmbj652LZYPHItLfGVyKyz2PGef+D9l25+fSqDNjaI1XUN/PGUgXmzEtO/AGXtvmgyyb8oODWW/DW+2S8EDbSdBd5cZMqhUv9uLpjB1YEK2sf6mWxtWbCT+TsgnI8G0fIMESD33+ztwFx4uR1oMjuuPZ+s6+dCXXLotjJCkXUnzzErPW+U+CztsZ9H5+9edYctw1QFw7OAd/DHkOAR5KUFWM/nv98PMlG9V5Ec0ClBHEt3Jy2M4Cl0UfKDZ6u9hu339e+ATzY4+rfy4NVnzbhiMAr1c/qmjPGWr1ZgDwevUG5kMBChQVYACQ/eGmCFS0G/PuuGjcv3iuagBQPIZ92bMvBtVVpo0OWTwbu+PUgzFtwiMwf9BDpTZvM+cjpOjVpwXe5hOKeQOekPMcv3sOZh8W6y65r5OkN9ixdtBjqBWgjPBpMfUrZFjU8xzRrAXe7tFLPu5k8mX0nf+L6ggNOaDZ997C+rT8+UOkZ6j9ei3hrTu6YGQTZSTaC3u/wsmsU+oOIhDXzX0kzr+hLY86jqc2KSOuiqenmnbEy62UDTYkyYbs+A7wgmtQT7xnkcwwh22H3qAE655dtwhLY9Snp/Wp3BBTeynT07JteWi3+GPkFplqV1AGP7MRuwa+BJNeCb78eelPLI5RXyNybO2x6BCiGNmzf4MtTQmiqCVz6DrojMqoJEd8G9eNZIqe4DUM+oC35Ve2xryG1NwlcmAvUC/J61xlOnTIlke0ONCn5k6Y9D5Iy4vG9HPKlEe15A0bxjRURln9erIXzlqcU5SLHm+AAxOaLpVfupiyESN3L0aSyrHi2u/Vj0b/+sqoxi3H7kGnoKPyCC57/ihRPfTyFMNLOX6oXksZEWW15WHy0QeQJhkRZshBkCEPGQ4zYm3e8NA58EydLxBWZKq0xW7D9DNbsTvpnLzb623BkXi07u3wNDhHiMRmpWLs3tdhMroPC7JYjJjV8UP4eygBkJ1xH+M2aRoMxT5uYsfec56T0DRY+WxI9suQLveC3Z6DgymhuJzrhZq+aagXkAoYG0EXIqZ+KpkM3vK0vDh8XY8UtPO5jGyHEWvTI+R6NfQOwGdtlLacsHsSjlsvyqOwRBBCknQw6B0w5gevvmk5CZW9A5FrSUWrhV8iJ9d9NKcYJTuk9il81EVZ7/Nw1GA8uLs5sqzuC9EPq3UIkzooa9+JqddSovKDh1pK93wBgYHKrtvRUZ0QakrGC4e6Yk9mOOwSEOmRgS+bbISvOQtB1ZSRRaItPzt+P5LsHsi2meUdiM0GG/yMefDS2zGu5icIzx89Fpv2GcR/IjBqg/K5MsIu78Yc5vcoqgW9Jb+WY0tDVmxXBJty3IqZaPVBcNWtMBmUvvvUyhex8mRVmEw2+PnkyK7pmWITFQMeuS0F/9dF+VEiPvVrpGZMgk3S4XxeMNLtnggzZaKqOU3+1q0RtgHeHsro6WeWPY0vWztHwBYUIiHHC1+efxyTeiijJLceHYiOwcexIroWFkbVR5rFA3X8UzG24T7U8M1ArOefhdOAL12qiWwxD18lhfk8ioAgpZxTnp+ABV+5j9qSrUwSVuQ5d9Qdt2sa9qU4l20oyNqkM+C3219EVS8l0Dlm3fdYc0J9xGvVSjnYNkQZIeqQHPj29LO4nOe+JquH3hv/afA9vAz5O5Nn/w4p/XWkWcw4mBwmjxBtFpyIYI9c6Hxfgs7X+cORem+7+lcPJi/Cyjj16dwi10dqT0Wop7JzbL+Nr8BewuY8zfwb4uNW7juoX0nJHJYjQPorgD0G0JkBjzsAv3dc1oy9knzEMZI9CVKisp6navJ5Eno/5cc9MfLvlTUnVA/r20CHb/oox13KicZ7x0q+Dz1S8ym0DVaWmChtkiz7IGXPAOyxgKEKdN4joTPfmGCi5EiFlDkVsB4GdB7QeXQDvIerrpl3JfVyJHR33Vij6En+k6DPD7yK3X9fOfAS0uzuoxIfqNoUA6uXHGy9knLwGKdARXvOUGu7onXYtCsMlcvBLsBxsXZ0bacs7RAdHY1q1ZQ1yJkoQIGKI8AAYMVpK02VtKLdmPclncc9C34v3ATEOeZEibV91fsODIxURkq8umkF5h5X39VwWMOm+KBryYu4l9TIdWZNAoqsm1b0OLNVj2MjlD/Q+y97G0cSSp6O8233LuhXS/ljvfaXn5TYpyp5eWPXGOUB/oeDe/DudiXYUzwZdDocf+w/MBkMyLFa0GTqlyVslAI0reaNxfcqeQ7ZNAnZiFPN02rXY3WPz0vd31/cuhR/nFV3bxAYilV3PybnKVlPQUpSdihVS7qgH6HzUIIbred8gWS7cx24oscH6L2w/yFlbZ+diWfx2LZf5OmVYvdIJQArwWBwyIGk+d2fRMMAZcfWt468hahs9TWAOgR3wNg6Y+XjHJZ9sIqFxVUL6QtzuNixVwnUOJIeBKzui/iL93R+r0Pno+zOuezC48ix7IWX3gJHfuBEnioNCRl2D9xXZzPMeiUg8vXxHrAXHuNaiBCDF0bUU3a4XXx2CPZnq+9aG6TPxrONlc1rLmRE4+6NzpFZxat1dxUJ77ZWghcz9z2K4VXUd0jdnFwd3fI3jtgXtwpz4n8oqSnR3bcT+tV5QX5fBP/G7JiOfcmuGxM0DYzAjx0fkUfLiTT57yXYmauMWlRLfQOH4vHG3eW3Pj/5Gvzs+3C//wX4GZTxbZdtHpidFolKvndiRKTyMCflLIOUppRDLelCN0FnUDaO6LfxOUj5wcDix/o5DPi9uzL1es7RcZifqr4Lr7/egh/afQ6D3he51hw0mvN5iaM5e1U5jx/uVIIgq84/hmWXs7EtujaSc5WNH4x6O1qFR6NZSDxeb6asvZhuyYQtoQMCjeqBqC3W19G1utLnTp2+DaMP9kUSXIOKBoeE35svRZP6ykYpBxLXYE5syaNob/frgP61/icfezJ+FDLFYvcqycvcBo0qK1NrjycuRn27co5aOmv+FnWDlR86ukz/P8Skq68T1rRyPBYPnSwfF5P0DFKzF4hwY7EsJRghoUal+fDxUr5jhy16BeHGVLzVbCsCzIrV8dRgPL+/B4bW88WY1hPk177f9QIy0uPx9VHnJhridX9THr7uvBq31V8Bb08veTTn2dgaJW2+DH9DJYRXUXYyXvHVMHz6vPr6g3Wa5GDqISUwn2XLxR1rSx4F92rjwbinujLas93cd5CQ4jr6rwDB02zB8ceUEbdJebH46lTJAbFhNcajob+yM7kjZRyQp2wE45ZMraEPKXnDFfWTrvzVsym/YH7sXNUTDLBjXN1v4W1WRoMP2PQSrMVGJBec2NCvFr64rfSBG0feDiBllPvusUV2EL/y2oiRuZlAouuITZfzi4xKHrP8Y6w9rf79EeKdi92PK30zz56Llw8+BWsJQefxDd9DNW8lSFqaJOWugpQq7p9F+6gBusDPofPsU5qsSn2s5EiGlDQUsBfbpMbjLuX6pdyITOzOjQTnKG73ftwW+pBZhS9HZx7EF6c+Q2z+TAmTzo7+YQ0wpOYrpa4LTyhZoKI9Z6jVhAFA9nAKUKAsBBgALAtV5vmvAhXtxnwsPRoPrP4Baam+znX9RC11gK9fNqb1HILOocrafnPOzsUb68/BancdCWcy2DCxRy08VHvYv/oUP+CfAoBGix4nHlYCgPcsfxP745UHd7X0fqdWeLCBMoXxnwKARXfN/ebvHfhot3owRuRz/LHn4Wk0ITknC//P3nWAR1G13TOzNZtN7wkJJISEmtB7kQ5SBKWoSBGxUMWGfqJiAUVBQBFBAQVBmnRQegchdAgQSggJ6T3ZbC8z/3PnJtlsdhaBTz/FP6+PDzBz587cO3dm9p573nNaLnXNpogJVWD3kEnCuYcdWYhS/jakVVJwyXbCuik2KnGyN51sP0hMOroNO9OSRA+J9PDBoUEVwNp5oOge98Dzc7AqyuyLXzMfGs4oWqeaUSBxBGVJHM29iYkJ9Ac+aQP5n2A4FTjO6o7jEO9LTTumJ0536TZKdAAnRdM+Iuw3S/FE8CZnfTup54eQlIN6QlnzWXBFI8FUc6TlJVFg/TaBYemY2JX+OoqNxyFhiF0Hgfc4gUFF/mXmJRgS+RvcpNSsZO2twciz2Q0eKjpBBitGRq6Fh4ICmntu/47rphko5RyBAQIq+ph8MKkFZfXd0qRjyFHXAOCQiHp4P46CRtMSVmFi0HyEKx2deI02CSZdfxI/dJ8llDuVvgGbi35xOUw6qxqhfz3KBlt26yiW3voN3QOTUMedavGl632xL7cBnovqhUn1uwvbPjyzEYkW1469XdwHYko81eybe+NN3CjKR1J+MAKVBhClzUKjAvEhGWjl3xxjygGrwpLV8DFS5p5o+O0DK6OT6N6HpoKVOKZ3VhwjNUqxoxcF7vdffRZfpIfAw9OZ3cblKvDLgP9AKg2ExlSKuPUktVp8st85JB0/9Vwk1Pl90kvIsOThMVU+Gig0kDMccq1K7NMFodAmx8dxlGGbb9Bg4cXx+DDS2Un7SEkorvLTMakBfc+8uGs8jhnoWKkeYYwOBwbTtOLjmeuws9DOSqteNk5RF8/GlpdNawMPJhuhEinULAXidByPLJsFGt4XHWvTVNjzmT+iqcRuZlS9zquYhSbBNKW6zQ8zkK8V15KLDczDrqfpuTPyx6LYSOQLxPqTRx3flfBwp6Di2Rv98PTJjgJUGK7UCMzOTKMakepSbOvGwtOfAt4fHV+LlefFHYi9lEYcGfMmPOUK2KxaJGfHOqWhVrRLZ/FH00gKABozn8JrjxuRnOjIziXpzTNXp6DV0zTluNBYhn5HXDuPjqvbCeOiHxfKtlz7MQpKxNm+cpkFN8fR71CuMQ2Lk6eI3nOycUj4W2js1VHYzxW9AJjFjasgayK8v/6qKNVuwq9Zc5BhtadyV5yrkSITPSI2QSGrJ2waemI6NFad6KV0D2yJaQ3sxlImiwmfX5wOb/lFKKUmFBm9EeExCs/G0LFWEVxua4B3oQenfhusmi5akdCYdPji7LvwUV0XtDuL9D5o5v8KBtalY40EzxWDz6PAqmh4vAvWfYywa/T2z3EsVVxrzktpwoWX7PIJ+3J/xZZMZyC2tW9HjCnX5XyQe8RzWqohyjs7rYNoFZIFEdbRZf5B6v+jslzJ24DRWTOXHMd4zQHj9mAaxH8MAMaD9XP8TpFjco03oLWUoJZ7I7hJH07H8o/a+v95/6M2zxC7VzUA4P/nEVzT9poe+Ot6oAYA/Ov6tqbme/TAo/Zh1luNePzwDJRoFCgtcQfHsWBZTph8e3nrsKnjdAQqKXvk65sf4kx+Oq6khaNYSydLPmo9Gkeko2VgOF6NoYDEg0SD1Z/BLBNRKgcQzLjhxDAKRH1+fhUWX8oWrVoiseHi8CnwUFAwqN7CeaJpvWRfq9AwrB9CQbIj6Xcw+jfxSVi4pyeOPUPTj0k0/H42jEZxwe3hzaLwWScKrH1yaQt2ZJ2Gh8IEhcQqAGXEsKLMpIA7o8C+XuIGEBxvBAOFqJPy0msJmHVOnBU0sE5DfN2JajRZzefAFIq7MQspp16fQq6iE7U+m7/HDb2zcQPZV1fpjf1DKKMxz6hBr33zYeOd7xFJLz3U602oZZSZ+d3tr3Gq6ILoPXoydCAGhNldL0/dehkt1PvBVdH7YsDiivV9NA8nzBEaxfrjcCt9AfJq+lT5nC8Cgo+AZSn76nLRGlwoXCikSxLYj/R7RRolByVG17MzPV/f8QnCax2BzM1WzgTkoYAFW862xI4hn0KupO358PA+HE/fi2EtzyLX5i6AiWrWCG2RGr8mtUDCi5RJYuWsaLv7A1g4mrIpZy0wC3+nAM7cFgPRM6SV8PfF145jTfJOfBx9Ch18siFleFzT+uDD5DZQKVrjp650sq3RJmBOyucwVdOxJPsIAPlKcHdEBtF7NClhKRp7rIKfQgeLjYI3MgmPYrMbzhQ/g6Xtqd7i6ZwUzL49V9SQgeMYfN74fcR4U7be3CtzsPZOCVgpZVFS2I4Bb2HwTtOGGBIxQthy4O6v6CqnDEAhZZdnIC9P1S0yK2D0PYRaaqo11mPPG5C5UTahVLDJIQnS9HrdjRJs7EUZgLMPvYhlV2MQFl4AXz+toFtnMkmRleGHkmI1Lr44Ep5ugbByFsT98in0Jue0XlJPnzppWNJ5sVDnsqv90VGdhRiF48TcxLH4uTQU4xpQYLTQoMNjez/HgIA7mBiWiBCFHgabBNsKI7EgPR7DavXEm/HdhLLtN01HUTlTVdhQJVgbj2tDZwhb9qVvwPGStaL3kuyvhXqYFEfBvF+TW6OrexGU1Zg6Zp7HYZ0afaLp85WQ9iOaymZDxvLgOJJODshInjBhNnEskvhP0DyMPutDN7+Bcxmh1S9R+HefmEx824f2e1b+GBQaKatVLOr6/QSVirY9P+8FzEwx4EhqPeiMSuE5DvUqxdC6iZhQ9zlI3akcxIwD32DVVXEWLdl/+aUXBA1Aq82C/bdboK6qQPTc50saYXhjmnLMlc6EJutnLHo3DCd2ecFiZlGrrhGvfJyFVl2tYIMvCeW0ljL0PfwxLOW6nGR8kqhYvJgQ2xKj6lAmct/tXyApU8RBCIC3px4XR3wglLNwJsy+Nhy2ajqFFRc9pd4S+JYvIGiLZ0Nloino1UMrHQRP/wdfDHJ5c6rtMFuScTu7C5JMwUi1+AmLIQrGglh5LqIUNkSHXQBbPnZnXFmGU4XiDPPJ9Yaif2gHoXabzYZPzo1CA1/H9GvCDDdaJ2FsQ7rI8cegkd3x22KzYtaZZxDp5ygtYrZK4Cudjqfq0QUJ8v3iC7pTEwqRYHzXgil3RZ976kd8e7pItFyzUBM2DbEDgKTeowX7sSt7KzTWUihZJToF9MDA0CGQPIRGI28+A76IvhvFr/NnMHL6Lfgrgsvv5rKP4DYUrBddYHqQ4HKbAbw4QFxVE/VB6qwp+9/1wKM2zxBrbdU2HE7456QAP9amJgX4vxudNUfX9MDf2wM1AODf2///b8/+qH2YC4waPPbrl/D11jsxvEpK3bCu64to6EMZXu8lTkGBuVj4OwEMSFSIyvvLfTCzCRXcf5DYlnwOr53eDcZRwx+wMDgwYBzqlOv67U7bhw/PHkSOpjqjgUcdvzzsefxTKKQUCOixcjlSSsXZB5906YYR8VSL51h2Ckbt+gW8pfrJedQOVOPIYAqwkFh9dhRmnGwCvpozaaR/IfYM6gmpior4n838Cj/euYzTZUQsv4LtxEDFWvCf2knoU5+mp1WEVrcBxZovYLNlgmHcoXZ/Bj5e08Ey9nRno9WCIXtW40pRrsOxfgoVtj0+GrXUXsJ2q+UqDPmPw70cFKta2MCZIfNdDrmSssG6//QJUngpnDJhbUBt3orDY6jmFYllt47hqyRnYOCDuAEYWsU99nT2m1iRlQ0D56jJ5iPRYkKdroj2nSDUd6cwAbUtI4W/kwkYiQqduEKzG3zCzgiGHSSysjojmBVPqc6UjkC4PwVZyKRzY+owGIjeVJV+J9W3DJiKxj7DKtsT9fVcyN0tcA/QQe2mh8Eig7FMBV2+Cq39dVj7NAWy2y+fgxwdBQVkjBkquRmllSYOPFKm0BRMs8WEdptmolvUVUR4lMAKKVhwMFtZ7EhvgpEBMXixFWVpjtuxGUfKksDISaIyJzCeLLwEvA3w1/vj5PN0zHHm0zibORkbNXaH5YoG9HDPQY/g58CqaZ1zEl8Ca7uDddfaoqDMU2i9n1qL4Q1PCfpT0+Ko+PrlzNOYsGc7guo7T45zEv2xdshIRPhRVlDXnR+CU2gR5VkId6lZqFNjViJF44dQ1h+/9JwmlPvywjp4WNaitX+OYFaikthQZFUg06zC96lxeK3ZR4j2oeBT3/2vooG6GBNDriJSUQYLx+C0LhDz0prCR+GOHzrNFspN3Tse269XuLTygts3z9nBmaoA4IDDb+J6ZpDTc+ntrscz9XLwdhxlZp5M7ow2avFxlGeVILgWZdgW6LVou/UrqDyMAlCkZK0wCmAuA5NBikkxtTEpnjKN4n+ZAZOk+ruD3iXGBiQNpaDR4czt2Jm2AVK1M+NWbQF8Fc0xoTEFJfbd7IzunuLXebwsAJ3rnRDK7bm1Fmczt2NA1BnoOKoRSABvNSvBxuS26BE5DJ0iy12V70zGqL3B0JkcJRQC1GXY2s8NIUE0Pa+w+H1kaX+sGGZOf9YL2AClkqYAr0l9FwbjGfRV5yBYahJ0A2+Z1fhNG4yuwRPR0o8y6z7ZthA/pomnUwtjsgoA+NzRCXgvajcUEsf03tMlESi1NMeEZtRIh9PvADRvCH+32cjCBwOFW/m7VhIJNoCaMOmsWrx4ZiquZoeirFgFziYBw/BwU5tQOyiqLmXIAAAgAElEQVQf7zQZiC4BlGW26MwJLLp6CHqDYx9JJTbEB3pjUznLutSQh4vZ3XFI7+j4S+popsxCbbd30bR8oePji59hnN9aBMsc73uRVY6v8gbik+au2Ykub8ID7MgvmYWiskXCd52kdUsZuogT4rcYnio7EyxTn48pF+ZBa3Vk3Db0jMQX8RMhK3duXX19PWTSuaJXUGhQY0ITukj1IADgvHML4ecpngqdWeqPd1vaNWV503HwxWRRrpr7tNsQMJ6zKr8heosBA9bPxZ0iR0anm8yMDUMGo1GAeEorSQmWs+KLcPfb7X87AHgv06yHBQAN24DSt5y7gPUF/I+DrXH2vd/h8aeVe9TmGWINrwEA/7ThUFNRTQ/U9ECVHqgBAGuGw9/SA4/ah3nn3XOYdHgf3JQmeHoYQSY8NhuLMp0SOr0C77RqhVca0EnSe4lTUWAWZ435yf0wq4mzvl2J0YA8vQ7Bag8h1at63CzNw/Dd30FjYsv1wXhIOCDEW4FtfSbAR0F/xL+bMB878/LhbbMgR+MFq00KpdyEQA8NSiQq/NjqSTQLpMBes+8WodRkhJvUhPq+2dCalbhVQgxCWIyKa4oPH6Mg2KIrx7AjbyO0GhUKSjyEdrspzQgPLkSO1gO/9/8QCokUPG8Gn9sYO7MjMetSG2gsCrDg0S4kCwubHYTSawoYNQW3zqW+gIbyE1iW3RCHSsOE1LgYtxJMCr2MILkRHmFXK7ugTPczCovfhMEqQ67eE15yA3yUeqiUfRHgt9yBDVhmNuGLC0dwJCsFFs6Gpv6heLdFV4Sr7dpePG9CcW5rSLkSyCAHsb8g3C0LzDBDCp+gBLASysaKW/wZyqwyQGUDKkwhrCygl8BdYsWVCe843Krt6RexOuUU8oxlCFN5Y0zdDugZSlPDK+JM5uPIM97FWV0k8i0ewtlD5SVo6Z6KUHUPNApcKBQ9nfoVWippaqZY5LhtQahXI2GXLquBYJQgFhlogohgO4PTypmwL+sd5BkugIcVMtYDLfwmoL73gMrD8zSZ6PzLSniEap2YcBa9FHyuAhfHU2Zf/UVzYLYR4IlHiJsOblILMnQeMAuMIjsAePzOIezMXYggL+e0LwlnxYXk1vjxCQpudfpxKTK1pWA9LWAUNiHbkjez4DQySHkpbk6ibDpOvxXQTMM1oycO6wNRZJPDk7WgnaoQLRRFYN1HgPWi4OeCyyPx7ZmGMJP7WSVIav5LLS/jraZrhK1f71uAVWs5yJqVwqt+KWRyG8wmKUqvesOa6IFJL3hgdAdqTNDpt2loEpgFSRVHZbLdZJPgZl4EDvejKZ5zznyMePUh9PBxNgeakxaP7hGvomUITYl89dTz+CLid4G1VjVSjWp8nfskFrShzsKfJDyLHxMcNeMqyod4FWP7sLHwc4uC2WbGWxdG44YmEFmF3jCYZcL1ElZyiG8p2noC05pQ0Cgl/QnUkYmn0RN/G3kIZTWVmm6i87q10JuUUPgaIJHZwNsYmMoUMOtkmNuzEE/Voymz7TZ/hOJyTcxQhQ4yhkOWyV0AdOU2Gy4PpfpzGdrLGLB3Pdr5ZyHGNw9y1iawRbPLvLAlPQbfd4pGlxDK/Ey80xqN3MQXL5KNHoipQ/Uwvzq7Dz6K9xHr6bgoQPZdKQkFw36OsU3KU1ELBuB8YT4+vtQeaSW+Augc45eP2U2PorZPO7A+lCVpNJ7BrXw7S7fqPZJAgvpht8CyFJhfeWMQnvFMEhisVSPfKscpfgyeCKfg+JdrfsGigmp6ZOUHyEp5nH9jMtxV9LvQfcO7YI0WjGxwEu5Syhq8lB+OtbdaY9nj7ugSSY1FuLIvAN0yAdjKMamgt8lQS6ktBw4VYIMThXJkcWHU4Q9x7JZzymWApwabB76IcBUF2N/cuwtbky/Dw1sHb/LuYDgU2OQwmhTwYwNx7Hn6XCSk/oBw2Xu4a/HCBUMINJxSWNxpqMhFfXkBbpb1Q9cGS4WyLyW8Dg95FgZ7piNGoRHeh7fNHthcGoECkx9+aEvH5sMEMXyibDgJIAkT1XYj7S/VrUKBZiVsXB7k0kgEeE2F2o2yOKsGAQGXp2xGqZG4uCpQz7s1xkT2g1Ji/2Z/cuZtxPi4lhBoE7gVdTzD6D26ZwrwNLDqcUK56ScmIiaQsFp5qBhOGE9ajiyNMLByLMZEH4GkCsguAGzarwHiTMt6g3EbDMJCY6qsIJI03JKcoZh+PgxncmrBykkQ5V2IGU1Po0nkd2BkTR6my+/rGJoC3EmcMce4gwk49henAE8DjOKGYYzXF2DcBt1XO6oX4gy/AZqPAJ4Y5UhAUtjhsxxsuQTHQ1Vac9BD98CjNs8Qa2gNAPjQt7/mwJoeqOmBe/RADQBYMzz+lh541D7MO1LPY/LRvS77akrTZng9jgpXL7g5G9fL7ABW1YNiPRritRi7o57eYsZ7J/Zjy62rAnuImGo816ApprftCnmVH/QTf9+APXduwVomt5tsSDhIPcyYHNcRrzaipgQfn/0Gv2TkQVukAl+e6kYqJu6g7r56bOw4AjE+dGW/zbIlGBazA8OjLlZOUEssCrx7ciBa1hqMdzvROj+9vAGXdOITGpNVil86fCU43PK8DdasJnj6VB9czA6pZCOpVEZ822YvOkWNBONOJzRn08ajuUJc+L3EqoRvLapjRSZwaZmNseJaI6y92boyTa1dcDKmtdiN2FrroFTcQ/PIxR3T6fbiwu2ZaO2fW+maejo/EPXCX4Sftz21ttmSTwVHTrHwkJlxabxrd0RXg+Vc1mBoifOjSAS6D0CDAKrxdubuErSQ07RDsShU70aAmjJsNFmNoGYtouUy0AIRwQ8mpK/RFqDrwQWQyMXTzm15CpwbRYG1xovnwl+uwby2B9HUj6aFaMxyzLrYDptSYysZgGcyjuNk2QyXxiK5RYGY3WG1cHy3n5YjtUQc4CHPxfWJ1HyFMx4ESu7hvqmeDFZNAZEBO6YjMctZ64vsqx9UjN2DaNrX90e+xdKV4rqPZP9b4wMwrBVlZj57/CX4qcTTvnLLfLChyzdCuUUXXsX4EHFjEb1NgmTJUjQNpkDUlTsd0NAtX/ReHjMORJc6lF208ubT2HfTE7+nxDqUVUrNGNH6OKbGrYC7PAA2zoqZiYNw2xAMXTXWaSO3LHgpO+KNBhSISsp4E7FScYdqnU0OjzCaAlmkT0PHFT8jOiwXjWunQ1KuWZhZ6IOTSTEYHZ+Ld9rPF8q+uX8nbhv3Y3bDE6inog6yRRYFPrzVBpfzGuPo0/ReFpvuYkHiRNQGgxGhNyoB0B25kThlcMdLjd9CpJo6nF5IaYd4lfgiy3WjFxrWodqEP19bh2h38WeUAGNZ5oV4MqY/HUuFQwALfe84hbIvWG+7M3lu4SvI0zuylAUHYO+P4ekxtvLw5LstECV31tEkBQ7rWqBbXfpcbtlxHh/tOwBNtGN6LWPhEZjA4fCq16BQUOA6dtE8WIiVskg8FxePjx+jC1Fc2VdIz1+JqYldcaGUOr+rpWZMj0nA8PBssEEUJOV4Hs1/WogSk3gK8s/9hqFDGNWnnH5wH3S69fi8xbHK+0P6cf3dGCy/8SQOjKJtv5CxEUGMaw3AG2VPoWt9utDxcsJbYKQuDKEs3ljelpZ70OBNx8ATF3WOvpMgqQ3Gay4YebxDVRqzEe+c3IXf0qgjroxlMbZBK8E1XlKuL1lxgGDmIwA85e8maSwY7/lgpBVMXGDW2Q8Q7e3aRKhb6B4EqKjOqmsTkHpg/X+tvM73TkxF06CT6OhWhsBysyEzz+C8yR1XDGq8EHPIAQC8n77iCThMQGKxkHcE6yueln0/dd9PGd64G3wJWcipbgIyH4ySpjT/VSG4JRcRE5B0x1MoeoPx/uqBTUD+quusqfe/64FHbZ4h1tqqbTiQEPSPcQHu3oYuqtW4AP93Y7Tm6Joe+Lt6oAYA/Lt6/v/5eR+1D/PpnLsYumcNGIZD78A0NPQowm2dF7bnRAlpdV+274sh9ejE4mDeHmxIp0BG9RgW/hy6BVKgkDAPXtm/DXtSbzmVe7Z+PD7t1Ktye8ctXyMjh0zQqgnPMzy6NaiFH7o8I5S9kHcZT+7chWoZuMI+GWy4PvLtyonC+osvo0sAdXKtGiSVL5tfj3YRNI3t++RfcCDfhUsjgJ9afw1FeSrqM9veR0Kas5OmXG7BweG9EOpDHQpvFmxHtFXcnfOSsQWa1aETY6s1A58emoIVSVRfqWo08s3EyoFx8PWkqYYVobOYcakwS2AANvQJQoCbM7Pl1LVxaO171KnOS8UNER+7GWz5xG/Mlk9xNF0cAGwfasTqIZQF9yBxp/gr3C0VZ/bV9/8SQWrKxMvXpUJV0hdu1VL9yL5kXTCiIw9XXufd7EGoxVxDYpEfDudGwF1qwZO1b8Jbbkae23sI9qK6U/cbFs6KDntpaqZYxECO1X1oCvBbexZjcvRS1HJ3ZvZNPdkdXw+mzKnTOftwoniO60uweOK1OGoC8dnxI1h6/qxo2bjAIGx9mjLBOM4M5DUFx1lxuKAWrpb6I9K9FH2C70BKsBT/w2ClNLW23bpZyC4Vv5f+ahPOjqD3MkeTgQHT1gFmBip/A2RqM8xlchgK3cC4cTjw5Th4KCmQ+OrZUeBcMC/lnCe+bEnbvuHaFAzxdTZzqWjgRSxG82DKuNVkxEEtFQcgs7guqBVKmVMX8lbhTPH3uJ4ThitZ4TBaZPBXl6Fd1E0o5RwmN6RacCRWXB2Ax71Ssbk4EnfNaqhYKzqocxEp0+CO4jN0DaET7nU3v8EwT3GJgj3FtdG3Aa3zSNodzL34FZpGpQlsRxMnFVIn3SQWFGo8kJ8dj41Dafrp4Tsn0Yh9GX4KxzaRVNz1OVMxohllBXO8DdfT26G+3Bn4TbcoERR8HEoZFcrff3sEurk7G5CQfQe1jdAjmgr8X8//CqV6147i/h7vo64vBa147TcCa8rIMSjipMKb1k9iFXQ1Ga/PKYuqShSWzEOaZhVsnAFyiRei/WbAXUVTeiuiJLMRPCUWFNkkyLTKIGN41JGaoGSBc7pGaFWXXmd6RhFGj/8BZf4cdGEsOBkg0/LwTOHRJrY25n06XChntFrR4NsFYFwYusQFBWHrcPpslGrPoP+urUg3OJsLzG9eisGNaWptnl6L1qvpOBWLD9p1wdgm1AX4SMpGdHB7V0ilrhoEBDxQ1BW9GlEXZ4vVjNzsaLCsFRqbHDpeDiVjhTdLNFwBm/tuhPvECWXnXVuJmwZxTcUQaVvMiKfanBVBvptJBfnILitDqIcH6vsHOGnC8uZL4IvIN7FaGixhl/ltBSOlgCYBP0ftX4/j2alOTX+5URv8pwWVrCDBm46AL6YMR4dg/cH4bQMjCRA2H848iUzdq5ULS1XLpmqC8HZzR+CYM18GBKCSyDLIAUV3wHNm5budHP9L0nr0IkxmjsXmzBgUmxXo7J+B5j752JQXiaFxNJ37QYIroSw4giXrOCoIQcalgtwgNhBsoGvjrwc5z73K8ubz4PUrAVsOIAkGoxoNRn4PF+M/68SCYUoJcvPm4VrhHSgkEsQHd4C711gHlqR9zFkBSyLAlQDSqMrx899cjslqxaXcHGjNZsT6+yPM4783AeE5Pb1OGAFpAzASCvyLBW9NBqx3AZLtIG38rwQ9H7V5hth9qgEA/5unrObYmh6o6QFXPVADANaMjb+lBx61D/OtkkKM+HUBdnbcBv8qE1mSHjrkZH983HEi2oXQNCmO57A0ZSEulDgCGM28W+LFqMlgy4XriXto701Ud6x6kN/gCSPGI1BFwau4lQug0VebzJQfVD/YB7sHU7fA7y4l4LMLdiMHh3p54PKzr8JTQfWbUjOioWT0oue3yPsiPGC5sG9X9kGsSN0gWk7CSLC6zcLKNtX79gvYrOJ6X11jArG8D2VOkTh7dyqay39zqDfN5A//4C3wUBBtQEBvKUKL77+HySZuLLKkTzB6xdjFxI9k3cbUk9tQaqZgA2FzvNO0G56PpRNYEoXaDHiVdXOaxFbsT2V/RFQgBRzNVjM6/jAHBUZHzStfpRHHx7wGpVzcEVO0s8o3crwZibnjUGI85VAsWD0UMX4zHSazZ+8uRWPpl5BXcUsuNKug91iO2j729E+DKRujtn2Js7nEnILOzglYPblZNl7r4JpF6Oo6ySS7w973YK1wBKhW8NXYxzEikjLWeN1K8GXioul6vjbUIRQ0StcmY2M6BXvEwp2Jwkv1qYs00cfqt3YVbhQ6mh2o5XIcHTMO3kq743BOwY948tdU5JTaJ1CeKgPW9LKgYQRNLyXRY9OXSC4QZ05F+PA4Osyu3/T14QU4rb0Oz1A7qFma7oEeAfF4vr2dcTj3ynNIM4vX2VLthdExNH3x52sf4BnfdS7bfkP+Cxr40gWErJTmCFaJuGOSVM+SZmhWf31lPatvjYSBS3VI0zbZpOgR/BZifexgVE56HAKraaxVVHLM1BddalN22/e39sOk+RYTy5l+FWVu6rwwPb0vNj1GnYzvFBdgyZ2XkWf1RInF/gwoWAsi3IpQkNMBP/QpT9Mumw/oxAEmTtoKUn/qns1ZU8Hn9xI1XxEKeM0BW+7OabEacfVuJ8SVMworrvO6UY26YYehKAcKszTrkF7smqUb6fcNAtX9hMOJhMGN7OE4o8upNF2RgUMHryaICPje4blM097AW+e/RbrRPg5belsxu9kHcC8/N6kzLaUlkhkbCm1sZbvII9VYbobG0gFt69pd03fuvoQvv9krmJVURHCQF77+/BkEBdKxTZ6L6G8os1Is6vn5Yc8IuiCy6vp5vH/aDgJXLR/l6YWDg+g41pkNaLSCMlXFYk77OhjamBqlFOT0gi+cwTKyz8TL4BZiZzafuLMIOdYVyLZ5VFbrwxoQwDVFr/r28WDlbJhy9n1wEkc2FmcNxMKWs6GQ2N/9xQYDJu3agZMZ9rIdwiOwsG9/h3cCVzwBMLkwalE9B9aTLm6cy8vAU7vFF+vIt+P8sFfhUS7JwRUOByzi5k2MemqlvAWpd/a5j1Hbc4fDN6bYqEK8/zy0CxZP23d5A8jY1K/FpqRVmHalE1FErSwa75mHn9ucgzrUxTf/HpVymk+gKVslgH7yckCXDL1SDvCRR4ENcL1gca9rfVT2LT67EHOv6GArXy31lZvwdccW6FjbEcTnrSngyXiypdibJugpfgSGEf9d8kd9kJiXi/G/bkNWmZ0d/GLzlni7Q2ewFe47f1RJtf286RT40qnEVrt8jwRkXML9JYd3F88bwBPw11QFNCYAoM8iMBJxt/YHvJR/TPFHbZ4h1nE1AOA/ZjjVXEhND/yreqAGAPxX3c5HpzGP2oeZACIF6S3gJ3eemOusMsiDzkFR7vJK7gIBAU8X/Y5bZUQrCKjnUR+tfdtXAmVkG2H+vbxPXIeG7N808Fm0CKJaQU1+WIAykzgA2DjIDzuffF4oN3H/VvyaQVOZxGJNz6fRvjydKzMjDJJq2lQVx5QhBvXC6KQi31SINy5+BBNhW1WLzgFtMTGaTjhzdRq0W07ZSWIRHSzD3mGOaWG3cpdBZt4ECYzQMfVRJ+gzKGV2BmGGphSdVyxzWed7HVtjbPNOwv6bpfl4Ys+PMNmc++mbDoPxeEQDodyNnAOoB7txSfXKLxr+g+aRtD9JEBDwzb1f4aLAwATiAmWY1+c1yKWOJh4uL1JkB0ltztZuRJnpEhhI4OPWEf6q3qLuxom5h3E0azP0NgN85d7oHzURQeo6DrW+vv83bEkS1277ZchwtAyp9SCXJ5T9JHETdmSeRXN1PuoqNdDaZDhVFgQ9p8a6jlMRVpHGpvkY0ItPogmjhQ22O2cuSuoOs5OjClFLsqF38BzEljNEyfkJ2PHB4QPYl5IMG8ejYUAglvQbCJXcsd+7rJ6B9CJn9oSHyogzY96EvNz0ZubZn7DsXHk6YLXeGBHvjVltaXo6edbn35qFZC19dqtGY89mmBBNmW0kDqcMwqYS6qpdPV4OUqJxGAXRf0j6DYM8psFb6vwMXdT5wjtwJ6I8qO7kkkND8VID6tBaNYiL6PykfpjW3RHQ3Z/xCZK1RwmlBVJGhcdrfYxQNdX5JGGyaiEraC5owZHJvY4HpAzgUz7xP66LQ+e6lHl5Oj8Fzx5ag7ZeOejlnwaVxIrrOh+sy4pBi+A6WNmJPuullgK8cfENFJvdEedWiFC5HhqbDBf0/rCAwcCA9hgRTVPpMzOeQIhUfGzqbAp4hFEtOs6ViH55OzjFM5D6UEB3y533kWI4hQZyHWrJKKss06pAkkmNQHkjjIimrD+LTYezGXGC2Uz1IPYybcKvVer1ZehO4EDWW/BhrQiQWAQQMNcqg45X4PHwpfBT0lRrs82IZ4+/jUyTHfyrqLujL485Lan2IYltyQNgZgizyzHIvYhSvYyWoXYHdVLiVOIdrDhxFkQTtr5/IKYO7AxvTzvAauU4xNwDAOwZ6YPvBlBG4ydnDmB5kjiLlkhN3B5JDWp4Wy5e/vVj7M1xfKeQfR5SEw4MDEGgP11gykpriWCFxqk9ZIPOKoVHrWuV+/ZmzcJNjTNzPEAZg6G1F4GtokdHnvXvb23CNQ2RwuAQ7R6DCbFPQyYhOqI0yHM5cutG/J7urJXYOaIOfnziycr3J5fXjuR0i14npDFg/SkLb9PtRLxxwp5qW/2APQNeQKwPZfZxeW2rgCvVSioHgfV2TKfdnPwzCvUbIGUNMNqC0SviI9T1iRS/pj/Yeu3uDPQ75EZ8251Kdve/i2WPfyP67bhXtfqyFZBpP4XEuUqUsHHwDaTvhIqw2Gw4mpGKtNISBKjc0TUiCmRBRiyO5yZj293LgrZuj9AG6BPmqIP7UJ1wnwcRRt3h1BTk6/WI8PICGRuyaiZEm679hDcSnNPOVRILfu3/BCJ9G9Mxx+nAFw4QdwxWjQXr6agBTMbxyqTzOJ2dAQ+FAmMatUBDX0cWXoFej74/r0ChwdFMhpzv7Q6d8HIL+2Il2WbjOJzMS0WyphDeciUeC4mGt8Lx3cNb74IvfEJUU5Hxmg3G7cnK3qtgfjp1J2EM+m0C8xCuzvd5a/7nxR61eYZYB1Vtw96E4H9MCnCvNvT5qUkB/p8P65oT1vTAn9IDNQDgn9KNNZU8aA88ah9mznwBKKJpWKLhNRtslR9Z99Mf53Iz8dR2ajwgFkeHv4gITwqGNV81D0VacT22uDBPbB9IJ5JDdqzC2ULnCaewkwd2DhiFxv50lTclPUJIBRSLO+Y4tIu0MwDOFF3E17eWw8zZdeZiPerinfqToJLSH6M2mw2xi+eBq+JEWrXu1pFeWDeAgizC5Rj3gC+dBvBVfggrB0L4wVr+I7RAr0PrZYQtIjJLAfBKi1aY1qGzUN/H5/ZhxU3xtMCWAbWwoQdNg80uSUKQ0e7uWL39N7iv0SD0r9Ugup/xQcrc0GTizQsrUWCyT7obe0VgbvMx8JLZgYHYxfNhtoqPj7bhtbB20D3GrouLKTIU4GracHTwtrNtCOP1sG48noidZL+P2sXgtS5YSWwY2EDqekniWnECDuW8AzPszAkCzvjLOmFENNUUrIgNVxPx/qH9sHD2do2Ob4YPOnetnOxeyT2OgesTXHbnp13d8XQTynTalP4lllzIwq1sR5ZDVFAuxjX1wbN1qMNsuj4Nn113ndr9UaMvEVDOULUWjMC6gnwk6ClIUBH9PDLQK7AjWC/KjJyX9BN0pu2YEnANHuUaXmR7mskdXxU0wNSYOajjUQ72L/oMc9ocQq9adqaVlWPw4fmOSNY1xIbhdgAyW38B+7Peg4mzj49aqtboHjoTMpY+l5zNhtLsJsjkrCisMkQIT7eBDEg0d8FjkRS4//76SXx+SVzvs5a7F470p/ddb9XhpTOvYVrwJTR2o47nJEqscszOiUfzwP54OoLKEtxMaYXoaky9ivJE/1AdVu4sXLIRvkZ6D8QizdIdkeGUOTbr8gCoZOKadTqLHO/FUYCHt1xHVu4A3LVaHdhYHM+gtlSCkOB9YKQU+NqbOQXB1iNorLC/jwgj6qzJHbzb02hX7gJ8IGsL3rsiPuaIgcXOzq/BV0mYuMAvtwmTWDyd21vRAj1rUfdlEglZ6Xhl73YUG+3n71SrDpb0Hgh3mR1oab5kFkrMjozkijomxSXh9cfogsniK6fw+fkjon0Z5KZGwlCaWkuYj4V322DMqZ64Umofx0QvcFHL/ehc7w0wblQn8fjlrmgf6GxkQ/bd1nijXsxpoZzeWowfkp9yeS8HR8xHmMpRi89l4fIdhA3c9+eVLovtH/k8onzKtfVyCOAk/m0D4w42iDL5jmSmYPQBcXY72X9u2BT4Kel7lisYAFhdLK65vwjWw84g5s1nKWusQiuQVCBvD8b7m4cytxi3+wPszxVfaCDvz5TRD65FW5g3HD6cOKNRx7vBI8S+CFFg0GHsb5txOd9uphOm9sDyvk+ivp/ju2/SqXU4kH3dgcnb1CcCqzuNcUhr/qP7/TD7rxfk44XtW5CttTPrmgQGYfnAJ+Gvsn8v+2/+AFdKnaVByDlfiQXeaV8OjhPNx1LKZHYOOZigC5UsQAI89ty0HNlljovEU1q0xest6CIliRUXz+Pjo/ZvYtV6A93dceoFO8NcazFhwolNOJF7p7KYr0KFxR2GoGVAeOU2rmweoLOziR2uVdoQrD9daOa5YgHIJu8psWB8VoJRUJ3Vf0M8avMMsT6vAQD/DSOxpg01PfDP64EaAPCfd0/+X1zRo/Zh5rRrAa0jQOFwo9yeB+v1YD/CycrugK2rcK3QmZXUMaw2Vj8+rPIUPXbORnK6nQ1hPzePPnHeWFLuSjr+8CbsSkkmRr7OYQXWDhiOdkF0wrvq0mPo6U9dPasG0QTamP8WXm3m+MM3z1iAM8WXoLfqUUsVilY+TSFlHdN9H2icpVoAACAASURBVFu3AHfznN1oWYkNa58ailbBlAHBW2+DLyAgnDMjilFPBvmfxB8xAKd3egwvNKMpVROOb8LudPEJGgEvjg60a0ldut4PTbydtRfvlAWiThQRVH+41J4/8+HVW014+sSXyK8C/lXU3zmwIT5vatf1i1xIjUPEIsrPBweetRsTkDK3CgvxW/INlJpMiPH1wxOxDeAmc2zzqaSX0drHeaKitchg8NyGIC8qfM9b08EXDhRnH6hfB6N2NOkoNORiU9oMmLkcsIw72gS+iBZ+1HCmIi7mZGPIL2sFja7q8WGXbhgVTxluW679gDf22wGo6mXHNTPi3U4UzPsxZTrS9FeQUeqN7BIfYQoU4lWCcO9ihLrVw0t1qblGYukFLL79JQhIRNJpCROMuFkrJARE4jG13nTEeFA2KW/YCa7kddw0eyDVrBbKxSo0iJCbwPiuBSNvKpT79tYinC89A3fGgjhFCTwlZuRZ3ZBo8oIVEkyKfg1NvSkg0nDRl4J+5bMNz6GuT57ghHskLQbHM+uiT1Qovu1PgTWDtRgbU0cgowxIygulGoDuZWgSnIHGPn3RKfjtyu7YdbMtVPKK1DB7L5HXhLtyLpoHDxQ2fnJ+L1bcEgfRSUrk9aH0HVdgKsa1uwPR0cPZXZeAgCcwEwNqUSfNUzc7orWnOPNSY5XBuxZNG72Z8zOiYU/Zrn4vz+v7o2UUZT/OTOwPdxE2Jdmnt8owvQlldRGTmGv5L0DH8bAIqX5kIYEX3GvVLIMGAWvAKumE91x6bzST2SfaVc9/3tYOLcMo+LTm9ndYeFu8HNm/vNWTaOhDWTwbkluCccGylktC8EQdClQWGvTovu4HlJicwcJh9Rvji8fogoTVWooFhybg2yRnnTRPmQmre+5G42iqbXo6Kx3D9q0RXTtp7RuODf2frWwiV/oeTNqN2JMdidtaL/jITegdkooQdzUY/12VoNXMPaPxZuMEyIkFfbX4/FIb/Kf3KmFrvjEZ61Md2Y1Vi/cMmY5YL6p5WRHH0lJxIuMuQSTRIiQMPaLqOrDajqalYsw2u5t59fOvGjwEHcLLtf3uBQDCA2wwNUAhbPG+O35Aisb52egTEYMlj9mZU7xuNfgymgLvGHIw/kRXsPx9yBWBz+/jCP5VHOD2JFgv6nT+IDFg66dILBWX1iD9dXvkWw9sAlKU0w3eIA7JzmHmWShD7AzokTs34liGc+p3LQ9P7B8+Fkop/W3y3Y1j+CpJXC94eJ1WmNGUptv/FUE09Xqu/hEZGmeGKmEBrhhkB6RbrfkY+SZxEH1QuBELetAUcV63HHyZndFb/bqZgBOV2o9PbFslaPqJxboBw9G2XCLm3YN7se4KZT2LRfLk1yvTgN9K2IHNqc7GRD5yN+x9/BUQMJCES1Yf2cn6gg2kciO85Sb4Qgrmi4VV/Snk6iF/xe35W+p81OYZYp1UAwD+LUOn5qQ1PfCv74EaAPBff4v/mQ181D7MurKf4aZzPTnVKp6Cp89nD9zZGWWlGLd3M64X2bXOmgeGYmmvwfBzs69Yv3ZuCQ7dzkZJoV1PiUws/YJKMaZRK0yKoYy2bxKPY84p8qOU/PCrcjlWah58YcQk+Copk6Dvzu8wpe4SNPO0T+KtPINvUtqhtt8bGN/owVeCS4x69Fj/DYqqTFYkUhvGt26O11tSd0rhB2vZ14DOhe4UGwo2kKYfG60WxH27EFYXK9bLBgxGt0jqhPvphQNYdl2cmdM2MAJrulNxfBLFukxkZ4xGfS97Olmq1h9u/ssR4k3Bnb87juRdxTsX6YRaLHZ3/aCSBVh/8QKYrM7AKzmuQ+0IrB5INbxIbLuRhGn7djsw64iQ/qpBQ+BXzpIgqUy6zCZwl4k7C5/WjEbbGDtLjiv9CDBQLbfKYAMAv11gJQ8ubv7Bof1YneicBkvqbhQQgB3PUPDzev5pPL72mMs+mtPdC081oqzTLRkLcKlEnHnR0LM9hkVQwCzLkI4ZV6ejzOKYcseAg6fMiM+azIOfgqbrklRuAci2VQOT5V3A+trT4Vcmf4RjJa5AIx4f1p+GWupGQp0D1i5Fl6iNiA3IdmjXtmstEB/4Eia3ps/l9ZLt+C7xZ2y/1hw23g4OBLqXYmTzM5jY8FchzZLcy30pTaCUit/LfONIDKn/vlDnDzcSMOuiuHZauLsXDpczAC22MjB5LVzqaN6WTEG9AMoW3HC5P4YEOi80kH2XtD5oFk2f2SLNYXjrXYNG6dzTqB1KAZiPLw2Ah1ycAVhmUeCDOGpupNXvRFKBna1afaA0ClgJlVsXYXNhdlv4MM5AENmXj3oICqag4pHs7Xgn8XfRMUfYWL8+9ha85ZQVtT65FVhGnJnrJglG/zq0zvVJiXj7iLiRg5QAr+OmgvxJwpBZH++f64zNqXb3Zx+FAYva70OYnxLhobSeRWcSMPfMUfAqzvFbYGIQyHjg9Di7DALVBXsdMFUBb9gQMD6Lwcjs6Zsf7ZmAbC2DOa0PwV1mZ9gtSWqK/Zm1sfk5avJjsJZieTIBz8SZRk9FfI0QVXmaJc/joyMH8dPliw59Oii2Aeb26lsJhtwuKkTP1eKaueTAg6PGoo43Nee5ZwqwpC7YALtLLwH/xh3c6AACtg+ujcWPDYaX3A4SkRRkwTVXT9P6hSCmIl5zwCjt3zZevwm8xtVioBRM0KUH1o57Zd9X2J0lziSVMBxuj3qwxUdhvOc/Cx+beIq4llfBM4Tej1ydFm1WuWCXETfyfk+hSzhd2Ou+ZwGyDeLu7Z5SN5zqb1+UEH2A/ouNR1Lv4Pntm13WcHLsywhSU9bfoK0f4GKxOANwYn0Wb7WjBmVClkIJXYx0CsYNTOD5StOQyKVzBJkFsegSUQcr+9Bv8Mu/bcW+5NviVTLA7cmU4W222dB40+ewuaj089b9MSSSLhoRx2/oxI3FIGsC1o8C5/m6LHhrurqUfrlo/QLNyxdu/otb8Y859FGbZ4h1XNU27DkVjKAQMSLA/7bLc7Ot6N22JgX4f9vrNWer6YE/twdqAMA/tz9rarvPHnjUPszFZZvgpXP9I7tA/goCfV+/z9Y7FiNsn4TsdGTrtAj38EKroDBIyid7FSUTCq/j7YvLYDFLYDLKBFaJws0CtUKKpa1fQ7iKTjhPZKdgxJ4N4G0MiOwVcYvkCQOFASRyG1JG2lPsNqck4o2TO9HaNxUtfe5Cb5NjV04DWPhg7Oo3DoEi7rn300CSCrz86u84lXUHPkoVJjd7DHW8KGBSEZzmI0BfDTCq2Mm4gQ2ygz8dfvgO2Vpn7UUilk0MIULL3fNSy4owYPcP0FmdWYXLOg9DtzDK0KgIm82CG9l7oDWmQKkIQ4OQfpBJxVkB99PuP7vM9ozT+Oya6wnNhg5vItyd9uv0I/uw5rIzU4DoiW8f/hwaB1BTlbSSEvRevQJmzhks7F23Hhb3o0wwk0UPWSFlr4lFQslAtKtPGXO8JRF8IWENiMx+3J4F60Xdgh8kBqxfjqu54hNJpYzFtfF2dmqPNR8gpcDLqXoftR4Jo/4DaTk7JctwG8tSpoHjHVMDCb9vbNRnCFfVp223mTHu7GuifaSSyLG81YJKLU9euxS8VtzZmPFeCEZJHb+PZszCocILSLc4TzqbKwswqPYHCPWgrLEtSUMgVYgDZvXUr6F+INWn3HN3BSbszoWNc2YGxfpnY/vgD6GQeMBkM+JUOnVcFYtcQxcMa0DByt/Sj2Ly74RB5pxyH+sN/Nabgr68LQd8Pk29F4tC+SsIKH8fHkj9Ba1kM6CukvpccczK3N54Pn6h8E/OfAUosjOuqtdrdJsNlRfdP+LXqWgemSQwMqsGSdk9lxaNNX2p+UqJ/hBuFdj1PKvXGRu4Fp7lDMCirPbwZh1NZyrK5/ONEBRCHXutnAUjT7yFVIPzu6J7AIuZzai7LokdKa1g5J0BQDKnj1a3QfNgep1LLpzG7ARnV/KKei6OmVhpcpGR2R2hknRcK/bDjVJfqGUWtA3MFJy/dV7r4KWi7MBZxw5j+YVz9P0vLe8nGwOGYwQw8eYkR4Y3AbhguQzYbgOMD6BoC4Zx1Bq7kvUbnt16UWAAtg7Ihpy1IbE4AHfKvDGrYxGeaW43AzqYPRfXSh1Nnsh1hbg1xpMRCypdR7deT8Lre53LkbJV2b7k3+O2b8HB1CpmDOUd1KtuNJb0s8s6cNofAK0Lpp3XN2DdejkMBcIEPJlzF/kGLep4+KBFYC2XZgyEvQ7LVYCRA/LWYFiadlwRf8gaCzzldEz1cVn93ynFd9Bj+/pKc5qq+wfUUmFhdxcg1T0qNhjPQVL8jKAHWj1KlePg403TYK8X5qPPL65Trxd0exyDYihI3O7XL1BqETcWk7NSXBz43h819aH332sckUp/e3aU4Bgt/P3Wekw4nuZ0Lg+pGb8NHIpwLwqu87wRfMFg+kxUD/eJYD1eFbaSRZaoZeR7KC5VQpzrtw+ii1YzThzAT+cuiDp581IOt8e/KYy9IpMerba6Nvx5J747Xqzfll6nLRs8SVHnndmPjPdXYJR9hXI3iwuQcHMsRtR21rc9XxyIu9Jv8WQ919+Kh745f9OBj9o8Q6ybagDAv2nw1Jy2pgf+5T1QAwD+y2/wP7V5j9qH2WhOgbSwj0vGi9ZrGTzdXE+I/4z7sCf7LObf2AyjjQJcfnJPvN94BJr61K2sfvShNTiSniZgMbytAhjgwUo5kMnx5sdHoEUAdSsuMujRa+NyFDJa++9WGzAwpDG+6jngz7hkl3Xwup/Al80U3y9tBNafTraJGH7z7+kkWSzm9eqLQfXtDJXTeXfx6u9bkWuggKFKKsOHLXpjSNSj96P2YvEdjD/znWi7lawMhAFY1SHzld3bsOdWcmV5CctgTo/eGBxLmWUk7qU/RIwBrk14tVIwPTOlFUJcaLed072GVnUpg+ie+kOsH9jAkw88ltqtmI9cjThzSirhcHOiXW9rxflD+PHaAaQXUfYPCT8PLQZFRmH6Y3bXabL9ZtlZgQlosFGNKCXrjidqTUYDTzvb9ZrmFj666jql+vO46ajjTvWXOAJ8EtBELJQDwHrTejILZkFlWoPvC2Nwy2wHKzu55+AZ7zvg/XZBIadM1r134mFywfqIUEYjPpSCwvPO/oKvzzpPYsk+ovF0fdxrUEilgnnC4dRYl+8ug60D+tT9Uajz7bPzsSWtDDZrRbos2cqDZXmoZGZcGvSJUK7YmAdlUWcoqrhTV+2Cg6Yh6FHbDoStufYJuqo3IkhO9e0MNgnW57fC2KY/VR6WWnwXIYaekLHiNJpzpm/RqjZlWrVYOgeB/tnoUi8JCgkFsy0ci2O3Y5GWHYbLL1Pwwmi9i8QsV+9lBvGhpyCXUnD8bEpfNFeJM3NO6tuiQ5T9WnP0aXj7wnzc1NlBwC5+wEdNyTNpZ25fyh6OFP0NWHhJpSYaeQ97MEY08X8V4V6U8bj3TjJe2iNuCOWndMPZ0RPsBhdWK3JzOyOQLaiskzC3CxVTEeJrZ/WtvXIZ0w+KuwCTtP/dz1FDlwcJMpZ+ujQe358JRraBstGVEgueb3QFUzp9B4XErlN3Nu8OVt6agVg/e5ppWqkf2ge8icFRbSpP+8qv27D3tv29VfV62oTVwtqn7PqlZSYT3tq3G3uJzEV59KlbD1/07ONkSMGVzgQM9nsmfOTUb4BVu2aZPkhfuCrLGw+CL3GUPagsy3iDCUx4YMMOcvyelCOYdPz38lR2soVHxwApVvZ+7YHTfyuup0y7AZKyGVAy9Bki8h9l8oHw9aOLOySItl3zFYtEF0TI/u1PPoe4QKp5OejAEtwsE0+DDVZ64WC5M/if0c/V67icm4NB68UXFeWsBGdfmuAwRn6+vBSfXMiHkaOMqlA3A77p3AXNQx3lKHhbJviSKYClIm2XBVSjwHi8Xcn+I8fXW/4lLDbxb9aTsQ0xrwtNf95wPRHTDu8GY2HAkLQM4U7y4KU8In19cOhpuxkVAQCLzc5mIeSY7zsORfewmMpu4M2XwJcQF+AKjU4FGM//gFHZU/11FjNar/kK7zU4guER9kWm3wtCMOV8d/zQ50U0Dfz3OAE/avMMseeiBgD8K94WNXXW9EBND9QAgDVj4G/pgUfxw5yVOxzBvLNodh7qIDh470P34/7U21iZeB45Oi2Ips5LTVuhXRgF6aqH3mrEHV0upIwEkepgkFX1qjFk7wqczckRJv0MSz0DiZYZ+Y/Et10G4PHaFBB6fc9v2HojiTJEJAQxJDMAWvbHgU+iS52Hcyy8n47gOS34QrKyXh3AYMD4fAdGQX+EZ5Vp0PFH187CM7v2wLNNHMXkSeoMcQQmzMp6Xv5QyxT3c0n/0zJFRj2+vHgM5/MzQbTVOoVGYnKT9lBK7Tp8xEn6jfMrcKrQmQ02vl4fjIp0nKiQBqRrSnE0PRVqmRy9o+pVajNVNO5bkhZ48rjLtia+Mhnu5c6OZ24vRgt3ZwbC7bJgRNTZBYWMTvY5zSxA74IhUo3Neb+d/MyGd5GQ4yda3E+hx5mXacqq0WpFk8VfC2lSMd758HU3oMwkx9UCOiE9MHIsIn3swCDZZuFMyDPeFSZdgcrakLOO4+Nc0Rl8caNKml+1q5jRcAoaelHQmSvoB1idtSSFnYruYH2oaYWtbDkY3edCiliuVQkNJ0eg1ABvSXlart9usDIKAO5OiYN4si4QqghHizCaNvrthZP4IuE4lGoTlGqzANJZLRLoSpSwWaRIHDsZHnIFON6CA3caQy4CrBEwqsTSFoNjKFAy5dQX2JNltKeykXcCAwFokjI2XB1MZRDu6tJwM+dpdHN3dlq9a1HioOl5jI12ZJgVGwqwP3UlrLwBrYIGI9rPDkyTOq/mZePw1VcxvoFjKijZtys9CvCaiX4xLYXz9//5A1wr9IJUYkGwb4lwfTlF3rBYZYjy0mD/aLtcw53Ct1GgW+80lgLVo1Db167pNvH31zCXjOtqoCbRNPww42l83daRvURYP7fKLiHfkI06HjGo5e7IMCYnLDGcRGLuaFg4HkZeLgCzKsYMN1kYmoVug0xCTZ6Iw+rw7etxPtfZwOnTzj3xbENnw4xS3Ulo9NsgkQQiyHMCJNXYy3qLBYPWrUZysXNaM3HT7lW33v0+jpXlrmuOYGfmp+BtPGQGBRiOhdXNBF7GI967P3qGUCYa0bd9bMv3SNeWQi03wluhh9asQIlJBaVEhuNPvQJ/N/r+GL11I47dFQeyGxPm1NN26YaKC0kvLRWMHkI9PFDL05n9W1GOs+YD5iMQNDHI88g+uBzBg3aSIAtQ9BxgOe90KOP5ERgV1fB8mDBZTNifdhxFpjJ0CI1H1EO6Clc9N8fpoTfsB0kDVyo7QSYNdbq0eWdO4Otzzgs5vepE47veT1QCmmcL0jDqOF1McAgemNd62F/qBkx+84z/dbsDOFxxDZNbt8VrbYkhj2OUGguQXJgIuUSB2IDmkEvEMwAEdixhAXLFgCQSjMQxo4HU+tnpQ/juonNKtVzC4vdnXoG/io53g9WCJ7asxk0i+1Kx1kF+njHAoh4D0S/Kntq/Jvkc3j9nN2OruPoW/rWwpuvISlmAiu08b6HfI94ESKPBsHbJmIoyC86fwPzzvyNIqUNtlQb5Jjfc0XmhZ0Q9LO056KHA6YcZy/+LYx7FeUb1fqnaht9OhfxjUoAfb0slSmpcgP8XI7nmHDU98Of3QA0A+Of3aU2N99EDj+KH+UrxYRQW/wdt3YogY3hhtfy80RuM+h20DnCdunav7lh15QLeP+Yomk1+Cy7s2R/9o2lK4oPEgsQjWHDBFeOKx5WnX4daTgGPVksXC+LzYjG2aQu819kZYHqQa/mjskIaYek7gLlcT4sNBOP5fmXaJDneynFou2wJiqo4Y1atd9PQZ9AsxHnC8kfn/jv3Fxr1GPTbSmFyXDWIU/GaXs9ALrGndBIjkHnXt2NX1nlwBDyQKPB8VDeMqNP5oX6oH069g7EudJJqe3nj0OgXHK7pzO1vECVdCqIxRuJScUPUDv8GvupaleV4/WbwmnfEu1TWHKzfugfu7q8OjcFXiU1Ej+sRmorvh9C00b23b+GVX7e7rH9S67Z4XWTid68LuqvZi7euEs0k53QuovH2VdxYBLrT1Ctj0auQm+16YlXrtanGQ+ZJQTBO+x2gFWcVkrklE7APrJQaGBxPa4dim070Eut7dEe9AArKHkm/g4knf4LK01ELj2ScyjUBOPE0PbfZasaaG50RriqGBLwDE80KFkey22BmewrgLrm+GvOvOadYkn3h7mbs701ZuzbOis+uDkYbVQE6uBVDyXICaJhkVmO/3h/xvtPQNciui3Y/A0BruI62P2zBC7GX8WL9S1BJrQKrb0NKfXx6qR1+faoxooIpi2b67slYe5OaGVWPJyJTMX8AHR8kispWIa34XZC2VpqAgEdt37nwUduNlh7bNQsNvW7jnbALqKWg/X/D4IVZGS2gNTXE1h5T7qcZTmWKSBpy4fsw2ygzylPRCrH+c6CU2Z8hsr3UZMS7R/bit5SbAi7gpVBiWptOGCEC/t3vheTptJi2bw+O3qUGDsQJdUbnbugXYwcZ7rcuUm5P9nwkljgDEmSftywU46Ip+JNSWoRuW10v3HzXdTB6R1D20uwTR/H9OXHjmWENG2N2D5pG/ygFz5WC13wAGElfkQfcE4zH6w5srEepPcSM6dvzCfj2QgL0VgsIW3xY/SaY0aGrw6IVadPezGt4+9xmmDgqtUAWK9+N64unIyl4/1eGwWLBJ0cP4ZdrV4RFIZVMhldatMaEVm1cpnT/mdcz4+R+/HTlQuUCio+bEj/3G46GvoEOp8nTawXNz0Pp9F3r76bC++264oloezZDxQE/J5/D3MuHobEYhS9S3/AGmNmyL7zkjun599sOAmYuupSARRdPVd7LoTFN8GG7bnCrsgB5v/X9k8s9ivOM6v1ZAwD+k0dYzbXV9MCj2wM1AOCje+8e6St/1D7MhDU07/oYmDid4PTpzlqh5ySwgQXLSDE1ZjnUMkem0R/doHy9Du1XLcGzdRIxuu4VBLvpkKH3wHc347E3Jw4Jo16GSib/o2oc9hP9vfhf5kOr4cCYWLrCTP5Q2tAxKgyru9nZFM2/X4QSo7iw+Jj4ZvigS7cHOndFYaPpBEpLZ8JivQGG8YRKNQjenu+AYVysrnNagNcDrH+lLlTVE2+/kYSpe5w1oohI/Je9+j4UEEbq5w1bwBNgxpYJSALBqJ4DVGOc6kvRJmPO9SXIMFCgJVSpwFv1X0K0hz395kE66j8nd2PtzYsAVwVgEhgAPN5r1Q3jGlItuKphtFmgsejhK1c7OS8/yLnJRO6lHVuddLSI5tDSAYPQtQ5loVXEqax0zD51GIXauwDrjl5R8XirdScHZiHPm2EtfA4SqyNzi4McEt/VlU64FXXOO3kcS8+fhclmEyZlLUPCBIfGCidJUq40szue2tsOKWWOzxRxft3UYxtiYqir4dbr1/D6XnEAjuwfGR+Pj7o8GBBVZjyCH5M/xokyZ4ZUN68kjKw7DyoFdZ6ef/EnjPL7Aj4yR93JVIMHTpi/wMhY6nTKG7aCL6VpqWLB+B8AI6VpxYW6nTiV+x8nvS81K0On8IOQSijj6WLePrx0XtzUJFhqwfYeVJvQaNHjqQNv4YP6B1FPZoOCoa+FAo7Br4UhOJnbEqt70ZQ/o82EJw58glSt43uHGA183aYreoRSwwwSv6StwsnCHbihCYLWpoCcsQogY6S7O6Y3+gZsFR1Tg7UMe3KW4db/sXfd8VFUbffMbM/upvcACSRA6IQmvUtR6VKUqhQFETtgQ7GCygsoKCCi0kHpXXpv0kPvIb2XTbbPfL87N8nuZmeBjaDGb+/7x4s7d2555s5M7pnznFPwJ6y8RXBd7hY2BsFKG9OZN1/F4mOTMfVMa4FtGKjUI9uohImTYkT1C/iww/NglFS7Lf52b4zeFYc0vaOmop9cj186H0a9GLomLNZsXE9pSrW8iknOwq0msBq9UCP8NCTFLJlGK2ZC4Z8KiYSDj8QkxL/AKofZzMLbUA07+5QvdZQ3XwKf/wV4C0khVAiGEYx2MhgXbLQiswn5RiOCvNROWrAuF9ADDpA0TtIuYSGRe668ZVvyNziSdhBbbtRHAUc/JMl5K9pVuoaGoRKMiaFM0uu5mXhyg2sW7ffteuGpKPqBi0hR9Fq5DEkFjvplASoVNgwaUqrxSuoS8GLZhXOCtmGqTocwrRajGzXBoDr1nJ7bRO/04/17cColCRKGRavKVfBRu44IUtvSlEmb5JlIAEjSbmZRESJ9fASjnfKCpPaxJaw6cHkAG+SQLlre+D/sebxxP/iCmYDlFsD6AKq+YDTj3TYfKdsf+SBH/m7xU6qc2OVl6ybosgUWflVNgMOz4GHn8FfqEUfgbL1euNYl5jll27uam46pp/9AfHYqFBIJ2ofF4INGncsNrJW0T2J0LTtDMNQK8XJm4NmPQ7gvLSaBDXu/+5IwajMMOmFsjwqkE66lvhB+igdfy79yLf7JcyvaPkMsVvZz2HQs4l/DAOzRnKaaexiA/+QK9/TtiUD5I+ABAMsfO8+ZfyECFe3FnKy/gYU3XZt8DIr8EDW0Td2KyN67t3DxzmSMq+mc8vbp+Rbo03B6qbbOwzZMNkhv79yGdVcuO50ys+tT6FXT5nA7fP1iHEzIEG16Zteu6FWTujS6UwyGA8jIIpozjiYTSkUnBAYsFgX4HtT+pmtX8Np2mvZoX/rE1sY3T3YrFwDoUoNQPRqs1qYvl1yUiFdOT4OhjNGCgrXiu7h3UFlNWVvulA7rFuB2bo4Iw4zHk1HR+LEDMdQoXyHXnzAMCZjmKvWZbI7+d+wwtlw9BytfgCCvSnindTu0qeLIqDqSlIBhW34XWJj2pV3lKCzq3rcURUWzdQAAIABJREFUnCDpiy9uWIKuIevQLeI2VFILLucG4KvzrfF+xwloEGrTFPp0/178fM45Na6ytw/2DnuxdKOoyxyPm1mn8PPlBtifWhlmToL6/ul4u8ExBKrVqFKFapudTE/AwJWrXYiv83ivU2uMqkPZevalwFwkpABrpV5O64eARpeTmuBkYTiO5ldFtkmDALkOrbxvorEmC7UiTkHCUuCpxx8LYDDdwIfRxxGnzYCFZ3EkNwyf3myGxsFxmNuSXkvecgd8pqPxQOl4CPM1aB8YxpbOn6XbiItZn6HAqgcLBkHyCNQP/Qlyu/S8JVdn4Lvbzim4Je3u6zgRXnJf8LwVo3aPww919kFaxjTjcE4o4gvjMLbJ7NLh5Jly8c7J73EyswgmjkWYyorJ9bs4gH+k8t608/jwwlKn2HYKqY+P6w4ujauJM2DRzXeQbrwLOWOFFDyKeAkUrBojo79BoIIy4QiQzKe3xrrbQZh3OQ4Jhd4IVhZhSMxFjKwZD0nwHjASupa2XBmGzw5EI83gDAB+1PYCetamKb86wwEkZLhOuYwKXg8vBX1uN141G7n6IvgG6KBQENt0wGCQISdbi5qB/tjeY7TbNyVvvgI+eyBBgB3PldYFE7ACDPPvkye43yT3p2zAmP3nwUnKgIgcMLIGi8lx1GSKmGq0+O17ZBud9csE86a+L6GSxpa6m6orEMC6IwkJAsjXODwCn3TohCo+NEW6pHx34ihmHnN2YH67RWuB5VVSkvLz0WvlUifmeBVvHwFU9FHaPkZ9tG83lpRxICbtTOvUBQPqiLOQ3V4If+MJvGEn+FzifF1GS1PZHYwPMV8pPwD8N07jsXZFJEKe3fmrk2FYLd9g/NZ5+CMD2R7rJDyNPzACFW2fITYhDwD4wMvsqeCJgCcC5YiABwAsR9A8p/z1CFS0F3Oq/hYW3Hzd5cSfj/wYMVrqvviw5VjCMTSTU2e4ssVoleCOfDNqBdkMPh6m3fsJYfsplTg+amzpF/Hfr47D1L0RKDQ5MvPqhNzDrG5tEO3T72G6dKiTktYWFheaaIH+v0Clci+di3z5bv7TPGTpxYWw1w54Hg3tAKaHGbCgP5hOTB8cUydLzrVnY31wfipO5TpraJG6DXx8Ma2BTWvsYfomdeovny0wfMRKTb8A7OjtmIb7sO3uTryBD479gZQianDRMjQS37R6CuFqR92rnKJUvLt7Pnbc8yIJofCTGzG5aTgGNnB0S+2y6mdcyxEHmIjuU9eqlCG35vJFQZhfrDQOC8dv/SkAY7JYUOv72WJewcLxzzs+iefqUrOWE3cnoYmCGsGULeeLYtCwGmWEXs9PR7ffF4HXEfDMcWPLKC1Y2KMPOoTZmJo3CpLw9ZXluFVItdYivULwTuzzqOntqLmZkPMzRh48h5s64hpJ2uUR652KRe3aIFRrSxvttXMhLuWKi94/Vak2ZrewSQNYcqeCNTiK1AsSe9p5YNXus22XX5uJWbfEAXwyt/2d34VKqgXPc8hPqgetVFxZkJM/Ban/rNIwZxry8Wn8WhzNpNqTgQot3q7VAx1DbR8EiD5ln4OfI8tE11rZ8n2TcajvSwHlI5nrcCp9PnpqU1BZRu/jXKsMW3ShkCs7YmAkdRYmhTf8QQX3iYW5XREYc+oXS3/pt2EGzojLxiE2woKt/SYJdQsNR3A3o7/oGMmPUcGb4KWgz+1eO+fj3L1c8BxJFbYVRsLhmdgozGlhM6Nw2WCZA1z2i4BJXHOT0U4Bo3bWt3vYtv+JemP2/Ia9WVdFu/Zn1Dj+rE338Y+E6xi7b52Qimlf3mvcHmPq2sA6cuxKZobwDLmYkS5Ujfbzx9dPdnN4tmcUFqLlovlO7ZH6hOV19MWXBNYVKaQt8lwSK680fQJvtWgtHLqWlYluy8T1SzVyOU6OGisY6VSUQsBTwZ2bSxMdMuO3BIzCMfYVZW6PcpyjDqzG3mRx45kP4jrjhZrOLPxH2b+nrb8nAhVtnyEWFQ8A+PesFU8vngj8f4uABwD8/3bF/yXzrWgvZitnxufxwwFWBy1rhi9rRgEnRS4nB8/JMLHOr1BJHNkoDwq1rmA7vApd60pZfFdCrnQEFXmuELDcAAhbSFodDOOYqrcq/jzeFZwfebAyDoyEB2dmwVvppvbAiFGloumbbrdBmo7HjmsNkJTvBxlrRd3Qe2hf7RKq+/ZHw6B3HzQFh+M8b0RisrguF6mo1rwFf5+33WqzPCYgD+qAN18An+Ua3GR854JRPik0M+L460gziruSBsmBxc1tzKkH9VtyvOHyb5FrFE+9rhMQjC09Hd05idnA3fx4ZOpTEeldE8EirMODybcxbNdqJ3CtisYXm58ZAe9i3UejRY+Bv0/H2WzntfpVq0AMaED7JkYqNX50NgApmcPLDZpicguaDvr+nh1YER8PKWNBx/C78JEbcCStEpKKfCBjGVwdT5mzF9JS0avYpZEYeURq8pFjUuJ2AWECMXimek182/0Zoe6ZW/3QwKvEddExsqkmLcKrnBJ+JClmnbfPQWJ6ESqzeYj2yUCizg83jIHQ+gN7u0+An4KCAin6TIz9cwYKrY6xV7JyzGn8JiLV1A2WlObrvkC6nuje5SFIUSSkmibptaiiZbGvh03v8Kvzu/HjVXHNzc8aP4WB1ej9y1kssGbUBUmlLVsM8IdXKE1pdqdczjqC4Sc20XzWMiVCZsG6Tl8JvxJTAi6ttoiiIT2JV/aBxHe68G+iOfnC0e9xpzBdYD2SZ0K2SQ0jJ8OMRkPRJpgyiDON+eh9kOoB+kkMiFAUIs8ixz0TWVcM3qjZC/0qU9H9Lfc+Qyt2uSCbkGpRwQoGwRIDZAyHtYUNMDDmN4fR86aT4HXfAZYEmpqvHumgC0oqd185H1fTdZCzZlTxzxNkGRJyfWCwyFHZT4n9Q18R2rRyOlxPbgaOd9TbJMckbACqhx0Hy1ItrRnxu7HgymGY9TJwggsyIJFZIVVZMDXuaQyqRtO+3Skc+dDAuWBpqp4F62NzSqbXqsRsIA+QVgXD+rvsLs9UhNu6TKilCkRrg8AyjsClO+N82Lod1n+PRLP4BxGWY3F1IGUAlpQTafcwL/447hbkIEilwdCacXi6OPW3pE5ifh56rFgqaCDaF5VUinUDB6NGADVcOJRwF8PW/+5yqMv7DkDzSjSN/unli3E5Uxwcbx9VFYt6UmB+/ZXLePMPZ3mJkk7+GDICMf7iZkQPG7O/sx7PZYNPd2Y8l4yB0b4HRu2++/PfOYe/o69WG75Dql7840XfqHr4unmPv2MYnj4ecwQq2j5DLBz2c9h4tBKCw/75DxLpKRb0bEHd3T0pwI95EXua90TgMUXAAwA+psB6mr1/BCraizmrqAj9132GGS13ooHKtpm8atTgnRPtMbvT+4h2c6PAG4+CzxnuMlBMwGYwMht7iddvAJ//McAXGwSwIWB8/wdGbks9Jnp5b+zaDHVoobBxJYXsKU15CugzVTg5alwpS2LrnS4wWMU3STV8R6BuwGtuLWOSang7MVIADcRKkvllNI/6yK02cw16NFrwvctz/telO3rHOgtn368T3nIDfOZTruPu9zMYBQUvRp98C4l6GseyJVwpwU/N/ufWfEjlZzb8ivhscYZG72q1MasdBcFISS+8izeOzsPJPApiERfRQZV4vN9kkoNjYe+ti3E2k7qylS0fNCG6gnSNbL2yGuP2JIjWC1bqcWzE+0IaLtHFqjZvhpgPhnBuo6BwrO1HUr2BPr/9gGDmAma12A0FcZMuBjJ2JlXB+KNdceNVqn1HNvodfl2AyQ2OYljMRUiKXWn/zAjFa8c6o0O15viiE02T/fP2YDRSiRsDJBgDEBVpA91OpF9CVu4Q1FXb5n/b4IdC+Rx0r2xj1s26uhpbUsTBuidDmmBircFC3zvuncSko5vQMeo27lpsGk5RkgLsuFMNSzoNQVwgZT8SR8eh+5fiXDbVwykpXSNi8W2LfqW6TvlZE6ExrxeNu6BNF7gLUpm487foSWScCVfxxsmV0Kgd2aRWjgGr98WJvm8L6X4EVDKn1oJUBHwkbadL+yA0kAKAaxKOY+GNZegReh4BcvqcsfAMDmfFINfyBJa3ps+EQosB3fd9iHGh8egXcBMlGaHxRf74KKEpRtcYjqfCqej/leShUFguYFleVeGDCSkkFbiXNhGhMiCykg38JB8R+PyPAP1a27TlbcD4fgOGtelBjtm0DhmGQ8hSS5FrpWm0WokJYQYjZHxzrOhnY+sV6HciMXMMeNh0GokeaeXAn6FRti3th1zLEYcWO13LJ8NjMfuJ/uXSzuMyOgJWulFyKl7DwXrbsR8tieDzXgPMJcC3BFC/CEbzloN0ArmeP14/gB+u7oeFp8/aGG0wZjQZgGpawlh9fKXbpgW4aaAsvbJFxklxaaALM6D7DOnjfbuxWCQFl5zSs2YsZnWlxi/bb1zDuK2bXLa08Jne6FiNMub7/7YCp1KcHZXJsaer18B33SnA8yAToYMvjEaE9vE7Bz+qK0Y0B/k0Z8fokvYZ70/BeLnPZH1U4/u3tNN5yzzcLhAHsofENMLUJt3+LUP1jOMvRKCi7TPEpuoBAP/CAvCc6omAJwIuI+ABAD2L4x+JQEV7MZ9JScbtu6PRO+q6U7wOpVaCQTsPXaLdM4UQ/ljP6AxwIiCcpBqYwC2lwuG88SD4nJG4q/PGhewggUnUNCgVgSoGTMA6MNKqwrjSdAXotnMGILPAopcKzD9WboVEYYWfJQB7etlStM5lTsfNPDGHVgbtIn5GgNL1RkJs0RgsZqw80xmdwmnqoH0hbp67M2didJwtffJhF95za1bheJLzJlotk2HP8JGCWL47haRE8lnPUCZl2UKMSAJ3gWEp4PbTzYX4PekCZDALYvekmCCBmZGhd3htvBTzkkMLFqsJlzM2w2BKglpRFTUDu0IikTnUmXv+GL4+dUB0yPM79kHXSAouma0mDNw9BRfy1eCJoQvHgJHygIzDiEgG7zf9oLSN+itnId9kRLQ6F3W0WYJm4bHsMORbFHiuegN82YJuaL47MhszzoqngpLj5198Ed5KfxQYDai3cA5gMyS2jZcH6vuFYOOgocJvE7ZOwYy4laUgkP3EVt+KwaCWNobNTwefwwvVKXvPvlzKCYA0YA1ig6mjc3zactTmPxaN0Z+Gp9EsysZOvJDUGb5wTvfL50NQK/x0qa7g22fn4lyueNpXrLYKvmtM740pJ5eigP8DiRYVaitz4S81ItOixBWDL6pIClFZ/Sxer9urdGxE7+zXqztxJvOGkIrYMrQuBka3dQCMCtK6Qs3fFp0P+bFQ9Sa0Pi87HOctNwHzJYDoxMmbgWEd9dC+jz+Cr8/uR5g6ByOqnoaPzIBzuaFYdac+OF6GcwPegLdcKZhuXE5ohtoKnVP/xMn8HDsGTUIoM3fWpSXQsvOgkTqampBju9NrY0GxWzD57x3Xh6Kz5jgSzGqkW5QCwy9GkY9Eozd8Q7ciUEnBqLspw/BjRhEMvPNiet4nBY2ibPcCl/ceoBdhecmagvFfUgqELT6/CrMTzsNcpk0JOIyJqIaxjWzpwmQMBlM8snWLYbGmQCaJgJ9mBJRyZ5d1ci3X39qCQv0JgWXtr26LnlU7lgv8I/1y+dOAokWi153xX1b68UZ4F2T2BqzOa4TRvAZGQxmNpCy7dQzT4p2Nb0JVPvi93VgnEwOeKwBMx6nRkjTW4aOSywXp4sC8C0cx44qja31J1UbaKljVTVzS4n79DF33Gw7fE/8oUScoGJueo8+Zvbdv4a0dy5Bros9m++KnKMTMbsPQNpIy0Bee/hNfHNov2u133Z4pNfjINxrQ7pefnNiH5MR6wSFYP9CmZelurNypTwxwYLkCMBpA/gSYYo1Rd9ooqctljwRMB0VOVYIJ2lGqo1meth/1OYSdDNMpgEsG2HBA3sSlWQpvSQTM5wDCdJU1AiOxMbbdHdfX5/Zi3mXxj0GL2z+HVqH076nyFE6/AzAdLjZfeQ6snW6rfXtEioTel7ri+7J8ztzlGeP/l3Mq2j5D7Lp4AMD/L6vVM09PBP7eCHgAwL833p7eiiNQ0V7Md7OvoLKpp8vrd9E6H/UiOrh9fXnTafA5YwDezgGROAYSFpod+8+aNRxzzxox+2ITQbeNFKXEjGlN9+OZ2DZgvWnq1eGMaxh3eCkKkzXgLLYNt9TLDO+wIhzs9gFUEsrCsXB6HEkZj0yDvSkDg3oBr6O6r/sbOcJMeWLpNHzZeAVq+NhATQvHYvr5J9E8cgJG1HVPJ5GMk7hDDln7G+7m5ZbGl5hckI1cp2LGh7uB583Xwee8AHB2bBbGG4zfPDByylwihaTfjjo2Aacy/cARO2XBVJlDXEA2fmoxGxLWlo6RWnANuswXUU1la/NqIXFtWwx/L5qaRuPO4ZW9G7AjwRFMfqluM7zbtH1pvUOJm/DCoXOwZimA4hRucpBRWCEP0OPPnq9DLadC+u3WzsOQ8B0YGWUDwvLNcrx2oT3qhPbHxEY0XXfp6YX44JgtjvZxk7NWXBr9JqQSmTDv6Dn/A0+mZ59ZyAOMFYL+37ynKQh29loX1Pe+I3oJjFYGqgiqGUZMHqypcWAZcQCS8Z0PRmm7h64nDES0/IxDu+lmfwSE7YZMSkHfAuN15GbaWFxlByHx/gHh2t7Cz1Pjf8ahzPOi42zqXwtf1KcurwsuzsFJ3SlMDj2Hqnag2TWDN75Kq4/uAU+if4zNWILXzQOvI4BkSaq4AozP52BUtudFfvpz0HDOwGfJYIzei6Dyorpkgo5XAQGOfraNldFQtq/Ctj6WXz+DcynTMDTqKKx2yd+cVYlRJ4bgRP8PBaMW0t68a73RS30ToXbAHscDfxQGIcjvbTQN6CP09evV0VBKnE2JyLE8swpjalGwjlxLQ0oTLM6thHiDjZnnLzFilP91VAr6HxgldUDefGcc9uWJp8FGya0YX4sCfg9MX/RfXeoo/cGJ97ExTQydBjoHmPC/ltNEr/ODfuR1C8DrCKu3JFVbDsbnMzAquobcLYL7cM5LgMkRbBBYfRrbxwNevxl8nguTKUYNJvhUKfjZ+Y8ZSDM4OuaWjOvD+s9gQJSNEc4bj1FNRd7unlcNAuP9UbldaQf/sQwn8hyBSj9Gjd09xkKrEHd6v1/cJmzbjM3XxXUFW1eOxOI+1EjnYupRpGaMw9uH+yHPRNO2SfFVFGFGqzUID16ImsH02U20Y3usXIIrmZkOXbeuEolfe/VzMMIgqcVjt2xAodn2XArXarG0T39E+Tq6kLt7/R9UnwBgfP4UR9Cb8QPjN8eB2f+gduyPc5Z7QCZhOBY5nqaZCFYzyp2mHmtd3poOPudlwBJv64eY45B3sCTYoW++8CfwBcTVvOS+lIHx/gSMl/s6xaRhvdmEl/dNwaEsR3bn6zUkeLUR1Q91t3CcAcgiIP4tu1MZQPMuWI1j2jVvOgE+51WAJ2ZgxUX1LJ2TnRmUu2Pw1HeMQEXbZ4hdP/s5rDta+V+TAtynxT1huJ4UYM9d54lAxYyABwCsmNetwo+6or2YOeNpIGeQy7hbvb+FzKt8aSO8NRUg6b1cGhhJBKDq46T9tPbEMLx9zJmRJ2Ws+K17ChrEUEbUr9cP4dOdRxzAv5JBy7RG7BrwEiqrbZpGHG/GPd125BmvgmUUCFe3h79S3PmQOCv+cesGCGuiun8gnqwWDZnEcRP+4aGdWHXlJLpGXEZVbRYKLXLsS6mBdEMEdg54EaFqW0qlO4u4wGjEuiuXBPdcP6UKPWrGoupf3JwRwAH69eCtiWDYYEDVy4kdsfXeVkw6c1x0qJ81aIRekRQE4zgrbtzpgBgvZ0OIi4VVUafqtlImmlCf57HtzlWcyUiGhGHRNqIqWoU7OgovvTQPU/YWOIB/JQNhVBbs7N8N1Xzpmth//SO00a5wGmeRVYp05VJUC6DAa1r+HXRetRwFZkftSHJsUIwR07rYUhK7L/sVV7IyBACQL5aZI1mkDM9gTf/nEBdG2Xq5SS3hLXHcaJcMhIBPkjAKdPLWZPAZNgCr7GAZ7Ydg1JTtw5svgc8i5g3OYCHj/WXpxi+5YD2s+WNdLiWj4lXEBFJw/Ocr+7A8dYNo3d6B3fBKXWpQczhpEYLMcxGjdNaIitf7AapJqB9KNcR4/RZwuW/gz7vhOJ8UCgnLoVlUImqH5YDxXwlGTq9Pnv481LnPghUx4CyystBEXCkdl0uHaijBBG4oZfsm5p1Ebl4/B/CvpBGO80NclA3s3J06D2ez16KeIh9BEhOMPIurJg2yeX+MjJ4HbxndcO+/OxCpZvsNrC1cJFV5UHWalk2eWcuvD8OxIueUU1+JEe9V6w6VlprZ/HrzHVzQiTO8vCUsptSl65Y3x4PPspmmOF0o7TSwanp85IF3cDLPBgLZ162t1mNlRwIWuFd4/VbweWJGTywY/xVg5HHuNVhcW2A5GbaAN18EGDkYRUcw8jLargLw+I3L9png40IKtIWzIm7zJy7rvRgdhzfqULBSuN8yn6EMozKF0bwORjOuXPMhJy2+fAob78QLGpwNAyLwftNOkEvKp021785tvLjRLuXbblSzuj6FnsXO9UX6PcjNHoJMvRo7EmojXa9FiCofXSMvIUBZBL+AlVAVp3RvvX4N47c5pwsTB+KV/QaiSXiEw9yT827jWtJy8FwmWGkkGkYOh4/qr4F/KYX52HHvmqD3GuMTgC6Va0Be5n3JFXwLFM5xvg7kY1TgZjCSULevEZdHUuid3wUgkiGBW8Gw5XsHuz2Q+5wgfOTIfg4wOzvCC+w+cr8Va5tSYyDiauy0isH4Ly0XUMrlvgWrfjO2pEchviAQ5ONXe/9ENPFNB3y+B6vq7PZ0ueyhlNEnVvx/ByunBlfk2clnPg3wIhqE6lfAat2TXnF7oP+PTqho+wyxS+MBAP8fLVjPVD0R+Bsj4AEA/8Zge7qyRaCivZh5axL4DNcMP8b/t9LN/uO4zv1XTMWpDHGTkedrmvFZV6q9NGH3Wmy+6CrVkMeuYS+gmq/7oua7bt3Aa9u3QG+x6eGRTdRPPfpAq6AaXKQQHa1xOzdi7z0biKCVK/B9555oU8m1QcjjiNmjaHPYwQ9xJkdcXL++rwXL2n4udHM1YyeqW21pemX7Tlb9hko+7qVUzzq+FN8eF9cKJGyzgyOeR4Q3BeGsGV3AWMVZeCizqTh8exvG7joDwhAsKW1Ddfjh6TegVlBGISkphTnotPgnGMz2qBWPQQ2q4ot2NuZFTmJ9+EjFTU2IW6w0jKbdEjYUl9YIDMQ1FRnfOWCUVAOQy/8UKFoifgll9cEGUNZYRtFBGHJcp5XrFW+hRiBNb3112yYczv0T/qH5Dr4Z2aneaKRuiB97UBbcqaSPECcR2UAXj+YK+yZqB9N0XUvmEHy2UYV1Zx11KMe3O46RnaPB+tD1sTNxJfwsnyBOYXHo28IDB/VyNAjfjUAlTWnjMrqVYZHYhUE9FqyWpirfSh2EApJqJlLIFasTcQ0SCQXJ9JY8rLozFBbOxjghgF49/xFoHmRznb6cNh7nC8Q3sV4Mgx7RJ4T2jFYdJp4bA86FtciIiLZoHEIZbstvjcVpF3pbQTIrJtWm15IzHABy78NQUg0B6zNFqPvu8fewJV0ccGrvb8S3raimoTuFyxoKmF1s4EUMO9xp+0F1BX3XvHdcVFOCCTlTythrv20SssziTLtJNfwwJJaCmJTN6AJUZEPABouliT5opI/nOEnZnXb4gPBhpKSMb9ocb7agWqykmM1XkJHu2i07KHg/ZDIqn3C/tOJ+teoIDsMlhTedpSxNezaWNAaM36JyAXCk3X1Jt/DKgfUotNhS6RsGhuOXjv3hq7AB1/cziSnrfP0wkSfMXD6NANUuWNY+3zgwkx+mzcdRhzdfAZ/lOqOCCdgERkZTYu/npA1lL7C+7oP9XCr5yOmonVo6T2k9sIFr3J42l0okBZxNnoSGFO3B+i2g92XhIsrwFitsANhg8dRktwfkOQEVbZ8hdsk8AKBnIXsi4InA44iABwB8HFH1tPnACFTEFzOXMxYwiugfyeKKv1g/PhfG9r98h4R8Z10uEugnq4Zgfo8hQswnbN+EzdecNfhKLghJa2pZ2WY2kGvU44ND23AlMwMKqRS9qtfCmPotHa4fScHtsuRnB/CvpELf2Nr4pkt3h/p5+iz8cGwRbuXmQy2ToHdsc7SLKR87sqRhga1XtAq85RbA+oMhbD2Ze+YfZRelyZKCbN0ymCyJkEpDEKAeCIWsmkO1p3ZNxL0icaZRuEqPHU9Sp9WzSUtQX/Kpy3V/lZ2FWsGujUfETlxy9hA+OuACkACwa+gLqOZHXUK5tMbijAJyUDUArA91bC0pmYVJ2HdrN/INhageUAUto7pBwjqyORfdXoT96QeRlBqAvAIvyCRWRIRlwl8LfFrnUwQrKWvs5u0miFLmOaTVlfSj44zwDr9b2u/eq0PQzoeCSPYlweAN79A/4K8snk/ua4DBWedMOIcNBxu8T/hntiEeN9N6I1RabIxj12iOVQlfn9mo4kM3mlRL8i5ax16DWUFBTZmJw6HLNVE/JELQ+yLlasqHqM6scnkt70rGomoQBeGWbx2D6TtioYkqgCLAIFAl9akqFCWpMWdIItoUm8SsvTULMiyCEhyiZVYoGR75HIObFqJaxyLa9xfU9i92DE5rCoi41god2gFRV5Paw2C96XKc1UN2wEtB75GDaV/hap4zI0rCyNEvcjG85ZQRVWS8hB33htvZZdiab+jdGjWDKdM4x5SFKfGuHcz7RgxChxBqtHA65WWsSs+EVURQso02A72q7RHqcfoNgEsQjMx9MFgfaiJ0Nn0XXji+D1aH/HQ61vmNm6BFuGtwwVXAuPRW4nqs5ARpXbCB4iw1lxfAjQNED0wVWbgPAAAgAElEQVRg6xEttLJFPRqsloKDhE0473RffJ/kzEb0l+rxWzN/BAfSj0Fc/hdA0S8uRiEBG3rZ4RhPwOGileAttwHWVwCKGFldN2bx16reyM4StF4JCNgkLBy1gsqkgfI8sjIH4E7+BWxKrY0MoxrBCh16hF5ClE8j+AcsL30GdVv2K65libOS21aJwi+96QcMnisEn9lF/LrLmoINWOb2pNKLdOi4cQF0Zuf39dORsZjbtpihSbRo05x1KEs7VI8Cq6UGSg9beGsm+AzH97f9uYx2kuCq/U8X3niYSnC4KIIESrERV3ZyZ/iy4gzibL4hAsNWuz2d+4J1bCWwwfSZ9LCFSGYg/T7X0u75wRV8BRQudD33kCsOpj8POwZPPecIVMR9RtlZ2M/h9yOR/5oU4Gdb0r/rPCnAnjvPE4GKGQEPAFgxr1uFH3VFfDHHp95ATtpYtAqxARpnskJh1s5C8yrua9u5cxFHrF+DAwniDK/RjZrg3dZU423enyfw1RHXzI7TY8bBV0kBrWRdHrqsWIQiveNX6+bRoVj+NAVDSPn13GlM3b9XdLhyVoKL4yYIWmOkkBTT59csxu0CmzEHca79qIU3hjWlGmvuFt5yBzxJr+Hs2XAyMD7TwahsjrnutFtkOo9b6YNh5WzaWCyjQlTgj9CqaCxJ6bvnLVzXiTMvozU6rO84Q6h3J+c4qhhp+qpYydJuR5DaEVx80HiP3FqDIZvFr7mcteD06BfgpaCbZC6zD2BxNsIgxxjN22A07sWepGi9fPplmDhx0HlQ5UHoGkpTZi/c7o8w+VH4sqpSswRyvgEWZFmsqFKZbt50ZiOe2PQlPo85ip7BNpbq9SIfvHK5PSbUG4aeVWj6OVcwAyicLx4ieXOw/ouFY5n6i1hz8yXUUmWjqtLGbkszq3G0oBK6VRmP6j5UQ2zizs3IV66Gr4+jNlZuvhfkBb3wbXcKCqTmrUew3vXGO0fzCwI0dJM95JvPkB6VB1Wo3mGsBbe0eMLihy9fpO0cStmMHD1NRS5biEZm5yr7oS3WczRn9IDEKq6JxmjeBKOh7MMLST3BWR01EkvaJndjbPgNyKQKQQPw1xtdYeEdx1hSt1ngONT3t2kaZhasweH0aTCUkrF4xHrVRr3QX0rT2ImxCGEAmjhxFs1L0W+jrg8FqZJzv8bprMU4UlgdJp4a4pBnQkPVXTT1iUSNELqB58h9ntnFBacQgM90sCrK0iRl2+3F+PjSFeg5ygRUMFa8FxuFPjGjReP8oB+5+wGvkqpgg3Y8qIm/dFxwJ88ZB9gzeVX9wXh/DIaxGQnp09pi5p1QrEirVdpfqFyHr2P2o174O5AUu7zyhUvBF7hIFy4zH95yr/gZaw9ASsD4fAHGLuZ/aYKP4ORjqRcw+tA6FFltHyvUEit+atMPTUPqlPbw8uYNglyFWBlavyGmtqf6lLxhD/hcR/Md+3OYoANuswBXXj+HycfEP16QFOTLz70FRXG6NJfeXhz0JfeIoHHnWnZEbG48bwWf3oTQzETnzvjOBaN88hFcib/WBG9JAJ/pOs1WMOKS0g+VJ270QBON+PPwiK4ZWscsdXswHGFJuogRygn8cqnkY4s4ux3Kp8H60o8nPAHZie6jWJFUBhskbrLj9iQ9J/znGIAeANCzqD0R8ETgUUXAAwA+qkh62nErAhUNACTGDR2XLMK9/FzU9MlGZXUB0vRqXMgJFAC1g8NHQyN31lVzKyj3qXw88R4Gr/vNIUWKVPdWKLD5uaGo5E1TN00WCxov/AGFJmfgpml4BFY9a9tQdP3tR1xPEReTn9KpDUbUaSa0+d2Jo5h57IjL0V0cOwEqGd2gjl47FbsTnQEzluGwuX97xIbaCdTzPBILfkd60S5YeT208lqo5jsGCoktRZlqBQ2g7n9ORQEmaKfbGzTCormS0h6XM4uw8WYjpBd5w09ZiO5Vz6NhcAFqhR+FpFgnafjBr3A+Nx+Wsm6jjBV1fdRY2vbd0lGdvtEbDTWXnEZ5UtccT8RQwMqdYtGtxuCNJ3AyM8zptHG1TuOtDl+AkVLdQN6wE3yuSAoyGwwmcKOTpuSDxmHhLBh9yjWQ0jO8J/pEUDAmv2ADdPljBS06FaQCJ8sIKyzgIeVjEFaJAtIpRXlot+1b4d9VVXmIUuUj16zA+YJAgcn1UcPuGBxNRfypTlJPR/MC4QhDDXIUFIBL119C372LkG3yQgOfZESqcpBm1OJEThUoWAsWt26Huv4UqPzg2HhYRDQahf50QZje8ofSsFy52xo1FHYGMcVHLhsjUCfSBob3XvIJ+KrO9Uj1wMQa+GkQZckl6W5h053hiPDKcwr91fxQvFl/eym49vuVXujr68jOIidlWRS4isFoXYkyvI6nTIPG/AMsImlnBk6DhpVPQiHRgOMtWHS9A0h2JTEQKsH1yL8IDzIuYDiaBNpSbwmbZVvilygy7gQYM3hUQdvwLxDq5eiMuT1lHbakODv2RnpF442aUyApFrM3WVJxObUrDNY8ZFk0wrX2lxRCRVyDg5bAW0VNXDjeivyUOHizzunkRp6BJPAE5DJbijpx7F0Q/weu51Jdwijvhhhb7ymopI6u2w9a6yXHuYyOgNXZbVw4bgc6P2x75anH82bAfB4gHyZIGmrx/W3flrVoFSx57yLZqMZNvS+8WDPqaTKhkFWGLHBTqYMscf8V7iEuyWkojM/XAou6dO5ZgwEzjaNjkYEJ3AFGWqk803mk5xCX+fZb5iLD4Axuhaq02PP0uFJg7UxKMgauWSUYLtkX4hy/8bmhpfqxPNGAzXMN9guaedIYt+ax4OJxfHFa/IMZaejMgNfgV5wGzGU+C1jEjYngtxSsgr6D3SkuU7+ldcAErALDPL6/U9wZJ9Hhg8GZlQxlT7C+ttT1Scc+widVVkHGOl5Lom87LXkMPmsqptt5/5Fwuu8B3SyRSgzgvw6s3P3sAi7vA0AvxkaUAIG7S92ABbavYBbizGq017d1J5aeuuIRqGj7DLFZeBiAntXtiYAnAo8jAh4A8HFE1dPmAyNQ0V7MJEW2+wrXIM7iXv3Qpsrj1bjbefMG3tvzB7L0lMlDTDBmdXsa9YKpdlhJuZ2Tg4FrViKzyMZ0ahQWLoifS4uZeqRu9bnfwGoVcSUA0KBKANb1ps51O25ex9gtG0WvaSVvbxwYQYEii9WMOj/MhJkTd+ec1FSJl1pQkIoAexczP0CSbp1Du0pJKJ4IXw6llIqfP9AZVGAB2lhBD1x4AAymq1hxbiS+ONEDlmL2EDmPACKvxv2BkY3fg7eKmlV8em4L9qTsgoGTQ2ehulsaqQEq1oQ2IR0wNc6WalhkzsXFu2MRpz4lmD1YeQanC1uhYdQcKKReDzM0hzpEmyonZSgmn2yHXckUfJGxVrxY4zzerHcJ0tBjDps5YTNLtPNKxMWltahzrDTa7b7JCZPPT0aaUVyDcGz0WDTzp5tTruAbWHTzkM3pYS4Go8iq8mEUUEuCwYbQlF+yGW+xeQbyzOJ6gUvbDkOzIJsRimAEkvumTQ+PuGP6fAJGSQE9Uq7k3kXffXZuuWVmOqNJZ3SvRN11xx0eBm9tGWfM4vr5OhW+b2nTHDSY03AraSBqKJKFa0kcc6+aqqB6xO+QS31Le+m/812YVCJi7gCCjZXxYyfqKLnj3nwYDHORaPBDFTVlKlo4BgmF/qipTUOd4A2orKH6ZYMPv4R6XtkYG3wRWglllNw0aDE9JQ6xah5v1/9J+O1i+lScytmBxqpkWGAVfiNxN3JqnDP6Y2SNvWAYqs+58mYv5FlIv473O1nzncKmINqbsnEI+Lf85gvwkTgyC4usSrQMW4zKGluaG9F3JCDgzrRNsBDgCkAt7/oYGjkWWpmju2aR6RLuZL0Kg5kawkhYP1Tx/wJ+Xk+XxjLfdAc7Evqho6oQvixXqpVYyDHYU6RB07BZCFe3EeoT8G/orlU4kU6dCEtK/YBQrOoyuFwgIJf7OmDY6tBe6X/YpeGKV/h7f7UWLoaFpBLydD0zssaQ+c50AOqEjycEZDFudhwcowUTQMxkKKgnABLprhnsjPenYIpZhX/vLB17+zPjHgbucf0OXtN5hGBIUlKIucikXTuQUUQBwyrePpjZ9alS8yJh7oLZkCuHZzmYkJNgGHEJCFexIPp/I/aIp6UGqdQ40W+8kKosXJ90wkQTfyYxmglgNGLmF/e/CqRdFP4AnoBcJcn88tZgfL4CIwn8Jy+hQ9+CQ3b+J4Ce6O2RzxIMoOoHxnsKGMamcTn51FpkF2zHJ9WOI1hO//ZJNKgx+WZLxIX0xDvF5k3uTozL+wzQk2d+yScROeAzA6zK9n5xu03yvjLY3W+MF+C7wAnI5S2J4PPeAszFz1ni9E2cwdVUysVTHk0EKto+Q2zW9nNYfSQKwWHl+8D1aCJKW0lPMWNAS5qd4kkBfpSR9bTlicDfFwEPAPj3xdrTk10EKtqL+VxaKnqvdq0HtPCZ3uhU1Qa0ZBUVCaLmJ5ISwYPHExGVMblVWwR4uQ8E2S8ck9WKxPw8AcgjrD+SUlS2kE38q9u3YNfN6zDzPNRSKSY0bwWSKmxfoud8A54TBwBrR/hicz+qFUSAm8FrV+FksrM+1dyneqB7TA2hntGiR63vyaZDvLzRSIpXW1OHu/SivTiTJm6aEezVGXEhlCkmMMEyKENIrJTdnOotBixN2IgzOZdg4S2oronC8Kg+CFbaWIW5+rNov2Qj8oy2NOWStklq7fZB9VA1gOr1Edbas/vmI9ekg1ZGgasCsxLeMjV+bz8GEWpnp8hcfTJy9HcR4BUN72KdvLJjT8y7itMJE+GnuA6OlyDX3BDto2fCR2XboJGNHJf7Gg5kn8bunHBkGVWIVOejl989xAa+LrpZICLwlFmgBCQRorp8D/sgOp1zGnNuzBHWr32prqmOiTUnQsrS1MsSrTEyXsICJP8jPEDBxZFRgw2xgUmrb5/BB6fLABIAOoXVwPctBjiNl+c5wEoYTCZAUtmJvXIpN0W4Pq7Kt80GonM4TZUcd2QYvDXim+2CQhXmtnA2HcnXX4LOcB5aVSNolXSd25f++96ASSouuB8Cbyxo/YVQfUvCbMit84rXjxyFVgV8ZHqoigG+av6rEO1DXSL7HxqLfKsCMsaKUJkeRo5FuoWAEAw6+ORjcsNFQr3s/DnYkbYEWVY1fBkCSpuRZVXCBBkaKpLQMvIUWJaycX+73hoJZhUSDAEosiogYTgEygoQocjBM0HdUDmAMlkPpi5HbpG4QH2OJQrDajh+CDieloBZ5/YhRZ8KtUSDPtWa4MVaTZ2eS3qrAcvubsSp7PPCfRmjqYoXqj7rcF/mGK/hj3tUeoBoJfpLLMi3stCBrrOWodNRWUNNIH6IP4bpZ6gOZNnySt0WeCfOlsZPjm+8exE/XzuO1KIChHt5Y3RsC3Sr7KjZxVtugs961jk1kLinBqwHU4aZfCpnO05nb4fOkgd/eSjaBA1EtLZ8TsGiE3nAjwKAYrkHhlUDbJjzvWM8CD7Hhd6boh1Yvx+FHnhrFviMFi57s3fnJpX0ViMW3tyOY5mXYeYsiPWujJerP4NwlfvmUiWd8lwu+IKvAVOxAQJxgiV6dRKby/ThtNsYtm+5y3Gu6DAUzYJt+ra8NQ3W/OngjH8CjAQSRSuw3hPBsDZwmrMkA5nE3MvxGSd0Qpx4g8lHFvfcja0chxf2/oYDyc5mXLNa9UDvajRVmTzb+DSisegibVT9Mljtm+VZGrR9rpA+O4meo8RRT7HcjT6GE8m1hzUNkISAYW0fV0q6uqvLwoD9C2Cw6hGh0IHjGSQZ1fBXeOP39i8hSFl+V2OO0wEmsj68AFmTUhZ2eaeZqr+D/WkLITHHw8JoEKTphnbB5MOrM2gjALVcKn3eSCo5gJ7l7f9Rn8dz+cX35RGyoAA5uS8ngpE4fnR+1P0+qvYq2j5DbN4eAPBRrQZPO54IeCJgHwEPAOhZD/9IBCrai1lnMuGJRfNQZHbe7BMQ7tCI0QjT0D9Ecw169Fm1HHfzbPpy5PdIH1+sG/h8qQbf4wr8MyuW4FKGc1riuCbN8HZLyqAhpcFPM1FQKO5aN6BhLKa1pewcq9WKyWdexMHrVZCZ6Q2OZ6FQmFC1ShrebVgHbcJsqaLdfv0I1/Ic2T8l/f3ULQYdatC0sytZ03E3/1fREEhZb3SKPCYcEzSNMtoBnHiaJROwDoyMbqiMVhPevzATNwsdU2t8ZFp83WAighTUYCI+/S56rHJOXSwZzPyn2qJLtC1V+XZBJqac3YgzWZRt1MC/EqY27IEY7/JtqpLzb+BO2tPwVeoc5p+kC0PL6D1Qy23x+/3eYuzJ+MOhHoFsR1d7HQ19HQFdd9cTYXCZOSsUEtdflAkIuOreKqQb0yFlpHjC/wkMjhwMVbG7rHCN9Jsom0GsyJ8A6+8IrK29ew6zLu5Dqj4fKokM/aIaYmK9TlC6GAdJDSWbZYnIJkpvMaHt9m8c3DZLhkHi9EeX1xHhRTeVbx4eBbnW8Z4sqasv8MHsVpRZ507pse0tsFpxHTzvQjWWdKVutJdyjiEpV1z0vtCiQPdqx6CQUNbLOydfwPkiW6qr/XheCJdjUHVqPKM3HMa9jP64bAxBgsEHBpME/mojYuXpqKIKRuXQQ0I9i1WP2Vd6Ir6wkmA4Yl/8pTo8H6hH0yoU2Ft5czzUzAHREJg4KfrFnC49RphOI/f8Bqudcys5OKRGHD5rbmPRmDkzPrgwC9d0jnqW3lKNcF+WgPMWzoB1t58Ex4szRJ+OXA+NjDK8RuxejX3JNqdx+wE3CaqE37vZmDSLrh7H52d3Oc3pk8bdMDimscPvAiMs/0PAHE/cZgB5MzDen4GRVnaotyv1VxzJLGEukUNktTF4tvJE1PaxOde6s5bKU5cwIWWsRPxD0P10NBkvsCFnhS4FJhpxuBczICGz8l8NRt5QqGviLHj91A+4lG/TwSW/e8u8ML/pawhzAQIarWbIWanoBwmaEtkfsN6EiWMFDrGSpHuy4WAC15bKF2QZCtFq07cwl0nrJf0TLdqjPV8rddjlrRngs/qW0Y0lZi7V6XwIaCo8u7aCz3OdQsoE7hRNw37QtSoym/DZqT1Ye+sCON6IIJU/Jsa1R6+qjqmlHJm3qLwFYO+K/qD+KvJxAQgTHHkVLj9YXc1LxcfnNuFCThIRgUCTwEhMbdgTVdT0nf5vKMn6m1h4832Yecf3QU1tUzwfORks8/hM4h7H/AWDnOyBgKWMqRwbCiZgjQM4/zj6fxRtVrR9hticPQDgo1gJnjY8EfBEoGwEPACgZ038IxGoiC/mVRcvYPIeRzCGBO/t5q3xStMnSuP4xcF9WHjmlGhcR8U1xnttaHrp4yhbrl0R2H9ihQWDS+MmQC6ljIb6P86CzmARnEvtCyu3oE90A3z9JHXu/SNxJpYkUYMJ4aM1x0AioYwJNWvCvKa2tKwRq9/EsfQQELDAvjQMSMX4pq3QsQZNt3pYAFDoUxBqH0e4Zo7T8hoC1tsmpr0haRd+ueOYUlxyQpvAJnizJgVgCDj69EpntldJ3Z+e6YOOVZ0NO8jmlxSykf0rZUN8f9T1OYZQiRzK4k1BIW9FqtWEawWD8UxtChol6+/hs8s2jUH7PrVSb3xR7ztIGPF06/uNr8hixIzLW7Et+RyMnBmVvPwxoWZXdAp17fhJzEAIACi2iSEgrSnrRcgsxeyd4s6tvBLSwNVgZOLuiHqLGUqJOChAmsg3Z2FL8lzcLDgDDhzClNXwVPhYRHg5MvHW3T2D989scJry+Nj2GBdru9fu5l3CjKufwUvpqI+pN8owPvodVC924XXn2j69bAr4sDzI5DQFt6To9TJUK/TFvN7UtfaOLhU/Xx2F1v6Orr0ktXhjegvMbvYjpMUuzJezt+D9i1tRyDkCs7GqfHzd6FvIpZTVRzbO52+Pw9LkNFQKyBM0svJNSuiSZXi/3SSolBSIIgDghLOjUGi1pdXZj7Wrbyaer0Hjt+LmK9Aw4iZC9gAg6bvVmh+QXCSuIbrhqeFoEEi1Kzcn78VPt8UB95YBcXgnluoPmjkj5l3ri2CpM9ifYdFicLUV8JNT5snw3aux/yEAwEwCGm38FhbCXilTCGh0rNdr8JE7p3gKTFoCNdiZb5ScnmlMxPfXx8KLNULJmkvT/YuscrCsP96s+asoWO3OunpQ3b3J1/HFuZ24XZAt6N49VakWpsR1hVZuu8YkNR+FC8SbsgMAhbUksAWJUZDjOi7rIL723iF8e229aJttg+rhk/rDS4+RNbIh6QiW3tmFLFM+1FIlekW0wgtVu5audVKZK5iFcxkr8VVKA+h5+myVM1ZMCI5Hy5DOYL0/Lm3TFZg7Ja4LhtewfbRxrcdGTJFsqbW8fgv4POroLVbKCwDyvB58/jRAT2KlpwwvkuKpsqW8C3E3X4Al83lIGEfQyCJrB5n//P+0Gyz5qGMtnA9r4U8Alw2w/pCoR0KifsnlvE1WiwASEtD731Z+vPkuEoquiA5rUJWJqOPjmmX7b5uLsDZ1c8DraCaGU1ENAOvz2b9x2A5jqoj7jLJBtZ/DyiNVEfQvSAHOSDFjUEvKcPakAP/rbwPPAD0REP/7hqef3zzFE4G/NQIV9cVM9PDmnTqJxII8hKo1GN4gDv1i6zh8uX5uzSocTxIXk28WXgkrnx342GL99s5tWHvZ2YiipMPf+z8HogdISvS3M8BLrWBZHryVFUgsjMQKzihFzYAgbBtMN3PfXn4ZJ/NdpCkBmN9oOrxkAaUpwNHabCglVqTq1fCSWhDmVYA/M8IwIU6GCW0o2yK9cA/OpIvrGwV7dUJcyHcOMeKNR4U/SAWHTNYPjKo/4DXUYaMw4+oiHMo8JYCUZqsEPM9ALiUbBiBMGYzvG1MwhrBmWv28oFRL0b4jhUSCQyPGIPAvpmrf7wIfu9YAjbVFkJRJ3zbzHPZkVUf3utRB8mjWASy562IDD+CTOv9DYLEL8MMuKAtnxfg/f8HJLGf21PSGz6FzmDMISJiVGcYseElV8Jc7p2gRcf7n1yxF5+Bt6FrpNlQSMy7nBuKbC80xpeMYtKhsS8t72HHqrTosvPEmcsypDqdIGTlerPYVQlWOAO2elCv48dohJBblIFipxfNVm6FvZJwTo+R69mnMvvQdJHKDsN6tRgVeiX0JtQLLtzmbunM6lt8AQitlw0ttEMD0gnwVUpP98EFTH4xo9pIw/h0pf+KLiyvQUHMPjXwSoJUakGnS4FBODBKMgVjWYjIivGzp35ezt+PXWytx16iEnOHQQMPhpdhpUMttdYpMRfjy/PMI0zobi2Qmt8CUDjT9mABro/4c66T/VxLYZlorXqn1i/CfB1KXIa+IAtBli30KcIa+EE1/o/coud4RSh1yzUpkmiiY9mmzLhgaS3XlZl37BfszxAwmgBBFAOY1oU61qYY7mHfjNWhYAwKkBQIIZOFZ5FjVyLV6YUDlyajtQ81fvo8/iq/O7Bcd57i6LTCxOAX4UOotDN+/wuWyW9VxGJoEObL7HrRGz+Xswe7UL6FkLVAyVqgYDjpOAjNY6KwKjIxehAAFfcY+jrIv5QZGH1zplLRK9O+Wtx8GuYSCI7zxAPgcm7mLw1jkbcH6L3T4iTedpBt+yy2aNqrqC3i94PCM/fLiCuxIFf+4FaL0w6pW75e2uSphL+bdcE737xbWFJNq2cyoriWNwqTbirLylMJz/KPK2YiLdLx+G+/GY9HVE0jR5wvp3CNrNsczVcow6zJ7AxYX70FFB7B+VDaAt6aAzyCOwCLvN5JWHbTb7RRgIbU3ZzRgcgbSGZ8ZYFQ9SmN04O4dfL1/Ad6qdww1fbOhM8ux9V41HM56Ckv7DS69lo9jHf3TbVryp8EqAlBL1GMg9aZGRxWlkG3U1IsDQNzRxUqboL7oEjq0okxHGCeX8xJgdGFmI60NNlD8Q8C/aZIVdZ9hH0MPAPhvWlGesXgi8N+JgIcB+N+5lhVqJv+FF7OrgA9f/zsOJjimSJXUbV05Eov7PPvYrtWHe3dh2QUxx1za5dbnhyE2kOoqxXz7P3Bi2keAYCyyYRBNo5t3dTwO54qn5RHtpB8bz4ZSqhFMQGp/P9PJMbdkshObKvByCwr6kT+Y4zPfR7LO8Y9IhSQEzcNXlJqAuBOob68vxtbE07ib6QejmbKnpKwVlQJyUS/QH7PjbJtTIhA/Zst6h3QywoP8qnNXPFvLNRPOnfG4qpuSUAchcnHduGtFgYitRh2XT2Yfwc93XGsqflH3O/jKnTUI7zfG/WmX8ebppaJVQpW+2NLhndJj5BptTd2H5Xc3wsBRhkpt7xi8Vn0EAovTqclvK+PP4709O0XbrB8SivUDqa6bO+VA+irsSxfX3KyubYrnIj90p7nHVjdfn4X+q+fgep6j83WrMB0W9X0XMgl13NyTdhafxIvHnRxf3eoDBCtt4Cqv31hs6FIM7klrg/Gd4WDoMm3/p/AO3SM6NwIkTKy7Qzhm5SwY9edop/TfkhPb+kdiZAxl0hL90GU3B8NXQhm/JYWY4DwRuhhVNBRoyTMZ0GDlTLxa7SzGVT0PhYQyx/ZmVMI78W0wqUlfDKzeQPht7o1l2JUm7iIeoQrBnEa0b8Ksm3NdXBeUHH+uygeo6U1ZXgTEH7JrJU6mO35oqedPTECeh5eMxv1EegKe2+ua7buu8wuoH+AeWHc8czUuZM1FO68cRBfrglp54LxRg+MGbwyMWoYApc2M4lEvvm7b5+FGfqZos/97ojd6RtLnl5Damz8F0K9yrMsGgfFfVS5n3xmXf8emZCrPULZU9grCkhbU9EZvMaL3oSlCyrBYWdTsbVTVUIbohJPjcc8k/h06UMLjx+aun4GuYstlEed4muLsVBRdwfrZPjDxRcvA508tU00Bxm8hGNYLJbgAACAASURBVIWN2f+w1/G+wCuJfdCh0g8T3Zb9imtZLq5ll+7oHeu+G+3DjvOfrEe0fU3phKEsdt0ZyIOPVBiduZJ77fNLg2HkqElJ2dIheCA6hthA738y9g/bN5czATBuF68uawg2QNzo5mHb/zvq/Rf2GR4A8O9YKZ4+PBH4/xcBDwD4/++a/ytm/F94MbsK5PQjBzD/T3HGy0tNmmJSS9emFn/14sSnp6HnSnGgQSmVIv7lV0uFrlssnIe0YofEsv2+/kRLTHiCsqLOZa7HNzc3wWJlkJ7jA7NZCl9tIXw0BgTLDJjRyNbfyDUfY2+Ssyg3UXbaNKAdaoVS51j6RzOH23mrcDtvK6ycHv6quqgXNB6KcjoVbkw8jLcO7YWVK6u1w2NEnaqY0uB5h2leSE/DT2f+xL38PASrNRhWvyFaVBJnq+Xq03E+mV7TemFN4OclLoItuBtnpCNNp0OEtzdqBgQ6sdDyE+OgkRYiy6DExdxASBke9f3ToZGZkWGphpBK9I/uPHMupsS/CbOQjuhYKquiMDn2U7dNPhbd3Ie518TBOtLDgSenQC2lzrE70w5h3k1n0X0C2nxVfzKUElrvk/178Mu5M2AYDl5qo8Ao1evlsJilIGvu0jhq/GJfbuVl43ZeNvyUXmgQGAqJnTs1qbfm3te4mHcQZguLzHxvwVE5QKuDSm6GrywYE2o6spfcuW94Lq9Y440HZHVFhedJe0T7ct6FE7iclY4GQWF4sU5jSIrZVfb9FRiy8f3RRTiTpoOUBVpXCsSLzUZBLrWlY2YZ8zD4yCcwcMRF2gg5a4XeKoPeKke0lxQLm39Zei15w27wuYSxV6awwWACN5Zqok3cNxpRYTdcTv1J3wWoHkKdhSeeHYk052UkbMBfrTYETQKpuQZhXs6/8Tok3C34SQtB7ls9J0eK2Re9Kk1CPV/bs2vB8f4YFen8seFsbiC0IatQ3Y8y645nncO0K+JM1l7hnTCial+hHtF6nHN9PLJNzmZDClaN12sugEpiA1oJCDjnwiHsT7khgF0tQ6vh9fptHRyASZp5u81zkWWkTrD2JVSlxd6nX3FiWWUWJiE+9bSQplo/rDm8lY46Y+ez18K36CNUkjprP54xaFA1bB38FTY3a7fWJmEQmc8DZI1Ko8FIHZ9HxJCp1u9fuPhsA7wc2xJv16fXkhQBBCxaAejXUrdZst61b5fbFOJQ2mF8EC8us/BseDTG16Lr9qYuGaNOzHA59Q/rDEHHEGqY8vzR16HnxD+IEDOh31o5ssEfJp7EAZfXzRKtynhPA+NF11xpnEgKdNFKgMsEJFXAqEe6lC54UP984U/gC8RZtORcJvg4GNYPHM+jxpyZwv+LlZcaN8WkVo/vb4UHzeNxHueMh2HOds2Ik/kvAav4+7Q0H8VcVyfMwIU8qrtatoyJno7KZaQrHkWfj7MNvmgt+HxxJiajeR2Mhsiy/LvLf2GfYT+HZYej/zUpwINbUTkTTwrwv/se8IzOEwFXEfAAgJ618Y9E4L/wYnYVuDcObsb6C5fBWByBKF7KoXe9WpjZ5pnHGvN3dm7DGpE04PnP9MKT1WJK++669Bdcz84SHct7rdthlJ1r8IQD72DzhWCApAoXF7W2CL/37oSafjQtj5Tk3NvovmIlCsyUgUMLjzH1vDC5g+MfjKfSkjB21wakF4OQhIH3alwLvNG4ldvAFull+pk9mH9ZnJ3SMiQSSzu5z0Qj7W6IX47JhxIEwIYUpcSCz1uFo189xw1MZlERXtm6ESeTiWstLe0iozC72zPwVlCwjBRLZl8sv8Lh87MtYeZoup63zIhvntiDjtUagfWlJg+kbExah+1pRD/NptNIRNDfrP4RorW2a2kX7Pv+c/XdY5h+aZNoHSkjweEuH5Xqc4358z1kmcRNM8bHDEOH4OZCOzOPHcbC+H2IrJZeqoVH9rQZqT7g8irh+CgbmEVAm8mHdmDtDRvDrKZfIH7s3AeR3jY24+akudh04wQOXKwFo4XGnQCMTaJvoWMNOV6Kmf2wU3aoJ2h+5b9PwRChKMH4TAWj6uNQ78/URAzYvFJwNS4pMrDY1GcoagW4b/7Cm05g261J2FkUDI3MhsTlGVUYH3AT1SP3gmGpQziX2Q+wXBCdn6AjpqFpxe/teRWVIohZhXMhgOnwyHXwVlEzkT57pyJYcwMG3v6+BFirBb0qvYbelWm67vGsLdiWIg7WBSoqYXz1uUI9g0kHaVYjQf9OrJwo7Inm0d8IhwgIRTQAt6Q4uvbGaqvh4zqvQlHMkiR1U/S3sPjOFOitBaXNkrTvAVUmoYbW0fTmeNafWHDrl1J2qoyR4YWqg9EuyBE4OJZ+F6MPrkKRxQYyaWQKLGo7CI0DKzkMf9mZhZh6Igum4vtSIzVhRtua6FqzX2m9pNxFCDOIOyUTJqApYBfUcvfT3nnLDfA5rwBWO/dY1UAw3lNKtQhJLBuu+1rU9IYM8J16HfFSLdvzmDedA5/7KnUbFQoDqEdTPToRB3nxq2n7lSuYjbk39mFNts3xnhyto8rG19WN8AqirN1UfTaeO/q5y+amNRiFJwKoO/eI4x8gz5IjWlfJqrGihe15+KDxlRwnGo58zljnNFxlbzA+08s194fuu2gVNZIRLSyYkPOCm7lwLefPRYFJ3ETo7RatMc5OW/hh+68I9TjTOZizHJ+59uOWBawHK6eu6BWlFFry8dOtD5BhpGZhJeXJ0KFoG+QIOFeEOQkfD/ImAYYyqb7yNmD85onqo/7b5vVf2Gd4AMB/26ryjMcTgf9GBDwA4H/jOla4WVTUF7PRYgHR7UksyEeIWoP2UVXhJXMU6+++aSEuZ2UBZgaMhe6QeSlhG/GIDfDH9h4211xyjDiZHs64hnRjPsJVvmgZWANySfmMJgjA8vTmX3AjPQuMSSL4ZvDEsEPJ4fnaDfGFnTtnvR++RaGIqzEZ03N16+Pzjk8KY7+cmYanVyxxMgshx8L8NDg8lAISpHx7/ChmHT+EmIg0BPgUwGSW4kZiKLzYYGwbPKzUATlFV4Cua36GSpKFNiH3BK1AwoY7lRmCT1t1wdDalB1SUogL80f7duFyRqagz/du67aoFeQIxAzfuxwHU+5AJTPBT1UEluGRZ1ChwKhEoFKFE30dxd4tnAl3C08hz5wKjTQAVTVNIWMdDQFOJuzBwE2nwJGNcwn2yQMMDyx/qh5aVKVup+SP5YFrVuH/2LsO6Ciqtv3MbM+m90ZJoYfei4B0BGlSBKSKiICIiBVFpIkdQRQB6fJJUQEp0ntvIXQSEtJ73832mf/cuUl2NzuLBOFTvj/vOTnKzp07M3dmZ+c+85TrmffROSgZASotUrVuOJ5RDR1r1MaK52n4Can9N1dg0kErwFH2uYy1YPugxqgXTPssMekw78Z4SFkddJxM2Acpw0FFggf42vi40Rd2YyTYuRLZm+kGwCgBRQcwkkC7Num6Agw+sRgyrggBkmJBgWVmJLhv8kTvkGaY33io0J4kt7541pG5V9bZ4NDeGF6delmdT4/H3DuLIZE6Bi1U55tg6TNWH7LZZw5i3U1rkmxZf+EeXtg7YCyUUvpdOpZyBhO2n4BcZoafZxEYlkdBsRqFGjWmtvfDjOaj7Y7LZCnBtZxtyNKnwEvhh0Y+L0Als2du8cbL4PMICFwh6ICEPXitA6OggCZh/tVa840d+Fe2MTnDIvZlx8TjNF0CkkruggWLcNco+CqovLGsTNpfsDxxHbJEgjiaKvMxMOyncnmvPq0Z5Kx9QnRZP1pJf7j50fN+7M5+XLF8Dnmp/NZ2e0n53ljUhqTUknNpQYs9c6Bg9WjlmoUCgwsUEjMsrAVXNCGYENkRr9el3/XdqUtwIf+Q3b6X/YOECM2OopPBu9mHEGkRYSmWNo7R1EWTSJosXFab4g9jX/o5WHgLGrhHYGbUEMhEAnXStYlYG7cMheY8uEhcMbTGWNT1oim0ZRVbfA9zb36OQqMUhXrKtHRX6OGhMOG9um8iyoOCS2V1pyAL30SfQHpJEULU7nirSSdEeFj9FEm7Q7Hb8fJBR0aljLHg9/4dERVEGdEm7X8gKaZ+omLF+O4BI7UH56/mJeNGQboQ2NHWLxzBpcnUZesLSbg5zwOc9eVBed/qV8C6WaX5s858ic3JjpYMxDNxV49RCPeg/phCEm5OH4B3BPEZt/fBqO1TqS08h6v5d5Ciy4Kb1AUtvOvDTUbTcsuKK3gL0P+BU0UBOK8JgJFnUUdZgD5eiZBJ/cD6UwYUuRe9fmkpblRICybLfOXuWN/2PahKGcQ/xa7Erixxue4zXhGYUX+G07F+0AISTkSYj7yJ3G8kYORtAeVzfxv8I6AqTNcARgEo2oOR2EvIeUsW+JyeAO/IOoWyN1hP68sLZ5YdJKBmz8jRCPeqcA+zZAOGEyShAZDVA2Qt/vbxPNLg/s2VOM6E5OT2CJQ7yp/Tjb6oXu002L8ZtvU3d/GRVjdYdLiYt1/wM5WzSjTwaIdw14aP1Ff5d47nEKu5jkx9qnA/rOfeFOrSIKiKHfOWVMBwhiSnAbKGYOTUhuFRSwABtWsBAwm/swDyDmBcp4B5hPCxR92Hv7Pe0zrPsD3mKgDw71wBVetWjUDVCDgbgSoAsOra+EdG4Gn8Yc7QFGP8zt9xOye7fMyqu3tgdf9Bdg/qXXZ+g/h8Ub0dwrzkONLPCkQlanMw7eI6pJTklfdZyy0QS1qMhr+SsncqU4dS4vDyYTrxr1gkdCLmxelQl/pjdV63CkmFjgECZL1prdpiehvKJHnht59xJcU+jKGsbx484qa8KUgjycNiq58Wo03ji1DIrd5PBJe6nhCCcbXG4sUo+lZ/WfRZxKStxVeNj8NFYm27Iz0cS+4OxJFhVlDxJpE1b/7ZQSr1esu2eLOtle0y8MByZBviUTcg046ZlJTvicyiQFx5wZqoqzHlYnvyLKF9WXnIgjCg2jx4K6zsnam75mFXsgogIGoZ24mQwiwMeoWUYHk/6l9G5MTTdi3DT8/sQU03azLq7QJvTDjRG5uHTkc1D3o+R/y6GWedhMS81LAx5j7bTWi3PWkHYop+Ej2XZEyn1loLn1J5IpnsCsw2IvUrL8JuWwRG9ZxdHx9fmI9ttzlozVaJal2vdCx5dipqe1BmDzmXo8/PRIlF3NNoQtgw9A7qJLT9NeUA1t93TOElywIUvljRkqZ4krCQBuu/FU1kJctXdB2InjWpZHX+8aM4kL4PjSITBUlxWcWn+kOha4VtQ6xsznxdHL68PQ9JRisQ7ys14a3aryHUjYJ6pMrAC9EBVXQH60XZbT9En8Gii+JSLrJ8cafeGFjL6rO2N2Mjjmdbj5+AgM8Hj0dbX5qiTepu7lpsSBMfIwY83q/7A1QyChrev9cW1dXizNzzBc+jTV0qreR1v2PRidVwqVYiJACXVVaJKwbLctCgwSkhwIGcy54H5iDQkIfjOdbAC8Ju6x56Dy1rvooRYXScdie/gwuFd0SHiARevNeAhjoUlCTCrbC7ELAjVrG6+qgTZmWOfHBmN35Nu2QX9BCpCMSO3hMgtZF/38q9hRePb4bRhvHK8jwWN++E7jWeLd/U93E/YVP8bWRriCTYuhM+LhoMDq+BGbWtXoKJBQUYt/M33C+wssxqeftgdb9Bgky/rF76bQ5OZtp7OZYtGx5pwKfdqYcobzhGQx6cFON/tlymTUC1OdF/4NfEK+WtCbizoNkA9Am1AgO8bgf4QivIZ9s1DxXYgMvlk+7itI547VpDnC20gswE/Puszin0jRgFRk2ZyQ+SovJsMCT+VkZmiZm8bFiFmMLY8k17yFzxYf0JqF8KKJIFXNFCoIQGxjiUtAFYX6s8mLAA37m6Askl1t9LT5krFjQaj/oeVok0V/Au3o1NRZzR/vcuWKrFt5EKSH1oYMc/XfQe+zGgs/U+k4PxWAhG1c9u94RrpGC6PQhIABmvn+wsB0pMJrzyx3acSUmyXh8SieBF26+OPYjN64+AL5xh36eyNxiPLwRG4dNUcUXZmHpiEZY32I8ghRUoTTeoMelGD3z3zHuIdKdexf+fS2/RYU3C17irsTLC1RI3jA97C+Gude2vOeIbW/gBAJtnT9VQMO5zHzlNmteuB19MwqRsXu6RlGbXGU8F8Pw0zjMqXu+2x7DhVOS/RgI8qj19WVYlAf7/fIeqOvaneQSqAMD/4tnLysrC+fPnhb8LFy4If7mEKQZgzJgxWLvWyYO1zT6SNuPG2b+5d3YIa9aswdixYx94hCUlJVi2bBm2bt2KuLg4GI1GVKtWDX369MG0adNQvXrlpUwPM6RP2w8zmUQP3fYLLqU7+lNFeHkL4RqyUn+w0Se+xPH4iiwjOiodw1msf4ZO9Egi67CTS3Ffa50glY1dY68a+Kn1K5V+yPr5bjRmnaXm/2J1bOBE1HCjUsvnNn+P25liAA+PL3t1wqDa1HC/zbofkFVYJpl07PXw6PGo6eklADzTzk+AO0lDrVAEsPI3DMO7rakU5oNj3+OjWkugsAEuylZZEtcU0ztYjevrLVsMg0V8PPePHItIHx96PLsXIsT/jigocTc9AEefp1Iyci63Jr6FVJ2jfNJLHopR4SsgYSgDs9vGeYjTWYEy28OqqdTj6Cgq9dp/7zZqmMegloejlO1yTgB4r01oGULBl1arfgCRC4tV86BgbB0yXFi0MnYF0g2OKZpl6w0IWYhGXqVAlOYH8JpvRLqUgfHZDkZGgbULWecwZt9+lJitkuSylVoFpGDLc0vK+9iQuB3bU8mbf/tylaqxuMmH8JLTCfuKe1uwO/246PHIGCm2tadeXKmaIrTbvFy0Hfnwk7bdMLY+laJOPbAGrM9+0XOZlFILvz9Pk2NJaMWn1ybgtr6i7yMQIDPh08Y/QCYpldbmvgSYzotvX9YQrA8Fzqce2oE/Eu463c8x9ZpgbnvKmLuQdwi/pvwg2nZi+CcId20gLLuYuxc70lbAkzWikbIQasaMPIsc0QZPGHgJptVaCj8llaMu2Dce7zU6AYvtpAsMTBY5Prv1JuZ2p+BTbs5ceJk34lCSLw4VBcEiZeBmNGNK5F14uZjB+F8Aw9Jz9O6hydicVNNhP9USI7b2ao/6/hRcO5c0HIeKi2HkqTTdtpopM9EvkkrsiYn/bxdfxsAaVsCorG2aVo0cyTA0qUn9o7bFXsUHMTtEz2V33wb4rqNVXttyx8fQOHh4Evydx+k+M+CuoIDdyFPzcDFT3Dutvo8Fv3eioQ4WjkPf/2zAHZGgBRJ0RAJqyqSw3X+eg9gicQCwc5AGawdQIFtnyIYktwOkNsB02bEXmNzgXc2akrvq7kl8ffOgw1hKGRZbOk9EXQ/K0NUWfgeVzvrdq7hCmW8cz5vBZ9aHmWdwKLca7mo9oZaY0M0nGdVVGkHeW8YWLMz5GG5m8QRkjmchDbpdvpkvbq/H0ayLDvtJQMAfW8wqZwLyptvgc8n5cvTsE4AGF/uggxxDLtbf34nUkhz4KNzwYvXnEO5q/0zB5Y0BjGewvyAEJzWB4MGghTob/b0SAWk9sL72wDlhNkK/Q7gGGUkQoOwP5hF9Yx0O+AEfOAdUpWB8toGR2Qd2kIRh6A+A5/IpI1RJAHNHoI74Oh5KuCe8WCQv57qFRwi/p7bFm5PA5z5PUH/HPazAEK3MMf1TbU9lxmPciZ/hJjGgu28ighQapBtccSCnBootCqx5ZiTaB9gnvf9T+/pPbndT4ve4kO/420pAwPfqfQVXKb0f8qab4HNJuJxj6A7j9q7gaWl3PXFFgG47eEsSGNYHUD7vEArEG06DzxefPzAen4NRWVUN/+QYPWjbT9s8Q+xYqgDAf+vVVbVfVSPwdI9AFQD4Xzx/D/Lc+ScAwHv37glA35074owPDw8PbNq0Cc89Z88gehxD9rT9MCcU5KPr+tVOD33z4GFoGUwn8F/dXovf7t1Gag5J9bTSxkJ8CzAwog5m1qUA7pW8+5hwbqXTPn/v+Caqq+1lan819kdT4zH20FbRZjKWFRiAqlKZZdSPn6HEIC417l7XAz/2oNLNFuuWIq9QnNHIMzxuT3oDCplMkE6+e22EHcvHdke8mbr4oBGdmK++MApjq50T3c9UvRrValLGTFxuLnr87BwYf7ZmGH7qR0HFvvveRLCPlUlp23mhVonNnSiTpMCYhjX3nAPjQ2p8iVAXylRsu34R0g2OYAhZ5q+w4PxoCnIcubsNndzJ23fxijGvQZNQ6k3WePl3Tn2fIr29sf8len3sStmNywXi7BeOB6bXWQ9POU2O5bK7ARYri8RuL9STwLpRGd2ME+/gtzjxa0rGmhEz4k2oZFQGbeLM+P4eYbdZQTMPmRveqTMRdd2tHmDbUw5hzX3xYAASGPJ9cwqSEnl6ww3fOgVzf+o+CN2qU+nk++fno0Rmn0RbdkwmvQe+b0uBxCztNbx13bkf4HsRz6GBb2nIRME7jn5GZZ0qeoH1ogDMvHMHseqalbFV8Yx+3LYTxjegYTbL42bhfon4/bO517MYUo0y0e5pYnAi5S0M80iGgrGyKfIsMmwoiMDkupuhkNBxb718IQ71XQcXYhtgU5dzvfHFrenYPJiCLNtuTMQgH3tfvbLmRWYZXAIvCUEk5HvZeNOn0JjFWUIfRuVhQkvqaXcvsSV4xoRtxaHQ24CAzZX56OqSDpdgCvilFWej2/pVWNL2ELoEW6+7VK0rXj3ZC4E+wVjdlyZ+992zErH69IrDKPxbwckRM5h+hy5nXcHIU/ayYduVZtSqjVeiKDjeds8nyNOL0w/d5Bwu9qVg3dXMDAzcLJ4mTZbvHTlGCOohNWb7HBxLFwcAR9YyYUE3yiCOTt4EGJbAW2ZAqA17KUbrDV+pDirfXfBRU7C/78GliNeIsznHR7bDzKgeQrvzKUvQQvqd6BhpLVKoAq9CKqEMVy6ro42nn/0qjPsnYFzoGB2Pm4MOro4hPmRZis4d1cMo4GewGDH41NtOE+HfqjMKXQLoyyBSvH4f9QYr99EEoJ7o4CuYqc/A13c/Q77Rek9WSlSYEvEG6rhb2W0cYS3piM+pSCm6gfWypgDzpuvg814GeJsXLawPZdZVAODEO3z0T7mc5wCzk9Adl/Fg3cUDEx59i9Y1ec2P4DVOQlVYH7D+Zx7HZv5rfSQU56LnPufpzvt6TkaYG32x9/+1zJwZ78aMBmf3Isg6GsOrTUIrn870nlC0CChx8nwqjQTru8f6/SVgMgHdbe0GGDUYz2VgFFZFBVcwE9A7uR/L24D1Xv+vPzVP2zxDbECrAMB//WVWtYNVI/BUjkAVAPhfPG22ACBh2dWrVw/791OGzaMAgPv27UNwsL3/jO3hhIaGwtOTAgQVS6PRoGXLlrh9m7IAXnnlFbz44otQqVQ4cuQIPv30U5A2Li4uOHPmDBo1eryGzE/bD/OV9DS8sFWcTUHGb3mffugRQVlWO1K3YHXCMcH/Tqunk2610ij4mb0c1hn9QoYIn+1PvYb3Y35xegWuav0Kmno7snYedMkSv68BezbgRl6mQ7OX67XARy27ln9ee9nnMFvEwa0WNYAt/anX2eAd63EpKQsM7zjh5iUcLoyfDF+VGiXmYsy+YfV7q7gDNVV1MLU2ZW5tjx6KfoHivk8lFilcQ24K7f6MvYvJe8VDK8jyKD9/7BxOJW8DDk6Dv6e4pLnEIMPG9jQ5NkN3G/+5P02Idyj7I0dW9tc3ZDZquXcQ2rb7zxKkacRN2gNc5Dg3kvrkXbn/MxorKbgpVne4JagXTCWh7Vb/iAyNuMdbu9Bq2DiI+vDpLQZ8cu1lqKRWSXFZ3xI0xKwoq8k+l9kC4B3bCe1Vw8B6zBP+d+Lh6dif6PyeceSFwQhztzIvCFsyQZuCpJJUuEhVaOhRByqJPSOywFiMN64sRIHJ0ddwauQIdA+0TioWnj+KH685svDqefthZ7/R5Ymsy+5+ibtaK5PKdkxVjCcWNaGsu3sFBzHnjvPv0NQardE6kDLmeNMN8LlkbCuylyRgvDeBkVPfyYPJd/Dyge2ACBONkXDY0mc4WvlTFtPXt8Ygy6QpvXaIIJ4UEfUC9dQ1MCbia+ETiyUXxqyOUDCOzKl8PhjegUfKmWjRN9uikbc4aLQ5aSCGt6IJo2+fehuTgg4jzMVx3Bffb4LhDb9EkLo6DOZi1NkgzlIk/UyplYy3O9Ck1fv3W6O6Mh9GjoGuFACUMDxcWYvAnJUEUQDweEosxv62E4GqYrzd8DwiPfJRYFBixZ3GOJVZDfWDXLFrCJXxt/v9a+QSzzKRYiwMbg+hAPGO+L147+p5tPFIw8waV+An06PILMeq1AbYkROOEdUC8FGLSULb5rvmQWMUZwAqpTyu9qMefUfvJ2D8zt9QxyMXIyJuIshFg7QSV2yMi0JckRc2DRqKNqEUrDuZsAej/rwhMNBsi4T+7BzYA7X9KDv1aOy3WJiUiCKtAg0lBfCR6pFicEUs64ooz1x8VHciavrSwJL2u+cgXzzgFgNDQ7GgBb1fbow/gPbsu0gp9MCOxFooMCoQ6VaAcbVj8FtBOEY0+Bkecspk5bXrwBeLBGywgWB8/yhnfX51ZQdGeM9GgMKRNTb7dnvM77xG6C/PUIhR55yFVgCvhA/EgFCr/Jqwbn+LWYUj9xNg5IBGfu4Y32oy1AqrhJdcK/NvfYzkkkSHs+4qdcOChl9AVQp486ZbpeyligPFgvHeAEZOwUch2CO7p7hPoqQaGN8/n2gwAZfVFuDEv5dQDgTraZ/8KzCodDsAvjTR2WXMI6cvc0WfASXidhDEnJYJuFVptQAdU14AeXjDUaJtByNrCJD9LA0kEv3SPqYPXzu1GYfSHZnWXYNr44d2wx7TVpx3Y+FKkF68BhrDNbCMHF6qLvBV93+kcXwSO6sxF+Gj6xOddt0veCSe9ac+hx/whwAAIABJREFUvERGD734SzjYAMSCpx9h8JpFwqMYTzB+B8GwlFXI5U0AjOLMfkjrgPV1/lz2JMbjUfp82uYZYsdoewzrTtWGb5C95/ijjMvfXScn3YQx7el3t0oC/HdHs2r9qhH4Z0agCgD8L477xx9/LIBu5C8gIAD3799HWFiYsAePAgAmJCSgZs3KAURlhztnzhx88gkFLD7//HO8/ba9/xAB/Tp27Aiz2Yxnn30Whw8ffqwj9bT9MOeWlKD1T8sdfOjKBmX/S2MR6U3fWK9PmItL+beQrPOChafSRAnDIVSVjxZe9TA6jPrG/XbvKhbctfUTsg4xeS7/sflEtAyweiU97AnILCnG1OM7cSErRViFTGdH1m6Kj1t1hYy1An6t1nyCnGJxxsvQhhosepZOouefPYifLkQLHTFcaagJgTgkvBCGET/Veu28c3W40zfW7X16YmDoeKHPzVffwpAA8QfIm8U+iKpFGQ35Oh2ar3TOFLANK+m/7wME+IiY6APIKXLDb10ow0ZnLsTy2KGlIQ+2k31eyPkYHb4Cvgr6vWq3+QekFYmDFwFuLjj3ImV4JeVGI9REgbuKZeEYFLofgG+p9G3iH9txMOGeaNuJzVvivfYdy5fd1yThx7iPoZLSiSe5LhjUxTv150FZaqJPPudyBgJmccYc4/YeGDUd9znn52DtDQokVCxPuRYXh30EqbTyATRf3dmIY1lny2WeZD+JUfmyZu/D2wYYIHK3eecOC0EgZfBNM/9gfN+lP4LUbuW7tCdtK/Zl2voZWve2tmsDTKn1ofBBsTENr1/5EJbyhBb7o1pQbyyql4K5wvgZjoInTMCyYATGnXp4KSkTi9T94jw8u3M5OBKiY5N6TcA/Vm7B2UHT4K+i35u1d17AXUNFyIg6JrV39UDfcAqy8Pq94Auch6owfifLwQFjWm1IHRXNQj8ZxmoIrk5DOpZcmIzfM9zwbd1jiHKjLCsiDV2dUh/rU+vhcO8PoFS4CpP8Tps/QpLO6ndnO0pfNbmHF5pSpumNhAGop6Lge8UycAxUwZTtmKUrxEubP8OmzrvgrbSX/M++1AHJkmewrhdlsnbe+RXSzSKBCOS+aGZxcyg9lynFKfgx5j3MCT9vJxcm19L69DoI8Hodz4XR89Rm93zkGxxDZ8gyVzlwqS+9xyYVFuDjfR/jh/b7IJdY2+vMUkw62RNf9p2HAFfrPXDHjU2YdToRmtLkaV+FHoufbYYOYVYW/MY7P+PLmLsoSifXq006N8vBq3ohfu08ETXcKUA88tCbuFIs7uU6I4LFhIZ0P49m3sTGC0txON4+PMRXWYKaYTps7ragHJgQQBvt9+A1xLOyVPInjQTjucQufGRT7BWsu/4fLG10BJFq+mLEyLFYfK8pjhQ8i33PU3CB+BQOP/M+tGZxv89PoiYJgSCkCPj3zt6F+O2efVhSHc9ibB4yFe4qyqbMNmRh1jVxT0OyfGrkm2jkaQ124Q0nqAciV8oWZNzAeCwAo7T6aPLGK+DznANDVIb7eF9U2n4HuNyRgOmC6HfDNp2bNCDBCdQ7zaZYXzDeP4OR0me+yhRfsgV8Ef2eVCwzGwa5v3PbD2fbEcAgwTe2AvtSWoe+EGGt9+PK7OvDttWYDHjv4k7sT7VK0XuE1MWiFv1AUrqfZJm5IlzPeBElJuu2yfb8XYciwvvTfwUISM4PAQC1NonotmPyctjbiPJoLnz0QIaorCVYH8qC5i1p4LMpa1CsBBagktpbPNDv04Yx/yTP09/t+2mbZ4gd7/93ADApKQlLlizB7t27Qf5foVAgMjISQ4cOxeTJkwWSyuOoP//8EytWrBAsurKzs+Hn54dWrVph4sSJ6NXL+jtUcVuVseUqW9fZfP9BKkHb7Xbq1AlHj4qrPx7HWFT18f9jBKoAwH/wPP9TAKDJZIK/vz8KCgoEFuL169fB2hixlw3JpEmT8OOPdGJ48eJFNG9OHzYeRz2NP8wLTxzFymsXwCs4gPg/cQwYA4sBEQ3wTU/rBHHVvVlI111DB1UGqsm0whQx2aTGCV0gglRRmBBBJwYH79/D9AsboXB1lNfqihT4ufMraBpgnyb6sGNPHh7ji/KQqy9BTTcv+Ls4An2rzg7EwvNElmrPeHFV6rGhay4al7KXzmckY/jv/wFnYktpcqXHDgYBfgqcGU6lfqR+S1mJ07mOnldyRo7Z9X+EUkp/rDOK01CS3Q81XexZa0Taujv/DfSvbzXx77FhDeLyHaW9xEfr+uRp5ayxg4nXsSHtGyhk9j44HMegGtcXH7chHjlkwmvGsruDYeQcJ7wsJJhcezOUEjr5GbBnHaJTCZuyIvuRR4MgX+zuS4E1UudvjkQLb8cJ4rn8rmhbz8rAIoEhQ7b8B0bO3tfQR6XCruGj7QAJ0i+ZdMcU3kC2PguRbpEIc3UEhbncsYDptPjl4f4NWJc+wrJ8fT4G7PoUicWOMuAhtfPwRXsqBa1MXcm/g/djvkdeths0RS4g461QGuEbWIhuIY3wfj17uTVh4ukLl4AzxwOMF1RuwwU/IduHn7iCrVhxfzMMvP3bbsKtGxAQgc7BlAHF8RYsuTEUl7T2nllkWT1lPqY3WAOXUp8k8lmxPg9LTq3A2TSdAEC2DFTizQ4T4a6yl5u9fXYXfo2PAU8wI8J8ZXgwLDC2dgvMbmEFC7fG9ke0TpxF28PDFZ1qUJkUp1kDaD51Pqw+f4KVUealJb2203ANE+MHRcApod3xWx9gaaIW0cW+iHQphIfUgASdO/JMKsyvdRrP1d0AN6UPeN6EnVeexxtXuzhsv55bLn7rbIHK90thWXHxr1BrrWE5tisUWvzgFUK3nV2Sj7SkPiABHd/fbIb4Yk94KvQYXPMOnq8eiy3Fb2B03clC24EHP8ONfCMYEqRjUwTHcgGH6BeoXJfj9LBkNgZhHFYs0hbeeyBRUIBs8OEfcb0gw4GtR66PMFcv7O0xTWjHc1po09rDRerouakxu8Et5DQYkuZaWgW6NMQkzkKJPkM4ByplBFqGL4RKZgVPN8Wdxod7T4umokvkZkHCH+ZKE8rPxPbBKzeag6sAUAfLNdjaSg4vX/pbcDPjAvptOerQjixr5FOA7SMpg7esUnVZ2Jb4K4zGuwCrRm2vrng+uBNYcpGWVonZiP571iK+KBu1XAvgKjEhTuuJQrMCP3Z6AT2q1S5v+0fqcSy/5yjDjXKPwMLGUyEpTf3ceX0Tph8Wl3MPr2PAgp7UBiGlJBlzb34IrUmGLJ0bDBaJEFTjq9TAQ2HAK+GT0dK7dfn2yXniNUsAwzHKy5a3BuP2VjmbUTiXhlPg8537HzNeG8AorH06XER/8wPecA58/hj7QATSJxsMxvd3MCy9B/HmOPA5fR3bkYWypmB9rP62D7tLV3Juw6VoFGq5ODLcV2e9iAmNKLO+MiVIuQteF19F9SJYj8r3WZntl7VN0RYgvaQQQS4eCFWLK1YKDDosvnYcl3JShN+JdgE1MS2qA1ykjxZ+ci93FjI14oqO2r7fwVf9+G1vHmVsTuUcwLYUR+ZnmLoOpkTOLv9e8lwB+JwBAFfRo5oF47W2POGeXpvOj43x+LI80EYAC0mfDiniCjA+W8CQFOp/eT2N84yKQ2p7DKtP1v3XMADHd6Dg+ZNkABLQb+TIkSh0ElZYp04d7NmzB+Hhj+4XSuZKZK5LwD9nRUDA5cuXi74YeBQAcOHChXj/fcfnrCoA8F9+Q/kf270qAPAfPKH/FAB44MAB9OhBJ7GLFi3Cu+++KzoKZ8+eRdu2bYVlH3zwARYsEJEdPeL4PY0/zH8k3MS0EzvLmUtlhz67RVeMr2/1SPozbRnqWb6Dv9SeGZNlVuKmZAp6B1PALLmoENOPvQ83Hy1uFAYLkz8pY0FjjxSkZwZgY+8F8FCIB1A84rDbrXbhehdcLPLE0piW0Bvpg3SIZwGWt9mPBF1f9G1MZWErrp3HwgtHIDGRSVgpO4xM0l3MgESCO6Nn2DELtyT/gAt5R8vHyV3qgVcjZiOgNOSgbCduZEajKO9NtPairL0sgwqnikfjhSgqPS6r6/nXMXzbDmh1ZKJOgDgeLMthZtfqmFTP3nR+9Y2j+DPnF3iqKbhHpL8B3DP46hkycaOVrU/AugQqJRSrQdXmI9yVns+5Fw9g9a2LAPEBLJNAk2OXWzCqbjPMa9WzvAujWYfLsdPRxOMY5CwHvUWCq0W90Kr255CU+neVNT6Xkox3D+5DUhGd0JFAgq969C5nkTrdOScLuKwOxBxMfKnLGLDuNMGU1I2863jv5Cpcy6VSYLVUj95hWnzZwV7C9rD7sOrediw5HYPiQrXdKhKJBfXq5OOPLlbgizeeB59HQNMKoLeNTyHp5Hr2+4gt3IPokhoosNB+VawBjVTJqOnij3ahu0vPZSJW3psEFSfFdZ2vEF4hAYf6qjxwEj1eqP4JarlRUEBrKMTQLYtxK98eDI/00GDbsNfhXpqoTNoaNP/BZ1d24eeUujDxEihYM8ZWu4UZTYZDprYmfi679SLSTOL+mFFqPwyPoC9QOM1yQEPlwKLlewCslAK7low6pSJix5YcWx1SfwqwxyRtQygzB7Nj22JfLl3XU2rAjJqX0cEjE9XCqccbz3PgM+vi99RILLzdGrlGyt7q4peERQ2Pw9etC1hvGtTCFX0FlDhJXWXUYAOoN2Ke9g7uxk/E2GPPwcjZM0ZfrXsFjau5olc96tP47N6FSMznIWF5sHLKwuPNDCwmFgqlBTdfoCw4Tn8YKHD+vYTNNbLo6gGsu3cKDMvDwlEAVsJaBOrloBotMb85AWDI/YqANtQiQKwY761g5I2FRQT8K87sjxClPchyVxuCsBq7oJDS6/CnmLNYcJQCoWJ1cPQ4hHt602PKG49jmfGYm9ASmUa6fgu3TCyIOItQvxnlib1rz/+IuWfFmcZkneuTXoGLnIKQ97VpmBm9BNoKCd1d/VvirTrWUBMyscnMnIl3ruhxIpf60/rKSzC7zjX0bfA1GKl10nQxOwlTz6+Ap7pYOE8EcC3WK9AroCtmNbGyH97dMx9b4+zZf2VjUN1Vi6Pj6bk0WAwYf24aYovIONi/PAl1KcCylh8iSEXvPzyvA0/YdRVliZJwCjSUShJ5Sxb4bMKOFmN+SsH4nQAjebK+cQKDuPBjgCsFQWUtwHh8BkZqTdfmtRvBFzsHzxj/6EpLbJfeOoytCfswP/wsOnjSbeealFh0vxmOFdbChT4fVJq1xhV+BOicgJGSULB+j1f14fQL8xcLCo06DNq/DgnF9i8BG3kH4ZeuL0FZ6mlcmf4vpXaGwSzumRvgOhwRPo/vWbcy+yXW9lTOfuxO3wydhbxMZtDYszWGhE6Ai9T+d4w3J1NvTlNpmA+xBPCYC0ZhZfzxvB48kbLz4oxsxmcXGJn1xQBvugu+8B3AXMoKl9QE4/EpGPnjIwP83fF50PpP4zyj4vH8fwUAr169inbt2oEEVbq6ugqAGVGj6XQ6/PLLL1i5kvqn161bVwjUJG0epWbNmgUCyJFq2rQp3nnnHURERIB45BN13JUr9JmHtJs/f77DJgiRhpyjv6pBgwYhNjZWINuQuT+xAatYZQDga6+9JrAbnZVarS5XD/7VdquWV42AsxGoAgD/wWvjnwIAZ8+ejXnzKKOASH3btGkjOgpE/ks8BLVarSAHPnaMvJ1/PPW0/TDrzCa02vodik2OfnAkXOPUC5PLZYHagnlgdeKGzJxqPNSeFFjTmfOw6d5AMIwFFp6BziKDSmISGDA8r8ToWn9AxopPth7HWRi5eTZWtt8KOWsRmEPuUiP8FHpE5/pjb+5HmNWRglvfx5zF55dKvWAEKk5pEYoMgNujZkBpIxs9k5yEz04fQ7o+ETLeDb0jGmNm2w5QOJGWEjZgoSEfEV51IJXYgwkcz+HdmHeRY8wBCQIuKFTDRa2HSkHZc/MazEOoC53c2taljAQUm/ToEFTLQdKarLmNzcnO5ZjP+r6H5n7U8ypbp0W/vWuQXmLvs+avUmPXc+PLz7nttg2mEhSUpMFbHQqZVBzALTYm4lL2F8jRXwMDCYLVbdHU9y0opRQ4qGxxWW2s8rmKK7uMBOtO5dy2laZJRpI2GY29m5YHf1R2u6T9jBPf4PdocTmmu7sOV8dQ6ZogOcvpCljEH5YYnz/AyOoIba9lvYMMLZWIGzmJwPSSM2bKypJWR4dqVPKWqY/H6ngKqDM8D8IXJE5ifOm1+UK1j1Dbjb7E+Pr41/guWtw37pUoDu93oZJFnssDT4IWYISBY5FnVMJHrhdAXRCzdAI0sPRhc+mdqcgwOCaDk2X13ZtjZE0KvBYWrYVbSQVJoO1g2wGA9cBAPPUa0pZgfamc62JWIvKyxqObbzKIb2axWQZfuV4ADz+Mex6LnqGhATxvAZ9J2RqEYZttcIGr1Ai1tEw+2gasbylTMX8yYHBk8NJdZcEG0rf+2UUxGLJtG5I04vLWT9snY1hzCir23v817uZTQJ4nOyCcLAiAhVLK4cYL9H7IaX8BiimAJFa8vCMk3tTHM8+gRf+Dy5Gp04IpZQzyPAMvuQI7ur+GQFVpOqbhFLi8cbhhVCPG6AotJ4Era0ZjhQb1ZCVgfX4BI6fefmfjxqOV60nRbZ8rGYa24fQ389frO/D2YSdhEITZ/dJIhHvTdF/ib3cneQK+TqmPmyVeULAWdPJIwxvVdXAP/AUMQ+8Py09/is8vOmczXZ04Dm6lAPXM6G9xoyhedD/nCXJdeq55/UEY8yfjikGNuwY1tGYpqim0aKnSwk/VEqz3OtqO59Hjzx9KARYeUpaDhWPL2ZU7uk9AAy96PG/tnoff74lLrkLUWpx4mZ6/QkMOeh/9AmaRNGnyAue75t3Qyo/60fIaImem14pDuYwFaxOuxGuWgvxVLMb1TTCur4n38Zg/FSTYxAuQkZeDk7abcOrRWNqI8b9UaXnt4psHsTKWXpsurAkuErMAAAr3RVaCy30/fAQA8AHhK2wwWP9/h8Rs7qX9WHvXMaFauB4bdcKUBjRcqzJ1MaUDjBbx+7a/eggifR/tZVhl9qEybclzUJGpAC5SNeTsg+XRPEn45Y0g3n9ijCKncnLVCLAelI1dsQjDUADeGa9KX2eVOc7H3fZpm2eIHf//VwCQgH1E5kosaY4fP15ORikboy+++EIA60gROysyr61sxcXFCSo4Mtdt0aKFsB3ig19WBHwkcluigCP7QTzzCThY2SLrke2Q6tq1Kw4eFH/GKvu+ErswYtNVVVUj8CRHoAoAfJKj+xd9/10AkNyYbt26hfz8fLi7uwu+CN26dQN5exASEuJ060OGDMG2bVTuQ9Z1FhRCljdu3BgxMTGCH0JWlhOG0SOM4dP2w3wtNwPP73aeRru6y2B0CaXyNEPucHDGs6KjwsrbQOFDpSfJmjM4kObcJ6lf9VXwVdZ9hNGlqxQZdEjWFKCWpx/kFYA1snzCzt+RXXgWs5qcQX2vHOgtUhxIrYlPo9tiQbeBeL423faZ9EQM/1OcKdDAywW7B1glwCeTEjFux68wC9pJWuStdeeaYVj1/ECwpcDMwx5UvjEfM67SBFuxGltzLDr5dXJYVGTUw8Rx8FaoHB5YYzKTsDPzNSgrSIVJJ8Svr7FyIXpFUFCAVJq2CB9f3I9zmZQx0NIvFJ+07IFQV3G50l8dm8aUggPJY2AkD+o25Sarjm6h6yCXVP5NJpf/GmCg3nAVy1bWY7uMgNoE0PZVqh94XjjOjGJTPJQSHyikjgybV3cvwP54caCTsADjJtOHNN6SDT77AZM1t7lg1ZTRmVy0Cbdz7WWPZfse5NoPUX50gmbmjPjqNvGdFPEv41lMrb0WbjIqd35x8yc4nyk+to18NNg+koKkvOEk+Hwq7TZaWOQblfBW6AUJIynGewsYOfUv+/n+t7hZJP5ipIv/CHQNpLLz67lbUM9IJumO56fYIoHF5yC8lfSezWU0EAkqKV1P1hqszwbhHytvn8Y31w9geo1o9Au4J0iA40o88XVCM5wsCMHVge8IEjmOMwJZUfTYHPF7QFIbrN8uuu28iYDR2cSfARtIPQCzi4vReo1zyczrzTzwZgcacPHBpS3YHEfDQypuv5anC/7s+SY9l/lzwRo2Og5Q6ScWNhwy/z+FfxUYEvHdnddxLD0c6VoPgW0c6FKMZ4LuYUrtz+CnovcunsvHhaTuuGhw9DNrrdSgWbUj5WBubHx7RLhki27/iqYemkfuEJbdSp6Dvr+7OsiPyTI/pRaHX3oWapdnhLZ3887g5Qu/Q89J4CbRw8RLoedkqOuiw8r286EsZRUeujMfr+wTf9lDglZOvDwTEtZV8Ovrf/It4b9iNaJ6T4yqSSV+5sJPcTD3N2Ra7GX0BNrr4VKCgJCrQrs8Qwla7XDOTv24SQ+Mqk1TrzdeXoXZJ8WDlvrU1GJpPzoJ25eyGR9dp/2L1ZBQKd6Ooiy5B4YNyBqD9bGm2gvgm24TeO0aopUHJMFg1C8LQUcPK59yulOPaQFvvAo+jwZ9OZQkAqzfXoePCUtXaymAnHWBnHW8lx7JuIOp5+hzg6oUAMwrBQBb+tbE2vbOU+2dHdaDfAWhfA6spxNQ9jGNU1k3xKJA8H5kvUVDXPrvW4NreeKy8y7BkVjVydF7l+M0gDkRkEaAFRnPO9nTkFtC73kVi3gABrg9+RCSxzyMleqO1+0Cr/2ejhHrB8blRUD9CphSqX+lOvsXN37a5hliQ2l7DKtO1oNv0KPJ3h/nacpJN2JCh1tCl09CAkwYfcR/j9Srr74qyG8rFrHGiYqKEubAXl5eyMzMhExWuYCUKVOm4Pvvqce4MzKMrRJu6tSpWLrU8QXUX40tYS8StR2pdevWYfTo0aKrVAGAfzWSVcsf5whUAYCPczQr2dffBQCdbU6pVGLx4sXCjVOsCOPv3LlzIDRikvT7oOrbt69gvkpKr9cLBqwPU39FiU5PTy+/wT+JH5CH2cfKtCGpun12UUN/sVrXdSg6hVBJlSH3JXBGcYkYK28PhQ+d5F7NPYRLuY7MrLL+uwUtR3U3OnGvTOXoivHizk2IzySsNUaQyXWvWxPfdxlk5/VIDPIHbd6EPL09eNItLALL+/YvB4VM+kOYcXQj/ki393whjKz17c6gTW1rmAfx64stygUvE9IqaFkAxshgZd8B6BZub3L/V8dVaCrE9OjpTpu9HPYyOvjSxF5SxPdw5qnduJxNZcXVXT2xqG0vtAuyhuXcysnGtIOfo0ejGAdA5sTtOniz6ZsCYPmk6kzGh0jSiJu2R3lPRANvmlpbmRLkP2TSWWaiX7ayogsYz+/B2HiDET+l98/txb7kOwJw4qVQ4d0mz2JYJJVC2lZ01jxcL9wDS+nJ9JK64dmQH+Amt8oHx/36CY6miQNrJPwmrjQkhrNkAw8AAHWqSVB7ULCX4024nDEB+Xr7xGCFJBCtgzdDIaUea1qzEUOOvI8OwSQF037fL2RUxzetFqKGK2VVdly3ECmF4vcvf1cDzo6n/mW84QwMOePwxbXW2BjXACZOAqXEhHG1r+GNBhch89taHjbw0dUN0Fh2wUVqn2BaYFShkftovFqbsmh/j/8C1dhNaKa0l14RQtz+Ek80CdyMYDW95ggAaLRY7EIryOd6swRKVbNyQ/eFl3/Ar4lpmBN5Bj1974NlgHyTAl8nNMe2zNq4NuhdKCUyEAAXWfVxuDAYK7ProcBCx6C1OhPTA6/BU+4D1p+CmFx2P8Bib4xvO6psIE3+y9OVoMVK58nCM9o3xNTm1GZCZzai466vkU3wbhsZvVxhwc6eY1HXkwKfuoK5UOidA4Aa1IB74AGh7bb7kxAvkjBLloUq/TEinLLbNIZb2HD/NVGwjgBho8PXwkVG7w237rVFHbV4yuvZwnC0q0PBx9TMUdhy3YylN2jSb1mxDIcV7f9E6zofQK2m7Lapp99CiSUbo4PPwkdOfQhvaQKwOrU9xteIxNBa1Ktw5+0VmL7fMc2ZLPNSaHFuwkxIJS4gTKABJ9+Gibf3OS3bh5dq9MbIGlSyG5c+DKc0yXb7WPYPH9aMvhH0u1Wg06LFH9+ItiMfvhGpxOvNZgrLTRYjxvy6EGcz7AFVf5UOvw8dgSAPel84lPob3r8mztoiy4eHKvBmFP3t4/InAQYnclMZud6dp3w73el/eAFXtAAoodegtRRgvNeXp42XfX6r8CgOZ6yA1pIvfBTu2gq9g6dDLbX6mhLgc+6VteikWoeOXpS5lmNUYklqG4yLWoAIN79KHzHPm8HnvwJUfFZh/SEEqkgo6/NJFQH+eM03gJawj4mNghxQj4bA5mSsE/kX9q/DlVzxcK/uIbXxY0f6kkW4lghTLXc4YLEJ2ZK3BzxXgmWt6gKDOR0xGQNhsti/1PZQdkB9/9VgmMoHYT2pcarq99FHoAoAfPSxe9CaTxoAtJXlEgCudWtxb1cCqpV56e3fvx/du9MAm4cpck8lMtzU1FRBRkyARGdFlt+5cwehoaFCEEllXjYRoJKEdZJ5LplzE6CS/FesqgDAhzlzVW0e1whUAYCPayQfoZ9HBQCJfJf4CRB/vjIfgfj4ePz6668Cs094Sw4IAR7EvLRiNWjQADdv3hSSiDMyMh6458OGDcOWLTSpNicnBz4+D+exU5kb5NMAAJIJ+TO//YBMnSNg6iqT49SgyeV+fSbNcpiLxSUkUrd3IXOlPlcHUqMRV/QGFBJHuV+xSYFnAlajmW/lUoDNnAVtNyxDbqE9IEG2161uNazoYf+2PLWoCF+fPYUb2VmCjLdHeCRIEq3UJhSmqOBbjNiZghtafwrskSIBKEYG85rvx8jWO8CwKhjMZtT9cTF4uYjMkgOmNWqHGW0rJ9ch1/LUi2+jBI4TcyL5+6zRIgQoKRiUpdMIIC2R7doWkWhv6fkIoDoxAAAgAElEQVQSmvpRzymTxYJOa1eBlSehac37cFfqoDUocC25OrIKQnBi3CvwVD456fXexKEoMiWIfu9C1J3RIeiLR7iblCb8FS+mfj2MAoyiG6CeYDeZItfxsAMbEZ2bKiSDEtZYfIkH8k1KfN6mD4ZEWFM0r2YvQnTBTod9UbESDKy5B7LSoJRXt8/F/mTxBxpbANBgyoAhuyNcRRJuBWmqahqCPK1sUgtnQELhcuSUnBCCLNwVDRHp9QYUUutk90Z+Olbfeh1t/eMRp/FHTokbPJUliHTPxL0CPzQP/Bq9Qilw3WXzF7ifKR6vG+RrwakRpUxFToN3d7+DbQkRYEwAawaIzR3JIxlbOxYf9fy2PDjixZOLkVyShki3HHjIdQLDLdegRrzGFx38GuDLZtR/7pc7U1HCRCNMqke4zAAVw6GYk+CmSYVsiwzNPWajcQAFzE5e7Y73LrTDjIYX0NA7W/CS3Jccjj3JEfjtuXR4BlIZ7Mqb76GJ9Biaujuy1r6+3xRTmy+Di8wfHFeCY3G9sSi9qcO5DFcU4puaqVAG7heWaTN6QgXxa5N4dAbWoKyuQmMeumxcinyNI/BLJMif943EC+EDhLYkiOi5nasFua5tSRgGW3qNQHN/KuHPyVsKhX4Z1KVMS9u2Zh5IZ5qiRiBlIq+42w8FZsd7HFnmyrKYXJe+tEosWI3dmZQxKVb9AychxIOyfXbc6IvnfSjAWbF+zWuFIfUpOHk2aQxWXFPjcFpN4R4ogJrEN0/OYWLtaIxu+AJCvSgo8dqplzCp2jGwFYJNso2uOF3QCx+WyqSXnd+Dr846n4BEvzoF7qV+sB9f/xHn88STmr9qPB31PSiQfCFlEG7qxH/fCfg5qjRpPbc4Gi+fWIvrGsdgIOKnuapxPJ6pY2W/680lWHb6BxxLKobRAkT5SvH2My8hwN36kqXEpEHvo58IthYViwWHNa0Ho54XBVB57XrwxY7eSsJC9VSwbhQkfZqKMhW3gNf9DnCFAhONcZ3iEJxwp+gkdqQ4+s2RFPpRYd9AVspeIz6JXM5gMBbKpLUtxvM7uxTzyowTT6Si2h/B649Q1rEsCozrdDCSgMp049BW6NdMvkscIIkU9TzkiJeiTiSIQzUcrMcn5X1+E3MMS2+Iv1Cd07wHRtem1xGZaCOno7gXrk0SblnHRnMmkgq+gsZ4DQwjh7eqC0I8XgPL/PMMq781+FUrl49AFQD4ZC6GJw0AEsupEydOCEAZ8dgj8luxIqw94hNIikiAiRT4YYvMmcvkvM5YhmV9keVlISFkvbCwhycIHDp0SFDmkSLMP8IAdFZVAODDnr2qdo9jBKoAwMcxio/Yx6MAgCQNich9nQFsu3btEsBBkvRL4tGJkWlgoP2bXHLTIzcxAh6StxkPKnLD2rCBTqAqA9T9rwGA5PjPZiRh3OGtINLJsiLg0tJn+qNXDepdRoqAFca8cQ4sQML+k3uvKQdkzmQlYP6VrzGgRrRgvF5WRosEWxOa4Yf276O2BwW3HrbW3zyPOQdPiDYnXllXX50KV3nlgkV+j/kebx0VkVgCCFAV4/SEjwTpiIXjELHqK8fA3NK9GRhWH990o2m0D1sEsGr385eoWysWMqkVKCXzq7v3g/Flu1fRLrS60N1XV45j6TXxJNzOIeFY29UKfp5PTRGkyjqzlUlDQM9ve/VB70irCfbD7mdl2u1PHo18g/hkv4Zbb7QJeHLpi3uTbuPTC+vxXcPDiHKnpupmjsGKxIbYmN4RZwa+Xn5v+U9cOxjFLfPQxPN5NPajKWafH/sKP8SIj4CXXI/Lr1IfPJOlCJdTWqCJHJDZsPXIuYw1Ax5enyPIlYJGD1uxhQm4mdkfv1xvh3MptcpXq++XjPHNjsLH7St0CqZsrJeP/4IjN5MAY4XUXpkFbWsH4ueuVJZxvyAfXdashjKLgUxr3VGTKw+DP4+zr0yCX+kb3HFnvseNQnFPw55BjTGvMQWXdsbOQqLpDHanRiG5xOrz2MgzBV0C76BrwBKEe1KA7oWfZ8FC5Ky1b0MqoVLPghIV9l5tivF1XDCx3XvCZ3HJ3VFTJg7WmTgGEt/LkMvdhInxuLOvIsMkDtK+HapDt9Kwko3RU1BiTMOE6jfsTkGSzg2zbrfFz72/Ez7XmIrx9oXJOBLdAEazPcjTtFY8XmzQAUOqDxfaLo4+icVXxSfwzwTVxIYedIwKNdtxLmseOqmK7a4PAg6fMagR5tYLoT40UOanu72QaxbRUwPwkFjwah0KaN7KWYsjuc4fuHv6v44Ir0FC23Vx09CUP48oN/uwgZMFgchT98KAapQhuunmB/jgvLj3oYSx4OiAtqjmQT1Ed95pjDAXcVbh+YIGeLkhZQJvjInG7KNOJPwkJXgyAb7pJChbn4+ZV79FloEyxspqePUeGF3Ten+9kvYKYrT257GsrRw8hpcCgFpDGlJT+mNkTE/hRYBtfRhxHs/4ByKimnO5t90KNv/YFLcES++lwcLbgu48BgWZ8F5jmjpNSmCiFRDvyQrScxKw4b1WAGf+V2tV3CvIM4rfP3oHv4mGnvSlwAPlutJIsL57/jVDJKQ1F86kPomkGDcwHvPBKHtbzzlJmM22hlNU3HnG7ygYCX1hZ7CY8dLhTUICsG11DamF5R1egKT0ZSVHwFYSguGsfE+Alf49YPNfM8hVO/JQI/C/BgCuOFEfPv8CCXBuuhETn6EvoSozL3yok0asNPz8BMIJsaCKjo52uhqxsPL2ps9TxNqqjKzyMNshyjaicCP1zTffYPp050ojsnzGDKpOIes999zDp4SPGTMG69dTj2UCBnbp0sXp7pXNm+vXry/4EpL5OQE/yRyeAJ1jx44VglCqqmoEHscIVAGAj2MUH7GPRwEAH2ZTJK33ww+p8T5JLSJ0atv6bzAA/9ckwGXjF1eQg3V3LiNFU4hAF1eMqN0UDX0cpTIEBLSUbITFSGVWEnkrSFxesmNjlZiMaLH9K3ir8tDUJxluMgMKjSpcyqkOg8kHFwe9BYmNdPNhzv3MYzvx29VYgOEgdzOAkfDgjRIYtDIwYPHLkMFoFVQ5VuG3Z/fg2/PO2SnXX5sGF5kMerMJddc49w0aXa8p5nagb8IetlKKitBhw0oo5EZUC8yFSmmEySRBRo4XCorVmNepK0ZFUT+2ycd+x55E6lFWsaq5euDEIHuT+Pj8PKy7ekVIYw5Qu2J4VCM0CniysieyXzfziKcR9R2pWO0Dv0Coq/OJ0cOOm7N2y68fQg+Xd1DTxVFu+EVcc0xuTTzzFDBxxdh0j8pXzUY55BwDjmFgkRogkfCo6VIPnUJ+EpYfjz+CMbsvOaR9kmWtA8z4Zah1UnY5YzR0+rMIlQIuDA3syLAAxbwabUL227H7yPpGSx7y9BdLGYBRUMvsr918/TVM3fsdziQ7gra1fdKwvG9n1PR4XtjPbQlX8c65XQhgNGjonQoi2byWF4J0zh3zWvTCyEiabHgo/h6mrdgBaYkjwERAwLVThqJVCGWtrYs/hmV390HBmaA0WwRJtV4mhZGR4rMmI/BsIJXwpxTdxtgzPyJd7wgcNfNMwtoOKyGRUGBy0G9voVN9R/80nVGGouxBWNiVSsS1mc9AwYt7Y5HljPcfkMjrgbCC+5ywT9a2vT5eDK6FcbWmCB/NO78ca+PzBElxT79EIWzgtsYLq1MaCGyu28Po70q2vhAfXZ8COWdBepofNDoVFDIT/PyIp6wGjdzGYlQ4BaOmHd+JnQm30MErEQMCE4SQo8tFvtiQ0hDBajecHkzT7iwWI/5MbA+O51FLZoAra4GOZ3HPpICWY9G3+hYo5PTN+7HE53BOy0OjVyCz0AOEDRzgWQA3pQFNVCb0CKMm22ezLuNWwXRoLVKk5HujWK+Em0qPUK9cof9GPsvRzKe+0PZczjYczViFUI5HNVkJODBIMKqRJeUxoNos1HGnvn7rb+7D7PPOJyX7+o1DHW/64ub8/TAh2CnD4IYkvQ9krBm1XLLgKjHiliYMQ+vRlzUpRYXovmGtAHZUrK5h4Vj5/EC7jwtNGqyJ/wOxmmS4SJToG9wenfztkzlzNH9iT/onovLnSGUQ2lf7tbzPwpTG0FoYrE2tJzCCSZr0wIB7aOOZgTz1Ovi50yCdsiJBOTBeICknlDUmtbL/ytrkZPZGkiYfKzLrI8voAnepAcN9Y9HaoxjuAefsJJkkqAa6X8AbiHcuR1NGhd/Lpxf8Iy8Kz2bdR4FRjwh3HzT0CrJ7cUt8/764RSagvPDdKrHIQRjTblK98B1p5TMYnQNeFoaTK/oMKKH3W8diwQQQCwRxQNzJSk/kY950B3zuC44p72DBeG8AI28pbFcACfPHOd0HxmsNGIVVLUC+FxvuXsLFnGTBmqRdQE0Mj2haDv4JY1Q4R/CHdFoeS8Gq6G/a01QCm5QkZJvvAYwHoGgDhnlyCoWnaWz+al+rAMC/GqFHW24LAJ4/fx5BQUEP7IhIZx+2iNVUWRBHnz59QEgtDyqS/kuCKom1FWEEPmwRX0Hil09q69atGDzYaiVQsQ+irCMAIymynjN7rYrrkf0i4B2x2iKEGzLnJynAzuph7uEDBgzA2rVr4eEh/hLyYY+/ql3VCFQBgP/gNfCkAEAS1kFuOuTBgXgiEG8E2/pveAD+1bD+L/ww/9Ux/tXyG1mZeP7XdWC9jbDF+chciMtT4NSoSQhyczSvf1C/i84fxOroC+BdLTBzVqaTQmqCMUeJ42MnVjq8Yv3VK5hzTNyjSSGR4MbkN4SHcnK91VuzGHqRSSzZ5zltu2JslDVc46/GhywvNhrQcCVlHYnVdz36om8tyr784Oyf2HRXfGLe2CcIO/qMeZhNPvE2HG/G6Yz3kaq1Z7zU9RyFxr5PVu52KuFbtFUtEz3GApMCHsHRAhBFWGMb4toj2MKio6cVZMo1KvFnsT8a+DZH60CaMrvq8kUsOFkahGE7B+WBMA8PHB5DwyBI5ZXcxfHkEXBXWAFIk0UCf9U0NA2m0viyytDuw/XsD2DhrezTCM/XEOE5tXyym1QYh87raDiDWK0d0Bgdq1PQmVyfS2NGoIXHOWGCTYrjGVwsao4pDbeUe17+EXMTH64S92gk6/zwxiC0i6BAJAHXRu6Ziwvx5HtKD17KWtC9AYtlz1LfNFJns+Px8mn6FrhiESnsmd7vQS2j3nyfXBoMTzVJXXQsU0lnzGxGQThjziCwZnHqJZkzsv7XIJGohOMedOpdlFiIz5ZjvRoxAINCKei89PpJLL5emvhdoam/0gVnBtC35EVGHV489S4+rXkGDVXWUIg8iwzzUpqhpmoE3mxEGT+zzx5AQ/Zr9A5OhEtZ8jCAoxmh+CJpGPb2s3rVFhStw5Hs7wTgr6xk4NHBswuCfKmJNilz7lS8E52PnTebgCttyzAceta5gSXNGEh9qV/rrcIkfHttNq7GVkNmsTW0J9gjH/XD0/Be0wUId6WTF463YEvCRCTp7dNBG7g1xHOhn5Vfc99dPoMvY8THiPRzZOBEhHlQ/7b9sfVxuigCB/IoyEhKyZowPvgUDHw1jK9Pw7hIfX5+F5afJf6L1i+RUs5h7/BxqOFhledaeAu+vbsZBzLPla/rIXPFh/XHI8rDPqHwVtZ7uFB4zA4E9JXI0a068dG0sqFyii7ATTOqPOiGdEyuofvcQESE2NtZ8Pr94AnTireRdKsnlXq30X03mhIgyekpGnpDlmtc58LdlQb+/C/W9bx0vHpyKzJ01vtcr9C6+LpNfyhsArm+vT0UdzQy5Jqsv/NSxoJwl2z0DX4JrX3ppJTXLAevcRLUwnqD9RcPHftvjy1X+KEgfRYtRVewXtQ3lDfdAJ9rD2rbrsP4bAcjs35nHuY4OM13gGaJ86bev4OVk4Clp6d43gC+YCZgsPk9YgPBeP0ARvZ0Hcs/Mer/C/MM22P4NzIAH+a8ltlSPUzb7Oxs+PvTF2jEguqXXx7sAUusrMiclwSCXLt27WE2IbSxTRHeu3cvevWi3rliRZaXsf6+/PJLvPWW8xeqtusT9VxZ4McHH3wAQs55UBHJc79+/YSkYOI7SMBNMh7Hjh0TgMfcXMqqJgGgBw4cqHToyUMPTlXD/xcjUAUA/oOn+UkBgOSQyA2U3DgIlfjGDXsZEHnTQfwCSVWlAFfuAjDoL8FcMA1SFMICV8BtAVxKDd8r9sRp/wMYqGk9FN3Bqqkkrqz234vFpN07wRPPKxcLIOEBCwOUSMBwLLYOeRHNg6xpzuRH9HTWfcG/TcpI0CEwDA287Blrd/Iy0HffKphNEsDIUn8q0q+Mg1phxvWhH9ntA2HbHE2Pw82CDKgkMnQOikSEu70XVKZGgx4b14Ik66JsXk7wEx4Y2bAJ5j9rZfV9dOoANtyIFqx/hD8yH2QBN4UcB4aMR6C6coAm2dnX/tyJvfccvY/8XNQ4NGIc3EuDaS5mpWDInxvBSDhIiVyYASxmVvib16onRtW1Bx/N5ixkFX0Gg+k+5NJg+Lq/CYXMGm5RuSuDtjZZCpBX8icMlgwopCHwdektpHdWLML+SNEeRo7+GlhIEejSGgEuNPXsUYuAUb/EHsDtwjgoJHL0COmA1oH2k6ji/MVQG8TZh2S7jP8lMCw9R3tudkcnj3gcTgtDbJE3XKVGdA1JgKvcCI3bt4jwovK0OUcPYX1MtMB+q1gEIL49xSqtmLl/PnYlsWgXEotAl0IUm5Q4nx4OCS/H/mHT4KqgIE2R4RbOpg2DkjHAnTULl52Wk6CIlyDKdwFC3Khs82pGOgZuIawPHlAQvyle8KeEgV773/bqhedr04nS1cxF0Ot/FB1eqXwkmgdRH7LD1+Lw5so/YFFYoK/GgVfwYPQMlMksJEYJVr0+GC1rVRParrr6KxYeSwCrsIBRWITd4PRSwMxgZb/26FKD+tP8mngZs6Md/RTLduaPLlMQXmrk//XV58DKjdBxchg4KYinnovECDlrgbexLUY1ounImuJdUGimi4IsRRYFvEOs9/3vb36IP7KL0MY1CzUVxSjhpDirCUChRYEfm72BADUN50kozkOfP1chQpUKqZSDmWfhyppwMT8Ir9Z/BjMbUaAwvbgYlxMHoqVrKg4WhkItscDASRAiL0K4ix6/Zc7FlJb9hbZHb72FNh67IRfx9juYEYkeTazyRS7/VaQVnMX8Wy2RWOIBP2UJZta6iCgfEkywvZxB/cu1dZh1JBv1vTPQwi9ZuM1E5wYjOicUs9q74OXm9M2+ibOgxZrFMJkNqBmaBYXCBINejoRkf6iUclwc82b5G/lc7S7EZr+OHIsbiiwkPZyHp0QLb4ke9QO3wk1B7x8/X7uMWRcOQCk3IswrByqZ6f/Yuw7oKKq/e2e272bTe0ggIQkJhBJ670V6R0BEpImIgKhg+VuwYgFBQUQUQVFQRKr0DkLovZeQBNLbZpPtO/OdNy/JZrOzSBQLn/md4zHsvHnz5r1p7777uxdFZhWSC/xgN0uxc9A4xJRq5T5/bDKSdB6IVmcjRKGDjZfghiEQhVYVJtduimGR9J2QZcxB142LUWySAWaJcB0J17KCQ5dwKb7q6HCL//b2r1iTugWj/G8gVqETxnJ9YS3cttbAF01ehp/CmRlwKmstNqcegsFuR11PPzxaZwYUpfqdFW+GYuNlmPPHQ4Z8cJDDrJiIIH/KDC0LyvAi956r/iLj+TYYNU3nLi7ZArXefUpVgWIU/HyoY3BVo8hswtbr15BRXCwskBHJhrJ3QOW6ePNRwHqKdCagaAVGVl/0cLmmEmxPuwLy/wgPHzwSHgeVtGqOkmUVk/dkj61LkFVSTMeSvAeldCwfj2mC2U0cE80PL8/GyUJXFi9hAr6b8AIiPSizmbelgs8lbEGTa/s1E8BqHddHVfvzQZbn8p90NRUpO4C0Dlh/ahhG3n8EANSbbmBbTi1kmDQIUZbgkYDb0CqjwfitczKuEvYhjFMLYZqzlAUnc+jVku2CAUg2Yaq6aiqD8QYb5GwoVZXz5u2ZgGkHwOsASRSg7CbKTuU4K1ILv4LVQgzGPOCrfRS+amezoKoclyt6EzCIsBqJUYv/FjCsZ1Wq+8+V/f8GAC4+mPCvSQF+ut2F+76eqgIAkpTiiAgq6/P444+Xp8+6OxgpS/Yh0lY3bty47zYRLX2iG0ji91Jz9+zZI4ByJMh+ZRl2v3ew7t27C0AdiStXrqBOHYdUlNi+RO/Q29uxUFmxDDEP6dmzJ06fPi38vGDBAkyd+tcSBn7v/Kq3P9w9UA0A/oPj91cCgGUaCmIAIHnokYcYCXfW52Qb0SAgDyNCYyairGQV4kHFw/hi1us+hdrwWaU0Hh4GeX9o/RyaRoIYdcFQwFppNUpaH/BdUz7hPJuViQFrVoL3sDmANdLBBLsqkeLQ6IkI86QfeASoe+nYZqy97WD8kEnviw0646l4R3rWpxd34JNjp4AS4lpQgY5FtMQ8rEga+gyCVHSCSNJqpiX9gt3pDuF7KcPirSa9MDSSptWWxafHj2DeCWcdLy+5EruGj0GAxgFw5RpK0O37b6Azmp32n9qyJaY3r5oBSFkFOpMJ47asw4kMBzPHX6XGV70HoFGQc+rBtKSfsCf7ghMoEqEMxPouT0PKOhiRJaYkpOSQyWrFlDsWob6fwVtTNR26snaWWC7jcvZYWOxZ5eeukEagbuByqEqdRh/U/VO5HoPVjOlH3wCUjskkuQzryrthRqNR5cV5w1rwRVS7r3LwjAZs4Cnh+ibXcNrthph5tBuO5zhAaOKG+0HzXfAP6IhWtSgTbfGJo/jo8CHROmt6eWPvEzSNzWAtQsKyL8CVo8jOuyzqEI7ecRRAuJz3Lswly1BDYnYayzy7DPmSZmgZSlkmBJxutfwLwMtKAZOyIJNunQxrBo0sB9G33mwJX6ljbCoePd/mj561j9Njp2Vj4DcrYKltBVNBLpAwc+XXZNg5ZQLCA+hHWtfv30Eqz0Dq4QyIWAvlaOMnw/K+dGJ+MOs6JiV9L9pHLBgc7jULWhnVX5uzsy90gTIYuIqOxTz8ZcUIuJaASYMoE+5mzjuoZV8BXgR6tfMMZEGXwLIygQFozmyOuxYOkRWYl2aORZpFg5iAaWA0VP+QxPSDL+HXTKIX6Hh++MiM2NRtMoI09FrIKrqD1MwB8JVziFQ6jJEMnASbcsLA2KIxvMkX9NzPdkKbIHEXz+s6b9SpQyfmZJJ94uoQjEjqDSvv6HgCgH7UYD+GNHgDjIK6Abb7/gv0Dd6BcfHOk/rV1xthxe3uOPYE/TC+kJ2FcdsXITwqG3YCApWGFHbcvhmEVX2mItqXGltdyhwBvZCC6hoBmmGI8qdMuIM3N+KF346je4PzUMocz498gxrbTzXAocfHw1tNF2ZGHf4ITbTbUNejwn3JM9iak4C6vk9iUgwFgz49/z0+OSuux0vAoMvDZ0ImoYDU+KMzMLfGNmgljmMTtt76gppgPV/FwFI2Jym7IeU8Xjq+WQBCy6JdcBQWtx4KZQWAi7PdhCm3D3ieOhXTYKDQvgRpqWkV+YUreg8wOAxBnHpKUhdswHrhJ7P1OmR57vVe9Zr/wUvruOZEO13kx+t5eRizYS0yih3MujCtJ5b3H4TapeNIdiPXPE/Ak0omE4zHVDAeDqMhUvZ07l1MPPgT8s0OpnGMpz++6TgcIeqqAyy/JJ/DCwd/FZ4/Tu9gGQe5rx0Xhs4sN9macPxFFNnE3Z8frzkEfUIdi2u8aQ943fPOzEtFDzDec/81qdKc7iXA+Iv4cCo6gPVZWr7tev55PLl/DTLMDt3JUKUJy9oPQ4wvlU4oH0v9bFcgTMQghtMvBkoqO1ozgPcysMo/9v3Bmw+BL3zWud9l9cH4fAWGdTg1W+yFyMzsjxoSx71u5RmkyyYi0v/+GEMVO05wSc4i32HiZkeM14dgVH/sW+V+77eHvdzDOM+o3OcVz+HfCAA+6BTg/y8MwPT0dCHtl3xLExdj4mb8Z4No98fHx8NisSA6OhrXr7sSI/7sMar3/+/0QDUA+A+O9V8FAFZMASbuQ2UrEGWnSlKCe/SgWijERn3WLHHhZPLAIk7DJIjV+nvvvffAeuthezHbrVYgtx4K7HIcLAlCnl0Bb4kFbdTZCJQawfvtgVROWUGcbjZgFJ/sQ/UYWK83hHJEI6jhqvmoqcjBkJCbCFAYkG70wI+ZMSi0BeDcSMLuoZPwb64ewztnStmElUbh2w4j0SaYamM9f+RH/HIyzXniUVZeyuHHIYPRPICy3D4+vwdLrriaZpCUxLVdxpWzC+/qi9B19TInw4yyKgfF1sW8Lg5B3Jm7tuHnS67C88RheMeoMajh+cd0K2wch4NpKbhVmA8/pRqdakbCS+ksWH809xYmHBGfnD5ftweeqE0nAOSFfDU9FsRZ0TUkiA07DylbtXZyvAWn07vBbEtzqVIti0fDkE1OjAYifE8mSryVpCxLqd6Rovsf1nF66egnyJe4pj8TA4URIVPRpQbVB+O5IvC5vQFOBAjTTAKrpULHZpsB/9v6LNYmu6ZhERDw3fbZGFifpqRlFuvR8/tvoTO7slNeb98JYxpR5tQd3XW0Xe0+XffNZlqMaUzTQS9njUKgvZIpQGnPZtr9US+cniuZ6Df+aT50dtexlEGCM8NmlDN5tt1sBB+pI1214kAV2rToUZuC64VGAxqvnQ9GzHjOxuDyiJmQl+r1Nfp+NiwacaeUQAuHfcOooYuFs2HoPqIBeAdBaj1kEjtMNhnSiz3Rp0ZTvJPomMhN+XoEJGKZ8jwP310xeGMmXbxJyRyNcCSJAoAMGJh890EtDxX0E/mse6SLVXDd3H57NaYcJx+Vrnpi8Vo9Nj5CQbBLmXtRon8FTbSuBhdEb29NejzGNqMs86Pn26FZgDjwmmVUIySSjqXdfA4JP2yCgRN3jj01KCgqGRQAACAASURBVA4+PrSfXt/+GKbVF1+Q+vxCG7zWnboF77xxHl9mLYKtAvhXNu4y2PBs2ItoV4uyH3+7nQgpUwh/lhGchAmwWsTxKOB4cIhFq5o0Da+4aDU+urUa8grgX1mdVqMcbzT6EIyU1vnW6aFo4e36PCT35VXzeEyPp/fb/459ge+vOZt6VLw+Dw8aixB1EEj6b1pqU0QonB2V6b0A7LBMQM+aFHS+rstBv51LYSUrAZXiiZhmeC3RoYdmzGoBjhNzDGag8t8JVkYNdrj8MYBF3GgJZAEhiLITSORldoIPXIHfYl4Fj6DjYNmq6fuRd0CPlcuRXOjaTzG+ftgycnS5JhxvWAW+iL5nKwfjvQSMkgqpl1gt6PLrYuSYXPuzeUA4VnWhLt5ViXln92PhAaKPKKLJp7Dj+BPPwE+pAcdzGJFE9S/Fom9oN4yqSfT0HMHbswHzQQpGSesA8uZ/+J1RlXO637K85Sz4fMJqddWyFAAzRXuhKmIY1nPbUtwscn1+EL3ErY9MqDCWP4Ivcs5cKGsP4/05GGWpxANnAJ/b3Y0LcBMwvj9Uua94ew743B4kB9u1CxQ9wPp8Vv77jfThiGIJ29Q5bDwDvedy+GmcdTR/r0+Jziaf3dJtMUY7E4zGIa/xe/X9F7c/bPMMsTH6twOAD9oE5P+LBuCHH35YPrdetGgRJk92/6yvyr1JjEuIEQmJu3fvIjSUmiVVR3UPVLUHqgHAqvbYAyz/VwGAxPjjtdfoB5MYXZmsHpAUYeIoTFYTSIqwmPjopEmTsGQJTZkjqzzNmlEB5wcRD9uLWV/wDnL0azE/py4MvGOCKmfsmOx3BRHqWHgGUtCPy2oF8OLOj2B8wQbRlSDiKrzk+Bx8lrjPSRur0KLAxJNdMKfT/xDtTdNx++/4ChcKxCfRQ2o1wActqNHBCwfWY+3Zm26HaP/oMYjwooyXdps/RaaxSLTspLjWeL4+datafv4U3jwkrgEoZyW4PGGa8LFOWIr1Pl8As10kBYdMctt1xNhEZ6H6B3EtldUx++wGrE0lKUKuEe8Vgh/b07RAvXEf0nIfc3voQK/X4O/prEf3e+0sMh3DhSz3mlaNQrZBLS9N5+It4Asmuk6kVY+C8XyrypMU0rYxhydCLndmXZa12ctWHx+1dOjR/XprPeoyb6OmysE82ZRdHy1qf4VgDWU0EGCt3ucfwGQXT4MblcDgrc4UvCBxKiMdz2zZRNPeSuGjp5u2wPOt2pSfj9lmRKPl8wXBe7H4pmsMOtWmaaN3MntBxYnr25l4D4SFEa00IEVfgE6bqK6UWHzbeYSQKk9i68128JWKO27m24LRszYVkJ5zbC+W3nIvJv1y3W4Y34A+CxuufQ3WUjCw8vG9YcbhAdS1lsT2tIVYn53knLLLATNinkK0FzWYIPHMjpGQBoiDiuqbvnh/CNVwLMrqDQ9efAWYgEFMwCmwUg/Khsq6R+qJoidYnwVCnY/tmoVjBeJp+gw4XBtKU2bOZB5AA7iffH6bEY0xiTS1d++ZzugQLN7vlwr8kBBP+zrp7iU8us294PeLDWMxpSkFAA9dbIx4n2yxIcf1Qn+0rEtBxbXXP8DKbPdO95NC49EjkjLCDt6qgwSlHV6VRLpz7BwuGL3RJfqEUO5q/nf4OYMCjGIxNXoxtAq6GPTz9VbQugGdS/jOGBRF9U2XXVmLt084mNgV61VKbLj46KsCc5wsXvBZcW619XL4BggKobqCCy8exPyL4iCpj0KN4/3p/ctx+TBmUQdqsZCrR0DmRVmnXO5gwOZOZ0kJNthxzxYak2DOH4OAUidrsr+OA0yalxHi5d4Awl07HOn+4iU2Dh+FhECqa8jlPQZYKaPXJZR9wHrTxYvdd69j4sE1bs/9t37PIlhdNdmK1w7uwPen3fURL2jmlqUXTz31P2SZc0WPPyHqMXQNcjwX3DbyX7aBN20HT5iA5RqRcjCer5Wnh5PmnsvPwMAdVKdTLNZ1fxINfEu1OfMfBywOvUun8speYL2p8Rhv2gu+0KEnWrleJmA/GMm9zQoq73MvxjxZJGGCzoJh6EJkcXpdqFlX4JNsu4nuiAl2r2Us1gdCmnR2M4AXZ4gy3p+BUT58piZ/5+X6sM0zxPqm4jksOtDgX5MC/Ex7+qx/0AAgqfPvcAEm5iJ9+9J501/hAly/fn1cuHABcrkcGRkZ5W7Ff/b6nzlzpqBfSOJBz8v/bNuq93+4eqAaAPwHx6uqACApTzT7EhPdf6yTh9rgwYMFirBSqRQ0EcLCHCl8ZadbMQ2YrFS8+KKzhgxJDSZpvyQNmAiO7tsnzsb5o933sL2Y87Mn4sO7RUgxaZFl0MJil0LG2hGoLkawshivBBcgKJROeO2ZCbDxVhwoCUCy1UNI0IuUlaCDJhtSRgZJMNXO+OnKQXRWTcYNozdW3o1DllmNMGUxxoZfgidjQbp6NVqHUuZFo7XvQi/+bYm6XmpseuQ5odxXZw7h3YNuPpaJe+bocYjwoumL8T+/DytxLi2WgbcxAumHUdrBqOzoGlwHX7SnrlefnTyCucec038rjvvl8dOgkslgttkQ/zkFEsRiVMMGeKtDtz90yaQWnkJm7jx4MOkw8VpI1MPQMNQZxHvhxI/YkeHKtiEHrKH2wZYutI8Ki39CegH9Wyz8PCYjyMfhnE3Oa+mpE0i6myawbJqHheGpJs2cUujyDbtxJYe6s4pFQtAaeCop+MnpFwAl4kYcjNc8MCqi9VS1GJs0luoeioTSEoNPW9N03Ru6XPTathQ9Qq6gsW82FBI7ci1KbEitg5qeTbGsA03BtdjtiFvk3tF5UpNEzGxDAWISBGTaePcwtt09CaPdgnivcEyI6QVfuWPyTMqM3/gy9ub4QO5hASvlwHMMrAYZouR6fNV7BiJKzQ5OXO+PSI04mFtg1iI6krpSn81Nx8AdblISidBzyz4YHEW1opILf0Z64SxIGWdGFEmXDdC+jhi/MUK5Z/dswJZs8euIbH88ojnebE1ZJy03v4QimzMTtaxPaqoKsbUH7cNC0y28eflVWCqktpaVC5FZ8Wq9VeXSANOOjQDcyI+FMP54qRFlndhyh4G1uXejhf8+sNL7YADKO4H1pQs9vbbOwvVid4AHj+tD6cLSzuTv0EVFmYhisSo7Go81oM/DT/cNwajIq/BWOAPUhAVHjEC6JtLFhbVXz2LGIffmKyOiYzCnAzUOSEuNhFoqnhpntMlQIyJZKLf+1iysyBBh75Q2+qmwADxS603hXzdS6iJKIf6QPWPwRuMomm687c5XOKmjqa5iMb7WQgRpqCvu9tstAV58kcVf3RdNgiij0mA1oOvmD5FRUjHtm9Y+Js4PbzSdKPzNcSbwWQ2Ed8Xi2w1wtcQHGokVfYKSMSD4JnhZQ0j9KaD1/pld+PqaeNqRjGVxecgrtE7LZRjz3AugyxQ9Ifel6dxcwRTA7GwqVt4HjA/YIPruIeDFkbt9UWK9CQ0DqBjAwgNFPCBltGgbvgsySdVY1gdTb+OJ9WtRxzcdvaLOwlelR55Ri19vNsL1ghB8P3AoWoVT7Sguty9gE3eEh7w9WN+vhHLrb1/A80nutTm39ZyAGK8At2MttuGLE8fw4WHq7iwWJydMho+Kurjuyz6MxTddzYGCFAGY0+AVqKUPp9srYZpTCRQ7dYlmfZ264rfMZIzet8ptH33bcUR5VgOX2x+w0ee9S8jbgfWl7si8cRNNkXYTjN9mMDJXt/h7DS5f8g14vWMRp3JZJuAIGImfAMzbs+IgcWPEfJNvhZiQFVW6joRzKvkKvP5D1/2kdcH4/fSvSf2u8on9TTs8bPMMsW75LwKAZO558OBBEFMMoosnlYqlY1AJq9atqc4ymdPOnj37vq8skk5LdANJEFdfYrLhLsj2L7/8UthM9ouMpIvK7uLUqVNo0oR+7w8aNKhcc/++G3ePgmSuToxISFQDgA+iR/+7dVQDgH/j2B86dMhJpDQ3N7cceGvTpg3Gj3dmVIwZQyekZUFAuE6dOglpuWTlolGjRgKTj0ysyUOJWJWT/8oEVxcuXIhnnnEW8S6rS6/Xo2nTprh2jbIOJk6ciOHDhwv263v37hXSfYl1Ofn34cOHhWM9yHjYXsxHMr7GvFvHcaPQ38lRkai1R3rmY2INFXpGUlfU4oyGWF4QhlQr0dFyRISsBGN87sAjhK6cfXH0AwQq9uLFy+2c6pQxdiyuvwd5/HgMTaAgV8KPb8EoksZGttVS2rG7P2Xm/Hx9I17cJs4KkkusODpuPLwVlFUYt3IOLIVEpNzZlp5R2dAqPBwrHxkplNt26zombRdP3ayh9cShUXRyStJ6YhbPo0YmIjGgQSzmdaQrblWJazm7EGKZJkx0K8ZR43C0iqQpliQWX92Lxdf2ilbdMSgOnzan52OxpeBGBv1oEItw/++hVVGzAwL+jVq3Bicr6A+S34n24A+DHTpaJmsqTqXTfSoHAyma1kiCTEInQbac/mDt4hMaXtkHklJ2SlX6aOyh6ZAqxVMII9kOeLnxWKE6kkqeXDQPuRWcKMnvKsaG65kh+Ln7x+XprZ1XfI3bOnE32s8e6YPesZRVRp43c6/+hK0ZzsCzv8ILnzWeikAlZRUWmoxovHIBPANLwJWmtpefo16C1xoPxtA4qv208MDjGBEtPpa/ZUShXxPqwkoAwAHbl7tlRL3TrCdGxtAFE5634GJaH2TbUqGRUDDKYJfDVxKGBhG/gmHoZPuTY4ew8Ja4yysBgN9v2AeP1qWg4rA9k3ChyNmIp+ycOgXcxqI2FJxMylqIb++614B5K/4V+KtouvUrZx9HCScORDXxaojRUS8J5bj8cYBFHGgQXICDiRamHBypK/sejpqSWLABlHk3ctcsHHfDAFSwNlwYTMGyDN1VqIoHwbPSPVl27p9nJGJKImXJ/XysFxK9s8EyQE0tBcMKzQokF3tBK7cgNoYCa5uu7caUg4RlJ/78GFVbjXc7UrZe9t0oSBhxV2OOlyAgLEUodyDlfXxyR5x9SJ7dL0fUQ/Nw+o7Mu9MAPlIRkwWSamMJRHgE1bn85MI0GBhxljXRK+zk9yxaBVNA7Uj6KBSZXdMCybY6PjNRy9vxjk/R38HE/ctwrZCiv8QN9tEYP7zV9KlycJj8futWCww70QN5Vmdw6Ikal/B6o+hyiYmfk88I+n9iEe8dhE3d6YIFuT6MWSRlWZx1qtC+CqlHKQApqrFWegRZE7B+FNQxWFPw2x33oGLDwEUI1DgWEEQbWelHYjzzwvYXMb3pVkhYR1vtHIN5J3pjQc8PEViqR8sVzgBMbtikmvFgtTOF2i8WZKLf9mWihyemWMcHTq+yGcj+28l4cqO4Dh4xrkoa95QTy3t75j78kLIOJo4+k2I9ovBszFgEKp3NuO6njx6WMpkGPdpu/Ez0iiN3/6EKzEuOuOCa3IC06rFgPenzkLdeBp9HGeSuoQQTmASGVVepiwT9vwL67nQJ1g9MwOHyscy62xQBEnGwP1nyJGoHiGvv3qtBwrd8CXGAJsZdpQso8jZgvD4CI/n/e31UaZDuUfhhm2eIncp/EQAkjrnvv0+BdyJFRTT0xIJIWBF5KhLbt28HMd243yD3Vo0aNUC0+ojj7uXLbhYZCFkiPl4w8SBkGsJ4FMuYq3jc6dOnCyYdJNavX4/+/d09l+63tY5yvXv3xpYtdHGVXBtiBJ+q11q9x3+xB6oBwL9x1Amgt2LF/a8CVnZOKgMAf6/JarVaoDQTUO9eQdiBxNrcnZCop6cnvv/+exDNgQcdD9uLeV3KTrx7ca/g4lg5WHAYUTMGLybQydyGG33xW4k4K6i1xoQB0dQJb1HSu1iUYoeJc13d8pGZ8EJsLYxoQD8+m//4BnJ5uQvQwXNACy8LVvWiK1/nCrZixo69uJlNU6EqRoe4S/i04/vwlAUKP8csmgs32bpoFxGBFQMoA5BoLz228UcczXDVc1rcvR961qar6gJrbOWHgE5E20nGYVrbFphWn2oA3W8IZhSprWCAHZv04ciyqqCVWNFGnYUOmixkaVYj3IsCPIUWA4Yf+ALpRmfQSsnK8F3bCajj5QBqbmcPg8X8GzgwgmcgGVVhZNlIxIQ5QJVFx5Mw94g4+3Fq81aY3tIBJN7KfwOZ+u9cTq2G17OI8HYwDgvS28CLzRHtghwkIijYfXqhu37bnHwY63OWoFL2IixmDeY1ngNfFRWz/+bSIhwzHMa11GCkGXxgBwMVa0WjoDuo7VeIWQk/QC2l47fz5g1M+nWDyyStSUgofhg0DLLS1Nek3Et49Txl1FSO1v4JeLs+vYaJVmCXHXMhkblqkpF5zoTwbpiaSFPe2n/zMRa2XYYwjfOEymyXYOze4dg2mjKnLhDX6y3fgK0ACJS1gdwbi9sPxiMRpUBlMZlIzYOd45FhUwjnFSI1Q0qQKc1ksFrqWipM4Pf8BIY4c1cKvkSCNb1GlRuL7LraHs9fbQ9rpXtYKzVhQfxJtKxNdTu33n4Wm/Lda7y9Gv0MwjypRtTbx4ciV0quRmcgTM5YkSitj5EJVNuMK1oMvuQTt+AnQwxdWA+BNYZsZ8dMp9OSNgXrT50mp+9/AztzGVhcnkk8aqnysbMPFdjPMyZjxdXnMb2UzVyxvqPFgchAXwyKptqyt283gb/MgC+z4nHN4COcla/UhMmhFyHj7QisSdMld17fhPGHLlEX58rB8Hi1Po+JzehkvyhnEiyWza7PQ8Iwk7aBdxC9hy6kf4cfszbhgsGVxZWoycLQ4McQH0xZhcasrlDw4unCZmlrqPwpmPvxuefAyi7A6GTSQhvsJSlBgnYaOobRVOUfkl+HD78WLOMMruntCtT0mYtmfg4QjCygLL18DD/dOI1CixGxXgGYldgZiQHODP5R2z/Ab7mu9xA53vedB6F1CL3eicnTo3tW4EKBs8ssyzBY1o6kxjscz626l2AxuDKyWNYfioCjYFn6juIKZwImN+xHNhhsIAXOiy3XcOSu+0lPg8BPEKRxDxC6XgBkgUmPk6lNIGVdQVorp0bTiJOQsHTRjbfdgi57KA4bFUi3KUEUHcOlJrRWs1AHrgcjodcD+cYiDMANKa6M31cadcG4OOeJJ29LoYws6wWAUQCKTmC0RKvXAcaScRy3cR0OpN52OY153XthQFy8y+8WuwXZ5lwoJUr4yX1+d4Ip1j9/9W8LTx/GlyePw2C2QS5l0TM2Bh916OUETgtjbzPg29vrcU53VejfOM8oPFFrIHzlzozP98/sxldXXLMVxse1wMuNqOMmHcvb1Hm6sg4fG0DdgiX0e4Zeny8CJtfFSkY7C4yGmlFVJYQ03IIJogstlU040gqWI8T0nrDQUTGy7D4ICN4DqcR5QbhK7eAMgP0OwHo7nW9V6vgvln3Y5hliY1TxHD490OhfkwI8tT3NPvgrUoAJs60M9HPHziNzg4SEBAG4I2aVRPteJquaczvR5Vu8mErIuDPErKiFT8oTPb97BcmaI6AcaY+/v78AMFa1Xe7qJ0QfAlZarVZERUXh5k33ck//xfu9+pyr1gPVAGDV+utPlf6zACBh7W3cuFF4UJ04cULQFSAsQvLA8fHxQb169QSrcsIkJMzA+wni8EseaGvWrBHYiSR1mDgXEWBw2rRpqFmz5v1UU+UyD9uL+bWj67EpVzwlkZx8XUUYfuhKdeMWXB6DuxZXUXGyLVSuwfR4OpH88twmzLnoTisI+LL1I+hak7oBjNn+BvZlqsDKiUVwaXdzDDiLBJPqKvBScwpeZJtuYtmNKThyIwaX0sNgs0uhUZjQPOoGmkboMClmDdhSa9PYhZ8I4J4QDC+ktxLzABJtI2ri2wFDhL/JR7w+9wW8fVyHjWnRMHNSRGiKMKveCfSq/zYYuUPXr/e2pbiclQsUSwE7YRbygNIOaG2Cq2KHEEq5v9/ILbmNO9mPYlFenMCStNsZAewhBLLOHhmIVvVA85oOLbpMow5EC5AYgth5DnU8Q/Bag76o71PD6ZDZec8jy+AKtPkp2iA00PH74+vW4Lc0CgqUua2W9VGLsBpYNZimzNJ+siNN9xkyipbDzhdByvohzHMiQj3HO03oTiR3Q2MVZShVjiRza7Su6T6l9V79tu7mfmzI/BFyRQk4jgFrCcErDaahlqcD+Fx17QV8fEqJAq4SE4IHWgQmY0XnTyCXOFydCQj43qH9SNEVCszAvrFxIMYeWoUjVXHJjY34KU1cIkAjVWJjO2oelGvSo/NOql0iFuMiO2JaAgVE2q9YhGcTv0Fz3yxoGDreJp7BTaMaM/ePQNI4ykQjRjqzD0xBrDZTSIkkrCit1IJRYZcFIGlE4hLU8KATz4q6YGWLK+UrudIEsP6UtZNTUoJWyxaDU9kBtR0MS8xTCK1JArlZgmPjp8BTQQH+m3d7405JHt6+1Qq5FpWQ0hyh0eG92r9BpW6J6ODSj8vkgfiuoGwCyEEBDmZQUMWDtWJS+CBE+dFracH5rrBLGGRavGAW9EZ5aCUmhMh1MOnD8HyzlUI5e/FB5BZORECl1G9yHycbfRAd5Zhcc5kEABRnt0HzDFjtNKHOeYfHY2VWECQMj0KBYcYITLRQRRH85Wb82IPqWJGP7zFJzyBBlYPR/tcQKDPBxEmwsygMy3Li8EG9AYjzpWnS6em98MatMFwyEgZsGRDGwEtixryog4irRZ+rOt0GNN94ASabFBAeS+RZRKiMBJjnsbVDEerWoteSKfdJ7NSdR4ycmHbQ88rnFLhq9kYXryioA2gabKFuAzbe/hIbi2uAB1mqYSEBJzzThnreRu/IF6HVUrCB070CGKl+XuVgPKaD8aAi3jvvrMFdwyfQ2VUo4ZTCc4nU7CkxguXteKz2BnjKKev1tfNTwPJpSFCnwVNiAkl7zrZ64bwhHM38HsGjERQcJ+2ZeeRX/HzL+X1AUnVXdB6OVsH0PUx0VuNXfwiLiLEH2T41oQ2ea+hYZCk0G/Hmqa3Yfveq4AQcpfXDq426iz6Hrbr/wWr4AbywJAJIpHGQ+5HUdEf6JpfTHbC7Alu0vyRggymLws6ZcSCtHWwc1S+z2VlIWHv5c7BNje1Qy2i6bsUQwGoySiJMLb0pCdezh4mOD/kxNmgtPBRUmzO16A5W3Z4EucyZJWo0eWBy/DfwVjrAKLJwNe/8fqy6cRJWzggvuTem1GuDkdGNnZ7bFIgaCvCVjIRkxGBihVM6psFqxbsH92HdlUswkQmh1hMvtm6LfnVcwb+yE+J5wvCSOZlFuT3ZB7yBvLtIui5hDIvF7MO7sOLEWZdNTWoGY01/hxSH0WbCrHMfIc3obCjjL/fBRw1nwlvucFW2F6/AFxc3YllaPRTalPCWmjA2/CIm1esHiccTTsfirVeoEYiVZE+wgLwZGM93wEidryHB8Kh4PnUMJhqEBCTUPA2oH/vDoCoxC+OL5gDGdfQZyoaC0c4Ao+rn0h+pBcugNnwGX0kJbDxwh4tBcMBSwYypOv7+HnjY5hliPfRfBABJP5SlAZP03wMHDpQbUpb1EdHBI3p4JN544w28+Sb9JiyLioSZJ554AsuXu35Xkww4Mm8mc2iSEUeOQ7LeysJoNArtIPNt0o5Lly4hJobKMrmLitqCzz77LD799NP7uvA3bdqEnj17uk13zsrKErafPk2NtubOnYsZMxxzn/s6SHWh6h6o0APVAGD15fCP9MDD9mJ+87cVWF94w21ftZIpsbg71Y17+eQ02KXpomUlthC834S+EPal38TY/e7ZXht7jEWCLwVvntuxAtvTU2EwqMgskNYtYRDkWYDRsd3wTDOafkrSYHamjsU5i6cA6Nk4FjIiws4D/TyNiAnbC6YUAExcshBmtggcz8BsJuxCHmq1CWajHKMSmuKNDhSM4c2/gS+gou3k0BZOAqWklB0ljQXr70i1OpGThsf2fSeAb8K+BFRkgG6hdfB5myFV/gjPKr6Jj679D5czg3ArNQhmi1yYSIYEFaB2zUwM9Y1Gr2iHXh9JE3t1704cSr0tpCTXCwzG2526omGQAwSz2bJxJaOxm4Q3MpHcBIWcsgoJAHgoLQU8wWrKgFdyTjagZVi4EwBIjrfo+FEsP3sSBmsxtHJPPNWkOcYlNnE671H7XsTcqO0IkDsDMldKfLAweyA+b0VZTn80ii1GKCQyyCql+ZL6Zh14AWvuOOsxlR1HynG4MGK6EwBYts1ks0IukYKwhyrH/QKAeeZidNohomdUWuEbDfpjcE0KJi88+jwaB5MJl3AVlUJB9Nins+LxTHPqgkYmZ5bMlpAx1AXYaJdAKQANZBsDNnAPGAllUHFZTcBxOlhhIxCQ8BsLBjKQ89KADaYTXOL8uOTgFKzIiUZAoA4SCQ+bjUVOljeeCbuMUa2/AcNSnbwi02UU5QyGmuXgxdJaCzgJDHYZgsP2QVGa9n0pbSQuGTIglZhgF1rACCBgid0DcXIT/L1eQk1fykQjAKBSTtPdyf1Gzrqs24sKA/BiCwpS3UgbiygZTUutHMUcA89QhwYaZ/gJtsLXIK3ElDTzgVAEHShn8Zy52gnz0qKRVBgBhrcLQKANUoEl+mXCJrSIdbi8HstajTevHhZGh5ghWXiC1DHo7ivDcwlUo4bEl1fm4Nu0fCilVkhZ+lwgzxzigtxIa8CnLeiKuqF4O5pvPYxm3inoFXEOKokFVrsE+zPjsCU9Abs6KxARRD/4j6X1xzljvvA3SbsVxq30Bo1XatAmYpvwW55+H3oe2g67gCJykJLzEdxZWaHN29oNhJeGsryIwyqfQxzNK6XxsTXA+G8CU8ouI2XfPDUSkdrbwvONHJ2wfsjfRZb2mJpADTNIEACw0EqZnwQkJIzjsgdJW/8u5QDg0axUDN8p7hxfS+uDvf3p4pIAAK56r7SvK486MDU+FM81doAnOmM2rqVMRV2PqNsDIQAAIABJREFUs8LCSZbRB0WK59GgBl3cqRiLL67BSf02eMmLUWyXQWOPw5uNn4On3MFc4nK6AXbxxYuKACCpN71oA1ZeXIY1KQ2RY1FDKzWjb+gVjE5oijh/Z602zpwEFE5x6CUyGsDzA7AqR0qX3nQE17MdCy6V218RAHzvxAtQacRNhBhTJ0xPdKRjOkCj1dRwgQ0E4zEFIKZMFZ53XMHTgHm3a6eTEfWcDUZN3G+dg4yXxW5z0outXIY37wdf9B5gJ7qVckD5CBjP18GwDrBM9KAP4EfhmiduyWbC3LQC0jgwnm+CkTtsyPUWExp9uYgugojEikGD0K4G1cRalboZP6VtFS3XPagtno6mfUQdbgnb2yrcN2TxoOy5LYCggYfAsBRErxhExkFYpmTuzfShCzwmJ2bmn+0uWqe53PRDrD7efBB80buA/VaFsXwNDFs1vcs/29bq/WkPPGzzDLFx+68CgAToItJYBITz8PAASQsmEljk36tXry7X5IuNjRUAOq3WWbv4fgBA0t8khZikEpMg+vqzZs0StAEJu+6DDz4oB9xIOSKN9XsxbNgwgVBDgrSrTAvw9/arVauWwOwjGv5E5ov8m4CRhORDzoVoFOblUXPJtm3bYteuXVBUWIj/vfqrt1f3QOUeqAYAq6+Jf6QHHrYX844Lr+G9uyZhpbpyKBgbpgfmYkTTpcKm6ftnQe5NPgBdw1IYhfkdaPpivtmAthsWwmR31fvyVahwqN+U8olDu+VLcaeYMA+cARgy+e1aMxpf9qUpZ1zJT5hyeCfu8nLE+2dAJbVCZ1LheGYtPBV6GY8lLgEjoavRbVfOx90CcmznOhUKC55v1gkTElsK5fjixeCLaeqfWDBB58GQdCgAu+5exdOHXV0Vm/iHY2WHxyGtnKP6O1dfnikXo3a/i6s3nRl8ZLcAXx1ealsbA2vRCS/RmOu3eiXuFDlP4JVSKdYOG4l4f5r2VVyyFsn5lPEkFmGez8LXi6YvEvbbl+ePu8qS8cCTdRPxRgdHqtKb+3bj23OupgyVU4XbbXkfUq4QL9Y6iYbaXNh4FocLQzA3JREx3sFY1YHqnP0VMXTTmzipF2d5kOMl9Z+IQE3VtIUOZJ3D7EvirMU4TRQWNafnQyZQA/Z9huRiV9dLwqpc33EKIrV0jHbcGAUP2WHRLiix+qJbqSMrb70EPo9e+2LBeC8Eo6Qggj2jHkwoBjH9SDdoBRAqTE2YmjwUUEMaQtlLvPkAvr7+IbYWRYDoixEQnQBXRHdssPctjIh+r3yCrDfuh7xwImSVUjwNnBRS/81Qymma5e3ctUjXv4U0u2vfN5QbUTv0GGRSysqceWAYageJO36n3onBu11ouvXt1OaIkItrNJLtRdqf4K2h2q3fXtyGNaf24vmEowjzLILZJsWuO7WxPqM+tg1/HkopvX9vpvSBWnIOX6c1xb68SBg4GWLUeZhc8ygi1YUIDHOkyC689C2WXL0Bf49iASQlgKvOqEQNhQxru7wOCUvlEqYfn4HLBg4swyFQahRAuGyrClaehYwHNnWkWjmXCpKx+NLL6Bd6FkarDAUmDTwVRnjIzTicG4UWgc/hkZqUVbglZRjSzc6prWXjHyDzQf9Iqhl2JPssppz8ye318VXz0Uj0oymznGkfUCgmm8ECfpvAyhwr/4Qx8NGFKfCUXRPSmTMsHtBK22NCPDXbKYsVyYtwokD8Oh5Tawqa+NK07yWXkjDnlLjmJdl+btgMaOUKgWU8aut0HC4QZxStbCVFmyhq6GWyliA1pReiPZz7iVz/V7g5qB9GAWcSC8+vxiWrq2ae3RiMRa0+gLR0LDndq4DRjWuuJAJswK7yOr849SnmXDC49P2QcDM+7kTT2IV+t1wE8geJaxD6LAeroDILdq4I5+8kgiNAVaVgIUf9GmcgYSl7+a2Tj0KrFk+51xfXxOvN6LtacMjWkbRRV405RvsKGI1Do5HLbgtw4s7TUA0B6/X7k8PK7SbPGsERnlJeHSFrAMb3h7/U5IHnimlqrQujUw7GbxUYWX2hPbtSrmPiBvdGKWOaNsLrrel78O2Ln+CUm4XS2pogfNyIahXz5iTwBaNdxrHsB8bnOzAKcd0vtzv9wxuoXiDR8a48lvXB+K76S8fyHz71f+3hH7Z5hlhHVjyH+QcawTfY1Sjq7x6A/Ewzpv+FKcBl50NYcaNGjUJRpW/6su0E/Pv1118RHU00bJ3jfgFAks0wYcIELFsmrgVLah03bpwAOLK/M3/R6XQIDg6GyWRC3bp1cfGiezO5yu0lgF9KirvFNUdpAhB+9dVXQtpzdVT3wJ/pgWoA8M/0XvW+f7gHHrYX87Gb82CybcCMm22cdAAJADe71jF4Ig4d61Fm3/azj+GarABplUxAwmUliLX4oEcjB9Pjl+TzeDFpkxMbjaR9LW47BJ3DHC+1Bks+g94qLnof5+uPrSMpCHbizmoM3U8dMCsHYWAcH/g0FHKqDxi/9D2YTOIfE6F+HH4bSSeSfMky8HoHq8W5XgmYoHPlK/JdtixCaon4xOuzVoPxSA33KVBibS4w69DiqyWw2V21F0n517rWxZN1ewq7fnr0COYfFZ9sd42sXQ6Slhi241aeez2gcK9Z8PZ8Vqjzlf078MNlcSbJ0DoJ+KgT1bFK1RWi4wrqRlg5COhJhN99VRTgGbD7C1zRiU8ke9eoh7nNB//h++r3dnxy+zzsz3OTCsoDZ4ZMhafCkQL8e/WR7avOn8Un19ZA6+s82bdZWXjp6mHjUMoeJXG+4A4mHFkOg935Wp4e3w1jo6n+H4kDacMg5YghhGuYeG90rkWNFXjbDfC5hLUlHozPl2AUlB1ryojHsVwvvHyiO+4aKCMjWKXHu012ok1gDpQh1BApu2g3njq/Fpl6LYrMBPCnqajeSiOCPYrwdeI4eKtpqmFWRmcEMOImE1lMc4QE0XTdvOIN2JX5jmgjpeDRP2ofpKXgRaflr2JQkyTI5c4LAyk5AcjJisHSwVQcOzOtKQJl4qLzhKxi9tkDtZIC502+fh/vN92FLoFEwJo2o8QuxbiDj6BjnQ6YnEj12s7dnYowRtzAwGBXIDycas5YOSsar3sLTXxycMnkW+5uHK/Kx3WdD2Y36YjeERSsG39kssDQfDHkLGopqCOvzibDwuwEHNUHYnMH6mp8Q5eCy9m9sfFKU+y9XQ+cwCgEmoXexKiGh6BRz0PnMFrnjrszkVpyRLQ/g5UN0CeCsgpP5pzAxBNlTFLX4itajECCLzWe4bI7AJw4qAhZI7B+DiCRuJzyJGW43BFXBmjGgPGYUc6wJnUWWQsx9+qbyLc4a3429mkJAgCWMczeObUZX19yLwdx6dHnoZLJqeFXcjMMO9EL+ZVMQB6vcQlvNvAB60PfQ0dvLUAztbhe0c3iYMREU70+G2fH08fHQSYTN57p4jUWg2tTNrhgKJPbUQQIkwL+m8FKKeBdbC5AkzWLBLkIsdjWswviAug9xOUOAGyXRMuBjQAbSEFF3p6J/Mw2SLG7AoC1pHL4BB0u10ebffIxeKrFdVb1xbXxejOamn/PBQRGRY0jSvX9uJzOVIdNLNQjwXo6p6CJF3T+lcvtA9joc6dyCEYPqgcnHl+5frcOs6SgvC1YXzohTkpPwcifxVPjyfZJLZtiZvMOQtk551/A0SLKxq4cdVQs5jSm97rdtBNMobhBnTAu3p9DoqT3+sMS93KeZrw+AKNyAO4Pyzk97O182OYZYv39XwYASX8QUIwYahCgj/SFXC4XAL+hQ4diypQpIJr3YnG/AGDZvsRYg4B8x48fF1h3RL+vWbNmgkMwSb29n1i6dGm59j5hFRI24f3G/v37Qf4jEl9E64+0gQCfhP1IZLmI2zFJZSbswOqo7oEH0QPVAOCD6MXqOqrcAw/bi9lkLkT2nc7QQY7vs2KRbtEgUGbEsMDriJYXwer9A4K86Ip5Rmpf+MquYX9JIG5ZaPpUlLwEHTTZKLDGIjiCmoCURVJWCr67fhJZRj3CNF4YV6cFGviFOJVptHQRdGZx4KZhYDDWD6M6PKuuHcArx8VNK8j2/f0mIUJLU2tqL/oIXCUH4LKDempNODuGptby1uvg84jejaspAhQdwPpQNgURnU/4xR1QCEyt2x7P1quaCcjdIh3aLRc3mCDHfKldK0xMpAyRKVs2YcsN8clUhKcX9o2hLttEZ+rq3TjY4DrhJSmhdUKOQSql/T9sw2ocy7gDT5kZDbzphPJ8oT90ViUaB4Xil4HUWXh38k1M2ORGHB/AmqHDy40jPr20F59fEXdv/ajZQPQNp9fRXxHbkg9g8uFDokarXgyH0yOcGUz304ZX92zGqgtXoPUxQO1lFFINzUYZdDlasJwEV6c4p/sl63Ow7OYhpBTnwluuwcCIRHQKdgaGf7g2GbUUNI2zclzWx2BcwnZ6bfJ28LmPiKclMp5gAvaWp+uev94Zw3Z3h9HunD4mZ234odNWNI2jOoYn807imeNroBfAP+fwUhqxtOUY1POi7dWn14OGdQUkyLZ83hf+IdT592bOazihEz8fsr1n2Hx4qtoIZd/dPgLj6x3G4ZJgXDP6QcHa0dQjA4GcBfPP98fnAymDOCfjMfjguIvovNAuTgLP4GPCuZtsZmw/1w99Q10XBqwcg9cvT8QHXegYrbk1D52V82DmJLhcHAAjJ0WUqgBBihIcKqqF/nE05ThZn4LZx+fgjNFfSMEl8gEkQY6wAKOURWjuWwcvJdIJ/hsnn8T0oGPwkjr3E0lvfvtuY8xuulooV2i6iBd2fow9yRSQqxgJgWmY36MTonwoIHK5cAN+y3akGVcs29z/aTTwpfel0bAX/X7bjDwrHUvSxjK+c5DcgA1tH4VcSZnOXCY5rvgiC1g/sIEUcKTGAGMAi4irs2YCWC1dOCmLYpse+zO/g8VCUswV8Nd0R5vAXmCJuGRpLLm2GXOOkYUG1xR7jdKMpP4z4SFTg+dt4LPqIsOkxpLbCciyaIRU5ra+6RgSegOMehBYL/oMPnL1GbTwoiY0lcPCsVCGXhF+vqVLx8c3aWq1WIQzHfFyIn12kuA4Cwy5M3A28zYsHFDXT42AkI/ASh16wZeyj6LXNveMxk9b1EC/OqNofVnNAd4dk1UJNpguwJRJURRzHHI5Gyw8DznDIICVQsOyYHy+BaOgY7ngzBxwij2i5+PLD8cTdUu1F40bKAPQTTD+W8BI6UIcV/Q2YHA1eSLbKi40uK2s0gZyHXGZ8cK9IxZW5VgovP+cHMS92nJvQ5dAsIH0Xic6wQlfzofFItJOhsfu0WMR6UVlJXbcmojFGeLpuY/56zCkDl0QMRv3gC2cCEmFe6CsrUQ+hPP+EgpV1Vyi77ff/4pyApM0iziti3wjkQNWcJ7+K47/R+q8octFSnEB/JUa1PcNEZX3+CP1/pv2edjmGWJ9918HAP9N11N1W6p74P9TD1QDgP+fRvMhOpeH7cVMjAHG//IWlnf4FV5yxyTRYJNi8m/d8UqXVxFXmmJqz58AxrJfdDR4eQdIfClgVpXo++N3uJAjzhobElcPH3WlTLTNty/h2d9cXfDKjnV6yHR4K6jIbewXH8BqFWdo+HiZcWr0K+VN5EtWgte/7ZymJYkA47sSjITq6xG9owa/fAAzYYmIxCsNu+HJ2Kql9RSZTWi0xL3r1vwevcqF1V/evQM/ujFVqRcQiE0jHi9vVXHJz0jJf65cC45sIFPvGhXYf+S38VvXQWXbjvcTD0AtpedltEnw6tl2KEB3rOhNtbSO3b2D4Wvd6zlue+wJxPrR1FqiCTXx8A9IynEW0x9aKxFvJfapsk5iVa4jUnbSzgXYkV3ihDVIOB6ru/RFk5B7uMW6OdCYTZ/gQLK4QJRUYse1Z9yDC+7aPn7bAtRQ7EH3KGdW1JXcEKy82gN7RtJUMhK89SL4/CcrgQhKMD6fgVFQZgqJ57f+D2tvuepKkW29I/KxqO+7QrldGacw7Zj7lLcVbUegaWnaqCE9FkoHjuN0OkWcDN6hNAXkXPrTuGwQZzSS7T3CFsNb1VQoe/hCY5ywhGB5RiPBtIKEj9SINyP34Wp2DCa2pW6t13LeQX7xOjRT6p3ccM0cgw3F/hgWvRcsKxcMO+xZcUQyVDR+09VBuzp0UeLb5G24nvMVDuREIqeUwUwAvj6BV5CBmvi2NdVwzDFkoN/+BbAxjJOuoKARapNicJAZ/2tKDV+SbvVGc/V10WNfNXojPvKYsC1dfwPtvlknmHWIxYoBCWgX0UPYRMCTvXefxi2DM3MsQhmFruFfg2Xoc423nMbem8/hhVttYC9lFJLfpQyHBdEH0CZqCRgZmbgTICqRGgeIBRsGNpACWrzlBPh8CjC6BtEvOyq4L9N28kAJcZ8mrLxScID1A+M13ynFcWvGIbxzehPS8wkz1TFQMokNtYPzsLHDx5CxUqE+e2YjzLmRgK9THUBpmFKPz+vvRf3QJ8F40DTmw9dmoaWnOPuxwKKCXwTVvCwwF+PVi1RjUCzipb3wbAPH+R5KTcG0bZtRYKILUhKGwcw27TChMWX0kUgrvIJ2G90viHzTPg6dapXKVhAtOE485R2MJ9gget/wlrPg86kzvVgIjrCyesImYkbx4ZnJ8NQ4M/YMJfF4ufEn5alcvGk3+MKn3dcZcMDxfrMXIytjCIKkzvIeGRiCsOA/kP5LzLXS68NDIg46n7cOR8Pwt9y27c9uuBegCUkU2ADHgsXW5CuY8uuvlXQAeUxu1RwvNHMs6tkKpuKz1DQcKHZOUU9U5+KlcBnk/hQAtFjOQJfTBz6sygl4It8QBcSIJeBXyOUN/+wp/q37c1nNXA1iSlvAeDwHxsP9dfZ3NpQYZxHn621pDo1YojX9RdshCNX89bqTf+e5PmzzDLG+qXgO8w40/tekAM9oT7Mw/goX4L/zGqk+VnUP/Fd7oBoA/K+O/D983g/bi/lURjqGrFmFELUew6Muo4ZGj0yjBj8nxyFZ743FvfuhR22qEcUbN4LXvSA+SfH6WNQ97veG4+szJ/HOIXGn1W/7DUa7iFpCFTqzEZ02LUGB2TUNp31IpOAoWRaJK95DYZFYCjCPQQm1MLeTs1B8of4wcvLXCELtUlksagZPAitxFreedXwjfrntmjKrlEixpcdTCNeIAzD3Ov8nN/yC/Smu7CVvpRK7Hx8Ln1LXrh8vnsPLu8UZLwPj4jG3u3OqqNlyGrmFb8Niz4CM9YOv1/NQKzs5NeXgrV/QUvWyYIZQMQjQcdjwNtrXpqL0xEmy23ffIK2okkMkSbX2DxDAx4oGGoRVsTblNM7m3xVYEG2CotAjlLBB3KA0v3eBlIINpzLTBaBYJZWibXhNhGrFP+iXn9+AH65fRImNQ02NAnPaDkeEV7jLUQh4tCVjN67rb0IjVeORkK6I0DhP7p7b9zY2nKOOsZVDpjXj6pMOIPk+TkMoMmbjShy4nYkmwcloGJQiaPDdLAjCvpR4eKsUOD7eWcORpAfyhtU0RU8SCEY1qJy5U3bMfj8uwLlccXA61ofFjpHPCUV3Z1zG1GPuwdxlrUejRQBNdTTcrQ2lRDw9vcgGeNegjNTz6a/ipnEbzBVAqLJ2BUpsqOO/BKHa5sJPy053w6fplMlUMTSsBe/WPIOOdSn78WTWx4i2fw0t68o6OWnSon74PiglWthserC5DqfuyvXetYYhPJyCW3szz2LK0bXgRdpZ11eNn9tTMPdqwSmMSvoZUmIwVCnIvdE3gMP/GlOwMD9rGLz5M7DwHAyEsUmMwRkWKlYCA6eGRyjVzTyXlYkBP4obYZDt87p3wYA4qmnIW86AyxuBJIMWllLvcjIKrdSFkPh+A6ZUN46w1SYeegHHi1xF+Nt467CozSflKbtcwTTALG5gAM0UsNqp9NiGX8AXuWdmVWSN8Ya14IschhPlXcVowPhtBCOl91yeuRBPn3wHeQYOuhKVoDuplNng41GCTkGJmBnvSKP//Ngz+Oi6qyaqn8yIrT17I0BLF1lu5x1HsPlxyEuNVyoO09HCTmgVt6T8p8cPTYVWTU1VKobVzmJG7XcQ70vdVm8V5KPvqu9gsNmcTZEAfNKjF/qXutyS58aQza/jVKGrnECQwoQ9A5+DRl7qzl30AWAQl0+AciBYb8p4FdiPub1LzTIqNVRSG4z/Zqf0a6vdiu+urECG8SIYSBDp0RiPxg530nESdPByu5M8ZJdzh6wZWL8Kch0pZ/HayXUYFnQdCR55MPMS7M2vgRP6KGzoMgERHs7mSgVmA/Zn3EShxYRoTz+0CqwFSQUNKQJ2rTrbFyOCXVnrhKG5svB/GF+XsiTLghgUwXyQCPMCsjiQNv7RdwZvOVkKZLsy+yq6Xpcd+0JuJt45vAfper3wzn2mcSt0r+XsiMmbdoIreAa/FQfhvNFXML2JUxaiozYdUq+3wKjp9wcZy5zsTuBtt6BiZJCAgR08jLwVjLQ2AgIdZmWuA/Pv/IUrmg0YxJ5fMjD+G1zeR//UWbxwZBN+ue0qN1DXOwjrezxZZZ3mf+o87ue4D9s8Q+ycqgHA+xnp6jLVPVDdA1XtgWoAsKo9Vl3+gfTAw/ZivpfGG+mQn4eOQOMQCowI6SB6MqmpJCqrfhKM9qU/9MFuIwDTmo9xO7ciY49Hx2g5vnmETkzLYm3yMbyUtAs2zgHIeCkZrOs2FpGegeXlUovy0XPNYhgMFVMdeYT7Mzgwwjlt8/DdVDy9c6NTGnKniEh83rUfVDJHyo/easbEQ6txIjet/DgE/Pu4+QD0qBH3h66dHEMJxqxfi8u5Dk0nIoj/Re9+aBVOJ6Yk3jqwF8vP0FXJytEkJBRrhrq6NP5eg7iC5wAzdZx1CUUPsD5U04jE5ZxsPLnxF2SXOFhE4Z5eWD5gMCK9qw58/l7bKm4nDsQv7dmBn684RIeJ+clHXR5BnxhqclDV0FtL8L/zr4KDo9/tHIvuQY9hQDhlnJJYfO5jfHLODFs+AZMd1xyjtCEitBB7+1DNuqrE7P17sOKsw3G24r4Ng4Kw7lHnifH91N165RKk66gGXeUI0KpwfPRk4ecLBXfx6AH3LN3NnYlZCWVzWjNiBAaUWJjsDNRhlGWRmv06FNY1+M2ohrUCw82TtaO9sgSc76/QKmmq4cDdU5BsEr9exobcwtTGdJJ5J2ssQnlxF2Arz0AaeA4SiQKc3Q4+m4DL4r2UwTVGWChNw33uxHJsv+PMTC3bSyHhcbrvbOGfuaYs9NlPwDPxOrv6e+DtxjSdnCt6F4XFXyHLbnHSOvVmpQiUJ0IaQJliGboUtFnhXmvs+74N0SqS6oJxhS9gd9ZxdPTMcGI27tGFoHNgXbA+VOPtWlEmhh5wzyDe2HE6anr40TptFhizWkAlcWYB6qwh8Al3MLoF19aCCeInTu4AohvHUjCIy+0H2GiqrUtoJoPVTi//+UT+RXxweRlMnIMRFqutidn1Jgvpv2XRfM0byLG4pqeT7W828MYT9R1Mo+PJn6O+/FPIKwC153UxiI1cBZWcLg5YODuabXgH9YNT4akwlx+HgJDnskLxRsPR6FmDsiTnHNqPJadPQDBSrjj2HNAoIAjrhzvuyzTdVYze9T2SSxxt95ObsbRDRzQOcTBzhX7KGw5YKz27pbGA70ZnwI7IURSMI/naju5kQ8H4fvWHARbCEuULnnJmEEuiwPguL2f/kYMN2L0UlworHLfCgE6q0wYzEhwpqydy0jDp0BoUWBwLcW2CIvF5m8HwkDkW3R7Z9i6+q7sapF/KggDkX6fHQ+b5Ep6Mceg98aa94HUznFmqyp4QtAIZ98ZObi9UQd/3W/B6wl6sAOQLdc4FU8qivdf+Yts4/QKgpNI9pxpB3YUrPDCs1mvIzxsJuz29vBqJJBS+fj9AJout6mH/8fLEkZ4nTtGWijrEMjBec8Co+v7j7SMNIKB001/mOz2HKzZsZaeRaB1MF5P/P8TDNs8Q6/NqAPD/w5VYfQ7VPfDv64FqAPDfNyb/iRY9jC/m0et+xqE0V5emuv4B2DB8lNPqPgEBz2WvR7HhoPCx5aFuh4aBA/4Q+EcuiC+vfIFPLmfCXiSH3UwZRxK1FXKtFYuat0GHEOp0SlKfppx+C1kGPQoNKsE8QyGzwlttROuARpgV5zxx1ZmMGLBhCQpMJQKPpn2NWCzo4sz8yy4pRpefvoHe4piklF2ko+o2xDvtujlds1bOjl3p13Bdlw2tTImuYbF/iPlXsVKzzYZtN68LDBQ/lVpgWwZ5OLNL+v60AhczRZgcANRyKS5McmaN3dHn4JtrG5BnyYWXzBsjonohrpTpUnZswjKC9aT4PSlrCNbP2RGTOBFvvXEdmcV6hGk90TM6FlrFX+/atvBEEuYmuWo/ylkJNj06qjz9uCoPl1fOvgm93TV1k6RSzoh9G9FaOlFIK7qEAXt/QLFZDs4oFYTWGDkHVmnHczEeeKq+M5h8P224lJONgT9+DyvnyjCb06U7htVz1kksMBqx7sol3CnSIUCjEZhIldmPbdd8gTvZxfDwMEHjQdMXS0oUKNarEOCnxPHh1K2Y4zkM378UF3WuhhDN/Gvhm9ZPlN/H1oxYt6m1xVYpPMNpiqq1eCUkxW/BxDG4Y5PBxDPQshzCpFZIGYDx3yowX0g0//UVWCDOKuzgpceCtvOFcpa8xyG1HnXfnf67wZYyzLLSuyGAdX12EbBB7/V9uanJyANzcSZf76ZOHpcGUAAw26RD/wPugd3REU3xdBx9jhhK1uF2/hSoGBYahnB9GJh4O/S8HUHqgfDzWyiU460XMH79l9ib4dCSK2tItGc+Ng9tCbmGTqQP3ByAthpx44h9+mh0jtkilDuYdQ1TjovrtpHtS1s+ieb+lM157ManaOpB21I5Lts+Rr0aRAeVLPCYwef2FXFPJRJ/j5SbcAjX0r2YESXVAAAgAElEQVT07VQOvb6y42Wb8pGUdw56Wwki1MFo6ddQSP0tC6vdgtjVc92O+VPRDF5q4cxOTCs4izu568FzJVAqE9CwxghIJI5FG6I92+7X+dCwZjwWfgVRah10VgXWZkTjWokfptftiMl1qUHPExt+xn7yDhQBfj2lcpx7iponlQUxA9l2az1SivIQqNaiZ+0+8FeHibZ//7XvcCT1EoiaZOPQKHSPnyD6vuQ5HWDaJpiCCI72yh5g2D+XupihS8bV9B/A2HPASGuhUa3R8FQ6M/pabp6LInMRXoo8hUbaHMH4Zn12JH7KqoMBEQ3wYTOqT5lvNqD7li+cwL+yEx5cqwE+bOEAg04kT0Fj1Q6X/jDYpTB6/4IADV00422p4PP6kvQC174T0Z10e4GIbOCtVwEzMYSxALIEQN5etN9N1jtIzp8PvfUOVFJf1PKeAK0yUfRQJF2bamRygKyxW0dfjtPBaNwMu/0uJJIwqFR9wLKubF3yPbU38yrO5KcKbWvhH4XWgfR5WTlMtrvILt4Eiz0XSlk4gjQDIKuUqVCV/iFlU0pysDvzLIpsBtRUB6JHSCLUpc7pFesimrQw76GgP6MBFJ2F6+nfElcLs9Fzq3tN5Y9b9sWgyL9Og/jv7oeHcZ5RuY8qnsNH+5v+a1KAX+xApRmqU4D/7qu6+njVPfBgeqAaAHww/VhdSxV74GF8MecZDHhq83qcynQAA0TX7eu+AxHm6ZiAkI/Vdy6sx7o0Z+BoQI0meK3+HwMB++6cicu3fcEZnQW2pZ5m9IwzYUFLqhV0JPc0Przq/gNvZYuPhFROEkarFWM2/4Kj6Q6dJDKve7VNR4xv5EgZ/O7iabx2aLfoCBOW2aWx0/4VAtJNv1uA/ALxFE+JgsP1pxxi70cyLuKL2/MhkzmMCWw2CQYHjUPfSGoqQoIwjWByowen7AXWm4Ix/8fedYBHUe3fM9t3U3bTK0kglNBLaKF3CL0XFVDEBmJBH9hQQEVEFAXEgiK9dwi9CaGFXkJLQirpfZPtu/P/7twku5Od6MMn7z3+L7/ve0+yM3Pn3jt3yj33/M75T0ePdb8itURYSH9aZAf8I6rLY1WRpPC9fm2SU+pzZSH1VF3wdoSdaXQ2Yy9mXr2IUqudiTIuiMVHbT+ERCQsCv9nFZp2+Cscus+nGoV563Fw7DuQS6iOJYmkwgJM3LUd2eV2dh9hiK4cMhztg+ypkl12LYdV/AieGj7Dq6hEBYspAHGj7ABxlr4E0y9sxP1SuzZZc00QlneYAG+FHXguSm8KtcMYcmxTss4d4fUq9MuM56hxhECwEEPke6lKNy5y9xxU8ympOqq52Ix1A6jJg61kHqAXTpnlzC5871Wxp/TGTJTlDYCXxG4kRFJ1E9EPEQF20Ovdi/NwIEvYlEAhtuDqEOpkXGoswpDTC6rcf6s3a2qgD15sRoHfrKKPINKth4+Yz1Iqs1mQJ6qPcH8KgLC2QhSm9+A0VS/l202Qwt2L8HOXQwgL+QWMjKYAX0jshvauwmys6+XeaBNOWThJ2lyM/N3O0q1ez5heMxGsomzL+Pt90VjtDJKSbZeL2qN9Y6pfxtXV8pCyxqwO+8uiwGiWV5nOcNcofyRguS143RnXGSD/e9yI2v4xso328e94/KetPPFc01ceq0ityYABB+dhdfOjCFfZXaUNVjHefdAFgS5j8VF7usgzdOt63MwT1utTiiW4W22R5Z+pCHlfEsbv2ps0FbwyhjdqjMX9op/4u+Vseipe278XZWY785Is3qwfMQahGk1VfSae+h7fhv8ADylfs+9MUQCus/PwZhPqNr794Q3MvrRfsOkSRoTbo2dBKqIAvzWnHRjWWTaCbGPcZoFxoeYrbNlPYMtqAH4dDGr+mf7+K/uU6i/i6KM3oXN4NBD38h6+ryNAbdfW/Stl/9kxxBTk/as7cfARP2312bodMLtZNA+sLNKfR3zuNFgdtDzl4kC09F8DpdR5YeHPzk22n8y5hfm3N8PkoG0c5uKL7yJfgrf8XwOe/5nz/537lJj0iNz5LafXLBSbej+LDr5/rZ/+znr+XWU9jfOM6m2vBQD/rtFQW05tD9T2gGMP1AKAtePhP9IDT+uLmaRaXs58xGm9EQZax6A6kFbTANuVfhmf3hIWQP+4+XAMr0PF/ivjbkkWtqVcRq6hFIEqDSbU7YC6rjTFsDLabJiH4gJnPSWyvWm9UuwbTJk5R7Jj8UMSNQkQih8i58FfQcuee+YEVt90TrMkkMuOURPQxp+mNC+9ch7fXD4Lb/dSBHoVQSq2osygQHK2D0wWKe5MeQMq6V9LQfo7B1+nXUuQnWEFzU/jh8zLiHvPUi06i82KF8/PgFSuc9rPbJZiaZslUMsrRPzNt8CS9DRUd3oVg/HcVAVIPG47CIuIOEqS9DMwEjCyLoByFBgBV0ROq0m/g+TJAeJQMC6TwYj5LJqWK5ej1OjM0CT1mtC0BRb05LM0bxbHIzY/DuXWcgQrAxHt3weaipRAcozOosfsm3bnz+rt85W1xJxmfHOPYkMOLmWf4I6N8GiKRl6PZ/jieI5TaXvw4rkbmBVxGm3ccjjThod6DRbc645JdT3xZhuqsUkmMoM2rsX9AmfmJ2GK/v78VKgqUtSHHvsKVpk9Nd3xfFZjAA715Wu13czLxnc3YpFVpkWwmxrvtOmKRh4+vK7YcHswRnokYn1mBK5pfTjAtLMmE6P8ErEyrzOmtfyNjjlLHoy5XXC6NBDb8sOhtcrgK9Nhml88AlUiaPwuVE1kW62dD3g5OwvbrAy6ill8P4iY8QA2awGQR5hZAqC3LAoizzVVdb2eOxuZ5TFwIcYkIup1W2CzgBWJ0TVoB1xllE3zMHs+RsSZ0V2diT5eaVCKrHig02BtVgQG+KRhXkcKguVqk7At8V2sz3NOLw9XlOCVwCB0rU9TgPPyxsPLKpyaX8jK4R1gn9jbSt5DWt5hJJV6wkVi5hybfZVlaOwTTg2HKu6PGw87oblKmO2bYFCjUdgl7twEXJpxaT3O5DrrrPXxb4Kv29plARISoxDuWiB4K18qrI8OTSirsDJY1kRZTtZ8gDjgSls73b+sPgZsCdWW5AWjBuO9j5diKnhigR9X3fwen96yA3WVu/jL9Tg4eDo0Cj9+PQ1HwRoO09RRSQQYl+fBOLCsCMP7zsMh6ObzyOlshIm2O/cbPNeapvy/tH8VjqYWCVZVIwOuv/T4bN/d9+5i5hF+31aeYG73XpjUUphl9s/21x/tR0ymeqz5FcUVhiaO+7bw88eusc9U3ZeFWYOhYYRd5kvlb0PjQRdEVt67gIU3jiNKk4XhfklQS4xI0mmw+lFj5JlUuDT8bXjKiaOzDWzOH8hiKEZBpKEsW1uFTmKaWck5bYsYFmZWBH+JHioRwPjd/cvZBX/Wj2Qx6GBKd6QYRbhbFgCtRQGl2IyGLjkIlmsxLHQP5FJqBPYkYv3D8/jytrCD+qLI0YgOoow1i02Lixm9YbE5L4S5ypqhTcCOx+6jHEMxJpxdDKPN+Xkc5R2Bxa3t2pxPou1PoswPLx3EpkTn777WXkHY2mciL5Plcc7PkvR8ooFoywJE/mBUz4CR/jX5kcc57x/t+7TOMxzb5NiGL39v91/DAJzdnb5jaxmAf9dorS2ntgf+vT1QCwD+e/u79mwVPfD/4cVc08V8/dIanMsTdr3s5NMAy9tNrjqUGA68e3kbLCR1pCKUYim+7/AcSLphZTRfuRDl1dh/ldvq+VpxbDwFY26XJGDObWFWmkIkw9oOiyCtYGR1WP0TchxYU47teaV1O7zfibr77U+6h29u/4qIOvyUSL1JiqTUljg9zq5j9Z8c4OOO/4bE0iSUZrnDaqEMC0Zkg9pPC5ncDReGUgbghew7+CWDGhQIRV/NRIyr37tqE9Vemm3XiCKTd/UXYBRUj+xxg7XpwBZNBszUhbMqFAPBqL/hgQjUROBDvkYTOb/nmir3UnL8iG0bcT3HOWWVbPuwc3dMbW0HnfdmHsKmtJ28U2ukasxt+g/4Kewaka9dJoLgwg6VrdQD8WL4s4/b9H96/9ln5mBk4B40VvIncwUWGWbHD8LW6O+4skhKeJ91FGQTitXDRqFbKL2PJpz9FKVERF8gVIwHtnWlIDqJY6mJeO34Xk4frTKIluWq/iPROdDOkPjkysuIzVIjVcdPW4twK8DwUBumNqH1LNbtx9K7P+FAPnEptQPUEsaKV4J/x/hGeyEVU+Bm0LoPkGh1hcJLj0o82GYWQZetwrgGZfi8NwUASdiMcUARAWrtzD5IWwIemyCqSB0lINihlEiwHOznHI083ka45kVuA6vbhGMpP6O3Jx8MSje4QCkJgm8wZTZZrCaUPorE6vxG2J4fDraiTU1VBfg0JA554jloEVSRApw3DArrXcFzm6GA3N9uGnQ3MwbB1llwcWBVmm0MbhlmoG09mqJN4vfEwejqKgzGXCgLQaf6x6r21ZoNmHN9B07m2LX4+gU0xbyWI3hpfEdvDkBvX77Da2Uh2x+1xdjIjYJt+KMfjdYS3MschcaSNC7Vm0SZTYQ08WA09SXabY9v+kMAmeXXvsWy+3pYKsxaGriW4/uuI9HAsw2vOjbtYqD8Z34VxXXo4oWY3utWixbMH5jEPDDPREQd6hL83ZnPseSmsP5glG8BNo15fDfcV2P24EhSomA3dggKxqZR1GjpScSRpAS8GlOz4/eZF17ipBxI2LIb252cq1dG3AgiH+qkffzRA5xLnocP69MJcmUQ3cbX4odjx4B53HXntII5AFCYjQV5P4g8KtLjdVuRlP8F6sn47OViq5RLnVVXsGifRB9p9Vex8uEsHMlrAjNrT0cn7uBdPRPwQsgAhHjY782/uw6TY3/F1cI0wWL7BjTBN+3o+MjXHUd8bs1Oux2CTkAhdTbP+aP67s24iC/v8t+Vjvsf7/UpFNWYzX93+//u8oxWCz65fBhbH9q/P6L8QvFdp+HwVrj8pdOxxliqfwjHRUgZGI8VYOR2l+i/VPi/cND/h3lGLQD4LwyA2kNre6C2B2rsgVoAsHZw/Ed64Gl9MV/KT8bqpFhk6orho3DDhLod0dOfv4r/4vmVuFYknErWyiMUq6KoDl+pWY9+R5eg3OLM3PJVuOFQn7eq9J86/7YcWVphhlf3sED8NpQyWYh+2Wd3VuBasfOEe1LocIwItjPBmq9cLqjrR8qZ2KwlPu1OAa4kbRIWP/hEUPDfQxSKz1t9zhtDrCUJbNkywJIIMK5UAJuIgFdjtxEn3NWJ53E08x70FjMaa/zxRpMeCFLZ064qC76Vm4PvL11AclERPJVKjG3SHMMj+K65a5JOYG3afrA2wGSUcm6jMrkFIjGLZm4R+K7ty1xxR9MvY0uOsNYX2d7ZZTReaDyY3ybWABCtJBLShmAY4RS8f+ZmsmkXAeXCadqM+wIwKgqcsNYssHnkGjizDyCpD8YrpgpAOJOWgsl7dzhNJYkJyf5xz8FdTiftqeXpeP/WZ5zOVvVo4t4Qc5rY3atXJW3EmaxjSEgLgFanhERsRaBPEYL9yvFVq2/hKrVPFsi1XHXtCg4nJUBnNqOJjy/e7tgJwe7Oek7xRVlYcfcMkssK4CFTYXTdVpyGliMYsvZWXwz3qujvahW9Vu6F7g0og+F2bg6Gbl6PAE0hWoelwF2pR7lRjtvpIUjO88X3A4dwOowknj3zGQqteSjQqaA307RkpdQMT5UOapEGW7pRALDMZELU5h9RKqB56aNUIXbcKyCp7ySG7Hsfd/XCk6ZoLx2W9aaAyNXcXzD9WgL0pQroixWwWUUQy6xw8dRD41qOvV2nwUVOTUBePfEGjt2uA5sIEEtt3Di2mcQIUJVhTFQI3mo6hdcjBBDidKeIMYKsA0RSvjOnjTXjYHJr5Ja748CDVsgs9YRSYkKboGR0C7sLN3E0uod+xZV5J2cLGtg+xqq0pjicGwqdTYLGroV4q941FNr80TrcztQ6n/QpOrisQ4FZjnSTKzRiE0LlWtwpC0WTegeqdOasRa+DMTrrnHFjXOQNsS9N1yWgYk5qJwQ4pKFWNlRnkcDscRQeLpT5ejJ1MjrJzkNaDT+zsMBpY3P0CdvB6yPWeAoZBRuQbShBgEKDIK/JYOSdeftMPfwpljXbAHk1Z+MCkxyfJr2OpT35qbUx6fHYknwV+YYyhLp64pVGndHKiw8wnM/5HIml+yCFDWqRFVYwKLaJOcC0R8Ai1HG1T445QEi/BTb9Hm6xgRGHQ+T6BpgaDBEK9VlIKoqHi9QNjbzaQlyRVlrZKNYUB7awBrMcR3DJmg82zy57UP25YHP9ABJXmr6elz0LQw64IFvPZ6OLGRs29jiHDk128fvddBls+UrAmg6IvMGongWj6M/bZ/Lu7TiTJvy+bObrh70OxiLcmDGeBlu+mo53UQAYlylO15LsV2TIxrfXVuJKoZ7T6ezk44YZraZDJbWnbf4R+5CUceS551Hfs8IkJvsPjClEPhD5Ug1WiykBKBjMsfSqR761AXyDqKkUZQAScxVnnVNuB9UUiNypnuOj4o0IMMx1Ko/8kGbxR1gw0fB7MpFfdgJTr26D1ur8zhMzViyK8EMrf7vTu9ZUjMW3luFKYSmIzEBzjQqzm0+Dp5LPTP1nazv29x9BsiSEorNvffzYkaYg55btx938mTUW2zYwBi4y/rPxz+qwJfUMlj4QTucmx+7vPgceMuHMjD8q22az4FHBLMjNsRDDDD384OYxH2oldYJ/0kEyD7IKfkFaWQF8FS4I8xoJkWrQXzotyxrA5nYHWAFmMKMB43MKjMhuBPSXTvIXD3pa5xmOza0FAP/ixa89rLYHanvgD3ugFgCsHSD/kR54Gl/MRzJvY9aVbbBVA08+aD4Y48PsH26L4vdjcyoRwHaOcaEdMbspBZfO5SbilQs1C9Rv6/4qItRUC2vGwX2ISRBmvMzs2Bmvt+9YdTK91YCfk7bidF4cV1elWIFxdaIxNLA3D2QZt2sLT//PsbZf9OjLpY6SOJoTg12PhNOKiaD/0ta/QVzhGMia74AtfJbvVEgKUY6FSE31w0iQ1M03L27jwD/HIIDQlh5TEOJqF2A/n56GF/bs5LGxyDGvt+uImVH2SfzCOxtxNIdqrlWPUJUfVnWYzf2cpyvGrNtvQywSZl7MCPsILb0pGPMkwpY/DLAIM6KgGASRZgl3Wla/F2yJHZCrXhfG53RVCiExvxi4cS20RMeqEhRhgS7BIVgzfHSVjlZM1lGsT+Ubl1SWSw5b0/77KoYocTUesW09TARVcYhBDcOxtP+wqrHEpVke3I8Difzx6aFQYPvYZ3gOyHF5qZhyZoPTtXw1gu+iGfewBSIUwpqGJVYJ6tShTC0C1o3cNQd9ml+HqBoYdOZeI3zXcx7CKhyYRxxaiESjDkYLX5NQJrYgTC7F/miasno2MxXPHNha46XfO+w5tPSh92XzrZ9CL+SIAMBfLELsKDox/v7+j/jxSi7K86uDhSzUwaXY2Ps5NFZTgOHNi/OgK8nEzZQg5Bno/k09c1EnOA996k3EyJCejzUsrTYrvrwwBOuvd4XBwk/V71jnAXrVUWBqW8pUvPBwBtYnGRCTS40xKkMjMWBN68No0dD+XItJXIh+LuTe54+PEyX10KeRPWXPUroCIp0wK9kkioTClz5bUguuoI65Zqfum8aP0SqUAlqHUnrCBTloLrPCveI+LrMBt0wSlLAaDKxrd+JkddsqWLSOLWLAqBeBUVLjBhIfnF2L14O+gb+CLw1wp9QTR8vn4+3W1GiJxI/3YvFN/EleHxF9tx87jUM3f/uzY0fyMOgswpp5DdWj0MHXrktqLf0MrG41/9oySog91v0lqQGbdglQTt2QnYJxgciPgujk/jVmt4eMqUGLznMDGFk7bl9b2UqkZv+Edy/3wJUCeg8EqrRY0Po0uoWEQORprz9rOAG2eLoTa45xmw3GhTJOSSw8exo/X+Gz5Sq3jW3SDAv72AFDyojmp+qTfem1HF5VJgH/Rh9ZhhQ9H3ho4V6OTX0/hEJC7ysiHRC9wZ4q79hPrlIZLr30GuQVYL8tm6Qz1sDWEwVB5EvHA1u+HqyWavIKdr3v9SpAxJY/HLAIm9kw6iVglBSUScx6CfUYuxO1Y7lGVgS53x2eW3KNJ/8LG1LLkjHlUs06mu82aIfoYHrf6sxajDs1H0nl/OdcgEKHbd3f+Usg4EdXVmPPo2TBmk8Jb423m9LrXm5KxOXMgYL7iRkXRNU5D7FImL1aU7dcLUzCjCvVGLQVO/vI3bGr6wePzeIlCzaZ2YMQKErinZZcR4P6Z3ionixjjiyGsEXE8Z4vHcG4vgvGlS6SPk5wLtqFNbN0GYfnx+OU+3fs+zTOM6q327ENX5zqAA//J28q92d9X5RtxPs9qAFZbQrwn/VW7fbaHvjv7IFaAPC/87r8v6/V0/Zi1ltM6HN0MbQWh1S7iqskYcQ40mcmvBVu3C/5Ri3Gn16OPIOuarpAsAlvhQpbur0Obzndb3/qWbx/Q5gZQ7avjpqASB/KLkwpLsLwLRucdN7qajywe9yzPKdZg8WMGWc34oY2AYzYApFVjnF1uuKtlvyUVcKqG75zPawSKyCqaIyFQQM3D+wf+zzkYspy+uX+OlwtP1zjmPyu1SpIRRRYsBWMAsx8se7KAxmPtWDkFKg8lHEH78dtQgOmDAnFnjBYJQhxLYXIxYwQzzb4qfMztDyWRY81vyCj1Fnzimw/+OxkNPKimoafx6/D0cwbKMhSQ69VcMwpucoEr4AShHt6YrWDO+bnV1ch2ebMmlCbm+HrqJpBt7/jxrTlDwYswmCuo4tocdFiuBuFJx+kHqzXEYilNL315X27cSw5iTc9rcTDlvQfyLniktieuhI7soQn29yYa7cMcjH9wBy5pea04nUjRqNzHZoKezDxAd45ug29W92GUSIFcQlWMUYkpPrBX9IVq4eP4vYjQEPvQ8uRUS4M7O3r+zIaqSlL5GpyS9SXC2uNaa0SBFUAgEWGEvyQMAEyMoarhY1l0Nf3K7T2phpRbTZ9jTKZs+4j2aY0yXFjAk2jX3b5BBZfr8H5GcDiLj0xJoKmVHfZ/QGyTcLshgZKHQ4OoQzAz66tx6ozxLTCOeVTJLFi5/jhaOFJAcCXY19GYrkrFGIr5HILp/ll0EuhZ0To46HEnHZ2ID2xMAmxqW9ioHcq3MRmJBvcsSWnLeZFrajqDYvVjBYrv4LBJDxxaBpgwb4xFBz/8vwM/PiQan9WjyiPTGwcSIEAq8WC3Kw2iM/zxZLb7fBQq4GHzIDRde9jepOrOGeehZ6hlKl46e4raKU+5QS4W1ngbkkQWkRQ4OR+9lk0QM2aWme1/0DXBpQ9TTTJWJbo9bGohHMpT5b0rysG1qVAJWsrAptLJtQC7GlGBcYntsp8pTRrEFwZYekGg7gbVD6UtZtWVoi+h78XhIJ8FK74PfpNSET0gbr94WDklGrhyegR6FoEs1WCZK03GKUNzbyGoqMf7XcyibYWjhHsd0gaQuLN18jbmLwRm9MvgGDzpMW+chkWt5oNL4Vdo9Km/QoJWVsQVxCE/gEpUEnMuFviiTO5gXir8T2IKlKvCSAx7/QUfBJhB00rK7I/uy7qBXyMZn50ocVWvhbQVhjBmGQw2UTwkhsoO1zeAyIP+rwi+ohsbldhVhDxgfY5SR18iWuuXodhm37FozJ+irqXQoy9E15EgBt9X7K2YrC5xMxIKJVdAcb3bJUBy9wLn+JUZjk+rheHtl45XKr0ubxAzE9uhykNvPFqS7tsxZyTx7DhVjU5BgBf9OqLcc3oIhjX9j9iADLBEPmd4PbLyF6GQNQMmDG+V6rqyZougS2c5JxaLG1HZR4qFtbupvdCI6ndrMtxoJhZBlK/u08MAEwrz8ELcV8Kj00Ac5pOQg9fas7z1Y1F+C1Z+Bk7NBBY2F6YxVhj4YT9mNYdE253RJGFD94FysqwqUU8PAPtiw0P8j9BVpnzYmUDr/kIdCNavvbINSTjaPZPyNI/gEQkQ33X9ujt/xKUYjre6Dhm8dHN9TiVyzfyIcN9QctJ6OZLJB3skVgYA1a7CEHSXBhsUqRYI9E4aAmUEntWQ1bxz/AzLBZscp7NE36B/MVjjvGq/QawJAFEu1M5gjMPYhj+Yk6pIRf3Mt5GuPwW5CILUo2BUGrmoZ6nfZGUZc1g87oTdyKB84vAeB8FU+Ecz7XfmgeW3O9G8mywANJIMO4fg5GE2PuIG8M1y4E4fvf90XV+EtuetnmGUB/UAoBPYmTUllnbA7U9UAsA1o6B/0gPPG0v5jvFmRh/5sca+2p5+2fRzY8KHucbtBhzegUKjHy9Hi+5C7Z3nw6vCoOJ31PW4a1b92FhqV6dY7iKTfgpsjda+NtBu8TCAsz9/ThSC5PBQoI2gY3wcfde8FbZAQgymRt+dBmy2RwQ0zqrhaQa2kDmo8N8uuDDSPsK+dxzG7D63iMnTIJhWZwf8yL83Siw9tWlnUgWC+vglJQpsarTDxxLgkz6bNnNwQikPpFybC5vQeJGVp6BuVf24PyDC7hfStOrKoN8uDb0L8K+IXTCkVNWhqhVP9XY75/16I1nWtDJx6bkU5h75ALMRj7DSySyYWxHfyxoa3crnHtkIY4UlCE0KA9KhQlGkwQZWV5oLpNi+TC7xlrliclEoMREwV+1TPHYq/6ODcjOegu+zAGQzE0yQghU4FIBwJbK3oLGk/ZRYvaHqAdhth7ZXuS2HV4udILabuUKFOj1gv00sUUrzOtBNQ3PPPoSK9L5zIPKgwhot7LdjxCJlDBbrYj4/tua+C54o31HvNWRTizm/x6DPNV6lLJ8IEwMGwozNdg9nDIa8wxl6Lyf/lso5rWKxoT6FFg7cK8/urgLsySTDGq0rkdB5v2ph3BPV8jKCMEAACAASURBVHOZSttQTG9KWEhA0y1fwiyh4AHRryJB/5+B2CLB3XGUWTRhx484V6ituC9YMCIWrK3CjZgFhgX7YWk0mbQD04+/hMMFBAilKniV5ZFto3yS8WXPX7n9vr18DEvPUZBBJrJAIzMi36iErULD7ejESQivMBjpe/htuKpMXOq6YxAQ0E9sxKoe9DlkNBhwLqU/umuyoLdIoDXL4K2giw6fJffAvE4UjNGbTWjyw1ICu3Dt9lLoUW6WcgYbJLw9GMRNpKlzY2Pm41KxsGszuTfvTZjD7Xev4DKSHn6IGeftrLjKug4NSUD3hjqMaLKW++nUjWgse9AYz4TdQ0+/dEhFVtws9sFXd9rhH40voXNzymy6lZuGQMMgeMicwTqLjcGB0hUYHkHH8bYH4+EiFXbXLTaG45mIPfT6Gs+CLaKgooVloLOJ4SKycCmhJBjPzWBkVDfPSp5dQkAheXYx3pD4UYBsX9otvHOJmjypRCaEKrVIKlfDBLpgcrT/dC4lmMSWe9MQID0KuYTPtknXeqJJwIdo4jWSnrtsFdiymvXzxBxrjKYarnu4HpvS46o9ZxnIGGBzp6+qAPy8ohgkPvoSHbz5bslGqwg/JHTDzB50fBToHqHtzrXo6Z2OmeFXEa4qQZFZjh1Z9bH0YWvMaeGFSc2pBqC+4E3IzQe5fxtZBlaWgZKxcQCgkfWEMqACeLUkgs0XZmNx/a5ZCkZBjUVsppvIzpiE+de64HYRfR80cC/CJ23OIiR4MUQKynhljRfAFtH7TigcmUaTDr6Nb5och6ecv2CXVuaGr1L74PvedkCLGHv9dOUSNt6+gfxyHef8Sxj1QxrypT1MWY0gqeHdZoEXZP7nuWrtvb0Fg73pfVI9Eks08A87A3c5BeP/WQDwckoXtFHkCpaZalYiJPAqxNXMyKw2M4oM6XCV+UAhsYNaNXZgDRvMNguGn5kDg01YgmRDx4/gr6Tj/ZlTs3G9WFgeI0ylw4F+NWvv1lQva3YjEA3ShamRuK714VKr27vn4L3QK/CRWSD2j686NDO1O8ziLGRZKEysYIAQCaCzdUW9OvRZTCLPkIq1KTNhsvHfmb7yephUdzGkFUxB8t7/4u5vOJZ9GyYr8T0Gd36V2IK5zV9AlLcdIE4o2IcQ47uQVsssSDDUQXidA5BULKylZT+PYDiD7aRe5H4S+8Xb9VsNx8EWk++BasxT+QAwmu+qvkMMFi3S06MRruSPEWLik6f6FXU9ouh4sySDzeen4Dv2O6dBrKQZKqytBGzBSJq+z9vJA4z3ziojMtamBZtLDL8EzKggBuN7HozIWdblccfhX9n/aZtnCLWxFgD8K1e+9pjaHqjtgT/rgVoA8M96qHb7E+mBp+3FfK8kC2NP15BOBeCHDhPR2Zfqyyy8HYONyZQeXz2eqdsB7zWjaT1nHq5DunYzvkjluwKTSfrC8HMI9voQLfzt6X6s8SJNZbNWCGJLW4JRfwlGYk/X25t8A/Pjt6A4XQNiHEBRDBYyFxNcfHU4G/0JFBI6wa/320LYqqh//Jo2dAOOjKaMqFlHDyGV3QMvby1vJxHLIvZ6BOKe/wAysRgsa4E5qykkNaTWnikahe6Nqavh1Jj3cCyD73RcWXhjdT4Ojl/I/ZlSWIhe62s2eYgMCMC2MZQtuDzuPL65IPxh3bteXawcTCfbWaVZ6LV2LYw2u6C5Y8O2DO+GdiE05Y3E7YJsvHv2AO4VUQOJhhpvfNV5IFp60xS4x41B25dgXuvVyGWsVeAruUouRlesTHod6wbRNMeD9z9Gf/XmGovPVu1EoHszbnuHX35Eno4POFce+HyrNvi4Gx1HP955C+mmFDw02M0+yO9iWNHGNQVvNT0AESMHmRQ3WP6NIGON7N8t3BerB1FA9d1zzyNP4gxik21qRoel7Sgj41FZMXoeqpkZ08M7HD/3oNfy17ghGB98C9Zq+liknx6U+yOyQRy33+akbcgwCespku1aQ3vMa00B3WbbF8IqNsBVYYKkQufNYmVQbpADVhnujKbpusM2/4AbhWWQehghVVo4cIOwSc06KcxFMvQL8cHPQ6gmWuydrngvsTO0ImkVw81qZRAm0eJ537sYEUmZs0N3L0fSozJ83PosRoQRxgmLMrMU399pg5X3W2LDqBGICqJOvAOPvgWli7Bhh7ZYgSMDyXUBPj43DW8FncFHV7ricEY9DoLUyAx4t/lFdA1OQ53Q69x+JqsFjb7/FsNDEvBBq/PwUlBQ5PijULx/uTtsLipcfY4CgM3XLEKZAJuSbCP3e9JztI8SCm/gue17qlKUuR8d4pXIBMzuTIHKdw5NxY40YTfIzt4Z2DCSph/HPYrHrxdWYHnUMSe24ILrUXD36Ic3OlCmycQD09G5zk2EuPJZotk6d5xIbY31A7/n9ispOw6V9jUcLgvABb0XLBBBAhs6qfLR1yUbRvUauKro5NiQ2RQykYDeJhlHVg3UQXTM/ePCbvyecwkbWxxGXUVp1fg4UxSIl+/2xM6eU9HMk2oVbr3VF6HuwgYX2bqpGNaYGPwAiRlLECahdRYKke9NiCp0tIacngEwLKQiCryRsNoYmG0i9Papj5mN3+R+W3DyHbzXmBpTVI/rhT5o04Rq1pUY8tBqe8330GetvPBsM5oa+DClJzTSHBws98UjCwV63EVm9HPJg5/IDJcgms5q0N+EtHi0oG4s2Z4vnglfHwoq2nI7AzZhcx6iISvyow7SJUUb4Ga0G/VUb1OZYgHcNVQ/de/laAwOFl7o2JDSHBM78jUia+p3x98LMprBo2IBofr+CXofNKpL+3PNlZ2wlK/HCw35ALXBIsbE3wdjzejP4FoBANryRwAWO4DlWC6j/haMkoKo++93Rj2FDhFy/jNebxMhVq9An7ArPADwcvrnqM9sgrvExOnw3TI0R/3AFXCTP74OH8ko6BLzJdzdCp2uZ6FWha3d30QDNWWeRh99D6nlwmm2XnIjzkTT9//jhCWrkaCeIinDwkogC6BjLqNgFwLNlFFbPbjnt9dZKGS0nlvTPkFSmTATvrffy2jvRdOKbxYn4P2bwu8sL5kaazrMrwLhHqZ2QZhcGKS9zb6BFgHUKCUt50UEs2cE6+nI5uQ0QfN6UFddgWA81oCR02fXxZTP0E5BF1yqx63yBmgZXqE7aUkDm1+zeRkPmP8jCQHFCIg0FERnbYVgc4mGqJCWpQiMzxkwYjsz+XGu/b+679M2zxBqr2MbPjvVER7+j5fG/q/2odDxRdkGfNSDLvbUpgA/iR6uLbO2B558D9QCgE++j2vPINADT9uLmayCRx9fglwDHwQjTXORyHG490y4y+iE6PmzxLUulTOjsJkpMCKSWjlHz9aeIVjTmbh2AjEJl9BF8Twul/liU05D5JqUCJSXY3LAPYRJtXgk34W2gXXpR5b5JtgCorNTbYJKhNW9dlc5Or53bju2XU0GSxwEqoVUZcKmoc+ijS9N3whbtUgoI5Hb5iq24vYkyoiae2IvXg2fjbsWL1zReUHHihEg0WOgWyb2pYRgcsedUEql0JoMuHYnGl38+Q6ildX48NbL+KIvTa99bte7iM31F7w3VGIz7kyl5958+wY+OGF39Kx+gJ+rC85PoRPJP9JJDFVrcHIy1Z3afycGbxzjaw86ljurnTterTBqSSktwpD9q6m2nkO4SGTYO3gSwtV8BqNgg6r9OG7fdExq+rvTZIqkrP50YzT2jfiEO2Le77/iw4ZfOmnbkW3FFhnu2vajcwhNAZ55cA12Jwil9QArB/VH73AKFC66ORXhqit4aPBBqsELJlYCtViPJi6ZUEv06Bx4CH5KP+jMRnTcsAhlpcLprV0jFFjTjzLrZl8eg2ybXVjfsbkSWPFre6oL9nv6A0yN3QpG6qyjRSZoTWS+2DOMGi1cuN8J7dzzYGItVSCgCCLIGAlKrTJ4BtNJ84p7a5Bn3g4XgYk5AUSyyttjaXsKGrTZtRBSVbFTf5Jz68rdcXMkBbcm79uEy9oEwMV5QiMuZxAd0AZf9hzC7fvtxZHYVNgI5mosXqKZ11GahQU9N3D79dj9HuaEXELPwGpsCtKGuy2RrhiGL6Mo8DvizDQQPwcC6hjMEm7yq5BSILJcK8Oh/lRPb9nFkTiVGI5rBc730YK2pxAUMhtdg7uAyBf84+AMLG3H16wjZdwp8sLMhJE4UuGQ3WTll9CrajAlMDJInkJNCW5lZ2LYVgrsesl1CHUtRZFJgWQtMX1h0CucwS+DKKjYe9MHSNJ6OA6Lqn9rpAZcf4GypfbfWYM3juWjnXcmXo64gTqupcjTq7A+sSkOP6qHqc20+KAXTSEcsucdJOjUGFTnJhqoc7hljMRSH+xPa4FghQ5HRlCm0fXCK7iXNwvXjR5wFxmhYizQsVKU2mRoIy9EM79laKKhaXzxiZ3Q2FX4Hjpf0gidG1EwbdyRX7E04jv4yJzlIM4V+yNDvATjG0Ry+x590BTucuGUyIfFnTChJR0fW67vwAi/2YL3+pV8fzRucIwz8jFajRh19h3IJc7XiAA9PhJX/NyBtv2Xs2MxJZyCwNWDsACVQfZn4NC9H+FWqbOZDTH3OBw9GOGeLbkiLj3ojss2GbTVFk9EYDFUlYOGYVRX8GFuLMJsfLMaxzrc0E1D63o0DdeS3RgiOKfwk22kTZIAKpeQnPE5QiXCen1ke5r1JYQFUU3Fe/ej0FBNUsSdIy4/BB2b1fxOETyIAOYPuqOnuzAYsy2/EcY1o+PjQcZKDNxVhDF1H2BE6AMOlE/UemB5fCQUEgt2TPiAY0RRExAy9oTbDpeXIXKj78uFcaPRxOs+vEQyhEjMkDI2FFqlSLYAMhboGXYJkgqtwivpn6O11LmfHhiCUb/OwSomWmU79aZynMs4DZ1Fh/aBUfBz5UsAPCjJQ/TBlZBLzVC76LjFE6tNBK1OAZ1RjiVRwzA0lN5D407Pwa1C4cWgUDcjDvZ+fAAwOy0SvjLn7y5yvhS9P+rVpVIeSRlvoa6EnyrveC2zpF8gyIvKUSx/MBFai/D4aK7ug8FB9Nm1O+M4Vj6kbGKh2Njxc6hlbiCZF5acxjUyRK8ZeyEylC6I5JZug7eOAv/VI9sWiMDAU9zPNOW9ZlMQxu09zgCHRFzis2jrKgxo5ptU8A2hzwGWtVIGYOUiMq8CcjA+x6u+JW1FLwNGWhenkERA5E3ds7mF6SJ7dkX1fRmP3wRNemrs1L9xw9M2zxBqei0A+DcOiNqianugtgeqeqAWAKwdDP+RHngaX8yX85MxLW49DFY7CEf0/xZFjkGfAOLmR+O1C2vxe2oKDHlKcFaeJEQ2KHz06B4ahh860jSmcxlpWH1pEZZ2OAaZyD6hI46XL56Nxvw+71fp29mKXgGMzhN4riCXVyBye4f75+Dtv+BOprCYO2ECbh87Dm3863D7/hEAqJFacL2C7bPv5lQM8hV2GdTbAIX/PYhFIpgsFvRa/Sm29toLfxWfqfDNrXY4VdwP+8dM5s49ZfdsnMgRXhX2kulw5YWPaR+lp+K5XdtrHKP1vTxw5Fn6ETzr2CFsvyPMpmjs7YOYZ2i/n354Gs/vr1kHb25nP0yKpGDM++cOYVOCsz4U2TY6vBkWd3l857yN99pDUwMokKYNwKstjnLn/i3uZ0wOEdYK0lvEyJAfRSMf6jqa/2gCovc3QYGRD9hFBydhef92YFxoGuQ3t2ciTCk8jggAGR0aCxepChabFUNOvoOHDwJgNvOZkn4BhegeUh8LO9AyP7k6BikWYQBQzpjwcztqdBOfl4kh2zZA7G3gwPDK4FxuS6Ro6e2FncOpxtv9h63RoNoYqtxfZ2PgGkgdgtcnbsK6tPPo4ZfAMaIqg7TlXF5dNFAF4Kt2dCy12TMXcqUzaEO2GfVyXB1GgcIlF9/DL9nCq+yEnftGsDtejqT326jjryLZKMxkDZflYFufldx+q69FY1KAMCOJ6Litzv0IL7ek43PsuVeQrXVHZoma0/8jwRmVeBfCRWTE9m50Ijn/+ESsjqfp79XDW67D1jGTEOYZyk1O01LbIkRZJrjv0kf98VYkZbk0+3EhyiUMoKwGMBGMokSC5BkUYMkszUO3NavxfssLmFT/dhVj72q+H9443wejGonxTjdqqtJm3XwU6oXTAiUiKxKnUlBxW/xGzD4uDLCQ7QOblGN5H3otR+9/E1eKhRcQmrnnYd9QypI8kLoKF0v3IkBSjmyr/d4IEOvwyOyCPl6T0C2IMoNXXOuLCX6pUFdbO8mzAqsyIvF+Bwp4rr02C88F0BTg6kHG8jnbenQNohP3fXdawtdFWL/0SnYnTOtAAcAPTx2Fn20lpje5xiVqkyBO3eRdMOzoKByYSJnbVqsVoy/MEAQKyTEeEhf80p46Oi87PQHTGwprWRab5PAMsWu1Pii4ignH9qLQzNeJ/KSFGs+3oJIEJFbHD0UuI8yS9BWZ8HzEcW6/m1kX0YypGRTYkTsNY1pQANCUFQEJIww6k5RIaQC911OyfkII87Vgv5Mf0/E+Qv3pM+nO/V6IUAtr5l0taom2jWuWVqjpBNMuPI9/BNxEqJx/Hx0uCcbF0kaY245mCLC6zfj10jYsuMF3ViZA+aaeexHeIBYMI+f05djcNs6GWRUVYFzfBuP6GvfX0kvj0cfvJpIs/GcxSb8OYmVoXI+yJIm7bGlma7hLhNN17zCfoJmfXa8t5sEufH76JrJ1NL1cIbbg+ZbArC52Jl1GWTG677drilbvn5+6jkafIKpf+nn8SuxKSYbOzNenU0jM6BXkicWt6XPzcWLqyRVYEfGdE7hGQOzZyXOxtAvV9nv46COEiWs2b8pT/AQ/DWXC/5T4EgpNwguVbTwGoX8AXdw6mP4blidTUFsotndaBKVEwT1jy7Kaw1UsfG9cMw1GZAh9JpFIyx6HYPDL1dqkEHlugZuCLtZx7ro59hTj6udn3OeDUdG2X0yainYuwt9ojwxq1Amzf++wphtUFoF1HMcimk3iYIpkK34TMNB0f6eQtoHIi2Yn0MVpyrwVCsZzCxhZ6xq3P8kNT+M8o3p/1AKAT3KE1JZd2wP/uz1QCwD+7177/2jLn9YX80NtHjalXESmrgi+CneMCW2HJhr+ivmS6yew7DT5IK8u+M/ijW6ReKsV/QjVm83otv5X+MpS8Ey9O5z7ZIbOFWuTmgGScBwZP5kD1kiUZ/aAUpQpeM3KRd3h5kuBhoEbV+NevvDKNtm+pH80hjWiYGWztQtQZhVIg2WBseHeWNSdAmtXEgehtauwOD5XN83vcFMEgKQKNf7pW3hJjJjS8CYaqgs5XbJ9afVxMisEQyMi8F0/qi/z3YU1+PZGboVyGr9ZnbyzsXGUHfiqt1R40kcmyD8MHIoB9enk43hyEl7at5vkKgIyG6d3xpI0aKsIb3XohDc60HQZi9WCvms+RWqZM2jlKdfj0HOvwtuFgjpjD25AXK7wRLK1TyB2Dax5klvTDbY3qSUI8CEURqsaI+rTVLLc/N/gbamZMcF4HwEjoQzA3XGjMPMCf8JJfveQ6REzzAT/AOpKeT7nLNK1MwSZCim6QMxsTlOFSDx76jOUIgd5uWoY9DKIxDZ4eJTDzV2H2fVnICqAamTtSZqPnQUpgunCQeISLIikAG6mthS9Nn0PE2G1uVgAwmKyMWB1EsDCYHLLlvi4K9WUu3i/Pdqphc1CCsyATx3KCrqUcQLTbx3hDA4auudwTECibZek9UGhSYW3Q8PwXBOavth23xxI5cITNLNJgsuDqbnB1viJmJdI03GFYnHjTEQ3pPpp/Y++iTyzsL5WmCwfO/tQsC4uoRvauvG12BzLfmh7EfUD6aR76MnpiM91NuIQi6xo75+O9V3pvf7eoX9g6wNhEIxsv/bSJKiVPjBbDRDn1TyRPFrSA/0b0fZEb/oICXlqkhHN3UMk1ZRcGxjEqOdWjOPP0z6ymW5h77VZGBrqDGreL/aARNkKDUKpdud7J9/B5gTheoarC3F8HB3jqxIOY8GxG1WsaV7fi2wYEKnAiqgZ3M+vnXgRhzKFnboHBCbhh140pXXvg1nItF7jgX+V5RIQsK6sG/qFUwbixvgoBLoUIEhM0lqp6laRDciyAg+LG2BqK3pvFOa8DQ1rv0+qjxHW/QeIVVSrcN6JURgQfhVlVjlKbEoQppyXuAwykRV7El7Dgj5UZuHri0cx1OMDhLs7L958E98WUzv/Co1CCStrxdjztA+EopW6AeY0fZvb9MGpTzCv0WYnl2aybUtKI0zoyE8PztQmYdXtrXio1UEjE2NUeHt0rsPX8fv53lQU24SBEwkrwsymtF8OptxGqG0KIlTO93CRRYYfM+fiw/YUNCjNbAFXkTAwb7BJoAqkKZ4mcymKH3WBd0UKu2P78/RKeAbHQiql9+KF+/PQXk3B1epxTTcLkfUoC/9x4rPLM3BNb8UwjxTUV5TCzIoQV+aLU9oAvBwYiWH1qSwAa30ENm8AzuZ4Y1dKQ5SY5Ah3L8YLDW/CT9O+yiiF7Gsrng0YdglUQwzGaxcYKX3GHosfg15eN5BtESHLKubU1twZFnWlFhC+ndjvHmcCUqRPg7qk5hTPq6bxaBtC3wW3cq/iuR2HoK0G+nJjp7MKUyMp+EiAymFHfkN8kfPzSyNT4tTg1+Amowsmp3IvY/G9NSg1yqE3U6kRwnpUKwx4KXwkhgXxHcyJi/vC2N+RVFSIcA9PvNelO1xlfPBw1b04LL+5D5siD6GOgjABGTwoV2P8lQFYFDUGQ8Mo+7BUnwxVcX9BcJzIfcj9bkFUoZN4Kuc3nC8QBoEnhCxAmCtdWMkt+hGv3L4Fk4BOc6QqD/NaLwMjpt8K11PGo4WCArGOQUDsTOVKhGqouy/H7MsfiixjIViG4Z4JRJ/US2yCSj0HjAtdfOTGR9FLgFHI/VkBxudQlZFOfM5uNGbps6R6xJX3Q8fw5fw6mVJx5/JaZGXkwcPTDS06joDclS9Fw+pjwJbQZ0n1cGQfcsYiHKtQ4DtJFAjG54iTYYlgoU/gx6d1nuHYFY5tmH8y6r8mBfjjnlTztDYF+AkM3Noia3vg39ADtQDgv6GTa0/h3AP/H17MNV3Xtw7FYO8D4RTToQ0j8O0AO2vsStYjvBCzi+fu66Nywfqho6vYf+Q8DxJ6o76bc/og2XatuAsiI1Zx1Zm6dxdOpDysccjFTJiIxj5U/+1eQSqid28GK3IAKlnAS2rDlYmUlUMiNmEkOrkJC+5bWRaMTzwkEhk3UWiy4lsYWCsYzjSBBgHqIGYxt0tvTG5JBfd/unMBx+9sxaWCAB4IGOFeACgDcWi4fZK78fZ1fHSCMkscy2wbGIRto0latD1G7F6DW8Z0HsPM3eyKc2OmQy61mxtsvxmDL89f5THm3KRGvNQyEK93ohM5Ei+f2Ikj6cLgZ+/gcPzau+aVb17FHP44mNIBLCus16eQhKFXnf203wxHwBZT3SChYHzjqsS1B679BPeKhVl4M9sAr3exMy++v/spfKW7eMBAvskN3QJWIkJj12rLKCvA65cWgnFwziUMp44uPfFea367516ZgGQrYXnZr7tGVI5ZDT9CUIVOYbnJhNa/EjBXBIsDq5CYxqhUeizoOqZKeL8wtx/k1gQoGb4hhYm1osAqRlAwBQDTiu/i+difUSpWVgOTWfiJtPio8UB0Conm9u24bx4YubBRitWoQNwQml56JmkqXr1NmZVCsa6NDm3q0DTLYcdeR7pJWOC8hUspVndfyu2XlNoddeU1s9sK5J/Dx4O6wEbu/hDF1ZiclfWI0OgQ0/9z7s+NV3/FR7HCICkx2oh/7W1IxFKOnaLNbA43iTD4Gad/Bh3r0ravuTwGpeU2fHsjitefDTxysbjd72geQXV/jKZMSAp61KjxlmtrA/9AyhCxlc5D/4M6JJTwmZIqiQmx0ZfgWcGm25d6Be9f3gd9tgtYqwMNj6RA+5UjOiQcX3ekk+Oxx9+Eq82IkznUiboyuvikwyxlsLkX1dPbcX8mbpmFmZdke3tlJAaGU1bh+lt9EehWoa9a7cJnlLTFpIp0XZv2W6C8ZkYUvGIgklI92H7rfkDfZrtRKrGzD0lafGm+Ej7SaRzgQeJs4gpEudLU7upBtCKVAdchlUi5Z+ykuHegswoDZpNDR2JoEAWADmbtwcX47fiwaRzvXr9a6IvVRS2wvPMftEGwJsCx7B9wtZCm/lUPL1kIXqxPQd8beRn47NYC/NLoJNzE9sUOE8vg/Ycd0Fj9Ml5uRhx9SermQNSVCOskplsCEBpMAZDEvOuYeWQTVnU5yDP3KDAo8ELsQCyLnoi6XhQMslrNuPbgGbTx4LO3Lxb1QodGK/6SY26pvhDzb72Fuwb+/d7TpQzvRtL3b2Ww+gNgSwhb1uGeE4eD8VzL00OzWQuB/Ghnt2TVixC521l45+99iA4aYcCqyKiAV+hN7tQmiw5MXqsqk5vq1+i69TW0CaKgzj8OzcGOB8LPrsYehYiZSJ8zJG4VZGHs0XUwORg9MCyDRe0HY2Q4dVknQcbnPy7/hPsGPhM/UBKGFR3fhtiB+h2blozJu3c6OdevGT4SXUKo9Al3LW02DDuwGne0fACyk3ddrOsznmfIdfzu++ih2cF7LhFw7ZZ5PiJDxlWVabGZsT19HpLL+YBdN5+J6Oxj/6Zg9TsRm7EEX2e34Mk8BMvK8HnwZXgFXa4Ct4oNmbDlDwCRf7D3B3BN3wNt69EFFq6PdBvAltagZSkKhMjXnnbLWnPBFk4GrI7PMCkYzWIwCvpeq4wLye+hvZJv1hZfXg8NQ3dALrGn95eXGTB/1hZcj0uuOjY4xAvzv30GQSF2SROOoapdAOiqpZMrosGZhTD2VG/WHA+26EXAVmivEKMB4/krGKl9fPAq/G/44//DPKMWAPw3DJTaU9T2y8Y9rQAAIABJREFUwP9gD9QCgP+DF/2/oclP64uZtZUBBJixZlCtFMUAJ4ezfht+Q2KBw4eQQ4fX9/LEkWdpmlJl3C/Iw5KL55Ct1SJErcG7UV24/zrG18dn4O2m1FDAMYhG0pL7r+EfPehHfWJBAfptoJpr1UMuFuPudJp2ReKXq5fxeewpQMKCW+BmAcbCQCWScumyYRqq2/XL7a8x0esnSKsTGgFcLXFHs/qxUIgpA+Djk8ew7tZ1DvCrChsDN6kcR557Hv6ulKExJ+4w1idcRbi4hGMMEgMDKwtcN3hBJpXh7niaalgZN7Iz8drBfSjU66GQSPBKm7Z4rW1H3j57kuLx7pVdgrqGY4LaYEEnO5ulzS8rYLUWIsK9iLabAR6WqVFqdcfNqa9DVqGndDQtAS+d3InW6hx08Mzm4K24In9cKfbDDz2GIzqUb25QbNDjUGICssvKEOTujuj6DZ0YDVdzP0B2ufMkmoBrEV7vIVxNQQ7WVk5X1m0CwuLy3hB52E1pWv74NbTCvhEY1zgEX/Sl4FJlHMs8gmsF2zggUi4OxbP13oW30lnPsNRUjuW39yOl/BGUYiWGhXRBr2D+B32OoQDTryyE0lYAD3k510dGqwQZJg0m1R2OsSF9q8775rkPUMamo9yggkJmgtkiBjHi8HQzYX6L7+CjpOM+K2cwpJbryDJpcMfgCysrQpi8CA0VOdBBiZAgCsoScOvqg54QSXRYnNkahSYl3CRGvOx/B2FSPUJCTkBewQp65+wOnCsXTv1urWiBFd2oAYmxbB/GnDuOJL3z5Li5Sz7WR02AxIU6IH92+XPsyNHDYpDAYiRsWpYzDpHIrXi7XiNMjKAM0ZKcl+DGCjE5KrpG81OV22nDrZ9y7RWKOgoFTg2jYO7DgssYtfUwSszO6cqDQpOxbJid9bH58hiMDXZOZS8j7sfsb+hQh7g4AifuD0e+OBOpxZ64kxPEOV8GuBejRWAaWsp1aBlKy8gpS4BPWc3p79f0gxFZl6a8cSlnhePwzYMWiMkM58wqWhBAscUZKDUfgHGhqc+3cnMw7tSPnGu5uUwK1iICI2YhcTUBLIN36g/ECy1oau1ncZuQIT4AlREo05P2M3BR6KGTs/Aw9cDCThU6q0lf4pJe2BiIlNPFtR/6hNF0v733l8JVLmzEIRUtQteQYXR8mHIhyu/qZFRCtmnNLlDXsaf2fXzxY7Aqe6pt5TW1WEXo4zUNvetQpmBZ8XKoDBQsFgrG9yIYEX0e/5a8HfuzTjjtphDJsaTVR/BV0Ps415CNz+9+gPIcCVoqi+AisSCp3B25biwGhQzC8CA7IFLjiattyNLfx/rkmWAFBP97+b2Mtl4jqo5YfH0QmrhnIFhigQvDwsAyeGQVI1Wvxph6B6FR0LTTUynL0E0hbLRwrOxZ9KtPNVFPJuzFlMMJCHQpwbCG8XBTGFBiUGLv/abI0rljbXRjdA23P+PJs+F66loYDeSeF8PVpRuahzz+gk1lg+JSF6C1bDXOaAOQaFBzOnztXHMRLi9FrmotQjV8vTbWksilUBLGFyOpDyiGghHxdRZt2qVAOZ+dxZ2PcQfjvR+MmDJnMwpvw0M3FspqbtJk28WiAYhqbB87uRlR8JY4ZwGQb4VyzX6olZQx/8LO9/B7hrAMB2HCX36FpvCTeDVmD448TAAUVvpuJwt8BjGngUu+FYgJGIm4zAyM270ZLq56uLpSIEynk6O0VIkfBwzHgHoUGCep7I1WfAcbeelVCxHD4P60N6tMTQ4nJeC1mD2UkVypH2sSgTGLsGnUOLQPoos1RXo9IleuQKRPJl5vdgU+cj1Sy92x8GpH5Bq8eN8+ZH8ba8Xd0tPI0idAwkgR7tYedVQUQK4M1lYENq8/0o1mxGr9Of3ZOrIy9HTPhFI1GCINTbcncf7ebHTQOLM5SRaEwX03/NSUsWzTLgLKazbdYfzugXEASsl3AAx7QcYT56ZLADgyngTiXt5BFGsPkocuJLLmaB30MsQi/iLap7O2IPbEXaejg0O98OPm1yCV8rNCWGMsWNN5Qm2lqbzyfjzQtaqvrHm0ntZHYEQBgHJYlZ6gYGX/DT8+rfMMx66pBQD/DQOl9hS1PfA/2AO1AOD/4EX/b2jy0/hiZomDWtEUvoCyyBeMx89gpHYNwE7rfkB2kbDwu7+HCucm0tQaEnfzcvHC3p3ILbczwohhxephoxCqsQMQ47dvRl/frTxnQTKRnn+tM6Quz2BuDzqRJLHk/Dksu0Tp+ZVBPqp3jX0Gzf3sqXg91/yK1BJhBtEb7aPwVkeaUjrpwC8IEp3C3JZxPBAwTS/H8GNjcGXKh1Uf6yStefrBfTiVYl9ddpPJsXzgYHStMKwgZX5/+xwW3xAGRMLcPHByKDX2eJwYuG8lEgw5goeoWDlujKWg4qXMDIzZtaXGoj/r1hvPNacpQGQV/EryTLRR8VP+rpX3R5t6S3kfwnfz8zBlz07klNu1dULc1Vg9fFQVmErKJBPT2MwJKDPbWRJkHuTnEo22fvYJBbevbitQSlIUHSdKCsBrRxXLiOzXb/0qJBbyHVErG/hmhyi82cE5Pfhx+vaP9t2cdhjrUoRTIn3lnvitA2WXmWxGzLwyhXNitTiwB0QETDCxmNZkOlppKKh7LysacUUG7C5qzGOidXDJQG/PB2gXQicwrDULbB5lUQkF47kBjMzu6Dzk4DLkiR7xGCJqiz8ODbQD46z5DlIeTcS0ez2QZrSn94Yri/FDo1MIDNoLRkKNdIxmE3ps+wxZRcT8wh5NAopxYCR1HyZxNe0LtJIJu1mTiXmZ5hA0Surm3XjzlzAxJMnPOdqpQ7F5AAWIYzM/R27Ofnx6YTAPBOzom44Z7fajXd27kIgoA7DpikX4rttR9PG1s4i1FinejOsFlaIvVgwcypW55c4IWGXCUgNysBhVnzrh6k2FEOVHQVqD43esfhy61bW3n9VtB1tKgBwHRpTyGTDuH1dNdmNSbuCNmCMc208sd9BztDAwZLtgUNMwfNdtbFWnTD25EGK3eN611Jc0wJpelNFH4lL2TsTk12wcMcrvDTT3oc9O0k+b4t9EgNuRquOJEUupcRJGNaYGMSTIs237tUVY0uEEDwQken3Dj47EtvEfwkNJNQ8/uz0KRuIGJRDhLuF4vh6VOmD1eyoYY847slBA5HetinFjspnxzYNfcamQsr5IKMUKvN1wCiI9qH5YZdwovoLVKStgtNk14dpo2uP5sGmQiIRd0AUr6/DjreKjOJK1FFbWPkZbegxEP//pVdfSYMnD4TQ78F+9zE4BP8NHSQGzt2L3wtu2BbMbXOYxFZc/bImrhtFY3YsClfsT1uOT2CQMa3WFA/8qo1SvwJ7rkVjYszH61bWPjz9rx+Nuf5jSCWEKYZOYS7q+6FCvZhfnms5ly40CbMKSHY5pluT466kbEC5aABep/R66VtQczeqvg1xKGaYsa4ItpxUYB6ae47kZ9WIwSnqvzzz4EXYnCJvzNFQX4dBkmu5P3OWJy3xNsXb4aHQJoUzcmccOYOcDmrJdPbrWCcO6IRSAXXnlMr44W/OCyAddumNqG5qSOnn3dpxJSxUsc0REE3zdjzLhZh87hG01aACT7RtGjEFUHfrcfpxgTZfBFk0DWIdvJVlHMJoVYEQUxCaRm9Ia3gphZv/FkmcQ1Yi+B9nyNWC1dnYlry4iX4h8Yx+neo+1b3FhGcb1E9YVJgUtWP4cIjsKg4uPdaL/kp2fxnlG9a5zbMPck52h+S9wAS7ONmBuTypVU5sC/F8y2GurUdsDj9kDtQDgY3ZY7e5/Tw88bS9mLh2iYCRgETCZEAeD8T5UlQoSvXcl7qcQLSdnDcCGYWocGkqNDowWC/qu/w0Zpc4i8U19fLF3/HNVABNhlb16YDeCPEuhkFm4kkv0chRr3bBv/CREePNX8r+4dBTr716FxWqDUirB8h4j0SWYr2vW/IelKDcLpwVOaNYCn/eiE7jxOzfiYmYW/NyKEOxRwunW2CwMrj8iOmUSxL3wCnxc7B/CMbdv4aOjW8G62QAzg0B448BrdoCFlJlZXooBMb+gtNQMmCoEtwizQGXF/A79MKkRddGsjAKdDpvjb+JhURE8lUqQD/8mFanMlft03rkMuVZhAxSxTYR74+gkfuudW5h18gjUyjK4aHSwMCJIWBsMWjkKy9R4qWUkPuzSg36s/5EOjvqrKtFsk9WKvut+Q3qp8/mJAcm+CRNBQFjHSNfuR47uFESMFHVch8BHxQfpWFsp2Ly+zulhpBBZZ4g87YDShktfYw4f8+VO5So1IWZsH9TxsoNg5PfNN2Ow9nY8ysws6qnl+LTHGNTRBP2lm/uHxO3Yn3kaeYVunDMkgSplEiv8vYqhkomwuytlghWZ8vH+9bdhIRa31YKAgH29+2NMGBWoP5Y8Ft9nCrNThno8xAtNqDj5nwqQq78Fo7Szgsh9/H7sfsTm3ufq2d4rHF93H867Nv/H3ndAR3Gk3d6ePCNplHMEISFyjibnnHPOBhsDJjhhnI3BGBuDAQM2xgSTc8bkKDIICYmggALKcTR5pvud6pI0Gqm1a++/nF3e6jvHx6i7prq7qjrUrfvda7Za8DixG2opM3GlwA8ZJhX85Vq0c3mJKG0IWtQ6WVb+0xs78Ps9YW2/r7o2wrgImo55MOE8+ipmIV7njAMZtZBrUiBYqcFo/ycgGlE613MIVdMU2QWXj+JQ+kOIRBxIejQJlmglsiLs7DgBLX2pic+55DnwYg7gQU4gknRevF6fmOPQ3jsWLnIDgrxuw1nuC53JhPo/r4GnKg91PbJQbFJAKrZCITbjYnIEmvr4Yd8Imvb288OZUDvch4vIAE+xHqRftKwML60OPCtxbNhNvpzekoHDjyZjhICxSZLOCSmyKegYQJl1pbE35htcfZkGCwvUcVNiWhNibGF7bmx8egErLt+EgjWjYY0XcFbooTXJEZ0ciEKjA7o18MLPb9jS8wmL6PPIxZCJ6TPZYA7Dp22/hVRsA7ZImXVxA5DLVQa7PBkWb9ez18HTmgwYcuxHZGlMPLAY4uqIPb3fKXNYJcfZ9zga7509jSCXPLxV/x68FTo81bhizf0WfNueHjsJYe6Uhffpo0EgaqRC4SP3xNslWpKEWc7l9MPDXBOOpNWiunFOBRgTHAtn14kQOdkzoosNaXiZ+RbUojSYORl0ksGo7WdfpvSYRdo/UVi8h+QeQiKtB2+XuRCJKzv+Cp5kFRtX3jyGR3lkLFjgIQvFZ+0n2DGdC41xuJhGDQqEopnXUgQ40vtywMkNeJSbh1BVAVq6ZvCu14RhHVfshiAnB1waOIcvdzZ1F65k7eRZoY/zfKA1y+EoNaKuWzosFjG6+IxDZ38bw484nkJ/CJyZGKGIwcjbAvJeguylp7k52B8bgxydDkHOzhhTvxE8HezbKDelIVylwqnX97TN0DyUmsSUBv9s0h8jQn9gJKGAaqRdtgB1AaYaf4LhMA0iJ3tdt2xNIhIzj4Bli+Hk0BB1fPvapTNz1hxw2VUv9jBO74NxmMof7mbqVUw5fJXXTK0Yc1symNuaOuGSha2+f2yt8jS/79EbgyLoAuj4I3txJVUYrItw98SpkdQE7J+BdcPr1sPybr34sn3+2Iq4nGzB47cLDMbWwbTPxx7YgxupwjIpZP+Hb3TE9GY2nTsClkK/F5yZyJvIwcg7glHYaxSW9SWbT7X42AJenxmytnYpsGTxgM2MqNKc52Z+d7SpQwFivo9y+gq+1xnHhWAcqWbtq4ik55l4c5Qtc6DiMRZ+Ngjd+wkbS72K83nVdb5u8wyh9qgGAF/1KKmuv7oF/jdboBoA/N/s9//4Vb9uL2bOEg+OaPVUEYzrNjBymka34OYBvMw9hXuJoTCXmGxIRRY0rfEcfu69sLL1UL7czdQUjD5QtWsdSZmt5UYnktm6YrTavQ5s+dRaYgAMGaLGzilj4JGyMy7txPUCkkZiO1nCMPu03iAMr2VzY2v/20akaYioduX4sF0HTG9KQaMlF87y6boEnLObyxJpJ40E8bMWlE1Cfjz/J34vuAix0sZYI8fmnkhx91173ZuWW9Yjp6gCU1LE4ejI8ajn6V12UokF+Ri7fw8yyjHrpCIRvuvRu0wzjhQeemILorTChh1OUOLecJo6GZebjQknV8GgFtm70bKAo86CD5tOLKuXzZ8FGO31B8tOTNYBIjeaynMrLRWj9lfNKjw1diLC3YXdYqsaU5zhNLiCqgX/Ga9IMCI3/uemjA5YH+OHNY+bgS1JH/VQ6LC6zVm0DOlnByDMPbkWR54TLTzbAJGIWOwf0gcNfe1ToP7Kg+Jw2kUsvnIJxRWcXiUSC9rU4LCt3WK+mmRNCr54Qg0XhCJQHIRPm1CB+h+jJuCiRthcw1+qxU8taZo7x+aBIywaO4akrXYqpE+viaSbzTt9HMeeUlfR0uhRsxbW9ulfZrhzLzcFb19fjx/DL6O5sy39+mq+LxY8bYftneagtjMdn623fYOMInvR+tJ6G/sBhwbTMfckawcSMn/DvJiOdlpSnjIdtjU+jYDAI1DJfPmy0S/TMPzir0C5e4hsl+fK8aDEMZf8HZmxGvdSD0LtrLObeBbqlQiU5KFP7Qdl92X3re+h0KREjs5eJ7KZXwJCnPtjRXc62d76eCVqqn5BTak9kF3MSnGxIBQzGtDU02x9Ptof+glfRVzHkHIg4LNiF8x81AWdgv3xaVPb2F10fgH2JNnuaVJHE9dsbO/zARzl9BkXnZ+MmddWY0DwI6jKsZwI0/lkUj0MDR2AN2tTth4BaVffG4aGHvZ9+Ti3BmY0OgCl1JYWffrpFsSadqMAtn5ygRmNFBPRuZYtDTZHV4TOu9ZAW2yfUu3iYsStMe+VgYDkXp9xdjMCa2ShxKOJnpNZjJTnfrgx8d0yMGxpzAjoWeFFlginehgbQllWJHbefQ+L77qDhS39O1BVhJ19eiHAjaack8grjoJD0Qg712uyPdncBCGB9s8gS/F6WDX2rGJGUhtS9z/KUorLKv6L/xiwcxuis+1lCRykMlyaOBVuKspEM1mLcOpFJ8FUYbK/vd82uCmolMDAMysRlSWsX1DTlcG5vlSP9k7OEexO2oZjSfVgZm2ArkxkQb+QaIypMQ2N3ek45o0JyLPbVMEZVTkEjPobOxDwz/jneOfUMZBFnNJwV6qwfchwOx3euIROCFcJs2Nv6QeidQ1bO3O6/eCKyHOvHPuTLBS6bS8zbiDHYrO7AlZh0Kq8y+tf7BoQ0JPLal61s7DLWjAKGzNzV/Q2fHs1GQUmOubFDItRdXX4sitNuyZRZDSg2cZ1IHq/QrFv+Gg09aWmRR9f+hPbYypLDZB9JP335140jf7wk8d493QVDrMVzMpmHT8CkgYsFGMbNMKXnekiy/Jrl7HhrrDEA9lfXv+YY3U0m8NcwbSjgvbiX213Ui45vhUCHIRZ+Lc009A6zAbmcuZH4PJnA2w5XVjVFDBO79ml//6d4/+VskT/b3jX5bASvRWB+P6XKajX+O+zJP/Ksf8TZV63eYZQG1UDgP+JkVN9zOoW+P+/BaoBwP//+/i/8gpftxcza7oL5NkbTpRvWM75e4iV1OF2Z9wk5JsTsOlmVxTp6YTISanDjFbn4CqtidERFLw4m/AcM44drrJ/9g8fjSYlH9Ztd61HurkQSpUREomVhzuIcylxZ+3kXQtbetJV8Csv4zHr9la8oczAYM8EuMsMSNKp8XtWbbwwO+NB/4/LwMIaa77j98+qcw/1XHKht0pwJi0EexLqwEvtiBuTaBrusIObcUebKSz4b2KQONlmGNJk62IwLgz0+UpYjWKerSF3NELqaEKD3DBsmUD1Dz+7cg5b7z8QvHYHpRSPplPWB2FsDd2zEw8yKxsoyMUSnJ8wBb5OFCiad/kQjqdFwU+qR65ByTNvXGQGFDNiuEq8cWkwZSTpzAa0OfE1rBYxTIVy3imYkbCQqk0Qyy043mkmAtWUDcfmjgXMVUwqpE0gcqcT7lIH4gi/VHSoGQu1zMAbOZx/Vg8JWT7YO3wUmvnaGHbpxRrMPn2U12wUMwzfz2t69oNKagMp0rN/hbd1edX3r9tpiGRULN3wsg7vLJquc0BcgTsUYgsau2fxmlHJxsYICaZA87n4q5h2ghg5VGYluSosuDfdJjxPyhPn3vV3boEwZBxlch4YHVg7wm4C/eWtk/g1JopWSRhr5P9kgLIMnJXAw1G0zvvZD7H2xQ9VXk+QJBifNKYg8fRrM5CDyswUsk/EstjfnrIY6IS3Jf4sUOKpWQal2AijVQYvEYehblmAZyREYgp67Xj0ECuuHkbn4Bd4UejKn2OgSwGupfpjZvP+ZSlnf76MxezIvajv+BITAu7BU1aMDKMaW1Kb4onWB1vbjUcrL9ruYeu+tQP0yl+cs9SIhzMo6/RO4hJMui2BToBtU8cxF4e6zoBURfUkm/68DHpvW8pm+To7oA42DKZpjueSduClaY2gFt3LAlcsbH6q7Kfdty9CfF5lJ14GLGa3sOLdNvQe3he9Ca2dP8VtXTieGlz5a/OW6tBa9RxJGg/0b0j19GILXqLviS1QSQxo6pmJmg6FyDfLcTPLF1l6NQbXDMHK1lRTcXfMKrx3UxjgGV0jE8s6U5dvrbEAK2PHoYVTNloriqAUsSCmEQ+NjripdUNfr8Wo40XTvVfeXoJGHnsRJOHgVpKGXMAyeGFhcDerN95rRceZzlSETlvWIMskhataT6QEwbBAvkYJP7kJFyYvgFxC03U77PoWqVmV2alkX+MachzoTw158k1FmBS5BCFsIbKzXaAxyuGu0kLhoUWhyA9/vPFV2f2x4flCpOorm5AQLGWQ/0w0d+/J1xmffRY9D92FRUD78Q3PDOwYbHNCz01tDldJZdY4qTNN8jGCPKmmImu6D3PuUDAgTqP8zckbMrEEYlQMhNTV/l58WvQAvyXsRIZBBwexBD19W6B/AO3D0vj+xlWsvXMDzbzToWOlPHtVLTYhNtcDIS6BODKaal4Sdtuj1HY4/NINx542htaohFxqQofgOAyv8QStAy5CJKYSFx/e/w6HYnWYFBSLtq4v+ffM3QIvbEhqgM61GKxtSRcNnhbewrBzR6GzyO3OifzhIDHiQLdBCFVT5jhXvB5csfCzhnFeBkY5hC+Xp9eh45Zf0NDtOYbXjIa7QoeUYmf8/qQp78B7csyEsr78JeYTTHGnxjblI9csxSPxWnTxK2GNW16AyyHsRgHgV9YaIjcbm46YTHCFtvdnWb2iQDAeh+1STMm7cH/iI5xIiYXWbEKEixfeqtsW3ir7hRKueBO4YnvQl69XUh+M+65Kjqy5+mz8GX8KRosRrQJaIcKjsmnD11cu4tf7hElpH4SB9/ugoWVtlFCQh/57t1XKLCALdnsHj0Zjb7rIQaL+utXQWSq3kUoiRfRb9P1P4mFGOkbs2wUza59K7yCV4vCocajpShfBCNu3zrrVaOWVjNE1H8NDoUeK1gm/PGmEHFMAbk9/q6xOtoiYWwhrJTMuGyoxAXlDLv3BEgZgTTAOM8BI7A2IbsevRTOHHyu10UudM9R+J6FW2BYAWasViSmz4S6+AQljgcbiBqnL9/BwsXfi5ccykZ7RbgQs8YDIBYxyEBgFfW6UD/IuzNDsQL7+PFjOCAdZfQQ4vw1pyX3G18Wx2LTsLezfX/ld0LhRNpZu+AJiSWUt4EoHe002vG7zDKFmLX8Nn5xv/1+TAvxFlyv86VanAL8mN0P1aVa3QIUWqAYAq4fEf6QFXrcXs9ZwG7L8sVW662kcl8LZkYJwW6I74csLfcFVmMwxDIuPOx/H5PrU5S2pIB9dttq7B5Z2BvlgvjltJlwUdHJa8/flcHIrhkRi/xFsMkpgLXLG4wk0XWfyhe0IE53AB7Xv2PWr1iLB9Edd8W7TBWjlHcLva73pc+zrchh+DjbNOrL9QFI4Ft3piMTZNKWs9m/fwCRMciJflDjbZzpC3TyRXVSEHue/RVGas72LJwCFqx7yXCPuz6O6YC02r0NusbAjK5mkJs5ZyJcjE7Tmm6pOWfmuey8MqUMZXt2O/oisokIUme0niBKRFW6ORtwaQsGlY0kX8P6ty7zbqD0QxkHhqcO0OjUwvzGdyLJFnwG6P4TvEeUIiJwpgye5sACLry/EkPA7dmwsMkHeEd0Wm3qsgJuSgsFpmiJ03bYZJouNcUK2u6oUuDbpTd7khMSvD9djsrfwJJbot6UpTqCuB52EGF5GQCYS1hqLKgpE43DKYpxxdDX+TBJmJBFELGrGTDjJaVpmQn4eRuzdhTyDfT9Na9IMH7Wnk10S7fevQkqxgZj72gfBAlkgcRKd4OotBsx5MANcpYL0Z52cu2NcGE0BHnZuFqwKYSMMo0mEE52paQARRt/1ZAYclNmQlKTL8ts5IFXrhxnhH4GR03N98+hmpBfFITrXnokW4ZoDX+cA/DqAAsSnXz7AwWcr8UHoOTtNMgsrwufPeuCthh+hpQcVsw9d+y2sEAaNlIwJsW99yJf76upUbE6xT8Ev31irmvliQDgFx+vv+gxWuXDaqDJDhnuzaJ2r70yFh4uwOzfRFewfdALOcnfoTXo02rgalnKsqfLHbuH/AruHUhOBXyLHwuxYiEidfRu5iI0YpX6INmHU0MJktaDVoc9QwzuvEgCZkeuEGXUGYnwtylp7+8y7OJZqm/iXP3aQqghXRtF76FD8KniItqONoqgSe/mJSYXD2W3xYXPqXPvT3R4Y7ZME1wpNX8QCe7N8Mb0x1Re7mfQnRh5/CE5WAkyXHpwDRCYGhwa1QiP/9vzWupuWwqCvDC6RfWq1AQ8mUSbrtZz72HNvDY7G2bNlCejetX4sPmn1PTwVFJRYEfsmCsxZFH4r6VKeEU2ev+590N+fykFQ2CxEAAAgAElEQVRsuf0RPrsvrMdG9j+eNBkqmQcIcMBl1anSfTnFVAfBQXRRyVL0PTjtOjvnVbKdAEkWRgG5j82c5F7uFSx+tA8m3g3KFgN8PTE3go43Et23/goHeRweFNiPD3+lBia9HLffpIA3Z3mBX27NxTd32/EGLuVjcPhjfNdpDBgFZXPuerEdda1rUF9lz56K1zvhCjsNU0KpZu6VjEeYfLnqBbNtHYegjTdNRWVzRwBm4QUmyHtC5EqfH0Ra42LcV1jSzOa8SrYbrGLMujwQ3/f7DAFqqu/58e138HnA6Uptb2RFWFv4FRbWoe9/TvcHOPLeqCIY74dgGPpe58Gd3IGVGXuKQRC5UKfx0vjkzinKxC8XngoH7Os+EYGONr1g1vQYyCOLBBVAd9V0iNTCaeJVnmzJDgvL4ttrl7Hl4X2Qf5MgBlffdO0Btdz+nrmb8RLzzh4vk8PwUjlgRZde6FjO2Zf8Pru4GF23/4Zik+08HWUynBs3GZ6ONmkAUvbyiyS8d/ZUmVZyoNoZP/TsU8Y8LD3/9Kxf4M3atxvpS7hsgsqBuk6TYIm0hlU4VRnK0RA527IVuOK14IorAHuMI2VzltN+5iwpMGb1g0xk/77UinrDycv+9+lJneGtSLNrdvLMzpGvh4+bTc+ZM8eCyxsHcPaZGozjHDCOdEGCH0cch6c5c5Crs9filUuC0MBnH2RiCj5yllRcjxuDBau7Qf2A5d/PJDShIkx9+x6mtJwlCC7+s/Hx37r/dZtnCLVjNQD43zq6qs+rugVe7xaoBgBf7/57bc/+dXsxJxdG4ujzbzHLv/KEe3dmLYR4TUEbXzoBaPbrZ8jXCqcvujpocHeqbXJAXHO3P6qcMlPRuKHe/s+gUAkDN0aNA6JH0InXxJNL8Uuj3wVZQUnFasRKtqBvCBWKP3a7J/oE2sw6yg+mWde7Y8MQqlkTvuNLmFG1YPy+TmPRzD8IzzOz0OfwZl6PCSoLdQskkz+jCNCLoYIG0XPoh3WDjauhNRoh89KDkbIUh2MZmHLlYA2SMgAwXaPBG79t5F0FffzyIZeb+frzcpyQk63G0i49MKp+Q77OHgcX42mhfYpj6TV5KbS4NYqml+6IO4ZPzsVWAin5nQyHMS1c8VVrqpNETCbYnIFgyguAk+2MGiL3Q2Ak1IHwUfYTPCkcXSktj+wjGksd/U7A14Fq2vXZ9TvisoTF5PvWDseanv35cosjj6C9+kf0cKucIrY0qRl6hixHCx+armNIqw1ZhfTw0mu/VxCM5hF/0vFx8AdcTbVgRsRDDAx6BmeZEU8L3fB9dAtE5Xvh1uSJ8HSkk4XR+3fjZppwSvXuYSPRwo9ee8Od36KICLsJBQckTaAAoMViwa/PuuC2lppdlI9gWQ5aOY9Bj2DKOOp/Yg5YBw6yCoA3mSRl5DvhZv9lfDmN7g5Opc2Ag6Qyw4wAdrXVC1Dbk+pOLTg5FQef2cx6yh+/f604/NhnE7/pwstr8LeMwvqojjj9oj6MVjHPqBwY+gBjI25C73AMzT3pPdTml8+QbnASkvtEhHMmTo2nk9GPLk7ErnR7x+jyx/+0vgMmNpjLb6p34FOw5Vwgy5fzMOtwZQRlhS6NHIkQjyThdgfQ2WsnfNU1UajPQ9NNv1YJvDb1S8S+YdSJdFd0d5zUCaeA1VfkYVFD6nJpNpsx+Np8KGWVzUoIwNXBqT3mNKR9OezQXMQUemFh+B109kqBVGRFVIEnvo5rBb1VhPvj6DNhy6MPMc5jv6COFqnzh7TGWNicMllvJzRGM5Ww0VKMQY4GIRTcOhl7GDOvPkV//+eYWjMavopipOmdsDG+IU6l18D2ro3QvmYPvmydjd/AaBBe6XB01CNqCnVF/ePJL/jsTB4sFcAyss9XpcH2EZNRQ02B+W8eT4HRmgNXcTFImj3HMTCyEuRbHdHMrQcGB1Bwa+nl+dgYJwySkv0Px42EsyoIVosByG5YJQBYbFVD7U8Xfyz5syEy2gxNyg8Uch9JfJ/ym4h+2dgbc+AjKcIEz6cIlGlRZJXiz8IA7M2tgR8aj0EDVypvMXH/R7iUQ8HNitHCNR17R5SwOXWP0XjLMZ5lXTk4HBleA/V9qRSGtnA1lHoBJ1zC4JSPhaMrTUe9mh6DSVcqu6yW1r+j43C08qb3GHlma4zP8KfOCylmFUTgUEOmRTdVFhTKjhC5buDLnXp6Ga0dJgo+t9N1jhC5XkBNNy96nml1oBTbL9qUHjvB6I9awRf4Pzntb+A03wi2EdnIeN0BI6LvKTZvCmASNn1gXLdQ3UICfqYnYuJFe43B0gN09K2J3zrZ9BbZnAGAJU7w+Iz7EZ7ZWBo6iwkrH17G+bTnMFotaOjuiw+bdEGwU2Uwmi1eB8IuBMh9JwOj6AWol9tpEJbWa2VZpGqKeNmFACc1pCUuwUIn9SgzA7fT09DC19/OpKxiWbPVytdJ2KwBanWZZENpOc6aAY6kVAsxL0U+YDzPg2Hodwyb1QGZxkLsyAtFvFENGcOiiSoHI1wToHAYDJEz7T/O/ARcLn0fVwpJBEQeR8o2s3lTARNlRVUMxvU3MHK6IJKQtgIhYvquqRjFZiXUgbbvQTZnEGARNlVhyPdHCQCZrT2CZzn2OsuldXs6DEKYB9XhNZueocPBrUg3OEJk4iDRcLCqGFiVDCQMi0t9I+BfzsmbtaQB+VNtYKnIB3D5CSLZ35cKEW7EV7v1dZtnCLVGNQD4asdIde3VLfC/2gLVAOD/as//h6/7dXsx/xJ7Bj8+u4rxPk8wxfcx3KRGFFmk2JkZjg1p9dHHJwxLW9LUq1o/rQDLCrOXRCIWz0uYdaTshEN7cSU5mf9daeYk+feQiDpY2cNmXtDk6BKIKoAhpV0oMatwcwBlpyw9Nwcf1LOl/lXs5ivaLegYSicV2S8awl0uLGq+Nb4hJr2xjy9XZ/fnMFiEJ8ZkYn55wAwEqd2hN5tQb9MqwNlSGRAxiqAqZBE9jwKVbX5bjwJ1VmXWGDiYcxR4Pp2CRmQi0X7XcngFpVaa9GZnqfHzG/NQ34uyUVrs+hzZBnv9rrI2ElnxfAI99uXkOEw6JOxaS/YvatcQs5pSnSSDVYMjSdPQWvYYfhKalplulSPSGIF+wb9CKaETuZX3vkMtl+1V3lU5uvmYWp+Oj4h1qyqx/0p/6KN2xPVJb/J/nnkRiw8fbcecgCgM8YyHg9iCLJMS69Pq42BmGG71WwyFhKbJ/iMG4DNdGGrXpNe74fYeeLJbMCj4Oc8aIMEwDIxWEaZe7YM/RtKJAmF5RKxdxU/ghGJ+6zcwuyV17G2yZwXyjcITY8J1ShpPGUQxubeg047AE703bmtrQMsqIGGsqK1IR2vHBMQUt8e0etSxddTZtyFz0PNuwVSkngHR+nIS6/EsxwuX+lAnw/PpB2EwVK0rmGMZiQlhdP/wXQtwN4tqVVWMBu6ZODyWgnWXkrZh460buJFRmbHXLfAxprccjBb+NN3/nUNv4lhyOCpmbhJmxYTaD/B5z218uc13BuOrZ/ZGLKXnQIwFfmrmhDY1KDvnjYMfIg/C4ziQLcSZobSPPro+AfW97DXwSuvM1jpiSsQfcJJ7Q2fSo9v2r5FRLMwwax34DH8Mpi6fm6L74KpOGIhSMBZsaEH750r6HaxO/LWsGaWMFWa+ESjbi9W6Y393yuybe3ocJgQl8pp/5SPXqMD70S2xuS/V0Tz6dC76qqvWBTtfGIButakGYeKLBgiWC6dJZ5il8AukxiAnnt/BnRc/4uN61LykfHz86A30DF+AjsEUzG36++coKLRnHpWW9/EswPXRlL383fUPsO6OsEEN2b91cG20C6TjY+Xjd6AWP7BjkpLtelaKBq7vooM3dWRdcWsB1j6onJZH9smkZjwYNxMqqRtYqwlcVj1BIwtS1swpIPel7sCWvFkQmYT1S4mhi9SXgkS5hgysiFqALwPtXXjJvpMFAciUDsKUUJqSOfHgh7iUJZwi6KcsxvUJdHHrYkosphw8UanNSzfMbBWK91oN4v9k82cARnsGXtkPpY0hcqeg78uii+hy+pIg8ErG38Ve3eDtREGWorz3sSnjETSsvYyAp9iAaf69IFe/y5dLy9kFF7O97EH5kxa7nYNCTl1RrenhVQKvJlYChR8FajjTbXB5lMlcKcRBEHmepeU4DtbMBhBVZOqV/sjhLYicKKizMuoi1sbQ9PuKoRBLEDN8ET8meOMoogFYRTBOn4BxoC7iRPNwzNkduJtjz0RzkSlwqNckOxCQLfwS0NNnmV1Im0IkkBZd5QkI7CDtQMBHIulBruFfDc5wClyBLXW4Yj2Mx2kwEirdkJ45Cx8nmUC0TctHuLwAn4T3hdSxJJVdux2chi4cCkUpmMubxGU2Im9i4YIOsyByomMuOakvAhTCmobkdct4xUIkFoM3Bspq+g/68mMwDvSbIj53MTKLhQFimdgXzQOoY2tiYRY6HxJ2oyf717Rrjf6hVGaBtWQDOcQUpeLimghwPwRROSD5X+2zV/27122eIdQe5a9h8fkO/zUpwF93ofqq1SnAr3oUV9df3QKvpgWqAcBX067Vtf6TFnjdXsybYi9h9TM6+SShEFlgYAm7gX6w9vdpiKUtKaMhdM1KPgVRKMj3bfw71BggKjMDA/fsoMVKy5f7/o2c/Ca8S1JhWpxYArY0X6NCxc5iR5zvQUGWtZffx6zwqlkSkfrtaFujJV+2IKUx1FJhFk2xZDTUHpSZU3/nlyg2SsFI7S+Kv0aDCJdHTLMBgDtXAhLhiw+ROOP8CJpm2fnID8iwVtax4neyQOxQyvqwsFYMvjwfEmllphHZ/1bgdHQPoq51rXZ9gUyDcAofYR09KwEA72ekYOieqs1XVvXuigFhtM5LWb/gdu5e/t+ERUJPj3ZSM7fB6OxNdRK/u7cCYS4lfSnQ8f8KAEiqGXZ6E56aCAOQg0JkhYGV8GNrYmBHLGxiSxUypjeDlBE2dLEqxkDqQifmVv1VoGAyLGAhIVwKhoGVI6pgHLQWX7gFUjYKAQDDf6par29w3TpY2Y0C1CPO/oxb6QUCV03ARQ6J4+jYjM6NhF5rY6oQvTMxac2SMf9Q07EMAFzyYBqKQVPTS++l0nIGsxTrW9DJ6IWXB6A3fiJ4bLJRww7DyFB67cN2LsC97H8OAG57sAWfXiYMTaHJKIefeoeiT9hgek1Pm2PaxQHIMjjY3cIRzrn4ss2faBZO9SNPxfTB3XwX/JpCwabSIKpsa+pdhK9rPzQJpAzAu3FtMf1JFx4kKh+NHLMxxTMGPRpTptEnd2fDZEhHQ297lqaFZbA3sTn+6LSkDADsueNLZGmd7cwTSB01XDLh6chg1xDKKtwQ3Q/XK6T/lp5DeQDwUuot/JT8G9o5pmOUawI8pQboWTEuaXyxPa8W8gvccLI3ZWnuiOyF0SEJgn10NcsHHRrSicTpZwvR3cnGqKn4gxuaILwRRsGTpMQGCFIKA4CZRil8gykAuCPqdwzzWAppiU5g+ToJs/OU5msMjqB6cJtv9cOyO+1hsdizneVyExa3uIxxTSk4uer6PKy+Q52YhWL74JpoG0jHx/KoPvBUCD/nkjTN8EUzmhq4P345vritR2FRRXdeDkGBOTjV7YO/BACyUEPiQxmAz9M+QE3xAcFzNLBSqPxoG2UVp8Ka3wfeVTjc/pjVHe82pGzw+ae/xIEkmr5aMQJVWlwZT5/bF1KeYerBqvtyZpvGeK8FfX79VQDQYLyO9VGfY20iTdkuH3NqXsabDb6CXE7fbUdSV+JeQQUDkJIfdPIchk7eFOBJy/kJLmYBvbySsmK301DIKWPuHwGA5M0g9qGMSh7YK3wfIsMhu3PkIIbI9ZcyJhgPfKXX5bVbhSLBNAq1gij49N3Di1j3+N8LAG57ehef3BZmiPYMDMfPHej3DHEcRhbRVqzio8b1N4hK2G2CF1LFRrK4tCH2BjY/uYk8ox5uciWm1G6FN+u0sXNl/6t1coaT4AroM1QoygOA38V+j9sFtL8qxpSQ4ejpS8cm9woAwOzkTnCXCZvJvGoAMKEwE10OCWsfkutd064N+od2oP2eNx4wVV444XeKa0LkWfVC81/ts1dd7nWbZwi1RzUA+KpHSXX91S3wv9kC1QDg/2a//8ev+nV7MefoNejy57dVpNFx2N52Ghp50NS5iA0/wGQkkEo53Sn+nwxkchHi3qQrwd9HXsOa28SQAXCQGuAo16PIoIK+ROR8RbdeGFaib9fs+BLifiDYbwqocK03ZQCejjuLLuq3hVOANWoE1LgBWQlrLDl1LAIkwgYXWtV3cFJTdkqD7d9CU8wAMhYgLMSSdF0+tZcV4db4mfBycOS1fBruo8wsoQhVeODPITP4XS2PLoVGQACc/o5D7GAK2jzOTcXiOJqOI2cscJfoUWyVoYilQF9zZXssbkpBpUGHvsCDAmEA0Fuhx81RtM5nRc8x9I89KDZVLkuAwg1DO6CTL2W3bU2YjywjnShXDA95BCbVpBP4B1mxeF40tooUYAk6+p0sSwHuvXMLnmTnCtbZJzwMP/Wi7U6CpOfNv34AV5JiwWnNkLoqMLVeR8yoZ3MF5cuRiY9BmD3FuKym6VpkElu4BlbdKkiYyql5Zs4KmfcjMCIVzKwV4et/AGNlIBdbEKDSQGOW8UAXiWGN6uLbjtQVe/3jc1hehftikLMUlwdQwJukAF9MbgBniZ63IyAwC5n6EkCVTHyKRMvQLZD25bcxs5FuFk6TlkCMFY0p2KrR3UJk5iSYBXQFyTEinOahhgfVWZt/cioOVZEC3C80Dqv70rSsOWf24lgcZeUKxZSm9fFxOyrCfu9ZC3iJLVj2sA3u53rxOoRveKfivYY3cbnQAwMaUGbTrkejMdjtHp8GvPtlOHLMSoQoi/B2yEPUUhUgXb4UzX0poHo7uj3GXe0LTm2BSErSRgFWL0Ewp8VPb5xBRBi9Z7+L/gZ7UorQSJGGEBUdT8S043ZhCDgph30dVkAloUzCTls/hMkihkxsQYHBgf+/m7IYz3N9MKWZCz56g7bRtugxOKsTBnjqyvPxfiMKKF1OeYK7OR9irm9lSYQ7Wg989rgnTvSnYNCpe93Qw0+4PVO1jggKpbpmZ57uQDe1vVN4+fY/ktMJg+pv5DdFP2+Auo7CAGCCToJaNSkba2fUeIz0qmISC2BvdmeMbEDTQfc86gW5mcWnUe2gJ1qADAdHlQGbWp7GDW0g3m5GFw1uxs/B+BMBgkw0H1Uxzo1qD6VjF77s+riOkFcB8CRrffBZE8qyjsu/gHlRh5Cb54TCQhWsVhEvd+DpUYQQtQ6/t6UAHBH6ZzPsTXjKt5FVHAGpJwXedsetxnAX4dTaK3kB6FiXLmhF595GXTNlrBFzUAMHSMnjvgT/3pHbDOPrUXbRvujfsfCaPZOz9PhDaxiwsgdNk9aZTWi0aTWsFmEQ/ejYsajnTpmmnPYXcBp73baya3KYXuZgzrJFiE9rgKu5wdj3shGyjE7wlmsw3O8B2riloFZANEQiyuD8+fk8ZBgS+eeMq8jMe/EW8IA6g3CnFhgTTM/z1PPVaK38XhAgTjc4gHHehlA3aizCZoSXb+oK/2Yg8qFsXGK0sDv5E3hYzqOBnJjZWJFjleGyzgPNvZegvgvVJCUA2LWorvzzQij2vlyIkU3p+/JKegImXqxsQEL2dfCpiS2dy6cA9wcswszg8inAi24cw74Emw5k+XPwVTnh+mCqMccazgMFdKFLMJQTIHKm7VkahLlPtG75FGC1MyTl7bJLCi17cB6b4uj3T/mYHtEaHzSm98/fiX+cAuwNxvNCWQrwW3c/RK5J2LG3k2dbzKpFmXWcOQ5cru19bHc+ktoQeRwt2/SPU4A3g5FTDcK8tOFwEQs7JZNnvcgnrswJmKSywxIr2Az2KcCH8SyHfldWjKpSgCuWq5gCzGa1IWKaVXSBAiIfyjQuH8QxOqO4GN4OjnBWCLPY/06f/l/Lvm7zDKHrrQYA/6+joPr31S1Q3QJCLVANAFaPi/9IC7xuL+Yi40tsj3kL61OJ3lz5SQ2HkT7PMK3ue/BxbMK35YjT23HreTqgZG0prmQGohehZagP9vSi7INvrl7ClqgbCPHMxJNCX3DErZFhEaFOx7NMP3zTpTeG16WOfA0PfwqxxIKK39FWloGCUyGyH01vJfHz5ZmYEW5jK5JtOosEBzMWYXxzajRAYtyl+VhZ8yzP3ikfZwv9cVkzHV81pxpePfZtxtOcvCrGCYeHk2fDWa6EyWJBxO5vhYlThPXnGYZfuw/n62l55AtoyGxTMGwAYFJhCuZHf4PBrk/Rzzm+zOjintYLG7Mbo7OTL6bUpyyJBaeP4UzOPWgETEAiZM44NoqyD9N1sYiJewdvX+8BM8/ipEEmi8taXETjiHcQ5koBnmXRMyARC4uFm62B+LA+TV8kJiBLbszH4LB7dmlixARkV0xr/Nx9ZZkJSGpRIbpu3wxzBd08F5WCT/8tNQEh9WoK9fhh8T7cOEcBDYlUjKGT22PC3O522kucNRNc7kiArcAsUAwA47yiLLXKmN0XUqtw+hFhAkp8HvMukWQCV/v3lRjrE4359W/CoYSBeTvbF/PvdsGEZr0xqwEFSQlI2f/0WsTkaO16UyZmsa/XODR0s2nKHUj4EXWlK+Emspa1k45lcKGwESbVs6Vl//FiHW7nCzN4PGXe+KguBV6t5mdIzeyBx2YVf//YgkMtiQE1PDdBqqCTyd5/vAspK0N0HtX0Ko3aLjkQSfQ4PmYVv+mTS4ew/WFl59bS8vPaNMacEvZSbnJduAro4JGyGUYp/EqYaNcShkNmeolmLvbgCWHrPdWqIXVZjtqe9DxH/rEAt3OEmYqz69/B/C4UjFn1+AdcTX+CR4nBMOtKUvQZDs4exfDxysThzmsgE1E22/Czi/HkuQrFJvtJWX2/F5jTbiq6+ZD0NSA7bws2vziCx2b7dGE5Z8VA53T0jTjNl4vLTYGnrjdcpcLuvqsT+2BeG9qe+273wZDA53ZtXvpHfJEzwkpYkrdSLqG5lAKRQnE4dw4G16OgxJGoZujmmQ9FiaZXaXkjZ8XlXEf0rE8n2Cdjx6Gn660q6zyd3xm961AAcMT52fi21jUEyezHcbTeBZ8/64b9PZby5diib/DV7WhsibFPz5OLLPikzUWMbLAUIhl9F6yN7QylWFi7NanYD180paDi1awn+ChqExxk9mWJVh9jdcXJzp/SFE/CLssILzEVsQfXWI64+/aByJUauqyKvgAv83cY5Wt/vxMZgakxA3G8N31uphTHw0/TGy+swAsLWX6h9RJ35QgpcKigI0bVoeC4lbVi1omvcCbNnqkY7KDFgSHT4a6yjduNUTew7NK1SiYgAxrUxKrOlCFJguNM4PImV3Zbl9QF4/YHvyBBIir3JTbELsKikAt2KdXkGbsssQvm1P8OdV1pGvUv8e9BbrmLAY7pcBJT9nieVYqDGn+oVV0wMohKTOyI/RWPc87ho1o0RbI0iHHE7Me98GWLt1DLlbJ2CQBIzLQcJPZsdGLI5CRRQlTCvIzX3MWuZAp+VwwHiSvmhm8t68ve277Crs67oJba9/u+xDBkiD7GnFZtyqr4+PZJ/PH8vl2VHgoH7K9kAhIDY84YyCuYUejks+DoagOJPr51Cjue2ddXWnmwowsuDqT6lKwxEsingJhgqGZApKamXSTup7/Eu6dPILmokP+bgEHLu/VEh2BqPkYiQ6dBuyNrBDmFZPRdG/gOvJXCOspVnwgxYNkJrqhi28vA8MxL+r4iMff+EmQYhIHs7t4dMK2mzf2aK/4JXDG9p8pC0AQkGbqsoVCK6HWXRrFkCNQelA1NQrC+kn0sZBCTRbgSujtnflxiAmJv1AaH2RA52dKdCehMTUDs0+7lksASExAqWUBMQK7FjcXEu71grbBo9lH4TUxv8maZCQib1R5gM4Wbm1FB5G0z2TFaLPj80nnseRzNg74ihsHQOvXweacuZTIl/6jfXtW+122eIdQO5a/hw3Od/mtSgL/pShc3q1OAX9Xora63ugVebQtUA4Cvtn2ra6+iBV63F3Ni/ikEG+fgWE4wVqc0QqFZDkeJGVP9ozHG+zlimfdQz3saf7XL7l3Az1GEdVKR/cBhZsNW+KAp0VUB9sY8xMaYrXhaVFn7qa46DZ+1mY9WgRQ8aXT4S5g5CyRiFqKSdDaWZWCxiuCncMHZXvarvz9fW45Q5Xm4yHRI1bpC5DAdA+vbi1l3v/AuiP7YKPd4hMoLeQfI6xpvnCwMggeCsb0jdRbe9OgWvr5GXDUrszmItnf8dNvHf8vdq5FjLabULquIZ9GUpgSvbTsUvWtQkfZehz7Hi6rSpFkOj4dStp7ZcAenX7yLzurKDKJnBheoZW1Q05/ql+2KvYuPzp1FgEcRci0KXnDfWWJEUYESfSLqYkVnqjllNT0AkzcC0Xke2Py0IVK0TvBS6jCuVgzaeL2EWf095Cqq4TXn5mIEqe0dlUuH9IvCJljTmn7Yn0uMR55+Im7l+sDTUQMnqQGFJiUKdCo0VOehtucONPP1L7sb0os1eOvUESTk5fEfy419fLG2V3+opDatRauVxQeTfkH0ncpGLaNndsaEudS8oDQ4Ng9c8XrAHAMwCjCKboByVBmbgJQzZLWDjM2q8rnEuZ2CWEZNOlZdmYPZYZV1vOKLXKBz3oUm3lQbiwQBAZfc3Y8Lqc9hYjkEOTliWasRCHe2H9vnYxeigXNlraKEoiA0DbsEqZhe/+n0oziVKZxSHaysj3m1KeOEMKKSX7SCVJKDNKscRk7EC7r7iE2QsTJ4+d+CSExdPEcd/hxP0hl0DEpGcoELD3QEOefjxkt/BHqw2D+YarwlZ59Cp52E2SbMXrozqQ3c1JSBmZncAJ4yYSZaqugDE4MAACAASURBVFGJoGAKRKW9HAJfkbBjL9mvUX0DZzVNuWvy89corADUlbZz14AX2DSETkY3RC/C3jtyJBRV1vbrGvoMP/b4AiqpF59Gv+DyWPT3eYhdT1ojucgdKqkJ7fyfoq57CpJEX+OtCHpvXE9YhIknPHjmmZdnIcQiFsVaBZJSvNAvJAYre9PUa9YUA+TZQJyKA+qFqS1qBNFUs28vj+ENQIRie1IEJrSmjDWT2Yjc1FbwVlaWJdCaJShwOI5AN6rhteZmD/T1fwRnRgZFCZvVCCsKWRNOptXFW62o9l1m7u/wNH8teGyysUixEi4u9Lk49NLbcFHq0N85GWHyIhBgKcbgipNFAdBpnbGvC9VeZC3xQE5vbE6KwIXkmig0yeGp0mJkWAx6eGYDXlFl4Pyn90Yg2FE43S/XMAiLGtJn59aEK/jxySmebauQmPnUeSsrgs4sA9Hru9DtY6ilSnCcBWwGMbIh/HIygukYLf23RT4YcjfKprv8MgZTrx3AMO/n6OnxAiqxBXFaV/yc3AAE4NnZ7b2ydolMaASdqLJ+mSMDGMTL0SGAjg8SFqsZWx/8gvMpmTBZOTRwV2F2y4lwVdnf619duYjN0TfpohXLACKOZ7O2862FLQOG2Om9ERAQ2l/BmW7QVFNpMzAOM8rAP3LcTXHXsDb+FOqoMtDP/TE8pFpkmx1xNKcurys6N6wPJodTwOxe5ko0YDdAXOEWJo69CYpPUc9tNF9u59PzWPboEhqpMzDMJw4eMh2SDWpsTW0IIyvFunbzUbsEVDwf3RPzo9vg7RoP0UCdAyMrxrnsIJzKDMLR9jnw9qPvocicAziXuZlfUPKTGKBkrMi1ypDP0mfbu7X/gKpEO/aTS/PRM/gYgiSAowiwcEA2CzwsVCPUdSta+ttMiwj4uzchCidTYqG1mBDh4oW36r4BH5U9ULbx7m3sfHgUMyPuo6a6AAVGBQ4khSPN3Ab7ho+GrMSQ41zqM0y7RBmoFWNy7eb4pDnVwWVZC5BFQNAqjJ7cT0MkpfclcY4fuGs7tGZ7QFMqEmHPsFFo5ENZn9cyEjGhClMTsn9rp9F4w4fW+XeDM17lgUCwOYA4EIzDVDDSOnbV/Pb8B5zKFmZJLgobh+YeNsdg8kPOcBqc/iCh2gOSmnRsSmyAJilzMD4G39zajbdrPkSEUx60VilOZtTAzaIWON5/MpxkNOOANd4Elz9e8O0CaUOI3O37hDhqc9oNgCUBEDmDUQ4uY/SXvyjyLszQbEee/hw4zggHWQMEOL8Nqdj2fiBA4bKz87DxSRA4OVmgpkZtjIlBO/dM/D7sQ4jEVOOTLfgIMAiPD8jaQORG9WBJLDxzEgfiKpuVDKgdgVU9+/7dLvy3lX/d5hlCF14NAP7bhkN1RdUtUN0C5VqgGgCsHg7/kRZ43V7MtxP/RLhkHt6N7IqL6dThkUQzj3Ssbfsn7hTNRJ+GdMX83cvHcDBBOG10cM16+KEDBZf2Pj6JhdeFQQEyedjVqydaB1BmTvODy6BjhAWmQ2U+ONrnH6ToVNHD3c8thKgCm6G0aLC4Nja2o9dz+Eks5l0+UuKaW25GRdhGIhkeTrfp7jzITMOQQzsAY7kUUxGHxgHeODCIMh9JtN2+FHkSCxh5BRSQ42DKVCJ+FhVm1+ufwprfvUrx9QJrO/gHUKBoR9IBrI68j6xsF7srdnLUYWhzJ3zagAqqc5ZEcDmU4ScUjOvvYOR0Ijnj6i6IJUcR6myfjppY6A6DqS9+7UBT526l7MODotXYea8tXuTbDALCPNMxsnEk2rh/izpe1Hzlr8bDm/E8ACgUUpkEeyKXQKEUNmep6hjG7P6QWoUnPmSCyXjdh0hM0+jSEhvDW1mBeVBS8T3tXLQMfafsMJzpAbiC2cResWQbAzjMBOM4z8Y+tOiR+bIOlBJhRtQL83doHkwn5t9Ef44C6yOYOHs9NjGsEEON5Y2pAUWeXoc3Dy7Blo5HoSw35MwshwW3OmNW2y9Rr8QkZtHpY7iYehu5WnunaDeVBi19G2FdXwpoHY3dg7nnkvj09opsXzJh2jGgCdoEdePLRsW3Qn0H4VSyP/P90bMO1et7kjgGYUphEIzsz1dthLuapga+QZyFdcLsl97B8Vg7cB1fbuG5t3AgprJRCdnnLDPgxuR3oJCredbYhad14akS1oi8mj0as5pSHbTR+xbhYYErAkKyIZVRbTIC2uRmqVGQ5Ygnb1PmlMmUAkmeTYOy4njLsDSBX8BufvPyu4sQYInD6GD7cXc31xtntJ5Y3JKmFacW3MWsI3uwpeMJuJYz+DBYxJh9ozvGNa2DLqH0mdRn/3uYUOMyWnrZs3Mf5AZgbVwXnBtJNQ233/kcY0qeDxXPkfy9P/MdDG9Ex/GQS29BqRAem9oiBQ51X1NWxdXnH2F5nBGPi22GGN3ck7GkWQ8EuFFNQRLPc5NwJXsCuAryDQV6N8xvZNPIO5B8C1/HHBY6Rd719HrPzyAVEf1PDtq0elBV8dyO0o5H41BqenMk7hvczI/EnlR785kAZR5mBt/AyAYEbAMMFj0uJjerUosuzTAL4yOEHUYFTxhAocGAJhvX8gwve14u/cXBEWP4RY+/EwcSH+CzRwegz1DBarDpY4qVZqi8dfiq0XD0D6aMeWveLDBVGKBAOQ4iZ6ob+umdk4jKPI0nelc+fb40XCQGOMKM1R3mooE7ZTUOObIA9wqFzV/mh2dhTisKEN/PP43IjJUYpk6Dezn25wODGme0vlhY5wAkInr+x+KbQCUW1uEVy8aio1/V+qZCbUeY26TdiRyHUGzoOxDdQ20LN1/dPYdf4+wZsk08/LC962ioJPTdQo1FiLaiMADIuO0BI6OauUsunMWOR8Lprb1Cw7CuL02njcpLx+AzVZtRHOwxGQ3d/t74+DtjqTh7FJalAM+M9t8KvdUvMCG4N0SOVZuJVHWczgc2IrFI+F3wVeseGBdBWcGcbhe4oir6VeQPkRd9Z7yK0BiNaLZpLSyEWiwQe4ePKluoJIt6yOkOsESDuFwwroDnBYhKmLkko6HDFuHvFPKr8xOmIMRF2IDqVVxj+Tpft3mGUHtUA4CvepRU11/dAv+bLVANAP5v9vt//Kpftxfzviv3cCh9K65nBECktICRcOCsDK/N1cA1G53UnfDuAKqJNvTEdtzNsnfWK23wpp5+ONCXAmF7Yndi0TVh/R+yf1vPJugQSIGGljtXoVhZgDqqPDR0ygExULhV6I0UoxMaiEKxe4ANXCPli4xGXExKQK5ejxourmgXFFxJh2f61XV4YXkKg04Go17Gs05UTgZIpFbMD52MXoEUfFwZeQnndAeQXeCIvAInnlknkVgQ4p+NonxHnBv4CRxkdLIwZv8eRKZV+GAkBhoMg3PjJyO45EOw2e/fIb+QgcTJCJGDhT82axbBnKfg2SIJcygz5mXBYzjrabuSiTDDp61wsJZMRh4Xj0KLMDrZ//7JBkTm3kd+gQMvps+xgKOjAR7uRfBWuuOnppQJRCbRaakd4SfNqHQf5Fkc4eZ3DSIR1UE7lhyDeZEHEOaSDT8HanSRrnXG0wIvrGg5EINDSEo4kJT7IyafSLcD/0orj/BKw299WsJbbdNp4s+DMPXMJI1GAshag5HYgGWy/+SeW1j9adWGLptOzEdADduElHywP836EwXFd/mP8yCPPvBR2+tWaTTHoCp+V9BtUWeVwNGfruIbzTqIcxvy4E9kvi+eFbvyjNeOHilwlxlwPa8fOtSlKZ58+nFOP6TpjbiQ7wO9VYJ6jvlorc6B2HlJmVNhWmEcZNqqQaMYzZvoVJtOjBY/fAcSUTIKi1VIzXPn2VjezoXwdimEySrHN41p6uTDzAykJE9Cn8DKJhMPcr2QLt2EvuGU/dHvj62IyckqY03ZOp9DTVc3nB0/hR774k7sjHoJhdSITr4p8FbokKZ3xOU0f5hYOd5uFY4FrShr7Pu7QzHPX1hHa1Fia6xss5Uvd+vZZ2ju9Eel8Va6IVW6E0HuVGts3P65uJ4WiCbumajnmgODVYJrGQHI1KvQL/wpVvWi6Zizjs/B6Xj7MVP+AAdHdUcjr4YwWQx4km6b9Fc8iZj8XhjVkE7gOm1fArmfBhIBx/GMVBfcHUPTRl8WPoNVMwg+IguuZfkjscgFLnIDOvkmQyE1456mI94Ip3p9+xIWochyA8ZcdzRT5/I6mbHFrihSFkEqVWNqbZr6fT5+PaYd18FHWYyRNWMR5FiETL0D9ifWRrzGFR+2Tsf0llRjtNvexciUA72cniBUlcuDTIl6N5wqqg2VTozroyib8+Nzc/FFvaqdhT+OHo6l3ehzYebFydAoJdBq5dAUK3n2srNax4OC8hwGm/vS68kzaNBq/2qwFellRMsVHKJGUT1Wvt+fvIvG6uN4ZlYixyqBBBwCJSYQ/qlGtRb+7hT0TSxKxvgba6Fn7QFvsq+pyoxNHSmrj5jzPI1vjQinyqY75F7dmjYfk5vTxaA9j95EsPoMHhf54nZeCO+mHaTKQxevOBDX3LY16D0TkxOFzGIqzSAUMYXd8U4jey3BFE0hrqW9gMlqQUNPXzT2sgdrHmdnoe/ObVVwaIHvuvfiUwTLxwttFu7nk3PiUN85BLWc7OvUmYxotGUVrIbKbSRRmhE1aT4UJQxqNqcfYBE2eYCsPURudAHhg9uHsed5NMIUeQhVanjtRbGYxV2NB3KtKqxrPxQ9/Onzo9muT5FrFtbHHOL3Et93pcxcjSkVluxeUIuMJTxNCoKSt9dztiFq++/ny1lZCy4l27dB+fYwMS3QK7hqZ3mhvsrWadHqF8pEFIqP2nXEtKb2LsFHk27jePIDmFgLmngEY0adHrwjb2n8Qx08cl1EYkI5kC8+4eA+XE0RlsyI8PDEiTE0lZiM494nNyK+KA9US5gyRCFnUcvZHSd7TYdYQDewygv7mzssWW1gtubggsYfiUY1iP5dE1UOmqpywCgGQuyy0q5Gg7UIScW3YLBq4CoPRKCqCUTldHTJN0Xo1hV8+qtQTK/XAotbUIkHluhdaqsGzBhvmwbg37ysf1r8SW4Oeu+wMfcq/oDcl0PK3Zc8CKhZCpiIORgLSJsA6i8hEtkWHq+lvMD4g1UwBQH8NmAIOob8a2zOf3pB/6TA6zbPELqc8tfw/rlOcPYRfgb9X9vq7/y+MEOP5dUpwH+nyarLVrfAf10LVAOA/3Vd8r9xQq/bi/nUg1i8de0Y5F56iIgZRkmwZgamLBXeCW2FeT2pe9rMCwdx6oXw5KNnUDg2dKFMo12xB/D+taq1xnb17og2/tTVcNjeHegTtAeTgm2C0GaWwRePW4MRj8dXnSlQSIK4C884dghZWpuWVTNfP2zqPwguCtvHQ4FRhy67V6OgwMamYBgWHWt7YXOPiWX1fXV3N27rrwgOTDJhOtJ+FZ/yRj4Ww376oSqvQAyuXQcre1Kjg+571yI+XZjRyIg4xM+mAKDWmA9rbhMoGQnEDAH/aPAOijAjxvAJWtSgwM3mhJ04nUlSlStHmGMNfNWAsgqzDQWYd+d9LAu6CX+ZjX2RZ5FjcUpLzKv7Ceo4U2CFHOfbqPPY9ISyZUpjcngrfNSoWxmQdjlxFyYdFQZ9yW+Oj2yOOt4dy+rkNMsB3eZyNUrAqJeAUVEGHInIC7H4/C0KIFUMIhG0J/ITOKppf1qtZtx5NhktXGxsDgLExZrno3kITU0nse9xNMTF72JAYJIdCGhkOYw5PxoHxn5OnYGtVmSmNMaSuHY4l20DmZwkRqxpeB4ZplYY1YSCElzxRhxO3ImPn3bg0+ZKo5vHM/xQJw0KH+rcqjMVoSi7rp1+V/nrem74DG1qUg24Lx8txuMXBbiZQCYONg5RiGcOmoWnYkUzmoqaURgPrxKAWKidYq2rUc+fGqC0+20jXmqEWXCeKhVuTqPssi8if8eFJ8/wa/uTCCnHmnumdcaUS30wsUVTzGhAJ7ztzizE+4EP0NfVPkX9l8wI7MgKw6XudCL5IHknGsqEdcHIfo36KpxVVJuw+8GFWBRyH918bUA60STbkhiBm1o//N6TGkIsOLsIBx9Xlg8g+4ge3Z0Zs+Egc+Dvy9vJoVBVoUV3r3AgJtandfY/Oh+ss7Djtskoxp/dqTN0gT4euxOm4szD5rifYwNq3OU6TGh6A7Vcrehdi+oFRmb9CGvuLrR2ybVj8iZrHXBf3ASDQ+h9cPflcQzfFyfUjfy2JR2KMLkxNQnpdvQ9JBepYdKQtDrb+JA6GuGj1uDKAJqav+7a25gZ+meVdW5IHIZZbai2X+TDtlie2AIPUmyalQSM6hEeh6HOL9CjNa1nzuUtOP5SOK2XPPz2dhuFpp40jf7501aoqRZmBUXmNEXb+tTY4Xb8Ohgsu/BhUhs7ELCeKhfLQ27AK+AOxGJ6b+Wn1oNzFSzaswXd0COCMkQPxCyGv6Mw6FxgcELP2lTEP1efj3sZbaq8L29lD8IHLegiC4l9T6Px0ZUzMLE299pxdRrjize6lbm3RqYmY8wB6p4uFOMbNsbnnWyLAbteXMa6Z8d5N/LSmFSjK6aF2pjat9IfYNRemtotFAdG9UJjLwqosXmTAJOway4UgyFyodfzc+wV7H92BIX5jmUGR2R7mFMeNCoOO7rMR6iaLrL0PPg+nhQLM5lm1EzHR29QXVJOfxTWgvmw8joYtqDLV0qIfR6CKQGPLifVhvDdBqgl9dE8gIKFfzVMVivqr1/NA2xC8X2PPhgUYUuHjSk4h1Ppq2DlbGfRyLUPevi8XSYdwVlzwGVXzV5nXH8rczZecOYkDgqkgpJzaR8UjN8HDSs7rSupCZh69BAsZlufS6QMfu0/CO0D6P3zqsKSQ4xSqjDXUE2DWE2ZziRe6qJxLO1T6K02bb8AVRP09/8cMjHVpyTRYvdPyNbb64eW7vuoeSfMqN+K/5PTbgansWkClr9GjnGH2Nv+W+Pf2QY5Oh1a/rK+yip/HzgU7ctpNf6VYz/NzUGvfwAqHhs9HnU97XV3/0q9/44yr9s8Q+iaqwHAf8dIqK6jugWqW6BiC1QDgNVj4j/SAq/bi/lOWirGXf0NYoX9Rz1pPMJcW1p3CAbXpWLhFxP3Y9IlYdH7LR1roVMNqvV16sVjfH59O15qXUrMQkoSpligpjob33Wei2aeAXzZe/E/oLFD5Q83ksmRyPyEMB+qB0dSf7pv+w2Z2sqpmz1Dw7C+JAWHlF1z6wZ+iKw8SZKJxDg6ejzC3Gl622/xh3EovepJ9K42K6EUy1Fg0KPpRjr5FIoWfv7YPYyy4E4mReHtI2cEddYi/B1wYqgtpTk7uSXcZZUZL0Qvyex2AQ5yqq2XUPwCH0cvBzGzqBizQiegU0kKbmzhC8y+9yOUIgs6OKXDR6pDjkWByxpfaKwyfFpvIjp4UfZjadzLSUFkFmU2tPQMQnPP8iABcCY+DjOP20wsKh5/15ARaBkQyG/mdHvAFdm7JtLyDBi37WBkNGUvX5OFuQO/Rna6bZJRWm+jjgVY9rNtPNx48hFaOVdehTdZRciQb0WIBwWSf7oVybtPd/N7jrfr3YGj1ISnhW54L7IbtFYFHrw5G2q5HEarBaOPL8K9Qu9KbekgNqF/YCiWtafpz3GpCzE00hHhDgXo6p7Ct2us1g3Hs2tgvP9DfNTGNol9lNgYPvLK4usmloGj+w04K2kbzb+4AoeiKG+mYjQIyMbhIXQCxRoeAAUjKpUp3aBXfQOHEm29XttW4mk+B7HSwv9HarYYJLDqJAhWc7gwaRH/s51Je9DUugKeCh1u6jxRYJXBXWz8f+x9B3gUVd/9me276b2HkASSkEDovUovIkhvIkivKoiAoCgIqCgqiGKhSu+9dwidhJoGhEB625TdbN/5P3duks1mJwrv976fH/83Px+fh8zcvTNz586dueee3zlorshFitoJGfJP0TuAslIHn5uILLM9WjpkI0pRwDka31B54L7KA83lmfi2DWXwqHR5yE/rjgA7WwAyJi8IbaPIs0DjVEJbdHa21WkknjmfPm6JZe0oKHwn5w4m7DuKAp0tI6BD4Aus70cZmkQDcM3DrujkbLsoUWoS475uFsaFUXON2VcnIr6KiU7FibEsjnSgabCZxQcw7vh5xGfR8alyKCQ6zG1/BSPr0echIe0b1BH+xpvGn6gOR0QITYVNLH6BhcdWIlnphn61khFgV4xcrQIHU+tAKjJgTrfu6OHXjivbaOenUBY4Itg1B0EutD+9KHRDcr4X7J3VeFDm+H0zeTGaOFCwmC/uqychOoRqna68MBg/3qOT9KqxrPlNDG1Bwbr+R1fgXrEecpEevo5FnKMy0epLL3aG0SzER/WbYlIkHY/zU+tbpTNXrvdCVgg6NaTsxKuJC9HCaQey9HKcL/RDkUmC2rJidHJK5xxqix0uwNnOByazDkwOTXPli9jSJmgSTDU2UwsTkZLXF3Ieo5Y01UAMiKRp39kqFbYl9UMDV1vmdrFBhtT8TzGzJX1n3cvNQv8Df8LEw3T6tNUbGBtFWayHkxIw43j14+GQyCgs60zBvWt5iZgdRxl5VWNR1HB08abppXsTj2P2iYdwl5WiX60keMvVyNTYY/+zOsjXKbCyZwO8VYfq1rHa42AL+dI4BWBct4CR0PPMVefhzd2rkaWlsgeVI9o1BwcGWdyJN9waj0Xxtin3EoERhzp5I8yXLrSYS36EQUWfvapBQECx100wAlfOLfhpWjhSTTzaumAR7dgfzq4W4JW3Qp6NnxxfjG1Jtu8Moq15YuQEOMrpmJ6lScbmlPfB8qT2dvKagGZuFo1Pc3ZLgOUzAhMBnjcq3JdvpKdh2J4dvIuAa3r1RY/QOrSNWJbTCnyYazvORXp44sDQkRVg8ste96uUM5duhZk3DVcModsBMGLKnCeg3+anY63Av/LjRDh2RTdfuqhI4vu4y/g+ztpMhmx3EEtwot978LWj0hPphUmwK34bjhLbNO0rBX3Qrh5NJS8PrUmHS7k3kKbJhL3IDq3dmsCvit7mq1z75CMHEfP8AfoHJSHQrhj5Ojk3xkokgRxDUyqyZdj+Vf1kkXTw7u24lZUOiFmwDAuGZQADg8ZevpzuZLmpyauc57+j7Os2z+C75srX8NHpN/7PMAC/6UKNBmtMQP4dPbWmjpoW+N9vgRoA8H+/zWuOSPSe0tIQEEAn+6/DC+TQk4eY+6B6RsMYvw6Y3ZSaexD9ocFnFLit8rTgFyzQ2D4HuzqXQuhKgZuHBVkYdmINSvRysJUc2YQwQyrS4Uy/D+FT9tFozh9cli7K033kgyFwWsLtOPY4CVOPHqq2j8VNnApHKXUCbb/hN6QVF/OWndasJT5sRY0OzmZfww/J/KlIdkI5trT8mvvA+zsGIEn5+qYrZWORWBhzEFtuJ1m5RHq4CHFp+DRIylKQWLMKbI6122blE2acfwAjo2AMiZi8W/jlySbozJaP64H+vTHQv0/FR2ierghDYiiTiC/WNPkAYY60b75sxJelvFVX/vKY8fB1oBMAU/4QMAZ+90XIB0LgRBlJdzPXw+n5anwxvzUyMywT1MZNszFv0TWY/M7ASUbZV8+fNoe/whYkJfuuFfVG6zDK3Nqf8AgfnuRPiSTAX+wEwvyg9zL4z69QnfhipKMXjrxFHaW/ujkTGl0+FoTcgKDSXPZWkSfmJrXE2Tdp2qbJrEZsWiQ8BEYoyoxsyHZCAMkxiRDgthpudjS1tu3mRchQ8uvgyaR6PJo4jyuXkHsCdU0WLcKq7X9TOxItgmha8YwDM3BK7QGJo/XEy1AiQRtJPn4bQCftJ1N/RwjWYHV+ONSVGI2OAj1muMcjTfQ5WvtSBmDRi3CMTe0Imdh6YUCnF2Bj8DXY+VE9rOeqy7iYsARD/Z5atRHRt/szxx/vRO+CTEj1qJTpEXAS2i40kH0Xi33RsS5136Nt/zn2xjLI1VpcWVv4vMAXXaaijgudbJMJ2uiYCXjD5SGaOFiYiiqTFJuzW6C3V0P0DqKGEF/eHo4YtXvVZuT+dhGW4s82NHUtOf8eum/hB/DJ/q6hSVjbi7rrZj7rBC8ZPztWZxJBXpZ2XqhX4YOLH2JJ8E34KCxMmmK9BEseN8HYJl+gXhkzN3jdUnQLikdT/2dW53ovMwCHkusjZRztH+lZP8EHlJnFF7nCz+DlQYHsblvmI7nAoulXuXz7gGxs7EfBoGkX5uNmEdDY9wVElbT9Sg1iXE+rhd9atUMrX8rIvpvQGvWdrfVDy+v97XE0Jral75RbT39FYwV9TqqGyiCGvR8xFhFyz2XmsyZW7VO5/IHMlujfyMIajnnyKTTmnbCvZFTzrCAYb0fthlhM2Wwl2iKUZrXGgRJXhDpYAJkigxwKnQPUhl54uxFtz0UxZ7Dh4R3e84xw9cCxAe9y+66lvcCwvTt40u3pT9+JbohFHSgD8LP7W3Amm183rplrHaxsTFnBsdn38enJLVjf7ihcZRb2eJ5WjrEXe2FZz3dQ34Oy28gi0NmnU9FRcabCCERvFuCybiA6By2ueBecfbIfY0/zL9aRem4MHwxPB7rYY8rpha8SnPFrKpV9IGEnNOC7qAvoGtQFgjLWmLFwIUwafgMj8hux1yMIBPQdbMxujyR9FrIqgYBisIiUAC7On4FR0L75skHMVDTpjfHh9Y44mW5Ju/RRlOCXNicQFTSHM5EgcTbrV9wq4JeYcJcGYWwI/U7hJB5yKfDOF4zLH2Cklv27Hj3AwrOnKxiiRP7j4zbtML6xRYvyYU423txefXrzf5o1RsZEs+obsGqa1s8FYweB0woIZBREJhFfdBInMy0gcOXrJ3zOKXUPQ1SWDktYlwuunsD2ZMqsJeEilWNNx35o5WNZMCQmLWeTtmN1q1NW/XjX0zB8+7Abboy3vM+U+iJ88fAHDvwrDzEjPtc5vwAAIABJREFUwvQ6Y9DKvfrvompvFnneS5NRmjMCHjLL94LaKEGJ/Fv4ulWvjfxXdW5+EIuFN06WLWSXlTQDi5p1wbv1Kdj+T8TrNs/ga6MaAPCf6Dk1x6xpgf//W6AGAPz//x7/n7zC1+3FvCXhFpYmHq62LQd5N8eiFjS9ddv1afjkem1uJRTCsvQWE8Otii5tkYKhLaieUqlBj4bbf7RKpSo/AFk1jhs6s0IHx5zbFTDxa+tA2hUCF5rCt+3BPXxytnq23vnR7yHQiQINYatXwlBNqlC30FD80ouCHAmFmfgg9iuoVFIUFthz7pRSqQHe3kq4i4Kwub3FgThy3TIYtQL4++RBodDBaBIiN88JBYX2WNq7KYaGUM0rEiTNdMT+nbidmcFpzTnKJNjWfxjC3C0ABGtKB5tLgVW+SDHPQIgvZS+RIB/2W1Ou4VTGfRjMJjRxq40p4Z0hK0ufKy+3/NFWHH0eh+J8Oxj0QojEZji4qtHSJwjfNJxktWJNPuy33r+L6+lpXP3N/fwxon40xGVuiuXHfffAHlx8nkpM9Sjwy1IT5DfrhuHHHtT4hURhRjtI2TxsSo5CbL4XByK09XqBgbUToWSaw8ObToxuvfgGjcW/IbnUHqczfFFiFsNTrEXfgOdwFRmQqdgJP0fKjlG+iIITD9OH7LuY1xwdo2idKSXp6LNtEyAyw865FAIhC4NWhKJ8e7SoLcWWntTQpUSnRf2d/CwWsr+Jsx/2vEl1J1ffnopJvqesgK3ya92eWQfDG1EmkM6YgXsZJJWMhRQsRAyVldeyxPKGQaDLF/ByoBpRLTZ8jtxiW1YO2ScSmZA0hQJWl9J2oo2Ij01Jz+Bg0Sj0C6OmCMNPTsNDPX8KX4ioGHt7UKDodvpG7Mw5BqWJujZWDk+RBsN8RyLSk4rZz7kzDC909sgsdEKJlk7qne1K4eVYgsZ2JZhdn7LGrqb9inDzj3DiYX3cLfBAUNBmuCho2psmMwxS0nF44pneA8GBlGWSp8vBoodzYTbpIVMLYTYKwMiMKJWxaOjSFJNDykxvWAN2x3fHprx6CLXLgY+kCFqzGAlqL4jBYI6fDJG16Jj0wYVJeGSUcc+DTRQzONKHttGRx+cw/Sg/EET2R7vnYN9wyl5SpdWHQsTvlEyee6EPZSYa9HokpbRHhJMt0yhfK0OOfAsivSj77c0D0/FWBNHPtI1jSfWxpw9lIpvVJ4GSadCxJhSbDTCSfgcBnARiSIikgMsGCKQ0vbH+r0uh0tnec7LP30mNS+9QIHnTw5mIKS2AWGjbRiV6CT4NfRPB7tQIZNqhSfixGWVKVA6lXorxN/pg78Bl3ObU4lSwyn4IlNqmEO7Ja4JBUZTVZzDp8eXJCfi0kS1zO0Ntjw3P+mBBZ6rTyBoegc1/G4U6IeKKnaAzM/CXaRHpVAJUWjTKLUmBm7o7TCYgUWsHPWOGgBWgllgLJ4kJF5RD0CmCaiq+f+4w9j/mT530trPHteE0jf5RXg56b93ECwASx+IV3XtiQBhN133/zm+4U5CIbi5P0MAuixs640s9cLSgDoIdArCuRXk/1iM7tQU8ZbZtlKVxgE/QNTAMTZPe+fwCfn58ED5iNcLlhRwz90GpK+cO/1kUYYNThveeB5sw60oOol1yMLRWPNylGjxXO2LD0yi8KHXEif6dEOZJAQxzTitojIXYmFMXD0tdIWbM6Oychl7OLzhQrTyt2KhaA1MJP5hL6pF43eIYgNw9Uv8JZcFy/J4RjsRSZ86p+U23VHTxMIFxPwhGYG1SYdORqmxgTflgc1tx79N7BR6cdqazRMu528uJ6ZbDXDB2VDLjSPoKPCziT6m2E7lgal2aPm7WJwAFdLzjDaIJpxhitStLVYLbGRkcENvI2xcBTtSJvTwuP0/FO/ur143b1G8gp1tcHkazAVfzjyO1NJHrU6H29dHMtbOVDl95WVZ/F6xmp8UFWPEOGJE1Y7+irPEJWMMDgJGAkbSouC/l++8U7MalnOo1FceF7gJpq8oRX5CDeGUO7EQStPKpBccy99/yMsuvXAQBAe3FOrT0yIC92ICEQjckFLlxfT95+ocV7Mdl8T/henY8snOcodVIuHefq1sJ3J2N+L7RInhIaT962SDfL2z+AMDIYz7HOIPxOA1GYG2S9Xd1k+/YBlt+gJGHSSpkBbg7YibsyzSi/66uf/f+122ewXf9NQDgv7tX1NRX0wI1LUBaoAYArOkH/0gLvG4v5hV3zmHd8wvVutE2U4RhQ1eq3zZ69zJcyuB3Z23nq8fGgZRNEZOZiuEnKUDAFyf6jkWYC9UfMuSPh9DAr28HxUQIHGdx5a5zzAtqkFA1FGIxbo+fUpHiEf7zCugNtulH5Hetavljy1v0o35d/A18feMk9EXWqYYCkQkCRyPih8/lgEqtSY/2RxcixKUAMqm1stHzbFcEuHliQytLykyz39ZwJiVVY+eAoWjqR9N6H2Q/R6ChB+yrcb1cmvguFnSYz5UlH7cf396Lw2nWpgyRzj7Y0PZd2Iksk/srL1Iw5uA+GEleZVkQ9to33bqhf5glxc5gMmH8of24+NyaadQ6IBDr+r4NSSUQ8EBSPN4/ddQq/UnIMPijd390rGVhY1xN6omvb9TH3QLr9NreAY8xOFqLdsHUHTEx9wgKVYuxuziQA8jKQ84YMdopBQF+FyEVUZDsTnxbNHSxTaci+za96I53m9HUzRNZp7Eq4QA0rEWrj2s7M7iUuk0tf4JIQFOAQjZ9DRPDryU1KrgJFrehTIk7T4ejoYLf4VZpkMItgN4PM2vAnRf1wYJf+zHMcwscZZR12m/nR7iXxa9v52Kvxu2xFIy5kRGHaAyG2CIPadWdduR/imGRI7ltbY9/jBIj/3OpEOpxtScFrGKyjmBDGv8zRPZPDZ6IaFcKGg2/Og730/wrwL/yg7vZqxDtm4F1Lai+3Y7YqRjkUz0wn8T8inAvCo7np0fApRoGYJLGC+G1qR7nuZxT2PGiGo1IkuLfaD13L80mEzLTI/FNXiPoUckqmTzn8kwEwxFtIigTaPi++YjNdYBfUC6kMvoMkzWC3ExnlCgVSJxCtbEScuIwZM9RlFSTLjym3l0s7ELPTZseAUk110MkDERlAOC2exswxJOyX/li5eO+mNWWAisfxQxEmHs2b7lnSjcsabGfnrvmCNTK6cgyW/c58jR5C2RQuG2EoIy9FL52OXR66+ei/AAu9jrcGUPHmU+uv49isW0ae3nZ7s7voE8wZdJErluK/n7JmB91DbKyNnihdsD0W53hIpdgY1/K3D6YfgXbUzbjU7/bqCunWmNkaNqdH4J1uRE40uFrSMpcgBv/vhgjaydgWr07nKEKiaQiF0yL6YouYTLMbU0BcZKKCrW1eUdFgzFOEHjd5P4s0anB5jardozdlT8FQyIpCPfD7StYeYdfW6+ljze296GLAsSEqtH61TDrychlGbsI+EeMvQ8PHoUodzr+fZ+wF2HMV2juYM0Sva/2xEXt+/i0Pl0UYPWxYAusgabKHYBx2w1GTNl5026vwsMi6zG7vCwB/wgISCI2/SI2xG3BN43OQ1SJlVxskGDs1R7Y9NYC2EspCFecMxLzU0RI1Vszk7s5vsDU4B4QOFDZCpP2DIxKylq0CcaFAoBExJWk4ZYWYeSFH5GutR5nJ9WJwswomnb9KkHSitmcpkSYtZrD/wpGSseZq7nbcSmX3xAiQNEAw4LoeGg2JAH5lgUsm4od5kJQBiq+7LmmlxSj3XpqZsQXl8aMh18ZY95g1uOPlMV4prYGnus5NsPIWrOtzTg0h8AWkcWhSgxqxh6cTqHEWtbjZc41RXUdB9Mspj6VfyMTOGBCnT0VWokvUx8pQxiSH5+m+qhVI9jFpcKMSmfSY+CF2UhM8IPRaJ2W6x+Qi4WteqOrd/XMTL76WVMG2FzLImzVMozzT2AqMSBf5pp2Jz7A7KvVp/sva9EDwyJeve1f5th/V+Z1m2fwXU/la/jwVJf/MynA33Wl2s6vQwbX3/WTmv01LfDf2AI1AOB/413/P3DNr9uL+du4C/g1/iJECtvUPJNWiM7eUfipA02teWPTT3hWyA9y1HKW4dw7U7lyx1LvY/L5o9XejT09h6GJJ125XndzA4b5Loe0CuuEpD/d0K5Cn3BqQEK0dcYc2INLz23ZgnPbtMeEJpY0nGWnRuG3+AbgshzL5miMiUGgrBg96sgwrz2d8M68uBeH4lJ4z1MkM+Du2FmQi8Qo1JdgzOW5cHawGGtU/pGyKAD7u1B2ypxTx7E7/iFvnXKRCA+nUCbaqZRkXE9bhPl16GS1clwu8MHKpLHY148alhx8fhdz7/CnNI0KboF5DWiqMAH1Om78HZkq20mSnVgMMvkoN0v5/c4tLL3MD7zObtUWU5pRzTAy4W2z6VeU6G11fTwVdrj0zrgKZ8U+e77Ao3RLymbla+oYLsS6bnSyXaDNxvLE6Rx7pWo4CsRYGLW5YiI57vAs/NLkkA0LL1XtgD8y52NJWzqZ/OPpDmxNvcarrUe0rPa1/RoyIWWyLbxyCpuf3rY5tgxi3BhsSSXXKhdCotvBey+NrBgSH3qfSfpicnoDFPNMTu0ZBu4uu+FhT9k2X8eMwW+xETCZrAErwh7sUy8eP3ahmmEPcrJxNWUi6iuU+C0hmmPveMnUGFXnIYxiFgLFT+gZSvWcOp6cDaWe30HPUaTDpR401eu+8jpWPVmDJopUNLd7zmkaklTgq6og3NP446Owj1DHgep9tj38MdLyXcBoBYCROlRzOkgyM+p45+BUN6rndChuBHp72/bh8ka7rf8SzQKpE+v6W73Q3TUdaWonuMk0MJgFKNDJUMclBwcz2uC9FjQN93DqZziY8xQPngQgt8AZZjMDidiI8OAX8HItwcqGv0IulKNUr8YfyYNxX+MGlVHKOYgLwEImNEAuNKAZI8TYxhQImHBgGU6lEpCUhaCMhUggcpYVQMiY8Xg61Ul8kHkRN5O/x+I4CthWjubu6RhXPwFd6tOxLSulETxkapvFE8JSImmZcj9q/PHrze8wLqB6ts03iV3wcQfK7Pv0xlsIdObTJAOySpywoAlla5cWH0Nm8Xs83BTqKu7vsg1SOzp2hv2+HDqNyIa1RkArFycWse/Qax93fjHkjtWblTRTjMY74VQD8MOzY7A3uR4cRHqEOhRCZxYiqdiVgyc2dE5FhxDK3N75/BzWPjmIns6p6OP8Ag5CPZ7pHLAuNxzPdI440PZL2IvlMLMmTDg3HmcfRHLMrmCHQqiMYiQXucLZXo2l3f3R3e89rk5z8VcwqddhU0Y4jufVAnH5DrdTYkatuwiQ6SDwps9lnlYFbXZb+Eptx21yjw5rluGtYDp+xKavxJSzhcisoplH+saKFknoX9+i5ffdzcuISdmP7t4pKNRJ4SjRIbbIC4ysO9Z07VsxdmUrV0Ok4TdF0EonwM+Ngv2s7gpYJZUd4AvGZTMYKR2Px934Fk9U/EYtLdwisDy6TK/PkA19bkdIBLbv9UKDE1z8r1cAPKsSfsDJXP504bnhQ9HGgz4LLGuEIX84WIPtoojIcQmEdsMrTn/q1e04m5XIez1b2o9BYzd+5lq1jcAxFTsB5moMqdwOQ1Cub2csxoan01BitAazSWrr0FrLEWBHF8JYQzLY/N7VH9LxWwgUVLrhVWLBudMcs75qDK8fbWVqdiprB87k8MuvvOX7Hlq50/c6NSvpBDOr4cxkyH/UeEUAgSgQjPvJCvMVWj4HLNFqNNynDEBpJ8BuAhjGskhEnrc9z2cjQ2Pr9N7JawYauPwFM7KaxtAYDOi/cyuIeUbVWN3zTfSqQ99XJQY1Wm9aCbWa753FYl63cIwP/wtgluf4rPEx2DyaqcIXjNMKMPJXu6a1d69jWaxFlqJqvR/Ub4OZTdq+Stf4t5V93eYZfBdeAwD+27pDTUU1LVDTApVaoAYArOkO/0gLvG4v5kRlLvqc+hkCE8MZgZDsMTI5IuCfSQD80HwgegdR/aFWm9cgW2nLbCP7vFzkuDpqClfuZs4FDDpGwBjbEDImnOn3FoIcaZpUj60b4SK4i6VNL6KWPdXtI6mDs290Qn2fVvi+u+UDffnt81h74yYnwkz+Ix/CQjmwofcAtPW1MNFiH7XBO9d62bCi2nm8wJBaJejTmDLRBh1aj9sp/JNtAhQ8nDwDcrEEOpMBE2+TD2j+LqUr8cfWN2gqGXGiI450/MHi6QzqAkxMTRrvXY4Jofcxwech7IVGjhlzXFkLnyc1xxCfbvioBXXXnXt7Lw6+sOjvVK47xMEDhzpT4DUhLxe9tvIzp8h+wuzrGETbaeSenYhJtxXH567B2xfbB1PW5+UXqRh5sPqUpsODRyLKgzJemq77AQUqfu/HSF8nHBpIJ6d3lJew9Xk1DB4ACyLWwFlCNcuGHt0OO9MlLK5/Bd4y2q4xeT746G4HTG3cHyMjGnHbfkjahoPp1QNRx8qYRqQs0TXsu28zDFKDRdtHz6CXTzh+6mmZwLOle8EWW1wTre6puDEEbpTlWqJ7DkVBZ+SYzcgwmSpAGVeBAIFCIZ4KxiDMi4LO78d8hKRcFgkZXoChjN4nNMPNrQThPrnY3IHqU5H+0eTXVTCa6XSvcggZI06NmoAgZ5qiNer8JNxTUUZt1Qi3y8eOThRcKlCdwqn0T9Da3vq+k+f9gqo2+tdaCXs5BRrqbf8cmjw7MGbrY7NCM1y8i3BnAGV4nUkYhE7O/DpnGpMAL0Q/ItyLgkY9d8/BxqYn4C6zHkMuZPljR1Zn/NKDMlLupPbD6NNNeSaILJqHPcHWzp9BIPKGmTVj8u13kK93sGkjmVCPaIkj5jSiQOWYQz/gfAo1SKkcBAS0E+vwYDK9Py+UCTh1fx6WcACgden6LjmYGp2Ibg0oCy8+oSXWpkViuH8impaZm6Rp7LEiuTHeD4lFcAgFmU8/u4aWorFQVMP2/erJNMxrQ40dPooZjDB3iy5W5XMlRiBftaLP4v3HGyGTUcY1XxgNqxFRm6brhv2+AjoyuJBxk8vjJ/KkFNB1k0lwezRdlJh9YRN0DvwMHsbM4r2ArxDtRTVEf07ojTPPauH28yAORCUhERnQK/Iuevl6olvgj9y2WwWJSM2ajv6u1qw1jVmI5Vld8UWjHyoAs9+eTEfMs1JcTwqF1kDBigC3PLSLSMCIkFmIcKKTbXPpfnx44yCO5lnGfLLdSaTDtsZPERpYluJJ3E1zLQtDVdvpuWAGgjypzEJS2gCIdc8wO7YjbispQ9dXXoKlDS6jnqsSnv4WbVOz5jTMhdMgqMIiNipmQ+I4oeIwxfnvwKCzTZMmBUTiRnDyoJq2HGCTS8Z6Pn1MERiPS2CEdDxc/mgbTmTxs5JH1CLuwhQEqd4shJ4e4366In101NUFKDRanGArt1M3r9aYXtfi4M6ai2AsWgCzloDgRAvCESKH2RDaUTYyd2yWRaODS6Ez878LpoZ3wLSI6tlaVe8TV+ffaeY6LgKjsACQhfpMHE3/FmkaCgY7iDzQ3XcGgu2bVjpPLQxZLSBi+L9pGPejYEShfKfzl9vIQtyKq5ex8W4siHsxYdOPjm4EsrBWWV5jVfLHSNc84a0r3KEJ3q1Nn29WewJG5VSY+VJRIYDQ4wwYEU0rZk1ZYPMHErTUul5JWzAuv4JhLIw7nUmFs1nfI6mELASykArs0cpjDBo4W96Br3rxuWo1Pj5zAuef0YVVN7kCC9p3xFthFodmlU6HBmurf/9PaB6JuS0tmsovcw4sqwWb04rknvMWZ9wOVxigvEx9pMzBlIeYcYE8o3wffixWtO2JgaE1DMCXbc+q5WoAwH+15Wp+V9MCNS3wVy1QAwDW9I9/pAVeNwDQaNbgw6tjcSwjkvtw574xBcQjgUF7jyT81PY7yERUu67Vn2uQXVANAOgqx9WRFAB8obqKj6+uQ0yG7cdz11oPsbTlfHjIwrmyXf9cD7PxCT5teAWN3LJhYgW4kBWIxbGt0bpWQ6wq05h7XJiHLgfLWBgcdafsu4wBfBUOuDxgcoW+zKh9M3Ep19bFkxxvelgWZnX4ljv2oIPrcftZdQAgEDdxChylcpQadJgSS/Tz+LuUXBOFNe1pqnLbP1YgQ11NQVgAQAJetD72BQyMgWMtuYq0nFOvjqXMsG2tpqKusy/3749u7caRNB5tGwC17d1wpAsV147NSseAndWnXn/b3ZIG/MaK1XhWSUC/8pUF6MS48BEFJM6npuDdw3urfZb2DxyOhl7UsKPL5j/wVMlv2NE1JARre/fjyt0suIAdL6p3VZ4fsRquEgpo3c/LwsDDW6E1GeAu0UBrFkFllCDa3Ru7+gyvYB9uSz2D359Wn65zpP1yyIQUVHh7x1bEZWdyAHKFpmHZR/7m/gPRJqBsMsXqoc8bAbHJGuAysWKI3LZWpF4Vah7Dsahs4s2yMJAJPnmMyjrMNe0QtA6iAPHcq3OwJ41qEXGmzqQfc88b0MolG5u60JRmndGIRr/+BK3RdhJNeteVsRPgbU9T9jbG9sGWnDBkG6wdMt1EGoz2TMDoxpQ1pi7egLziebyahiaWgZfrb5ArKOAe+utymLX8aaNSey3ix1Kwbn3sVEj1zzG0li3b59P7rTAyehTCPalxxIk7XdHVl1/v87v4tpjdiaYVr744Gt/FWQwJKnc+sdCIRxNHQCjy5wDA4dcmIVRaglGuyQiUqFBqFiFG7YWtBaGItBdjQX060Zx6aAGOpfDrJNqJ9Lg/hU62UwoeoPuWozCWPYdVO/6oehn4vAsdPz45Mxbb0kMhKBXCbBBSPERkBmNnQGevF1jbg7L+EgpzsPX2bDSyz8Oa+MZ4oXKAp7wUI0MeQiA2ISBwOboHhHFl348ZiQD7bDhVMoPg7p1egsfFvljVmjr/3k7cBUc7CtzxhVb/B+oHUwZR1C/fQFU1lZx0IjPgLxXi8rvULfhY/HoosRVXNZ42VQ5xSoGv0y4Eu1MJg58Sh0BtKubSqJUaBecY7CCjLOFo5+7o7kvZvmZdLKDkT28tRSDsvWm6FYlU9T3MOv8r4lICYTbTE7ZXaDC5rQYTwxZXpESeSn+IqVf5x6RW7m7Y2JG+h8zGPCCPprTzRS5GwsubsvCuJb6F5k40FZOkyRIGp5tEyz2XmVo7+AVRAJCYUbA57XDwmRvWxDfCc5Ujdy9HhDzCe2H3IPQ8B0ZIx+2i7PYwmVKgYMQQQUjduWFGKasHI/CAs7dFa5JVrQL5v2ow9h+Asaf6gySyNAX4+M5iGPQ6pGgcIWRYBMuLIJG4YWWzT+AgpmOAWb0RKPmy2muH2xEIxNRMp9e5DyCsBpx2NgdgcweqS1px/eRcS/cA5iJAFMrJdDBSyjbljs2yaHhgCQw8rvVk/6SwdphZ743qz41nDwEe2ZzqwVzGYQEYO5r+XDl0JjWMrAEKoZONYysB5745PQ3zom31AjcnR6Fz9Hr4O1pr/L3KSZP6CzSlcJWT56Mq4xtY9GA8tGYlb5XO4gDMjaAGV2bVZhhKPqv20GL3oxCI6feUufB9gANnbYNx/BKMgrKxK4fBrAUBAxUiF17twVe55vKyar0eaoMe7go7G9djklXQ8C8AwAXtOmJso1c32GBLd4It5tHNVQyHwHHRK1/GrbxUDDn1J0w6W/dgodSILV2Go6WH9SLEKx/kX/zB6zbP4LvMytfwwamucPTmz2L4F5voX/pZcZYGK7tSSZOaFOB/qQlrflTTAv94C9QAgP/4LfjvPIHX7cWs1D3CZ1e+wKHUhpAoDHCTaqDUyaDTSNDBOxFL242Fjx3VY2m7cS0yivg1eHyd7HF59ESuXKkxH9ueDMS1rADczAxCiV4GJ6kGrf0eo6mXEiNC9kEsoC/7ry/9ifG1ltuYCDwpdsZ1zXcYGU1ZHzsf38OcmHKX18pGAhRsixkwGb5lzsJR65Zy6WN80StAjDU96eR00oldOJlocQ+tXF4oMeLBuFmcriD5kJ94dQIg5deNc1G1x3edaArX7MOfY+9TfpMHF4kGtyfRD9RcbTF6nKNaRHyxIKof+gfQCc+fT65j6X167XZCPSfSXmgkun8M+gU2xNLGFFi7p0xF/y07wZZNnq3rZbGq3xvoHUgd9npNXYaEMH7duDqJWpz4iQI8hM3YeuOvvIYu9mIJrr87EXZlQtjzz5zE9oe2KUWknvltO2BcY8q+yNFm4OtEi8FK5fN0Ervhk4jVEBAqalkQEPDza2eQUUJYRDK09a+HBS3esBIhv1f4FB/EUrBHypg4F0ulkVhyEGF1P6xtRgFaws6IWPMDN0nliw9atsb05q24XUQEvMuW7zGlzhX08E+BQmjAo0J3fHm3FUY0G46BdalRSbaqGJqcTghUlPDWuSN/IYZFUg2xiec+wtk8/kmlv0yFc2/SlMG/c19e2/stdA2hAPu1xLaoJS/B8ueNcavEEyzLoLFDLuYG3kauXo5Gda5y5TLy3oepmpRmrt0UM+DpQoGwsDVfwVBFn6n84pwUpYgdRw1IPj//KTYm22FynTgMq5XAmQ08Uznhh6TGOJYZjO1dW6NlEE0hzHkWzbH/SNOXskKIONYJfaaOpQWjd9Pj3L97bf0MCXnVC7afHjUCwS7e0BlL8eXdMVjgGwdRFXORuFJX7CoKxbJG1CSm9+ZPEa+sbjJvAebvZSWh387q3cab+RiwYxBlhfbZOwePMjyAKs8bAZad3UoQO4I6cutMRjTYvAKGYp4xSWbA5RFTKsauuVdH4plJgWBxHnwdlBxolKlywmO9B4KEGixvRa+noDgDmQUtIBHZssa0ejFqed2Gox1duIn6+SuojUKwYtbCeDUDjJ6Br4MJV8ZQ/dLE55OwOVWFm1p3BDgqIRWZoNaL8VjpgZm+99EuaBq8nSlAvDt1Dp6q78NkYlGkk3PJ2NyZAAAgAElEQVQAoH2ZPmoPn+lo4EIBcbNqHaCifVprEnLgGukj5a7ajOcdMAI6Xi69egy/33zIXTNJEVcbxNCYxJCIgNjx0zk2Nolv7p/Bb4lUr68qiC4TinCvP+3DSlUanFTVA00PVH3RIJRqL667PgPv1qL9r2ocTw9FryYUVCGphluvz8LC2xbAq7z8u3XuY2GnoWBklL2kymoNKZsDYaWxjGsTloWGUcDB27KwwC2+abaCVa8HTJmA0BeM3XuAfIgVcJWuSsDwy+tRWEXz00+qxbb2s+EkpWzsVwEAOxz6GI7O/Kx1fX4gTvSjKeKc0ULhTEBXtZ0YMM5rwMio+zGJURc34FY+P9j/S6vh6OBNwceXDe7YeT0AE79kB+O2B4zYonH7MvU+KchH1z83oE/AY0yLvI1Au2LkaRXY8qQefk1oiB97vInedSkw/5+IufcIUM2vbysT1saiyG+4wxpVm2AqqR7AsgIAczoCZv4UccgHQuBUvRbpv/MaSw0GEBDQTaGwAQDJcbptXo/HSv7F132DhyPamy4qvmqwmsNg1WsAYyog8ACjGArYjbdKkX7ZOksMWrQ9shJqrQlmvQBigQl6kwhCqQlyqQCXen8AZ8k/A1q9bvMMvjavAQBftifWlKtpgZoWeJUWqAEAX6W1asr+21rgdXsxJylvo8/uk5hS9y7Gh9yFXGSCziTAttQILH/YEmt7RqKTP9VjGb53J66l8aeNtvDzx7YBFqbHo8K9iMmhK9iWYNDJ5zOEOFgmCpq86ZAa+dPOTIqZEDvS9NY9Tx5g1pXDlGEjYDlmBpkzsSYBWBODGwOnwVNBJ5KNNiyFshrR+7Fh9vi0A2VUEMe6FbdPw6itCoSxEElMeDB+NrdyT9xy7z5thZ8LwmGqMplrLstFIBOF3lF0kqsvXI72O/XI0Vpr4ZGE5XXtz6FDQ8pSy9ep0O0sdcrki8/qD0BffwrW6c1GzL+xEgNcd6CBA9U1StM64Of0rvik6RfwkFEm2JOSDAw5tQYFaUTc3ZqF6ORdjJ/fGIaW7pQpMKv3EhyJMkPvZ32e4sxS9LxjwvcnLBOOzQ/isPCCNUuC1P591154q64ltSe/tBT9d6xDWom1M2pjb1dseXtUhUkLOf6BtD9xKb8K0MIyGFd7LsKdKLBWHqz2LNjiRYA5i26StATjtLyCaVNe7uekTYjA72jrkMUBDEVGMTbm1UeP4K8R7kg1p0xmMwcAknvKF5X1DxdcPooz8bewvNl5tPNO44pnaxT44k4bXC2sg7j3KJCcrynF5OPzsbH5cRsty58eR8PTcyGG1KWMtolnZuJsAX+6bqCsBGfepKDw9fREDNtTvTv3x23rYGJjqmkU96QVGtjl815PgsYZ9Wrf4PZl5S+EQUt19vhCZvcxPJzpNXXesAApxfyMuTY+z7F5EHXN/T5mNVbFq9CkViqCPHK5djeYBHiY7oeETB/s690NjXzLgNKUaCiFQhxVeaOYE+gEgsRq9LXPwIM8T7SPpnpLnTcvRYqS37WW7L/47rvwd3SD3qhFenpr1JLyL0r8nl0PE6Jpum6fzfPwSGlx4ba+fgsAmFzwHN3/5NflIr/pEmKHX3tTU4ToDYtRUmzNuiyvVyA24vFkCqzlleaixR8bOWCWL7a83Qqt/ClTbef9driiqY0sk3W9HkINmklTMbqsjUjZc3Ffwt+dau1Vjsz82WgfTVl9JCJ//goagy2LhezzdjAipgwAPJY4DdPv8hvUEO2+g2+0QYALNQGJzRyO75IkeKDyI6qK3DYpY0BX94eYGj4APo7vctvMRYtQVLQbn9xrh2OZtTlA3lmsxUcRNznAGJ5xEAjotYauXoE+/o8xv+HVijTxsxmBmHezA5rXroufutH3y3cPzuLnh1dgLpSC1ZUxqwQsBE56ODgIEduPtntRaTYciqs3E7igHIROEZQlN/fMEfR2X4E2XtYac1kaBabdGIW9Q+gCgrr0PlpuOAx1NaY7Jwa4oo4fXQwyZjWGAPx90wwJRN78rG6bG1ppw4Ib83Eox5ZNRoqMC5RhegO6cMNqj1GwrpqonAIcsfZr1KqTAbHYGkwuKZZBUhyBk8Oouy6ruwpWSXVpbULgA8bjfAVYmVycg8HnfofWTPjQlujqE4EfWgyyYeP91TWX72P1t8EWkH5VxXlbMQYCx+rT4aurO6VQiS6b/sCkiFhMDI/jXGuJLunulDAsiWuNld3fRo/QVwMqX+Y6yst8cu9LaM13KwxvyrfrTCL4yNpiTgRNTzdpjsFYSL+D+ELicRaMKIjbZc59AzDRd5VNyIdA4ESZ6P+pICnAc8+cxLlnT7lDkBTghe07om+lFGCy/U5mBkbs3cUtjlSOMQ0bY2H7Tv+p03vlevc8i8UfKesQ4FAIoYAFYcqnFTtjdNBoDK5tSSd/5Yr/hz943eYZfJdbAwD+DztBzc9rWqCmBXhboAYArOkY/0gLvG4v5j2PbyE3czkm1LmHjFI7pGvs4SUrRaBdCfa9CEWqaDo+bERTydbevoGvrlCnzqoxp3U7TGra3GpzquoSHhbugdqYBweRNxq4DoOvwjq1w5zbvdpVfUi7Q+BC06KelxSi0+E1QCVHw/KDuYoccOPt6RWTivZbFnKmCQKBGVKJAWaWgU5HHUEWN1ZjVFMKbsVmZmDALqIXZTsxD3VxxclRdCJnMqlw8NZgLLzXBrX8c2Cn0MFoEiAnzxmuOhMWt01HdO0yZk7hfshUczElpjtu5frAyDJcitg3zc/C19kRAQEUACSMhmFXViO5pAzUqtRyhDGyr/0H8FO4clvNphxoiMC12VrUnIUIcrfdEEqoDp7RbMKQmGV4UaCBKs8ORr0QQrEJ9q6lcHUBdrWZD8eyFLFdKw7il4VbUdDTH5pQyraSPy2Gy9E0jF84BMPmUeOX8jiV8hgb7sUiS62Cv4MjJjRsWpEqW16GNTxAXvporHzQEHH5XhAKzGjrlYbpUSmQe+0FI6TsFJPZhN67voaGLUaQTy6kYgPUGhkSnvuie4g/lranYv9cO3EC+WQCWoWxJwwA47YfjICCn1xqXsEIwGCrR8c4LgOjsDhPDtm1HDczxRCKTJBJDTCZGGg5EJjBrkF90cSHTvqGHPgFSyLWIcTRNq15/OXu+GMg7ZvkXrbYvgKeshxMC45FbbtiKPVS7Eqviz3pdXC233gEO1MNrznnJ2JfLtVRqxodnV/gt65ruc3HU/Zg3qmHKKoCJJN9EqEBM9owmNKQAh0HH/RAH/enHMMqSeXCAeN1HZSQC004kReInlE0zVKrf4LMnHYcWy6j1BF5Wnt4yUu4/w2sAAHecRCLKDj5+fHR2JjUwJImzV0oaSEGs6NvYEoHao5yN+Muvk3+ET7OhdAaxDCbGIhEJkjFZiSl+WBn95UQCSn4tP9uZ9wV2tno9TkL9Ig0aNC1DNxacvoj/PHIy8a0gtQhF+lx7b0JcJC6wWDSgslpwJvSTMoey6+P3pF7uGN/dXok1j6iz0nVcJJpEDuBMnNNJhPCfv4WZjMfyMLiu+6N0S+Mssoifl0Gnc3iQVntDIun06ne5/EnxzHlCL8xENk/qbk95rSk7OntiR2QrhEiV+MLjZCIAwAKsxku4lwE2qsxLOxyxelvTJqCTN0zNFE8h4NQh2KTDLfUtRCkqI3hoZZ00oZrv0VxFcykvJIgFzHOjqLp/l/c+gWbntoK+JeXXdf2bbT3rcf9OSdmGE4UhBAxQZiMQoBhIRSZOUOVr+uVokttuvijK1yO4adzK3T1Krf90gYXMazZFjACR2gMesw+9D5WtbakBJeXjS90xYxbg3BmJAXhLmQ8xpj9+8rMaazvZuMQd+zuTUGqUmMBUp70RISTbZql0cwgxjADHWtRYOVwcgJmnTqIyeF30NH7BWeecV/pgW8fNkO30NZY0pGmscdnXkfvXZZ7ULUv/dDJBW/Wp4CZKSsaDPglM8jYLfR+VPXnyNQUIFdXBE+pM7zltgD8oLOzkVTKzzpq66LFT20oa8xszAby2nNj0zM1edbl3DvdS14KME5gPK9VsKI6b/kDL4rz4OlTCLlCB9bMcMB2XrYTxjVphnmtqRYtq14HtoTf1ITsZzxvgBFQZ+GjKYmYcn4fxHIjBEJiXQEulTJY4YWDfd/hzLUqB8uaAONjquEmCq6op2oDsYZHYEu+o2XJseTDwCgG/0uAIlkM2hQzFqNDbd2fT6UHo3H4bnjY8bP5bW4cz4ZCfQ6KDHlwErvDWWKbVr/z+UHsSz8MF0kppAIKlGpMEhQaFBhTexi6e1OdRNaUC30OYZzyPMTCQEiIBiBDxytz0UJAw29cxTj/AEZGv+X+E/GyJiDlxyYs9x9vXANhYjrJZBgQEYkhkfX/pXv5n7geUuf25xtwMc92TGrr3gnDAy3fKf+p41dX7+s2z+C7jsrXMONk9/8zKcA/dqOEhJoU4P/tXl1zvJoW+Pe0QA0A+O9px5paXrEFXrcX867Es+iumIaFd9vhQJpltbuTVyq+a3IO67Pex4fNqXkDSZ8ce3AvrrywTpttHRCI9X3fthK4ftlmM+f1A4y2EyHu97L+EDiXMaJyUjH8HAXZqgZJ+7rTf1aFHlzY1sWwl+rh6VYEQVkmqU4vQkaeM2pLTDjyNk3NO5KUiOnH+VlWHgo7XB9HmT5msx7t1i1FZikFm6rGtPrJ+LAT1fva+WA63nQ7AmklsW2y3cSa8ahUgegQi5lHcnEWJt74HUUGyySRACzzIvtiQKAFTNWXrICBRx+K1CuUdoTMlTqdkohTPsWcOGvmBQEUP4sagY6eFl01o8GIBW8ux+2T1oBZwzeisPTofIgl/CnUf3VfzcrJgM5WT4n7jd14CBxoKtmRp5cx/fB13qpEAhNiJ0yDnaRMyyp/EC+oR37MOMwDY0dBWiKUzhZSLUSbIKlAHpcrJhZHH0Xj28RucPJQc6Y3JDSlEtRlszC7SSj8XanBxe/XZmJsUHnauXWtjwrdEBVOU2v1Ji2it30LjYmfZfVnxyi0rUVTJ/fd6Y3LJZ44mBNiVWGEXQFm1bqNDpHUmfn4s/24k/MbNt1sB73Jci+I8cDghtfgZdcIMxtT0Gr3jd5wlWsw+24HFBgoOOAk1uKr+pegNwjRtyy1ljWmIvFFTyy+2w5Xciz6nG/4JGB+gysI8SdmAxQAjE96A5OutEGq1smCj7NAc+cMfNI4C9Fh1Ghh/d1DuG/cDClrhHeZiQ/Z/qzQDYyIxbyI3+BhR1Nv58cO4Nx8+cLRaMaHDSkjdN+NYdj9zAtXs6oApQyL71ucRLcGeyCTOXDuy8bscIiqkdy8rGyA9hHUNOOHq8Pw/b3GYHTWYnisgEUtz3ycH0zZuDnqbAw48y3Sn5EJu3XF9k5q9I16jiVNKIuywe9LoKoGjGEEZjyZRvv7udTzeO+Aret0eTtMbmmHj5rTsWbNw3fgxKSih2M+XERUU6/EKMbRYg8UsB6YGknZiTnqOCyIr8qwpjUStvHyqAVwkVHXzbd2bMa97BxeA5TedeqCOHSS+P7+OqyOryZ9EMDezkPRwI32mxZH56JYpYCmiDhr03YiQI/CpRRhjkXY0/l7btuJxD8w8SJ/qp+bRIOboz6GQCDlgNdnT1uitgO/GcXie63wWTc6zm17cA+fnKU6TVUjxMUFp0ZRAE5v1uC3e/0wxCUDrlJr8GRbejAahcxEPecyp1WWxfhje3HmqbVZia+jHY4NGQNHKWWkPsm7g65bz/Eem2z8sYsT+tQrc+LNaWOzaFPxQ8YeAi+LBqDaqMXSRztwKdfCCiTj9dyIwVCILGzYdy7Mxt0SfgCwm7sB37SkAB2rv4u8zFGYefMNxFTSwx1SKx6LGt6AzPsaGAFlf78oLkSXP9fDYLRmRdd2c8apYWMgKHuJsqXbwRZTzUS+YLzug2Houb6x+3c8KeK/79+064nBdS3pupyDq3I6YCo3xBCDsZ9R5lxreQYJSMiWfAOUbqACliTEDcA4/2jDBq/2JCvtIMYippwWEHCqrbbBuO0FI6au6K8SOlMp9qf/iPhi+n4gEeHYCv38ZkAqtDB79WYDljz6Hokl1kYgTVwaYHbYJCsZDJNmP4yFZDypxNJk7CF23QSBxMKYZ83F0Of2hpjNtjplg6QTJC6//EfBtV2PHuDj0/zZHMHOLjj9Dn0uX5dQ6vPxyYPqWbSLI1fCTcrP5v9PX+PrNs/ga48aAPA/3Utq6q9pgf/OFqgBAP877/s/ftWv24v5aOIOnEw+i/2VwL/yRmzrkYZeof4YHk2ZLCQICLj00jGcTqEpHl1qB2N+u5684F9eaSFWxmyAslQJD3tPfNTqXdjLrVNOWdXPYFXVTGSdf67QFdr25A4W3OIHY8h5nOs9BYH2lDHR5NB8eDvZpl4R1kd+jituDaaC2qtuXMXKazGU5URwgTJh/HKm04PJM6AQi6HUKNHkN2pQwBctvVXYWlbnvgd90Mn1LkQQQMytyjOce5+ONUJrFsLb33qCmakpxLZnMUhV58FFYoc3/RqjiZu1sLRWORkm7VFO9P1wfh3ozUK0d3qOZk5ZYIQBUHhaM1Keq7JwNWsLWGMax7pr6DkUYU40RahymIwm/PnDQVw9Hcexu1q80QCjPngLIrEtkGVijUguSUShQQlXiRtC7cOsJiik3r9mc3aGwIU63H5zYxt+vvYXQMPQ3mjoWSZqnkVc9vhZNJD1hcCZanjpildBXGorol9+veVaYyZzCX6O74tzRREoVMmh1kk41pKboxruUhU+CFCjvi8FWR4/fx/BkqNIUjvil/QoqM1itHPKwEifZJA0LbkfBa7Tix+jzT7CNDNjoF8yGjrlIlurwMbn9VBslOHzhk4YHU0BnuTHLRFsV4BNaeE4llubMxto7pyFmbXjoDML4RpAAYCzqZcRV/AFd27XU0NRUGoHB5kWzQKewFleCqN+AqY0os6b266/ic/iW0NfxbiC/HZJxGUMa0FBbpPmLMae2IcLOTQdunL08X2CVd3eAyOhupPLz47G2qQoG7aeXGjAmJA8zHmDGmHMOfs1JE4x8LCzfd5SCt3Qw+MD9AhpyZX95F5/m3S38nMw68X4ojEF67ZeHYJrIiluv/BDfp4jTCYBpFIDAgNzMdYvHq28V8HPJYwDXouyIuHGI7BPmE+HlS3xVj1qmjH65Ce4kOUIhVEHkVnAsYJFQiMKBTKIhSYkj6IuwFuTf8fmzPsoVUmQ9cIVRoOIYxK7eBTDzUuFuvJ8/NCMLkT03TULDzKp4UPVcHEowe0xlGkcX5iCcXs2IlNtu4DgINZhcc9m6BvUlSv75Y2pmOV/BpIybcTyegmTeEVaG8xvRseh+3l/YtWzUzCbWTCFEs6ERCAxAk4GMAIGH9Z+C+Fu1AV47Z2bWH75Iuwc1RApjJx2gl4lgUatwE+93kSvUAoUJudvxKDzyVCZCKhnHWH22djTeRpkUqqJVm/35yhV2qY/M4wZ/j5KXOpNgaifY0/iq1tkkYHlDE/IGEsYZqyRDrhxo6bBWSZHqa4QMqU1g7zyGezJCMGgxnT8//LSefwRyw+oigQCJE2z6IseeDEHL5R30Eqigq+0FGqjGJdULtApJBgZvBH2YjqBzyhVYvjlVcgrYKErlnLMRpHCADvXUnzbdCQ6eFHmY74mESN2bkBSkW06ubNEi40D6qG+B2VPm4s+BTTVmDJVYreTsvPurseVPNuFsPYeUVjSwJJ2uzH+O3z3hN844quoOugRRI0w9CV7MfRoDO4U2KZ0j6j9EEs6zwdTZgJCyueWqjDmyJ/IUBVAyDBo7lsHq7q8XQH+kTKsKR1sLtE35GGiSTtC4PIrvW6WRfC6bzjWX5C8EG5iHYysAI9LnaA2STCpfnPMa17GbjMXgs17EzBbA1akHsbxczAKiwOxueQHQG2b8k6MSBi3fRXgo03nrWYDa0gEm0/Bb75gnFaAkVOZhfJIVGbgZFost6DXybc+ot1t36vbU5ciocR2gSvcoQWG1qLjTHkYzAYczzrPgYACMIhyCkcXr3Y271ZS3qS7AaNqDefwywhrQ+QwCwJxsFV9eeoTSMydCl8hYC8gSwFAgYmFEg5o5HsEMhH/ePUybXYyNR4x6c84Y7ShYY3ga2+tqfrFxTPYEBfH35ZkfJn+oZUeIBmjHxZm4klJLpwkcrRwr23DDH2Z86pchmQX3Mk4j9SiNLgrXNEyoDNkIn6Zhr+rO7HkIX5Irl6mZVroHNRz5Der+ru6/6f7X7d5Bt/11gCA/9NeUPP7mhaoaQHedzfLqSrXRE0L/O+2wOv2Yt6ftB/vn31cbSPNaiLB9GY0RYzEuIM/4ewzAsiUr8yzeCNIjt/7WmvU7Hl4Bj9dP49nKpoSRKKuUz7mdRiEDkGWVDyWNYAtnGHLHKvEGCO/PfYiHtNiqnejje0/C44SOnHtcuYDSKvoGZWfQ3GRPS69SYWwN92NxWcXz4CVlrnBlhcyAjKzCI+mvM99sBoMBoT9TDTP+KlGka46HBpJP+zX3+6L/j7UMbJq5OgVqBtk65b6dz1UVzQfKxISsTmdpGRazqGlSxrWRGbBzvNgRRWsWQlWOQUwVJogi+qCcf4FjMjaGfnP+DgsunoGhjI9PBEjwMKWnfBuJNUeLI8CfT7WPP4OaRoL8zPYLhSTQz6Ag9hi1mDOHwIY+K+9sgD5uvuHsORcUrWXfeW9d+BjRyfmpqxIMNUwNCBuBoHbFq7cw8yvEMGUuURXqZmAbBLvBxAIRBxrbNS18bib6Q+zsBK7xAx4KVSYFFqMoaF0IktcORfdu4rjxYEVTFKyXWoy4WD0NTj60nR4lU6J9nu+x7E2++EhtYCVBHCefrcTege3Q9+wEVzZlCet8ajAAXNudOIMDspjWr3bGB8WB4cACgI8ykvG6MN/YmzTCyApquWhMYixObYtPmzRFX1DqJbmsP3v46qSf2LX3DkTO/tTgP3ck6MYc6b6VNT9vduioR81QOmzfQ4eFNqmrZF9bTyzsOVtCry+c3o2mvjzT/oIyBYqXoQ3Q6kJyNy4AZBV4zaq08qxrCkFSz6/PBYPBPwagHLGiLUNv4NcThmAZ5LrwZt1RqSzhW1E2n1nei3YE9ZNGGX7jr2wCc8L7sPJXQ2RyMJ0KiqS40mOC5Lfocymu/l3MOf+RqRlukGltjCtxCIjAvzy0cQ5CyvKAMBZhybjdJ4PSkqsFzWIgVCIPBfHR9M2Si58CHP2GLx7sTeyNZaUQnuxDr+0OQGV43h0C6Jg7on4Pujqwv9sXCwMQsfwk1y5p4XHsezBDjx97IuUYioVQCLUKR+1QjLwWYNx8HekBkok1fGNkwuQy7k6W8bt2vYsDnf+vIIVpNKcxJqH3+L3lDYwsxamJDH4WF5vP3rVPQ2RkAJfIRuWwVSNrqCHsxo3B1Hwc3vCPcy7epQCf5XqFAhNYPRCJIydBbFACKPBgJLsRnAqYz1WXFDZP3bl1cGQKCqf8NPNa/j26pWqRbi/3RUK3Bhncc1V6R4D+W9BUZZiScqYWSBXOhE+rjSlmKsz8QTW3rsKVZY9B/6Vh9ylFC1C3LGuNa0zXf0Mx5PH4o+bHZBV6V4SJ+mpzS4iImAqOnhTzVzSP1HQFzBWuZ8CP8D9FDcekUhV52DUNZq6yxdbW30MfwVtd6PZgHk3FuJknjVDe7ifEB9Ff1oB2O18sAlzLvEbTAhgxqXhA+HnRMEjwr7ssn01UvMrs3NZDGoQiK86DrY6JVZzFGwRYaJVYs0JQ8C4bqpgD5MfNPpzJULEabiVZxmXCEDq7VCMfvXexqQGLbh6WfUmsCWUcW0TQn8IPM7ScqwRbE4TgOVfDGKcV4GRUX3Klw3WlAU219bMpfz3jMvvVu7Gy+7sxuWSCxXvAjLDiJQ2wVctqN4liTxdOlYnUxdqvphWZw3cpdRJ+1XCbHwGfcE4sBUsSUAgaQ2Jy89cCn15xGUMQIneVgaD7A9wmoogF37zrb86F63RgH77NiAps7iimEDIYkGn9ni3ngW0//Dcduy/b62hWf4DsciMxCmUEU2CaP/NubUXJzOo8zYJb7kjVrccikjnf80ApEibh8knVuFKrmWMrW2nxrruAxDs+moGMeR80kpTsTSBamryxdzwxQhU1LgAv0o/rly28lxp2skecPT6ZwxVKp9TcbYGq7tRk6OaFOB/9c7W/K6mBf7ZFqhhAP6z7f9fe/TXDQA89CQG00/ZauCU38BZzYIwvclA7s9vrmzHz7f5P/AmN/HDR22GcuVUGjX6bV+GpyW2GkaRLrk4NMpaR8hsNiEmdS9is59AJBCinX9DRPlSRkx5FOoK0enIShTpJGANAjpJI2YgYjOae5iwvbMlNann+ZkQ8GgFkrqEegUOdilzWs15jF7799qwnEi5CEcWx4bO4Q6vMahQ7+e1vPAfWWUYVMeAr3tSZ9BPzn6ImXX32DB4yL6NzxtiZktr4wud0YgTT5LxVKmEq1zOiY57VtEdOvxsH2bdIanDtgDkkEA5vmhq+bA2F7wH6Hl0GkXhZSwJqhV0Of0ZRhzjNzvY0H0AOgXQyaGZNWN5wiI8L7V1Xwx3iMTMOh9XAAhs6Q6wxdQd1joYMK6bwUjoZEGpLUb7jT9x7LuqEeljxKFBVNuOxK0HHdHY3ZYtSMTac0zdEBDwI1du+9O96CldCDKFfaRzgsYshJdIi3rSIhxRBqFLnQOwF8tBGBfN9n8BvcBW4404ir5XxwOz61Mw+/jzM/gs/hSvxpyHQIqDXSi4RCIrtTE8ecwoCHNL43QATgrKaFx45iPsfOQBQxW2Htk3MuwBvui+nra72YyuO5Yhs4RBI99ncJWrUayTIy4zkHtGLo+aBbmIAt6tdyzgNP34wlOuwo2hX3C7Vlw/h9V3b/GW486teQe815Deo4jfllkBlJV/5CVX4ek1kxoAACAASURBVPpoCvC8d3YqGvhWD2oLDJMwvT4dPxbe6Q+hxNZ8hQAyQrUIn7Wken3jLnyAIrG22vP8MnIB6jrRSXTUui+hNwnRz/8xwhwLUGKU4HhGbSQUu2Jxm0YYFUW127649gvuGe9CKLRdFywqUOB47++4ciWGXHQ58D2yCi0LF+UnQkDABc21eLceve8fXpqMe4b/x95XgEdx7e2/s25xD3ESPMEtuFux4tZSQUqd0hZKFSgOBYoXK1KkuBUPxYo7JECcuMvuZn3+z5mzyWazk35wv/vde/nf/J72abpz5sycM2fkvOf9va8MRUUKaIoUnMmHTKGHh08xalvKsL471XN8lvcnapsmoFAvxcGUOkhVO8NbrsHAoHj4K9W4onkf7WvTVLOE5GiEyvh1+DL0TggIpsC+RleKwbvnIp6HiVbXNRcHh38PqYyOjwlXl+ByFp9DNYs3wsMxvRF1qC7VF2DCrRmcEUK+VgGjWcgBtp5KDeSMAFvaUgYvifCNC2DidRsHGvuocGgABczu52Vg4NFtnEagWGLiDJwsZgGMehHcFRLcHkEBCTNrxsHHfTDYw54hTbZpzUJsLx6IyQ3oczu5qBB9f9sKnckxnXxy81b4op3N+MNCGGtmyla3DwHgeR4CEWXIfXB5O47fzkKESwE6+adyGoD3C7xwMSMQfv4WXBlKn0mxRVlgi/rChzFWXEsvmRYDg59BJtXhqmUL+leSbyD7WAhri0gjEMRIEg2optox667nP8G0u9Wb8/zUdCKau9vkOciz4VzaTtwtiOcchlt5RaKdP3WCL4+Zl45ix4M4nnbTn9b16Y9eIZTNOerwL7iWbAN3bDuxWNCrPYbVpQze8iApuyAmI5YiMKJwECZ2eTpxeZnJRz7HiVRH9iFhvK7r0wnRgXRRwFIyH9BWx65nwPjEce8X1pwHNpca5fAF4/QldU2uFE8Kc/FnRiL0ZjMiPXzRyT/UIQXWkt0GYPlSlUWA93UIrA7Ve+P/wpaM3zjzsarRx60fpjSizs8J6rvYlkwzDPhiXMgPqK2yN7mqtrB1A9G31ef2tQP/yvcRSHtB6k7lR0hcfd4WRrO9VnD5Nm/lQNT1osztl4k3jv+GS/GZDruQe/ngiNGI9KIg7/JHu/FzTCosPM8Fb58iXBn+QwWzcdbdY9iZ5Pgu8pKpcLTb+xWLuS9znpP++AEn0h3ZfmEqDU4M/RJS0csBTIRNOPnGhxCLHe8No9EJa1uuhJDnO+JlzvkfLfuqzTP42lkDAP6jV79mv5oeqOmBv+uBGgCwZnz8W3rgVXsxn4/fjPFn+B1ESQd+20yNt1vRyX6LXxagoIxf58xdbsLNCXSS9OOf67HxHt+Ek16SOZ0bYHQU1V4i6UJfXDiBvU9t2kfkG/vLVh0xuTFlCZBI18Rg6Z3V2B/b0s5NUyIy4qOWpzCp4VGIrR/rvc99DKGInwDsbBZiZxfKiNpxbwNmXiu0+ktU/rJnIRcZ8eit6dxEjUy4mqybj1Kj1A6CKz/CnPauGNOMTj5WXl2O2OK7+LZhDKQCm17P2bxQrLzfGTFjKRhDIk+rxfiDe/E4z/bBTrSm1vYbiDYBNv2z12NW4VEh/zVylghx4zWr86MpDWweNSjgC8Z9JxgJNWF57+whHE/iZxr1DA7HLz1oGluSJh4L4mxAV9V6ZzUk5hfU3IP006WESWjvRHXsSBAA7GrZWHQMswcGY1Jv4KM/zkLDmbPQCHAzYNfgd+CvsjHPemz5HpPq3cTrIbZz1ZmE+OJGZ4R51MHUjhRAOJZ+A6fSfoZKpoHR6kpKfncXGHAlvx4OdZrPTf4I26XRodkV2n9V2xOp8sXu7jRd97WzS5Fv5mfRmC0Mrvem6UEWSwHYnDbV8EOJi4PNpbLF1p9RUES13aqGQGxB/Hs2MPdq+iO8f2ov8rU2RoOTtAw/dOiI1+vamCttfv8aWWp+ANBTocbNEVYA8OomrLxf/b0+u20ExkVSICFs/YJqjDAAudiA2Hco43XZjQFgnLS87SEJaF7suxhVn6bx9T79IbxFWoR52QAuYqZzKyMIjd0zML81BaSnXJqI3GomVgQs3NRsLlzkbjCZTAjfSO5lfmaur0qBq2MoG6fv8c/g5KbhPU+ik3igI00tLNVlIGrHNjsGXOWd5rTIwrgmdBI99NK3KDZV85xjGZzuQkHF04mH0U1hk1GoehIrk0bgo7bUnTM/rRXcRI6mM2RbiVkJ11qUYbvs4nKsuMOvp0i2z2jrggktqRZds6MzoTPxa3q6So240oc64e5IOonjOTQNmy8WRM5FgIIyc3vu3YSn1TyTPmzaFp+1oOzDGVeP4feEe1A4ldndcyajAJpiOZ6OI07r9J0y5cY4jHRJRntnWzqo2izCypwG8HZuj3drU4dqEvsfb8fXMWnQVWLRdgwsxNrXZkAmpoxMi0UN5Nizme3aJR8LgQtdOBpyaDMi5ecxM/IqhIzt3XE4rTa+v9cVd9+h92WBNhmuJT2r7aMnggWo721voFRtYeuGRHUWxl+rHpjZ1uZzBCv52bjV1b3u/jXMq8awi7zwYka/g1AXyhyNWLWIS7Pni2APEWLGVK+DVt3xm22YgwI9P+DyXuNifNmePpNYzWawpdWkWQp8IfC+QMuRTIFskjnA/+xkXJaCkVPmJYlf427hhxtnue+L8ugXXA/LO/QHSRPn6vyfQEW3zWCkFKgcHTMfpSL+xU+RwQ0HutH25OhSsTq+Gi1aMsbDf4a3zFGC4e/GiFl/EYYCmtrNFzJivmLVbr2TMQhqA7+7dIDzRIS600XNl4mI1YthNvE/Y3vUC8K6nsO46o5mnMOyu8eRnOhjBwK6uKrRrJ4OG1vR62y0mNH8yDzuv3wxv/kgDAwi0h8vHrnqNLTYtbPaHbZ2q49Oobbx8SI1Py3KxcA/1qJlcDJUMlvau1ovwY3kUOzrNQkN3F/uvnyR475ImVdtnsHXphoA8EWudE2Zmh6o6YGX7YEaAPBle6ym/D+lB161F/PN+EUYeoqw6XiabwFWt81G36Y0PanB6oUg4AtfyERmPJ5CPy6nHPkRJ5IcdaTK93uzkQLfdaUMkY0PbmL2VX5R9e19h6F9LaqxczVrB97+Iwlao2NqYB33TOwf+ClUYgqatTk8Ax6ujpN9Atr4GcXY3IOm5s2+sBQbY8lHKN/HLYuH4ydAJaVMoKUxH+LnB456P4TJ88eIAXB3pqv66cXx6LN3Dzr6JmNUyGMOSLxb4IMF99vgq5YeeLMZdfskQQxVzic7MutcZTKce+NtThuLRNeTi5Gu4QdZxALg4SA6iSXC72wB/Rjni8ppUkOP/IabWWlo5pwDkYXlCJUWhsGtEm808fbHwYE0JfFe0W2sSeDXaCTbp9X9mtMDJLH12XXMuXcSDZX5aOycB5KKea3YFyk6Z2xqPxrtfe2NL1bdXYtfn2RAbxLCRWrCojY90DrAPiWr8ZqFKDUK0MwjGw3d8qA3C3ExKxCZZSqMqOeBeT1p+lWaNg3Lnn6GtBxXZOS5w2QRQiHVo25QOnyUQfi2EWUPlRp0aH28eifLRsog7OlBxco7n5wNPcMPGpF55dVetB6L4Q5QMKLafoe0NwRulKnYeusq5Bbxs9sI5hX/Pk1LJAoWg/f8Bq3pNkZEPIOPpAyFJikOPg9BVmEUNz6kIgqcDPzjE9zLImlTVccxi3reOTjRj4ILvz5ciWX3c1GodnS29HIpwVfNIjA4gk40wzbPg6USOGtrHAupQo8nb1ADkp23+8Ck0qDA4sjmrC9RI1c9GGOi6MJA4x0/oDRfCS/nEng4qzkn7cwCN2j0UkTXf4LtPX7hyn10YSKeC8QQVdHBI9uKdDL8HDUO9TybIU+nRotfbeyXqhdAKRHh0VsUNOpz4lM4u/CnD5JMzd/b0XqeF15D+30UdOCLLyOfY0prei3f/WsJUvRpvOUErBgnuyzktm24vQs+pi3oF+TIRHtQ4IlNqf2xvPcMrmxRZhc4M/xAg5p1h7PfVa7c9BMzseepLfW36kmMq6/GDz0oE6n50a9QZnK8PmSbs6QMV/tSo6VFj7fjbqkNvK9a5we1P0ZbT2qKMOHcXpxOcHx2EXBpXa+B6BVEnwljzmzCA20SL+Bu0InwR68PEOLkwTEAp94dC61JjABhGXxFOuhZIeINSugZIfr4dsagAHpflhmfIi6zDzK0ctzIDoPOJEGIcy6aeyXB1/ktBLrTBQuL4RFQ8DdgnNSmSzrzzDzMbkTZt1VjWVwrTO1MdR85F9p8e7Zd5fKs8yIIFQN566nuR6Kr2/3c92AFjs8FgUWOM12/g4hH5/LvDqI1GtDs15XQGR0Zt0FuTrgw0vYeCltB3of8AI+bCrj1ti1V+kUaZjIbEb6W3iN8MaJONhb0oPcGcbhl814DWEddw6qsPkvJXKsBSJVahQFgPI5UsBBv5aRh6IkdVX3juZ0+a9IBH0ZRJiFrjAObb6/xV7lmxmURGDm9loPPfguThF97kTXIcbSbtT0syzEAEzWOabhhysYgDECyEPUyYdIegLF4arW7SD2PQyCuz23PVh/A0zzbIlL5TgJGgWb+hyEXO37D/N25kEW98JVkIYP/nJsEeWD/IPoOLjKU4NO7c5BfVoaSYgUHKsvleqicdBgXPAiDAyhwXqDXoN1x+g3GF9Madsc7dSjw+qIRl3MTvQ5Xb86zpK03hja0aWm+SL2XM5Mx5vRuEOMtL6dSyMVGzuk+p9SJWyDa0m0YOtey12B8kXr/GWVetXkGX5srt+G9U33g7POPaTX+M/qzvI6SbC3W9KRaszUpwP/Mnq2pq6YH/nU9UAMA/uv6uuZIlXrgVXsxZxf+ibbbbsBCsITKIKAFYEzA8UEuqB80gWth9MYFyNLwMwB9lCb89Q6d6Pc/shiPkqr7yGUxqKkPlnagaWf9D/yKB3n8LKthdRphUSfKFJx9YyM23uF3FSTbY0aORagz1Y7pfuBLlIiE8HRWV6TsGM0CpOW5Yag/i1ntKKPx09PrcCCxOqYii4QJn0EoEIBlLUhPaoN+JwdxLEBbsJhU7w6+aNcDjNKmA3Tx0dto52FvzJGidoG7/xG4KGhaVIlehybreATNrZUv69UXA+rSj/oxF9fjZm4W733mIZPgSl+afsya861pUvzsR8bjEBjrRGHa+aNIzPgTd/Ps07Qae2QjyK8dlnelE5+MsjTMekzBCb6YH7kCrhKa6j3s3CbcK+AHLwYHR2FBS9vE+MML3+OymuhIVRonLIsZ4Y0wrK5N+L3v1m8Qx5OOSY43rbkZU9pR0PlK3knMunAST9NIOpKtToVUh3YNn2F1u40QcqYsQIP9swAecIlsG+zXAj+2pkyBoee+R7qJH6wzmxlc71POANRw7JRq53WqTyBQUSba0IPbcDuVf7y7qkS4/TZl26QUFeHrizOwvMlFuIptrBdiJPN1bCu8HjEL7YOCubIzr4zF/ow6KCslY9Om8SZT6fGaXwIWt6fuqVdTt2BdxnncTQy2AwE9nEvRJDQV00KGoL4PFcUP/+1HmMrEgJHUZ6sTEgvkSj1iR1DQecONcRjqfxPHtF7IM9tApnCxBl3kBUgUbEIjXzqZq7dmPgxGfiZafb90HBtGGXOTzn+EB3o5vBVqiIU2AKNUL0F+mRwXus6EXEYNNULWkcUJ/mdNiKsLzo+gz66+xz6Fkzs/AKjTi3Co80qunFaXjKY7f7NjlnEbrLGi9QMMjNzK/d+b51ciA/YOnhUF9Uqc7kW1zW6lH8Bbhx5jSevz6FYrpaLI3XxvvH+lJ95sqsPkFlSXNCG9D0KF/HWmmvwQEkABuiWX52PVreqduqe3lWJiyw+4sl1PfYosrb1gf/lJhKjycLw7bfvCO/txz8BvtESYl9/XmYW67vQZ2+XoCqQUaGDRU6MjLhgWAoUR7zZoha+aUAmH0TGL8UjD7+zLgei9Z0AhphO/b+6/hwcFDLxVNtBdZxJBbxTiswbD0cqDpnNnFi9HbMEqFFnstRfFMCFAIkTTQKpJabHogJy/EelXToHAiQLER+6ORj9f/vT4Z2o31A2npg6spRjm7NYcKMAXjPvvYCQvx166l5+OYec2ws1Ja6ddqzcIUaBW4ED3CWjk9vK6aL8lnMeci5ehLbO9s1ydtfi1zxg0drctxtRdvQhGzpTFMer6SvHHcDqOXibab/4eaVpH0xtSx2fNtfiwjY0RzhrvUxdgS6U0U+W7YFTTwJTbtHOLIgawJd8BZVQqgAthGBi31WBENiDm++tnsCWO3yQm3MUDZwZSZixxzGVzSJYBPxONcd8DxuqwO/7PJcgXOKank3rkRm/s6Wprj9ZUgt+fL0KShsh20AhVRmFY4OdQiPiZ2n/Xt2bDbRjyh1RTRASZzy07HcDnxeuQXEiepbRdIoEb6nkth5u8+hTqvzt+vbVLYOAnXmJwVDiWdLa91+PVKVgUtx55BhtYOsC/G8YFD65I/yWszDZH56PUxF/pitbD0cOffvu8aJToCtB0xy+c2Qxf7OvdHC0Cqs+O4NvnuboYHfZXv8B0ftBEhDg7yty86Dn/b8q9avMMvrbWAID/mxFQs29ND9T0QHU9UAMA1oyNf0sPvGovZiKu/fWxSfgtsb79PJoFevgnY82AORBKKAtu5sVfsfMOSVd1ZBqNauqFHzvQFdax59fhekIBTBpH1onYWY8hkfUwtzl1qGy8ZRGKK+mJV75ojd3lODSETj6mX1yLXbHVpxXv7j8Erf3oJODDs9/haKYMIqEZMrGRc/wsM0jgKS7DNy16oX8YTU97+4/fcC61ejfa2Lc/hlwsBsvqMWHfNJzLcFw9J4LqRwdJUC+IAjeP04+hnpBfaPtGYRu0rk/Bg/TSEnTYTBlPfDG7S3eMiaQTyXuFqRh5fjPXDvtg8XXj7hhXmwIsVCi9FXGv4KlSBHhdg0BIJ2WrLv+MJbf4P8A/airEJx1s6XbrEpbjTpHj5LidZ2eMC7bpLvU+uRoJJfkw60SwmOm5CkQWCKVm9KhVF6ujqaD81YwYTLlzBnyIGcOyuNrze4jFFNwYQwwuUm3p0OUNYxkWK7qWon9DyvZZcGsN1l/W8Oo5ejiX4OK46ZAJKaOyzo65ECkd224xMfggoiM+aNyFK7fi9jRszxFDyKMnKTRZcKkvZX0YDQbcT+wMF7ER65IjkahxgbtYj2G1nqKtewbOqn/AoHqUmRmXsRdjDseh0GCfHkfSZZd2KsXAxrQ9NzIS4GUYhiCZ47UsMYlxpHAxxkVScHzjvX5YkdoMFgsDs5WhKxCZufOeGHgf7zc5xJWzlJ3ElJu7wMpNKCmTQ2cQQy4xwEmug7hMiBWtJkMgpXpfkQe+Q2mpnGptlmMdnHErC0+3Ety0Guk8z1oJi349akl0yDFLoGWFcBUY4S404c8CT3QK3waBhIINDVbP49hafBHpU4pDIygwv+buJzhbqEOKzg1SoZkDW4wWIcfq7On2BF82XQdnKTVFiNy6BKVlfIA3i/V9e6NnIBV/X3ajH85rQyCVOE72DYUiHOhLQTCD4SHejFmJK8/t2apkm4eyFKuj49Em+Deu7NijS5EuS7czFSG/E2BLneWKq6MoAy+76HcsvXwCvyfUR4RzIYJVJcguU+BhoReifdLwWTsTmgTQ4/9+rR/61EqCoopZisEswMHUcIxsSx2dz6ftwPILt3GvkslCeb829UrHF106orUvZaq9f3UUzmdFEB9eu64XC0xo75mIVdG0PYceX8LvRVvB8ugkOptNmFZ3EWp70H5vtHc2ZAI9Rvs+hcwKNDw3KrE3OwLtvd2xuTPV0Zx/+1PszHBknJafyNnuH8JTRtPoup+ahTQ1IBUaoRQbYGYFKNHLOCbXopa90T+QSkLE5X6KxyXn7dpS/j9KxoBeYTajG0sWdTjmDdUCCFSUIfhX7CC0dnN04SXbsnRK+IfQ1GuTxYKt14difIhjmuWFvFoIDdiHYNfqmZl853EpKxHjL5BrwEIktHDMV6KvSBiy5F27rfNYtPW2vXtYiwas5her0ZMQDNEVVI4Hw9jurRKjGu/d+gZlZj0HABqNQs5JWy4zIkjhj6WNZ1Yw0b6+sBe/3bUB0xXnyLD4fdggNPcNr74Pq9my7sY8zLvueK8HKktwcNgEeChthlSE7Xy38BQeFZ2EwVIGH3kEOni/CWexB2/trCkZMCUAAldA3BgMY78oOfXSMexP5E+D9ZarcH2YzbDMUjIP0PIwPyXtwLhtquijq1lPMTtuJYj5ReUgurHvBY9HvxAqrVEepE1ZuiQUG3PhIvaCr8xRf5CU1ZoM+OXJZdwueM65ALf1DsX4iLaQVJJAIHWRFGCLwX5RkewvUr4DsTNlY1cOvSkbGkMsNyacpU0gFPzj7Kpvr/yB7Tcd7w3yio4Z966DGzDR2X1amsSNPTLWvGWO13HjvQ+xONHRSbu+shA7O30EqfTlmXVzLi7EL08cF4Paeamxrf+3dnp9ZtaIOwX7kKq5DRZm+MsbobnHSEgE9u/lqZeOYn+io3HWgJD6WNGxevboS98wL7nDqzbP4GteDQD4khe9pnhND9T0wAv1QA0A+ELdVFPon90Dr9qLmTU+gT5nIObea4udCQ24SReJAUHPMLv5Bai8f6nQwXnr4jbEpT1GTq57xWSSgQXeXgWoG9AAW6ysvi1PL+GnJyehy1XAqC6fBLAQOxsg9SjDhtbj0cqbTrAjN85DKUc/dIx6ShNOjKbss53338eMq/zpK04iPc4N7QYvZ+pg2nL3CgTJkvBU6wq1lZUUpiiC3ihC79Bu+LoVXQnuvn8Z4nP5dbREIhNuj/kYzjI556JZf9WSaleXv2ztg0mtacrsX7EforXbSd72FBlkcA+irACS9tV43UpeIXuyfdeQEWhVi06SWNaM3+Lex4KnXtBbNa8IKDIyIBFfN18BIZkIcSlNz8Dm96t2SDNuG8FIqUD++L0/4EI1E/No31JsH07BGBJ6sw6/pW7B9YIrYDmIjUEHr64YHjAWIquTJSk3+dJunHiaDLaKCDgjMuPD5q3wWSTt98nnv8N1LT/rgmxfHtkZHQIp26fN7z8gu0QGaIVgrAAoS1hhKhPeqqPEt22pQ/XwwwtwM5l/HBFw7fbE9+AiU8JgNqHOpiUQyc0QKw0VGKTZIIChVIp6Hs74YxBNT59wcSqe6cGlnZebRxAmlIBloZIacNqqJXk19SpGnYuBVGSBrspYdhOVoY2bGmv60JQnc9F0xGWdxyd/dUeC1STHTVqGOc0vonsQA7E3daD7/cl6DHGpPk1qbUYfTGlGnKmB2XeG43KxH3I0Kg4kIyFkzPBWqdHSKQdzmlNtJIv2KIrzv8Q3yS1hlJu5thOwSlYmwKyQ63Dy3gCBVfOq/YnPka9RQaeVVmhuMgIL5AoDQpwJa+xnrs5zSXPhqj8AhcSEOgrK3DITZlexOxrIi1DiehChLtQApe66+TDyphUD9X1Lccw65s4nDoWn4A5+et4B99VUYF7CmDDS5y4GeT6EX60nEAlIGpYFo69MQXKyO7LUhIlBJ3/kmdQ5/BF6RYzFyCDKRItJaoXTaQF4YKwFhZyuOBAWp6FYjA8bnEaPUOpG+bwkHiuTpuNhRi08zvCv0AL0cylCm7AERCqkeKc+ZVTOOP0p9qV6w7dWAaQy+hwxmwTIyXRFHUkR9o+gqdc3n3+NSOFeLLjXBtviG1Y8Y/sFxuPHFhdwWx+GzuHUHOjd3z8EeU4saX0OgSq64JGlVXCu0YTdsmsUrfNE8nb8+PguvIstuJvrz92VZDGiqXcGMp2FmBcZjQ6BdJFlysWxEMuMuJRVG2XW56GTWIfOfs+QU+SGzV2pAUVK9i6I9XMxM70VDALal2R8+DI6zAu8DtbjFGRSyjrtdPhLbI08jUC5PUB9NCcEO3OisbM7fX6cinsNn8fbXN+5H63hJdbieOcPIJGGcvqhDQ/O5gXwSfHOfgFY25amAN/MfB+pWn7jKgKiDKp9mytnMSQABRQk5w1RYwg8qe7klbjhaOPK72Z9v9gbTepS8OVSWjLW3F2Czc1PQVRJK5Bs++FxGzg5vYtpLat3luU7j0xtCToc5U+ZJVfhcv+P4S2nCzesRQ22YDRgqmLwIWkD7vnO0IWTq/l3sOhJ9QtMa5rNrgBmcjUp+OzMPFxKIUCfdeFGYMb4xo/xVbtNdoYl1Xem/ZY0TQF+vDgTf6YEQWsF/Ru45aJ9nUB81cIGwJG9jmWsxY0Ce+apSuSGd8IWwE1C9WVfJtY+vIr5t/lT2dv71sL2nvRdTSI+ZSoCJQchgrAC7CPp6CnaugivfdzusIcSr2N98m4IrIxss0mEEX4D8Wa9zi9zehVlNSYDxv25BY+L7dn9rb1CsKHdGM4duzx2x16GpOw79Paj7GBi1LMzpTGiQhajrf/Lg2Uvc8K3c5Iw8vBumIj+s/UdLBCbUdtLjpNDq9c7rO4YLFsGS1Zj/JLeEGvTGkHP0vd2tEsm5oVfgZfndDCK0S9zilxZkno+/8pP2PyUrfhW611Li4Vd3oeLzAY2mlkTDj2fgedaCuqXh6e0NoYF/QSJ0AaW6swm/HD9DHbH3+f0JMndMSw8ErNa9YBMVD0D+6VP/iV3eNXmGXzNq9yGySf7wuk/IAW4NFuLtb3ofV+TAvySg7KmeE0P/If0QA0A+B9yIf7bTuNVezFz6Tf51KWzxCBBVpkSxNXQTUpFjxnXdWBklBHV/8wi5GiK8EnQHchNlBZUJhJgWWpTeCtdcaQ71Z5hLQWIPrYIxSYp9DoxWAvDufJK5Ub4STQ43WcOGIamJbXb+APSzQpHUqEFaO9GgCgqrp2c+Sbm31TgRKbjx+7sqEsYEPUxXBQUYIraMQ8lOgEEeobL9CRAByFGsVIWb9TxxKx2lLXWcf9c5KhZ6Cql3OYJngAAIABJREFUSJWPVx+/AhzrPgOeCicYzGbUW7Ws2qE8Kqo+fuzcl9se92wI6jg94C1LNPEkVsdUMuGN2LwErMYxZYUVW7C5/+voHEBB0iL1DiTlfoWNce1xNTscRlaAhm4ZmFz/POp4DYKvO9XwYo0PwebTST9fMK5rwMi6cZtG7f4e17L5U7RaeJVizygbAFhel9pUimJjEdzE7lCI7NPvSJmPzx/BwXh+58kZxNQlijJ43jz3FR7o+FN1yPY59Zqjbxhl5jTbsxiFBiM1arFjogFjI6IwuzUFPEceXorryfypz2T75bffgp/KHSUGLSJ/XcmBmKRShjA6yD8Wmupa212Is0Oo3tL4CzOQSSYrFjrhIi6vYiFh1pH0QuB0FzomjsYdxQfXHlUnJYm2bjnYOYACN8kpb6OW5CLSTSbEq1UwWhiEqtQIlgigNnjDK5gCG7ufLMMwl9VIMSggZlg4CYzQWETcv2ESNTbl9MKExhSEm3lrJB7rPDiwhjCHSC+IBRZu3EdIi7CwxQ6uXGreKZyJXYvavrk4VBSCfJMUXiIdhrgn4VZKAEa1+BQezpQB+P3tAYjJjsBY/+uoo8yBmWVwv7QWdmW2wPigm5gceZYrdyR+AXrLN+CeQQEJNFAIjSg2yaAQSBEi1SNFshf1PCgLr8nO71CSS8ZcFZaG0IKOtZ9jS28KghyL64amThSQyzfKoTFL4S1RQyagIJuHzx1IRT6cbtza2G7wlpbiudoVsXm14CbXoIF7OlzFOlwv7oO5zWia9tnEaOjZYrBqT9RTaSAXmpCiVSITRqjkpehpBQCfFDzE5jQ69olsgFYvhURkglxCQcNAgR/eb0T7/esz47H9KdHEYyESE0CVhdFAJrMMOvikYtsQ2p5LydMQLTvM/V1qkCCzTAlPWRncpTS9/HRJPfSqQ7eP2/0JLmcHcqzHAEUpdw3TNE4caNjEPQv7x1I91tNJm/Hl43jIJSZIjCbIjRZoxUIYxUJo9WKsatwE0YH0ud7x8OfoHfqIY5dRIyMWKrEeWoMUJ5Ia4epgmn5sLpoDlG3F3tza2J1bG8VmCfzEWrzn/whtXbIBt8MQSCmY+8fDbujikYICix461sJxCxWMCO4CCXZmN8e4Jru4cjlpLfF1QhNcK3V0hJ0b+hd6hi+FWBoFg8WEqIPEjIQ/nTvS3YLfO9Prcj/7U8Sr+RmAdgCg/jpQOBY5JhHiDFIOsDOygLfIgnpiHYzC2pB5U+Dp0uPRCJLHIaAKoKk3C/Cg2ButGlBdyJNJDxDJjIOvzFGT1WARYM3zb/Bp6zFcWRIWUwpQOBEwp9IfBL6A2xoIxLQfSWRqStFu70q87hOPp7meyC5TwkeuQYRXHg5kh+PqsA/hraAsyr9zzWWcvqqQoriQfQrLEw5WHKPqH8ubzESAgjppn3v6OtxEsVieFI2Hah9IGDO6ecRjYtBNpFqmoV2wDeQhi2Eb79zC/thHKNLrUNvNA1PbRqO5H62rPCZf/RVXchMggwG1xFpoLUJkmJRcSu/6Nm+ijRd9t/2da264qhnGhlTvqFtd43KK92D4meuQK/QoNCo4MMhNrEWJVoGlzU1oF0rvIYOxBPrcKAisQC55J5AFLi5YQCNfC283ewCZLCDdz0uFGRZEuQdBLuZnNBdrDyG/9BeYTIQhXAseThPhorBnjC1+eAYbnvID2V9E9sDbEXRBk4yPDrvXw2ixwE1SBk+JFhk6J2hMEvgpnXBpxMQKYxPu1E2pYEsXAMYHAPnOknYBo/oEzD/IAmy//SdkFJCXLwtGZKHvSuv78tturTC+oc11u9oBV2kDSaNnc1pyvxCH7wy9Ci4iPbwk9HlYeRy/SH1Vy5B04IySRHgq/eCptB+XpCxh/l3IsTmaV96/mfswdPC26WOWbyvW65ClLYWPQgVX6cu5Cf8jbfif9nnV5hl87akBAP+nq1yzvaYHanrgH+mBGgDwH+m1mn3+1z3wqr2YOUZBbnuA5TOZEIDxOg9GSCdv71/5EtP8ziBYXgqd1TVQJrQgtUyFRRk9sKqdFYjSX8DYU3twpcTx42uQZzyWdp0KRtyQq3PUri9xNdcLrIS1zf0IaGdk8FpQMX4eSN0x84p/hVI9HwtiW2JPSj1ozWL4ytT4pN4t9AtIgMLnNoTWFM/X932BO+neVpDHdkkJc2xeeyNGNqYOpq12L4TSMxt5Oc5Qlyo4gEckNsHDswRiiQmHOn4HD4WSc6urv34JLAZ+A5QRLSIwL5p+3GemjoCPhK4sE9MR4oIrteqYEXBG4k8BstiCbPT9YxNAgLAyIRiLdfIhswAKM4aERmFxOwpuJeV8iIlnpXhWbD+JdpFosa7TZbSpTRmHXGoYdy35jCvItTwHRkgZVfPOLcIvD/lBuPENTPi2O9VzfJnovX8LYgtsjsaV930ttC5WdaN9tO7e91iXXo2DKcviTKc34G41Fnnz7C5cyOQzGwAWtu2HYbWpxtfC6/ux9ip/OZVch/sTrE7JrAnhmxbDbGXKVW3fiDpmLOhENRUX3lmGsyVU96ncTLJc509oEuB4N6pZdz/7IQacPFZtVzV10eDAQApkH7z9Gep57YWWZTlQjaR1E7COwEb5hQ3RpTEFJNJKk1CaPxR1ZY5p7890KqQJvkW3IJriufL+QJwtLWeL0tMoP89OqnR80pgCAWvvnENc8TakSxwNerzLDOjoPxEj6lOQ9kxCC7gI86AU2ufnF5rkYOCE6FA6xlOyVyBTswFBUpuzL/mdMCULjF6oW+sApBIK2vc9MhWx+V6ARgTGTIBKFiD3vcqIIbXisbjLJq7c1xdGYErti7z9maJ2g68vYRVGoMxYhsMp7ZFvdgQVZYwBicWBmNOSAlF749ojiLWghZv9eWpMIpwvUaJ/gxtcOZMxFz/ETYDRykqpehJ9nCPQKYSCiq/tmYaHVTQ0y8sTc6Drb1Hw4nDcTnRzngW51RWcGCmR1GZyjUg/rX3eGx+0omDhwlNjsDaO37l2XPgD/NB3C1fuSsKPmHDfALHYzIGThLBHQOkyoxhmowBbmnmieTBlxzba8z1cVBq0902Ep0zNQRyZWhdczgqDRi3Ho5H0PM15I7Ei2YQtWfb6W+TJtCDsCnoEfwCBki4w5DxvgFKmiMPkDWYhhAIL554rgwDFhnA0CqMA3cWnPbA/LQgnigK5c+XaTJ6LBgE2NDiH8NC98JF7w2Q2oNMf3yDfQBcWCAhFFjoo5wbo55+KJW0oU/F57ke4UcI/PjwELDqFUiafRl+Mwpy2OK9zcmAWhot18JV1QKgvBXNX/DkFI4IvIUOnQgPnfIgFLBI1zlzbkkvc0LcFZeaWlpyGUmvPYKs8Rp7oR6N+MAUqLaYsII8suFTVuBACnkchEFEQbPOjm3icuBb7kki/sxwgReUeGAwNjUXjiCkYU4+OCUve64CJP70VlUxN0gr34ONYfpBUJTDgl2YzILGm5sfEtcDnT3qi1Gz/XIh0ysTEwEL0rEfvIZKK+uXZk9j72D4lkrjqbh74OtoFUnYoKdfy+GwO1OWLSRGd8H49uhB1Nns7LuZSFmbVEDESzGyw56VNM3LypuKNmyYkaqhjdXkohHqsi7qA1mEUzE3L+RVuZqplyhfpZZ1QJ4xKdlQOkgZOnl2VGXqVt+eXbkR20bfcO8PICiFm6Lj3dZ0NdyfKYiUxPGYD7hfyS5B08a2DNdEjuXLHkp5gylm6QMAXMcPeQZjV0ZkD/8iCLlvFSVzcFIz7Nrs08WorrLSBW6hctbSCBV51nw4R7vi1z1svUlVFGTI+uO8UC/+3Atx2QCClAOH/RRxN+w4J6su8VXvL6mBUyOr/i8P+U+t81eYZfI2vAQD/qUOiprKaHqjpAWsP1ACANUPh39IDr+KLmdX+DraEAiSVg1F9CkZF0yFJ3E/tB01ZEVbn1ofQqqVlNggxxSsWSrkrooIoCHI/8xgGnr1fDSOKxV/9e8HXhWrmdNk9ByVFQKFeXrH6TlbiQ50KoXILwKFBkyuOn5zeGUHCDO7DWmcWQi4yc39nigYgwMuWLjn0t+m4nWf/8V9eybx2BoxoTtOKu+xZB40sBU5OOq4e8q9AQP+bke6Oy0M+rQAAm+ybjbJMwsKwZ6iIFAYMjaqHua0oY42waAqL9+C7W+1xJiOE0y4Ldy7At02voLVPIcS+dHL6qCAbrxEAsDzKyWvW6oeE2ADAxVe+wsr7/LpSXWulYVN/GzuR1e4DW+Jo2sExAKxGFOSQRdocDN61FilqeyZfoFKLAyPfhbvy5UXne+3bjLhCe4ClvHmVAcBc9X4Mv/AXilHV0ZlFK1kGlnecA6mIgsfxxXkY+MdGaK2M0/L6Wnh5Y2ePtyqYDxfS4zHtzFbkFdubHRAmVaC/ETFDKOhLdBKXXR6N5bEtHK6lUqzHvcGuELlQ3cmTGdex5NFv0LASDggg157UJxcZEKlwws/RVK/vUU4c+p2gOnt80dGLwdY+1Kxk481PEeR0EuvudsW9nCAuxTTEJRcTGp+DxeKC0c3OcOWKdbkQF3SAjMeshIBGCZJfUdeDMkQyimPw2d1deJDlD7WO9qlSpkdDn2wsbtwbQW4UeF12ay+u6k/DzGP5TQCXns4j8GZDOjFPeh6MMvBP4F0ZKfwDqKPtrdTp8BM6TpLJNo1ZDD+vE1DJKaAUvX8GMsusIvhVx3twEha3X8+VG3BkKgb63EOfWpQFWB6EhfnxjdfxU7cPKwDA7Uk9qwXrnEzAuIbUGXL37dcwzP8p7/V5WOyOqLrUXddizsfllD44pia6k/b3eoi4GMP8+sPDlQJrDX+dDY2Gnw0iERvxdAK9D0/G/4nskgWwaKRYE9sUuTolnMV6jAl/hKiAdNwpHI/p0dREqDC1EYaeHYykUprWXx7+ilLs774f3iFUQuBB6jJcz43BwhTyHK3MfGXwTeh1NPcehPq1qNlBnR1zIFTQlHuSJkxKl+sBmtQiPBtHn/3xaRMw5K4jU49scxXqcapDNKQqCjqnpgXhZoEPfn7YFUmlXhAxZrT2TsJHjc6glsIDAf7UNGPi5Zk4k1r+jLG/6H6yUuzv/WkFAHj5WQfsyYzE1JA7COUWmYQ4mR+EC4W+GBWYglZWUNFcsghXC7Yi22yf8i8Eiw5ywN2fPmPVxlIcSe5RzSgGvJWT0Mufghc9d6zD/Cbb0MQjB+RRYwYDqYBFoV6KoTFDEDOegno6zRlISqmhD1/kMm/Cx4f2pyV/lFWnj6ekKAICT/q+3Hx3L+ZfTICPXxH8fQs4oJRo9qVnuiM32wXfdG6IMY2oOc+LAoBs2TFsT1qJg0WhDgf/xPsB2odsByOigN3b597B5SL6d9WYEPgE01pSBvGNjDSM2Lubt1ywiyti3qTM+pcDALfhYu5e3jr/UQDwpzuTsCbRpjFYufIWrmn4rds67qe07E1ws9BnOF9UBQBTSgox46+TuJadyt1DjT39MLdNL9R3pxqWJEzmAjxJb45jeXVwMr8hB6o6CXXo5fEI/Tyfom6tWxAJ6bv8hQHAxCeYcu7FAEBL4fuA/jRvexjn78AobOzUahteacP/5ALcwE+Fo8McGXN/VzcFADsAFn4zrP9rAPBI2rdIVPMzL2sAwBcZFf+cMpXnShNPvvYfkwK8vhfV2a1JAf7nXOeaWmp64F/dAzUA4L+6x2uORz8q09IQGEhNC16lFwirOwWLeg0s5udgBH4QKt8C5IPtVt+vxQ/EylxPB9F7k0mAD7zy0DqcgiBLbp/Cyljqwscxp8i/jI2VtLBVLwyLoIyGJnuWQoYC+Jv1yFA7QchYUMu5BLEWZ4Q4BeNIP9vqssVsRmrOKKgsjyFlzNBYJGDlQ+HnYXPgI3VGrl4IjdUMoeqwHFXPBT/2pBPjhdfPY/W963B1U3MgoEBggcEgQkG+E4xGCRLfoSnNJAU4cudc6Ivl4Mwfy7OEBIBAbsKIOo0wrwN1jk3LOYiJf1xHXLG98DWZIM9qGYeRbSjoRz6s6+5cDBOfAyELbO48Ap0DKHNq0h8rcTKF3402UGXCxbGUsVYerO4MWM16wJwGCLzBKMYB8tcdmBR5mgzMi9mEa1k0t7alD4OvOo+Hl5Oj6caL3N5fXdqLHXH8LLzv27TFW42o+YrOmIrbz7tgybM+SDa5cN1JuIidnJIwrnY6GvvHVLg/Pik4ipmPjiIxzxMavZRjx7grNWjjm4M5jZdCLqYufGsfX8HCuzHwspShTCuDkQDEUgMscjNKGRkeDJ0GhYimax24/Q4+vVEXrICF0JrSZDEL0dQ5G78NGAKFggJry+IOYGfytQoduEo9DGcJg7PdaOpkSlE8Oh3cZ++iXXExgGFBDBZ1oQDg8bhxmH0pxMGVVSo0YWbbUxjX7BxX7kb6XjQXUtCSL2I0b6JbbQo03MvJxKDjW8vlmSqKk8y2Xb1Go7UfvZ7bYpfjcCF/ijbZPtanLQbWfoMrG/88AAY7YMl2FgpGgpAAep33PB6D9i4UZOOL58wKtPanqaiNds+CxsSvm9TLX4e1Xehk/L0z3+FEsgJjw26id61YOIl0SFZ7YN2zaCRqPXBj5BdQSSTQGwqxMYkA7wwI+OMkMMHACjgjEhL+MGKQVbvt7IPe6OJFQcuqoTWJoAqgIvelhgKoczohzSjFGY0vNBYxx+CpLy3CQGUWHku+QlMvCtZF7ZqFkgJ+cX2JUo+nb9LrU6pXI3LTGgiMjoxbi9CM48MGoIE3TQnVZUVCowenF3g1l2gQMmjhmYUZjf+Cq9wIqS89z2JtIgQFr+FcYQB+SauPPIMC3hINJgc+RrRLFsReZ6CUUTCv7u7ZEEgsdJGDmPOQfwQsZeOVCfFkNDUROJywFd/EPuP+JmxCwogm0g3lbNKDHScj1JkC84fut8S0a0NgrKJ5GajMx9pOt9Aw8BRX7uMrG3EkJZu338mP94Z+Bicx0Zk0Q58ZATEjcvAGMrMs0hGFED/q/srqL8BU8C6eGMXIMIk4gM9FYEEDiQEusg4QuFOmYJkxH3uTq9dEreP6Dlp7UZfo6TEncTT2DqY2uobu/imQCM24l++NeffaAtIgnB9L3xlxuWlwLn0NvgqeFGCzAJc0y9G9Ti/ah9mtAdbmhmrXCYwcAp973E8nHy3HgmfpqOXn6HKfluGBb+qFoGt9uhBXngJMdDbzzVLuueku1HMMUMZpBhjy3uYc4TNhyemG06U+OFUSgCKzBL6iMgxxS0JTlQSM19kK84zoI9ORb+Qfx328crGsA2VJbrh9E3Mv8Wvrke13J70PZyllEU7661f8lcfvZl05BTi+9A62pzjKTZA6aquaYlwI/7ZqBxQBnS9MxflcfndWkgp8bQBl8FZNAbarkxj5yNfAx41Ke+Ro1eh3dAtyy+zZ9U5iCQ6/9iZCnSmop9FdxsIHC/BHPpEGsI8+Hg/xReR0KGXUjXfRg9PY+Owv3qZUlwJctbCvQoXLIydVLIRZcjoCFntNwYp95EMgcKFtrxysORdgiwGBv0OaMAHrav9Mme58ER3si+0DXw5UrJwCzFfn/zYF+O/GBtl2u2AvLubwu/s2dRuKjj62Ref/qa5/1/ZXdZ5Rub9qAMB/1+ipOW5ND/z/3QM1AOD/39f3P7Z1r+KLmWUN0JbMgk6zjXDYuAm1RD4YKpf5dh+EUy5PQZmkjLfv5QY5VrejqRNrH1zF/HsxgEEAcG6wVG8NIhYQW7C6/WD0DaET3t7Hf8HTYv5UkIHBDfFT9MCK47GWIrDFMwA91R8DxIByAhjVRxWAEfm1zs+LqjXsaOsnxo5hlMFDotVvq5CjqTqZYzErujveaEhBSqJ7VHsd0XDj16dq7ROA3a/TdJ32W9Yjo4TfrVgsMOPJBxQIIrH72T1Mv3bcodrOvuHY3I26xpL47Nxx7HvK71BZx80Np0bYnHgrdnqBPx5nH4WL7jv4Sen5ZutVKJB+i4ZW99AXqMKuyP2M9zDlTxc819iDn009UrCiUzCC3CmgSiKzZCNSC+fY7S9gZKjnvQ1OMsLOo/HDvbfxVMefev2GX230CqLg5+Yn1zGHOAvzhIBh8GjoF5AIaT31Ny0ApEYoXbVgrJiMQSdCaZ4S7zRugZmtKAtu6q1NuJgTz1unWABc6UUBwBx1Klrt3EXTWasOESODT6LK8ElLmmY5+9z72PSIsnIqTE3IvSEAWnk/x+7h1NjjRuomNJfM5z02+fF8YRd0rU+ZLL0PbEZcCT+bIlTpjpihFOQ4lLAA27NpSjNfTKrVAt2trs6PU0NIHj5vOTPrjsggqnO569Gb6OjKzzjh+ka8GU28KSDSdv9SZJVRbdGqMb5Oc3zXsif38+abu7Hu2T1kauwn8QRE95cW4MzIuZCKRDAZy7AhsQ/qSzRoIyvhtBJJZJokOKt1gy8jRs8ICqhejh2Otm78Jg/FRgncAmlaZZlZg1/ihmOCWwKkVdiXJ0p94en+HVp50PHR7+QPeJIugUlnD2oyQgvc/EpwewAd35nqUrTbRK4V//NjXf+B6BFKnVafZb2BEPYqhFWKEtZnEtMAEb42XbcTsV/g24cS5JSVM5NZ+CrUmBvJoGtdKp1AggCABPwzqKVW7S6AnKPEyQChSYjHoynQvCX+ApbGnkaZVgKTqZxdx0IiNXEOsoe7fIwQFRXTf23PVDwspHICVWN0RA7mdqUO2fOur8MvCfm85ciPD4d8BoWEAIAszFl1OSCLLyzSnhC5UadkjkFU8i1QVoWNJvAC474bjIiyvwxmDXYn0mvFF228pyPChTIaSVrnG/t+xDeRx1DXlQJxBXoZfrjTAZ92noUwV/pMSy4qxMwTs7ChwwkujbtyzLzZAd0azED3MHotLTnRhLLHf3BGBYEPNSs592wdNuXf4DNF567bRK9odKxNU0eJZMfD9HHYnidBsYUuaHgJdRjvLUOYH3GttY1FVrsDbElVhpsUjNsGMFKa6k+i67HpSNfzA4CjalnwfWsKwn0XcxbbHvDfQ2T7w8kfQiGh5/RcU4Bxl35BgcEeMBsR0gozI+liWXkczViDmwU0xbo8lCJXvBu28B8yAfno0ic4kc3vIOwtVePSa1SqhMSzlGnwF//ucGumayNRpzZlApH48cY5/PKYygRUjcFhDfGTdQEwpeQihl85zmtmQ1Lpf4/uiyBnqplHTEDG/rkFsVVMQFp5BmND+7F2TsDbY+9i5mX756xUKMSWXkMR7R9UcUqW3B6AmcfRmZSQj4LAxTYeWHM+2OIvAEN5Or2UZgkoJ1csFpJ7reGaFdWalX3Uqi0+aUMBzRcNYgLCZjeutjjj/P0/ZALyoscnJiAHn89AmoMJSBiGBS2zMwF50Tr/1eVexXlG1T6qAQD/1aOm5ng1PfDf0QM1AOB/x3X+j2vlq/hiVhfNgF5LwD/7EMt6wYlMFqwUkHGX34dIwqcVCJgMCmxrt4qrIEtdija7VwNV3GDJNkbEInbcVMhEdIK55P55rHp0BSwhoXHC0sTClLJOVkQPwmvBDbifCEOELRjLn1KlfB8Cp48rTj7i50UVTptV29Te34CtQ20psmazGW+c3I1bOamcHhdxdpvXri/6hdl0sEp0OkRtppNPvojy9MHhYeO4TfVW/wRDlXTV8n2IblDSR9Psqjj7PB6zb51FXpmaY6gNq90Ynzezd5Hc/vAuvr7ED24NCK+PFd2rZ7lUd87JBdfgVTYe8iqTWL1FiEzpBoR5tHvpe+tRRlcU6lKwN7Elnhb7QMRY0NgjFf2D78FD2QO1vexdKQu155Cr3g2jJR8yUQj8nCdCIaljd9yJN97ijC9ICqKHUMfp5mWYFDCwInR1VeCduhQwI6nCfU/8AjM3kCoHg45+YdjciQK0aqMBLXYvhJOH4zg2GQWIENXFnr70Wk6/swNns+z1rsprFjIMrvYmpgVAgfYReh7cjTyNihu7HC2HYFFmhnMMXtalCAPCKfNiyO6vcTvb1VGfEiyUEj0eTqassduJP8HVsgMhqhKH61BskOBCbicMbE7vt6gdi1Fi4ndVVggZPB5LQecHWavwU/JtlFqBg8oVk76dWrsn6niO4n7+K7EpXMQ53D1hsQJXhGVH7st0fRP0CKfpi4/TF0NhWQ6JVd+ucp1pemc09T8CsSyC+/nr6yew45m982J5+a1dR6KDHwVGz8ctwR3tCeTonHAnO5jTtfNWlqBLUBz+SgnH1r4/gRFQA5uY+DbopHJkThWaRXhiGIDoUAqi/hW/DK1V/NpOf+YEoUuU7f5a9exraPT34GfWIUengEpohFBuQqLZE5/XWw43CZUXmP7n19j90IXqY5UDV1bGc7BfEf4cSgHAQ09j8ekJe0fRyv00vllTfNueGhgl5M/GhbwT6K4ogpdVf7HAIsIpjTtau7VBfW+b1EHUntko0TmaEBCm4N1hlNVHou6WBdAbyhdiKh2ZYeEmFePOG59yP+5KuoKvr52DmUt3tw+p1IA/ek1GqBN1ZW2wYS60VkfhqmUbullwbDgdc/sefocZD8W8CzLRbhlY1elbuMi9udR8S3aDaiBSAl68DoGLDRAnwIS+eCsyCvaBteigUtSFt883YIS2dExy/JPPJyNH5whaCRgxBgTvhpOYgpisORuWvIFgWPuxxLkrc+7plL1MnEB7bd8CCfsU79S5jyBVCTdGdiY0wL3CMFwY/y5cZTQt3FL0OaA7hBKjBPdLPThQqKEqH+4SPSAhTMWNXLmbeX9heQL9my+mRryHpu5UMiNJE49FcbNhqXBEonvIBDJ8VX8OvGX2rrms/iJY7S4KRAqDwCjfAVPJgITsO/vGLGx/zn/sdS0bobPVTXrh5YtYe+t6ted5a8IUuMltKfFZZcXYGH8RT0uyoBRJ0cu/EQYENHFgopNreTP/NK7nxUBvKUOAIgy9a42Bs5gfxGNNyYApCRC4AOKoCiZj+YntVQkcAAAgAElEQVQdiH0PXz7mB6f7+8RjSXvq4l0eKZnLINJvglxYBoNFjFJ0R0SwvSvzG6f34EIGP7u9gbs3jvenzMtreY/x4c3t1fbRzy3GorUn/aYhQUDAFQ9jcDkrBWShqmutcExp0NEO/CsveyEtCTvi7iFHq0GIsysmRLZEAw/78W4p+RHQ2revfP/Khm5k0ZfNH8mrJ8k4fQFGSRmvJD46cRRHnz7hbdP+4aPRxNdeLkRvMuFedhbUBgPqeniilrNV9qFSDZaCNwADlV2wDzEYz+MV6enVduT/coOZNeJ2we94rrkDFhb4yRuihccoSAT/foOPF2naqzjPqNquym1450T//5gU4I29j3Cn+iplcL3ImKkpU9MD/y09UAMA/rdc6f+wdr5qL2aLOQeF2VV1pGyd6uJ1GiIxBcPeuvwlIKlGt8Xgjc1WE5AnBbnotY+K1VcNMg29Nua9CldDvdmE3gc3IimPAB22WXTnsCBs7j7cthKtvwK2kKbeOYYUjM/NCmfh8BULYGaEFQyr8vIsw6KpVxn2j7SlDF/MuI8NSashtjpykrJKQ10sbv05xEIKUhJ2SPjapdUReNAzOBzr+1ImSeTaFdAQ11qe4AMAX2T4zrvyJ35/EoMCPXWCLA9XKXE8rY/fBg5/kWrsylx/NgYtnPgZDbdKm6FlBBV+f5mIyxoIrYEf4HFXDkWIR/WpRNUd56Obb8JPUopEg03IXyUwQsGY0MgpGKPDKdOIxFICJj++bHedVCIpjvZ6F4EqqqlGUq9bHPsGQsJG5YkgYTD29aSaRmufnsbGBP70Vg+JCie6UeaU1pCOGXen4dTjhigz2HQNGcaC6Nrx+LyeK5r4U+fJBmsXQUeYsXwhsCDxA8qSvJOyEzOv3cG2Nn/AjQAG1igzC/Here7o7ueJN6yswmZ7ZqGAx8ma7OIi0+PeCCp0n1p0CEWFc7EwKwr6SiYXCoERM3zvwsVjKfycKPh8L6k7xMKnKGXJudruS2KykGvqhLahVPfvYdYCHEy9gjf8b3Iuq+VRYpJiVXo0FjSfBYXU6mat06Lr4Z9QWCUVtou3Kzb1sGmNTjjxAbqHUw25qqExSDCm9ilIpVRXLut5FLzF/OnxR4uHYEBdCrzuvvElAuR/oa2nfXpcktqZcz9v2sCmCfW8NAFf3FgIgdIGJht0Qrzu1wyj6kysOKWhOxfgVp69Dl35RiexEfcnU3bq1fRUjN7Hb3RAtk9r1w5TmlP35fOpw2EwJqOjohgSa3+aWOBSmQvMAn/0CKEyCxtjz2P2Df4+Itt/at8Vg8OokH7UphUoMfEzL0NVbogZTSf7G55cxI83L/H2O0G0zw+ciGArAzBi/QLO4IAvIl0FODKCOmlfS1yMxKIYfPOkLahXMI0AWSm2NTkJv8DLkIjklNWX07QaMyqAUX0ORkWZrCRSsjbC37IQQgEdc5wWrC4M/kHHILAyfcnvpcZ0nEp7D1qT7b1FEsbb+nyF2s62hRNL6XJAQwF1hxC3hMCD6uCRiM3NwdgDv6NQZxt3hF28qk9/dAujY52ExWLCH4/GYHpsA04Pk4RUYMIPdR9gaNQ2CAQ0XTZBnYjvH1E2MV/MbvQNQpRUo29NwjLcK6LyGlWjs1cPjAyiKfwvE2pDId76cwHul9qzAN8OFuLL5jZt4N0P72PGuerZvrFTPuaYuS8b97Oz8N6xwxxTtjwmNm+JL6I7cKBYebCsEWzJd0BZJc1AYRgYt9VgRFQug4SlZDYm3E7CxXx7/UMvaSmON38AFz9qtPQy8f6fh3AsmV8+oY1vEHb1ogsnj4vTMP6v6k0ktrSdggYuNn3CnU/u4burZ6A30wUclViCxR36ok+I/ULYi54ra9GCLXwLMFZ5DyvegsDZtvDJyYQUVaNlyajAeBNGKr2/C8q0GLVvD54V2DN5yfWZ3KKV3ak9yMnGe8cOIaPUdi0nNGuBL9t1tL+W5nSw+WMBS3ql/QVgnGeDUdiyH1603f9t5V61eQbf9akBAP/bRm1Ne2t64F/TAzUA4L+mn2uOUqUHXrUXs9FwCyV5tjTbqhdU6bYeMjnVwfn58e+4reFnsjRT9sWHDeiH28nkZ5h02paqVrXOfQNGo7kP1ZI6kfQMk085GiiQCdXhwWNRz4OybQiLgUv7qiYYzzNgRDQVJmzdAljkLKAXgOE0r1iwYpZjZzWUMzg2nDrcZmsL8MXd6RBLDA61elmaYV4rW6pwkw0rUWTkARpYYGOfQehmTeGbfeEcNt297cDwIgeQi0V49J6NqfiiN8+X59ajc9AyPMwPxKO8ABA34TCXHLQPeIK9ca9hfV8bK+hF63yc0A31lPy0j6caf9Srze8g+Xf155RsRFoRv6h6uNc2OMs7vejpVZT7NW40LqodWU4yxoQJgT3Q2PtNrmypQYfeJ9Yjq8wx/XpKg3b4LLIzV85gNqHdqerHUW+fZpjdjGrWXctJwPs3N/Km5jV2isCG9uV6WxlYFDsJGXolErK9UaKTQyoyIsQrD55KNaYFtIW7Nf05YtVimLm0eMeoDBDfzkrD4GO/wVemwaigOAQpSpCtU2DP87pI1Ljipw4d8XodChr1PzEND7L5TW/qeefiRB86PowmLfIyCRADxJT6I98khZdIh65OGdCzYgQGXINAQCfwGWmReG5WO5wkOfMAcSj8/Wlq7bnnCxDG7kKmVopimCERGFFmlqGuRIcUiwvq+i5CgBOdJM67sgjrkxyNRVRCA37t2A/N/Gnq9+RTb6NLGE0x5gtfyVp0CmqOMqMG0vym1ZY7Vtgc/evv5LYfuDEWAwOv42GxB6dDSLQkCZs0yiWXAy5ltWyT+4kXPoNaUsIZ+JAyDMNyDEezQYS1LWfDXU7TYNtuWo4sDb9RCvGvTfiQsn0J6By1aT602qqmN+Bcxy+/OQVeCspovJDcEdHSLIdUWAJwXdZ5omMoBSon/bkJJ1OqcdEEMLh2AH5qR7W5Wm5b7aBdVt5pUZ6+OPw6ZbxufXIV392sXs/x1GsTEOFC2z58z5e4Xsgz5lgW81uqMbI5fQ7klDyAm2YIHpR44mhOGAqNUoQrizDK/wk0ZmcEhtiAV0vxN45pvVwtEjCeR8GIQrj/yy++AxftCN504RRdc4SG0GteHlpTAS5nr0ehIRlSoQuaeYxAoNLeadlS9Bmgo8wPhxB4Q+BtD4wSlvvOh/eRWlwMb6USQ+s3QoSHPWPtbl46hp3ZCqJhWDV+7TyqgvFqZs2Yfv9bZOkctRL9ZX6YF/UDBFatglmPZiBDl8Z7mg2cI/FRhE1ighQqM+twt+g+io0l8JZ6IcqlIUTWe7xyJXqTFnuebsaj4mxIBAJ08YtEl6AhdschwGe/nY6ZAqSQi1SKO5OoedLLRK5Wgz7bf0WBzlFa5Kv2nfBuM5scRLn+oUP9wkAwHkcq5EpSi8/jnVuHUaSXQk9S2VkGIiF1y/4m3BO9Q+376EXO92TqU0yKOcBbdG7bXhhdpwm3zWQxY9Tl5UjROKZ+hyi9sLP9xxBar+WfaUl445TjwoCIEWD/a2PQ2OvljbjIORB2H7R7wHJu0RIw0i5gZF3szp3VbARbakuFrtqw/8fedYBFdezfc7cvLL0jKCJYULH33nvvvScmmmJJTKKJ0SRqNDHGxBZ77713xQaKiqAoioIovS+wbL//b+4Ay7J3X8SXlxffn9/3+YXsnTt3Zu7svTtnzu8cxu0GGKHp+52v0WBt1Fk8z0+ATChF78qt0amKuVt4hkqFHju3ILPQ8l7OadUG7zcyBwuJpAvI7zp9LCBwAiPrDUZiPTX4Te6TzmBASEI89710tbFB+ypVYSe1fO6+SV3/5DLv2jqDbyxL92HC6b7/GAbg5h7UcKeCAfhP/gZUtK1iBKyPQAUAWDE7/isj8K69mJNyH0FaQDW6+CJNuBG1PIpEzY1GzAz/GbmMuR6dAxuE5Y1nQUAsdIkzaGoiBh3bZbXOkGFTUNmeMrKGHduDsGT+Bc242g2woDXVcGLV58HmTLNSJwPG/S4YAWXI+W9dwpd9zB0LVNjg/AAK7C1/sAvROipWXzb0eiE2NV3P9YmwU+qv+x25Bo250QORfDMAizt0xfA6wSVVTDz4Ha4nyczS3mo5ZmBdn1nwcaIL6PLEtsip8LHnX5gn5VXG6LrWWRnWrnP32SA0sOMHWSLya6FhkaFLedppNBpwImYsfGyLNYXo2amaMegRSNNlyxtfPxiFZB2/cURfV2/09aPMmQNxDzDntkmzqfR1bEUSPBg4m2OTknvZ/vxCqMi95InPgvpgaBVqArImMgwrHp2HnYPKDATUaERw1HsjZDAVC9foU7Eg+sOSVNmy1Y52C0QdL8pEq/bbMrAcq84ySgOASflKtNjLL1ROztzXc0SJucfYkE8Rk22D1BxzB2Q3ByUCHfOwqz1NZ4vOScHc0EVYXfMqPGSmRdrrQgU+iG6HNe2+RmUFFbN/lFAN+Rbp1LTNjgI5avjSZ8DTlAUIgIkdVbpXJH240Okk7IpSgDsc+hLxxS7AZbo/0KsQP3dcyH066cxH6BrAlx4Gztylj+85ONjYg5gC5aUEw64oVbbsiG5Pb4RxdSkYtO/2dAyuzP9dT1Ip4ONP9diUWiWmhM9Cvp58f00MN6LfZS9Ro7VNED6uR0H8FltXIkXJz/YlzLTYaRQAfFnwCpNu/oJXL9yh05jmslBkQCX/dHxZvxe6eVKAOimxCTyFubzzI9VgC69KlNnz4/1jWBNl7pJc+qQvGjXG1CJH5+HH9yA0mR/sH1qjLpa2686dujpqB5ZFWskFJaBxn5Hws6dMtPyUPuh0ujFStaVcxFkWfbyf49cOARDY0b5rVAehzpkBBSM1S/3UswbkswI4eT0pYRqxxgKwOR+USQ2UgHH4EYzcxNaLjxuOynJ6v8qG3shA4m1KV1TpC/HLs1WIVpo+sxfZYUb1D1Hdjmr1kTAqFwEqftY6RLUhcOUHf3gbUfThZ6HHcTCO/xnb0TsAG9qZmNuvVYlYFrMCWVqTaYiLxBmf1fwUleSmdNYVT5fgSR6/LEFzl9YY72dyZE1QvcaymJVmdVazrYrZNT6CvZgCzuWJby5fwI4oalzCF08+/ASScjIAN96/ix+u8W82eSkUuDGR9odj/6USsN9ys44cZxx+KZkja2NPY0c8//uyhp03Njb7tDzdLim7/P41rIw0d48dXaMBvmvWxWxuv8hPxSfhW5CqNn2PPWQO+LXxePgrTCna488dwOXX/MZEQwLr4qc2Pd6qnW9yElt4DGyuuRyJ6TwxGI/7YBi68aY36rH6+QaEZZmYpzKBFNMCpqChkwmw2xJxDwtD+Mfdw1aBW5PK5xb8Jv0oXSZTpcLk44e59OPiIHNoQ9+BqOXKv0FW3mv8U8q/a+sMvnGrAAD/KbOpoh0VI/C/NQIVAOD/1v18Z3rzrr2Y76YkISVlMJq7J1iM8ZMcN+TJdqO7PzXsKI5jCTcQlkEXAs1c66FvZXO9OGKa0efIdkRnWqYLt65UBTt6mhY+rXf+gtf5/PplHX1dsKlnEcuKCEdn9KLOtmVD1hcCRxMLzn/7kjIKSaYTWrr7YFe30dwHc2//jlRBuNW5tbT2SjjL7aHW6xC0eiUIQFM2GDD4qGlzzGhOx4DVPweb0Q/PlTa4nFwZKr0YtZ0y0MHrJYR2H4FRfGRWRXKeEj+EXcHznCw4y+T4oH4ztPahTJfiuBA/GgLcwbMCN2To7blWKARq1LZNhI51RM9q5qmA2YWFOPQkGolKwk5RoF+NWvCyM1/wRSYfQB2G32U2yrAA9SrRlKbiSM3Px5GYaJD/etvZY0DNILjYmKeM7YmOxJdXT6N/4F3Udk3kdBhDkwJwJaE29vQbhmbe5u7CiapMXEh5gGxtPnxsXNHdqwEUYnMNnvfDx0FjYJCU78AxsggDTSHRwN22APVtxJgeRHUFf4y4hD9i+B0VyfGIAbNgJ6Epd8OvrkFsfgJYtRAGHXEdNUIk14MVMdjWchqCHOmC+5ubh7AtJhZCoQESqY4DAQkwrNWIIBEweDqOMkmyCx/ix2fW3Sp7ONVEO1+qBxe4aimvxhp3kGHxoog1Rv533NkDuMKzQKzp5IaT/ceVOD/2Pfs1WJtsSA16EHCShESih1YkgqHAAaeKtArPvX6C984fgZ1Ah55ecfCSF+C1SoHTKVVRwIqwp8cwNPegaXMRL/2hseICLGdECK5M3WK1eZsgKrBuVsK4ngYjommRtfcsgMoghoNNIcfGIQ63eYUyFGolaO2She3daZr0meeX8Vr9DexKpeUXz8ObCQH4tSMF9dQGDc4+64k+jpagVZ5BjN9SOmNeI6oRefXFATQQz4dCbAnYbXneEBNb0ZT3h+n38OWTTdCWcbflbg9Y1BTZYkUrCjq/d2Yxzj8Vg5EawUgNXKY0qxVw86qSXT6uj6dz4lp6KBY93g2jgUFerg10GhFEYgMUjirOUX2ITwtM9KcalamvGsNNbKn7yM0zvRwuPvS5W6BVo+GBn6DhcVWWibWIGvwFxGIKNi68cwqb7vOBRiy+b98eo6tTZs6emN/x1b1csDzarSKRAae7dkeAE2VksQXbkJ+1GL1CBiJZrQBhPLZ3e4U1Ta+DcT1Scs8L81ZBlbcYN9KqYPeLhlDqpPC3y8Knta7CUaqBk2cUBAKT2UuWKhcb7yyDHfMSOlYGV+c+GFG3b/Ht5/6bGN8ZXrIEPMx2xYVEP47RWdMhE30qx0IsMELo9bSk/OrYDbieEQaNUcSxOUk7CZvTSaLAsnrfQSGiAGZMyg1UMUyCRFhWQxS4mTsZrWuYs8Ze5mRj8Y0QJCgp0+jTpi3R0Mtcd270pV24mRqP1nZJaOGYzD277indcSHHB0FOnjjRw9y86bUqFXsTjiJTmwkXiQtGVOkHb7m5pt/d7NtY/4K68pYO8h6aVWMeAhQ0dVRr1OKzB98gQ2tpwFLPoQ4+r1l+Jvqko4dw+WUciJQGSyQUSIeMAKMnV2dwbtR4BJRhQVo0tMwHC64ex9YHpvtl3icg9qOZdOPGkAE23brZBGM3h9M3JDHz3ibczuJP15ULpDjf0WSQ82ftK3s8Ij0JN1OIXrARjd19QNJ/+SJPV4iLKQ+Rqs6Bh8wRnTzrwK7Mu42YNz3O5mfxtvH2w47u5Zf2eNP+sMY8sBk9iFON5Sny4RA40M0YErsTDuBE8lmLclKBBEvqfgt3GQXXlly/ij/uWf89Re5l6ZTuN23rm5abcPQgrr60NLmqZGeP82PGc/rO/yvxrq0z+Ma9AgD8X5mNFf2oGIF/1ghUAID/rPvx/6Y179qLmaQy9Tz0E1Y0P4baCtOP0ReFTpgR2htru36KOm7mi5A3uZmv83Ix+dxhPMky1dnIwxt/dBkAF7kJOOp/cB4iMigbsGwMCVBhWSdTuiZJFWGz3wcMpRb8kjZgHH8tYf+ROgK2LYOeUPN4oqWLH3b1pIvtXyP3IkrLrwdUlgHY8I/VyNXwa40t6dQVQ2vX5eo05q0ECqwYhgi8IXA3sR3upyZhyIld0JWGK1ng43otMasJFZ0ncSJ+NB7kZsJBas5ay9bIUctGicGBJsbds8xMjD1yAKkFpvRNe6kUG/oMQGNvmnZdHGHxP6K+ZBPERTpahD1zTzMGzauaDARI2fvJSZh47LBZ/91sbLFtwGBO5Ls4Bh7cjua+29HY3dyF8FRcMISYjB87mJimoRkxmBe5A4UGE6PDW+6MlY2mwEtOWWgkRt6YhNRCB8gkplRLklGn0QrRyjUPCxts4Mp9fusEDiZYYaewQMyQLyASCjkGYL2DS6BVGqFWl04NYmHvUoCZDXphfHWqnfbH3V+wKJKf4eVnm48rQ+kiKVedjaVPJ8FQSuOs9Dg3t2mC/gE07bzO5h+gyqNAZNkQSXV4+j7VjSOxNOwQVkWS9KhSJY1AF18HbOhuYlP0vDgHDVxiUNXGfLGfUOiM2+nVcaYzBdZ+vX8dy++ZM1hKt2Fp624YVoMyOh689IfaGgAIEYKrUADQmLcKKKAgG2+4XoRARIHfpoe+hK2dFgqZOYsnJdse9RSF2NCRakTG5BzD0rCDaFYpDg6lmIqRKT5wtSvAJ8GnIWCEXGrtnHtD0E6Wi56upg2MbL0E38c1RDUnYHodqlV46MU3OPs4FYvq3IRTqe/Rruc1cYVxxYaWm7hyz3JiMf0BAVj407SdhQLsbk3b+fHJL/FMp8Nzgznz0pVRw05pxNnxlPWZqErG5HDyN3+dn9UYgo4e9Pue9ioYrlY0DXP1Yjj5UCCPsFxGnl0LvUhkBgJKxTqIdAYc6jWt5Ls5+eZqhD7LRL7GfN45yvMxoF5dzA+mKe+Hni3AN4+MUBVKzEBAAoArbNQ42WEwKtnRVMc04mx8+HcYiOlNqfAT2+DSEBPDSlN4FN/d3IVdj8h3ytR/qUSLbR2PoHHgrRIH98cZaeizeztnPGMKFo18vLB/IE1nJhEXPwrXXxdgwf1WMJZi0zZwScH61mfgXIWy7ggINv72dOTqpGbliJ6hQqTFJ9XHo7UrTaNfePUS0tW7sbjOddiUMkba9CoIh571x6mRJv3ZkIQ4TDx6mDMEKR1z27bHpPrUrIPEnNDjqGXciLH+5oz5I68CcFY1DuvaDSsp+ywvAd88XAOlzuSa6yi2w8K6U1FNYdo4IWZYR+Om4Gy2tsRpVggDBrp5oqPvzyVMtIicKI79Zy1WNfgJjhLzeWu1cNGB765exqaHd2GUEtSvVGkjIFALEPPBp+VmAP58axVW3eF/r7rYFODOZPr+JyYxbFojgLVMLyXHGceVYGSUyTru+lo8V/Mz6wRGGUK6msCtP+vzf/L45AuHcD6B32V+RPVgLGlN+/OfClYXDTb7A8CYbLqEtDMYx+VgGNOz4oO7M6HUW0prkJOG+w5EH2/KVNweGYH5Vy7yNtfbzg7XJ5j0U//qPqUXFKDZRuuM+U19B6K9n7km5F/dhr+zvndtncE3NqX7MP5Ufyg8+J3I/85xzU9VYUtPKl9UkQL8d458xbUqRuCvG4EKAPCvG8uKmsoxAu/aizlfrUbb899DItajtm0aPCT5yNTZIDLfE1qDEPubfAx/9/IDgGTIHqQm49fwW5y4t6+9A2Y3a43qzuYpsFsjBmF+GE25LB0yoRZrOyaivb+5MPvOqDBEvjoKmUCJAtYbIxuMQ0NPc2DLf+0yGG31kEj1EBBGB8tArxNCrxWgka0vDg6mDMD7KQn4KfZ7uNkq4ShSQcgYoTaKkaFTICstEPt7mMDH+mt/h1LLnzZKxN97BFLmhVG5AFDxp0SCkUPgYQKp6m5dCaVWDUbHcIYlJcwKAXB2wIQS/cMfoj6Cg5g/7Sup0BWLGuyj12ZZ9Ni51UKsmxwjLJUr4ybDpogVVDzWKXlP8Tqb6rlVcuoAL7saZveBsB87bN1kBigWF/B3csLZUeMhLEr9/vjSWPT35zcm2Pu0L9Z1pUBUjrYAQ2/8iAIeY4JgRz+saWIyhGh3brYFYFR8faFWgmOdKfPzk4t7cTzlOecyXTYEKgb3RhEGoBTEdKbhzsUoyLd0+yNab4PrVcWylhQQufr8O4wLIWlQlsBNc/ck7Om1gitH0nU3P56IPB6pISdGCzvjTHxYj6Z4Nt7zLbLSSKq6ZZ0yu0JET6Dga6FOg6D1K8EaCLfGFKR3RELq3PChCHSh7JOpt8aisQu/Q+X9rCpY1Zy6Ui67fRG/R/EbCJDj3zRph0nBzbiyC0L7oatnpIXOGnGJvpxcB/Nb0h/Jqemr4Wag48AXrNMpCKU01XL4tfegNEqRVWALtU7MaevZydSwl6nR1kmMz+v+Qsf99UI8V53Dhce1oNTJIRXqkauVo03lJ/B1ycWoaqchFdrBYCxEi/3fIy3XEcGuKajtmIE8nQQhyZWh1Eoxs3EkPm5I+z7nxsfYG+kLO6EWLVyTYCPU4bHSFTH5zvB0yUboUJqifiU1FIufWDfAcRDYYF8bygCcfm4azuV58va7uSIZ27pRMwCtVouOZ76BnaMleFFYIMGPDcahmWcdrmzU02aobW9KAy1deVyBHapVo/fvWGwkZlw5BYNeAJmNFoyQBWsQQK0SQyQ24o9OA9GxyEig7f65SMhxpM7UpYMBqrsV4Fx/ylQ8Fb8cfzx7iefEcMQgAGtkwAhYCIVGNLJNw/dNxsHHnj6rm+75DRlGflBgbNWm+LZFZ67cneRYDDtwhHsGlw1XBwNuF7FoybG6635FgYZPU5HF1+3bYUIwBeZD429h9LHrZqYixXX3qJyNVf0p2zZbm4NxYfNgL9Shn2M8fCT5yDNIcFFZCZGFzphYtQuG+Pbhyk44sxOP8IhzG2+gSIdEYMRjlRMSNHZglPYIG0qBeQI61177G4SifFT1ToOtTAO1VoyXKW5Q5tvi+sT34KWgbOstYd9idOVdeKRV4LVexg2/l1CDYGkedsT3wIQWFDjXGfWYcuc7pGss77unzAXrGs+DSEDT0fPz1kGpXIBsvQyJOgeOlVpZksPNayentZDbULbkueQQbE3g1+sjx5fU+Ra+tqb3Jkm/hmobWF0kQNK1pZ0AoslWyoTjUXoqeh7dyotjO4rkeDDOnN1uccN5PghL/glTj6uQqy6VSl5UbljdUCxqv6+kDcSoJT1nI/ZlBOCl2g72Ii16OCWgkaMDGJdDJaDV9Ov7cE8VjqLXktlV9SpnhPY1bbKQg68KMrH3ZSheqTLhIlVgoG8T1HE0Z6u/SV9Klzn/6gl+f3QZ2bp8OIkVmF67A7r4mmdShKW8wvDTu8EKjdz3jAR53oshwvE+41DT+e3SVokRCHECNt3LDoCsr4X7Mjef1VeAgk0AmwOIqgOK2RCITM80smE25vb7vNkP5PxeXl0xsjLVfs5RF6Lnzm2o7fAQPX2fQyHS4XGuCzY/rV8k6oMAACAASURBVIsZLXpibD3req3lHd+y5Z9mZqD7Tn73Y1L25y49MKCWyX35373ef/v8d22dwTdeFQDgf3sWVVy/YgT+N0egAgD837yv//hevWsv5l+vnsfOQuvC700Kg7BqAAXMyhPnXjzD9DMnoDOaUqrkIhE29RmI5pVMP65j0ybg2PNE/PGoPdQGqjnjLM3HjPpn0NFvACo5UuYUidkXTuNg9CMzgw2yPvm1Ry/0DjD9uK62dilk7ioIyoBB2jwxPPSuCBlHtds23b+L8ynr0LyqOVugUCfGvrAWuDNxHgduafV61FxtneXUyc8f6/sO4OpkC7aDzeNPMdIwNSD3oELzL3Oz0XbfeggKBWb9IWnGrITFqKB6+KFtV67sggdj4SLl10nM1dpibjCtMzYrE113WNGxArC1/yC0qWyeXvxn9zT09SuMPEQBRr44OXJsib7OxshWqGpvKX5OzruTVh1zmtJ2krTf+VHWNSKPt50HZyldRHe9/CnEPGl55FiBWoorRaBijz0rEZOpARx0YIjhS5EzKFRCIF+IiPc+hL3MlhNpD1z3s1UdvmZVFdjbg86Pn+7+jtVPc2EkabUlAAYLRmyEq1yDO4MocJJZWICmu1diSr07yBWTJTkFO5wZLY49qoNe1briyyYUAKyz5TuMr/QYh+JrIKWQalbKhTpMrvEAW+ODEDGZOlSvuncMP914xoE2ZQFA8kH7ADk296Aujt/e6wsfBT9olKxywNf1qTbixsjdWHiHX+ONtPrXtvXQL5CyTlqc+AINXV5iqEc4ZEIKyuTqZdie1Bwvc9wQ0oe6L6+/tRCTqlKQrWwU6kV4LtqJYE+68Btw9UPEZLhbpK062RSgp08OFjaggNnmqMnY98QRj9PNwTWBwIiBQeH4rvl6yCUO0Ov1CNy8HCwPuETqaeqTjH09KVuv56EvEZ1qbtJQ3F6JSI+nUygokFqQhVFh30FYhtlWXNaDrYxt7anD7YQLH+JGLr9Qf2WZEhd6UcD754jdWH0tER6+WXBwNjG8CpQyJL90QZMAPXZ1o+n4O0L7YqQff/ri0VfVMKAJZSwvCFuPzff5tQLJ8RnNPfFJffrcbrBjPrKL5lrZe+Rpl4vQ4RQw2/RoL1Y9iEZVt2w8VZtY2fXkGQh97YPz/cfArwgY8d+xGCgCLcrW6cQocHcE1Vn99PJRHIviZzmRyR05dToUEhkMBgMCVxEAmJ8l6edij0ujqAvwitCbWHmbP93fXipBxPsUiCrQF2JG+HQs8QmDo8icdbomLQhSxRhM9qdGF6MurcMzrTlzubhfYqMUN3rO5/439HUCPjy/Gc3rPIVYZHq3Edbi/Rh/DKzaEzOL5CAuRvRAgSIXcXpzZksloRo+GjGa16Hv3cfKOMyOoOA3X/zSYBaq21HtxbS0PtDr+EF8qawPXFzWceV2Pg3BqWx+ANBoZPBD0A/wdygy2DLmgs0aBejLpOLKh1JX1iIQcOeTCHx1g19Hk1wzZtxMyMqpAfgq7wDOxf2CjeEdkZJP55yQMaBnjfsYWEuFdr4mg7C4/BRMu/MrsnXmSPaM6u0w1M+kl/f7w+v4LfwqnNzzIJLQe0R+hijTFAhy88O+bian5Ic5r/Dhnc1mm1HEpGNh8GB09347Q4p1D69jVdxZM91YIqc6zb8b3q9jYvaTzajepzfieZ45c7uhiw/2dh5dsrFmdWLwHGCNyqJ7adK85IrJB4Ox/8EMBCRp/Gwe/e6XhMAFjPNOM1dlkkqepC7FEixVfErVsWjv3qbkk0tRH6O92xmzKhML7CFx3QMPB5PmZnn69CZlC7RaNFq/GtoiN+Wy5xweNgr1PPg3a96k/n9amXdtncE3fhUA4D9tVlW0p2IE/jdGoAIA/N+4j+9cL961F/M3Zw7jDO5YHeeaef7YNmRyyXHWmA82fyWgvU0/kzQFo/jYLAVXqVGj1Zb1yNdZCnYTMeiQsZNBXH5JFGge4GnqIKj0LF7lO3MsvMqKLMjFTqjldRpiIWUfhie/xtD9e3nbKREJET314xITklr7F0BE0pR4QlFoj1vDZnFHZl3agMre/GyfhCxnfN9kJ+RiMfI0atRbZ85ELF01ATR3DaJ6PevvX0ZHxeeoame+OCcLxDn3B+LnnlQv7V5KIgYd2A3GaLngJSBg50B/rO8xkCu75OFEKESW2jbc+OnlmFPnJFfuduIrDD9oHaz7rkMnjKpLU/jeNC7FveCEta3FgSEjSrSvdjxqBm/bHN6iUVn++KQhBS9OJN7B4ugDVuvc2+pz+NhQsKb7lU9ADBX4QqWR4nIXCrL03rsK0akqLG92CR28Ezidr0yNHAvutcLFpKoIGT8ePvYuKNBpUHv9b3CxU6J14FO4yPI5vbcn6Z4If+6PjoGu2NRlIlfnd/dOYsuzCHCZftw/hgM9yHpYLhTg4eAvuXIpBXlotmcN97e3bS787bORpbZBdDZhuwqwsEVnjAuirqOzT03G0oYhMBjB6ZKRuy8UEPdcFttia2N8azrW31zfge33UnnhENKUuj5CHBtIUy2/vdMfPg6WWl9c2/IcMK8RBQCPP9+GZVEP8TLT0ogmwC0V8+q1Q4cqlEHU7MSXEEhYSBgdvKRKTj8tWesAAzHGUAO3+tJ5POPMGvRyP4iO3pYaoj9HNUGjatPR0Z+yxhof/wrZKkumDznW1CMTu9tTsO7T85/iyDPCTrL8bthItLg1ajQc5JWRp1Gi7laS9sUPGtVwy8fZAdSNtt6Wpcgt5DdfETBGvJhKNd6ScnPR89Qv8PC2nMcF+VI0twnCTx2o8/SYC9MRlsvPjvaQFOBaHzpGn99YhQN3aZojcf0VS/QcI1mnpZpUtf2ycbwvXYh32DEPh9oegUMZZ3KVXoRBV/vh7CiaVvxt2Gpsua/i/uaL6c2cMLsB1USrt30BctX86VUeCiXCRtANi83Rt7Eg7AqgYyE3siCgBcmw1YgEgBC4MGAiAhzp3Km6YxHHROULmVGC6NHUYGDK2f24GGM5N4rPC5kwCT52jijUaVF7DUlZ5b+Xng62uFm0cfPJ+WM4/pimoJcNAUN04+jzPVurREpSJ9SQWQKlZD5fMSxEFx+ahjsu5A88VvE/Y8WsBDd6ULD/5LPHOJy+BLZyy3cbYU0q8oZgSYf+XNlDDzvjFZXktIiqrA59a13lPr+fHYN5UdbfL4uDP0KwYyBX9unrplAw/JtBSjRAzUr0XXA45hHWxW+Ai6Olk3dCkgs2t/8MAU70GWvMnQcU8r83GMffwMiodMP6qDv4/rb1zcIHoz+Co9SSWc0/AvRTwuK9kTQCSu1zJOc5cpsDHooc2Eq0aOi+Ap62lElKYnLYKjzKtdzAIFtoO1vNgJ+tO1du/+MozDlPgEoWIpmeYxrrNSIurb1zNX/80Ytu1hlYIwZc/QWJhVkWTZQKxDjefjbHCCxPZKtVaH92CcC3gWBgcKXbF3CS0e/iL1Eh+O2hubt08bW+bdQVY6ubHJDftA3G3G+AQv7fNKXTpKlWMTHW4fmdJK4HgYvJnfhO1j2seEbfb6XDR+6NhbW/glRIqe+Pk86ghoAC/2XjQXYtNKhlAnPftD/lKbcy7BZWhFlKXHTxr4a1vfrxMiDfpP5rL+NBzGqS8pSclvLE+o3Q7r+cTvyurTP4xrl0H8acGvCPSQHe3pP+BqtIAX6Tb0dFmYoR+OeNQAUA+M+7J/8vWvSuvZgjXyVg0sO1ZrvVpW/UDNd+GNGYpgVy4F/WCEBfZndZVB2M854SEDAkIR7jjh20er9PDhuDIDf6Y51EnvomXmZ9Dq2eLhRtJPXg5/ILZGLTjvHcK+ewO5LfUZGcc2LkaAS50sV4nSPzrS5ObfUKhA78jCs3/fIcBHrxsykIYDel2jEoJPTHet3Vy1Cg51/xTm3UBJ+3asuV63dgO9KzX2BJkyto7ZnIfZZaaMMBUeeT/PG8aHGaqFSizRZqYMEXg4KCsKwzZTWse/o9dEaapls2VHo/fF6H6pcdfvoQs85YinUXnzOhcX183ZK6Kr9pJOYp0Xbzel41OKGAQfjkD+Ego3pBv9ztjXou/Avz8Iy2+Lwx7W+MMhETw/j1qYhI+5kO80tS3jpemAl5Kf2/0u1mtc441ZkuzL8JOYiRHktR3cGcCUfAuzl32uGnvqaxbnfgS/SrFQ5JKa0vUkd0pidq2IzBJw3ouP8rZ2HC0tjfmQJBxPSm6e7VyFDzAzIHe49CYw+abnfqXld09+YHGuLz7eAfQOfjqdj7mH6K/56T44Pr+GJpRwo6fxwyHsGez3lv6cPUKljRhjL0tsTswZ28E4hO8kJ8hguni0bAL3/3dNT0SkFX53HoV5WyTlsc/QKwspYXqIAb/Sm4dTD6Ar65HI5vGt7AgCpPIRKwyNeJsfpxQ/zxJBgR738A+6JFdM39CzkjF76opFAhpBdNw+17cB4iU/l1Qcnx0DHj4GnnxqW8B27+EQY9f531PYw40o8yiLsdXIeYNP6UVQLqxr9PnwlPMh+i+97TcHQqgKtHLscEJHOImHekJjmhmZ8Ku3tQNtjkSx8gJNvc+KG4b8GKdBzoRuf4qvCV+PmWljcNlhtr/1Ts7E0ZlfW2LkMlZGNZs0uo5UiBiVilI+bcbo8YrSuiJ1Kg8lZyGEYcDbECmLE4NrgHgl1pWnGrvV8jUWnPO+7VXVQ4N5D2Z9PTG1h46SYEWvPnHGd+JDfi8vCJ8LMrAgC3Li5h2pat2JGxwb0RFJxeF3kLP17h150kZLEnU2eUbNxU+40wc3mbiY4BftjQk7L1pl/Zh1NW3IrFMgNi3qNjZDTkAuk0bZgvkkTT4eNKAYuR5zci1sD/HRJobRDal6bmh6Tcx8Fkeq/4wgNd8VUDaly1Nqo3NFb0HKUGIabWps/qLE0uxoXNh5EHjCFstG3NvoOjhDKiLzzvhCAZv/tzlKY1uvlTIC8mMx099m9GVd80eLjkcu93g4HB6xQX5GR5Inz8tBK2njGtA2Ck7yqLkI+AwIGC6NeTXmLUaf5NOFeZDcJHTnsrkEWjz0BkxjykF1IwTCJwRpDLF/BW9CxpDpGL6HyJzlO++KxWfwz0pXqOcy+dx+6HkbzliBTJ1fF0Q5Ok/vYPoZsOfLGswUh09Kxt9Tjfgd1Pw7HkqXWg64vq/TCiCNgbdG4r7mfyj3uXStWxri2VoihPGNM7mWsklz5ZPgwCBwr2s6pdYJXWjasY93tmm7q3Mm9j+8u9yNVRg6Jghzp433+8mY7krSefoZkjf98JG1zu/bDku16ePr1pWZKuvDr8NtaEh0Gl00HIMBgcVAfftO3AbeS+TRx8/AifnTdnNJJ6Sus+v029/+4579o6g6+/FQDgvzsLKs6vGIGKEeAbgQoAsGJe/FdG4F18MXfcuQz5LpYphIIsG4SONBlCGPOWAwVWhJZtp0JgR1PjtkXdx/yr1sGLrX0Hom1lc0Fm8uNNb8wCwwghElgu/qeePoJzz/gXaOSa+4cMRyMvCrLUPfKt1fQ0f7EXjhaleH52fS58XPk160g9oysfgosNXTifvdsT02924JxtS0c7zwT80T0YYnvKtum9bxuiU6jxia1IC7lIj0y1nKaFMsCLIgCQuOm22ETTtfjihw6dMaIuTUHK0WZj3dNxsBWZszm0RiG6ef+M2o7BXLljz6Px6Ul+UxNyfHqLJpjZhAKVJFhDMljlwlJsziZg7L8GIzRpQ2WoC9B8+2oYedhTEgVwd8xHsBXT1O2PrqxFl0qroBCXMXlQ2SNN8x0+bUDTS4nj8aBLK2BrZ6mpaFS64vqAWSXpT3Pv7sS9vDALPSe1ToStTb+CTxEgoc3fBlF+mXSmon7qjCJIvU1C/N9G9IWrzJIZQ4rbi0dgbDWaakjSiUZc3o6IMos0sUCAPR3Hor6LaZyOv3iM6ZdpinPpGFAtCL+061WyME562RSeUn6WZKFBCNtKdHH/OD0NvXZb1/Ba16sfulSjAPnI0+vQuNIBTkuvdORrpLj+sj8O9J7Ofbwv7hyuZVOdJJIGqNELIRXrS3T+erlPQ3cf6rRZf/c3kDrqICjDZDHqGBRkyfFwDNXHjMvJxqC9K5GjUUAi0HMGGxlqOfc9qWyvxMWx80vuZY39C6G3AgC6ytQI60cXp30OLkRUqnVB8GujR8LX3psDXmtu/BE6wkoswxwjTLteXrXxa3fKaDz1+jY+PHkFsHC4ZeHvBVzqTwHAB2n3MeDMGYiNLOxcCji3XqNBAJVShoICKboF5mNtO9rOwSc/RQ7ESFCbg2u2AsKazMepovTj3VF/YHnUK2TymB05OinRxcuIHzvTOmecP46jj0kqJgsHiYZzrc3WEoCdQXv/ytjUm+ptkeh+dCGeJFuOU7BPIY71pqnkJA7G3MJXNy5DYzBfBCukamzvNgoNPPy5cr9FHMIvIUQOgYeFJzDi3JhRCHCggKf/xiVgZUaLjSNWz8DP1hGXB1EdT6KZ13rnGqRklzV6YPFRq6aY0cj0PJp/7Ty23ycaqebXFwkZPHhvOuRFz5lfHp/BmusR0BeWWdQzLJx9VQjvX2QcYcwCm0ZBId6w+wYCW5omPePCSVwtCIWIuDmXCpI6Ks2uhBujpnGf3sl8gB0J1l2vGzsOwJiqFJhfeG80HGxSeC+dV+iIeQ1MLOhdL09j50vLZ/dYv94YVpmC8lydUV9iuMNuKITmz9gMnQ0uFE7DzFozSsrOCzmPHY8ecC7nYpEBWh2hIzJY0q4rhgfRdwZ3j9LaAMZU/jGSD4XAgT5XI5KT0O/YDqAsq5EFKokdcHOcyZjI+qBbP6I3qmAwqiAROpcYwxSXVupU6HbZunnHzJp9MKRyK674nAtnsT/6Ie+FSptRxOWnY/A16/qli+sPR1cvau71prHtSRh+jqWMa76YFdAbY2vSDdV+ZzcjKos/tbajdwA2tCu/C7AxrT1gTLJyLwdD4ED1S3nTf0udxbjfASMwN4khzsdKXR5kQilkQksjq1tPZqKZI3/ftQYBJF6PICjSsnzT8XybcnqjERmqAjjJ5JCWMyW99PWUGg1abFyLQr2lLqlUKELopPdLNj/fpp3/zjnv4jqjbH8rAMB/ZwZUnFsxAhUjYG0EKgDAirnxXxmBd/HFrMvdgAHHHiHJ0QZisQF6nQD2OXqc7e0CiZNJgy8jcRCchfwsvCxDXbhWoqy/RTcvY/3de9w6TswY4CRVc+mYHHjGAos6dcKIoPKloi4IuYitERG895QwVK6Om4zKDhQ4bHPsZ+SA7FSzcBZpoDYKoTLSxeIw75aY17g4pWk/VGJ+EC49zwHfN6H9MRKB9LQGuJXqjaWRzfBU6Qw7sRZ9KsdiVp3bkNk0g8CZau8tvHEJW+7e522nk0KGuxPpQpKwl9pt2QDCsOOL06PGmTnsJquSsD3uW4iYeDAwQmN0Qw/vz1DPmaaWksgqVKHxhtVWmEYsTowagyAXypJkDZlgMwcAxjILVIE7FVQXUobm1aTnGH9xH6ARAGohzRgiGKjcAEiMONxjHOq7UlCg25GNyNU8x6jAW6hmn8bd70fZlbDzWXO08a6P1UWpcQeePsTsK6c4UwRbu0IQDTYipK/MtoVaJcX1Ee/Bx44uPh5mpGLs5VVwdMqHVKTngNRCrRiyvGo41n8KyA9xbjyzJgNawoiyEu63IRA4QqUrwIbYPhbmFsVnZWtr4+tg4gJLxPkNGHZhOyKyzFkaIkaIfZ3GoL6rufnMuZfP8PPd64hTZsFJKsfQ6nXxcYOWEJda9MS/bInKUn6dRJVBBEUlClRq9Ho037iOc14mC3iSEkf6TVJwRQIBQsZPhmeR2cCP4RewKyYE3atGw9chkwNlXuc64UxcbfTzb4Fvm1Mmzav8VCx+QsBVS5qV3iDA93V/g4uMfofqbfsejFQDmVwPSAgLjoFABygLpPAWiHB+GN0YOPw4GrPOn4S7TR4yVHYwgoGIMcLNJhfJBc7c99LXgd7LugfnQ6WnYHHZqCTLQ0g/Cqx8cuUnHDU3Ti0pTuZK5KQZ3CKUAICBv/8CoUwLVgToDUIIGBYikQG6PDEGVA/C8m4kzQ1YF3scO2KvIPG1G4y6IsaggOXmVSVPLU62pdcmuoJNT86HlMzvMlGoEeHzgFoYWYs60vY/NAuJQimqyZWIVTlCxwrgJ8+DyihEaq4dIkdQxtKjzAfoffAs3BR5yFHaQq8TgTjrOjjkIyPfFovaOmNkLeqQOfrwXtx8xZ/iGezhjiPDxpS06qfwK9gaewWFBTIQ13LSb7mtGu/X7ILp9SkYUhzbo69gZcQlZBfKuTFysSnEDy2GomMVE8Cx8PKv2BLFZ8JBa9nRtwVa+lGAuOraZZxpESMzAERrlUwpnQCsWghPO1uEjqb6lCTydRqMP7UXEa/TYDQAcpkQHzZtimll2kjKLrxxAdvuPShy2GXgbCvFsaFj4F30PCBlrqRGY2b4ThRm2ECbTxyLGQilBti4qtDCpzLWNqWbMWRTic3oBhj4GbeMy2EwYsrw2hJ5HwtuXIDCtQBSGx1QlDaal2GLtp6B2NyHyjGodIX4LHIKRALL+UHYix8GfIea9hSYn3BxOupX4tdzjEquig0dTKxk0taTyddx5PVlzgzEXeqMgT4d0d2rpRmrbv2LvQjPOIkhzpHwl2bByDKIUbvhQHYw+lQahoE+Jqd18v1YG3EHux5FIF2lQhUHR3zUqAX6BpqbURhzPgHU/BtHjP1iMDaUebk54h4WhlwCK2bBkntOcFriAKwTgDEwiHh/Oojj/H8iyPgMv7EcCSq6uVY2NjWbjloOPtzHex9G4stL53nL9Q6sgZU9enPHiPlKj8tLka016XIWn0TSio+2mwVvG6dyded1XjZ6Xl7Om4FAUupPdZgJHzta58K757DlaThv/bOC22FabfPv8Js0xJjzKaA+xVuUsf8ejA0FFVldFNhMel8tQlgVAjfrmQTW2hHxcjeCpfwszce5fqhdw7p+5Jv0LU+jgcZggItc/lZM0ze5RukytxNfY/hBfsYrKbdzwBC08KVGXH93vIvrjLJjVLoPo06SFGB+eZC/c2zzUwuws1dFCvDfOeYV16oYgb96BCoAwL96RCvqe6MReNdezKwxD/rUFtiX7YtjOVWgJQADjOjq8BpjXZ5C4nYRjIj+sL4R3R4tnPl3l0OzvNEy6ApXbuXdM1h1KxJz6oVihH80pEIjSArIxqfB+PVRIyzv3hH9Ahu90XgWFzr0+BFmXTjNueWWDi49jQHCJk6Fuy3V6wlLiceOJ9/jK/878JBQ583QXA/8FNcJ+7p+XZJeSj6feW0qqriZi9Rr9UJUFs/AsBqUsWY0qoE0E2PCouGSNhA4b+Q+JrvPLbauRWZeGcdPBtg+YDBa+VAxd248E15i0rED0JaR4fmwcQPMbtmxXONDCpMfyA03/w6DlvOKNT9fbMCVke+VgKRG5SJAZcUwxGYkBPY0PehachzGXrTuinq8xwTUcaHi2j2ObuaYa4xaWKJtyApYsHID+gTUwm/tKBvryLNozLp6DLV8k+Dtks2BcQSAik12R3yqG26N/KDESXPk8X24mcSvIfZDmy6cWQp3j7KnAhrrrFO434NAoIDGoMG6pz05EIQvcnR1Ma8uNXw5+CISn4XxMxoaufpgfxeTmPyb3qwbMV3QwoHfbCBRbQtfPxN4fCImGntjV6CpXywkIgMMRgYPXldBfafJ+KCxSXj9ctLv+ORyBnI15mwwhaQQy9vZopsv1WMLz4jE+qdLIZGZ950AFwYNMLvOIlSzp/Pz7pNRGHy7DgV7SwXBPUK7pcDNk47RsZjH+PQs/4KTmz8TpqCSHWXI1d8+HyqZEIYyLECZSIdAcQ6O9KVsnKOJl7Ho0mWk5pVNW2VRt0oiDnRfCqlQwoFENX77CXrORsfyufBhQzd81pqmaW94fgK7XlxERrojlAV0nMQiPTzds+FkL8KxImdfvUGLLpe+gpogijzxQ1AtdPShdfbd8SWeCGwhkJl/gQkLTpQlwqOpVCMyuTARn15cjLCkKhZfy9qOaVjcZTiCHenzsMfeVYhJLcuWow2p7CzCldGfcH+nqvLQ4sCaIqDMvKGEoRo2ZBqci7TGyNFXOYchzV8IVxEFO5L1zhA7LoO7wjSPVl5fjRX3LJ2Ki2s/MLA9GvrQdvqv/Zn32uRYdUcXnBtB02BJpKgy8P6t9YjOIuAiw6Xejw4IwJfBFEgtbxAw6KsHe3Eu2Xwzyk4kw+YWU1FVYXJPNWruANnke1oGsLMZA4G9iSW57v4dLL7Jv4HQ2qcydvQzMS93xx/GrSziTmvech9ZC3xWy6SB1mLXCnQIDIGHnfkmT5bKFieiW+PuaMo6LU/k6QrwRdRSpKjNgbAARRV8V2cmJILypzpyTPDMwYCxDLgmaQPG6Q+OlU9i24P7+PZfMPujpn4EWwk/wF+ePlor+yA7Hh/f3QCt0RykHlGlNT6uQUE9EuQdPPHoIVx/Zf6cdbe1xeGhozgdt+IISX2M2fd3cXqApePjGt0wzt/ETi1P++eGHcOJdEtd5d5uTfBDM/oOJJGrLcSAc1sRn2euQVjX2Qt7O42GTPQ29zKl6F6mmTdZ0gqM03owjOm5xv8bQArGeQsYSfl+n5GLEbbv3ZhRaORkLqtCnNmz5Zvg59q0PMNYUvZVbi6Xhns7iW6MEBbn9x26oP1/WIfvXnISBu/fbbXNewYNQ9NK9Lfx3x3v2jqDb3wqAMC/e9ZUXK9iBP5/jEAFAPg33ee0tDTcvn2b+3fnzh3uX2YmFaQfN24ctmyx7krK18QzZ87gjz/+4OpLT0+Hm5sbmjZtivfeew/du1NA5s+CsDg2btyInTt34vHjx8jPz0elSpXQuXNnfPzxxwgKCvqzKt76+Lv2Yma1D7Dl6Vc4lmvpDttWkYRPa0wHI6O6cUtvDMfsffyM7AAAIABJREFUavd4x+bn5w3xWSsKFMWkH8fD52sxwM9SD27D07oY2HAOXBXmPwaNxnzoORdCEcTimmAY84UE0cxrv3U9CAfMLFighrMrCGOu2K3wVfYWeKkXWbC8sg1y2LifhVxscoPTGfSYH7oYrCgSEqEO+RpHtPecgD7V2pldxpjaBGCtuG46/AiBnAqL52k1XBrwS2WOyeCDYTkx/c09B6FDFZpuR4It2IQHLzdidXQDxOU7wlmixlD/x+gf6M4Biow1lX0rszMyNQX99+4EiLYdWZ2W4IAsoBdiba++6FqNiskbM0cDuiIjl7L1iRtC4ELvpVKrRuvDq5Gns0zXdZPZ4tqAD0tYeDMvn8ThqMeWYAzD4qt2bTElmN7zxLwcfHJnLlwdLNmPGZn+2N/l25J7WX/L78jR8AMinFNymy60P6pjgJICXZYhg8DTpAn1dcRAeMj403C95VMxsEpRCt/d89jylN8gRy4U49FQywV8emE+4vOz4SyVw9/OxYKpcDa6D7o4l9HQLGrwrVxPtKphAiHmh30Ib8dHFt15neOD75rtLPn8l6jPsO6ZLXSFYhiL9PAEIgPEMh3G+OdgbgMKrK1+sh5G7MazXHfk6uWcvh0xLnAW58HfPhMO4vcxpho1RchM+RjxmXcx4W435LN0IeoqVONQi6Owc5oEB2fqtJqSn4f2WzZCQxblxYAIh8kz8HdywrnREyAoQkq6HZyB57nukDmoOXYoKS5gWeRn2aBtQAK2dfqdq/NJ7kvMuLcMugwbJOY6cuCwQqqFr3sm5Pb22Nu6SMeK1aHDrrmI17qAUQsAA02zZ4nzp4DFihZA/yDKYD6ffAcfnT8HtcYSoGjkr8XBTnO5cvHKBxgRan3RN9obmFaHsgX77ViIqCwbCO11lAlHHLx1QhhyxZAyRjyeRq9tYA2Y/2gmEhI1eJBYCSqDGFKBAbXdU+Dlq8L3dVZAIaKgxOizy3Azhl9rtAFpZ28KKl5NfIFxF0xC/WUnyd5uI9HMk7qtp+RdhGP+NEgYc5Aj3yiG0fkgHGWUERadEo2BB45zpjhlw8c2D5fGz4OoiHHbYedGxCn5nac/qN8Uc1pQ8ERt0KDb2SVIKrDUaZxUoyq+eEsQkAA2O+Nu4GLKIxQaNAi088LUwE7wtTV3emYLdoDNW0jZgEWdIvOOETcF47KtBNyaeeE0DsXw0069FXa4OY4yNIvjTNIlnE45Ap0xD0JGhibOHTC2KPW3uMy0y4dxLjYGzf1i4etI5C1YJOU64WZcIBp6V8bunm8HgObp8rE57jAic2IgYARo6lIXo6v05VixbxusIQVs/gpAR1JnJWBkHQHb98zew4/TU9B79w4yyxHgnAVHqQYvchyRVWiLag5GnB9XfkCzvO19qkzCphcX8bIgHQ5iG/T0bog+lZpYPGeJfMOq26E48/wZiNtuA09vfNGqLTwUlqYe97PiseVFCF6rsjjTj8GVm5U79bdsP1ZHhWBn3C0UshrIGSlGV22JD+qawPbi8jmaQiyPuoq76a+552RLDz98UrcNbERvD6SyhtRS91IMRtYBsH3f4jcV951Q7QcKdwPGHEAUAMZuBhgx/+/jHHUhnmdncZIfgc4uvC7FBoMOt2MXw4m5BKlAjUydLzw85sHX+e0clck1++zeYZEpQfT9tg8YguY+9Bn3NsGyWup8zRIWcyAYgfkGWqFOhzab1yNLbbkp4iiT4dr4Kf9RwPtf9eldW2fw9aUCAHybWVtxTsUIVIzAn41ABQD4ZyP0Fx0vBl34qisPAEh+jEydOpUD/6wFAQHXriWGFfxOgeQ8Aj726tULYWH82m5SqRSrV6/GxInU6fOvjnftxZyjeoBJ99dxqXt8sbJ2b/g6UlOE2ru/w7oG59HS0Txt9FaOJ9673wWPRlBGhapgP2R5dEFdNoi5hsFpO6QyqoPDlVcdQG7Ol2BZyk4RCDzh5LwaUqm5ftP68MtYfJPsLpvaStxT9w4ehnpFi11yfnJiM3gI+RencUx/VPMwibi/zMvG9BuHEJ1DNZDID8uptVri07ptS4AL8jlhkhizRlswxwoFTWDrbgJjtkbdw/zr/Ey0Oq4eODGEpvCRH59sWjOCAvKOE+O0DUyZ/v/ZXI3NykTXHdYB9639B6FNZQr0GrOnABrqQmkRktYQOFNjERJHXzzCjJvHzKBXIRhsaD8E7X2qlZSbdOwQLsfH8Vb5XsMm+KI1BQVi82PwUwy/Xp+IEeOX+mshFtAFUMud65CUz2/eMCW4Mea2aE/HU30WbA4FpSzDAYzH7ZLnRvej36NDtWuwFenMij7K8kR393noF0AXQD89uILV0fwGBi5SG9wpcuElZQnrZNH9C9j6NLxknAhL8LdWA+BpY2KchMWOgsgYhwb25mnAcYV20BilCKpGrxenjMPpxAlWHZD95F+hW2Wa7tf2xAJk6PkZjY4C4GZfyub87dFmMELruoJOok8wKqAfV/b+k37IFuRgZWodFBalzzsL1ZjjHYFCbWO0qEnBOhKbIu7iu1uXOZC7OCSsEHv6D0NDT5NJRodzM5GfqkC6ypzZV9P9NbQyGS71oMDasoiLeJq9CysCb0IuoswtwlKMVLpg0pOOCO/zHScmT94Zjfd+jUytaXxL39BBPjn4uSN1zZ14ZRUuPeM3abGRaRE9hj6vkvPjMPCmdW3O9vbA4ua0nZ23/4IX2fxu4xKhEU+mmQCRJ8oIrI5dCn0pSiUDFiN8h6O1W5+SZq+I+RU7wrKRlWPeJwf7AgxpKsVXRYDmndTXGHLG9Nwp3W/y94ne40qYubGve8BfxK+f+tTQEjUrmZ4ZP139FWsfaGEs1U6FSItF7YPRO4imU5N4mZuNLnu2QEtyektFgIMzzg0fXyL2v+nZCSy2It0gExrwoP/X/zFjAJY1wJjaFNmGdChZ03ddCgHchHKInTeBkdJn0twrF7DzEdEftIxqTs64ONLEaOQtxPOhWq9Hm71rkJ5nvnliLxfh5oipUEgsddTepO5lUadwOCkETFEqP3G3nVK1FyZUb/0mp791mbD4bQh9tQ/tPTNR145u8hI35e0JNeErf4VOdcL/Y/eyvI2OSEnGR6dPlABHMpEIX7ftgBF1/gWTv7wXecfLs4YksDkfA7rizTEBYDMejN1nJcA46SJ5zq69exsrQm9CR0QxAQQ4OWNVz74IdCkDuOtjaZ364qwKMRjFdMB26lul7RJDj2U3+Z2Sm3r7YM9gumFV3mA1N8HmzgaMRe9hRgEuRVpuMp4hdYa8jMf7J45yIHJxSIRCrOnVFx38TJu55b3+v1v+XVtn8PW3dB9GnBj0j0kB3t2bSv9UuAD/u7O04vyKEfjvjEAFAPg3jXtpMM7X1xe1atXCuXNU66M8AODcuXOxaBEVKG7QoAE+//xzVKtWDc+fP8fSpUtx/z5NjSPlvv+eHzwwGAzo2LEjQkIoi2bgwIGYMmUKnJ2dOUCQnEcYi0KhECdPnkS3bia9nL9quN61F/MTZSy+jPrFavfn1BiP5q7USbHjwTVIE6RiuMdTNHaggFl4rgf2pFaHu9EDl4qE3w2qk2CUJjFyi8qddkEgbcx9rFZfQVbmSLwucEB0rienH1bfOREuMsDN7SxEYgowafVqDNy/BA+zFChNZCGgw6QgA77uYNIqVCXVgoxHo4nUE2esh2relDlDtKn6nN2EhHxLsPDzeh3wfq0WJU3fcC8cex8cxuImV1FZoUShXoyDcdVxNLETTowYA7si7aNvrl3Atof8WoVykQiPp1B3TNaQCDa9g9VxZ+y/BWMzslzTkqRE9ti5Fc+y6OKsdLja2ODKuMmwKXLDY1UHwCq/Qr5RiGS9lAOtvEQa2AkMYOwXgrEZTtvJsphw9BDHOIKUMqtgZDg9wL4BtfBrdxMo0Hn7JrzI5gdeu/hXw7re/bk6r2dcwY6XNGWaLxbUXgYPGWVpLrhxCZsf8rNOD/QbgcaeVIePzV8DNt/6PC52NSQ/5Cefm4qOVR/hpZouXoiuoK1QAwdGDZX6G8xo3Jn7PDIzGQPObeZ1QB4Z0ADfN6HAOIkfIy5jbfQt+j+lMrCDnNxxuOsEkEUDV2fKbtRm5+NenhuEjJFjqWoMQtRRZCBK2wvNq/7MlTv64ihSdNYdKjXqvvi43iyubPNj86Ek94QnbBkj7vSj4vnHnj/Ao4IvYCexZHNma+To4LISrYsA3TOPO2NFWm1qXlMqpIweH7m+Qpcg6vZIgM9BR3fhQZql2cH4Og3wbSuT63Sr859DDD0Uaj1UainXf5mtBlkiOYRaKUJ60ef6h1dWY3n1lTCAQUSBK/IMYvhJ8xAoy8WtLE/4VTkGH4UjctWFqLevyE2a4FBFDEBOk44B/OU6XBpCtQo7H1uM2FT+tF7CzIqbTJ1jn+e8xOzwn5FitDTXIH1vIXPD4jb0WdNj1yLEZPCzrqRCHR5P+6Jk5EJfdYdBH4sotQ9yDXLYCjSoLUuCjUiOJj53IBDQtl1P3YcNL08jKdUZOblUE8nBTgVvzyyM8W2Lzt7juc8KdVrU3rUCRp7ZScD5mDGzOa1IEkmvGsFTzA+iP9f6IrDyRbN7fChqP849C0OuhoG7DYPR9QejSRXL9D1iZPTl5T14pUwHSTtuVikIX7fuZQYCfRG+HgfjrBhMkAV2r/fhZWNK2eWdxFY+JPIV0IYRS1NAVAOMuIZZSdaQhqyUJsglTJ8yIYYA3o7fQqighj/XXsVjDHGuJ9IAxcY3ZD6xDKY3aobZzd8OXNMa9Jh97QTuJCdxzLlgdw8sb9sXiiJDk9LNYlk9oL1DdVkFXoCEMNvMmZPbY29hzYsjluYrLPBD3fHo4FWrPENYrrJno+eghs05VJZZblrdzHVBLZ/9cLH976RElu4I0dXttWsbiIlD2SDATbciFny5Ov8/Vphl1WAzB5YC6kp10HYaBHZUaoDEzqgH+PryBYsR8LRV4NSosXCUUbt41pgDNqOvpa4w2bK1+wZMkeFOeYaSpP4SJ16+cJHb4M4UajZUHCxrRK7mPgr1ryARusBJ1gyCMtkkrO4Z7TvKzg8BGKetYKSmzWlS75OMdG4MyLzyUthhdHB91HJ9u2dWefr+r8q+a+sMvr78fwcAExISsHLlSm4tSv4m5JSAgAAMHToUH374IWxsrBuhlWce/TtZdePHj8fWrdQ47s8iLi4Ofn6WmWSlz/u7+vxnba04/r89AhUA4N90f+fPn48mTZpw/zw8PBAfH4+qVanD65sCgLGxsRxwSFJ3GzduzAF4cjn9UUFCpVKhXbt2CA8Ph0gkwpMnTzhwsGyQdOMJE+hOPXmArlq1yqwIuU6jRo2gVCoRGBiI6Ohorr6/Mt61F3NiYSqm37PurvdDnRkIcqCi5uT+BO/7CUaZ+YJKoJYgcujskrF8kXYOfkbqPMoXGTaH4G5fhzuUnj4UfzzSYcOzFiVgg1Sgw1fB59A/sB0cHBdw5a48P4bxZ0mKsGUQo5EHkz6AjYQyi7ISg+Eo5E8bfcG2Q4AXFV8/GBeJz61ovDlJ5Lgz4FNu15qAYE03rEFmIb8+1o+du2FIEO3P8ts3sPJuERBUpqmVFHa4MYY6JbLGfLBpJgOPsr1iHFZY7Ea/yTx9mpmBsUcOIK3AtEgjwuzr+/RHE2/T4oz0KTJ5CkKUcSXsT+I42tq+Cup7bShJP/4zN9rrE6bAu0jjbfC+XbiXwu9qSMaHjBOJ+9nhWPeCasjxxc/11sBWRFO1SBrOhDOHEJr0yqzoV83b4b16FJjmxlO1G6ySX4CchQQCD+KGKeTu5ZYnraGQ8M8PtWYsxgSZFj9bYu7gu3vnzWAWwuzb0n54ifsxARWD9/8ErZ6wI0oDZiynobeh3RB0qkRTr0mEvpiBpjYnzfoTWVAdQX77IRHS597x+DNI0lD2Gl9kFfTGlw0pw6zf+Vl4VsDPgvOXK3GiGwUS76Um4ZPrK9C3RgTnTl0cBToJDj9pgO2dZyHQyZX7eEbYWESrnXmv3cI2E982pkzCG69fYtRJ/lRUAkBFjJsORZEuWJsLs8GWFRUsuoKtUYqzXWlq79GIwaju8BLzEpoiU296D7S3T8Qc7/tgXCMgk8pANnyq7VgGplAIRmuiHxJzCtbWAH+XLFzq9yNXZ+djixCbyq+pRbQAn02gqbWZBUnIT++Fz+Jb4lUpZqGEMWBB5duIz6uL8Y0p+3HC8S/wKkOEF3nmRgF+ihyoGeDmBNofpSYOr1JbW4A2xYNra/8bqjhQkwlDzhzsSHqAKwVeZmPf3CYNk7yqQuRMr30x4RkmHz8K1sZgrtNoBJgCIfYOHoqmnlSg/kl8c1SXmeuMFVd+O78qmgeYBP9ZfRzY7PfNjTOIfpjjSjAC0xzj0gfzlgKqUkA+YwvGYTlNOSyKH6N2YcMT4ixsGYQBGTnw87dKXWU1oZRpxJZK5ZcPB2M/vwQ0Mxrz8DKpOi+AT1rjrngfCkfKjiUx/dwfOJGcZfYVriwR4OygT0sciHk78hd8yKVtZn8A6Eu514rrgnFcC0ZoAhu6nl+EAvBLUXiLK2F/e5MG4V/QLLMqTkS/h57OVOe3bBQYRBC6hZa8g//qa5envuW3buD3O6G8pzTw9MLBoeXbWCvPtd+Vsv+SMc/IwW2YFYHPbbesx2slv1nZt+06Ymy9Bly3WdVOsEr6e80iBN4QuPPPnX81Zj9cu4KN9801BYvLkzTks6PphggJvTEPUWkfIVtt+v1lI/JDsMc62IhNwIQx9xug0IqusbQDBE7WGeD/lPv7rq0z+Mbt/zMASEC/UaNGITeX/1leo0YNnDp1Cv7+b88y/Suy6v5KAPDv6PM/5ftZ0Y7/7ghUAID/pfF/GwBw2rRpXFouiVu3bqF5c/PUT/J5aGgoWrSgjKzp06fjt9+oU2fpqF27NgfqOTk5gbxc+HZQlixZgi+/pIu9AwcOYNAgK05obzl+79qLmRNUj1qOJ3mWi7RKcg+sqD/XzDSDgIBjz+/Bw2wK9NR29MT2riPMgNRzLx6jqmEcqtlZ6qyFZ3hA6LIbjbwoGLUlfBi+vdeYussWZ9MJwblkbm2fgNYBdF7svL8Bc2/x67aR41eG94SfM03dPPN4Aro63bC4g1qjAM9EK1DXnWpJ/vbwGlY8vGb1TkcOms2BPGq9DkGrV3KMpc7e8Qh0yAYRtr6Q6IdElR0+atocM5pTx77Y7Ez03L8NRIOobHzSuAVmNDE5+0U8G4JgO8u0s0yNLWw9L8BGap5e86ZTMrUgE0ee70euNhm2Ilf08hsIP0dzx9qEgrs4/MrEmixddz+fRfAr0mi88CIW752gbC++IOnXxcDi7vs7MPeaJduHLPR39m2M5n40XVdt+D/2rgMqquPv3rd9YelVREAFBXvD3lFjNxp7ij1FTTExzVijMTFqTGISS6Kxt1gxMfbee0NBmqD0DrssW9935g1sYd8q+KGJ//g7R89h37x5M/Pq3Lm/e0swK+oTFOhs2YKNXZrhnWBr9ihhmUXG3cXt7EzIhCJ0DwpGUx9rgCSr6BYk+cPhJLZO6yXHu5BfB21CqZmHgdViZ4KZ2Vm+T/6Or6ONL2VplgVhAh5KiYFKp0N9Nx/0D6pv5eyboipA+90/23Vfnta8KyaEWT/T7mRGolB5CGC1EEuboanfeAgs3IL3PzyHc2nfwM/Z9prPL3aAo+w1TC51o11yYyR+TazDe35GBdzFp82okyFxBe25Yw3SS5LQoHoKxwQs1Mpw66E/gp1qY/fLr5rStEaceQc5OinUagn3j4SjowYymQ41ZTosb0UXV7ZG38KnJ+w7Rh4eOgbBbvQ67nPifRToJKgpz4aPtAh6VoDEYk/k6BzR3NkNP7ScxpU7c7c3FmXWglIngodIxTmJKw1S5BkdMMgjEYNrfwk/5wbILc5Ei02/Q6hm0C/kHsLcsqHUSbAvMRhx+e4IrZmKv/tS8HP0wdU4kZwF1jJPuXTEXB1VuD6SAkHpBefhrX4DBNA4kBeAJI0CLiIturk+RIBUiZN57dE5jKbH774zBj1dzuFGrjeOpwVAaxSisXsmevknYEdaLQxvTp1VHxT9haL8Nzlo2IkRQcIwnJZpkVHPWVOwsomo70VTkI3ZAwD9XdxSuyJa48ItitSRFqKxLBeMMAACb8rE+eHqKfxw+iLnxAviyipgqeaojuGMkqZ1aY/xDSmTZfm1oXiz2nXcUbqhSE9BUA+xBsGOBVj8sBc+bkHBeE6WILsvzmQWY+6dNsjXyODvWIjvGh9HgHtnCFzNoD2rWg+2iAKc1iEF47kbjIgu0CWr0tBr/0rIhFrUccmAXKhDtkaBmAIfNPWUYUtnyrysTHCpi9l9Ce3XZjdG8QEYBXUg1hvSkZxGwQm+cHf+FK7O9F6/m3URA/Yf4kywysf8Zh4Y2YAyBZ9GcGBq7jBAx8McFzcH477JdF92ODADRoEto5G0Sw5nHO7OL71RFe0+Hf8R2jrutVtVgcsRuMmfXJOtKtpI6vjwwD7sjrnLWx1hwl8cb80aq6rjPk/1sKpVYIvo4ghfMF5nOOCZXJvBS7+zC6KPb9oc0zrQ97qRLAiofrNfp090pXWNozIzMHDbJo5pXj6IpuObzc2LgLcy30NWse27yEFUEy2rR5qYgMbccYDWznefqA4EnvzGX/+m8/u8zTP4xs6yD8P/HAzHf4ELsCpDhS19t3PNfVopwDdu3EDbtm05YotCoeDmo126dIFarcaWLVvw66+UoBAaGspp6pMyTxJVkVVXBgD6+fnhwIFHO4MT0FJcmmFUvr3Pqs9PMk4v9vnfG4EXAOA/dE4rCwCSDwySOpySksI98Ihph70g22NiYuDv789Rpi3Tj2NjY1GnDp0EEy3BZcuW8VaTnp6OatUoeDBy5EjOKKQq43l8MWdr8jDvzi9IKjY7/PrIPDE97B34O5gNMyo6Tjcy0vHB/p+xut3fCFSYV46jC9wx9kwvbB88Bf7OlK3Xf/sM3MpwAUPSrUqDpEqxIhZD6mqwMIKm8B2+twvjD/PrWBFg7sbYN6GQunJlu+z6BZMD92Kgn7m82iDE1NsdUcfnNUxpQsW4t8Vfx+eX+B1MncRSXBv0oYkB2H7191gcvhstvc0MN+JsPOV8V3QJfdNKW+jv+HuYcnQfiAZUWQwICcPirr1MaXkqnRZtNy3Eyhb7Ee5hBs2ySuSYcLkH3mk+Ab1q8oM6jzoPhdo07HlAwLUUUzEHoTv61fgaXjIzC+2vlC8RV8TvellL0Rb9/Ckr9FZmBgZs2WD3kCdGjUcNFxduuyF7JL65TNyezYLfIsaAGU3P4tWGDSFwMQMGSapE/BL/HQp0ZoCrpmMwJgV/aDJEqOj1Rsr9dvNXHEmMws9Nj8DVIsX1RJY/ptzoiCsjZ0AooAzAPfcjoDPyr7w28/wctV0GV+bQyCspRrPt9hmNE+q1wrRmlXN1vpF3Ez9Gf4eakmx4KczpmwVqOWJUvuhR/SUMCxrBtXNvYl9sf+iJSznEwdd8HzVxe4DhNR6gfy0qyUAisSAPY/7ejvuF5nGv4+aJ33u9guoKszbf6PNTcC3JBQWlaahl+3t6FqBrLQbfNqHn8nhyIkb/TTVzygcRtScMQMJAJfHmxXEIdUhCbQez/qGRZXAmvzYCFPXxXl3KHvn56gQczJOglU8i5xhbFulKZ9wq8ENkp28gFcu5c9l45VdY2/UvNC7VJCNlCdA//VZb3CqqhgODv+J2H713B6LVV5FV5GTlQuzpXIiiHGfETKRsyhJyPWa1hkTAr+13TT0czWvSeyM7cxDcjRaMLYsBKDI6wMWPAjoFqjPIyB2GGiIZpBbGPnqWxUNDCSTyifD3oItSxswugNF871qNqcADAm/Kbllx7TwWnLJd5Cgr/3WPbhgWSu/DiecnYbBLFDq7WTu4780OxAl1a3wXXmqqojmBWWdWYt29JtZgtsCIZa33o2fDHWAElO1ozO4D6G1NnriNjm9B4ETT00lsT/wVeZp1Vucyq8QVrwevhI+88imjrHIlWOUiq6Ex/SHwgcCbTu4JoJmYQtjrtosCZLu3+0ooHKj+4pdnvsbqeP40+gbOKvz5Mh/Yyd+Eyv7K6u6AzaHyCHzBePwFRkyf3d0OfQU1+NlYPiJf7OzyCOmNyjasXPmrKT+jiZD/OVdiFELqexPCJ3Ah/n82y2b3BWdOYsUVfvOmBt4+iBz+WlUf8rmrj1X/CbbgQzvtloDxuQaGoYsF7VavQJrSFmwn277o0BnjmlLHYFa1FmwRfd7ahMAbAm9+Lb/HDd7u6Dv47PBBK73RYfUbYl6XbiYjEq0hB6cftLVbVWOfVfCQ0zR+Y8E0QE1BHpuQdOAM2P7t8TzOM8qP6X8VACRg3/HjxznSBMl2KyO2lI3PwoULOQksEnPmzMHMmTMrfTlWVVZdGQAYGBjIZfc9aTyLPj9p217s9783Ai8AwH/onFYWAExISDCl87711lucyYe9INvLTELIfmWpxqT86tWrMW7cOG7XzZs3Y/hwqmHGF2Sl4t69ewgICEBSUlKVjtTz+mJOKsrFynv7kV6SDQ+pK8YG90Coa+XBP+4Di2UxZOcWxOQloHtgAnwdVHigcsLh+7XQwT8Mv/Y2T3aarlqCAhX/ZLupvwt2DBrPnZ8SnQp9tyxCXKGjSQOQ5ewcgREhGnzdw8x8qL/pO6j0GjR3zUR9pxyUGEU4le2HNI0CI+s0wfzWlAFYoFWj99+/Ib2kkHNo5LATlqTnMphcvz2mNDQ7Ad+KHYf6TrarxiUGEXSukXBxpGnSZZGmLOJ0pQhrrIGXN6dVZwlYPygqQPutKzlWYXvPFNRS5CNXK8fRjBoo0ksxt203vFHPPnuF76IlgMgfSRORWWLrMusk8sartdZBVGqu8UfSB0hV84MXvrJQDAuiqYakzqHbt+BKmjV4QLZhRL/GAAAgAElEQVRF1KyFX/tR92PuvGe9BBgScTvXE9dyfCAWGNHaOwVBToWANAICN2tQXm0oxq2C6yjSFcJb5ot6zg0hLKd5VdGbc/6F77Dyjh7uEjU6eT6Ei1iDWKUbzub4cSyq6yPGwFVGU+nu5K5EVJ5tmo9M6IkeNbZCKqRAckWDYwDuokxVvpjerCvG1bPWFXpc3WnqGHwbPROFOjkEGiPEMEAPIfQSARzEWkys9SbquVLmxfyoiYhRaaDWiVCkpWCbQqKFg1iH2g4CzGxAV5TLQq2JQ0rmahj16WBE1VHDezxkUgIemmPQ3p9wNY0/5X1E/QB83Y6KrxOma98d6+AuvYpBgbFwFWuQUqLA79EN0Kp6JyzsbHZuXxXTBZ5iW9YnMQaSijujdwB1K55zdRnEkr1WgFFZy+LzPPFt+K9wEjtAZzDg76ie6Ott+wwnIOA398ZidinD7ONjW1Gg+AtavRDZhU7QGwVwlpfATaHCgzQv7Otn1ls8d7cr6jhmYVNSGBJULnATa/CyfywHLHtU2wxHGdWa02YPhUh/HWeLfHBR6Q0dK0CoLB+93JIhYKQQlTpPG7W3oM0ZCAmPqzcBAYXO8yF0HMLVacweCFYXhbMqH9xSE7CNQZgsHx0UaRCIgiDwomDukYQ4THgEM3fjwCFoU4OmAP92YwjG+vAbXKzI7IJ3GtF74V7aWvTYk8nLZBWI9IgfMxiMiD7niLmGVfqt5cUjHwSBCzVKKdZnYXfSCOiMtgYsQYoIdKpmDayxRhX0xZvA6mMAxhFCeR8IJeUc4wvnA8VroGH1ULOES8lCDCEcGDEEjAgCX/MiYnb+DBQqbVlJImEQ/H2OQFDq/PnekdmITOE35fCRluDCMHOqsNWNUgV/sJpTYPPotwtfMG5rwEgpuLE8+hjWP9hvU4yY5EwLG4m+NZ7MbbUi3VBpc1GQ3h2+Els9ycvqCLSsyb/oWpG6q7JMYn4e+m5aB7XFAlxZ/Yu798LAMH6X26psw7+9LnKfsTn9AMND26Y6jIHAmS5IkFh55RK+OWO7WOguk+PvV0fBy5FqlbKGbLA5fQGjrdwAo5gKRmHtpF2ZMUopLMTp5PvQGAxo6O2DptXM5lKkHqX2Hi6mms2Uytcd5rkA1RT0u5PV3QabM5RwhG2awLitBCOl79V/czyv8wzLMf0vAoCE0deyJX2f2ZvvGo1GNGjQgCPDkGy2jIwMu8w6e9doVWXVVQUA+Kz6/G++X1+07dmOwAsA8NmOt+lolQUAiS5A3759uf2XLFmCDz6wTr+z7AbZ/uGHdNWS7Ne7t9mx6+OPP8aiRZQVQAxDmjRpYncEBgwYgMjISA6QKSoqgmPpB0xVDNnz+GImKY6jjm1GgdasiyYXirG842B0qEb1HCsbB1NuY/qNzTRFrTSErBA/ho9BSy+zrkWjFUuh1PCnNNXx8sD+EWaNl7XXjmLOKWIIYWZqSIVG7Bo6EqFe5hTX3ntX405eJm+TpzXvgjfrm8GYJbePYVmM9cq0QiTFn93egp8jZbYRYWljRmMwNqLR9BCM0zQwjuZ2VmSsON24dUtRYuEuZ7nf+p6D0dG/cmOfp32AjQmj7B7+5RqL4O9IdQcPpi3E3QJ+Sn9d5wj09DNPALKKVZi0by8up5qZSR0DgvBjrz5wlponzcbc8YCWn1WIcpOKioxRZcpsvrsBn5+3BSlJHU5iDW6M/MJkTkDcQa/nfIe4ArMOkIPID+18F8FVam0kUJE2EBCsybYlUBv4mUZrug5FJz9bzdJH1V2sL8BP90YgReMMlcE8xjKBFv7SPIyp9SN85JQVNPXGVGRp+M1X3MRO+L4pBda4a5nTTnubGieUBeMExm0VGIn5mdlg9fdQ6vn7E6BwwcmR5sncxltTMNhjH8SlrqSk2lydFDcN09C1lKVIftuTQD58+e91F2lzdK5OmRfvnp6OQA9+Bo/ByOCd4B1wljqCfCiXpNe3a/hzpDAC3etQUGLetZ/x0MivC6bXi/FbK5rWSybGsQmdMPxsP+RozSLcBKj/POw8xjcdBUZOJ5IErPvlIbAj11qnp6FDDhYE3oC8GjWuMuqigBwzUG5z3p1mQOBI3cH1+dOwNPkuTiutU9xbOGRhaqAfxG6UgZWQl4uP930Nott5JcdctpVXCor1Ivzy8nRUL9XmvBHXHg0V/M/DUwUh6FSX6lGO3v8djifyL8aQ7at6tUdEEE1lN+YMAXT8oCKjmAJGQdMs7xXsxrlMs+u6Zd8ZCPBq8DEIS5lGBEDQ5I4Aa3IQpaVFTl9ArKALQdw5Um1AYcEXKCxn7iGCAJ7iUIi9zaYmhAWYlfcxlMXbTPuLRSHw8fgdklKDKbJh8YVFWBpjCwiQbS3dldjWl994zOZcPsEPrD4JbHZ3u3synkfBiMxMyS+ubMexnEsmTUmyYDWkehdMaVD1pmblG/Wg4DLY/Inwl5oZxFeLW6Jx4G8QC5/M1fgJhuyxu5x5kIT3//4LuSV0EUPIMPioTXu83cLWzOaxlf2PFmD1CWDzJgIGC/kX+StgnOeAsTDOIAu63545iZVXL5tGgphh/NKnPxr7WC8Ss7pbYPMmA0YLLWCHsWCcPql0+m9lhl1vVOJUciuwPKAeqae572a4yMyay2zJQbAFn5KHSelhJGCcp5vMzypz7H+i7PM4zyg/TpZ9GLJ3yL8mBfiPflTT+GmkAFum5RJZq1at+BeGLaWqiKlm9+723w/lx7WqsupIvVUBAD6LPv8T9+CLY/57R+AFAPgPnZvKAoCE8ffOO3Sy8Mcff2DwYPvpd0Szb8gQypQg+5EVlLIgjL+tW6nWVVZWFjw9qZg9XxANwTKDEGIoQhiBFQ3y0npUpKWlmVZ4nsYLpKLtrGg5oq0SsXc5HhAxWrWQOmmSibzcAFdHGU4OmAiF2Ox0qTdqcSV3Gx4W08mfv0MjNHcfZmKWkd8I+27A8YUo0NmyPvzkbtjR8UOTrmDb1SuQbie9pGNgENYMoBqNxHGyy7pVVmm1ZX0kK8K7h5n1y/Ynx+Dt47tshsDXwQl/9x0Lt1LXutjCTPQ/vALt3GLR2TMWCpEGScXu2JbaDPXdm2FluzInXA3YjIZ2h5RRvAvyr7Lx/dUzWHL1rM1uzb39sK3vCFO6cEXrzVBHcwxAe9Gr+hzUdqLpzzma+9hyfxL0rLUTHpmMDwv8CV4ya8CKfFTczspEhrII1Z1dEOrhacVoJHWy2ssozByL5Qn1cS3fG0KGRUfPhxgdlAyJ1y4woifTh8orTkH0w7lwYuJhYCVQizqhZdBHVpp5t3OT0G/vZrBGsxlE2TjU9mBxpL+t3qFKl4ICbTzEAid4yBpAUApEVHS8Lcv9ePM0Nt77CxHV78JbXgiVTorzmbUgFrbEth6vV/pckroPp/+Ea7l7oWFF0BmFnEO2TKBDbaeWGOj/pWn850TNQ4IqkbfZ/vLq+KohTVlljcVgs7vyMjQg8APjdciU9hW+dh6yNPwOtyFOOhwaQfX67mRfRJB2FC8IF692Rq0a5yEsNVr6M7EdSnRaXMkJRlKxGyQCAxo4p6K2azICFH3R3Iemj310ehqqefALv5Ptr/itQU2XatAbSiDIamT3dF0qaY9WQRTY23h/LU7l2DpZkm0CCPFL8zV0jAwZGLz7W1zOs2U/SwR6HO3rixre1GjqZOJkzErkH6OhHil4pzEFmB+X4gmXJRDIqZv2gdSdWJ54GDnFDijWSsCyDBwkWng6qjCqRlu8HEDTF1lWjYKH7eEkKkJUvifSix3h56BEmGsOCnSucKtx2jSJj09sg5pyW2dwUs91ZQiaBVMAcGDkj7iWwg/Qku0zOzTB2AbUIZstOQY23/z+NZ0EgRcYj0gwQqr7eDtvI65kW5txWZ6w4bX2QyqkqeeavIm4mXoZX1yJQJrKiWOAdqsej5lNTkLuHQmBmBotlZScQhbH4LENB0lLeHhZa5aeS4/Hwls7kacvhJQRo1e1Vni/sTVYll6UiD5/rUNOKYO2rGaiX7qmUwN0CrRmF0UXpGNN3Fk8UOXBS6bA0KAWaOtdOZDfsvXG/A+BEh7tMdkACFwX2nQ0oTALh9OiIGZE6OFfH9UdrI1oeAfnET/maYqxLOocbuamQioQIcI/BK+FNAdJ4y8f+1OuY1viURTp1aip8MW7YQNRw5HfMKiy7ajK8sU6Ha6np3EsZeLa6vOEWlplbSJgMlS/g9WSdzbR3mwGxvFNMKUs0qps+7Oqi3Oe1t0EjPmAqBYYEb+LJ3kuKvOWQqeJ4pi5CucBEDsOtvkGoM8mLV0cMCoBUYgVeP00+xWXuwDJhfR5bxlusjZo4rPaBoBkjYWA7hYRLwHEDcAI/n3XsL3xegEAPp0riWgAPk0AsGPHjjh16hRHOsnPz7drQkm08IlOIAmSAkxSgSsaVZVVR45XFQDgs+hzRcfmRbn/xgi8AAD/ofNcWQDQUu/g77//Rs+e5pSx8l0g28tYf4Tt99FHZp2hPn36cK5JJIiYqkxmfzX6008/xbffUlYCcRYmzsAVDcs0zsft8zwAgNH5mei9ezVQSNyQyzmYKvRY22uYiQWoN2qwI3kq0kusdRp9ZWF4JWARRAI6Gb6QHYfJl2w/xMrGa1O7dxHiTFkrb/+1Bwfj43iH0tJcY3f0XXx4kF+vjzvm+Lfh5UBTUUhsj7+FORcPo0hHAa767j5Y2nEAajmbP/JW3zuP9Py5GOJHmTplUaiT4vO7A/FXz4UmswdNeheIwa/NxTlkyuxft/auE7KyvuTqGSy/cdGkbxNRozYWd+plAikfd41Zbi8xFGF17Csw2lkFf7XWWrhJzCBcSvFNHEj9BkV6yg5SiLzQo9qnqOFonz37qPYUaEowZN9K3CuwTh3tVM0Lq7qPfiIQLEuZAF32EPjKrNPOLhc0R4uQjSZW35q485h//SB0xWKwhjIhfxZCmR5iiRE3B06DxMJkozLjWpGyuSU3cSplHASMNaAa6DQJjbx4gJIKVGpg9TiR8Suu5UWCLXXICXXujB6+70MiNLPT1t/fiMOZR3lr7OjZHuNqUcCK1VwAm0eZZnzBeOwEUwqyjNr9IU5kWrPQyvYZGpiBb1+ibOttUR9w7D97cYtZicY+NKXqwP3RWHjXE2laa1Hrzu5JmNKgK4LdaNsWXV0NyOliTvlQaqSY3SSS+9nIGpHyoBmqS2wXGsj2SOXLeDmYPufPZB/H+iR+bacAhyBMC6OpqPklKjTeYD+de0HrEAxvQBmAC2/Nwb4sfj22AKkBa9tR5iV1/CbMOX5wjfHcZ0qtnRf1C3YlpqBYR41XykIm0qFXoDvmN6IMeFZ7CWzuq3bHnfHYDkZMwdFLsa+guROZ6NrGBVUPtKlN0/2/vbwbv1zifxYTwOPMq6NR3dnsSMuq94It/BJgS/U0RXXBuC4x9YXU+VB1FkdSp/IeWy70xJCae0w6q8duRGDCqd4c6GkZddyysPfl6hA70UWWgsJvUVi0hLdOhnGGv59ZAmHf/Zv4KmYjGKGZiU52bCSth186WLO2iRHI+6f24p6SvkdIOvu8FnXQN4RqbZbFuawEvHNuo5UmGdk2p0k/DAmq+LeEZZ0sW0LHUk30NElbBYB8MBjnGWAYfpDZ7smv5IYstRKDD67DA5W14VDvgFD82G6gFQi4/N5RLLt3zOoITiIZVrUdi7ql7/RKHv65KM4Z5JA0be0F6/aKwqhJi8D87fFcdKgSjWT1D8DmDicaH9Z7yUdC4PL0UuMr0USuKGH2x+ctwoPCdSYmoJfDSwjz/AoiCwfzytb7byz/AgB8OmflaQOAXl5eyM7ORuPGjXH9Oo/pU2m38vLy4O5O5yqE9LJtm5nB/rieV1VWHTlOGQBIjEhIVt2tW7e4+TVpW6NGjdCvXz+MHTuW13CzrJ3Pos+PG5MX2/9bI/ACAPyHzndlAcC5c+eaRE6PHDmCrl3ti+UfPXoUERERXM/IftOnU4MIEuR3sp2EwWAwAQN8w0BWVMj+JMhqTPv2VBy4IvG/BgBeynyAYYQ5WW7SRceCxXd9e+LlWpR5cSF7Pc5nr+Udptaeo9DKk07gT2VG48Mr6+wO55o2E1HflaY0xeRkY9DWjTZ6PX5OTtg7/HW4yeVcua1Rt/D5EbOZQfnKT42ZYEp5K9tG0msfKgs459jqjs42q9Ub761GSwfzNWRZ550iX/SscxFSIQFGgYVHZ+Gjeptt+nQxyxcij/Vo4WfWUDMYNYjP/xkZxYdhMKrhLAlDHfcPoZBY6wSWVabUapGqKoSbVG4FYlbkeixf5lL2elzI/t1m1/qu/dDF11Yg3sgaUKhL58o7i30heEINPrL/7AuHseYuP3NrbuvueD3UnIJT0b5dvjcEzZz5Uw2vaT9D84CxXFUrY07ju6jDaO2ViAauaZAJdcgqUeBkRghS1a641v8zOIisQZWKtuFx5Qg78vjDl6HU8bHwGHT23w0nSeXSucuOeTRhIzKLV0EhyUGxzhky0SvoG/Ke1fMtV5uLGbfnQKm3Fmp3EMrxZYNZ8JJS0MZYvAMoNKd22/TLdSUEMgrWRcUNwtATzaEyWI9ZNZkSOyKy4FedgmRbb7+DIZ7mlMvydV40LEbr6pQ99eGZqTiQze9ot7BREHrXpIBMiU6DL66MQTUXW9ZaibIfpodP5srpjQbMvDQKXwZchKAcUemu2gln9PPwZkgvrqzOqMU3d+fieEwJMnJcYTAI4OSoRp3AdExv8j5Cnetz5TKLlQjfZF/LbG6bCLxRn17HX0WtxeGMm7yXRzWZEza1NU+OWeUKsMrFtmVlr0Dg+rXp9+GnvsX9/Hx8FHgNLZ0zaIpvkRcWJzWDu6MT9nShWqes5jTYvLGITArGmtiGSCtlAI6rexO9ayRQUELSgiv77enf8XbQQihE1imu6RoH7M9ZgLHNKBuOOLzXX7cYGo2tE25NTwGODbE2DWD1idRJlDCIIANk3cE4fQCGoc9sEuT5cujhFFwpiEOWzolzfnYQaFFDmove/p+jllMP2h/WgKYrv0Ghhn/h7rNWLN5sRYHE/IK5KFLyg7QMZPCvTu9DkiLe+cAsGMXWoHxZ2+aEjkGEf5iprSq9FktuH8GR1Lsca6yJpz8+a9QTNRzN7Dqd0YDuB79HZomtDp6IEeBwjw/gLTeb6fBeHI/4kSVMLEMmIPQBI6ASFE87PjobiV33+fVgl7QdgAFB9N6ILkjDsFP84x7qXA1bO9pnn1dVHy6lPsT3588hPi8HrjI5Xgmrh3FNW/AyFavqmNz1+SjXXMfxEDhZu1lfzj2Pwxl/I1ebA3eJB7r59EILd2sn+Kps39Os61GuuYzb72Ck7Z7m4StdN0kHLtGnQiL0hET4/LD6KtPR/zUA8JXIYf+aFOAd/eni48WLF02GkfbODTGkrGiUlJRAXjqfIYSVP/98tNs0Ad1UKhVat24NwgisaFRVVh05XhkA+KhjV69enQMoyxiLlmWfVZ8rOjYvyv03RuAFAPgPnefKAoDPGwPwfy0FmHxQD9vOz7Yhl9Cil3piUF06AdiR/DEeFluz5couM3+HJhwLkERmSQH6HfsWRiLPXkq8KMskkgnF2N91GhxFZlbDzYx0TD96CFFZmdyHfNsaAZgf0cMK0LublYk+m9fzXtVOEgmuvjnJ5AhX0Uv/auqXcDLym84QY4IQ/0ROzJ+YDYT98gMi/BLwWaPznKkJ2f7Xg9qYd60d3g7vionhVMuDTGSvpL+JnBLrF7aQcUQrv01wkpideCvazsqUI2DUjbwduJKzGWpDHiQCRzRyG4iWnqPsgnvFOspMchD//wCyzjtW4n4RvxZd9xrB+DWCpnNXJrKSmsBDys/wulDYGW3qrOSqO5sRj11Jn6CBm4X2EFkMMDI4kdENazvyp1AQ5g0geaw+EXF0zitRoZrCdlKuMeTgYFIXu91q5DkLgc62fSfgCGH2lWmgla/gz3tL4SRZalNvunIQhjWgJgsk1AYVvo/+GAnFSuhKU6CJHl+gXIYpoQvhKKKAhJGwplSPEOq30KIzFnyGqPQTmHajA27nkXRvFm08U/F1k1Oo4T3BpPF2InkLOkj4XepUBiEYz/NQSOmYddr3GbJ1/ADPcD8WM8LN5yilKAsLbsxANdckiIVGFJbIINH3wPTwSVbj8euttzGWaKSVAwCzdVLcE29Be1/67DIYjRgduR1nkh9Y7S8TCbFjyEiEeXmX3r8smm74HnmaUrCsjDhWWv+e/q+hiTdlRm5NPoblcfwf8a09QvF14wmmY+lUO2Ao/Jgzq9AYRCDpxAbGAMZxIiTOZobc0GNfY37QDtSSWzMLU0oc8X7cy9jZbRZtpyEbv556B9/ctAUVZjY9g1HtfjcBSC9tXA0R7uGrFifQwDkHRjC4mOuLaRc7oo5nE/zWz3xtzjqxH1vir0CjIc8CBmBYKOTFmN9qCPqHms0TOPCP6ACy5RiQ4hZg3NeaUskJCPf++ZnQSa2NWsh74SW3cRhUmwLORIqizk/EiIXfiTfczwFbB1OpEGXxHuTlvc17v+mZpqjpRxmpD4pyMOLCArv3ZQdFOL5uTSVFtAY9Xj+1FjdyrVnerhI5/ugy3gQCJhRloe8R+ynNP7Qciu5+z8ZkgoCRDJgnYlZbDkq73T8hrZifyToiuAm+akm1ljclnMOCO/bZvmd7Trd6r9sd+CfccCr5PsZF7uKuFcsgjrBfR1AguXyQ+97AspAIbUHtyjTDSK43DT/LGuJGEHiYXWWPZh7AtgcbbKofVuN1dPHmb2dl2vIsy5LvCWNGQzB22MtwfBsCJ3tuws+ypf+tY70AAJ/O+SYMwDIAsCJHIPdHRYNIU3l70++MYcOGYcsWswY1Xx0+Pj7IzMzkDEEI866iUVVzanK8MWPGgMhkEaZfs2bNQNpEQD3SnlWrVnEgKQmS0kzINE2bWhsXPqs+V3RsXpT7b4zACwDwHzrPlQUAq2q14llpAD5uWJ+3F/PtzAz032L7sVrWz9X9B6FzEGUvVRQAJGVXxR3D4msnoVYTHSsBGMYIB0cN5oX3xsAAfiFujV7PgXgiga2O26MAQGepFFcmTKw0AJhb+BNyiKMkTxDn2ODqCVYAoEFoBCs1ctlZXJaWngFTwuDjNh1MAGCqMhK3sj7jrdNd1hrh1eynRj/u2qrIdjLhfvvoHhxKjYWQgAwGAcK9amBdj2GQlWqxldVz/EEC3j0ZiSIDNX9RCKX4oX0/RATyMxUfd/yQNYugI3o6POEldsSlVylzqzKRldwYHhJ+N1pLADBVdQmHUt/nrVoiqI4Rtamwc1loSw5CVfAljIb7AKSQyvvDweVLCMqlCp1Kjcf4E9tgFOs5kInVM+jgGYzVEWaXcbU+G4eT7TOXPWRT0NaPpuGSKNJl4WDaj0hSXYERRnhLa6N7tXdRTR5qKqPUFOL0gzaQi2yNOAj4XNN1L4LcqHbpgbQNOJ2yGzeSgnA734sD3eu5ZqNZYCJa+fVC3+rUYdSoXAkoKUjPG87zIXCgGqysIR2348ZhxqUGuJXrBQEBAL1TMK9VCmoErDXpXpWoj0BSQIGZ8qE1MpD4XjM5rXbY9wlydebUZcvyr/jm4ctW1ODCMnQGPQo0Sng68Dsz69MbQmDHnAeOEyFwoqZSf96Lxnv7qdZd+Wjp548tg6mrMbl/mq2ejzyWLlCUGoPTXQzA9r6tEO7fkftz54Oj+Dl2L4zcA8EyWLT3rIO5jShIRUBmVXoLbIqtid+iw5Fd4ggncQmG176Fd+pfhLPPcQhE1LF3750x6ON+hredB/KaoldYKTsh5QFG7NjKOVyXDwFjROSwN1DP24fbFL7qa+TpBJB7qSGREbCfgaZYAnWWHLVcGRwa+TFXLj43B703rsJ7Dc9jUGAUilkhhBBgWVQ4Dqc1x7lx75iAFGPeW4DGOhW0rB2M81wwDnQ8IxNPYV8uBenLh1Yjx+q2dNvjAMA63m7YP5yyfffF3oWmcAy6V8uAnBFxzG4da0CWTo/Ft9/Fkt4UUK0MALgh/iLm3bB11yX19PALw4+lQGF8URb6/cMA4N38DMy4sg83c1O4BbNWXoGY27wPAhRPpgNYUQBwY+xWfBvDzxQk4/Q0AUAy0e68dhUeFJamm5e7mP4YMhzNq5mNwDJVSkw/ehgnkhKhMxo5DcA5nSPQws9chveitPNjRQFApb4In918D3qirVcuRIwI3zT6EQqRU2UO/Y+WpQBgKIgWJl8Ypd0hcrMPiP+jjf8fPvjzNs/gOxWWfRgYORyO3v98Gr0qU4Vd/R8NzFn2pTIAIJGECgig7/nXX38d69bZz5IiZUhZsk/t2rURF2dPmsN2ZKsqq47UTHQKXV35v71I30kW3vz5dA5FAEIiqWWZJfes+vw/fKu/6NoTjMALAPAJBq0qdqksAEho0GR1gcT/xwV46tSpWLyYpli9cAGu+JkkoFu71Ss5tzyFWINqchWyShyQr5VBKhTizNg34S6nk/ZHpQC38nwDrT3fMB14+vmD2BBjyxb8oHE7fNCk4inXZRU+SQrw40ZBWXIJadkDeIup2fpoVOOQaVv3zasRW5JtW1YPbO01Aq38qbbetYwvkVm8hQNh8rQO0BpF8JAqIRYYYWTl6FXLNkXWqM8Cq7sORhQAgdi+IQ1JSzuUEAelVoOetUPgUmpmYtmoV/dvwZlMa7YN2R6s8MThQRQIou1MwaADG6xcmsnvxLR5W49XEe5becOOkF+/hU7MP1FwNUpwfaxtCvLjztHlmMFo5sKfZnlN8xmaB1JQ4FbuOlzN4Wdzku0jax+BWEBTEwn4V5RLxsK6rSJJSzh7bDWxl5IKc9Ft3y9gyvWJnNsuHqFY2YWyh9KVRdib2Au+jrYsGgLWFeu+wYhQyqIhOo3rE99FvjYNRTopjKyAA4OkQglGBi2Bd6n5yo30U8gvMZ+v8uuS+jYAACAASURBVOOkNXyB7rWp4/Pyu59hxSUH5GrNqZfkd2exBm81z8HkBlQvzUi0nLIibNhyZBvpE+NzHoJSIfS43BwM3LoBKp31RNZX4Yi9w9+AhwN9JhTmTYNCY2a/2LTTdS1ksjbcz++cHIWTefyp0LPqpGJomC1QlFVShEKdGtXkrjYp3EZjCZBp3wQE4nAIPDZyx5538ghW29HckYkEuDORXptpRUlos/4PQMzCQaiDn1yJfK0U2cQR2AB83kyBt1pSwHNR9DoczbgMvRHwk6ggYYx4oHHiFgiqyT2wuiVl6xl0d/DT6en44ZZtqtzAoCgs6D4YIjm9PhKT+yBQEst7WzzU1kBAAE23/uTQfmy/G8Vbjvw4tkkzTO9IWandd3yCTIkUTDmc0qhnEMJosKM/Zcntjo6CLv9D9A28Z1Pv19c6YEzbH1DTlYJMxsy2xAaZ//jyoRC4UNfceVdW4iFO2W3n3LCl8HJwhYE1IuSXxYCBJD2Ti9F8exKWW8e6fljzEtXiW3jmMF5ym4kG7tbHN7DAm6f74/chFOSuTArwp5d3Y08y/3PGz8EFR3vSxYWnnQJsd6BKNyQW5WDg4VUg6cqW4S1TYE/38fCU8afYP6reD89GYncFUoDvpi3D8Cv8Tut15XnY2mU+GMGTpz8/qo15ajWa/2pfm3Nmxy4Y3YSm5hdpNBiwdSPu51uz0QkLcNvg4WhUzrn2cWPOXUtFPwAqO0CXfAgELtTAKKboDpbcM6f0l697Sp1pqOtkTjuvyLH/yTJkkq9LrwMRjxkMaZdW+hJkbrYs9X+yzf+FY78AAJ/OWbYEAKs6BfhZseGqkgFYkVEmDsWHD1ODtdOnT6NdO/N3zrPqc0Xa+aLMf2cEXgCA/9C5riwAWFWORatXr8a4cXTCvHnzZhBGoL0grr/37t3jVliSkmzBkv/P0D2PL+bj92OQ/PBzDK8VBRFxACaTwfshELp8iQFhZlFzagLyEdJLoq2GyFcWilcCFptMQO4X5qHzLn7WB9FJujxsMlyl1mDF48a8siYgj6uPbN9//x4uPfgIw2tag3KFWhkWRI3Ftn5mfcC225YhVWWr+0TqWdZlAHoFUeBu+e234Ci4jlWx7ZGsok6YcqEWg4Muo5FbKl6pc9XUNKNRD0PuazDqKI2eBCPwhMhjKwQia6Bk2ZULWHD+tLlbLNCzVjCW9zYDmA+K8tFh5wp7WXRY23UIOvnX4up4aecqxKjKiXqX1l7bwQNHXjGnL1ZkLEmZTqtnI4mVA+WzrfQMWjoWY9uIyguG2zUBKWyGFsGbTFp4d/K24lK2LYOMG1MI8GrwMVOqbV5GBxgN/K65CrflkMr7cl3uvPtnpBpyebvP6hjEDqfXR36JGv33zMa7TQ9BVk5nbXdcU/QM+hhD6lAdzXPZm7AneTuOPAhFnoaCaESvsFP1WERUD8agGtSx927WFWSqrM0HLBtixJfoEkSfcZMPTsHeZD/edvasnoIVvagZBWHPHL/9OkbWjLYCAQn4tzK2MYaGr4VHKdg/ed9e7IuzBYJIPRNbtMLUthTEL8z/EooS+wxivdsfkEgbc2Wv32+NKXfbIVNrzYDp5BaLLxvUgqc71WUlQYC/add24EJ2Ah0jgRhv1+2MMbXbm1aYyf2DzEekW0raQ+BOGbefH1uDrbf4nXDlYgOi3qEaXtmqdLTYuA7v1rmGiSHXIRVSRuvxjBqYer0T+gV5YU4nCgD+eG8zkgr+xMfVbsJbRHXmVEYhfs8OQZSmFVaEU72+tPyb6LLhb24xgC/W9PZHx2DKmLub0BV1Hfid5uPV3gipSZ8Bk/+OxL5YfqCQbB/ZsCHmdaHphr0OfYg0LT+7IkSuxh9dKWB2Mv4vhDvws3SL9WKUuJxGdWeawmTM7AIY+U2R4PAaBM40LXzBtd+RaLSTOkn0CRsuh7PEEQRoaLJ9PgoyJYDYIhPYAI59+lmXlnizTqmZzO1v0N2Tn0l9N98L9UPNDMo/79/E1zwmIA2l9bDMwgRk5tU/se2++dlseZ6CFB7Y38Ocem7PBGR2k76cG/DTjA8v7MLeZH7gd0LdNvikEdVIrkzYMwHpVSMUS9ubTUAe5ixE5P2zWJFGn2VloRBq8VvdY6gbdNzE9q3M8StSVqXVouFy+0DTvC7dMLIhfc6svHIJ35w5yVtth4BArH2ZspwrE8bCr4Bifv1jSPtA4EYXWRKUsfg2hj7D+eKTujNRS/F0ZUAq06/HlSX3ZWF6GBxhsNFZ1LJ6sI6TIXd+kQL8uHGs6u3P4zyj/Bj82xmAVW3i+Kz08Koqq66i1+z27ds5oxISX331FaZNm2ba9Vn1uaJtfVHuvzECLwDAf+g8VxYAJB8YREg1NTUVoaGhuHvX2mHWshthYWGcHgERHSUPZ0uqMQH0CLBH4u2338ayZfxaV+np6SZh1xEjRmDTpk1VOlLP44vZWDALUNsaXEDaDYzrz1bjTEDAy7lbQRxkSVR3aIQW7sNM4B/57VByLCYc22l3XHf2fg3NvKxTcfbH3sOGW9e5FLMP27RHg9L0tbJKHhTmo/Pa32wcIsl2FwcBro4j4vPW6XBpRUWIzsmCXCRGE19fyERkZmmOH6+fxeKrp9DFNwYR1WKgEGlwX+mOzYnhyChxQfQbU7h9if5b6HqiT8UfHzRphw+a0lWvscdn4ka2Abka6wk3aVon32j83tVM+9fnvAqD1lbcl2EUEHlfhEBA9dIOJcRiwr5IW2CPBd5o0Bhfdu7GldseewtTz9nXaHorrBU+D6eT6IYbv0cRYVDxhCMjQdRrlf+o/+rAm/gtpg5Nk+ZcNxkwegbQMpjdIgmj2j4ZUyBX9RAxKXPhzMRDDwnUgk5oWXMqBBauvvna+4hMeh0sTwpydYfW6Fadnj/i5pibRkFQvpArPoBDqSZbgy0LoBXzO7eyRiB2yIzSOlkM3LsRqcpodAuIgrdDIVQ6Kc6lBeNeXhCODxkPPwVlxqxP+AoLrmlRYrC+FgkbcVjIQ3zVdAVXTm/QITKmPTwcbDUVi3VStPY/Bje5J1d28K5puJTDn/7X0DUffw6m7JRjSQlQZk1EH38KqlnG1vt1UTtgGUg6LImXNqxBbC4/YNatZm2s7EedcLXau2By+kPIwxBRswLIfe6YQNqcvE/xsGAbtqY1RVyxF6QCPVq53Edvrzuo5rUFclknrk6NQYfXTv+K2MJU+DJqjpVawgiQw8rxSf1eeK0WZRSSMGa2J//xn0yX7yAoBXPX3PkRXx7WwUFUgp6BsXASa3Eh3R/R+T5o4JeCyMH0+shQKbH24puYGnbZps5red44pfwMH4RTgPhseiQaGj+Fo8A67Z0Aqn+pX0b/WtSBODL6Nj44eIC/jQDGN66HaZ2oWcnvV4dhVDlX8rId16U2wOhm9Lk67+xRrLp8ldOAKx+EQTe1XTtMak7HqfOBmcjX8zNzazk4YGcXagyTl78JMvUXnL7p7Xxv5GgcEOBYgNpO9BqUeB6CUEzlAYyFs4Fi/ncn47YKjLQDV+5yRjRWJn8FHlUHGNSe+LW92c130IHfcDXZ9npnhEb80W84WnhRo6X0tOnwZvhdEfVGISR+1t8QZ9Li8M2tPSjQF0LCSNDbrwU+bEyNT8riaGoMJp7n18IdHdwanzWy1m67m5+Gr64dQlJRLrzkCnzQsBM6+j59YKffwZWILuC/3jv51sZvHewvGti9AMm51xTj59tncTsvDRKBiFuMeC2kuZWsxon09WjDzsOxvOr4MycIBXopaskLMNo3GioIEeh/DApR5RmIj2qX5TaS8n4hxRYcFwsEOPT6GAS40FS1qQf/xs7oO7zVejs64vw4fv3IR7XjUUYYEIVB4LmH252YDU2//REKdNaOymSbi9gV8xoshlhgrbWbr1UhpigFAjAIdfaHk7hyi6MVHb8nLafKmwS9OhJSRsy1kVM/YQ2c3IfCMxIiibXu15Me58V+FR+B53GeUb53ln14OXIEHP4FKcDFmSrs7k/nQlUNAJI6n4UjblVl1VX0arxz5w7q16dayxMnTsTPP1szpZ9Fnyva1hfl/hsj8AIA/IfOc2UBwLKHRhlgR9yOiOtR+Th//jzatKETGr6HDPm9Xr16HIBILMrJw9uhNE3Nsq5vvvkGn39OJzzEuahs5aKqhut5ezGzhiywWYTNwz9BZDz2gnlEWirfuJ1PT8bwAzyAYmnhwwPGIdiVghck2qxegXSl0jSVJS1pZaHLRcpsij2JFXf/wsMkonFmnvSKxHoE1U7H9s7z4SyhH84EVP7hwjn8dOk8jKUivV4Ojvipd1+ElwIcpNzvd65g9nl+B1OJQMgBgESTkNQRtn4JNAZbXR9Sz4yWXTGuPmV+dN67FEmFRWCNpI1l7aQpbUKhAfEjKGvMaFRCl2E/fVHk9DGECso0arl6OTLVKt5LlDAq40rTF088TMCoo9Zad5Y7fdG0CyY0pPqLLTYvRbaev053kQOujniv0rdEccYQ9NsXisQia82Q9j4P8HsPKYRu9gX5K30wnh1OpK5DonK5FbtNq3fDsNqr4CzxNV0buekhAGf+YRsOzjMhV7zJbWiybRGKhfz6g6wBiB1KAUAS9wvyMOyvLUgvNjvxknOzqFMvDAw2s9QmnfsWBx7wg4pBTiU43IumTpK4nn4SqYWT4Sgxt1VrEEEsnI3OQUNN5Sbsm42DqfwMrw7eSmzoT801bqWdQ32Gpg3zRYJoF4I96Yfc4G2bcDXd2lClbJ+BofWwuAcFrAya8yjIHgFngciKIaJjWahZI1x8b5n0AnW6fFxNbg8fqTWw+EDbFR1q0VRdEgdSb2Ph1TXIMcjBWpDmXHU6sBIFjvf6wgT267V3YcgZCDFjbQyQZWwBHz8zQHU5ew1Ox27H+MBYOJSynMmj4VSOJ6IFPni73i7u2CqtCsbMcDiWY3KWte1c8XS0q0WlDu6nj0UALFi5FoOabvCEX/Wz3C/nHyZj5E779+XUNu1NGqKTT0zDS+6X0ceLaFOa42iOPzalh2N1BL2HNt29gWlHDoF02xIEJOAfKwR+6tUXfWtRTck3zqzAzXx+VmEvv0b4uildvY/P2QDkL8C7F3vhTgFl+pHo6ReH+U2PQOZ9BA5SqmHEGpVg80YBunLi5I4TIHCimoJl8cm5X1AgPmd1X6o1EnwQ8jmaepn1RttuWm6XZb2gw0sYFkqfl6zyZ7BKfravkXGDyOeC6dhENmHa+f3YHm/Wrgtx8cCKLoNQy9naIfTrmwewNs68L6mkqbs/Vrd/nVsIKgviFN03cq3VM9lBJMaWnsPRyIsaxDytGHFsLS5nWxvZlB2rb436WNJ64NM6NE5knUBc1gKMcouzct3O1kvxbWZDfN1kLcSC8gsbVdecBwUFGLFzK1KLzEx8svBADMOG1DOzEuecOIq1N/jNyoLd3HHwdbMea0VbZ8x/Hyj5m7+4pBUE7maDstiiGPwctwglFgtsMoEMk4KnIsTJWuIj8uFFLInZAy1hMxMjLqEUX9Qfis4+1izLirbzaZQzGnKhzBkCo96aES5z+hwyp6fv/Pw0+vS81/m8zTP4xvu/CAB27NiRM8sgphlEX09UTpe7bJzIPLjMVXfmzJmYM4ffxI5vXKsqq66i90hUVBRnVEKCb27+LPpc0ba+KPffGIEXAOA/dJ6fBAAk7D2ygqDX69GiRQucPHnSZJdOuqFWq0EeIkRglDwwyYpDSIjtartlGvCkSZPw008/WY1CfHw8J1RaWFjICasSNqG9B/CTDt/z9mJmtdfA5tL0M75gXH8CI7NmP8QWZOJKzgNON6yFZw2EuJgni6QOApR13fUrUlS2mmj13L3xV9/Rpgn8wK0bcSMj3ebQBASc0Kw5prWnjLXZVzbhmvos1MUS5OcqoNcLIZHq4OFZCJHYiBl1pqCFd22u7KZbNzD9GNWksAwniRT7Xn3D5C78UFmAbjtXQ8+q4eWkhEhogFIjRa7SEa8EN8B3HfuYdu/z52pEZdlqXhGI788Bb6C+OwWYhh9aj/PpZLJty8whRiiJr1F6vFFzCbpHjLtQ1hcitx+5snWXfw+Ngd9cg2y/P+kjWqfRiJANi0C8ZfkG9Pqw9+Baqhs4+9xhrImzZTmR/UbWbIr57a0ZMhW5Hw7eWYm3D9umSYsYA/a80hhhftZ1Fmo0OH4/ATlqNYJcXdEhIOiJHS1JXS/9sQZC4X009HkImUiHLJUTLqfWxPiGHTG1pVl3Upn/ETTFfGwfKVy9j0Iookyjb64cwarEs7yaeVKdFLeG07TRsshRF2Nj9A0kFOTCXSbHwOD6aOhJjRjK4o0Tv+BsBn9asZsUuDTAnHZO9knOj8PZh8uhNxLBf0808x2NUC9zWj4pszd6Myaf5gd4FrXxwpD6o7nDa1WHICqydtG1apzbegik1M167Y2rmHPiGCAygpEYufUBVivgNNosjYFKlOthKJqOQr0IuXonCMHAACOqSQogFbCQex2BQERBnnmXvsLOdBXCnZMhFhAHUyBb54gEtSeWNh+Elr4UnF58cxc2JF61Av/K2ump12BnrzkmsP+986twOT0OX4acR7BDAYoNImxNq4PtmXWw/6V3UEPhxe166P5v6CD9FhIek9kzSjd0CKbADzE/YbOoyQdfJBrGoHZ1uoCUmNIdgUJ+CYkioxgufjRVkxqLLEBhsa3LtkSsw9nR78JdTgHcn64uwY8JRejrdR8tXdK5Mbpa6I09mTUxJkCET1vStGKltgSN1vwIg56BgFtsoGEUsBCJjIgZ/7HpXtoSux7f3LsHg4GBQS8oXYwwQihk8WPTjujo153bd9+Dg/ju5DHEFVHpAsvoVC0RcyJmIEhBn3MkWFYDFG8Dq7sNMDIwsi5gpPR5XRYZxUVou2MZHKQqKCQE+CYQJYNspQIN3Gtgd28KphITkOBVVMOXL95u1AiftaLPD1YfB5bTbrU1yIHDGxA4m++huZeOYNVd2+dcoJMr/u47xsb5/GhaDE6kx3GuwA3d/DC4ZjOQxSDLaP/HcjxU2r7b5EIRbox8DxI7kzq7nSvdUKLX4dj9RG4xrJrCCV2CakJarq6N8Vcw+yo/ELW83VBE+NV53GHsbt8WdQsnk+5DJhZhRP1GaF7OMCNfm4/Pb32OaqIstHLIgkKgR6rOASdUPqjn0hYTg58cDDIaMmHQnCDoLgSEUSdpZcPoJw0nWoCbbt/kDGtc5XIMqBuGxuU0/S6npmDY9i28S5oftm6HyS1tF5gfN2hsySGw+fzPTsb5SzAO1pIzWZpMnMk+jlxtDtwlHmjn2RleUuvvpAvZMfjwmm0qu5ARYEX4RIS5VF6H93H9eNLtrFEFTfFGGHR3wTCOEMv7QCw1M7GfpF7i0Hz2YTLic3PhKpOhU2BNuMn52Y+Fugwkq65Cb9TBRx6CavL/v44icTKHljz3jYC4KRjx/7/OJxmHJ9nneZtn8PXxvwgAkvTYr7+mGqGE1NKqFf3eKh+WRJUDBw6gR4+Ku4dXVVZdRa/LP/74A0OH0gXpefPm4Ysv6DdKWTyLPle0rS/K/TdG4AUA+IzOMxH9tHQoys7OxscfUwYAEQMdP368VUtGj6aT0fJBWHnkoUeCWIl/+umnHEhHQLsFCxZwxh4kSLky16HydRgMBnTq1AlnzlANoFdeeQUTJkyAm5sbZ1dO3JGIrbpAIAChSffqRVksVRnP24uZ1SeDzaYppHzBuG8FY5HisezuaXwfdcz0cU2mnh/U74J3wqyNPaJyMzDm8HZkqs2MqACFK9Z1H4ogZ3O6Yq0f7U/6SDpw9CTq4jn98gbcKjnP20YCRC5tMguBTnSy323daiSUEwAv27H8BGBD7EEcyd0CcanWFymnLfHEohaz4CmjaZvkhRoeuRA5BUawBkslfRYiBx3mt+yNoTWpAPlrhzfjdBo/KCASMIh79VOuHDH+0GXxv/zJdpHjmxA6UzfhJr/9jHwNP2ONpOQkTKLpuunFhWgf+SP0GrE1/sgCQokOO18ag8buNPWagBKD/tyA6wXWou4NnHwR2f8NU9pmZe6NkTu34fxDfnbKaw0b48su5uuMuE9P2LubS7ksi2a+1fBb/4EmkLIyx/4j5jY+Ps7v4qkQS3BrzLumCaVam4fbiQNRy8nsrFaiFyGLmY0mNayfTz0ilyNRm2UNAmoFONp3Evyd+N3RHtXut84swpEU/nPp76jD8T4VX+m1PM43ZxZiWTn1hDEhBszs8InpXJ6K24t2CgoW88V13e9oVoOmsusNBvTf+y1idWbgmTM/cVXg1x70niRx8+FXMGr/wPT7HZGjNzv8hsmzMS/oBBSeB+AspynXPfZ/gBSNS7k0fpbTeOvmUYLv29OU2TcOzsZNi+NatpWkXp/vOR1yMXXpDdv+JXRGW9dwsm1ESC3MbTqSK3cophMiXPgZjSojAye/GK5cYm4cAjS9eUFfsn3bg0YYHk5NT64k9UJTaTzvWBJgxL/GdW5boS4fM65MxrWoWniocjGVd5eq0bF+NCY1mYHaCsoM6r19KTTiB3igs9ZJ9BMrwRT74NgIeq/fzDqLbdELsP5eO5t7fVzYCQwPnY867lQTTZc9Bq9cdOUcos3BortPEpa18IHAhWovLr+6CN+Y5UjL9YvFieE9EejakLe/9n784vx+bIy5YXefe69+ZALMmq6ZhzwdPa/lY0YzJ4xrbk7dZNWRYAsIEGsBAkrag3EjkhWlZj8GAxpsXgKtkX/x5OeOA9AnyOy8XZGO3cvLQo/dv9stOqtVBMbUswboK1JvckE+xkbuREKeOQWasNVWDxgEf2fzNUPeRTOv/o0tCdZ6he/V64h369sHrh/VBq1ej96b11kdm5R/tWFjzLV4ZnPXXf5NLItfZsVuq+VYC1PqTHni9F99yRFo8t8FWDMjXSjrA6nr92AYW9C8IuNJFjDmnjxuygDg7q3gOvi+Z58nXmTiNQKRjwTjPIsXrHxcO6de+x3nsq31lMv26ePXAtPqU2bu/2IotVq889cenHmQbOoeWTRb1re/VZYG2Xi34AgOpX0HA2u+1xu49kI33/fBlHc2quBgsap1YIuIe6kFc9zxLTCKD5/oXFbwsFVW7HmbZ/B13LIP/feQFOCnJx9Q0YEvzlQicsDTSwEm89Ay0O+tt94C0esrH+TbnDDqSDYbceAlc1axuHLMasLEq4qsuoqMW7du3XDkCM2kIuzG9u2t54LPqs8VaeuLMv+NEXgBAD6j80wAvbVr7Ygj87TBnm06eegRsI6w+OwFMflYuXLlI8EJAkD27t0bly5d4q1GIpFwzEByrKcRz+OL2Zg7BtCahdNN4yIKA+OxEwxDGRCHUqIx6Rx/KtvPbYage3XryVS+Ro19STFIVxXBX+GC3kF1oSiduJcdo+aPi3m4cnQrARfj36OAxeaE41h3fxckEtvJXKFShg0dP0N1B5pWXPenJdAZrVMCy45HJgE/9aau04TRMCvqc6gNxTaXQievrng1kKZLlhh0aLzna47xaNQLKAjIsBCKjWAELCaFdsR79Sjz5YPTkdidyK8/xKXrvmZmjWkzu4A18IGFQoi9z0EgpP358eI5fHfxLK+5R0vf6tj2CmUf3MhNwZBjq0HmuwaNiANaGNJOqR6ExLK09WC8VN16lXvj3WucGQqJ7oEheKMeBTKfJCI44DWXc1AlzDEudAIwegEsdeOIoHv39b9DjFT0DYiDh1SNJKULdiWFoG2N+ljel9+Z+VFtWnr1HBZf4rmGS3e6OfpdOEspuEBSxDbcvIKOfvEIdsmGUifFiZTaKNR54cBro1HNyRp8WXrzFDbcu8I5gAY7e2Fdt5GQ8bB8CNtp7sWjiC/IhZtMjokNW6O9X5BVs5fHzMN3N4kjtC1o1SsgDUtb23GafMwJIc/VVVf34GAC1ffrHBiId8IHWU1mvjt/ChHOn6JhOfdUUv58ph9iDIswpilNZf8j5jdMu2nLzCXbNrRrgVZ+Pblyq27/gJ2ZCcjV2zI3gmW5mN3obdR2pddUoz0zoCf5qTbBorZMib096WJAr8hZSBPy379k++bWbyDMIwRqvQYNdy4EazTCS66Go1QDg1GAbJUDSlgJOlf3xG/tKGh0MT4cLRwLeEeRaN6JqtF7YN3t7XjN0yxiXX6H72JaYGonmlo85+xnmFZzJ4Q8rMJlSQ0wqRXV60suToQmexDkBhaLo1sgSeUCb1kx3q1zFd4OKtyX/Yhwz65c2eZb5iOPk89kuXuXBCd5wDJwghE3SiUEDidtxqzzN/BQ6QaRmDhlsICB4ZjRQc7ZmNumHTr6U53GP26MxqdR/Myw9S3T0C6YanNuuDIT0y85o5qiECGeOVydBoMAN9N8UaSVYf+AUIRWo/qHFY0RBzbjXLp5kl9+v2MDJ6CmsztYVo+Wa75ClgWIbCrLAivaAy/Vs04tZvX3Ac1RChyJQgFpV9O7iuxL7sdW2+07x05v0RXj64VbNelydjJOpMVxoCFhAPaqEQbCyCqLyIS7eO/EXrvdfz20Kea2oYzKslh+5zQOp9zjFpLa+dbEBw06W33DEImJfpvX4262rSkT0cLdPexVGwOGC5n3cSXnIae92ca7Jhq585sAVeQ8jY/ciaP3+U2Rvn+pN/rXtX5n5GhycDX/KpR6Jfxkfmju1hwiAb/BzeOOb9QnQ53dA2BtpRbEju9AUroI9rh6+LZHZ2fhRFIiSBp4I29fdAwM+n+DO6z2BqAlC5FGQNIcjISylp8kRp37HnFK/kWJcPcQfN/cevH8SY7xuH2SVFk4nH6Dc1oPdPRCz2pN4SDiB+EfV1dltn98aD928LiYu8lknJ6je6kZVWZJPDYnToaRR9u3g/cEtPCoPEjKas6CzeMnIjAu34KR0+fmvzmex3lG+fH8LwKAZAzKUmJJ9hnJdiuTtiobH0sX31mzZmH23DBBPgAAIABJREFUbGvzvOPHj6NLly5c8VGjRmHNmjU2l2pVZNURhmJgYKBJM7/8Qcj7bMaMGZzxB4nGjRtzRJ3yWuxV0ed/8734om3/vhF4AQA+o3NSVQBgWXP37dvHgXwEwCNgnqenJ8LDw0FWSyrK2COpxL/++itn8EFWUVQqFfz8/BAREYH333/fJFj6NIboeXwxn069AGnBR2juZhYXjy5yQ6JoFvrU7G0apnfObsWRVH5n0IhqdbCsnf1UYntj/SgGoFAAxE6mAOCFnGi8e3I93J1VkErNWnyFhTLoGAkO95gNmZCyBR4FALbxr4GNgyhd/XjmEWxKNptyWLaRCHUvbboCAkbATdza7luMXI0tUEj2+apZPwwOokLYK6Iu4Ourx3i7G+zigcP9zcBzSmEC4h+ORis3c/rmQ7UTMoSfoG3gq1Z11P1lCTQE1LQEG1jg6ui34K6gK6cZ6iJ02EcdX/liR9dx3KT2acVrO7fhTH4CICmXgqwWYHSdcMzqREGOg/Gx2HTlJyxtcwiOYvO5TFY64/XjfbH3tU8rzQLcde8OphzjN0BxkcpwfdQk7sOEnMtGy5dCpeNJHwQws2MXjG5SeRD0RlYaBv+9ATpCUbOIyQ3bYGozMzPnZMav2Jp4DEce1LUCw1p4J2FgoBOG1bRvNmPvvHEfYsePcKnvlvFKWH0s6PaSCTw4EB+LOSc2YkX7/ajvbE5DvpbvhbdOvYQVfcaZ0v6GH/wcVwr4dQUH+emwoB1lKo49+R3ultgx4QDwXePX0KZUz6rerlmwR61zZA24NJAy0cK3zodOwa+9SG6BMxGfw6lU37XBH7NQxzsLTnLqwkuCAHqx6d7oGdgYs5tQcHzPrQj08+JnpxYaBHCtTpk4l1NjUc/YD7IyALvcoE++2h2/9KYgbavfl6Jn7bP4POQqJKVgHfl9V1YAPj3RA3GTKdifpryA4qxJGBcVgXQLN14noRY/hR6Hg9tgNPSmrMoG2+eiWMcHkgJSkQF3S41ndsUdwZSTlyBx0qJ0fYbbn2hTaosk/8fedcdFdbTdsx126R1pAgKKBWxYUOy9996ixq6JMTEmJjFRU4wm9o4t9t57R0VRFBEbIEqR3tv23e83d4Bl2Ute8X2TTxKef5S9s3Nn5s69d+fMec5BcKf26ORGUx2HnfsG93PYU+sGOquxPIhqWYbEbsTyyBikioSQanSMAztBMeRZRjg1YBIsxPqAdmVzsvTzkRf24U6lAKAWL0bNY8B0sgHouXYFtOS05bEkIp+q4KCjixGC+7E7FFfWBgLYN9y3ErJKtFs3th+A7q46YHTtsxCsenpDrzpirLE+cGhZGvCrvCx0OhpcabeXtOyC0fXou4D0qe+FrXiapa95WdvcFJd6TQO/JLX4SXoa+u2v3En7zMixqGdTnr35n0a9asfrrlvJgGRs0dDOHieGj65ahVUorShcD2VBJdqwXBtI7MOrUFv1Kjo/YiduZbBvFvZ1CsB830F/aYeupT3BoicHyvQHyclqS+ywptkk2Iho9sNfEWSu1V+/CuoSfeaK51jWuRsGl2g63kzbjPBsyriuGFZCN4zz3FLlJmpy5wGyk6zf0wpagGet03OscuV/0xeq4zqj4tD8WwFAApKR7DgibWViYsK45hJAj/y9f/9+Zv1Lwtvbm5G9Mq2wIf0uACD5/n+bVUeAR5KV1717d3Tp0oXR2CeMRLlcjsjISAQHBzOZdSSI3j5pF1mrs8V/2+e/6baqOc0/ZARqAMB/yIWsbt2obi9monXkt38FZHItmlulwcm4AGkyCe5lO4IQH+4PnwVLEQUChl/bgcdZ8RjuGI0A8zTms/t59tiX4g0/a1fs76Avrh2VlYo90REME4MwAMfVbQpPc319qYbbVqBcFmjZ5SZKUfVdTXC6P2XwpBUVIHDXZmZRZWIiA4+vhkIuQHGxCE6WYtwapdMfqrduOeRqFloOSQPycsTaHjQt8HTyCZxMrtyteE3jzRDx6G54cPQdLIsy1BV0FlvgRKcpZczGDGkRup3aiuwCGThEM40ETwutkQbLA3thsKcuhW74hb24mxYPP/N01BbnIUdphHvZtSDgiXGt/xTYluiCzTl/BqeiX+iSVUjXtACp3cXMDDfG60DFz+8fx4mECsL8AFra1sbOtqP/awbEn92PA88F41EWOxg0xrshfgig7KFjT2+ho+lUmDKaYPrxIMMBti4n4G6hSxMn6ULbHoXjaUYao4nV1aMOenn56PWlSKlAr8O78Cbf0H3x84C2mNGYplvLVSrUW89uIECOzwpoiU9b0jTYqoTfvlXIU7Cn9p7tMx6+VlQLMFeRgj2vpyFXoURykTk0Wg7sjAthIZKin/MP8DDV16faHX0NO99chIqjAhc8dLVrjvl++gtDwqQgjAq2+KF9J4xu5M8ckioVqL93JbhcNQIsU+FgVIS3UhPcz7EHR8tH9JjPylw/u5z+Em+k7Ck5gZYF2NGZLtrH3dyEaNlrKNVcyJUEyOGAx9XCSKhk/p3nNRiD3Cmr0PfYIlYWKzkmUgnwaDDVjmmxZy2KTdLB4xtqWUoLhTjeeQrqWVM9rZ6X58DWTJdGXjoGBAT0E7THvCZjmI++v/MNpjqfgG05Q5XSsruSvTG+yWnmz2tJr/Ds1ZeY5mOYtvoi1wqfvRiNc/0pENVs52rkS/LgKCpAR9t4iLhqhOU6IirfDtoCPmImUK3A1PxzmHLnIl4WGzo1W/FlWN/UAv5OFCysf/AnSNXshkwCLvByGGUnHnr5GF8/PgkOyxhpVRysazGcYfSSCDjyKzJkJYB3adUlj8cGVhY41YM+O7OKEtD3xnoUqA3TLr2Nc3GwI5k7OjYcuee2PXuAyMxUBsTr7FIHfd3r6d2X80NP4kB0hdz0chM1YvhsWIiMGad13/WrGKMkC+tC5pnJuD8XC1CYL0E9OwucGT6RdY7/2YfLH93E2ieGTuveFjY42WscjHgUbbyVFocJN9ldjafVC8TcBpRxQaLjka2IyzfU8SRSAxEjZ5elmC4KP4udz9nTn3u7e2FN4GCmvpD4Nxh34kil3dg9YAhau1DzFRLkGfZHZAQepLwFYZUHurphWP2GBizBdx0sz9UrKrEAA9zMLXBtXNXHnZxbq8mFqigYGkY3zgQ8417gGemzIxX5S6Esogtew+BC7BD3l76z3nWM/opyETlxmPVgMzQVRp+4MG8NmAlP07/OUCZNlotht1ZArjHcCGtl44PfmlTdKOVdxyhbWoxmWzZUWnxBmyBMbkKBhAvJv+JZ3iXWsmKeBaZ4s7uB/1lb0pKHw5arn0JfWj5b7QIbJ3ZjuHft399RrrqtM9jGpHwfeh8f9cGkAJ/uTw3J/goX4NJxOHXqFEaPHs3o0bMFAf/OnDmDOnV0Jlml5d4VAPxvs+oIAPgu5iOurq4M2YaAmn8W/02f/457quYc/5wRqAEA/znXslr1pLq9mK8lv8D48+y7oWTgvw8MxHgf+mD/+v4xdDdZiUBL/bSV2zmOOFf4CX5srnMgvJAQjZk3j+ul4hInxe0dh6Clg24xM/v+Dpx5kAaNktgH0FUpAf+EJnLMCmyGmT5U+P1k9HPMucjO8CLHH0ycBuuStJGgnYuQlKefxlk6icY1EeC7NtTh9kH2PWyOY08RM+ObYrm/zkQmLCkRoy7vBsdUWUZiIqYIfkJ3HBqoz9bre3QDopL02YJCoQbnRoyFu3kJECSXwv9A5UDU7216Y4AHddYijDUCgrFF+TRpcpykKy98eAYny4GAQfZ1sDygPyxKXJL/qhuq0aFfUCBnT930tJTgci867rHJf8CDS9lebKG0uglRiWsvWSwMP3wAsTn6C+6xjfyxqH0nva/H5+Vi+uWTeJpJQUiSHjfFL4AxAOFydIBw0I4tSKrkh9fv3XoywvJVicSCPLQ9aqjlUlrHCC8//NSapswStt6Cm8EQm52EqREFDJVqHmKTA7Ci/VcgRjWl8W34boTmh4Nb4lpLvw+48DwQ3Fbn0jzp5DFcfUNTfytGecbrvbREDLvADnKQ7xFznvolQOWwc3PxsFDfJbW07i6W+Vjfmer1/R51AbviQ1AkI6CRbow50MLUWIYz7efDXkw1zHyPf8dqjkOOmXOMEdqP6mN2P7IdLwvSILGQMgY/pf2WFwshLRDixZhPYSwUQqlUYkL4NAZoZIvcXBuc6EqByoWhC/EkvxC/eYfA3Zga1Sg0XKxJbISj6R4I7UP1Z8l91uiPFfja5z7GeUaVuZ0+zLLDzIcdEeQRgGWBFMhufXg1MsGeVsxV8fBiOAXrriU+wLT7lT+7prk7YU5jCrL4HViOAg37vW4EPp6NoEDhxIsHcauQXT+MHO9j0wTLg2g7Gx9egVwZYUhW3BTRwsPcElf6ULfxS/F78Vlk5XVe7DAWDiZ0QULkHYae24voXH1jpJHe/ljaqmsZaDMpZDMux+l07cpfJx5XjcfDPoWJ0Ji5L+pu+gV1vFMgLMfwJuVTky3gIPDGsf6VO1izTgDiUq3RYGn4Nex4EV6mB+dv44h1Qf3hZKJjOX0bfhb7KujqldbpYWqNC93pGJHIk8vQ99QuxBfoNhssREY40muU3gZX6+OrkFLIzhq3MCKA9zymvqT8PATt2FpZF3B7wsdlsgTEKGTMscMIT9HXbiWbIut69ikD8CutjOWA38Y1KKjk/RLk6oYd/SlQWZUgZjryrCHQqvXNifgmMyAwpf0moSzeB0Ue1bqtGBy+F8S2hptuVWnHh172alokfn52GEUqymC2FJrg2wbDEGD9/mYu79LnE0lh+PlZ5Zuf1zr9UJZR8S71VaUMudebbVmPHBn7htmWPv3RyZ0auoVl7sftDHZZICdxQwx1q1xDurI2XYuegHZm7HIhd/ProrV35b+Hq9LPv7JsdVtnsI3FvxkAJOMRHx+PVatWMUAfGQsiT0UAvyFDhmDmzJkMq44t3hUALP3u+2bVkfaR7xJHYsL4I1qEWVlZjHEmycwjhpp9+vTByJEjYWRk9E7T/X37/E6V1xSqGYGSEagBAGumwv/LCFS3F/ORuAeYe/1qpWM1q1kjzGtEwYsrz79EB0v2H43XcgaiUz26iCZMqMAj61FYrARHzgWISyVXC61IA3szCUIGTgMx+CAx7+4xhOXdQhOLRFgKpAwjKkMhwYMcN0zzHIAJPpS5tSE8DMtCQypt580xE+FiTk0ZvgsdhT/ukzQs/QWvpbgQv3QzQWcXmlb8Mv06DqesQbzSkOnUySgPwxocLztfk00lRhxcLTh8DbSkTypSPwfLu3THwHr1mbI7n93A95fZ3XW9HQU4P4QCN8lF+Wh9pHJ9qqUtu2GUN00lI8wYwpCpLOJKdBLLH08pzkNScR7sjUzgasIO5BTI5Vh1LxT33tLUyOZOzvikResyrbyq3kC+B36ClD2zFs5mRgjp+ylTpab4EJCv7xRW/lwcm8vg8ClIPO/iORx9wZ4mtbXPAHR0pwYTJMjCYveTxzjwNBJ5CjnqWtng89Zt4W1NtRRL48TL5/jkwhkwcnQlbErCNqpvZYcjQ0fqOW+ScZ966TjCUt4yTqX2EglWtO+JAEfnsvoiM1PQ9wx7Kjkp1Kd2Paxp15cpT899FgQgKx/EGXWcf2MsCqJp0vmKYgy4tRB8Fi08kga71Hc6AuzpIrHL3s1Izc3C7PrhaGGbzJhqhGU4YtXTZjA3scTNMRS8OBATgfmhFyq9rFvbD0DnkpTIfgcWIYbHgbKCZp85Tw5PtS0OlM7jwly0v0Dcqg0Zt0IuB5H9vy4DX5ueWgipunTQ9XvfylKM4HYUAPz2zgXsfB7BVMnlUZ1NRnuT6CaqgahxcxigNEuag08j51Vq2JGZY4kz3ZYzdS4KW4CDySJwoWHcgsVcFeKkZshXiyDiqPCo35KyBvU8GQxp4SuYCxTIURhBzFNBzFPgUaE9no7+FMYCypCbErIf19JiWMfTnG+M+/0p0HEyLgpfRFS+2B5SqxkWt6RSC32P78ArWTzmuEegpWUqowP4INcev8f5w4bnhKuDP2bKjT2/D/eK2c9Njnc2b4h1neiGjP+h35An16VIl29wHQsrXOo9paSdwVj4lN3AiJm7bQfA3YI+k764fRaXEu5iUO1w1DbNhELDR0SWC84k+GFDh8Ho6krZhzPvrsfVN5kolhvqijnZ5OBwxy/gaGwFtVaDbpfmwVTC3s4G4tZY3Fi30UKAvW2PH+Lsq2gUK5VMiuzcgNZwLXkHlO9jfFE8DiWewFtpMmNU0dm+HYJs2+gxyz4PO4Hj8YbMaVKPo7EZbvbWAe6ldZO0/4iMZHhaWBtofZIyzY78hiwpe38kQh6ihur0YL++egn7oiIN5lJF86QVobewPeIGevpEwN0yndESjc50xIWYRvgmqAdj3FHVIOzqJSHXDb5GNlAujp4Ad0tD5up/Ooc8ezI0cnbwTmh9CDwhZQVrtVJIM/tCqzKUFhFZbgLfiP72+CeHVK3A68I0ZgPUw8QeIl7VBP/fZ2z2x9/CqpeU9cwWZ9svZMDI0kgsysa6l1fxMj8VEr4QXR3rY5RHKz19zKq0g8hVLLxmOD+a1XLC3oFDy1i0MnU+dsdNR4FKP7OAAy4Guf4CF0nV5/v8exvxRa11sBTo35syNQ9fvh6F1W10LuJV6dPfWba6rTPYxubfDgD+nfOl5lw1I/BvGoEaAPDfdLU/oL5Wtxfz3YyXGH76eAVnTt2A/tSuJUZ6Ug2ziBfd0ciCnWkUmesO/7oUXLiZ/BpjzxwCV6qvZUWYfVqxGmcG6phGfc+tRBvXcxDz9JGjTLkE2fnjsbotTXdcee8OVt03TOUix0i9d8Z9jFqmlNFx9PVU3EvKwvlnfiiQU+2r2lbp6NPwIXq4zURdC2oycSfmOzQQH8LuHA9EyGhqsoSrxEDzeLQUZwJ2jyHgGZWlp1U2zdq51sb2/rSdo85sQegrdlo/AXOiZ1AhewImBRxag2w5u9bZ0R5j0MSWOvZ22LkV8XnsTKPyTslVuQ2IEceQw/tBhNLLh7eVNQ4NGQHTEsOMqtTZ4dQqvMljZ7wEOdfCzvaUwaNVPoU2S8cW1TsHxxwcuzvgcOgiqGXwRqQX6dwhy5clWn1Es680vrl2GXsq6OAZ8/nYO2gY/Owdyso9y0zHgKN7IK+ge9WvTl2s7NyrDBggKRStCbhWqJ9iSsiEu3oNQltnd6ZO4qLps6fyNLqlLbphVF2ahvvJxbM48eI5CxcLcDY3Q8g4ms696dl5HM1gT+slx70EPljbmgJ7/Y79iqV1j8LXUl9rLDbPAp9FDcCpQTQV9cs7x7A/lrjdGoJ1BJCc0aAZ5jWhTs0NN65GobAYPLGqTGNOo+JAW8iHu8gGV8ZSxtrpxCjMDTtW6TS53mM2apUwAIdcnokneTaMtEApIZOkDAu4KgxzyMPClgRIBL5/cBqjLb7DsugAnE+lY2whkOFz7/vIkhthSuBeGPEEDKNr6K3pkIjYGXMFObVwtBtlmq6OXICNcezi9j6SbBzrQs9NYn/kAXx7P44BtcpHz1q5WN+LCl6T2PryDpY9YU8XK6+JGpaSiDG3tzP9Zotpbh0xpyl1zlt06xQG2i1Fg3IajeTz2EJzbE36HMvaU/3SEzFR+DySGDQZ1khYolsCRqGdC2XR+B/8jQHE2cLTzAqX+1IA8GV2KIbcPsdajjwXr3f7BiI+ZSX0PL4UU3wPwkKo//x6nOWMdMXnWNKqB1NubsgevFDfw9tMS+QVkWcxSRHXwN4qD6YiGY62/QUSkQgarQaDbs9mzE/YorlFc3xVnwr3E6B/9qUzOBVDnZtLg2h9Hhk0HHUsdTIT0QUxWPZiOZRa/Q2UHg7dMNyVjiWJ4Jd38XMkO2DVwdELm9tUXd928KVtCE+jUhkVo46lOS710slWKNVq/HonBLseRzAGJOS5Tp5v81q10XOtHX54K7r6bIethLJYS+NNjg2ep03H+p5VZ+uROlbdu4M1YXfLWJImQiG29h6AAGfdRgdrR1g+JNdHlkpY1Oxzjm8yBwJTnZO4Rp0ORd48qOUl+otcG4jMvgPfmG6a1MT/fgQeZr/CjAfs+nm2IjOcCFpQ9h6MK8jAmNtbUKDUZ+z1dGqEnxoPeu8U7d2REVgeegv5cjnzRurp5Y0lHbrAvAKbKE+RwqQCv5VGMQNhwrdBZ8dP4G7yfgYsv0VdxZXE0/jZ6w7qm9DMgjdSUyyIaQ03y85Y1rzqJmT/+yv05zVWt3UGW2/K96HnsdEfTArw2QFUj/WvTAH+u+dLzflqRuDfNAI1AOC/6Wp/QH2tbi/ml/mxGHl1BzKzDUWfLcwLsbFtD7Sya8WMcOiT9gzDiC3uZdRCq4aURXA89ik+PXuuLKW3fHkC1h0YOgwBDi7Mx/PDR8BFwr5ISihoiGXNaZrsopDL2PH0EeMoWzG0QjVuDvu4jP0x+9JG1HfeCz5XgyKFCAKeGiK+Cm/zLOFn/iP6elMdvrNRn6G7DXV0lGu4kGl5MOUqy9L+FNaPYCSQ0LTAjdQpky0CXVzxxwDqRtf14FrEprIvfAib59UsXfrTidfPMCfEMN1koEcDrAjUAVEr7tzC2gf3WEGjpg6OODyUahqWxuHoKGyIuAeSmuogNsHY+k3wUcOmemmwv4Xextr7xM3QMKY0bY75gTrjiko7XuHAvfTX+PLWesz1DkEDs1SotVzczXbFuri2ONr9MzhKKEOThCbvK0BqKO5d0YWv+Zb1yJKyg6RjGvnj+5I04PvJSRh2+ABrU31tbHF65NiyY/2P7EFEOrv74p4+QxDo7MaUXXr3GrZEsIvQWxob4dE4qgVHFrwNd61CIduCV8XB2b7j4GtLU7/bbN+M5AL9xXtpw/hcDqJnzmX+XB11EmeyKmfmuvO9sDFwBlP2Rkw3tDVld/G8U+iMNnVoPd/d2YU/Yt9Cw6hH6oeAo8L0+g3xaRO66Pbe9BsUXGIMQFwYSsoSN1oANnwxHkyg5175+BDWx1aeNnq+82R4mFPwNej0fCQXk9T88iAPrbO3QyZWBlEDm8iEWWggpJsJxSo+ClRC2Iik4HG0jMGH0jYKxnwhk97Z+eSXcHbMKrtnS3uVU2QMD34HrCzZQFj9dD5upRQhqlCfDSrgqDHc9TEWNKb3oVqtRtC+HxhtRLbY0t4PXby6MoeKVAoMurIVcQX6wKsxT4AjnSYyjtEkXmQko/fJXeBbGgKV6gI+1rTugu5eVPNq38NJGFbrJuu5j6Q0x5DGVJ8oRyZF8wO/g2dqyAxW5wvwaOTcsnRy/4O/V6pPWR4AvJOYgA3Pf8Zjuf4YkfM1QB629VhR5n69JrwLGlmzswWfZHXHzKYlYG7IJVzNvQwzi2JGH1Kt4ZSxWhPi7HBn5HwQsIkwAIfemQONTulUbwyGOHfHSDfq3n4xLhYfnzvBOkaBzq7Y048+i8l9+eWTr5EqY3+//FD/W7hJ6L1erFJg6NUdeJmnzzQibKdDnSbAq+Rasp60kg/j8jPR7fQWqCqoInA5wLHuY9HImm7wlA9ikEBkD4gLailLvvzxn++MQ32HR6xnfJbWBfNbVT0lsrQysuERnZ3FzBsnM3YTCAJOrnl2A8fiCctaCk8zG3xavwPaOei0qrRaDWSpdcGBCnxwy34HkGurggZ8k5kQmFIWfvnQaoqg1RaBw7UBpzK0vCoXoKZspSNA7o2FkXtxNU2f9UpYiD/5j0Y7O5rRQGLinW24n/WGta41ZKPB3ue9R5o8wzOLi5msA2PBnzMf5eoiqLQKEO0/NqfRd21ErkKKQVeDkViUAzOenHmv5KhEsBCKcazjJDiV+53yrnX+3eWq2zqDbXxqAMC/e9bUnK9mBP4dI1ADAP47rvMH18vq9mKWyiIw9G4wUvPNkJMngVLJA5+vhoVZMazNCrGvWTdYm1E2x7obQzHNJ4J1zDe89MeMdlSQ+fjLZ5h7gZ1JQo7vHzQUAU4UAPwlqickfHYtmFyFIxY2ogveKReP48Lbl4CSAyi5FEMgOIZQA/C1ONJ9DJo6UIfbxlvWwViUgq4+kXAwy4NKzcOLdEdcetkQI+sH4LuSNMtN4Wsw2Ykd2HuSZw2fOiFlIvH116+GVMWe37qgTTtMbkJTmgacCMbjeEMjCnKMI9Dg1TTKACwNopX4e0QIIypvZSTGsDqNMKtRoB7rY86FMzj5kh1k8bC0xJUxH5XVtz0qHN/fMQSOiBbeghbtysqNOnoIoUkJrNcyoJYz9g+uOuNFrYpHRno38KAPcKk5brCzPw8uV7eo1BJGTtEmaIsPAJosgF8bHJNZ4FRI+fr41HFcfv2KtZ2/de2J/nWpXt+m8DD8crvyFPFn02fDiC8AYdp4b/69UtH7Oc1a4dPmVPOy15GdeJqhz5As35A3UymYm15chIBdG5g0dxDNulLAjKSIqzhY2rYLRtWnDMAmm9chtxLto/J6jilF2RgTtphV344wvOZ6jEF316ZMnYmJTeEkYAcV01RiODrTe3b/s9348oG+Jlf5/mxu0wBdPahunMfm5dBUwsaScIV4OnEOU+67W79ib6qMnYmm5uBQUAf4O9Dx9Dn4PdRgd7itY6rA+R4/MOWKUzvDCHRuSgkAqBTCmgCApVp/NlfB5TszoJHXzmVwleTAyr4AYqECag0XOQVivH5tg97+9bGiJWWa/hoxEyLhc8RmOyM81xFSDR/uxnkItHsFnkCOOb6UyReTGYsuxypnNE700uKb9jR1k4BGgy5vxavCigAgH0c7TWbAERIy2TO03nEM+XweuERDlBh3qDlQF/LBKeLh+ghfONnQcb/1rDNaW7HflxF59mjiQ+f4raQ3GH36ALgiDfgSFWOaQeaaqogPjYKLI/1Ho6kDBZjelQH4zY3L2BP1EIEe8UjmGCNXJYK9QAoTmQZhSS7Y3Xcw2rgLj6tLAAAgAElEQVRQwOxcTEOIK6TQlc4lqcIL3b3PMH8uDruEHfcew9YxBxZWRYzJh1wmRHqyBQqlRoicPLvMQGnWwx+RJH1bfkqW/f/retPQzIpqov545wY2P2KXWSCgWfRUyi4rUBZg5iMd06xixWPdRqGTPU25J0GAgaURF3E9JRbEHKuBlSO+8e+GuhYUvK8YhMWdJStiTExEJWYiFcs8yU7GxzcOIq1EC9BabIR1bQciwK5qbsql9e5/0RMSIfs9LFX4YWhdQwdTYhpCnjnWYrHee4W1U3/yIQGN5tw7gvNv9U1dyHNrfauh6FRLBwQpMnqBp4o2AGoI05NjsRE8Y8o0/qtDqykEtHKAa/WnoBFzLYuLYWFkpCcB8Ve37/+zfqVGha2vLuNs8kPkK4vhJrHFlDrdEGhbt6xZ5Jo3P7tYzym4fJsn1mmLOfX0jV3+P/v0rudOlxZg8ePzCE1/w7xHmli74Fv/7nCrRC7lXev9u8pVt3UG27jUAIB/12ypOU/NCPy7RqAGAPx3Xe8PprfV7cWsVT7D9dfTsPRtExAdsvIxwz4KAzy/AUfUlvnYf+NP2NfhOHzM9UXdX+ZZYvi1/ng8laYanoqNxJyz7M5t5PihoUPQtMQI5OcnvWAiYGd45cgd8Y0fBQAX3LyAfXHs4CM5frb3ePja0IVas+ANyJKyp6JO9GuKhW3bM+U2Rd2DmfQHDHPR19IiOmXDw3rjSN+fy1gYJ0u02ypONA8LS1wcPb7MHXPJ/csIfvAIHAJSlgstRwsTSy6ejKYMr6rE3IvncOwluw6el5U1Lo6iqXEFCjma/bEecjW7XuDN4ZPhakZZeOOOH0ZIAjuDp7xxRFXamZ8zA3KpTjex/HfFpvMgMaUagFWJxLw8DDy4x4AF2MndA5t69y9jNW59+AA/3ipJIatwAjKrn02fwyzsCOPAcxNhybC7RAe6O2BP99FMDW33bUZiHns6N0Gg30ylYG5qYT5a7q7MyRIYVLceVrTvxZRtv2MrEvLZ07n5XC6iZ9IxIqzT1sd+goN9jgG4lp5phuNdPoWbGdXmevWmKdyN2AHARLkYbm70vjkXcwzTQvXTJssP1d72zdHalRqruG/+FSWEP4PLJeTwED2JzuPfbk3HuhhX8Mz0wXECUmqyRDjUqzGaONMFYp19S1AJ/geJGng8gmovFaZ2gUKeioXhbXEhyYN5LlkIZZjX8B6Ge74AbG+Cy3Ng0ka9Nq6AvXkevN2TIRQQxiKQkW2KZ69c0NPXB7+360/b+ehbCI1vsU49hYqPuQ0uMsfeZL9G+yOGzNTSL45xz8PizlQvMPhlKH55wp422qmWNza0piC6VhWLc4+mY+ajTtCIShiVZANDwcV8rzBMbTkNHCM67jefdkGbSph1BLhsXpfO8dDkBIw8vR/1nd6itkMGA46q1RzEpdjheXItHB0wGo3t6IZI8yO/IlPK/kzwtTbFmR6Uyfr9zavY/oSdXUaOHxowDM1r0ZTQW2/qQU0EGVnCQeQFH0cKAO6KCWPq1RZVYPdwtOBZyxE59AsQcygSQ0OWQ855bcDmLFQI8bnPR+haizK3J184ikux7IxXYlIcN42yy4pUxZj+cBZrG8mH42uPQQc7+i6oSpDU8/VPb2Pj81AUq5SME+8QTz9807gzs8lQPp5nZuDzi+fwrERqwdPSCss6d0NjR3ptqhrXE0egQPmU9Wt2xh3QwlFnLCVVKrH45jUcehYFtVYLiUCAac1aYFqzgPdiUIWmv8a4EJoeVzGITiJJ9y9lZmkyegBq9o0bmP8OrjF9Hv5VoVUlQJs3H1CWMLi5tcAx/wEckT6znVzLDQ/CsOHBPUZLkjyDh/g2wDdB7Q2u5V/V1g+5XgIAtji3hDEXY4spXu0wo66+GdeH3J9/Stuq2zqDbdzL96H7sTEfTArw+QF0E6UmBfifcrfU9OPfNgI1AOC/7Yp/IP2tbi9mrVYBRVoAooqMcSjLE6lKY9jwZehv9QYtTLPAtwsFh0tdPDv9sQ3phan4pMEDBNjSFEpiNrAyqhnsTBzKmGghaffx0aFrUGsM2T4CgRLHRw5GPXOaMjQ3dCw8LNkZDXFZzfFbIHXxDE99i0HndrPiNkLw8GLs3DIQjtFZi9ZnKZROj+19BqK9G9UVi8xMwra4z9DN6i3qi/Ih4miQqRbiltQaERntsaGtvlHF1devQHTmSEqqgMtFkJs7VnXvpceqYPQPLx0A5FxwCFuRoCg8LbRGavT19MXqoKrrGhETjM8usTMqJ/jpdPAiM1LR95ghA6S075u69ke32lScf8vD+/jpFnuqIdGdmt6cmq+UDwLGpRYVMFqLTiV6i+WPZ6e3h1rFbkwgNOoBcyt9p0uyuHidm8OAtW7mFrCTsKddvi3Ix++htxGVkc6kIHbxqIOPmzSDoMRIhrTheUY6eu/7A5oK3D6S0tTCyRn7BlEwplglR8Ndv0Mt19d3K+1HMy9THO5MNdEGHN2NR+mp7E8WjhZvplAA8HFGMvod3suOKWqBTp61EdyVanN9fuk8jjxnX8CTMbg2jmrrRWWmoffRXTCWSGFlVQQBX8UwWXNzxSjMl2BD577o4UEZN/vDe2GoE/u4H0+pjYGNKbh1MfYRPgs7iQKVoRaetVCKNYGj0dqFzg+PLcugAYfR5qxjmsOkc8cUWEKh4cGYz8XzCRRkufikD2beaAu1SANjCxnTTplMCHmuEZxEhVjZ2R5NXWm6cMN930FaicC9cTHwZDwFAG/FfYXfQ5V4lGUPM7EUIoEK+cXGkCsFWNLsOvoFHIKEb8SwOYP2L0JDnwSIOEqY8aSMaUmuWoyCQmM4qHri985Uz+nCm/OIkVHn4oqRX+iFr5ptYj5Oy43FqHPbEFtoaHzA42iwqGEexrT4kSk7O/QQzr99AWLKoi1hJROWL5cH2BpJcLs3BUkJ2/XX2x9hfZwv7EWFcDYuRLpcjESpGXrav8GaTkvA41O24MGIjzHYwdCQgRw7mhaAwX4UgClSKjDmymdwsdd34SXHElLtsa/Lr2UARqdzixGXxT7fWzmLsLc9beeTtFT0OUSesYbgOI8DvJz6admz7uSL7jA3YteDtTP6CPUcqLNrdF46el/cBE0xDxopnzGEIiZKhAnZ1MEZ+zvQzQvCwmlx7jtwuSpYiKTgc9UM8FusFKBAYYSPPNtjpg8FkmfdOI5TUezgEk+kwatJOpb1oqeL8brIMH2RCy5+argYDsY6bVDWycHy4e+RN7DmqaGLaHcXH6wLHFgGghF33z77djOuweWD6JIeGzbKwJzoXc5/K+ln5CjYnbxdTT6Dn12JzqpWi2lnTjLp0hWDGD3NbkFlPaoSjOZlFLvmJaknrM88xmmepABr00gKKTtADMnH4JZzAq5KG96lrFaTA21mf0BTUeaBB47VLnCENN2exMq7d7A6zFBbuKtnHWzo2fe9gNJ3aWN1KjMnbC+upbFnIGxr/RGaWb8fm7U6jcGH1tbqts5gG78aAPBDm1U17akZgX/GCNQAgP+M61jtelHdXsxydTbuJ3ZAAFl0lVv3Ea2tcIUQvo4nYSqkTqt5RHdq6waoyMFyweNy8GDSNJgbUcONp3nP8fmdzXgZ66RnLsLlauDrk4h1gfPhIqbpaf0PbkFTn+OwFOmzABPyraDJ+wjLu1B3TBLTL53A2aQX+kCLFlgZ2Bv9vXWaNQRQGnJkPwMulY+xDf3xfTvdbvWzvBAcS6IAY8UQ86zwad3KnV3/bGJ+f/8ytj/XT1GrbWqJw91Hw8ZYUuU5TYAyAmqejNb/Ed7A1g77Bg5jNLRIxOZkofOhbZXW/0fPIWjrTH+sE/Bk0qljBizAVs6u2N5voJ7+VL5chs8unsOV17oFfx/vuvi5U1c93Z6cjJ5QKR+znl9kPBBmlrp064yiIsw+fxr33lLwl0y9EQ398F1QBz1gryqD9dWVi9j3NLJMc4roTQp4XJwbMR6eVtQJWaVRwf/EYhRlSKBV67M0RWYydPFyw9qAMUzZcacO48ZbwjSqCIhowdVwEDedpgAnFeShze4SQfXyRUtuk5GNGuDHQOpmueJOCNY9CGPtVotazthXknr9KjcbnQ4EMyAyhzhOl4SWuGkLtNjZczDauVAgu9Hun3G4zQHUMdI3S4mXG6PfraGIHEWB7PC3oXid8Tm+etIDinLuvkZcFZb5nYaX/TbUs/NlyjY4sAzdzF/i2/p3YSqg7I80mRhfPg7Ea7UPbg6krqi3YjrjjzeOSNJawcxMdw+np5uhg/0zDHAdg/qOI5iyc24Nx50sd+TI9e+BBlbJEMs52NtrHVPuo8u7cT8uHm3rv2BkCEgQkO15ojNeJNbCo8mfQcQXMhpvY25PRkurV/AXJzDuxyRyVGJcy6+HpNQA7O+hA4N+e/g1hGL9xX6hzAQjPdbD1Ywy23KKMzD++hK8SbdBntJI7zq1sktCt9rOGO9H6xx6bRPCk7KgyRWCU0KXJHOOY6qChZUWD/tRRnSeLAOtjmzAN3XvYGAtndtpSKYz5kV1xJ5O3VHfriVT9ljcRFjLYtDGSh94fpBri9c8dwzzogBgZGYMghO/1Wtf2RzRArM9fkUdC9qnkaGf43GSxMCJ11wsRaAbH+ua0nqSi59j0rnNeJbiVAEE1KJL3ZdY12ENhFw6Ji0OL8Ec35NwEuvLHVxP88brwjHY0UknIRAcHYpfKhhs2Igk2NN+HNxNqWEHuZZtLv4ADrcIYoGiDINUabjIlxlhmlc3fFSHShisfnoDK8NCoSmuwCrkamBlx8HDQTqdVeL8+9PzX1Cg0jfyGe06El0cqs5cylfI0PzYSijJhGSJU90+Qn0rCiouun4FuyLZWevk+Uk2j6oas88dhaftOnhY6UsTRKa6QKOai2+CaJ8ep6ZgwEF2oJCkSYdPng5JyXvjXdvwQ8QZ7H71sNLikf2+ZEBnci216U0ALbt5E8fkU3BMqIHRXxHawg3QFv7OXrWwBbhWdJOMsKybbV7PmK6wxYnho9HQjj39+69o94daZ5o0H+Nub0WyVP9er67pvx/qOFelXdVtncHWtxoAsCpXvKZszQjUjMC7jkANAPiuI1VT7n86AtXtxZwti0RI8liIoUVhnjVypBKYGRXDwjwTRRwOAux/g6NEp5NEQMARxw7idQ4F19wtLbFvwNAy8I98JlPJMDnsM+RLOUh8awOFQgAjIwVcnTIYsedtrVaAWyLyve7+XawKu45ejR6hnmUKo+H1IK02rj2vj829B6CzB2UKEsBq0MG9eJKVBi2fLL4Iu07LmIJM8m+Gr0vSeksvJnGW2xYRjqeZ6SCMi64eddCrjo/ejn5I+j7czKApxmzxeb3DZQveqkwSsgA6G/8SRN+P6IT5Wtljom9zmAv1AQVSJykbkZXMaABai8Ro5eDGqidFUpUOP4/Czfg3zOLT394BE/yb6KUpkTLdDm9HbE4mmlmlwllcgHSZBPeyHGFhZAKSAiwWULCQBNE92vMkAneTKAgX4OSM0Q399AA40r4JJ47iZoIhi6biIra4YA2KCn5mZN+J+Dtz3RhOnhZmlsEQGVMQjJyXuZbphuL8pE/flHP2LW1rbHYWw4ojC8yWtZxhUQI2lx7PKC5E4DYiuG+4MG/j5oZd/XTumN0vL0dSYQEUhUJolFxwuFrwjVUQGKuwLmAU2paIms88fxqnicEFIbIS/blS3FvFYdL+Ymfo0rn9dq5CXrECfpYZ8DDJRY7CCKEZtSDX8nBu6DjUs7Jjmjrr3CmcidGBQOXnFWFVhkygLsDkWjbeuhYFUkPjCD6fi0eTyAKeMvlaHlmNXFUO5nvfRTNzamIQkW+DH6NbQ8wxQ/gQmlacX3QBebnj8brADqffNkKq3AS1jArQx+kxXE0yYW11BGLj1kzZjQ9nY7LjeQMymEoL7MmYhQmNaGrl+dhR2JJgDqGYJcW0kIPF/j1Qx4am4f4U2QtkE+BxphPSpSaMSY+7WRa8zDNQXFwHC5utZ8oNObENtRwuw1gkR1qBGRRqPsyNpLASF+Hxazds6Pg9nE3NUaAoxtaYvmhhYshEK1SLsC++F7Z3WF5+iHHgxRYolach4MiRr66DfnW+g52EmnWQSJfloce1ZbBQK2CrVDIMNCFPDbVQgwS+BJNrB2BqPcoq7HX2FzyL5bGaHRlbF+PpqG+Yck/SbiMycQkGOxmmX4flOCKHNwV9fahJzY8PR2FblC+GO0ejlXUyAz0/yLHH7vi6GFLvBZYGUABwf8x5hBbu1Otb+T86mk9BPw+a3jo+7EvkyAuQmW+CIjmZM1qYGsthbVoETxMXrPCnbL2o3Es4m/wbniY54XGiK+QqASQiGQLrRMPJKhcTPTfBWuTKlPXc+xNEPAW6OD6Du0kmwwyNyHHF3Ux3uBlb41r/qXptu50WhxMJT5Arl6KOmQ3Ge7WAnTExhNHF5LDVSJAaXktiHPKb/xw0sqSbF09zUjHwcjBUcg40Mh7DsmZYhWIVhnn6Y2kzqqdYGtmKbFxIvYQUaSpMBSYItGkNXzOqHVrVeJ6Thl7ngyv92spW/dC3Nt2MGnPsEG4nsus51re1w6kRdKOhKtFjz07E5qQhqPZzuFtmQKPlIDrTEaEJXghy88D2ftSN/tjzylnj5Pj5UeMMGIhaVRxA0os5QkDYHBwu3TQpjdXPL2Ptszus8gnkvg7tNQ+WQgrua3LnAzI2LU0eONbHwRG8v3HEfxovTe7ngIzdJAZcW3DtKHvzRWYGeu6tfJOvvMbsfzrnP/14nqIYf8SF4mV+KiR8Ebo61kdHx/e7h95nrPIy8xF58zmUMgW8mnrAxcfQQOd96q2u36lu6wy2cS7fh25Hx8LYjj0D5O+8RtL0QlwYSJ8JNSnAf+fI15yrZgT+dyNQAwD+78aypqYqjEB1ezEXKuJxIm4ott1vj9c5FKQg4Wiag0nNr6Gv5xpYGzepwggAT9PTMPzUFqh5HBTLdOmGJsZSaOVcXB4xG46mdPGnUKmw++F0tHI4Xab9JFPxEZU7HaMa04UpiRtvXmP8yaP0jwosKwGHg8dTZ/1HF7mKnXiQdRoXUjey9o3PEeKLeof/UjdCksY3+9ZxXH2rS2dzMbHA1vaD4W2hAyWqMvivsl8hL20i/C11bs0xBVaQma6FnwM1KqlKkNTaXvsqTyu+NWEykxJMgqQ6yjJ7Qqh6XQa0EgBRIQqCsZVu0RyS8Abjjh9hH3cuFxFTZkJc4ghIgLCld64j+LHOjZe4VK7u0gsd3CgzlcTC65ewNzKy0q7Fzvy0LEU8sTALg26ug6yCVuJA18ZY5EdNI0isCrvDMI3Ywl5igrsTaKowicfpschInoaODjpdxcQiE1wrnIfxfjqXZpJCvucJO0uSMDpPloACGcVFaLGVfW6S85EUQj97yjSaduswLhKDHJYIcvDA9naUgSdXhCM7ozcsOEZ6jtBkjLO1MtjZXYegZGGemdwKVlx9c4vS6jM4vrC3p1qPyx4swCMVezmtBvjeZzJ8rGnK3ZJHAyEx0mdildbJlbfBHH/KRBt18VuYm8Xh2isfSJU6wNrNMgvNnV5jccPdMBaJGMfea/G+TJoyWzzJrYcpflSLjsST1KOwV3wN83LmFeGFbRDgEQx+SWpyvkKKDpeXVCYRieEubfF5AwpkN9mxGLn5YtZzcwVqxE6jZiFJOVdgLZ1soG1X+sWn8rFoUnsR8+egM58iPIM9LdXXKgNn+1JA83LCXZzK0um9VWzEMIcFaO3YiPn4q8gVeF7Anq7bziYAn/jQtNHYgrs4mvg9a3/IhzO890HCpxqi3vt+gaqSFM9G5rVwvCdN7a1KjAj9DtkKdn3MWV5D0LsWNZMhsSf2AX54dEEv5b+xtTOC246AqcAwxb0q7fizsslF+Whzcm2lRXa2H462jvS5NPvcaZyOYb8viZnKrgG6TYl3bd/IIwdx920ia/H+PvXwWzfKmL/6Oo5heFcW9yZOha2EgnUMY69wOVBUwmImH3Ik4JgvL9OmJB8dTwzHwkcnoFCSdHLdS5jD0UAs0iCsxzcQcGmquVaTD23OR4Cy/DOZB47Zd+CIh79rd9+rnCb/R6B4B/t3+d7g2pxmjqUWFqD1tsq1W7f3HYh2tSnLuib+/0bgzsn7+GXMGhQX6BjmQz/vh0k/j/rXpmhXt3UG2+ypAQD//+6pmjPXjMA/eQRqAMB/8tX9gPtW3V7M5Md/vwPfIypdn41BhtjFvBCXR38JAa9qC6rzsdGYevEkdemtGBrgyIARaOpId3Dzio4gNZtNqJ0PN/tTMBL6MeV2RDzE9zevVaqzdn3sRLhZ0MUpCbVGhbC0w4gtiIGIK0QLu05wM9MHwAqUWdgUOx1yjWGqUhPLHuhRi2qXvU+8ysnGtfg4RiS+vo0dA1ZxK2hrzbtzGkfinhhU7yQxx8U+kyDm68CPd22DJnsioGBxw+XXBcf6GDgcfV3GXFkEsmX3GVaQpVEzWBrpg72X42Lx8elK2BQADgzWGQNopaehzWMzOSHaS/vBKbmW+6Mi8dXVS7ASFcPTNJdhmZFUv6gcGyg0fFweMwEelpR9QoC/xbevGXSfsDrPDh0Hdwuq1Tb6+EHcSUhEI6tkjPJ+CHOhDC9y7bEhqgXkGiFCxk+Gk5nOhThPXoBjcb8CqhhoOGJ4WI1A+1r6zpTkGvbcvwtCYSEcrXIZXbLcIglSsi0ws1krfNZSB0ho8hYAUhZQk4jP25wBh0sX249SkjHk8H64mKbDzy6BqTM2xx6RGa5Y1K4Txvo1Zso9TkvFgAOVs1PXdO+NXt6URXM1OQaTQ6gDd8VY03ogerpQpoZKJYUy3ddgHjL3ixYQ2kWDz6cL+Ny39WDGY0+NS1WZoJYzTQX88f4WPFGT+cMec9zmoqUjdZUcc3YGGtd+CWO1FlwOZfGqwIWUw0NuxkAsaU8B1Zl35uJynCVkKsP5X9cuBRvazIW7GWGoFSD8LX0+sEV2kSd6+1IzopSC5xDm9ocJ3xAsfCAdgkAPKgWQUpyPrpeXlxmKlK+XkEunePTA1HptmI+bBC9GbpEYda3T0c4pEQKeGpGZdriZ6ApCcH41k6YKq6XHocqt3PxHJRoFidVipmyP41/heS7VXK0YbiYFuDGYGpAo1SrMCpsGEQugKpeaY33L9WWA95W0UKyN3Q2ysSJX8QGOFkY8FUR8Nb6vPxuNLOg8Umpk2Br7MQpUhs7XHibNMdiVujSTGHf5AEIyWHT4tMDq1gPQu3bV2EFqrRo9b1JdSbbo5dgWs70pu600nuakMMB3kUqBuuZ26OvWEEIiwPgXx+ire3EnzZAR7SKxwMVeH5cxuMmm1YTSTasKbVrZrSf6+uiPUWFuEW4evovMpCzYulgjaHBLSMz10+WJfijREWWLXf0Ho40rdWkmBiBddm9HcoGhOVA7t9plTEFSVlu8B9p8NuBXCI7NcXD4lIWfLS/CgBurkCOXMkx9LWFecrTg8zTo69IYi/0G6jWL6AtDehJa1UsKKBp1BUdAJQbeN5g6ZZcAdRzAMQdInTx9wFyrjII2awirBiHH9EtwJB+VnX7sscO4lWhohuVsZoZLoyf8axyB3/d6/NXfi3+ehGlNvoBSbvjcnrV2EvpO7/ZXN+GDrL+6rTPYBrEGAPwgp1ZNo2pGoNqPQA0AWO0vYfXsQHV7MSfk5aL9zspTmg4PGYEmVXQsPPDsCebfvFDpBTzYdzgCStwk49P6QaZgBxDMJWPhYPUzU8/y0Mq108hxwsayN6EpBHJ1MRZHLEBovm4xyIMGn7h7oWdtfVDvSMxZRBZthlCgS2HML6yF+Y2Ww8pYBxhVZTYeehGFr65f1NOJ6uTmgfXd+5YtDgn7r9HB35hUT7bYEDQQ3V2rlialVSVBm6lL165YL8dqHzjCpszHBPiNyfkdr/P0jTnczMbBx+qLsp11kqbbbz+78yOp58a4SXAxp4CFJmskoNTXPixrg/EwcM0pyHHtTRyW3diClGJT5Ct14HJtk1wUqoS4Mu4LmIro5x33BiOugpZjaZ2zm7XE3AAKxnxx5TxstVswqm6oHkgsVxlhxMUxuDORGAxQRFqrKUR+9nioFHd1Q8QxgonFaoiMdZqT5OCOFwcQJT0CLkkBLgm1zAmLm/wEsYBqXmq1UmjTCHDHrgvGsVgNjhFljZHYEPYpmtsf0WOEhac2wvgmRyEoAX3TCgvRahs1pmCLQ0OGl4Ho5Pim56H4NfKqngXKJw2CMKs+dfAmUZS/Evyi1ZXWqTH7CcYSqt2WkNgAzgLD9GNy7KlMgoa1qVvsvpdrcDLHEMQmxzjQYkWDb+BoQtNGe//xNQY0uQlnsY4xqNZyEJnhDqG8A+YGUQCo//kfEJHKvulAjDgiR3wCCWM2oMXl2HqQCNnb+Ty9DSY2p+k8t+Pmo5nxIda+pyskcHGjfSAO2t3OLYC5pBBJMl0KpJgnh6cwE8PrzEd3ZwrcdNu9AG1qJeLLevfBK9EfJJ+fTq2Nr+8G4clUamqSmvsAltKhlY77C9Xn8HOhmmjdT36LF9nsOqFu5sW4MUAH1DzOiMGGVz9DJNI5nstlEsz2/hq+1jrmklKtxMCQxXhbrD8/G1pKsLMV1SksjevJd3A9YxnE5ViSeTJLTPb6FbVNdWl3hLnd/Uww3hSXY39qgdGeTfFDi/dblHe5Royc2O+hJmZN8VPjqqfMVjro/8WBa0kxmHT9MLS8cs9uNfBZo7aY0Uh3v5FTEHfyn2/f1HvOzwpoiU/LbR6QcvHPErGgx1JkJOrG097NFj+e+xqudXXjTub8r3duYWO4TkeUbCwRCQwin1A+CHubsABTCnWs20b2DgjuMwDWYh1zVZPZByAgHVtIJoNrqtPRfJj9BnMf7EOuUjfnWlh74LdmI5nU0L8yGHOPnEmAstzzhgCLFmvAEdH3QGlopcvt8wcAACAASURBVMegzSP3XzngyHgYOGbf67H6M4uLMfHkUT05CkcTUwT3HYC6Nu/Hwv8rx+DfVveW+btx8Ff2DUj3hq7Y/HjFv21ImP5Wt3UG20Uq34cuR8Z9MCnAlwZRaY2aFOB/5a1V0+l/wAjUAID/gItYHbtQ3V7MD1OSMfjQvkqHekOvvujmSZ1BSRDA6kTcM9xNoWlILRxc0N9Tn1V0LPopPr3K7lpLvnOo73A0LwEAI940hZCbipDcOngltQUXGjQ0SUZT0wQoEIRGrvuZ8+x8/AiLbl6ttJ0MA9CcMgC3PP8W+1MNUw1J3ev8B8LbMogp9zY/H113b4daK4WxiIIIRFOpQGqMgXXrY3nXHnrnIzp0U8+eQGphIUQ8Hob4NsCXgVSYvjSeZaajz6E/oGYB9qb4N8eC1rR8UmEu2h7fUGl/fmjeFWN8KFjHtEujwYrQ27gUFwuVVgM/e0cs7dAZ4nJC7lrFY2izh+Bxli1+ftwSKVITWIukjGtzW4ckulAyoovzlMJziMxgZ9w0tPkZtUypWzFZcA47cgCRmW9gYVMAgUANpYKPnExTBDl7Y0sfXcqsJqMboCamGSwh6gSuJe1vRkEKuu3ZhhyVCFqhhtHX46g5gIKLJtY5ODJyaVkFDbeuQYFCzlrlCN9G+Kl9V+ZYcnYIUDyMlSGaL7dBXQ9dKlph7jzIi+m80g8RLOyugsenLJoUaTxWRc9HhkyEdKkp44RrKpDBWZKL9va90KdWieOmOhnaDKq3xhYc02/AkVDw4l7iCQi0bIxXILFwNPr5UodZEjPOnsK5WEO9QJL6e2ToSAMmX0xeBu5nJDKai81sXOBjoUvpJ/XlZ82ASFH5fakwGgVTSwrSbn3SDR/ZGl5LwhRcn+aFOf40tTYuaztWvr6IDJUhg7iROBGf1lsDIwFlEK191BVeFoaO38RTqKAoAEMb0rS9MRc3IiSZPRWUHA8Z/DFcTCwZXdDlkT3RzsrQATlfZYTb6UFY3IqmUd+P7oZGpjF4VGSLkHwnSDV81DHKRS/L1xBy1DCupUuRPRDdCtlKAa6m1EWWQgIxV4kWtnHwNMtEa7vNqG3uz9S5OWwEJrnqUtPLX/vghHqYHEAXrpEZKXiVNAY9HQzTcJ/k2+A1dxOGeFHm5/TQJTjzjAsHnhyFMiMicwoTIxnSNSK085ZhZ1sdC4+Uz5MX4kjcJWTIMmBvZI/Bnl1gItRPS14StQtHE9h1Jz+pG4ixHvQ5R+6zDse3IE+RBzfzLMaMI09ujMR8KwTY1cb+bjSVvDRkKgV+fHIEz/LeQMAVoI9TAEZ60mdrxYjJvILsvAPgIR8qnjvqOXwCcyOdwQLR7mx5diGsTXXAUmkdKjUHHay6YqG//vOY9UQsHz7NTsQXN08gNV8KsZCHcY2aYJIv+/16JSkG15JfQaFWo5G1I4Z6+ukZIpHncJMdq2CszYW/x1uAT55dQHSSHeLzrXF3wjRYlzN6Is/PbY/CceFVLPPuDHKrjRnNW4BXshlBmqtWqTGpwadIiq7oWgu4+Tpj0+Pl4JVzPFdrNFh7/y6jB8vnctG9jhfG+zVhTYe8nBSBLU8ugWjiEtmCBc0HwcfCRW+UNOktAU02+3Aa9QfXQt89O1dRjFvp0chTSuFuYosWNh7glWj6vus1eZ9ympxZgJxlY5FjAo7NBXB4+oDd1dgwXI17CDm5lvZuGObXQ+9alraBPEfIWMbn5TJp0R1qe5QZa71PO2u+824joNXkAcX7oFW9ArgW4Bj3BUfQUO/Ly8avxaVdN1grtLA1w6E0/c3rbEU+zqfcRrI0A5ZCM3S2bwE3ieO7Nagalapu6wy2oa0BAKvRhKtpas0IVKMRqAEAq9HF+ic1tbq9mIkba8vgjXrMofLX4+zIsWU74WThMfP6KZx9o88W6FHbG+va9y1b1Px0/xo2hbMvjEmq6W+dumOgF/2hd/RxB5zOd8OzYv0faR0sX6KJ0AJD/Kmr7a2EeIw5cZh1qgi4XDyZMqssXWfIzZnIVrOnzw53MMHkenQRvfPxQ3x/wzC9lBwTcLh4NmNOWZ9uJb7G2GMlGoQlrSBACxFzPz2CCviTWH7vFtaGl2OWlWuxnViCsPGU6UOYRv4HfzfQoSstvrPjMATVolpSZNFJxMqjs/W11syEIlwfP7HMEEOrzsKx+2PxeVgH4kVa7sxazG0QhhltvwdHQNlLD9NmIKOYve82xm3R1EHHPruR+hjLX24DyrFzOBo+vm8wDY2tvcvOo8meBChust/O4gngmlG20dlnBzDjRgK0YrU+YKcBOIV83J8wEjaSWkzZ3of+QFSGoVkIOfZlqyBMbRzAlCvMno58KdWlYwsHxzhwuQRQ0SI71QvQyljLic2+hbHJx8yxC6n7sSXmOmLz9ReWBARs75CPxY3oGJG0NFVqU/A47EAlx3IrOCIKjBx+Mhoe5uxjlFLogF6+OmbPg4x4jD15ELIiXS49X6TGb917oLeb/kKp0o6XOyDN/gRc+clKi2rF02BkTtk+M++OQqBZGgZbJoBXMpUUWg42pvsgU2mEJc1oyvHVV4cg4H6FI9lNkKbUpa7WNU5Bd7MouNvdh53Ehil74GVTWAj13b5LG/OmwAVTGtHF/frwX7HsCTsTzEIgQ/jwL8HjiSCTStHh5nfoaxeJdlY6gCtbKcb2pDYQ8lTY15YyXB9Ht0S4zArb0hvo9d9DlItltW/CwYU6bOfJ3mJHzFhsi2qDPIUOSCMpywPqPEQ3Jwd0daNu1hee90AXS5Y0WKKnJzWHtztlNj/JTMWIy5vwq+81dLTVmUI8zrPFrCddML1hf4yrS+UJ1r7YhnXX0iFX6jvcCngqfBQkwfyGM9/lUuuV6XplITLZpya8TI1xoC11ib6YEIOPr+s/48pXFDZ4BuzElGVdrJJhQeQGvCjQT58c5tIJH3n00Tv//YTl8Bds0WNJpsjNwLPeAwcTHcu5/emVkHJTYSHR3ZtKNRepuWb4zr8fhnlQkLQqcTEhEtNOXajg+K1FR19rbO08Qa+qJeGXEfxCn43ezNYZuzoOhzGfXo9H6YlYcHkdjJwKUaDRvWMIiGyRC7R1H4zpfpQFSAA/4p5+4uVzvfN0rO2Bjb37MeAdiRdhMZjV8qtKu7X+wS/wakLfBQSYnHL6OG7E66cgD6pXH8s6d9MDAXdEn8at3MN67GWlio9Jtecg0IHqQzLtzBoGKCmjt2JwTOaAY/L+UhhVuVZ/VlarlUGbRtL92RnzHLMfwRHrNBV/DLmOrY/0f4M0dayFnf0Hl+nL/q/aVlNP1UdAq34LbfYYQF1+Q4hoRC7Wu467Fx/Gzu8OsJ7At5U3Vt3WbRa+KUrG15HrkKvUpb0LOHzMrzcerWx0873qrf3wvlHd1hlsI1gDAH5486qmRTUj8E8YgRoA8J9wFathH6rji/nrq5ewL8rQQKGLhyc29upXtqjY/iwci0KvgKPkUMYW+TnO00Ir0GJRq06Y4EsZa0sfXMaWiIeAikUEUKDG0rZdMMqbpit1O/El8ozKg1W6i+6ksMSRPlRI/3FqCvof3MvK8OJzOHg5/ZOyFM+OV+cauJeW1lpHKMKmwJ+YPxddv4pdkewLH3L86bTZZcYiddetZBZfhqHFV23bY1JjuoCfeu4ELryOxrDaL9C11huI+Uo8zbXBhpf+yFWYIHaaTgtsVWQIVkbeMqiyqa0T9ncZXbZAXHrzOoIj2AHVxg6ODBuMhEylQsMNK0HSKisGSccMmfBxmWFHWMpY5MjY03UtRP5oUWsvU4VULcfEsO9QoDLUSbQTWWFTs2/BL9Hd0ioe0B/1Fc0BOKbU+ZFPmScrb2/Bytgsdj1HFXClTy942lKA6+LrWHx8zhDYI2yWc0PHwsqYgjQFmaNQIGcHNMlxe/uH4PEdGLAuO8UDGUoxjmbWQ6LcAmKeAoFmCQgyi4fY9BOIzeYxda5+uR7bYg1ZOeQYcVg+3WElU44AtGtDxmKmjw68Kx3/h9l24FntRWMHmga7+1Fv+Fqzm5VkFJujW12a3qbWatDv2mpopPHgFPORKzeCiUABY1M5Mrh2ON9pLkwFOlfpIkUxvr23G4/SsxiQs5GtFRa3Gg0zoc5ZrzBnOQQy6rTLFlqTb2BkSkGRBXcnIqzYDLaCIjQ1SYdKy0VYgQPjatxEYoElzSlTcGfkPQhUc1DfJgkpSnMUqUWw4hfBRlCEwy+bY1yTYHhY0VTaYzF+zP3AFq8LamFqo8vMoaevl2Lewzw8L7A2KLqw7l1MDNgFDtcUqfmv0T+UivhbCQrhIMyHVCNAgswKai0PzkZZONyOHt/xqA+2ZrHr0nU2T8Ci5pQRmlAQhtGXDiOB5dx8jhpfNXmOjxpQU5wrzzsjyDwRf8TWx7UUVyg1PPhZpWNavUco0vLh5BbBlIvMSkG/8zsAFeDFz4OzcT4yFBI8lVlBKwB+bdkDgz0pq7DLnh/wKos9BbiWeRFujaNGKaVxM/EStkfdQlqxBg4SLiY3aI9Wzh30yvS5/AneKtgdFn0l+djdjqaFH3kVhc9u60xTKg7+5X6TUMecXpO1MYdxKtnw2UWO/dhwKppaUd3HpPwI2BYOg6BcCn1pvc+K3dHAQ8foOhj1Bb56ZsboYgr5aoaNLVPyUdu4AMc6jYSpmI5RVaLelmWQS9l0AbXYPKArOrtQYOBSUgw+vsG+wTSxbgAWNu3ElDv/Ogp/JK1FqsrQ/IUwRVsZt8VXATTd+0BUJBZcpRqUFWN+YFtMaUo3L0LPP8S3Pek7iS1+vLQQzTtRrct19+8yTHC2+LVLdxAgkERiYToWPZ0PHs8QSFcoJNjWcq1OEkF+HdocuumhF1wbcKxPGDDrKm1ohQPEZGP9/Xt4kZXJMOp6eflgYF3f9zJu0GqyoSVMxUqCY7oAHAl9dl15/QqTT7FvBlXmMv+uffq3liOSFOsf3MPzzAxIBEL09PLG4Hr1Da4lefecTX6IK6lPUKSSo46pA8Z5tIedkb6uqSZ7LFBegqNsYAXg2JwFp4SFn5OWiyn+85CTZsgIX3J6AVr0pL8jNVoNZob/gvhiw/e1MU+E4IDvYC7QPQMZLcmi7dAqiMmXGhA0AUfycZlW74d+navjOqPimJbvQ6fD4z+YFOArg2kmQk0K8Id+F9S0r2YE2Efg/9i7CvCojv171jfuCREgBiS4uwZ3t+JupbSlVGiBUkoFd3d3dwsugSQQSJAIhIS4b7K+e//f3El2s9m7ben/vVd4L7/v61eyd3bu3Jm59+6cOb9zygHA8pnxj/TAx/hiJsDWwlvXse/pE0Pqau9qwfi5XQfYlEox/eT8AdyLTwZPbwowMXwGTf19sL8bdffb8Ow+fnscCigFpUBABhDpAbEe29oOREhFmhbY+NQc8CVG/b3SgyZW2uNmb8oaI+6pe0rcU0tOX4oMcL4UU7HFxa8hFXPXKVI64ELXeWydREydiKpbipfTPodIIIBCrUaNDZT1wxX+zk64MpwKi484eQg9K+zCgMqmKXepChsMut4Hd8bQc5MgDJEVUbewMfo+1HoKLoZ4B2JJ8+5wkhgXmO12bmXTk7hCLBDgxbTP2UOX4mMx+axlhtfMZi0wrRFdRMVkLUCSjDv128duIGq4Uq2xJ3kv8cNTy66XK+t9A39bH0PTGGUomILZhFZCPxP4gue41CS1Z+rFnTiXzg2ska8c6zQU9SvQNFz275fRmHfrmiEVuLqrO+sCHOhkBIgUBYuRK1vO2Ud8CFHB28i8eva2I2YnVEOBzgigkS/2dH6BT4MmQWJFGUzfRGzExVTzlFVyTMLX40FXyj5IzM9F24ObMaNaBCYFPoakeNEdml4RX0W2RafKjfB7O6oBuPjWWLSvTIGusvE43R9jG11nP06QZeKr2z8jKq0CNIwRwCBAbjPPZEytPx2tPCj7skijQJfjy5GUb8oa87JT40K/GQYQ8EriFrQV/wYd651KOKKkNvp/QIBwLEZzzz5snV8+PASB9iheqV1QoKNah+4iGZygRJDLSHxenRqm7H55DYuu3cNn9S+hqRdlw2n0fJyKq4+9z5vhxpix8LKhDModMc3hacU9jx9nVcM3jahr6drbv6G/z358EdUW93IoE1TK1+KzwEj08oiHg8892EmkKFQp0eXGHGgZalxSNmrYvMPWllQD8PM7E/BIQQ1jygYBbi6F0LmTkBOPkNPcQBA53rtyOla2XcaW3R7eF/dee+NKiqlTKNGynNXoLrrWusqWe56XjO4ndoMpEBX3tbEFjI0Wi9q3wUBfel9WW/s7NDru6yH6eHHFxiKk7IHne/DdnXfQl3JbEvB0WNrSD32rUS1HEl/dHYVreaZpnyXHBrnG4dvGFPx8mp2Gnmep/pFZHwlFiBg0HdJiJtyI+/OQoeJO0+7l1RLTqlA2VljiQjSUcNdJjqtdwyEV2lEn2vQ62P2uMpa+rg+5ns7l+vYZWBp0Cz6uE8CzncrZNksfvi7IQPsdlh3MW1RzwO7O49mvz35wHvvjKGBbNvzsnHGtFzWoeZZ1DzOecmtJkuOjPStjRNAMtixh6l1O4GaINvTyxqEB9H15NTwavzb+kXizmAXZy5kTsQBt6lBAtf+hfYhM4352dgmognXdqXTD1pen8EDG7bROjk/3n4dazkYXddbAiRiBMMVjKqwGnsMy8ERG+Y/36fzEvDwMPLIfRGOvdIyoXRfz21Iw9X2CnR+ZzY3vlTJf5jltM+gA/hB6hf0twxVEJiR01Lj3OfX/fNmk/HxWJoY405eOYbXqYEE7U+OsJTEncSTJNAPCSWyLzU0mw8eavq+pZq5l8yae/Y/gWdNNTRJvopPwyycr8PopfYfbOdlg+toJaDfEaMKVrszG2DDLDuazq49DC1d6TobRgMklZmllMjWIUZrzPvD43JslH9JE+BjXGWX7rxwA/JBmVHlbynvgv6cHygHA/56x/Kiu5GN9MS+PvoydLx9BrtJDKuKjb0B1zKvT08ASIIPQcs9GpOSYa+uRY17Otrg9nC6SribFYVzoYRDDWVYKj5AQ+GBZeYyOh5PdRqGOK035bXp2LmCBFeSgc8bFbjQl8avL53HseQz9AVdqRpRggaXNSoIPz4enS74ZC1CtEcBaFYiLPWk7V4fdx/L73GwKcvz51BlsWnGuQoEGmy0zpyo62OPGqAlsnStu/YTPqnCbZlxK9UWXepdM5vP8B+ewN+oZtFqwqVrVPZ1xpPtoiAVGMKfltk1IKTR3cyQVkTSyV59+wdZ5/EUMm3JmKaY2bIyvmtP0NIU2FffeDYBGn2tSXMR3QDOvI7ASUeH5RznRmB9NddS4Ykmdmahm72s49E5WgF9vXcfjtGS2ba0qB2BW89awLzb1IAVn3TiHw4ncLDhy/GCHYWjiZQQsEnJz8MutG4jKSINUKETXwKr4omlzAxhBvvMk9TVslR1gxZFieutdWwxuTBmNJD57uBBRBabXXXJsVf1JqO1EF72z78/BOdOsa0MdBJC635Wydp5lpKPHiV0skcCWp4GXtBA5aimytFYEV0PvgGCs7NCDLTvj/AF08f0ZHjYFJt2p0gmw/OFoHBpEAeInWTEYfeEw6jlmYLL/E1SyliFdZY3didVxMsUfi1sGok8gBXm+vrMZh2K4gbWeVW2xug1NO98TfxK6gi0Y4fmSZUyQ+4jcP3weHxuTa6CSx3R0r0hNZOJlmRhwfSN4jBzBdpksAzBG5gZHsQNOhkyFs4Sy1A4lXsN3l8LAKERwEMvhIJEjU2EHhVYCkZMCoQMmwsuKahGOOzce/YLuQVgG6chR22BzVG9cG0hNMwYd2YPpVbaihcc7pCutka8Rw8eqENZCLT671x5zOi5mDX/SZHn4/slniC4iIKHppoSUr4aPqhB7etA07ZF3liJBwZ1KTrRBb3ZYwpaLyXyObucsg+it3cXY1ZXeb732zcWzLG7H3gq2Bbg7li5Iw9JjMPzoaWiJA69ZMJjZ3hvTalB9vYDVi8EwXPbp1FQl/jPKTs1VZKDZgc1QcEgd2ApVeDB0OmwltG0vEhph/KsQA6hW0gR3kRxrA28hoDhVmYAsM26ewqlXL8FT8w3PbUaqx9zmIRgbbHRRH3Lnc+Ry77Ggq5s3Pq9On9sP3sxFfclBbE2ujlMZ/sjTShBonY8ZlSNRzz4Lcqd7sJW4gGF0YNJJeraOdaQmDrMkiLkKa55uMxV8O7rRQYKA3l/d3IV7yTnQaAFPewHmteiCVl7GVL+IjNcYcMBySnMtXylO9qLprTPvnsax1884xgcgruy3+1DwMSHvPiZEcjtuk+NzqtZGW+/RbNnRJ47i5ltzt2ByjJhxnBg8jC13JykRM8YshdM1c2Avp4MX1u2YhSbFmrk99u1CTJa5SzOph6QWb+lFNVnXPT+Cx0WnOa+HfDi+8rdo7GZkxN57dwe/Rx+HnUTGAtBixhHLm30OF+u/Z4Qx6sQR3Hpr7q5Lzr277wC0qGjc4NExGkRm78RrWSg0ejmcJYFo5DYJLhK6SVgSjOIEmHyaEWAS4tbgOW0ymHv80caep60t7oyl7///9SCSLtseh+Po8xjkKRUIcHLB502bGfSZS/pnzMmjZinnJcd29umPVpXo+/9hdhymP+I2lGvsEohVDSnwSrT/mIxGFrufZzcbPBt6DxnGnmGQnpgJtVKDCn7uEEtMN7uS5OmY/MiYDly28llBo9DWvdgArWgHGJlRa9ekrPVY8O2//eCnxse6zijdsaWvod3hMR8MAzB04Ha2meUMwA/+NihvYHkPcPZAOQBYPjH+kR74GF/MP4SfwIF488VPO+/K2NzC6LzYYscmpBZwA1EV7G1xdzT9YZ1WJEOzw2tBmIEG4I8FAnmstl7kkBmwFVHHwJ4XlyMTGZxj1dC6Bta0Gs4eO/vqBaZfsJye9mLqDIiFdIFd79AKKHn5cHUohFikY0HIIqUYWfl2GOhbD781o06vNxNfY/RJ7gViJQd7XC8G9UjZgFVLLeok9g0OxtKOtM5zUWPQxZ0bVMxTS+Bcyehg+OWtYzgRSYwBTMELN1cBHnxiXOxOOHUcV9+YGwiQ83nb2ePWGAo+ZhYVoslWy86xZR2di9SvEZ01F7kqmgbtKKnDMv9sxcaFV7YqH2PD5kLP4XAr5ouwu8lCWAspQ4ykfPU+sNeMKRDs6gZybisR/dF+PuElptymbK+ywWN4eD5sJgv0kSDGK/0O7UOh2tTptal3RezqO8CQJr0p/CG2hJ/D+tZH4WmbxXYpoxfgaHwDrIhqZQBztXodOlz7hjv9mCzaK3fE6EBqlLIqbAi2ZXIzYARqBuF9f2bLEQODwA1LwdMSLl0ZdqyAwZL2XdE/iKbmrX90D1sjLmJy3auo7Z4EIV+P13lu2PQkBBXsG2Jnbwrqhb1dh/3PI7C0jrle4LJXDeDl4IVP6lAHxI7HfkVsNjdrrJKjBjcHUn2xE4n38EPEeUz0icEwjxesRp5CK8LOtGDsSg3CmqaD0aYCbefp10/x+cVzEDurKHOXLNxUAmjyxLg4ZAwCiw1GdsTdwi9PQqHPF0NfJAQIcMPXQ2CvAc9Gi8udpqGyHWV+VNn2K9p5xqKt3zO4SAqhZXh4V+SCvY9bQmnlgAcDvmHLTbhwFPcSYvF93bvoVSkOVkItkgrtsDiqCc4l+yN66gxWk40sYDud/A6+bql4Ka8ALcuUZOAsKoJaxoeLzgoH+1EX8d+fncDptLvsvwmQJuTpDcxKEcQI7UDHMrOwEA2PrLUoIdC3oheWh9BnYpvtvyJJxq01KhFo8XwavZ7VT3Zh+Q1u0IYdvxr52Nie6pJWXbMIWj1XyioBavWIm06BtStvzmHcFcvs5X1dGqCFDwVzUxLrIl8nxsK3DfBc7gw+GDSwy8T3lR5BpbdCoB/tFxIzLq3A6RdlpQ4YzG3rh9G1+xvKzQkfjbBCarpUNqb7WKFHQDE4nnocu16dxPEMUzBHxNPhl6r30Kf2BcPXFekdIGGMTF2Teu1Xg29N70tyD3c5uhRxWaZAKUkd3tK9E9r6UK3A7KJCNN6xvoz+n7HWztU9sL4Dfb/seHEf88O5JQS6+FTE+ja0nEpbiIF3ZqNIz32/7Wo4Gt52FIRcdu8Oa9bBFaXZU9kKOZpu2wDbi8ksCCiQa6GzESI3xBNFnSoibNxkg87r7KuXcCCa23V7RpNmmNGkOXu6sMzn2JJI537Z0OoEWFV/LWyLXcwJ+PdtzHHwS7sak80ltQDHQ+bAVmxu8MNZcfGHBEgOXrfSgmQGUNoFmWH0uJTyHZKKjHOQVCPkSdGj4hq4So0akeRzRnEajGwpoE8hvGDAqi949t+Cx6PvIBK7ox5j3nXKvi0bnfwDWf3F8gC+vXIRh2JMf/eRTbttvfqhZSUK0JKxrLF+FSsvwhXE0GZmM+rAvCn2MrYlcBu1iflC3OjwE5syzLI5szoAOmokVzZYFp7YuNnwV8ZKo9dgxP05kGnNTYTI9zc2/B4+1tR0SJ87FVBRFj4xoCLBL3ltC2uC72p50+CvtOU/UeZjXGeU7ZdyAPA/MVPKz1HeA/97PVAOAP7vjfkHccUf24s5QyFDi9MryphGlHQlgxMdx6KmE2WDDT5yAA9T3nH2c+mUplx1DgZdXYjYdML8KeHr0V9Ytb0zcCjkZ0gF9Ad7VFYyJoStB6+MVpFAK8GZ9rPgJKVMozMJLzD93Bnz9GPScrEeL8Z/aQAAryTFYsJNmsZHkxzpv+xFUjzoR9LY6OLtbkYsRp8+Am1R2UU8g8AAMS51/8xwrQtvh2JrRITZtUuEAjybNN3g0nju6Rh0cftzAFChVaPmxpUWF6fftG+CSTXoD2uyO9982yazH+GkRw8PHIr6njRNksTXly/gCEdac3OfitjTj2pTlQ09Q3TZGPB53GDGkaTL2PnGnBU1LXAIungaad2MWQAAIABJREFU03D+iHkxq3lLTGnYxHDq7se3I1pWhpHFAJODm+LbxkaHzj9iH/zeoTPrxExi9rVLOPCMLowJo8tGpIZMY0zxLWFzEvCg/bVvLAI8fLkjrvWkTLSANb/DuoICAqsygAhxrU22RfxkCvAUqlWotWG1GfhXcrHNfL2xtxdN95v1cAeOPsxkU+MJoEP+0xIwgccg0F+PS92LNS+TV8OX2QA7kblmHlm0hOa1R8dg6qrc4diviPsLAOCd9AT8ELEa1RwzUMcxGRKBDgqdEJE5lRBX4IqVTWaijjO914O2LIZaXgKwmN7DLs4CPBxOAeqhF5Yiojg1jGX7MkBpQ9D9zYegfgWaqtzo5HfIfOfCgoTWAhVUOj50EEEg0aJZ1XzsaU1ZGd9d2IgTr3Og0ojZ+1cs0EGlE7J9xdhp8Wz4VwYAsMv+2UiVSCC11kIo0LNgv1IlQmXIUJHfCmt79mPrPB61F2tTIvC1bwRa26dCzNcjUWmLlam18epdJZwbQAG4rKIiNNizDpDozeYIowNmBPnhy+b0Pqq/bRHyCrnBOqFAh1fT6Fiui9qKJde5GZrkeK/aaVjRdjFbtvfe3/A025TdUjKP/OyVuDqaGna8DwD44+Vx+L7mLdbMhaRn83gEAGXY/l8d2wVft6Valo/To9DvILdmHXEEfjjhC1gJ6T31NqkDvnhTDYXFqbolbaxplYNfq/pC7Ej786ewrdidyJ2yasXXIKq/MW3vXVITeIq4mbkveF+jugdN110XdRqL7pgaUZWc38dRi9tDKYMnVyFHqwNLIZeRd40pMC+xUWJktZb4riV1ZVcW7MKA0ChEF5rqTtoK1DjdKhe+3rSP2L5P2oxf40yNPcjnwzztMTboR0M5mUrFbl7E55o67Hra2uHkkOFwtTbKPGx9Eo4Ft6+zlHmeRg9GRCnz81uFYFRto/kJMe3qfWAP0opMmfhVnF1wbNAnJpIdXz9aijyYM63r2/TG5GB6X5DocfEbFIm4AZ4W0gr4uTkFnf9qvA8A+Fp2HVdT53BW7S6tiV6V6DOubBBTEEDCqSeo0mox7NghRJRJlXaQSFnWZWVHbuD6r17ff0O58NR3GHiYpv6XjYr2Drg+apwBrPtXA4DkfIzqDphcsnFZZt5Z9Qdr6MLSft8vbmSEY9ELc7mBft7tMS7ACPrqc6dApgjFbYU90nRi9vehm0CD5lIZXCRB5QDg+3X73y5dDgD+7a4r/2J5D5T3wB/0QDkAWD49/pEe+NgAwJNvIzHzPmXWWQlUcJLKUaC2QmExePJ5zeb4tDplkqx6cA8rHpju1Jd0cmn2QVTeY6yOXY6UPAckZTtDqRXBSqSGr1s2POxlmB08D742Rv2hyMwkzH50ELn6PBZE8RZ7YHXzEfC0MabXzbx5DkfjngJKPsu0KglGogckDI52HY4GHhS8IHE1KRbf3D+PXLUcfB4P1R09sDNkEBylxkXX5tgbWPX8KjT5EmgKRSxDkS/SsawngUSHh93mQFKcins5+RUmXjgOyEst+AUMGgS44UCnkQYm2qr7C/Cp727o9cCTXDfWvKGBazrsxWpcSvNFl7o0BTg0+RXGHbOcotUo0AUHuxnTYFJlMhAwLCEvl9UOJI7CK7t0RyNvo/4ee93pR7H92UW8eOuFIqUEVhI1Ar3TMSi4NgZUmmx2T+j1aug1j8BAD4GoIeuUyxXX0h/gdMoNZKny4CF1QV+f9mjhairK33nPDsSWcSouqau0PhVZIH567hTOJb0EU8wuIwt0noqPn1p2BNGJKokGm1YiV8m9OB1eqwZ+KtbWm1taI5LjAp5N+Yx1f0wuyMWA64sgteE2oyhIt0PEJzQN13/NItQISoKcJ4JMLWFNCSRCLdytZEiI88STMdSQYU3kHSy7xc30Ye8rCR/Rk2jaaPfLv+NFtgYMmW8qPsXHRQx4dhrYWmnxpC89t0p+B6ICU5fS0peVK5wCF1da5/Qb63H6FXdqfscAKTaHTGfL5asV+PHxaNRyNAfxw7MrY0mjHQa3U/81iwE9dyoqX6xH3GQKCjTc8xMKrUk6sXlZK54a/dwqY25LylAdc3MMHmZXgjxHCkYjYEFPgVQLayclxvkVYEatlWy5X47OxoRGp3EoPhiHXwchXyNBVfsczKoVhpdaO/Tw2w0HBxeWeVlj529w8pSZMTrVCgFaWzXFis409fqniwvRp9JZ1HTKMpkdWj0PE252wc4h9NyZBW/Q/fAupJP0bTGxpS4uTp45KmBxMwaD6lPgt/nen5GWbcXeOyIxdbTWqonuAR8CiQaxkygQ9TrrMLofiYNSbQ6wE1BzbddMdA5cxJadf3UmdkYbAf3Sje1XJRlLulKtQpIC3PTAZih1YtgLlHASqZCtkaJQJ4GNUIWwUinA7Xf+BlthDtY0vwwPqZydc4lye4y+0Q3+Tk7Y3Y+CuRsjD+D3W9wbPOT4ySFdUcu9OltWnzcTyQXXsDEtGE+LXCDh6xDimIxRbq9g5bQUPKvubLmeZ3/CCwOQbNL17B9nOwxHVSdf6PQa6NNrmjgFly79RNMJ9SpSLdLxl9fhShw300fA1yN+EgVeCVjWZOsGWNnKodGKoNMIwOMzkFqpIC+QYnKDxvi6BQUA8zO+Qa8zErzV29BxJ6HlQawEDofcR+0gU1OJe6kHsO/tbaSqAWchg16eQehWaZqJZAYdJwV+u3MT95Lfss9tslE2u2UbuNuY64ydfPUcBAhMkclYZvf4ug3QswrV/isdhGn9y+0biEhNgYDHR/OKlfBti9ZwkJo+u4k50ZLo3YiRPQCPrwL0Nujo0QOfBHQyqa/tpa/AE3K767rpJDjU0TxdktFlUr1Avhd4fHNDlJ77diM6i5vZv61XX7T1pe//sMwNiMrdaz4xWFaWCGMCr/4tMEiu0WDJvdsIfZ0AtU6LWu4V8G3L1vB15NYB5WzAf/GH2x9HYMFNy6ZZ4ROmwsmKbtL+USr730kBLulWRh0OpnAloI0H+I7gSfsANmPBI9oxfyO2RoZjxePzcPXIh1iigVYrQG6WHdq4NsLyzvR5REJesA4n0vdAXkpbl3wugh69XNvByZmywT/k+NjWGVx9Wfoa2h4eA6n7+zGN/x3jo8yQ4Xp5CvC/o2vL6yzvgf9YD5QDgP+xri4/Ueke+NhezJdTYvDpncNo4ZMADZ8w4+iKV8Koce+dL76o1RHjq1LdOKVWg9Y7NyOrSGEy6K42Vrg5aoJBky005T72p3Dv3JMvfhH4A4Id309c/Ic7l7An1rJj74VeYxHk/H56Rbvi72BJjNGFsvRFkYVVWLc5EBU73LY7tR6JhdzslLUt+6FrJbpQ+/VhKPR5W7H3VU0odSVMHgbdKsYjVl8RF/vTdMzHmUnot9+yllTLau7Y1dmYfv1X7jK5thALYsZDR6hKHDEraCXcJEZwQVW4HfzC3yAo5kjqwIPedhYktpRp877Ra/9uPMvkXvT1qhaEFcU/wh+npbLMGK6wEYnwaMJUVnuRRLPNvyJdwc1MHFvDCj+0p9pc2yLD8fMtaqBRNsiMfj7tcxDDlJyiQjTdswYevtkQlFn0FmTZQKeQ4sloajzTZP8P8Pfjvp7CQglOd6DGMCdin+LL86bajqXbYGclxJMJ1Bigw8UFeJPPzW6wEWnwpC9lRDHaODBZNK2c85qI5pWEMiVXvjyIDQ9joVDQtPqSkErVGNOgEr6pTufR/YyHiMmjoGHZIKzClhW2I8iB3pf+q5fQdF6O4AkYxE+jWnSjTn+K+l6vsC6RslVLQsLX4MfAC8hQfYbJDej5rya0wae3O0BJGFkldQv0CPJ+i3UtXODnQtlTVx8MgLdbIqbFtYFMXzL2DJrZpWGR713oXSJgJbVhAZXGZ3+A0AAimzbWH1WxrzMFUdccH4GpzR5wXs/TLFfUqUk3NnKL0tBq3xaoeQJoFSJDO4VSDTQ6PuY0EGJsY+rk3e7kHGQVCKHSiaDW0HtdwNexmx1SWxUe9aOaVDLFTSyOWIJ9Ea2gL6Pv1yU4EvMaNYGHIwVpZ13/GkeeuYFXBnxl+Hp0qZaO9R2pViHR2pxwZh6swUdkpifL4CbM13ruqZDp9djdZyHcrCl7uv6m1chTmqbQl3REgJMjLo+g2lw7nx7F/FBuzTpy/OLwPqjiHMCWJQDQggffY+ebyoZrshaqsaq+DCGBiw2gTccTC/FGww0ukXqud5kIbzt31klbmVYDUj73s+uJpgfqVaTmK9OubcTZl9xSFCKBDrETKUCbp5Sj/ibL76FhNStgQQjV4Vt3+2csiTCmkZaeKK09s7BjoGWXXs5J9QF8yOhlYPK/B1QladYiwGYUeLYzTUCWthdngWfhHvLUS7Gvg1FbjdFlgcmfBahLWO4S8GynATaTTIC69ru24XUe9/tyWaeu6BNEgeTwrG2IzKGaW2VDxLfGyIALfwsA/AC6/4NuAjFJIWYpluLp5OkGNunb/DzWBKSsocsnteqwRnGlY3HMSRz9ExOQf0fHKDQaNNy8DgoLqcpnho5AdTeqRfsgcw2e5h7kbEaAbVu086IO9x9yfGzrDK6+LAcAP+QZVt628h74eHugHAD8eMfuo275x/ZiJqDetIfjoeKJIFdIoFKJIBZrYWOtBGHwzK++El52dNd8W/QDLLh2yxwY4DGYE9IKY2vQFM9zCdE4lL4UIqEOMrkUSrWIZaLZWqnY9LzPA+ahgaepKyVhSBx58YwFaSbUbQR/J2eTefAsKx09Tu+gn5E1Iqs1xrAmC1Z8EaKHf27GvniSmYLQpATYiSXoH1jToKNUUnGcLAMDb6yDjilmfJQ6Y2v3qljTpFj3SadF8EHK0OGKGbVagfxH4lRsDGacP8eZDlrF3ZnVT2MvQadD8Jal0KpK4DdjzSRFb2vfXmjnQ1Mn/2okyeOwOpaCV1wx0vcr1HSgY6RRXAIvbxpkWgmi8l1Z4LeWfSYcRCroHJdDbEWZU+8TxFCFGKtwxYrO3dCrGhWd3/8sCt9f4041JMevjRxrYGrMPjMFBxJM9cNK6t/VqRAtgyhjjmgFdtmzg0OpEGhT2Rfbexv1y4I3/8IaMnh5ZsHVrgBqrQiJ6a4ozLNGx2oVsbEzTdftdOY7uLhmQ8Do4cVTQgw90hkJCnki6HQ8HGpB9RbVajWCNqwySzMkx0gC+rTGjfBVU8o0+uTWEoSlkvQ18/C0U+JWV8o+YE0RsroAOg4hfZ49eG6h4PHpjvm3T9YgMjcWGZn2KJJLWAzfWqqGh3sBgh0qYUU9ClhtfrUeAnCzbchxqXAKPvGngEjgmqUsi5UrbK2EiCoGNC+//AZBtrtwL7cyDiXWQ47SBpXscjHW7z78rHPg7HgVNjZ0sT/63M+4kcABsvAYbO8RjLaVKUsj8nlPTH9bHeoyDA1yrLV9MubW+wn2Vr4gafTtrhpdtcu21ZPnjeOdPmU/PnW8O3o0i+W8HpWGD6uKL9hj6UWFaLV/NbRyMbytC+AsUYIYtMQVOLFSA5Pr1MTMZrSdrU7PQUqmDfR6PoRiLZsyTBiAej0P7h55COtFmVOEZTv57FS8zHNmGVuFKitYiVWQiFSQQI8j/WdCIqJM3t4nlyEqUU+3YQT0/8Q4iQB8/l4Mrg6gzMsbb15j5Z11eJxdweya6rumYlbrGWjiQ5+xDbesR45cDqlQBQcrBQv358ptoNGJEOzuhrNDRrLlkvOT0XbnfhNX4ZLKHcQqhE/81vCMXRUdiuWPze91AR+40G0cAh3oYnv65R24nPcWOg6GqKdAjtPd5hqYa88Se6K6xDy1l4DT76w2oLIjZaKfe3MfU8/f5hzLul58nOhN5/u7grdotcOyY++YOlLMaUNNQL48tw0n4nJhLdSgtnMGxHwdnue5IFNpgwrWDO6Op4D3vzMIMzomLx1pchk8re0R7OhuEfySaQqQKE9kDXx8rf1gLTRl4RFtPSZ3LKDmYOzbjAffzmimMfzKD3jHV0DA04NoVxKmM0m5J3NuqGtNTKxN31kMowaTPRjQmmtP8uy+Ac+GAskEmK+6Zjn7f66Y1KARvmnRmj2UoYjGqaTJ0Or5SClygFovhJuVDA5iJQLsOqCdp+X7+8/GQq5R43FmGlQ6Laq7uMPD+sN0d81RyRGdm8pmKtRy8oK9mJuF/2fXW/o4o8sAtCRNXQKIapuxNAmo13H3dmg4HvJEX3dff1O5kPTCQqx79ADPszJhIxKjW5WqGBBcw2x+kjl8NiUCV9OiINeqEWhXAaP828Jdym2W9D7X9EdlY7Oz0Xlv8e9DjoKlQeeL72Yhqeg+VFo+MovsWcMhVxsZrERaOIsD0M/Xcj3/qvb+f+v52NYZXNdbDgD+f2dB+ffLe6C8B7h6oBwALJ8X/0gPfGwv5nuJ4ViVvAGv4n2Qm2f8gWxnK0dQ1WT0tuuMT+pQvaDaO5ZDJuNGBezs+IgaTdlF998lYcqVbSSjFvmFlIVCwtleBq1aiGN9piLQ2ai11P3gLsSkZxhAMwKa9AwKwqpOpiDUzOvncOxZjKkOoFCPjd36oKOvkVFI2CRDzx3Ag2SSzkZZTHw+8GPLEIysXt9kXhx4E4Zfn541KAWSg5VsnLG12Vh4WNmzZclCpsahxexCgit+qN8BY4Mas4cmnjmBKwnxnOUIuPlimtHcY3dMGOZeuWkCFpJrr+7liLMD3p+Fl6lKweIXlGnGFRP95yLQrhZ7SJHRDhffSfBddEsoipmKxNl2YY076OZTBCv3G+99/xDtpXGnj+NukqmQ/5AatbAwpKNhsbDi/l2sCrtnsf5bo8fD254uGPJTOmHE1fp4lmvK7pwWHI4vmtYD386oT7X36ROQVODSy85K9g7Y338wPO2M6SVbou7iXvom1KtobGee3Aqh8XVxdaCR7XI46STuJx/BV55R8JBS1isBI3anVsM1lR92NyOgH405N07jTEwU8kvpDpIFdUVHHa6NMLoK/vL0KE4mPkS23HQxaidRItjVBftaGBl6RYpI6LJHw1ZoZNyq9EIobZbDyYEaIpD4KXoLTr58gzy11KC/R9be9kIVulX1wsJa1AV4/fPtkAi4XRrJcRvh1xjs34st2+vAbjzL4GY/9q4ahOVdKAgmV5xFdNKX+OF+b8TmUZF1Eu18XuC7hhfg5x0BgYCOXcD6JdDruFmFvm72CB1MU4XnPvgMF3ItLdYZ3Ar5FhKxA8saa3bxexPNQUMDyD1f5Iy7/ej8OHtoMLq25mYQ52QL4VqDOoxnyQvRfOta1HHORHg2dSonUckmn3VCrutfE2tCBrCfNTgyFwVyKRxcigwGCqTfC/OswNMBMcOpthlJA22zYwV8XXPwJJ8CYySq2uYgr8AK2/pMQi132net9mxCSkEeGC1JqS7pKwY8oR7OVjZ4OIYCVvsen8UPNyloyRUrOzZEz2AKOvc7ug9ZRU+Rmu8EXTGoKhZo4GwrQyPP5ljZiY7lw8SrGHwmnNUlNTWzYcDnaxE5fiLspHRjpvaRRZCpuNl67SpWxLbWdPPk1qtNeJxzEauSSFq/ceyt+RrsqnkRwQG3DdqtWfIEFKQNgq+1qUP2lfxO6FSNpv+WxMyb23A02lRbz8VGg1P9xsPbls43mSofdTZusdhHc1u5YnS9UexxYhoRn3YGK5pdZUFfEiQ9fPHTJriZ2Q4Xh1tOx7d4gvc4kKuS49M7x3E/wwj4t/DwxarmfeEoMQXNb2Zex763e6Bl6PtIypdirN8E1HeiLqckGHUEmBy6kWEeQvDcw8Dj03ssozAdU8J/gqN1kUH3Ukde3go3bG9j3PhilJfA5FFA3Sx4duC5P2SdeAkIVHfjWsjUKs6iZfVgj77ehgXhr1GgMV5nW69srGnxA6yFfy9l9/a7REwPPY0cJX12Cng8fN2wFSbXMerQvsfw/NuKHkyIxPyIC1Dr6b1kIxRjUeNe6Oxjnvr9VxvBFG4GU0jYssX3J88JPMfl4EmoQUxJHI55BmIqoysF1HrZ2eFA/8HwKX7//tVz/tPlSFo80Um2FJt79EF7f8peDk2djyuJkTj6qiEroUBCyNOiV8BjhPi6s+YzH3p8bOsMrv4sfQ2tD439YFKAbw7axja33AX4Q78LyttX3gPcPVAOAJbPjH+kBz62F/P6h9uw9UUicnIp2FU6CAjY15+PH9tS4fkqmxZDS3TLOEIo0SN2Il1sK7Qa1NmyxvCj1qROkRhR46cbwKBJ507gcpw5YEaAsO9btcX4etQNjoBLPffvRlwZQXVybGjN2izAVBIzQk/j5EsOkXgecLTvUDRwN2oFku88yXmL8ylPUaBRItDOHQMrN4KdyHQXftb9MziaYC6oLhUIcbH7RFS0pcLihIX2yoIOHjme8NlMQzvrbVyDfBX3IunB2Elws30/xgJZeK2K/RbvFOaOwY4iV5AUYBGf/uC9+7w9hod1MGP7EK7RzkZX0Lq65fSgP7qxiC7bygd3WRCQOAp2q1INI2vXNWEKbH8cjgU3udN1Sd1XRowxMED1sqVQFWzBwYQgFgSUCrTo6P0GrSqkgOdyBDwRNQEpicjUFJx+9YLtVyKM/0mt2rCXmI7lw6zdeJBlnnZmLXTBJ35bIRXQeyEq6x58FBPgKDJPnzyc1R6DaxrTC/UFPyEn9wj2xwcjQebIggh9Kr9CDVd78FxPgsejbQjPScDUsE3g6RnotJT9yZpXCIBPq3XFCD8K2pCYdv0EwlMjMKTiC1SyliFdaY3D76rC3ioYx7qPYBkjJOY/OoVd8VEItM5DQ0cCpDMIz3fHqyInDKgUhN+bUcDqVNwTJKq/gI3Q/HqIYUp9x81o5e3Hlv3u8nYcfG4KsJS0a16r6hhVryv7p1KTix57lyJDboO2nm/hIlUgsdAet9N80NUvGyt7/G64Hr+1JK0YqOecjhpOWVDqhLiT7oNUhS3srIGosfTemHhvGR7nm2r1lR7j462/gre1M/KVCnz7cBoi5UbgsaScmKeDU4EVTg6gKdXXwo6ghc/3EBHWcJk4FhmEAV2pyc2zrBQsuLQUD7PMdfgII7C6jx82dqHanA0PzQHPVscJQBblShE9lGpEPs1Ix9wbixGRb97OQJtcTK83BH2CqHNs3S1LUMDK25UFShlYS/V4NpEytzbd34rfwiwbiyxo5YVh9YayZWdf34oDUeZlif7grJbVMakeBQC3h23F/IgcVguVV7zPw2Zq8wG+UIcLvTuiqjvdQKlx4CfIDRIHph1aw5mHM10p6J2asQoDbqQjRWXLGj2RKcvoeSwQPMn3Kb5tsRY8PgV5ZoTuwrXn7zDE/zmqOeagSCPC2aQAROW748KwUfC1N+2/XS8v4Mxb4mSsRWUbV8xvMBJOxZs2JS1qsfVXpJqZPFFzqCvD+8PPmc73J+/uIYAZhxyVlJ2Tap2AZQLWccnElewp6FSDO3XebDL9jQ/Ic3vk9f24k/aG6oIS8I3MU4kerT39sb3NYMPzMyrvCVbFUR3I0iHgCfBd0Bz42viyHzOK42DyaSo0V/BczoAnogzzO1m3sf2NOVAq4Usxr/pPcJdS0Jop2gJGZpkJz3O/Dx6fAsT9j+1BZHIZk6fihhweNAQNKtB3cKaiEF3Pb0aOylRWhBybXbc9xge/P2D3Oj8X3Y7vhFytofOYYWU52WyB5W26oV8V6nT+T8fNtHiMvbnfrBlCHh+H2o9GbWduLdA/ajejOAEm38juNJTlWYPnchI8IXX3LYmo9DScePkceQoFApxdMKxWbbNMiX+6n/7K+ck9NOToQU6TOmK2EzpynCGl+czr7ZhxI82wGVK6/h8aMxhfw/J981fa8p8o87GtM7j6pBwA/E/MlPJzlPfA/14PlAOA/3tj/kFc8cf2Yl5y9wDWPbIs/N6hKoNNXWj6U/WtS6Hg1l6HlTUQM44u4J+kp6L3UcuphrdHTICPHWV4Ba5dBr2OO1XIwVqKyPGU8XL1dTwmnDYVYi8ZcLK7/3jSp4YfeFW2LINGy81UbFHJB3u7WWJGWJ5CWYpCdDy5Gfn6UgsVBvgsuDU+r2/UPyPug/eSkzgrIu2MnU7T01IK8tFixxazZX7JF7sGVsHabpSN9T7xMj8e62J/gkRkHCi1VowhPl+hqYfRTXLqxek4l2ZqIFJynk4e77Cpi5Hd9lfPT36E/3r7BrZEhhu+QkDAeW1CMKxWHcNnVxPiMeEM91gSvCFy0jQDaMemneXNAFRXSzVDCJ79PPCsB//VphnKkTZujesLpc6UZVRSoK3HF6jp1JP98278D2hqw63T+E7hgIp+D9lyxJGSSSfACDdDlOe4FjypEaD+8t4RHHsZZwLyBLnZ4UzXSRAWa06my2Vocmidxes72m0YGrjT8Wt9fC26etzCLL8I8EvhRivf1MGhd61wrz91s970eAsa22/EXZUNC6SWhEIrQohVPp4q5mJQ9T7sx0OP/oj7qbZmrtt6AYNPqqnxSweqZXkz8Q0W3diITS3Po4K1cc5FZrlj0p1uuDZ6JuwlVJuw6vpfsaDuXQz0M4LzSp0A3zxsi4jCCrgznKb7zY86wqaRWYrbnX6CmC9k0+iz3tXF/LeNEVFkZNYR8G9upYdQaK3RsyY1ONoQ9QCCwt8w1i/axN03XWmF4Q/H4OpAysxNLshEyM7t0HKkH5PjvQLkWNGdMvtanf4WKuLWyhF6DQ+PelI2aXTafXQ7c8vi9fze0ApD6lJmVZW1i6DTcYvg84jBxad0k2V+6GbsfMo9h8nx6Q298EVzCgB2PbAQLzO40wrb+jPY1oM+3/ucWInHadzmOMSddkuXEHTwoyyz9se/QYKc2021v08SlrShc/fYix348mEa57Vb8bV4OuQbCIuNloI3LIKKmKhwxJD63vilpfG5HZb9FEte7oRCZ9xAaelaD19WGwkRq2ULqHU61Fq/ijPNkRxf07UHu0FBQi9bhGPRN/EdH3BPAAAgAElEQVT9o9bQ6I1t+CQgGvMaF0DkRl3l/x3xMi8DXc9uAfJEgK7UfBLoAUcNrvScBH97yphf8WopnhVQt/Oy0dK1NUb7jmU/ZlS3wOTSlFyuKA3W/RQzD2/lHFIDALpV6IF+PnQD4Y9BRRF4Hk/A4xVrt55cgXTikGIyngx4DhrMbdYeo6pSxvzWF2FYGMm92UTSoO/0tsA4/IOB+P3hTawPfwCemvBYjQ9EvZBBDU83nO1LWZ//dIy/dQDXU8l7wDwG+NbBb43pe+h9Qp/VD9A+4/6KzUTw7f79qezv095/ZVlilDbqxBGTTWInqRSbe/ZFfU8jmDrxys+4lMStK1zPtQjHexqdyf+V7ftX1vWxrTO4rr0cAPxXzojyusp7oLwHSnqgHAAsnwv/SA98bC/mRQ+uYcMDy+YaIYHe2FIMmHU9tA3P03JYcooxOY3usAdXcMb5QXTxcTEhFpMunLTY/ywLz5MyAPxXL6VOqBwhEvHxcgplXvyZaDXZ4a3sSBekvhuoUD5XBLo64coA04VRQmEaQtOfQqZRwN/WA5096xvcf0vqICliu6MiqUOkgFAKyApTAFuhBJeGj0YFW5piuj78HhbfIQLp5qmODtZiRI6nYv9nY19i+vkzFttZw80dp4e+nwkIAbcGX9iHiMxE+DjmwkasgkIjRnKeE3xs3HGxz1iDqUn/0wsQnsP9I7iOkwone1H20vvEwWdR+I5D24/0BEnDbVzsWEx0J7vs2Ym3Bflm1fesGsS6G5cOomcF1Q1AGwMQJp2kDXhCbl3AP2uvTq/G+lddLBZr6DIcTd3oPL7/agIa23OnQhNdOCtvorFENNpSwGS2RaFWhOPJgUgodISTWIle3vHwtSkAz24OeDZ0LCMy3mHA+b2c+ljzm3TAqGAKsDzJSkXvM7sstnNNm17o4Uc1FT+7Mg0ranJrKn4V3RbL2tPUqM0RP2Oc1y5ka8UIlbmikBHCnq9FiG0GHIVa7Mn4FCNrU7Cw/d75iC+wofO85P4sZoOFeBViWy9q2HEk+iGaWU2Ep3WRWVuvpVSCn+9BlllCYveDrhhW2Zztq9bzsTWxPqY1o8YwSUXZGHBrGZQyIRR5VixjTCDWwtatCFUdPbGvJb2HtLoC8DMbQq4TYFVybbxUOMFGoMFgt1i0ckxDlNIPdX2pyc/qR/sxzvMnSAXmaavr4+piWksK9D5NeYreRywbugytpsTCzpQR3fvyDKTqjBIHpTuA6Ebe6/obHcvkg+h14S0qWufj++AHqGgtQ6bKCstfNsCTfA8sbyxHv9oU/Axcs5jVFOQKHk+P+OkUAJxx6TiepzxCXIGpVio5FuSQhbqVWuOXdpSl2XTbQmQUcgOANTxUOD2Ygrkdjq5HXKb5OJa0ZUaTBviiXjv2zy1hvbEwtqlZMyV8LbY3vItmVc6zx9Y/vY7fiVYg6XY1nxg/s2zXEoflyEEz4CSxgkqnQfBay5sObavYY1tXmiKeosjE9Ihfodabg5UDfDpilB/dOCG6Zc22UZ1OriAM83H16P32OO5bDDzvAl0ZkxZy7Pt6URjXaqfFev6/B66nxGPsiWMAm/ZdJoR67OzbH608qWvuvOgf8E6RzHnKGvY18UVVCvCwGydZPQHda/Oykk7gOxnTHL94PB0yLbepSjOXFhjnR/ud0RdQYyI9hzSA1SfgO9BnAqsBeHghwYwpo5FcFxl4iZ51G55QrRm+qdOeLftL5FVsecFtzkMeN3FDvntvE5DR547iRtxrTh1eK2shosdblsn4/47l+3y/x8VNeJHPLbPQwsMPO9tQPdb3CX1GC0Cfyf0VaS/wHS3/Nnqf83yoZYkZyIW4WLzJz2VNkLoEVgVhAJaOvqfnITKL+7ld0bYItwaWA4D/ifEtvVZqeWgcpG4fgAtwpgy3B1GZlPIU4P/ELCg/R3kP/Ot7oBwA/Nf3aXmNf6EHPjYAcN3jO1hyk9u4gVxuxyAfbOxEmVYNN65GnlYOvY7u8pcEX6CFg9Aa4ZPowvxZZjp6HN5tsbfujZwEz2LArMraZdBZYAA620jxaBxlABLR+zGnjnHWKeDzETXpU1iJqBNn1S3LoLbAAGzjWwk7uxgFri+mRuCX6CPQlnLOrWLnhRX1x8NRTH8kEmCt1obVkGu42THz2rTDqDo0NW7Iub0IS0kC5EZHZfYAYXPY65BQrAdHNGvI4tRUa8t4eT2qBmFVGSDsz6ZfYkEu2hyzrINzoMtQNK1Qia3msytzcOodd4pxN68CrOto1ML7s/OWHB9weB8iUlM5iw+sXhO/dzDq1hHTDsLoTMw3pia2qlSZZT3airmByb/ajj8rty22P+Q6bofKdhVmooYjBSDvxf+IJjbcbsVvFc7w9aP3DVlsJ79piRH3O+J1kZEVRTQVV9W/ik5Bs8GTUgODOfcvYfcLbsC9posHzvSk6aWZiiI0OmhZi+hE9xGo60ZZDdefdUBrV1PdxZI+uJfjhRbVabr15ifbMc7DspvpsfxlGFCN6m6OOPEjbqVxz48RVTRY0J6azcQk70eQ0LJQv9zxFmylNHWz4F0QbMl9wBGvFIEI8jtnODLq7H7cjH9ncn8Qc5zDAwejfgWjgdDbxLr48lUrxBQZNUWFPD3m+YWhhmsFBHlRQfeH8bPRwIabxZWjtoZrpcdsuUJVIRptXguitcgV3zRywKRmVJ+zz5UZSNFyLyQlPC1udabpkpk5J/DVrSvY0ugyBKVSkAlA8lN0M/TydUWDwKVs2errf4Oy2FG47PlFQi1eTqXpaTsfn8basEjYi9RIkBl10gLtc9g01rltWqBXEJ1zPQ7+gph0U4fokrpDAoAt3Slze8q1Qzj/inseETTnRP+hqFvMOs1ODsaG1/Ww5S3VFCVhK1BjWY2b8HfmIcCbsrpOvY7BZ9dOg1ckMNU65TOwdubh6dAvDans1Tf8DqWau99HNKyI+c3pc/vQ24vYnci9eeIossPuptR8RaPTofaG1VDpuLUK13fvhc4BVDt2/uWl2EnxfLMIcpTj3EjK+vx3xPmEl5h2xvJm0ObevdG+Mt3wWBW7HFH5Tzib0catLUZUps8PEoz2NZjcyaYgoLgpeI5rwOMbJT9+jpmPN3IOoBBAT8/e6O3d11inJhpM7hRAX4rVKekEnuMSg8wBKdz6zCqkyLkZqj/W74LhgVTaY+erh5gfzr154WPjgJu96Pv/faLv4b14ksrNOpWKhIiZ8mEAgJNuH8LVlFeclzbYvx4WNjTdCPsrfaDPHghouOcHbKaAb/fvS2X/K+37EMpMubYQ5xPpb8Wy0cCtCEd7lAOA/4lxKgcA/xO9XH6O8h743+uBcgDwf2/MP4gr/tgAwIOxjzH70iUwHGlnJOVsQpN6+LZRB7Zva27+hXUK5gprKxWeTaBMEr1ejhHHfsSdDGNaXsl3eldKxYrui8Dj0TSrmVfO4XiM+cqLaAD+1qETBlen2lgvcjLQ7eAOQGOeIiaxZfB8rDG1pcvB7XiRm23eTAZYHtIFfatR3bikoiyMuLcMmlLgX8mX2rnXws91qJA9YaxVX2eZnfJZ42b4vCkV2G5+aA3StAU0G1QpoOwpMWU/kH8nDKN9RCJ4069QKc3BLsL0OTxwIOpXoHpObJ8yDI6+iMb1t6+h0elRr4InxtSuB6nQ+EP2cWYK+py1DLxuaNcHXSrTlLfw+NEYcqcqNGVSHYU8HfY2e44mVUzreZ6fioOvHyFDWQAva0cM9WuMADtTY46QnUvxxpzUx54vpLIdtvSeaDImRNeRpEtnK+TwdXRE/Qpe7832MB/kP/8kMucw7mQY9ftKvmEnqoAhvpsgEVDgK7soCfrsnnARm+e9P1JMQWM/42Kq4+F5eJVvDphZCTQ43nsUgp0p43Xa9ZM4+/oFoOGBp6UsUYYwSsUMvG3tcWcgNewgWopVty2FXsgBmGl5eDh0Ktxs6PlS3jRCBSl3x2cobVHBl6bTXn77AiLZZLR2STHrpPPpleHmuRWN3SlAvDpiNZY9ULIOiaUZgFKhBr+FBKNPIE0Vzs1ZAwe15XuDcToHgYSCF0XvgmHFwcAjx14pqyDIl6brhiUnY8ixg5wD6WZtjQfjaR+RGBX6KR6yLtamQQxYltdviw4VKQj2Lrk/PIXcqZMEiBN4Ghfin+yfifuZ5vpbvrZ5WNx5NBp4UzH5bhdmIpORmKQUl7RCwOhwryvVP9QXHoem4DuI+OZjSUxllPy+sPWgZb+9ugOHoon+obkGYIcAa2zqPpUtl5hxCm0PvwTpziDHbEgFGsi1IrzMdwHJYH00rDFcHKme5Nony7D0Bjm3aZ1CvhaLu1VCb3+aKvwiOxVdj+wGw8GCEwh0iB03y+ACHP22OoLFWsQVOSBa5gIJX4cmTmmwFyoRoW+GJt6UvUqAfuLOyWUI6+/ihCvDKNuWRPcjy/E8xbyPxCINtvYcgBY+dB5tTTiGE+9CzcacfEBclk+0XGk41nbHFk6mMekJwhqvVMwa/+L8EZyM5U6DrWAjwt1xlBlbEjmqFDzKOY1cdRpshU6o69QZ3tb02fq+ce11AsafPm7xazt690fryvRd8KLgOZa+WmRiWkU+F/FE+KH6j/C2MtW3JZsTUD+grDBBZUBUjzXqKB2Pch5iQ8Jas/NbC2zwY42f4Cw2guukEKOX0zqZPEAYAAhrmT23d8c+wvzIC2Z1VrCyw5lOEw3GJsT8pNv5LUhXFJqVXdCwC4ZVMTXt+it9O+XsSVyM506tJXIERC7k74ROr8fB6Ke4k/SWfR838PTCyDr1QMy9/k6EZSZieOge6MukQIj5AhzvMA7VHM1/P/3ZeRjlRTB5dCPWJIhzPNGiFZjOjz+r77/x+OOMcAw8fxGaMps8RBd0Y7u66ORr3Kj8UK//Y1tncPVjOQD4oc6u8naV98DH3QPlAODHPX4fbes/thdzXF4WulxaCybTygQEJOAf312Ojc0+QUhFypKosm4Ra1zAFQKhDrFTqfg0o7qHvPQJ+PJRO4SmGUWne1WMxa/1bsLa46RBgJyUH3riIO6/TTK6APMYjKpbHz+2oot3Ej+GXcS+xDDosiVgDLpCDPg2WvAd1TjXfioCHSkQ0GzrRqQpZDTVrFSuMk8LTKrfGN+2aM2WO5h4C6tecTMvyEIytP1CdkFJouX2TUiRcadJkZRVkrpKotG+5ciGuaA5e1DLQ8JIypxKLszGlIh5iHvhBaVSbLh2Pl8Pvyqp6OLRCjPrUuYFYSB+fvkcTsaaun7WdHPHgT6DDYy5XKUCDQ+uNnH1Kz1Wl/uMQ5XiPlLnfYerb+/iu2ftkFfsvuggVGJhzevoVLkhxI6LDV+9lvoCXzw8BC1JxS0OYn6yrskwNHGjIvokRh79BrffcS9aRtbIw4/tF5Ruzj/2b9KfYVk7EZ69F/pip0QXiT+6eM+Dk9jILiMNTMi+C2HBF/CxooxBkq4aqRiCJn5zDWBIcmE+WhywzLwcVqMmfmlG0zGXRtzEmgcPwNOYLsIZPoNmAT7Y15XqnF1/8xqjTx8FpHpAVCpHnoCGCj6+atYSnzakKZjJr1vCy4o7lSxd4QzPYqbiG1kOep1dgaU1bqO9mzGNkIB/X8e0QGifr+BuRUHFifdX4P6zIsiUpqmjLraF6N0gAHNqUXA84s0k1JVygzFaBsiQ7oKPE23nm7d1UYkDTGWvt8AHIVWvseWmnTuN83HczBhyPGrydHbOExfgmqcIW4PbWbh1hQBsaEpTr9PeNoa7mNs0ozQAmFoow8QTP8JWwCAs0wtMcd1V7HPga58NR4e++L09XSB2vTgTKRpriAU6AwhI6tLq+CA6hA+6U7ZlauZ+eOgssyST1W1QqdJmw/0w+OgyPHxXGrBjUNNDj1ODjeL+4y9txJWUPPCK+OCV0o1jiKGMjR4D/StgcWuqdbb3zee48zob12JqQF1s3GEtVqJTrScI8a2HHt70mfRbWCg2hoeBCEmWBgH5Ah30Kj5ODR6G2sWs06dvq8BNoIIrX2Jg8GkYPVJ1ShQKWqCmJwVw90Q9xtzrpfU7DZfJ9mzM1BmQCIXsM67GuhWQWBegoNCGAs/E4VaqYlPApzcIwdRG1BDiQuodrI07YKyo1L8qW3tiTQO6yVKkVrPMbUvxW/tOGFSDMhhXPbiHFQ/uchZt4u3DShiUxDv5C+xLnAN1KT1YHvjo7TMTNRyMJj4WT1zmwIW4V5h67rTF4kTDrL0fTQFWamQ4/3IorqocoWQoW9KOr0ZbsRo9gvdDUKyn+FfPXVLuesY1HEzaDw1DWe4uYhdM8p8Gf1t63vcNMp7rn9/B6pibBg3GQHtXrGk+AOT/pSM2PxPTbh9DXAHdtBPx+ZhRszWmVG/2tzaE1j58gKX3bnM2ual3Rezrb8wA+KvXRcC/KWdP4cprUwmDhl7e2N1nADuH3zcYRoVzzz/D9889UFjsRusiUmBJrSK0DFhq2CR973rlB8AUEBYsdbMG3ws8x5XgiY06vO9b539b+fOvz+GbO+Eo0NANbbJRN7uRP0YE082QDz0+tnUGV3+WvobmB8d/MCnAdwdTQ6TyFOAP/S4ob195D3D3QDkAWD4z/pEe+BhfzP0ubMPTnBToCkRUr0egh8Beyxp1hPYy7pYHrl0EvQWBerJIjJtGF6hFhRdgVUgZE2+L7JCmsIG3tQzexTphWscDEEuNO/uZRcmYf38bHqQTBgeD7pWlmNX4U0iFxvS6WXdP4VTaY8ok0fLYRSHRE+IR9hRZaLYYg0YeFLyps2ENZGoVZUmUBgDBw/BadfBTO8poXPT0FE6mEb0+7rgasgBSAWXonXgRgy8vUV2r0kFAuMMDhxoWAD2PbUB0US7VCSwd5E+ZAAmTaQrfs+y3+P45TRFUyEWQF0khIjpndgrw+UADaUvMbUjBoGMvY/DlFfNzk2NjatfHvFZUl4vEr4+us4t4nppvYG4xYj16Vw/GytZGUXG99g1UWb2g1MoRW0h1xAJtc2EllEDiehJ8wuwgTdYo0eHScuQXaKGVicHoeGyfC+3V8HC0wuWOn0MsoIuf0Oc9MflqS7OddUeJHHu7JSG4omWQzMIQsB+nyAqw/P5dPMtIh1QoREf/QEyo3xCiv8m8IHXG5+VgVeQVpCteQ8y3RjufZhhVo4EBzCjdHp1Ogze5YdDoZKhgXxeOVhVMmhuVlYKeJyyb3nTw98XWkIHsd/Y8fYw5oVfAEEaosHh+kj5V8tEtsCrWdqX6ZSdexuCL4vnGEP0sghfqiZQWndAT6jXA7JZt2X//fPk3fFdzmxkTjdwrvz0biu87GlOavr5/BofjoyCBjgWdyT2iggBjghpiboNOhutqfWQJktK4gbXGVaxxsDNl4V2J/wzVJFfhLTRPj49SSWFtswRVXWm9m6K7YqxzvIlRCfk8SyvB3qwq+KIuTfEffXwXbiZZ0LEirqVjJ7ISAnKtGg3PkFR17nY2cq2InS2p3ufr181R2YrbWbg0APgsLQVfXVyDlwXOEIl1rHYZ6X61RggBw6BfVREWdaaGIcMuf4anSpLyXQwTErIke9vz4CRU4kZXen+/SduLSrCcVvZS3gPB/stM5tSrrCSsD78IrZ7BhPodUdvDyAYmBQed24iwrDyWSQolOXGJcyzDAsbtKrhheyfKrtuRMBlZqtfQaPnILbIBn8fA0aYIQgGDANum6FuRtm3mjdM49vQVGOghEGlBSNp6LR+Mlt7f23v3RtuKlIX3Mrk6MuVa7I5pgfg8D4gFWjSuEI+BVR/C0bYfvF0oK3RzxEP8evumybWV/uNxseEPAViqrKHutgKBFhKxhgUhFSxDmoe+QdWxtFOx87ROhS8jlyBJYZ7mOTt4PJq5UqAjU16EJls2WDz33NbtMLoufQ8dfPYU313j1n7s6B+AjT0o41XP6LA+diLyNOYOt0KeBJ9W3QoboVEGIENeiPGXjuFVsau1r50TNnfoi4r2xjK33yZi5AnLJiP7+g1CUx/6brv34ks0cTwDpZ7Pgs/kfeklkkPEY/BQNgFNqlCNyL8Tcq0cqcoUiPgieEm9ISw2U/k7dZV8hzD8EmTZrFYuAf6IXAdXkPEnfUTu6QB7FwND8O+cO1ehQI/9u0HA/NJBTLj29htk0KJ9n7p3PYnEjzfoBkXZmN64Kb5o2uJ9qqNzSbYSKFoLuU6I2CIH9rlY1SYXEr4ePLu54NnQTZa/E4xeBmjjAZ4YEFYBj8ed8vp36v5v+Y5cU4SorCfQ6DSo7VYbDhKjlMKHfo0f4zqjbJ+WA4Af+iwrb195D3ycPVAOAH6c4/bRt/pjfDGffGEEG0oPwHctW2NC/UaGj+psWQyZnPsHvJ21Hk/G08VHWNpdNIRRi6h0nSo9H4nS0whypqxCAv71u7gR75RWJmPf0LEIuzv9AImQfn40Lgqzo7idY6Hn4Umf71hwiMTQowfx4B23UPovIR0xpCZNK557/ySuyrhZH1q1ALe7LDABmY7EPGNdbnOVdGedLAx/CekEl1Ii03PunMDeyDjAVkNTf0kQCaoiIRzEAkSOpXpbRPS+/62vQJiTXDHOexR6+dG+//zyWZx4Zcr+K/lOgJMjrn5iNDVZcDMU2x+bO6h28g/Ehh69TU6l1zyDOu8rMFrqysoTVoHYYTH4pZgC9zLiMfrSAWhyypoIMBC5KnG821hUd6Tpktk5U3D37SP8Ht4FKcVaeNWc0jC74TnU9h4LB3t67e8TSfn56HdoH5smXDoII4Ysyvk8bvDnj84Rk52BQaf3o1CjNik2qGot/N6683uzTtKKCtBkPwEauNvSPygIy1pS8HXmpfM4mvSUgn+lQw/4CVwQOpLqyxEDg6bEwMDC5e3pMwAtKlJ27exrl1CgOYxFNW8bTC7IffZDdDPo9AOworNRS2rXiwjMDTPX3FrWojv6BdDUeBINd6xEdiG3q3F1T3uc7U+NAZ6kHcKLwiVoIJHDV6hmF7EaBohWWyFOI0avylchFVG9sZ8f94erSIlBjm/gKKCAYazKDnvz/CBU2WFu4+3sZ6vvrMXy8GL2SpmBJKm9rz6dbtAba3xmHgqLU6nLjvnYKk3xVQ1q+BIRPwx1bahrc9lQ6ASwKTZ0eZcfh5a7ToAh6+Wyfa8FxgZnYm4ITdf9/PosXJOZPrdK6q4pzcW+jpR9FpMWjWpMX85UYXL8/9i7Cugorv57Zz3ujgQNwT2BQHB3iru7FFparEJLaangXijuJbi7BychCQkhWBLiLpv1/3nzkpXsbEn4/nwlfPs7p+eUzJs3z2Zm3537u/dyxny08+V+XnI2GMDBqGDMuX4VjNSYeaSxUOLP9p3RwZsCYafif0VENjcLz99pCFq4Uqbg4rsXseUu1UI0CkaDU4NHwNeRMnyvPhuE2ZdrIkNmqIHY2O0FVneqDzd7uj6uv3mFkUcOcVbpZWOLa6PGsfcbSamstnqZKT8oFhxf01X3ASNdnoWVz3bjYQaVjyDafxOq9ENLF92HJcJCIzqryXncxib79IyJ5l08x6Z3ckVFO3tcHkmfsWmyeGx4PtHUtKBf+QXwsW3GHk+X5qP5gQ0oUBveR0KGj0ufjUN5Gzu2XHJeLppv2UjwfaMgoNXtsZO0RgaRz9qgum085/UfZ9RGQ19unVyTDf5ED7zJysSX58/g/ls6VuSDAXn3t/LWMdZL0/WJJ47g/AtjAyNSB5HjODRgSGmqY8uq0wYAChP3m7gdeA7GMhWlvoj5hE9yBMriPqP4RJgBwE9yaZo7ZR6Bf30EzADgvz4F/5sNKGsvZuKa5r9lI8uYKx4kFefG6AlwsaKbvOmXD+LkE6KTZKxP1bV2RawpZDldfvscT2O/got1HoLSKiNVKYG7MB+DnJ/jQaobetf6HXUdKWj09fVFOBjL/XV6YW07jKlLRcCfpaag65k/wbc0BiVEudYIGT5LCwY9SU5C/4N7IFcZbqnquLriQD8dW2/dvWBsiT0JiY0hEERYPOmxdggZ+ZVBas/CS+exNyxUu0l1srBgN8Uu1jrtt6DIcHxxrkj7SB/kYVDTxQknB+s2+stDjuJKjjEYY6P0wo7Ar7UppiNPbMDV19ybWA9rNW6PpMBrZoEUDTetM3njnRg8DDVdqCFDUZBNMqvlRIKxNwK/Tr4Ow7Sjp+DukQUPtwyIhUpWqD8+wQkpKTbYN7A//FzppkqpfIWk5C5QqTORJbcAAWtsRDII+JXh5noaPD3h+ZI+HSYcP2KUdlV07rKOXdG7BnXCLU30ProLj5O5zUp2de2PFl6GbKt31Z0szUWTfWsBvVRM7Tk8DX5q3h7DalBgotfhnQjJNtbgI8esIUbYSMouyyooQKNV69DDJwqTfR+hvFUOkgsssfN5LWwLrYvDw4ehjjtlIvY9sROPMgngrUZ5SS7L8HotJY56PPjauOFUL8oESy/Ih//f6yBXG4PO1kIRgvtNgbWQpkR12PMXnqdzG6UQ8HVzN5qe/jIzA7di+4CxkIIHDcSMBgUawixkEJ9cEbP890FQyPoZeuJLuHnGQwEGNjwl5BoeZBo+nHkFkKUPw5K2tM6C7I0I3JeE1ILiBhsaTKl5D1+03QqGR50dL0UNxeeRVaAsplvXzC4B6/2HQGRBUzJPRD9EK8thsOIbPj/I8l/7oh1mBNDN9pvMcATuO20SeB1eVYof21FDiDdZcZgcvAyxckPtR0ueAl9XCUCfGtRQJTI1BdEvhqNbhRdGSykswwkJoh1aMwpSIDE/B9/dPY9bCVSTrolrOSxq2gHlbXSsMcJyariZ6LZxIcQahE6cDhsRncsseSJ2vpqGApUhI8pe6IFhlVZDwqfui0djIjDr0nFoZMagImOhwKX+E+FtS1kyzXf8iMRMQ3fNos61qe6ALZ3pmiPPl8mnjuFcMU020upN3XujXWXKNCYMMJ+1KzjdscnxqU388EWzFkbjJ/0ZsZgAACAASURBVFXJUKCSwU5oDV4xbTtSmKSSk5Ty4tG9mg/rNk7ARxJzzp/BoafhRuXIH8rZEqCSApopBW+wKYbqMHJF33Jz4WtH2zn01H7cTOLWFaxl74aTfSjwSmLlnVtYeee2UZWkz6TvRREdHYgqNtwGFyEZNdHA18RHMpMt/rQPZMtkkKtUIO/qorl+nx6PPXYYl18Z37+krrpu7jgy8D0ce1P7Asow7uaI24DnYNrB+p/6oFFEQpO9uLBuESBuDcZ2Phie7vnxPmNgPufjGYGyts/gGjn9PvjvG//RpAAHD6JyHOYU4I9nvZtbYh6B0oyAGQAszWiZy/6/jUBZezETsKzXvl0m+7+5Rx+0LdQfGnR2Dx4mvoQmT6DVAiQMNsZSiYYelbCvE/0KniLNRadTS2Frb6yFl5Npjeu95sNSQFNrOxxdiJg87o1kN48CrG7zA1vuYEQYvrp0BjxrBQUB+RpolAxUJC21QICbI8fD04YyjWJy3+Dz4NV49cYO0nwxeDwN7OzzEFjDCr/Un8WmOJG4HfcGQw8fgI1LLizsZCD6ewqZADnJ1vAQumpZH6Ts3AtncSDC+Mc6AUmfTJ6hFQL/+vxpHHgawQGREqF2Bs+mzzYY6w3hZ3Aq6SI0ggJoVAJUEfngV/+xEOtpOS248RN2hxRn4NFqmnil4mBvqjV2LOopPj+rc1ItPqnTmvhhdrFNNAUAiYEESUc1BgCPR0fgt4jtKO+ebrRGXsa6YFmzSfD3osYRJBSK58jIWgCZ7AEYRgCJpDUc7BaDzzc2aijJTdfkz3VIk3JrKg6vWx+LWrczqkallkKlzoGQ72wkeK9Qq+Dz13IKNBjis2w9sxsFYEZDauiiH0l5OciUSVHF3lkLaBUdJ2Pof2gVEnMLAJWeaQYhy/I1ON1jFGo6UuC157EdCM3gBh+t+CKED6PGIicjo3A/fCm+CTDWstoSUg9Zkpn4shUFGhrsW4FMpZT2p6hPBNdgACueGGFD6Jq79vYlRlw4YHLYg7oMQ0MXKhK/4PJ57AkP5Sw7r3kgJhQyg4OiwjHn4gnMaXoFLvZpILw+kYbBo7jK2Pm0Ea4PG6dNd/zy/EZUcvsb6SobJMgtWeMIT6EUUEhRxXop+vrWZ6+nlj9ARsJgjLnWG+EZLlCDgYSvxETf+5hcJx8iF7rGNRoVNEm1cS/bCcte18ezfHtYCxTo7PQGsyo8hoXtFDDWVBD/51tXEfT0Cva2OQZvixz2/pSq+Vga0RSHXjRCxEQqWZCUmwO/3aY33mNquuDbljrg5klyJP4IXYvncisoNDxUEOWiv1cbDKipc04lZjd1tv2Bb3xvoXeFZ8hRiGErlLFGI5Putse1oVO1zy4C0vY4uQ3xeYYOqs4SK5zoPgrulhSsI2mjw4+aThv9u98gNPLQCf5nyONxMXEt3kqfgujVVbRqgHbuU2AloOn/JIiLeOu/N7EpzxoZD4RZzUoZiNVwtrTG7QGTtWv/n/Rg3R01uDVMZ8pEAJjlwTdx+Gk4MmUFqOrghDnNWxqxsTrv2oZn6WlsYrqDOB9SpRDSQm20LT36oE3he8jkAjZx4OLLGCy7fRMxGelwlFjgs5q1QIyb9CUEyIedBZe43WiJvisBC0ko1QqsfjYS+Spjh1syrlOrbYadiLIkG+5eg3S5sYEQOWbJFyJihM5EiDxDdj0JwV+PHiAhJweetrYY16ARBteuawBcBT8dj6YOVzl7eidrAJr5LC7t8JjLl2AE1t4Lxh+3ueVCRtVrgG9b6fSKS1Adfc4RkC6fmuUUD8Z6FhhrndlRSevUKKKhSR8AaIp9MBTUAOO0HwzDzVguaf2fWrksOfmtQJ43/xlA/N8el7K2z+AaHzMA+N9eNebrmUfgf2MEzADg/8Y8f3S9LGsv5oiUZFYvx1ToOxAOO78PNxJecRYNcK+I3R2pgPLjlDf4PJTbGZT4SOxtvgCeVpRJ0uXYAkTlFmf60Ev09JRhRWuqT0UccL+8YOwqWNSYO6MnwrXQFfXbsOUIz47mbOekKkPQwY0CJ//kvuhpbYMbY3SutZVX/WFyjLpUrYa1Xal2W/0Nq5EtN2QUFp1IsJmXM0qfBnsx/kcsupKPN5mGIJqtJB+zA2IwqsY29hKnop9h2mnTYvKf+zXHDD+ankZCowiHJmsuUJgCDEFVMHa/gBHSFGkSu58G42TWFs70RbWawQSvL9Cmgs798k5cLOZePIfXWZRVSNgRf3TojCqOhk6SJgez2AGi4UW0vLiC6HcRHa+iUKgyEZM+D+n5Z9k/CXgOqGj/FdxsdAL+LNPor+VQKtRgiBNvIVRLTDg0Ig3mNG2JqfWpaQWJJ6kJGHX8b2Tk0Dnl8YGxjRtgnp9uw0d0wabe+Rxnoz2hLsZEq+GagI0tJ6OiFR2jWddP4PALbqYR0Qe70peuuUvRofCzGAQLAXca7vZXSzHan4JMDfetBDGAQR5fawhBzCBgpYKNWIzQwRRoIIyyIee5zRPI8aNdR6CeswdblqQv9j64B7HZhu7CDd09sKfPAIgLdR+PRj/FzPPUvZcrbg6fAJLqSeLM64kIfpuAw5GNkSWjoH9lhyQMqHkX7cpPQzV7qpNIQpH1HdT5xZ5LjAWEjnu0KeoajRqaJGLiYKw/SOrQ30QvvX0dhyIuY2mjK2jlTuUBkqWWWBQSgBspvngynmqdEhZt/e3GjqhF7fo5sCMG++ruD5Md1zvwPCMZ7XeRjT7DgmsEfCyUCmSl++a39seE2lRDbMn9S9gUcZez2sHV6uPnZjSl+cyLSEw+aXrct/fug8DypTdw+O72Wex4HEpdqgs1IomG6ObOvdHeu7q2XdXXL4VSwW184OEow81hOrfzrPxkPH89FfXsQ9gU8Sy5GM9ko+BXzfBZ2H7HX6hscxNT616Bo4QCZ7cSKuPXB53wQ5uB6Fb9/Vx2SzJHxHV71NFDuBX7xqC4m5U1Dg8cAndrCrySiMoOxqHYJaxWon60cxsDf+e+2j813r0WqXLuZxcL9o+gbN/SRGZ+IrITeqGclSE7NzrbE96VTkIs5H6XluYa5rLGI1CgVGDA3/tZHVr98LZ3wOEBQ2An4f5A909jqVFnQZPWH1AV+00lqA3GaY9W5qA086HOmADIrnCewtjMB2NVOqmB0ly7LJV9lpmCL28fR1gGZdNWsnHEUv9uaOxiaAL2sfaprO0zuMbRDAB+rKvL3C7zCJTtETADgGV7/sps68vai5mwM1pt24ykvFyjMSdpgddHj9f+uN0QFoxfHnL/uPy6YWtMrk2Bk/VhF7E/idu0ghz/vNIQ9K5MUyIXBy/BX9yZNVjawB39fWkqWVxWJtru3gy5oTkmu0mtbs/DmaGfa5kSw+98gXwVN2uss3sgxlem5hr/9FWfHA+fPAMWQiHS8vPQ5B/E5MsRLavRNEWs+prlIJtJrnhfAPB59hlcil+Cay998CLNDSo1D1526Whd5SmauvWEv+tM9nL5cjnqblxjMo3u8ogxqGhPgVeN8jU0aX0ATbF5Z6zAOB0CI6Dgwcanp3At+7DJ+7Gf62j0qUQZczT1ei+bcqUfThaWODF4ONz0UqVLeoOPP7kHF2O4GXPrunVF5yo0BVitkSMscRBy5caaSlWclsLNWgcudd6/Dc+SqOOkfhCzjf39BqGpRzn2z4TJ2mL7JijkalhayMDnq5EvFUOl4mNG86b4vHFLtlyWIg0/RUxCer4lniZ5IEcmgUigRCXHVHg7pKFvOWJMQJ1jj7wIx+fXuZ2nR9VohO/9qEGNNP8xxNmm3SpTBD/DzfkztuywU/twMyZOaxBS1Cdi8NHA2w1BPakTLknzb3hgldaVU7/vFgIBHg2cCeLuXBQEBFxy8wpux8ey6ZWdKlfFF34t2HuiKBJystF85yZO7TbCtro/eoo2NX/J3QH482FjaFhHE104WuRiaRs+OlSgqbUkCCNKnb8HKukRQJMNRlAVfOvp4Amp23ZRJMYNgqvAWPOSHFfa7YXIohFbNDguCg75w1HN1tgJeMOLMZjSfK72ugF7N+BtjjFwQ4C7CwNHo4q9IZhNUlDvp4VArlKgnoMvnCQ6Vh2p9Ke757D5zhMW/CseBACsW94eR3tTjbm2hzfhRU46RQgJm5QEYeExgJvEGncGUKDy0tunGHf4BDRqY01Whq/G7n590MyVGnaUNBQKBZrs+gXZOcaMbHcXKW4NXqitym/H90jJ1IFi+tfoXSMbyzrSDzcKZQGex3SDj12sUTPu50xE00IQkADzE45Mxvd+x4zKPc90wePs5ZjVzJjtW9K+laQcYWquv3+XTfUkzzDy8eKLZgHaD0v6dbzJC8Pt1EPIkCfAWuiIRg5dtam/ReVGnT6IK4kvOS9d18EDx3rT+7K0kZmXgMg3C+EsIIYtDFKV9VCvymJYiqimoDk+zAgQV+nVd2+zILFKo0EjD0/MbhYAe8n7s+o06kzkZazA89Ro9jlZzbkOJPbTtRIHpe2JOrkloDY2qGHrkfQBz57ql/4vx9u8bPQ4swUZMsPfiOSjVlDHUfB1oAzejznK2j6DaywNAMC9EyB24X6f/DfnQZaSg+DB1KzOnAL83xx587XMI/D/NwJmAPD/byzNNZViBMrii/na60iMO34cSr3NJNER+61DIPrUaKrtPUmfHH3xoBELsIWHN7a26w8hoUcB2Bl1E1viTING3/qMRdtyFLjJlWVg6Pnf8STbkLlA0n9XtPoO/MI6NfK72BS8FEsi/akjKgmSnaZR4UDLc6hX4wwY4nhHHFLvzwMRieeK3p4dMNybMqdIutXi69yAJtEtezplJutaKJXLUWsDFfTniqoOjjg3fDR7qPb6VchXcDOS3hcAJGDI1cRFeJFzweDyTuLq6Fp+DYSFemjk4PbHD7Ho2mWjZpJ0svktqWssCXXWQkBqIh3Uoi94dr+w5Q6+uIYjKaYZouPLT0drT8qI+ie9vomNmuDrgECTY2jqwNLwhdh2zQoyBZ3bovByTsNPHQIQ6EJT89LyTiMqlepFFg8h3xWNvW5rAeLmf21EYq4x4E3OW96pK3r50LU54+JRXHoRhhrV4mFhQRmAhPX4OtYF6ZnOiJhAU2ulqjx8F2aaWTGw/DQ0cqRadGQuZ984acQCrOXohv2dB2s1+DTKF9CkUrYXVzAOW8CIKQBpKj2dHNNPX3ydm452J9dByWq86WvHaSCUKHGr5+dwkej07H4MPott95+wjtsk+AINFrQKxKhaumfCg4R49Pt7L1jio2GVkDACPJ4wFRIBBQxb7F6AuBxup8XOlfKwodN3Jvtr6sCAfcuwrMkueFoZzueq8Ebw9voGvWvUpOOevxeabO76lbxqELlSNp1SrYLfsV+Rliygzrp6IbKRYWv7gQjQA9YuvL2GBY/OIldJ+yhgVBhbrTpm+OrAnVWPrmL59fum/FxQv4ITgnrT9VNp21JoCH4u5WsBXdbN3FIF8IFXo6iL+KP0VxhxaRtyE8h86bWT0cDGIwf720+Ar50uBbgkAzvjyk6cCE3mLMpj1Dg6eAhqOdM6w6J7oN+lAMhlhvqtbvZZuNZDBKEDBQsfvdqJepIfOetMl1nAsfwjVuuU3BfBz2qhnDW37uSjjBnoWXteSbrx0ZQhmrG7Yh4BxYmSKqCLpw/WdzU0ZfpoGm5uyH9tBE5FR2HexfNaDWbysWxZpy5oWaF0OrRFDVandAJU3KAzLIeAZ/v9f61vH+uFfnxwHlujuA2hulaogTUtdCzej7UPZXGfUXwszQDgx7q6zO0yj0DZHgEzAFi256/Mtr4svph/Df0cp9/ykZTgCIWcD4FABVePDAS4SbG4wWqtGQWZFMJu2xX1EMFJNFXK360Chvk0NNBFyyjIQ++rP4DhcrhViHCuww8Q6TGNpIocbA/bgkfpaRAwDALdK6BfjdFa8I9cR567F31OP0JYlovR2hhbORTfBP4ERkC16L4JXYuI3HBI5ULky0Qgm1cbwuDiqfG1zxT4OVO3U2Jg0GXXdk5ThC5Vq2OtnutkzXUrUaDkTsfUdxaefvo4TkQ/M2oj2aITMDF6mk73qTSLnKQ7RmefRnzeHag0CrhY1EQt+wEQ8KjQv35cffUSv9y8xqbO2kskmNrEH30KgRDtRiFtCKC4z90EYX3wnCg4mC3Pw/h7cyAQGIOaSoUEu5oth7BwLtvv/AsvMrg38MQxmbj2ljaGXZiFWxGUkacfIqECX7W3x5hqk9g/v8lcjris1ShQChCR6Yk8pZhNk/O2TmXTl5uWD4GAZwPC8vFdt9JkM6Y39ccsf5qO2T1oE6xcHkAkMjbNiH7hjuDBOr2tBSEzIVO/xatkF6RnW8NCLEc1jwTwBQzm11wLJ7GONUbAjr+jg3ElLpRlGtV38caY2h1gUQiUkWuz6a3JTaFUZSMooSpipHbwFOdhgGc0LPgM4HIPPD4FzYmGJ2FfavgqMBaUfaop4IFR8lHV0QnnhlFw6XJCNCbe2gfiAUIyiwmwx/A0UApoavPuwBFo4kKdhf98chs/XyaaV8VMJhgNtvbpjVblKLvsQPgTNuVbTdIhCRbE01DtOAXB6Xm4MHw0KjtQRpzPnz9DpuI2/KnhyODMAMOU0CRpKna9OoIMeS7qOVRDX6/O4PPpRwYSCpWKNY5wEEkxuvoT1LBPQ45ChBNvquJyQkUD44j89EWQyHdzzrtKI4DQI4I9liTNRttzy6BWMVDkCaFR8cAwGggslOCLVZhXuzOGVaFM54jMZxh6fSfkal2bii4wv04DDK1MAZ6QhLfoc3CvyTX3VUBzTGpEU/O9Ny0FZHxtanrRSQQE1IhVeD2BAoDERbzdxR+Rkw/IssRQK3ngCdQQ28lgZ8XgUrtvISj8eGLywsUOdAr6DdFx3C7vpOj4ZtUxrwl14lVnL8Wr5P2Y+bAtkvKt2WdrPcdkrG5wCQKX3WBE1MH8dtS38LMznXaebXsN9pbu0GiUiHtrOv1OwR+Lyu7vp2/H6pwqQikwwtgBYn+TWmgadTogvwdo5ICwNhjB+7nGkr4PP3wQ12Nf0fuiyPWbsDrlQB0Xdxwf/H4MwJLO5/96OaKneSchDjKVEnVd3FHZzpCZ+yHHh/xOepD2GgnSbHhY2KKRU0Uj7di78XEYEnTAiLFPmGgk7byGs/FvnXe1WZ3zO5BHGUzFg3HYBkZsrG/7rjo/teOjL+/H1QRuR2cfexec7kqzOT7mKIv7jOLjaQYAP+YVZm6beQTK7giYAcCyO3dluuVl7cWckh+NgTfX49VLN6iVuo0sSSOr4J2CLX49UNW+9Mytv2PuYVXMQfCIFllhaJR8fFdrlJb9V5qJvvzib4y6xP1lW8ioEDp8PCxFFGTpe3UFXqWnIT1Hx2YiG1Qn+2xMqtEFY6rq+rMy+BZW3jV0X7QVi3F26Ei46ek+PU5MwGcH9hilOvp5lcPez3Qac5se3MPPN6/RrhVjRJXXSxUuTd8/RFl1xhRAZsgo1F6nmAPh8dfB2BW/DQK+DghTKgWYUnkKWnkQDTYaJP33QQK3w23/mrWxtD1Ngy1NNP7rZ6TnGrL/is7vUdsGK9tSzbyIlHm4n3gJy8I6IVOuY5M2c32OiT6XEegdCR5PwDKN6m5YjTwTLM1vAttgdH2anj704i/gWT/nbK5UKsLfranjslylhP+RxchNlUBeyASj06+Gk2smfgsYiTaeOv00TcEZaLK+BjR6KUhWU8FYz9CyFDWqVLx+3RETnrWBPvmRkTP41fs2GlVZr9VqbLF1E94iHRqhYX480Th0UdnjzjgqJv84LQ7Dr2wCL0OInHxdmqedVR4U9ioc6TANVW3pprPJ9lVIy+JmstYsZ48TfWnK6vmY55hw+gg0VpShpg2iIZfHw4PxU+BoQa/VcNsipBs5+9IzmnsWYE9PXYrpgdcnsOXVeVYzrijEjADb/b6DnYhqCpK5rLdxDXJNaG4uaNkaYxvQFOD70QvQ0OYg51wSt2FX70fsMalSjiYnib4bdyxt1Bfdy1HG66x7f+DcW0Nn3aKzylspcaY9Bazis7PRcht1FuSKnX36IaA8BV4rrf2dAqgcQXQqX02l5hpv8hIw9u5SZBRYGKRU86CGg0SKHf7fwN2idLqb/U+uwYMYYzf4oqas6tYG3avQe0OtlgKEoaoulp5fLM3wzvPlaGJNHZaLh0LNA98tFAK+iJ3LuATfQkMi47J2tt/B1oaC/aUJjUYKTeYXhs86nicYB3L/GDqIawrOFd6XeunfVpOolmShW3Bprj3j9AmciI7iPKVF+YrY0adfaaozly3FCJx9FY1ZV08aPOen1PPDV41bvtdcluLSSC7IwdTb+xCWqXsX1rb3xNpmg+Aq0aU5/hNjflCtOljSrmNpLsuW1Wjk0GRMBuTXDc5lrD8HY23avbrUFyrDJ8y+dQxHXnG7L/u7VsCe9sM++t6VtX0G14Dq96Hp3okfTQrw3cHUBMycAvzR3wbmBppHgHMEzACgeWH8KyNQ1l7MEWln0T3oMdQKYxYLAQG3dXNFq3LvJxwdkR6PjU8vIFWWDTeJA6bV6oTKdqX/qk0mclfEHSy4VQiscczstQHjUNGWphfWDfoJ2blcAvUa9K9ZFb81phuvtPx8dNq1DenEQKFYFE+ZJYcTc3Mw9dQxvMrMAtFMIyYU4xo2Njhz1tmTOBIVaUScIoUEzPszAP+/F7Om4CI0mdwug4z9ajASQ7AuKjMWO2JOI12eARexM8ZU6wFvG0OtnH9KRf2xdTsMrUtdXksTtdYvg1TBDcf0rFEJKzrSdJ3bCcsw8XIWshXG+mXtvcKwvs06CPl08/X9lYvYEWqsFUg0L88MG6l1ZP320Sq8lHM74RL23K5mFNR5m5+FgO2bOPXYSJ76V62aYUqhyYNGEUGF3zmMKxjbn8FYUl0/jSIU3S5uhVTEofEmZ3A8IBBWNtR4xm/3aiQX13IsHGR7WODRMGo2QFhjzbb/gsxc4zFyts3D7eELtAw7nw2/QSHnZoM52AIPRlG2HjEfabx/DVSMse6lm9AGdwbrNp2TT0zA6TgdEFq0Dkja7IwG8ZjRlBoHxeS+wpQHyw3Av6Ky9gIL7G1O09NJ/HD1EraFUPBOP6yEQpwZNkprQLI5eAVGV1zHaWZzJ9kDzerqnFW/vH8QVxMeYWb5EFSzzES6QoLNb2siRVUBx9tOg52Ian4Nuf4DQtK59T6JG/Gdbj9pm1R9/TIoudYxT4OH46ZqdcTq/bka2QXcJkISIR9PJ9G5vJceju/DNkKlZli3XLWGYVl4EoESfEaDJXWnoZ694VhrZHcABdFL5APiZmCEOvCe1BmZ8Ra99++AXG7M0rSxyUfIaD2Nxrwd0ORwMfLEYJyPgBFUYduZlhsHXnoX2ImMgcX7GX5o6quTF8jI/Ba5ecZAKcNYwt31CgQCQ4bgW2ky7qU/gVQlRyUrLzR2rA0+Y7hmTUod8NzAOJ8Gw6MfiTSKKGjSyLPEGPRmbH8EY6n7yGO02Ez8gTCxRx8L4jy6olNX9CyUGihpfR+yHAFgVbKrUClCAEYMgbgN+MIPZ7pSvC+vMjNw4UUM8hRy+Dq7oF2lKixj/n0iKj0F3Y8QZq4xc3tJQAcMLXQbf5+6Q5IScSv2NdQaoLGHJ/zKGa5JMo5Dr23Fo3RjzcsGjuWxO3C0FoDsumcHIlNTOJvxnwDExB0dBafZdwgYERhxGzAi+iHEHMCNxJcYcYmbkf27fw/0rWz4XPwYx6ys7TO4xtAMAH6MK8vcJvMIlP0RMAOAZX8Oy2QPytqL+dSLG5hyJtjkWM/w88LsRtTd99+Mi29iMOYc92aKzzB4MmIGrISUKVZ9z6+QK7lBo5blvLCzLf3Cu+dJCBZe5mbBWQqFeDJpeqnZAsMOH8TNOEMnyaJx+5gAQNImTe5GaHKXFXmSss1krGeCsebW0nvX/A/4ex/uv43nLDa4dl381LbDu6owOt5x11Y8T0/nPG+mXzPM9KMpTWtCt+P3R9TRr3gIeUpEDp2n3VASR8fpp0/g4kud+4yNSIw1XbqjZUWd9tL8uxsRq+HWClLIxdjXkrrFvs3NQnPC8DLBEupQuRL+7EKBSnX2j0Bxd9vCBmsEdcF3/pv915XXwVgUw81YI8d72tTCrCbUIKfWvt+QbyI9XcznIXIwTRu98PoeJhw1DaIfGNAVjd0pK8p388+Q5XMzLx0dpbg/jLL1LsXFYMwl2mauCBk4E3Zi6pD5LLoJNkbXx6E3OmBBzFPi14ZXAb4EvRpQ3dC5j/9ASDb3PUSyOY+0+BUSPk19J0YlHXZuRUZBgcHlpzb2wxfNqds32/ewMWjrfIOzjYlSS3hW0gHCOdIICDL6gbStKMh1E/gTUM6VMvBIzLj7Gy4mcLu8eloqcb4DBchCUxLQ88QOMMSlWY/dR0xnCHPymybtMLYO/ZAw69wpHIl6ytnO9pWq4M/CNPoXufGY/tC0oP+mJgvhZUEBejadnOgfSvcb1Kvvklx0YPqFH3AjBsiS6Vi05WzTMKZxY4yqrdPGUqd2A5TcTuuwmgCejW6cIuJPwl01D/Yi3RyFZVZFlUp7YCW21xvjAqSlT4a0QOf2zjDWcHLcAAuJoQHIleR7WB29G0qNbo4a2Ptinu94iPl03bJsqCTy0YFbuoGxWwbGojtbVp29BMinbupGIagFnrNpTVvuk+hfNz+8z8oxqMkCKgx9mYF/Ove/dUyjUUCaMR3KglN6l+RDYrcIIqsRH7wZx6Ke4qvzZw0Au5YVKmJDt14GhkMlbchPd65g0xPu53ZNRxec7vt+HzRXBN/CqmLZAsPq1MOi1u20vxOispLQ+9IGk0092nYSqtu5scdHHw3C1dfcWQ39atbCr+1Na8CWdCzM5bhHYFvUPSx+eMHgvpxUsxnm1Gtd6t98/8YYl7V9BtcYmQHAf2PlmK9pHoFPi0uH6QAAIABJREFUfwTMAOCnP8cfZQ/L2ot5T2QI5l86b3IsJzRshPn+bT7oWBO9nL8jwvAoMYHVyQms6I2Olasa/BAjOj5dD+/A80xj99YhNeri5xY6xprP7t8hK+ZEW9SB3pV9saIFZU6tunMbK+7cMtk3AgBaibhBEFMnfXH+NIIiqZ5Y8RDyeHg29f00AEszAQl5OSDzGpuTBXdLawzwqWNS/0ijiNZpAQobgREaM7RKeu3mW1cjMYebveRf3hl7+ow0qOpNfixupt5CtiIb7hJ3tHYNhJ3Q0Mlyb1goFnCsT2uRCKeHjISXLU0HXXz/NDaHc7P1yPHQwZ/DVqTTSyQb8uC4WDxLS4WNWMyuORdLQyOahVeO47nwOIQCY5bX6zceuNafmhuQtOfPgvayWnSDKz1FZZtMZMglOPy6OiKynNG5UlVsKBT8T0kcBydwg3A5KifYedF09LUhV/B32nGTQ1+LaYA1bSiQXXv/b8hTcIMcYgEfkYO+YsttDz+LRRe5U5/I8WVdmqJ3NWos0urYXMS+4mLratCoVhIOtvuNLbcn6g7m3+E20iHHL/Qah6p2NBU1/U1t2AnleJjuhvAsZxZga+EaBy/LPJxK8EX3BkfZchPufo/YAm4tSXJ8fcPZ8LamKbPzL57DvvAnRuNEdLTODB2JivYUYHoZ9xkqCozLkWNKNQORpy5VU53cHFCnco+982nwCtltD9NCMerm31CxDiiG8bmvL8ZXp6yxoGfhmH37BHX2VTIgcomsPICQuvsOq9IAi1vQdL9HiW/R/+99rMuofpDiO3r1Q4sKtN+Zsnz0ufYNLMXGjLU8mQjn2i6FqFAvUZO/G8rMHxD0qjoepLlDwKgR4BaHzuVeguewEYyEPt+T8+JwJ64bCGAemlwBWQWWcLXKQm3XOMTmuGJUPd26VSc1BTTGjspsRXomQkV9IM610YlBUKkyYGnhi1qePcHnGzMNCYNKJr8NhSICPMYGEkkb8PmGTOM3+QmY9egXKFm3FMPo7tEa46tQhrdGlQRNCl3PXMHYzANjRc2b1CRNuMDE/cZzBc+VGzw2WbnegZj0NNyJj2PBBuIc6+vycbmMynKWg/xnHAwsnYMg+IDssefpaei+h5utN6JufXzfuvTOz59fOYnDz7nfwS4Wlrg/1PADV3JeLsh75nVmJlysrNDPtzaqORmmzxOpg4knj0BiI4PYSs7et/J8IaRZEvzUtiPIBy4SN5NjMO7mLpPLYnPAMAS4UnbstdevMOroIaOy5DfQwf6DUc/NvSTLy1zmPUfgRXYa7iS/YXWtG7mUQ00HCsyWhShr+wyuMdXvQ+M9kz6aFOD7QyiAb04BLgt3grmN5hHg+OWiYZWfzWEegf/uCJS1F3NEWjK67t9uLPZfOGzru/RAl0ofLhWImDKMORaE23GGKTPkB/XiNu0NQMA3OZmYcP4Inqbr0mZ6VvHFby07QyLQpfx2Pb4VERncbpbzG7XGhFp+bO+ORD7F7HP6rAfdWnG2tMTdQu200qygLcRZ+AY3IOLj5IwzQwxBsNLUXZKyT1ITMez0QWTKdGwbCV+ATR2IccP7C9qX5Npt9/6MVyncgGmLKgLs6DZTW83d9HvYEPMnVHqbeAL+za0xB54WHtpy5DG++m4wy7woYtGQuVnTpQeaeunMQRbeP4Jd4dx6WzyeGlFD5mjNSkrSF1Jm6+OHWPHwJHyqxUMsogAbeavEvXWCJL8Gzgyj4AHRoOu2ZzH2BB6Hh6WOEUY0zubcb41q7iMxvSk1ebj0dApaO3CzTh9nVURDHwrGh6TEYmboClOkQgxx7oXxdamWZdvj6/EyixuM8bK2xo3e09ly9xIjMPDAaZPdPzOsH6o7UoBp2v0ZuBLthPwUAooWatLx1LB1z0F/HyUW1FnCljvx8gimXecedz6jwr3+Y+EooRurkKfNUceBG1j781VzTPSnDKwfw9biVrqxkQ45RlLvTrVYxqYqk7VRZ8Nqk67b81oEYnxDakaRkDobbsoTnH3PVoth70nBQbUyBUilJjCcYTEQPDsK/KrVaky8NA/3pULI1fT5Q3QfK4lysK/tIliJKTh9M+4VhlzYb3Iux/s0xQK9jyxEN+7ri2e1/SJg5uI27VhgoiiWhlzE1uib8LDPgqVIBwLmyYRIyLLDF7XaY4IvZccWJA/GhMtuuJFkmK7YzzsSP7e0A9/hd7bcgae/wM3iL5Nd97Q9iGqO9WjfSRo7SRflCC5moekBLf2R/W9OY88b6tpcPGwF1tjpT1PEibGIJrkJoOFmaTL2G8BI2tL+5KwE8iij1yiETcBz4jaQKX3rP74zcpNaQ63SsaH1WyiyGguJXenduUvay7X3gvHHbWI2ZBzEwOrhhNKz0Vc8vInlD7k/7DV288KhHkO0F3uamoIRhw8iTaqTASHAOWGDt69MjY5ITDt9DDdzH8DS3pBpXJArQnV1ba0OcGxeBjqeo1IGXHGu4wyUt9I5oe8PC8V3Vy+xZlAkiAzF0g6dQEzIzGEeAVMjUNb2GVz9MAOA5vVtHgHzCHyIETAzAD/EqJrrfOcIlMUXc/sDW/A81Zhx42JtiTvDJhm4AL9zAEpZ4I/bN7D23h3Os1Z17obu1WsYHFOp1QhJTWRT/7ztHFDV3ljo/sybZ5h0xThli7DhTncfAwcJ1fAiqaC99+3Gs3RjVuH3rdpiRL0GpewNkFkgRbe9O/E219gcYG2XHuha7Ic9YYdsfHgPLzMy4GRhCWKW0a4yZQiUNsiX7DYHN+NNTpbRqSQN8+bACSCprh8qZt3+GsfuuUBTzDlWyFdiUms+ZtWiaYGZ8izMCZ0LudqYLVjRsiIW1frGKA0nIScHkWkpIGBmfXcPo9Swzc8v4Jc7d0DMSYqHnW0ebvVYACtB6fqeVVCA7nt3IiE3E9bWUvD5auTlS1iNNP21SYCoZ8/bw0qSihNZFZCgsIQNT4FWNgmoLc4E43wOEjEFXyacXo8lNdfDUWy4kSTA1qS7vbC5F2XWkWh/fAlUVsZrU5lniStdv9fq9X1/ZSG2xxFdv+LmERoM8sjCz+10qaI9//4dYW+NTSaaVuRjXy+qL0di4eONOJ3wBioFA6VMQJ1wxSrwBBrMqN4MI6vQ1MkXGTsx/upjxGQbs5raekVgRYtFsBXTtOpp56bgp1pXcDqnHF7LrSBi1KhnkQ4fXg5WJ8zGLwE03TBDlokhwd8DjPE3vKqWrljdeAFbrsgF2NR6ntbEH7ObUTDvfNQm+NssgxXPmM15P8sVTX0ow0stDwfS+5i+RcSdwHNYzR4/EnEAsy/Esg7Zjg457BhlZ1tBWiDB4JoK/NR+LlsuLDUJ3Y5tA2MsswqNGljdsgd6Vq2pvSYxlVkbcR2XY1+wIGcLL2/MqN3KwCX6yztHcfQNAS01EAuUEPDVUKp4kLHrn8Gwyo3xXSOaQrjy8jSsfMIN/v8WkIDPGlEAcMeT+ahoYzqd20K0Gk09KdNaU3AZmsyJxuPEcwHjdAwMv3QGJEUVJeTmYN2jO4hMTwFh+XavUgN9q9U0eB5sfRmEI/GXOOdIwPBxKEDn8k1lDv4wLiuoDcaJgLKUhciyBdN6AcQF2CAYMA5bwIh16eSmF0fZPJKT2AgaNbcWndCiPywcOMbv/6mrv9y4ik0Pud3oibTHs2mlN2BJys9F16DtSC3IN2rl9k790Lo8vRfIB6Uuu7cjmuP9T4C4q6PGwcGC/lboc2IDksXc6bqSXFdc7KNzMP/qfhCOxxqzjXuUr4NfG+vS6IsaR7SIw1OS2Q8EhPVnWyiZ8P80xOZqPsERKIv7jOLToN+HRrsnfzQMwAdDqWmVmQH4Cd445i79T4yAGQD8n5jmj6+TZfHFTBhMnx3djagUws6h4EA5exsE9R4KV0udk+6HGO1ue3aAfIXnit4+vljWqet7XfbvmCdYdPcichRUfL6WoxtWB/ZEZVtHg/qIscfss6cRHE8ZiIRJONs/gHUPfR/nR1LHy8wMzDx7Ek+Sk9g6bUQifNOyDQvu6QdxFiaagfnFHGnnBgRiQiPKXCpNPMtIRYdDW02esqNzvw/KAtz+ahnOvYjCw6hKkCnoxtraogBNfGPQr0pHdPEYxP7tdtodbIjZZLKdK+r/DgeRjiVRkjG4nhyBOQ93ID3DWmtiQAAZGxspqjhJcDhwXkmqMSpDxOlnntHNJQEliLvswFo6oXCNOhPPY9thSWI9FGgMAchBDjHoWX4qGEu68etxYAdU0kisaHYBVW0pay+9QIKFD1riRqoPwibO0LYhu0CKz86vgMIyVcseU+fZYHvgdHgXptWSwldDOuGNUohFkc206ah8Ro2vq91DHYts+NfRgSX7nj7EsntHkZpJDFEYMNDA2T4b3zQfiO5Va2mvPfzWOkRkces5dvKoiyX1aXpretZGnErcgn3RfghLp4xMwvxr5RmFTuXD8VmlIAiEFdi/9zu3EQ52t6EpBoTl5YnR3nUMxvpSZi6J0IxwzAvdDHWhuQhhXnpbOmFtQ51RCSnXfudfeJHBnS68snM39Cj8gHDw3jh08roOpYYH+0I3a+LJka4SQKzmw7FCIQOQgNLJZG5NJBBYzwXPmmovzjj1I048NzZUIcfK2+Tg6ujv2XI5chka7F4DBdGr4+mkIgn4BxWD85+NQXUHZ7YsAf9G39iF+2mGGoi17D2wK3AkLAWUYXs+LhJTbnODdWSsdrUaCn83CnT02bMEIanc4HdXbw3W9KTA/OXXB8DT6JyYtZPBfiwRwL/8ddiJdcCeRnocmuwfdM69Ah8w9svBCHTMKf063vX/r7Iy8NmRPUgrZso0qnYDfB+gSwW9kHSb1f/jikpW5bCiAQVeSYSlvcXVmC8wptwjiAvB36vpXnjJzMEYX8N3C2sEkjVbp23I2IOxWwRG0uVdTS/Tx/NSB0Ml52bhiW0XQmxNndY/RBx6Go4553Waj/rXqOHsglND3k+DkBiBTL98AlEZlHFsL5ZgcfMO6FFF90HxTVYmWm/fYrJbG7r1RMcq1djjfS8uQ5Kavs+Lh7XGFmc70o8SJIhcyY8hpxD0+hH7FCG/qPpWbIBv6nUFYfOawzwC/+kIlMV9RvE+mwHA/3QVmM83j4B5BLhGwAwAmtfFvzICZfnFTDTjIlKTUN3BBZXsSwfAvO9g/9MGnrDl1nTtoa2asGG2hz7C/vAwpEnz2TbOaOqPgPI0bbF4FKiUiMvNYlljXla2nIAeYc1tfHAXQU8jkCUrgI+jM74KaIl67ro01KJ6Q5MS8XvwDTxLS2NBPeLiOLlRU1a3sHiQthIWoFShQHlbO4j1UpRJWXK8/c6tLFhYPHgMg3PDRqGygw6szFMW4K8XJ3E/PZIFEmrYVsTEKj3hJtGVIem/xP3QVGzu0AcdKr7f5rwk85tYEIuVzxZAppIjr0AMHqOBpUQGO6EjvvBZCisBTYm8lnIDm19sxdtMeyRk2kGh5MNCJEdF53Q4WOXj93q/wEVcOrdopVqFWQ+34GFGDFQqBmo1D3y+CmRqfqw7FG3dqEZTaYOkqBPx91PPn7FzWdPFFfNbtkJ1JwrYkFArEzEn5Au8VRhqCJJjBGD7tbo/yjmOZctOOXUMZ55Hs3/3ssqBkKdGXJ4NFGo+PKytcXOMMasqOj0Zd5Jeoo6zJ+q5GKZxkjpvhLZBc9d4yNU8PMh0gQo8NLZLgoSvxoNUNzSpfZ29Nlnf/rs2QKpUQshXQMxXQqYUQqEWsEYdwUMnapmVA66vQkwu94a3jVtN/N5wKFvn8bBtuJtxBA08XyNHLkauQgIHcR7rRns4vDE2tp8PS0sKRI2+Pg98iwTOKWgo6YkpeiYTRYUep4fjrTQRjRzrwc1CN+ZFxy++iMGEE0eM4LoG7h7Y99lACAt18ILujUDv8sFsCrdUw0ClYWDJU4PPAPlKAazL6TTD1JlzgQJjwyEN4wTG5Tp4PLqJn3hsEc6/4v5A4m6Vh1tjv9X2dV3IHSy9RzT09IFFBgOq18FvgTqx/01RN/FH+EXOMZrk0wKzatGUVRJ+R5chXW7McnKV2OBmD126fdfdfyIyLZuzzvaVymNTjwHsMZVKhS0hPeDj+NyobHRmB4yrb5wiS4w2oCIfT8QA3+u9P5qQCw49cQA347nNX/Z0H4DmXhRIlqsVmBu6DDG5hrIRPDD4rtYU1HegRjbkGdvt7GZEpqTAUqqBlyQPGQoxUhkxYKnC6c7j4WNvyFwlhilQvSVXAfjlwDCl04DlHOQS/pGYYfz1+CEI29nTxgbjGjRGt+ofTn6jqFkq+WPkpRLdRENGNo9fGVYux8HwqHt6aSMiJRm/3rqOyLRUls1J3ueElVukTUnqI8/XgYf2g7xb9YO8A//q2ZfVZn3fIPMfl5vNpteWs7E1At+i09LQabcJ4xeiEayXgTD93p94mGl8X5C2VbJ0x64AY23fTLkUyQU5IPejfaFz+Pv2xXyeeQT0R6As7zOK+mEGAM1r2jwC5hH4ECNgBgA/xKia63znCHwKL+Z3dvL/scDss6ZdL78OaImJjZpqr/bDtcvYGvLQaKOwoWtPdNDT6ylp88gG4fOzp3D8WaTBKSIeHzv79kMTT53G3IOEeAw5fFCr1VN0Qreq1bG6c/dSb3xT8vLgt8W0W+Av7TpiQCHLjABqsx6tRnRunEE77YXWWNtoNlwlFKzNU8jRZM865BVjFJJjZEN1Y+AEeFlTEO5DRGJ+DoZcXA1v52dwsJCyUEdKrg2yc+tjX/uJ2hTG2Pw4DLq4BvEZxUFmDRpXyMT+Vj+Bz5Uv+Y5G5yllWBV1HOcTH0OmVsDTwhFTqnVBm/cE/0i6+dhjh3HtzSuDK1sJhaxIO2GokMiUZ2LyQ2q0wRXjK7ZF20L2I9GI/Ok6t0Zk92o+WNWFptaWJjZcHYAJPtTFVlWILxFgi8T26NoY3ZKCWTfiXmPYSdPOwod7D0UDNwp8fx96CMfjDe+1ojZNrd4BY6q0Zv857NB23ElIQlefx/Ar/xwSoQJZBRY496wu7sRWxarOXdC9OmUWjrw9HkKhsWkFOWYl98HK5sYsTbVGDZVGCSGPG4ghLFriPk2AfP1o610Zf/borb0vDz76BZ95cOvb3U/zRNNaujk5EnUceal/on+lKAh4GhY0jMpyxF+vu+D3Tjo9tDXBa7HsrmEqd1EbWlfIwV+9KQOQBHnWbAt/iLUhd5AizWMNaYb71sesRgEQ8nSUyPE39+BaEjfQ0NCpPPa2orqTJKRKObqe3YTYvEyWIUraWcnaESc7TTQAWSafDsLZaO70xclNGmNOs1baOvPkOdj5ZBy8bcNgIVQgs8ASabK2GFn7N23KefG1qVQrwGN44L3HPVtUF0nHrLF5hYETrP51ZjZqhlmNddqMOYo8bHpxALdSQ1gnYC8LN4yr/BkaOuhSqTNlUjTcvwLIJGzkYmnvFkr82KY9hlZtVLw7UGnUIOtOWAj0GhXQ+wN5Not4wnc+/4keIQF/i1KOi9f5F9GO5Xgu/JMUBUmBJyx1rg9Q+vWTtadQKyAqdEfm6o9SdhcFWQuhVpJ3oQACSRtI7JaAx38/YwTCfh9waB8KirmTEyfrjd16se+joiBSC99dvch+GCFgHfmw901gG7T2/rCatQR8JO/gbBnNEigeF0eM0X4I3RxzDltfcAPzvbz88FVN49Tef1o3n/oxcj+T9Vn8w+en3u//Vv8+hX2Gfh8a7CIpwB/ut2lJ50WWko1Hw8wpwCUdL3M58wh8jCNgBgA/xln5H2jTp/Bi/m9O09ucbPTat5tl9OlHTWcXFmSxENJUUsIm6LaPm91G3Ftvj54APgcT75/6cv3NK4w8YuzCR84hDC/iIloUXfeaTlXe1rMvWlUs3WaFOA/6b9losnn6AODB2MvYFHOMs2wb14aYX3O49tiBZ08w55pxStUXjVpgRgNqRPGh4stbJ3DoBU2lZEjqpobw3OhG76v6rTG5Nr1+VEYKOh3nBmPsRCI8GDDznZtarj7kyeX44cZlHHv2FIT9WcHGHnObB763oDph5BCAmCv8vcpjz2eUOZUhz8KUh3NMDmtX514YXrUbe5xsOglgVZQeXnSSo8QCRwYNRTlbQxfkksxVwPZfsdL/CIKVDnihoIy0isI8BApTMf12T9wYOZ/9W2kAwOSCLAy/tR6pMkMty2o27tjqT8BcCsgNCzqIW3FFrC0NhDwVyygsCgKOF7GYSgMAylQFOBy/E/fTb0ChkcNJ5IoenoPRwMHfYEh67tuFsMJU++JjRQDAdpWonqZcIcOdp90R4PraoFieUoBHsj8QWIWmeRJjjyZbliDQJRaz69yDl1Uu8hQCBL3ywS+h/tjcowUCKlAgSqrIRd/9vyEq3XDjYisqQNCAvqjsSJloxUOqVLCsZC6JgXE3d+N6UgznecUBwKJChLmXJM2Fm4U1J0jX59LvCH2qgUZlyFRmhCp0bmiHtX7GrFNSZ44iDfYS0461b/LCcDZhA5Jlr8BjBKhq3RhdPKbCWlh69nhpAcCivhOgjrgBExCueKRL89B4y3pAbax5Scr2qlsdy1vrGObJBdn4MfQYbqVEQ6lRw8fWHQvq9EA9B8o8LAoCqJ1NvIpDcaeRqciGJd8CHd0DMbB8Dwj0wFxSXqN8DU32N4D8LmV/CuuBsV1s4LZONOCa/7URimIgNjmfsOWCx06EfaFuLflbRGoy5l89j5CkBBZII8+in1t1RAU76nhdFEq1Evtjj+F80jVIVQVwENrhs3Ld0N6tpUnAUqMhYBhZmxyClZyrkvuPfQ/uwaNEbrYv+WDXqTC1Vv/sfwM0OhoZgVnnjI2RJjZsgq9bUJMlEoSBP+HuWrzKMzQXcxXbYYvfdDiK348lWYohLRNFs2UF+O7KJZx+/kwL5i4MbI023pXLRPvLSiM/hX2GGQAsK6vN3E7zCJStETADgGVrvj6Z1n4KL+Z3TQZh28TnZLOsFgJYvIuB8K764rOz8fONq+yGQcjjoWVFb8xp3hK2Yp1u1f7wJ5h76ZzJqm6MGg8vG8ONONHTeitNh4QvgpvEzmjTQ8xHiAmJqXg6ZSb7BZuwEnzWrTBZjmgGTm9iCEy8q88GKcCMBgxfDQ3ZqKoJk8YwBfin8B24kvKIs0ovCxds86MAT1Gcex0NknIYl5MFN0sbjKzVAP2r1X4nS+VdbSYGJ8l5eXC3tuYUKu94/E9EZ3G7vHau4IP1gZQlceB5KL66ZdqN9nqfiShvY7iZfVfbyJoccfRv3C7UctQvv4aAUFVLn0r3I2GcPuZmwREW4JPJVK8vMScHk+7Pg4WFsakJYWW1sRyCifUoY44E0dz87dZVPE58ArVGjgq21TG3RTuUt+MG/xKSMxAVHYvKFd1RoZwxIDPk5GY4uF6GSEidJIuCpFYnxbfAwV6T2T/ppwAXH8/iKcBsv6SZWBl1BqEZsSCC/P7OVTHdpxNshFQYn8TJZ1GYfobbXZccD580HRYiChZOvLEQKokhi7WonqaWvTGhZm/2nwTUWR/zM57lhKFALqQp4mI5a3Qx0nsGGjpQIJnMuc+a5TSptuge0jCsrh5hfE1r4ofZzXTmDTkF2Tj75HPUt38CS4ECz3NcwVh/iZaVO2r7E5sdi1VXfsDSpleLDxEuxldEhHIAZvqN1x7LLsjE4qvrcDNOAeL67OuswnetBpoE/3JkMhCjC+Jk7WhhrB+4KeoG/gi/xLL52OcB6QmPMMeA4inARg008YfmZ75DVj4DeboEahmfJcPxJUqIHApQ0U6Ek211+mUlrTM+PxI7X81l2Zn64SQqh9GVl0HMN+4b+eiRJZOxz2nLwg87+ueWNAW4pG2MSk1Flz3E4Z47WnpXwPae/dmDOYoCDLm+Hm/yDU1ARDwBtjcfh5r2XtpKjsafw67XxiZTrV2aYWo1nWYdNRbpA6iLPRMZGzBOQWAEVLriZuxrDD9s2nyFpLIXOZ6/yExHz4O7kKswfNa4Wlrh5IARIB/DSJD3y9rn23A91dhga0TFfujm2b6kw8hZjjDYMwsK4GVrPJcEyCPvy+Ks3KKKpjT2wxy9+/I/ash/ePLmh/ex5Ibxvd6nRk380dFQ+zFbkY910afwID2GZYnWtffG1Grd4CL5z5hLhCX5IJk8Y3lo6OoFURnVCSQftwYd2o+QYunc5Cm2pWffD87o/A+XQpk6/VPYZ5gBwDK15MyNNY9AmRkBMwBYZqbq02rop/Bi/qcZIWYZX1w4jfhCl1svaxv80b4Ly0L4kHEk6ilmneNmY5Hr3h07Sbv5If8+EfcQfzw9gVwlTdGrYeuJxfUHoaKVTkfM1I9/Up4AHhFTZrIaYiQVtMb6lSY3NMS0gzAGShsPE95i2IWdUFsVaE0eVFI+plZtg5lNdeluvz7dg/NJ9zir97bywJ9NTKeflrZNXOWJ9t03ly/gcGQEC7aQsRlcuy4WBrYxSDXscWorwtINtZyK6uvlXRMrWvRi/3n0ZQRmXj9usml3+k1hgcvSxPmXzzHh5FHOU4ie1s2RpRey//XmdWx4QJg7xuEgkeDBhKnsAQKMttz9B3xrxILPNzSPeBPrjFm1hqCfngFMtiwSj1O+Qq7iBXu+iOeA2s7fwd3KcFMuLZBh0vBfEX84FIVeGLBtVQkbDy2Es6Nu0zkneBGUkqfcwyWtiuXNFmuPHY1+ilmXT7EOmEVBAPx1HXqio/f76UMSJ82oNGPgd1S9hvi2VRvtdZ5nxuOHiEUQiYoBpVJPbApYrHUbD8t6iNWRK1gzmdQs2k8+T4XqFRLQ2FuOH+pQLTrSh6qrl4FvI4fQXgamkOCmKuBDkSpBt6q+WNVJl1JNRP+JoUvRBpU1dGnRCgNr6/Qh0/ISoUntaOTSXNSJYynD0LuOTtuvpGuUgCHkI8fO0Mfa50j36j5Y0rYjq49WFOSjRd/zfyEsIR0adWGHGA1VWkvuAAAgAElEQVSqudngWKdxWhOQkl6XlAs8+z0yZNymJpVtJDjapvQGObtezcfrvFDOZnRwH4+mTvReJ0HAolnnT+FmLGWKEqOlmU2bsc9MfRbky6wM9OMwASEfMBa10JmAlLTvREsvYKtps6E+Pr74o9Bkasvza1gVeZ6z6gCXaljnR4E9wqQbe+8rNqWWK36vtxAVrShYqM5eAuSb0JiT9AHPnrpz338bz7KCTUXQgCGs8zmJmedPgtzDXDGxQRPMK0znfpn3BnNDl3CWE/NE+LPx7xD/Q0qwqbak5Ofhi7OncSOWMmmJqcX0pv6Y3Lipdi4J+Fh742ojc6uiOmf5NceMph+WjV6SNULMtxr/uc4oTbno3JNDRsC3UOahJPW9T5l1IbewIvIKNIUGNXw1H4vqd8FAn/rvU92/es6RyAjM5mBTkkYVz6j4Vxv6CVz8U9hn6Peh/s4pH00K8OPh69gVYnYB/gRuFHMX/idHwAwA/k9O+7/f6U/hxWxqFCPTUtDr4B7W5U4/yCbgaP8hqOFUOuOG0sxWUm4uWu/cArlShjouKXCS5ONltj1eZjmirqsbjgwYqt2AXE4Mx1ePdkMh5UORLwLDU0NsI4O7tR12B0yHvYiyU56lpYK4ECv1wBDyd/LFmqSsbOnZR9vEcScO4+LLF0bmoDweg5ODhmv14ErTp7WRV7HmqbEeXAPH8tjRcpSWWXk1+TEWR2yHWsWgQCpi2yCSKCAQqjGoQjuMrWyoG0c2YASQicvJhpuVNWq7uP5H7L8pJ4/hTEy0UdcG1aqDJe107KllIdew+gm3m+TKgJ7oWYlqwSVLcxEYtJFN0y0etR3dcLzbyFK3d+39O6xBi6l4MmG6AdBSknm69zYOA//ez1n0M99a+K0DNW8g493v4F48zXwND480WEjkUCgFSEmxQ36OHS6NGAPPQnaqVJmIG/H9oFRnwIJRsmYgxDlYBT6aum+Gs4XOCXdE30VIOBJmdH2Lxp44ErxcC5hNvT0dIosUyFV8ZEopO89eIoVIoIJM6oB1zaimTVHcTYjD9rBHSMjLYcXxx9RphPquxqY3pHyqNA/hqckQMDzUdXWHjYjbTXbGqeM49eIZC8oJ+Tx83bwVxtQ31Fe7kxaKH59sAiNnIBEpoVYzKFAI4GxvhVUN58NOSEHfU/GHMe9sGLJzi7HIGKB2pTc40OVnWPAtoVCr4Lv9V4gdjTW81AoG3Zya4Pc21OmVpKZ137sTcdnGZhj6bsEsayulpcnlkcqfCFeXL0qyfAzK/HD1EraFGLN4iXTAXz37aNf788w09Di6A/lKQ4CJ6AQe7jEUdZzdS33tGfc24nICMbYwjpFV6+DLmsQAQhcErDz8LBxvcjLRwNUDbTmMg5ZHDkW+Kouzznr2HdDdi5qQkHdF3wN7EMHh9L6wRWvWbV0/CDty95NTkMsjAcYKvu7t0btavVI/D4rqrLthNcu45Yr9nw1EEy+q8zr73j5cTArnLGcvtMLVTtRZ+HVeHL4M+cnkHHxefQwCnOnHIHX6aMCEuy4EtcBzpizCAqUCgds2IzXf2NCFPL+vjByr1VLrvH87yHvYUZKPOk7JrOt3SIobchRitK5QCdu6f8bWeT3lDtY8N+0I/0e9b1HO0rNUa4kw4fsd2IOwFMM0WFLJ/BatMK5hY219004fx8nnz4zqJ+9W8q6u62a4jgl7jADzZK58nJ2N2PylamgJC5N3JPl4YSqWd+qKXj7cafwlvMQ/Fjv0/AnmPjxqJE8JNbAlYAgCy71/2ixh20akpEDM57OGZlyM29L2QUPMcRRRAM+aprIXM8hZevMaNj7g/lBJshqeTZtloP1YmusTsDYkMQEylYoFZd2suc2XSlMn0X4k5jPknVXLxRVOltyO7uT9/jQ1hTXnIdkPxAiMS76hNNf+T8t+CvsMMwD4n64C8/nmETCPANcImAFA87r4V0bgU3gxmxq42RdOIyhK55apX66vT00sa2+YMvP/PQGHwk+jhuh7+NronHNPJFZBda9NqKHnjjr42ko8iJRCWUC0yIr0nzSwdMnDXP+2GFZJt8H//fYNEPBIXyPeRijCmcEj4WmrY1kl5GSj854dICl8+jGpUVPWNbi0QZg+TU8shUxtDIKRujY3H4YAN6pfRn6AfnFrF449ToS6SMeL0aBOJQEOdpkKEV+nf5Ujl7G6dZdeUXYZiUYenljfpSdcrIxdat/V7nc5Jd4eM1H7Y5xs9sdePoibiYamGYOq1scSv84GP5p3PnuAb4MvGHiiSgR8BHUejpqOpRee3xH6CN9du8TZHZJWHjHp/XQF19wNxrJgQ1CTbED29B0AO4lEe71XmRkYcugAEvNytX8jzDoCEupvIqPSVyAxex08+bngM5SVRfDnZLUleKLW8PPYwv7tVWwSxnlPI5mtnPHl+a/RqR3dcM+4/SUS5Tl49LYcVBqq3cVn1KjrEQcPsRhrmq181zRzHt8V8Rg/3LysNWYg4N/yNl3R3puuy6I4+zISU06ehFqvrZYiPi4OGwt3Kx2T84tHv+HmiywkJpL0bnpfCgRKVKyYgsm1OqJfeQom//HgINbcpGwxffU2Ur1QoETEpNkQ8ITsfVHr8A9girEui9rV3qkOVraggMiOkEf4/ir3+qhsZ48LI6lLs0adB01yA5Pjxdj9CsaCpiqXNDKkUjTZvN6Adal/7tFBw1DHla75uTfOYG8UN7OuR6UaWNO2Z0kvqy0nVcrQ4cLPyJIbLqbyVhKcaPO1FkgmJzxMisewIwdRINOlk7vbW+FE/xEGKcvroscjQ86t8ebn1Bvt3cex1ydaYFNOc7N9Sdr5o/FT9JhjamhylgL5esAVzwuMwxowQvrxoLRx9fULjD4eVEwHUINWVSpiazea/ktiwKVNiMo3dBUuOiaCGPe6L2T/mVKQhikP6f9zxXzfqWjgUJs9pM6YAciM9VjZgyJ/8Bx3aKu4Gx+HsceCDAycCDOUOOE29tSlHw84vA9VrM/g21rBEBeyxnKVAsx5HAixuDtWdaAfgx6kh+LXKMpk4Yr1DX+Go7h0Wo1nY6Ix+SS3Fi15NjyaOFUL8BBN38FBBxCdnmZw+XkBgZhQjC1PQBhSLwF/i2JCoyb4qnnL9waMSrJOiP5wi61/miy6uUcftK30/iDcu9rQPGgVUlTc7tzVJG441UMnNfCuuvSPb3xwF7/fugFV4YdNoi+7sks3BJSnKeelDeKMrcn9A8jbrHMx5/0fe9cdF8XVds9WdoGld+kCFsQu9t5b7BV716hRUzSJJjHGqDGJKcbesHeNvXdRwQaKqEjvvbNs/353LrC77Kyv+JovMS+PP/9g586de587M7tz5jznOJdflwGV3a0Luwfye4otiJzLo2kfvhVwdicpEXPPnUKOVMp0TSoQFrRuC/Lb622BuAsx0fjk4rnKlwNEa5MY7ozUYYOTYxF2/5yzpyrZy+Sz1q5uWNu7P6zFWimM6ub0v23/b3jOqAEA/9uzoGb/mgzUZIAtAzUAYM158bdk4N/wxWwscUOO7MODdHYmSVMnZxwdMvovy7lMWYq0pC5wF+trNJEDhhW3QUsfbalVg+0rUVpkKApPqHMfNKuFX9qOYsZJWEE99wYzTCgQEIGgDYwOH/BRi9aY31JbhvvrvRD8di8ELR1S4WeZiyK5ENfT3SHg2+Ns0Dg9kXbS9730EPyZdBplagXqSbwx0W8K+HytOUJKST66XTAOzMyv2xXT6lH9MsJUHLB/N8oIWMgvH6eSA46ag7W9+6GPr1bfbuaZE4ybYtVo4uyMw0NHGTxQEYAvNJXqspEHzTq22hJp8tml2FeYdoq9tJZsPzB0hJ5bMmEPHYqJwKPsFIY11t7FC73c6uj9UCfg59DrGxGdnw2FnAeNhgMuVwOBUIlhXk2xtLE+yEGAHigeAYpIgCMCTNqBw9NnrBFNyu57tkOqMARUCQD3Sw/KBKsI0ufd5CSGKSkxMWFMXIguG1sQja7zr6KZkjby9p+UP1eY0+i2J+VxP9y7hle5ObARizG9cUsEuugbCNxLGQNb9WVwWXwJUlXOaOdBNQdPnr+H33r/aPR66rNmBOZ/RJlbM6/9ggupJZWGKzqzREdHAbZ31S8Rzy0txfr7oUgszIe3tQ1mNguEhQ6YSfa/GP8KU88fNzg+ccg+NigI/nZUizC/rBRNt6xnQMyqYSHmI3wKZYKR6Hrqa8QkGOplcblqTGrrgMUNqenOsltnse3hs6q+rcw2cpjH0z5kwFfCAGx8cpnRHA13b4Gvm1DzlY/OncLJly/0AOeKHUmhbcxcLatPnTcDkLGAhRwLcOwvgMO10TtmaHIyDkRGMOyUTp7eGFpfH6wihi/k+jUWugzEkWf2405ahamK/h4Bdo44NUBrTES2kvL8awlxDDuF6LF18vAycN68mfkc8+/vhIqY8pSXFZOcC7lcBLeZiTqWlAlWqpCj2dY/IJPrOyqTbR52Frg6WgtIXM/cjVtZhmWrHHAx3ms1apnSexIpoV8VctPo3B9OmVX5IK0p3gBN8c+Gbbm24NidNsi7RpUJyG4CmhJAUA8QNDcABAZc2IznBWlQlwigUXIBrgZcUyUEQg5u9P4ItmLKJBp3aS/Cy9hLa3llEjwcSq8hct/od+ljmJpRMEI35HIegluugJWYgt63YjahjRn7NXwtfzK61F2ot39Cfj4OPnuCVLKWEguM8A8w0AXdFf4zghwN3eOJ/uS5oqUYUGcE0ydxSZ4cthAcjuH9UMy1wo6WKw3G/7IoDq+KExhDlYaWdeEgstVrs+lBGFbevmF0LcOmzNRjURFTpr1PIxjGoplAiD6+fgZSIeSe2Xt3MHLLDPNZlVVIDqxQKXHw1U28LEqElUCC4bU7oJa5/neW0QFW2UDWkpReP2BhxxItxavjJ78T5pyx8fgfXAU5h72U3JJjivtDF7zpVCrbHYt6ho8vGurrEgbgyVFjK12Nq9OxpmQrBearBseaXpc8mv/YvFz02bOT1ck7KKAR47pd3SDXRL99O/WA8Yo+yMs1wsSvbpD7MWGyspnukKqPCsMScn5M+PMIbibqG0eR47Vxc8eugUPfGoCs7pirtv83PGfozqHRzg8h/Ae4AMuzChE+jkqM1JQA/7dnac3+NRn4ezJQAwD+PXn/nz/qv+GL2dgizjh7AudiDcEl0r6ntw829tbqPr3rEyE8dQ8CuEtZu1VqOFDY3oOZkBpHeP/2k9HDe9ia42oQdb088OwJFl47D42JWp9qpAIsNGJETJ3N/MAjPwRbbfkVy5udQhcX7cN5gVyIOSHd0a/BRL03x98/Wo7rhaRMSovy2PCU2NpyJUwF9IEzJjcL/a6tMyz/KR95A74XDvWnulPfEjOKyPvQiKuMU8ZBU4kLjo4aw7QjDIo226jmVVXmFPmMaEk1KdeSIn9vuB+K1SE3K0ERss/8Vm0xO1BraPI4PY0p4TMWpLzV06p6TJKbGdGYcXcPa5dccHCnz0KYCyi7TqNRQVP4JSA9qtNeBI7lSnDE+qDe2rC7+PmOPluPMA/OB42Ho7mWiUZK7uaePY1LcVq3VcJgWdunH9q7e77VqVuokGJe2F48yNWyH21NzPFL89FoaK3Vx7yT0BqOPH2GZMUBi9QiNHKPY/58EhWPBf7GnYWnHJqNEUM6Mm2bH1yBXCU7VdCCCzweqTWJuZ2YgIknjurpWRL2A2E0NnXWlgSOPnkAIansjKig+o2wvH135tifXTuNQ0+es+eMuKWOGQ8/GyoNELBtNYqk+k60FTt29rXB9h4TmT8nn9mBq6/0mUPaA2hAzXkoA7DN2VUoVFCdz6rxRUBvBHnTkuquO7chNj+PXhhVLw4NEKcDAL7KfonSrAloYK3VNSSA/7mc2RjRZIbeYRZdOo+Dz/TLtAmITh62K8yR0nWuS7Zxkty3cqXnyJyrJ3Ailj2fXdy8sb2HtlyXPByTtSTs04rwtbFlWGMEDKyI2aHbcC/nFWuOBrm1wBcNqNTB+sd3sfoGewk/gV6vT5gMNwt6rRPzj2NJP+BFUUhlvwT86+k8A81stNfl4ain+PTSedZjk/Pu2Yy5le7tqow24GjYTYQ4kiXgmGndzjVlV6Ap+JiCfxUh6g2O5erK0sQShRxNT6ys1FetOohxXq3xRRN6Hn979wp2xYZALJHptZdL+fDie+LMIAq8hqYmYdKpYHj5ZEIk0oI3CgUXSfF2+MC7I75u34Vp23H/ZgyudRFzfB/rHTo4vj7WRnfDg7GzWfPyug8jYnujgSm7S/SDkkC0qE2B5nvZMZh7fzNcJQXgc7X3BpmSh+QiK1zq9mWlFAYxtNgUuw+XMrRrL+DwMctnDDrYB1YO52hUJMOaYgvyYuDprLnVNgTb+ugBlt80lMEgx3A2l+D2JK12a5a0EHPurYDGRHu+q5Q8jKk1FgO9q2fCVTEHwgIcf/wIYvK0LxYJY27LB4MqdRervUhvuEOLw2uQr3v+6uznKrDB1YGz3rAnbbPXuaK/bbWCOrMDoGbX9uVIvgDHbELlAE6+fI5PL55jjNMqgoBlm/oNfCswlTAZ15EKDZYgZbvkPlvdYLtnV/TR3s0DwYPoPZYAmt12GS+jPxs03uCFaXXH8rbt/w3PGTUA4Nuufs1+NRmoycDrMlADANacH39LBt7XL+bU0nQcS96PPEUmJHxrfOAyDF4SfTDkemI8xp88jPaOCQi0p6yxsOxauJHuieD+Q9HxLcGTN1moe/E/oIWIlKCwR6rpEbha0HKU1wGAzhJz3J5IAcDvb1/Dxueh7CCcgoNnEz+CmVDIaDQduDMcY30NNaIIMLA9+VvMa0Mdbk/HH8dvCVeroAx0zJ4CYGMb6iZM3FN/ebUOyTJ9NhHZJuFLYVHghktjqMlE861/IJtXzDpOrpSL2BkUKCKmIkMO7TPKnPq9V1/086vLtH0ds++PPv3R28ePaUe0mRpvXMuwm6oGKVEjbCwulx3UMbZWh+If4Jtw4yYgp7vOhmc5q0NTvB6a4jUsXQnAsT0GjoCOkxgNdN+9HYVKKSBSAWRISg4g5WGkf0M9rcKl168gmEWPzVwgxPkxE+AsqZ4BCTn+pw8O4EKaoV4fAQGPd5oLi3Ln3Isv26C2KQX5qkahUoTGnnQbAbc6NZwBYaQh41XuYopT0RshEVOQtM6e76FgYRSSbTw1ED2GAoBypRINN67VezirGIMpX4CIGbMr19J/+08oqVIyWtHWy8oUV0fQh9Phx3cjLCnD2FLj+25dMKoeLamtv+kXlBKGJmHbkv8ElyAl7WoO+vnWxtoetLR27Kk/cDuWHdQj229PmgBnc8pO+uXZJWx6eQuqYgHUCi7jmMszVcLKTIgTXT6EvYiuZecdWxFflM9+rRMAcI6WAei//leoVDL0qBUHb4t85MlEuJDihQypGU6NCkJ9e6pfdijyCRZevoDGdslo6xQPAVeFyFwnXEr2Q4/afljfV8tk9V27hjETYov7U2fARkzL89c9vItVD2+wjnNG/UB83pq6SZO+iKYhm/kKKSc+PkKriTr85i+IKzbUbSP9tLWvg1+aU3Br0bVzOBjBroNHtm8aMADddPQA5UoF/njxBzJl0eByBGhi1QVDvfTZuw/SUjD08H5ITEvhbp8DIV+JwlJTxGfYwZQvRsT0OcyxNRolNBn1mfNeBiXjssoBB0IOD3wOD0WCcbC0paW3GmUCNNn9iXqeYTrNpoEr+YT5PDI3DUOubWbK4Z3MC2EqkEOh4iGjRAKpUohODnWxod1wpi0x1ph77RS4AhXDRCY3UZWCB6Wch37udfFHDzqv9Q/uYc3d61BrOLCyLoaJiQIKBR/5eeZQKbkIdHPBvkGUCd9o52/IV5ahsWUmWtmmgcvR4EGeI+7lOkPE4ePFxOozvOLiW8NDxA6OR5bWRoA3ZX+dTH6ExY+PwkZQjOY2iTDny5AjN0NojiekaiEOd5gNXwtadn485SJ2sbgaE1falQEL4W1OwWnCmO+xewfjBF813pbhtejyeRyMNLxvVvQfM2dBJctq4o3vUCowdBEnIOCaxkvhJnk7JiBhdp979RIJBfmMkVgvHz+jbHDWC/gtP/zhwVVsjjUE3Amb+quA3hhXT18f800O03LLBhBWJVsMrFMPP5eb3rxJX/S61ECTQX4zGNGiMJ0ErgXVx6wI8kKC6CUXy2WMNnI3r9qVIP+bHrei3ScXzuLoc3bZGVuxGGFTqw+Sdtm5CvH52moM3THZiWUInUq/L/+TO/f2Dwajo6dXdaf0Ttq/r88ZupOvAQDfyalQ00lNBmoyUCUDNQBgzSnxt2Tgffxifpj7EPsTV0LA1ZYLKdWEzTELXRwpm6Hix+Cz+CnwFF3Sy21cWTf4e275S8shItIOoAFnCeuaytVcaOxDIRZQ1svrAEB3C0tcm0D1qRZcPY0jcUYeeDVA7MRPmB+uapUKJakBMBOw6/UdTR6Eoc1picz0kHmIZ6/qARdqnO34G9Pu5IsHyNTMxbGkxogppuWUJKwEpRjq8QC3XzbE0SG0HM5r82pohOzgAZRA/GRaSvYgNQXDXuMm+V3nbhgd0IhpO+P0n7gQw84K6uLpzTAgmD7TUjDskHGHyotjJqC2jX6p2H+68EIyYzD1zi7WZqRsOKTPQpjxqdmEIrMreGp2JhrMpoMrocDN3ifhWHznPGCh0GPwaBQcCArFjAYgWUvyQEOMAUoU7Iu0pENnTGzc9D9NQW97qVKG1ue0TrtVd17ZZBh616JOs+sf9kVPB1rmWzWiih3Rty5lCyUXFqDj+nVw3v4S4pdaXUFZLRHSptTBzknj0NqNlhfX2bUSCoL0sQRPyUH0OOryejDyCRZdvmB0boSl0c2b6vv5bF4FpZrqCVYNiYkSTybQh77FN85hT7ixa0iDK+MmwsuKnh+99gfjeUkGBf90Q87FgibtMLcFdQbtsvdnxGcbeeCEBk+mz4aZCQU/s0tL0HP/NuQV6xo9aDCzVXN8GkjBMhLddm9HTL4hmFqxPW42PY9SiwrKdcHYEdW2Hm7YNYCCRsRAoIPjSUyrf1dvOrfSvLD47kA8+ZD2SUoMiUkMCTZm7qJ27TG9KWVafXjmBB4W30VasQU0GgqsE6MYZ4sC1BE0xY6BlJ1CDBMGHWBn0ZLtuuyUj+7vQEiWoSEDaTfEvSUW+VPm9paIMHx/zViJpwY3J05FLYkl07ZQXoI5YV+DK9QHo1x5gVjWdGZlPj65eBahOTfQsu4r8HSYaAUlYlwNr4/HUz5lXIHJdZkW3wQikxyoiAaDTphxhHhQNA3t/eh5bPylAMGSbcF3vMO0K1XK0erUd2jinAQzgfZ6V6k5eJbthP7OvfBZI+ouTExatj99CLWwXGKh/PikQrOuxB7nxlCW066I2/j6mv566461SS1THBlC59/5wBbElrCfc45Cc4SOqT54ER7bDwGm7Gt5v6Q1AmtTU4v7OXFYHrEKo1zDYMLTvrzJk4uxK6E1jnVZXvlS4qNHy5AsZddz/MClK8Z7Uh1NEk8zMzD91HGkFWvvST1r+2JNz94Q8dlkN/SW0uCPKWeO4sor9hci5L3Sq/LrslguxaT7842yOQNNu+HjRvpmNq8/8j9j69QrB3E1+6V2XhpgSK0mWNmWShdUNwYf2IvHGexr+WGLlvi4NZUVqU6os7oAKkPglfTBkSwGx4xWKvwVsebubfweyn69ESMZ8qKjujHhyFzcSGHXQ2zukIqDI2kFCWFYd95JNXnZ4m1++1R3rMbav4/PGVXnojuHhqQE2M5QHuRd5etN+5FnFyKipgT4TdNV064mA//IDNQAgP/IZfn3D+p9+2JWqBX4MmICBFxDDR6lmo/F/lshKXfnVJTug7xA/21vxYoKLVdCYEq19f6KyCjORUZqXzSwMGQ/7EtugqDmWrdWv7Vr9EocdcfTx8cPa/sQ9giw+v5NrI2gD4tsETV2HkwFQpQpiiDMMf42/nZuf7SvT380jrs9BxlKduCEvEU/35Hq/q27fxoSy2WMdlqq1Aq5MlOI+Qp4mOVAwFXj4osW2Nnvd6at55YfAIERQEQNxE+kACBxyRv0mnLddb37o5cvZcyNOLwfYakprPMmZcJHhlMWy+XYGEw9ZagFV7HjwaEj9UTq32TtlWoVRt/YgojMTCiJNpeaAw5fDYG5HOP9WmJRAHXXJVGY3BDmfHY22CtZV/h5UIfb5SFXsDXxDusDoqaMi/CRCxitP8JorLfOuPbinMBWTBl0dSJdWoCel43r9X3eoB9GetJS1KBLX+AL390Q8wwByNVx3bC+PQVGSen1wLM7YSkqRUOTBEiEZShVCPFU7opsqSXWtOqHQXWp/lGHPT8hCfqli+Rzcm45qAS4N44yRH+5G4LfQo2f71936Izx5eCn74ZVUIBnyETTABKhDE8mfcn0mVYcj3bBh6Au15bTzZu5uAzhkz6vZBVOOH8I19K05jS6bTd0GoRenvTcbLdrPVLzDB1RK9qfDhqLerYUNJ9//gz+fGGo3UbKb0+PGgdfWwo+Tjp5FFcT2IEGsr0CALyWEItJf1J3Vrao62CLMyMpGDTj2CdY3pIdHN/yrCUWdjvCtDv+/BnmE10utkuYAwQ1aIjvOtNS1PHnf4bI9gFKcsRIzCfsYA5qWebC0laKguz62NebslOuxcdh0gndsnj90eqWFYflxGDWvW2QKblQkXXiAHyuGuYCLna1nQVvCWWCZZUUo+WODYDKEPw0EXHxbOq8ypc880NXI5/Dzsz5wH4SBnlSY6TJZ4Jh7XwKfBajlpRsa3zX9Ad4WFkz9+s7zwNR18oQvCDn8b7kz/FRS1oym5W+BLY4gAvJnjiX7I0SpQD1rHIw0S8C5gIlBM7aEuopd6dAKDS8fxAQ8Eu/T+FuQYH5oOMHcScxCRqySDy6VByiuKDhwEwowKwFdrYAACAASURBVJMZc5l2u57exNdXQo2eHz39HLC+Fy1LPP3qOWZdP8F6DS1r1Q3j/Kv3ooH0+SzzGPxUCw00RMvUPGSaboenFS2FLVMW4GR8D6RJTRGW44UipQlshSVoa/8KYr41RvqcqlzLSWELUaDQGnDoTq6TfSvM8dUHeAhj7k5yIgrKypiXPw0dHFlf/qWWZmJb3FbGLIbHFaKpVRuM9KBM+Yr4KuQidj0IZ/JsECI1YqZ+wvQdV5CBRc++Npp3P15LLAukEgLvW4SmJeJc4gtGn3eAtz8C7Ngd2d9kXkT/d9YZQ6MWIoVB7oe60gBv0h9poyndC03hN4bNuY7g2J0Ah1s9CZA3PS5pR0q0++7dhQKZ4TVMjDiIrmR14+jDnvjyThfIVPosQPKi5cc2lzCoubbM3diLUsJq3NS/emZQ1R3n69q/b88ZbHOpAQDf5RlR01dNBmoyUJGBGgCw5lz4WzLwvn0xE/bfkWTj7KV2dlPR24W6+5bljoNKdp01rzyTjhDpuBq+6+SfeBmFZbcP4PfWlxFoRUsOievonuS6WBbWFvcmzoGtmJo4kNK4Z1nsJW+6DK9Tsc/x4TV2V0NnUwnujtQyWVJjm8HJlP0h6WHpJ2juTbWKFtz7DJFlumwkbSaEHBVOdqCgXlJ+Ns6nDYQJn51VeCt6EDb2ocCe35afIDfCPiS1n/FTqEA9dRtdp+fGqrsO54MmVAIiX1y+gP2RT1iXiQhrE4FtEq/TwSEPLHcmT2fKpqobWyPCsOymPttIyOPi4KCRaOyofQB6GNUOja3Z13JbQjdMaUmdLheGnMbhJH2trcoxaYCoYQsh5NEf/B12bEZyIbv74pqeffRce99kXsSMouOFFShR6jtEV+y7qdUEtLSjzLrJ17ZBybuF2a7XYSugIFeZmo/gtEDcz22Gy+UAz+PMVEy/uRa9fZ9CoMPuI6WHV2LrYLJvEMaUl9ZOP/01LiSZAeZKcMqrsTWERFXMRweXIgR/QI0yiP7f2OOHjU7p1KgxqG9PwSC/daugUPOg0TfSBmFEmYsVeDKFsrHupG/BisjHePbcHSodxqBYJIN/vXhsbLYQNmI697aH1iOlhD3vk+s3x5JAysbqc2AHnmewlzkSgIboxomFQoY1RsBcXb0p3ckRF9EZzSmzjoBlVxPZAUCikRY9i5aNFsvlaLiBsHTZGYBD/evjh670frj7bn/0dn/Ems/YQlu0qBtOc5SagFFHDjElrWwxI7AFFrbswGyac2cRYtKkiMx11WtaxyoNtZ3VWN+WSggkFuSjUzA7O4UcJUTHnVuqVGDQlQ2IK9Zqp5E+Wti5YWf7CZXGQAQ8WBiyFyWlIqjl2odjoZmMAcOujJxTWR4fFDIDQgH7+S5R18FvLemLomWhf6BERCQRDIMAe8v890DIN4FarUZSsjdM+ezM3IsZH2B0Ewr2X3z6PR6kPsOm5/puzW5mBVjZ4iZaN6THkypy8PETrQlN1REEOTVBWxfK0vzgcDCeprLrD5qLgIhptF1sfga67SQgPftaftWpBSY0pGtJypqPR3yIb5+4IFdOHUMlfBk+94/F6KYbwOFQlnN142HKBvhofod5ea5yFWKkC5eggaOWAZdWcgUbotbgYGJzPXMgE64CU31uYVLdvTDl0/vskqc/41khOxs8yH0ABrv2rO4QEVMUj1+jl0DI0/8utOI3xmJ/eu8gsf9lOBbdPAeOlMeYWjF5I/9M1PBxsMalQdR4hrw0Gnl7Lnh8QykKsr239RBMqEtB9P/12Pc0AstuXEWZkv62cJFIGNfaxjr6v9XJEWPCVbIRmmLy26X8+uTVBsf6d3D4PtXp6q3akhebs8+eAjH6ImHC42Nxh04gZedvE8fD+8AOUsy/2wU5Mvqb0Vwgw/JmN2FlUYL2dbW/S8j3wcJL5xk384roUdsHq7v1Yl4o/l3xvj1nsOWpBgD8u86emuPWZODfnYEaAPDfvb7/2Nm9b1/MNzNv4lw6m8YaTXEz69EY7EYfLKQ5w6CWs7MfuIIWENsZBxf+2wVb//AeVj2+ztAyvMwLYCuUIqHEElkyM0AF3Bw2DW6W1AQk6OhB3ElmLxvVfWtMgIOhp/cgPNtQ4Pqn9n0w1LdB5bB/uDUfn/icNpjG0zw7qOx2oYk9BTniC2Px4aNfoGRE6HRDg57WbljQkAINJCaenok6LnG4nlwH2VJzmAlkaOqQAAlHhs+aH4KZkP7AJD/oPw87S3Xt9LtEFzsfbOtHS7TKlDI03PgblERXrUpwOGrcnDgRLuXaekSnhwiGkx+4umEmEODPkWMYd9iKIKLeR6IMyzwnNW7G/BDXjSJFIU6nHUJ8yStwOTzUkzRET+eBEHKFlc3IW/1Ou7exugX6WtviwqjxlYySMUfnYUfrMwaMl4QSCRY8nYRjA6hO4trIW1jzlB2cJtsjBn/KOFGSIIwxwhyrGkRU/PCwUQYuqgYNWT7YHRuC1c8M3Rdb2nljfcvxIHpaJF7lZ2FsyC/g8eVwE+WDz1EjRWaJUpUQn9QehqE+lGkakZ2MfUkfwVxoCLIoVFw0s/gG/T0pg+hk9HR8dtETZUoBdYkmoeRAwFNiRdcXGFJXK2TeZedWxOfnG8ygnp09To/WMn3qrl8FuYJPGVE6QUAsW3MlwiZRcPpa8m/YmPwURN6usNAUUpkQEvNSmJvR8+qnBjPgYk7H2XTfb8iVGTKNybZRfo2wog0Fndfcu43f7t1l17LkABHTZ4OYtihUKtT5gwJibNHF2wtb+lHG0We3fsHFl4XILzUEqwP9onGgB3VWJQ+7ffYsxYtcQx1IHleF8ElDYGpKr/WLTwaiqe191mOnl1rC34deM5G5Gei7fxc4LMw6DUeD3/v0QX/v+kzbOVfn4ESMvnN0xQF6eMRhc3cKeJP4/PIFHGAB8cc1bIxvOlEwlcTPTy9j40t2c49vm/TFCC96zu2JDMPB3GDUFmfAHkUg2moCoQKxSgckFdnhtyaL4WNDddbG3J0CgU5pqW4SNHIX7Gi7nPnoUtpRXMoybiL0tX8wxDwzKFUKZKd7gcdhZzo/LhqA7nXo3CefCMbVeHawzkFUgrvTvmLaFZTF4fNn7LIRZHsXiS+G+lJW2dKLH2NHlDO9fpgKZA6h/zFsyLYOqdg9UutO3H3v74jJNnzJIxEBDyfPA49HGeDKkh1QFC6FTMXDy2Ibxu3cxzwXpnwl+ObzIJDog5OE1bn98QPG0dlFYoHJTZqhvQe7KVGJIh8pBWHgcfhwtQyECV//vA7PPo6gm4+g1Biy0W2FxTjdfRqsTCh487TgJZZG/gp1lWvdTmiDHxstgqTcuIq0JdcHkRI48vwZZQBa22BOy9Yg9w/d+PjRXHC47Nqg3R1moKdzZ6Y5AacHnNqJl3nZNO9k+cmQOcCGzoPQy0PL8PruwR48kbM4SssssbP9dzDhVb8EWW/Q7/CPB7lROJZyDZmyPDiYWGNQrU5oZlPvHR7h9V0VymSIyc0BMdrxs7WDoPyc/G8GoFHnA8pYgGMK8H3B4RirdPhvjsK+L7nXv8zJZrSIfWxsQRiNbxtno8+hjekCCKFBdIE1lBoufC1ymRdtB7M/xriGWrfzimMQSQ7izk3AVFcLKoPwd8b79pzBlivdOTTYOfsfUwL8dNxaZrg1LsB/5xlec+yaDLx9BmoAwLfPXc2e/0UG3rcv5mxZDn56Po0RKGeLcZ4rUcei3BCi4GsoS3ewtuObjoeJ5bf/ReZev+uaB7fxa4Qxh0ogZBgBGqiGSIvN65EjZS8hrApa5ZVJsfD2OZxPoO7GViYifNGiE0b40dIwEqQ8LeD49+hnEYOFvvdhY0JBmYtp7lgS3xJT6vfBtDrastE7qbew+tV+lDD0KYLbqdHewhFfNKFlkxVxPPos5oc8hqYKstfRmYvgHloHWIVaie6nfkN8jkILAqoBiViFqwPnwK7c6OB6UgQmHrtoNJFfd22M8f5aYIDoORFXR/LDmgRxEP2hey80cqQmBxVBgNKVt65jz5NwKNRq5g08eTid36qNnrg3Af9+evEVcuRZevt7m/lhtu8XEHDpA9rxF1GYd8kQgKvY6c74aYwDJIlGO39Fc4toLGt0C05iuqYhWS747GEnBHo0xS+dqDj/tbRXmHxDWwauOwB3c2tc7auvt0UcLb+/eR25ZRSQIiU9K7r2gK0pZQRUN8iD8Z64O1j/8gqKlTIQN+NetQLwZYP+lY7GFX2GpMdg0cM9UPDLz1ElH1O9emNSPe05lFAcjd0J840Oo6PdArQr1+cMTVmGCaf4KJNpQVayo1CowKY+hejg/n1lP6EZf2LumQfILCLXCmHcaOBkmY+N/ToiwFbLoKm37ifI2MmpcJLwEDJxHtNnXME1fBHFDvCYcFTY3Px3CHg0p8PO7kJYRirrnJa27Ibx5aL31xPiMeHEEQYMqOBZMXcnDmAjFuPBFLqW5Lr0XfuzUWZdHScbnB1OywKXhs+DQh2P61H1kZxLy4LFQhna+r2Eu102ljQ4xXxGHnKVaYH44MpgvMgjYBfNESnPP9LtKOq4fgKO6Qh6zj3/AgEWO1nn8yw/AO3rU0CYcaM98DtkRWoGmCX/GGCVYMJmKlwZPBXeFhRwH3j8UzzK1mqC6nZezyob54ZSrVES5Lr84fZN7I54zIDp5GGf6FcSna8KB2LSrv+l9XhZqH9NVvTR1dkP61qPZP48EHsVz4t+QgsLfZdqwjo9n+uPz+r9CjczyhAdemsWJCbsYK5KXhs721LDjuiicGyNowzUqmElsMfCuusqwf6wl83gac7uNhotX4I2ntSBue/BdYhKZz82WavYufQlS760FAsez4LIhP1EbsDphFlNqB7sh0fn4kyaGzhVXp4QgNbepBih07QlkFfSnmD+ueMoKiKsvvLzQyTDRx2bY1odLVtOmjMJkLOzHyFoDLGdttTcmD7nj917YXA9WupfnTgafwVfPLxldJdz3afDs7z0mzR6kPcUm2L2IVtOWaL1LHwwx2ccHEX6xhqEWbb9sb6GKdFw3D1oWKWLOGFzfhwx2iiYa8Nvii/86QsEEpmlxfj09hlcT6EMXTuRKb4K7IoPykHxinak3+8e7kGE9A54fDUjcSBSuOCH5rPhZGZoplWdfL3LthfT7+Hnl4b3xAV+o9HdiUpB1MTfm4E9T7ajpWQtvEW0qiNNLsbprCBMa0arKf7p8b49Z7DlswYA/KefZTXjq8nA+5mBGgDw/Vy3937U79sXs1wtw0cPp8NGaFialyszw8rGv8NSQJl1alUmyrL7QaPWf7PP4TpAZHcaXB77g+u7WNSDLyPw2W2tNkvVPnUBwKab/kB+Gbtu3IRGTfBVR62xSUU/pQo5ihRy2IvNKkviKraRh+uAY99TfoRGAzu+FMUqAcpAAa35/p0wsy7VvNKNxKIEZJdmoYFtAFPmphsqtQrND37HOIyyxaFe3dHCkTKn9sXdxfcRZyDLEUNZygc0HHBNlBDZSTHIuxGWNaYsp3NxDzDr5DWj6Z7bti7mNdMXFyfAVUWurEQiVi0npgSodBfKinYhr7QAtmY2EEqmAOIheu33JWxBSA77A++gWkHo4tiHGdvh55H45LLxtbw1dipcLSiY+2dMJD66SMFCOxMpylR8FCuFMDXhITRoJsyFNH9qjQbTbh7A1bQYvfkTjGVT+xHo7GJYqkT2ISYS5kITmArY2SMZpUUYd30v4oqzGfaLKV+ILxv1wPDajQ3yrCm7DGXRL8iRpsFCaAaR2WBwzGeBw9HvW6POhabwe6Tmh0Kq0sDL0gs8yyXgCHwr+8woi8WWGKo7xhZD3RajjgXV+xpz8nuExLEzIpq6SXF4EAVjpMoC7IgZDpVGAbmSi9wSc9iYFUNI9Be5pphY+yCE5WAdKYMtlrOXY3pbWeHSuMlMnxF5z/DFk3WQCA0ZUcUyEY60+xFCHgUmP7m/DkciCyrNLSrmJTaR4ddO3dDDuQ3zEQG0lly/XIGt6E1fwOHi5WwKjBJXY7+NaxhmXdXyWgLcBHq64EB/qmX524uFKFHRkne5kgeligexUM5oRqo0HCz2p+xetSobyKLjkKp4CMtyhJ9lHpzEFHAqMf0QEgvK3CqW5eFVQle4meuXqJcohFCaHYC3XYvKse98/hBfhV6kLCfyn5yYXGBC3Wb4JrBbZbuhfy5GWBY7w6S+dQHODtHKNRBAZOeTTdj2Ig1pUhO4iGWYVt8Vo+pP1nPmbnpyGUoU7C94nM1McK1nOZsz4zRKShay6mgShmobl9NwMaVlo90uLIWLZYKesQeTH7kAdcW98G1Tek8i18zO+O8RVWRYKj3OcxHqWzSvnPv8M1/js4bbGH1C3QjNcIep1U509qLXR/+jqxCZzO7iSZjOMXPoy5NcaSn6Hl2BJvUMS7/TsqwwyHESxpVrXjbevByFUvZ7MfgqxM6iwIBcrcSgG98jX1ECtVoDjpwIKqrB4XMZ0P9Qu4VwElNNtJS03rCBVo9Qd075mlpwdqEAXX6ZFK23boJMZQhUivl83Jk8o9qMp0NxN7HkkRHwkegTdpuO2uUuwBXjImtFtADJixozPi1Z1o3Xacz6WNvgwlgKtivVSnwWEWTA2q7oq2oZcMXnBCgn/+1YvoN1x6FQKRFXmAEHsRWsRNWXnzCY2Dv8oFhZijF3v4JMbXjvNOEKsLvVtzDnv91Lpnc4zP/5rsqU2QjPXoXw9CdQqLloYOeBZs6fw1zAzr7+pyXsfXvOYMtfDQD4TzurasZTk4F/RwZqAMB/xzq+d7N4376YE0vjsCJqMSMOb86XwYSrhFzNQ5FSBB5XjVk+nyDAUqu1pFalQF7wFVTye8za8IQtIbRYCi5fX7OqYuEIS4Ww7GxE4teWoZCHj1ypFAIeFxblDp+6i/8qPwfdjrFrXrmYSXBr2IxK4G7KiWO4Es9uNvBrr77o71e32ufVkCtb8SSPnb0U3H4MWjt4VavP+MIEdDpm3F13fmNHfNSImg18HLoffz5IhFpRpeSGq4GfDx/nelE21r3UeIw8fJiVEUUYR0u7tsc4/+ozENRFPwMltERSNziSReCYTar8aOnTT5EtZ89RA4vmmO5DgZuYvFx03astS9Xt09ncHAQAJI69FXE85imW3LqEIqkCHC4H3jaW2NV7OFzMtECJWqPG7vjvcSgmHXEFtpCr+LA0kaKpYwo+8Z8LX4lxExdjC0dcRNuc+BUlqipluBpgebN+eiCgRnoGmoJ5DJiUqzCBhK+AiKsCRAPAsfyhEijVqEugyR0OKCnjtDI45uDYHgaH7818pFTL8euLkShTGwJrBGj40G87LASUnRO4YzmyC9nBCyszGR5OpsYRiSVhOJGkZd5UnfdQj7VwEtNS1MYb1qJQzq7x5mNjgwtj6MP+pug92B4XAUthGWMOwuOoGe3AfJkYpUohtrWciHqWdZi2QXc/QXaJEslZ1kypMIejgaW5FK52eejuTMwGxjDtJp84iivxcazmCYRvFTplJuzKmZr+235BiVTJaNRVVjByAWKg+2nbtviwEXUWPpmyB08L2F1z1RpbfOlPzVekilzIstrCgqtitDTLNFwIOWrwy6mI8YKP4G1Ly85V6lLcSxiCwsIc+FlS8574IisUc03Q0WcPTAW0VJjEJzeO4PCzWIC4eRM3XGJ6IOeimZM1jgygLDQSX938HsEv2MHowV4lWNNVy0T7+d5P+O25ks6bca2g/xc2EGNmMy14HHhmMQrK9NmhFcdzNlfhWo+lzJ+RufuQUEBLd9miXa2TsBDS+9zka7sQFhOP2p7pkJhJGROYnDwJYlMdsLxbDwwtLytWqVR4kNAKySo+nsnsIVXzYcuTop1pIszEg+DvRAFNlVqNun/8ggDbJMxpeAM+FtnM+XMxyQ9/PG2PqU3bYUG5g+mEC0tw4zl9KVU1bCyLcH88zRH5Tmmy6Q+YmGbC1yMNZqZlUCj4SMmwwaskZxwbFoSG5bpovutXQaVgBxUJmBw3h7IK44ozMOaOthy46vG/axiEzo6UPX43cRgaCdhLxJ/I6yDQg74EuZOUiKBjh4zmff+QEQisxf79amynm+lnMDUkjFWrUMhR4krvybATsTuhGuuTMP8IA9BYPJ4+uxKonPdwOvg8Q6kBsm8r6zEY6k6NuP5tEZH/CgsjqM4vW6xqOAcNrf563bz3Ja/kuifVGkTSQWzkJdy7notcVYiryUEoUeo7Gwu5VujiSu7bLu/6kO+8v/ftOYMtAbpz8A+e848pAY4cX67TnZQEV9fq3Xff+ULXdFiTgZoMVDsDNQBgtVNWs8O7yMD79sWcVJqAFc/1S1N18zDb5zPUL3dKrE5+CJthRcgN7Il8zJSNkjKhqY2aY14L/bJR0ufd5CQsunQeiYUFzCFICepPPXrr6dCRz39+eBO/heu7mAq4XGzvPhTtXLRaSUQgf/CBvZXlnRXjJmWeG/oNMGD4vcm8nuWnIej6TpQo9QGZYZ5N8F3TvqzMudf1m1CYiI7H9hltMj1Ags+b0lLHgSe2IiKe/WHK0pKDR+MXMO2icjLR+2AwOApDRpSar8b2fkPQ2Z0CTG8aGlUqNFlEr4mNQSQAxyEEHC4F4ubc+xAQsI/TXO2LFc214MWa0BD8Gma4ltv6DUJ7N3bdq9eNObroAfYksJegWwud8JHfxjedcmW7L8JO4VA8u7GIKU+I8MGUFaTRqKDObId96TbYkNYAxSohU/bdyyYRi9wfQGK/BxwhBdE1xZuhKV7NPhaT7uBa/0HbqYsRldQVx4vt9ET8ybaupplo6UbAQspWaBW8HJkF7ACgtbkMDyZRADC55CGOJ2k1KKsOYpjHOjiKKTj+OgCQ6H5dLGf7bHqxHNsT2M1xSD/bA8egrhXV0hxwaw64DFJnGLYCZ2wJpEzFGSd+xoV4I67XAB5OmwUrEWUonYl7gVnnThp06GljiSvDtEw4wpb78cVkqDT67GWiyzbQdTnqW1JGJ2FJXo7vDneBDI9l5pAzvC4NvPhlsOIqkcWbj55u45m2KQWbcS95HTY+6oroXMqMszctxKRGV9HRox7qOtBzLqesGC22rEcLxzREFNlBqhIw2o9NLDMQnumI4MFD0dqZgoUTT/+GyLxMZJTpswBtTYrhZ2GO/QMouy29KA5tjuyHpowPyHXKik004IkUuDdsAmxN6YNs76vzkVhgAaWOSQv53ISvgK+1FEfaUwfr1OKzeJyllR6omtROrudhKqjFfDzyyH6EprC7iH/dsTPGN6Ls5ecZy2GvouYdVSNPKYJXrReMZh5h45JybkI2Zou+9Xzxe3da7r/y/rc4+VKGtGz9sk8+T4XeTR7h1zb0vkrW3HftGtY7F9mu63pde/1qaBSG2qmknYarQdxset0klGRhdIhxx+8VjcahgwMt2Q2OW462vL2oVW72UzGvLKUI58o+wDRfWs4dmpKMkUfY5QvIdqJL2tS5eqDExcSzmHn5MfiW+kw0kl9OPh83Ro2Fg6kbe7KNfLoz/BG+uX7F6D5PZsyBmZACzWE5j7EncZUBm5MLN6wM+EGPoVqtQfzDGz8tiMGn4cREiD1+bPQR/C2r9x38D5/yWw+PSIr8GHKLcfgl7y6Io+/yLt1ZXwC/9UFYdozM+QMv8rewduku6Y/mDn+dlM27msf79pzBNu8aAPBdnQ01/dRkoCYDuhmoAQBrzoe/JQPv2xczKddZEjkfBQp9h0iSPBFXhO8a/ArTKgLjb5LYBZfO4OjLZwZNCQj4ZVutcUR4RjpGHNpvYAhBGD6nyEOKmXllH4TRcTz2Gfa/jGDeGntZWmN2w9ZoZK91ja1onFJYiDV3b+NpViZIGRVxbpvatIWeNtabzEO3zavCLKyNuoGXBZmwEIrQz60BRns3fytAMbcsE53//AMFZYblQARwWNXRA8M9RzGHH3JkFx6lsDvhWogFeDyVsn2IG237fZuQXlhMDQfKWUEangZmIgFuj5peCZxUzCuhMBdbnt5lHsAn+wfC20pfzF1TdhWa/OlGU8WxOVAJbgVd+AI2dgmsbZX5zbG+i76m3Z8vo7A3kq6lp6U1PmzWEk3e0qnwZtZhXM7YxQAIBaWmjIGFhakUIiF9AP683n6Y8AzL2l53DvQ/vwXPC4kmmaayLJICFDS30cMpYKVRpWP30yn4KVnflZRsC5SkY32zTuCZBTFt1fnzgTJDMxlmI88VXHv6gK1RREKTMwiJCjHuSq2RrxbAnKNCM1E+6pgUg2P1Ozgiqjc2/8Jy/PmcHQDs5VuCdb2pKYJcVYIdMSMhV5cYTNuUZ41xtfeBX27W8sHub/CUxQiD7NjahYc9QynrNCR5PhZG8VnNBpyEBdjcfBTszKkravcr82FuIocVtxT1TbNQphYgvNQeKgjAVzvhUHtq2BB8/3N8G2JrAHySbS3s0rB1yOcwN6E6fiSuJcfiyxsXkFVSyjCI27t7YG2XAXrXukpdgsi0AXgpzUOGUgIVuJBwy1BbmIWGDuthZUrLcDNKirAndhAsynU+9RKl0YCn+QIT69JS9tDkjzHzjAXyyrT3KGYZOSos7XAboxv9ybQ7F/8U2+9vw708w/tUE6sMtPbois8CqbNwy10rkM6UCXOBcldUhjHIVcNaDTyeSB1Ur8WfwMSzL8BhAa00QjX29WuEVq49mLaTQmYgVW6CnFJTlCkEzMM2KX+2MS1FgJkaPzSnoudlykxcS+4FtcaQdWrK90BH15PglJvZvE5ndXj9BljZjZ6bYYnD4M3XB/p1cyq0uQaJyIdhAPpu/hGQsRsLDGrih5/aU9bYufhLeFT8E+7G+yA5zwZEo9BMKEOb2tEQwwFLW1CzkOfZWeizl12jkWzvWbs21vcdyLStv+0HlBUbMTUQqBA7k4L9Ko0aI279gLQyw+9LUuJ5pP0iWAvp+XAr6yzOpG1Fm4GKSwAAIABJREFUV9Nk+JkUMHmPkUtwscQNHRxGoofTMKZdiVyOdts3M0BI1SDM+ZsTp1abHXXwWRgWXboBrlgJrpkCHJ4GGiUXqiIBNHIezgWNg5+t/r3e4OBVPojOyUHvvcHMd0XVaOrkjMPDabl9RRB5gN0JW1GmzgEHAniZNsKHfjMg4LIzLf/T8d+H7WUqGcbfW4pCpeE91oJvhuCWX0PEe3sDi78zB6RUPSY/lwF5fa1s9Vj61R3X3ifhWHz1ksFuzV1qYe/g4f/V77T/NJaQtLlIL2UxkwFgKfRDVzfjYPx/6vv/a/v79pzBlpcaAPD/62ypOU5NBv63MlADAP5vrfc/Zrbv4xfzy6IorIv5EUQPsCJ4HB4me81GYyutjtWbJvlVXg667WMv8eRyOAibMBO2Ygp8va5cd2bzQHzaxlBb703H8U9uV6osxtz7s3HjlS9TrqoNDZq6JuLLpqPQzJrO/bOL53CYxYWXbKtja4ezQZSRROJeWhImnj2CUqWW+cHncPF7137o7U1LMStizNlduEVMGXScFlrZO2N/X60brEZ2D5q8sUZTybE9AY6AssYGHtgBc6fbsJboG7CkZlnBHX2wpqe+/uC7XJ+7OSdxKHY3rj+ph9xiaiBCSkwbuCehiXciljQ4xDhmVieGXQpGeH4i+HyVHgCoUnGhUXPxchgFAOXKPHS+uAolavbSzQ2NfdCqFl0jdcEXgNSIWzbfD1y7cjMKZSw02dQVly041lvBMaHnR1nul5hxqRg30vX1i1o5pGBLN8DUTluyGFd0G2dTv4Vao3t+mKCv63K4mVHWFolXr5ph6o2+SCjWZ6K1sEvF4hYPEeBLSwHjcr/H5ZSz2JbWWs/MRsyVY6H7BbT1OARzE+p+2fLsl/iq9lV0l2RUguZSNfBjSiPEyzsguC3V1gtN+A6P4x5jZQQt360Ie1EJdnc6CY/aNyCsJpibWbQbCXl0vaqGWFAXDZxpOWaBrBS7Y/vAxIjDrSlnNkb7UhOQb64uw84n7HpejRyycWzkCqbdlfgbmHbpDuM2yRYfN+JjTiAFx+vvWobScm3Rqm1N1Cq8GE/Z2idfnMZH59n15Ui5//YPmqOTJ33REpvUBgvimkJRxWxIwpHjp9oJqOWida9OLvoTEdkEiNUyNflcCQKdNsPKROuK3nHHFiSVM7arjnNC46b4qgN1eX2QNA6ePHbWGCmxtnB8ChO+FVOu2+DgakizdIDPio7NlPi0dTvMrK81yVkc9hUeleShREXBFMK49RDn46v638DLil4HmcWFaLVtM2vOyYdD/GyxuheVWRh+/UeERWrAUeqvkYYAr66FeDhQa2TyND8B8x9uRamONABx+V7iPwLdnbXaoCqNChcS56Gt4DLMuVTfr1TNw01Za3T32Ah+uSkS+fxqfCxmnj7BGLtUBDFb2tRvgFEnYKMTA3AhJhozTp8w2oSAirUkVGe1OrH10QMsv6mvM0u+yw8MHWHA2K9Ov/+mtvdzo/Bt5BYoNFpNRwGHj6/8p6D5/6MT8LvKKbk214eHYs39W0w1BwkfK1us7/4BfK31TWLe5Jikv+ab1yHPiE7z5v4D0dVLK5/wJn1Wp8299IVIKbnAuouNqBE61WI3uqvOMf7qtu/jc0bVnOjOod6Ouf+YEuCoCZTBW+MC/FefxTX912Tgr8lADQD41+S1ptf/kIH39Yv5RXYUNj7+BXK1HHyOAGMbTkEzx0DW2WpUaYCciLprAGFTcHj6zJYLca8w7exxo5k6Mng0mjnRkqbOwVuRUMBeNkpYexv6Dnjrcy46LxuROZkQ8fho7eIOSxZtwbfu/D/smFSQj73PIlAkk6ODuwd6eGsNHip2XfdqKZ7mRSM6ywFFMhFM+Ep42uTA1UKJRXV/haTcfOVKXCymnNQ6Ruoeel7LNpjbUh8oIW/pd0Y+ZEqqnczMMbpeIwTY6zv7fn3nLIJfRLDqrI2sXR8ry9k2Gk0ZNFndADULA5HnBY7dGXA4lDnz2aVzOBr1BJ4umbC2ICL5HGTnWyApwxZLO3bF2EaGDLl3lf/k4kT03bcTRVJDll+P+kps6GaofXfq5XOm/JyYn4xt2ASO5vpMrl3RYVgReZrVFMGaZ4lb/Shoky4tQK8rxssCF9XriJHelGGmkV2HJm8q+7TNZoMroWxOjUaNnLT2sOJk4UG2E5JLJLAXlaKlQxpkMIG5Uwi4XCqAr84dC2VZKPbF1MfdLBfmsmxhn4Ygn2cQmDQA11YfcMwqe4Wn+SdRrMiEhcAJAdYDYGOiX3Z96VEXTLtJmG4V6DAdsoirwO6u59G0HgUASxUJiE9ri1ipLW7k+6JAKYKjsBA9bJ7DQshDg1qRleV+h6P6YqD1C4O5E3+Kc2WfY5AXNRZJK4qEVdEQXE5xx8YXjVGoMEEdyxwsbXwbGfBAY29DYOOH2z9AKXsOFcToWWcqAmvpm7Qk5n2LjKJtrHnnQIjm7i+ZbSWKLOyLG8wYPOQUW6NQZgYTngJOFtng89Xwt5yO1o5Uq3DCn1twI4HKFlQNS5EGj6bRstH7ifsw9Ly+3pRu++XNSxHU5Gvmowb7lqJYyc4QEvMUiBpNWZIXYqIw4/SZSjfhCglAgtuRguCdAwehXXm5f1FqS0BTiA3p/hASbUPSQqPBLKdIlHLrwMpJv4Q6s/QBHmfshkyVDYnQAy2cpsFMqA8ur7h1HZsfsuvb6WrWZRRdgrpgEqMNWaAWQAkOTDkqmHFUSJA7opnXg8pUzLv1M04kSQFidKTgUKMUkQp8EyVO9BiNutYUFChQlGDyvZ+QLTM0rvq47lD0r0XNcTSqTPhv2MYYB9lbFMLStBQyhQCpedaM5u2BfhZo4T2Nabsn/gpWhF+FNMMMaiW9n3G4apg6FKO9qzPWB+q7iCeXZuNQ4m2kSHNhK5RggGtL1LfUL6nVKKKgySEsP31GpQY8cG12gSPUGqCQ40VlZzFO66lFhQw4N6ZhY+YFz9tEoawMHXdsZWUVBjg44viIoGrLVlSM41ZiAo4/f8YAOL42NpjYuJnBvfNtxvyu9ylWFiG66DkUGgU8TL3gKDJk4JJjEkOue6mXkVnyCpYmTmjt2gcivhFDmDccZExxEs6kHkaRIgMSgSP6uAxFbXP2kuvkknyE56YwL0Wa2rrBUUxfYP1TYvezx1h866LBcMhvi3NDJhhUFfyncRNznuab2WUByL6ft+vAVGv8VZFcfB6hGYtYuw+wXQBfK+MvPP+qMVW33/f1OUN3njUAYHVXvaZ9TQZqMvAmGagBAN8kSzVt3nkG3scv5jMvTuJ23nY4W2mBuOwic7jy+mFKU/qAVBGa0j3QFBKh+Iq323xwLL4Ex5SWOJIIS0vGsNcYXFwZPQneVlS/iWj1Pc5IY12Hkf4B+L4rLWOrTpASpW/vXMGOyIeVuxGR6d+79Ecnt+qZdVTnuBVt192/i9Vht/S0p+pa2+HU8HF6pS0pJan4MWoJeILiysOQB9M+9tPQ3ZUyaCrixxs7sO5xjt5nXdw4WNd/LoT86jHbSCd+O36AnMMuuCUg5a0TtIBZVv4tCItmQSLQlqjlyczBtdkOa0mjyjGNPXoIt5MTWVNmzH35bfLLtg95IF1wQctk0m1jYWKCR9M+rHzgLZXL0XvfTiQVaMEb4ga7rFM3jA7QzmfHqxCsjmRnCriZ2uBcdwrWlSplaHNe685adXwrmwxDLxdqDEAiL2ceLBXU2bgiCjm1YWF/HFwuBX/y5YVY/HA20mId8ShbC97WtshFwzqJmBWwDLXNKWinzpsDyM6zp1LYAVwbdr2j1+V+7MEFuJ1O9d6qxiifeCzvoxW6T8pbh6Ki5eDpnE8KjRCu9gdgJdaazuSl+kFSxeG1ou84lS98a2nXb3Xocmx7yINMrmVVetnnYHPvcfC20pr4pBZl4V7UOAxw17o/Z5eJsSm+PxZ30q5JasHvSCn4iXU+Ap4DGtcKZbYp1WXY/Lw3wrK8wTfTMnjkcj7qm6RjsO88+Fh0Z9oOOLoDT5L1r8mKA5iKeHg6jZZJx+fcQqejxstgt3cyRWdfaizS7vjnSC5idwF2MCtC6GBq0kEcWQce2sOYnXCIoUh5EMMKjgo4FzShEjyKetkDdSziWef+OL8lmtalBigkYvNyMfnUccQXaEtc27l54I9e/fWcaKUKObrv3oHUIn39x8H16uPH7rScuSLCkichRx6qx0Ak5ewBDlthZ0bBOhJxSa0xJyIQUcVaN3ke1PjM9zqC6oyD2Iwykw8n3sTaaFpeXTVcxLbY24aWScuVJWiy8Ve0838BT4esyqZFUhEuhDfEd6180au+9ntrzv2NuJmhD9Q6ioU42v4TmAmqJx9ADvZatq+O3ifrRN7BhwSom3n6T5QotGxfAizuGjQUnlbUqfjfGo/z72N73EbI1NrvrJ5O/TDQZbge8JkrzcLx6ElwkmidonNKbdDS6Q/42Qa8VXpKlDk4k/Ilssq0LzvsRXXQp9ZymPG10gWk860v72D1k8tQl/9aEHB5+LZJHwzxNHSZf6vBvIOd2u3bhOQi9hcdS9t0xfgGWub4mxyOsFz91/0KlRHBz1XdemJYfS3b+E36rE4bwkB8kvMTXlUxhXI174EWDt9XvtCsTp//323fx+eMqjmqAQD/v8+amuPVZOB/IwM1AOD/xjr/42b5Pn4xLwwZCjebXINcZhVJMK/eNlib0x+tGtlNaPIm40G+A0LzHJnPAq0z0MwqE7oliQqVCr0OBDNur3ooGAdo5uyCw4NGVf4Ip1owF9HaIQWNbTOh0nBxK90VUfl22D90BFq46Ltw3c2Mxaonl5AvL4WHmQ1WtxgE+ypvzDdHhGH5Pf0yJTJWMV+As4PHM3pzukF+3F5IiEaBvAx+1vbo4eED8kP8beJuSiJGnjjIumsXN29s6ze4ctsnF87iRPQTuDtmw1xcxujWJWXawkrggPNjJsC03BWP6sENw91Me9xMd4NCzUUj20z0do0Fz2olOGJtn286Zu/tqxiZMQLqCQhiQDQENTwUKUSMo2rcRAoAEm2uQQf2IKs4DgM8ouEoLkFKiQTHE3xR16EOdg0cWrmWXXduQ1y+oTYW6YcYsGzqT/W2qhvE4ZeUVb0qToaQK0CgbX24m+ozGteG3sXPd28b7VrXoXLwgT14nEG0/fSDwCinR49DXTuqjbU84gz2xlFgqGoIuTw86k/ZWCQ+fbgfF9MiDdrZmpjjWMe5sCgHEHJlL3E2cRLiM+zwKMWLKQv1s02Hv/srtHVaAh/LfkwfMcXxGHokGAUF+qxEsk0slmH9B13RwZGCa5HJB1CPvwSPchxwN9uF0UQLtEtDC7t0RMq+QIAHLXOsiMyyLJxMOYICeRZshI7oX2sobEX6hgqNN6xGoZyDALsk1LNJY9yNH2d5ICbfEX7WXJwbq6/nGJZ6Gb8/vILcMg08LHhY3HoCnCX6ZVzSNB8I9AmFlWOKk1vC152ywZ7nJmPA/j2MW661VQl4fBWkUhPk55vB00mNK8OoHhuJrbcGY6LPU4O858lMcKX4OwzzpwziMkUcnqb3QkS+La5m14FMLYC3aRYGOD+Cm9WHcLXSml/MuD4NSlMZCuUiyFR8xg2duBxrlBysaPAFnC2oi+fEK3tx/SlxvTaclLU9Bw9GUXMeEo23f4d8FmafACo8HDsNkvL8T7n8LS6lCuFtlgUvixymjD2h0AbRxY5o61iMPT0oqClVKFB/06/0/mqiBoergYZoBsoIIghET58HfvmLgSNhQzHILQLBCfVwI7cWA9T2dYjDAJdYbI3tjaltfmX6lCmV6LVvJ+IKspk5cdQcEECRCGv29avHgIAVERz+EF9fvwyRuZwxNGZCwQVXQbRbx6C2Df3OII6b15IHIr24FBHp7iiVm8BJko8ApyT4WI1AgB0F6zQaJbLTPFAgF+Cbp70QXWQHMU+JMZ73McA1CmLzD2FuQc1sVj09hLMZ1IW+ahD249Wu1GQno7gYn4bMQz1XQ2fy4jITeGI2pjbtqtfFzxEHcDX+GVRqDWrb2mF16xkQ8Q0dlIlD+MXUZ0gsyYO9yBw9XOrDxoQycitCnTsekBsBfvn1wLVjBzFZJ1blQ8JcfpCWAlJ63MbNHQ0d9e+HFc2TCwvw54vnyC4tgYelFQbVrQ9LkSG7jYAi15PjEZGVBlJ6TF6U1bFh1whMKyrC+Zho5JeVgTiC96jtCyHv7b4vK8YZn5+HS7ExKFHIUc/OnikB1XWCf5OcVLRJkSZhRdRXUOqU4FZsG+0+ER3su1R2tzV8GJwtogy6JyDgsDoXqs0EJHk8ljgHCUUv8DLDGYVlYliIpPBzTIOHpA4Guf9e+X15IeU5Zt81dH8ml9PujuPRwk6fdfumOSDmN5ujbyAsJw5El3KwezN0daEyDFWDrOWF2GjkSdnXkszHe/OPRo10pjZsji9b6b+sfJNxkt8+R58bakRbi0SMwZRNuUTMm/T1tm0ySu8iS3qPMfGyETWGi1nnt2bFvu0Y3na/9/E5o+pcdedQd/s/pwT4+cSaEuC3PS9r9qvJwD8hAzUA4D9hFf4Hx/C+fTGvD/sDKskRoyuVntYC33WmboWq3NlYGZmLLQn6b8aneDzBIn9r8GyogykJ8oAw6+xJPcFw4ti7Z9BwtHDRMovUahXCoyehkaX2QYloQ0WUjEFTH2peUBHfPT6Dna8e6D1vkx/Lwe2D0MpB66zX6cBmxBeylxV/1LQN5jfTakkR4G/utVOQ6mjmtXB0xbYeQ2AhrL5Y9+g/DyIklZ0FxwMHMTM/ZqZDhN8bbVzLKqhOtq/r8wF6+dCyYXXhUqB0D/saCRqDa8sOOL7u8vPZvhKWIilyCvTLjWwsilAoE+PVRFoi8zg9DYMP7jXa1ZVxkyrZJEFHD+JOchJr26CARljWmZbBVicUaiVWRO3AnZwnlbuRh97ZPsPRy1lb+nzo2VMsvMTOgjMXCBE+Yzbz4548HPmsXWN0CMSJcG1vCnRsfnkTv0RdZm3rZmaNc92oZh2JQoUU8+7vwcNcrQkKAf9+aTYaAdba0q/QzJ/w9dUUPM9wYUo1K8LKtBjfdEvAB560TPVG8gtMOEr1ANliVht/fNKcagTOOXsSSXk38bgclK9o39g6A3bmrbDlAy1AHJZzHydTvocJT1uWWKYSYbj7Nwgod+sl+/v9/hNmNr6Anp764FpwZFuci2+P8BlzKoe1M/IRvg65pPeQSADSox8EoYE9fVFAIjfFDxY8dhfg2wX26FiH3gOmXt6MsOQ0eHung8fTslSLi0V4Fe2IJ9MXMKCMXCZDcXpzWLEZdgD4JaoFFnTWXjdTrq1GuDRPr6Sbr9LgaMdP4FT+kqNAlouPHn+MhGIblKm07EPiXuxhnocOpvUwoxEF9lY9uYAtj+9DlUcAIu1aEtOFJl62ONSFlnqnFxeh1baNgAkx89BZTTI1GQf7B41AK1d6jrQL3oQA9+to5aplJJHPH6Z54MbzVng0jZ5zv9+/g59Db4FjSQwetH1qVICmQIBv23fH2ADKIrod2QnLY5ojQaMPJrcQZmKYSzr6NjrKtLuWEIcJpw6BoyLOxzqsQlJozFPj0aQ5sBZTJlz34M2IVWVDCd2DA2KuApP8OuCztlSfMqnoT+x5ugHBDztCppNPT6tMzAi8gWF1blUybp7Ht8T/sXcdUFEdf/dupfcmoIhiAQsi2LD33ntvsbcUjSkmUWNijBpL7BV7xUqxgYrYxYKCiDQRkd7bsvU784Zld9m3EUz5/iT8zsmJ7Js3b968eWXu3N+9o0MGIF+szrZTYEL9p/iuXW8YGE1j6vz07mGEl4SrdaTqn3IpH7f6rGF+KJaIsDF6BLjERIUlnHiTMKExNVoiseLOIRx+nK5hPtOitgInhnwKPZ5qLLwvzsXMu4eRUKhif1oKDbHdezzcLVQLVvLcpYBIhxSGsBu4llV3JieADDFPOB7xXOOM2KQgWE+a5UdiHvXpdX8EJtA0eBI8Dgcr2vfApCaasg0hbxKw4JKfBqvQw84e+4cMq3IqqPJYF6OjsPTaFQ0jMGLkQ+Q/DMoWwSp7LqTcmXfHcS1Nk2Gt3L+2gRO+a0JZtO8L3uJZJjX0YQtD7k/oWrdqi1aZojjsiPwMvo/bokCkGscm+sUY6fUQ85pthpUe/VaZHnoUt9PjWY89xKk51rWu2rFJRSKpBINvbkamWPX9Q4h23W2b47fWVLtUGbcS32BBIJGCUL0LCJDsM3h4+X1Oynof3YmUInan9+/adcMMd81U9spcq0KxGHMCLuBukupbiYB/OwYMQRtHzUXfytT3XytT3eYZbNenBgD8r43amvOt6YF/pgdqAMB/pp9rjlKhB6rbi/nb4C/h4KjSYap4QWPeNsDm3ruZn8+/mIPPw+uyXvONLd5gaHM6oSmVSdHziA/e5WtrNDW1sYXfmInlK62KIh8oCqhYfsXgWPiAo0fBuqjcFAwJ2stGtoGAw0XkcCqOT6LpgU0aExT1ese7tsDqTjStmDD/ep7drwH+KcuOaNAUG7pU3bSi/cFdeF/M/rFMEJI386guGGFmdD6gOzVzZdcemOROJ/B/mOKp5hxblZtxhP9GPH6nEpxX37eFIwcXBlGgMig+FrP8L6CucR5G13vFMADfFZvgVLwr3hebMOLvSpYmEZ6fF3gevetGwNWCsMa4eJzujLDUxjg3diLD7KhqHEjww8kkbbdAAlFsarkYDU0ocEI0r/odPYiUQlU6tfJY81q1xZL2HZk/C8QitNipAqortoe4EJ4aOZb5Oa0kH0NvbEdOvgQyokum4IArlIFnLMG37n0x0UWVvkjKX38Ti09v+KFEJmGYOcNcmmFNV00jj2UhP+J4uCZTSNmGxnZZuDRmNfPn6ZfP8VWQtu6SsuzY5s2wuht1Wu11xAcxedoMXrLNydgMt6bMYMoRh8qfIydAn6ftNloiNcbK5kfAK3Po/OLqOMxwu8V6uX59OgwHB1Pn2OTCfHQ8vouVIWIm1EP4FJomTWL/wz6YrJaqq/xdqgAmP+6LUwNpnQPO/wo9q0QN8E9ZNjvLGNs7fY7G5g4g6b+1ilRgfsXG7nntjtmdqf7hoegH2BJ/gVXP0UBqjpCBlFUYlfkMn744wDBhKwYBAb2EPPzehT6vXmUFY0zoTRTl60PBuNdyAIGcGR+r3Y0wshG9h0i67hDfYyRXlz6/lNgawUIVHPzarSfGNKWp5yP85mGw6zPWfr8c0wzH+9Nn8ZzL53E1Mwocvja4RZiKo+1bYk0POvY+uTQP98WqtFr1ygcYv8faHrTOZSFXcCz8hQb4pyxLjEWuTpyGhmXMvsY+qyFSsEgPKABXU2NcGUU184ITt2GBf4EG+Kess6VDAo4P+wlCnjnzU49TKxCXx3ZvKHCwlye6ONMFhGmXTiKWGwYey7lnp5ng+Xiqp1ggycLWGN16Xk2MR2OIE2XH+sWF4tMAdrbviOZmWNeN3kMEgJsQug/PsrU1HW31TRDYcyEMyxiD9+L94KW/BHwWADIk/wd0a0S1JJVx991brH8cioySQtgaGGNp685o66CpG0c0Ar9ncU8ldXysecKmx3ew6cldrTFHhqnv4PHwsqMLdulFheh5yEcDMFLu1L9BI2ztr2KIalWm44fY7CwMOHao3FxCvdhkdw+s6KrJ0KxMvT4JO/Egm50Nbso3w9oW9DkTnnYfycX0urKFVLIAgxvNqcwhy8skFDzCqFOByC7SZm5bGhXAd/QAOJtQfbtO/puRxqJjSba5mtTCxd46tGL/oEUz7vrgSa5KDkFZlICAXzcZgjH16LEziorQ4/B+ECCuYvR1aYjtAwaX/7w7/CFWPwjRKkccqq+MnAYbQ/b32Yc6LktUhPWPbyA6K5Nhpc5wb4MOtVQLuR/a/7+8vbrNM9iulQYAuP9TCKyrbkr0V48BSWY+Xk2njPgaE5C/undr6qvpgX+mB2oAwH+mn2uOUqEHqtuL+ZubX8KxFhFzZ8/NS0xxxLpuVCNq+tWVuJGunQ5FtnWzFWN/bzrxup+chHFndbPSrk2YigZlE0l55nBAqp3Cx1RkMBJcMwqIzLpzDDdTtT9sld1/ttt0NLOkE5X+Zw/iZRaLaQWAb9t2wSx3am7iE/kYK+6zM7wIWzF6yhdVTkPy2LsVuRJtgIU5oBoASNLtWu7eBpFUpTOmPpQODhlR7v4oz18HFLO7WcoF3uBbHazyfdjDdz3iSKYfS9SzUuDGKJoS+TorEyuv/YxdHa/AkK9qa55YiOm3+mPn0B/KBeDlilKEJQyFmUCTnVMoHwRPp50flV4z9cFKpJWyg1sja/fAJ/VVExUykZjjf0HDVIZo+q3o0l1De9Hl9990pjSNadocv6jpTnof3I60vBKNXuLw5Lg4chKaqqXd7Xr8AL88JICZ+n2kQENza1wbR5lLJDoe3ID3eeyMJD5Pjtfzab+fiwnH4ksEAGS/L4e3qI/1XYYxZTsc2I1kHQwNGwNDPJo+lyl3PfU67mWpHIErXvretVagtRVlc1yI8kRD4zTW8XEvyxWfeND75pcHN7Hr+SOd4+/qyKlMWj0J5x1rsdXbH33sksvHglgOLA9vj3PJTRA7g7JOBwb+AANzlWabeuUKObDXay3MDUwglUqRmtgaDkZFrMf/9mlHrOlHGZV9Lm1CDof9mUDMasL6U1ZQWEo0Fr5gdzAn242lPFwrK5uZ+TW6+xuiMF9zAswVSuHb+zo86lNG6q13UZh8gZ2RRLbPbdUYX7Wlqd/f3huGxtbs/f4mxwrL21DDjjEBPggrYNdOJdt727hgRw/K+Gl5ZjnEfPZxZCqV4d4I6nDbbPdmFIvYn0dk+yetWmJZe5o+6bzvVyiIcCZLGPHleDmZXsvFQdtw7iX785ADOZ7NXgQTPT3IZDK47Ccajex1dnXk4UB/yrwDusxLAAAgAElEQVTseXo33uZnwdYxB3wBZZQSgCM/2wi52UZImEPB3IzifGyPnQAhn32ho7SwP1a0WcCUnRLwO0LjVFp56qdlZSzGo+k0VTm5OBe9rm5iPW/y407vCehsR5nb8wP9oBBdxprWN2EsoHWXynhY/qQjkiW9cXQ4MQihceDFE6x4FFTx8YGf2vbCxKYqFt7o0ycQlpLMevxBjRpjc186jqoSf8SYn97MCz9402t+MuI5vrnOvihBDCwi5y6CXhX1aLc9uo/f7rGDdcSc6cksqo1ZlfB/fxb+KeymWS5GjfClK5VuIPp/d953B08HQ9RKuBltHasGQN599wITz7LrxpJjHhneG+1r0wyKNmc2IhfaC1ZkWx2+NYKH0Od2VaJ14ArIyvWZNfesb2QP3y60P09FvsDXweztJHdg5LxF0OdT1ivRVP71QYjGc97ByAQ7eg1BC1t2Y5UPtZncR5NDD+B9sUpbkCzq/dhyEEY4/31mYR9qV3XZXt3mGWz9WgMAVpfRVtPOmh6oXj1QAwBWr+v1r2ltdXsxfx36A9ra+yFZqi0KbsMrwL23LbCpB2Wqjbq8G2GZ7KL3XtZW8O1LDUOuEdZYwAVN/T/lFeYAZ0eNQ8syF2B5Rm9Axi5QD73e4FrQ1frRN/biWbbuCe+mNkPRvw79sL6c8BpzgrT1lWoZGuPSiKmw0KepOSRt8UCUyiik4iB8NeVzRjewKkFW1eMKslnnsRwpkLCQMgBJbH5wF5sfaGtEEZ3E4yPGlINW12Nvw5UzHz8878Q4whLAop5pLn5vHYQ7efMwzkuTKfAiMxV7I8OQVJAHcs6T3FrC215TT6j5/l9RIGbXbTISShE5nU7gFfIiFLzvAGN+sVY35IgtYVknFBwO7aPMvLXIymefHNtbboOpEQWsqhKj7n6DQqn2sUkd/e3bY2FDzbQmoj9JTGXyRaUMyFzXnLKL1KP9/l1IZWEKkjJHho1iNLVIrLp9Az5P2MeHoZ4AEbMpu40AUQ326AIFFPi1cx+MaUpNQDz3bEFuiTbrgmwjeErcQsoau5gQjs8DrkJBhBq1QoFPvF2xrDWd7Hc8tAfvCrTZtmSbjaEhHk2jE0nfxDOILtQNbrW2XITe9pQdGxzbHPZ67MBrTHFjDGl8nSm3NOQMTr1mT2Mj2w/0GYGuZW60ztuIUzIHjc3S0aHWGxRLhQhMasykfPI4MsTNo8DNxBsrUaqnrdGo7IZ1zX6As6k9sooKsfHefPzYTPseiss3w+Sn/XFvzEpmN6/zK8HTL2XpSwoePepHFxpOxdzHxgTdDub8EgOEDqELHeP9l+B+PPsE2NI8H2GT6bGvJT7BTP8bAE8OjoGM0euDnAO5iAdIuVjQ1gVLWtF0vxWPBqOeOTsyn1xghm89qVHKzKA9uJ7JDpKS7QPtnbC5C2WYNfVdCQVfAUmJADIpHU88gQwCfSm4Yi4iRlOpBdcdGyAmlsw6ootLXfgMGMlsrbvvV5gLSzG/wTM0N82ESM5HcLoTjiS6QY+nQPQU+vyY7ncaNxPYJRHI9pCpn6COqTlKJCK4HSDaS+wAoKeNAmeH0vExJGAfnidlM30o1BczKb7iUnJuPPDNRIidSNng0Tlp+PrWT2jTUHvhKCPPBKKiAdjekxqLjDz3G56wqxfAWE+C57Pp+UTnpWLYjZ06+2h9qxHoXwbwTD7ni9tJiTAVlKK5ZQa4UCAixxo5YgM0s7HFxXGUnZgrKoHnsa2Qs5gycRUchE9YCJMyB/u2e3cgo5j9eehqZY3ACVN0tk3XBlefjToXojo6OuFIf/qM3fskDKtvh8DARARD8xJweXJIxHwUZBhBJuHj8cx5GqmjlWnImtsh2K3DTZqkIb9e8HmVF47yJLn46eUyFEi1n4kLG3yJpmYqQ6YDzxfB1oQ+y9QjNb8+pjYnpkxsz1/dZ3YnKRGTzmm6rquXJgYsHerQLIqex/cgUZCqxUomixyefBecHDa+Ml2oUcYr4AcoiIgvS9jrWSGgB9Vu3ff0MX4O1dZJVu72cMZcWBsaatRCMiZe52QyDNeWdvaMVuTHxtTQg3iQqf3dR7I5/HrOR11jTU3ajz3Ov3W/6jbPYLsONQDgv3V01pxXTQ/8//ZADQD4/9v/VT460eeqTHTp0gU3b+r+cCF1XL58Gbt378bDhw+RkZEBGxsbtGnTBrNmzULfvpopeZU5ZlXKVLcX8+7nW+Bt+ivipTZ4JzUv1z+qxcuDm14qTiWOxcpO1D3z6/uBOBnLrr00xqUF1nhTPR0i6N3tEGXeaPKhAB4XCJsxr1wvSJ4zHyjVkepoNB9cE6p5te7FVex5zS78zkzgBy+GuZB+sBLNrb6nD1AmnrIBCqBXnQbY3Xdo+YRiyY1LOB2v0pbTuM4KIHbaYgiqKG7+2eUAXHgdBQXB1pRzB5L5JwOM+EJEzFWlRMYUxGLutf1ISLaAgth5ArC0yMdXnVphlLMqnWrxlUBcjItgJrjqweHKUdfUEtcnf1L+88138ZgRdFYjpYp0wfpO/TGyocpZz3X3WohYwSVAjytH9Cw62VaU3oMiR/ekkmN1HhxBE3rdU/ugVMLenyaGw+BgpTv1Vtc9tuTZZkTmswNMc1xGYIhj56rcngybwW3bZhDdK7ZY2r4T5rSiDNG2+3Ygo4h9sk1SIhMWUTD3btIbjPfXPemrZ2qOGxNoqtkf1cnlchC7gLKc7iW/wYQzurU5v+jQBgu8qM5ahyO7kZzHnnZuY2yIR1MoAHg2PhRRJVTPs2IQ3c2OFqvRzZFOjgNi+qKePvu1fCPpj/71KSP15Mv9+OoO+6KAPk+M0LETYGNI3Yqdt66nKCdL6POAV3Mo+PnpvXV4r2C/5mIxD76dN0LAFUAsk6LDpeUYbJCIzxo9gZGAstfCMu2w4m0rJOfYIHwCNY7wuvA9eHrs11wm5eDxQMoATC2Mx5Dbu6Fr3l+XI8CJXpQx13T/zygp1E4VJts4PBni5tN7KCz1DUZfPAmYyLROX17Ix9JWXpjrQZlG826NR1t7HY696bWxsQNlVm958Bs2JegGNFe6mWOSB03DbXR8FSQSARQyTTCDy5dBwJEjugwwa71/G7IK2dl6ZLz/1L0bJjTzYupsfeQH+Lb3Rx1DTQaT3/v6WP6yG55NpCZCmx/exeb77EYYhDX2ev5n5SBLo/1rIJaxL0pMcjXDqk50gembu/448+4pJLl6UEjKynMU4JuKYajPxfORFKwrlhTAffd2tHB6Cw/nRBCGLYmkTCvcjGyCKa1t8FUrel8uvbkPvs/ZdWPr20gQNI7WWSQpRcdL61AqZ2dKnu82F43MqO7lT7duYv8zdnmN4a5NsL43dUs+EvkU3z3Une6/1rsvRrvS+9Jr9zbkiNivUT1zCwRPns6Uq0o0PrABpRL2e8PL3h5nBlIgmej/Lbp3CGa2mtdcLuNAmuqIe5MWVRmsOxMViS+vXWZtrouFJWMI8TFBjED2xW/HexFN1TbiGWOc0xS0stSUbRDLxDgWuQRWRjfKmYAp+c0wrNFWWBpYV/nQ5Nujw/7drAxz8uS7O312OWP+iyuBuPAmAlwLMThlWqckfZ9ois5o2gbfdupa5eN3vvILCmXsjOh2lo2xvR0FnUPfvsGU8+zvFysDQzycMafK17KyjSV6y55+dMGFLX5o0R/j6tNU5Zpg74HqNs9gOwv1c2i877P/mRTg6E/oYm5NCnDN3VfTA9WzB2oAwGp23f4KAJDo88yZM4cB/3QFAQF37vy4dMTKdGl1ezHfTjqFR8n70d/xOSQKLkoVfAg5Ugg5ctxIb4y6ZoPRrwFdNf7pcRD2RbGn+33i1hrfeVGNpqSCdHQ9cAiKcntIVc8RR82ns+bDuAysU0heQ5E9ClBoplmC6wCO9TlwuJSZGJeViX43drASRIQyPp6P+hpkQkli3pWLCIwjguYV2Swc7Ow7BH3r0xStLY/uY/2zW5rC/MqmirmInvkZ9NVSmp6npWL93duIyc6CiVCIQY1dMbdVW4300uziYnTw2Q2RTHOCSET1v+/UFdNa0gk0GavfRnyLVFEqpDIuSksFEPClEApljAbX6uarUUufOjt2OrQLybnsqUJ8IQev51DQiGgvep/ciSyRNmhFVuvvjZ4D8nFPwn3nZuQrJNr9qQCMOXxEzPmMtrP0JhQ5dOLNFhzL0+AIqX5ZQkpXiKUqIXn18sYGA+BozZ7G/Ef3VWRePJaGb4EcmqyGOoZ2+L3lYujzqmbUQhiCrts26UwBVhfTd9+1BYWl7Gw9dQDw3KtIfH6DMrPYws7IEA8mUzCm/9GDiMrK0NJZI/Xp8/iImk/7PSI9GYNPnNBZ59Z+XdG/IR1LIy4eRVhSCmudzextEDCcArino1/gYtpGuFppp8K+SHfALJev0N2JOvfeT14EoeQC9Hma4zhHYgBrs4VobEWB+aj0g1h5/w7upzTUvN24wFS3UHzZdjOMhPWYso22bYCY0FsqgoAKBfrVd8GO/pQhevHdReyKCoahkXbfi4t5ONltHfR5BgwY0/L4eljaFUAol8JaIUYx+MjhCiAtFcBIZItbYyjg3sn/axQpeBDl6UNcqMew/vhCGQytimFqWIKQ3oSdCOSLYjEweCckAm12i0TMxa/ueujhRBmADXf+CplYBwuGo0B8Gdv3eVoKhl/fz54yq1BgtccgjHGjAE/Lk99jRrNQGAs1z71EKsCeiI54PIoClSExWzHtdiE4BtpsH0UxF8e72aJtPQoGOR9YA5QtMFQcUMQROG4qBetmBZzAtbh3OjUA9w8dim5O1AH5wqN+GFSHXZLht1fD8GVXCjSLpVK03b8TuaUiVRPIgogcmNyiJVZ2UaVYbnh0GL8/IyxvTZDYUCDFg3GEBUd11YjeZye/TRBxxAwLkBlSZXqAXzTqidnN2zPlSqQ5mHrtazyMaQieQAoTfRFEUgFEIj2YGhfh0OAmaGFF03APvbqHtSHXUUicmpUYpBzgyRTo0dQCu7urtOL2xdzBb5HagN1QJw+s9lQZNxAX4oHHDyGrRPPdZiwU4uLYieXmSVuf3sH6Z7odzL/z6oIZ7tTxu9eh/YjT4bTesY4TDg1TpRVXvNa6/vY8uRnZ+QRMrgDOcxQY7uqGDR3pYlR0fjJmPmJnOtsKrODbmYKkVYnrCXGY4cfOuG1ua4cLYzV1EqtSN3nHZokzGTdgK6E1s2igK3JKspBUEAdbQ0fUMlaZlFXleMqyuliNszxb4euOXcqrTMjNwZATR1AoLgWUZkcyDmwMjeE3biJsjbR1BD/UnotJz7D8ua/WI5YLHvy6fg57Q8qIJwthn1w8h5BETbMhsu23Xv0wzI0u6ikjKjMDa++E4lVmBoyEAvRv0BgL2rT7KPfnPHEJ2gWs1XkqXzfvgykNNIHaD533f217dZtnsF2f/zoA+PbtW/z+++8ICAgA+beenh4aNGiA0aNHY968eTCswMD92DH+ZwgxhEDj7++PGzdu4MmTJ0hMTERpaSksLS3h4eGBYcOGYfLkyTAoMwfT1ca/Yn7/sedfs99/rwdqAMBqds2VD4i5c+cyDz9dYWRkhHr16ISyYixbtgyrV9OVxZYtW2Lp0qVwcXFBXFwc1q5di6dPnzLbSLmffvrpb+mh6vZizixJQWpqbzwuNkETw1TocyQQK3h4WVILrvolMDP3QSNLT6avJgQdw91Ulcupegd616qLYz1pysrhl8FYHsQuZE+27xnaDT2caJ0kFJIXUOQth1gcBS6HC75eO3DMVoHDcygvwzAFggLAtytlJpIEQyCTeI6YA2mmAe5On4VaxtTR1nP/NmSLKgCKZTVNc/fE8o5U04h8/E4O8AUEauL8BDOUcuBkZIHQSapJ3+OUZEw4expimSZTYkDDRvi970CN1fL4nCxMPOdbnmZK9AQ/b9ehnFlGjp0nycNnzyjYQ0Is4TIMFSXzaJrzNHS2oew2j71bkF/MDkSROVt8Wdoo0T3sd+GAznG9v9cI9KhDAZ6hJ44gPD0VjI6/GkuSpCk3tbGDf1l6mkKWBkUGYSKwMUT0wbG9Cw6XTlRSsj5FfvFp1uNbm30DK1OVc6zORlbYEJefgUm3t8NAP4/R8iLXvFgsQF09V/h0nK4Bvla2zoHHDuGljvTJfYOHoZszFSLveGA33ufrMHQBEL+IMtaSi/IYFh4BI9iiXV17nOg/gdlEJnzP09nTW4lb8YsyhmhuUQQ6HLyIEgJIVAgOFLg0tjEa2dKJ+cq7wfB5Qp5tFY+vwFj35ljTmZqFrH9wG1uf30Frl3g0sU6FkCeDSMZHZLo9Hic448e2vTDFnd6XUSn98KbgLQhA5KCXxzCD34osoc8tRT2zbqhvQ9Mg/V9fQWD8YQS+oYY1qlBgdtPrmOB+GE5mlEkz5uwJPMhNBIhhBtNXBIUj/8mxum1fjG9GgeSovJdYGbERuYXGMDQsZe51qZQHAsC52fLxmwdlJJOov3cd+HpimFkUgS+UM2BQSaEe8nINMapRA6zrPIIp1+nMT0jJ5EMmFoD0n4Arh1hOkB4Fajll4t4Q6hxLXKJ/iRyJq0n1UcIRMEYkZMzJxVy0qxWPJY0mw8mMMp1dd62DuJSy6giAS6LcPVcNAIzISsGQa7pTr1d59sP4RlT3qumxNdATFGJwvXDUNaXMyneFFvCLb4F8sQlejadadOn5ERh45QT4RlJkFhqBDwWj/GVjUgRJgQBXBkyDhRG91519CBjHPjbJrwnTKFNx8Y0jOPeCXX+QbD85sh9aO1Bg4H18S9QyZGcaXU1phb4tqXM4AWEWXvWHf1x0+TUj/yCLNUcGj0J7R5U0QXhaKkacPwwpo8lWNj7ItbOpg4NDxpYv8MjkMvzycCouvquDHIU+Mz74CgU6WMZhTtO58KpF3cHJsVc9mon9YY21zt/d/i329p0NW4OmTNkld/1wJvIlFMyYUAWHI4e9lRHujlBp0ZF6jyU8xK7oUKQXF8JEoIdxLq2x0K0bBFzV/gWSUgwK2Ie3KYWApIx9KVDA1laIgAEzYKVPtSMvvw3D3ODgMva9+qIVBxyOAvt69UF3R3p/fRt8FSci2Zm5upyASXvJ4pBS003jBEk6+U1fXEuMAQibklm0I27VCkAox89t+2BCI/pM8H17G7/HaEtrKOu73GUVDPnsjNiKx1T+vf5uKLaHsZuvCHk8RM379G9joulq04d+l8rlzNjSlR1AwLUdYQ+x/2kYw9Yk7rbTW7bC3FZtysew8hgEWFsWfA3haSnMNuKAu7p7b1bpig+1S7n9ZMIj/PYqEFKFhHl2WQhMsK3NZLiZa8oVlEgk+Pl2CM5FRaJEKoWjiSkWe3fEUFc3jUNFpKdhjO8Jpox6dHeuj92Dhmqd04faSfqu77UteFuUw1r0SKdp8LLWlCz5UJ3/te3VbZ7Bdn3+ywAgAf0mTJiAvDyVBqZ6HzVu3BiBgYGoX//jTXH+LCFmz549IPNxos/7R9GwYUP4+vrC3V0lrVCxfA0A+F97Qv3/nm8NAPj/2/9VPrryAbF8+XKsWLGiyvvHxsbCzc2N0eNq1aoVbt26pbEqUVxcDJI+HBYWBj6fj1evXjHg4F8d1e3FnFaUgqDkIRCWmKKreTqs9ETIkwgRkm2HQv1CeFjtQDNrNQAwrQwAVM5TyuaV3nbqAGAQlgexpwqT/q4IAL7IeY/lTwIRmUs/gtvb1scqzwFwMDQrvzy+LyOwNIiK6jNgFDNPUU22PgYAvJWUgEkEACSr70p3TnJeMg6cjM0ROkGlrUecCsnHOlv4DB6OLs7aoDRhvxCTD1N97UlRrjgXn4d/juhYB6RmEJYjnXgZGYrg0TQBMxtMUQGAu7cgX/Rh3bjIrDT0v6DbEEQdAEzKy0WPwz5gJjNq4AXRXSJun/UsVJqQisLdUBRShpR6cEx/BMeQOuaSkEhTkJjWDzK5JsNMT9AETrYXweVqagpV5t6bdfcoQtNimaIEuFHCLOTvnz0HY3jdqguGP0l5j/FnT2mBuf2Ik2U/FZi7KuQ6fMLpokHF0COT0zK2XqaoEO3ObIY0nxjkaAItXH0p1nTtg9H1aDtJivjF16+Yf1cEjeqYmiFkKgWdS8VR2PNwITY8oWmC6jHR7Q6WdpwNYwMK7K0KvYH9T6lWYYXbEmObNccv3amuHwEAt4TfK2O8ysHjySGTlTHY5MCP7XqoAYB9EZRcigPv2kPOJyAYB3oyGT6tH4x29l7lAODOJw+xhjE/0Q4+R4ZrY2aBpCaSGHP5KB6klwmtVWjo6rZ9ML4x7aOI3GisiNiId8nWSM8yg1zBhb6eGE6OGWhoq4dtXirX8M1Pg7Ah7GnZ7VNWKYcDQx4QMfkL8MpS+Puf2Iz3uYVY6XkbvR0ToMeTIzbfHKuetcftTEckzKPmKySisg7AJymAqVMk5kHAk4FU09LQAuMaqtjlnrs3IEckp48htecHSfcncm7xZSnir/My0O+Sbvbrjo4j0Ls2AakA76M7kIYcyOVcENdhUi1x0yZAlLncGE8nU0ZjQkEaloSvwHDLNxho9hYmPAnyZAJczK2Lizl1scXzJzgYWjFlnfetZWc5Ey1ABQdx0+m5r310BDvv6QYAz44dAA9bV6bsHwGAF995YGgrmqr84H0Sxpw/yTo+6plZ4MYElXzB0JNHQVjWJJSMX26ZjsKuAUPQy6WMfRhzCLFFh7AnuhMk4FG2kwLwMEtCt1ppmO9BGWVkAuR9aCtSi9hTpc8OHw/PMi3aYX6H8fQ9+7kb6vHwciplwTNtk8uxKMgfl17HMIAzuUgeDrUYQNNQoDLJ2vDiJra9pMw+AsSQUJJfJzbwwkovKkdyJ+0Fljw4htR8U3AFNE2cAZ0lPNib5WFTu8loY0OBV+LeShYRUos0GeHEnfns6PEwEqqOTxarNty/g2Mvwhm3V1sjIyxs443xzdw1QLWE/GwMvXwQ+WKRRju9bBxxrOeEcpbXhgh/nE/TdoNV9svHAIBzAy7iSlwM6/gglzV24Rf/MwBgYm4uvr1+DQ+TkxgGnUcte/zUvZdOd3sy/sj7n2QRfGgCTK4VOd+qSo6wdlzZj4USEfgcnk7gV7nvhwDiUaeP43HKe9ZDbes/COS9WdW4mx6P2XePQsrcQKoY7uSBnzwHf7C/qnq8f1v56jbPYOt/9XNouPfz/5kU4JgZG5nm/l0pwOHh4Wjfvj3InNTY2BjffPMNunXrhpKSEpw4cQIEeCPh6uqKR48eMWU+Jv4sIYaQZL7//nsIhUIMHDgQvXv3ZubYJiYmDKmGtPPqVWokRGS2CEOwdu3a7M/yshffnyH4fEwf1Ozz3+yBGgCwml33PwsAzp8/H9u3b2fO+t69e2jXTjuF4P79+/D2puyABQsWYMuWLX95L1W3F/Plt6dQkrMLQ+y0FdCvpTsiS38wxjeik5/fX9zGxuehrH32WfOO+NSdapKRFOAuPodYWSeE0RA+e155CvDrvHSMurEfJTJNB0YC/p3rPgMWehQ0IrqCPQ/7MB/eFaOumTmjfaRMAZ57+QIuxbNPKjRSgB/fw/onoeyTYykH0Z98zny8k49zkjaqK9iYF+SjOqWwAGSVvbapmZY7Itne/dRqJKZpg4NCgQTBkyfB0YimInUiLq86mGgCHhfR8+n1qUoKMCkfm5WFmf7n8S6frkI6mJhi18AhcLWmrq3qoSg5B0XRYUCeCvAcwTGaAY4+BaDUQyJ9h5TsVUgsjGImH3VN28LO4lvwuKYfda95B6xFrpidzTmuXiv84DHgo+olQMNv926DOAebCPUwqBFJ526jMQELTojDTB3paT3ruTDsBxLkWva7ugOxWTmQFfMZrTUyzgn4xzOQ4VKfuXAxpSy4k5Ev8I0O98WxTZtjdZkDsUIhRtz71riTbIrjr9oitcgMlvqFGNrgKfrUjYGL40PwefQ69T92EFGZmSz8P6CeuXm5RuTpqBf48tZlSvJRxylJCiVxxe47HN3q0kWR069WYNVrGQQ8ORyERZAqOEgRG0Eh42Bvaye0dqDg+O5nj7D6PgUFlIAm+beSCXd97HTUN6eC7l6nfmdNTyfbJjRqiZ/b0fF0NikQP954hNwC7Q/fRvWScaHPahjw6H2z8/l1rAl5DKG+FLWNC1AoESKtyBDWelzcnrQIBmWATM+jP2ODZwCaWWgabEjlHEwL7YejY1T399KQS7jx9j6aOb2FmVExSiUCxKXWQk6+M+5NmlfOOm2yYz2KGbKaAjw+7UQZYXopOGAMf8oAQPL88D7/C3KVLDC1EcvnyHF78GewMaDn2uXkHiQWZYGvL4NcwWEAGWJyIRPxYKdnhgcTqJ7jkYRgmJT+gkHm2gYbZ3KcwTdagWFONBXWZc86yMpSZCveLEYQInIaZSL7JlzAV/4xrNINBnqluDqRPJPqMGXPPeyPIU4UmK8Y34X3x+o+tD93P32I1ffYAWKy/cWMhcz9J5PLmWesjOX5TsotaN0OX3h3YOr87eGX2BFvpvXcJru2NE2Cb79dTLnM4iK0OrCDtY3kx5WdumNKc7q4NZKk0aewm0wZCgR4OZ2mvJOYHnAGN+O0dRqdLM1wc6KKNT415DhCU9m1LN0t7XGuF03Rvp74Gl+/8EF2saabNNlmaViEDS1momMdFROE6MwRMw6ykMHjcBnToq87dIaZ2kITeSYtvnoJ56OjtM5/Waeu+KRMikK5kYCAvzy5jojsVAi5PPSo3RCLPTozhg/KWPcoCH75ykU4zWrFJXxc7bUcpmVmJcqtIpkE74ryGP3bWgYmWsDOvICLuFwNAMD0okIMOn4EGcWarFeSzk3SlJWLHDoH2//whgJJDkpkhTAX2kDI1fweIeOo8bZNzEIhW8xs2QrfdFKlNVflNJ9kvcWWqJuIzc+AudAAQ5xaYFpDb2ZM18Qf90B1m2ewnc1/FQAkYB/RsYoqBxYAACAASURBVCdEFEJUUc5Jy5+z69Yx2WvMO2rlSvzwAzXpqkr8FYSYjRs3Ii0tDYsXL2YAPrYg2zZs2EDfi9OnY9++fazl/uz8virnXlO2pgdqAMBqNgb+zAOCfKTUqVMHycnJzKpJVJT2R6+yO8j26OhoZqWC6C58aGW2qt1Y3V7MVxJOoIveCgi57B94x7MmY0LT75huEEklGB98DE8zNVeDPawccLzn+PKV5jtvEzHpvG5ThBuTp6NuGSto/r1TuPZeMz1M2efz3Trh0yYqIWylC6H6NTHg83F42Ch42qvShckEafjZY3hfqJm+ObxRE/zWo5/KBOTmJZyO+7AJCJmcNtxKVwXZYmhjN2zoQ9MCSRBtn08vB4CkzpAgE9zvOnfFqCYqEw7CDGiyfbPOOld27Y5J7pQRRcTC2SZyZFtF4fcbSfGYGaxtArKuUz+Makhdkv/OCEmLxorwc8gW04lSXSMrrGk5Ck3MP05XqeulDUgTsafhTnFph6/dtUHIv+r8yHPl6+CrOP0yQqNKOyNj+I4ex6RMKSM8OxlTbx1BkVSTqbmkWXfMcqXABQkylgjrJShBUz+NXEffUeM0XDRzi27gx5v7cTHenWHBkeha+xV+7tYV9hY0pZhEo60bdU7QCChOWDQkAt5E4PunJ5GdTtqtac9jaZeHrW2no709BRp6+P8GV7OXWO78CNYCajqQKDLGt/He4Mq9cLQnBS/8Yl9hQZAfZdGqmd4wko1yDu5PnAP7stT89r7b8b6Y3a14mlsrLG9NNUS/ur8HJx+zl9MTSBAxY3G5nlfzPesw3PElljR/UG4C8iijFr540B3DPNpiSSvKoFx/fRK+aMJuIvQi2xotmtxlyhHWruuuTfCo+4Yxjyg3jsiyREiUG75s3xPTm1OB+oY71kMhlMLcrgACIU2Tkck4yM8whqhAD2/mU5OYwtJMPIgdhfkR3SFRYy2TbT83uoP2Lj/AyYxqvE27cgbXk9hBo9Z2jvAdRGUWTsacwigT+lyuGDIFEFiyCUPq02eS++GNyGfGpbbGWz1DC9wYTTU+n+Y8wA93jiMynoJ8yuBy5WjTNBZbO/wMSyEFstsc/BGnO15AHSPNe9M/qT62vhmFq6Mos2/NQz/sDGN/vpPtUTMpSEvutaY7ftfpRvtFuw6M5hiJzudW4b2EPaWZMAFjx9B+KRCXovle3Yt8v3TtjXFNaNrSNyFXcfzVc9b+rGtqjpBxFNhLKyqA9z7dGsPbBgxCPxfKiJp9+zSCktk1UVtZ18HJHtSB+ErCa8x/eJLdIEehwJ5248uBedYGsvwYmZ6GQSeOsBYn78ywmfNgIKiaw/2R58+wPvI8TG01QTBiApLxxhLPpi3WqPNo3GOsex5c/kxsaVUbG9oORW0jlTP7bP/zuBbPriX5v8QAXB16E3ufshu6VHz/V/Ya/X+XK5Tm4kzS74gtpCx3PkeILrYj0cVmZPk3ErkvybcP28Ir2adXfRfsGqjSvfz/Pqf/yvGr2zyD7br8FwFAwugjhpTM+2H2bEaPvmIQhnmzZs2YeayFhQUDwgmq+Kz+pwgxYrEYzs7OSElJgbm5ObKzs1nn1H9mfv9fuadrzvOv64EaAPCv68t/pKY/84CIj48vT+fV9VBVngTZrjQJIfvp0hP82JOubi/mFymX0JSjYjdUPO87RZ+jkwtlnZAgIODuqAe4n0aZJ+3snDDLra1Gmskf6fqQfX7p3gtjmtGJV+8r2/CmMBsKGdECpAgCRygHWQTu7eCKrd6aouZB8XEgQGBWSTGIS+CS9h3RwJKmuqkHYX9se/IAkRnpDIuvT/2GzGRPyRIkZZfduYojr55BwJGhhXkGTAVixBSYI6mEAjuvpnwOA74ApVIp3P4ArJvQvAVWdaPgRa6oBAOOHWbYfxVja79B6N+QTg4Je2Pk6eM6hxlhpG3uS9ltgTHRWHDJn7XsHK82WNqBMi+V8SIzFXsjw/C2IBe1DE0w2a0lvO3ZNXXyRCKqSacAmtvZlbszVzwY+SiJz7iNQlESTA3rw9mqbbl7p7Lsk+xEzLi3HxKpAnKi88YBeHpSmAr1cbLzPDgaqtKKdZ54hQ3Ln/rh1Bua3lox9neYBG/bj9dIqUwbyAToVOQLhqVSJJGgqY0t5rVuCxtDbbZOfEEm9kTfRUJBFsNcHensgR4ONLVTPQibYs+TR7gU9xrElKS1Q20s8e6oxZ5ZcTMYh55ra2kS7aU9g1Ru1i6//6bT1IRMouPKtApvpr7AdxGHUVoiQGGeAeMqzRPIYGJWzDDoNrecBS8rmmY5LXghdjW5isQSY9zMrQ3CVOtr+RaGPClmRY7AyT4/MuXIOG93fAeII7WLaQbMhCVILTZDcrEFDDgCRE37rPyDcNn9Kzj6mkw2y8BCwp5jCL0cHO45Bp0caBr97OBduPKK3fSGbH8wdTrsjCxQIhFjxeX5+KV1CB5l2+JepiMshCIMqx2DtGJjrH8zA7t6U3DL78lgDHCgqdcVo1TGg4EjXTSKyEzFd/d+Ruv62uL46XmmKC0cgZ29qa5g0/3rYWSfxegEqgdhomW/N8XradSBOD4nBM6lMxFZYAmfd03xtsQEtsJijHeMRnuLFDyXfwEPhzlM2aNRz/DtnWvQ55fCqkxjL6fYEMVSfXzbpgtmu9PJw4M3R9Ban14DtnguWQuPOnRi3uL4JuQRR3R1jUqSo8wBGphaI2goBbcKJPlYEfkZ3mXp4W2qNUrFfBgZlMLFMQ2NrWzwtdsv5dey92kfpBe8w4JGT+BumcFoSV5LdsaRxCZY3KYTFrSkTPt9r45j1XXixKoN2JkbFePuhMUw5NN7SRcbjOxJWFbNbKm7bsvTa1Gg0GHOowDiygBAUnb0uRN4mEKdYNWDsNyCx08HSbsnce1NLGZeYTejmOHuhe+8uzHlAuOisSCA/VlMtk9u6YEVnaixyYm4p1gWFsh6fZa6d8dsN9pH15NfY9YdmjLNFvs7jUNne025EsLevhIfw7ClyLvC0VSTYX3+1Ut8cVW3MdGVCVPR0Er7vamzEWUs/D5HDoBvVAxD8xJw+XJISvkoyDBCG7v6ODpc9a4+9+Y5lj66qFVdXWMLnO85A8YCqm26MNAPAbHsICnZHvcPpQDH5qcjqTgH1nrGaGpuz2gRq8fU82dw6y27O3cTaxv4j6dgbnUJqVyCPfHf4H2JNvjap9ZkdLShhkzk/ddgywad75ehjV2xoY8mC598LxE9T5J23tjKWmtsVpc++l9uZ3WbZ7D1pfo5NNjzv5MCHDvz70sBVk/LJRlpbdvShb+KsWbNGiY1mARJs+3Vq1elh+M/TYgZNWoUowFIgpiGWFtru6f/mfl9pU+8pmBND5T1QA0AWM2GgvIB0aRJE0bHj7DzCEW6Vq1ajF7C1KlTGZ0EtiCCqkSjgAShLX/2mcpcoWJ5sv2LL8oYMQEB6N9fxdz6K7qsur2YE7Mfo454nM5Tfylfj2YOg6vUNRsfXseW++zaaaSiTf16YXBDCgAOv74Xz5MyIM8jbISySSJJn7QsxWhXd6z2okYHJJLy8jA74ALjRKeMwY1d8WuPPloptpVp8Bc3AhGRcQs7vYLgbKRiHB160wQrI9shdtpS8LhcZvW76fbNKNUhhvtdp66YXpZSte/pY/wcepP18CS1NrBsokDSbjsf2KuzmZPcPbCyK51Ikhf68pvBOPJCU1exrWNtHBgy4qPOndR7MTqKSUdVinsToPTnbr20HACzCt8hNXka3MxUBjAvchuhnvMBmOqrXvYLHh5GcMwblGYZqK4lVw4Dm2JMa94GS5po69l96DoVSkox7fYhRORqsk7nNCbsUGrmUt3iVko8Prt7oTy1mc/h4iuP7vjElYI7JLJLitFm706dzAu/sRPRtAwQcd26HmIdBiR8jgKvlW60uW8wL4zKJLDFwXafw8WYCsXfiuqOSzmOuJ5fu1y3jABbk2xewZ7Px4gW1Oxl/4vH2Pb8PJa4X0Z9U1V67d1UF2yL7I77Yz+FdRlYStxb+wTuQVppvkadQ+o0x8YOqmfM96GbcPg5u/A0Sa2OnLEAhkJ9RostMa4VFj3pgcg06phNgseXYUO7YOQp3DHRax3zW3DEBHSzZncwzxLpw8aZsr/e5Wdjb8I0CPjsx3+f1hPbutP3S+fz6yAxpEYdFUNSIkDYkFXMzykFL2BXREFDtoji/oSmtqOZTeRZM/rST0jiFDOLICSITJadXIiz/ZaXpx/fjjuP9kY0TYgtnoi3o5UTXZRocaIMAGQpWN/YEteHqVy+w3Mf4UDCVsY5VRkmfFMsbLgM9gYqfZ+Ugnz0v7IBBqYl5deSsB9NxPa4Nli1oLT8yUpcShQjPYWwvlQgIF8ghYNTJoK6/wxhGRiUXlSEvkcOMI7B6jHdwxPfdVa9+7tc2IbkUnYDATJG1QHAV1kZGHDqkGZqsQKY6dEKyzqo2OXkeKvu3sC+F5osr1a1HHG4/8hyZltY6juMPsWuaUjq+Ky9Nxa1oqnX5FoueXARFxI1GcTdHRpgR4dR5dcyPCsZI4J1m8Sc7/UJmlmoDBwWXwnEuQqpvbO9WuOrDtQ0ikRwfBwj76Ar1DVzdRZi2UAWQ4gOnjojjDChT4wYowH0dA/ciqSiXNaqf/LqjzH1aer1LL9zCEpgZ7yqL15UpY1VKVssFeObJ+cQlKLKGmlm7oDNbcagloFKg3jhJT8ExLADle0c6+DYCHr/VpeIyn+AY4nU+Khi6HEN8W2TQ+ByqMayx66tyC9l19Fc7N0B81ur5HZepKdhbsAFvC9QLYDO9GzFjE31xdfq0k//q+2sbvMMtn78LwKAnTt3RmhoKIiZZW5uLjPHZQsiY0XmvSRICjBJBa5s/NOEmMGDB8PPz49pXlZWFuMQXDFqAMDKXr2acn9FD9QAgH9FL/6DdVQmFXfo0KE4cOAAzMxUH2akiYRGTcRFSZw+fRojR47U2XKyUkFWLJT7EUZgVYK8tP4oCBVaSfH+u0Rkq9LeD5Ulk+iomE5wM9M2uEguNoZ1nVAYCLTZTn9Ub0jqI0w7RXTBtFkfRMw+YPJQuJo1ZKpYGhoA36dszBwFVvfpgbFlxgBkVXnQ8cOIzcnWOvS4Zu74uXvlV8iUFay7G4Dx9mRiW6xV5+ZXnpjV/lC5qPqX1y6DOBFXDAKaETZFnbIx+cONIC2gTrkPKftynmpy3Gr3dmSLihmdOA5xuJVzISvhgyPnIGjSdE0jDoUC1+JjEZL4BhK5DB529kxK8ceKhj96/w7jzpzSApjIFTs6fDTa1aZpgGR8vIrpDVczba2x8JwmaOmmmmR2vbARbxPZUskV6OJuDZ+uUzW6TyEvAEpDAHkmwHcGhB3B4Wh/EBFtw9NvHuNlbir0eHz0tHdFBzt2A59CaQEi8sJRJC2Co0FtNDJx02JzfOie+NjtCoUMpaW3IJXGgcu1hL5+d3C5qnQ3Um9sXiYGX9kPkVgKiMsQHqLPJlDg9/ZDMbAuFfsnDIphJ4/qbMrmvv0xqBF1axx+dCWeZbELRbuaFSJwynKmnEQmRc/gFRArxCjMNYRUwgdfKGUYgPocQwT1+qG8r36+Nx5++XW1jk8AlqlWiZjbmrq8fn7jPNrbroKTsfZ9eT3ZFW1rb0V3J3qtTsY9xbcsjChjvhABfWeWpwa+TN6EQRfFkFVwZCV1NLFNQ8CIZeBwzaBQSDDl/GLcTnKCnXkeLIyLIJby8D7LEmI5H4f7ZMG7AZ3kPkg8iRaC5cgp1Udoah0US/lwM89CK+tUXE11Rb+WlK0Um/MGJ98vgFwBJOebI6/UEPp8CeqYZkOPLwO3pDu+aUUXkCaGbEBcaTr4XBmM+JSRRphwpTIB+HIeQvv+XH4Pxb7thgb62hpzGRIjmNnfgj6fOpgfenUB297ch0zMAwERSX8LDSXgCWWYYO+ORS3oYk1QwivUl06Es4l2qvTrPAtkGp1Ax9qUUdn6+FZkSNkZlc1NHeA3RJO99L4kCQ+zQpEvzYW1nh06WveAqUBzHK95eQJ+ydqLPMSoZ2urWfCwoEzST+//gJeiAohKBCjIM4RMxoVQT8K4NhPm5F7PhahrSlm82x89wPp7t7XGnJWBIS5PmAIrQ6oHe+hVGFaGXy4HHtV3MOcZIWyEyrBj4PHDiMxIY15FjPYleSvJwbj13p0+G9ZldSrrCE6Mw/W38Yzuq7uNHca4upebYJAy5Hnovmcriks1NWvJNuLg/vCTubA0UJkdkcUb/6SXuJf2hlnI8bKpg2F1mzMLS8ogjOB+V3YioUD7HiLaoYG9Z5WX3/zgLjY/uKfVR+SH33r3wzBX+vwg7Kvuh/Yhs1j73dbGoTZOjBzDWkdlfgx9m4i9Tx4hVyRiGF5fdegEKzVGNAEHG/vSsc8WMxp74yt3uri18JI/AmJ0p4j/3QzArx6fgf87bRkQN7NaONF5Jvhlrs5X42IwJ0Cb0UjOgXx7kG+Q6hR3Mi7gcuoBnU1e6rofJgLK2CeLj4dZmOiERRswfhJcyjIwyFjrd/QAskq0NXvJGJntpVrgqk599b/Y1hoA8O+5KpLMfPydDECipZeZmYkWLVrg2TPt7A7lWeXk5JQDaWS+euqUboZ4xZ74JwkxEokEDg4OzDnZ2toy6cps8WcIPn/Pla6p9d/cAzUAYDW7umRFhKwk9OjRg9HxI85HhE4cEhLCAHxkZYEEcfK9du2ahibCOjXR1EuXLqFvX+quxxZku5L1t379ekbgtCpRGaBSWV91AACTC/Ix6/yP2Nb+BpzU9JzSRIb44kEnfN11GVrYqdg1lemr1wVxmHltF5Le2WppjbnUf48jPb+BnT4VlR175iQeJrODqpPdPbCijAX3R4YMxLn22ewFGg6IlWnn/ZgNaGOircFB9s2XCGHq+Lw8zbWgtBQz/M7h0fvk8qoJoLexT3/0caFgJoktD+9h432qJ1Yx1F1eybaw1CRMvXUAHH0V20Yu5WCcQwd8167qgGZlzllZZtFlf/i/Zp949XVpiO0DKCMrJu0WXBQqYfuKx0jVOw8HCzrp9PTZhNwCduaUq4MZAkeq6lFIIqDImQOoOwYLWoJjsRMcbtVThcnxowteYlfc7yiWqTSqmpq6Y1b9hdArM42oSh9VpaxcnofsrGkQi++X78bl2sDSygdCIWW7kPjpSRD2PwsDCgnQqQaQG0jhWbcWfHtPYcpFZb/DgCO6mUbr+nXAiIaUefGZ34+4mMAO0veqXYhdwykAGJmZjsHn9kEu4QMytRQ3nhwcvhQ3xswFMdQh0fnyUojLGCAV+8FMIcaVvr8xP38dshLDnNknksTEgicMRBsH6hzb79JuvM5nd9Je1LQTPm1GGUyKYl+svHceh167Q64GApoaFuNMx0A0aHAbHA6PAVQa7ViLTm7RcLJRMfEICHgrwg1e1gJs7ksd5Xc9e4gnb/bjdrIzSmQq7TNv23dIgzOCxlJgvkBciLUvJyIowQ0phaqFJgO+GL1cotDadAgmuVLn6w3Pf8CV7HzYGhSAq3Ypc0v1YQ4+DnZSaXxeib2OBoqvUM+EGu6QyBQZIDD7U0z1pHqKJHoHfo/UPAEKMwiIpKrU0KoYNmaluDHwJ6ZcREYavriyGT7tL8G+LFWY/P6uyBhT7vbHnoGfo4EFTfEc63cC9zMTgYpGIBIORru0wNouut+XFa+98u8e17+FSAcj2tPSCVu85jNFf376G27msT/fCbgZ0HkN9Hg0HbTt3p1aJgvK463o0h2TW6gcvycFHcPdrHgNEJCn4CFk4DzUMqLXjYBg7jt1awBWZBbqOteKvz9JfY+xZ09CKlUtdhCTwzW9emOU68fprBKn6Om3jiG1RMWccjA0hU/n8eUGQqQdXru3I0fEbopUUQ+WyEzM9DuHHJGKUdnAwhIHh46EvQkFnKsa5F1NGF7qdXao44QdA4aAGGIoo93Fjcgq1dQKVG77pkVPTG9En13knXpdBwNQXb+0qu2sTPns0iJ0ukwZwmzh02EK2lhTEJ3Exvt3sOWh6vlOfiPyHz927fGXa0lXpv1/pkx4Tgh837Ebm/E4fHzX5Bj4XPqcJEZms/0v4HaSKgOAgH9re/XB4MZ0EYrEgWdP8OOtG6zNIrq59z6p2mL7nzm/f/u+/zYA0GU3SQHWJHb8f1xDSWYe4mbRFOCHDx/C3l7FvGZrjy7XW7ayIpEIBgYkOwYYMGAA/P11S0mQMmQOXFRUxBhaEkZgZeOfJMRs27aNMdQkQXQHt27dytrMysybdRF8KnveNeVqekDZAzUAYDUbC4QOTURE2YKsKvTr1w9Pn1LGwebNm7Fo0aLyoqtWrSp3SgoODkb37rpTA69fv86AjCTIft99xy6krqv7KvMgU+5bHQDAsHdJ+Cp4K6Pb1c8pAbUNC5BaYoTLSfVgyC/FNx1HY1Bj1aSGMCB+f3IXN99SjayuTvWwyLO9hh5cqVSCNgc2oaBY283N1gy4N/mL8g/mbgf3ITGPPVWod/0G2DlwCHOcYy/C8d2NIJ2j+sbkT1BXx/jRtVNRzkYYlOp2ieTYPgWHqwJWiF4bMW94XeYc26t+g3Lmn/IYb/Ny0f/YIRRLtBkiFVfBv3h0EtdSXmo1j+gQXey+ECYCbYfgv+q27n3EB7HZ2owTUr+zmnPss8QjcNfTrTX2Sr4ZTRxoam+7/TuQUViEPrUT4GGVBpmci9C02rif7og2tR1wYjhlLynkRVBk9tEE/5QnptcDXAvd10TX+edJcrEi8iuUyLQZLx2tu2JiXWpK8HdFdvZsiEpoGoR6EBDQ1u4WuFz6cTvhyjHciybpzNrsWDMLPp5OokBUbEECRp89hNw8bWafoYEI2wb3QBc7Ooked3oPHqSwm2a42xji/DjKjr4UF415ly8CchaXRZ4cRwaNQoc6zkzZtpe+KU9BrXhOJDv0wYBfmJ83PVoKb1uaDswWIs4+dHGiz+Mmvr8yTtVs0duxMXZ0pMztjMIU9D5yAEVygBBwFOCAy5FDJBJgdEM5fu33FVOuSFyE6cFL0MghBfFpdsgtNGRSd51sMmFiIMLrhBY4PYyCn4uDA3E28mW5O7F6GwjpNG6eaiGo6/mVeFNAQSn10OdJcHngbDibkoUN4MabRfBJK2JlornrlWBxC8qSJNFwywbo8cTo4xgPJ+N8pIvoMzZHbIBHM+aUM6g8T6xAbjo7OGNiU4jwcfR8CMtq2LmjyC18ifmuD+BgWIjkYhNsiWoLB/PmODl4TPkz1j/uFRYEX4S+UAyugjDhOAzDUSLTw+lB4+BlV3WDnk7XvmJ8XtiirpEFjrX/mtn0rjARUx5uBjES4ZIrSZh4CkAODmrx9HG4E2VoEhYcMbPRFRVTXEm507Hh2PvqAeMgT1Jkf/MeWO76TLYTE6bBOowwyPae9V2w+yMNDOKys7D0+mXGnd3CwADfdeyKDnW0GbM6T4hlQ75YhEvvopBSnA8C/vWr7QYToeY7gDglE3YiW1jo6+PxLAq8KoOwsi7HvmaAVWczC/Rt0JDV/IOYE/nHRONFWhr0+Dx0r1cfXvaa4yKruBi9jvgwzL+KMcKtKdb1UgHJmyNDsPVlqFY5E4EeAvvMRi0Dqln4bfBVnIjUYcT1N2sARuelYvjNnZBLAEmOPhRSLjg8BfhmpeDpy7HGcxgG1WmhcQ7hqSm4++4tc/+0sndA2zKmfFWu8/9CWZGsCL+/XoQCqfY3QGvL3hjsqNJ9Ju0l44Mswr7KzARxxe5R30XL+XjN7RDsfhKG/nViMdElEkYCCaJyrbDqaQcUSYWMGVVNGvBfc/VrAMC/ph8r1qIOAFbmCGQRsrJBCC2EJUdizJgxOHHixB/uamdnh/T0dMYQ5MUL3c/IipX8U4QYkmrs6emJvLw8Bqwk5pqEDcgWf4bgU9n+rSlX0wPKHqgBAP9lY4E8bNzc3EBchxo0aICYmJjyM/ynHnjkgP+2FGD/6GAsvKqbiv5Za0t82m4a09cE/Ot1cj8SMlQsFvK7s7UZgsZOLwcBSXrpGF/d7KWgSdNQ34LqREw8dxp3k7TTS8m2aR6e+L5M+ynkTQKmXTzLOqoFXC7DAKyqq6Gi5CwUeXSiWjHkMAHPLuyjVvaXhVzFsfDnGmCDjYkhgidMh7GQAguFEhG8L1EQhS3WeY1CX0eVa/BffTu399mJ1AJ2hoaNsSEeTKcTgPj0O3CW0+vPFukG/qhlRo1Nppw7gbF19qNPbU2x9F2vWiCdMxfLu1AgSCG6BkWu5kRVvW6O7UNwKqTOfuj8b2Vcx7G37DpafI4Av7fc+7elAsvlRUhNUbFAK7bVwmI7DAypIcPA0wfxMkWllade1lCfj4hZFAAkDMDlL1chOqY2CgpUKYUGBqVwbfQOk2pPwlAXaiLApgmmrFedzflNyGWceK6dxq4s+7m3Sr+sVeC34Fcwt1CWk0q4CBtIU/zW3duAzg7sLCupnAsr02C4WlFQsfHJNZCCHbxoZVUHJ3vSVNQTEc8ZnTG2EHA4eDn/M6rNKZdj6eMxCIloiqwCFWhGdALbNX4NA54J9vagTMWpF8/g1ht2EX8el4OYBTStt0QqQZPjuk1VNncchCH1mjJlD8UsRnAO++JFHaEMP3lQZuSVuBjG+VlXjG3aDKt7UDdr1z1rIC5hd2cV6EkQPVv1vHqXewfp2VNgJFCB3gUSYzhYH4WDKXUqJiGWSdHx2GZkVpDNa2Cvh8sj5mmZ+ehsqNqGXteXoVgHmNvayhmbPFUAwuaoPbiS/kIDKOUoONju9SWcjFW6gt77diKtiP2ZREyWCNuqKlEsFqPZHzAA2UDFytQfn5ONSedOI6VQlVZtLBBi18Ah8K7DbrZUmXorU6b1nh2MARZbEHbf1Um6n9W66ifyGjP9zmswvEjZxd4dMb+1SqSeuKF/FXSFtRrCwifyFkpJCgLofv84AL5vk0F7lwAAIABJREFUVLq1FkJDbGk/Am1tVEDpwfAnWBnCzhpzNDFB6DSVPmVl+qcqZXLFxfA++xtK09U0a5kKFOCbl+L4gInwsvpzoG5V2vNPl31fEo9jib8gT6J6H7mZtsWoOp9DwNVeAPlQ+0iasFHxtxhSN1bjXi+S8DH19jScGfflh6qo2V7JHqgBACvZUVUs9ncCgIQQ4uRE3w+TJk3CoUOH/rB1pCzZx8XFBbGxsZU+k3+CEFNcXMxoFIaH0+e7j48Po9OvK/4MwafSJ15TsKYHynqgBgD8Fw4FYvRB9A1IJCcnl682/JOU5w91a3V7MZ+KOIevbrCLcJNz/ayVIT71ppO5JTcCcPYFu5Pm8OauWN+NusFdi4tlzDp0he+ocfC0pytFuoA9ssp8cezEcqCQsO9GnDqGiIx0rWo/aemFZZ00Bd0/dJ3I9nfZ92FfOpmVwZMsqoU6zrcqU41Gmafp7zH8wlGG5cJQZMj/CeGKC0xu0hI/dqDC/O+Lc9EnSDfj5bvmAzCmnkozhzB+iAbhrcQESGRytKhViwFI9fnsYMGHGt7h4C6k5LHrghGw8sE0es0JyBLxehCamasAd2Xdj3M80dpNtYoZ8Gwx+tXSZsGR8jdzl6C7K53MKYpPQZGvm3nLsb4KDtEErEIEplzAxffUiYwtNnrshgGPpl+QIGyW/c8el7M5BzZyZVgvFYNZ4S29AoXoKqAoAfiu4BhNA4erct2USZORlqYCXCrWYWb2M4yM6cT8E7+zTMqbnpGY0SQj1ZP0UXGREETr7NGMeUy556nvcen9IoSLLVBQYABRqQBCoRSmJsVopJcPb+Nv0LeRB1P2j3TBiAD7Nx27MOXmXjmPy6+1XR+V7Z3k4Y4fO9HU846Xl0FCeFoViIqkvbWExrjQfRlT7uiLJ4BsLhpYaN+Xl+PdMcnDp/weru+zBtCXASU8hm1DSJAcoQwKgRwuBtYIGkZTxFaHhmDv0zC0d4qGt30MDPlipBSb48JrT2QUmePZ7PmMY7JIWooBZ75HQhp1h1UPojXau0khdvSg4tnLrl/D8YjnrG6WfA4HMQspAJhaXIB2Z7bBQCBGI+t0mOiJUCrl402OFTKKTLDYvRMWtujAlP01aiUi89+iSCqASFam18eTwURQCmM+Hzu8djHltj68hw06ZAHI9i5OzvAZSk1CXLdvgFjKzirg8YCY+ZSpKFeUIiGlA6QyTXMcsk3Ad0a9WrfK9TQXBJ9AYKRKukC9n+Z3aIbFXhR8VIZC/ASKEl+qzcmrC47hJHD4msDWlujzOPFWOy2JDJc9befDzZSWTxNlYU7YaogJzapCtLFshuXNVADP2Ev78DBGG1Dl8mXwHT0GHtZVB2PaHNiIzHxtriIBia9NnoT6ZqqxI5PJMOn8GTxLS2EYlvbGJjg0dKQGy5s8D4gW7Us1IyrlaREG3s0pM2CiV3XwRKtzdPyw90kYVt8m+rrasXPAYPRWk6OobJ2/3rmFXY/ZDXKODhtVDmoS5/Jfbut+J4bN1NQ/JMePyk1DdF4ajPl6aGtbV4vVnlNSwjDm04q030UfA/oqz5m8t1bcu4Ybb+IhlcnRyNoK67sNhI2BilFNyjTevgkyQudjiVtTP0FtU/aslA/1LTEqO/oinDHDcDAxYcBrYgL2ZyKmIAHB6beRJ86Hnb41+tp3R60yKZWPrVcsL0VC4QsUywpgo+cIR4OGH7XoSY5fmO8Hg6LFrN9T+VI7mNfWZISm5ifAJ8wXsTnFMNfjYZibFzq6VN0o7GPPvTrvV93mGWx9rX4O9Xd/AYHV/0AKcFYe4mdtYJr7V6cA/1sYgMSkc8iQIQgMpA73REefzMH/TPwRwefP1Fuz73+zB2oAwH/hdV+6dCn+j72rAG/q6t9vPE3qiraUCg7FirsOd4fiLvMNBtu+wTZ0DIfi7u4UbaFAaYGibYFShbq38eT/nHuSJmluGOzbvv/Ht/6eZ89o7snNvefqec8rhO1nuDk3bUoH3cRLoXdvmhZbngL8YQc+LusFPtl/AkSgxVZbejZGp+oUXGu8bS1yi9jT4JxsRYgaT70giDyqyx52XzAOOIhgJG9GVtPx58/w/fXLKNbLZolfzKruPRFY2cgOIevNKC5iTMMNPnxksElerAlL8M+EYdx+uRDNbHez7rdKywHf4wl4vA8D2JZEhGJD9F3WdbqIJYgaTZlvKq0aLc8thpxlYEyWb205ttR/iAw6P7t0DqdizcHXum7u2DdwqJn30vse/VY7NuFtATsA6G4rxZ3xU0tXVSDLwKuESWjgZExKvJ/bELV9giERGl/aYuPaw8/eEpAgK4rKaYKmtakkUqeMhC5nBPumcmzAMAA5HzaIvp97D8Hxq1nX6SBwxOJ6q0sHNqkFBRhyZL8Zg4d88bPmLTErkLLqDKUt+BUoKcMsJKCI835weDQBmYRRpL2tA52OvT9dXA5CJG7DtF0RHobgmDAo5Ea/LPK5QKBGUxcv7NPLpAuKn0OY3x/bcvxwq9jowVlPnINprs+RL1gKT3eafD7+5FFcT2RntzWrXBn7B1LPuk+vnsHJp9YM93WY0awpvgykYOF3j3YgJDWWGcwZQEAyTuZydAiq3hrT/OhvR71NxczL6zC59g3UdjUe+yuJtXH4RSvcDvqqFKT2XruMrsyQxlDayzpIJRw8GU/BLZJMzeVsxEDfSLNjkSuXYNGdvrgw4mcm+ZoM4P3XLYdWR9Mqy1adihycHkyBPTIYZywEyiqvdUA1BztcC6JAFAEk2p1ajA6+sUzoh2lFpVZFR+fe+K45TaRd9OQ73MkpYORtpiXgquEllWFz02Dm4+eZGei5n/0+Q5Z/07INpjShYH/dTatQomCXSQsFXMRMowEXJYq7SM7oz7rf5EMvjwsQC2kwQYOty1FYbCk5J8uquQtxddgs45GQHYcuf65+9kL/MccOHOcd4AiMVhB5chkGXF4GhYic83TdJACkJrc2NncMKr3Wzr4Jw/qX7BJx8q3jrVdAwCXgqQ4dLv+I7AweirON/oc8oRoOlQoxq25nBOmfQ1Z3uswCmVqBXqHfIvWlO5RyY8o8h6tFRe9MzG80EN0rUoYbAf8CgtejWEXDXAxFtvHciCDUcKXXOrF4aL9zq9VN2Ny7Hzp5swcUve92/1G7n25cxY5oYwAL2cavWrbBVP059EffL7v8XTYcQQ0aljK335UsTMDPyEnT/xR49CI7GzPOnSoN+CKM/jnNWmJak8A/tT5yX+h6eAvi041+imSfxSIOLo2YgCp29Jl1LzUFQ49aVypMbxKIL1vS+/aHFJnUJBOgplJtIY+HTT37ol01o6fgh6zzZmYE1r3cAa2J8N6GJ8Z3tebAz+7PrfNDfv992mpzggDlO7zK3GNK2cavMqMx7NgZZCvMJe7zm0kwvpm5/Ph9fvuf1qYcAPx7jrjKBAD8qy2c/hc8AMlzmrAX9+6lAXUkoIRImbkmoVZ/9shYI/j82fWVf++f2wPlAOD/4LH/6quvQII7SJHZGQMA+J+OPX9X136MD+aJJ+fhShI1jDetQI8MHByypPSjmptWQqlgd34SCrmImUoHp/kKOZpsXQ8NC5PFRsTHg4kzzZIVyXeIYfvLnGxG2ufv7MIM8MsWeficiHmGndEPGBmUj5MzPmvRmjWk5FF2AlY824NCbQ444MFX4o+fGo2FyATQu/1iLprZHbV6OBUukbARGJle73NJTbp4HCFJL8AVacARUAaVTsOBRs4HMal/NZGCHGRf2h5ZgzyRMbzAsH6SBHy+26xST0MCkH4Rcp7158cGNML3epn0+2yfoQ1JmCVJs2xV280dZ4aPNlt0OfkljsWch06TDg6/EkbW6YFWFc1Zeq9ftoCXreX+kBU9zK2LRrWohFun00KXOxkqxVUodRrooAMXHAg5AgjsvgbH9sNlX2qtGstifkJaaipepbuiRCVEBdtCuFfOwhD/yWjpSgMmSI09cRShSeyA2fEhI9CgAjV+1iluQZdrRVIn/gRcR2PIQ1HRZkQkrMPOmOZILnSGg0iGXtUeo4+fM1xd9zOhFaTmh5/CngdxTBJpKR2NnCNcoEZFCS4OoAxAneopdNkU4MlWi5ClFsORp4CHgPpvcRzXgCOmzK0WW5YhncVvkyxzFmkQOeVrpt2yyFCsj7wLnYqy70pLR5l4C1p3xPg6TZiPYwtSMOXOOmSlSUolqWJbBapW1mJH88/hJqaD6GfZKei97wDDZKwgzWP2O6PEHrlyW4hFGjya9EVpkqb3muVGNNHs7AKEQi1iJ1OJ2IJri9DHOxiX39TBjbQaKFaLUEWaiyHeEZCrhOhVM4xhWVGJJwF92cEtT0chro+h4NbSyEPYcDu5zK/SP+2kajwaT30F04sKMT96JpxsLWWWBAD1xxRMDqAs3kHXv0a2ll3SzNXocKULZRIwx2jrJqSxsJxs+Hw8njITPELvI+12b0RabpGFVyG5RhztRHgwju5PdlEIsnKDEJHmjROvGiFLZgd3mwIM8ItCI/dEeDgfgqO0NdPWd/1SaNXsIClfpEbcFLrv5NrWZXbC6TdVsD+5JrIUNvCSFmBa9Wg0cpWA40qSd+lEEZGCEkkoT6CGWKqATsdBST4ZzHMZoKOLD00B3hJ5FMdL2BlrZPnBlothy5dAo9OizaX50EIHrYYDtYIHLk/HpB+TeygB/6b5GZmKBfISDDizDNkFHMZr1Easwvj6rTClftfSPs9VFmJI+PfM3woZH7JiEQO029gpmMTe6b790b8KvS+MP3kM1xOpr23ZchCJ8GAKndwizC7CWLNWq7v3BGETGyqzuAgTz5wAAbkIz4yE7Gzu1RdV9WE7Vlf0jgUEpP457BpuJyeDSG87+vji65ZtGG+2snU26Rn2vriPLHkxPG2dMK12SzR2M59Ye1f4yqDadbC0M/X2I7LeYYcP4H66ZZr1og6dMeIDJdqm20o85uJyslGiUjLPdUexka1t2k6neg5d0TpAEw9wHMCxGQDYDDIDCn+9ewWb77LbmvhXcMCFITSMingjTj/HzlgnywfVqoOlJr6G73OsiPdvm+3BZiEphu8RkJRImtmO07vWnacswMz730Gls2TReohc8XvDn/42ewvDdiXm5WHl3VuIycxkwtY+8fVnFAimadba7CGAyrqdDNyfgcul73UD9/2IB1mWXqdcaHFuWCf4uxuDs96n3w1tnhfE42jyJbyVZ8FRaIfuFVqjjVvjD1nFR9H2YxxnlO3Y/3YG4F8NAJL9/0+kAP+dhJjp06djwwbq0U18+U+ePGkWyPnvXDzWCD7/zjrLv/vP7IFyAPB/8LiT5CQD7Zg8PCpXpibVBEwhaUxv3rxhEoSfPzcylcp2A/ERjImJYb5LbvAfEurxPl36MT6YFSoFPru4EFeTbKHQCMDnaNCqci5W95gLe5ERAKu7+XeUyNgHvBIbHp5M+pTpohvJrxF06ii4GvOBORnEErLO2aFjUMeVmuF+SLGl8BG2wLa+A8wM2B9kxWPh89/A45lvK1/lht1tfigFJB4m70N9AU0JLVuJxU7w9mFn8r1rm8ecPoxbBS/AFZoDpTryZ6EILydSkIOYsjfbsgF8eyWEjgomcIGAKOpiAZTZYizt1B2DalMPwC8uncfxGMuwELLMz9kFF0dZ996wtq0/XA/B7kePWBcPq1sXv3Q0DrZ3xz7AgruXzNqSI7uqTW/08aYJwKQinw9FIycjM8X0C3fz+qNFTSOYLCtYAkVR2cQwLiTOuyAUUxbah9a8Cz/jQJw5o8CGp8K+fq3QoDJlcpCBJjHS11gxb/6yRWtM1/teaQuXAcWb2TeD4wCuh1E2dzs5CWNPHoaqDD4+tXEAvm5FQ4dIdT68Fq/S5CAeaKZFrg2hjQ6xk+j5odMWQZHWDEKu5aCPLOe4Xi6VZQYGL2ISZdnKUSjH/alUrrvryX18f+OKXpNu/usEjdzUvS+6+VA/x/jseAw7thdZMiNTl3zu45CHY8O+hp2IDt6W3juHjbet329PjhiMeq5UDvouAFDA1yFu6pdMu19vDkaSTITzKZTBZigRV4WfGh1He+9j8LD1ZLztyLG0BgBWctLg5mgKfvY4tgzPU9lZzoQRFj+D9nuRqhA/PTOm8pbt08a2QzHUh4aVdLj4NSBgvx+q1RyEdaWTVaRIGuvl1/EWUKVp4A5p12bPJiQXF4Cj5JSeIzqODjqhDm5iCe4FUQbxnTdRuP1yHtY8NAJeht/6rNEFtPZfhYbu9NqsvnEpoGQHADkiNV4ZAEDZWay9vwMr4szl7HyOFsGNL6FDrV3g8Cl41HzrRmRY8esjrGwi3yS1ZtsuXCjD5DRspzZLi2PdlsNGSq/Z0eGr8aLQElwiy35uMAKdKlAGokqlQuuDi5CZYz45I+CrMTmwFr5oQhPMyXvBsNs/IkfJHpCzImAm6jtSth5JCyaTUNYqfjaduCGJqE23bGANeSLLQ0aNhY8znUzLKSlB6x2bIVebMzrJM+vKmPGoYv/hkjcC/g04tM8iOKuBRwUcGDjUbOJsw7NwLIu+brZLfA4XG9sMQsfKFKAlNe7kUdywwiAmk0tkkslQHXcuR0K+JY12XptamNiQWoD8XaVTRkGXQ551ZVQIknHg2hPWKq1uh7bgRZq5T7FhGXHMiJtGj+Wj9Lfod9AY1FN2u6c2DsTXrT6MAfhH/seHBg1Dk0ofFrpzN/s+foujbGK2WhXwEyrYfPj71PseJzIxO+jwfhQozPu9T42aWNm1R+k7tDZ/ESCzBo6Lwa1A3zeK5HmoH2ydRftjCzuMafrhk4CROU/w87NgM5Yk+b3RXn0wqKrlffJ99/+/sd3HOM4o24+m++D9XyQBfq2XAP8dAGDbtm0RFhYGEopBfPH4LEQH0k8k9Zd47JH6/vvv8a9/USuT96m/ixDzzTffYOnSpcwmkP24cOFCaarx+2zXH7WxRvD5o++VLy/vgbI9UA4A/o+dE+SmRsA98vJfvXp1vHpl7mVlOjNBbp4kOr1s3blzBy1aUIkfaU8izP/q+lgfzNMub0ZoYiZkCgFEAjUaVrbF7m7TS5kppJ/6HtyNxxnplhI+jg713D1wcihljR2PuYvPL4WxJm4SoOPAwH5oZjIAORZ3D4tuhqCghM+wPVzstFjfbTgaeRg9n8hLKEkghEgHnUhLx/zkf3IuKokcEDZuUmnC3PAbC5CvzUdKniNkKgEjW3SwkaGKYz7aOXbDnLo0WXjbowh4aueiYwVzZpBGx8GU2z2wbYC5R9+kC0dxJS6BYayRnxcL+bg0IghV7J1KT6NxFw8hLC8OukIBdHImwhTga8G1V4EHHmJHUhP/t4WFaLU9GHypEmJnOYjPlU7LgapQBHmOGHMCW2JOc/oCMOfCWZyOY/derO7khMujzQGLCUd/QtgbMdQ6LngcHRq4FGPv4LkQCYyy2t2vDuGXkHgolOasEaFAha87e2G8H03szZIVo8WR9VDpLIEOW74QdwfPhFRAJZApOU8gLRoOB6H5QCG52AlOlc/CXkxldBr1KySmdEXXi5Og5uvZaFrABSW42usc7D1ulzLmSPv1j8Kw6uEtKFRcEO8uJwkPB7sFwc/J6Kl0L/EKhp5kZx/UcirC2dE0PZV4SdZgQCP2GlCrNpZ3oT5ERP5blL8HS6Kb42KqN2RqPmo5ZmNewG0EuJaA63GfaUeABiILTC5gH3SeHTEGtfT+T7U3L4Ncxg5EgWcEoghzaG3oTPzQMNxiQ7fE1od/tSVo70XBi8AtC5FVYg7UGb7kKJbh/mTqt3j2RSxmXDzNzsLT6bCv72C01CeZTjr2Ha6k0KCesjWihhyLulFQcdCpTbifwC59Jsu39uuJDp6UEeW9lgBi7Gw9oUCL2CkUhJt1aQxOp7IH4HjZZmFv18mo4uALuUqJ2husMwBrVFDj/BDKbutw+BckpFmRlXN0eD2Tgo9Fqnz89IwyhNiqf+WJaOFKwfH2F78GxwoAqNFwENqFAoDZJcVouoXdI4fcS7b06s+kapLqf+g3PMjT0G4qY03mLwEujaJ9dDj2MeZdOg8Ni/yZx9FgXa/+6OpNg2m8tywGZHxL0JmjYzwZX0+ifZSQcRQdzr7U393M995NVILwQUEQCKncsNb636l9AWNkqW/LHFodmlf2xP4BQ5kPV6w5iBN+UbCXmCfHEvz97XMpbo38HhI7Cl5H5cRj1r0tDAvQtAIcvbEucCJ4evbh8LMrcfcVOxPdyb4IUWPptU4qLDMa39w+gJw0e6gUAnB5Wtg5F6NvHW98X9coVX5Xui5ZjwEAJP8mcvIFLIn0pnJZ0u5dAVdlWdbkHrLncTS2PYjC26JCxn+Q+HcOr1vfbJLyx+tXsOsR+33uq5atMa0JlTQnFeWiw+kNrJ6XrmIpbvWdCQGJ2NazGgmoWBaorOHiiuNDR5RK+HdEX8BPN9hDhPhcLeJmmoc8EDDs17BQxGRnMs+Inn7++LpVWwsGXK6iEN89WotsdSIIAww6KYZXHYQ+VanXJnNW6XTQZXVHkvwNIuV2yNPyIeJo4S+UoZGoEHzXo6US9c4Hgy3kv4b18PjAC33i97usSkj7Nd17oad/jdJtIKnSJCzF4FfoLLbB6k96oaVJ8MutpFiMPnHG7Pw1/WN3v15o5Wlcp9WGJgtuZ0Xi9xdbrDb9LeBHVLYx2kSkFNzA0eRgJCk1EHCA2hJbDKj2L9gKzYFHIlFeffc24y1Mkp19nJzwRcvW6FDN3At3xNFDuJPKzp7e3Ktf6b1Lq5UDma0BHQvgbjcfXCkNeSqQZSNgM7tFDFk+rp4ICzpQxi2pfFkGYlI+h5/4EYQcNRLklSF2/AG+rpThTEqt1WDCvfnIU5nLvskyoi7Y0OQHVNC/f5DPMouL8eONq7iVnAitVofGlSoxUvdqjsZ3OcN5R7xjN9+PLL0uxzdsjFH1Gvzl5IH3ORcMbT7WcYbpPv4TAcB58+bh119p+B8ZjzZrZgxZMu2bxYsXY+5cOqlx8eJFdO36/gD230GIWbRoERYsWMBsD1HeXblyBXZ2lgzeDzmHy7a1RvD5d9ZZ/t1/Zg+UA4Af0XE/ffo0Qye2NhuSnp7OLH/wgLKLVqxYgc8/p95OhoqLi0OdOnVADEqbNGmC0NBQs9kJmUzGzFpERkYyv/Ps2TP4+VlP7vyz3fcxPphHnFuD8NeW7Ic6FbU4O8D4Ur88/CbWR90BuDpAqx/I6/89rXEzxoeI1IknR/H5VXaJJVl+oG8TBHpRlteZVw/w2YUQaDTmDBWxSImzQyfA25HObB94HI1v71xkAMCyxSnm4taoKahkRxkh3a58ilfZrowszbQkQgWaukqxrQ0d8I46dRD3kl7j8/r30NfzJewFSrwocMLSx4G4nVa1NGyAtB1/9jCuvUq0ADUJYPl02uzSQVLQ5X0Ie5ECqHiQ8pUQ89TIVtABLs9FiRcj5zH/JgBg+8NrIa1gmXqpLBBiXJX2+KI1laf9Fn4TayPZ2YiNPCriyFCjn96Q/T8gMtNStuxjV4iQcUa24/LYJXiY9RJx8RVBJMfg6MAVa+Dv/RYNXKvj65r05eN6ajzGXjnEjtvogBM9xiDAlQa6xOQ/x9zwDfis8iMEOGUyAOStrErYnFkbO9rNh7OYMmOUJYdRY/dr6Myt05hl9moFHo4bB66eabTp8U38GhFucSyFAg3uDJ0FF7GU+d76W2uwPMo6g+fptCmwEdj+IQDYu0YNrOpG/e2UJRcw8sRlRGVVBI+rAY+nhVLFh5Crwb6uyWjkTxmMZDDRbKt1E+SfO3ZhBvKk/DcsA0nRZS2OFvGz6PW26eFdLAm9iX5ecZha6wE8pQVIl0mx52UdbIurj241fLG+G00WbrR9IfJMkoJN121nK0P0eD0A+JIAgNYHp3v7DEYr/WA2YOMvKFCyA2Z+Dvm4GPQT8zOBu39DVi4BYyyBPT5fjUmNm+OrZvRa9wteDHUZwNmwrSIbBWIm0Guj09G5eFVgPhAz3adL/cfC39GdYXM22PwrSsr4SBnaNvUU4WA/OpAMuvIrQp+xnHAEyJco8Fz/2+TleWbEaEjF7F6nUz0XoroTBTQ7nZsHrZV2KjkPN3vQ2fJ3BTeQ5V2q+zIJsqSmnJ+Li4nOIKy/0i4l/9Rx0KpCFvb2oyza3+/cwuqIO+znEZGat2kPMlAlVX3LEuZ2TSZLYGBl83XQibXga3V4OZFOSpx4EYpPb1pf57UB4+DtQEF37/XLALWJQaRhS3Q61KvgjlND6GB/4dkz2JbzGG6OhXCUljDXEJl0yMizQ5FcjCfDPoOtfmJi+7N7+OXeJdg5ySAQaKDVcSAvFoInd0LE8BkQ6tkSbQ98j5QMdvYcuU5fzKSsT1K/ht/A5khzL0nyeUUHW4SNnlTqXdQ4eD1y5TLW/iRn9is9A5A02GfwkyzTuiwA2HTzamTLCINXi8rSAsZlN7mY3Ju5sBVw8Gia8R2GADG/3w2HgKeEm10xMgulUGmEMGUkk5/rs383axAWWdbZ2wfBvek94XTiU8wJtx7EdbnnFFS3p/djImtmBQCdXXB82MjSZ9vo42twK9n6PfZ60Ah4OlD7hIjUFCYpmQAzLmIZStQC5r8WVTyxs99A8PWeUQqNCuPvzgV45pMnRG4/vPLYUhBQp83H69TWCCkh9wXze011gQwd3WeAZxvE/PacKydx+il7aqaznRCRehk9AcAI89PUq8/0kIaOnVjK0nydm4uue7ZbMMfJlpBQs4b6ULPEvHB03RMGldbSwoR4g14a1QZejnRi730rQ56F2Q8WMBOPZctBYIf1jX4FXy+tfVN4C7+9XANFmYmBygINPqu9ESIeDTUh9znip3zuZZzZKsn+bDAJkyHtCDiu0rID7mWTtLWabCB3LKAm6yU3Lglg+wW4UqOlSIFSjgbBa8ExvEOW2alxjatubke0AAAgAElEQVRgQSs6gSBXFSI5uQd8JOlmrUrUfGTYbEV1FzqhnypLx/SohVa79IsaY9HWjdpb5Mvl6HtgD5LKTNgRQPfksFGobG98f1p37y5W3L5psV42v+D3PZ5/RbuPcZxRdr//iQAgsa4ygH7WwjOIh2ndunUZJZujoyMyMjI+WGb7VxJiVq1ahU8/pequevXq4fr163B2Zp8c/rPn9h8RfP7sesu/98/sgXIA8CM67tWqVWOYfQMHDmQYeuRvGxsbZGVlMTcbkjCUnU29xVq3bo3Lly9DxJK0R2ZMyMwJqYYNG4JQlkmEOmELLlmypBRAJO1++eWXv6WHPrYHc3xeOjrv2wUtMSFjqa29uqCTFwUviESKSEHisrPMWvq7uDIvwbZCOsBefmsv1kex+8uR5au7NECvWlQi1nzXr8jIYx+Y16vCx8kBc5h2w07ux538JPZjpgUu954IXxc6oKl//HsUWwEvKtjIcasPfVGsvWkZ5Ar2/SYv24+nzi7dp+qrrbOXGletgMP9RzLrbLl/HVCUhcVNr6N1BZq8mS6T4Mf7rRGS4Yn4aXRw+jIrHYPC14LLZ08grFRcAWcGU/Ciw84tSMxnZ5cRc/GYGfTh/CIzFt32E08jdpbVqk6+6F2HAg0r45YjVxaOIY7PUFFAGVzpKikO5dWGrbg5vqxBQdJdsXfx/d1rVgHAbZ0GoGNlKhsdd+t7ROWwH6IBVR3xYwAd8I44tgbh+eyDbTJmCO3fH55OFJyvuXsxZAp2+WJgZRcc/oSyH4OO/46wZHY5JhmIPJs+A2K+DQMa+a0l3mzsfeTjKEDImNnMOo88e4IFoWdQ2zcZLo60jxRKPmLjK6OK0BtHhlB/QJIoTGSB1mpxp64YUofKF6uvXwpY8WMDkaLqWTRfXT2Fo08sk5cNv1HBXoTwsfT8qHtgIUqyxYCmzLnM08LGWYanw6kP2oyQYzgbx+5zRpZPb9oQXwd2pNv5jvOd9Gf8bMqY81m/AhKxDMVFZSXIOogkCgz0bYRF7SmjssnpechJdoJOa76dAhslHN3yEdGH3rtr71qKEmuHklgMDJwIL3tnJqnVb81yxkGSrUR84Lme7XMseR/mXkiAUl4W1NShVYME7GlLwdxcWQm6HlqMtvVjwCOTGyYVk1QJBbleuD6Gnsf+a5fC2TMXNrbmoAgBeNNfOyNuKgXRF4VdwbYH1r2xqjpKcWMMDd1pfeB7JOfaATwdYDjtydhbxYG7QxHujaRSoKlnT+BSGRa86bYOr1sHP3ek3m019i6EQiGkaeSmpQUkYhWejaAA8dRrB3Ahwco9ljC7e45AQ3cqAWbk3FauIcKyeqmXWQ44sxv3c9kTiMl6ngz5FLYiKgGuuf03yFXsB35iQCPMD6RS+lb75uNtFjtAzOdpEDeD3mOZkJj1K2EFu8D3HTpgbD0qb/384jmciGWXsrvZSHB3Eg0m+BAJcGDwr2jgkogfmp4Hn0el/BotHysedMKV1BqInkaBVxJu1W7HOrSuHQeRvYw57zRaDuQFNrj1rCbCxs2Aqz40613erV19fLGxJ72/n0t6jpm3jpc54MY/r/eexngCkhp38hhuWPE/NJUADzv8CyLeWg9nChs7GpXt6YQdASqricMxv2E4XMX0Xn/tjSfmRrbD9+0Hl/okro09itt5F1i3U6uRYn9LytbWqAuwP74Hiq0E/rRzbI6aHhQcn3jqOK4mxLOu09TPkQTZNApeb7WPgnv1Q2c9M3fgoX14kMYuTzeV8cdnHca2x3ux77GldHhk/TCMrzsS3q6Drf6mtQUnUy9iX5L58eSCiy9rTEVjZ6NVwobnY/DMik1Lfzd/dKxK2bF3UpIx4tgh1p+rILXFrfGTGYYbAQB91/zGyiQlX+5a3Rcb9ZMX77tTJGinzu6V4BTxLL1ORRr8q10njKlJJy/uxP+MQMlO1lU/KvRDgN9ZZtlbWSamRlmXSX5dcwJauTZk2hJAjwB7bDWwVh0s0/s+kud6i22bGO/LskW8N8PHT4GblE5A/qfrYxtnsPWP6T5U2/TFf00KcMKUFczm/h0SYLJegwyYEFEIUcWgSjP0EQm6JH54pH744Qf8+KO5TREZE3foQIPIgoKCsGOHJZv2ryLEbN++HRMmTGDuA/7+/sz2enh4fNDp/lcQfD7oB8sb/+N7oBwA/IhOAQL4JSYm/uEWE4Bwy5YtzKwIW5EX/kmTJmHbtm1W10VuZsHBwX9JatEfPdT+rgfIH3bUBzQIfhSCX8LYveDIakY2qISfW1M5KKlChQLLwm8gLOkV81LY1tMHX7Vsx5jyG2ryhUMIiUtilwBzdJjctCHmNqeDudqbfoWcDE5ZytVBiYggOohuuX8D3qjYvZzI8h8bdcbYuvSl0e/QQgbQlPIU8JTkQq7hI7HEmUk6dhCocH8AfaD6rl0CLctMvWFTDg/sh8aVffC2qACttlnxgiOsNYkQDydSc/4Wu5ZiT4vD8LazZDRMvNkdOwbTpNpNUZewKT2U+bdWzYGWyFt5OnD1wSH8PCkiRtB9r71+lYU8y7S7DPK09eHBWB5pKYExtO3vo8SKnnpm39ud8NN8DzHXfMCt0PIQw12AjpWoDHLVk0tY+YBKXdlqaav2GFKdyu07XfoWmVaOZX1HLfa0WcS0I16SRXzrTJIRXgH4pSOVPHhvI8eIHeBxt+Pi3lDq59TvaDCiUwusnnN3x0+Fu9QWOSX5aLLFupzKVQxETKbrnH/tPF7zjkMqsWSDPYmtjvCRdDBFXo5679+NZ1mZFl1EmC4ho8aVBrr4bPsVuiL2850jUeGVno3Vff8mxGaSMAiAI1CDL9RCo+JCq+Qz152NCHg2hW5nk+PfI6dYDJTwAAO7UEDQHQ0cpXLc70/Zes33/I40g7y07JbqAD93CUKGUKDDe/Vy1r6kXzMCgNVXLwP4ZHuUjIRdo+GCz9eCZGMotHw0dKmAo3o2WMCx75GfYs+c5wKRmkre5Xxw+Vq4Vs3B3d4UAKy3fSkKyU6yYbQa4GK/Yajh6omkgiy027HjvbbzfGI4pp8MZ+wA/OxzIeGrGJZhgUqEKs5A2Cjalz/dOIEd0a/gaFuMBt6JcJDIoFDxEZNaEYnpbhDwVYidTq+h6qtXMMxZB7dC2NgSH08dFCVC5GXYQavmloKkQWf2ISyeHTwg63GQcPFgIg1Q8t28GCoidWVJK+ZptIifQkGjbge24WVWtgWYSpZxuVrUr1gJxwbSSQn/PYugyhVBR9jTBFgkpeYwPoNCJwViR1EAsP+53/AgnQBVLGxOrgZfNW6OKXXpwIOcH6Xx0BZnvQ6vZ1GAuO3BjUhS5lm0MHxwvsd41HJxh1Kthv8268B840oVcbTXKOZrndbNx2sNOwDo4liAe2MoEECkpz32Wg/s6Orvg43dKWPu0POH+DaE+GNa1ic1vLGu2wC6zg8IAZl6bAZ+DDzBnCNmpQN+ieqB1X3pfehmUiJ2xv8LEgfLSZGSfAkm+P6I5lWqMm3fBV4Q30Xiv0gqU1aEtqfXQ6GxTJT2snUCYQAaAhzeNwRkVdg8rHpAmB+W54eYp0L4uLFwlFRggPmZx2ZibasQi86MzXPGqax/4ZvWVEY/O3I5sjWxIB65yhwRE1AkcFKAJ9Yynrh7Ajcx72q5imQcSqDHv1ghQm6JFGKBEi7SIuY0rCYJQLeqNJTpXanGXA4HL2dRAP/SqxeYevaU1XNzdP0A/Ks9fU95F0NUTBQl0+lE5c24NfgqLAPpxZbvqB7SPCxr447W/sbUbas/zrLgdnYUQtJCkavKRwWxG/pW6oaa9kYvR/KV+dFDka+xZB+SZYG2Eoz2p+8xRGq+KMzcH9L0J+9NnAYXiYR5tvmsMYYZld2sHn5+WPsJ9dz8kOp/bhcepL8Bh9ikEFYy43OqBVcEXOwzAX6O1C7k7otRaGoXwbrqLKUE7p50YoWECM2IWoi3cstnsJArQHCTf8FJSJl9E04dxzUrADGx6iCWHaTeBZKS5YTJ2sbTPAjtQ/rg32lbDgD+O71n/bskBfjvBgCJkq1Vq1YgqjRbW1sQWTAB9MjfJFGXjE9JEcCNKNbKSm3fBwAk3/93CTEnTpzAoEGDoNFoYG9vj4MHDzJe++8qb29vxt/QtP4qgs/fc8TL1/q/2APlAOBHdFRv3LgB8h/x7iNUYML8KygoYG6OVatWZcxQyUxH2ZkSa7tIgkLITfTevXvMulxdXRnfAkK5JlLiv7M+tgfzjieh+PGGMcygbN8MrVsVS9oNKf34aMwJ/HjtGYpVFPCTChT4oX1tDKpFB1Kk5oVdwt5nD8FVEPcV42CBsOq0Yi1+aN4R4+tTOUad4F8gs2Dl0PW4OMhxL4h6jXU5uhYvrJjOk+Vb2vVBZ69aTNsah39CT48nmFDtNiPXJJUqc8DPsd1QrHZFeD864PVbswwaK8xHsq2R4ybBxc4BRQo56m1aaxVocLET4944as6/7NoUfFHrGusp9iTXFfVrUU+3S68e4JuYo5Bl2UCZT/qS9hNPrGJkwfYldggdRmcB32VQbypP2xqxFz/fsc687O0NrOpNgY6C3K+gku1n3U6BzSDYO1Hmxb5XtzAvPIy1Hflwa6de6FSJ+rV9cvlbpMrYwa2mLhxsbUkH5o23rUU2xzJl1fAjCwI6YkJDen5U376EAZXYqoqjALcGUfZj/6N7EJ1qLhMyfIfIKZ9MmQWpUASFWoVa68lAkZ0BWEWqRegEKsMdd2UZBA5PWH+7sFiM/e02lS6Lzc7CiKMHzdIfyS/8ZDIoJ419d/8MKHjQlph7LxIvOa6jAi+GU5+VESe2IzwlC06VCiGxMwKQ8hIBclLs4SDm4eEEeiybn/2OAQDVZZiFJATH2VaOuz1/Ztq1OLgcaekcJnHYIgVYC9T0FON8P3oev5sBaPRE89u4DBqlFUkzdOhXyx+/daEDRP/gxRBJlHD0KGRCb0iplTxkJztCJJXj0UgKzNffvAwF5LItK/cnRAwZB/eCJsDNzhkKhQI1N62xel3qOFq81kuqW+8IhhSJWNsyBD72FJBSarj47UlTbI6tj9ez6THfEnkNi29HYm6DOwjyewyu/jS5n+WB2bc7gy+QI3Qs9fDxWU3Yh+znkSlIOvvyQZx5lsJ6HpEPKzjrED6KAmZem5YygCprqYFEfaLz0DPbkcV9ioRXFczk8RyOFtV80uHLb4pNXamMzmfTUmjUXCZIxFRWzFVwGGD5xWR6nxl4ei3uJ8ugE5u0Iwt0AFcGLOnSEYP96XX5TgDQxFOx97GdeFxsBfzUAVGDZsJFYsuw9apvocwLtmrr5YVd3ehzaPrEFXjYNgdpeeYyJIlYAadjrxF2gYIcaUUFaPmOiZtW1Tyxuw9lY+1PPI9lYXeRl2PuayS2UaJXEymWNqSs4KT8PMbv01pt7t0Pnbypn+PTFw3gIrEEJMiyArkD/H0o43Df06O4qzxidZ2tbUZicE1qSyBXqzD6+BFEvX1j1p4wsdb16G2WyrrnRRS+j7xo1o4EkOzrOMosCfhdgJmprPnui+VY8zAB4W+pD6ShONBhbevz6FjvFEQCKQMavXzRrPQ6K7tjuxOGIKg5nQwad3MxigqTkXauCgNSM8XVwblZJmwb5uBQSzoYLlblYterfrgeVxuRCT6l111Fh1z0axAJZ0EzTKhDny/d9+xgEoXZiux/7EwKtkekvMCwY9YBwOmNquPL1jSJnaR4G7z/yq6XKB8eTaWg3v772/HdTSs0eBJm09oZwxtZSZa3ega8/4KFj4YiQ81+A2nt4IChPpTxeODJI8y7agnQGn6J2JrYCAR/yAA0lZ2//1YCr/KzMfTiXmTJzd8DFjTphAm1jSFEd15MRKAdnSgtWykyR3h6G8HBuMIE/PBkLUo0Rr9RwpKc4z8K7d0DS78+6/xpnH1hLn02LGxcsRIOD6YT3tHpaSCMW2tFVC+N9NLvD9n3v6LtxzbOYD1+KSnM+I7UP4kBSPaXsOJGjRrFjHPZioB/Z8+eha+vOcBP2r4vAPjvEmLGjh2LnTvZ2bfWzuFr166hffv2Zov/KoLPX3HdlK/jn9ED5QDgP+M4/9ft5cf2YL6TkohhJ45YlXgu6dgJQ2sHMP18M/kmxp64bSEX5nK02NmvBVpVpabMbwsL0PzARmoBQ5gmOg7jaaUTUCZETNCnsNHLhZvuXITsfPYEUx93LkKG0Zf1I7Hb8OWdTKusoOejhsNGQNNGPw8dhWnVr1qcG3lKG1zMmo/5gfQFvNmWtcgsYff6IssjJk4rlV75rlvBsJrKFgEKP2/dArMaUcPy+3FTEWB/FflKIe5mVEKJRoDajlnwd8hlQiSkVYxpvjW2/gpVsSVgxhWqsbBVMwyvRx+k7woBqWJnj9Bxk5h291KSMPTYYavXxMK2zTEygG5nftZAqJXsMhi+oBEc3OjAKF9RjMBjq6BQW4I8UqEODwZ9BSHR/JHBzaNVOJjIPvD6rm59DPWm6akHnjzEtxGX2I+lGkiYZPTwan54Jd7mW7JYyHqmE5l/Yyoln33hNM7Esb/Uk+XRU2YyLFXCiKm/YQWrRxM5YXv4OmNtDyornhr+L2iF7FIyItHbGmguvUgtyMfS8JsggTVONjaY0qgJ2niZD5bbH1qPt7wsaEv4TEgMYbmQxGiurQqQCRA7mrLLQl9dxuzoUEhsFYzvoFrNZfzTREI1lAo+Bki9MK8jTUoMPPsDFDotVEpeKQjI42sgFBITeA4ie1IG4Ijrq3HnsZIBjBh7TH3QBGM3x9Wib6ArVuqvDSL7IkwetnIUi3B/MpUf9z6yDU/f5Fo95zb27IGuPhSYr7trIZwrW77watQc5L21w9OxepPprauRVaKClqcFiEReH/hDZLBcHRfnho9GLVd3pBXlo+U2PZuTrwVHoGVYhSCAJNlBvhbx0ymw12rLIhzpdAR2IgVi5I6Q67jwFBSjirAE8+61xeLedD3ro05DJNuKsT7PEJ3nhvgiRzgJ5Wjh+gYJhQ5YHlsL2/puZ9rW2LAEKpUVtI6jQfwseh5veRyCX65ZZ1m3rinFrq5UAuwVvNQo/S3bq1ogUX9tnE++i+CkXZCVCJGdaQ+ligehUA1XtwKIbVT40ncqWnkYZOfLoRHoIBSqYGujYM65IpmY2XapVoBnUyiIvuzONWyIuA8dV3+v1vu7GhKJzw0bjZruVOLJBLqU8Vg1bK6TAw/3x9B1nn0ZgxnhJ+gilT4whEibeToItXzEjaXAJ6m2hzYhKY9tQKTDpm590c2LhidcvBKJZV2XQLbcCypXCXPMBRwV+CtSULmKJ/afpeASkdY2276R1WuM3LcnNGyM+W0oo3FFzE5cy4hETpYt8goJiAVIbZTw8MiDm40DdjSjthEE3Gq8eT0TmlC2CNv33qRpcNBLmtNS/AGOlYAcnRAVqlCf3LUPl+GFzjrLuiYvENPq0+cgKYVajd2PHiLybSpIqi8JoRhap54Z+EcYUSOu78T9rBRoyTVBjhXxeeXpMNKnMX5s2KN0fUtuhWJTFPsk4N7+g9FC7wv6Nj8O9oX9sDGuDo7E14ZMLYCHpBA/Nw4Fn+eGgJr0maHVaqBNr1UKnpftp6vpHdC5AZ08mXFhDx4eT4Wm2HxChCwTN8vFtZk/MVLUrJISBJ35Ds/TLBkoLtJChvn4aSAF64KjIrD4FvukVcMKFXF0CPXM1Sieo96Wk5BrLH+bgJqhw71R2W0g0/aH61eYPmerLtV9sKkXnQBdGxGG3+6wM9bI8i+aB2JG4IclC7P+qJUPT77+HJdz2SfCZnj1QU0XOinwprAAnXdvZ1UWtPPyxva+lPH6RwzAATVrY3nXPzepnl5SiG3PI/EyPwsOQhsM9KmLVhXNGXVP0k6hNoz3CNPdvlPYFS39qHWDodLkWTjz5jojCXYU2qOrR0vUsDd/Bp+Ni8WsC+xeuPNat8PERnSSgwSGkT5iC/eqbGfPJHkTC5b/j/rYxhlsfWQmAd74XyQBnvr3SoANfUFUb8RfjwB9pC+EQiED+A0ePBgzZ86ERG/7ULbv3hcANHzvzxJi/ioA8K8m+Px/XG/lv/lx9UA5APhxHa//ma392B7Mr/Ny0WGPXjJtSmbRj/0PDRiKwEr0pTvo5M8IS6R+TWWrjZccO/tStt7TjHT0PLLLnHFCFpDUXgUHt4OmoqI+Qarf/l2IL0lEUbF5iqmDXTE+8WyOXzpRKWhW8QUMOROCeLm7OXCkAUZ4h+OnNrvB51GJx4s3bQEtuwm4i/1cONvT2Xpigk2SUa1V3MzPSs3Kw1LiEXTsmBl1igwifd0cETLcmBqqLVyFsFcnMed2Z0ZeaKjRvk8wt+EriCvS2ewiZTEabFoPnRUG4i9damFYLeMgrdGmdchTmA86iQ/NvQlT4ah/UbgS/xKTzlg3fp/eJBBf6oNaCnImQCU3Z4cYtlUg6gx7FyO4dSwhAl/fugy1iRRXyNNiY/s+6Khn/5HvKjVKjA//CY/yzMHCTypJsKQxlS4aqs3uYCSr8syPpRYY79cE37elPnSk3hTloePxjWV8AHWo62GPs70paEJq6JEDuPeG3WuMHKe46Z9CwOczA5omO5Ygr5BIac1PeGJWP61FD4yvR6Xk3z1YhUwN+8BcqRZgR3OjlLhEpcKcC2dw5bURMKxibw/iI1VTnwBs2NYau38FR0o9wQylkXMR0mM6qjlSVtPep5exJuUycnJtoTQJziDBGi5ORWjA90RwFyrX7RKyFJlKdum3o0CC610pqPjpnd04Hp0GwvyyZObqML15TXxTvzfTdvjRg7ibys5aG1M/AD/qpXFzLm3D6RjrAOCJof1R34OmSjY/MxdCG3YwtzjbFlFDqKS6/b5gJOQWMJIwM986RrYKPJs8GxKRiPGN9d/wO7gOanAlRnSeBFZrc4UMMB0zmcr9ll8Zhe4+cVifVRPFWuOAv4PtW7TiZ8LPnwIgd1Ofwkc9DN9Gt8XlNONgtLJNIYIDL+FYsh8WdN7NtK2xcTlUSisMQI4O8XoZ7LXUJ5hwlP1aI+uZ1MoHcxtTAKFa8BLoeOzr5GiABD1bj7Bdvnm0zOwcMv3j94Dv4CWl4Tw+wSvg5paDKu45papdAgq9fusKVaErHo+n7LZ1kXewIvyW1XVeDRqPag5Uetv+9AokJrDotLlazGjXAF/WNaYWDjq2F1Gpb81SiHV8LXb0GoR2nsbBeXJhLroe3QGZ0vQc0WFgzdpY0ZYy4Aw1/etViFtx00xdq/Gxx57wZajkRq8hwpYjKdFMarsJWMmEKXCBlZ17oF/N2kzb4FdHsCcuAinpxFvSeP9ycypAs6pSrG1Mr6EcWQmabLbu93l48DA0rkjTVnPTmkGhYU9PFXBd4FLxMdPuYNxOhBez++CR5e3semOArzHoyeoBMlkQkZmIUaHs8mfCy4/o/SXshfRZLlep0PPwZrzOMpcgD2ngi8XtqKegoaJeb0Ud4TKQ+7+hEotcYeexH652XqWfZSfWg5OIfXLtWHJPDGq6kmk7e8txRFxn9yXViYG7W+j1W6xUot5G64nfpnJd0n7UscMITzH3s3QSi3E9aALs9ACtTpOOsMdDMSGsZxklgA7f1r+NSS3mgCOiQVyETdPrwB5GAm5aDBA0elxpQM2p2Of49OI5q4fo92490KcGnRD5O0qpKcbm2KmIkZv71vV08UR3L8pcNtT5l3H47OI5sxAUHydn7B0wmLHLMNS75M+mydN/x/6Qdd5+NRfNpEfNVv+kyAf+1Y5AzP9wDz7yDkDkz9sfmj/be/nVwMpuPcyA9Mi3sRh/8gSKlMaJHluhGlv69EFgpb/vOP5RX35s4wy2/fmnA4B/dIzLl5f3QHkP/LkeKAcA/1y/lX/r3+yBj+3BTF6Ghhw7gHtlJEWkG3wcnXBheBAE+lnObnv/hRfZtmjokoZmblTWdTezIh5kV4CfcxEujqIDeIO3jpajBQQ6A/kAUHJAJBmmgySaqBgCklbK0XslEclnSYkNDgwaiqZ68LFQkYvOu9cgnYR7ENKcnr2EEqCjlwzb+hqNcl+m+kGns0zXJdtmLx0NDydqFv4kIx19DuxhPeK+zi64NGqs2bLE/FyMOX0YGUXFTJ+MqFcP3zanDBJDHYg+g4U3n0DGwiroXDkNwQPpoP151kv03GcdrBvf2AXzW9HfJ9tJUhrZzKiJYTUxriZ18MkjzH2HrGd8QEPM14NrSvklFOZQplvZsnXaBJFNT7OPn+emYO2zq8iQFaGy1AFz6naBtx1lA5mWRqvGgddH8CD3NcNOaedRH59UYWcILLgegv2xj6CFFkIOH6s69UQ3HxooYlpFSgVm3jiM2LxMCLg89Peph88CzPt90NHdePg2jdUvkKS8hgyZWZru98Oty9j9+B5sdTrI1TyGqWIrkkPOd0TI4PGoaEtlgDfSbmJvCpGgWQIyzjwXLG5o9Eb6KuQCjj5/arHtlezscHHkWEj1jFdDg07HNiJJTtmSUo4YYQMoQ9FQ390+jSNJD2l4Q5kiIGAdR0ec7EHluu2OrUS+iF12JpE7IHwgZVCcjn+GmVfPAhrCzAXDjKJsLyaYFHu7DULrqhSQabF1I9KtSO5NZVLBdzdj8b18Yyq46bbytbg0uAt83SiDuPXFr62G3sgLbRDRjzIVJ189jIvxr1kZohydDtFjZjOMEcLQqLlnqRn4Z/h54inmx6mE80PoOX4oqg+uaJ0g11ky9vraJ2JAzctMu/SCl1gevhiHkyjbzLQq2hRheq18jG5C5fH+61dAzY5nmvkkkrYNd/yC/ALLAAWRSIXwoJlwEtMBd92dP6FQzT7JYsNVIWYcnWRRaTUYcusbqs0tUxytFEdaLS71uW106Ef4VLFkBRGW2+skT0QNp+DW3ufRmH85xAwsK+1Prg6XRo6FnxP15pp28yBC3jyHJktiDO5fncAAACAASURBVJ8RqSF2k2N14DB0qUyTkkniZtc9O5BZYnk/LgvakPYFCjkWRlzFs+x0SAVCBNVuhJ7e5gPtt7I8DAlbg+JHhRDcLAZHroPaWwRNNwmm1+mMSX7Ge8OnF8/iJAn3IGxGYhZHwD8NB642EoSMHgdHMWWfX0yJxtSQC6yS7qG1vbCkGWVOPcvMQK/9FABmq+VdumOA/n4c8nQB6jmyy4WjsvqjZ4N1zCpkyhLMiJgBO6klq7CgyAYbm6+HSGB+ThB/sqi3qeBxuAxDr4FHBbPNOZ4YjW8irctbz3SeAn8Hev8+8yYM618cRkGeBPISEfMctnWQwcFWg9WNvoKnlCb7GiopOwqpmQfB0eWDw/dFPa/JkAiNqcyEObwldDAm1rBkvZL01g3x8/FVWwpoLtp2CWeustsskOW3d3/GMADJ+UO8Cq3Vp81aYnYzmghrqD2PHuJ4zDPmPkFSer9r3a4UqDO00eaMQ3JONH6NboGkInu4iGSYXScKjSsIwHE9Dw7H/Jpdf+8uQuJfMhNJhHlJUpqJR6GhyDO6/oY1kLN4L4p5fDyaNqt0UtHqzvybCzRaFR5kbEJiSRz4HD7qOraHjxO7T198bg7OxMWCBKJUd3JG/5q1LZ5Vi2/eQPB9yyRtGz4f50cGwdOB3ZP739wNs6/HpF9ATuF5cHRKCET10bDyRPB4lsxNEtJz4eULJOTnwk0iRXdf/1IVR9ntCUtKQHhyEhMM1rhSZSbQhJxrhiLH+GLKFLzOj0V0qhfy5RLYi0vQoFISvB190b3KZrP2f+X+/tG6PrZxBtv+mAGAG74E34U92f2P+uKvXK4mHoDTSMDV3xcC8ldub/m6ynugvAcse6AcACw/K/5feuBjfDC/zYvFuNP7EJtPGXSkPKVF2NbrE/i4Gb1TRhxbiHbO0ZhU0/zFfktsfVzPboB9A6iE74+8U8LGTioFY9hmY4mU6sd2HTFCb2hO1smAiiHHwXMmZvvGQ6tTcaDNFuPhpFmlAMrrt22g1rxiPf4u9l/D2Z7K00ixyYWcbWyYwa6zFQr+u06sgE1rUaCwJis2hie8LcpBKyashp3tM7RuJfzakXrRvEt+FOBREceG0sHU/ZRoDDpGgQy2+qWdP4Y1oAwv0u8Xnn6FJk4HzKRaEdkD0b3u7/9vL7Z/9qKdeHULXsjikJrgCq3GKMuR2MlQ0TMb59svA18vVc4uKUaXvTuQJzMfcM9o1gxfNKMydlK3M/fj/NsDSFc6mAEDtjw5/CRiTKtB/VHIoKPexjVWJbNrP+mNHn5GYHNr7B0sjr5slqzYx7MulgX2KWUffBd2FntfWx8Ye9pIEDqYMlm9166AxL0IfInaLJdBVcJHSbotXs+kXoHHXz3Fp1fOUQagKSOKo4NWpMOeXoPQphIFAAM2rkWBkv08JiwRAp6Q2haxE4vuZVCJIZEaGoowhDQ6hAaNRBUHyohqcfZbCMTsKa+6YkeE9aHgVofDwYgvsBYcocOzUZ9CKhIx5tQ1j/xqmW6r3wY3nSPCh1Cp8rLIoXiiNbJaTM8zB64Sq5tQUCc5Pw3tD+206g3a36cIKztRr7EPAQDvpr/AhNOHUVJiBBSIJHdh57YY7NuydHMmXPscV196QEsGoibdSeZSWnm/xd7OlDn1JCcNg68Ew9stCyKBsU/lKj5eZ7rgTNfp8HWgYF33kM9YwSWyLK/AASHdafhKWEoCRp88DI7GkiEKoQ4Px80qlbd2Pr4ZrzNyoFOYAqpEN6vGlIAW+KZxO2adJEn768vs7EcinyNeY4YwCtNj8q5/73gVitWxl1ibuIvtcaGj0UKAhFZNOXMSd1KNTDwXGxsmudTA1CMrIqDj1qeWIAdZVtfFA2f6BDG/90chIARkmqCXELbdvhmtK1zFjHqh4JkEgWx73hxH4zsjavJ0Zp0EVBx8fAua1XkBO4nxnlRYIsadJ344MWgy/F3osST37fnXLmP/E/Nn8JxmLTCnmfE8Cs94jbFh7JNb5LS60+sLOIko635G1GIkFJt7Cho6d2CVThhf3ZwF+D7HqfW2tZhX/zS6VzGy+4pUAnx6pxPa+o3F2ACavrz/fBRW7b3Buko3Z1ucXk1tDgiIR+6xSg37/WNV957o7U9B5w8pnSYbutxJgNrkXsutCI5TMDgCy0mA91l3REoKRp84DJVJeizxHtzdbzAC/8BE/33W/59uQyTnn186D8IYNJRUIMDv3XuW+l3+p7eJ7ffeFhYi6MQRvMw1ToYR1ufm3v3/lFdfniIep5OsM297eu6Cs8hywvI/0Rcf4zijbL+UA4D/iTOl/DfKe+Cf1wPlAOA/75j/V+zxx/ZgJgMKXXZ/KBQxuJHmidQSO3jYFKN9hSRIhB7guF0Eh0NZSMcfzkffCodY+/lk2hD0D6DeS4QBQCSZ0W+TIFZpmQGljq+DTMBFR+8apX45hhWl5Oeiy56dUOhf7p3FYoSPncR4Yhhq68N7WBx7AepMAVCa3KsDbOTg2XBxpdeM0qTVQ9EL0NDFknlRpBRBKD2OOh6UkWSo0JfHkZVzGGJuCYq0nuhcdz6cJZbsttSCAiy4fhmvcnMYdsqoeg3MQEqyvpprV0Jp8uJftrMMib0pBflou8N6Gu13bdpgQkMKvpK+jHiTwgACBu82ZjypBRxFYjyYQkEOnTIaLXacRIbcUhYj4SvxYGwABBLKxjsdF8N4C1a3z0KAK5XORmdVxqsCV6zo8gn616LSuA8tjU6D6xnheFH4GlwODw0cayPQOYAVUPw59Dr2PolmBneEIbe4Y1d0NwHKDL+t0KhwPDkSz/PfQMwToL1HLbRw8zPbtI1xJ3Ey7SrjlVdcYAOthguhWMl46BEs5UjLxZDyKdvnm8sXcej5I3ClhArHjKqZ9FyhWoyLo4yMhstv1+N+7mkk5zghvdgBWnAg4Snh7/4WNgIevqhFGTaphQVos916SjQBs8c0aMi0vZORgJHX9gAKLnQKClQS7zrYaPBNg46YXJMO4r+5fgEHk6Ktdn8NGzdcHEzZbdXWrgAxqLR1LSn1jyOAUWGmBODykKAHAM8mPMPM0+fYGV4cHfYMGohWFSkA2GDjGgoAGpi2zIZSAlUNJ1dcGE3ZqfseR2LzvVNIkNkx+1Dq11fCQxOXdCzuPhc+zi5M21ZHl4DnmGWxT1oNB32cuuLrptTPMXDPOqQr2Bm8ZPm5PkGo4+aBfIUMTU6toIwlsRwCnobxNyxRCKFQC+DFF+JyfwoGzbw1DYUC9uRpwirc0YzaIFxPjcPYs9aZufUriXGqFwVe6wf/jiI5OyBhGgJi2OGVt/cgrfAE3KUFyJNLUaJuhRXdzP2tTr06irnRj6BV8KCSCRiQWCBWgSPWYkHtahhRk/b7tTcvMTH0EKDWwo6ngpCvgVLNRyFhHvM52NNhBFp4UAlz3xtzILSy7xqlA461pwBgckEe2u1gZ6yZhieQtrW2rISixFxmSD4n8toONaphWzfq97kxMgJLw8OoByxJICa4JgGKmVOFg6hJ0xm/TEMVKZVMQAEB2ki4Qg+/GgisbO77tuLZOexNCIc/PwNN7BIh5qqRJHNCaIkPNBwR7n1CmaSGIp6cROpIrlOJQIhpTZpiZD3zZ8CcG6dxMv45bEUyBoQj9wyZXIi8YgncpXa4O9QI1r2LAWh672y4aS3yFQp42WUjwDWFSaB+nF0JL/PdQdhgz2bQ5NjQxASMPXmU8eH0cMqHjVjJ/HZ6rgOT8ry7/yC0qkrltXsfR2PBNfZJHtMAEsIQHXh1K9TKWPT3eAVXgQxJcjscSvNDy4rNsKypMbRrxO15yFexexV2cg/E5zVp+q6hojPe4sSL58hXyOHj5IKRteqXMikNbTZFRYB4CxKlQA3HbBSphAhLqwItxxXnR44tZWVl5xVj5NxdyCu0ZLLOGt4WI3tSPzZSP4ddx9YHUWbbQv7wtHdgklvLsqwtGlr5QKdTAYowQJMEcF0BUXtwuOyTBe+7TsKoI2zBxPw8eDk4YnrTZhZ99L7rMrS7/eYptkSHIlsmRxV7O8xp0h1+ju9O5fzQ37DWnrwnRqSmMMna5Bpq51XNTCb8V/2OtfWQ1N6rr+MZz8J67h6M56WIb5x8INs37OhBVhsQwgS8Omb8B58fb0vu4XLqLOSWSBCVUh35MgkcxCVoVOU1nKXF6FhpJSpLzVmnf3c/GNb/sY0z2PqlHAD8T50t5b9T3gP/rB4oBwD/Wcf7v2ZvP7YHs079Cros6ybOHKfd4IiaMf17/3lvBDixe+Y9zK2BRrVOlx6Hby4dx9mr8YCJbxyHr8X4XgH4rGWn0nbPiV+gFRluzNRZpSDgbw9uYE0YMddmYafwVbg7dibcJVS62XzrBnT1vIyRNW+Xstuy5VL8fLcX2noPwFd6HzzS9s6LJWhiu9WMBZdS7AQbtwNwMzGPfpaZjn4HLWW4n/j6M+mLhgrcsoExLGcrMjh+PZsO+Mmser0Nq6G2ErSws+9AtPGiA/ju+3YgJifLMhxAC0i5AjydRgeShM1w6M4YzIvqYOFvN7PWPXzW/kdwBFRON+n0cTO/OtPtNTUB/5ALS6VVYXHMOjzJjzH7Wif31phUfaQZCNh7/248zcywWP2cps0xpwUNKiFVpJJjasR2PMs39/eb6Nse0/0pYETqesZ9LIlhTywTQoQTbZYwv08GCrU3rYRcoGIG18bSgcfVYm7DzqUm4JHZJ7Ds9iXci6epnoZysS3E6OZpmF2bStIIK6XuhpVQmzLgTNpv7zMA7apRYO3bOydx6EkMUFJGiirQwKuKBNd6UzD3RtIrBF0ngS7sDNHR1RpiYVvqs+a9eils3GQoMfGcJJ9LBEqUZIqRMJuCYCsjb2JNOHvwC1m+qEsnjKhFgZG661egWE1cEs1/n5zDXra2uD6e+i/eTUnG9KubkcMV6yWWdMf50EJUAkSM/RoSAZVqBWxaDThmw86lpJSpSNJps9/YIcivDea2pqyxpvvWIUNmDQDU4cmo2bAT2TDHstWpeeBLVBDwzcGo3CIJejposbDtL8w6x4TMB8eBPY22RCbE4XbU140Ei7TYv9GqN2eLKq7Y34OyH5tsWYMsmYLxoTP0E+kfAtKTM8vgAUjafn7+F/T03QV7kZHhpdTwsPNRLwT3JanUtJQaNTqELIBAYO4RSYJgQjr9C1IBZRC+LshGx2ObgQK+hZ8jx16Fm4Ono5KUSqqGhs6Dls/u0+jE8UZwC3p+LLsVhg1R1gMMzgwfhdpuHkzbGutXQGVF/ty4SkUcHkCZM+dexGHGpVPMBJDZqaQF7DkiRE+eVXpfIPdNkqRtyuAh6zA15id/H0y4g+ikpRjlbX4uJxS4YEvaEBzrRFPeSRHQYsSxQxbsXAIg/Kr3lyXtfrsfhkMJ5+Hiag6ElRSL4KSph2O9xjDrI5JmEgJiLSDn+JARaFCBSma77t6Gl7ns/V5BKkX4BHoNJeTlouMuvQ9v6ZYb/xE6diKq2NNjOfDQPjxIYz+PiYfZ6k+MXok5+SchKf4WQq4RpC7QSCFy2QMbMbWNIPXFw98QU0ADScrWKK8eGO7VvfTjQzGP8W3oJbP9r2xrj4N9hqKKnbkMmEhHt5gAdsRaYUPPPqhfRq787FUa5q4+jfRso48pAf5mDG0DriGGW3+fJXYhR54ZrRYIG3lTr76MfPV/ubY8voDF1x+b+VOKBGoE9+mBNpVp2M//arFJkEmYy65+g0pBvbSiQrTcRhOj2Wpzr37oVN38Of5H/VWkeoPf70/C3qg2zISSoUQ8FUY0uYk5DTfAXkhTbP/T9bGNM9j6x3QfvNb/90iAE6eXS4D/0+dz+e+V98Bf2QPlAOBf2Zvl63rvHvjYHsx5hXdgXzwGjwtcsD2lNlLltnAXyTCqUgyaOaXhle4n+FUcxux/xJO2aOKaxtoXUVkV0LQuDbhIyM1C7+U7UcklGw1qx8NWKkNBoRT3n/giq9gOt+fNZiR8pHxXrwCXp0K96slwtS+AVsfBmxwnPE+sAiehBFFTqM/ZgCO78OBNhgUgQZaRQffFESPg76o3vV+9Alro4CophLd9JpQaPp7nVIRSI0DjCpVxZAiV1iZkRaCScjT4xB+qTD3Kq1maakgWEWAv0wqwt75HbxAgkFTLfWuQnisDxFpwGUaUDjolF9pCIfhSJeLGzWPaEVPxmutXMV5eZYuACUcGDy+VrTTZuh5ZihIaomLYVMIG5OqBhukUVJQri9Bt9zIkFxul3IZ1OwjkODtiKCo5+DIfDTtyEJFvk1CtcgacHIqYsXlugRSvUz0Q4E76yFz6ElcYi6sZl5GrzIWLyBVdPLrCW0rDHQx1KOkUDiVdwJs3TiguFjMgj719MZOk+WmNCWjl2pRpei4uDjMvnEa7CkkYWv05SPgGSVjdEtsALwqcETd9Dvj62f1Fj0/gWDK7NG9D4Dg0c6Uv9d/duIBw2WUoFQIU5EpBWGVCsQrO7gXIzbTH/RHUI5KAdbV2LYNGyWMSqg06XIadxNOhZ3VfrOtMExC3P7yNhaG34ORSBDvHEnC5WshLhMhKd0BVewGujKIG9TKZDA0Pr4CNWo2GXklwlJRAphIg5m1FJOe64LPWYsyoS0HaOrt+gSzP0guOLONKlXg5gfqxlajkqLv3d2hNBsClHa0BTvceiHqu9Fg22L8Q+SpLPySyzF6gxKPh3zPt5lz+P/auAjqqJO3e1qTjHhJCDCIkQHD34O7u7jDMDDMwwhgM7u4uwQMEJwkWLEggRjwEi3vS/p961Z3uTr9mYXf/nWE33zlzhryqflJVT+rW/e49h/Mx7OY4pHxWs0aY34w6T3tsXAXi7m3vVABTU5VzbJEIWe8tGDfixJnfMfVOvHqKBQ8vU4dXwmgk45PcT8Z0sL4a/g0EKgDQc8MqCAQS+Lm/gchEwri3ZueZISGjGqOpmTCTpiq3DdqMtOJidpdZngL3Bs0AAR0Ic6frle8gZ2lOgqt3ESrxfWuaMtvrxA6YOj6BsbEusEbK4hKc8WAkdXn9UFyMFoc2Q6Gl61XR7gqgWbVqON5vNLPJb88alErkAE8BDgG4SBC2M3HM5iorDDuyC3Nx93VHOJvrpzWXSIUok+1Bdx+aej76zlakFCbhXYoDlHIVQM1VwtHjA6qbuuBkeypfwJhR7NrKgKAVLE21qzOHg6ipsxkGHYkWZ39CdftsnfRwsl2hBLKz3BDejxr09Azajdj3hlKvgS1deqCbL11AqLVhFcOIZQsvGxGujKKMuficLHQ9peuWrf6Nh7k1QrUMlGaGnNdJM9Ted/CwUajjQMHHLQ93oL0TTcOuHLfe+GJa8xsVm+tt24giqZhxoCd6l4z/h4zLsNKPDxyKJip24ZpnF3CjkD2t2FzqimOB9BlLgL9GOzYzzL7KQUyZHk6aBmsRTa09/HAZ/nwMlGqBB2S7gCvHN/ULMLn1EqYeYYs13L2ZGTv6O1Xi+SSiD0o1AH23roFEpoDQSgyuEUVg5WV8SAuMYG1qhMiJlJ2qVORCmRUIsGnh8r3BsT1fAbw+yo3Gj893IjvbAmXlAnC4SpiblcPTnoNNjb+DjZC+T4iuWuegvTqprerzbensiiO9h+idPmG6x+dkw1xoxOgUarO2tCuLJTJEJ71DWbkUnjXs4GSn/w4j9ZPznuN60hrklpbAWMBDXcdOCPSczDoW/ls2vinOQof9eyHTkrZQX5uVqRQPx38LPlcje0HG0+ZHD/DiwwcY8Xno4O4JorfJlmp/KfE4TiZFI1+iQE1zIaYHDICHdR29piPPxS2PHyA2O4vJfiCSFoNq++sx+8nz6ExaFEIyYlAiE8PH0hHTfFuhmoi9P/9RH4WlpmBCMDFf04+xAQ2wuB01DEvIyUHXw/so01ilO03vdQ7DOF7TpXuF4c8/Oqa6vEhcjuZ71qJMqq/Da8yX4N6Eef8yq/NTz6VyvS9tnsF2nVUA4D/b+1W/q2qBqhb4WAtUAYBV4+MvaYEv7cX8291jaG65A3OiO0Cq1HxEcqDEct87CMvqiI2dv2Xa8lBEH4zw0GV3qRv5SIovRrWgKZG/hl7Ai4Qb6Nrusc6kUy7n4Py1Fhjcth/G1qepEz5b/kT3xs9hZaKbApSRZ42bT/2RPIcemwCF+glnmi4e4V8HfwR2ZTZ4bKAreHrsJY4STiIz3JtEmRcRr35FM4vDrOOEsLk4Ds8h4BtDIpPBZ4uKpVN5jqYEOrh7YE8fChr5HP4dZuZlKK4k5M8jRhc8GZ71pWnSyXk5CDy4l/08ocRw/3oVDsheW4nZgK6TJfkhwzbiAakz6eT0TuIxjAlhd8Il5X+2lGBoYwowLbpxCUncc7C20GVaFRSZwEXaGys7a5gk93PuYXfKTuZ46uBxeJhRczYCrDSpdPMjl+LKEwKI6SIyBAQc18IZ83yoW3L3Q/vRwvYmfmwQodP2RCB+bHhPjG40vuJjvdvNFcgsL2Tto5HuLfG1H3VKrrt9A0olBKjSdSAm6aFkUnJ73BRUt7CETCFHrZ2rwRETL8xK7Da+EnVqWON874nMPvsfP4Qso2gGANQOqYSHlFdOiJ9OQbDzqafx55MH6FErmknF1I77qZ6QGXERHLiR2ey3+w+Ul2hSHrXrcgUyJKr2uf/VZZx7EYzqlvm4+K5uBfOjvUM8uDIFLGybY10LOo79jv6GUpZJCikjE5W4ERQAbHVsBd5lau5x3UZVwqeGEJf6U0dYz00rUMvnHUQiXcCsqMgYyYmOSJ1N78sOJzchtaBEn9FIxoq5DD83aY/x/s2ZurW3LUG3Ri9gZqwLnqR8sMOdmFpInUPbs/7e1cjjSQEGoFX3EQVoSTwaPB0OppYolpSjz+1FOpqg2tckKBLgch9q+OO/ZxXAKYOP23sG3CBB0sWTXzvgQ74pkqdSYP5icgx+vnEcuRIzMH4h6sPLARt+Mcq5loiZSIFf4tjLESgZoyOdkAPKMh5Sp1Fm3c83N6J3rdW6dbT+2vG0L3aqWIAtLvyI98lWrMxLe7ccPOxLnTz3RT3Br+E3GUCrsqMzKV/ZpRsG+dKJfMMzP8DVOh8CIRmbmvYsKxMiPc8aUYMomOazdxmkRexAMjlQYG0X7OxMF4MImGuInWplrMCTKXR8HIh+gp/vagC5yo0QN2EejPkC5h6tvXmdQfmE+c1bYVZTOo6Whw1D75q3WduT3AeNPanu3DvCCtq3HQoGjNatzpFwMKCmP9Z0oc+P0aErkctjd+yVS4S43Im+U/4RW29Hr77o5EmB+Sex/aGQZ+PrBx0rFmWIvMbyJqGwE/Hg50NTeQ+9fIYf710Dh4DoqtRo5llL8HSBEivadMOQ2pTl5bP7T/AtxeAZ6b4NZWU8oFiImAn0+a4svwJlPgUD2YJjdxMcPk0fJQYbPU7vQVapriZqe1dX7Ok6BFyVMcLB6Gf46Y5hjdnYCXMhUoH9Bg/8LxS8yApHafF4EDkL7UguHYK+PhpDpn/hEH/Ln+6IuoRlYTEGz+3M8L4IsKdjjrBoB584yqQea0e3ml7Y1KN3RV+SsvWP1mBtrG5bmvElOBbYGXUcNamtrwsKMOjEUT0jn5F1A/B7Bw0Ln+zz16eXcDhZd8HO1sgUx9uPg6vZ57M0fw69jkMv2KUwalhYInwc/aYgOrz1d21COZ+4W+k2FbnXQwaPgZ+9vqzLxzo8KPoFvr/BvijAXGv7jhhdj0p7/KfjS5tnsLVPFQD4nx41VceraoH/jRaoAgD/N/r5b3eVX9qLecb1Q7iVl8TqWsvnyOEjskBwH8peWn9nEEbXiIeVke4EPl9ihIPpPpjb+iRTb+H1w3B13glBJTCElJF0O774e8xo2pmpO/TqNNR2Zk9pikioiSv96Ye95wbDE2hSHujujp19BjJ1CXtJ2+RAe5BYmRjjySTKKrwS9TU6O2jSlisPJqntUxgJTEF0qYgAuQHCCzytrHFjNNVja3zmBxQp2Rle5sJyPO5FUxKfvMnAwFPH0ML+LWb7R8LDvAC5YmOcSPHF/gR/UHMPqr3ktWUN5DJ9liIpIyveKbMpAHg5ZhdmXC8weE/81KQQ41vQyf7399chX6Cvp0TKzCT1saoFZWMVy4qxIGo+JAp9/TRTnilWBqyFkEtXyDud/BPJb/VXy0lZu9pG2NuZpreOPLEa+1rtAI+FeUmcGMOLtmFsA6r91PHaUuRL2VOqB7s2w8I6NP3ad/NaSOSGIeKzQ4ejnqMzSmUS+G/bQHXIWMKfAID9aV8GBq2BiZNGxF67emG+COG9VzCbtr/cjNSym7A21T9PQtC6luSD632oc2ydXX8wDtdsweXJkThTlY759Cham/0EG+NSlMiEyCo3h41RCSwE5SCpo6sTp2FfJ2qa4XVgCaQELWAJPuRIHEPrtQhahg/vtVEtzQ84HAU8nHm4PpCCWy3PLIS9vSYlT3vXGRk2iBxGddbq7F+BkkICurK0J1eJCQ3q4KeWNIVw1I3J8HDQ1wAkZeHR3rg1jIJ1dbatRrFQRh3EtYY944tRzMPlwSPgY1cdH0oKMfzBL3rMNvW55meZIXIIPU+vPUshLxHCzLYYppblDIuxrNQIhZlmkCs5SJ5O231TZCjW33sEuZJHAW81q071DwfzfNwfT0F8953LwREZGHNiDlImUmbdVyF/YkSd7az9QzZue9oDu/tuYcprblkBpcwASMtVIHkWBda+vnYRp2NjYWFRCrmUB6mMDwFfBh5fjsIiE0xp2BgLW1M2Z8eL38DeplinLcl20p5vMq1wpy/VAPTa/yekJTyMcovDMM9Y2BmXIa3YAltiGiI83xnNazjgWA+qQfgxANBYoEDMdHqe40KCEJaRZvDaX4ybw7DDiBOn1ybK1mQL4rh6qP9gpmjX/a5oWZ3dIEcq5yHAPZ2pF5+dhS5n9jKgGleiWRggbF+lUIm2Dh442JfugpxedQAAIABJREFUM/DSDzA2ZR/vUhkPVzvScyOyBUS+wFD80aFThS7s87ieqGuVALmCg4xSc6b9XUyLGMZ5QqEzfLzDmN1sf/YQfz5SGWGQ8U7+I+NOdUv90jwQ4+pS04x6ZxYDarZppZPgSLl4PoAynXMLgmBVpkmFrny+CpsQ8IUUNJofehGnE9gBpvUde6JvLaoHuyvqMf64F0pBZ8JWVLF9mXVDDgfPx82qMIkx2EAsBYSVvenhfYQkxqNEIoWvnR0WtGqL2nb2OrWvxDeGswl7BgJPdAx+dhoDp1KpFKvu3wHRjhPLiW5cNSxq1Y7R4/vSYmnEKex6xJ6iTa7lwMBuaF2dpnQbcqMnZdosuJjMB+hxOZS1KWqbl+BSf8qIJjH+3CmEp7Eff3+/gWjjSqVKPmY808rBE3vbjPzspid6vSdi2O91R1MzREycyuyTuC83OLgJheVicAmQTh7LZIiSe4UP3Bs+Fc5mn8dC3PwgDKsfsH8jkWPOahSA+a10AdDPvsB/8gdf2jyD7TK1r8F187d/Gxfg9JkrmdN9/fo1XL5A055/ckhV/ayqBf5rWqAKAPyv6cov60K+tBfz8bjzWPTshcFGHuVuiV+bU8Ds2ouO2PMyAPPqRKKh7Qdm25McR6x/2RgT6jxFp7r0g/JyymlkSA1P5pparUI9B6orOPfhcFibsAM8yVl2ONCBitL7blsLiYR9sk3mISsDO2OQfz2mLmEAqlkxlAFGttLZlIVIyDgGk9h+dzUm12SfmMfnW8Oz1l0mZalUIoE/0S8zgAC6mlsgfBxNQ2oW/APyZewAII8jR0x/CsCFpyTjwON12Nbqih4Qtj+hDg6m9MTNMZSJRrQCS6T6qYvqTlMbizxIf4pJFy4zgBEJNWOPtAUXCvzZ1g2D69M0rcl3vgJPxA7GyMptsKsVZTxGF7zE2gTKfmGLH2svhrsp1bdrsmctcorZ+6hedXOcHUgdHYOfL0MvR8OaV0UWV2BpQvc58+F+RGQnsB57cd3+6FujEVPWau92vCtiF7In5bEz5jJ9SSYK3psIqMwOALZwd8bhPjRFvFfIEnDM2SecchkHIR3ImACuJj/Es/LFFecok3MZPUEVcQaPUmvhRA/KAKy7+3eUlNAUwcrB48uQMIOy4HY82492tpTNQ0Lbi4P8fSBpBJa0p/1Sc/efkAvYr4crVSJZlVY8/MJBPEjW111UH2NggBdWtuvD/Nnl2nyIROymGfn5JgjvRcFP350rIC43xCoE+tX2xNpO/Zm6Xz8eAhMj9nEc96YaTnSjOnz+21ejVCGDkpDRhCoQjjCjyghrE7g9cirD5iwoLUXPsF9hVImlqL6e92k2iB5HQRDP7ctgZV8CIzPd4xO/nrw0K7yaSsG6bY/OYUWE4TRpR9N8REykk2OP3csAI3ZgnoBOKWNp/+18Ggpvy6l6zCVSRtJwNz2fiYN9KGD2MWBNW0O0x5H9eCtJRWGhvlmBhUUxvM29ETRQNY5vzIGpCXtf5uWb4Gp3usjS/tQWDKl2E9Nq6jrMknOc9SQQA/zmoosHdVr92HkK+ErEq2QJ2h7fivQCA/clV4HwwZPhZmmjui8NvzO8bG1wZSTVXlwZPhw9PancROWIyXXCoADKQMotK0GDfZvBlbKwfTlK9PXzxbpAynRufu5n2Fqzpz8XlRnhVlc6KYzNykTPjwCAv7YLxOgAyoqOiP0azazpAhNhlDOGLqpFj4e5bdHcj5pAEZOSTif3sD+SlED40Elws7Rm6jYK/pnJtmcLkZKPB30o2zc0/RraCel7u3IUy/nINb8Jd4tqTFHLw9vwtoQd/BzuWw9/tqXM+vtv0jH83HFwSIq7VpBxaWlhjGfj6ALP5wRJqZ5y/ixupibr/EzE5+P4oGEVad95ZZnIyKYgKAmyCEJSqdXP2NfiqehR6ydVmRzDzxzHk0paicQw6+yQkf8yCEjeIYSxSmQL/hOx6XEY1twzDESdHzYC/g5Ud7Ltvp3IKGRnzGvrXu6P2obFzwyn+z8fMhGWxvbMdfpv3cCYb7DFzCbN8HULCryuiw7Flrg7rPUEHB5e9l/Iagb2sTbc//wpZTqzREsXVxwaQAF8kp7e/uguHaBf/RMFX4lN3Xqhl+fnuURvigjCmkfsrGCy7+n1nfFtW/qM/U/HlzbPYGufKgDwPz1qqo5X1QL/Gy1QBQD+b/Tz3+4qv7QXc+SH2xgSyp5ORRp3U3MfdHenzLr5F2bgrMoQgbADSchUacP9PBOxphedwEfl3cTDLA0gUrmTulbfihqmND1t7qNhsBbpOwCSstd59tjdhk6Shpw9ikfpb/VgG/X0e0/ffujgRvXgyORUZCaGY/U8BhxQKoDiQhE+vLZhzAOeTKIAYKsNG7GgeQh6uybpnKJEzsXosF44NHTZJwGAlsYaUHHk7bV4nMU+mSJtFq0GANMS4SUfhGoGwM+5DydiYx8KBnU7vA+vcnJYx7q2m2Tk2zc4/PAXBL+vRTXuQCadSnAFCvRySkAb77kY5Efb/VMBwJcFL7AuwTD7UhsArL99IwrF7ECDt60NLqsm8Mqys1AWUMYVW3Dsw8DhUT3H5OJMjLu3HcUyXdZpYxsPbGk6rkL7aNujB1gRwT75IPv5dACwOg73oWmOk29vwHuwg49yORch7SlIGv76BR4ULUD8Oyc8TKqJYrEx+DwZaju9RfNaiUjPaoJtHSkzp9XR3/E2W6THUCX9ZGwqRuxEytY7+OI4mlp9BUuuADZcAfgcLuRKJQoUUuQoJDiVPhmLWlEw2WPrciiNacqgThDQrJyDFFVa8aLLp3DslWEmybzGAZjTkjIaulz7Si/9V71vbQCwzo4lKBFTfTK26OXjio1d6CTtm8dDIDIAAMa/qYYgFQBYZ/dalJZQIFkbxGY28BS4PZqmcxMAsOmxdXB2y0Zlyb7iQmNkv7ZB0izKjq194HdYVWM3FpGU8hHZj7L6djwOxrJ77H1Oyh1M83FfBQB67lkOpdAAA1ALAAyKi8KFtHWYXVt/InsitRHyy0ZiR1cqIfAxYE3bWbjHsR2IzypkXI8rB2FzNqruiKAB1Lii1/W5jI4jWxTkm+Nydwpu/XF3CxbVpEzVypErMUKG8DzqV6Nsn4+dp4WIj2eTKWu8bdBavC4RQymtPDiV4JpKEdpr+icBgE2qV8fxgfS+/DN8BZzMgtHUQZedWyYT4OcHA3BxGAU0c0qL0XjXNlbdWFIe6OWMnd3pBD7g6ErYMu7eukAHYe+lZ9kgZjB9n0VnZqL3McMMwF87dMToujQtsKg8B1GJQ7EpzQ8P8xwZY6b6llmY7/EMtd0PwtZM4+A65fJZXH2tP+56uvlgcxcKyjN9eWUB0iXs91tdExkOB1KG+bHEU2gn+haOvEpmQ4QZKVGAZxEGb5WD7KcCgAdePsEvN9lZY1weB4kzKXv4c+JS4isQ7Ue2aOTkjBODaf+oAcDw9944kNgSmeUWMOJK0dE5FhO87iBLNrECADz44hl+DmdPO+/qWQvbevT9nFOsqEvSahfeuooH714zWpD1HZywtG0X1LbVZSr+Uzv/yI9CEuIx69IFgzWujx5fYYJC3OiJ2zVbaAOA6x6uwbo49nc1+e2zwRNgJXL4LABwzp3TuPxBY9CifQ4kIyNu4A+fDQAeeP4Uv3wCABifm41uh/YZvNd/bN8OE+ppHKU/pY8OPgnG4juG3wU/tHDHxCb02/g/HV/aPIOtfaoAwP/0qKk6XlUL/G+0QBUA+L/Rz3+7q/zSXsxlsmK0PLsChTJjvXQ7IUeG8N4T4WBSnWnnXoeXICaHffLhZ1uOCyMpeBH67jHiCr6GgJgmyPkolQthxhczboRkktbOaRfqWVMDiZGhU+Bl/wEKBQfF5cQ4Qgkz43JmZT/uvReOqbSXTsa9wDdXr7B/4PGUiJ/2FYSqFXn/3UtQo1amXmqguEyAoncueDSOCunXXrsGMr4cU3yfoa9rAsyFEiQUWGPNy6aIynXA9WGj4engwBgDNN+z3WAKsLGQh9ipdJ+7Ei5h5YtHrOOypoUAIZ0oK+htXjyqiTXuwZV/cOL1UAxtQplGfY8dwotMyrisHOZCIZ5Po4Bm5Ls3GHLuEJQS/Ukfhy/Hyo49McCXpgr9/GgTMrnsjrC28kZY0pRez+ekADfYTsTxdXWk1OfrZ2ePCyMoIKGUpUOR3QUcNlVHXg1w7K6Bw9GwTFKLs7Ap7iw40khIYAoPq0BM8+4MY55Gr+z5+3foH3SEtY1oOjU1NWFSgLdvoClsLOHnaosL/Wia486YawjOobqWlcNIaoeTHSkoIJPJMOLKbDxKpil12uFul4mxdTtgXB2aBjv1+nZcSSgCwc/5hBOkpNr/Ch4HnnYS3BxMtegiXifAWdEdNYx02TakLFcmw8nMjZjWsCdT15Okjcq5UBqTnaoYc0T8vIzHCPonz1Slje5ZjdPF+s6+TJ9AiSmOZlg4lOoKfiwF+O0bWzwaSsHHJjsXI7vMwiB7qVcta2zsQVOqR9+YBHcHdiD7dqwPwobQVFT/XWtQVmqAWUc0F4ePgr+9I8NK8d22DkITCWztiyA0kkKh4DJgf162Gcy5RngxjWoaBgT9AhMr9rFJFgjud6PHPvPyGRbdvgQxq6aiEo5mhYiYQNOKa+1eAbmRvokPUyjhIGUCZRVufHwXq6Nvo6FdGro7R0EIBeTg4E62F26+80UzKzcc70PHp+fG1RXGNJWGEvOnmu07/doBXInNYqvCbBvWwA1L2wxi/t3h7EI4OLK70Wa+cULoIDqO10ZMx1wPw3p9J3OXYIgfBXP9tq1FuQFGdhtPF+zvNZSpN+biatwtLoNSzIOCpOEyFslK8EQy5p/P+k+HhTHVBmuwYxMKysWa1GuyUaVxuKhNO0xSyQJcTziLaTfjMcLrPlo5JUDElyCl0B5749qgukiAwwPoc/Pp+xQMDGI3EGDGWTVTnB9Cx/uIkMOILEuCrWkJTIVi5t0hlvKRVWwGocQMz4ZRIDk65wOGHt+DUplQSxGVDn8eR4FfO3WucNL+UFqEnhd3I09cAhcRNVrKKDeDiGeE8z0nwN1cVxNt8e3rCHr1EuVyKfNsG+5TDz+3piYH6vjx7jgE57qy9vsIuzf4vgVlzIekrUA1zibYcnkwhYCRCBBwZMhTSFGkVMDc4gS8rCgLf2zISYRnsEsdLGvbFcN8KbN+yqUzuJ6gy9TTPpFb4yfpOAGznmSljcvv3sL2SPb3pZDLQ+zMuRWg0eLb/bE/UaNNp95VI9tULG4+HPUc2jCbvr1+GSfj2IEoJzMz3BtH00Y/JzJLitHz9EE9HTzy/g0eMBoeKobm5+xTXVeplEEsyyDuSTDiVweHowuWvysqQrt9OyHT1kNQ/biaqRlujZ8MvmoF5Jurl3A6jj2dWzsFeMvDo1gRx56a7yEqwOleP8NaRKUqxp09hVvp/zgFeF5oMEJy2fX6iEFU3PCFOhqEZN+lUgnelBQyqeMOIn0286emABOjme6H9xts/sXtOmBsgIZBSioS2QEClpKFNRdzCz1GZ2ZRFprvJftk+1ZQ4s64UXBWsWj/mX7/V37zpc0z2K5VBwDctODvkwI8i2Y3VKUA/ysjtOq3VS3w17XA3woAzMnJQUREBJKTk1FUVAS53MCkQau9fv6ZpnJUxZfVAl/iizk46Ti+epDIgHDqjx0CxP1Y3wYT/OkEicToM8dw9zW7yURLl+o4NIAyNO5nJ2F19DIIiFtoMXVuJFw0X/N3yBObYFXjn+Gt+nCqt3cJ/JxeIyrFDeWqSbeFSSl8nN/gdb437o2grAICbg08cwQchX76kYDHRfSUuRUAYPuQbyEyY1/dFuc64GY/ClTWW7cOxVwD96JSiYjxk+FoYYni8nLU3bGJtg2LCYiZSIAXkynQQNx9+4etRFy+LuPGiCdHUPuJ8LWkk7e8kjewLOpgcHBHlsxBk5o0perrq5dwxsBHfS1rG1wdTVPjLifFYfrFCwZXwSc2DsAPKoZXsaQMcx99B4GxLjAgLbfE2ibLYSE0rTi3W5m3cSCNpKhpgTJKLqbXnIVGNpqP6p6H9yM2hz2tuJe3DzZ00xiLKEv2QVlE2SoVwRGBY70XHKHuh3rCuylwRyiIyyaJYgIWmy6Hs2U/nZ+vvHcbWx8/1NlGJhbHBw2Ft60ds52kb9XauxKcUp4+C0+gQDsvN+zrRNOkSV+Ou7UYeTzdVCm+Qonf6ixAXVval2Sfdbatg1jODlodGzAUzVRuo+VSCSaGfIefa9+FlwXdb47YGL9FN8f0Zj/CT7XPpJw0uIi7VKQMVh4oD8U70dytHbO51raVFFxhCY5AgSSVHtvPB9bjQIGU6cbKxhHEO+UrF1vM7UfHkteWFfDwYjcByUxzwctpFCBut+8npBdasd4XpHxsPVf80l4FGu34A10bvGQ1AYlI9UDSJAp+tji4hTpps4YSd8dPhpM5MXRRoBZJ5ybmIOpcQNVv+Eo5vG2rIWTYWGZLkxO/g2/JzgAkjtEPulNzjVvpidiTvBT3on31XDfreKQjr9gat4dTNqf/oWUoJRnFLCYgPJ4MiaNoSuKK++HYEvkAHILLa5nPKAWUPVjLygbXhtN0/0Z7NiGvmJ2tZ2LMx8splFk3N3Qnzr9gZ/qQ8tGNquHXVlRzq9amFahdOwMmldKACwpESE2qgTgVc+v329Pxg9fHAMBVGOJH2Wi9j+1DdCa51ysr7iuwsEU7TG7clKn3w83NOJJeSB2iK1iASnBMZIw2XuyYGTARmjN1775Ow8gLQYw+n7b5iovAEne1QJug6CiciN6HR7mUJawOO6NSeJtb4cgg+ixOLchEx/2G2XqtPaxxoDcFp4kOXf3jqyAT6r43lDIOgjqMQwNHytZLK8hAbOJ4zLjXlWH0aXmqYEGd+wioNQUta1B92z8eX8fTdxew2v8WXE1oGvT7chMsiGmNalbdsKql5nlYLpNicdhNnIx5SaX1OBwM8avDuJxqO+c+jeuMJRm+eFVGU4LV0dT8AyY7ZKOZ3ynalu+2QSBZhiSJA3LkFFgh72Anfj7cBDlwsL2IGmbUWGRw8BE8es/+Xl/UrB2mBNC+nH3tPC7GvtI5rvYfjydPh43KAdlgpUoF6+7fw4aHumZQ6ipmArK4NYsBAMmz2Hv/CsjA/pxbUL8tZjSgJjE/hl3H4ZfsQBTRAAwbTe+1z4klEWHYGcXuRt/fyw9rO1Izmc+N/LJwJOcsgFROpRmM+K6oabcO5ka65hJbHj3AqkoMd3Ln7endH+086GIqiZzSUsaw4x+ZgBx58RznEvfiQRFNA69oc54EjnIxgocthqnKRZyYgPQ8eoDRQtaOvj61sbar5ro3PIjAhrgwcM10WbRKOSDMN8PLyfMqwFySWrzl5X1siLrHaDSSaOPkjjWte8FepPn2+FQTEOI23XYfzRZhiy09+qBbLa+Komfv3+GrKyEV7eRgaorlgV3Rzp1Kj6jjz7B92BlV+TmnxIS6tvixA31X/hXxJc4zKrdTFQD4V4ycqmNWtcB/fwv8LQDAzMxMfPXVVzh58iTDEvmc+BSQ8HP2V1X3P9MCX+KL+Yfbv+NImj5rrLNjKbYF/gquanV5/3PiPMmeAqS9wlokKUPHG38wbL7KwVHycbfr4orUzZqbVjEpumwIgrkxH8+nUKCBfLD+GHodCi5xdFQJkJP9KwGugovwsZNQw9KSqdsldB54KsfQyscXlDkguCsFAL8/cx5B6fF64AFTqFQieS5lfYhVTCMQgJSnoM6fCkCpAl0CnKrh7GBq2JFfXgaizyU2ewOlkYKZJPIUShRlmmFtx4Ho4eXN1CMTmuj49vC31teYK5fxkG92Ds5WtG5IwivMusSeJjWtUVMsaEWZD+se38KGe+xsClLeydsVO7pRMIYEAQGXPN2BdxLK6nAUuuGHBlN1wD+yffr1c4jIfIoa9rkwEkhRJhHidZYtero2w59tqD4UibX372Ljw/uVm5yeW9ce6ONTW6dMKQ6DsjQIUOQCPDdwzCaDw9dl0SW+/xaeOKe3T4lSiXKr07AS0UmsOi68isPZuFiGiUhAP9I+6nGhruO7fzXKZXI48QrhbpaDEqkRYoqrQcblYnmbrhjqHcBUfV+UCuT1waNie1x47wniUlzXKhuTnGPxsHQQunlTIIhxG927g/W6ycZf2nbE2AA6oftQmAhB3gBYGemy0YjOWqx8Oeq6UL08uTgKnDzK4GKLMpNVMLWgYEyrQxvxLpcd8La14uPRGAoanU+4h7kX7gBs2lVSGQ4M64nW1WmKeLu9vyOjxAj2TgVM+ighnxQXiZD13gLetlxcGUlNYvod24jnmQSwYklFhRLbe/RE51q03733LgW3nIM67q9hY1YCuYKL19k2SHhTDSKHUsQMo0y0haFncfwF0eFjYV5wFEhWORBLFXJMPT8ZHd2icTKuBRyEEpTJeTA2LkRXtyhcevsVdnejrNMWh9cC9uws2rICIzwbTBmNJ5Pv4WHRWhSVGiP+tTPzfyOBDG7VslDdLg+xGR4435MyBBqeWI4SbhmkRUY0FZecrkIJobmYAXBiVcy6RaFXceyFYZ1VdytL3BxD3SznXTuK4Ni3rH3eoaYtdvek7NRvbm7A+bgyxvyjcggFUgyva43FrSnTiRgocbkKODnlwsysnOnLwkITfPhgzQDBibNpXw49uxK7Gu+FKXHSrBTxhdZ4It2Akf6UNea/ZT3KWL9plOji6YVtvWia5U83z+BQdBLrM1YJBZ5Pmg1LY8oqH0RkHnL1Nbc4CuDmwEkVaY6/3LqOE1m3UM8oHyWlRpAqeLA0LsdbvhGysqwRO54yL0l4bVrFAI36ocS2Xl3QxZOy2wjLu9uRvSjklYBDWJ3kFSPlQlEkwP6+g9BWZXSgkMSiz/H9iC7QT/u0FpYhfGhtmFvStMBvb2/Ezx5b9dpTrOBi0asxWNueAt4k5l25iOD4OL3THODrh1Vduldsj4hbhLrmZ7HnXW08K7YDj6NEM4sPGO0Yj6iymWhSk7LBM0vTcCljGIoU+oZDlpwyjPS6W/Feb3xoM+MeyxaDfOpgVTt6/GvJCZh6gTyL9duTx+UgYdbnpwB/jLnd29sX67tRljOjk3iOshvZItDJE7u70efl6bhofH39MnhcOSzNSsHlKlFYIoJEKkAXj1rY3vPzU4DJ2Hz8gR0k9bCwRqgKwFefGwG4YrOz8LaoEM7mFoyhCQEytaNY/Bwx7wejQMxDSoEDA9DWtP4Ac6EAdZyCIRJQYI98KzTeuRX5LOz6ug6OODeMfnuog3yDEMCQZA2QrIiOHp4YVbc+eFo6CekF+eh8cC9q279hAPdyBQ/mPCne51rA1dIfRwbSRTASZ2Jj8PW1S3rNXsPcgmH1mxtRzeOoD+/R//ghwEQOjkhGP9OYe4iPnjV9sbG7JuNhZ/RDLInU/5b0t3HEme6jKxZzw1JTMCGYncVL3qkEIGfaSKlEj8P78SpXn2FuKhAwbsFqcJo4efc5egjFUt13JmFRBg0ahvrVqJ6iOo49v4hNj1+iQMyBhVCJaQ1rY3RDTVo+64D8f974Jc4zKjdJFQD4/zxIqnZf1QL/oy3wlwOAeXl5aNasGZKSkhgdjc8N8tKvii+vBb60F3NmcRqanz1M2QwsEdI1ELXtKQOApEzMvnQBl5N0dVG61fTCxu69Kj4wr7+NwaKoQ6z7I7fCoZZz4GNJV54/5u4r5HERN/Mrpt6aiLvY9IgdXCIoYMSEqXA0o0ySrje+BreSlpP6ZNw4PtjWZgbz57n4WMw/FwylEU93gqpUwkzKQdQ3dGJMPi5rblwFrqUUPDMNY5CwQ2R5AvRzr4O1qonK7qeRWHKbujtWDl87e4So0mAJqNjn8B/Y2+asjg6gVMHFtw86YHDD79DGjeptkefH4rAbOPRCl9VAWGX7+g6sYIjsffEQv39Ez7FHbU9s6kwBJub6k2PwfcRllMmoMQLRE1zaoisG1KQgEImEvGx0PrmX9XrIxgcjpoO48ZEg1zTx/Bnce01dONUxzL8ulnTs/Nn6P+T3hW99YUZAX5ZIkfuiZnX2FF2DJ8yAAisxpUEoBro9raj2ttQCix/1RdNqnfBnYBdme0jcDDjIX2BWRGd8KKesBDJJm+77FINqxcLD/QmzLbesFI12Uf1LtpjSgDiyUrZeROw8NLMOYa0XXeCJuj6XmbL84jhYFBueZKRx1sLDkU6Ov716CacMMES71qyFraoJ78pH17E1wkCKFoDfO7XFSL8mzD6vPu2KFc8aI7lIN02xlcNr9PbIxJBmNN26Z9B+xL5nZ32StOK9fQegvRudyNY79xNK35lBUSlFXWBZDpG1GM/60NTa2ltXQWzA6YDsM2byTIhEIua+OB9fD6Zia3Rw1ADpb0tN8bKMg+vZTbGq3TZmnx3370ahcSoE1romIHIJFzmpFkiaRUGjZ1nJOPKWam+yRXKmN052XsIUNT+5BoV8Ayw8KQ8xgykD8PdbN7H3mWasVd6vq4UFwlQmQuK8HxB4joe3hXQxQx12psUI7ZsLUzuqO7n+0X7sikpHWZkRFApNyiCPJ4eRsRhfN62N8XUpIOK5cRVNvWUJLh9InEGfc433bEIjyzisa34dRjzNPZddLsLI8J4YFtAXE+tTALDmhtU6KbDau3Y2N8ed8dTwhyyGxOayjw+CRMZMnQORimnktmsFyYJkjcbW1XGqP2U0Tg87hrtF7GmOhGUYNUCVmk+YuVvXG3QH39m7HwI9qG4sWbzYoFq8ULeU+qutaXUXHB9IU5rTc+PR7vB59kUjAMvbumFIPdrut+JGo7UVu8zCgwI/tPA5y9QjgETHA4ZNkW6NmwQXCzoeJLIyPIjpjVYOus/Yy2/80K3B6QpQL+x1KF6WaJxctRtVoeRgpPsJ2Irovd0xaBfWbjopAAAgAElEQVSSC9hTxCfUaYSfW1CQ5WPpuqT81ayvKlJR2XuRfesvYTdwIOqZTqG1sQhXRo2DnQk1TMouKULj41sNynC0tDPBkd6UMb/+wT0ciL+KAO9UCAX0fU0WWBLSnGAjr49TQ2i6/edE26O7kF7IbpphYyzCk7Eaw5W8sjJGsy8iQ9NHLVxcsal7r4q0Wqa9sqbjVGw69kW1hVRBgXySzj6twXX08m4JD1vaf8dfRmHhzWsGT/f2uMmobvF5DrdkZ1sfP8DKe7q6uSYCAYKHjaoA25nxcWAPM0bZ4vcOnTCyLl0wI7Ej8hGW3dU16PGyscWRAUNgq+pL8j0VcGw9iqTsTOdt7fujmytd/CSx7E44djzRZV82qOaEA/0GVbAUST2SBjzq9AnklGnAbAKAbuzWC51rahYW2cab+lhdiEakavHic8bHf7rulzbPYGsf7WuosfHvkwL8enZVCvB/ejxXHa+qBf6dLfCXA4DfffcdVq6k4tpdunTB/Pnz0ahRI9jY2PxTE+F/Z+NU7ev/rwW+tBdz5NubGHSTfZLCfCS28ES3mnTyQ4J8vAXHx+LBG6JZAya1kTC7CONFHWujr+Loa3YQjNT5xrc/hrhToOFjE0mycvtiOk3n2vo4Aivv3TPYcaFjJsLNyoopn3J7M14r9VOVCPg432MCurjSD1aSsrLuwT2gSAKY8OnkgqRxypTkSxwvps1mPjBJepb/wdXgWeg7mCrlHPSxbojVnWkqzMdSVoz5fMTMoGwsdcqKjVEZhnnGwsM8H3liY5xJ80Zsvh1+bR+I0fWomyQJAnZcS05EeFoqCPOJ6NoN9qujo1sT+SYDg04dY00BJsDJso6dMbQOvfZHHzIw9MoRpj+1gzTBka7D0aIaTW+9lpaIyVfPGGz3E72Ho0k1jZg9ScskaWxP379jJoOtXd1AAOLK7AeDO6xUIH3nVZH6W/k3b2XWcHHRHbvJeTnY9SQSueVlaFjNCRMaNNaZlBaJy7EifBTG+93VO4XsMlNsebkQ+/rTFLHTz4fgt/sBKJDq614uqncXk9tSZgLREWq9dyeTIu1gXQgzURnDNvmQZwmplI+ZjRvim5Y03ft+9AA0tX3JevnvysxR3YO6PRJmjCJnEAJs9XXe3paY4YV8P7p7U/bj8FPHK+7Hyjuu51gNZ4dS4GTWpWCEJBgWNR9dNwC/dqAmIAfv9sPiSMos1Q7ivLm40UOMaHGS2dwr6ABi3hvWovs9MBAj/ek4rnf2ZxBOrEOZHAzJjKNEkREHJcY88EtEeDKMMqI8N64ESE6ygfi5XWOMC2iHgvJCRMT1RJdq+sy+7HJj7MrwwaLWJ5i9TLm4AU1rBuFFtgtiC50gU3JhIyhB1xovcT+jFnZ33sfUyyzPxzcPvoGTVT68hEWw54lRouQjXmyOAokRLLl98GtDCiB0C9qFdGEGuBwFBHyi6gcQB2gZAeQKRYgZQ4HEtffuYONjw8/YJk7VcHww7SN57ijIy+9j/tP2iMolxhGAn1U21je6Ab6wDvh2FDTKLs5F0zPbIORLIZIpGQ1Iwk4u53MgkQkQO/wbGPGpG3itLauhMJCAYG4qwPOJ9BnbcNdm5JWVw9siFwPc42FnXIa0YgscTfJDttgEw/3rYmlHCo5/bOHGztQEDydOZ+q1278T6QZMCUj5mUEjGMYNSS/0P8RuQELq2XBFeDqOstvm3w/C9Sz2e4g0WJQKSCasvhZEu9VA/NCmPSY2oC7ik86fwY2UZLiYFKGVYwaEPDmjA0v+szAywrOpFFw6Hx+LOdfYAXxSPrpOHfzWnrKi09P7wUXIDlS+l7jA2ZWawtxKS8W4czR1ly0O9h+EVjXcmKJFYWcQ9CIRA9xfoZHte2YcR3yojpAMD3zfrimmBNCFhkOxe5DPYV+EI+UtrFehkSOVWlgXeRfrnui/W8l4PtlnBBo5Ug3giedOIzSNXSuQlF8dOQ61bG0NXgdbQVZpCbof2s88ryvHwtZtMbkh/U54W5SOHmf2IF/O4qCuVGKevwTzmlHAfd614yixDAFPC8RW7zs1tRYuDzRsUGbo5LufJPIW7M85osN3fxSVSiHv6TFnT+JupUUwUtaqhisDWqnfhfufjMKvd3RTfUk9HkeOVYGJ6OtHWeU/3ryGIy91nbm1z3NT994VmQWf2vglEgl6HDmA14UFej8h9wS5N9TX47Vprd53gvpHkxo0wiJVXfW2K4kJOBj1jLmn6zo64ruWbWCmYgmSOjnlpWgUtJFqncqIAK6KVEr0a7nAwobtMbUOXWhQR2hqMnN/kkVGwnokhibaqfHqekSr8ejLKKTl58Pe1BQDavvDRyX/oa4z/twp5juKLUjWwOWRVDbi7xxf2jyDrS2rAMC/8wirOreqFvhyW+AvBwB9fX2RkJCAnj17Ijj481kqX27T/2+f+Zf2Yk7Lj0b7C4bH58mOzdDIWVeI/B/18MJ7wbhRaIitB8xx749RvvTDvu62DSiR6ANrpKyWrQ2uqpxjfwg7jqNRFHTUDyVujRsHFwuq81YsKcfo2ytQLtCkgxCcq5VZG/zUSJNWqU4rZtujiM/Hy+lzmI91ko7ve3optHwpdH5SR+iK073pR+PGhxFYe58dqKxhYcmkopAgH+AB2zcZ/LCurFnzj9qclBNQsc2+nUzVyhpvZNuJQcPR2JlO5maHB+N8aizrbru7eWNre8oUfJr5Fv3PHTZ4+LAhk+D+Lwig/6PrKnnrDZEBLChN7gaP6hpmxM4njxm2gDakWZlJQvoyKtULlkbsGnPXMkZiavNVzGl9dflbnE3U1UhSn291k0LcmUDTRjMKs9Dx4G4080+CnZXGAbpcwseDaC80cbLH9m6UdXr2yQj0cWbXkorKc0D92pSRQVLHhgatwv62IXA317DMsspFmHS7G37qOBuEmcT05aXzuJjArs0V6OGJnb1pXxKwm4DehoKwNIfXoSmRvQ99j+hcdnfL5tXe4sgQ6gw9+uJh3E3ST2NXH+P4kEFoUo2CF16bl2Bp07sYWIOk99Iol/PwQ3QLPMlphPDhlEXzMQCQANm3Ro9FDWt7RlYj/01D2FRKp1bve1+yPya0pOD1d/fGIcCBfbznik0wy5+moxWKyzAkfCHWed2Bt0jT7kVyPn5KagpXi2H4pj41dOl99CDSeEmwtCnRkSAsLRGi9LUdYlTs5atJYZh2kQK7bDGhgRI/tqFyA/L8edgYn4wSMxm4WqQ9XpEQX3vbg2dN7++vbwfj7FvDacUTPZtjUZNApm6tjasZBhRbmBsL8XwKBda6HdmHeANu46R8Y5ce6KVK4/8YAOhoZoqICRQQGXryGB4a0JcjN2rM1NkaBuDuFQYZXiIlD3ETKVNxWvhR3Ctk70uOnIfn/SjAw4AF2zYyWpFsoS1LQIyWvExu4Y9GtyDUAo4OJ/pheVR7vJxBpShisj6gJ0lzNBCLWrbD5IbUbfRx7Ag0tGa/11/keyPAlzq7xmRlotdRw1qFBJBQa5j6bV2NcvbXJWxMuXg8kTLmLyZfQIqEuiGzRf/qh1HdnKY6kgWlOTcv4FKK5hlC9FYXt+iIMf4aPdZFN67iWLThMUcWt8gi1+fExxjzTmbmuDuBMknLZeXY96ITVkT2ZgyTKkIJtLGPxxCfpujtTVPeF9xfhUIBO9NZXGaOva23fM4pMnXn3wzB6QR2MLeNixsO9qTSGgk5Oeh6mC4msMXVUeNQy4aCpENOLMbjd+zMva6eJdjai+qAszH1tPdNsgpIdsHnBJHKmHP5IutPCGuOLH4KVFIRzXZt0zM/Uf9QG6Ql226mJGPe5Ys66bVda3oxEiBqwI6Mt9qH10BeBHBkmpe7kqOE0lSONe166mQhfM51fUrdb69dxqlYdpMYAtIe7K+RSfmU/f0Vdb60eQZbG1UBgH/FyKk6ZlUL/Pe3wF8OAJqYmEAsFiMkJARdu2p0sv77m/5/+wq/tBczWbEOOLoURZXMNUgvErfKZ0O/hkjA7vxrqKf/vB2GE/nXwVeJ3GvXk0h4WOAxCCNUaSM/hl7DkRfsq9urunSrcK39/e4+7I1kdxAl+z87vDfq2WvSRsqkEvwYcQoJRRkQcPno69YcY/x0HQTjsrIYcWu2ubGvnR1CRlBQL19ciqYXKODBFgEmrjjRndYl2jpkZb1Uqj9L+65VG0xtRNOpSRhy7KtubsGkP5F0HO14kPFahwHY3ctbh3lJZAN8Nq9jXO3Y4vmUmTBX6W0NvnQYjzJfw8a0BFamFAzLLxUht9gU9e2ccbYn1U4jad99zx1CYsFr1LDNhUgoQanYCOk5NmjsUBOHewz5p9l9D9/fx+7Ea8iXSuBqYob5/qPgZEYBSnUkvhkAT54+24cwFzNN18DZguoKkb7scfQA63V7Wlvj+mgq9q9UipHyhqZWs4WcNwVeThTYG3Z6LR68ZQcPOESLTuWu+/DDM6yK2o7q9vppUgQEFOf6Y0836v487sxibGt6XAdkUJ/Hwsi2WN6TCpkToNJr61qYcGXo5pKMGqaF+FBmiisZHsiVGuPhhOkMw4EEMU8YfYYy8irHrt79GQ0oEsTooPaWdQwLD0YKxo2V0bUUc8HncBE3fS54qklfva1LUSyl2k6Vw9qkHJGTqI7miZSrWHA+igI3jMmrkpqryAEuX4HwcWPgYkJB1NU3RmCS11OsTK8LBV8GhZILF64Ek1xe4YeoSVjdnYJgbfduR0ZRMWpZ5KFHjSRYCMRIKLTGuTQvlMsFCB87ETUsrSCRFoGfQxlcbHHudV30b0KZVQsjhqKufSreFFkhJscZEjkfTmb5qGdPNefGeNMFC+K4+TSlP7pVSrEkZblSI5zPXo/xDeiCyLDz+/BGFK3nNk7KyrOs8VDFaEwvuohvQ0Lw6INGrF99vq7m2VjV1RyNnSn78XT8FsTLL+BmnC8y8mmKppNFATr6RMOd2x6j/Bcw27qe3YlEcSYEkMEM0gp33WIlcXzlo76pC071os8kwrJWQAFby0LGDZZ0FV+pQG6hJYR8LuJmUNDobloSRp0jgCmb9qISKbNp/6j3aUjYxNvGFpdHUa3CkFevMPMKSZnV7yEy9U+aRUG9EokYfvvWE2ts/VACtkI+noymGnOzr55DWFkk64KMJM8IcWPo2CRhCLQirC3yjFXrl/12fT2+99uCqBI73M53hkTBRR2zXHSxSceal63xXWeN/lzT3VuRpZVmqD6WkMvF00kzYaJKaf79xgos9NulA+Sq6y6JGoyfutBUcplcjnrbNzGu1pWDvAOeT51VIa9Ra+MqkBRethDylYibQfsot7wQm6NHwtpU3/gmLac6VrbSBRzJd0BYRgpeZL2HEY+P9jU84GOjCyqRBab2+3ezLlqRNE/Snp8bS2+HYddTdnCcXGXi7PkV75e+x35GVKYF43ROCMKMxLCMAzO+GOeGjYWnNV0Q+f35cryRGWCIyo2wramuWURM5gd8fe0yMktKGLYnYax1U2n1qq/n4bsMDA0+xvqtsK1LX3TzoAYTt9NTMfasYTbn/n4D0UalJ9nhwGqksWcVo4GTEKcGU2CeMOka7dgMKQuQ7WBiivuTNEZtn9r+u548xlKyWEbeAaQ9yXObvAukZOmQgwcTp1W8X0hK9XqWhSNzoREujRzDaBySIGYh3Q7vY9UGrcwUDDy8Gyk5+hdPEklujJmgt6h4NO4JzryKYUB9kv67qFkghDz9h0VBaSZiM3YC8nQoOXZwrzYKTla62sOP377BsFPHWccxG5syLjsLq+7dxtviYjiZmuHrlq3gZ0/N7f6q+NLmGWztpAMAbvgbpQDPqUoB/qvGddVxq1rg39ECfzkA6ODgAOL+GxkZifr1Nal8/46Lq9rH37cFvrQXc0pBLkaeX4MspQgyLYobV6GEq6AIyzvMQNNqNT6rwUmK8LZnO/He2BR8IqiuCmkZD/al5VgZOB8BKqHlvNISNN69jRGm1w6RgIfo6ZR1QWLX8y1YGs7O2uJCjvuTRsPOhDIaCPg2Mfi0TlokmUwQHbZJKnYGqUfSVIi2HlsQJgNhAJLUZgKs1T61lH4ss0T/ag2wvJXG0fF2WipmX76AQrFG44ak8xLBau1U6cScHPQ9fkjng5mcJ6k3RmUaoT7cqnt3sKVSGiFhdxGmoHqlnmjvjTpDUx7Z4qc27TFelfI291YwYsrC4GytmwL0Pt8CNYXtsKW9xmH3UdZTHExfAx5PA2rKZEaYXmsR/Kx8PmtsqCtvi96LfRnxuuCJAtjUcCAaOVB2KAm5XIKMd4GowdekeRKAM403BLUc6ASaBGEdBL/SF9FXl8fNmAuhip2S+rYeFAr2dC4761WwMKXpmJ2O/oKkHKorWTm0AcDYnDTseG1YN+7DO28c6U717Xy3rERgtRQsbxoGEy2zhY3RDbE+uhGS53zL1LuYHIfZF9gZGqR8RIO6+KMNTcckYGG93RtQVq4LVgqFHERN1rhjk7qDzu9CZH6WrtaaAujgUAN7umrE5InmJWNswRJGQg5ip1EwJvR9EL66/hL5Jea6II9SiRqOH3C+x7ewElIA8P7LVgiXm6OGqS5Q+vyDG5oLzdC/CdVBG3UkCNaiUKxsGqoDlMbn22B0WE9ETFoIAZ/PXHdmeiM4itgNDNbEtsQ3HSgbZ+q1CRAaleFCUn0dvVNXi2z08XiGbxpeZepJZMXgZjVkBW1I+cvyb1HPfTJTd3TYZqTJ2VPJ+DJj3OxKNbwKxSk4HDkeKx+TZ4SmTQmbcZjPfUxtPhLulpSluShiFk7GOENcCQkTKOUY5J+EZS0oeNH7zF6kSVNQVmACqVwzESYpwUKLcjQyq439Pagru+eGFXByzEVGia6eo5tZDt5m2iJxFgUVR5w/hIgUep9p97z6qbe7by90dKP3+8cYgMRR8/5ECkp8c+0STsXG0B1W3ikxSpgxj2GNEQDKfdtKCgBqJA1pmqCUAzcLE9waQRmi5Nl+630CjB1KwdEye5IWCiHNFVWYmpC6afl56Hn0oN6CzKJK74LH8dPxoOgDtryhDFh1tLJ8i6+d4+DjrdE1e12Qj17HD6FQonm+C7hc7Os9EC1rUOkEEt9dvwwLowP4pmZkhZs3UZjYmlYXL7NHYUcv2ufErIEwEA3FxeGjUdvegSn22bICUpl2A2l+ZWKkwMup9PkRmpGE+bf3ob/3M2aRRx1pubYITqqH24O+goOIard+TpyLI4YQl3XAE9LfhKVoZaxvOPKP9v0xYzEXCwvcUmtjymTw37rBIGN+ZeduGFjbnznctxGrUSTU1RRUn4e4zAJ7W2+uOK0TMS/w3XV672sHYUITRrR2BMW9wI+3r0OioN805F3+fbO2mBKgeV8l5+Wi00HDmrnXR4+v0NfrdnwZXn3QXeRTH6+pG3CsLwXHSRBgcVLwGR0QkICVF4aPrtCH/EdtrV1+KfEVZlw9B6WImKpplcgBkdgIL6fNqQCdCYP2p9DrOK7F/rQ2NsbmHn3Q3EXzbcim/6feM6kfOYXev2QhipgIGVqoXN6pKyNvoo5xl47hVoKuAYu1uQChIybDwkgz5jJyo8AtGI9qIg0Lv0QqQCr+QN0aGu1jsl/CAPzh5jXmXNR9+W3L1joLtGQ7Ge/zr17SAX5Jc5HxRtKL/6r40uYZbO1UBQD+VaOn6rhVLfDf3QJ/OQAYGBiIsLAwnD59Gn37fr7r2H939/z3Xt2X9mK++yYRC2/uR3qpBWUEEVoGwREUHNgKy/BV004Y5d/yszrsfeEbdDm6F0ViYwhMpAwTSCHlQVrGh71pMW6NXgBjIdXyaX9oF9Jy8wGhEkqiAaMkaSF0JbqHtxc2d6P3zsWk3ZhzMY/VrMTCqBR3JoyHmYAyAH4Lv4l9z9lF908OHo6GTs5MvY+l65JyAgCqWXiTQ4MQnhuv1w48BQ83u8+Ck5kmlYdMZk8lvUBQ0nPGYIMw6r5t0B4WQl0m5YhTQbj/Rt/1kmgf3hw7EfYmlOFF0mqIRhVbzGvWEnOaUWbjiegofHfDsFj41IYB+K411XibcHM95GbszEtloR8OdKKTD4lCgqWxc1Eg1We3ORg54zvfVeAayo02MGqSCxMxImIXK3NKqATCuy7T+WWRWIxzMetgwXsAKYwgNBqDXt7ddJiHg08dQeSbdwbH6d3xU+BkTsG8/KJtyC2gLD/t4PNqwMXxOrhc2pc9Tn6PmPd2rJqKHJ4cydMpcHInIxqnstkF90l5aU59bA+kJhO+m1Yy7CKi/djU/h2Ipt6LXHukFhP9SiWS51AGz+pHt7E54qHB62np6YJDvag25/ALR/Agmf3a67ra4Vw/ygRLyc9Cx/O72I0W5MDzIXNhYUzvS7+9f6C8iIzXSiAgRwkbSwkej6GMtR1RW7D8YSHkWkYU6pM2NS5H+IChsDOjzNyF9weirh17Gv/L135Y2oFOnEcd+QM72x2GEU+zeKDe57U3bmjhdx4WImMUikux9uZ0/NRAP605o8QMY+/3RehImg7a8MBvyJMbsT4/7IVFeDSS9p9S/h7KrLYG2z1RNhXeLvTemPPoFzwr1GdYkTJzngwX269l6pEFBN+tqyBhdPpUTUqALULCJONn7CQ4W1D90kYHFyNbQu/7ymHFL8XzsdR5elrICYS9S0C5lOr8aYdIKEY/z4b4sz11b20XtACpRXbgEHaPnPYnedaS/4gLdvjQ5cy2XsfXIOaDYcOyOS3rY15jmlZMAEACYJLrUePExK2XXBNhJT2YRDUAxwUfwq3UD6zMKXImoWMmwM3KmknTbX78F2TlmzOMpIphJwczDho6OuBYb6rNOeNiMDWi4ijBY9xGlVBIeMw7hkTyHA1wMu7sKYSnp0Cp1e7kPE14AoZpVE1lHHUjYT7mxLCnY05wSsLXTXUZc+R8D794zujCETfUsQENYaZi/qn7YlHEMTyX3oMNvxx+xnnM8y6+zBKZMhO4oy42t6VAcmhKMmOeZCiI0VNblSFUi31r8KFQLZqm/Qsl/KqZ48IQmgZ7Oukl5t+9AB4UDOBuKhAjT2yCt6WWjIHJ1T4T4W2lYfgRSYq9z57gRSZlAHb0qIm+Pr6s7G7iGHwg6imyS0rQ0Kk6BvjWrjAfMXgRBgqIYQZhzH8oKdaroW0wQY7Z9CNGS9qA7lfXT6LQ/DwEfH32dnKyL64OpgxRsoDgvXmdQTObSyPGwseOyoow9RUKbH/yCNdSExkgsrWLG+Y0aaGnRTf1wllcS0sAjOX0fiePsXIeurh56xhMLHzwHYIe2Os9k4hj95Q25VgQQDUN1UH0a4lZSkZhIfzs7TG8TsA/ZbpC9kcWfjue2cl67W6m1ggfTFOvtYO4GsdnZzHfRM1dXBm2pHYQ8w8CAnZyTkX3Gkkw40sRV2CDva/qoUBijITZ8xnQlJhmEVdjQzGjcTN807I1U7z35UP8fvMW+romoINzOvMseJlnx+zTp7ozTvWlmQrkGZuQ2BFeFvoO6kS7lWd/AxYiCqKrg2iERr57wzx7iA6pqyV9BqujVCXTwgZUkhT5p1Nn6d3zBi/q31zwpc0z2C6/CgD8Nw+Kqt1VtUBVCzAt8JcDgEFBQRg2bBgGDBiAkyfZ07Oq+uq/rwW+tBfz+oeHsPapYQ2vQTWVWNWJsgo+NXY8Xo8/76nSmVioJBu61kBvnyHM7jw2rYJSJNdP/ZJwYKoQInoqZQFOvrAZN5LLDZ7CsQED0NTFgylvvnsrMkvYWUFTGjXB963oBP/iq3iGqccWTmZmuDuBTqZIkA/MkdcPI7IwtWJyKlQIsK3VULR2psdVx++R17A3/pHONndzGwR1Hg07Yzq5zycmFTsMaxGt6dId/Xz9mLoLrl/GyRh2zZradva4qHIWTst+isAj16EwYKV5oEdNtK5FmX0Drn8Fcwt2B9OiInOcDqSC/IlF0dicZBjc+tZnOZxFVOPtU2P50804m6UPfKp/v7/JOHhb+zJ/ksnC0JPHkZSXq7N7wqgkRinqGBVyBPcSDQCAXAVip82DEZ+yLTIKCnDs2VT08bgNvsphOLnADunlv2BCo4EV++x/5kc8fW/FTODUmooM6MEFzEWleDGeajS9LcrF0vhZrBNOUi7PDsSGTnSy33j7cuSK2XWyeBwFEmbTe21fVCR+CzNspNPOww17e1M9S9+dqyFhJ8eCb6TEq6kUVBx7ZT9uZetPkNQXPMjVByvbDGD+DDi9GDIJD2VZJhUID4engMixFEaQI3IQZTS2DfoN6fmGmT/zGtbDvMZUAmNbbFsmnZctnmW5YkULyl5dHDIOixuy62jKFRzEKC4gwMULUqkUPlvXYZbfU8z0ewKBqi8JU5A4N7+XmiJ6CgVea+37EzIGBdIPLhRIHk/rJea+h11pICz47EJrf74ahR/a0n7/4elE3M7VZdWp9+5qnIdDrShbj7B3Rgef1IB/6koEa5MD85u0qgDxPXYuh0Jb/E/rdDkKJVInU6bpnLADCI7LZL0epq/ru+PX5nR8NDryI3JzrWiKn1YoeUrUcMjGrcEUcB994hfcfcfOeCXlW7r4opsvdZ722rgSUj5HH0yWAy7G5rijenYuvr0NB5+yg6QigRhPJ8+HkG/MgDH9b83Gy7QaemByNat8VDM2wbkePzLHJkyom6nJrNdOrjBJBQASUKvOtg1Qktu+Mo4tA5Z36Ioh/tRI59fHyxD0hv394iGS4EKXpQbb2lDBwBu/o1zAzjTmSixwvtMfzE8vEzZWyHmD+9/Vqx86elK34ukXzuFqyisoK5nkcLlyjK7bmGGPk3iW/Rb9QtglEYRcHp4OnQtTAQWPC8rLGa3GV7m6EhvEaGHpP+ne/jmNRXTzZoYEI1H1jCdsyrnNWmJ646YVACQB3Bps34QiiYR117v79EcHd5piv/nRA+x6cQX1fFIhMqb3sVzOQVxKddTgN8CRgfTb42Pvf1LevSp2nxMAACAASURBVJYXw3Jjfq9QYPrFYFxPSdI5PtHUPdhvkA4IeDk9HrPunKZSC6rggoNNrQegm6uGMX88fTUuJsTiQbwXpDL6TjAWSNDS7xX6e7VCT2eqF/z/EUdfPcPCe1cM7jp21HyIVO/LTz3+iZiXeP/+d8z00118JYsxCyLH4NgQ+i1H5Fn8t240uNtRdQPwm8qMqufJ3RjlfA5DPXXZ/eQZP+ZOHzyaRBei3hW8gmOZJguj8s6fl/+IBu4ULPzUIN9c5NvLUGhr5n7qPv9d9b60eQbbdWtfg8v678C3pU7nf2XIcgqQMZcuiL1+/RouLhqDu7/yvKqOXdUCVS3w6S3wlwOA5FRHjhyJY8eOYcmSJfj+ezrBqIr/7hb40l7MKyJ2YkuUvhOcupcGeUqxqjPVL/vUWHZ7GbY/FbALuiuBX9taYEx9Coi471gBCJTgiLnUEY4KVEFppGC2pahSmjoe3IXUPMPnub5Ld/RWAWZ+W1aj3IDrZS/f6tjQhabGkfSPwSeOMilYlUM7pUhddjMlCQtDryBPWgo+uGjvUgsbuvfSWYW//S4ZY0OPsTZVbzc/rG9FAbg3hYUVhh1slX9q2xjj61NHx4+ZPLhZWiF0LGXGiMsi0XjvVZTI9FlBBFy6N9IT9jYU4Bp4Yw6MRWVIz7BHfiFlfVlalMLNJQvl5cY41ZF+oEcXPMGu/2PvK6CjSNqu72gm7gQnQoAE9+Du7s7iLsu6sbuwuC2wWLAEJ7i7e9AESCAQEkiAEOI+Gf3P0zUzmcn0sLAv78vyf3nO2bNkurq6u6pa6tZ97o1lmih8MdV3JjxtC7QX32eM/HprCU6nWQYvllbrjvrFA7iqLOkk0jZjfbtfbx3DtjsPoVWYgzxiZznuDfgWtjpXVGIFXYp7DgdpLsrYpXHt9SLTjWNi7O870JCe/v3Z/TgSF4EceSENTAHgYZON0KGMjfU6MwNDzv6Bal7m7La36fbwFvbBH01Zuu6og8E49yKZR2dNC097Bc4N12nBPXqIb05bnqANrlYdM5szNmfFdfOhyBMClM6l190kcfU8ISRSDZ6MZaBRp4OrEZmdDq2SdP9ETP+PWL9WaggkWjR2LYEt7ZmOV80D0zngRKsBx66i+1IoVXMsJplCgxs9WPp1na2zkZwrZSAp3b8UAsYwI6C0u085LG3FJtwbohpDqBLieqw/YjJdYCVSoYb7K/iVjkZEWhnMrc8WyuafGoRvq5kC6Mbjatfb1ehfrRUSczLQYMM6CMRa2LjkQiJVc1ICOZkyqLKkEEmAp+MZ+Nly/7eISecXyhcL1Igexp5xl+Ke4UL8r6hqnYK5UfWQrpRBKlSjvUcsupeKxm8R/XG2DzN02RLVEdsTfJCjNh0fBCj28riLyVWYscjOiPv44dIpi8/DdmV9ENiJpah5rlvAMeoECoEBsCPpAS1RY7XAi9GMdfp7aAiC78VzjDsBMYwIa6B2p+EvBCbV98U3NRl72jdwPtQWQGd7ewXCh7Nr//H4HIQ85dd95PqvvS9aVGCASPttP+FxNj/42b2MGks7sjF3+PkGzL0YizcZzsZdyP27lf8DrGixAlYiO8iVCtTfPxvp2fzsR79iSpzozJhbMy+eR3D4XbP66AdyHn8yiWkaksNs3WDGNOLaSBccdiYAJtUMwDcNGNPohzs7cSj+MSiNWJMn5pqTxrvUUYEStlY42870++2v2xtx5mUk0pRS2IuVqOXqjj+asr7RR4eTPwOyLKTnWSNPyRYfrMQqOFvnQauwwsm27Ll6JiYaY44c5CQmjDFqgYpWsgUI6toTzTzZItOPZ08iJIJf3+6bBo0woS57bhILfcyFfTj95BkEShLn1I0PmRrT6jbC1OrsuineZe5R2IyKFsLIROF07DPu/UkmS9ObtuB1oX2ensYZYhFrzFYqRUffihheg9LrzaUFCGB7mpqCHKUCPs4uvOnETYPW4aUFR+kTA4eigs4Ig1iFZKryJicTdjZ5EAq0yM6TARoxtvXsazBPCg67g5mXLC+yNC5TDpt7MBB9c/g9/H6RuTYXjsn1AjAtoBH3c65KgSYHVyIt33xFxtnKGpe7TYSN7j30Rv4Cfz36EbeiSyIx3ZH79CnhmooA31RMrbgQTlJTxhrvwXl+JGbb4htX8CAxkQMmW3h6YXyd+iBzD31siLiFP27xXw+VudN/Mlx1bHD6m1x1/wy9ymntUl92KF+B60uRsMDEQ557A9JMfpDtraoeipdmae5/t/hJC7S0UEvx65lv8XuVg7yXviu2Evo3YAZ2L1LuoIxygMUmupMzDXV9GCv5fWPjvTuYddny+KCUYWrXTxGf2zyDr42KAMBPMXKKjlnUAv//t8AnBwAvXbrErWpPnz4d169fR+3atTFw4ECQOzAZhPxdNG1qOQ3p7/Yt2v7pWuBzezGHv4lCn8P7odDws5IWNq2CPn7M9fJ9Y82tg5h/o8Dps/B+azs0QZvyzAzDc/18CPJEzDjAKIidQkYFsaPYpKrx1jV4ncrPJCFWVmCXrmjrxYCohptn4k06/0Syfy1bzGlcIJr97anj2PvY1N2PPpQpVbhKsQKhZ9I1/PLkMbMm8HZyBjn7CXUfwnPunsX6x6G8TeUgkSGsD9NOy1EkIWDjWuQo+A1WVnYqgw4+DDhZdSsUi64zd9jC0d7HF6s6sUn53deX0HuPZeBkeZti6Ow3hCvb68SvePLSCjm5pse3sZbDt3Qe9ndg7JQ0RTJmRk7iPbYQIvxRJRA24g/Tkjry/ChmP7nMWycBTudaTYeNhPXfuxwIh9WohV+btuDK/Xz1GPYm3IIqTcZN4LkQaiF2zIfQSo3wnj9xkyGaaPqtWmbRGZQAgQl12Uf9rogH+PHccahFwgKmE+Faai3KO7rh1JDhXLmo1CS027EJPiUSUansa0jFDIiKT3JBeIwnmnj6IKg9A17X3L6J9bdPIE1hY5T6pUUxWQ5qlKqBNZ0YaHM9Pg6D3qHn+HVAI0ysxyb7VYLnIIemj4VvYTVloWnxaAQDFced2IUTr2IBeeGCWsBajZG+NTFdpyvY+MCPyJbwPxOKKZU41Z2xxtrvWoPHyVkcsGccdE9qJVps79QLDcsyZs7cW12w52FdpChM338NisXDzUWJv5oxRuzYfZOxuiE/+BmXbY9S3tcgEVpxfVhx/UJYueeZGUKossUQymV4NJIBgBPPf4Gjz/k1m0rZpeFqn7lcOc7F8/gaaDidNdNnkkikho/EA6f6M8A98P4ASKQvcDK5MhLyWfqYvSgPrd0ewVGgwIjKbIzPunoe6x9YdgH2dXTB6QHMpMZ77TxoFWJzth45HkhViB3LgKigyMuYcf4GhJRWXCi0Yg0WtWuJXj7MIMVnxUJoeUyeaJuVVItH41gbHY3YiclnTbW2CqrW4t6YEXCUMdCv/qYZSJTzP2M7lc7Eyk6MIbru4U4cfnIdD18WaOPR70KBBh2q38P8gGDONIMYXt7BCyzqTlZ2tcWxbkxDbF/kQ3xzhn98eDo54dxQ1j8Z8jxU37gSHJBWqC8JbBtVsw5+btSc9eXjy1hw+Ro0hYBSYr3WreCCkFasToqZV5ZgU6wc6kIsvI7FM7HKiCnY6tBMpAgUnOGMcVDaP8GhF7oyZvXJ6KcYd+IgYyoWCoES2NipJ1rojHzIeToiiX/xpLWXD9Z2KdBuHXJwN66+iDOrc3L9AEyrzwArioYbA/Em2zwFl7YV1sIjYI1ciwtHYTbUk5Rk9Nm9E1lGOom0T/eKfljctsMHG0eRDET1wBXmDaTvk+atMLhagdY2mXF9c/oEyPCBoqS9PWa3aGMAUum3N9lZaLhxrcU6fzfS4uXSemNM2X/6HcmUYm/fgdyfZKzV74xlR2fKAqjjznTziHnZZWcwXhaSEajk7ox9fYZA9oEMPKqTTIx67tpullLdpGw5bOja07BYeT0hDgNO7uC99uI2drjeZ4Khj6JTU9B79w4TTWPasWvFSvizbccClmbWciDHUh/JIPAI58oSON04aB0Ssgu0+oxPZGuPPgYtzYsRQ9DElf976nWePUp7sedqvjIHqsS6sDbS1TWuM068FZ5uBQZsFjvdaANpNLd9h6PzsQFDUcn9w9yX3+e471Pmc5tn8F1TEQD4Pj1dVKaoBYpa4ENb4JMDgAQI0MvunwTtp+JxhPsndRXt879tgc/txZyWl4TJJ2fiSqJ5GmcD95eY2XwkfF1YmtT7BukD/WZhtZzq2NS1QNPIa/VCxlDgCaEVED2W6Tl13BOER4kpBg0r4+IaiQaBHbqinSdLr5lyfRyO3/GButCk18U+Cz+1KoOeZdlkjlx1B+zbxXvsKu7FcGgAA8soKq9azun58QWZi4zWmYuMPLsL5xP5wU9iDT4ZyCbweaq3mHNtLLaFFTAx9HXXLvUM81u3grcjA43IBbDv7rVQal4gIduJS5HzsMuAVmuNoG6TDKLi1+KuYPAB/o9lqmdm81IYXI2xH787cxR7IvlNM7pWLI+l7RgQlabIxsTbX8PDxpx9+SbXDRvqLYaN2DJryNKY6XbmZ8S8tUJeugwatRBiqRq2rjno6eWK6bWnGnaru24VIH6LgApP4WqfBZVahLgkN4Q+LY/+lesY0oDX3A7FkienIbJWc6w1jkalM21RJcvwYPhXsJZIoOSccJdZFJOfFtAQk+sxTcU/Lp3ndLEouNRfXRCYQO6h5M5JEZmciI4hWxnLRquFTKqEQiWGhsafAGjpXQ4bOzImCaUldt6+GS8yqT0L6iTdLUrl9nZmAEv4mwT02LXdUvNhXqu2hvRF7/XzoZXxuxVDLkTsKMbG+uXcaWx9FM7v8gotvq7byHDtAVt+hdyRabwZB4EpwjQb3NEx5tbevoW51y7y6iRSm50bMhJezoz91Wv3N7iTygxBCkcvzxwsbsf0+mZeXY4GskNoVcoUvNBogfFX22Blz8WQCmVQqFSodnA2RMQ25Am7fEeE9mVssK0Pe2DN44p4mWXKWiNm7MAq1/FHHcYyiUhIQKeT/KmTtL2kWIZrg9n4bLNzGbr4HUCsyh0v5c5c6r2bJAs17V5g54PGuNCPgYo/XziJbY8fWOzLsnaOuDSYMaIrB85GXj7/ooBErETUBPb82PTwDmacI4Yhv2PvkvYd0N2XAZ4V/lpgMf3ZRqzEQ12dxPLpu2s5kniAvfIOGTg29HcDgFAneCaS8/kXMlsVT8WGbixldtCBEFyP49d9lIhVuDNqGqejRcB8+eBFnPwsX0ysVh/f1WGM6HlXLmHtXf6FDtJPfTB+ClcuKScb9Tas4R2btL2Flxc2dGEp711DtuCBBWBNJhZxEgIUKTlpaHVoGccMLRzE/FzbpClae7FnestDy/FalQplnhRq3TuO9HCl1ko4CW1wowdL998Sdh3Tb1y1yBBd2KQ5+lSuw5Wts34VUnP58/19XF1wehBblLjxKg4D9u7i1y8VAA/GTja4FfuvXAa5mp8yX69UaezsxbRGd0c8wPdnzQ0zaBul7UbpmJf0d/89Ibj5mr/fjdN1LXS32c8EltVcW2DeUbjAb81acDqMhYOMuIip6Gptzfs93iNkG8ITzSVQnGQy3NWZVlCdIw/tx3kLaefVPIrjQD9mHBWa+AIDzm6zeFk7Wg1CfQ/2rfUureKvGzTGRN1C1Pu2EZWbcvwIjjw11yqmbXNbtkG/KszkhkC4SRcP4uhz07L0NFnTogfalStg9VvSKqZ61nXujla69HRN1p9AjiVtPwkEHg8g0OkFn34WjXFHD5ppENKC5sqOXQx9JU/9AVLFPt4mkGvdYFOCSUVotUooEupAIjS/N2gxTuh+BgKx6SLE+7TrkP27cTXeHEQPKFXGkEr+PvV87DKf2zyD7/rNAECXf0EKcGpRCvDHHqtF9RW1wP+6Bf4VAOA/vWgCAIk9WBSfXwt8bi/ms3G7cSp5O17Hl8LzTBe8kdvCzSoPPg6pKFU2HrXsm6CfL2OtvW/MuXIB6+7e5sTGzUKr5XSFSMCawmfFYgbY8IS9TIrwMZO5LV+dOYJ9zx5ZTDW82G80yjkxFk5w7Fxce/UYYc88kZZlC7FIg1Juqaju8wJDvSejuhOboK2+HYqF1/iZdbT90YSpHGuMALhqayxr1jQqUxZbevTh6hxxYg8upD7hvR6xSownQxmjUavV4GRcZ9x8KcLxqOpIzrOHjViOgLIxaF3+AdqW3QVHq/Jc2XR5Kjrv+Auvs0yZdtZiBXb36QR/d/ZRf+dVLIYe3IE8lTkgR0DHvFYN0MufXfugfbtx/aX5hy1tq1eyNHb2ZpO+G8lR+CZsPYrJsuFhnQWpUIV8tRhv8hyQnG+LtXUnw9/xwz+svz11DHsfPzJrJ2PtQ9o48eR6FCtxiOtD40jKsEdT55/Q04+B07dev+R0rESOCohsudw5aFVCqNKl8LMvgSM6nUQq2zNkO8IS+fUCN3fvjcZl2QSty47NiEji1/Ci7XqzgcSsLNQPXssHxXATnAGVq2BuS6aDR6AEsR+UGg2EIjWXnkaungQqGqf6fQgA6BU0j0uj5w2lALE6fbuxRw7i5AvLzNxh/tXxu057yXPtQpR0TIfaivTrGUBvp1YhN1eCjGwHxIxhrLF3OT/SdjJa8HJiAGCtoD+QquDXC2xU7C229WApkUMPrcegkiFoU/qFySWpNcCYq+2xsNM8uNnYcFpStY/O4X3M0I7W+Xa43Zed5/GnPyFKeRMXnlfEk5TiHOO5mG0mWno+RmX7ZAyoyNh6OyKv4ceb/OxU2u4kUiNsCGNUNti2CFV9IpGosuE0xrQaAURiDayFKqQkOOJMb6Yl9NOl49gW+dAiSFrOyQGX+jO90QorFkDFY6hC24g1F63TiJx26hgO8tw/+gb7onpNgx5c8w2/Ii6Hf3JV2SkJh4cyNufBqEdY8GAzrPMEeJ7uDI1WwOkqViyeiJdye+zrPBWeur5st+NHRGW68g65pu5p2NyTpYg33bSe09y0FMauqL2PbsetRH7QaFPb3mhemjFJe+zcinCdbINQqIJEpIZcKYFAp32qvy/vvn6J3ntCLB7b29kZZ4Yw5mXVNUuRreL/5qJ2fzaRgXW7Io/iu9uWwdwhnkJDKnCbY38hOinbTK+Pnk0lnMS43o2NzWmnNmN/rGVJhH4+xTG/NXPorr1hJdJy+LUKvd1ccGYgAwB/v3QOm8P4jbBoe3D3nmhalqUVvxMALFkKO3uzRaNxpD8YY/n5cXnYaJRycOAWV/xWLjVxrDXuhEl1A/BVgwIGosUOMtpAgFWbrUGISTM3o6JiBMAREPdPYuj+Pbga/8IARtHz6vigL0xSZklXcLEFFv6w6jXxq057MVMhR8D+5byAqkwkxo0eUwxmYOT8zCc/QtfQ0tMb67uaOtfS7/kqFdLlcrja2PAagDQOWovXWfzMOnLWJYddfRAwuiz8KvZEP0CaPA/lnVzxTc2maFmG6U1SULtXekdfjq1dF9/rNJW1+RegTTM3D+EqktSF0NUUGL3wPJZrU0r9plTynn7+nPajcaqyNncvtJkWJGhkHSB0WsbOUxULbXLBtRUeBwLHJRBYW9YItDRuKOWdXICPRT/hGOckMdDOxxfL2nX8x8Y3/2SMFt7nc5tn8F1zEQD4MUZCUR1FLVDUAmbPey29uT5hXLx48T86erNmbLW7KD6vFvjcXsyHnu1AaA4T3+eL0qiH8dU+TL9y8Y0zWHEz3JzRoLsjF7dthZ6VWLpOs03rEW9hgmic3rrvUQS+On/MPM2RDCOVAoQOH4ditgwgS8lPxKroH5GjNjW58Heoi8HlvjW41r4LvCCdosgJU7mPUblKBf9V7EOTL5qV9URQd8bWm3P5AtZH3+DSl01CAzjk2SFsNGOnUCTmhGLs6W24H19WZ7SghZtTBha3dEeT0gXl5lz+C+vv8YufNyidg209mSkBufRNPrYQsenkLGjKqqzg8ho/NJ6E5jotqS8O7MHlOFOARX9eDUqX4bSSKG6lPMGXd9cjI8kO2enMEIJcN+2cc+DgloON9aegosOHCSU/fJuIrjuZHlDhcLSS4eaocZDo9Io2RH+PN/n8BijtS0xAbZeOhiq+P3MCuwuZpRAzZVefAahuNDl8lPSWMxbJVpq2aV//Kpjbqq2BfdB08zq8TOc3SqGD6oGGt9nZqL8xkJ/BQ66ltevh24ZNuPMccXAvrr+JgkiqYbpUlIYpUXDuhjZad9wYydLTKYWu/bZN/AOOmBdduqOVF5uoeW2cx7lo84YRAPjz+dPYFsnv/Ez7TqndAF8FMMdvz6D5jEHJ6Yfptf20nMYgOV8/G84AkRkX9mDTff5xRNtPDByICm4luLLvYo018XiLLd0ZAPjDiemYU4MfuKEUYKfSVziNMJrA1jj8h2UAME+K2/0ZWHc9chgyZY/wTGnKWrMSaNBeRosdDNQ5+PQOpl49Y7HdnaRKhA1kZhRTLo7CE6UdXr5wR24O60uJVIlSZZNR1TkJyxqw/lt4+zxWhoUCPGnFEKpRq4Qr9nVhgv8+yxfxOhWzEypwif71whlsvU9sTv4YX7cevm3AxtzxW20w9UYbMxagjViBX2tdQd+Ao+w8b53EhdyjSHjpgvQUepYKQI6kbsXT4eyShWXVfkEFN6ZLVmHTLCjyrQrGhv40RBrYi8V4MIwtGjULXof4TMv30OUvRqKUzn3zcWoSuh3eYgaedPKsiJUtuhruy5abNiAhLxFqay0UApZeK9Bq4aiVIzPT3nBfRr59g847LbOxKC30ynAGWAQE/4bEbH4XYDtpHh6MYX1+IOowvgzlfx7R9vE++fi+EWOytji0ErGp/Km17nZWuNWbsQp/Pr8d255YNucZ6VcW05uy53GnPZsRmfDWXDJDoEUrX2+sb88YjbOunMfGu/w6ibR9e68+CCjFFm4abAjkdeGlbf2rVOMW7Lh/79mJm7qUWr5Rd2PEGBSzs+dAI/9Vy5FvgVU4pV4DfKl7zvCPXv5fKZ13yP49ZvWOrFkbPzdhqdz/rZCrlNw7ozBgR4A46cY6ygoYoXti7uO7G+bmYgsCOqO3N1uso+i1azvuveFfiGrj7YPAzgXp3HT8Py5dABltEBBFTrxkkkIadMaais2C1yOeY5ebR+F07vdpK+rL8iuWcJIWfNG2gg/WtGfnSWW1Gd8CcqbLZwiBPQQuOyGQ+L7PIU3KaLVqBioqCi3KCN0hcN0DgYi9W7SqOGiTmSYuXwiclkMg+zApG6qH2prkV4LD7nLvG/oeHFqtBvc+13+jfPBFfYQdPrd5Bt8lFwGAH2EgFFVR1AJFLWDWAp+cAVjUJ/83W+BzezFvf3ATUdpZUEGMHIUUOQorWEsUsLfKB6U02WQOxY+N2aRCH7nKLESnsVTT8s71YSMxdY688Poyxuy/DqXa3JBBJlVgX//u8HPy4/afffkCNtzj18da0LodevtX4cqRaUaLzeuhJG89fcofgX8qASo6u3Er9sYp9+mKJBx9vQ1xOTGQCKWo6dIQzYt1g0hQcE7hia/RI4RfB6eCuxNODCjQfXpXCrBxOublF8/xxcE9nKYapKTQT1+RAiBXjC7l/bCsPXPRpBh7ai9OP35udqM420sQ+sUkwwr/0P1/4Eo8f7qdh20Oro9kACClt9ZauxIu1gkQCTWGviT2X1xGcdwaPd4grr4k9DxWhPJPEMfWrY7vG7CP6WxVHhruXIrMDHNjETdXJa71/QZSIb9WnKUnAGnr/WAhlYz2OT90pIHNueTxAOSp+RkNtZw7oENJpgtGH+d9d+/AfR5DF2I9EPvBOGLSUrH0xjUOaKN03i4VKnEaUsaTqXY7g/D0ran7sL4OjVCL55MYgychKxMNg9dZulxMq9fQ4PLaIHg5UhQ5UKhMBb84UFWiwINRzOiA+rL62qWQ82SdE2vw1qiJcLZmbDr/oCXIs+CuK1VIETWCpdGTplHrHcEWUw1vDRsLdzsGonuRHpsS3DhysJZzbLCsPBn3f1uZBBFDWGrtlGOrcCTaggUxgI1dGqK5F0up7rv3W9xM9tClSuuai+4PAfBFBSFmtGCg0cbrYzDM6wI36Xya5YwMhRTe9hlwtWLMpyS7i/CwK4FcZQ5q7V3CpX3zhbtchAv9pnObop40hY/9G9xX2CFWaQ2lVgBXkRJ1ZZmwF6ghKsFYu1fjIzHozGGLYG5pa+BKP5ZSPfHiSJyOrACV0lxTsUalF9jXlrGGo9Ieoe/FHRybLivdGmqliGMK2jrkcczNKd61McyfsX0qrFwClZp/tk3mwNGTWV++yEhD800bLLIKr48Yi+J27Lm88nxftC8dgwlX2yEu24ED8Cs6pmJd4+NYHFEPcztt4MqRscj+R0+QpTMFMm7TYiXSsKTxEDQswWQWvLbMZYwpMojh3IW1nHkTAcROAhuEDWJp0qMP7+ecUwtr8OnrDhs7EQ5WDDwhV9ZJJw9zhiek0UdBz3c/h2LY32+gQROt+84g3Je/gcbIgEBfn5MmD2HDmDnP4+QkdNzOn85N6el+zm44NoSZ3vQ7OAk3403d3PV1Vi0Rh0O92AJQXu59tDkSwjEiC4dMqMK+ZsXgX4aBis32rdGl+psVhavMGnf6s0WemNTXaEnp/nyKMVrgSv+hKO3EgNdFty5jxd0bzHBHv8ZEGL1Yi1lN2mCwP1tYi3ibiC4WFlnoMMRul4rZuP3x7CmERPCzGo1NQL45dQz73sE6vTtmguH9Qv1+NpbfqTmkdz/ULflhi0b6FqTFm+U3b4Ce35Sm29OvMmjh5p/K7ejrJT3AuIwMuNvawtPRibe+XKUSy0Ov4Vp8HMdyrF2yFEgyghYjCsel1zHY8DgUCbmZKGHjgJGV6qNpScZg1cefN67ir5s3zAcH3YtG+oMErI0/dginnpmzLwuDqT+fO40dD/kXeVZ06MJr1sJ7ArofYobnNAAAIABJREFUOQAwcBG0Cn6Zli7VfLGsOdMgpiDADrlboJUfB7TZgLgiBHZTIRCbS8xQ+dT8bMTlJsNBYg0v22K87a7VKoCcddDmnwPo35IqrE5RAeOTAwqT2wNqvsUoKwjcz0Eg+nC9vl/Pn8HWB+YLLf8ETH1XO3/ots9tnsF3fcbXUGrpDxD/S1KAX33JGPFFLsAfOiqLyhe1wL+jBYoAwH9HP/yfO4vP7cW899F1bH28DelCGWLTCj6QSjmkoZw0FdWdW+P7Rox9QHElfjMkyhmwl7DJeJZSBoXkVzQp84WhzNOsh/gldAVuP/IxSX8SCdUIqPIUC+r/ihLWTAibNNEG7ttltrLe2bcilrbvZALIhDy8j5/OnTbRjSHG2PaefeDnbuqYR9pt869e4oAhCnLLJW0Zf6NypxPuY+rZg5CnmoJrJPzu5aPGmfYFzMd661YjOS+XdzwTqEcAkj6MteP0vxFTYFfv/lzqIgWxz6qtXm5Bjw34pWUTjKjCRKvHHpmN0zH8umDlHLNx/gvGOCH3w7rrV1vUtzs5aBh8XVna3rpnwVhz5QXSMkzTip0csjGmcWmMK8/Az5j0VLTcFsR73QRIhA4bB3cbfjMASzf/kSePMeUEYx3xReiogjr/ejIcmUr+NNz6rj3Qujg7z+PRTzDx2GHe+txtbDhm3YdOEisG/gllPn9+OgEIsVMYAJiZL0f1d+hTLWrdHr38mB5b3S0zkZTFD+Y62OTi/jAG5ibkJKFRcBC0aqEJeMKZawiB7T1bo2FJNtmfdvIYDry6b84CVArQoVglrOrEGBrkytl880ZmaGIMNhCQrgFujhzHTYApym9cBA/HFFQvFweJLv1arpDgdqwn1Co3hA1m4MUfl4IQFMYPktL2w/06orIHA/t77F+FuJQUpOZaG66JrqdGsTdoW7EXxtdkQOH6G1PQxv0qJoa2xkOdcy+B2KN9wzHN7zYUbndgb2XHyWSU37AIMjc5hGQaZBSKLClKCoS4OIjdw7cjm6OWCz/LirQFxToA8EFiDLrsJQCfGqXQcFIK4CHWIFSXUt1x97d4nMCfdujikI3bw9h9GZrwANMebLXIVOzqXBff12EakQ22rkZiWo45s06ghaO9FPeGsXaPy0xH063rzQwumPkKEDp0HDx0jGi/VfOwpelR1HIzdTs/8dILU2+2wdMJbBz/fGUvdtw1X5CgbQKBBrv79kEtD082PrbOh5oGDU/42XrgWHeWWrv1fhimXzhjbsKhe4o/nvAlJ7NA0XLzRm6M8oWxK3vAttl4U8hYQ7+PUKNBjE6fMi4tFc238D+7qHxZB0dcGMaYlz9cGoXHyTYIf20KVHjYp6OT3z1Mr8cYXcQ0Cn0yECPvtUWOumBRhMbnHP8r6Fv5WwhkzJioaUgg4vLSea/HVWKDO4OYvAXFxBMbcPR5mtl92c3LDcvaMZCSgphgg47uwp1E07Hc1rM8VrfuZnBlfZdeH9UTOnIs3HXjg/T1SD7hSWqKybn2q1yVY//pn5vDj+zFxRj+8UE7RoybDGspaxMC1Pru2YmXhdifpGtH+nb/lqCU2t8unMWuyAJnZZL0WNquE5dm+98MOvaQA3sMRiX6Y5GZy+pOXQ19eT/xDbqH8DNZpUIRbo+ZwOloUtC7iJiKUSnkNF8QtABGC5Uf+g4kALBayBLkJGt1QL9RpdYqjsk5pSpjGn9IaLQarHhyEttjr9CSLrerv2NpzK0xACWszR3D36durSIc2rThDHg0hAgCx3kQWDNN4w8JMlRpFGTZJObSsFEo7fBpdOs+t3kGX7sXAYAfMhqLyha1QFELvG8LFAGA79tSReU+agt8bi/mm6+OY9ip28gVmDO8xBoNljZyQ+eKTKA+PPE0BPIREAtNJ34qMjuwDkK1Yow1ptAoMDtyKp6n5uNpogfy1RKQXl3FEm9Q3sUF31daZEjDpfI0qQkOu8fpsokFQjQp58kxtozZWPpOIq03SoMhIXQC1YbXqMXpDhnH/keR+Pr0cTja5MDFPpszjkhMd4S9xAHHBn5hADlWRp3G8gfXoc4TQysXcRpeArEGAlsVrK0VuNnpF1iLpZzuDhlHWIoxtarjh8YF6Sf00UyA1Mln0chTKjnQcUTN2nCwKtDmu5MYjz4h/AYkdJzO/j5Y3poBN+vu7sbcK/x6fa28hFjXhbGx/k43zpjNMfvRPERlPkV8gitSdSCgs0M2ypRIga+9N36tzJhoxN4ZdexAgV8FfavrgREBsKdnf9QpUcqkachMIJz6UijkmB56UElfKDUvl2MvkbZi4ahdoiR29xlg+Pl0wjrcTGUGDYVjqNcClLHx535+F5uCa5uxkzim34eEz8pF0Kr5jZyMAUCqs3HwWrzi0V4i+I4mCqXs2RitvWUWUrJkvCw4K4kSUaOZ3tG5+JsYcfgS07w0wra4bFwR8FOT8hhTlY0PEmm//uoFSzvXawEqBUC+EDU8SmK/TqD+zLNojNYLr+uYd8y4hHUpif3XL8WYOfVDfkV936dmoJVKLcTt6KoI7c+AtWepsWizba85YEUafFIl7o/+FiJdOnffXd/g9huWsmUcjlI5Gnk5Y0W7CdzPCy8H4mhMPJ7nME1P4+hT7jGmt17BscZylQr4b1jONZDETgEyWCA2mkouhjpfjLJ2MlwazIxafj89FdOrHMfrHDtsj/FHplKKJh7xaFv6BZ5mOqFihZtcuZCIa/jx7HVo6BlnrWPw0oZ8AYRKEZxtyLiCMQAbbpyBN9n8DtgyiQKR41lfBoZfxua35imB+uuqIqyMwFZDuT8b71kOhe1rZL6258wjKMQyJRxLZUKT6Y7b/RgD8HxcDIYf3weBWgMZOV/q7ss8lZhom9jRpS8alGQpnnU2rkR2bg6G+D5ELdc3nHvt1cRS2BXjB7/ixXCkLzv2urs3MPfKVbM21/9wYuBQVHBji0TNdgUiTskP/E6r1BRTajONN3IQbbMziGNzGvBCATgQ28fRGWcHMQCfUu0qrPjT4rHH1a6H7xoxoKHqllnI4rPM5bZq8XwoG5tX4mIx9AC/gQBtL+PgiIs6AHBT+F9QyUJwP6EMopOLcwZSJRzSUL/sMyhzS2NyHQbA0LP9h3Nf49JbG5SxzUaeRgQrgRrp+TI4SjTY1XU6RCLGDmwXshFReUkA+Wvoja4kGk7GooTYAdcHjze53pW3jmBNeCTkasBaBEysWRVja3cwaxNKrd0ccQ+337zinrENS5ZF/0rVDIAR7fDT2VPYaYHVR9vXdOqKtj4FKZm0EEeLZg/evgEZErX08kG3ipVMAKP+h3Yg9PkrZoikN8mmTwG6TYQCnBk8HD5OBbqQtCC1MewOx8S0k1qhY/kKaOPDdG3/F0HvmdCEl1zKcFX34vBxMjUAonMgxtx2HsZcnRIlEdK7P+83yMc8d1qg3Bx+D3cSXnPHalimLPpXrmrSlwceP8JXp45ZPOyxgUNRSXdfUiFiKgaF3cGDxEQuZbWllze6VfT7YPBPf8DvbxzF7uhwIEcEkNs7vZBkGoistTjUfgT8nD1Mzo0cm2+8jOfe7+SS62d0bvqC66LPgv4rHF627tjUcBJkIh5L7PdoeC4VOHcLYwIK3SCw7guBtMAd+j2qMBQhpufg/ZblcYK7FZjZfUi9H6Ps5zbP4LtmEwDwz38RA3BaEQPwY4zRojqKWuBTtcC/DgC8c+cOzpw5g4cPHyI1lX04u7i4oEqVKmjdujVq1679qdqq6LgfsQU+txfzjVc30P+0Zb3K+fW90c+PGVwcfNQdvnb87otPs+uim98BQ0uGJt/F1Jt7kKkoABZdZQqsbTAMfo4FDnMfsekNVbXfFgxHl1D4lSlgSSiUIlyK8MOgSl053RyKH2/vw57YSN5TEECLR71+gkgo4phGvitpcsoPBrX3lWFVB5aK+r5BKXwtNm20WLxNBS8E6vScOF1BC2nSdWmiogPMCHhrsZml8/HFjp59Ub80Y14ue7oCx+Of4kW6i0FzjK65rFMa2pf2xrQKjGl0J+EVeu3dyU3eC5HGuEn8mUHDUN65YNK34uYNDozTY1Y0mZzXui03ATEOEgCfeOwQ8ozczmlCvq1nH5NVdaVGjpAXM/Ai1zhFTYBWHsMR4FaQmv7t6RPY+8iyNteTiV9CrAOi3rePfFcugJonjZ32NwYACSAmkxiFhqeRiNFmpNfXPGQ+nieJdO1Z0KJagRY2tvmIGMGA14iUaHTaccC8nI4B+Gf72uhRnjGNJhw9hBPPnvJeVrNyXgjqxtqJnJLnX7vC9RsfA/DPth3QvRIDVAdfHAdXB34tqaS00tjeciFXjsTzp50KQlKOnSlTUaCFu3Uezg393sBOaRX0C2Kz+NkdTUq+wqbeS7g6V1/9HvPD+dO17MQKhA3/FmKJBCTQ7rV2scX0UkepFcJHMJbVwMMhKKY+h8NxviYae972aUhXS3B7FGPr3X4Vgz5791ms08lahbujGQDot3IR8i0AxISKxExhOon7ou9hcexOi8OutrQWljdjpjsNDs9Cbp4KWW+YBh8LLeyK5cDaFgjtws4z7G0C+h/ZgFo+cXCwK0jBTs+ywb2YMjjUfSwqurA2zJbLUX3jSmgLGb1aWYnwYOQkiHUMvJW3bmDxdcsA4LmhIwwmIJRa+yj/tTnrNEeEadWbGFLeDz19jCln+MFPzrF35BQO+CBgrcaaFcgqpMupb7SfGjfDKJ3TepXtM5HNY3REZcmwI2YIA15JW5Y0Zi1FRVdXHB/E2HWarMUIS92CsHxTQLeUKB/N7D0hK8aAgFR5LmptX2HmXqo/xt5Og1DHgy2ITD52GBfj7yMr38qE8WojVaBWMV9s6cneq/+N+Lvn4a7efVGnJHsXvG8MOLgT1+PjAcJmCr8M8pmzsL0unft96/xvlTsZ+5TTDM5RFmgojKtRD9/Xa2IAwtLleai9bhXLpDZ7uQG7/oNU5Y95XRefx2L4IctANqX7e+ikGz7mcfV10ZgnMDslI7+geoEWI+rWxC8BrUwOGfoynmPip8oLnkm0mDu7ZRuDpIlaq0HLMzORp+bXNZ5TYwBaF2fmXp8yKN28044tFk/hYP/BqFrMFPz8X53v5zbP4GuXIgDwfzVaio5T1AL/t1rgXwMAPnjwAGPGjMHNm4xhYCnq16+PwMBAVK366V98/7eGyse92s/txXw7MR69j2+32AgrmnVCZy+mn3b8cUOUs+UX/I/LKYv2la5z5egDr8+FtXic8cas3gbu3tjQiDFO/km8zcnmwI6UvFx4ObmgvU95gzaUvr6eh75GVa9ovEpxQWqWHUQiNUq5psJWlg+kD8TsZmzi9UPoYeyNsyykH9bjO9iKpchVZKHyxjUQ8OjgEBA0oIYac5oyUEAfz1JTcP55LLcaX9m9GFp4eZuwCV5mZqBpsOXJ6bjadfBdI2YENGjfLlx/Gc/bXM4yGe6MYeAjTaL77w3BLR6hdnI2PDHoC4Nw9aZnpzA3nF9/6OuqdTDal5lrELhVPXCFIZXa+CQo7ShszESDGx65iFI6auEQCQTYQ0YcxU3ZX3EZ6TgU9ZjrS08nJ/SoVNmEJamvR6NVIyLjEt7IoyEWWKGCfX2UsmFaZPqYceEsNt0PszikwsZO4q37XWOw1vr5SMvVaUbqJZB0jDlKo43VaQC+yspEk6B1vKAAzSuN9Zx+u3IQm+8+5QWYfIpJcFqnC0bgFunBkeaeeWhxZ8w4OMsYWNHtUBAePOdnY5Uv5YBTvRiDd9HVy1hx76ZFrbFfGzbDCB3IMj50JKRS/pR3KEtgWT0G1hHTZMbdM4yBphRw5gScfhsxEdUCnO01Ej4uDCD2Xzkfcgupm9Vd32L/IOaa+8fZr7EhqoRF1um9L3rA2dYHGfI8VNu8AgJOg8406L50tZLh7nAGAH599hj2RUTytjuZlT/TaeudjXmGUUf2M5aTjJhOutQ3Obu20vYyXB7OWIXVAucgK1/KW6dErEDUBAZERaa/xtALq2BjJ0dp63TYihWQqyV4meeEXLkUU3y7YVCFAK5s7b2/Ie0VvxmFU4lM3O0zgyuXIc/F2BvT4GRv3kepGbbY0mgZrIwYryqVCr3278TT1GTufOuWLIXgLiztWB/bH4bj53NnGMOH9EupHwng5J57ApwaPAy+ur6svXYlm+RTOdL+4/pfCIFKyKW7U8ouxep7oZh/w7Kr8r3hEzkHUIqADWvwNifHrC/phw1duqOFzvSmzu7fkCK3hpbn3nCwy8X9nqyNErOz0YDMeSwEscenN2Uguib9a0B+GIkqCV6qpNCAaUR6ivMhFBWDsBhzi49ISUTHg5bNeZY164zuPgxEn3VuEzY+JPkC8/HZzUeGPzt92KKRxQvh2bA1/B5+vXjO4i6kmVvR1e1DqsSP505ix9P7/M8PDXBn6MT/Sdrs6ZhoRKemwtlahrbevihhb6rHGJWahC57t0KhMdcGndWktUEnkUyzOu7YbPF5uLBVgQbxBzXURy5MGRJttwabpVPTYZqULYdN3U3vY/oOuJYUjYiMl5AKJWjkXh6+Dv/MIZmOsSz0GpaFsm8746D3P31TlNSx2yntu93WTchSGAGFuh0m1wvAtADGCk5TZKPduTkWW2lyxfYY4tX0I7fih1dHOo/dd27FwyRzh25iNR4eMOS/zhC1dNaf2zyD7zqKAMAPH5NFexS1QFEL/H0L/CsAQGL8denSBQqFgpucU0gkEri6unJ/ExNQabRCSR/sR44cQatWpqtqf3+5RSX+LS3wub2YX2VnotGe1Rab70CnIajhXpLbfjCyM3zt7/GWfZpVE938GdMjLDUeAy9ZZqKdbDMFZWzN03H+rg9vvIrH2GMHkZlf8IFZydUdm7v2Mkkz/ebmINyMLoeXyQXMNNKwCqgYjWru5fF9TcbM6XlsEx7k8ANrWg0Q1ftHLn2RwJhq22chJ9Oam+Dqg9PbstHgl3qOGFVtrOF3SlGm1CJKa9NHC09vrOrYxaB3ReAXpcFaijZePgjswlI8O27bhMeFNH30+3EsmvEFjsF3E15hwN5dUBodmxg2Kzp0RvvyBczLqaG7cfLVI97DtypRESsbMEZS2JsE9CSBegthzAoiHSk+8JF2/W+LZn976jj2PuZnc9Lxn06aZpJW9XdjjbY337wEz7N1fViYIUKphhPYOKIJWtXVf0FtwSqR9Jza6dLtZlw8h03h/PdQtWIeONB/MFfnvYTX6LWb36CGtv/WtAW+qFGLK1t++zyoMoUcQG1stqCRqiG0UyNmMAOiVty6jkU3r1m89EUt26O3Tqvwi0tj4WTP796akVkCwc0YAPjlmSM48NIy8/JY5+Hw1znH+i5fADWXO2geZWyzcHEkM28YdOgnXI130aUmG7EkCWUSahExYgJsZUyrsNzaBeyeNNaoJzxKoEFVt+I40pstNvivWgq5it8sxNhdNzY9BS22bADsNSzNUR/0+s4VwtPOERcGs3u9wpp5UAqFEMhNKZVaqZpLi4yd8B1X7lJ8DKae3oLutW/DQVrw7JKrxDhyvybalmuO3xozp9XKwbOQl2luKkDbZHZyROoYopPOb4TK4bzFvnTL74xZDdk9/L5xOe45hp/aAU7azrg9KQ09R4h7I6Ya3E6JAUipnXwxqW4AvmrAJvv7n0Ri2ln+9EWZWIyIkVMM96XP8sUWmXXGrqi1dsyE2F6OpDQHExDQxloOZ9scXO3I3KQpvdJ/5VKDV0bhc6VnYkdftpCgyVoA5PAvyGjEVSF228uVS87LQe0dKy02aUiH/ggowVKvm2yYj1c5/AZJzlYq3Blrumj0vv30PuWImUuOuZbizugJBhOh96mPygw4FILrb/ilKKjjIoZPha1Oi+596/yQcpRSPOzgXhO9YDuJFCs6dkHTckybkmLO9QtYe/82b9V+Lu443ofpFZMBVLsdlsHcHxs0xZjadT/kFP9rZQmsHHVoPxKyCwyxiH22oWtPg64wHVylUeOnsD04lVCgaUhvhe8qd0R/T7bI8KFRb/1qJOfyLwb92LgpRtdibbT+7m3MucKfTeJqbcOZkOnPscWZGcjXFKIk605sZrW+aK/Tt/3Qc/3Y5WmhdsTBfYhOK1hg83Z2xsauPVFW517+sY/5PvV9bvMMvmsyBQB//PeYgEyby51ukQnI+4zEojJFLfDva4FPDgAmJyfD19cXGRkZHENmxIgRGD16NGrWrGlIuaHUwnv37mHdunXYuHEjl2ro5OSEp0+fciBhUXx+LfC5vZgJiK6+ZTkyNczUwzikWjHCB0+BtYTpsQTdW4vaLjNw+aUfHiQzrbAqbi/RtPQj3En9DcNrMvfDM68fYcrNEIudt63JCNR0ZZMkiixFLiZd2YInmSmgj9WAYmWxoH5/g3YYlSGh8hZbNyAtRw4hOSDSJF+ohVYMNPX0xKauvQz1ddk/DRHx5i6D5H75RX0Vfq3HNKI67A7GU/VLGBkDG+rQZItxo98kuNswltWc0IXY+FgBZ20+FCoxRAIttFZqCMUCnOo6Dq42jN1GaSNdd27lBYPG1KqDHxozVt+tVy/Rb6/lNupQ3hcrOzJ3vd57gnD3NT/Dy95KhPCxX3LlqC+7hWzDQx4n3JL29jg7ZIQBgBx0MQh3U+LQ3i0GdRzegNJ/72YWx9FkH1RzLo2QFkyb60xMNMYc4dfgo+3Gjo6tNm9ErAURfxI2X6sDNPWNTJOafY8ikJJLDEBnDKhajddQRKvNB3JDoFVGAAJrCGStILAyFR7/7cIZbLkfzumlyRzyIRBqoVaIkJcug1YjRGEGIOkUkVsiTQKJydCpQkUzZ8qhB7biUoI5i5U1NvBcZ55Af9bfMRtJSeZGLRIrJY72H4LyjiwtcMjBHbj6gt+MwslagrujGZi7J/IhvjtzElJpPsqVSIGNVT7yFRLEvXVFbq41hlWvhl+bMdDIK3getPli5gqqz70m3IxAHKkKz3WmFUeePsakU5bNV7Z164NGpdl92WzXT6jhG2u4H/T/UGsEiIqthNO9mVnJuFMHcOJ1FJAPCMgRVndfMj1CIKhFb7Qo58OV9f5rIRN/KxQEpBezViJUp3/Yau9ixCQYi00W7CCQqDlQz9+VMVp8Vy2BUsVA2oKEWfbvGc1aYGh1Jq3h89diToeOP7SI0Rm6PEx9hc4Ht3A6bTwnirJCO4OuoM+6eRxQqM0TAnk6tJA03uzU3G+xI9hzZnfEfdzO/APFncxTqrPlVshIHoNFbbpwZStvmI28HH7DHyvrfDwa/RNXrseR+fAoUTDJL3yuGW9rYUcHpg1KIVep8POVU7j79jX3jG1Rxgs/1W9uYO9SmauvnmHwuV1cO5H5DKcNSSxAkRbkPB0zmB2bgpy8vz97krEE9Uw8gRb2IhmODBximBwTG6j9rk1Iyk+GhJ6Z1AdCQJ4vwejq9fFjA/Y8pPPzf4fOag2P4tin07KsvHYRXMolQisQIE8u4UBAqUQNK6kSaYn2uD+IpUlz7blqmYnMgHE7Heg3ENU82HN7X+QRtHX4Djakp1go1jzrgwmNZht+nXzhMA49fcQY4bphqpVoUMXDA4e6DDEAmjXXzEeGgh8AtBKp8WgiA4j1ce3VCyy8eZkDW0g39ft6TVGfJ01XrdFwcgekG0fs6kZlynHursYGD+QiTsYReYoozj2bmLc2EiWepTuhmVddLG5rqi1ITG9yAn7wNpF7R7Ty8gYtWhnHkGO7cfmlZROQM31GmMhBmDXkf/jD+KOHcDL2CQQ2KgjoPtMIoMkVwU5gzb3b9FqzQ4/swaVX/OdpI5YgciRzqOYYgDv5XaJp+6JWBeZN/+Gpf5TdSVPv/PMYJOXkcKZmpJVMGn/Gsfbpeax6Ys78pIWhjQ1GoqYLvxuvpRPkXID/WmIRmKcFowU6tu+8Kxex9i4/8Er1R0/+ysCYW/74OLY+N2cGkwHI9kZTYCv+ML1e/flThsj2B/dBC6xkuNbLv8oHM10Lt0V0ajIWX78GYvqXtLPHVw0aooLrhzsKf5RBoKvkc5tn8F17EQD4MUdEUV1FLVDUAvoW+OQA4PTp0zF79mxIpVIcPHgQ7dq1e2fvnDp1imMLUqrOzz//jJkzZxb15mfYAp/bi5lSVZde/gGZIitcTC7QBKrllIgq1snoWHk2AnS6ccP270JU+n0kFtLxKm6fhgpO1RDcg7kFP8lIRPfzllmFF9t/DXcZS9tJyctEy6NLoSQBf6NwgRUudvnOAAIeeRqFKUeOQJhPn7Km2mlqay3ujZkAJ10qWeU1c5FnpD1oXG/1UsD+XkxIv8mOtVBYPUeuQAy5qkCrsJhtFt6+dEDEiO8h1elj3UyIxOgje5GVZ+wMqEUjn3xs6cR02ygWX7+ClbdCeUduMXKjHcVWwbPIOTbQMpPkmwaNMaEu0yoccXwpLjzlZy+VdsnHJd3EPCYtFa3f4Xq5tUcfTmSc4qfb+1HfajnauplOlM6mlMWlvClYUJcBqgSQtd9mmSVhrD/0xYE9uBzHnyI+skZt/Ny0uaFdjj2N4tKFjZmK5CZMjs76lFEqrNVkQ5s6FFAVAjtsJ0Boz4BPim/PHcfR+Duw98gxMa5QK4RIi3fEo7FfG9KfaQJFqdLGYCWNKEoHHKZj1VGdQw9ZnkiKBUD0OOaemiRPR/fTc5EQS5MCU6qgnVMORgX4Y0oFlnbe7/Aa3IrlT3N0cVDj9jAGCjxLeoCeh/choPIzDtzQh1otwK0oL/xcvQ66V2XOhp7rFgBkxMMXQg2ej2Z1/nnzKpbd4k/7pu1zmrfGwMrVubINgmdCZpuDyt7xEBHIQxmeKhHuRXmhhLUY+3oxkGXgoRBce/mCY+GZ3JfEjpWqsbNLfwSUYpNO7+WLLOpoOlorcW+0Dpjfsx6P3/DrDxLi8mjMFMikUo6Z67OCMRGNj01/E6jYytMb67sy/cPyKxZAo+HMpG04AAAgAElEQVRnHxozAHc+DMcP947ztyUdRy5ErK49fYLmQKsSAXmFQB4OBFQiZggDzNbePYkc68UW64x83hbrOrCxVH3TTGRl8Ltq2zmQS/R0rlzPA4tRrIzllPf8xAYI6shMVQg4aBISiDRVgS4XN25snXGu90gDCNj+4Go8Ts+AljOsMB3HAqkac+u3wYCKdbg6ySyi286tZv1pJRHh0fiC+5LKNg2Zj5eJetcI1gxiiQrfNQ3AqMoMAOT66C9KeedHaXtW8sOitkyWoMKqPyGUyOFWJg1iamtu8QPITLZF+ls7xOq0FwlII/aSpSCX27mt2nKb24UEw00ShmW1z8LFirE0VRoBFj6qi00xtfBk9FeGapZc34QVt0xTe2m8tfHSYG2XAlCvTfACPMvkH3Me1ipc12lJUsVBD+9gxiVzRuesZq0wuHJNw7GJ1Tj2yAFcfGH63Ka06wWt25mAgJdi1qKu1Z8gsFEfyQoZUq1XoZJ7gRMvGYAQW5BMuIzDeMGKfp974wIC7/NrANP26FFfG3TeLDb6P9xALOvKgUshdMuHgFLOdUH9rkmXYm6DjuhbmcnndN+7DWHJpteiLy8TivF4NBuf5Jhbe8NqE6a+8ent6z0ANYuz7IfPJXpeXI6YbH5m7gDPAHxfudMHX8q77svWXt5Y26UHVyctqFHmA18YO26ze0uNeZEHcehlAWBYztYNC2sOhqddsQ8+R9qBnI8H79vNSYrogwDSv9p3/sfmM2Q6N/LQfhPDMmKdru/aA/V0hln/6GT/w50+t3kG3+UWAYD/4SAo2r2oBYpagLcFPjkAWKtWLYSHh2PatGlYtIgmPn8f33zzDZYsWcKxBMk0pCg+vxb43F7MF2MfoYFVd47RFpXtjJd59vCwykEVhxRu1Xdrwp8YVot9NNYImoXMLP70NAf7PIQN/4Ur9yIjCYOvLUBKvvlEtpgsC0dbzYGthK3wtjuyGHGKLCizpdAQgwhaiGRqiG2VaOPmheVNWLpO4K1zWHg2jFdvi5iAZ8cMRzknZjBQfsVCaCwAImWcrXFxCJsYN9+1CN5eDFjKypeB3IxtJApYS1RIzrTFxgYL4WLNAL+mW3/Hy1RTrSH6nZhzC9rXRa8KbCI74tAmXHiezDtwiUUTPZlN9CkG7A1B6KuXZmUprffW6AmgFDmKvod/w+1Yfl2wUm5puDxwFlfu71iFc1q2Rv8qDOB5nbISzgr+51KqZCpKubFJEk0Oa61daQLU6U/YRiLBvTETDcDat6ePY+8j/jTc6U2aY3hNxsYiAI7E+Yn1UziquBcDiWvr2SyajOlAHj9TUuAcDIFVQ66KaZcO4lruDTPXWtqWnyPB5c6/GMwoaAJ9OuaZ2bEpVfpw/8Hwc2cTkG67/0J4srmeEW0TQouY8SwFODItFl227eGYhuahRafaMvzViOnGdTo1HVFP7HnAKC3KeL3FxS4sfTEl7Sa+jVwDW2vz4ytUIvR2bIY2FRlLs+L6P5Gv5geIxQIBoscwwPun88exPYJYlDy6ghotvgkIwKS6DBhoFTQdsVlOkEqUcLTN5Ywz0rNsOUftNqVfI7AnA7T6793JjeHCABxtI1BkfaduaKVLf/ZavsiiuYZYrMKTCSwlsvXWtXiWXpDqVrhNw0czPcdchQKV1yy3eGxbCfBwPLvfyq+aC40RyG9aZwED8OszR7DXKH3OrD/zBHg+hp2nNzEA8yy4VcpUiNGVW3B9FyROlvU+78c0QlAnBqj6r58FhdzK7PlF7GWZrRwRI9gzdtSRQCRJHqKEW7rZKb5664xKolpY2JYZXAw4shPXk/hTNwf61MCcpgwEq71jMZJzaBzxjA+BFsP8qmBGQwbCVVr9JxRK00Ub/Yk0LlcWm7sxwHvp3eNYfoVSxM3rlNnkI3JUAavQj8ZxrnmdZJDze8sW+KIye35UW7Mc2Qolp1VoZa3gWIrKfAnUSpGJOc/jJJ3Gm1kLsR8qubrimM4EpHrQMmQoFbARKVHd+S2kQg0iM1yRlG/D2L5j2b2er8xH1cBlUPGCyVrs6t0GdUqyZ+yM8/ux6UEM79E7+nhgRSeW7k9mFDWDVvIyVOmZFD5yIuyljBX6LqMW0l0kIJAiLfcVxKltYSsuMMHQn8jzXDd4el4xAL/vkiWgVMfmnl7crsQs77yfXzPPWWKNezptTP1xMpUpuJy0G4nyF5AKrVHZsRFqOLX8R260xBIPOPAnBMQsLhQEAo4r2xxf12Os8D67d+BWyiveYWylFiNqQgFAPevKBWwIM//WblymHCctYsyqJPCV0lyvvYzj2Pa1S5TCuDr1QO/BwrEtIgwr74UiUyGHg1SGybUCMMCfjQvjyFEqsCbsJufozLkAlyqH0dXqmDH7LAxhs5/bnFmApHz+Z2fnUjUwq0ZBpsT71Pl3DMBh1Wvi12YtuaqIVU/ZDy8yzJ9JBE739mda0sYRn5OC5zlv4Sixgb9jaYiFlhZp3n22tHBAUilPUlPMCtL3FLl967/l3ue6qQyxYkmmJTEn22wXWqy8OGykmf70+9b9n5b73OYZfNdrAgAu+RelAH9VlAL8n47Pov2LWuBTtsAnBwCdnZ2RmZmJ8+fPo2nT9xO0vXTpEpo3bw5HR0ekpaV9yvYrOvY/bIHP7cW8PnQWRpSznAazMaYZRjVcx7VGhTXzobKQ0kSMjifj2cR40e09iMEBPE4thje5BJoRPKBFKbsM+DonoYntOPSvxD7W/XfNQF66NbRG2nr0u9BKBTcnNW72Yuy6pReCsPKG+YelvpsujO2BUs5MB6j8mgU6MNG8E8uXtMOp3kzDq/XhH+FZgp8poNECc/2WwcPOEXJlPqqsWQ4NT/oi1dOkPLCpIwNZeuxagvA3/CwWcqiMnswmkhR7nt7Gd8cvmE2Om5YvhuCOQwzl6gfPRlImf1ogpYY+HMsm0QcfRWLaacvsJWPR+/zUYdDk8+v1CKWNYOVK7B7gWnwcBu9nDph8cWTAEPjrALOuO7bwCmbTfl0rVsLSdgxIPhT1CF/ymIXo6zdmFWreNgE0ifwHtxkGoQO79kGn1+OZxhzUo200QTzX6ncOdKaJgv/KZbwC8VT2u4ZNuEkdRbutvyEqyxz0pW0iaPBsPGP7PEqOQaft+y22UY3SQuzrydIxW5/4Bm9eOyE32xRIJwDM0/cNTrUht2ngh4trkWNv2Z37VXx57OvGzA6IvRSVzg86e9k54fygUVy5biHrcD8xk2Vs6v/TmZqQ70Mb7xJY23kgV7byynnIU/ODWyVtsnFF55rbaGMgErLNJ0j6xpjRvAWGVGNahV4rF0JAqaV8IVEjRteevisWg18dinXmsQGD4edWHGl5uai1bpVFUJEslGN095v3ygXAezg6bwu/h5/CT/JipNxp5wrxfCzrd++VCwFL1yPUIkZnEjPmyE74egZDLOIHzA7cbo6LOrag9/LFsLHP5QAtpYK1v0SigpVNPrIzbBEzhT1neu1dinsp+ahc5hVKuqdx50vj/OVbFzyKK4mWZeyxvhNb6KgUvATywhbAuj7wkNohdBArV2PTUqQZaRIX7qYvqzXAtHoMIH4Xm1MqFuLxBDbem4XMQ3yiBZAUwOmhg+DjVJw5Om9cDAHhemQmowMMaXFHI9WiUdky2N6+P1dnw42BePOOMadvI3Iw77Pbsvuyo5UV7o1lwHyVoCXIVlrSiASej2HP7R0PDuLn89H8Y5j0Wn3UWNGJjY/hB/fh4gvzNHraRvpttNBBsTXiHn65eNZinfNbtkW/StVYv+/ajntv+N9Z7X18saoTk424Gx+EGhI2keWLRJsDKOHAzEqaBa9HfCY/43Zw1eqY2aI1O8/7YfjlwmmA1u6M8+1pWCvBMT/1ciGp+QnYEPsDclSm7+y6Lh3RqWSBXq7FEyy0IVuZj1qH2OIIXwwpVx/T6zAgmzRr7yW+5uRBDFqWlM6uAqyFEkROYCnAFGvv3sLcq5fYH0bX1MGnPFZ1ZAxrCgL/hh3YC9IhNg5/N3eE9O5von046+oFrI+4ZeYsPLpKXfzcsIAFT+Bfn4M7EZliajIRULIMNnfs/Y9AwHGhwbiRzP8e/LJSOwzzKWB+vm/bv0vvc1Gb9uipA52pPtLM+/LEUdzVjVEC375r1BRDqtV438P9o3J/Z6q2qmNXtC/v+0F1/53+sbH8yQdV/BEKf27zDL5LLgIAP8JAKKqiqAWKWsCsBT45AGhtbc2Zf5D7b+3abOX67+L27duoV68eZDIZci2I7v5dHUXbP20LfG4v5nU3vsVIT8sab1uf18HQAGYC4bt6PtRKfk0jkUSFpzoAcMa1tUiWMfBCqRYiXy2GTKyCWMgmwNVFAzGqOgODygfNgSqvIP3WuPds7BWI1E2MQ24G4Zdz7wIAO6OUM/vA89/5B+RvCWAxZZ2QfliTClIEt2IMgHZHf0AZDwsabwB+9lkIL2d3ZOTnoGbgGosDq2bZfOztzoCoDjvmISqJf8IrINBIl57GGYusX4xczkCgcGixrU93NChRnttQefWfyLPAthEKNYiexCan+x9H4utTlgHACXXq4ZuGDHjNTxkAjYI/HVQoqQMrNwb6keYQpcBYin19B6KGzt233dZgPOVZgad9jSenf6cVdHboCJBrMYUmsR6gtdDvNgMhdGDGESPOr0akwoJAPYCjzX6Bq8wWpI1VaeVSi5pGX9ZviCn1G3B19g/5BjdSipszScggFmo81jHW7ryORJ89lts9oLQVtvdkQEOd7b8jNZkfVHRwykbYUMYEG39qBcRu5s6L+n6IfeGDIz2YTMT082ewJSqM9zx7eftjsS51svfu9bibwCb6xhC1/i5p4+OBQB0rqdKK+VBo+O91d1kuQsewVNQaa5cjU27OMtKf59R69TE1gE06PTfMhyBHZJ6uS1qeVmo816VE+vy1EBqaufMZIGuAdZ07orW3H2LTktFyS7BFAJAYiLE6bT8CALVqOrZpsHYoKLf2dihmP7hgkmao34OMgcS5IjzTMT/fBYIZpxUP3h+CfNElNPR9anYbRbwqhdsxtRA2hrkVEwDoJJXjqyo3AKmWk3WUKIE/I+ojWW5jAACHH12B8y/yOK1CiUAFK7EKcpUEKq0IhJ52r+CEpa2Z+7Pn+gWmhiZGZyFUCxAzij0/am/8C8k8WrD64tOqNcSX9Zi5x7vYnAKhBs90z6ROu39CZIILc1Mm5NlI2pHcm3f17YE6xb2hUKngG0zp3LoyxlqWAqCiiytO9RzBHbvV1vWITbWcIq7Xczz17AnGHT1s1ub6H1ysZbg9mjnx1tv6J97mqHjvIQJXY3UA4LxLwVgbZs4y0tfp7ZSPM0PZu+Bd+oNioRBPJjGQdNmda/gz1LI5z48Nm2JsDbYo0Xn7ZkRaMF9pyaW8s3TMi9HL0MTOssTEC+l2eLmwdO53uS/39a+Cea2ZfM2cyxew/h5jy2loZNKri/sfe4eFjZ0IByu2ULXl+W94ls2foj7Ucya87czZcBY7ihiN+bmof8RyGv1P1dpimC+TzCAA6tCTx8zJm4JuegIAydnZ2ppj11MQA73KalrYM5Q0FKd/7O83ENV1GpHvMrgwTpUmtlj9bastOguHDhoPD1umKzz3xkUE3r8JgZUa0C8OqITQ5ovwc0BzjK7+4QYkEemvMOzaOii1pmB2GRsXbG88HvYS/oXEd7X9pRfPMeLQPrP0/GoexRHSq59BV1hfB7EGCaAngLO0g8P/hCVHUjZttgZbvIyl7Tqia0W/d12m2baLL2Iw/KDlb591XbuileeHgYofdALvKPy5zTP4LqUIAPxYo6GonqIWKGoB4xb45ACgl5cX4uLiEBgYiFGjGAPj74LMQMaOHYty5cohNpZ/5fjv6ija/mlb4HN7MW8MW4AvPNYbGC9ytQhWQrWBUbLseVt81WAF16i1gv5AepaxBl5BWzvZ5+LucAYK7L4fiIvKS7wsGtIwG+Q2EI28WCqZT+B8qC0wc+xslHg4jDmYRr4KRbct/JMkBysFQqd8BbGIAW+VQ2ZArRVCmWYFrZKlFQttVJC65KOuTIxNHRmrsOPBBShZij9lNVsuxaYGq2AlEnOgUf2g2UjP5dfmalZeiqCObALfYtNivLAwNzUGAJ+kv0H7zdssDtYhdcpjRkPGQGi+aT3iMvgrlQgFiJrE9KmSaPKxIdBinXv7DEDNEkzTSJk5F6qctbxlRbYjIHVgfZmYnY1GQWug0Qv9G+1BaXK3Rk+BvRVL55547BCOR5uDHLTNGFibePQwjj97YvE8aVJRV6evo0kdCSjMxcJpZ4HDXAhsWErTH3dW42gyPwCoVQpwtePvEAsZ0Gw8iTbGGWjbhq49DOL3A3d/j+sJ7iBMxZgxJ1AD/o4pODqUMWwSsjLRKIixZPmie8VSWNKOsZeqb1iIrBx+FpxYosYTHQtu76PDOP3/2PsOsCiu9+uzhaX3LnYEFRV7QRR77L1i78aemGJiijFFjYnGrtgrigU79i5WBLtYKAoCSu8sbPmed+5WdtaSX4zx//E+T57Izp07M+/cndl77nnPyd0Fk1LamNQHMb3EmXWwuD3TzBsaugvhL54zxosOi4UYL/Vd3DXmCfuib2DGifNGS2ZD+vRCk/IMdA5YPxuJ+fxl541cUrFr0HyuXc2ghdAx5da7fMrt0AY18EsLBvZX3vA7939BgQgE/nDTbhNy0pZDUCRCnKrMssaaeZAWSbTXoprAs0m8EkeGDkVNBzfkFRWhzprlxhmAkCN2GmNjea6ZD0WRFphXd8ltFCoRp2LrRaclo+M+MgFh5hdqZh2HxMkFcBSZI3IkM2ohsO51oWai/X71FIIiIuHrkYhGVWJhaVoMaYkYdxIq4npsVVRytcLpAQyUaLL2d2xvtReeNvqgd2K+Ffqf6YdrKhOQ0/HXMebgeQhEAijpXNUgh0wApZxKUTujSTlWcsdpRPJjuRzjLm48y1Gj9SuQquR3+6Tcz6jTHNObvQUAKJYhRgWOzz45DlseexswP+neO5gX4vzQMbAyL8eBC1XW/ckPnABo7FIOe3oM4c6z3salyMnlB52pXDhOJbOQlpeLxhuCjI4PAjD2q4xFWu9YjfgcndJJnQEihgBPJ7BS8rH7N+H08zSjfVqK5bircn+utnShUQdi6ks9PkKj72HGGVpA4EO8lVjWvju6e9fgjj/r9AnsvH+Xd9jpPmP33D+EPo6MLVo6MotNkW5xHN5O7F0w/tB+nIrjZ4390qY9htRhYN3P589gkxEHc9p+59OpnMwCAUC/PugPuZL/HgU4D0BbV3Yv3zaoT/8ji5Em5Wcb72w9Eg0cmYbxpts38fN5YtYbRkDlitjUg5WnX3geh5H7Q42ewpgGDfBdizbc9nGH9uF0HH85d11XN+xTjaPNdyMx+6qKzcmzyjKnWTuMqMMY0V1CN+NhwQsI6HWg8yIi7K6Vkzc2de5ncG6UB6lcZhRUS8jPwMCLK5AvK9Y+u2hR1LYctviPg4nQyIPgDTfiXHwcfr14FrGZmRwzkdh0c1q107iCv+19fF/tqFzXb0MQsooMzezomKeGjUJVe4d3Ovzll48wdNchrcmR7t4CJTb064zW7qzk/t+Oj22ewZcfPQBw4X+oBPiLshLgf3s8lx2vLAP/ZAY+OAA4fPhwbNu2DVWrVkVkZCRsbPgnU+qLpnJh0g0k4G/IkCHYssV4WeY/maiyvv7ZDHxsL+bDT9egg8VCbImrjdVP6iJdagEbEylGVL2HKV6RCM3ui0CfuVySDt4agM8uNTY0HBAqsLjFdfSox1hjd57vwv7EUKSaGeq5VCspRNfKn6GaKyuLr7txHrKN6GjVdlPgcB82OaUymW7btkCkdttU3TaaSFo6AZGjP9O4L1ZbtQAStwLuh7VaU54m8vJCESpKTXFiBOtz2Y1wHM8OgZtdjt4gUCgEiHxcCdcCv9cAgM23/IysfEvIS2k/udllIrB6F0xtyrTougdvxr20VJ4JIqmoATEqRtK7AIBtN69HPI+uDh2PfoxHT9ZqGpFzLDnIlg7/ChWxtTeb+FAoFdmQpvWCUq4vJi8QVYCp0wEIhIyBl5B1E4ei5uPPu80M+pzT8AK61F8ORws28ZoSdghhT/mBvc+a+mGaKkffnT6JHffvGP3i7ekfiAYqoFIpewrpq76QCPUNDAoEDWDpsg0CAZvQXEsNwZdXI1Ei0QfX6P7XtkhGUIs1GgAwMjmJc2CWKRQa4IT66FDVE0Fde2p0nxquWwJXk2REZztr2CTEIjEVyuBqm4Nzw5gzaGpeLppu4AdTaftnjSpjWnMGVE48sh/HY/gn204W5rg+lgFB4QkXMfvGftSsbMhQfZLggoFVamCULyul0y3hU3NZ1CWULpaWuDrmU65dWlEumm5cpQLF9dMvlMgQNWa6hiHye8QUrL1ciTHxdIKu/Yv2JRhbg2nR1d/4F7JyFUaYdcDYxnXwnR8rzatMJbNWcsYc0kVeSwCLIgkeTGJAdv3tvyI7nZgqBPexYHiMEmZWRQjtNVYPAGTb9cETamsiAB6rwCCvrb9Alm3GXIj1UF8lJPaFeDSUAd5PM1+hXfBmwFQFquk0JrCsZjkHHO3BFvReBwDSIeJU5bpr7oRj6cNTKHjJmD9ioZzTG6WzNnMoRAOnitjWaTi3bf2lwRhVjd9Jc0dsHQxpvpdrx8x5iPGiAlI1eWKZOj9iLCrY2nGfVlqzgDmdl8ad5aAqaQ0A2HbLesTmZ0BZmsCsBITFAnzbLADjGzImWpWlf6iybph3AjjVsgRfHv0CoU/4jRREIjmiRg/VAIDV1i2CnCAzHprmtLp++EJVftw0eDleZRRxILJu0D1XShSI/5Q93zltvTWMBcc3Pn5p3R5DVaWJM04cQWjMQ1WOdNEYwE1iiaujmXnT1LAdOPz0hVEQ3clMjBvj2fPYe9kiyIyYmrB3AQPoriUmYOBBKlXmBwD39BqMRuWYizjpp5L5SkopXTJvB0fsHTBYU4p65PEjxL/8DhO9DJ+zU6+3xVcB8zjndQoyQ+oTEoxsqT540tC9HLb3GaApRd106yZ+vsAPrFE/7xsA9Nu2EunmGQYLi4p8EUI6jOA0+Sj2JZzHd8fDUVSg7yQrFMnRu4kd/mg8nmv33gDAK7oAoIZ+yB1zjp8WAGwUshQZ0nwgTwzIVPfeRMkZCFW2dMKZPuw8KWgRctHVcGy/e5szpCANuilNmoFKtHV1Cj+PCMbJ+McoSrOAglyqSVPZQg4zpwJ8X68rBlZmLMm/GwS0mYhEGjffv9vP+9jv8ONoTDtm6HI/sVETfKWqfHiX497NisPIExuRmWJrsJudWzbWdxiO+vZswezfjo9tnsGXnzIA8N8eNWXHK8vA/x8Z+OAAYHh4OFq2bMm9nOvUqQNi9zVuzE/ppzLh8ePH486dO1x70gL092cr7WXxcWXgY3sxZ+dewMbIlVgczcqBdGNI5fuY0LAlKjqx0qv1t8ZhV4olnj13RbFKC1AikaFSxZcY4JaPMfUYCyoz/wXE6R2wJcUbt0vsICAWU4kQzc3T0M0pAVblLsPUhLHphh9dggtx/EyBcY3c8V0TxhTY+fgOZl48BmGhEMIiITdxVYqUkFsqoJQocXnAp/CwYiA7lebRMU3spRBKFBwIKC8wgSxLAhdzMa6qXAAjU5LQd882VKqUCneHbG5inic1RUyCK7wsvbC3D9NDo2iwfjkgSIWJUIm8IjOYiOSwsijAi0w7bOw+AK0rMaH0788dR/CD28wdVC+UID+RB2MZk4RKgH1WL0RxKe1DtosSW/t2h79Hde4vn5VLeA0z1N2rmSTqv/8Iv4gtd6JQUFLClef08K6BuW07aETf1e2U8nSU5M6HopiVmgolTWBiPQsCkZPmzK/Gz0MTs43YF++FzU/qIKXQEuUtczGu+m10LB+H27LvUL88M2p52xLgq4nPMTiUgcUOpoVwNC1EUoEV8mUSiAVCPJg8XeMmue1eFDbe2IuZvtdQ2z4NxFA98aIKVkU3wenhk+BkwcZRcmE0Nsd8hvMJNZAht+CqDUUKJXztExHg4YAhVZZorulk7FNMOHLAoAy4kXs5BPceoDE1abRpBTJyCxhoVOpeKkyUiFeVgr7KjsWQ0A2IKeWOrb6XfwYAfeqx+77pViR+5nH75PLnWQ2rujLW595Ht7BrXRAyLKzh2joT5ubFkEpN8DLSDuJbJWg6tjV+bMnK/ZqvDzIABNSn62BmjojxDFS89OoJxlzYgeJUM+77qAmJAhKnIoS0HYl6Dswlev+LTbj67DjO3a+BtEILbtJdwTIHjes8Rvcqo9DCqRPXbvihHbgYl1QqP+xPmtLuHzgIvq5sYl5n3c/ILTIHzKmWlkpCaWYrgKBQAHsLMSLHMgCw694gZFo9xcunzlDqaOyZ2xbC2qEQpzr+xDGNCMD1UrkA851AFUc7nFHpH1bfNB8i20IUvbTQAqBCJUzti7hy34cDfuS6uPgsHt9cWwOZTICXebZMLxEkeyZDjfIvkJ3pi/ODGfDqtWIR5HJ+vU/d8uOQB7cwP3YPZIViFGWaQVEiglCsgKltEUysi+Fv1gjL27F7efF2G/i7vuDNZ1S6CxrWusRtWxlxDX9eZv/mizmt22KYL3OPrbF+IQoVcgYvqW87PT8FgLupOa4OY+zlr04cxZ7o+xyTVMMqpBJPukcKAQ4NHIJarm5c21pr5qKAWJq6ocI6fCsocaA3KytuH/wnYtP4gC2244lhI1DNnj1vhhzehUsvnukDlSqNyh3dBqK5BxubX5w7jL2PHkJAoAkxM6kN4bpiJSSmAjwexb5rxJbqHLwFj9L5XVGPDRmJ6o7s2Hsf3seXJ48ytq/60U1YpAzo71MbC9qz8Z6QlYZWWzYZlRD4vIkvpjVjgHeHLRsQk8Wv5exqaYkrKmA+RyoFaWnmKg0hHSIAACAASURBVKXaBQlVLm2F5rg8eryexhyxsudeOg/SOBQJhKDFnZn+AXpsrBc52QjYtBYDqz5EoOcDuJgX4FmuDVY+bICoDC/cHD9Jz7E3PisT8y9d4NydJSIx2lXxxBd+/hpNP7qeB6mv0G3HVt7xVsvZBYcCtbq1W+JmIzb/FoqKxUjNtoGZpBiO1nkQCoG/VQJcWIiGa1cCEjmENiXsN4VCAEWBGMo8MX4MaKtxcF/0aDuOJ91AWoot8rLNoVQKYGZRDOdyWShnbYWtzZh2qm4JMN9F/e0S4G3kPM0P5l4bqi0BbrhzMTJTZYYMM4ESlTyscLYPW7ih+PLEUYRGG1YrzGrRCmMbaH+7BRz6A4nxVEZvKH/Sv4kn5jd8NxMQ3pv9D35Iv1FIv8/OzAwuqtLo/6X78/FxWH7jKmdEQiApsVcDa/v+LeOZApkU/cN/wat0IDfdErISEYilb+2YD2cHJXa3+AGW4ncvqf5frk+978c2z+C75jIA8J8YCWV9lGWgLAOlM/DBAUA6oSlTpmDlypWal4+Pjw+aNm0KV1dX7rOUlBRcu3YNDx6wFzv9YJ08eTKWLVtWdkc/0gx8bC/mzLy7aBIchhJu5mMYZ/vUQxVnJgLe69xveJWbi9REe40WIGn/OZfPhIu1Ffa3ZqwgihsxK1DfYgmEOr9DixVCPJL9hLoVWTkkxauCdLTbsRa5Uv3SlEp2cpwaOAMmqrLefTH38dl5w9VddT8RgZPhbM7AoKpLFhotJTOHGPenaUXA51+5gNVR1/Uu3M7UDLt7D4KXgxYIq7rsT/5SEABtq1fBuo59uD7a7F2O+CQjzrESOWJUBgIEXtRdvQyFPE641I+uwHSdVUuRb0ScX5dJ8j6+MtefL0UjCSsB54t7yt/g686YhW9rAkJtp4dtQxfXLejgwRiIxXIh1j/2hZ3jNxiiMo2gz33XLEWeEY25ztW9sKIjE72nuPhqA66l6zsGmwmtMKjyQjiZMoMY7h5tMc6oXN6pG7p6MeA1YMsaJBpxo9UtNcwqSEFcXF8MP9+NAzF142vfq2hQoSWaeLKy0aXXrmCxEb2vlhUqYXNvVva17eZNbB22G0IjvgSVZ9fHqsEDubavGx9mIhEeqBiiRxLuYurFQ0CuGJAyBhqHnpgpONbJ9naB8HOtyvVZKC/AV9d+xcloa0hLGCXMyqwI/X2F+L7eTIg4Shkw5sg2nI0xYtJCxjSDBqGOCwMAvVYsMFru72RdjOujWLk/lTmGpV6GjXO+Xi4VcgFexTng7pgvOWCbykarLlvIsbH4tP0aVHDH3t4MxG+6eRWyJOmQWOovNlCfBakWGhbc/dQULIz5BhIT/sRnJTfBzm4MMKsdtBT50hKj7Ec1A/DAk7v44tpB2DgUGLCXcrPM0cWtFha3YQDgqaj2aOvOX8p+PdUNzeoww4JNtyPx8/mzevnR/YMAq34+rDxt+P7dOJ8Wy5UBqw2gOWJaCTDGuyF+bMWe76tvXseCcP5ye+7cdMro+p9dhKhoGQdm6oaptRTfB/hjiCdzRW+9MwjPXxk3iQkfNQ7u1mzhJj47E333ByO9SJ/tO7J2ffzk305zGLlcjgbBy5FdWKx//QIlVrTrjq5VtVpf5Fw7eO8u5JXotyVwa3JjLauZxtKksIM4EaNv8FHJ1g57BwRqHESJfeW72vjvs7DBw1HDyZk7r8zCQjRZtwryUixAGqvnOIamllkU9uQRph87otdWJBBgWefu72xeQMe+T469O7cyWQD1LaJ7Lif9UhGixk/RA/eMDqRSG5Zcu4wl1/S1Sa0lptjZd4DGPZ12IROQgQdWICaFWKjs2ykWyTC5hRWm12W6i+8S5EZf5zV5/7VNewxWlSove7ILYcnhvN27mzlhQxPG9qVYFxWBuRcNzZZ0Tauo3duagKTk56LZNuMyHNeGfqrRAGy4aRkyc0qNYdV5VXK2wdlApuH5MPUVuhoBXs3EYkSMm6RxIq6zfiHy9R+bmmtt7OmEkK5sse5DB811VkVcx7LrV7mSZgpyXl7YsTMH3P1X4sKru/jp3lYoSABWFUKBED/WGoLWru+mY/lPXtPHNs/gu3Y9APBPKgFmjPUPGbKMLLz4sqwE+EPeg7Jjl2Xgf83AfwIApJfczJkzsWjRIo7xQ6FL16e/qQ2FUCjEF198gfnz5/+t1ar/NWFl+/8zGfjYXsyRLxPQZ78+aKKbiaB2n6BjNeZA2PPUfNx7KOZW1HVDIFCids0SHGjPJvDqeJB4GIW5m2EhzECewhm29p/C203rgkftrr9IRGBoCORkQ6oK+qeNiSnCBo+Ah6p0/mVBLgJ2r4VUXgJ3qyxYSIqRUWiJjEIr+Dq54WD3YZrvTdUlpCXFzzqxLBbh7pfakln6/oU+foDgu7eRUyxFTUdnfOXXEhVstJOz1II8NF1n/Ee9h6MVLg5hrKDaWxYgP5sfTAXpU6m0xl7k5qDla3TjdLWXxh7chzPx/PpDukySvzOCs4uKcOclKzOt4+oKOzN9d9qswmSIM9vAQmXgonuMbLkYFi7XYWrCShu/OnkUex/yayr+ENAao+oxMySFohjpKS3hKDRkxyQL/ODhullzGAJ4jNFtPJ3tcTKQsVPVEZ1zDg+yz0Aqz4OjaSU0cRwIOwljLVHQRK76ysXcv/Wl31mZ4MSGTTgnYIr+e3bgZhI/u422q5mX9Gx/9LQ9TJCLNdH1EJdnC3tJEfpVeYSWbonItjoAN1tvrs9pRw/j8JNHvLeKBNMvjGSTvlVHz+LgZ8e5Sy92EKHERgRxvgKmqTJuOl1pkg9WT2dlo2RqQtdVmotG7cQCAR5PZcy64wnRmBh2EJDyjE8zObb3HAA/VwaURqS84MoSZQo5hPSFJLKVQsCJ/B/pOxwVbdiP9R57F+HeC34WHG3/vnUDjPZlOlqvM82wNZcjahwr3VRrjZnbFMLCrghkdFMiFSM3zZJbeLg1YQpsTE1RUFyMWkHL6GtlEPRRDWcnHA1kE955l5ngvolFCcRmzOxBUSJEcZ4EFgJT3B/HFgWyijPxzV0G1uYXSpBPbF+xDLZWBdxiRm2zjphSi7m3Bu4LwdWERN57aWFqgvsTWD9HYqMw6fRJiCRymFtJIRIrQMBjUb4pd10jfapr9D5nHxuJ2fX4tU4X3G2Cbzowd24qb22wZiXvselDdTkm/dt3/VJkiwoNHon008Pb1FnzHdp8Jwo/nTtjhLsEnBg6QrMo0u7UHOQWS5GXaoGSQhPQO8DURgoL+yJ84lYPv9Rj4PS0C6E4dCuWXzPPRIGoMVNgK9E+c5LzcvFT+GncTX0JchAdWacBBtfUL3OkfgkEHBi2A3fSUiBXKEGOvktbd0eL8oyJrRtU4hoUcR0xmRmwNzNHX59a6OhpKN4vVyiw9c4tzviIvk/k1Esgoa2ZluXzMC0VXYOZPAvf921Jp64avT5qk16Qj367d3IsJwoygNjRd6Ae+Kc+1+uJCfj9ygUkFeSinKU1Zvm1QkOVFmrpa0ovKACBmyKhEKRlSN8H3Qh9eB8zzh01LPumRjLg5KBR8HJ0NDp+Xrfh6NPHoP5Jb62agyM+bdgElez0J+/fnj6BEB6tQjI/uThyHFyt2DtDHVRaSq6rBNQSgOqhAoV12wTuDcG1F4bfN4lQhBPDRqKiquT9evp9zL7PL8nQy6MVJniyxTp1kGzFrxfOIrOokAPSxtRviEmNDCUvaEyQGcjlxOfc73YqOSbHeNpHHeGJzzDkCGO388X2rv3hX74St6nZhlV4lcevuent7IhjgSO5dgcePcTnx8OM9nl0yAgNk7V20BIUSPk91P0rl8fWHux7+aHDmKkKMUmplJ2kTd535BQX4U56MuRKBWo7uMPRjF/f+n72M+xNuIhXRVlwNrVDnwr+qGNn+Jx53+er2//HNs/gy00ZAPhvjpiyY5Vl4P+fDPwnAEB1uu/du4dVq1bh1KlTePJEXyTfy8sL7du3x8SJE1G7NhPtLouPNwMf24v5RkI4+ocZdxtd5O+GPrXZhLdtyFLEv+Qv163saoIzA9mE911i5P69uPBcX4dOvb+uux59tuHeCTwvXg4XS61Y+6M0D4yrPh+1ncprDlvtjz+hMOUHAB3zTXDjW+15RqelYuKRg1zJiDpIV+fHVm01JVIcaLTiL6PC797u9jjWnwFR9bcvRFYGfwYEIgViJ7HSuBxpEeoFGXdp1HWto8luo3WrkF3KbYEYIpdHjYdzqcnU2+b/4KOHoImamoVIbILf2nRA75o+el1cf74YviarINFBWoqIzan4VlP+Szu87l6OqdcQ3wUw8Dc1ZyscC37hPU0ZYU0u12AiYvpUryuz9C3niv392Nh826CJW9XlC1mFlG5lL83mFUAPrxpY2qkb192I/Xtw8fkz3q4p909UwBo1iEu7BdPcUXAz19IvShRChGdPRNuaWsbpd2dOYsc9fv3Dmk7OODKYgXoHb9zGilE7kdTBGvlVtJN7s5QSeBzNQcsvm+HHIYz96LNiCQpVLApdExDaJhEK8UjlNnog5j4+P3LMaKq29O2DFh5sYjPmaCjOPn+iAgtV3yUBaazJMapOE/zYnIF6vfeuxO0X+owt3QOs6NYenasypoTnsj8NFg/UbSvZi3B2GAPmvzl1HLt4dCzVbaMnTYeEGIAKBTyX0/eSPwgADFMBgNTCb3MQkgt1jB7oQyVwsPcQ+KqcrPOK8zHj9kTciyuPpHStaLyVeRHqe8WhrVM3jKrO2Hr9QrYj4lUyr76ctdgEdyey+34uIRqjDhyGgpiWuidL2npSIcY38sG3TZkpUt0Nf2BO7TPoUVFfJ/JkUiV8Edke98bO5NrFZmag/daNRu/lxVHjNCAKZ75iZD4tlAsRO5o9k07EPsWk43s5+QLdRR7S6qMC4qsjJ2rK9JofmY3cbBHy02jSzC6Knm+25XJR16EiNrZiOokhcTfx7dmTXJmmLk+TGLQmzkW4N+BbEIBDQazo3qHbcD9JW7IrEgmwoENH9Pb+MGL7pRP8IicHLTapDH9K3Utqu7FHH7Su/O7gQGxWOnrvDkauDqvR1sIU+/sPQSVb9ixUBz0/5pw/w4GUFFYmEizo0EmPKRgUeR3zbjC2qEEogdMDR8HT/u8BgEYHnc4Gr2V/ccAKX/SuXhMLO7LxTnH7ZQomHTkIAn/VQe/+r/0D9LTmCEQdtDcESbnadvQcntfuE/Tz0f/tvDZ2P0IT9RmyNW0qY26dSTATaZ+nVII640SYHvOTgN/VXXvC3Zrfrf11138nNQU9QhlIzxcH+wyFrzNbkBq0ZyeuJ/GX+xMLfVln9h46ExeLsYeMu9FeGjUO5VSAafutGzijDr4YUbc+Zrdq+za37722IbZt/aAV3AICX6zq2oMXoP8nT+r480f48sphDTOYnkGzG3fAYC8mm/Bfj49tnsGXzzIA8L8+ysrOrywDH2cG/lMAoG4Ki4uLkal6Qdvb20MiKaWj83Hmu+ysVRn42F7MD56vw8CTL5Er02cQ0OVIhHJsDiiEX/WfuKvrsH0tYtL1DTPUN97T0QYnhzD20rtEm83r9cA33X0/qVoNq7sxTbSCkgIsvT8YNuaGbrj5+fXwVYO/NLvWnPMnpPY8sIBCiQY2btgzmoFGBMJ12rYZyfm5ei6vBApMa+KHz1WOl9S2etAilEgNqUbEIpvXoT0G1azH9Tn35nGsvUwujYbHt7FX4vZQpk9F0WLDGiTpTHrUnwsFAlwaOQ5uOhMQAgGnHDuMKwkJUECJqnb22NyzL2zN9Rl7b5v7G0mJCNy7iyuj1A06axJ+b1aeGXuo43HqSWRlL4O5MBsFCke4OHyFKg5+em381q/GSyP1R009ynPMF4rE1FkoJ99j9FTzbDfBxpyZqvQNDUZUYjJPWyUWdupsAAxkFufhSupj5MoKUcXKFY0cqoJKdtRBTJMWm+YitZhntV+pxPAaXvi5XS+u+aiDu3A+PsHoeepqL84+dxqHo68g0PMhqlhnIVNqhv3PvFEILxwZPEzj2rj3wX18dYofhCOtxsWdmGMu3e+6sxagwMPw/WCaVoJzX06Cq4odWz9oMbKk5OhQ6lSVgKVYgHsqc40TMU/w6ZGDRq9ne5/+8CvPdNZ81i9EEW8pmRLlnaxwYTDTp5p36TTWRt4y2ufJoSPh6cCAhuab5yIl2/A5QyjcuMaV8K0fKyUnLbI1kTcAoQJCczkEQiWUxUIoOOaiAFHjJ3OsLBLGr76C2JxKQKLSFSTMoVjE6YPplvG9zM9Dx5BNyCpUGR2oqp/peD+0aIMxdRk7lUCIHocWIDXLxgCsMzctxnhfP3zeiE2iW2xcw4ER9H3UDeqatNmeqgDi2ynJGHRwE4qkJkxbj4Yjpy8n4LREf23dCQN8GEjacPMSpBcWo3u5GPg5JXHMuhvp7tiX6AVLiQj3RjM2J7HUxhw0Dgps790ffhXYvay08XfmNMoXciB+NAMV0wryMOrqLC6d6ek2KCkRwdS0BC4u2SjKt0FYZ1YaxY2PDXNRlGd4LwUCBWq7O+JAP7YgEpuTjvbBG6Gg4alaQOCypRDA290WJ/pq3xkjDu/GxVjD8mc69+NDRqLaewSsjGTH4GNaQKixkhi3POCWALg1dpLBMzkmI51jrtGztmE5DxDQrxsEZDfYsBI5BYaAiJ2lKSJGTdLot6rvO+nfgnTwaCWDxhFEHHOKwCuKrfdv4YdLp4xe1vH+I1DdQf88opKTcPfVS5iKRGhRsbKGfV+6EyptJlfYLGkRqtk7oHmFihoDLmpLQK73cu37uPT+Pk4uODyY6QWmFuSj87bNyChV9k3bvm0RgHEN9HWz0/Lz8fvli5wJjr2ZGbfdvyJj1JUOYgJey7iPEoUM3tYV0NHNz8AFl5h1xLArHcREI2dfYiy+S9C1f7J7EwfQa/QpVYtNnvYOONF/pCZXBOTSghBfkBlVB09mMEHlz223bOByVTrIHCak70BN9cPEIwdwvFQZu3qfpZ26opvKTfpdruld25JRzflncZxZCbE56d2vW/lE7NXG60gnkT++8SezIX699Hc9F772d9OT0efYFsh4AOoNbfqjjceHMfZ4l2v72OYZfNemew3l/vjvlAAnfVVWAvwuY7GsbVkG/msZ+M8CgP+1RJWdzz+bgY/txRzx/Bj6HTV0jVVnZXFza/Sqw8pbX/fjUhese5eM9t+9AzeT+cssSdOHtH0oDsSE4oWMX3uJShOHVtkHOzNWthuwNggvU3JRYquDiCiUkGQr8WlHf3zWjIFLVKL0zZnjTPhdFzxRADZCU9z+dAr3w5UmfXWXLUaerBgQa7UKCfwT5xTil149Mag2K5Om+GT/SjxJoNIebadicxkuBH4Kd0t2joUlJfBdvdwoS2JNt55oX/X9/RCdduwwDj/mL0Xt5OmFlV212npvez9J0zC3mF/TqJqDA04MHcV1dT3+VzQy43c5Jzwy2+YEHCxZKSpNItpuX480MuPQhBK9fHywqL2WRUKbItJjMOvWduTItIy0Zo5emFdvKMzFDEjj9MM2zEN2Cb9495gaCvzQlpWi9tq3DHcS+K/HxKQEjyZ+w7UrkpWgzqplBlpf6tNd3bUHPlGVHP564Rw23LrJm9IGbu7YM4Bp1pHQv98G42Xnu/sP0rhe+qz8A4U6Zhm6nUuECjyazBheVOrdK2S70dupq/HmuWoBr1sw7Swyk+PJeJajIaG7cCXROEi6q98gjYPpV1eHIuyWDwqLdYEjJTzdUtChmhO+bsDyuev+XcwKPwwTRylzr1UFuXgr083xcNIMbhJN38t6a5YjzzwXAmLXqYLmdcosCWb7tceIug24T4OirmPe5QsQcDip9ntJTDQPOxtcGsYcNwkEa7R5FWPMlWZ4yYG2VapiQycmpE+loA/SXnH/1usTSkgEAjyaylxeU/Jy0Wob6WgKUFKsLRcUieUQm5ZgY8fhGsDdZ+0SFCj4WdYSCPF4AgMAqfyzx07jTKMTQ0dy5ZkUldf/zun/8YYMiB/DAMDtj8/iYCkNTU1OlcBi37koZ8VYka8r56bS3bsTGct636MH+PzUUd5DE+P4/ripGkDkdeX+nWtUw4pP2GLQh4zHGWnouI1JFPAQADG7VRuMVI05akOljvPDL+gttExt0kxvcel47GNMPHzI6GVt6NUbrSsybc6R+/fg3KtYZqSjuTmAoFCIgZ51Mb99R+7TVZHX8PsN43qOpweMBgFSFFT6/P3ZU3olu1SCOb/dJ+hVoxQb/EUi9zsgs0jrGEwAIDHmyJhHHa9zyCbH4mNDWXnr+qib+O0iv7Owu5U1wkdrnXBzpVJuAeNKohYkJpOjVd16oHE5bQXA246PNwFRwTwLYW/T98XncRh9cB9Xmq4OkVCADT36oGVFrRYtPb9+PHeac/bVjdLjg7YRODvu0H49oJTu3+ZefTXsP2r3Oh1eKtX+2p/JW7yvILbi9GOH9TSLqdyeKhpIt5WCFm5qr1qKEpUsUulzWdihs0EVwj95vjOvhGFXjH7O1f23KlcVm9r+N8qkX3fNH9s8g+9aygDAf3JUl/VVloGyDKgzUAYAlo2FD5KBj+3FfP3Fcww4vAsSUTHsrfM1k5qsfAsUlZjiz4DW6FeTucwtibyAJZdu8OZ1eovGmN4gQG/bndRkLIok7ZQ8eFjYYmajVhrHR3XD/dEPMOOE4QSRSnuI0UD6RhRr7y5HiWSv0Xva2nElfJyY+Pvwg3tw4VkcxBwGR454gEKkhMJCgE1d+6B1JTaZmnvxHNbcjYCFWRFc7HMhFsmRV2iKVxm2UMiFuD9+Gue+SABPQNvPYRmZhpcTqqDEwxyCIgXsw5JhGZmNDiGj8G13NvFSx4q757H9YRTHFPF2dMSGtoM1LDBqQ+VMAZvWGb2eOa3bYZgvYxW+jxiwZycijJQf1XN1R+hArQMyHZ9AjP3RD0FMKtJn6l3DB44W+iw631XLDMT21edew8EJYUOZHtuue5fRzm4s7MWGWkU3sx3g6BKGqqrJKbXPKsrF9HO/IR95ECiFqGnlhZ9bMiMGdaRLczHw0iLkybQTU/W2nuUb49taTPepSFaAGq/RTpvgo8S3rRlgNvLMAlx6QAQbARPTpyDmVglQqXw6zveZz330Jj3H6U39ML0pA52nhB0CaU7xRTlra1waxSa8VBbX+zVg3TIyK/FWu0QvQKGcv8aTWLyPJjOwTq6QoU/wL3hSLIajE413JWRyIVJfWaO+dTG29/9JwzSquuIPwAioKJTI8fRT1mfXHVs4kXpe1x2hAr8GdMBg1Tiefas3lMoS3IupiOISCccIs7HMh0/VFBQX+GBO4wVcn/ue3MGsO6F64J86X4oCE0QP/k6Tvl5hG3Evj6eMTgnsazcGdZzcubZfnApD6IMH8LDOhhICyJVCmItkSMyxhkIoRsxkBtbdfpWEnvu282unKYHmHhUQ3JWZGAXu3YmrLxJ5pQGIRfVQZb5CbRuE/gxIpEChCAqZEEKRArCQQyEX4UzHmXAwY8L3tYKWIF9ZwgTm1BiPyq9FohDh8aTPuXY0ia4btJzXHZwAuNsTpmjuZeVVCwALfqFEclSP/ZSN9z9v7caNwtOQSsVIT7dGSYkYZmbFcHTMhViswLRK0+Ffjj1jCeDhU34kUEz32ldFXsfvV4wDUVFjJnG6fOTISm7nxsLHzQmHB+gbGNC7I/jeHc7tnBhbPwS00QOhjHb2P2w49CQa044eMaqTOLBWLcxvxxyDyZF01MFQtHRNQDPXFxBCiZtp7jiVVAmLO3ZFj+osl8tvXsGicH7dR9r+TUBLjK/XhGvrt20VkpWGLHjaVtfcAwf6MWbdrvt38PWFE/zjWA4cH6h1QF5z8wYWXD6HrhViUMc+FVKFCGeSKuFuZjnsGzAYtVSsQgLMOmzbyGn/lY6+NWvhjw7suonpWG3ZIqNZ/qSKJ1Z3Zyxregevi+JfEKGxRCxaNXtsxvEw7Odh6xEIeHLYKNiXYsPT+40Yk1KZHL6urpy5Ey0cqENXz5HvZBd90tkAAH3T0KFrJxDuQZqh87SPkzMOBg7TK2um/q4lJiAiOYnTGG1eviLqquQISh8rraAAx54+5piAZE7TqZq3nv4gtW+6bjUvU5C29apeE4t0Sq/fdC3vuj0hOxudtm/iNTYbW78hZrXU6j//cPaUAfBJx3OxtAQtXpDW7PuKkWdCcD6JX1O5up0zjnVj8gX/5fjY5hl8uSwDAP/LI6zs3Moy8PFmoAwA/Hjv3Ud95h/bi3lj9BH8dSMCrWo+grmJlnlSLBPh4iNvtK5UAQv9WZnW5Ks7cPJJLGSZxOBR8x+UENtL0cGrKlY0C9Tcu+3RUfgh4hjTWlOFUCnAyhZ90LEyM0SgoFVwcoIjd0H1hJKYIcQ+UE+QqN1fNzbC1IafNSZXCNDHYxc8bJhrb/OtQUjKyjVg5VDp3dTGzfBFkxZcuxmnwnAp7QqqV06CbqVPXr4pbj+piEdjv+YmDFSi1c5lGJJnVEFxZR3QS6aEy7rn+KRFE/w8d8w7jds3scbWde/NsY3eVxibTNHxunlVx1KV/hD9HZmcxJUbZku1Ez9y6iP2gdrxktrVXb3cqK6PLgPw4vN4/H5+BZY1O4tK1tqS8ospHvj8WjtcHPU1B7xSJOUk48vIn2Bnoy1/IpZgcaYH1rf/XZOe0IRrWPBgP2+6SN/nbPufubJMikbrf0WalH+CMa+5AwLrsfLFH2+sx77HicgpMNczlRFAiXpVXmB/OwZYvMjJRsvXgLltK1fFuh5MN27+pfNYExnBe551XJxxYBDTAKRJHk3mjAVNzNUTxRbr5+NFgZZZpruPs1kJro9jzDpl8S1MubQUSWJzDtBRB5V61hBkY17z2RCIGev0tQxAUwWeTGCgUavg1UhIM2I7CWBZ587o6sVYRF+ED8atmPKIy2JliADO5wAAIABJREFUiupoWuExGlb2xJf1GajYNnQFUoSGE2juGpTAja7fwEpixj07au/9HVIFv+j9rLodMLp6U67PkQf3Ii4zCs/y7PSwSnNhCYQKJe5PmsW1S8zOQouQtUZdxGs7uOBwXwZEqc1XjN0jdYl45KsEjI0wzuacUqULRtdkAHGrTWvxPJcAHsN6bhczS1wbN5FrR2XFvXcFGzs0dI0BOLDOVMH9p6sRSawxE4UQj1Xg564nF7AhZj+ePnWHQqEFSiSSEnh7v8CaZr/AzYKZPVRZupD7P5/7srVEwpmQUBwkwOwEv3s7adfdGTeFA0ToXnq+BjTycXXC4YFaAHAqmek81WcwE/B5csiov6XdZjSRpTYceRyNqceMu9G3r1oVa7qx7/qUsINobL0Rw7zu6/Vy4Fk1hL4Yga19GNPozPMYjN3P/+yi7Vv79NMYR9QPXoJMOb/mZmVzB5zrxxYQCFQatC+ELVzoVrEqAJGMldGrQZau29diZq0daOGmb7Cx8G5jlJiN0wA3ux/cw8xTx3lTRYcgwNtEZd7gaQQgpp07VK2GIJW0x+bbkZhjxM1a1xSJpBtqrVpqIFmhPhkCHwmEVMfy61ex6Kq+E3BAxcrccdVMNDLSabR2ldE+d/YdiCZGTFiMjRdyX+7+GmbuoUFDNYDq2465d2nXJyQYt17ySWYAkxs3xRd+7LfP+4igm9fxuxEXcSrXvjle6/5Mv38+P34Ux2O0mujuVlYI6tYLtVWA8/s4R+rzu2vHEPwkirf7th6eWN9mwPs69D/W78c2z+C7cD0AcMF/qAT467IS4H9soJZ1VJaBD5CBfw0AbNuW6QHRKuXp06c1l6r+/O9ce+m+/k4fZft8mAx8bC/mBbc3IabwNGzNDVf1C0tMUFxQD0EBbGLe8dgyJBWlop9tLBrbstK3iGwX7M6uinJmTjjeiZV9ZRQWoPHepVDw2HOaKEW4N2gGJ+KvG/FZmVyJImnuUDmPsyVjxKhj652beFL0C9xsDdkPEfFV8VOzhRoXQK+Vf0HGp9FEkw9PT6zpwtgHk0+FIMfqJIRCQy5Laro19rRfAAsTCaSFUjT++nvk+emLsXOdyBQY/6wCvvlBOzmlySw5JZIWD5X6+ji7YHT9Bgar2tVWLOAYQIahxLIuLdC1mqET4duM6nPP4jD/8nkQY8DOzAyTGzVF7+r6Ivqk9dRvV7BBGQ7ln8o266lYCPRDvc3mDRzzr3RUtbfntLnUrAr/DUFIzjNsR/sRs2FbH6bxRvpNnbZvhkQoQzOXJDiaFiI+zxZR6a4wEYo0phXUdsjJ6bB1TOe97JpojakN2Gr9xif7EBR73Wh6TrebDUsxA/1G7Pka51+5GLR1M8vDTy27o5MX04P7Kfw4Nj6kUiFDPUdzMRA9koFgVJ7Vd/cOo8cmUwAq/6Jovf1PPE/nt60Qi2V4PImVY+ZIpahLDrc8x6bS8809eiOgsifXtvrq31FcLOZFY0RiGZ6q+oxPO4jp905AImHmAbpRJBVjW+OBsLViE0Tf9T8jL19r8KBpK1DCzTYDl4fPZdcTshDPXxq9dMwO8MeIemwc9909FVHJ2hI43b2G1S3AnFY/cB812PEnisz5xxFt39JsDBq5VUCJQo6ae7S6dKXPorKJLU71ZkBUz51zcTvdhNcd3Nk0HzfGzOba3XmVjB4HjJfW1rZ10TDRqi1bCJ0qv1KHVyJ2GtP7PBR3B7Mf7kJJgRiF6eYcA5AMM8zsimBqU4Jezs3xY2NWzj40dBfCX/CXVNd2csGhQC3D65vT/Pph1M+qLj3QsRpzulWDMVTuDNIgpMedXACBUsAxiO6pynVv0zjeu10P/FNfFIGA98d9BZEK4HldiWdlWzucGcEWROj513XXVsRmGRoTzGjSHNMaMx3RN+nGDanji1/adODaknnR9BP8rqikjXp6mL4zuPHRqb+Fntso2g+l9Byh5RCY+AIWIyAQahd93gQAkoHUzyrZiq8PTcb8xvz36NeoFvix8wbNCTTZuBJpuYbAnouNBWe+oo6WoauRkK81rNK9gkbO5bGnE9O3pbJeYnlHpiQZ6NsOrVMP5DKvjo0XB2OEF/+iRFDsFExszt7rs8+exta7xvU+I8ZNhIO5xRsZgLpap6Qn2CV4C+/7hc5xSB2mjUnvsiav0Y2b1aIVxjZglQrhCc8wdN9uDvhUqsBP7qeIHJjUqCm+Urm8U1tjpkwN3cshpN8gPbYe5XTn/bu4nPCc6Tm6l+NY+mpAkfq79PwZhu83rm+7pVc/tNDRLJTKZZzzNMmg0O9+/woVMcinjh5TUX2fyCV55707SC0oQEVbW67UvLT78rGnTzCJnN5LBblEHwkcblTX8W2/I69rR6XuxCblC3rjkWkWgf3qoO/bnVcvQRqZpOlKvxHMdRyV/4lz4uvjcVYqehzdBMq9btCZBbcfjGZu/JqS7+t8/k6/H9s8g+8aywDAv3Pny/Ypy0BZBt6UgX8NABSqqEP08iZ9KXXQ52r9sDedrHq7un3pvt52/7J2Hz4DH9uLec61Lcg3M64/lJrWABvbfcslts3+hZjjeQgtnPU1+8JTy+HHmO4424uV0a29cx1z72rB8NJ3ZbV/Xz0W4NvcNWI0jD28Bd3qRqKCA7PZpfnarYRKuPa0Hm6Mm6L5Ie614i9uQskXfhUqILgXW+EdcHQezB2f8raj3dc2XAUzEwk3mfLeNg9KMT9wM0BQFfMDWVkgxS8XzmLjrUi9fivb2XPAmpOqbPZK4l0MCT1h9NJ9yitwuA8DmN4lNt+JwpxzZwx2GduwIWb5a0twqAHp9Xx18qhGz8nW1AwL2nfUiI9Tm6uJCRgcusvoKZBrrVrUftyhvTgdx+/oPKFBI8xs0Yrr5+fzZ7DpNv8KPG0PGzxcwywcdWUUzE35NdGy052wvQOZQABnni3HrGh+R0UncSEOtlkAoVDCjQuv5YvQxDUJNzPcIFPNECtbZkFWIoK3S10NWNd0+yqkFBoBopTAs3Hs/rzMy4HfBpUzKE+mdB0dvVYsgNxIuS4hM2rQaHxYKE4+jeN649Mac7Yxx/WRk7jtVZb/yZkq6DVWY9pCJeKmMCBq0qUlSBVGGx9zkqaY04hpc/XZNRW30ytAKaNZtKpvAspFCrSvcB9rujEdtP6HJ+BmrJbRq9e5QInABhb4zZ+dZ6M1c5BRZMV7/IblnmF3v6Ws3da/UGDNX+aolAtwpfNXsLOwgFQqhc++P4wbXOSL8XQUYz+22DQbiQX8rp7E6IxTuXPfeJGA/kd2GmUAOgjMETl2CtdnrdXzUaij6ad7YQIoEDONjY+rSc8w+txmFKZZGGoF2kkx3qc5vmjEXJUbr1uJtEJ+hpe1xAR3JjAwps/uYNxK5mf60K1vU6UyNnRnWoWvA+t03azHH9qPU3H67sO617S2Wy+0q8pA59f1SWV8V8cwkxiKnnuX4fZLqXYcEQIpUGJ5xwB082QMTYq2m9cjXseNXffYugwvcoK9lqTPVlO3pZEaq9Je1N3/Tf8mMEKZ8y1QGKrfVFwDAoftEAjZ2CEX4JZqF2CeTnXd249GfIKO5fmfh9deucPP97ymh/3xt/HVyWOQF2oXxkQWMvzVoQu6VaqjaffpuVAcS+CXEBhVoyHnZKqOWRcPYmcUtdV/gvzZuQ36qBY5qG1SXDO4mfNb19/N7YC6XsytftCeEFw3knfaHjWOGaBQLqkEmK9EnNp19KyGVV21eo7kRE96vLpha2qKo4NHaIywCHBrtHYlb/kx7be+R2+0qcwY8z+cOYmt0bcNna8VQGULO5wboS3xJGYh6fARu1EdBMJRibauxAX9Bph45KDB94NMOLb26qf57fEmOQhdd2469tADexCRrP/eak8l0p176IGAZFTy5YmjejqzxKDd0rufZrFOff5kLkK/QaisnoKkJZZ37m7Q7k3fiXfd/jqGKC0WnvqbwPy7nsfbtA9Pjsdn4QeRpnK6sjYxxdymndCtsr7m5dv09SHafGzzDL4clQGAH2LklB2zLAP/9zPwrwGArVu31miUnD17VpNZ3c//Trp1+/o7+5ft82Ey8LG9mOdHhCDDxPiKtTTbH0sCPuOSufz8GEyqzq/ntOJRS0xttZ5rNyv8KHbEG2cKzK7bASNrs9X6tw2aAIw6sBdUPmpvkQ8LSTGyCiyQX2yG0q5x1VYs0hPg1j1GqyoVsakbY6J1PfgjnNz4QSPa/rvPQrhZ2XErxTVDmD4ZX0z18cfn9Ri4dfFZPEYc4Ncq7O5dA0tULq+7o89h5gl+7SPqp6qbDKcGMDbY20ZBSTF8g5ZDYYSWdHb4aFSy07IYSVR90dVLuPjsGTdZo4nPl81bgtgC6iCQcOwh426je/oHooF7Oa75nsdL8O0JKeQKfVajpaQI63rVRFM3xoKbHHaIY0gai629+8G/AluFH3ttBCQmhow12paV7oDgDgw0Ks5ZhQm3buFBgYPexJOmvt9VjED3GvshEFpypiK+q5eB2FBiUxnHEiEAiBh05Mra1KMCqPSLoubGxSiQ84OPdBA1AEj6iM03rDF6PT8GtMHIesyMotryBVCUyo92Ry0A2HP3VtxJecXYWqVDAFiZi3F37HRuCwGAAgVdhX5wRrcCJeKmMgBw6NlFkJo+QVaOBV6m26BYJoapiQyuTtmwtSqEC+phRXNm+LM+qjkWXeuKCuXSoCDWhkDBmYKkpdpipv9BDKrFGEPfhffEkUcNkJNnCOzVKv8Mno4OWNyKuYj7rvoVeSX8rtU+Lgk4PIiBua23rEGKaQqEVLJaKqRZElzqO5Ur83yelYaAA2shNjccHwQUKrNNEKvSKvTb8BOSjYCPtJIQrzJKOfDwPj47cxRKCU/i5YAtyByIgXDt9nyPuCQeVjAAC/NC3Bv3Pdfu5otE9Nu70yibc0bT5piq0oisGTQfRUZARRMTGR5/yp4JXYI342FamlEtusblymFXPybJ8DqwzkQo1DBu++0ORqQRUJH6+a1NewSqGFmvK/GsZGuLsyqQJfRxOGac1dG3o7TSwBQAZkIFosdqn3FHHj/C1GOHDe55dUcn7Buo1VDtGbKNYw4Zi7i/AwAWhkGZzd5zBmE+GEJbNoYJCKq1djGKeRzhIVTi6ugJcLFgYOH5W23RslRZrbrvuxlOqOvD8pIvk6LDicXILimEQibgQHeBWAGhWAl7iQVOdvhMY2L0zblj2Pn8liFArQC+qt0akxsytu2jzBR02bYNSl0NDtXBzUyVuDX2M0hEDGwsSm4GiYAfACw26Qkzxz+4dgS8Xn/BD7zSdvX7hd7V3ssWaSQsS+dzTP2G+E6lB0f9Ub98UdpYbNudWxxYVzoal/PgnOvVjr2B+0Jw5RU/i9ZCYIIH49lzUzfoGf48O5vToCN9PV3XWmq35XYUfjpvuLBG20qbdpChSnApYw9qp2tqRn//dS0cS29c5b32OQFtMdy3PreN5CACNq4zYKzRtoo2tjg9fLQeWEgGUsTGi0pJgqlIDDL1mtykGcjY5X0GsX1JloAY/qWDAMguXkYWit7nSb2mb/pdR2xAOY1XOydYqIzCPtDpvNNhP7Z5Bt/F6QGAv8+C2IHJS3zIkGVkIWkmq25ISEhA+fLvbi70Ic+/7NhlGSjLAK0vc/UcZVGWgX83Ax/bi/l+ynlsSF4BEU8ZLGXO36wbelZn5a3X7rVHYyetA59uZm+kVUTT2qe4j8adC8apF8/4E68EJtduhC/raZkKb3uHjE1QZ/q3wISGWiZJjXV/QlrIz9YLqO6OzZ8wgwu/7b/A24ufoVFQKMGKhn/AxYoBGwEHViAxn5+VFNSyHzpUYD9u5106j7VGNN50dXByi/JRf/0KIyXAwMC6TpjXSl/0/k15Cnv6CFPCDCfQ6v0+8/PDtMZMayy/uBj99+xEdCmxcnJo3N0/ENYqEJAYDQEb1/LiUKSpR2VfVL5DEfZ8KKKSs7DvbiNkqNhWHrbp6Fv3Ohq7NYO/269cO2MC4OrzpBK+KvYMWBl8dgLsbI1ozGVVwcq2v3DtlNLz+OX2ahzOqKKXJhOBHEHVo1G78gHN594r/4LURGYwiRbIgIl1mmCmPwNzfTYsRr4RR1ZdAJBAAQIVC1WMi9L3SRckrb1mHgqKtG6Zum0FAgVipjLW2MbbNzDn/HkONOLTWWtSvhxC+qgAntcYdihFCsSpwK25EQdwPDkcz5KdS52iElU8XmFElV4Y6cNKgPc/8cW5HB8UC/RL9a0FhWhoHocBNRjDdWDYBAyoeg0LI7ogJYNcRQksVMK3fDzG1zmDG0m/YXYA00Rrs2UmnmUZll7TtlruiTjU/y+uXaPNK5BWkA9T22IIzWXMx0cOlGSZokQhwrXAiXCzYiBLpbULIDCVQySRa5iABKLIpWI4KyWIGM1MM7oE/4QHWfzsQzOhDNGfMqZgRFIi970gF2ClCTHVaHCx8kFBiQB2pmaImsAYgM2D5yIlTdfRWJtWiWkJoiewPsn1mdyfjUVApUrY1LMft7lm0FwU6bkk6/RJztOq85xz/jQ23za+yDKjWXNMacLKa2utXGJ0bJLuVvhoBvp+fvIwDjzkdwansvODgUNQx5mZqtQLWs6VqfNF52peWNGFuYgPPrQCl5N1Hbz197g2ZAxcLZkbLT2LyPhGqlNJwd27at5Y1rmbBpT5/uxJbL93h/fYFmIT3FeVNBtNOM8GedYsCIr4F8JkggqQuDLgKTYnHe13rwXy6XtR6ptpJsPqzr3wSQVmzrP6XH+Mr8HvNhoSWwOBzVmpZkRaPEaEbzJ6uttbjkE9hwrcdsrPrbQkKC3lWoYbPcryxehYxYtz46X4I+IEVl3WZ9XpHiBkYF80dmXl+IqMMUAx/8KewPp7CCyZLumEQ/tx8jUM0dvjJ8Na9S7ovmMr7nPmQIaxtFNXdPOuwW1YdCUcy42AYFSefvfTqZr7Tj/pt929ze1DerSUfTJC+rVNez15jT6hwYhM1a9SUJ+FmUiM6LFGgN7XDJgJh/fjZCw/O7a+mztnWKaOkHt38O0Zw9LveW07YGBtX007YvFGGdHr61DFE2u6MqkSWiyjRTNjcWb4aFCFAUVybi767Ao2KKluWbES1vfoowFJX3Op/9Om1Px8fHP6BGe+QuFoboHvA1qjp8rw5n/qvGxnTQY+tnkG360rAwDLBnRZBsoy8D4yUAYAvo+slvX5xgx8bC/m9JxIBJ7bhnqVDFfMHya5YYFvJ9T06Mpdd8SDtmjgwM8AiMwoj0Y+bIX86+t7EfoompVXqksTaYNICYlAjukNWmCyj3456psSeyYuBmMP8Qulk65M9OTPND9uG+/7HWkvaAavP0Ej99JRzWrh+7rsemqvWoLKVWPhaK9f5klLB/eiK+JIn8/hbm3DtW0bugZxhWkcGKEbxDTa0jYQLT3YZIqv/Ffdnph1t1TgAX3Wc99C3OUhKlhYFSFq2NcweUc9nAOPH+LzY/zaWHS8yU2b4oumDOB53cRrQsPGmOnPHJ1Je6nZutVQ8ECAxCi4OW6SxrDjyPPByC6O4UqzC4pNIRQqNMYyFSzboqU702vb+/A+V+5mLC6OHKfRKhp28DdYuEdDJNJfz8nJNUdXh7EIrMOA36iMWEy4zu+q7G1ljW0tWBk7hV/waiQV5PIeftMnfdCmIitzbLl5FV7KM9HP6wbquzyDqUiGhFwH7H7cBPFpzhrWGJnEeK9YbFRMXtex99fww9hwk8pw9QcSASw13QQIG8DK6G+8SMSA17DGZvm3wriGjbm27XcsQ0yalNN00xubUKKCgxAXhs7gPg578giTzhIQagiOE/i4vdMgNFcxLyeGD4fAnL+MXpbjjDWtGVjXeONyfNp4BypaZqCgxASpRdZwt8iCRKTA+RRvOIpm4PMmDFD12/ENMtPtUKzQNywpZ52BAoktIocwrVG/LUvxMkvFvCTxLvqPe44IoBQqcWH4WFSwYWyBOmsXIIdzydUB6+j6ZMCqdt3QxZOVdO28cwNzLp9CYalj02CtYVeAY0OYBuCV588wRKXhRfdEHWoY1sXSAlfHME22RpsXICObn1UjJrbeRMZuW3otHIuv8TN9aHs9NzeEDhjCta23YQ6y80n/1BD2tTYvxJ2xTCfxTVpju/sPQkN3D67t8H27cSmBf+FmZN16+LFVO67d+ns38OsZBjqXDsrFqREj4WnLjJZ679yOW69SeMHpn1u1xbC6jL3UdfdS3M+QsvunO5zo+ywELgaOQAVrBgq/zpl8Y48+aFWZgfsFxcVotjEIucXFBuf5a2utbpx64+m4GO55F5uZyWmi9vOphWlN/DSGFdQuJn4CqphpKzh0O06XOsC5Ert/9zNS0H37Nm5k6D6RuIwpgV8+aYuhNRjb95PNi7CuxTaUt9R/v6QVmWPw2YE4NYoZz5x+EY1pETsNrkX9waomQxHgzsx5yGH2XuorcGNTXfWv+t5T6egalbvut+EHEHKTX96C+tnUtzsCPNiilbLkEZQZAwFlKaBWXBMCxxAIBGyBZ31kBH67pC1bLn3C9G5Ts8eJ2Tds324DjVm/8hWwuVc/zbv6j8sXsSqCX7uV2GsPJk3TY+MRsPRn+EXEaO5lbUxr6qfHbptxJgyhTx7w5tPFwhLXh2k1FY0mvdQGMsFSg1ql9/F1dcP+gez7myMtQrP1Qbzu3GRudnXMBA1Y2XOXcSYrGUetV5nJbLkVhZ8u8LMP6ZhhgcNQw5l9h6aROc4TfhC/NAD5ttf+d9rRAiO5c1MZta7u39/pq2wfwwx8bPMMvntYBgCWjeyyDJRl4H1koAwAfB9ZLevzjRn42F7MoQ9v4cuTp1HR4yVqlE+GpUQKMv94kuKKJ/Fu+KxRfXzWnLH1tlwfgqEV+UWetz9vhGFNmCvl9VdxGH52C4oKDZ1WLSwLcbLzNHhYMdbH28bXp45hzwN9N0Xdfff2D0R9VSnqpKvBOPP8KYozTaEsFnHgAOkpSeyl+LNxX3QpzzSVOmzbiJjMNFSukAoXp2yIxXIUFJgi7rkLsnIs8XDSZ6Af7cVyObw3LYRSqIDQROukqVSVa33ZMABT6zG2DYEsU47ys/BaVaqCjT1ZGaw6Ag8twc0XhZCViCESKeBgLcPx/lNhZ8avV/a6fJGrYYM1K402OTx4KHycmAOrdrKt5I5LwKaM9N4g4LSCQlWMhvPxcRh1sJQuls4RdN1or72ai5gcLdNO90TqO05HTXvGkojNzED7rRt5z5O0nyLGTdKUNDVeuxJWFvFw98iClWURFAoBsrIs8TjWHb1rNsec1gy82BJ7AcsfGwcVL3SYAzORCWcc4b3xL6Ng3YyG/phen7Eke+/ehPZVN6Gagz6TpUQuwqLLXXBmOHMhjk5NRZcd/A7VtJ3YD391ZCYPnx8Pw4n4G5CWmEOuclql4l0bqzzYiyrirMo8YX/0A8w4cdTovSTxefW1z710DlsfXERRsbkWZBECZqaF6FutGX5VmScciYnG5NPGmSTbuwzQuI1OvTEVcpGhcQOdkC08Ma/BHO7cRh3ehfPxTzHZ7yxq2iVDLJCjSGGCC8ne2HO7GQ73G4zabqxEvPKG+QwclJJuoh1MhHJ42KUjXmYHa5Elbgxm4Ge/3YsQmWycwH9nwlhYmdpy5ZjVNi6CpKQYRVTOSMOXcBFiRAnkmNqoJWY0ZIA3uS9vvh0Oa7MSpEotOJDaXCSDs1k+MgpdNEYYVxLiMGQflfDzM4hdrCxwdbQKANzyBzKydC1WtbfLzEKKB2MZwLOEAwCvGAXWiEGkBgD9d8xCjfJJeJTggVdZNhzI5GybC5+KiYhOdMelQAaik3mC34Yg7tlUOogFd2XMBA2Lt1vwFjwoxfRV76NbZrn+VgR+u2Ac4Dk5dBQ8Hdhzu9n61XiZz8/MHVzbF7+1Ze+MMYe34jS5xBiUohIAqMS9MdNhJWE6qzVXLjGq3Vq6zJIWJobs24UnGelcjsgB+LsWrRGow7Ci4xszRejmXR1LOnbVgEshEd+jf3l+rdMTSTXQqQFj691PfYluO7dCyYf7KgACIIfWrse1JU3DAukL/NggHM1dXkAoUOJGqjt+jvJHkdId18YyncSTz55getR2g8Ul2qZUACsbDkfrikzf7qdzp7HlDj/z86vmLTCxEVsQWXL3HJacpTJ9nnEsVCJsyFDUsHfTDB1lyUMoc34DZKSFJwHM2kJg/S0EQltNm9c5T1ezd8CJYaP0huKNpETMu3gB0empsDSRgHL+dfOWekYPJ54+wac8phXUUS0yvRnMTG8oTsQ84XT4Sj8Zunp5Y2knLUM0JPouZp7ndyvu5lkdy9t3N/jOvOmDFTeuYeGVS7zNRtatjx9bMTNA0ioOfI1m7o4+A9C0PGNzzrlwBpvu8GvhftmsBWfeRfG68mParquZ22LjGiTl8i9u9fepjd/bd3zTpf5nt5NkCbGDHc3NDUq0/7Mn/Z5O7GObZ/ClQfcaPKgE2P4/UAKcmYUXZSXA72nUlnVbloF/JwMfHAAkExD6786dO/DxeTth2ZiYGHh5eXH7yYyUk/076Ss7yt/NwMf2Yj78OBrTjh0xerlf+PljcmOmKzTx0mpMdd6IGrb6wMCjHHsseTUKq1uwCU1iXjZa7FnN26dQAEQNmg4ynHiX+PbMCYTcM17SdDhwKHycGbiVkJ+BXmHrkPlKAMjZBF1oJkPrGh5Y03IwhAL2WdCt65h/4QI3SVJPk9jkgianAjyaSDpJIuZQuWmhngC37rl/06gVJtZlP9ZJ/4hc+E7E6LMvqPyXJvmlXfveJQdv0/a3S2exPpK0BfUnfp28vLCyMyvLo2ixeQ2ySlLhWTUZFhaMSVNQIEFsnBushE64MordS9JcHLGfX9OQth8cNBS1XVjei+SZOJ4wGvky/fIrZzNftPVYAZGAlb7ee/USPXbyO61aiMVciaUJyzmHAAAgAElEQVSJSq+o6brVnAYSX5CuHunrUWyPu4Qlj/jZj3R3L34yBxKhmBm6bPwLMppZ88TXjVpissq1NujmfFR24Af24jJd8WkDxhh6mp6OT7YbL+HrW7MWyMSAgpiPxIDkC097B5xUTaJpsvvpEUM3R/V+U5o0w4xm/tyfBApsJlCAp1aYJn1k7EJx+cUzDD5i3NDlQK+hqOvCSjx/uf8tkqX8Olr1bJtgvCfTwSNH1mknjxi66xLCpgTCR46Hh4pF673mdxSbMuaXXpQI0NTZCiHdJ6tytAR7H+o7NOq2vzdxPCxMrLnvWpX1f/Lmkj7sWaUmlrbrxm1fEH4Rq2/yM42sJaTrx8p6b79MRu+DmwHOjKFUQsUKVHNywIkBzOG2zea1SJGmQVqqpFsklkMsEODhRFbOvfVuFH64eJoBk6X6VAiV6FrNGys6se/mwOOfoZIRXdKEVy7Y0YEZMlCQzhjpjZUOut/9fGprPqbvGn3n+KIzHbsLA0Te9C64MHIsytswQMh/wxok5/EDDbpOuD+cO4Wt9/nLYAmFfTB+GiwkEu5e+qxcwgto0vE+a9qcY3q9S1DJKIGkr4wAlaT12cSDaTz1D92MqVU3oUWp3KcUWGLoxb44M4LpOT5IfYUuu7YYNYmZ498WI+oyBuDoA3tx7hm/xERdVzfsU7HGriUlYMiJbTC1NyyplmaYIqTzCDRUgei0yNM7JBjPSpmlUH90PWpH2qOJDzD11AEockrLDSghdJTiTM9JqGjFr1/5uhzzMdxpkWxb7/4aLdh3uUdkbkGLInxBchTHhjJTIrqXNOZSeNzoue9CnwFopgLW6H096mgoLibq557Yfwd6D4W7Sj7gXc6zSFaCgXtCcLfU94hKb2kRTC2DQaAntTMWZARGxiEU2UVF6L0nGHGlHLJ9XVwR0mcgzMSMKf0uJcCtNq1DQg6/VAmB42pg/l2u/UO3TcjO5t6bagMaun90Ha1VjOAPfX4f4vgf2zyDL0dlAOCHGDllxyzLwP/9DPwnAEASEr579+47A4BlLsAf7wD92F7MZIpAek40AeML3UnfhieXEBQdhgnOD9DYjk0ob2S5IijVBxNqdMFoL8a2OZXwFGNPGweN9nUdhvrOjBWkjrwSKZ5kpUMsEKK6vbOBYHVEciIG7Ob/YU0g3YOJ0zjgnOLCs3jOMKT0FVW0tcXBQcO0ZUpJCdyPdb6SNxcrS1wdrXWyHHp0Fy4m8U/mDvUYBl+VNhYdnyYg66MicPzpUxTISlDL2YUDazxsWDlx6SDdnPjsTE4vp4qd/f+8uk1MHiqrohVzC4kJx4r52o+V9Kqj9a6/4FzuEcRifSBMLhcgOdEbFwcyNhbpfBGrgMZJ6XC2sASND/Wkk7YXybNwJ3010oruQSgQwc2iKWrbj4ZYqAV8yaXwO04jSYnKVtlwMivEszwbpBZR6SOJyY/RAKVURhZupHxRV0vqdvpzjL2+mpdFYwvb/8fedcdFcXXRs4XekSKIDQv2Lip27L333ntMT0xMoilqYkyMvStiwYa9oCjYRRQREVQQsdN7Z8v3u/PYxs4aMBIl396/dOfNm/fuNN6Zc8/BuZ4qs4Geh3YgMjWR91wc7DsKLSsyUOBC7AIUyvkZjRKZAfrUYMAGlQDXXb8ShVK+e0gO70FD0LYyK1/UJWRP29TBGCpz5AxddNyX6jqJQ/bvQUgcvyNsPTt7kFMzRWZBPjz2UOmkNtBgZ2KKK6NmcIxXCp9na3Ep6TpvjoZVGobOjkxr7HVmBtpt3wypogRXsYccqGBsiuCps5QlYC13rEBithwwlnByABwrTCIA8kWY1qI2vm3NQLAfrh7AzttP+RlzIjnCps0DgXaFUilqbfmjiI2lbYEywrUhfvNkwOubJATIxIZ0Grn5ZKWj7fG1QK6Q6bwpTCuMpICZFAOr1Mcf7dncF1+8AK+7ITA2y4dUQpIDAIF/BfkGqGXtiNNjmIYn3TsNtq3i2JlOhllwMc1EQp4ZnuZZcmCo78BRaFaRgQKfBM2DgXEcpDIB0rNNuT4tzXIhFslQkGeLla02Ks/J1xf94HP/HgRqJEC5GJjQsCkWt2PMWIqv/P00XE7VTyoxsma2cOd+IvOAjl5beEE4ei4ROK0o53tTnxv7DFA6if9yNRCbQ3WbHd2dOkf5MehNunG7Bg+FhwszBipp0IcD+oCgK9TNeUaf8cbt6NeYWecOOjk9g6FIivAUe/wR3hJ5Rma4O4E9DyMS49H7gLfOPpd07IbR9Rtz2+naWHyRv6x4fqs2mF9k/ELmTR47NyETWSCZCtKbJA1KWYEIVgILXB03XYM1RyAglTTffv2KY0p7VK6C+e5tNNok5mXB8/Rq5GbJIc8WQy4TMGMRcwmq2VrjTI9ZIA3X0gYBcfvv38OhBxEcgEUfLea1aqN0gi9tf2RWsek2f1UBmXo8nPMx9z5Myc1Bi83rdXa/sH0nTG7aXLmdmLHrQ4Nw4WkMxxprZO+Iz1q2g6MZvw5oScZNJa2rgq7h2vNn3HO5uXMlfNLaA9bGKmMjatN++yak5uVpdUkfAS9Poo8XKgkE7lwGXcPt18QQFcDDhc6lh0ab0piA0HuV3q98wWfEQeczszAW+dJ0WBhUgbG4dJUZJcnbP2lD+em3dxdIi1g9yL3ce9AwJej7T45RHvctb+sMvhxrAIDLPiAG4Nd6E5DyeE/ox6zPgCID5RIAjI6ORu3atfUMwHJ8HZfHF/P2O7fx02VtkXp1LTg6JVQ+OSdoN64naopht7ZzxbrWY2EgZHVR114/xWg/3ZpGfgMmcyCfInwfh+O76+eQLWEgk6OpOVZ16I9WFVmpjCI+O3cKvpERWsDAql590LcWExWnGLhvN8Li43ivou86dMakIkfWny4GYPtdZmZQPOiP8eh5TDuN4nlmOoae2I24HE09p8+bt1eW//J29IYfCSj85XIgV+KjgC+IHUCacY5F5iOl7bOk7Ydc+gyGhvwMnoJCcxxq/4eyq3OPozH39HENPScTsRhb+g1Cm8pVSnpIZTsq5w6MCcZfrf3RyoEBV2RcvPdxPfx0xwNnxkyBq20F7vf+Pt4IT+AXkycnSXKUpFhyORC7Y6/AzF5Tx0oqESDzhTUeTP9MCRB7bN+Il4UZWkw0QYEAf3XpoxQsj0pZiZh0fndfscAWXaqxkjCpXILpAR8hIJzK9NRZY3JUsU/C1r6jUcOCib//ef0qVusQvaeFPDFpFLHp9k0su6otzj+sXn382pUBWxS04Hypo+yLQFpFqSG19X8ajdnnjqFApkKNSBh/a8/BaFtJBbBcfzUfPq/jUVjMBMQcuZhQxQP17RggQgvXIYf2kkmwxn1JGmUGhiKETZ2rZLLUWL0CMgLSyLVXkSYaRrYYNc0r4Nz4yVyfXpG38cPF8xBS+b5aUJ8CcykeTPic+0BAi9faa/9AgbGUuTkX9UmYqSBfgK9bdlSCW7siQjnzGYFUWyexhkMF+I9k5YsZBdlocugvndf0r81rY1htZthBwG/b7Zu0SmEJuLg4YSrnVKyIny/7wc1gNYZUU7lfX4pzwZ4X47Cpr6p0clvMrwh8GoXgBzWRX8iAAgOxBC3cHqNtlYqYXetH7rdnGWnosJdf85JmeGPsTCXYMf34EfjrMG+Y0qQZvi1i0VK/vpH38aW/nwbwTGArOXOT1pkiaGFOH0+oBFc96GMDmTIoXFS9w0Px3UVt51bah8b5YOZ8zqmUosOOzXiRobnQV/RNDFpi0pYmSIes4YbVOndZ1qU7htdnchA/3DmO3bfvQ5ajqU8pMJCiVnVTnOnJGKLP0tPQYTd/3mn71t6D0KUa0xCl5/vME0dxocgQQTEQd2cXeA0covHh5FBkOL44p122urJnH/QvMswozdyp7dFnYfgq+JiGfqu52Ag72o9FI1vND3Cl7ftdtV8VdB0rg9RcotU6VmfmksNs/fXM8Z0vlnh2w8hi5d/vaoyl7YdkM2acPKoBpNPzioBxhY5lafskpuTnZ09rVCGYGxhi56ChnGSHIkiDkO7Lh8WceIkJTte7urtxdmEcrsV9jZR8xkgXQIja1qPQqMI87uPdhxDrbwVh+TX+0mu6j3yGjvgQhvmvj6E8rjOKJ0kPAP7rl43+gPoM/F9koFwCgEFBQWjTpg0sLCyQns5P4/+/OHvleJLl9cUc8OQxfrt2hTN9IKH0uS1bYUAd7dJ1iUyKfbHBuJ3MXH6bV6iKEdVaQlwE/tFvVC7T4dAmJORqgmW0rYaVLc4OmKLUeAt8EYOJ/ge0zjjpWJ3oNxGuVppfpKmcbtudEGQV5HNOoD907IwWToyxpYhG61cjq1CbsUbbRzdszC1QKUYe2gcSK9cVN6fOgp2pqXJzUm42tt2/jYepibAwMEL/GnXhWZkt9ooHsSNuvHwOWrjUs3dA7QpMPF89dDkGE2vLd8QYLRbku7wtRl3/CBBosxToGHKZEXw8NBfOpP+06uZ1xGVlobKlFcd8cLMr7ibLRvgsIxzhybcgEorQzL497E2ZQYoi5p86gsnVfkND2yStKW1/1BC1q61A+ypsnze5jaqXNCmYggamBTCyzIdQKIekQITcVBPIpUJcnTSdA2TyJRJOa4zAJHJ5JRIaZy8hEUAgE0Bda+xpRjAikiZQNbhW5Mu6on8NtiBNK0jC8gfTkZhmjqCHtZBbYAixSIo6lV6hbtVX6Oc8Da3tenFt550+jpNRKhBIvWMqlb08aZryp85eW7VK/WijpaERQqbPVgKa3XZux+O0FN7Lo3if1Oh+Ujx2R95FXHYmKplbYnz9pqhlo3l9rgsfh9WPasDFMh1WRrmQywVIzjNFUrYZfmqcgUGuK7nj7Y+8hy8D/Jj2nhqZlPx/KLHnR03mWEIU1Tf8Bphra9YRM84s1wThM5g7Z1jCawzYv5s7H8XDxtIItycyMIai0bZVyOC7jmXA5s6D0M21Ftfux2sB2HbvNnPzVYyT3IVF4O6zR9OYW7BcGocOh1fhZaE2U0ggl+N0xwqoXYkxg6k0rdfuHcjhkevY1HcAuroy4waKm5Hj0MImSGs+kenVULfWaQiLnp/rwg7gj4uxkHEJVAXpRE7zsMfXLRirMOBZDFfmqCv29huONs4MnO+5awceFQPqFPt1JrOB/sylWREhr19xLK/EnByOiUsaZ1WstPWZiNm4PfQ2V15MIF4X1xocWKUOMlA5Ytc9O5Av1S7p7lrNFVv6sGNzMgtrmLEMX8xs7o4v27bXuV3XholHDuHSM23mNn3AOD9+stJN+mrCY0y5sguyHDFkuQR+CCAwlEJkXoiZddvj43pM441A5z4HvBGRpP1RwsbYBJfGTuXYqYogyQFiZF1/8ZwDVekDD+l30jWnHu5b1nPv3uLhYGaGG1NUTPTSJiA0+QX2x95BUl42qprbYFwNd52lv49TknEvIQFGYhFaVXKBrYnq3Vfa45a0fWRiAvr57OJlOhfXrJt01BcXnz7R6ppYy/7jJsG5SGpA0SA5N4d7vxMDsKGDo/I5VNKx/ZN25GhNjsXkykvvHSqLr6PjfVnS44TGvYZPeBi7L62suFJzPkkRYiHSfXkvPp67zjyru3IftdTvS4ksD+eej0dGoXY+69tMRYMKzBn8fcebJDOoYiJ4WukNXd73nN7F8cvrOkN97noA8F1cCfo+9BnQZ6B4Bj4YADA8PBx169b92zOUnZ2NGTNmYM+ePWjSpAlCQviZSX/bkb7Be83Af+HF/C4SeDvhBSb7H0J6gQpkcjAxh3f34RrsvzF+Prj6moGJxWNyvRb43l1VylbScb2JSTK3ZWt82oZppw3atxt3dTAFaTuVHym06Ep6bGp3+Wks5p05wZXPKoIWfT909FSW0BFI2mTDWg0mlvoxaFFOi/OyiqnBXyFbym/yYCK0xjb335SHpvKbacePgBY1iiDjgo19B2oApLRtU/ivWBebSVwtrqmRQIof6tVCn+oqlpNPyHoMd+Zf7BfKhIg3uYAqNoyh0slrC57p+Bgyq4U7vvBgoMD8Mydx/BG56/LHg9nzYSgWcwt4YgXRIokv1Bmim+8H4drrdRjuGqwBAkan2+PYs2Hw68+AqHxpLr4PG4erEW54lawCrM2M8tChYSRm1JuJRtasPJ5YaLvv8WuiUan48VFM9J5y3XuPbmOR37r25NxMKWadOAq/GH7Hzw5VqmHHwCGlvowG+3+N8HRWkl08ejpJscpjEffz2SfRmH6a352btodMmq0EEqrvWAowspdWmEhEiJjIXIC/D/DnFs+6InruJ0rws9rW37Q1BYt2bGrljMODx3L/Wx1yHSuCr/J2qe4MmpCZiA7eW1FgIQfEamXF9M8MMYZXycey3syJ99erl7BRR/kiAT2k90WRkvUClpl07/PPKEq+Fm5OzDSjk/cWPEvl//jnaGGm1OYMTXiNgYd368yR37AJcLNlAP3Ig/uU+lnFdxhcpx5+787A6bIKciX91P+0xrOO9N12DxgGYqhS0H3ZbNNapKs9M9XH8027jpjarEWph0hlzWQWQg7AiiCwkkx5etZk4LAiPrnqizMJmjqzlQxtcbLHTBgV6bFR25i0FIw5egCvs1UMagtDQ2zsNRAelUrPiKaPb1N0ONzT8bwHDkXbKqUrfy5Noij3dC1vCiHTEBZkqvJH997KUu7S9FfatvQ8/CHwvAYI2MTRiXtuKVyFqc+E7CyM9T2A6FTVxw4CuOhcknyCepCG6qfnTiNb7Tk/s1lLzoREHQgr7Vj/K+2fZ13AtTiVLIb6vEQCYwx2DfwgWIBUIbH1Dr+EQC3bCvAr0oj8r5yXks7jv7DO0AAAl3774ZiALPiFOw3Pnz+Hi4smuaCk50ffTp8BfQbeXwb+dQDQ1VVzsR4bG8v9oeHs7AwDNc0PvpTk5+cjISGBKymiWLhwIRYvZi6L+ihfGSivL2Zic5DY9IuMdI4V0bNGLdiYqLRt3uYsEMPocMx9xOdkwcXcEoNqNOB0wdSj46GNeJqZxtt99yq1sMlT0zW3JOPQVVZkKBRxAEutCqy89E16ObT93sx5MDNUiaiT5hiV0j1KTuJYHt1ca6KylcolkfahEjECbnKRB7GJhHO6lOWLIM0V46u2HTCjOdPbojx32KG7lIwcXgk0LKvYFXsMJ+P43Yq7O/TEJFeWd2KwEFAanqjNeGnjQiWrQ5ULqpNPtuOb+zFaQxZBhh2tuqKRPTPsyEjdCfP8n3VOTWDnB4GYaeZNOnUAF6Of8bSVY+vAQehchTEw3+TE62pjA/9xrLyU4k1aY8dGjUWDIjOZH4LOwuthCKqaJ6FJhecwFEnwPMsWNxOrQywwwKOxzOSBYujh3xHyXBvhMTcuwIVxs2BnwhhUVGL5+Tl+t2JiT1HJHwU5XlOptK6Y1LgZvuvI8nn+yWMOoOWLNb36onctN5396NrQ9cyveJpVALlUwOmHUQhEcghFcrR1sMf29oyVRPplXfZs1wBDFH12qeqKrX1U92917yUckxCFAkDB7jOQgaqMnUyEuDaELUhHHdqHoJcv4GSaie6VYmFlmI+odBv4v6qGQpkIFydMQWUra6Tn5aLxXt0lnhUNLHBjLGOIPElPRc8DXjAVp6FGhQRO4y0hyxKPUxwwu1lrfOHOgOQD98Px1XkqxSRBvyKdQvo3AYByISqZG+DyZGaA8tGZEzjx6CFvCp3MzXF1MmPRRMVfQg35VJ3n4Ebmx/CoNZvb3mTTGmTkaWs00jZjAzEiZs3n2tF92efQTjxI0WbRkt4ZmR0ogI4DEeGcDiBfUMk5lZ6rx/UXz7D02kWk5ORwzL/fu/aEs4Xmc47aE3AU+PQJxwAkFha5nPMxnaltdEoyTkQ/RFp+HmrZVMAgt3oaOmfUZp7fKpx8qA3M0313YvQI1LTRZBKX9KKmUuDDDyI493HSayM3WtciVqqiDwLcB/rsRoG4AKAydS7JAshzRFji2UPLXZhKoH0fRnCl2ARiDqhdFy48OSrJGNfcvIE/bvCD07T/V23bK98bJemvtG28w0I5AK54ELh2fKTqfVnafkvTnq4hMs7KLizgmHL0LFTXllX0VZJzSeWvZHyjLnOg2J9cmsc0ZBqNiqCPQWeiH3FsazqXPWvW1vqwVZq5lIe2D1J34W6ybqmD/tVOw0SsXbXwb8/tfkI8Bu3fw+sO/nXbDpjevOW/PaQP4njldZ2hnjw9APhBXEr6Qegz8J/LwL8OACoMCP5pJlu3bo1z587BzIyfffFP+9fvX7YZKI8v5qdpaZhw5CCeqbnH0R/C2/oPQv0ih9eyytrw03twM57fbXRCnWZY3JoxY0oThdI8fHlqKY4+UZluGIskWN6xIvo0YCV0FPvu38OC82d5uzYTGyBs1jzlIpoMNaYeP4zgVy+V7WnRS+yDHjVUTJLVN69jdXggjOxyNQwpJDli2OU64dJEVuJJpcGNNqzW6SysLqRfmrmXpu3i8DWIzAzTGGcts/r4sSEDGSio7Gjw/j06u70wfjLICZFi4sXPcSeTHzQeUhH4vsVPXDt5fiDkqdN5+5RDCKHDLQiErASz66m1iHmRBeSpU8fkEFgVYl7zNvi4QSdlP1tCboHKqtXtIEh43W/sJOWCjkCLxhvW6CwRX9TRE+MbN+X6XHfvOn67c5F3nFUtrHFxEAPB6FwSq1CXYYe6+DozjrjD2ye5Px4ZyRhrb3JKpu1Uxk7l7IrYePsm53SrPve3cU5V9Df+4k5cefECMjK3UAuRoQRj3Jrgx2YMqOTGmhiPKacOI17NoZMYPNt6D9IoI6yx+xdISGNNvbqVSochh1slMfx6MV3BEQd9YCa/xmlEmhmoSkfvJDlgyuXeCJr2pRIceBMDsKFlRRwfwgxQKH4N/gum5kchEqqy9CKlIr5oshE2JuxZ8SQ1BV28t2k7ABf1UdnSEheL7mHSndyig53S2KEiDo8cw+11Kvoyepoz52C+WBE1E1+0Z3qjHbw240U6vw6enZkpbk5RlbwRYDHx9CEO3FQEgWvbew3WAKM4hte1yxpmCySiT2xXxbWu2H/ZtUBsuqXNuKF3QSc1RjJ9DCH3eL/HUcpjU5/Ech77lh8uvB71h09ILTxMUOnTGYoKMbhJMMbUG4H6NsN15vCfbvj5UiC2hAdDbshdkMogaYCGFo44XmSk80+Pw7f/ltBgLOHc6PnjR09PjG3AnkllEb12e2lpximOQwALAS3lKZZcuYjNd1RsRvWx17Wzx6lRqmfCq8wMzuX+sRqr0NbYBFv6D9LQ1itP8y/JWJ9lnsX1+G95mwoFhhjiehHCYvqvJem3LNoceRCBr/3PagC6I+o35JyAFaZEZXHcD7nP8rjOKJ5PPQD4IV9h+rHpM1B+M/CvA4CTJqlK3ChtXl5eHHjQv39/WFtr6+coUkttjI2N4eTkBA8PD3h6eupLFMrvdYfy9mKmxSF9LY98kQCTeECUD8gMgVwHoKKDJaetw/cl/l2dojNPH2JmgDZ7idh6x/pNQB01s5CSHlOWuRxpqTvwWUQHRGXZwFAoRX+nx/io+n0IKhyCwIBpG5JOHy1+4tSAC8Ux1LXg6DddWjQEAvqNmahkAs73P4ILOSG8brSyDGOEj/lGOQ1d5aDEWDs5anyZ5l0xiBtJYbiazBZLHhWaoY2dJuvQPyYa00/wO+HSPvuGjkBLZ1Ym0fH0AqRJ+Ws8G5hJsLvzUq6dXF4AefJAQMJTtmoyDEIrVoJB0fTwclYWmGUAFBQJ9plKITSRYoRrU/zSQgVEUfvo5GRsC72NlLxcEAhFZYNkyqAIhQagrmtJvUQ8LicTPY5tRXp2PgTEWpMLICdWmJEMP7h3xaS6rCSRSqTbb98MM8M8dKwaCUfzdGQVGOPG85p4nmEHdVBx7qnjOBXNrwHobGGBK5MYMEr3ZZ21KzWMV5TvDAB3Z86DuRo7lbZFJScj+NULpdbYP9Gc+ubGKex5qFkOqTj+4tZdMMFNsxyTyt1Jl450zKpbWaN95Wpa5fOuW5dBqoH+FfUoB6pXMELgIAY8L790ADOr/6AB/imOfexpTXRu7AsrY+Yq3WDrX8gS8jDmZMD6jv3RqyYzB7odH4JrKZ/jRZotHsU7oVAqgoNFBhq7PIUkryU+a7aMa0eaXWTsoSt616iJNX2YC/DhyPv4TAebs28tN6zq1Zdr99ftq3CV/oQ+VbTZsWEp9vgtZjb29GVg4TeXz2LvnTAtoyPSrOxVtybWdRuoMbRHafFYHRGIuNwMOJtaYX59T7haajN3SGOPPk5cef6U01/tVaMWJjZupvG3BrH0uu/awTt1kVCAqLkqU6Q/b1zF6ps3tNrSgvzQsFForGZMQI1IQ/ToowdK51hiYSnOIW2XySXYEdUJZODyNMUOCZmWMBJLUMM+HuZG+WhoMwYt7d9O7ys1Nxe7w+9yZcCkbzuoTj1OE049xh7bj8uJ/C7vFjBC+BTVRxGdF8dbbgh4EY3Jh49AQOzYYiEXyLFzyGC0dy47OYiWm9chOTeXd/T/Ron4W6ZN526fnD2FIw8jebeTpm9wEYhOz9jhB304N+XiQdqLF8ZP0WKpvuuxvq/+CmU58Hs2CtkS7bnXth6NpnZME/VDiZcZGbjyjNyKmZ5jU6cPw8TmfeWnvK0z+PKkAQAu+YBKgL/RlwC/r+taf1x9Bt5FBv51ALD4oIkRSODevXv3UK+etpnCu5ikvo8PLwPl7cVMwt+9NuyATQQgVNPnJw36NDdgx+ThaO2i6cb7rrO+I/I2fgm+oAQ7yORgZft+Og02/u74r551Q68r7ZCWp8lG61wpFts8akBowZhGFFT6NevkMQ2zBRLs/r6jpxI4ImZX/XWreIXsqY+F7TthcpEb7ZTAXQjO5Ad4RDIR7gz4QXnsh8mJGOSzB3nFBPIXtu+IyU1Lr3f1d3l5m+0EKvXYzQ8KUH/XJ2c/A18AACAASURBVM9QOha3Pv49cgXqHDTVEauIxTjeUzV3ueQF5GmzAYmabp9xbwislkEgYOAORb8zW3A/JhWQaJoiwKyQY6ZMr+NR6mm13bYRr7O0DWqoo+Juo98EnIXPPU0grIKZCc6NngTrohL5AqkU3bx/wRz3o7AxUQn5S2UC7AjtiFnNv1S6Py6/dhnrb93kHTOVVO8ezFyAY9NS4bmTmGj8sXPgULQrQ12wwae8EZKovTik0Qx2rY8/2jNwqzRRdbNuvT4jCPBoCiupPhyyEAOc9/N2XSgTQGAfCkMDEw4krbduJXLFEoCYW4ogR+JcIb7x6IhpzViJ2OrQnxAc9wyXo1Vu4fS7vXkGBjS6jW+bsXL48Pg49N+nW1tPvbR34YVz2BMexjtOdX2q3Q9uY+kFP/zZKgBdKqn0TkOTHTDnWnfUdKkF716juH5mBhzGmegobvyCIioaZ1hjIkO7qlWwqzvTFaQITnqCuUF7kCNVGR6Ry+v61mPRxFZV1kvX59QTh3H5uabW6rC69fGrZw8lCDjr9FH4RfFrSdLxdg4ajHaVWWl+px1bNBjj6kkgZ25y6FbEvvAwfBvgr8GQdbG0xN4hI0AmNYrYHzMMWRLmCl482jl+jdpWpb/myKhlpO8+vMpS6fURU/HXLj00XIX7H96Juyn8zvEmQgM8mFR2gEhsZgo6+24EMgw0QEAC/2BZiMtDZsHFXPdHZN6EleLHofv3ICSOP++ftm6Lue6tS9Hb+2/6V9A1rLx5nXcgLZwq4UCRNiex/9pt36xzwORyTwYa/9XIKIjFlddfILNQBXxXt+iH5g4LIBJoumH/V3NQXudV3tYZfHnWA4Dl9erTj1ufgQ87A+8dAFRo+M2ZMwd2du9fS+PDPl3/ndGVtxfz7ZcvMfNbH4j5SDRi4LsFvdG3nsrEhswrNt4PQlD8c85JtZVjFcys3wrGaiLppT2bclkmctJXIz+PSs/EMDXzhJHFFAh4SlDkeQGQ5x4AZCmAuBoEZlMhEKvcNunY/Y59jrAkB95hLGmZhTENf9TYRuVsofGvOdMOWrgXd7z8O9bY/FZtML8VA6IWhR6F73N+0WpDgRi3+n7PtSPwgkpr+UxISKSeSmvJPfBDCAJI1Uv9FGOiMpylXborh9jh8AqkCtNQmG4MKZXsCuScDqLYIh/NTF3h1U2TJX3hSTT23bsGcmusZm2L6S08tTTEJhw/gMtP+DQAgXV9+qFnDU3x95Lki1w5Sf+xeJBb7dGRY5WsD2LTDT+4F0IjGeRFAKRAxP49xK0hBxYqzuXxqH4wMXis1adEJkL7yn4wN6zEbSOGWd+9O5Gap+nATNyfnYOGom1lJvZ/LyEeA3x26ZyOellxSeas3uZslDfEOT6wNshEcqEVxBYT0Nl1qEY33Y5sQVR6Mm/XXSvXxBZPTWORwNgn2Hs/jDuXVa2sMaNZS61zWXXLbxrlleqdG8hEiJ7GgPnjdz9BH8eTOqeVZX0NlsZ2oPvWbS1zI+bAEgVGTE6/EED9+pzrvwAnH/C/h+tWfIFTQ5kpDZWbfXr2tM5jVzAxQfA0ptdHpcrqkgDqO5GJwr1ZTCvwxJNwzDtzGmKhFPb2mRAbSiCViJCUaIGCQjEmN2uI71qza2nM2SJTJMIzJUWMMGKdCoHGFZxwtC8rX8yVFKCn/0qkFGRrjdXR2BKnu86HgZCxccm9+8+b13jntKJrLxDLi6KXz3Y8TOB3k6btizt1wrhGzbm25KRNz0W+aF+1KrwGsOvpSVoqeuzawT7uqBPc5EC7ylXgPYgB3hSP0k/g1NOVuPrYjdNnJO2/+k4v0LaqHAOrbYOBUKUfS3rJt2JWwVByHgaCPGTKqqGGyzewt2AApSKGH/JB8EuVbIPid9K3Oz9uElwsmbbhTP8jOP2U/8ONrZEJ7oydxzvXd/Xj/CtHcfT+AwjyVSX3ciMpBjeshz88+mkchnTwNty+iduvXkEoFKBt5SqY0rTFW7vGB8TGYMqxw1pTIbYcMdHti8nRnIp6hMMP7iMtLw81bSuAHJr53GjfVW5K2w+ZhfTZ64WWTkFo6hgLQ6EEj9Mc4PuoJdb2Gs1pVVJEJCag715vnd2/rfFMacf7PtsT8zYl7z7yZemwNKgOC8Oy/dj7Puf6tscmV/QdoSF4nZWJiubmnPsymTy9zyhv6wy+XOkBwPd5BemPrc/AfzcD7x0A/O+mVj+zN2WgvL2Y70S9wOzv9+mc0oKPeqB/mwbcdgL/Rp3diztJmsygJnbO8Ok+6q1AQLksHfLkkYC0GHhi2AECm40QCNQWRNnbIM9kpXrKEJhAYLMDAkOVRlKtnUtQIOEvRW1TSQqfHgtKfRF39tqqwRJU72Bt735KF8IDscH46d5x3v4b2bhgVztW4pmSm4MWm9frHMfv3XpicF3m8vq+g0TSqVyZwBHCJajMb1SDRpyGGC2kFTHV/yAuPHwCSIux9QxkmOXuji+ad1S23XbnNn6+HKgxNROxmAPBmjup/rhusWktUoqBZYqdJjZqiu87eZY6PQS+7rh7ByuuX1G6Abd0rsTpOTqrMZKWki7Y/ZuQF2rq4BHYZGEkQth0xgoqlKYh8FkbneOob7cEzhaDlNsjExM412KFmyVpTv3s2U3DlZTAaPfN63W6RJ8bOxE1bJmZTWnC997P6FfBW0MHj1h1Z1JnYUD9j5VdzQk8gpNP+Q0u5jRsgy+aqXTBtt8NwY+XAjSGQaXxXv2HwL2SykWv2qbfINdMpXIfRwML3BzPSjyXXvkOX9XkfybF5ZvAomIQLIyMOUZZzdV/6Jy+ehluL59leJDEz2ohnbmHs77m+nmVnoa2Xlu0SnAVB6lrZ4eTo5mOKAG0BNTyhamBAcKLAMC47Ay037caFhVztKQBshJMsN5zODwrMyB70U1/ECOaL4bVbIjlbXtzm24lx2LS1e065763/XQ0sGH3Ub99uzidRr6gUuB1vfpzm9rvXYWXifzu2PSx5xvP1pjWgLlZ11m/EgWFapRxtc5buDhj/2DGaNx59w5+uHRBG/jlTFWAyNkfKd8bxHodtG8H0vOZGZoiRjd0w8+dVew/Av9uPpgKd9srGu0S88wgs94DJ2v2wSqzIB+NNqzh/l28uJYOv8Szm9LcY93dG/j1Fr8OX0eX6tjZQwVU6kz6P9gw8dghXIx9onHdUc67VHfFln4qIx0y66KyVXVHdjossYd3DBj8Vq71tD85qH8fcB7p+ezDhFsFO/zVs48WiE/sur+CNNl1ZIjlM2Q46trzf3T7B2l5q13lchlCX02FRHpBY3+JzAktKp+AgYg9NwNjYzCZB/hU7MQxZIs+8rzVQPQ7lfsMEBt73unjGlrNxCCme+NtzLXeVULK2zqDb94aAOAvH1AJ8Lf6EuB3dZ3q+9Fn4H1kQA8Avo+s649Z7jQA7z6KwcwftL/+K07l4vnt0L11K+6/f929gj/vai66FO0+adwO8xuzxWFpQpaxGMjhL7kTWC6GwJQtJOWSp5Al9oB3dF3sj6mL5HxjVLNIx7x6IfBwFoNzjhUw4Ml1xzJI5QIIDWScCy9n4kmOjhIh6tgZwq9/6cu5zj6OwsyTx7SmRsAROWkaFAFhxMwZe2UzojI1F9xU0LelzUS0sGPsg7/TGqPF6cgGjUqTyjJvS86X8dnZoDJISyNVma7iwB/7ncSxh2olvWojUneyJKdkKm/lM82oYmmFCxOmKMW9a6xaoWFsoT5JdTDmbSZPgPbz9AxYGBlyztfFo/v+TYiOU5UOamwXyxAzm5Ws5kkScPm5Ctws3k/dCovgYjlC+TMt4pdfvYQLsTEokMrQtKITFnbopGQjKRquDQ7iQMriMbJ+QyxRY16WdO4vM5/CKr0XTKlktlikFRhBYB8AGxPGkotOS8KAk97IlqjKS+l3J1MLnOg3UenmTW7WnXZu5TWzoTLPwHFTOM05ivnnjuPI00htNEYGnB40EfXsGIAwPXAdPq2+BbWNtMu0NybWxmDXvXA0s+CcIWuvYcw9vhhUpy5WdGeAmfu2lUjMljI3X/UgWUmBHDFzP+d+jc/MRKvtG0H3a/EgQGZ43Xr4tRvrkxaGJ6IeMlBTAWwS0U0CVDSzwPUpzAW4UCZBO7+fIAEPY04O+HX5GnZG7Poj5/Q+J7YhA5kQigkIk0MmEcJYZoaTfSejigUrBb2WEI0ZN7yRn2QESbYhm5cAEFsUwMg2H15tJ6NZBcYmbb5lHVJ0aLwR0HOmCNDs6bsaD1/k84KfNPcFnq0xvQgAbLJ9NdIztdsSOD6kQT383pnl6KdLAdgWFsJ/guRA2PS5sDAy4raPPXwAUWn34FHrEezMM1EgFeNRnBOCY2rAe+AItClyKw57dhANDFVaquqdh6W5oUkd9gEmISsLrbZt5DmTbI/h9RtgWZce3L8zCvLR76gXYjM0HemNRCIc6jsGDe0q8s/hb34l/cFfr17CtRfPOH3D5s7OIGaZgxkzOaJ4mJSEXnu8dPYUMGEyqloxo6U3Gc+oS1G8zWCpVJzuZ/qoQ6XZChdpRV9vYszVt3fA8VHj3uaw73yfpOzDeJLM/46vYDYErhVWcMf0j3mM6Sf43dNp+8TGTTkpkA8h6KOVz/172B0WikTOndsKc1q2RqdqmozXD2Gs/5UxENPWY9sm7kNC8TA3MMTVydOVz65/e856ALBsMi5JTcNLPQBYNsnV96rPwL+UgQ8SAIyNjUVSUhJyc3O5EsA3RYcO5ct57V86rx/8Ycrbi/lBnD9mf3ULuQXa7BihQIblixzgUZsxXkaf3YtrcZo6UooT0qZiFeztPlrr/NB1ni+V6GQHypL6ABKVk6RGB8Z9ILRmC3x5ri9+CjyGHVENNZrQGNd5nEW3Jt4QiNgirc7un5EvIA1OzeEQCNjY2gpH+rISPvWQyKTIkxTA3JDfxZbaEgi49MoljglIZbr93NzwXfvOGn8ESmUyjD26D6F50RCbFXJjkBYIIUq3wIEBEzhmBQW1I/0hdedU9fEcGzkWDf6hAzMBdqSn+K4cyhXnkuZefHFIY++9Z6cWM0Uxpz61amN1L1bKdjgyAp+d011meXnSNKU2mOsqtljjCyrHuTaZgSxvG8R4MTMw1DAKUfTVdPtKpGfys5wIEHnyEQONiHFy+bkn8qX8LKtWzgdhacTYnFQ2OeLQPoTFk96Y4h0gALEAqfy4kqVKE43yTY7B624FceYalkZGGNeoCVdurm5sUtK5n3q4GT2tlutsHpj9CzxrqJhO4cnx+Pa6H8KSXnPnu61TVSz16AkXc1Y2SUFi+yS6zxJR9KPafXd5wlQlsBmTmoIee3eggJx9CROk9lKgjrk9TowcrwTRl4WuwcGwRHxS+w4GukTBRCzFs2wL/BrhjldiMQ70+B2GQiPuHqr1BgBwgFsd/NmDmcS4b1+KxExDXiaYWFyIqNmMAUhGGF33boegqIxYPVl0zjtUqwav/qy8dXNIMH4JuqjpalyUB09nV2zrz5hbjzPjMfzKKp15/73ZGHR2ZGW4mYV5GHxhE17kqJx96XcHIwsc7jIDtkZmXLvk/Cy02bkWklxtprOBmQQ3x30Eq6JnWaONq5FZoAnkKgZT3cqGkxug+OicL05EPtE5Tt9hI9GkiJ075Ywvzsc+5sxxyLyCckPnVG4gx9IO3TGqLnOo/uHieey8F6qzz/Dp82BmaMh9DOjovRgDm1+DWKTJAIyOd0QNo1n4uDX7wHQ98mO0sim65or1nCMxgLnLfe7X2NQUeHrrZklS6ax6CXJ8dia+uXYWgc+fQCKXoZ6tA3726Ibmjm9X7kfO8STzoO4wS+Mis5+jI8aigikraV5EObqrO0dTmjXHt+2YpmKfPdsQmaR5bShS0LlaFWztr81UpOeIHHkQCnS/23SeILUNXndDsPiiJtNXfb8wHmOikvT7rts8Sf4aSdk+vN0aiiqhcaWr7F7Lz0PjjWt1Ht5r4BC0r1LtXQ/vrfr7/doV7j1QPIiJ1q+2pq7pWx1Av5NWBm69esmxbXXFnsFlr4+t69jlbZ3BNw89A1B/0+kzoM9AWWTggwEAHz58iCVLluDYsWPIyMgo0VxpsSXRoa9Tog70jd5bBsrbi/lpWgBCA//Asn0q0XZF8mb0CULrHv1Rx34s91NpAEBanJNLJAEYBLJUMDHFjOYtQQLx6uBRSQHAiBd70deX35TA3jgbVydNhdiAOcPV3r0UEmL+8YSHdXXsKhLcp81JuRn4IWQlcgyecGWRhQXG6GDdB1PqaeouqXdFzDFDkVjJUlPfpqkhJmdspyJ3R4/KVTi2oCLOP3mMGSeOajHhJjRuih/eknlA5XGzTh/j2A2KbwwtnJ2xc+AwUFnm2wSdyzXBN7AjVHEuTTCjubvWuSxPAODyW5ewMTIIEkKg5EBVUxv49BoFJzMVANdq5xokpvGIY3LYlQoApJwm5gTiTtwsLdDZ2nAgWlZi7scUXOnz1QAIrQo4N2ECiOWFAsjSDdG3Wl2lcyy1pYX74/S9eJi2DZkFaTAVm6KG1QjUtZ0BIY8+5t+d21IDgK+uY2GAH+4lm0MokKN1xRws6TISlW3dlIfiAEA/FRjDXe6KrQJAHQCcfMwXpBXIza2olcLogrQkSbOPYsEVL+yNSOD+TdASuXjny9i1K4QMD6Z+rAQAySlZquNj2setPPBRK1aaPcj3S9x9oen8qhimrVkmbk1ZxP03OiUJ3Xbt0FkCrK5vt/luMH65cZE37Z0rV8f23kwnsTQA4Mr757HxET/LeoxrSyxszJh1j5KT0HO3btbYxQlTUNmKsQXd1v6JAtLg4wkCnm8XaRpuCQnGkiv8ZbC067mxk1DD1pbrJSYtBf0O7kROrkQDAGziXBH7B46CgZBRIsmR+6crmqX+6sNQBwAX3hwKR6t03nHKs0bh4xZTuG1lBQAqDkzMUqlcxn3k+Sfxx/Wr3HOTL8ho6sfOXblNpQEAu+74CTEZKi1E9b6b2+fjwCgVM5Lc1lPSf0NG9k7I5ZkQCR1hY/kJLMzG837A+bu5/tcAQJrvD4Hn4R2mDb42d3LGgWGs+uB9B+lodtFhCGVlZIwbU2bA6C3f7e97bh/y8fUAYNmeHQ0A8OcPqAR4ob4EuGzPvL53fQbKNgMfBAB45MgRjBkzBnl5eX/L+FNPBwEkUik/86Rs06bv/Z9moLwBgAWSLGTHtcbdSGd4+TfF6xQL2FtlY0SHe/BsHg1JhXOwNGbC0KUpAf4+wB+77t3VSqe6YQZtLGkJsE9YAL4J1FFKBuDyxCmoZMkWvLX3LoME/AveDg7VsaML+8M+X1qImde/gshYW/i+jemQN4KAuq6THy9e4PTl+MLc0BDEklCP68+fcSL99Ee+jbEJB4KMb9yUF1wsybU59vB+XHv+XKspLdxpAf82sSjwPHbyLJLmubfGJ63bKrssaQnw0yKHWz6IlnIQPG1WiUqAiU15egxjp5YmCPxbG3FNqxTVXGiEm8PnwNTAkOvu44CDOHaPn/FqaCTDgxmsBJji1/PzMLWOH2IkQuTIAEMB4CSW42F8FXRpdApiA8awnXrCF4GZkRCINWdPGJZtjg1uTpyj7PNB6lZEpDANM/WoZjEYzRy+0/qdgNoXGRmQQY7KllZaLMHSlABHJdzB4IN+yJZoMoMrmuTi2OjJsDNjYPuztFR00rE4JcD53sx5yhLgButXKTUXiw9evVx3xNGdCIrnZ1PSfkFjZsGxqIRyjO9+XH+hfb1TO58hI5QahEN9v0fICxVzUf34BkIJHs79ivuJSoDbbN+k83Ia3aARp9dI8cmFUzgcFcHbtrKFFS6PnsZt40qAz/wECdUGF49iJcAjLmxFWPoL3j5rmNnjRHfGXl4XHITfecrDFTsu7uSJcY2YLqrrat1l9KS7GTFrPtduW8gtDqxTgLLqgyDAlp4fZPpAcef1K4w8tE/p3K5o62ptgyMjx4KedRThCfHot5/fzKahvSOOjWAfl2RyKVY96MmVY/OFs0FfDKvBNCpLUwLcettG3v7oKCPUSoB1nvB/sGHikUO49EzlsKreVSPHijgyYgz3E7FOu+/S7bSuXgL8xfGZOPSkFu+oJtaOxvc9ma4sfTxITJ2HrJxDWm1trRbB2kKbOU2AIaR0LxkBokr/+RJgRWJWBV3H5pBbyC2kD3si9KhZCyu69XxnzPl/cAlxu5I+I2nG6oqzYycq78t/eiz9/qoM6EuAy/Zq0AOAZZtffe/6DPy/ZuC9A4DPnz9H3bp1kZOTg0qVKuGLL76Aqakppk+fzv1h5e/vj9TUVNy6dQs7d+7Eq1ev0K5dOyxatAgikQgdO+rWlPp/PanlYd7lDQBMy8/FgqvzYSfOhc8rN0jlTK+rv+NjkDj+7GYrUc2CsT5KagJCYu6k8cYXVLp4c+pMWBuzciS5LAPy5BF/awKy8uYVrLqhXQKjOMaVSdOUBg719v+CPKm2hhe17V65Ija0YyVv2yKP41q29gKJthUWGMHLg3/x+KbrcNnVS9h0O5i3ibqDaFlcy8/T09DRa6vOrncMHIwOVUqnGUR6fZ109EnnktgHtiaMkTLt2GGcj43hPf7sFq3wuQcr4QuNe82VxvEFARIh0+coGQ1u61agkN9sFG2rO8C7X+l1p2p6L2fMP56YUtsd37Viuk+x8Qsx8LgxMnKKlc4J5Pit3UUMbcq0xtJysyBLaANrI3624J+PZuGzDkyTqo3PaiSJ+FlOwgIxHo5hpaiF0kycjO0CGfhNGbpV9oWFoepckmPxp36n8TKTscxJp3F5t14g1ql6lNgE5OiPOP2UlZsWj1mNgC86McfegxH38aX/GZ3X3N0ZczjDDoo36TlWsbZC4PipXLsue7ficaYON1o5cG/iPGWfVFZM4ElxPUnPatWxpagEl/qccGwZLsfym4AYiwsQMZsZA2Xk56HJG8oC1ZmKX1/0g8+De7xzr2Fti/Mj2HOG9D477lsLc6dMFMmUKvfJjjfFmg4j0dW1Bvdb84PLkSPK4e3TUGKIu8PYOElbb3uo7g8in7b2wFx3xn6svuZ3JQu5eMckz/h4DjuXG+4EYdmtixDmFjO9Ib6mmRQXhkyDqzV7F7wJeC2uRfdn0FWsKsaEo3J2n0EjUNfOnuuPAKu1D/tACv5S5TZ2E+FuVwQWltQEJD8fjTdqA+iKHJS1zuqME0dwLkbbGZyOTy6i+4eOVJ6OKcd9EfBEu/yarotNfQcq292454kfQ1rjQbqmAVAbh5eYXCcKXZqwZ1J+wT28TFA5tKufd4HABFWdwiFUc1WW556APONHQF6kgSh2g8DqDwgMNMHG8mIC8jhpDlJzNWUmjMRVUNfxsNIEhPcm+wB/1KU/rBhq4IQpqFLE9v0Ah1+uh6Q3ASm706cHAMsut/qe9Rn4f87AewcACfBbsWIFLCwsEBkZCWdnZ9y/fx8NGzbkAEB1hh9pAk6ZMgX79u3DyJEjsXs3vynC//MJLS9zL28AYGjSSww+p7uUbEO7IeheWVXyRyDgX2FXcfElA3o6VnLF/EZtNTT+/GOiMf3EUZ2n7NCwUWjqxBhE3OJPloX8jJWQFJD7pQiGJl1hYD4VArUyx7V3ruP3y1f52SlCOS6On4IqlkwoveOpb/A8XSWyrj6QyfXtsLARc+JdeHMt4oT8YB1tX9FwDayM+PvRNbmbL19wzBi+GFavAX7tykTnyyIORoTjS38/nV1Pb94SX7ctnbYolSlPO65bKP3AsJFK195u3tu19K4Ug+nuWhMb+g7g/rvv/j0sOH9W5zhJk6yaNTuXTXctRXoKYxMVj37NHPFXOwYKKKJQJkVo4iukF+ShtrW90jRBsZ0MOBrs0+0c625bBfv7MC3LZ3HD4SQNxejrfRGW6AiZXAArk1yscT+HpraJMHJiLrknIgPR24ZdU3yxIqILvvBkzJyWB1YiDdrmFrRNIBXg0chvuXap+REIeEEMITksBHKYCWXIkwuQJiOAXgB3h9/gYsGYaFHJyRi4bxdyi8lGGApFODR8FOoX05L0i/KGMHsvbA0zkVRgBQOLifCswXTtFNHdazGiddxDXVyysHnwD1zTz8+ehu8DfhYcbSdn0g5VGVD5Jj1HJ0tzXJ3IWEl99+9EeGq8tlkIbZQBV8fMUGpEDtm/G3fi4kDmExCR2w+JbtKuAgSMn4yqRdfRbL/1OPMwR6lVxx2IKvTlAlSxTULgWFWZ9rADe3H7tbbcALGDzo+frDy235MozDjL/5yb3qgFvmnDZBWOPYzEx36nIDKSwMg6DyIDGWQSAfLTjSHJNYC6m3VDr98hsczmvY4EGSaImPAlt2351ctYf/umjisO+MqjHWa0YOZNVdcuh5C7bnhCJMeT2UzLckfEbSy65Q+Qrl+BAJAJOBMlubGMMznx7z8FNa2ZhmnLzeuQrMNYhO85d+xRJMciJjkIYu5+2aa9Fmhx8uWPiM68hIxcEyRlmcNIJIGjdTrEQjlGVVsHB2MVGEVSB0GP/4JBwTkYCPORIa2GOlUXwt5C8wPHiIM+CH71UmvidG/4j5+kZbyjM6HFNhBgGZWSDPpAYm9mjoYOjlqs7X3hYVhw4Rxvl+qmSIoGv1wJxO6wuyAzDjIfmdCkKb700Hxer782HmMr38LGB01xO8mRyw0H/tUOw7qnPfGpx0quu8zsA0hM/UjndFwcA2FowN7r8vxAyFOnIz7XFJFpFWAklKJxhQSYGlpBUOEYBCIG0iridPQj+EbeR1peHsc8m9ncHVWtGfv+Qwm5XIqELG+k5Z4HMRtNDRvB2XIOxKIPa5wlyRcZyXTcsQVZhdrgeC3bChwLXlhc8LgkHZdRG9K5vRsfx5ln1Klgr6FrW0aHLNNuie1MTvf0IcfJ3IKr0CAA/31GeVtn8OVKAwD8aSHENu//3uRMQL77mRsukXhcXFze52nWH1ufAX0G5MBe0wAAIABJREFU3iID7x0AbNq0KcLCwvDll19i6VK2uNAFANI2+oPW3d0dd+7cwf79+zFkCNMP0kf5ykB5ezEHJzzDiPP8JVqU+WXuvTG8RhPlSTj8+D4WXD2LXAljJhmLxFjatgcG12QmBxRBL55jlO9+nSeueMnKlcTTOP7aG1I5Y2WZiMwwqspc1LNspuzj44ATOBIdAUEu+XOq2H208JebSnFp6AzlgvLTkE9xPtYcmfmaTrXVbZMwt34bDHJhOnxLQrYjRsav4SWTCbCx+WYYvIUO1Nf+ftgfEa4xfztTU5wbOxFWRczHsriqLz17golHfHV2vaBdR0xr1qJUh/aNjMDnbzDs2D1omNKdc/C+PQiNf83b/5C69bG8W09u26moR5h7mjFV+CJ46iylQP7gi0tx/6EAhXma7C1zuyzMbNkSs2sxTTSKh6mJmB54CE8zVU6eY2o3xWL3bspyWHrOuu76jR9cAtC1Yi1s6caevU/jJ6OynF+PLVtmAAtnZjZwLy4a9aEaR/E5/RrRDws8mZlJj2MbEZOfyDtvQ5kB7o9gpagvMh8hJGE4Whjlo6JYxVZMkQoRlG8Ee+NlcHfuxbXlu94UByCBeBKKVwSZicw5dUwDFGlXuSpW9+oLK2PV/TJkzyLcSdJ2RqZ+Brrm4o++C7kuxxzaj+sv+UtwafueQcPQuoiFWGvNH5DK+Es8Gzo54Ogwxuac53cCxx9HMmdddSIvVfVLgYjp85Vl2tVX/Q65kQwwUuuXnHhzRGhZ0UXJshp+djUS0p/hSaqDyrRDDpgKCuBcKRnne6lA4adpaRjtuw+vs1RArUgg4K7fgXWYWQcFgUAz/Y7C72m0xvmsbG6Fs8MnwqSo7Pvc4yjM4HEQV+w0tmET/Ni5C/ffVlvXI9UoBSIzTdqrNFcE00xrhM6Yy7XbGx6Gb3WAS7R9dc8+6FNkDlB9dREDsDgpmjBTMRA9mzEA14Vex29hujUAAwZMQ3UrxgDs7LWVM0PiC9J5/ba9SlOWSlxJ65RkDhRBTtaLO3VRGr/Q71mFKZhxZjmuP2EgI4WFcS4WdqqOYbVZuawi7sa9xqyTxxCXzc4RTY0+cHzh0V4DDCGGaL+9BI5rMmm/9GiHmUUAKe8k3vAjlQZ+evaUBruPSnrX9+4PJwvVPUOs1M/OnsbRh5EavXlWc+U+hryNkc+4wM2YbLMXHR01y8R9n9fEdfkkrHBn77bszPWIT/9R5ywqO16GgUFNbrs0aQQ23JNjZXhLZQWAjVEuVrX2h0eN4RCYa5tmlTZn+vb/LAP0UXXu6RMcOKwIqiggE5s6RSzaf3aEd7M3mVvRffk6K1PZ4dSmzfF1u44fFEj5bmb7/nopb+sMvkzpAcD3d/3oj6zPwH85A+8dALSxseFMP0gHsF8/ZigQERGBBg0acAzA/Px8iIsJ91Ip8MSJE9GrVy+cPKlb8+O/fOLK+9zK24v5duJzDPP31pn2vzwGoF9VBu4FxT3HiFN7VSL/RXvR4mtf71FoVZFpBdIX4G67tnN6ZMWjvr0DyOFWYQRyLy0IXk+1GVligQHm11oCJxNWwjjb7yhOvXzAWDuFZDcJyMnow0DOMVX29BwBD5eqXNufw//Ck5w7eJlhhcw8Y4iEMtibZcHWNAczXb9A8woNuHb3k2Pxe/SPEBVznaRtBvnVsL4tMwZQhFQmQUzaIcTnRsJYZA43myGwMNJknNBX4l57vJCRr10OuqijJ/f1uKyCwK0GG1cjj6dmlgCMW9Nma4A8NI6o9EQEJzIAp7mdC9ysHTSGdyb6EWaf0g3W7R0yHK0qsfM+1vcArr14xju92S3c8blHe25bSm4W2u9Yh9xCzVJD2lbbQYgzI1m5LMXG6NPYGROA7DQTFOYaQCCUw9giH6bmhdjkPg91LNkXWmL89Ty2lS08JOSswdhLEMsxp1EbfNFUJalQz/t35IBfj+1Pj74YVJNdHynZF2CRMRMinmry52iOqhX3KsfpH9IVns7ac0/LN8Ktwq3oXtOda7v9fjCWRPCzNDvY1sLWLiO4dlQmbZLbE7VMcrXymVgoRnDuXvStzZxWRx3ah6CX/Lpx6lpjBFgRO/XmqxeMLadw7JAK4FmtBrb2H6Q81oIza7HvUR7vufyhbWVMaD6c2zbzxFGcjdEEwNR32tpvIDpXZ+WtQ333IuSFNrOO9OWWd++JoXVY3kkXc9Tx/YSwsTEqxikHLAyNcG8aYzal5+aiidcaBgBSyT+tjaltkb6incwct6YyTcU+Z35FxCv60KbNhLOvkIZbg5jwtyJIC/Bz/zOISU2FlZERPmvTFl1cGWCiiMcpyejnswu5skIUKSdAQCClDPirRx/0d6vLNQ2Le42BOkreaftSz24Y0aAR13bqmT248OgVBMYSZbmwXAbI88RoUdUW+wewsuKsvDw02ryGv7RXKMej2Z8qAaaaa1ZAyi+JCnMjA9ybwfK5/e5tLL7jr+1qTBsLBTg3cApqVWClp9OOH8b5J/zl/gSEkY4aN86CAvTa7aUsTVfPX3FGsi5dQzKQOjNmgvKjQEJ2Ftdnap729flNu46YqvaRQ1epdFUra5wcPR6mRSCtxon9m/+QHhvpshWPBvYOODxijFLzkrbTPXci6iF3TRMgSMyhQXXqabQpzbF9ntzCj3eOo7/VUzS1TIRUJsSNjIo4m1kJ69uMRmen2lx30py9eJ7yGacHWjyMIIKz4wUIDFjbg0Ej8GUQez6ph6m4EMf6psO1ioodW5qx6tu+2wzcjYvD6pvXkZCdjWrW1vjSoz1crPh1Ten9QWAcMUnbVqn61kzX0syAPi712r2DlxlMY53ZQvsaK03/+raqDJS3dQbfudMDgPorWp8BfQbKIgPvHQA0NDTkynxv376NJk0Ygyo2Nhaurq4c+JGQkIAKRX9MKxJAbVu2bMmVC9PDUR/lLwPl7cUcTKBegG4AcGnzvhhRmy1O5wQcxYknrOyxePSp5oZ1nqzEk4J0awg4UtfmMhAKsXvQcLSopCqfWBe9GDHZ/CWEbSv0wCAXtuD99cYlbLh9k2P7abCCaNGfI8T1STO58gyKvv6rYGQUiQomKi0tIh49TrXDiKr9MdNNBQbtiDyJixmHNEBASZ41fm22CI6mqpKEAmkGdkXPxIM8FZPEWCDFGJehcLNlJaMUbxLnp7JWKm8ty7jx4hnGHzkEcrJUBFUH/dG9Fwa4qdhLtG19xDWsCAvUWCJ+3KAD5jVgWn0Ub9Lro+3q5bpNNqxBRgG/Dl5t2wo4M3Yi1+fDjBD8HroKl8ProEDNZMLKLBuejSLxS7OtMBYxXUEyUPj+3m5cTmRsOwqRQIjP6gxC/0qsxJHiQHQYvrh4mmN+UVmnIuRiGUythQgf9Sn33CWQtPnxH5CaZqYJdMgBY8MCDKjaAL+2Gazc/3nyT6hY4K0BAsbJKsLB8STEIna9peXloqvX79jR4RTq2SQr980oMMTsa93RpPJAfKlWet336DY8yH+l4RhsKjHBzWEfwUjMmI5x6Y/hkMsYfnwRKV2F+pUYo3Le6eM4GfWIt12X6q7Y3I8BexGJCeizbyeHjWrkSCDngKvAcVOVpXyjD/rgBk/pJPUzumFj/FzkYPrJ2ZMIiL2FjDzSC1TlXSSQQiyUwHfEVNS1Y6AygUFddm9FYqa6xp0cA+rVxZ9dVSxFKi/89PxJCGTabF9DoQCRsz/l2CT0fq2x43cI8oUQSFTAHgGKclMZjOViPJj2KXfs5nuXISlbG3CmbWKxBI8nMm09ipcZGei9xwuZBaqSO5oZmX+MKgLqqN2Sy4HYcodkC7SjSUUn+A5nz4W4rEx4bNNtLLJn8HC0dmEg+sSgH3EtxBCSQk3Gq1AkRYsmmfBp+xPX7lTMQ8wOPAJBdrHrnRjRZlJ4dx+B9i7VuLakASigcl6eEBsK8Ggmy9HCq8ewO/QRtz/UcVJ65GaJcGL0KNSvwJ7dvXd74UFyEm+fc1u2xqdtmDmQpiu6ZnPS+yRTJBEJERL7ccsGJObwlz+rfzzZEnILS67wM7crWVji8iRmvkJsqYbrVqGQEFSeWNOrL3rXUslb8DYq9iOBHO5bWDk/X6gbz5Skv9K2IUBxcehJ7IvVvO7m1u2EOXVU7zV5/mXkpkxEgjRXAwQ0gBCOIhMYON6EQMjYnH29FyEilZ/tO6uRHF90YiXi+nh/GYhMSsTUY74arGQqO9/afzCoukAR9PfWdwH+HENYEVTuvqRLNwyuq6rSKIuZ7AgNwY+XAni7JtOm61O0jWfKYhz/D32Wt3UG3zlRn4PLjx9OCfCL7/UlwP8P95B+jv/dDLx3ANDe3h4pKSm4evUqWrduzWU6MzMTVlZW3EL0+vXrXMmvegQEBKBLly4g8JCcg/XxzzLw7NkzrFq1imNT0r+NjIxQs2ZNDB8+HLNnz+ZMWd51lLcXc8jrl1gcvAL3slVlV4qc1DBJw2cNJqJnTQYcDT6xG7cTtPWUaFszB2cc7sv02AqlUvTes5NXD665kzNXlqdgAC6N/AhJ+fF4mWSDlAxzCAVyONqkw94mEw0sW2Jidbb4SMnNQattGxiwJZZz7D/STCO2l4u1JS6PV2mwtTixBDmSfNgY58LcIB8yuRApeSbIlRhieLXmWNSEMXIVcS85BseeBiJbko3q5lUwrnZPGIuNNNr4xkzHjUxVCZtio5FAis9qL4G1cR3uJ13ux7SNXFEjZjPHzbKMgKeP8Mm5M8gpKISRgRgL27bHiHqqcmo6tv/LR5h+6SBjUhYBZpwDpwBY124welZm8yFn2UH7diM8MUFryG1cqmDXoKHKc+m25k8tV1DFTrRIuTl1Fvff4ORzOPJyPXLzDfA8qQLyCwxgbpKHyvbJEItk+MRtDeyMVBqROYUFmH/eFw+SEzmXxqFujTCrqQqkpD6XBQdg4/Xb/BqRhjLcnTwPlobGyCzIQ6fzP8FAXoBONk9gbZQLiUyEe+mOiC5wQAOjmvDy1HRLTsu5hvSsfYA8BwaGTVDRagaEQrEyHyGvX2Hogb0wFErQw+UJqlukIzXfGH4vqiMhzwy9atbG2t7smiM9oWEHfSATSSEwYmC2vEAIFAixqGMXJUNUXhgGefJQpOYb4XBsbbzItoC9SQ4GVI2Cs2k2ZJZ/QmzKQLOrz59i3OGDvJfUln6D4FndldvmR6WoZ45qgH+KnaiUfm+/YWhThbFoG21YjayCfHg4R6GO7WuuNDA0oSruJlZBTRtbnB3HcrTxziWsvXkJWfnFjFIAOFulYMeAT1HTWmVYQADsX7euI/j1S+5+GFWvEbpV12TWfXX+DFdCrw5SKscpliF08jyOyZqel4smO9ZAQPkrFgQCmpgBEVPY86OJ119IJQ0tKg8uMghiuoGEW8rxdCrT1qNot30TXmWqStgUvxOERoL7lYsE9yccO4DLsfyMVytjQ9yZrnL8rrXmT+5e4otbU2fC1pQZrnQ79T0eR/OzeqpUS0NgfwYArrx9FSvDr4CwLU6vj6G6kBvKOebgwqaemNqoJde2+qbfIMjTBj8pR4SzR09lOVp0yxdeN2KYTqKhnDFoKVf5ApAcq9egvujgxFiNzTet5WXg0Tb1cv8Nt27it2uXeedNP96eNhs2Jibcc732mj91tpvRvCW+KgLRf74UiG2h/MArMZ2j5jFAMz4rC210uADT9k9bt8Vcd/a3WUmDQPS+e3V/MPuzR28MKGJ+lrTPt2l3MzEWISnPuI8hre2ro6GNpiYZ6d7Jk/pBKnmMbLkEUrkcBgIhTAViCI17QGijMkdpuOF3ZNM1xBNdXe2xqe/4txmifp93lAHSXSajI76KivZVqsJroEq/VRc4TveF74gxnFZlWcWyKxexKeQWICZJBnowgbHx85hubfQ89uHmbeLWq5cIiI1BvkSKBg6O6FfbjZdFm56Xx2nSkjYn/c1B96KLJf/z9G3G8aHsU97WGXx5+38HAP+t9emZM2ewadMm3Lx5E4mJiSBsgrAHMiTt2ZN9RP67kEgk2Lp1K+dPQJ4GWVlZnLlp165d8dFHH6FePU1yga7+kpOTuTU5VUYSIYo+aFWvXh0DBw7k+ilOivq7cem36zPAl4H3DgCSoy+BfN7e3hg9WsUQooudbvzFixdj4UKmo6SIb7/9ltMLdHBwQFxcnP7M/oMMEOg3ZswYpKfzO266ubnh1KlTHCPzXUZ5ezEnZtxHzOvpGB/aE4Uy1SJRJJBhVf1AuDl8CVdH5ib4UeBxHI3R1DNS5G6Aa12s6sRADnIkHXGQ3wiDtvuPmwRXG8Y+WBf1E3bfzMfrZGb6oIjalV9hlnsjDKg0QfnbuSfRmH3qGKRSVVmTjZkxTo0cD0czFYNhwIV1iMrQBqyoo0/qdcG02qwUtaRBoMX34cNQoKjzK7Zjf7sGaFeJmSKQAzA5AfMFCXb7FbHgSnrs0rbbHRmM7/wvFisNlGN6q8b4uhUzjaCYcekAzj6LVoJ/it8JBOxS2RVbOrJSVApyliUjkAdJKu26phWdsLHvQA32QbONa5GWz//hgtw+qeSOIjozFNuf8OtTiQRiLKy/E4ZCpkeXkpPDOUoXZxYWd3n9IuA0Dt3TbUbxaM7HEIvY9d3F7zP0dQlHplwF8gogRx7pDErH45dWKtfNkuQ/Mz8Pjd/gHEsgA4ENFMTO2H3vLm+3VEJ4bBTTwZNLkxD1uDcmXOyD+FyVEY2FQT42tTsD9zprIDBgzFwKYnwsCjyvBGBpwUc6bBObqIDflbeu4q8bN3ROaRmVotZjfbqt+R2ftziBtpWiNNofimqOA4+6ccwtit9ueGPDTf57jbafGzcMNWw0nYj/Lqcd92zC8yRtAI7LC+S4P2MeTI2MUFBQALcNq3hBX2prbJqPiKnfcIfrvm87HqYmQSAhBVFNDVH6oBA74wvl9dbiDQyvsQ0b48ci9uPgo9sR+pTfrdjcTICwKQyIuv3qJYb4+nAsS/XlLz3F6JGywKM9ZjRjHwPddy1DUgq/W7GVZSHuTGQu0f6x0ZgSeIgDNLV6FQL7u49GK2fGKqy5bTmEBVJICjT7NTAugLGRCe5O+Jhrtyf6Cr65cI31V1x7USTFjdEzUbGIFd3fZxfCE+J5T+XHrTzwUSvmQEylslQyyxemYgOEzZqnBAXabtuowXBS3+enzl0xpiEreSf3Yyrt5YvKlla4OJG5SWf+jQvwxMZN8X1H5vhd0qAPUS03r+cprGU9qJsilbTPsmonlzyBPHUmIFVzFzZsDYH1GgiElsrDNtm6HBnZ/CYxbWvZwLtX2bLWy2r+/5V+L8Y+waRjurV9r0+eAUdz9o7oudsLj3Qwcyc1aYbvOnQus7R4h4XihxtnAQuJBrtdXihARYkNrk2a+VbHXhschBXXNbV4Sbd2c7+BMFKTUYpNS8XYwwc0Pt6YGRhgfZ8BaFf0YeutBvAB7lTe1hl8Kfx/BgD/jfUpp1E8cyYH/ukKAgE3bNig/IjP145Auz59+iAoKIi3GyLWrFu3DpMnv/k9ERwcjAEDBuD1a36dcKp8PHr0KFq0KJ1O+Qd4e+qH9J4z8N4BQHIB/uOPPzBnzhwO8VbEvHnzsHbtWs4d+PDhw/D0ZH+AHjx4EBMmTOCYf4SGHzp06D2nsPwe/u7du/Dw8EBOTg7Mzc2xYMECdO7cGeS27OPjg82bN3OTq1OnDuihRG3eVZS3F3Nh3i30v7AX0TnWKjYYlQQKAAfDHJz1bAMz8/5cekITX2PIid2QFCupEguE8O07Bo3tnbh25x5HY8ZJ3S7AB4eNQrMiF+DFV47AK+Qxb/qX92iPIW6aLFn6wrsz/A5eZWX8j72rgI7iaqN3N7ubbDyBCB4guAYnuLsGt+AWoLS0pV4oLe4EtwQnuAZ3D5IAEVyDRIjb6n++eavZ2ZDwFwptvnN6SnbevJl5I7vvzhVUcy2EXuUrQ6iRkGk72f88DD/c3GPSp7PEGnuaj4GLFb/cydw1QPLfX+4OM3uJtHAsjjYlWMgDSdjab96A+AxDmSNblUIEiB3zIUXSnl2R4Tj37AnkShWqubuDftBbaSSj1KdMqUCF5Quh5pX7qXFuyDAUtWNAa/MDK/A4kd/Ev4S9Pc52MTZ+J1Ynece9SU1FUTt7zstKK93THk9O8uf1nbujiQfzS6SwlxUPf0DY6xg8euPGMQDtrDNRtsgrtC7WCh0K639IENuGWDd89UfTFhhQldkrLLhyEUuumQe3wkaNg50lA/yWhXdEHA+YK4QKPQp9hfIF9EBpbs8VsSQp+TB7kQdTyIixsJWwJOOc5LqG8kU63+03zsb9RD3TUNt3ASs5zgz+BjaaPrWfk/8ksREJJPNyL2ySvrgg5AIW0484Dnky2FONz97vTZphcBUGGH5/pA8GV+Jnbi281R2rOi/h2s2+EogV1/iloLR8d+/WqO5WRbcxlSoV6amrIJffgUBgBUur1rCSdjX6Adpky2q8iDP1D9V2crDfAFQs6IbXKfFosD4AEKogspdDKFZy174yXQxVhgj29qkIHcyA+e3htzH59DFesLCAtRTXh7Lr/c7bN+iyfbPZ0960REms68Ik4v1PrcHliESWlputnAtn4XoPBj7uvReBiSeC9WNOY69dRQAMqeKF3xuz3wF1AxcgNomfKWhvA4QOY4EdSZnpqLrZnz/MRg3c8/2GY1hStd65GA9fGYdgaHe3eXlXrGnNQOdHCfFosWMdb59EBnw4fJLuWXvwfhQm8AB75Jd4uJ+vLgzjYXw82mwO4AXMSjk54cRA/b1uTkJI1g6H+w3S+ZdeevEMA8wwXmsVKoKgnn244yGvwHprV5o9l5SITj6EeS1KMKck8+xFz0SSAH8oyymv+5Gb9sQEhOwqoIoFLEoAYi8IiCJqUK0OTsWjx6a/gUh23r+BO6ZWz2cA5masP1abvVGRXOiMuaJ7QxsEUm/tCs4jkK/Ie3Jea/O2Ev/v/oe8fYE+pzbyPj+qORTB7nb6l7m53daVly/Qz0ygnKGHKIEdXbdvxh2elxIOllY4O3gY7C2NQ+Fyuw+fY7svbZ7BN4ZGAODUz0gC/PvHlQB/qvkpEYqmT5/ODT2FklIgaenSpfHo0SPMnj2bCxylonZ//smOOXuRzQphFOfOMVJD9+7dMWLECDg7O3OAIK1HdmYWFhac0q5Nmza8/URHR6NmzZp4+/Ytl33wzTffoGPHjlzbgwcPclgJsQzd3Nw42zRiF+ZX/gh86Aj84wCgVs5LqPazZ8+4G4SK2H9ElyUwiopuJAoESUtL4+iw1O78+fM62fCHDsB/eT0C+86cOcM9aOjBVb8+YyNoa86cOdzDkIqYmL/99tvfNlxf2hfzvbjT6HSWP+mUBmV97eJoUFz/w+3E84eYdP6wjunlaGmFeY3ao2VxvYyPzPFbbQrgHVOaHF0dNlpn6N5hywaQvw1fdS9fEXM/8AfrxkdXMC/8OGQqlppXzMYJC2r3QkVHBlLmtabf7Y5EJb+HWF/3xvBy08v9ImNj4Bd8EPRGmoo8eL71bmhkTp+X7dNz4etjh7H/nrHxPDHGtvj01oFLW6Nu4OdjZ8x23derPP5qxGSj3ruX4lUaP8vKzdoWV31Y2mheKzvDjc43GfMP9app1NWG21cw5Qxdd3rwRCoGtvr0RVVXvfzXc8l8Ix9Jw05IzrSvD5OdBz+8Dz8zYSWUlkjyY+YBqMCMiK5QGpmc6Xtt7FgOTYvOyethI1OhQPegLUYsSWIfkL9bFTd3XX/zL1+Afwj/m1RvklR3ZymelF7acuN6s/sR0MUHjUswj7fc1sWXGuBEk62hXY/DAgVqDmSpUID59R24WxulHUwDO2hZaGx19KvBWF0zr+zBqmv8YRAERJ4aNAglNcEyKuU7xMd1g1JhzCqU2vjC3mG6DgQceXQPTtwz06dAjYdjv+a+J+m+KL18NizdMiHUBH9oj0meKIEj1Ljm+zP30fyrF7EkhB8gJtAqdAS73uPS01BnzQqzQ9q2dBks68BeiPQ6thpRKS+R9tYWaq0HoUANqUs6bKUWuNqFbftlchIablhjNnl6aesO6FCGSe7rb/0Lb2P5J6rOThm4PpCpBjaE38SvV0+Y3c9FjTqiaxkmy6m5bh4S9IHGRuuUdpPgeG/27Jpx+SxW3r1mts99nQegmht7fpLvZZtNgSaefa1Le3JpuFqLh023Q/HbmZNm+4wc+5WOxUPn0z/kCvyvXdExWck7lOTzpZ31MvKFVy5h8bXLvH3SubylSUomyXX1lf5Ik/ODn4YvJczuIM8CCrn65fQJ7oWMtoiRtLBtezhL/35bkbzs24e0/TZ0Cc4/eoO4V45Qa16MiMQKFPKIx9hKrdG7eMsP6TZ/nb9pBCjMg8AtvqLfFtdH6l8w9dsVhCtmUtkn1W8Iv9p639y/afd03fiHX8CCO/zqBxuRBGE+k3JkGvHtD7HaN9wO5d1VCvI57ctezJJKodF69mKfr1Z06IzWpVkw0b+hvrR5Bt+Y/1cBwE8xP3348CEqVKjAgWrEqKN5sFSqt2khckyTJk1w/fp1bp4cFRXFgYPZKyAgAEOGMLsXss0i8pJh0XYI2KPA0zJlynBBp9nDTak9hZsGBgZyqwYFBaFnT/Y7V1s7duzgrLmoaHvr1q37N9ym+cfwD43APw4A0o/ZP/74g7sBCTEvXlwvgwoODubkqYnZGDhEpV2+fDl3s+TXh40AMfq03oqjRo3i6M3Zi0tLrVyZ8zKgtGZ6KyH+gDTA932pvXjxAkWLspTSz7VuvT2J3hdI9sVfS2qURJuSDGTRFnnSkJyOqpxTQSMWmrbNpGPB2BNlKskc7lUTPzVqquvLa6U/kngSc6mBIcBDf9N5m3b9CIJf30aWWg57C2tMrNgS3UozaVj2SpZl4HFqHKwsxPC0c4FIaArgUZ9fHT2MM08fc5NOZ6kUfzRtiZaljL/xSXeKAAAgAElEQVQMb7xdgO1vTMepsFgNv3KBEFswDy9t0eTz/rt4kH+dp1MBk/TdvFwPeyIjMOl4MO8qJPH8TSPrWXrrPOadvwZIlBDaKFjSq0oAVZoIyLJAh4oeWNLSh+uny+FAhMW9hiBDCGjBC5EKaqkKlQq44VAHYx88r42LkaBMZ75gKgEKSexxuZ8xS1C7g7FpqTj99AmXQEj+c3bZ3ry/SklG88B1OnDW8MBIJk2Jn1oAodRixqzkK2IGXRzKvB/D3r5Gt+1beNuVdHLCSQ3TSKFMw/TIvmb7rGdfHK2L6/2xCOhovX014pNlHItJLBLg16ZNMKCCqUyh9+mViEp+CZVcCIGFGhKRCBdbT+a8R7WVEyBi6BVI8kqSWZorAkWovbYIMOy1exveaV4sOUqtsKlLT1TUBHBQO2IINlhvXg4SOtIP9lYMfLr1rAEshU95N68WNEGlomysg+7dxuQTx3S+eoYrqCQqnO47DCUdmNw/KWEiMtKDePt0dA6AlZRZDSRlZaDG2mVQ8wQ1exV3x66u/bl2xEqtsmM6LKQM5M9epRXFsd+HMczGHtmP4IfGwKO2PYHUj/yYXPdNSjK816+GQKyEyEEGAflZEaswTQxlmggDq1fF1MZsP/2O7MOFrOuQJVtCnsoYnhZWClg5Z8AmxRWXBuhfCvjs3Iob8S+Y7yPdQ2oB1DILFBI74OKgETpmXcMdUxH92tZIgUv90rXn6pKKq30Zo3F+yAUsumP+uf1LzWYYUY2x28ovnwuZnN97y8lGiBvDWOr21ycOYc8T8zL69a190KwEs8yYfOIodkTc5R33lR26oFVp9kIop6AUWh46ys+ImZMke46zr9bhwbs3sBFL4F2kIao4kc+onrU248JZrCavMZ4iQCRqHJM0U5nzc6Rlx/oPhqdBEBsBe8uvX+O8xihAhBK0Kf3Z1YZfIUDhLs+TkuBqYwMKeOIrehaSfQJ9F9BJLOHoiFUdu+h8JHlX+sQfhiU+wA9hyyBXArJMMcgGwlIqh5uVE5bW/Bb2YuPvtr979+i7kmTd9BInjWT9BV04ywQaq/xiSdJjDu/HsUemaesT6tTHxHreumG6Fv0S/XcHcZ6PhkXflQf7DuT8Nj9WzQk7jRWR/MA8WVJE9frBiB1LL36XXL3MeUWTp6tP+YroVamKEUj4/Ykj2BmhB9oN993F2gZXhzNZ8cN38ZxPorma37o9upZn/qX/hsoHAD/OWVQkJOLlR2QAfqr5KSkPSZZLRVZk2hwCw1G7cuWKjhwzbtw4LFnCVB2GValSJQ7Uo3kyXXN8vvkzZ87kVHZUpGT08WFzDG3R/JoYfcQmJIYgeRLyFfkRHj16lHu5S4xBYgPmV/4IfMgI/OMA4Pt2mgJCCPUODw/nQEJCzwkBz6e+vm/kcl5uSHumB1zduvxvPA0fWseOHUOrVnmX/fHtyZf2xfw85RraHz8MmZqf3ba9UQV4uepNpnN7dmgyNeviOc7vjIA1kqONqFEL9IPVUDpabcUSo7RNw/7LFyzIycm0NehkIELTjeXC9Dt3omc7DKtozPLM7X623rgeDxNMfbwWUGpueb2xbXjMW0w6twDlSjyDpYQhExRcUhStMLO5Pggjt9vNS7uvjx7Gvnv83oslHZ1wUpMs/DgxDi2D1kLoKDfy4KFtqZLEWNS8AzqWqsxt+ofLh7H9ZoQJcEPhKj5e5TC3gT4opcz6uVCIjVk0NO42KkuE+zLgJC/1PknTxSEjdRLC0ovnmfXbKuXohBOaY19z6zr+omRQA3YbY7aBG4vIMV/B0oJJIhdGtEWyigE22auzSytU17A56blcYdVCKMnI3KjUmNy0AUZV1V9zbY4sQIwy3mTcSZJ6qyMLbqAaH7wfhx7wA1GutlJc0UhRKTHXa+USGNhdGu3B6UHDdBPkF0mJaLJxLe84Henni3LOLOCHQBMCT8zV7JZt0aMik6iHvRgEMfiZW1KrMSjpwphoEe9i0H5vAARZAkDO/PW4FF6JGhKpEHcHTOSCW6heRleDCPxsX0vpYDg5M7kK12/cW/js2oLMLCXrU6BG9aLu2NNN/zKCQJrqB6aZjLm2D4csR1zqxcCgoYd24fQTfkBTKAAe+TFp7dOUOLTYugYSl0yTfhVJEjQuXgJrmjEActGVS1gUcimb3yZjU5IEe1dPvfdvl72BuJ0WbdKnM+xwvZ8eKKy7cR5iNFlD2qtOO5V3tFfh1mDmVbglMhQ/XjpmVgK8tGlndCzNWIXll86DjB8jRQEbMUKGTeDaTTt/Cmuj+MM16OI60m0wyru4cG1zSuztV7kql5hMlZPnJS2/O3o8rDVS9ndZj3DghR/kKmMJYxn7tmjs9pMOGMgpWbiamzv29GbnJzkrE9Vz8OakJGtKtKaiEJIh+3bh4gvjUBd3G1vs7t0P7pqEed0Fmot/kH9pw4DVHDvYsMRCIffM/pzCCULiI7DoQRBis5gtRBWH0vi2XD+4S/XMy1wccp6bmGO321tagqxCPA2Yn3nu/F+0Ar10nXbuDAe607VqLRZjTK06GFOrronk/Nyzp/jp1DGdF17twkU4+5HimvCijzUsB59H4KtLe3m7r+Tkhv1t9DYqZFVBfn3Z743sPoU5JQs3KeGB9V0Y2EC/N8mbM5WCnniKXiqWLWAadPexxuJj9/ulzTP4xuO/yAD8FPNTeqYWK1aMA9HI5oqILuaKlt+7d48jqpA6Ufvindo/ePAAZcuyl8zkJUjkJL6ivIJChZgygPIOKCjEsMhyi7wGqciCq3dvvb+4YTta1rcvezlPvoVEnMqv/BH4kBH47AHADzmo/HXePwKNGzfmJNQ2NjYcw5KPjky90FsR8gmkIgkwSYH/jvqcvpj77B+OGsXjkSwUQqUWwEGgQER0QQS2W6M71Oj0O1hzZyo2vzRl0XV1j4JvpSGo5PjhEiCapJNxegGpNcQaIMBwnJsGrMHzZP6gljalPLG8Yxeu+ZmXDzDhFn/6okBpgRudfzFi+O2MDMfUs6e4H4Q0kSawaGPXnjpgifpcf+sGpp3nl8xmT+wlCQ5JcUzN04BN3XrCu5ie4UvgDQEtxx49QLpcjoourvilUVNUczeVHy+8exJrIkOQLldCZCFAPbfCWNWwvxGrsvPWTbgT+wZqSzXUWqkjEYmyhLATW+oCGV6mvESrI+ug4JO3qtVY6d0YzYs24caz/6F1uPzINNWYltUqaY+gTuzL1//mJcy5cxaCLAsIsoTs8Cl01EoJtUSFtU17oGWJvElrfjh7EEFh98zebscH+KK0BrSqunwxUs1I+HpXrIwZLZnnyIqb1zDr4nnj00MLNP52kaMn6MZ09JEhKFI0DupsPCtblQzRiXUxrzF7FnTbG4Cw5/G8+ym0UOOhH0tPJQuHeiemITNNApncAoSlU+CDEGrY2Geiqm1pbGjKGJVVAmYhLdnU14+WWYiVeDCGWRPEpsajSeAaZCpN2xLEFtC5MRp5MH/MBoH8qbW0jJIQQ4ay9OW5ly5g2XV++TEtn9K4GQZpQkN67ZqIb6ofgL3EONTlVaoj1kV1w5ZuzDPmfPQTDDq5DWqSx2u9BTVjTscT3uc7nRdd5JMycJLw+1PdTm6G1hX0PxyzlArMv3YROyPvcgEwZZwK4If6TdC4uF72nCGXoeYhkg7zX0rWGXYI6cOAveGHduPk4yemgBmF3RIAOI61e5D0Bp1PruCSdPmqoWtprPJmnnldd69H2Mt4qK3UXDI5VxTsnCWEjZUQd4czcPx1ahK89y7l7ZOA9Nm1OqFnOeaT2Hv3Vlx7yS+9ruBaAIf7MHVA8ON7GH1sH8CDYxMYu6FTTzQuysaqnP98yFXGjCDtsTlaWeHmSD/uT3rJ8NWpgwDP5UlJw6f7D9Mx3SosXYgsJT+qWLdIUWz1YT/yp545hcDbzGuIryhMRuuPSeBfSHQ0Tt2rhJgUe0hEClQsFI1mZSPQsfgsFLNhL/OI+Ump1+RJaljE/tvs0xM1CzH/oLi0NNRZa17O7VOxIua0ZJ5oFKLz86njvPvYqWx5LGrLrBPyUgN278Cll/wp0fSdQIysz6lo4pgkT4VYKIKN6OMxxQyP+eTjRxhxkB80qlekGLb4MFnY51CUKk2/KeickkcrXWdTmjT/pExFAroSMjNQ0NoGomzex4ZjROcyPiODe/lCYOqnKAImfc9sxZWYZ0abI8B7Q9N+qOOq/41k7sUrrbinVz/dbyUCPnvu2IbwbD7ABIASQKz1PqT1tt+9jR957mHD4KZPMQ6fYhuf0zzjQ4/3vwgAfor56ePHj3VyXnMqOO05o+XakBBaj0JKtUUy3GHDGGi/detW9OnDvHX5ikI179+/zykdyfLMsAYNGsSFoVJRAIi7u94Sx7AdLSPLNCpaRysZ/tDrK3+9/+4I/OMAIKHpVMTo0/r/ve90kByRHopUhpLh962Xv1w/AhRxHhcXh2rVqiE0lN87hFonJCRw/otU5EdAvgR/R30uX8w9dw9BNc9EJKqNZ4hWAiWeRjthUzvml3In8TEuvxmM+FRnnHzjiVcZdnC1SkMz18co6vgKpRwWopm7cRDH3zFO2j5+OHEUQZyUTA2pOAsqlRBZSrbPlFhHb4Spfr5yAAdiQ8xuemO9kajmwuTWJD3+5niwSc4BpU5eGTpSJ0kdvHcnzj1nX1YSCzmkIhmSs6x1wJBWEkkgZvmlC81u+5t63hhXh7HBqG2/Xdtx841x0hWxz7b16A1iqGhremgw1kSYTo5LO9rhaFs/nSyww9YNuJv2hhAl41IDtnJLhI/+ivt8ZfgqzI0wn8jaz0OGqbVZ+m69DfMRk8gPChR0AK75MkCk1mZ/xKWkQyjjkU9bKUHpvsHdjeXCNPlIkKXDQiCEg8R0Itn3xCpcjeD3H7QQK+DfsSPaFGNMtD47t5tM9LWDMKtFG/SsxBiNV6NfoM+uIF7pZHEHe5z1ZYBmbFo86q5dj4YlHqB6qWfIEIggggrqDAtsDKmHUoWScaDbLK5t5VXzkZ7JP0Z0vT6ewADAxXdPYVn4BchhOkYCBWBnp8Ctzky6WXXbVKTG8EsKrewzEDGYMes2he7Gb+cM0juznfrBlYX4rTmTbpZZNh8KMwCPobw1KPw2fjjJD3JQP6s7dkULjfS95pqpkArlGF31FMo7v4ZSLcCtmBJYdbsZbKRynB/EWI2/XDqCrS+uQy0XQqXQgIACNYQkQxepsaXRINQpxCZ+2282QhM3/sCfZQ+644+mTHpNk+vRR/bh2BNjyRsdy5p2XdHcg8nzKfSm6s7psLAyE5qR5ojL/RgDcMTBPTjx+DEvAEjytIfjGVgXm5GCJkfNy867F6+OP2uwlOiq6+YjWUVS+2wnh0DFLOCxBsydfvUU1jxi/oOcMk8DomuBy6q2RbG3Mwta+O30IWy8E8V7HXcu64FFbRnj5cjD+5wsUC1Wc/9xK9D/ZAIu6XhD1x5opAFLPRfPY2HBPCUViRA+lj0/niUmoil5FYoANdkHaPtUCCBWWyBi7Fc60CEnANAQuMnJw4uG4Y4GAFSplZhypRe2XK8HVbaAHo8CMZjZqgzquLJ0Xyp6sTLzwllO1k02C/QcImsJbbgUtXmUEIdWG5nvEF81KFEcG7swL6Lvjh/RefoJhCpOBqtS0gNXgKL29jg32JSNQIAHeUY6WUmN0ki126q1ahneZTKv5+xFAMbdMYx5aVj08uhxUjxKORTQAaNmDyCXC/ICGr2TpcJSKIat+NMEJsy5dJ6TXfMVgVfkEWnISsnlIee52fvOZUJGBrps34SXycbhRM5WUuzrOwAU4PRvL3ou0/VO0vzsAVTaY89QyDE77DQOv4hEqjwL5R1d8WP1FqjlwhLJqZKzsjhvTnNl+LuP2lDw25/nz+DUk0fcSweyhiHbkwouzK/WsCiciDxEnyYlgiTC/apUxcgatU0Cy770c/W5zDP+n3E0PIZiFALyGUj+FYmJePERJcCfYn5KYRzagI0FCxZg4kS9JUb280XLKZCDitZr3769rgkFmc6dO5f7mwJDqldngXt8Rem++/fv557VKSkpHAFHW7Vr1+a8Bh0cHExsz7L3RW3IT5DWuXbNvB/x/3Pd5a/77x+BfxwApGRS+u/27dtc6EduitJ5SApM65H8LL/yNgKUoKw1OqXYckoXyqko/ZfCV8gfgRiBuSktQGuuLb3F0HoQ/pMegH+G9ECihF/W64osfF+NvXW/l/wav976DdJUNS4/KQOFSgShQIVaxR9D4pyJ0eV/grdL3hheuRlHbZu49HQM3Dsfb1JVSMpkXxqutknwcHDFhq5jdPLB364exN4Y818I2xuMRQVnBq5VXbkEyTKZjv3FfaiZeHcvVwHkB0M1bN9uXHsVif7VLsCrEAMCU2WW2B1RB5dflOWYdcROoclBWf8FZg/LMF0vKPwOfjh5jLctSXG292Bv0Qi8qBQ0iwNW+GqOd1v4eDDws/3OQIQnv+VtZyOQIGII+4JfemcNFkaZJtFqV+xaRIk53gyIarBxAV4n8MMCro4CXBnEfhR4bViCxMQs3vRUknqWLeyMoz30SZ7X4p7i15v78TyNsQurOBXGzJrdUMpOL78ZdWE9Ql4+RWJMtkmTQA33EvGYUWswmhQux63vE7QFt7KBqdrjmdasJfprJHxnnj7B0P27ecfI3dYWl4aO4pYlZ6Wg+kpKBuUf9yrF32Jf19lc2wor5iNL9n4AcEX4Ocy5fd4UoNXsjVSowt2ev3J/1Q3+EUnR9pClGwPzQpESzh4JuNZ+Btdu1Y3NmHnR/LnsXCYFC9tN4dqWWbaAu0b5igO3NP52B+9FYcJRFt7BVxu7+qCBBjSqtXYK3qXxp2UXdkjABV/GAOx3ZB2uJfMz1mj5Wu++aFKUAXb1t/yMtfW2wdnSGBS5EFsSv97qjsghDHQ++/wJfA/u0o+nBoiie7iYnQPOD2BgjEKlRJlVcyF1yzBh1ylSRXBQW+PaAHYdD9u/m/Ol5CsCFrUAYHxmGhodMR8C065gdcxryADA8uvnItMMtCZQAk+GMzbnghsXsDjqHJBpAWTQM1lzQJYqwFqBmvbFsLMTY4N13DQHEe/46Yce9kqcGsz6zCkdk5bv7tUP1TWM45x8NIn9+HA8G/fVt0Iw4zy/iT8tDxkxGgWk7BmdU9oo3ZN0b1INP7AHJ5885gU0afndUeNgY2kJtVoF74CpeJvCD6R809AW42qwezi3ReErjQP0bPfs63WuUA4LW7EkQnoRtfthKFyKJsDKhskI5TILxEc7wtXCXRc2QJ8TEEKJ5ytuXOOASGJi9axYGb82bmrE3K6zZjno+42vKCDojgEASCBmn0NbcTvxje7yqO5UGNs69NUxaHN73Np2GXKSjZ7mZKPkCUfbJMkoSUezg2qXYu9hRvhevM1kbHwvJw/8VqUHilizl6Qfq+ZfvsgFv/AVgaQEEH9MAJDOJQGQy69fzfFczr54njvffEW2CWSf8G8uAtb+OHdadz03KVESs1u2gYvBRD+3x08+j1VWmPqNadcnVuWgal657e4/2S4fAPw4p90QACQASittNbe1vHi8f4r5Ke0n+d6PGcNUH2Qz1qOHeQsn8uzTBnLQesQI1BYx/rZv3879GRsbi4IFzUvoyUNQGxBCgSLECNQWMf7IB5D8BO/e5fcN1rYlb36yRaN1aC6dX/kj8CEj8FkAgPTD5c6dO3kGAGk9MszMr7yNAD2kXF3ZW0HyGSBPgZyKTEYpwpweOnSeclN5+TH6TwKAs8O6Igb80g8HgQy/Vt3DHa5cpUDdrQuQGG866ZTaK3Cl/wTYiT+eHOjc80sYtu8ilNlYH7aSLBzsOwDFHRh76GbMC/heWc0r9xMpxbje+WcdY85jyTxj8E97YtWAJ/nGDWCA1f57t/E6fRw8HFmgiWFtv9sc6zqxt9TEoKiwbJHZy6Nv5ar4S+N5lZNfn4VQgAfjGCBxO/4Fuh7llzTT8h6e5TC7jiawY99GhMbzfxmSBPjuQMbguRB9H4MvBJmVGk6qUAtjqrCJyoTTW3HwzisT3ziCJtpUdMPylsxrbdSRPTh+nz+RlZb71a2DSXUbcW3DE16h77l1kGuSl7UD5iyxxp7mo+EqZYDS6ehITLu3GmlJUqS8s4FSIYRYooCjawqEYjVOt5ihY01XWb4EaWZ8fXpWrIRZmokXTcjnXjafZk0TSS1roXbAFMQn84Nbg2qrMKU+81lruGEFXiXyS1YNGYA3Xj1Dr/PmAzuKiOxxzof5vHU4NRMJ8gSkxtsgK1XCMcLEUgXsXFIBgQWutP2La7c2NBBzr7xGlkxsct0JhSr4VE7DrKYMAGy2aS2eJibCUqhAWYcEzoXvfrITMpViFCLwczD7URf84D78gg+YvY43duuBBsVKcMsbb/wRLxP4f/AVc3qHswPZfvY7uhQhSe9M5NS0jCScf1bphO5lWAK0x+rZcLFNxmCPEFgLmafk43QnbHleE8JMCR6MYozK6ZdOY9XtG/wYrQq4M2w87CSWSMnKQJU1S7nAFRvHdEgkCqjVAqQmW0GeJoFbASGu9mX326iDe3H88SOooWLBHqRmp7AWtZADpx5NYCBYeMwb+JxdyV2H2YvOVV1RRQR0YrLE6hsXIVGRxV4uaPFXRhrjPns6lIF1iZmZ8Nq4CMji0daKlVjbuiual2ReO14rZiFJJuJ8FHWoGfdPAaxFStwdy/qkSXTVFf6sXbYi0PfOmPE6MKrk4rm8AD63mhB4rJE/99uzHVdeGMtqDbv+q3lL9K3MrCLIL+/sM35Pxfmt26Grxj+1z65tuBodbbKP3AcC4LzvcM4Lj4IgyvjP15h2qlmAER2akunJ+1QpjunNjJMD+Ts1/rTc0gWQK/nAcTXWdumGZiUYOL0zMhRLXmyCSGzcls55FUE9LGqml6IuuHIRS66ZglaUEE3hPNrfCGMP78cRM8EzhjJp2n7LnWvxMM30e6icrQuOaoJscnO82jbEwh59aB93zWeviXW9MaGu3r/0Rvxj+IWsJR60UVN3K0ds8B4HR8nHSzam0Io+u9gkM3u1LuWJFRoLkLwce17amkuUzp5m3XfXdlyN5r83Sjs54/hAYxZ8Xvbhc29L1zBdy9mLErp39+7P+RHmtXoEbTFRSXCPI4EAwf18UcYgnCevff8X2ucDgB/nLBsCgLnZAj1nc1ufYn5K+zJnzhx8/z37nUCBoxSuYa5ouZb1R2y/SZPY7yAqItEcPnyY+3dGRgasNAFxfH1NnjwZs2ezF+fE9qNkYG0RG5BSh8mPn3z5cypqQ8ArkXOISZhf+SPwISPwRQKAFKlNppskGZab8b36kMH4r6xDgJtWOj1w4EBs2LAhx0OntrQOxZ/T2OemvhQAcNatbogV8gcdOAuy8FNVxgCMT09HnbXLmTSNp44NGPxRjbi77fgLYa/55UbdK4kwtwUDt6jGnN6GCykRRiCgWinAtMo+6OpZVdfOw18DAPIcTxEbO1wczAxp36QGIyxW/4Vn2FyAgmhdkrFhaHJacdkiLsyEr35q2ATDa7BU2NprlyE+jV/2RZP1JxrZ6PPUd2i637w/lW/5qvi9BmOnfHv+MHY84H9zRinMx7oxQPPm25fw2b0FFs4yIxCQzq0qUYLpTdqgTzk2gSf/tIab/PEu1RhocLQGLgwaBxsxA4/Xhl3HX2fNB0f4d+iI9qXZ2z6/y9tw6g2/t9/wMg0wqbLeS3LIuVV4pogyOpdKlQD9i3TGiPLMp5CqnP8Cs+NuOInOySycMJlIv4k6D8qWm37EixRHyOXGgExplzj0qVANw6ozlqbvvl0gQ3XTCBCGzTzWgEZPk+PRItj8uWzqXAZrWzEAgZ7rjU7+BgsL42uJLq1ltUbDqwDzYDn44BDWPAvG3agSnCxeWyRNLOf5Ei0LlMQ3ddi98e3ZYMTFBmNu7TNwtmSefYkyS0y+3gSW9m3g35IFulBQyvTz5s/l4nYd0bEMO5dll8yGg00a4lONGVmFHBKQmFYA4WOZ/Lj3oaV4LX6KV4nUTj9SxCL2KPAO35caiZYejAHvsWQOYKkGuFAVTVsB6WXVsJAJ8Wg8AwArr16MVBW/mTthFHd9/WArlXIvyUqtnIfxFW5hfLmbEFO6LoCoZCf4XWkFqWNhHO7MkqqH7tuNM9EPWKAISZW5UkMoVUCVYYHHExjo+yQhAS2PLoXEUmHyskEuF6KiRQns686CicqumQcZlFyStkDD5OUCUOgYLdR4qmEARsbFoP02+i7iZ51Ort8Io2sym4W6q2YhJov5SBoBgErAQaRE6JjJXLsrL5+j3+4duusi+z/29xmAyq4sRc9j6VwQI5GO3bBoXwUiAR6PZc/AkYf24sQjfok2LV/duStaaOTX3YO2IPTtK94AlO/peGoxv74JRw7iwAMzfp9q4PYoP86SgSZSpenFjbWS/afdVbpWkkWo4uKOfb3y5plHz+1qK/05Zhdfre/cHU082P228ckxBDzlTyes6lAaC2own0SSL9ZevczsM+lAnwGopBl3CjhotH414jOMWYB2EgkuDBmhs6IIef0CPY/xJ5jTNve1HYRqbqb+sWZPPoX4vHmNbkH8fZK09saIsboXIqOursKtBH4w169sG/iW0j+Pc9rmhy7jkwEXs3dAUI8+cLPlt0v40G0Zrkdya5Jpy7K9sNK22ddnACc3pWoWuBbPklhASvYiGfD1kew582+snPz6ZrRojd6VmH9pXopS63vv3G5yb5BX8lAvPXiQlz7/S23/dQDglF8/HwnwFH1o2/uuqbwAgJ9ifkr7O23aNM7XnurkyZNo3ry52cM4deoUWrRowS2n9X75hVnQUNHntJyKfmuRMtFc0fZofSry4G/YsKGuKeEZZG/WqFEjnDtnXmFAK2g9EmmdfBXk+66+/OXmRuCLBADpxmnSpAkcHd8yquQAACAASURBVB1BKcH5lbcR+BRvWL4UCfDX5wbAwoF/4uMoU+KX2ju5wb31+hV8dmwlPR3sL76F5et0yFykSGrkShQerOjQGa1LfzwJcJ21fyIujZ9hWLNIJnb4/MztZ7pMhpprl0MuzITYTsaxflRyIeTJlqhYwB0Heusnh6WWzjdhM2ivpLqFimJ7d2ZQ/yhhOR4mmpeitChxHSIhYz9MCD6Igw+iYCWVwdJKzvlDpaVawQIiBPf3RSknJpWqsmYxUtMpeMR0sk++Wk80wRHUttaeOXiXIYOVWAGxSAGlSoiMLAk3+Q1uPxxlHdjk4+SLRxh6fBfvzfCNVwN85dXA+FxaqCCwUXBjRCm06jQRoBBiYZv26FyuAtf2Tsxb+OzcYjKRJTlbUPfeXIopVWJmBmqtWQY+7FMkEuLuyPGQiBiQ1v64P56k8odmtChUDv71jE2E590+goOvrkAJOayE1phUoTPaFDOeTJRbupAz/eerFiVLY3UnJseMio1F+638gL+nszOODWAMjXRFBiovWwYnaRocbTKQIrOE2EIFO1EW7se6oldlMWY2Z95c47lzzg9eGPrGvUpLRsM9/hDwscZUwOhy3vi+RjPdIRAI2Pb0HMRlMKBYKhIisMEolHNkY04lU8gw4OJXHCfn1RtnZGWJOYabu2sCLC3lmFPldxS1Z2EHk0/Nx9TyqyARGoOKCpUAv0QOxuwWP3LtZl86x8ndeK9NqDnPzaHV2eSr0vLFyFRkoohjIhQqYsmpIRSo8TLRmUuTPOvL/NhGHd6FaOuzyFJZICFdCoVSCIlIiQI26ZBnivBTmTFoXtqTa1tyyVwGbGUvYkGqBHigkaKWXjkPSrPZz8DSFh3RwZMl3E4/Mwg/lDd9qxydbouzWbMwoAJLo+0ctAF3Y94CBmCqdjeEVnI8HPkD9+eduNfoenIdBw4SSEuAK5VSKYRaLUR9h1LY1JYl1ZVaOhdqHmCNlqlESjzVsPX8Qy5j3tVLPAfOPmpS3AMBnRnbd8yB5Qh+kcbrVejtKsGWHuzaXHz1Mhbm0KfhRNpz+Xwo5SpeANDR2gq3ho9jx/72NbpsNw9EPfCbqGfmrluINMt0JmkmkI4edxIVnUi0d6kM/zaduT5DXr1ELzMMr4JSa4QMZ1IlAssqrp8H2PLc60qglIUbTvTVp4iaHUyDBTFpqai3luT+/GU4RtMjNuHk25u8DQtaOmC7xjohMjYGHbaaZ24bPmOpM5lCgW+PH8H1V9Hcd1JVN3fOgkIbfEJtlt26gtm3zQPzP1dvhhHV8ubDuycyApOOB5s9dsNU1Lan/sI7GT/TuUPhGvi9qnkJWW7OQ27aUGDW4Yf3kS6Tc8EOQ71qwNHq4ykPaJ+i4mLRfov5l8R0nrqWZ9+X7TYH4l68KUOTlrnZ2ODysNG5Ocwvrg0BHGX8F3Cyd74aUaMWfmz4YQAxhaqsD72Bh+/egcKIulWoqGOgf3ED9Yl3OB8A/DgDzjEANQDg3y0B/hTzUxqVfAbgx7k28nv9ckbgswEASfNeoQL7EWGuaEJI/n9k1nns2DGOKptbT7ov55R8/D39VB4LOR3J5/TFPP2GD95pwBntPpP/36XrEuwdxkJPniQmoM0cfxSdfxcWWXoAQSUS4NXYigj8bjjqFGHhGh+jmm+chqcJ/BKj5qWUWNORUdmXhFzGgsvmJ9HXh4+BszXrx5tSUVP56ePja9XDpLoMMHuevBWR8fxv+4QCK7QscR0CTRxobFoKhpyfC4GNHphXyC3QpWAnjK7K3qBRNdi4EtGpyRDICWbRg4BqITPrfzqKMY2orsY8wnehKyG11LOd5AohWhRsjJ+rMWBLW3NunId/mLFPZctipbGiRVeIhQxVIRP/ZhvWmj1NW7v3Qt2izIz76+OHsfdeJG9bYoEtacPYh1RbIsLwy8kTRgm7NCz+7TqhXWkmXaTqd3Ydbr17wdtn9xLV8VcNluicl2oUsJozXjeEU7VTkbG16uA7byY/3kvBL8f4J7zEuAkdNY6T5tGbyErL5yCLJ12X+hld2x7f12cec4uuXsLCq5oxz7YD7gaTPpIoV94yFwIRINCmwWoCH9RZQixu0gWdNCw46vfQsyh8e/EQMpR6gH5CFW98Xa2RTj4Ym56GJkELULX0C1ha6v1gFQoh7j4qig1tRqKaK2MFXYrsi3pON3iH9VpCZdSrwLwRCTAi4MhczWjeGr0rMwC2x46tuPGaeftpD1077uR5NUcjvZ5z8Tw23j+D4qViYEGyTU3JskR4/MAdwb1HoJRTAe5TYqKZIcFBAgvc17AKK65ehHQV/8sLwgVvDhgNZw0z6O0zL7hY8oMXIemjULcUY7eVWzMb8nR+T1SBSIlHGrCOEstr71tgdj/7l6iNP+q15vrMyVvPkO0b/PAexh4x70fbt2JlTG/O0qwnnTyMXfcjeE9Rm5KeWNmWPRd2hN/BZDNeo7R8eYfOaKN5cUOG+8Rc4ysPR0ecGsSAtcsvnqP/Hn5WIUnzKC1YmyhafvNsyIT8PsXkabijg/6FDPnQrQszBtcosXdfn/4oX8CF2zbdl55bZpoGqmh22g0OuNyXsfByW5QgWnn5ErPghaFU2f/BHux5eZ6361I2hbC6Dntuv05JQYP1q8zuQmAXHzQqoU+qzs2+7nkQjq8vmb8+ljbsgg6lGeCd2zr99DGG7Wc2H3x1ddhonX9b7/ML8CQtlrddf4+G+Kq83hg+t9v/EtoRAFV/nXmA2JAh+hUxWe/zvwzyLloMm7p/PmnFf/fYE+OVEoX56jvvhpyvZH592hH4nOYZH3rkRiEgnyED8O+2cPpU89N8D8APvSLz1/u3jMAnBwCzJ/1qqcF5kYxqB5+09IZa/H/LSfkUx/EpUpZyOo7P7YvZ77QvitincgyehAwpdmw+hSfL9X5ydJ22cegPdarphFstFmJf4gbYSI29BJMzryM5iwyx1bC3rAt7KyZ/zV5JsnQcfxOOmMxkFJY6oVWhSrARGfe18FoAFl8xZY3R/i7vVAutSzblup147BD2R0WZHfpN3XrCuxjzC1xEYOE1U7CQJp2Heg9EGWcGSGQqYnAxuhMUKlOwsJhdb1QsyAIzqNY/2YvdL0+abN9OZINlNX+Go4R5ym25G4qfLh1niZzkX0VWViRNtACKSO1xcaDeZHdO1GaceGuabOxm6YRVtX+AlYXxWG2NCMP+B5GQKVWoX6QYvq7dwCjdjs4l+SmFvDL13Crp6ARifYgtGAjSZksA7r/jZ+uVcnTCSY1PovaA78S8wbxrF/E2LRVF7ewxuV5jE2l40JMb+D3UdCJLAFJgo8GoXZD5y+WlcvIaW9OpG5qXLMV1R0DUcjMm7bScAEAteDE2eC6OPACsrTMh5GSjAmRliUiJikP9eqGUI+uTZErEEKHkwew1vnY9fFOfAclUfuf24PDjSCBNDAGxLok5ZiVHQUdbnOw8EvYSJnMPf/cWXYMDIZepOFYmR3Qj0FCkxmzvdujlySTaYTGv0WXvJoiESrg5JUEqkSNLLkJMoj2yFGL4t+iEjhpQ4MWzzihiyX9vvM7yQJESLJTmKJccewCgfaMACgLs6BrNov0QYHO3nqivuYd+OnkM28JNfVFpd/9o2gIDq7JEuFfJyWgYsBpiiRyOzmkQiZQg8C/hnS1EagmixukT6HICAB3FVggdwZhoa26F4M+rZ/lBOPLWG82kwnJlJixi9dL/7OfofEJbNKmwmPu4zOpZUGbwePBxS/WJzvRXo91L8UpuKvej83q6w1gUs3fk1sopCZe7fjQScfq359L5XBADX10fpg/XaL8jEBFx/GBMCQcHnO3HwGlillVd6c+ljmcvSvYlz0utZMdrpT+SzACAZZydcVTDjt0ZcRffnzjKu4/c9dN/sM6bq9y2WZAT/ZGn6hf0wOZW/YyWnHzyiJOgJ2VmoWyBAvilUTMU1LywoYYcA3AH8xDiK08rFxzrZpzEe/75U2wIu4U0mRzV3d1B3nZaNrK2j4lHD2H/PdN7o4BUyvm2aVlmUcnPMf7mYqjUpjYPYz27wKeYnuU0YM8OXHrx3GQ3SbZKlhmW2V66mT0ozQI6l1U2L0IWTAFVqUCMOwMm6tKX39eXdjmBny03rkc0+SixryGGvauBpiU8sL4LY5xSbXxyDkvumcqfKcU9oP5YlLPXM5Op/auUZBx79JDztiR2NSkESFb8JdagPTtx4QULADMsSn4+PmCI7lyef/aUs4TgK0Mg+Uscg/ftM6Vtr7p53aQZPWdI/UCM8Pz6tCPwuc0zPuTojQDA3z8jCfBURgr4uwFA6vNTzE8p/LJTJ2b78v+kAH/77beYN28e18//kwJcq1Yt3LhxIz8F+ENukvx1PmgEPjkAmJM+Pi9H0KtXL2zevFkntcnLuvlt9R4CZDyamJgIkZkf48Sw9Pb25oaM/AumTp36twzfl/bFHHYmHN82Z2ECfDVx5Uh0GMFkdAQwPUuciVfJq42aFrYfjhKOPxql9UUlvcb4kI2IzdKDa0WtnbC8zmAUs9EnC8oUctTdNBdJyXq/QmLPlCuqxpHuerbc/KsX4X/VvIHs1eGj4GLN/IIoEfW7k0ew576e4WYlEmFei7bo4KlPp6K28RmXERrzNRSqZN0xFZQ2RnXXBbAQMgkSHXfvy98jQ8n81bLXmNK90L4wY6JRddgeiPCkGCMAw0IpxLVBY1BAM+nNUGah24UfeE38qY9fKw5BQxcGBlGtuhGCWRfPGQkjKX2YkvgsDLw5iNVAabiRBiACTUzXde6G0hrgk/rzXr8Sr9NSeY/H1doGV4fmXdJE4zTn7nGsf6hnmYkEQvxUtS36lqrNu633fdg0YA2eJ7Nkyuw1vk49fF2PgXDfHT+CXZHhZrt7MO5r3ThFxj1Hzz2bkJ6hB1gFAhVqe0iwrZPec5I6q792Bd6mmTLMTg4YjJIG43nm6SMM3c98NQ2rVenSWNlBz+accu04AsJuMd84Q4aoRIUqxVywv8NgbnUCWutuXm72eHZ17oea7kwCfDWqN2o73uJtezOxEmqVZ0ygiNgYdAwKBBzllDeiKw7HSRTjdP8RKOHIJnM5md6T5xN5P1GdevKYS3o1V7dG+sFBYx5dkiSz/DZ4KGJN3px6cNw7cCVeZTDwQlcqYFVrsiRgrFO63uKeV0MBje9h9n3YHt0dfWvO5D4uu3YWFCSF5ymBhQqP/PTPGmLwdji0GinQ3+8E/k2r0R59yzHgkyonZoxhsAi1vfD8CQbt320ibP69UVMMrqb3vGq4ZSVeJvGzlwvaSnF9oJ4FRwzVRTyMzh8bNsaIGvr7LScAkMD+E4OYhygBar57+UEOOh5iAGrPZfmtsyHjAayonxoOxbCzfd78+mi90ptnsJclPNXOvSKWNtPfR7+ePoHNd8KMWpKM8NSgoUbS0ZSsLIw6uA9XovXMZAL/KFyiZiF2/2jryOtrWHhvhxGw2amwNyaU7Q6hhglObYmdSwnyd2NjdOsWtrPD2s7dUa6A+aRE3gPTfLgj8g6+u3zYmAGpBBY26Iiu5SrltKrZZbsjw/HtqSNGOdWWFhbY49MPFV1YWBoVgZ6UALzvpR7kkQhF+LlyN7QrbJzGSmnr44MPIM3AV7GamzvWd+n+0SW7HzQI71mJUpopIZwsMbRVyJbOZTdOimxYa2/dwIwLZ40YpWNr1cWk+g0+alLxxzjuvPRJIWjErg9+eF+3GiVKL2zbAWTDkV+ffgS+tHkG3wj9FwFArcfdx5yfPn78mPO1p6JUX2IEmitavmoVY7TTeiVLMk9cqnXr1mHYMKYO2Lp1KygV2FxR6u/9+/c5D/5nz4xfqAwaNAgbNzLbDEr2pYRfvqJlhQuzl020TmBg4Ke/sfK3+K8YgU8OAGYHkOhvYv+NHj1al0zLN7LUhtJ1KG6cACntjfuvOAv/wEH89NNPmDFjBrdlShwiOTVfzZw5Ez/+yLyxjh49itat2YT2/60v7Yv54KrjWDTavKTJ59tOGD17EDcssWn78CCOmf9nrzIFF8DFhkk8ZUoFup5dhFfxich4Zw2l0gIWIiWkBdNQ3qUwtjYco/vB/O3lTdh5LxogEIJLfNQwooTAHw3qYVAZxrxIkWWi1urlEIizYOuYzvUnl4mQHG8DDwcXnNCwWLT7lZDxDqtDZiM+LQkEQpV3r4yB1ZnfVPbaePsyNoRdR7pcAQ9He8xu6YMiGpYPtc1SytDjEn9YCC3vU7wt+pfowHVLHlGdt22CnJgk+qwBLiV0dI3a+EHjl/MmMx6+V82bDY/z7IFORZiR7sUXzzBwD/NszF7ZJ/u0/GnyO8y9eRbPUxPhbm2Hr6o3QiVn5ieore8O/Y7dT2yhohhQgyLmZXePRMzt+Cfv9t73ITF5/IL34XbMG27S3MyjJKY3bc1rIEwgJU1SKYjGw9EJfatUhYu1jdEmcpJZlnVxxBGNL9h3J4OxK5xfOkkdGjIAvTfNxpt3powVAgH9O7ZFu5JMBjv9/BmsucUvrSVAOWKsHiyksJIsMpMXq8EFWhMDVCGAUCXArp594KUBG/oc2oprj5i0NnvZOYgQ5qvvc+zxfTj86D4nJ9dSeNQiNaq5F8Kerv25xESqCUf+wLxqm2Gh8avT9qtSA9+E9cLituxc0n1Zfcd8XqaRjcASob2+0fXZauN6PEqIg517Kiylci4kKDPVEmlx1mju4Yk1nbtxfQaG3cLUs8womq+ODxisA57LLlvAhWaYlBpoUbQU1nbpzi0imWWrTeuRSunP2lRdImapgS5lK2BRW3avkTfksmt9ML6kMRBEy+LkVph3/3vMasHSrLvv34DQ5/wegAIbGR4NY98F2pLJY7EnahWep8bBXmyFjqW7ooiT8XcJgdPPkpN4Vc10ah5pPA21fR54EInJp44gU6GCSCiAX626+Kq2nkVK7TodCMCdl8QANI2eKelqj9M+DCQlT9Tqq5ZyLzuyF7Gx7o6ZoGONNVi3Cq/NWCLULFQYO3oyT8MHiW/QZgOlWZuitCKRCvfH6kHSSoELkCExlQXSddK2YEUsb21sYUChFPvuRyEpMxOUmtq/SjUdmKjdf+9ty/BGzRO0oALWNeqDpsUZM/fE40cYedAUbKdlFQq64FA/9n2lrbi0NMy8eB4P3sVxINWomrXgrUm7zj523XZsRHhMDHe9O1tb4UAvX7jyBFEQ85JYYRQM4Wpjg6YepYx8/bT9krR52vkzXFuCNmsWLoI/m7YwYirSOWyzKQCPE98xNjBd83RaFQKUcSrAsawMX/KYnHCeDyjgoummtYjLFkBCTesULoqgbswHV1sE8iy6dQah755DYiFC5xLV0L2M/gUUtSNPxZYbNPdltm229ywL//aMdfK51PwrF7kUZnpOVHJxxYwWrXTBK4b7+DI5CRRE8iQxEfTya3yd+qhmZpJKrHBKA6aAGbp3KhgAqZ/LcX+M/aCXLaQsoEAjG7EEjUt4wNXm4wW0fIxjMOyTjufwg/vcbytiZtO59KlQKc/32cfeT3P9f2nzDL7j+C8CgJ9ifkrXdtGiRfHq1SuUL18ekZH8Vj90TsieLCoqCkWKFOEYj4aKRQL0CNijIhxj+XL+F9Jv3rzh8Auqvn37YssWYx9hAhgJaKTatm0bevc2/u7RXhu0jNanWrlyJUaOZGGN+ZU/AnkdgU8OAGbfQWIE0s10584dVKzIUhDz6+OPABm3akE/c28/6Ed55cqVuQcjBa7ExMRALBb/LTv3pX0xnz0XhmlN/zRnzYU+K30xbATzg4uMGYaEjNO84+QkbYYKrsx/7nr8Eww9EoiUeFtjlhPUcHBNxu4O41DKjjEQvLbPQEIGf7pUVTcr7G+nB0Sa7ZgHgXO0UcKtQi5EU2lzTG2k9yl6nRKN+OieqOhobNq951Uj+NQw9sijoIdD2YIeKAhjd69+uhRN2k/fq7/gnYyfifZ12YFo7sZM2uddvoClIVd5x8jdxhaXhrEvQplKge4XfoBcze+jNb3KaNR0Zr5PP5w4iqAI/hTgii4uONhXP+G98+41fE9tQ6JMPzm3shBhRaMeaFyYTaCp7t7vjoeJGfjpRhNkKNm1b2Uhx581zqO8kwiVyu7L8/2QkpWJxgFrTOSGpZyccKz/YCMQ8PCDe/j66GGjEBIC/7Z072nEVCy1eK7Z9FRLKzUiRzI5qM/+Dbj1lF86SZLX8NFfQSoWc2lmZZfN5wId+MqrhBS7urBEx6rLlzAQykxpJZ4P4+PRcst6qK1UbPKuLQIBswRoWMgDm7r35D7tEBSIyDf8ZvLWliLcHaW/3tfdOoY/z9/Odvxq9K9SGNOa6SWW3ptXwsvxFmZWOwcbEbueMpQW+PV2Q5yP80LIQHY812NfoPdJ8wEGh9sORzlHdl/67gvCfclNWEqMr8/0dAna2zbHlGYs0fl9YRRnfIfpJGKdt27Enbi3DCA1MBakhNrvvRvpvKQ23Q7Fb2dM5fa0PcNEZ3qO1z/yMyYUDUNfV32K+2uZNSY/qY+MjOrY1ZbdbwERN+F/ezcS4h2gVmpPkhpS+wy42DjiTM/x+tOmeA71uwGA6o3BybSAwGEmBFK9j2WNVUuRkMlYgtl9EgkAfGwAAC67cRlzL100Ss0lpnOnCuWwuJUeOPnh8mFsC71LvgHGnQrU6FDJE0sbM+B1693b+PnUcbPX5pK2HdChLHt+DN+/B6eePuZt61u1On5vyjxMv7+4DTtvmNoHaFfc0rsL6rmxQJdOOzbgTsprCKyUurRkeudBgUPf1WwMv5r1dNvbTvt6+oQRc4okllt9eqOIHUuZpklLxWXzkWUlB6wNQE3Ci1NFmFy7KUZpkpL77w7C5Zf8XqPZmZcvkpI4WwRDAJQCfGa2bMNN+A2rwrKFyFKYAtQnBg7W+ViaHXCeBQTsNQ9ci5cpenY5NSsgtcb5ISNALxGockrspeWGic653f6JJ48w/DA/SEp9XPEdCXdbZluRJpNxL5hC3+qtQejzkTVq6V5Y0d90Hn80c83Ry4jwMRPyLH/O7fHktR09awwZmrQ+sdZO+w43kp7TS6hBe3YYedwRgO7friNalmLXen79u0aAnjVkdZBdMdCkhAdWdeyqs0n5nI/6S5tn8I2lEQD422ckAf7j40mAP9X8dOzYsTrAjtRu9erpv4+154IIMvXr1+f+pPZLly41OU2EXdA82dnZmQMIrQ1sO7SNDck0QUFB6NmT/dbVFgGEBDDS77U2bdrgyBFTuwlq27ZtW46MQ9hJdHS0Wabg53xf5u/b5zEC/zgAqKWvduvWDfb27Edufn2aEdDSrEn+S7Hj2oecduuGKUm///47pkwxL4HN6x5/aV/MN15F4+uaP0AtsUBSk0JQOFvCIlkGhwtvIX6bgYlXfkGXCgzAvvOmF1KyTL1gaJmdZU1UcWcG8pvuX8CvR67wpo0SjWdzr86o785kfJ6BM6AwA8Y4SFQI68eYOZvCQ7D2zTaNZ5vxWclKF+N06z91IO7hWz5oW8jUv4zWOpb8E9qWZTJLSh4cfWg/7ymmSVrICD1jMPj1BSx7uN2kbTGpG+Z7fQ8rCyZhnnLmJDbcDuXt01os5pg5VPQjtNOhOZDbmbLBstIssanhjyiqYSH6BG3BrTfGkzPtBuwllggdzbzTaMLZ8uAKjvmXvRwkVjjXxQ92YiZ7TXvbC1J1KJJkEtx+x0CfKs6xcJRkIQOVYePOgiPyUr13buP1H6Q+yDNuqgZoiE1LQ5PANZzvV/aq7OKKfX0G6N5E5gQAWtkoETGMhcQMOLkZl+69Yr562UpgJ8Ol3uPgZm2HpMx0eK0yL60tV0iE4J4MhCNWn5wv/ljTvxYAPPbgPkac3ssfYKAGSogdcc6Xvc3ssm2TkdzMcFelYhHCx7BtZ8qzUGXFYih57w01Tg/qjxKO7K1rww2r8DIzCfaSLFR1iOWAo7uJBZEos4KL2BYhQ9h1fOT5Pfhd4pd40vJNTfuhvjsLMGhzdAayRPwekSVFZbG+CTuehVcuYfE188Eix/r7wlMjizzx+CH8juxCYdc4yJUiLmGXhleZWgKH+vnq5PFaOTefGJQAHi2bM0MuQ5OT7NldSJKGUlZJSFWKEZ5egHum2GQWwOmujLm759EZnEleiUy5BR6+dYNcboHCzolwc0hBempRrG40R3cqVPF9cO7FW/wR1gCxGdaQihTo7nEP31cOg8DlKAQWTDpaYfkCjs1nouvVoIFPNABghkyGSqsWAyqeZHCBGof7DkSFgoyhu/DaRSy7dgEVnd8gXmbDdV1Qko57Ca7oV7UOfm3UnGv3x9mTCAjjf87Q8ol16mNCPWZx8ePJY9jO4+fILWvQGCNqMrnw4GB/nHvAHxZCy2e3a4AeZdhE4tvLgdh5i6418jfVnCmFgPOAXNWpLZoXYlJpLmRqUwAvU7FBseLY2I1NFujZVXbpfAaQkgxYROMqAIj9Sqy1YoWxrRsDvRutX8W87cyUofeiuWcS+cGeGDQERe0duF567NiCm6/5n7HZ2b7UnuT0a25ex4vkJBS0tuEYjQ2LG3ucfnvsMHZH8bMvyIdvncaHLyfpNW3L0JuT/ibAbsWNa7jx6hWEQgFoHId51TLy4dt4JxS/nuMH0amPY318UVZzXxKDl5i8fLWuc3c09WCyMDre6RfMpxXfGDEWTtK8J/fSd+HOyHCOkUWBSuULFIRf7Xpw42Femj3pBguI+ed/jd8uhKTPB/syeTol21K67wMeL1xbsQRnBw//oOOhvm+8jkZg6C0OeCZJ8eDqNVCjkLGXYm6O5UPaJGZmcC8h77x9C0uRBZp5lOK+f/PKIv2QbX8J6+TkdUpybrr2Pvf60uYZfOP5XwQAaRz+3/npmTNn0KxZM25IfX19ERAQYDK8xN6rVKkSFAoFyIOP5sFSg2dzRkYGtx/Xr1/nbLIiIiJQpkwZk34M8x+IOQAAIABJREFUZcB+fn7w9/c3akPhpTVq1EBycjKnXiQ2IZ/tlqEMeMeOHejRwzhZnj4j+7Ocjulzvyfz9+/zGYF/HAD8fIbiv7cnZFjaoEED0EPO1tYWRLumByb9TTRjredB2bJluQegnR17E/531Jf2xRwS/RK9t24BLASAhQF4olZDkKnErE4d0KNiZW5o7sf9hLi0bbzDVNCmD8oWnM4tG3IkAGfv84MHtHxE3XL4sS5jFZZaOxMq2jZPWanViBryA7ek1a4FUDnzsz5o+djCg+Cj8ed687QaXK34U+v2v66Drl4kcwNGHNiDk0/4mTG0/O7o8bCWMGDvYWIshl5aClubd7DQ+FSlZUrQ2LkZptTUJ+aSLxX5U/EVyZAOaCYflDZaa/UyOLslw8k1GVobv9QkK7x94YzZzTugu4ah0nHLBrPBACTHuTOGsZfuJ8ai7WFjf0bD/Qho2kfHAlQlTwHSjan6urbSXhA65F0CXHHZIl5Qj/olpg+xXqj234vExKOHzd5ul4eO0k3+PFfMhkrGbzBf3E2MM70ZoDo37AyWR1yAOkkCaNsL1BDYKiC0VuFB759026uwYiayZPyM346VC2FxcwY0VFuxBCmy9zMAr0W/QM8jW80ej7uFHa4OZiBcx60bOfCArwwB4oMPLmFCsHlgbahXEfzSiHmyNApYhZepyVzKtI6BqAInHXaV2uDqMLbtAw8jMfE6v18fSR43NOqHhkUZANjw6GQOzOEthTXOtPmDW0R+YIce6L2hsrcP8umNWpoU8ZA3D7Ds8QxIrYzH9N07F2xuNlfne9sjaAtuEOBtqoLlur89yo+T8hGA7H14CkQSUxkstcuKcUDYoMncOr9cm4MUsXESrXZf5QoLLKvNnglqVTJ2hfTB91cJaDPegYaFnyOwfUMIrBloVWbpfChIZ81XajWeTGDs1G0RYfjpBP8zgZZ3qFAGS1p15toO3bsNL1NCcT/Z2H+spG08XKVlsL3XEK5dnz3bcO2FebZea8/SWNGeyXC7bd+IsLf811x7zzLwb8+2PeXEFGyI4P8utBbJsbxdIzQqySTLg6/+ikcxMrx65cxZPFBZWclQrFgsfEp6Y7QnGyMK6ZiSg0Q8YuwEWIkYM7fM0gVm2b4FbK0QMpT5H+bkvUjLtQAg+f9VW2k8YTE8VdObt0KfyixEptzSBZAr+a8jwz7p3yQbpITd7AEsfzVvhb6a/t63n9YiMe6OZc8ukrw3XL/KBEemZXQFXh42Sie3JGlvr53bEJUtKKZ+0eII6NJdx16i0Ibpl82AdWrgRL/BuhCnJgFrOCCTrwZUqYY/NGzfs0+fYMh+/hdDTlZSXB+ht/bg7czMh3x+jsQG39mzL4o5MIA2L9V6UwAemgm4Inb//XHMxuR5UiKaBhorAgy3s6ID+Y2aTorfty8EZFJqsGHoD7FOF7friHae7MXnxyryNOy5YysnTTestqXpPu+ks3j4WNv/Evr1O3zAyM/QcJ+93AthVy/jAKPP8Zi+tHkG3xj+VwHA/3d+mhsAkMabLK6InUfl5eWFyZMncyAdgXazZs3igj207aZPZ3O37EXfy02aNMHFixe5RT4+PhgxYgScnJxAbMZp06ZxCjpi7VH4SLt27Xj7IfZgzZo1ERsbywGEFHLasSObN9F6FDZCYCWFpNy8eZOTMOdX/gh86AjkA4AfOnL/kvUOHDiAAQMGcG8m+IrAv0OHDsHT8++VeXxpX8zk60IsCXNlmHC39elWFFRNhY2F8QQ+TSlBnPB39PVg/g2DDwfg3EPzAKBvLU/87s2kdKWWzYZKSlrJbHugAqQyASJHM4ZXs51zICzAz9Cg5b2dfTCyGpucJjyvDAcJP3Bz6HUNdPJix2suAVC7J6Ej/WCvCTDofXwjQl695MIbJBZKKFUCKAgwlSoR1HogarkU41Y79CAK44MP8Q5nrcJFENSDgTaUpNhwPQPrBEIVxGIllEohlAo2mf66njfnRUQ1+uA+HHuslzgadk7m8xeGMDYWyX+7HFlv9lyuatwDLYtqAhSUr6GM6wqhOsGovUrgAIsCeyAQ5f0LuPzShbyppLQBNxtbbiJLtSPiLibnkDZ61ne4buL37dnd2B1GIK3xBSIQqXC0ry88nRh7kcCg+vsWIkWZCS7UgthDFmpOnjjYsx5+qcEkq1TfH5uEnVHEnjPu09Y6A+f7NIeDLWNOfXssGLuj+H0FCSp/qEl5PUsBD8cZ+5WvqjkUwv4ejHXSZWcg7rwyIwGWiHB3NGMAbg0/hZ9P8rNyaHm/Km74sxnzt+u5fQFuvFWxQBlDaS0EqFQAONCfseBIdj3u/F4IrE2BPXWaBTa17qtL0m547HuILPgBEZlMgkvt2A/GnOTptNwwnbvfya/h6MQv03bKaI6/GrAwCmLlRL3jHyM6xGvDRsHFxpZLIa27eQHsC6foZKja8ZdniJD1ygkRfmyy3/vod3B3fcl7fhRKIZbW2swtU8jeoNLqQI6hmL1ofGc3lqJndQZEVVy+ABlyQlqztdRggk8018eSkEtYcNk8mFu3RGFs7cKenX23TcLluMIcsU6HCJEFpACoUzAaQX3ms3Z7t+Pqc/7joeVtynpieVv2jG2/cQ6iEvgl7y2LS7CqK3uBsP36X5y0dv9zU9Djl+oXUcVjEmoXZ8/YrucnIV2hxNskO2TIxRBCDTtpFlztUlDJvgJmezHZ+bRzp7E+lB94peVho8bBztISxOastJwSm/lfBjnbWOH6MDbunbZuRLgZEJ2WawFAAkPqrDHP9p3SpDkGVWMhF2X850NpDsw16JP85MjmgEJ6spdYKMS5wSN0Ly/K+i/gZT7SeoZS5eSsLA7U5GMbE1PxxsixsNG8iMrJl/SXRk0x1IsFyuyNisDE48HGlgSaHRaogJMDhqCUEwvjqrd2BWJ4go5oWa+KlTm5NNWd2DfovH0Tl3KevQo72eKCQcK9SQMzH+TEfiRJpmFacW77bBa41gQA065LUuWH47/h/iQQlVLezdXUJi0wsJo+9Cc32yeA1nvdStD/s5etRIJLQ0fxekXmpu/ctMkpDOvfnlacm/GhNjlZIhi+pM1tf/9Euy9tnsE3RobHUPzXz0cC/Hzax5MAa8fh/5mf5hYAJMktgXXE4jNXFPJBhJicQkzj4uLQvn17hISE8HYjkUg4ZiBtK6e6evUqunbtCpIE8xWFg+zdu9esb/8/cZ/lb/PLHIHPCgCMj48H6fApZSclJYV72/2+omTa/Pr/RoDSiBYtWsQBffRlQw8qAvzIo2DcuHG8fgb/3xbBbadYMQYGfYwY+f93/7Kv/z4AcG6rtjom2sSb/rifEIU+hUJQyppN0B+nF8S217VR1qkcFtZgE8lDj0Mx7uAJXgkwTaKP9O+HcgWYHKbi8lmcX5laqtRPVpQCDmjzsJfjtC+TAE8+sxfX1ed4D598APc3+gMOUmtu+YU7zeHtwj853vGmD3pXZ+yl5devYs6lC/xfahYWiPKbyC2Tq5Qov2kO1IkECmSb/EiUmNSwAfwqs4nxn+dOY52ZCa+dpQRho9gYvUlJgfd68+Erhgm3Oe1ny1KlOd8aKpJPee2cDwWZcfHUhS7jUNiG2RGQGf+4A4vhV+4QahZkX8i34t2wJKoDFnec8EHSp5wmXo2Ll0BAV0b7vxcfx4E8fCUViRA2erwuwIDaTDi9A4cin0LNyXvVEEtVWN6mC5oX1yc6k4xsTPBeHHsXwRnpc/kYhIelibGlbX/U0bDQ1GoF1G+r4IfQetj/tBxkMjEo/MPVIQWbvA+hlPtwCGwZY271tSuYcYW9+VSTK7+AFI8MSDFkkhATqMy6ebyTbWo7qVpDTKjFQMWOe1ch4jm/fFFqq0L4UBa0EJOagHrriJ3CB4j8j73rAIvq6rZrht5BEAtWsKJiwwp2xd67WLB3o8YkxsRUNSb23hU7IvaCvaCoqKioiIIIAorSRDoDM/O+fc9U5o5hzPNXktnf+78855577jn73jvDWWfttaTY1ccLnpUYe+nXs3Ox85k6Y0ye20EuSVjc/U/unycjn2H6meMQkMaa/H2jRyXXANIcIfb0GQQPWRlj0xPzYG7OFrHc40Rzlw0lO8MMd/qyP5I/ZMhAx1VZtGNu+cBUpilIjEMKeZ/vUytgbye2W+21dwei0tJ4nw/6MHTsZJQyN+eE+KuvXQEjCxEsSmfDwEjCjVWUbYKsJHOUN7fB9TEMHG/r9yPq14zm7TP1vSX2tGVg/L3EBAw4qFnqLz/Rvbw5/Aew56Pz/u2ITFYH0OXtjA2FeDaFgY8Hwh9i7sVzWr8POzo7Y0sPZoDSZdd3eJbuyIspVrVJwaVRzOBqNQcq3uD6pO/Uov+lcvuRbgzcmn70W5yKUzcBko9zSt00zGm/kPvnrdgraGA0CcsfN4Xfi1rIKjBBGbNsTHcNRSenGJiVuwlLE2bS0+7c90hIN4ekSIm6ubEILcuWxaYWLEc/X7mI3VokEegRoOeDwC0qx6y2hoGbfOFib4fz3gwg/pDMAum3yb+36TuBwLpXMg0+DiDnHmX2IB8aOBQNZWWZBNq8yeJ3RRcKgOeycu7otFR02qNZciUf8/puvdClGgNQaT40L75QBQBDEuKRmjgWLzLtsCOyHt6JzGBnkotxNcLgZJGJ8hW2gTaPKD4kIdDJ2QWbZL8FZFbRYfcOpeu27N0lYNlEKOR+h0xkGoQTTx7F+Rf878bv7Tpy5c0Uvo/v4Zfgi5y5EXn5cM+cQAoyJiLDq8c+X+kMbi29cQ3r797mzRE5FpPRkqowvdYHROXA1NPHEfg8ircpOUDfGc/A6b8DAH9q3Y4r3dUlbr9K4DQntYVf/8GK3yJd+i1u29a+W5CgZdNb1b29uP39G9t9SLd2SJ16WCRzuP+S517S1hl8ufwvA4CUj49dnxYXAJTn/PTp0xzIRwAegXkODg5o0qQJZ8yhjbFX9H4RO2/Lli2cwQdpAmZnZ3OOvR06dMBXX33FlRsXJ+j6tCYnoC82NpY7hZyHe/fujZkzZ8Le3r443ejb6DPwwQx8EQAgUWNnzZqFgIAAjt6qSxQHJNSlP33b/00GStoP8434aAw/ol0s/Nd2nhhRj7lf9rn6B+JkTAEhZ1NIZoUMEKlkYYGjbRhY9+jtGww4ugMF+ax8VjVMzPJwZehXCpZEv73f4UEqY3EVXaANrpaIP7qRCQRz1x1xZQ1sHLLV+qP1VUqcPe6P/F6hcTPo7Axscb0IK6MCtbY3k8thW6o3trdloADtkLXZuU2xQFRt/Gvb9hghW0ATAFhzw3JAYR6gPqf+DWphSWvmTDr13D4EPuVnKpoYShExhZUFkg5es20bZTQfTQrR4g6dMagOc6PdcCcES27yA5UdqrpgS08GACZnZ6HZnvWAFc93TbYBDvUYoVjwLr5+FVQmRmFILgzEfpIy9uHoBo0wvzXTGNEl6L73PbAPxEVTDTIhuT56PAfaUJyNjsJkLdqLdJwWfXKBfPo3LZAJSIhMS4YQAnRyqQFamDqoCBKrOiXLARH5GKrZlcK5Eax0Ug4AXnhVAX+EtcDLLBsYCwrRo3I05jcMhrXdNAUASA7EUqEYhhaFKChg4K+BgRhCiRTiXGMF06hAXIgaG1dAYsLDZC0QYEUrN/Srw1g09fwWIPe9EST56gwzYoGaOmYjfBDTtMstKIAbpwHIfweu+YyHk0xb9usTs3Akhp+x2a3SK6ztw4CVfY8fYN6lC1wOFbbCsu7pnm3p0QedZML31TctRqny7/H+jTVEuTKTGAsRrMpkICW2FKKnMWbu8ttBWHuLf2eYrnF73CQ4mDO3SAIABQZSpIvMZc+alDOesTXORVKyI450Wca167h3O6LT+IE1Ol4UAISxGLAUQ2Ao5dxbkSfkjCP61HbB8o7MNKP62qVoXDsKZUqpM8KJ/RccVhMPxrINtzsJcRh8WDub097SCHfGsNLNjn5bEZ2ULgPfWCJZZqUwNBEgaiJjXhIreNq5ExDwfH9IDSXwrt0AC9p14to22fwbUvPUnbDlT4CNcS7uT/qR++eN+DgMPe4HgQnNma7KodMQSKWQ5gtwpP9whebYuIDZuPSaAUhFY1j111jQleWdwK1zDydhYq0wLo/5YgOYGorBuUnf8sLSXqsUOnM1Di7gWNB8UcXKFhe7MbbeT1cuYPejMMZoVAmO4CgAwicWDwDs6lId67qzUuVRRwNwLe4l77XpQ1UNQHLf9Qk8CLGpbIOJLiwSYnDV+vhTxmyjcxIzM+AhY2Srj1OKnzkgiDHrdAEAP6RfSk/JC1mJeFjCddQ1GMOB4ap5p+vRv8Ole+BWnplMFRcAVC3XpSkXvVNhsjJ66pN0Gvsd2If3+czQRh7kjLq33yDFPecAwBsyXUH5/VTp+GMAwGnnD+N0RAzvvSRZjKips3UGAD+kVehevjz8BzC2LYGkHXdrZ8yv7doT3arrVrKrBwC1vpZfzAHS0CRd5cgiZeJk0kb6w6Ut+L9/v5gJoOQRDfhy918HAL+k50k/Fn0G/k0Z+OwA4Lt37zgqK9Xb0060rkHghD5KXgZKGgB4Mvo2Zpy6pjXRX3vWxtRGzGG355W/8CqHv6TaydwaJ9rKQIFbwVhz+wZMzUTIzzPhFjG0uDE1y0dejin+6tgFA1zZjlGzLQuQnMsvHF7HPg8nvH/g2pGI/dyLZ2Ftnw0ru2wYGEpQkG+Id0nWINMM0peTO0p6nv8W5YVZmODwDLWt0pAnMcDllIrYl1kVArE9LnZhfVJQ6ShpAdIf7iREb21ignmebTBQBr5RG2J4UXmrthhcry7+aMcAnrk3tsH/rqYJBx2ztc7DPR92bfpOGHLqV1hYxSE8tgIyc81gYlSAquWSYG4iwq8N/1C44c4IPImTnFMxabzJQCYxW/RXsbXDpZGMGXPk6RN8fS4QHCBCDC8S56dFeq4BkC/EFPdmmNOyFdd22CF/3HoVD6FAgooWjJGWkG3FmU6olirr+gbeT3yNaYEnuJIyYohUsbPDjl79FGAV9UcOfCTErS38+g1GU5kGyN3XrzDssL9GKV2NUvY4PNgbpJtHse7OLSy7ydh6fEHmK/K258KmYPJVZ443pRqNHRKxt+8gGJuxxXaVNUtgYCFWlGUr20phKJDg+XimT/nozRP09g+ERCiFlPTo5GwbMjAoFKCPizlWdmesk5o7FsHEPhf5aWYozDHkUBAD00KYlMpDYa4hIobN59qFJ71FTz+mS6fuMsE639C9FzrL9Kna+S7Aywz+d6i8ZS6uj2Gg0ZKQa1gfclsLpxD4qW1bjHZjQEfV1cs4bhl/fatAAbJ02LMZMWnaDRl+aOOJsfXZBkLv89MAKvcvMgICoNPflMHF/gz87HpgJ54mMYYxMYy45lxaCSEBbo2dgDIWViiUiFHb9y+IzWSMT5WbKRUJMLRmDSxs1p/71G3jMuQUSFCj0muUc0jngNyMbHNExFQAORtHzWDfXRee38f4wIsQcKCaehCwV9pCiNtjWQmh67aVyCkogLBAAANuQ0TAgWWcqbYBEDuBsTnvvknAwIN+3LvL/S3AIT0y9qMY+KFtW4xzY0YcTTctQko+M+opGjZGItyfzDZZMvLz0GDPGgYQC6QQCiWQSITc82QoAB6NnKl43j22LkBijplig0XeL+Wztl0eTo1g30lHIsLx9flADHN5gq4ViBEmgEgihG+kG669rYiLI8egqq0d19blAGMN8oWjqSVu9mal7L9du4ztYffYfFX+DJI7QT8aPw1WxiYKNqe2PvvUrI3lndnvUNNtG5CSncPblO6RXHuRGgREP8KcYE1JhrZOztjefqCaJhptMvU7uBdigYgzqCksNMQ8j7acwYY8dCkBrrJ2CYR0T3iCnuuY6WwzKDd9I0zytLMfRWbfw9SGbWAUtwR4/qXz2PuYHMT5g76T28jMPahFbPo7LLx2FQ/fJsLYwBCdXarh6xaenHO6PMJT3qL7Yf6S2Tr2jjjVf5TW62k7MCc4AIdD+cFcY/MCRIz9TmcA8ENlsOUsLRE8hklR0O99G98tSORhfhoKBAgaPV7hlFzcielLgIubqc/bjiog/gwO4jZSqGKicTkn7u++jzWe+V/PpqStM/jyowYA/vgFlQAv+PQlwP/r50V/PX0G/ksZ+OwAIAluktsshZeXF2bPns2JYJKdtq4lDf+lG1fS51rSfpgDnoXg27P87DK6F6MbV8N8D6YlNTlkO0JS+U0zmto7Y2MzBkRtvHsbf93QDiqq7qzXWLcUhRyYpRnWpsZ4MIGVzB59GoHZ57QbR4SMmwQSDqfwOPctDOTOlEW6NSmwx/kuDLihSMyKxtfB2xHyjp1rJizEV7VsMbbuNIUuBpUakp6TNhh/rkdrTJA5ac66ug3HwvgBQGuLfDwYy8woxFIxfnnsgwIpv1nJJJffUcWiNteWW9BEPQJsCjiWEwVXlplhhBqWZXDGmy28PuRqTMdVHe5GHzuEnOwbWNLsMipYsNK319mW+PZ2WwhNW3DabZ8qPlQWSNc8PmQ46jqykkUSvCcQkC9UNbz+TouOygKpPJCi/c6NiH2vziSV97+2aw90q85Ki2tsXwRRIb9ZiIFhIaLHMDAmNi0O7fdoZ40NrGGJP7uwRafL6qUwKZMNIwt1lqZEJET2a0u8mMZAIxKx99qzgwMLjawJkGAjLMgyQl6yObb17Me5O1KQFl0eadHxhJGBAM+mMsBqWch1rAsJ4W1HT9Vv7dtjRF1WNkrsxw+FnGXluXMjXmvJJZ3/W4d2GF6HldF1Ojsb5hb82pzi9Io42YMZdkw+exSBkc8BCzFAxiYU9J9cIZAvwKNJ02FlbAqJVILq+xdrLb1uWroc9ndgwMmwA9/i1lv+Mlgn8wxcG/cr1+7R21j08g9ggFURoFIilKCuvRlODmWu2/V2rIaT2WusbHQJNazZO5+ab4qfHnogMNFZAQBGv09FB/9tHIgJepzkX3cEEEul2NatHzpUZFq0owMW4+pr/meukUM+Aoax74/QpFfod3wvTK3yYWRaqGCPFeQZIi/TGGf7jUatUjJ37w0rkVVYCI7gq6oRKQacLCxxfcwkrs+/+96+MEKpG1f9wCINpq/8ealh7YjArkwPaNej+/gp6JLWR+npRGYCQsBo7fWrtGqIzm7ugWlNmTunh+8mJGbwl+uqAoBUftvk4Bqk5vGDhXs7DYFHOWZ6Q/Ei6zUWPtmD2GwmiWBtZIGZNfqjjaO6DlxxTUCqbv4TyDPQeI5ojFJTMWInsOddkr0PyGTgN29YL4LQnMknFNcEhDaCaEOIP6TY1XsAPCsr534i8inHsiZdTYqa9g5Y1aW7wilY3s/K0GCsDL2h1i0BuAd6DoGrPXvedInNURew4kYI8t+bqp0mMJCgXOVcXOs+X+e/l3+8fAH7HoXxDqOyjS0ujxqrOHadGKLHD2uUaqvqKeoyH2r7OU1AUnNyMEBvAqLrLStx7UvaOoMvwXoAsMQ9dvoB6zNQIjLw2QHAWrVqISoqCt27d8fx48dLRNL0g/znGShpP8x7Hz3A/Muysh6e6fvUr4+f2jADBb/Ym/jrySniucDEgAEY+WJDSCHEt67dMaQKM614m5XFCWHzQRK0s/5oMi36WAlkrQ0rISrg18SsZGuDKyPHKfpst2sbr8tsPccyODrYW7FQaBv4OyTGGbASF8CmsJCr3E0yMIZYaIDOdm3xQyNWrptbkIm+ZxYjKluz5OPnunYYWZfpWFF8yBHWt1c/tJaxKSYH+uNsFL9bMXmGRE1jZYHpomQsfqrsv2jq+ziNR3N7xircE/4APz08BUERMgmRiXqWdsOqDj25dsRmdNuwhlcDkNb9ZBZSTuZ4fezxcXS0nQszQ3Ugisr+zqQtRN96TJNMHrRAf5Edj9T8dDia2qOyeXmtC7PEzAQ8SQmBUGCIBmU8YWemruvxNDkZ3fbzM0nouSBdMLkoccNN67jSNEMTEcwsRZBIBMh5bwqpxIBz3CTnTYq/Mxt4OGk6p0/1d2xOVe3FGr6LOI1A3hBIETuescZIrqH+pmXIkRm4qLeXIqB/ZzRyYuXc7Xy34mVGOgyt8yHkQGopx9oSZZjAUGqIyOlMN45A5xaHlyLflIddl2eMoB7fwEZmUNNk63qk5vADydamJngwgQFWf+e+vLN3P7SqXJVr60Llz/wzB+k0hk9hDK9hh/1wK0G7G+22Hn3QztmFa9vz6lcQGvC/6+UEztjowYDKc7FRmHD5EKDpwwHzQmM8Gc3a5RSKUC+ASQTwRQ2L0gjsyYCoEQfnIDiRjF9Ir0xGR6MvBqkAxsJCPJ3GwBg296Xsu4tJTioZnRJgVedW6FmTMRq/u7gTc6otg6mwEGFpZVAgEcLVNgX2prmYHtoXG3ow7UW6lw33r0GGKF9jmAYCIUKHTIWtKWNw7r01C/Nv85dzz20Yiwmt1nDt1oQFY92zSxz4VzREuYaYW68LRrsyVmFPv914lPaWUfDkGyO06SIVoFfVWpw7KYXvg3v4Leiy1nye8/ZBNZlGT9fAzYjM4Dd0+bpuW0ypwzRRqby0035fjq0JQwn3HSYlDTmJEJ4VKmFPb+VGg7y8VWFmI9eJhACq2mkLrl3CdpmDYdHBqmoAJuVmoelB7S7APzXpgDG1WY5S8t9j4p1lSC9QBxYJBF5cfwLcSyn1Rqn9k6QkrLgdzDHnqGRwcqNmaKUCqFEb9z1/IjlPAEG+AAL5JpcQkJhKYGUowWMfthElkaQDSc0hlUrwJN0eiTmWKG+ehdq2qRBQwhzvQihkZfQUVMK46PpVkIGGgVAIcnid1dxDscFBbTbfDcFiLfq2dDxw2EjUdGC6oZdjX3CuxkXD3swcp4eN1CiJDHzxDIciw5Gen4dqdvaY3KApKlszZqiuEZ4ej1E3NiDnnQkHAkolAhiaFMDMFEiOAAAgAElEQVSqbA66VqyHBQ2YaZYucSnmBcad4Hc7LypvsfDaFWy7H6rRvWfFytjZp7/O4KO8o3uJr7n3KTErE+UsrTgtwUYyvcmiF0vLz0H4u0TuWm525WFtrA6G6jJ3apuel4vfr15CSOIr7pnoX6sOJjVuqpBI0bU/Xdvniwvx4G0isgpEqFnKARWstDs5x6SGIzolEjamNmhQwRNGBpqyMXR9YlqHvUlEnrgQrg6OJYapp2vuitu+pK0z+OalBwCLe7f17fQZ0GdAlwx8dgDQ3Nwc+fn5IAHOzp3ZQl4f//4MlLQf5ssx0Rh7QrsGoOpOuFgqwfDgxRALX8KASlFp8SIVQCiujD0ec0GLWXksvXkNa0Nvq1f7SYHfW3fACDclo6L7vl14kpqkUXJHJVIDatbBEi+lrfyvVy5iJ4+gvP+AwXAvr1w0P0tNxO9Bf+BmfCVFmae9SQ5qVsrEnq5/KcZ4LGo3Zofyg3UOxnkI6cfMQig+xIhq7lQR+/oP4tqNOHIQwfFxvA+6qnFErjgbv4ZrL5kaUnEmGth5cv38GXYJm5/yu4i2dKyC3e28Fdcj1ge51xYFb1TZf9x9S58L5B3mHafUpBcM7JTASrooA38924qIDKVQfEPb2vi65hhYGDJdP3kceLIExsZ7YShk8G9ugTFsjOags7P6Qu6782dwMCJc4/obuvVE52pK3aVWvptQYPcSpWyzFCy4QokAr+Ps4e3SFsS+pNgVdh+/XOVnGlHeSVeQ/ktAJrmNEljKF1QGNK4RK/lre2gNYlPVdbHk51DJ5YtxStDoXOQNTDpDzBhVNqsUHSpZYEsfJdBbUFCAWhtW84JrZ4aNRA3ZovydKBvtzv2pUbYpv75fq8mobcOMdCacPMqZcfCFR8VK2C1jcxKTkhiV2oIW+7Vk1/8Q4O1sa4cLsrJz7yP+uBnP/w7Rdfb1HYjmFStxl+x1+WsIjDRBMDpWxcAVq1qwMumTsRGYdu0Y7zCtjEzwcPBMbrFMMhnVDyzWZhyLsgIbBA9mWnSTjs/FuXh7VhKvKO+VcgxDG0G+QluP2vo9voZ5l4gpqX4vG5a1wKFBynspzliO6y9OYtatDkgXsUU7lTPPcbuNEbWNYOa4n/vsXV4uGu1foxVQPdFzJOo5lOXaFqZNw5BAU9xLJbBSGbVtU3CkWyKMHZgBxZrH17D5xQWt93JuzZ7wrsme49GnDuFK4nMILMSKd4gYxJIsQ/jUboxfWnXg2n1Ia5SOXxwxGlVlzrFvczLR4fQG5IrVdVYb2DnhkJeP2rhW3wvGqqdXFOxlOmhWaIaT3cegso0SOGq5bSNe52apMzoJqxUDpIlKJgYUZCpC2oJFGZoEHJa3tFKUeOYUiOC6X3tp7VKP7hjgwvr0jTmD3bHnePPpZuOMFY0YiE5BZkuzbhzH+QSl0YSbfTlsbN0P5cyZyRLXTpSPertWQExidipBGqIhQyfDUWbIRIdSUn0x/dxDhCQrtRpbOiZgtRdVjTC3b3nMunAKR6KfqLE5J9Zriu9btlG0uRB5DhPOPOKdD30Y7DMc5awZI3aA/z7ce8OvW6vKvNTa2T88MDpwH65EvVY6AhFR1hC47jMejmbKfOpyGb5S6UZly2FX34GK0ngqo3ffskGrU7OqSYwu19alrf+L+/j1/hmICCAHYGFojMVNeqJLBcb+/5jwOXEIQTGkq8i+v4g9/p1nK0xoyKQtPmU8THqDSeeO4XWWcuNqfH13fN+8jVq5vagwD/PPL8PBKCXY6WyVjY09eqFaaXXGLZXpkgxKWh7b5DIQCDjAe7J7048GaD9lDv4XfZe0dQZfTtQAwB++oBLghfoS4P/FM6y/hj4DnyoDnx0AdHR0BLn/hoaGokED9R+0TzVpfb+fPwMl7YeZFtF1N67hBUToD617E6bAyoT9kXYk/hoOJOxWLCLl2SYm2uAKI9C3ItOXo9KrgYf9EPrmtcYN6USmFd2YaQUF7b4vuHaZV2psV58BaFWJlSml5mSjydaNgEACAxMx876UCiDON+R2zB9MUi7QFgX9ia0PNOlDlkb52N23K+qXZWWOq+8tw6rIfFZOm8/YQMRSIVCA/mgO6zsZliZ2eJOViZbbtTv20qJT7jY6PfAETkVF8j6IBJBGyRhe1OD7u7MgNdYETwoLjfCD63rYmbLF8dTgQziT8JS3zwoWNrjaQzl3akQ6fIuDgzj2AbE4ZjZrqab3xN2j1KFAgSbzgbuIUX0I7VlJKwFmPzxeoQb+yQfSxK4e5rmy8kGKwOg9KBQoAVb552S0UNVqAxqUZQzR/MJC9PLbg6giItx0rKhT4bBLK/HeULPsnJiAEyuNQh9nVl76OjMDnXbvQLZYxLkAM9040uAD+tasgxUy/TBq+92FszjIo0FoYmCIs8NHoZKNLdfnotvnsfnBfV4nXktzCR4PVwKA5GpM7sZFw0goBJWnyxlel2KiMe7EUQ0wiIbrU78hfmrTnuvicXoCvK9v4vQzSStQWmgAKoszNC/gWFR/NhyILk7MBfgU5+57kvf5WNKpC/rXZnqbpF9GOYrLeK/Rlkr+Tg0bqVikNd26ASk5/KWT9cuUxZHBDHSecPowLjyn+8PvVry1d1+0r8wYgG2P/Ayb0qka16Y5VhW1wqoOg7lj6x7dwJIH/I7fdDxs0EzYmJgiRyTCwMB5eJpbSqNPMnapIbTDsYFMQmDh9b3Ydj9RBfxTnlLKMht3xzATEHncjI/AtMBAZIrEoHs4pK4z5rdmhiLyuPpoIiYHVUUeJ/qnHr81voHhHoe4Dx+lvEHPE/yMVzq+3LMb+lWvy7UNfXkYg05EM3fdIkYLu7qUQavqDAw6m/AYc+5pLzvf3HwkWjiyvNfzXYkc0xxIqeSY/ke3ikqrDaSoIiyNS4MZS3Jn2H38qgVE567p7YPqKi59Gfm5mHTtMCLfJ8FQaIAeFV3xoztji8sjsyAfPc5uxqsczWduQs0W+LY+Ax9Jj636uuXgtAFVdy9kj5VP3Yb4pQ1rO+/iOex7+lBNV1DugyKUCvBCxrKmtsQkPRev6QhLQPLlPhPgYMbY37NCN+BhBr9zrLHABIFtmfsyxVfXj+H4S83y2rqlyuJo51FqTCuRSIT2h1YhMYcBPA6mQpztOxm25laK/ug7dviRANxM0Nw4akXu6b2VTLSVd4Kx8r56CS7XkRRY0a47+tZw5f6Z+f4QOhx4gpQ89Q0aOtak9Gv4DZgIgRHbaGmyZT1Sc/kZxP1quWKpyiac2s39f/jHjbg4eB89yPv1Uc22FM7LzJs+5lLEBLwU+wIicSHqOZblflvkMhDUX0RKMmgDUlss9+qKPrVYPj9FBL2JxthrbJNANQwFQhxo7wO3UmyDR5f44fI57H/ED/zu7NsfrSoqy7516bc4bVNys9H5gC9SZUCd6jnfNWuFyQ0Zc5pi0cUl2BquqY9ZwSIHp7ynwsqUfae/TE9H9/27OAZg0firY2cMcGXfm/+1KGnrDL77owcA/2tPrX6++gz8bzLw2QFAsscmu+7Dhw9zFtf6+G9koCT+MNMOq8/RQ2qlo0KBACs7d0OPGrUUN270rfnIw1veG2mKMtjRnO2chb19g94Be7Xe8OsjxqOCzMGUwEICZA6psMFozfdNy1aY5K7csZ4eeBKBseGQSoSQqrhpGhgXQlwgxOUR41BZJlDfZvvPiM/iZw4MqpWJxV5Mb2nfk8348W4q8N5IHRgwFsO8VC4eDpjPlaJSiWf1D5iA1C3tiONDR3B9rrl9Eytu8SzQAG7OQT5ssU0ur022LYOH2xPYWSqBFlGBAYLDa2KBx0h0cmG6YL+EnsHu5/xgXUN7JwR0VGfcFOdNk7ybAeSf4W9q0gFCuw3cseisOMwJY6WMfLGx8a8oY+rAHdoa1hNlrPgF3d9mtsS4+uR6rL3kjI7Rc3d/wlRYmTAjhO5X5wACft246ha1sbKxkpH17eVA+Mc+VFtMGkiEuNBvLKraKkEi0tEi45eQVwmKKVHp8TKvruiqwj4cdfYAbqREoSCbypKUABeVqEEoxPMRrISPSq4abV6vNUcTGzfBdzKmYo/9uxGenMTaqhPMYEHlz7LS2oj38Rh0eQty31hAIlKC2QJDMczKZuMX9y4YUIkBqhR/BV/DRmLcqgSVuxGDV1Vzlha9Y44dxttsZakjPZcEMjjL2F3UxZCAA7j9Wpkf1X5VQVqfM7sRFCmbj0YGpAgYNAiNyjIGYKfd21Bg9ww2tsrnncC/V3H2GObciTMdoPB/HoZvbwby5tNYaICIoV9zIAttXsS/dMf3zzwQkq5kzJkIC7Gk1jXEZtXC1JasZLaT3zbOsZc3hFK8mMYMGSgy8vMx4cRRtfnbm5lhU48+amV8Iw7MQfBbdaaevI/q1mk468OMMoLiX2DkhQD+axNDr2Zj/NySgVuzzp/G0WcRvG07VnHhnJopfr99Hv5vtGu3Tqnshcn1WRmu887FDPgj0xlFSAHLQhgZCvFsJCtlX3vnFpZ/wEiHzIbIdIiCyprnXTqvBqQTuEJMvT61lOyloy8fYU4IP5uT3MHD+n6rAMyqrlvKzF5UDFg4vTwh0MW5OjZ2Y39HjT5xGJfj+bVoSXEvegqTWaBIy8vBqIv+eJTKdP0oCPxb36YPWpVn5e4UPc4tRK6RJjhNxwrzjXC1C/sOTMnLRpNDq1XyqP7/7u/ojeZl2PNe3KCNA9pA0Bbnh/soDKEa+q7FOxE/WOdsZYdLQ5lkhjT/GkKj5mHi9c54J1IaBLlYv4Nv61MoX+UiBEL2naht84KOkbatnGVd3Pno0q7zXl8NN1bV82OmK++lLv0Wp21yTjaa0aailqANSM9KlYvT1Ue1GXdtP66+4Wdu969Sn2MC6hquG1Yhr4Cf3V6/XFkcGaisFtC1779rv/1hKH67wS8hUMbcEiEj2WZhgVgEt40rOPkYvljRrix612PjXHLjGjbcVf9dk59Tp7QjTsj+7vq7sf3bjpfEdUbRe6AHAP9tT6V+PvoMfBkZ+OwAoL+/P4YMGYJ+/fohIED7H/9fRrr0o/j/ykBJ/WEm3b4Vt4I5zabyVtaY2ayFAlCT52bojdmAkF98HRJL7G/Jyq3OvojCxEDtupeH+g3hXNfkQQyIGwlxePAmkSvTJP2dOjITCHmb7vt24Om7FDXwT37MwKQAf7Xuhb612W593fV/IKeQX0umY6VUbO6ziGsXkfwcPfyOckzColHLUYzTQ9jCmKLZ1g1I1sKI8us/CE2dKnLt4t6no9s+/h3r7zxaYWJjBmomZLxHa9+tnHunk0MarM1zkS8yQkJKKeSJjPG9ZxuMl5WiPk5LRP8Lvrzafn817Yn+VRkTTJeQ5gdD+o4ZJBQNgd0WCExYOdnt1If44+kmrV0vrDcLrtYMqNz5uA1Kmb/jbfsmoxbGN/Dnjvk9fsiBB9pC1WygK+nGqdqHqpzkYOSEnS0YC4/KyLsd38HLJHGxtMfFAWxhLA9iHFHZ7LPUZM6FtJNzNVS0Udcq6np0G55mJ0EolsCAe0YIjhCgQEhlVQLEDGcmIKT3RMLr2oJAxXXd2GLOXc624SHMER8iWrbgjXgfi97+fijM1WSXCY3EWN2rDbo5KRkV1DcxP8nZmUC1Jk5OaKJSFq86NnJAPPM8kivTqmBtw2mIyQFXeTtiWfmF8zNJfm2rLOP/+moAjoTxg77cM9G/J1o5MabRjgf38HvQJVhZ58LMPJ9zrc3MMIOg0Bwnh45QAJDnY6IwPugQr7mHUaEhokYzsK5AnAeDZDdQSfil1Ip4lm0HS4MCdHCIQyWzLJxOaoseboy567Z9GXjMPmXTleLFDCUAOOPMSZyMJNdt9SA2LT2bcu3FhhsX4b2I37HXzKAA4VMZQHwkMhyzrp7i1TSEGBhWrQEWtfXi2g6jkupX8YwFV4QBSFqnxwczBuBX547jfNY9GMhMgVRHKi4QoK99cyxs24X72Hnbn0A2/2JbaCnG8zHse+7v3ktVBqA2wxD6/j422Bu1SzNDiE0RN7DkkXYTkDu9Z8POxFzBANTmvkzf7cs7MRfg7y6fxYEI/meTXquYKcp7Se1Jk+xsXCTIjKWUqTk6V6qBsioMPGrT8dBySGwTNHRW6di7RBvcG/Yzd+0naW/RPXC7xrMh/2Bly17oXZUxbosbQWREcYyxRflid98B8KjIgKiaW5YjX8qvo2lnbIb7PowNLpWKIE3pidTsRJxJcEZynjkqW75HlwoxMLNoD6GdUhuRSqrJAKRoEKB7YsgINdZncedU3HZNiGmcy880puf/+dSZMJCZNxW3T13aTTp5DOdePNc4xcWuFMeIVmUM6tJvcdr2PLcZT9/zb554lKkK39a6g3Uua5Zx3/98UcHGGkGj2Abkp4g/bl7FprA7Wrt+MfFrboMvJfs1mm7T/nv5XRNTTGzBpBtIzuSwFjMb2pS5M57JRvzXoqSuM1Tvk+ocKs/7ckqAXy7SlwD/194n/Xz/XRn47AAgpdPb2xt+fn5YuHAh5s5VOo/+u1Ktn422H7X4+HhUqMAv6F4SszYm5GfkSvm1gswE5bC9GXPSfJz8Fj3892id4s1REzhhbF2iW8AWPH2dofUUxjRiIFyHHT8hJpNfeHpo7Wws7MTK/bQtfOiYMenGTZ2pKIl8l5uLVju2IKdQvRRFld0lH9y1l7FcSSYxieRBuoc/t2mv6I/YB1RmWVTHSt5+YtMm+K4507ejOBn3BHNvn1TT3JpRpxXofx/rKi7N2Q9pBv2xI2cMGEBg9T0EFiMV143JTsDsB8ryt6I3YIv7AjiYMFbQlrA+KGvFz8xJymyNsfXZopPE60cd5V/wEoDwYOI0hU5Tj6vfQCrg142rbVkHSxsxd90Zl07geJwW10spEDniaxjLjGeK+9yNOx+Aiy+jgRx1J0+poQSGVlJEjWDASWZ+HupvWqe1W3IvJS0tCg4A5CmRomNCYi9NZwYXF2KfYcJx/rJeOj6haT3Mbc5Ao08RH3JfppJiKi2mmBd0HH4P+EsnCcE6O2IkqtsxMCgpOx0eezdBnKcEo0jrs2o5A1wawMxPKPoc3IsH6QmAiayUW36ASvWzhIgYPxNmxsYcA/BtfEOUMeFnRK153hVfea7izm64+3e8f6dZDknHjE0K8HQi+30mZm5dLRqNdJxKyXvXZAy3DxmlqLrRkmvs8CMHITWTqIOAYkCQK8TYho3xo2c7rs+vzwficMQTjYJqWtN3rlZNwYJbdPsStkXfhIlpgZrjuVgsQH6eEb6r0xET3BhA7LxuCTgnJJ4QGknxfDIDzG7Gx8H7CH9ZMZ19b+I0WMuYuR13b8eLd/xg/4RG7pjryTYQTsaFY+YtfkMG0ju73/cb7juRNoGqrVmuVSeR5r5BxgDcHhaK34L5mUaVrG0QNFx3kGP4KV88SE5A6QrvZOY8LFnpSZZAjg1CRzMmGjEK3Q+t0jrOAK8RaFxat9/86LRUdNrDtB35QpV56b5zHVLy+QGz6jYOOD9YuakjLYyB9N0kQEx6cLIwbg6B7VoIhEqGPOX+z+AgbL53V9HMwsgIy726KVjoWgf3Dw+QGRSxkrXFp2QA0jVJB3DyqeO4maCU4iDwb0vPPgq26z+cotbTJwX74+JrfrmQwVUbYoE7MyvTJepuXI0ckWa5LPXh7lQe/v2H6tKdTm13P76P+df5DeWcSJtzOPutLhQXoAFnmsVvsLWmYwV0d2VyELQpveb2Ld5xuJUpy5m//RdDDwB+mrtemJ4OPQD4aXKr71Wfgf9VBj47ABgUFMSVDs6fPx83b95E48aNMWzYMJA7MBmE/F20bq1c/P9dW/3xLycDJfWHmRYhux4+QEJGBspYWGBYvfqoW4SFd+bVbfjGbeXVABxdeRw6l2fsNlpQjDgegOs8mkZ9atTGShmTQ5e7Nv6cHy4+1e426jdoAJqWZSyJFTdWYs1dTZaEnXEu9g3oj5oObAE/5/xpHI7gL7ej448nz1AAUfRvep833buD63FxsDc344SoVcsmVedDLKuQV/Gcdo1raUfUsGdlsvJIyHqPVrs3Q0B0siIhFUrxU/t2GO3aWO1ISl4W7iYncILhbqXKoYqVpvaZLjnl7pU4ERDdY6cZN4TAQF13iO7lb0/W4UG6Zp5aObhjdk3lgvNS7BFkSxhTRjVEhYZwLbUdtR2YFmpSThZa7tgEme65WltHG3PcGqUs610ecRgXk69o9EkaaasbfoPq1oxJOvz0AVxPitU6/ZsDJ6Ociuh+cfK08cEN/Bl0gxektbY2xAMf5oRL0ffAXq70vWiYGBhwLAVyIKbofmAHniSl8V7exFCIp5MZEHY4Ihxzzmsp0QYwhsp7WzPQ6FOE1+4deP6Of5wdqjpjS0+mh7ck+Co2hBLrg18D8OywUaguMxZpc3QJ4rIKQaw3FBKNUsr0GoXALLd6mOHG3Gib+27AG2kGO07ByJcsCgUI7DMatR0cOQ3AJUHjML+u5gIxIdcSs0Im4NAQVnbW7uiPeJVohcICTSZcxUpJuNqHlXj+nd6nKrhVa+0KiCR8XudsuDEzGGj0OOktp3nJudsa0HyY8zPlgTYAVEHFKaeO40w0P6CqajZ0KiYc029Saa2UA6yIJUuGTBLObVYA37ZD0Lq8M3f9amuXQcswYW5shMeTZnDtqKx34EE/zsGzaNAGBjE/5eG+eb1ClL9o2wGudfBXRwYQ5xYWoPf5rYhOeQdproFCZ1VgXohZbm0wrQ7TjSVGbo21K7Q+yqrurWm5OehyYCeScrI12i9q0wnD6tRX+zwxMxM7HoRygKWtqSmnidlCZkwjb3g/6SUGHiSGshSmFiIIBFLk5xqhUGSEr1o1wFcNlXOfe+s0DkSHaVzbvXQFHOg0XM3sQOuEihwgSYKLMZqbJ51dqmND916K1lsf3MGCkCu8mrmbvfrAq2p1tZ6JCQhRCCBJBgwqA0YNmbMwT9DfAI+TkzjWWzOnCihl9vd/pxZ3ftraEeu/78F9vIfdSpfBsSHqBij/9Hp855MMCbG4X75Ph6O5BZpVqPhJmX/yMdxOfokRV/ZAUgROJpmDwx3HoqYN2zjRJf64cRVb7iqBXNVzAwYNRaOyuusKFvf6JIXR5eBOvFGRl5Cf+5tnB4ysy7SXKVYErcCaB5rfnS7WWTju/TXMjJjrNWn7dt+3G+/zNc241nbtiW7VlYZhxR3nv6FdSV1nqOZezwD8NzyJ+jnoM/DlZeCzA4CkHfaxzBw6r1CLS+WXl2r9iLT9qJUUBmBIQjzGHD+MXJVnjoTvV3ftAVqAqIZv9GmcfnscBjKXV7FEiG5lesHHhZVnyYMAsNkXA3ExVrmo6V29Fha384KZEf/O74eepGGnd+HWcy1MAYEURwcPhZujsqz418uLsD/cACIJW/A7WWTix7bN0NlF6Src238PHr3h1zSkheDTKTN1Zo0V920QicVosHcVcrPFnD6XnAkoNZBCairBvm6D0bLcp9MfKu44qV12YQ5WRe7CnXfKsjsC/6ZUGwZTA/USyGORmyHCJpgaMhZCZr45KljMR+tKSjbDiRcRmH75BAR5Qgg4wIIV15IxgdREijtDp6K0TJyfjv30cBfuvrurdDCVGmJm9eHwKs8MQCgWhlzGlgh+rSAqK4weNYfTc9QlBh/fgzux/M8HgS7PpypLDclVuL//PjU2C7Fo9vUbhHplmMMrRb/jm3H/pdIhUXU81pZShMnKW1+mv0O7XdpLDamkWFWvUJd5FaetttI4OlcVBPuQgyi13dqjD9o7MzMK5z2LFK7cRcdQycIQV/t+w33cbM96vC3kzxE9JmFDZsDGzIzbaHBesxTT3EIxrcZ9GMmcyZ9l2mFqcCfYmtXGYRlDpO/JJSgwTUD0i7LIz2NgLIE85Z1SYWWVg9OdGFMwPuM92vhu1Zqi1pXJlGEAd9x1/SqtbtJ0/IUMACSWUaNN60jejjdODR2hKJn9kNQAse+IHUuxKjQYq55d5e9QCvxSvzNG1mUbCKRzRoxjvlDVL6Xj1G7mmVNqjKghderhl7Yd1ECRfv77OMkGvvi2pScmuSvL05fduoZ1t9XfTTMjQxwfPAIupZSbGO13bUNsOr9Oo6qZDV0zMi0Fk88cR3Q6A6kJNJnVtCUmNVR3Bn2elsrpWcodROXj/aVNe4ysrwQk6PPDz0Mx78IliETse0IglGJIw2pY6KE0raLPqaR4/u2zOPjioWL6nmWrYJVHb67E+GMiMCoS0wJPqEFBxAhe360nvKqp/wb/dv0StoeHKkBAavete2tMavTpXV4/Zm5/dw45uP8cpFImLgWq2NrigrfPJy3//btx/S+OB8Y/wQ+hp0BmORT2JhZY2qw3PMsw8P5jYtb5UzgWoTQNMxAKsKBDRwyurbtUiK7Xf/4uFZPPHUfUO6anSX9HftW4JaY2aqa2HiIW4JKrK7EtnEzj2PvmZp+Jtd2GoYKdOqgX9iaRq6igzWkK0uv9oVVbeNdTB/p1HWtJbv+vAwC//wmGtsx87XMGxwD84zduCCVl/fY586W/tj4DX2IGvggA8GMTQwAgsY30UfIyUNJ+mAmIogWvqimAPOuWRsa4Nnq8QvOKPs8X5+DM6124nUqMMCma2NdG1/KjYGLAv/AhTTzaEa5gZc1pC35szL56DCciIyDm0UQztMnD3s4j0URWAiy/RkJGPO6+ugNLYwt4VmoNUyOlGDq18T7mj5sv42Bikw9jKxG34BOLDJCbZgaJyAB3x0/+pCyIrY/vYMGdy5zwPfc/+jtYALRyqoKdXgM/iknysfktznlv81KQmp8OR1N7Rdkv33nv89LxNPU+DIVGcHVoBDMj9WfDP/Ihvg0+o9Q5k89dhs9d7T8ela1ZWbE8EnPTcCc1EuaGpmhV2hUmBuoaj6GJCeh/ei9jWBWJ0kJL3BnJNIXk8eJdGlbeumy2CYcAACAASURBVIHI1BSOndezZi2McGuolvP2fpsQm6RF81IgxYvp6lpj1PfT5GTcSUxAJWtbkINnUdCxrf9SvHwjc2JVHZAUMLfIR/jYeYpPCVC8zwOylLeywvXRE4pzy3jbXIx/jh0Rd/EmJwtOltYY79oUnuXV3SGJtUa6hvT9oBqku0TC62VlJfx9/fYgLEkbiA780cGLc9+kqLp7EaFuvGMqaybEzf5Mz9H7pB+CU7TrCt4cMBnlLK05V+OaMnMeG5NcuNi8Q2aBMaLeEagkRJ/atbC8EwOeI9PeYPb9RTA1LUBuLpUPC2FqKoKhoQQ2WY2w1YuVjT4h+YL92uULSC9xvYyR1WLbJt7vTeqHZhktAwDzCwtQd9MqUHmuZkhxceQoVLUtzR1quGkdL9uFjpkbGuHxFMbWWxt6C8vDrgCmPLBirhA/NfWCTz0GkE88eRTnX/CbDUxu3BTfeDAWnjwIWI19n47k7GxUtrFFGUvGxlGN0ccO4epLfsatqnsqvV9kMsEnS9a4XHkcHKgsSdTmZl3LoTQODxoKU0P1jSNiLBLQkC0Sgco25U7bquPsc2AvHvIwc8nh/uxwHw0Gd26BCFdePUNuoQge5aujjLn236w3OZmIy0qHo5nFP2Jj0/hb+W5Bep4my6mUqRn3G1x004wcui+/jIahgQE6VnaGlYkp73tVUj7MFYmwN/wh98z1qF5TbdOkpMzhY8eZUyhCVEYyJwFRw8YR5Eb/TyMxKxNXX8Zwz02nqi4wN+LXRP6n1+E7nxiVBNBnF4jgYsv/XsrPS85MQGzaM9ialYKLQ32tm3T0XR+Vlor8wkLOEEcuRfApxl8S+ixp6wy+nKoxAPUAYEl47PRj1GegRGTgswOAV69q2Z0vZvratGEaOvooWRkoaT/MT5KTQM6k2oLcQVtXZuAAgX+7Yr5FUr76wq+0SWWMqrpEKwj4/3EHD0U9wjdBJ2EoFqCQ0xAjEEUCQ5NCiE2kCPf+ltsZ1iWW376O7S8ucQCgakglQPZrGzwbrzQB0aXf4ralhfb2J6FYef86MgtEHPjUx9kVv7XoCEsjfnOB4vb9Jbd7nPIGPU7s4h2ijbEp7g6dCiMhD5L3gUltvXcXC65fBsxVdNYIdcgXwEBkgCdTvoKJ7PmISE7C4IADyCpQdxce6FoXizt4KZgK3QO2I+I1v84ZGXE8n6z789HQdzHSM2RAhhwPkqEjxsaFeDaJgWAUC4MvY0vYXQgKGUOUc0Q1BNpXrort3ft/1C3e++wBfrh1Vu1cGsbKVj3R25mZ6Mjj9qsEzqGbSuMoyISCnJKrlbJXtPkq8CRORGkaZsgbnBwyHK4yKQHX/YuQywuCAZ5lbbC7IxN0X3vvJpY+DOKdnyGEeO7DmIK00Ky2fqlWfbuedatjVXtl+eSpFw+x+tlOWNswDbUCkQFs8upgZxdlyfnflaL+1rYDhruxUvbRRw/hahw/CKYqUB/0KhI+h05ovV+zWjfE9AbtueM99u3CEy2aaFVt7XBx5Biu3ePkN+i5fzcEFhLAlKslZoA6ldnmCHFh5Bg427L7ROXHBOjyhapBjS4PlMf2zSCQgS+G16uP39p15A75PriH34L49froePjkGWrg1tGnEVh47QpSZcYQ7as444+OXihtbqHL8Li2xLxs8AFtzgXtOnJSF5876D0bcuiA1mEEDByq5j79ucerv74+A/oMfN4MlLR1Bl+2NABAmy+AAfhezwD8vE+2/ur6DPzzDHx2APCfT0HfQ0nMQEn7Yb73Jh4D/P3BlZ4ayET36T+0UBcDa7t5oXs1Vjpy+e0u3EhhTq5Fo6XDQLQrM0rxMYFbOx7fw45H9ziWDDEAJzVoioE1635UaXxkSjK67JODRqQbJgUkTO+KdKweTpyuM2NuZ/gtrI7jX5gLREa42/uX/8kjSEyW1LwcWBub6gxi/pMBkr7Or1cvKcr9mpavwOl8OVl/PFOzuOP57nogDkRpOnkub9Ud/arp5qJJ19wUeht/Bl/jLi8hOqUMEBFytErgyZQZCgZRvwP7YGd5FgNq3gW5tUogQGyGA5YGd8XmHiPgWYmVXv985QKORN3Ct6530MUpBmaGhXiSbo9FD1rgWU4ZPJnANN50icY7l+DdezYmVVYUDddIBQDMyMuD2+41nFScwhGWPe7cv0/0Hg43x3K6XJozMGjmvx4FeRIIqMxRxryUmkhgbmaI24OnagDP9B6/y8vl3LmteVhGRyKecMYV2uLqqHEKd+U9kZcxP+SWhn6ZkUCKW/2noZQpe+4IhGuxfz1z3S6UoaT0H0MJvmrgiVnuzFCF3psau/+E9D0BqkXYdUYSjGtWDvMaKTXEkrOzMPxIAF6kJ0MglMBEYIofW7XD4LrqpXELgi5j+wOZLqbKxIh5GTRqnIKlsin0DmeewBfNylfA/gFMyP5i3BOMP6o9RzM862NmIwaY/XLlAnY91NSXo2O9atTCyi6M0UimRI23rwM4QJXpKLIaYwGEhsD9sdMUzs4fAhW9nKthY4/eOj1H1Lj5to1IyuYvKx5a1w0L23fi+tx2P5QD9LTFw0nTFfqY8jYE7Kbm5MDC2FhNg1W1D9JWXXz9KgKfRyK7oAC1HUpzZYGNyik1zkgr0H3LBq3XVnWz1jkB/48nfMh8hS7j138wmjrpZizy/zg8fVclLANkqvLb1Usc85U2vQhE/7F1W16GbAmbmn64sgyUtHUG343TA4D6x1mfAX0GPkUG9ADgp8iqvs+/zUBJ+2GOzngGr71HITbQ1EcTFAJ7+3mgZdmW3Lz3xHyPlzmaoA0dq2xeD8OrKt1i/wwJwoYHmppsP7Zoi3Fu7n+bx6INDj55zLGRtMX10eN1LjGedHE37oiUWjlF+77c/kdYm6iXDes88C/0BNL66uO3B4lZ6iWujhYWOD5kOBwtNMv+/j+nQuDN+oe3sD8yDCl5OahqZYeZDT3QtUrNj7rMndcJHKuPL1wdSuPkMOZsTKVE086OxtDatzSqUdNFZniRthqzmjP29Znn4SiVOwnupdXZU/liAyyJmICfOiqda+XXpXml5ObAxsREo2SR2vQ/ugX34/jdrG2tJLg3mrHbTj1/iilXtLPGptZthm9VXKLpHALrSCydABQ7UzMNoD3oVQxGnQyAIF/zXZeYinG4rzcalVbqaMr7TMtlAKCNqWaZYUz6O3SQaRVyOo4yPIoYi2UsLLnyRTpXHrufXcLC0FvIlwFXjmZCHPAahSrWSjCTxj/u9BFcilM3RaCut3Xri/aVmaagVCqG18k5iE5zhDTLkIFh9H/EiLMQ488m5hhYfSbXlgxDmm/fhCyROuuTjhFYRaCVPE5HPcPUQE0H5u7Va2BNlx6KvJJW3vFI/u8PcjkPHsPKtLMKiIm2FhJuw6JoSHF82FDUdWB59zl6CEFaWIWNypZDwKBhXLvrcS8x4uhBthFCKDGhydQ9/VssALHGGpdjfc6/fAF7H/GDit95tMLExrprxw0/fBA3eEye6HqL2nfCEFk+7ye+Rv+D+3nmDdQoZY8zw314j33oQ3qHRxwJwO3XCWrNSAdwb/+BinnT+9Bh9w7EpvOzeOl7rqjRlc6DKcYJivcSUtiZaL6XZJ7QYttmTluwaJgZGuLm2EkaJY/U54fey2IMS/NJlEq57y4qQf2vl1h+TP6+hHOepaaAdFkJFFcNAsjpO4FPf5mczzPy8+Fgbg4DHXVyv4Q5/xfHUNLWGXz3SA8A/hefXP2c9Rn49BnQA4CfPsf6K/BkoKT9MEe+j0TnA0fIS5L3fu7u6YFW5RgAuC/2R8RkP+BtV8WiPryrLOSOxWe+R6t9W3jbkcPgnRGTYaOjZtHfuaLeGjtRZ9Cq69F1SDJ5zTtOqRS41uknWPxLS3GpLI/K8/hCtYSvJL3kfOWopPVFoEl9mREHAXQXY+rAxIBfY/X229b4phkzgZDkHAIyvudNQZ7ADeZlAhTHOMbro3tYcfcGMkX5HBu1V7Va+L1VR1gZK8u5V90Kxqrbmq611JF7+XLwH8AAnnMxURh/8ajW9M+o3wJfN/FUHA9PeotvLpzFU1n5aDW7UiDjhPpllcDaiegIzDh1itfVmMC73f0HwNNJqQXIVwK8tFNXVLdXlgDTAIgFt+FxCKTk6CsnpBUIsaNzP7Stqi5mf/FFNH66ckEBPJOzLY1TlXV6NS4Go04d4p17RSsbXBvO9PqkUgl2P2mN3252Z9qgcn1BgRQNK0dhmUd9VLVjZcXzLp6DXzj/5oW5kRHn+M3dc6kUZMSRmpvLe33/AUPgXp4Ba7399uCRltJa1T6Jrea2cTXEUqlG7invF0eMUWjRkRnTldgY3ms3Ke+EAwOGcMf2PwrDD5cvaH0+1nTpju41anHHiS1Iph3yUm75SQ3LluNMauSl8bq864MD/HDnNb8r+8+t22FUA6VBD7GRfMPuq3VPcg107QYqz2dxr3/06RPMPsfPqKT3/IjM+IX6o40BAguLalmOb+SO7z0/vcxKRGoSZgcF4klqEjc9F5tSWNK6CxqXUQfa9z96iB8un9dIwZ8dO4OkCVTj7utX3GYYge8UZOSyxKsrahZxmi9uPqnd5dgX+PESvZesrJueNXrXK9rY6NKNvu1nzsCHvj9+bNUWYxoyYyAKKpGne34q6hm3f0Cg7+zmHiDH7481MPzM0//PXL6krTP4bozqHKrM/QmGX0gJcOxivQnIf+ZF0k/0X5mBLwoAzMjIQEBAAG7evIk3b94gJycH27dvR+XKSpfP169fIz09HaampnB2/ngHsH/l3SxBkyppP8yhb+LR/7if1gyv69gV3Z3ZAuRmSgAuvfXlbdu+jA9aODB3zAux0Rh39ojWPo/08UbDMrqVL77KyAC5RBZINEXviUkS6D1K5z9ae/hvRaIV/2K7IMcQV7p+h1LmH+fq+KU/skMPHUDIK3UGjXzMRcX55Z+n5r/F+4I02BmXhp2xwxc1RWJ2Nd+6ETmF6swHGuQA17r4q2NnbrzpeekIe6Od8RSTWQU+9c5xbSUZC4GcncgVG2BPlCtSReboVTEKrnZpgMAMwjJKVtW2h6H4/Yam1pmHUyXs6j5AwayYfPoozj7nN2Qoa2mOG2OYHl1OgQiuvqtYCXDRkAJXBo5FVVvmoPoyPZ3TeSPgUTUIhDo62Fuh2UflklNPa2cV7u47AB4V2W+SNhMQMiU4OUxpAiKRSNBk73qkFDBdPdVoVaYK9nQfpPiIWGs+xw5xIJtqVLS2wYmhwxUlxhvuh+DPW6ycmy8ejZ2uAFWnnfkBp54rnWTl7Y2Ehbjo3R4VbZpwH3XbtxNPU1K09il37E3KzkLzbZu0tvupdTv4yMCtgQf3IzSRfwOBHKAfyUBF0lntdmgnJ7EgJPaljK0nMZaAHKrXtu2BHjVrc9fc8eAefg+6rGGaQY/BrOYtMb1pC67dilvBWKMFSKbj8zxaY1xjNncKAgGX3wrGvcTX3LPoUbESZjRtwcsIKo4JSJMtBJJq3nO61iDS0pS9b/Rv6u9A+CMcfvoE5A5PGpLTmzYHmXt8TPxx/Sq23LvLeyqxAJ9OY6xPeRA4vvZOCMj4x9bUlPs+GFC7js6/F7qOlTbCuh3ZiYwi76WZoRGO9fJGzVLK+f9w6Tz2P1a6CsuvVXQzhvRL+/nv12AL0rzInMfpI4y2biXEY/iRgxrvJZW8nxgyAnZm/04WvK7381O1pw2CqNQU7nkkEPdjAHn52Ny3rOeYoXxB5iqru/bgDpHMgvdhf14QX1Xn9FPNWd/vP8tASVtn8M1WDwD+s2dAf7Y+A/oM8GfgiwEA161bhx9++AGZmWxnlf4Yph/6R48ewdVVKbq+f/9+eHt7cwAgfTGWKqW5qNHf7C8/AyXth/lCzHOMO68drJvT2BPTGrNFp1haiAMvf0VMtjqbo6pFAwyu/AsMBMyE48arOAw7ya8VSMfPDhyltvgp7l098Pgh5l06r7Y4Jibhvn4DUbu0Y3G7UbQjd8xr7x7DzEH9D2ZJoQCZ8dZ4MmE2jHU0FtF5EJ/phA8xBci9dmcfBuZS5IqzsS9uLSIylIzBBrYtMbDCRJgYfBnuk4uuXcHW+6G82SQ2XuTUmZx2m6hQhBvxpEPJn/jYzNoYVe8Yd1CSuRxb7gXjzzB6/pWOHc7W7xDY+RKMyt3k2lFJYkPfdRqmIvIr7O0xEB4VGLA28OhWhMa95724rYUA98bO5o5RWWCjbesgNpax6uRn0D9FwJnBPgoARRt4QKf0q+WKpV5dubOPPbmGWRc0y/LlXe/q2RGeVZkpwqSTx3DuxXPecU5o5I65MvbU3icPMO8WA0w1QgqEeU9XaE9Rado9HldjOm+eZxuMa8SkAXY+uoefr1/Sei+fjp8JYhJTVF+3HIVFAEX5id513LCgHdOia7JtHVKzNV1W5W3lACCnrbdlPf98AIxr2BjzWrXljn+IVehsZ4cLI5hhx81XcRgS6AeBSABhoZJpTYCgxFSCKa7N8V2L1lxbWpj3P7gPYclvVR851LSzx/HBwxXgwO6H9/HzFf4cUT8rvLqidy11Uxetk1I5QNIAXwWewq1X8YpPh9Sph1/adlDknA6Qc3x8Bv9zTAApAaWfKsi9e/Vt9u4VDWtjEzyYNO1TXVqnfn+6cQE7n6j/Vso76OVSG2vaMTAmIeM9Wvsy1jFfBI+egHJWVtyhaadP4PTzSN52oxs0wvyPyPuQgAMa5dTyC3zT0hOT3ZvpNG994+JngOQG5l48p5AmsDczB7lot5IZrxW/J9bSdf0q5BVqlpLTsfplyuHIYMYwJ8bn2OP8f/cRmHx3/BSdNZV1Hau+/cdnoKStM/hmqgcAP/7+68/UZ0CfAe0Z+CIAwF9++QW///47B/qZmJigXr16uHv3Li8ASEyKihUrcgzBjRs3Yvx4Vuakj5KVgZL2w7zvcRjmXT/HROSLhhQYV8cdP3oqF3MSqRhn44/hxiu2CGnpVAOdK/aGUKB0bc0rLEDr/VvxNkemLyc3MgBQzdYe5wb6fLTWDJV0kR5gWk4uqtjagRY92kwrzkVHcXpaFkbGGFbXDZVt7dRmeC0uFqOOHoKhuQjGViIIhFKIRQbITzdFGVNr3Bg78ZM/fPTdcD/1FWKzUlHKxALNS1fm1Y6jgdDi/M6rVyiQiOFWpizIFZQvCsSFOBJ9G9HvklDB2g4DqjWHWZFS5g9pKqq6Y9L4trxYhMgsTXZKQ1sPeFdmpZOfOqJSUxGe/JbLTfMKFTQEzUccOYjg+Ditw1BdRB962gQOpprgBeFIYsFv6FCFlVmGvLyKocfuaBpMAGjkWICAIXO5dq+zMtByz2at1/7NswNG1m3IHZ92bRNO31fXXZSfWLVCHi72+4H7Jwm49zq8G1J6L1XBSgIAJcC6Dj0VJZ7DDvmrATaqA1EtiTwbcRiTz/MzXumcvT3d0KIqA8y8du/A83dpgLEYAhNWLi3NNQQKhehQ1RlbevblPptz+TQOxjzWOvedHQegbSXGaG+0eR3S8/hBuMF16uGPDl5cu/iMdHTw2wFRgVjDKaWTczVs6dqHa0e6fnU2r9F6bfey5XFwwFDueMud6/DmvTYAUIoXM+Zw7d5kZaLldu33UpWFtyX0Dv4IDuLcmVXwYa7M171cefgPZNc+EhmOWRdOq4F/8kFLhVIMq1cPC9swhmp4chL6BuyDSKJeok6l7Af6Doa7TNcvMz8PDTev12BtUR+kuUjmGkVd0ePep+PBm0QYCIRo4uSkIZlA5fEDD/rhwdtEjZxSWSCZZsjjQyy8T21acSP+JWfmwheUH/+B7P39mCDzEWJGU8mwW5kyitLsj+nL+7Q/rr9+yXtqHXtHnO7LTLOuvYzFqGP8Je90fE/fgWhZsRLXtuvenSCdN75oU7kKdvTW3R38Q2zO/rXrcCX6+vj/zwBJLAw77K/xDtPmBjG3P4YhW3fDahCjkC+I9bu770Du0NZ7d7Ho+lWtkwoZN+mjnLf//7Ok75EvAyVtnfF3c6jy3RdUAvynvgRY/9bpM1CSM/DZAcD79+/D3Z0xGojZt2bNGtjY2HAsFD4GILWbOXMmVq9ejQEDBsDfXzuDqiTfmH/72EvaDzOBYONO+QEmEuQXkpsmCyODQhgWSjG3eVeMqs/AC4pdYfex4NoVjqlCQYtN0pYZqdKGPt8b/gDzbpxXAy8EUmBLhz7o5Fz9kz4GNDYqiYxITVa7zuxmyhI6+YEfL53HviKlVyYGBjg1bASc7dS1zv6/B51dIMJXtw7jSqKSaVXRwhabPAehho06o/Fk5FN8e+Gs2u4+ldHNbNZSrZQtLiMZg474IknmNEtjtjYXY2efQajvoNR3I2CPmGNFddFowUe6U8Sao3idG4vlkd9pnfoPtdd90nJgKhclF1EqjZSHpbExVnXpjnZVlFIJX505hRNaDBnovKdTvlKwOaNSHyE6fQjnACwPAv9is1rCp56yxN1rzw48T0vTOnc5a4zuY51tq7W2W92xB6cHSLHx+QH43nuEpDfq4K2VdQ7a1TPGysYs12FvE9H76B6ONUZloopxCqSQGknxu0dHjKjH3sspp47jTHQU7/XbVK6KHb37ccfuxV/FgCP8pZN0/MyQdqjhyLTbBgX4ITT3BYSmYgVbknIkyTJEvwoNFaDAXyFBWBfOr2lI/VzqNxYutuw9ar9ru1ZDhomNm+A7D8aCo/jx8nnspfdSBfw0FAhxdthIxXtJm2Yu61dozXunKi7Y3IOBhe7b1iItW71EWnmiEgAkQXxaRKsXKStbrujcDb1l5br9DuzF/aREDqQk0E/1HpkbGCJ8CitFvRQbzbFtVNuoDnp4g/r4rTVzAZ5z8QwCnobzzqmLc3Vs7NpLcexg+COOPVTUTZrejR4y/T954w13Q7D0xnVFWwIZyKyjX22l4/aH3GgJgAydMFVhDpFbIEKnfTvw+r06mN2vjiuWdmCM008V8jJpvv4rWFsjyOfjNk/PPI/CnPOBagDKZPemmNPC86PKhaddOoETL/hNYlo5Vcaerqw8nnQkSU9SW5waOkLBcP8Q2N+nZm0s79xN57QrwH6eM1UZrzp3rD/hgxmYcOIoLsTwy0EQ63aRbENElzR67fHF87RU3lNUGaKHIsLxzfkzvO3otz988ox/VIqsy5j1bXXPQElbZ/DNUI0BqAcAdX8I9GfoM6DPAG8GPjsAOGbMGPj6+qJly5a4fv26YpAfAgAPHDiAoUOHombNmoiIiNDf2hKYgZL2w0yL6InXx8PaIhMxKaWRnW8CMyMRqpZOQb7ICH813gJLmWFH0MtYTsOLL3x790drWdmKqLAQ9XauQZ5UsxTF1sgUYaOmf9I7O+7EEVyMVXcQlV9wT+8B8Kik1N6kz89GR2HH/XuchlotewfMb9NOg2FG7ajU8/yLaESlpXAaZMRG0iaSHvf0FUJO3UNedh6qNayKZt0bceC/anwTcgxHXmoaEziZ2yCwy0SYGxpzzUmPjUT85aCrah/EziDQTh5t9i5DPM/f/7YWYoT4zIaRASvTpiAQ8MrLGIQksHK/Jk4V0L6Ks9piN/z9XeyIXQJRgQFeJZdCrsgY5ib5cCqdBiNDCaa6/Iqqlgzc+hSx7X4oBwAWDWI3nRo2UsGCfJqcjG77d/EOQbUcU94gLTcJx55/DRPhSxRKzVDafAi6Oo9WO5+cW8kdUVvIAUA6PvXccZx6oVma52BmjotDxihMb55lxGDuw+XIzDRBZoYZpFIBzCzyYWObjYkuA9G9PDMmeJD0Gn3990HA4xwrFUix1KsL+tdk2pxrb9/E8ls3eIc5qXFTfOvRijuWV5CPOhvWgKwoioZQIMHTybNgKCt573p8C6JFbzTaEQjY3dENK9v05o69zsxAC/+N6ixF2VkmMETkGFbSTLHuTgiW3VT+Fso/NxIKcWzIcAXj5WX6O7Tbsx2Kyl65wy0AcrM8PZQ5OlO4b12P1DwezSvabOjRBx2rMsfgVjs245VMhoMvUar3csaZkzgZ+UyjGZXnXRgxWuGGXH/TGu754AP26B7FTGeswr8DeBZ38MKgOvW4tkOP+uOmSvmt6iDqlS6DE4OGq43rSfJbLLsRjMTsLDhZWuHrlp4azKFTkc8w/YymqzEt9MnUpFG58lyfAU8ec5sM2uKst4/CAMY3IhS/hFwA8oUgt3gKqYkEJmaGONXDB9VsPt3myYKgK9j+gL/cn4DKqOnKZ07rZIocIPOcPn57NZiX1KyoS3Rx+7wSH4NRZ/mZiqvb9UBvF6b7SMzLnn57FAY+qv2TwcfRIcMVGzIfMsNS1fCU95GSkwPS/kzJyUZlG1t0rVZDQ/dxc+gdLA4O0pgWbe4dGTQMdRzLqB2jd/5c9HOOzVutVCl4uVRXKw8vbn7+6+267dvFe88pL54VK2NXX6UMR3FzpY3ZR+/F4cHeqCe7lyR10HH3drzjYWT3reWKZTLZiOJeV9/uf5uBkrbO4MuOHgD83z4z+qvpM/BfycBnBwBdXFwQGxuLvXv3YsgQZUnKhwDAkJAQtGjRApaWliDjEH2UvAyUtB/mtPw3WPaMOWXyxUSXP1DJoiZ3aPKp4xxYxhdeLtWwsTsDBfY9CcP3/8feVcdHcXXRsxJ34ngggUCABIK7u7u7FyhQpC1SSgu0xd1digaChOABgmtwSwgSAoG4y+5+vztvfWcgoR+0aff+BZk3b+bJzOw779xzLgroggHY1aIbqhdiKU1fIryWL+QFy+ha1QoWBqWo5TWSMzNBwKK28yWBUMQIalZSl9EYvPEMFg1bDVmOJo2PAMDpe76DqTkD9Yg15rf/D0Gm0fKandGsMAPWfgo5ha13+N2XyclzX1em6xP2IRIddginks1vWQsdPKvnqemv0yIw49ZMXLxbGhlZ7N4pLM0zULvCY8yqOA+OZnnXX8ztTTTaskHtdql/DjEgxeb3ewAAIABJREFUx1Wvpf4zLX4oNVGbEeVgbo5jvQfA6TPMXPzXLkd8+qd14+gGEjMzMCT4AK5Ga4xVCPxb27yDgeHNibcXsSp8F3IUmvnRyr0uhpToogZfKQW4/a7tgt30c4OGagbg6KOHcOQpvy6YdrpuwKN7mHBcGODZ0K4D6hdjrErvPbMgp1xjnrASWeBWJwZunY6MwICgAI5BrIMr0qmZYtwZNEoNmBHQQYw1Yp+owkwixR9NmqGNFmNt4slg7KUyhvKH3DUej2BsTgKwfdcsQ3JWlkGaNPfckGGHL2M0fmwe0YVUKcBUNjIhAa3/3KLDBCPIlPTVVAYgVM5r+XzI+M2koQ0Avk9NRbX1qwTHclfnbqhSsDB3fNyJIOx/wr/518SjJNa2ZIzGvASlGZLRA1+QwywxfilUkgh85aj9N4d+ox7LJoHr8OxNPETZWpqGlAxtIccI/2qYXOnLOex+LH2RTDDOD8g7A/BjoCKBcAd79MlLl6vLrr17DbOvntVJ8xxTsQa+89c4eFNhSs8mXdaIeObsS0FO3hvadURhW40TL835uRdDseqGRsuTgNwpdepzchjaQYYvQw7t1wF5qE7Sd1VpClJ5YlkTG5yMWlRBDFECptvr6UiSQzW9b1K10kxJZoBYxvbmRrOQvEySgYEB3AYcX3Qu64M/Guc99ZrGctqZkzqGMmSMM7uRLtuXrklyKiMOH0Sc1gZKjcJFuN9xNmYa5/q8tMlY9uv0QH5bZ/D1ig4AOGk6TP4BLsDZiQmI/MOYAvx1ZrHxKsYe+DI98LcDgJaWlsjMzOQ0/ypW1KRQfgwAvH37NipVqgQTExPuXGPkvx7Ibx/ml6mPsTr8B8GO7llsEnzsGGj0MdfLSm7u2KsEon6/fBYr7gmbDcyu0QS9fPzU1yRNu32RYQiLew2pSILabiXQtKD3Z6VdUaUeS+cLtocWQCd66zK9aKFE6aPE5vEq4Iie5X3VqW6qiihdRhu4UP2dQEBixqiYgOFhkRhZeTLkMkPwpOuEthjyB1tIvk5NQP0jy6CgYmlSKHJEnA6jyCIHIhMFZlRqjt6eTELgYyme2ilvhyKu4dvDhkwO1b2OqV0GYyvlLUUsMycH1TcuRGK6oUikq60CF/p9pyMWriDWZ/o+KLIJsJRCZFYbMGv62WPpu4oAHv53IV+aVER8LNbfvMktaiq6uWFgxcpcmvrnxOCDARyTlDd1UwREjP5Op1piaIa+foGIhDiQW26DYiXUzD/967/N+IA7CU+QLc9GKZvi8LLRZaXejn6Djnv+FLztuY0boVNZ9gyRo/PlqJeAiYJpBpJsIM2rbBF8XQtyelIUC66GYtnlK4J1TqtfHwMq+HPHS+35hZfVR8ekCikedGHvjF0P7mLyGUpDVQASJfRKKcscHijCyZ794amVSp+Yno7hQQfxJDYWJhIx2pXyxg9KUw3VjVH6MQHtAgbIONdvEIrY2XOM3FIrFgm2p3c5X/zSgKXW9j+0D2efP+dn60kUeP4NAzQphFLzbM3McKrPQDgqweRSZEAi408Wpv54rtQVpDqFQFpi5AR07anWRL359g26BOyETM/YhPpia9vOHDMor1Ftw0q8T+F37C3v5oLAruydRP1J0gl8GnP6WnBl1i9EZqrhO47a3cC7ODY01WUv3Y6JRuCzh0jMTOdSwnuX9RN8Nj7VPgJUm2/fxMte0jaT+VQ92sfHHjuCg4/503VdraxxSU8P9u67t/g1NATRKclwMLfA6CrV0biEJ+8lnyXE4kr0Kw5oq+xaCGUc+TdMSDv3TORzRCcnc7q2pOlHmqd8Qc7SKkfnaoUKG2gVkit6wy3rQQxA/ahKm2CdDTfBbkW/4diqJIFRu2hxA21dcshuvGUjr9lRS89SWNayTV66/D9fdubZ09gUxm8S80Otuhii5eKd184irU/aRKKxpIwHbRBZuy4ymyJQl5iA9NuItCbJJdwY/+weyG/rDL7eNAKA/+w5Zrw7Yw/k1x742wFAe3t7zvn30qVLqFq1qrofPwYAHj16FK1atYKzszPevXuXX/v+P33f+e3DnJwdj98eDqYELt5xG+21EG4WbNH53fEg7H/Ez07p4F0G85sycCn4+VMMO3VAYB4oENx+AJfKR5Epy8GQ0D9x+X2kTvnuJSrh54otPws48l6xCJkC1JxGxUtgndLAgC5IzLoZIad0Wk+pUsQSdLW25u6JFm5lly/mTQ+j46SBOLAiA042Tv0TO2YH8LbdqZAD/nzFDAao3RX3zkPGeymgk+apgMguG5uadUUdN5a++PuFc1h9g8woDEM7Vejcm8fov/cQr2kFnTmxgR9GlNcI+efmQSWh8u77dgkWDe7VD6UcnbjjCkUWFPFDgCw9h06LrhDZ/vJZY0mABKVA88XkWnUwzF/zbs1Ne/JShrTGZp5jTqsqEJADugAUs7FDyGcwjXJ7/auvb6JbwGlB3bgfaxXHYH8m+D/p+FHsfh0GETkGa4UiW4RWrj5YrlyYn34RjsGBQs8lsL97T/i6uHM1lN0zBzmq3E69m3aQWONKh3HcX8kttvsBfr1aSju7O2Q0LE0YiEHARuOtG5GeoytSX8mtIPZ2ZYYZFL0CduOSAGONjj8kfSoTE44BWHLZAkEWbSsCJVowUKJ/0D6ceRUBsZamIo2lQgqITYCIIQwATM3KQvlVwsYi85u0QIcyzF3XZ9VipGfxO25CpECEMgWYyhIgM/5YkI7ml5+rO1a0agM3a+bwqorDTx9j8pljapYVsSR/rdcIXcqwlO+8RqWNS5CQzG8MUMLVDie70fufRVRyEkYcDsS99zHqv1Ha6LwmzXVSR71XLmImLTzhX8QdezowVjLFzkd38OP54zosuMI2dtjVpjsKWdvmtTlc+bC30RgZdBDRKUyDkADSof5VMLFmnc9yL114+QKWXuXXstQ2dKFrHX76iHNK1v9ijqpaHeO1GMmf1bD/00mnIsIx5LDws35x4FCDefepS++6dwc/nD7BW8yoG/ep3jM8Ths3ZDjDF629SmNJC+YSbQxjD+j3QH5bZ/CNoBEANM5rYw8Ye+BL9MDfDgCWK1eO0/Fbt24dBgzQMI4+BgCOGzcOixcv5tKAL1y48CX6xVjnF+6B/PZhlilk+D5sKEzFmtQjVRdlyCzxS/m1sJSy1J5Hrzagw8H3yJRpdOTo72aSHOxv6wzvIgO5ci8S36FewEYoZBpnYFWdYqkM93qNg5XSlXbhvTNY+chQF4zKL6zWEa2KaPTtcjt0FVcvQwIfa0wBjPSviolKTbQnsR/QascWA7YNXYcMJta3ZU6nxIIrs2Kx4OV7la+AXxow99TFI2fh8Cr+dF1zKxEOJTOwhMCLWptX421SqkG95L9xtt9g9a49Lcpb79iCBD1WsFgEbGvfBTWUDpE3Y15jwNENSE60MqjT2joNM+q2Q0fPCrntRq7cqefhGHJIeCG5p0t3+CudSeXJi4HU5bz1i+wWQGSR9wXNifBnGHYk0KBONytrHO7ZBwUsLPPUHlVhhewNFCmrgZwngNgaIvPWgHlbHZByzY2r+O3CecZu0woCAym99+qQEZ917dycdPX1BXQPEDbXmNOgILqVZ6DZgON7EBKjMZLRrr9qgWLY1ZKBMeQOWX7NEmhlHquLSqQiPBj2LUwk7Jn97eYprA+/qDYAUfebAphfuQPaejAw6mJ0JHoG7uHcgdUZwyKASIAicxmeDfgOEmWdHxOon1izNkZUrsbV+VPISWy9EybYTbeHjeIYuhwDcPkifqaiAhhWqQq+r82MRaZeOIGtD2+zfQ4VcY1QIzFA5iLhgxib811KCmpsWC147Z/qNUA/ZVpxj307cTnqtQFIS/OFQM/7I77Vqed+zDssvHwRLxIT4GJlxbW3tp4eqeoESim/E/OW00EkliCxzD43GhxYgRcviQmmx6kUKVCjjDu2N2YMUVXQhgcx3Mh1nJzWPQsY6vmR/mFyZhbvLVE6NxmRUDxPjEeT3RuQw1GddaM2GWG0YkYYnxP0Xg5795YDV0s7OYHSfz839j64i0kn+WUrSOJhZStmvkIsX5+Vi5HNw/Cm42f6DtRxm6d7XHfrBi5yDuUK7l05vHJVNSiufb/X30Rhc9hNvE1Jgbu1DZfSW1Gpz5jXdm27cxvTQ04Jnhbcsx9KObGNm9zGp5xjbwwZCQcLzTwlR+0V167gUewHWJmYopVXKU6vlkzwjAHum/7gg65Rmapf6hYtjk3t8+7obOzX/0YP5Ld1Bt+o6ACAE/9BKcBzjSnA/42nyNjKf2sP/O0A4JgxY7Bs2TLUrl0b585p0vKEAMCIiAj4+fkhNTUV06ZNw4wZM/6tY/Ovbld++zC/TI3CxDsz4WSaAjtpOrfgp0VnsswM7zNt8WOZb1HBnjFe5HEDceV1OCZebYA3aYy1UtAyGXOrnkG1wiUgLrCR+9vs6wFYH/4AsgwpFJxGFP3gV0BsIofYPAe/+tVDj9LMmKDtiTV4lMjP8GpbtDzmVc275pXnkgWQqUAb1VpDieFUcHHlDAcoPragIfbSg5EMECHtMq9lwm6j7b3LYIGS/bh30TisHs+/q+9ZKR0rrzMx/rj0NFReu1LwWSDGjcqhk67fY/9uHf1BOpFS04J79lVrL92IeY3OR7bBVpKF5AQCxljjbWxTkQwTzKnVEt28fPP0/JE2Vf3N63nPodTay4OGqUE4+YcOQA6/gynM20BsL5ya/bGbOvDoAWacPa025PBxduEAhhIOBfLUFlVhRU4EFLE9AIUe6G05AGJbTTo8ubzefmdohKGqR9s44rNu5CMnxad/QNV1GyBTGILodNqh7o3g48JSgCvvWoLYbEMgmY7ZSswR1kPJ1nv9Cj0CdnGglypFlwM3lf8/2L2PWiSe0uHr7lmBVLMUjQuwHCiscMGJLkPUadWDTu/EqWcvIc7QvU+OXWclw4amHdGwCNPI9Fy6QIcFpt18YgSTqQvFj6eOG7hTq8dO6ehspjQrqbdpHV4mJbLDes/6Ui03XGKhTQ7l1z8s7eCE453YJh09a76rl+no/2nf546OXVG9cBHuT0uvXML8a6GcS7PKqZlrt1iB6u5FsLOTRvuX9PWGHDxgwCKe07AJupXLGyif17k2MnQvgm8/B+R6qX1SGYbW9Mf3fnljBdP1P8bS1GZEb7l/E9MvCANRjwaOFUxzzWs7/0p50sD7U88NXlWfh70DTvVlm1sXXr1An/38xh50fGQVcg1m37YsmQx99+/F1Te63wPSFNzZubsOCBj09DHIyVw79Zu+QUtbtEFzT12N2dy0c+2Na5jDY+yhOvd4r/7wdMybUcvZyOcYcJCf3e5sacV9C1Tg3ouEBHTZ+6dBCnKfCn74uX7e51tu2pzfyhAj+MBj/owKo/tyfhvNr3u/+W2dwdc7RgDw684Z49WMPfBf6YG/HQB88uQJiAUok8l0AD0+AJB0AskohEBAc3NzhIeHw92dpWIZI3/1QH77MD9LicSUu79xnSyGHFKRHDkK+hdbLE7yHgl/B7ZAlcf2ArKvQSYX4VUqAwCLWCVDIlYAJlUgdmSmBRPO78CBaObCyxE/iA4kVqiBhO/KVMGI8kx4vtmxFXiezGNbC6BF4TJYXD3vTnglljCgST9Fi/CB0o5OONqrH3dcyJVUNeMejvwWBDTQQs6bmEYC8W21Gvi2Wk3u6Ps3UzC5yS28eqjLwpNI5fj+z+eo3+kmV47SIWttZOnAfDG7YRN0VwIDtDD98Qx/6lXPchUwS8k+vPvhLdoc3szGUiSDqViGbLlEDSKtbdgRTYrmfTFJKdJbeExI9E045B9aAjn8TDSYNYPYQTi1UrAjlAeISfM6KZEDCwra2PwlFolqHvNdU1RgO0SmVbhDBC69UoFLPIW/JABIl5tzfjHW3jJMMW3pmYFlLaeo78jvz0VIlPE44QKwEpvhXk/mikogw6ijDIDWZjWq0pu3dejCaUBRaPSp5ICpnD3D2YwyN6NeQ/T1Zbq2rQ+uw/3IBH5tPbECc5s1QWcl6FxyyXzBdF1imR3v3Z+rc0bocWy5aeiOrWrw3eGjYWXKDGma7dmIx9GxDMRUAoAiBXv2t3XojNqFinPljj1/iqEnDxiyBRVAJRd37G/HNgXIFb308kW8rGCqdVWr9iDDI4pxJw8j8MFjXoZoQXtrhPYdxpWj90edjWs5Rp1+kEA/mVY4Wxmydj/1TOT2+ISTQQh4wA80fFezFr6pnDdjILou6cV137sL2XrMvhL2DpxrrbVyfNbeuYZZlw1dvNVj2X8M56j+d8eE40cR/CwM43yuoqx9LDdPPmSYY97d6pCLC6uNRY6FP8GIIySzwB8DK1bC1DoNuINC7rp0TNudm8D2WhtW6xhrqGqnfrw0cJh6vue2nwIfPcC440cFi5ObdV43UIgZSsYV517qynXQRWgDjDbCVEHAZ+irF7zX53Mrzm27/k3lnifEo93ObRyDVTsITD3UozdcrJgEiTGMPaDfA/ltncE3gkYA0DivjT1g7IEv0QN/OwBIjfrll1/w008/cYvVypUro1OnTvj++++5/8+dOxfZ2dk4fvw4QkI0P5AXLlwIYg8aI3/2QH77MKfLMjDs+mRkysloQQ5rcQ5S5JTiK+YW9csrzYajmQM3GPKk34C0DfwDYzkQYtvvuWOrbp/F3MfnDdIH6RitF1dX74zGxZnD7cSrBxD4UrXYV0F2bCU/sXwjDCnNgDXtoEV6QkYGCgg4u1ZcPR+JAh46XcuUwm9NmC7YWXIwPbiftz2Olma4NniU+liDzcvxIpHfEXZ9mw5o4MHcU9PT9uF1+DhsnlISN44XQE6WGIVKpaHPzxGo2Kg8CjixFGBiGtXeuBbvUpmGlX4c6t4bPi6u3J/HHg9CoABToKRDAZxUmpqQs3DVXcuQqqexRnWQRlNo5+EoaJX3NDm612XXLmPT7Vuc262jhQWnvTeoor8OEJf6YTwschjApB85lmNhaivsNs17kt4fCQQk1uGnRMoJcCGGpb62GlVHJiWKd+VpBHgvKbIeB5E1S+39WIoWHf/SACDN82VXV2NTWCwSMi1gZZKJjqVNMbXeGJhINI7MHY9swa34KN72lLFxRVA7xl46/OQxxgTzjw8d39q+MycY/6m2kyacSlew2/4duPYqWnD4NrbtgHrF2bPxsbTRdqW9sbAZSxv95VoQNl7iB6zEJjLcHToWFhJT7hny3Dgfcs4EWDetUCGWY2yVmhhXibmtzrp8BmvuXtfcJyMlc2EhkeLRQMaSJBOZxls3CbanbSlvLFKmt9bftg4v45TsQ70zpFIRnoxkwCtJDTTfzoB5vljVqi2a6jmJCxb+jANt/9yqo+mnXYV2eqv230miICMnR0f3T/t4RHwcB15ou8HScT83d+zq1E2dSk7mF90O7eS9aw87B5zR0h/8jKbl6RQy2SA9Rb4U1G1hV1FGMh4VnTTah1R5XKY5Fj8Zh1+aMIZoYkYGKq7hlzmg49og+qCD+3Emkm2E6Ye2e/sVjpmr0tFUQCxWQM7pwrI5vbtzd1QuWChPbaXxIb1NvrA3N+dARRWLNi8Vp2dnY1boWex/eB/pOTkgEyrSXdR28aa5Q5IZ9B7mC/2No7xc/99W9uGH95h6+gSXyk6jXbVQEcxp1ARF/wGOqP+2vv43tSe/rTP4+l4HAJzwD0oBnmdMAf43PSvGtvz3euAfAQBSt0+fPh2zZ8/mmAVC2if0g4mOUVkCDI2Rf3sgP36Yz7w9D6vUSahkGQvSlaMU4IcZdgg3nYZ2hZj2EYVCngBFbGdARnpGWiEpApHjPojE9twfTzy/iaFnjkNibchekiVJcaBNN/i6enBlo9MS0e7UCiikxCRkOlHZMglcpG7Y32g4zCUaF8SkjAz03L8H5IBIQaBWB++ymNukuc7trL3SBHOuEMNQFxSwNMnAoTah8CjMmBG/XtmLwGd3EBtrp3O+SCRHSY+3ON5ak7K64GJrrL5ZB9kcOKqJagWfYrh/fdTzYOl+CoUM8bG9kJV5DnI5IMsWwcSMnm9rFHA+BBOT0uqTSV9v2OFAg7TIfr4V8VO9hupyuQUA6YQ9T+9i4oUggwdoQsU6GOVrCKYaFPzIH+g9ReYlQs6UM0//iaEev8PFQtd58kG8Iy6l/Y4h/kyPLa9x+fUrzqjlSVwsTMRiNPQoybm7OukBwLTobb97O1K0tMkaenhgXZuO6kvmBQD89dwZbLjNGJv6YSGV4v5IXY23vLYrL+XTslJgLrUEMcj141VyAhoFrkG2HqgpgRgn2gyBhx1LlQ59+QJ9DwinL5IbLQE4FB8DP7UBwGlnTmL7XWG9PgKDqhQqzNVZZ98cREXR86z7XIrEcnT398CsGoztuzXiPGadPY+sZH1mmALWhZJxpf0UNQBYcs18xk7kiWpFC2FXK6aT2HrfFtyLY1IDutsM7A+RQydyx8LjPqDJNmGwrl6JItjYmunW/RsBQAJt5l8KxZ9373Bur6RVOKZqDfQoV0Hn98vgg/txWgDc0mYv0ztj4tlg7H1yT2eE6Dne3LILahZkjNMvGSQhMO9SKN4kJ4OeW9Kh+6F2PR1wMzt5EySps3lvI13cEFYuq9THpoecxDYejcoqhQphl1bad94AwF0oUvADCrnHwcREhuxsCV5HO+L1G0fs7twjzwAg3ewfF85j1Y2rBm1a2rw1WpXSfIc+p+9pXGmu8IGIRgAw7z1Keqa0Bvhcx/q8X9F4Rn7ugfy4ztDvbyMAmJ9noPHejT3wz+2BfwwASF1EKb6//fYbgoODkZamuzg2NTVFo0aNMGXKFNSs+dcW6P/c4fjv3Fl+/DDL4/oAWVcMB0niCbGzLpikkMdxTEB5JisvNqvGMf9EYo0eW3jcMTTbdQMyEwnEFjlc+i9kIsjTpLAWZ+FMj1ZwsqrEnR8acxcTb28zAAWkImBHzfEoYuXClSMAvZYAY05bdJ7KXogshetvi2Dj7fpIzjKHWKRAUbsPmFA9CCUtgFJF2GK094k5kNtEIOqNIz7E2iInRwxLiywUKfIeNtYZWFJ+ARwtbZCRk46bUT6IiHfGnofV8Tq5ACykWahZ+AnaeN3Eu7TO6Ozzu7r/FIoMpCQtQEZGEBTydJiY+sDGdiqkJqUM+vjSq5cgB8qIhHhO6L9XeV8uvZLATVXkNgVYVf74y6dYdfcyXqUkwtXSGv28/dHZs9xfSpuluuPT0xGTlgp3a2vYmpkbtKXZtk1ISX+B7ytcQkWHd8hRiHA+pgjm3iOzg3JYoRTSz8vbgITxewbs5sT3tcOrgCP2d+ul1tGiNKqKa5ZBJjd0s27g4YH1WiCgPLY3kH0V6TlSvE61ho1JFlwt0jjGqqjADohMK3OXOv08AoMP8TNEG3uUxJo2edenzEvb81I2PCEWg0/vxau0BO60ghZ2WNOgE7wLMLdtCmIvVV67gje91Uwiwc2h36hBkZnnzmCTAPipnQJ85fVLdA/YzTHwCpilw9EsHW/SrJGaY8rBfJRGb6rU66t9bDIy06WIf2MHeQ4DMk3Ms+FcLA7ukkLY03gs97eHiVHodWEFMuPNkZlsCoVMDImpDBaOafB1c8OWmoxJSgw177WkzUm7Fnq9JQLKuDjhaCeWVkxgXWS6odERd1AORA5jAGBMWiJqbF4NRTaf9qICfaqVxc/VmNv55JBg7LnDr3np4WSPUz0HceU+JwWY2I2vk5IghwJFbO3+EjDw67kQbLh9g3c6Ta/bAP392LuYgJtxx4Nw8PEjg7LT6jbgTClU4bNiMccA44uW5L6sdJ6m49SWNXeuYf/TB0jITIeXgyPGV64Nf9e8sdp4L/aJP+57eB8TTwQblKpfnDYGOqjfs/KESUCGgNmRuBDELmd06lh05QJn7kGMOFOJBC29SmFuo+Y6AH1uU4CTMzPR5dhPcHUzNIR499YF+5r/bJACTIARyRMQYETmJ3ysaBpP+nbsuBuG92lpKGZvj28qV0O94mzzTT+SszJw/W0Ul77t71KId7Mht2PQdNtqPIvjZ7evbd0WjUrkXYoit9fOb+Xo2/YqJYGbi4Wt7D7JcM9v7TPe7/+/B/LjOkO/F4wA4P9/XhhrNPaAsQeAfxQAqBqQnJwcPHjwADExMZw2oKOjI3x8fGCh5ZxmHLz83QP57cMsz3kBxYcm+v6QmkFw2ASxmQaYvpvwBIuebsWHTLaYdjJzwFivPihvrwG3EtJDsfzabKwLa6gjji8SKzCuShAGVlwBK1OmF9Th/C94m85vYFDFsSiW+LPFPi1ipp45KTg57gwfrdaduhhZCtkCJQtJzeFZ+A53tM/psZBb8V+bWJCrKi6BrZkFcmTZuPiyDKRKhqJ+1W9Te6Fj2V/yPHFJU2nxlYtYff2a2hyA3IfJAETbTZEW0EOPBBowbkhva1+XHmoTkDzfQC5PIPdYYnoRk4ZwFlqoECOIQAFa/KqCUg0jzjyG884ISFPYCGQ5myOmjyeaNamMRcoUz1xelivWde9OEAjIF9pA1DdHD+Lo06eCVWun68qzw7Hp8k+Yf6cc0mWMYVrFKRrzGziisLvGBIQW0KOOHsLRZ7r12pqa4Uivvn/JdTQvffD/KksainU3reOtjsb0yqDhcFSyKkmXjPqe0le1o07RYljftqMakNr78D5+ORuI3yuHoGlhpg2WJRNjw5MKmH+vCm4PHQ0bJVhcK/h7SEz40wKtMl1wtCUD4ShWPDmB9eG62nE2UnOsrT4EXjZuXBlaOHuuFmYA1ileDFtbduHKdtq7Azc+RAH6uB5N6GwRIr+ZwJVLyk5Htf1/IPMtafLpMgulthn4rUFzdCzmr74+OXm/T9bd1KP032M9B4DMI1SRFxMQmu/jjwdxACAFOV7/0aS5oGPwp+YHAUw0lo/1xrJWkaLY0LajOl33bsw7Lq2XL8jV+PqQEWotqvgXAAAgAElEQVT2r0pnla8spZgSmPx3B71fq65bibh0fn1MbS06eeI0IH0X/y1LPCB21hjI0Lz7LfQctty5pd6YINBzTqOmsDHTsFYJ+O13YC+uRH3cBCQuKw7jbmvmvvZNELC+yG8e7E0Zu54iJPI5Jp88ptaULGprh4XNWn62YzDV+dOFE9h26w7T7AVgZirG4uat0bT45wF1ldfPQVyqRqZAu03jahfD6Ep51/b9u+fTl7j+2agITLwYhJh0BpYWtbbHwjpt4O/85cHxL9EeY51fpwfy2zqDr1e02+Dx3T8nBfj5fGMK8NeZxcarGHvgy/TAPxIA/DJNNdb6T+qB/PZhlqftBZJ+FO5Cy6EQ27LFcSQ5BofNQ1qWDOlpbKFjYZkJS1MJ5vpOQHEr9qM1OzsRQw5MwbloQ6ZBm+KPsajNCohELJW2/skfkMnD2qJj7hZWCKgzjSv33bEg7BfQwaPjOzt2Q9XCLNXw8auyeCvLQVy6FV4lF4CpJAcl7WNgKpGhvFVjFHBewZUbfGY80iySQVJF72PtkZ0lhZ1tKuzs0pGYYY7NVWfA0YI5Je682xpFbR/gYawb7sUWhq1ZOuoVeszVaW+5DeVcauR5GhL4t/jKJYPzKrm5cy6R2ulAtOhceu0yDj55iByZnHMinVanAWy1Fpyqigi4osU+AT6u1jYg11xtRmFeb3TEkYM4Fm4IrnXzKc8telUxbfVuXPpmD0S6ZD3IzCUYcGgM+jTSZTgTsHnn3VvEpqdxYEnJAoaulBVXL+d0B/mCQMhZDZtwhxpsWYcXCfx6bHRcW/SeWDHk+qkfpKdIDtEEdlAQY67Vn1u41EH9WKLlMKt9LOLDHUTEhsPBwgEVCtXU0erLa7/ntXxqTipepEVwTK5iVh6wljKjHlWQHhmlJQrFzk7dUFWZrktliFW58voV3IqOhkQs4gCogX7+asCIykw6GYT2rr+jurOhDuDKR34o5/E76hVj74Eqe2fAwoEfcC+YXgY7WzOtQlWciL6FB++PAIpkSEy80KF4RxSy1HV+Lr9hCZIzdEX02fkKjpHVpTTpPQLb74VhytkTzCyEGMmsCMdMLmpjj3N9B6uvW2bTb8hM0kgPqA6ITWUI7NwbPk4F1WWzcnIw5uRhXH39mmNWFnewx/JmbVHYRldWgE64H/MO62/d4JhbJPTfq4IvahVhmouqeBYXy4Fw+uw6MgvZ27UHyil1QQUHUeBAKjeWV3Ez+g03lnRd0vAkl3NVBDy8jwk8bDn1ePTur35GPwYAmkulnIP6lw7SBL39NprTISzt5GQAyL9PTUW19ZrUXf37+bF2PQyuxNi+8QlHYJfBdCD1IyqnE4oUnqP+8y/nzmDj7RtwsEqFnWUa0jLNEJNki7pFPbCxXUcdpjXd47JrV3D6RTj3XNYuUgxjq9XScQC+l3gfcx8vEOyu770noowt08wl85Vu+3YZMKKtTUxxsEdvFNcCnak8gaB33r/F+/RUFLO1RykHJ4PrLL5xAYsvXDb4u0gMHOnRB96OjIWf25DJZSi1bCEUAtuKzb3NsaLp3w8Q57Y9X6pc2IdodA7eimw9druV1BSHWvdHCdvPc7n/Uveb23ppzpOmYXJWJrwdnVHINu+6w/rXok3IsLfRyJDloKyTC1ythQ1SnsbG4kViPPeOLe/q9pd+++S2zV+7XH5bZ/D1jxEA/Nqzxng9Yw/8N3rACAD+N8b5H9fK/PZhfvk+EIVl/OwD6txHWYNRtugkrp8XPdmCgEf3EfXSCQo5S+EjvbxCRT+gg7cPxpXuy/3t5LNTGBp0m3dsRFDgSPc28HZhGkSNT09Bag4/K6iEtQO215zMlfvl7BlsDOPXY6PjZ/oORDHl4icz/Samnp+HvU8rqRchdmap+KXKBbT11TA5frz4M469ykH8O1qsa9g+5uaZkDqn4lqb6TCTMqAzMiEcPQ9vQFSmZmEvUcjR10uOGfU+AqAKzFD6kUxi8pTGyBeb23VCnWLMwZRiybVLWHjjgibTUQE0LeaJNS1101CJ7TP2WJCO+DwBipR++zmugp8yMCAxedWP8e9bzsKNYP5x7zSuNYbPZ+7LFK8SEzH8SCBIBF0Vrb1K448mzXQ0ButuWqtmQun301D/Kvi+FtMVbL1zCx7EGKbQqc7RZojWWL9a0HyF9CRJI4xi4+2boMU+X1AK8jGlay0dpzTxH4LnITDCUl3cyy4Fq1p3hocjq+9LxrW4S9j2Yr3SzAcwEZmgZ7EBqOFYR31ZYpYRE0wognr2hbeTJmU4N/e76PwijPFigLp+ZMrEeCIJgq8bMwGpu3kVsgq8hKmlLj836b0VuhVuwOmyqUKR/RSKhJGATMtJ1KIbRLZkqqXR4ayyaSWvuy7V80eDZuhahgGAFH0C9+L8a11nUkp9Pt6jH4rZMbbeh9QUVOVAI35dwaoFC2Nn52656ZrPKvPDqePYdZ/fAZmejyUtWn9Wvbk56UT4Mww7EihY9PKgYep3yMcAQDIJujbkrxn+fOp+CQygjYm3ShMlGi16H5AhhWqzg1isfquXCVY1wLcSptVjjr0kw2CTuQADS+v2/fX3blj2dAi2dOzDlaNNgeoblqCBzx2UcNG8b94l2iI4zA/b2g2Er1JHk8ofefYYk84Eq81SiDH9a93GOvMyPCUCMx/MErzPn32mo7gVA4qHHw7E8Qh+p/U+Ffzwc/1G6nrepCRxztd3PzDtS4rmxb2wsF5LWJpo2Hnl1y5Gajr/d6hGiULY3prp2+Y2SK6j7Kq5yMrR1ctVnd/V1w6/1dMA7rmt999WbnhIAIJfPuFtVu9SFfFrddIxzl9BG3r0XEanaDbNBlf0x/e16302EHfx1UuMOXoYcRmMySsRiTCuei2MqFxVB2wnkPC740d1NivLObtgVet2KGjz10HIf9JI5Ld1Bl/fGQHAf9KMMt6LsQf+PT1gBAD/PWOZr1qS3z7Mfz68ibY2vWAhNQThcuQiLH+1EOOUmlcDz85HSJgCCsL+pEoWTY6IY3zV8xVhY73vuLFacWkV5l3jZ/rQ8XkNS6BjuQ5c2SlhG3H63WPeMR5Tqgl6FGcLmleJCai/eb2B1BcdczA3xw2tlLNt98Iw9axhurCNqRmCu2tSN3c/PIPvT5A2luFi31Sag0cjGfhI0f3QTlyK0TM/UXolh3QerAYQVOUvv7mPQ8+DkS3PQCm7shjg0xYSLbbNx9IxqY5pdetjgB9LNTwe8RRDjwXyYhKDy/ljam22iKUQYuuR6+SeLj0MfoQTwHftTRTHTiGzhtKOugyRkxHPMPSwMCiwq3M3VCnImJcDvMfg9ZNoJPs7IrWcA0Q5ClhffQ+rp0mo0bYyZh5g/UngZ9ud2/A0/gMkpBEpUUCRI4Y8XYJuPhV0WIUDAvch5MVz1jjVMCmY6+u61u3RsERJ7tCJiKcYdvgg7zyyMJHi/gjGSKJrk0OlUBArakqd+tzhSSeDsfcBv8YbsaiejmIurxTTj8/BtkeGKW8eNqk43Hs8LEx0GQuKnJdA1iVAkQ2YVoDIpILgPX3qQHjKE8x7/CsUek8H9dG3XpPhbcsASGKr+a5ehkwed04rU1OEDRtlMD8CHz/AyefhHBu1o7cP6hTVgNJU5+kHv6N+gfWCt/ja5E8UdWTzmMwlll+/DCuHNJia53BmQ+lJ5shOM8e+rj3h68pSexXyFCg+tEZEQirWP6nAObH6FojB4NJhkNoMhdiGMZJJB81rNWkA8sc3laphYnUNAEqlfgk9hX2P7yNbJkdROztsbd0FTlaasdlz/x4mn9JsEujX7GJphcuDh+v8efOtm5zGHjF56hQpht+b6poSqQrHZ6Rj2sVgRCTFws3SBtOqNoGHvS7L52OOvcTuOt1XlyUZl5bGMfteJiVw7C/SeLM1N9TnpHsgBuLNt9HcApoYxCUcdK9NjM8Gm9dzjFz9qF6oCHZ0YuYnFLU3rMEbrUW+dvlRlathfE3mvqyKW9FRmHvxAqgPyru44ud6DWFhavi80HuITH+IwUxzsn4xDzhbUTq2JmJSU9Bi+2bEZxgyg7VZfe9SUlBjw2rB+TG2Wk2MqcaY22OPHeG0Dxu4v0B995ccs/tenDN2P/dGAQs7XBo0jCtHBlSL7k6Et3s0ipukwU6cgzS5BBHZlohKskNNu5/R3ps9b7feRaNzwA5ezc2tbTqjThH2LMkUMvx4dxreZmiAOtVNFzR3x6zyMyEmOh4BeNs3G6Tlq8rWLVocm9p34v6bLZeh7YGteBBnuCnS0bMsFtZnjtsUJZfNV6f+6ndWUScbhPQcqvPn+Mw0nHv3FIlZ6Shp44zqLh6QKO9PVbDf4UU4H2H4m0IskmNX11bwdy0rOC5f+wClap9/EYkXiQncXCMZDtJB/CtBjtNnIp8jOjkZ7jY2aFDcw8A8q/mh9XgUz79pVce9OLY2yRvw+lfu9/9x7oe0NLTYvgmxPCn3k2rWwfDKVXUuQ98j0tG8E/MWjuaWHBvXw0Ejm0CFXyQkcCx8Avf044/GzdC5bDn1nwn82//ogUG5Mk7OHLP/cw1WEjLSsfzWFW5+FLW1x8iKVVHAQrPR9//ou7zWkd/WGXztMwKAeR11Y3ljDxh7IDc98NUAwJkzmV4ABbn4qkL777m5Yf0y2nV9zvnGc/6eHshvH+bLb15gydlF2FgvCCaq1DhuUSLCuMsNUct7GHqU8eM6s/GuxQhPyILCTK4LxmSKUcLeFKe6MZBl1bXp+OOSYQqcakSWNnNEq9JMnD9HnoM+l+YhMpWZF7BQoI6LJ/7wG6IziLPOncF6PWMCwoQo/beKMv2XTmi4fQNnqsEX31WrhdGVq3OHOu/ZgZvRhqmLqvOefjOWA+2I0VBiwzwhs1F08PDBooaaBdXsK6shszwEqUSTCxv1oTD+qLEUliaMUfghLZXTpxJiGg2rVAWTazN2W8tdm/FAYKFgLTXFvcFjuHJvkpNQe+NawYlPeoEV3TXpiyuuXeFAGW3/hHHVa2J0VU06M6XYddy9Q7BOAiRUaWdj601HcBUJsopqgV0KBaxuxmKQeXGMXc0W0ZSKOjh4L8yc0yFSAcmUrpYpRlaMJW4PId041k9NtmzA06Q4lrqpmR4c6Dy2ak18W02TVtxj305ciTLUC9RuN42l5zJh0EibZdX34F6ERuoyxlS3oA0ApmenwHfVSuRwyLhhrGhSFM3LMC06CkXaHiiSZtAyXVPYshdENtM/y6hl/fMVIAYgX/ja+2NESWauce/9O7TetY3rO23Im8afbv1sn0EoZse0xqifOuzdgbtvdUGJlqVKYVnzNupLBd5ZgTYuiwTnR7TFKRSyK8Idp4U2MTm0GUwERs1s0JjTlFT3T3oA1l/dhtlhNLaaO7U3TUdQ80NwLXYJIpGYA639NginiM+o3RD9K2iMKxaFncT2qDMgLVJVOCocEdB4NCyUjKgXCfGov2U9BzDzRRlHZ07/URUNt6xHZIL2uwswFYtxe/hoUCqsKkJfP8fA0B2AieadoMgRYapPc/Qrx9JQKepsXIuoZKb9px9OFpa4OmSE+s/EjOkfuE8nHZTcdXd07Ar/ghoNMeqn3y+eB5lSqIL6nTQ8yXBIO/Y9uIdJJ4/pvBPMJFIEdO2BMs6aVND3KcmotmGNzrnUq8T+u67H/psZchqb7tzSKSsViXGiT381a5sOEjj/bfARnflBqa2LW7TiQBlVrLt5HbNDz/L2UUFrG4QOZIAV1eezcjFkIgVEcs14ckC5GFjcpBXalmZatB8zSiEJhUM9GAPwRVIUjrzphw7Wb+Eq1aSeJ8kk2J/iBjezH9GiOJMlGH8qCAGPDQEJOtaoWAmsb6VxJ3+dFoX5TxYiLkvz3XI0LYAJpcejoAVz5qbos38PLrwy3IiiY8RcJgYzRWjUC/Q6upu3j6gnbvUexZlOUZRZtRCZWXq6DcozfYu4YH8H1naK6x9eYPSVXUjI0ugqVnf2wLJq3WCl/LZRuYTMZHTetxwRHzSp9BKxHONre2KEH9v8+ycEgVaDDgaA9C9V4W5tg3VtO4CAo88JYrcPOLgPEfGasSzh4ICNbTuhiJ3md1GfE7twPlq5uaV3oY4lfLCgtuY9+zn38bXP+Rhj3tXKWg2i030RON98+yYkZmaqb5Pm5fR6DdFP65009+J5boODL7SfSzIo81/Lz0Snc7X1PvPSL9eiX6Nn0G5kKTRgtolIjG3Nu6B6oS/vYC50r/ltncHXDiMAmJeZaCxr7AFjD+S2B74aACgWi9WLNjL2UIX233N709rltOv6nPON5/w9PZDfPsy00C+1Yj4cTdMxttw1eFgnci6ei+9XxqtUW4QNGwEbM8bAqLV9BaJyDPXQ6FghqQ0u9GJpXyHPJ+DXcxJEJBpqB/k5v8CP9UqhcsFR6gHKkeVgxbOtuJMYDgnEaOBaCd2L6aa2Ejul8dYNiEk1ZBY2LemJVa3aqevzWbNEnXKlPwt6+lTA7PpsgVZ9/Sre+lTnqNKKaQfYd/tSwQlVzt4VRzqx9NYj4RdwK302JFogg+rEt+99sbge05IiBuCEIzNx9b0GkFOVc7NIQZ2iPvi9GRNK99+8DLHp/Dp4EjEQPpQxoj4F1i1v2QYtPJlZy8eYfdrlSDuswqqlvMxLSrV7PPJbNbOx5+pNuJwZa9hPCgWGFS+Pye1YStPam1ex8PlRHfBPdZIsTYqg5iPV7KTSKxchU8GTnqYAWnqUwoqWbblTSe+r8daNnO6QfnT3KY/ZSq1CAgW8VyzmhXcIwOhethzmNGb3+d3pIATce8ALBolNgGcjGOM1KuEp6mzhZx/S8Z9qWKNfFQZ+KrJuQxFHzA7DBbfIZhpEVprFtuCE0zsw//EsPE0xdG6lYsUsS+CHMj9zZ5yIeIYhRwOZ9h3HolSa59I/RMCf7bqgRmG2qJlw8igCHvCDF1Pq1sMgPwZa7bhzFTUsRqKYjSFodfhlSfh4btPRdiQwihid92LecQBZ/WIl4OWoq/148ck89A6mezME4UrYJOBkvwkQidlC+o/L57HipqGDuZ2ZOU70GABi7FFcjI7At7fWISdLgqwUUyjkIkjNZDCzzURZs5LY3JA59lJ4LJnHO+YEHJHmZM9yvly5yceDsecRP0NUnyno/eccyE155nGOCJfajIWjJQPN621ai1dK8w/98dcGAIk9U2H1Mg5U1Q8LqRR3h49Wu7jueXCPM43gi20duqBmETbm5GhLz5B2+p7qHHLNJcMQVQw4sA8hL5npi3bQiC1t3gqtSjHNuqtRr9B9Hz8QRSwrSs1XhRAIR5qcx3r1V2uJTToRDDKf4Qu6fvgY9lxy/bl7DV6kxXNGLwQCKkQKwETBMV3PdRyGwrZsHh18/JCTTuALbVfjmIxwpL7vgGImhu/jBJkUbyzmo1yBFlw1vQ7uxoXX/GAd6ZgFddUAyVQ+NScN1+Kug0xBnMwcUdnBH5ZSXaZR0NMnnDGRflB7SMOzshL43ff0HsafPcrbHvrj8Y79UVrpED7mZCAOP+BLK1ZgTbt2aFyMGYHEZaai5YnlSMw2NFVpX9QXc/x1v9nZsmxse3AM996/4Rh1HUvVgK9S+kPwxr7ygb779yL0leEmT2FbWxzv3d+Atfep2yPNRWLxPtCStlCdU9bJGQd79FGzrINfPsbwEENNVprDu5r1QlVXtnGSX+K30LNYc/O64O0+Gz1e3fb6m9bhZZKhZi+1nTYGSjiwb8KE40cRwMPqo2PaUgPEGCZWsFCQsVpHpbRHbvuTdJfLbVqMdLnhe9tcJMX9Ad9+Nqswt/cgVC6/rTP42qEDAI7/B5mALDCagPzV+Wk839gDf2cPfFUAUNVQAlNUQQDgXwntuv5KPcZzv24P5LcP852YB2i/U3ihsKK1P5qXYCmR1XeuwNtMfgDQzcwGl7szADDs3WbEJ8zBzEvtEZmk2UUvUyAKU6sfhLvzZhS3q8WVlSlysC1yAe4nadgp9PcGLu3Rwr2XevCOPnuCb4IMFz6qAreHfQNbpdtosz8343Gcrnupqtyk6rUx0r8a99/K65YjLo0fWKPF/qMR38LMxATk3l1ys7BIe2ELW1zoydICvz37PdycmcuwfqSkm2OWfwD354MPrqKBTX+MvdwYZ6I1RgBFrJKwunYwVj2sgkXtmX5VtT8X4V0iv0aTmZkMjwew1FpKjau+XjjljdJgKP2O4mNaUg2Ll+AYEBSfcl9e36Y9GniwNNzyK4WB1+L29jjdl4Es34bsx8nEMN4+oj8G1BmJ0gUYeOy1aiGXzsYX1dyLYFcHpse2/W4Y51TMF6S7dX/EGEjEjDVWcukCDgPTZ8HRua1LlcbS5kxnbe2da5h1IQQiAg+0SiskChR3tMeZ7kzHivT//FYtQZacX/NqbbOSaFSaLY7liTOAdAFGpdQHYidhkw6hDtv0fDUux4XyHq7kUBVDSzCQhVycx54Sfta3temsdpotv3opUjP5zDWAog52COnD2n7h1QtMP7kWa2sHo7gWCHj+bSGMudgUFwZ/l+d0unY7fsMdFXPIYJAUuDvkG1hbMPYSpQF/H3KcS+tVBQFlK5u3RRV3lppOMfTsFlyKfo7UGF13X6l5NmzdU3G9DXPxDo+LReNtGwUZgF4uBXCs+wCurPfyRbwAnOqaKufp4OePMeYmPwhGZbu4Vsas2gw0yi0DcM/9u5h86rjQlMDKVm3RrCQDbrrv3YWrb3SdaFUndvQui3lN2bVPPQ/HkEMHBOu8OngEnJQu0aWWLkAO5XDzRAUXVxzo3ps78imWtUqbk55L0kQl3T6+0E7tJcYWpVfyhTYASGmYZXcs5Iww+GJh7dboUJKl6848exqbwnRZiqpzSBbhaC+2wZOW+QTm8cI6jLGWP8HZln23Jp85hl0P+fUcm3l4YXULzaaVYKfzHFh94yrmXgxVt4vTFWzQWCcd8nL0K3Q7wq/3SWDh7d6jQCA5Bf3W7HhgO+68jtFcTaTAiOpVMLGKRpcz4MUtTLnJv9FBjNJbbafARKxvs52Xln3dsp9KEd/YtiPqFTc0MvvYXVKafRsBJ20671D33vDRMvJZc/8KfrsZohlLsYTT/uvq+fmSEF+3FzVX23rnNn4KOcV7eTdra1wcyDbBaDOXNhWFgtJ6Kb2XgrQ5l141NKihYxVc3XCgG3vWSJuTGIBCz7q+wVVu+ujIs0cYGSL8m3NR3VboUOrvSWXPb+sMvv42AoC5mYXGMsYeMPZAXnvgqwGAeb0xY/l/dw/ktw/z6chQDD5oyKBRjdIvjTzRy4ctVKrvXoG36QIAoIUNLndlAGBKRgbCosrDRpqBex8KITbdBq5WiSjrGIXoDAc09LzDgTEUp98F4EjUTjyNckdckjXEYgVcHRJQ3O09+ntMgo9dFa6ckHOr6j5D+g1CUWX6IqVdjT9pCHTQjvHRbv3gotSU6hSwFbe0Fz16U/PqkOFwsrBCUmYGym9foqRLGc7fSgXc1WlSo86OQSFnfpH2bJkY08sf5ir449wOTCg1g9NBC4tzwfNkOxQwy0B1lzcwk8gw42YdzGzJtNVmXZmOHXfNkZpjqEvU0/sJZtdnqXj047fi6mVIzjIEbig18ObQbzhdLYpue3dy2n98QXqBpMlGseBSKOdiKRQz6zdC7wosRbz0MgLr+FPJnC0tcWUwS1+ceCEQQR/4F9t0fHWVvqhdkKX8lVmzyMARVXUvHUqVwcLGLPV6+bXLmH/pguB9kr4dpRVnyhgDkAt9XEAEUOq1yliEtNCa7d0IShNTE/YIYRADf9Rtjq7eGoOJ307Pw5p7hoy1MvYpCOg5CWZSBljJE74FMgRAOHEhiF34TUcEGwbgZVokZj/4GbefFEJCMmO82VmnwdfzJb73mYoS1gwICnh4D+NJ344vu1UObG3TEXWUC17PZQsgE3DntjU3RdhQBioSYNZk20aYiuWo7hIFR7N0RKbY4VasK6QSMR6NGKtmolF5WnSPO34Ez+LjQM62jUqUxE91GuiUqbnuD0SnSfjvUwHs1tKdVPXLgw8xeBT7HqTzWaNQUQPQsfWh5XjwnJhLho03s83Aw/5TWB89uo8Jx4OZnqJEAZb3zyaKSC6Gi60lLvdn87jkkvmQK9NJCRRmZUSAjGlUqgDA5bcuYHHEaVDKrzxFCuSIubrFVjkQmcpR26YUNjRlQHb7Xds5Z2y+IJfqE30Y+Ljk8nksusqfGkfHp9Sui0GV2Luz+bZNeBLHw8yljZbiJbBeCfZ/bAFP9Rzr1Q9eSo3Qj5mAFDC3wPWh7FvQeIuwHAMdD+zWi3PqJLYNOccKxXD/qphUi+k5fhN0EEefGbqSq85V9XtMWgqq7lkuWOe0Kg0xqCzro3HHghAo4DLvZmWNi0oNQHnWQyBOGLjLsPoNljaMKUlzsv2+7QYgMQFwu9p30wGoqTwZIm27cxtvU1I43Tgy9dDXZFU1htJMb79jeo7E+tM3eCKH9U6Hd+BWjKHERe8yfphVi7HgVZGanYXpV47hWswrmEik6O7pi8FldU0WNjy9iLn3DN3TVXVcbDkRDmafp412PPwpgp49ATHOyYiItFjtlSnKggP4Fw88+vAeLXdsEaxlQdOWaO/NUsRzG6EvX6Dvgb2Cxbe012yyqMcyJQG33r/h2HFVXArD1VLXvT231/67y1G6LP2u4NNK8S3siv0d2aZARHwsGm/dJHi7DYt7YJ2SbUyyJq12bEVipuFG7bIWbdDSi2U0UEw9c5LbsNQPMkHb1bm7+jdnbvtpze1rmHU9RLD4xIp1MMqfycl87chv6wy+/jECgF971hivZ+yB/0YPGAHA/8Y4/+Namd8+zFHJb1B34w7edDvq3H3dmqKiKwM6PgYAulrY4IoSACRtqrHH1mJu/V1wNtOk7L5Ks8eEM92xt8sI9cLmjweTseuKJeKTdU0SCjt/wIiaBdGjGJW6Cz8AACAASURBVAMarrx+hR4B/CwaSiW8NfQbmCk1t2LT0tB0xybEkmuclnFEW8/SWKJkd1Gdv1w6hY3X+F1r6byI0ZpUshLr/6B1vWGIgAGl/TGjFjMrmXR+Nhwc+dlYsck2mFdtF1fuacwbuGY2gbWJobg1Hf/2clcsbf8rV/bBy75ITn6OsdcbITqd9ZOlJBs/+4aiulsiihRl13sWF4um24R/WG9u30lt4vDjqePYKeA2qq0lde7Fc/QPZKxFvtB2jiVNQw4s4wk/VzcEKHfrtz++jtmPGBBqEHLgUsvv1WzOtnu34E6MFjNF64SptepjsC9LRf0YQ5QAX3IrFonYZKi5cTWiU1J4L7+oaUu0U+qCUYFHce8x8kQgIhKZnhOBVpOq1sGg8pV19PpepoRj6LE1eBJFjFd2HQfbZPxUvwzaFte4xsqTFwOpAqCEaR2IP2KoITQG5CRdfcMKJGXoziUrUwkuDRypBsO+CzmCgDuPmImPNg5GmK1CgVE1qmCCkvHjtWI+OINqfbxMAdhZmuL2YPZc/hp6BhtuCrtzH+7ZG2WdGOv0eUI8p/tEBhzaQSnAR3v0VYOAbbf9hLvxQq6NCtwaOAT2VsIao3z91GrvOjx8Y5hyRmVFYjnCRzEn9ISMDPitXQqRQpf1SccUYjn3/Gxpy/QcSyydBzlpWOqTnqh5WUDkGFbno9gYtA5eC3mcmd7iWAGxQxYmVWiIob5sITnl9Alus4Mv2niVxmKlC/ClyBPodZC/HAGWgZ1ronxBpo859NABzsiFL7RNb1Zeu4K5l/jfXXTuyT4D1Kn5HwMArUxMcHcE0yUdeeQggsOFwTqVziqVbbhlAyIFtFu13bkHH9yP05ERvO0hEIVSDSkIBKu4awmSeGQB6Pimxl1QvxDbaFh8+SIWX+XX0fR3L8gZKFG8SnwN59TGHODNF9cyl6JaMY1767mXkRh36ojaGMHWzAx/1G+G5iU1wAXVExL5nHNF107pJu3FNa3b6bjB815U4I97Iy9hauhppGdoNo4cbLOwpUlPVHDQMNsSM9PR9cQ2PEnUZc13K+mLOdVaqN9zZ6IfY+RlflahvakFCABUvWPzcp98Om9FbO2wu3N3tcN8XurLbVliolVeswJZAgxzbcZ8busk/U5i8QrF+QFDUOhf5kirauvS2xcx/3ooRBliteYmbaQoTBWwspLiXu+x3PwgxqnXsoW8siJU16iq1TG+OssQoQh79xajjx7Ca6U0Av3em1qnPnqWZ1IMqiB5jxlnT+u4qJO8waJmrdTM5dyOI7tuNNoe2iZ4yt5WPQxA/LzU/1fK5rd1Bl9btdtQYtw/JwU4YqExBfivzE3jucYe+Lt74G8HAM+dO8f1gbu7O7y8GAPDGP/+HshvH+bEjDRUXEPiyXy0IAWO9uqJ0o5Mp67Nwc2ISHyJcV43UbXAW4igwNV4dyx4UgkedkVxuC1LkzoVEY4hh1kqWRnnVyhqG4tn8a4Ij2Ni5gFde8LPjf27Q+B0hL3gX8y391NgQV2mb0eMh/qb1/H+aKSUvyuDh6sXH+OPBeHA44d8BC9Ox4r0rChoAVB90wqkZRhCez0q+mBWHY2b59TzJ7Dt2S2OsacdlmITXO1BOoksnSryfRBWvVgPO0tdnSQ6zzzJC+NraBxoZwX3ww9+hovO0LeF4ed9BLZKBkR67Dcwyz6BLLkYT5MckC0Xw9MmgQMPM0UFYeHKdqlvRr9B5z1/Cj5k85s0RwelDg4ttMmJl/pAO2jxTgsflUMopeQRq5AviY7YJ/dGjFEDr+TAR058+kEzi+osp0x9IrZP3UMLkQhDNmlN29JY24AttikW3/4diy6KDQBqO/NUbGvfCOULMLdRWjhTqiOxYvTj98bN0EXLLbDl9s14yJciTuyyTt04N2TtICDhSfwHzonQ08FRnTqnKkPpi3Mf/4D7Me/x6EVBpKRZwNQkB8XdY1DMNQFTfebDyYyBYApZLBSx7QC5PqgphajAdohMdU0ZCPheffMaXicmwtnKGn19/dSpnarrDz1yACfD+QGeWkWLYmt7BliNO3sIBx4+giiL+lMTHMfNTMaxbqZWZUB2uXWLkJrOn3pd3NkWZ7ozg57Jp49hz717gnNuc4dOarfT+lvW4WUCPwj3TdVq+K46G8uxh2YgMFKYBXOxX0+422qMEcLj47Do2kXOOZa0xtp4eqNfhYo6jsaDDwfgdIRA2qgICFeC/ZxJzIoFgJZphHqcocDa1u3QuAT7nnutmYdsoWWsDIgcwQBAmu9lVi4Ej1wfxy68MnA4nK0ZsL/w0gUsvcaf8ta3QkXMqN+QK/cy5hjq76T0Uv739qU+VeHqwEyEJp8Mxh4BN2ttd86Ah/cx4USw4FjmFgAk/bRz/dn8CHz4AONO8DNetcE6KnvkyWOMDjbcGPB2dEJAt55qPbaZZ89gUxg/6ExOn09GjVO3Ycujm5h+/gREGRI141dhokCVYu7Y2bynmhX0Y8hx7LzDn65b2N4W5/qy9hDLNPjuaIzxNrz+0SgPyO0WoY2nhjWWKUtH0JvduPruMRRyBSq5lEDrwj1gKdVseBHrrc6mtRz4rB/EpiTQyMJEY6ZBhgeUGnkj+g3HAKxZtBjGVK0B0kpURWxmEnpcnM0xnnNyJJDJxJBKZZBK5Shk4YQtNSapnXt/uHIUO5/xb4StrNMRzYuWVs/j/qGbcSPWUNdwhl8rdPPQmNkITiK9A1ejXqP7PrYpph9NS3hiVevPS5PO7fUXXb6IJTzAL+kKr2zZ9rMATSEmGgFWlKr9pYNY1vMvh+JOzDsQiEyMuhGVq4FSxb9k/H79LFbevcKeMxU+rtxsonn6tN8E9Tt5bPARHHxiqFtL72+SGtA2UKJ7JqmHp3GxnLFPyQKOICBdKKj95NhLG39kavU5oLSq7qa7N+JxkqGcjKeNI05103Vk/5J9q193fltn8PWNEQD8mjPGeC1jD/x3euBvBwBVJiDr169H//7M8dQY//4eyG8f5i33zmPGaeFUsn4VS+CnOkwPbtaVw+jg8Au8bXUddh8lO2B/3DRMqca0kaKSkrgFDV/QAu36kBFqhleNTfPxjt/0ElWLWmFne6atR4vT8eeOsJ1lpSYbt7tsLuc02q70H6FOg6qydiUofZMvBvr5Y2pdpmlI8TwxDj0Dd+FdAisvEgOdy5fB7/Va6pz+LOU1ugdtwIcUc/WaWwoZevkVwgy/PuofmfLE33Dl9WHsTCgKNwfmDpqaaQqrZFNMLhUOsdsNdb2ZGRmYGzIco8teh41pFmRyEQJfesHO6Vc08WRptRTZySshSeVPj8uUNoKFE7kJAzfeRKELpeAIxO+NmqKLjyZtlfSKaMFPwAmFVwFHzkWStHVUcf5lJPod2CdY50EtYI8Kbb59E7NCz6qdSS2kJlhGLp5KnUBVRbHpqeh5ehNeZb8HR8yTi1DHoTRW1O2qkw664Wln3H0nxYnHPkjJZGm0RR0+oHmZO6jj3hJ1XDVmMmTW8uOpE2rGkYO5OSbVqotuWm0mMK/MisWaVGUthijVPbFGbYyswjQicxsp2UkYFjoBV+55Qa7nBOxZJBoz67ZCdccG6uoUOS+gSJwEZCvToCWFIbL9FSIzjaMxFQ5+9pQT/NfXNSL31gF+Gndb/7XLES9gEmNjZoqwYYytd+rVUww6vY9jaCBTzKWpcqmu5nLO2ftQy34o78yANd91S5GUzq8B6OnkgBM92OLn8LNHGBN0RLCrVBpvVKDk0vkGALrqxNJOTjjak20gTDm+CDse84OPzhapONf/BzUYRGmTXffvNEh77+ztg7kNm6mfy4FBAQh5JgAASoDwbxjb90ViPBps3iDYnvY+3ljQiKWdl1w9j3OY5Q05EDmcAYCfYuYSy6txCU+u7MCDARwbjC+qFCzEpbJR/HwmEJvv8ksN0PFRlctjfM2mXFkC+sl0hS/IFIhMfyg+lhJJxiIkIaBiWfutXiao19fC0wvLleY8I44cxLGPMACvDx6BAkpdQWLbtg/Yisx0OcfApKDU6hbeXljeUAPGHHj0EOOP8xt2+Lq6Yb+SaUznbw27hZ/OnjZoellnFxxWOvvSwUbb1+N5rK6bs+okqUSEJ98wViEZpVTcuAyDPK9heKnbsJLmIFsuwu5Ib/x6twaOdB3CbRJQZMkzsfLZNESl646ns1lBjPKaDQsJS9f/GAhGx/d26YFKSvd2Av/IlZ0ADu2gdpPOmWp8Qt6FYca9rfxzk7Rda/6AghbsPmsfWIGoVH5gvpdXRfxaVbMRlpSVgRm3DyM46j6H89iZmGOsTyN0/wzwj6694NIFLBMAvAnQJDObvwLgCHaA8gC9W8lldtX1K5xxGP0+oc2iaXXr59kARHUtAqvmXwrlNCVpY4qAt/6+FfFdjdow+cIgHBn4dNi9A+9SdRnudYoWw4Y2Hb+oacWhiIcYfZZfM8+ngAuOtNNdB5Hj9+Enj9RbKOTgvbNzN7Uxz6fG7msc//NeGH44fxwKkvdVqkGIcoBfazZGbz0H9a9xP6pr5Ld1Bl/fGAHArzljjNcy9sB/pwf+dgDQ1tYWqampuHr1Kvz9/f87Pf8fb2l++zBvuBOCX0M0oJT+8PXwLYZZ9ZgbbUrcb7DM4l8cp5kNhLXD91y592mpqL5uFS83xpS06IaNUrMVGm1Zi+cJ/AhgC09PLG/JGADLblzCvPtn2e0pXUy5H2QceASEdhyh/uFYac1yXjYFnUo/xKfXYywa7YhLTwNpRnk6OPH+SP721nzcT3iNtCwTZGZJIZHIYGkmg7k0G79V+AZ+DiylSx43FMhijLw36RZ4n2GBcrZxYL/7pRC7GTqrvk+Mx96H51CrWAVUcDcUHd9x5yIqm42Fp53uoi8pyxSrn0/C5HrMTfJmdBQ67xEGAOc2aYZOZcrptJvYayp9HRKF119snY18jgEHhVOA93ftCV8lm1NVMbGoIhPjYSqRfvLHPOkrvkpJgJe9E1deP9Y/7Yi3GRl4lOKGpBwLSERyuJglo7TVW1Qq0Ab13L41OIcW6eQG7GRppcMCo4LExiLzBlr46bPg6Pi46jUxumqNPL3FEjLjUHvzKqRl8LMSxjUojNHlNWnAqsoVcmJAZgMiB4N+J6YDGbrwaR/RIvVc/8Fws2YsuY/Nd9J8pEW0KmruWoE3WUkGz5CnpSNOdmIsJwq/9UuQmMafnl7KxR7HujFDFwLQG25bD5HM0PTK1FKMewM1TokfSxt1taY0bQb2dzq4Gk/jY5CcpK8npkDxou9xpOUvsDRhaY0d9+3AzbeGrE86tqVNJ9QtWpwrN+hYAE4/jVCnpqnHgANAFXg+VJmu+yEGLXcIAyeVCrljbyemj1lq9QJkifiBSnonqQDAsy+eYUBgoOCc6ubriTn12Huu/4F9oLRRviAtq71KbU4Vy1mo0n6+FfGT8j3XescWXldSOlebZfUiKR71t67jHUsrGylu9Rutfjd23LUdtwW0CmfWa6heHH9Ma5SuT6n5rkr2Y+cjO3DtzWuIM8VqBhGx9SiFcHOzzqhfmKXrEsBCrLFbeuNOLCMCEPzdC3Hl6D1Eep/0zPPFwqYt0M6bifjX37YOL+P4QTCJRISnSgCQnstK65YjVZHNvYtI8zIhyxxZcglE9B3qM1TtVnzq3T4ce8v/Pq7t1AptCzFA5NKrl+i1f4/g/NA2MJgRcgpb7vCz9SbWrM0xvSh2P7+AFRHChkIbq06Ahw3b6KkRsExQ27e7px+XBqwfGbJsJGVnwMnM2uAdqypLYznn/DlO25CYXa28SnEbMtpMRb70X9X5xF57MHLMZwGAtBk089IZnH4RwbEgKzi7cTIdZRw1pmTabaI5QtIh9ubmahBVcEByeYDmaVx6OgpYWHxx4E91S8SgPfz0Me8dzmnYBN19vpy5CPVh3+O7cTFalyFK+sPbmnVDNTdDV2M650nsexS0sf3imo+5HDZ1Mcp+qLF+FadBzP1aUAGAEHHMykuDhv5t95zf1hl8fW8AANra53WI/u/ls5MSYEwB/r93q7FCYw981R742wHAcuXK4eHDhwgJCUGdOky82hj//h7Ibx/mtynxqLmBzCb4U8l2d+2Aym7M5TXzfU+YyK7zDmK2pDLMnJm76ZnICAw6yBYf9qbpKF/gPW69d0WKjAEk5NymYpl9f/IYdj/gTyHUZjotC7uIeWEsrZ4vOADQmqUSf2zROa9pc3T0Zs6P2kHpncmZmXC2MgSNsuU5aHF2IlKzTaFQiCCXiSASK0A+JlKxDMM9G6FXccaSyIkbDHEW/30qIIHE7aHBtWUKOT5kpMLO1BzmEk0al6og7ZSHRt7C1IoXUdftFUzEcs44ZObNWlBIS+BkH8bGuvkmCp0/wgCc27g5OpU1bPvHnkrS9Ku9YQ2vThIt6mgBrzIW+RJP96bwH7D/TRLk5LyhFbbSNPzg3RXlHDR6W7m9fsedq3E7hl8DcEu7jvgfe9cBFUWWdm8HcgZFMGBAEBFzFsxZREXFnHN2nJ3RyTvRiWYxZxSzCAoGzBnMATOIohIkZ+j0n69eR7qaEXdmHf/t75w9O1KvXlV99aqq3333u9evpj4IS6XSBCw6WVrqTXjvp6eib6hhraBe9atiVXdNWbPqPAn8LJXJQeY0ZYHXB2/S4L/TMBC11r8/ursz1tjQ/btw9RW/oUvDKlUQPpSJr1P8eu00Vt+JYbp1SvCcwKpPm3fAzMYaBmKzkCXIyuYHTryq2+BI4BSuvwNP40BgFMfMVSGqylcJATfnRkyGmw37YV8eA7CukyOOj2QGF13CfoKZQyrepNgjO8uKY8aamUlRxTUb1jbFWObzNeo6VuY03uquVmlJaSZoqnfZ7OaasuLJUQdw/PVTCEoFEEiVJ0g4kymNLIEGAHzzBn12GjYGaOrqiv1BDABsumElsuS6pf6qPAtkAjybzuQL/h2zF6GXEiDjAbiJEtnEU4EDvRkASS6aZMbBF/3reWFJT8Y+3HLrBr4/R8w2/vf2EtKyVIJb5RlczG3VFnPbsPt+MP4+5kVG8Togy4VynBkzCbVsHbi25OJZVj5Adc4D6tXH4p6MQT0r8hCi4h/zXg/9UcUQpXvpsXExFJxsq+41EQtwZpvW+KQ5+x1VSNING9cgX6IPUFOJpUob7M/MBvzremKFkv0449gBHH3Ez7x0shbj6gS20PAkIwM9d2yBQqCAQquiksA/eo6Ce/dTGxNsTFiIR3lMNkKqIAdyAUyEMo7x7GbpwbEAKQisartxHQdUlQ1iXl6eOE1d8thvZwjuveHXRO1W2x3rApjbeMj9WGx4vYexq8uETCLExlafwtORgWEzz4ch6oV+OSZt+62NP4LcKw4aEatxdNhePVOottVrYOuAwWogWVsupOx5tqlWA6GDhhgcO4Y20Hs68GAop9+qHZZiExwMHAlPx0oV7vND2cF3yzq8zuM3ahvi7YNfu1b8e1mRay+SSkClwIcTHyG/tARejpXxZcvOaFlFV1ZD1Sf99skozoeNiTksxPomZ9rHzpMUc8+Ik5nVO4HCfNeRlJONEqkMdRwcdCoPqO2fMXN3BAahbQ23iqTnL2v7oc0z+C7cCAD+ZcPB2JExA8YMaGXgvQOACxYswB9//IGvvvoK3333nfHm/I9k4EP8MM+JDsXhB6/1JpOt3Gyxa4CGFfQ0vh/qWPFPFBIKvFDXPYK7y/sfxOGns2E43ns3HExLuEkITYKSC63QLWoItg0cjVZKnTUCmPqEbtUzj/Bxdsa+oBFq3Zr98Xfxr4uGSw1jB8+CsyXTVeq/bzvuvCaNwjITSYECP3bpjpENNOLRVFL1+cnjOJ7AyumobHSBbwcM0S4bVcjQ4cTnyM+xQF6GFeRyBkaZWZbAzjkfbRxrY3lrBogkJM9FLQG/5lWh3AzWVTU6U8S+2/IkFsvjziFfWsIBEQFuDfBts96wNtGwyUhXj/T1+ILKdo+NYkwSYlr4l+NqqK1/WJHHkZwpvzlzUmcXyuzSXv4I8PSqSFcVbrvg9h+4n/ucd78Z7kPQu2rFF1fingzBoGPNUSrXZRz2c3uMxT0HQWjBSicpUvLzMD/6GC4ksXOobGnFMau03QcfZb5B7+2GQaNOnjWxqRdj0VKQGca/oo+oGUykmfZz5x7wc6upbnMrJZkr9TMUP3XphuE+bBynFxag/ZYNnD6SdlC52anRE9SMpOSCXLTbv5qXmUssjatBs2BvxsqsW4X9hvQUARTkWKsVQlMZvGpYI7IPc3mddzoM4Xf5DRmINRE5chS8nRjTiJiKWcVF+s8lFBjTsAm+U+pjddj/Iywc3yA5wwG5haStKYBIKIezQw4cbQqxusm3cLN15FicdVYthsBMBoGVhCvfp1CUCiHPM0FL12rYG8iA1wnhB3AqJR4KMu3QDgUgLhYhfhYrASadqZ7lGOm4OzoiehQDKj86FomDCff1TUAUgKvYhgNuKL45swvRn55C6khPQKj7TnI6mAiX4U44NPlbrm3f3dtwP1UXuFCdbi0He5wazZiXex7exGfH6ZnkBwCD/fugtztjt82KikCUAdfc6S1a4dN27Bn66HgkIh7yv9/pXpKOZyNndi/LY3M6WJrj+qSZXLuvT5/ADh5nTtU13Zs2G5ampty9rBtM2ou6t0f1rz5eHljZox/3z69ORSPUgFEKgTz3ZjADkpc52eiwlTmp84VvzRoI6c8AppAr87D4jhNyitn4V4VQKMdXTWIwzo85uyZkZaJbyGaDfa7x74ce7kwjcvOzXxCbcQ9xWS7IlzCNWEtxCbztU9DYoSZmejCTJ4o9cXfx2cnjev3+0b0XBip1W2lj4O4dnCkCX5Bu3Rp/xiSNevIIX1zdBfsqumAQfYffvHDA0UEz4WbHgPnXBbkYcHQL3hRrDLvo7x1ca2NTpyEVdk+lfQN2hiDOAFC5vJc/+iq/G/QNnHc8ChGPdMcdabxR6XNdR1amXJHYeOc6frjM76bexa0ONvVmLs3/H6PD1g1IyuVnsg5v0AgLu+i6P7/PHOx6dhXLHpzkmKT0FutZtQG+adwXdqa6z2BSQRY+uxaOa0rtSVcLW3zX1B8dXd5dW51kCWhhhAy0KIhVT2XfoxtpNHj/TFNZm5n7387jhzjPKJsjIwD43x41xuMZM/C/kYH3DgCmpKSgYcOGKC0txcWLF0GMQGP8/8/Ah/ph/uXKIWy7+QglUsBUBPSv74ZfOuuuvm+/PBMjakfz3sQdz7pjdFvmbnro0QN0shwEKxN9RsObIgu8MI1UGy3cfpOMQYd3QFasAGTKyaxYAUdbcxwZMF4N6r3IzUTHg2t53YormQlwdch89apwww0rODYfx8pQzvdVzqejGzbBDx2YEDfp8wTt3Ym7PPpY2q6TeaXF8Dv0M3LS9I0JxKZStKltg+1d2IQ3POEXBFjyl0mfy6uOTh4aPapNj6/g59sn9PLZzrk2NncYoWaahT24zwFGfDGuSTN804Hpy1HJERml8DnckrkHicnbK41FKvokElODhPdJYLuarR0mN2sBctj7u2PE5QXIk/LrOfZ28cMMD/3S2vLOSaEoRXjsAHwcw8wutMPb/g32BrjCwoGxfYjhNGD3diRk6Wpe0rb1AQPQValr+LogG75b1vOWThJwMq5NI/y7FQMVCfD237UNaQW6k22agOweOFSt9fVnAGBZYxO6L5MiwxCfkckN+doODljvP0AN/tGxT7+Kx/iTDMjgLK2pIYFmSuBsb8+RaqZGmz2LkSvOgyTHFLISEQfiC82lMLEthYeoBsL7MSBq6MEtuPoiw2DKF/XqgkBPNqkac3AfSFOSL5b39EeA0n256+7leK3IQVGpPiPEyToPh3ssgKu1DQolpWiwZQmEtvrvGYVUAE9xVRwdysDxmVGHEPX0EQcAciCgABxrkRiBIgjVzrHnEuMxNiKMlwVH97K6nS3Oj2Vg/6HHDzHn6GHWnwonlYNjGJJhx3ed2BgL3nsUB4duRFEdG2R3rQqJkxnEuRLYXkiB9Z0sOH/WGjsWMrZg0/UrkVNUwpsjC1Mx4qaxsbnq1hn8cc6wdMO33dpijDdj9nXeulFPM051AN8abggJZCYxg/eG4kYyfzk1bf+pczcMVzpv1l6+iBd6pHZmJiI8mP4R1+fC82ew4abh87w1dSanB8sxAFfy65xSP4H1vbGoOytFLY8FR9sT5jAwN704H63WrTEIko5s3hA/+DJG1NHrgWhX5REmX+qFO+nOkCsEcLXKx8o20bA3LUX1Osz0g86T3Ir5QBYyLiDzk0pKTcOIl2H48W4spNpUQXrcBHLM9fLC6NpMukEVpP24+dZ1JOflcSWRZMrTviYrYVcFacsFX43R+ZvqHz907oaRyvvzpqAAHbZsgMgqF14uaahsUYQX+baIf10ZrqbOnKOziCjsykgpzMPi2+dwJzOZK2/sWq0upnm35TWOINDuaWYmskuKUNveUc9hlcDceiuXQFbWMUt5rGnNW2G+r2bhhnK6+dYNzsmddPi8KlXCvNa+qGn/biWB/zp9BPsfx/HmqIqlNWJGM2D+/2N8edowOB7cOwB96uq6T7+vHOxJvIbvbusb/jR1rIEtvuMgFjJ6bXZpEQJPrsPrIl1QkxZLt7QfjdaVdZ+Pt7keAvbodx+feuuKXv7wV4LTxVIJ/DatR2axPsubSsUvjJ+iU87+Nsf+q9p8qPMM7evXAQA/+gYm/5QS4KVGF+C/apwa+zFm4H1k4L0DgHTRMTExGDRoEPLy8kCMwBEjRqBWrYp/sN5HAo3HfLcMfIgfZirb+Dw2ChHPNT+aO1V1x5K2/XRWYydF7MEYtzXwc3mpk5wLKdWw7cV0bOjHAMMnSavgbrKUN4E0J0gSrUEtZ6bDN/HEfpxM4ncwndGoDeY3Z06Wl18ew/BTStOEMj2bC6W4NexjmIuZZljrb2SISQAAIABJREFUrWv0RLBVu0xt2hKft+3I/dOQ6yRtc7W2xsUJU7l2pTIpvDYtglzK76LXvIYD9vdlgMjGhMOwK16BgY665WQvS63ww+vuWN/mN9anXIZW4YtQIOU3WgjpOAptnNm7whBLwqeyM0IHDeX0lVRBZStkJEAlzaogcGlZL3+Q4P+HFuNjv0F6iT4AR9cxoFoXTKzDDGreNhQKOTpu+h4vC/hdZpd0skD/RozdRqWYVJLJF/WdKiFyJDOtyCguQPPQFRAUiNXmBdx9U5rUTG/ZAguasvFO7p3LDYjek17d1v6DuHa3Ul5j4B7Djs4/dOqKkY00RjFvc/0xqUkYejQUggIhBFrMPoWJHApLOSIDxqGBI3Mr7r87BI8FzyA006VkyQrE6OnYBMt6McOfGcd34+hD3feB9rnsGBSIttWYdtuAXds5Z0q++Ny3AyY3b8lt6rJnAxKKDYCKCgXuDP0ItubmnMZb3V0/Q2DA3NLT3AVH+rPnkvK+IpbfXZe0L29OZQD+ndRk9Nuzg7uPZbl1lIlKVha4NpGND3ouxx86gHOJuqCmq40Njo4YCxulU+XOE5ewqYdhcKvewt5Y+Rkr42+1aTXS8/kBb1tzM9yawkxvfo45jvUx/K61tH1Bx1aY2piBLE3XBvNqSdI2Kn1TSQhMOXQQJ57xv4up7fq+A9C1DpODIACQomyOaFJtYSLCfSUAyMce1r7/D2bM5TTXKJc+q5dzelt88YmWOU+XrRuRWMYEQ3sfFQBYIClFw9BFQA7JKpQ5UzMZfu3eA0F12DMUcW0oqlm8wpzL3ZBcyN4N5iIJvmpyCS0rp8DDU2OUdTP5NWeMlC/RvLtJf5DKnrUZ0b/ERWDPc36DrR6uPvilKTN0qUgQKDE6bB/nAKwdpOVIZi7aoF7Uo0uwK/4Sbato5AEOJHrDs9ZyNHJ5t8Wbl7k5HJiuWjQjJ2cCKslNWnVsupeN16zUyY/2uf6rrS9mtmxTkcuuUNuvz59AyH3+Mvo6dg44NYy9E/4/BslKDNm/W23spbpGKv/9pUuPv6x09j/JHY0Pv6O/ceAeXwS3Ho5OLsx5et2jC1gUp2/iQ9taVnLD9g4VN1jsuzME9w2wU12srXFJ+buPjnH+eSKmHA7XKc8nUxdi2naqpS8V8p/kpSL7fojzjLLXZwQAK3LHjW2NGTBm4G0z8N4BwDp12KQnPz8f6enp6g+vtbU17O3tISrHDYz0oOLjDf8Qf9skGNv99zPwIX6Y510KR7gW+KfKmm+VWtjWebh67O6+dwdfnT6GEe730boym4DEvKmK0Hhv/Ni5J4b6MK0gScZMiCTRkCmAp6U2yJWbwFFUitom+VwFnMJyEkS287m2nfatQ2JeNkxSi2D+rAAKkQBFnjaQ2Zmip5sH1nZlAM+Oe+vx5Y1MDaVP59YKcLZfAGras5K30RH7cP4lP9NoQ+8B6FabaaetiL2MJVcuGRwk96bP4VZ4adLltX6ZwXaB9ephSRelk2buc8y5sRR+NsnwtU6BuVCGpyW2OJBZG91cOmO2JwN4XhVko1PUSq40mthK5ILLsZJM5BzbisqAR7przIOIVUGl1eeeP4NEJkdjFxfOCdZcrK8ZSGVq227fRFJuLqpYWXGsnYbODNh51yC21ba4m0jMy+IMO0bXbwJTsb5px7v2b2i/9fH7EfGamaqUjV8bzYO3HXvPqoIm/ZdfJSGntBieDk7wqVRFZ9JDZbLkAmwoZrWoh4/bMXCrPH1KsUCIx7Pnce2ohK7dvtUk9AVBKQnLsXtJwBpMgU+bdcDMhsxYhFx9I5/ya6JVs7HFhXGs5P7PGIB/dOuJgd66rPJX2U9x4+VVDnhsVq0FqiuNaVTXSkB/040rUVqiX2dpaSHG7Ymz1ZP4tddj8evFc3B0yUFlh1xOhy813Q55GTZY1ac/etVl5Vd3016i/y4yOtAvRRUIFHg8Y576W1eeWQk5Nf/cVelaG7ENd7INM9HOB05DDRs7SOQyeO39xeC97F3NGyv92PuDAAsqnyzrqEzbhvs0wk/K0rgziQkYFxnGlaJqG/xyprRCwM3aFufGsnv0Ii8bvcM2o6BYAqGSbUxMY6os39A9EN3dWI5uJ7/G7JafwyS1EEXDqgB1TIEUKSx2pEIhEGLsiXkY27oV1/bL08ex8y4/sNfH0wMre7Ey2D9izyE4JlYHcFYlgvTpPmvfHlObMEOIVhtW60ksqNo2qOyMQ0o33Ptpqei7i1/Lkhg3j2bOVd/LOuU4Ons4OuK4skyaAKPuIVt49e261q6D9QEaAL88gHjv4GFoXpWZe1A595nn/Hp9tF0FANJ/jzu7E+deJAB5poxhTjfVUgZLWyFO9JkGF0tbrs/Nseuw9Ho68iT6Rj5jPJPwbS/dBS16xy66dAHPcrLhbGmJWS3boIVS1kKV2+kxmxGTwf87zsvWFaF+DHSuaNA7jBYnriW/Ar2HiIlNz482+KdQyKDIHA5IeIAwixEQ2rGS84oEfQcDdm5HfBZ9h3Vjbuu2mNtaoyH6afRR7ntVNggopfHmVYnfjKMi52Oo7cWXzzEykt9UZUaT1pjfuuKyEX/Fef23+qDFv023rnPvPAKrutSqA9Ll/DvdlCtybVklBfA7+rvBXT5p0B3j6/py26n0N+zFbd62pAV4yZ+xfSsSLdat4mX1UR+Ur4czGXtZFY8y0kELGaStSIs7xLKt/zeO37e5lg9xnlH2uowA4NvcaWMbYwaMGahoBt47ACjUKq+o8MkLBJDJDLgLVrQzY/v/agY+tA8zlf60C19hMEcRPSfAx5HpPtHKLenllTXtCKLV5a6a1WV5zkJk5odiU5Y7kqUaPZdaJvkY75AAa/vvILRkZWf9I7YhafN1OEa8Vk+45aZCpI6riYDRXfCzLzPXiHq6GzMu8YN6tP32kAmwM2eTih7bt+BxTrouJkFVf3Jgftv2aqfE8hheVM5FACAxHOi6vTcsM8hO+davC8Y1bKbO4YHEzViTeFunXNnHWoSfmvwASzHLR56kBE3Dfocs3wQKiRaFSSiH2FqC5X6B6FODAZrvO66nvsKIY7tQAg07x0pgijD/0X+7oHqxrBTfx63B3Zwn6jQQN2t87f4IrK5bxnsrLRlTjh1EWqGmvLavez0s6tybK2tTjWEyMKBSM77QNp4Zy5Ws8usP0kT2yeyPuS4IdGywfQkE+SJ9BqCFDMu7BaBfbXYvvz5zAtsNaKIRGHN42GiuHTHRBuw2rAH4fceuGNVYwwAMvbER313KgETOxhI5lH7R2gbjW2nK3Wgi03vHVoPD6fy4yeqSYXJnnH55Aawsk9RGAnKqdC1ujCVtP1f3cTHpOcdI4gt6dm5NnaVmqFLpZGI2P5tzavOWnPYmxbxzhxGWyF/CR3Vbj0f+iwOfOabRgT8Msmi/bNINE+oxEIyCQPHvz53WAQGbu1bF5v6D1Of4KjcHvtvWg9c9AYBfNTdsH8DeXb9cPYv1jy7CwobpnKqipNAEPla1cCCAma+8ystFl8VLUa1FDqxsNayx4iIxki/ZYO3EifCtwfQfidXoGbwElGvtoO4fzZqnNk/Y9+gePjkXCUGRSKdcmWOdWsiwtlsgetZmjN/yTJECvbyxqIfG5XVGZASOxmueNdU5/Ni5O0Y01JhBdNqyAc9Ja4yHAji1WQt85sdY1hTEtCYdU2I9q8LT0QkhA4M4TU1VkONmapnSeNU27fJWKoGlUli+IMfVa5MZQ5MitSgPo07vQEKehlFK74IlbfqjZ3WNfml5brSNqzgjbCh7LilyiosxPTICV14lqf/m7uDIyQLUsmcmKRSf39yNY8n8YG6bSu5Y1YppSf4doSiNhSJTY/6jfQwFhBA6x0IgZODn20Z5jHlaKLs9dZYahCQHVXp/ausV0jvzeyojVy4Uvu1x36Xd3OjDCE/Q1RWsYW2H6KHjeBfN3uUYxn3eLQOlcilaHP7JYIn4j036I7Amk4349e5xbHrCz9yua1MZkd2nV/gkOmxZj5e5ubz72Zqa4dY0xrL+J8eHNs/gy6X2NbjP/eeUAMcvM5YA/5PHvvHcjBn4swy8dwBw/Pj/7Mfd5s2Ghab/7OKN299fBj60D/ON9JcYHL0NViIJelVORHXzfKSWWuJoWk1kS80R7BuI3m711QmlSfe6G9dwSlkq1qW2O6Y0a6GzuiyVZmHJw7FILLLBq0wHFJeawtKsBFWdsuBtkYNp9SIgVDJgJ36zAi9+1HfNJSZN/90TMHsQm5zmlWSi68EVSJeYwsxMAqFQAalUiJISE/RwKcK6HhqjnYarl6vLjzjmDvGTONkvgQ7bh3TTCCzMK9XX3CInSXKUVMXX504gJE6fTWFjaorooePhYs3KxhTSF1Bk9MOjQhNcya+CIrkI7ua56Gz7GiY2n0BgrTFV8du9Gi+zdbXgqA9KzaURU1HFkr9M9c9GN2nXkZ4SsW+qWFlzpb8OFrrC2qo+DtwNQ+xL5sLcvJo3ghoxhqIqSqVSNA5djiLoA2Z2InPcHD5bzz3vz86votvJhTn49gncTH0FAmYHeTZFDzddZ8rMokJ037MZudI82NgUQiSSo6TEFLl5FpjQsAW+acd0Eim+PXMS23icVq1NTDlDFVrlpyjPPVUbAKS2dVb+DhPI0NA1DSYmMsjlAiS8cUR6kSW2DeiL9m4MbFhx4yIWX7zMy5hrWt0ZBwIZ0HA7JRmB5ZiA/NqlB4J8GnJtL8QfwZjI+5CLFAD9j0ImgFAmwIZe7ujiyZxBTz6Lx+RDBw2mf+fAIWhdvQa3fcfz7biaeRiZxZbILrHgcB4niwLYmhYjsNp0dHRmAM/uuLvcooChiB41Du5KIX9DwA0ZkJDBhIoVFJcej8HHdqBI6Rqu3XcTx1wc7PuT+k/f3ziOLY+vAhIhFBzDi1i0MlibmeJorymoasWcwVUxLmo17me/4rwmLAVChPaeg+r2uq6gZEYhhYwD4oViORRyAaQFJlBIRdg7cChaVmWOluNP7MLVggeQS4SQlog5TUWRqQwiMxnMJLa4PljDTul0eD5s7PRL3oqLTLCt3TdwtWZ6Z4N2h+JmKj/7sa6DI46PZr8riiUSNFi7HAoe0wwqiX487SM1W+/rUyew4x4/i+bfHTtjbGO2eEGC+L0ObMGz9CwIpOx9yQGKpuBMb1Z3ZQYTFGuuxeKXS+eYAQqNORp2MgFMIUL40JGoX9lZJ++Hnt7HyjsXkSctQR1rRyzt1B+VtMA/Apw9y9EA1AaICUTuE7pNLeCvfaCy+nK0jfT6Jhzeh5TcfFiYmIDYaiN9NGL/1IYMXcoaUaj6pXfo5YlMDoLCUKk03Z/IEWNA5jsUF988xuyr/OZAC5sEoVdVjRkVtafyzagnj5Gcn4eq1jbo7VFP7f6rk8y3+Edp/n6I8zVAfdldBE6HITCpmCTEuutX8ctFfod76v/qpOmcS7oqiKkY8fghHqa/4QD2nu4e8C4zLt7iUirchBY6+u/cjhKFFJz2r/L7Tw89AdkqncQKd/w37XAl+QWupb7iFhvbVa2JJpVd/6Mj0W+0s88TcTcthVv46lCzlkHG5cnnTzkwnQDbuo6OWNStD5wsNKC86kTkChni82PwpjgBpkILuNu0gYMpY+S+S3x+IwwRSfrvJHtTCxzuMgsOZuwc7mcnI+j0Rkh5XnSf+nTDJE8N6/Rtz4PeXb9dOs/bfFiDhlioZKK/bX/vo92HNs/gy5ERAHwfI8d4TGMG/v9n4L0DgP//U2y8wj/7qCUlJaF6dTZZ/KfGtddJ+CQmGFuaRMPNQuMYmFZigUl3umGs+1gEeTOwhX5Y0gRg/Y1rOpczqWlzfO7XUQ0CJhY8xne3fsblBx4olmj06azMitHO+wl+bvobKpmxktReDaZC9kC/pIi2OQ/wwo4DP6iPtefpQfz+JFaHbWOiALa1mwh3O6ZNRdFt2yYkGGAafdzGF7NaafSHiMFEmkb0A1gVpO1Cgtk0WVRFemE+uu7eoqelNbd5W8xrycpVuBzlB0ORb6DEVFQdwspMz4ZYYz6blvMKUdP2Nd37oVedik3QaL8XOdmcPtVzLY0sEqUnB2AfrTJgYhjPi/wOhxN1AZLeNbOxvO+3avBgz8M7mB/Lb0BCx9veZSj8qv99uqZk1DL7yCFEJ2hK6UjT8PtOXTFMi0my68Ed/HTjIKpXy+DAYVUUFpoiLdkVd8d9rDZVoVK22UcO4+QzjXutjakZVvbuqyO6X95Ewc3WDmfGTeIOE5f2HKMPboOjcz6eFWvyaS0qRXVZEYqlVXByFGMLBkRuwIOMNMhy6LnQ0KeElhJY2QhxZwgrjSfTlcmHDYN145s0xdcdmK7grPDvcTiZAN4ydCyBAl2cCrFp8L+5dqR7RPpHhuL0mIlq4f15N6fgXroVXubrCvF7OKShsZM1fmj4K9fNueeJGBe+n7dLOpubU2epQQxiTrXZvAYlEm12uwLNqlfFvoEj1H28ytuPP27uQlgilcBrrslCVILvm0dhcL2LECiF/wjk7rR7A6RSbcqcAr3cPbCmBwM+VeG382u8llvopMlcLsXmziPQuhqTBaCxUX/tEli4FEFEJdzKoPlnUYY5lrUPVDuYDjyxDnGpaSjJobJRzXmKLSSwc1Tgev8vuL0PPb2DdcnrDea9rswXSzoxPTj35YsMvhNou6q89V5aKvoZKNeldsdHjVM7qA7ftwtX0pJ0dR/pKGIFhng2AhnKUJxOSsC4qP0QlhD0p7keKimWmylwc8xMOJozgCezqAAtd6yCTAU40x8VQA1zO5wfoQHL6M/Lb53HisdndfJuoTBDZK/JqKEl/N5q/WqkF/HrH37bsQvGNNaAdicSnuKjY1E6WqdkcEA6fFTGp4qbya8weO8uvZwGeTfAr90Yu5zilwtnuYUtvmhcxQVhQ0dym9IK8tFm41qD93J7YJCOOdL2hItY+vAo5FpnMLluJ0z31CwuUWePM9IxPny/joFTVRsbThNUBaAbPCjPhtsvwtDQdAHvLsQuzbU5A0frqhXpEuGPHnCLInxBQNO96RoJgQp1/Bc3/vnCWb3fKKpDUOkmgbT/hKDfU19disb2h7oLi3ObtsPHzfze6RQJSJ93LBKRTzQyEwQsklGY9vNDnX9yMgoH4h7oHIeYzPuHDEeTKpqxIZEX4+DL7/C8gBnhUIgEJujl+jHq27FvUEWjQFKCObG7cCVdU8pP4N/yVsPQ3ImxoVUR/uIOvrxxiJN8UEVQrab4vmlf9Te9oscnBi85AWtHUxdXkNTAf1K9VdHzeNf2RgDwXTNX/n6S3GwYGYB/T26NvRoz8N/KgBEA/G9l2ngcnQx8aB/mm0mvIC4cjFo2WXgiMUe+XAhLoRx1TYqRW2yJhyXb0aM+K18sbwKwpGcf9Fe6eF7PuIjR4WdQWKKvp2RnVYADgUPhbsMYUZ1dR0Gcyu96iTaVEX1pFdcuV1KEQecWIUeiP0FsU8kDy1toGLfllW5u7BeIzrV0deMyCgtx9vkzDgT0cHJC2+puej8sPzl9BPse6ZclEiMtesg49URWnvstUGiodNMcQpc73PUk5eWgfahhUOCbdu0woWHFVrdpQtF/9w4QOFA2aDJ5cvQETnCfYtmFYCy7Ucz79M5sYoJ/dZjDbfvj6jmsfECMNf74vkV3jPHWlD9nF2fgm7ufIV8u4SCESmIr/NBwCUy1jEpUPWWVPMGzvCgUyzJhY1IDdW0DYSF20jmQodI8mtTQpFylbfjbtRM4nX9IB/xTdZSdY4kjPb7TYdOQFlzMyyROLJ3MGjrWrK3nZpmSn4feO7bxGijQhIocmCnWXD+Oo6+P4m6BLpOMttmKSmBbKMLZsd9wbduHrUCKNBtyiQAKmRAKMpsQySEylUOkEOLhkC+5dvvux2H+iaMG8z6ucVN805FNvtpsWYiUYn3HXNrmaFqKGxMYEEXjY/j+PYh9rW/aQc8EPRuq6H9mFh5n8et0NXPOxA5fBnI/z85C5238rtfE7KOyVVUEhYXiehIfu02B33r2wuB6TNMwNnk1Rp9KR4lMX9+ylXMCdnT/HSYiBrR23bEJ8bk8CwgKIDRgiBqMmXBkNc5kZvFJFcIOxbg5gpX9kANr5yNLIBIqUJJpBgWZpQgVnPux2FKKfg5tsLAjYyUPjd6EmCf8ixe29jLcGcEAmB8vH0aM9JjBe2mdVw87+7CyszpKcw2+xgRxPlM63EY8uI+PDDiD074E+KtE6luFBCNNngcUqcxfFFDQyom5HI2sqyJiEANE1t+5ioVnzvI7IAsVODZyHDwd2Bj33bkGr4p5yugUwOyGbfGvlkxnLS49BQNObtC4JGtdmKvYHucCNeV2pNGoXTKqnYP9QcPR1FUXsFp25SJ2x93j9AXr2DtilX8/VLbSZS95BS/l3N75YtegIWhVjTFeSdMvYGcIr8zD4h59MMCLseDj0lIRUA7w+mvXnghqoKvN+Sz/Da5nPmMl6w414WnLJDVUQaBNz+1b8Ixn0YpYhUdGjtXR9zM4kLQ2hD24Aw9MhbeDvplOWKIHfDy2op6T/vuqvL6JWd4ndCtv+SS5wtMi4D8hPj4WhYOPdIEt1XnRYljspIqXjf4d1xX68BY+v8jPnl7fLRA9ajIN0YqEIV1j+hbvHjwMLZQ6mpdePseoA/zSDWZiER7M0OjgnUhZiVtZh/ROg0DAMbVXwcns3QxlZAo5Yt48Q3zeGxD4176KB+xNNQxS7QO+KszGpbRnnCFbAwdXNHH8zxfWSU857OEDztm7h3td9cJORfL9vtp+aPMMvjzpMADn/INKgJcbS4Df17g2HteYgb8iA/9IADA1NRX37t1DZiabNDg6OsLHxwdVqvxnAv1/RcKMffw1GfjQPswZufcgyxuCk4W2KCWVe2WIoEAni1zIxUvg5sLE+YmhQKUlfNGxZi1OS4si8slezDzBr51G28MGtEFTV7bC3aHZeJjdyufts3SAC84eYPqE0cl38OVtMhvgj+guX8FO+ePRd9M6royKL6a3aIVP21VMBJzAIq/1S3U0rLT7/rpdZ0xsxAw7FAWbocj7mf8kxfUgrMR+SOeXZqPp1jWQkGMAT/zRuSYGezKtsbcNmsR2CzEsHaDNThmy8wtce6MLtqmO06xSBvaNWMj980TiU0w6x8/wou2He4+DT2X2/koteIkv476EjakuoJtbYo7VTdfpgIAv8k/iUso3kGvpCpqLnNC12irYmWoYhR02r8PLPP57OaV5S3ym1I1beHsvLubwl/WQ0UpE+8UQCytuWvLFyWjsimOgrSqcLCxBpa32yrLqJ+lP0OsEv+g87dPNNhNr+/zB7T44ajNu5ryGXKZ51ujvZJhhZ2qCm0Gfcu0SsjLQLWSLwVu/tGcf9FMC7l4bf0OxRLc/1Y4mIjmeTGasQoqjT59wRiTaZhhUzkyAUfuamry3OvwFryEC9eFsUYKzvdj4KI9tQ9ujRoxRl595BC+GjJyBeKJhVWeED2blz8F3QvD7bY1zqXZzoUCOh8Pnw1Qk5vTy6qxZzAvq0T5d3epgo/9AbveWoV8hA/yTSxLcSxjFgNd76ckIOrkOJakEJGkzKhVcSbCLvTXODZzNte1/cAtuv07nvR4rcxHiJjDw83LSZfz0LNSQrCDai30wvy1jzdVe/gcvAEfbqBz32ZxPuHaTD4XpMFjLnoQ2w63R9iXIy5ZBQOY0WqEQyVHL2Rang9ix552MRHicrm6advs9QUPRwpVNvGtt/I0X1KNtlUwscW0UA/b+dT4CESm6z4+qT3oubwXOB5XeEzjWaM1KjhnNFwt822Nqc2aUQjHu4D6cK6PPScy/IyPGorYD0+FLyslBx60bePujP7aqVh27Bg1Vb7/w4jk+OhqpNgig52K+b3tMbsbcqSkevnmDPjv5y3pp+1ftO2FCU415k8GDa234s3L/iGGjdNjbb9Pn9eRXmHN4A4J9j6OR4xv1LkeTauOLa11xfsJctUv12/SnahOfmYGpkeFIyNJoeZIBCTGyVaXPFenv72i7LOYSlsXwL1oRALZncMXdl/+O8xwauRNXUjQ6ktrHCKjthZVdmOFPRaJHyGY85TFpoT7GNm6KfysXjYIOhOL6S0NGSwrOCVcla7Ly8WAUy/i/wX6Vx6JNJQ17uyLnamz77hn40OYZfFdqBADf/f4b9zRmwJgBwxn4xwCAnGbaunVYuXIl7t+/z3vG3t7emD17NiZPnvyPceoyDq53y8CH9mGWldzAwaTpUEAKV3EuzARSlCpESJXZoFhuhoFVv4KZFXNFbbYhGNmF/Kwxe0sz3JjEJn3hcXsx95xhAHCPf3O0cmOabC1+mg/7fz/jDDq0Q24lhGRJY5ybxNhLwffDsfVFjMGbst/vY9SwZowGMnkgtgJfkP4PCcpXJEgby2uDrguk9v7+7p4I7s5+rCvk2VCk9wfk+j+uBfbLITBnZWeFkmR8dGYBjifoatnRtpp2b7C+Zwt4OmgAQGKJbLl1gyu5pFKYxi6umNGitQ6r7Ubyawzeu9PgpS3u0RsDvBibMyDkC8Rl8QOAXvYZiBrDAJ6s0hy0270CRQp9NpaNqBhXh30GcxFjek6OGQ9rM32dM9omkjrgjxaruXZF0gxEPA+ETKHP/HQwq4de1beq34ON1/yOPHLW5YnB9Z3xW3cGGu1IPILQF4ZLlfe2+w2WYvOK3HZcff0SQ/ft5t1nUP0G+L07u5evcp+iQ9Qeg31/7GGBmc0ZGDT08A7EZr/gbWsNM9xVlgqT9qJXOW7FZ8dMRA17Vp7rs3kJ8kv4WU7mJkI8nMjKj8kdsuOW9cgo0r9HxBClEmDVJL5x2Hfgf4IAB6E5LvVn7Lb5J45h332mIckXW/oPRIeatblN7uU4x9apbI8TwyeyPi8dxJ54w0DUnaEfwdbUHORM7b1hucFjezvYImrYFG591rafAAAgAElEQVR709BvkKMwB0qEQImIadaJyRGWE7tDwkj2nglPiMO8yCOASjxUp3cFnCqLcHU4u5eB+7fjZmoK7/EtxGI8mMJYNPkFt9Dj2G44VdZf6MjLNcdS70ZoUpuNY2IA0qnxeGtwEKAKAByxfzeuvNJncqpOplttd6wLYCXQXuuWoKRYBoW5XK0RKSDn8RIhnB2sEDOaMaI+OnkYEXGPDOZzQ/8B6FKTSS2UBwBawAQPxrMcTTq5B2cz+V2vafupnrM49jS93+qtXGKw/Fl74Ybc6D8/Fc17ntVtbHFuPNNZvfTiBUYdNAzM17F3wIkxE9T9EBNow81rnGkJsQYJLKLFIjtzzXvjQfob+IcaBgC1gXnqWCYvxd2sXXhdeJ27tioWDdHYcSRMhBpN1vMvEjnZBkOxIzAIbWtoWFYFpaVYcz0W11+/hlAogG8NN0xs2kKn9JkAfmLCX0p6joaOb1DZvBDP8+3wNNeB0+zVNmkxeGADGw49eohtd24iu7iYYxFSjmoq30XauxCDetXVGDzMSIeViSn8PTxB782/242WyrT9Q0OQUaacnJ4pWqQkTbx/QvQO24L7mWm8p9KxWm1s61WxBUDqqO3GtUgt4F9QHejljT+Uhj89d27Gkzf87GXqZ9fgIWhVtQYHzC9+2AcKTjVVP1o6BqFjFSaFYYz/XgY+tHkGX2aMAOB/b7wYj2TMwP9SBv4RAGBWVhYCAgJw+TJbjaSPKV+ofhC1a9cOhw4dgj3Pj6n/pZv3IV/rh/Zhziy6ifOvx8PTJA1CrVknDdV4SSU0cf4J1WwCuFtSb91iSIr5x7CJOfBoChO933fvLD45f5X/NioU2NMvAK2UDoydDi1GQUwSbIKTIcphIIa0mily/lUVPg19sK3rWO5vc84txZVC/h/LdK5bmo9GA2dWptV/12bcTeP/cVtWS+ptxhqBMR4blhhk5jSo5IzIwRpdIYU0EYrsjwGpEhgR2EBg8yUEloyNRCFXSHHwWTdEPa2J04nekCmYbpV3pZcY4h2DvrVWoZIF07yiiemUw+E4najRrKO/13FwwL6g4bA3Z5PJ669fIWifYZYkOTUPacCMI6bs/wgnXrHyt7LRuWoSNg5mgOfhl8dwNm0Djtz3Qb7MnCETCsDepBA9699D/+oL0K4yY+ZMuToaVib87ro5JebY1Jox2hLzjuFSKiuJ5YsBtQ7DUszKTwN2LEBchq6hgGqfuS1LMLctA26uZNzFD3H8JdWVzRywpbXGJMbggcts+PXCOay9wT+O7czMOH07ivSCHHSPWoxcHtMK2j7foyqmNh/HtW0YsgT5An4QXSATIGHsZ1w7MtmZVI5hBxkZzG3NSsR77tuMR+n6pX60rZaDHc4MZYDIlZdJGHHAMFBJRhyqkuqO4cuQJs/mTVVjq1rY1YM9l39Wqnx76kzYmDEAxWfdMhQWa5yktTvv4emONb0YYDUiehMupfA/60KhHLeDPoaNqTlkchnc1ywxyABs7ijE/qEM/Gy940u8ybdj4J92CBUQ2RTjydivuL8+epOG3uXoJLo6WOHiaOasHLA7BHcz9MvtaZuFSIwHUxkAGHztNH6/dwWutnlwqpSnZgJmZ1niVZYd2js6YWsAY+F5rFgMqULBCwDS+zl+NnvHLjx/lgOr+ILe0J+188PUFswB2X3lIsisJMywQzskAlhJzRE3dS73128vR2PbVQNsPSgQNWo06jsytm+t9b8BBgi19jDHrfFMQoDT/3tylvc8hXIhHgR9ptbc6rx1o452qfZO2hIT5bka0z4qnUQCgFquZ4sOfNHStSp2Bw3nNhFgNiMqAsfjn+o0rWlnz2miOVow9iiBb83XrTLIBqdyXVVprUwhwZGX85BSpGt24GTmib41VqpBQCo799u8jhf8JKmDSxOmwNnKmjs+LWwN2beLM9bQDpKtILBdm4VHkhZk0EOGUBRUkj++STMOsBMJ+RdVDCZLuYGPXUf6qVROrW388jw7G0H7diK9UFeyY3SjJviuk657+58d8122k7TD3KORnLYihb25OX7o1A3+nvXepbu/ZZ+PzhxGWDw/KWCyT0t81VpjXPW2JzAmbB8uJPEvvhJbnljzFAtOH8Xeuwac1gE8makxEdqaMA1vSjRafdrn0tv1EzSw7/62p2ds9xdl4EObZ/BdtvY11J39zykBfrrCWAL8Fw1TYzfGDLyXDLx3AJDAvo4dO+LChQtcApycnDBkyBC0bt0aLi4uHBhIJcGxsbHYs2cP0tPTuZVRPz8/nD3L/4P5vWTSeNAKZeBD+zC/zL+O7Mz+MClLweMmRQLAahXqOzH3R4+tf0CaS466ZUrJBAqIbYEnY1l5WsST+5hDYuFlJ5zEbJEBewYOUztpRr94hI9v7oBAroAoTQLCweSVTSBQiBHeeRZq2TGW2qdnl+NEXhpMxPor0UWlYmxtNRDNXJpwbYcc+AFXX5Jzqf55Lu1eHf29KlYCRJOuBtuW6ojoqwYFCeT7Vq2B0ADdPjmwX54CKAoBUQ0IBPoabQm5B7AkZh9OPGnI6Z2JBDJ4OSfjUz8x2rv+rmZK7Lp3B18YYLwM92mEn7qwH+B301LRf9d2yMxljN2kCkpZoQAb+w5EtzrM7ODqo1GYero+skt1WXF2JsUI7hSHdvWZjuH+FxG4lcPKinOLzJBTZAkHywJYmzN+WJfK/0JnF1bOPfXaaFiKDQGAZtjUeivXLj73EGLSfjT4XPWrGQZrE6b3dfpOR0w75w+JXHcwedhmYn2v13BzYedGekJf312F29n6bKPP6o9H+8q6rp9v81AbcvukfbVdgMlNevbxr3G9VF8zr5FVOgbXHI2RjdjxvbctRpHQgOalTIBnSgBwT9wdfHYymiv75Iug+j74TclA/OrsCWx/cJOXNzawbgMs7taH6+Js4jOMjzhg8NL3Bg1Dc1fm7Hg66QlmxIbqlXkSaBPedTrqKp1zY5JeYHiYYZbVwxlzYarUnWy8cQWchKn4rFEMfBzSUSwT4cTrWlgc1wIDvZtiYSdmRtH94GK8KClASak+69TBLh/R3RegkoUNJLJS1Fu1HNzQKEuZkwMzGggwvxMDzPy2rMLrXH52qom4FI9mMMfUPyvx7FPXAyv7MLYvPWu3M1J46XoWQjEeTGcA4Hfno7H52XXuv4UKOUwEMkjlQsiEbEw3sKQFBMZEa7h2OQpK+J8hU7EQD2cwZt3554kYE75f77JpG42YPYM1bsUcWGfGz+ARlYgQP5mVnW+4G4OfTp/n1wAUKBA9epz6vtddtQgSes+UDTnQwrYa9g9hphmk2dXuwHJk5ZdCUUQvdwEglkNoI8WYui3xTWsNeEDMOmLY8QWZYahK1Afs2o47PDqnqv1UAGBafj7abDJs2BHUwBu/dmV6jvsfxOHTaH7NzcHeDfCblmGIITdcbVYw9XknMxSx6fwAZGOHkWhZmQHJFAvPn8GGm2yMaIe2+3F57WibofJjckgnIK6qjS3nxvuuUZ6JUIPKzjg0nLFYKcoDokICB8O3hsbogdiWK2OvIPLJI64EnIw65vt24P7/XYPYzn9cOs+ZR5FGZJMqrviyfSdepuKZxGcIvnqFA58rW1phVKMmIDfYskzF7OIi/HrxPMg4jABjeld+4dcRVawZOFvRSMzNgn/YVhTkS9Tl+QqRAo62Fjg6cBycLSve753UFA4gLqt7WcvegXPnJr1bCtrecM1ySGT674W2NatjR39NaXxi/nXsT/pKjwXoYu6JYTUXQSx89zFV0ZwZ27MMfGjzDL77ZgQAjaPZmAFjBv6ODLx3AHDHjh0YPXo09yNixIgRWLVqFWxsbHivNT8/HzNnzkRISAjXfvv27Rg+nK1MG+PDysCH9mG+k3IMZhKNgUbZbKfJvkH7Wmyi0mDHEhSUlEJAEzmVlpdIAIWFDFZmJogbydg2h5/fwuzwE1AQyYAcWclajlgtNPlTAPtHDEYzJ1aG8zovF332boLENgdCUzahlBWJUVXiikNDx6mdeCOfRuNfdy7BzEQKU7GM61IuB0okYkglYtwasABmYvbjtmnID8gsMoOwRMiBlRyIQnNPMznGe8rwbQc22dcOKkHLlxTD3oxfJ8xj/SLGfiTWi5IFx1XFCBT4uJUv5rTQN+wg5iCVD9tqlZBpH3PR5QsIvqpf1lzPyQlHRjLGGAU5L5IBC1+4OzgiejS7f8ROaRiyFLKyYAhtVChwech0bhJIUZy7EOfjD2P5vQ54oCwFrmefgTk+F9DRvTvM7ZhzbELec2x89pEOO1R1HgRifFJvPZzMHbk/TYgZBzszfnZbYYkl1rZmZhHZJfGISuLXDTIXOYAYgEIBoxeVpjTA9bRK+O6mLx7nOMFEKEOXqs/xfbPzsLJpAksnTTlekawE6+MP4EzaNZTIJXAxd8KE2v3hW5kBwxWNCeEHcOY5P/OBmDlPZ7PxTpNBv03rUNX+EV4JLJFWagkLoQQ+Fpm4+dwV+4aMVzPreu3bhEfF/Kwxc7kpHoxRsmjj7uHTk0cNgjEDPRtgUU8GXow8sAcXX78AyNhBhRfSGJAI0Ny5KvYPYbl+U1AA383ruHLLskFmNlcmTtMpKT+UEIdvbh5CkYABlnYCK6xuNwzNqmgE2L8+fQI77uoynLT73j1oKFpWY+27b/kKe7schK2pbnFxTJorfrw/BpHDWAlws61/wMzlDXLyLFFUZAriw4lEMtjZFHELFTt9/4U6DmxhoNuWHxCfZ8EtHHDXrqyfpYWG9T3c0c2LGZs0WrsC+SX8Rc3a2nqkK+gZvFRHI1H7eggIIkCIonfoVjzIZoCVSCCHSKBAqRKoNoUIj5Vg3YXkxxh1/IAaKBRAxpm/QCDkzndMvQb4vg1jWXuvWopiKX85t1gkxOOZDAAkQKfVhtU6t1t16ykV16fMVJeu1tr8C+9iDPUjlAqRMIFpRK6/GYufz/PraNL26FHj4e7InvV6q5ag2EyiD37KgNYObmqdNVoImXP0sI4rKe1P7++QARrHXE5nNXgp79ik9rNbtcG8Nsxt/cdzp7HplsaRVPv+EMB1ZxrTaEzMyUSXrYY1Uf3qVMe2vgzoIMMdYrPyhbbjN22nawq5cwurrsUgraAAVmITjGnSFB+1bqfDwDv2aj6SCvi16JzNG6Cf2xr14TbevI6fzp/RO7y22RBt7Ll9M54oNaTLNu7gVgtbBjAd3r8jNl6/ip8unjPYNeWd8k/5oXsp4XnP0M6zWrbGx23ZohHd98mHDuqx26mEnkwrtJ3rtQ9MYJy1qRnIEb5slEil3DvxRoquDAexAMOGjNQBASMePeDcpMsGyWt80k7jxJtXUoJBe0L19PVcra1xcNgoDjgsG5QH+v7Tu5Wv7PlNYQFXTl6WJUmsU9J9VIF1Fb2XpP/4zemTHJhOrE8yuPqxSzc1i1TV3+u8HPjvCkFOEX2z2Y8G35o1ENJ/iN4hn+VfxenUNcgsfck5AHva+KGry0yYi/jnNBU9Z2P7imXgQ5tn8F2dEQCs2D03tjZmwJiBt8vAewcA/f39ceTIEXTq1AmnTp16q7Pu3Lkzx/7r3bs3IiMj32ofY6N/VgY+tA/ztVcnYSPXrNyXzWZi8Y/o6cHYKQOjQnAv+zlcK+XAwoxNpotKTJGcbocGdjUR5s/6ufzmEaZFh6KaUzZMLKWQK4QQCeUoyjVDSp41dveeCi9bxjQix77whHsQOZRCYMImvooSMaRZpljQpqOO8Hvg4e/h5PAE9e1SuP6KZSa4klYbHWxb4+OWGsCMAwDzzSCUCDkARcWiklvIMb6eLgCYWpiHUSdDkFSazv0GFslFGF27DT5rrlum1HbTWhDTizs/5bRbxTDcGBCIzrU1zsJk4EAOeylKLR76EU6T12ktNCL2BA56r15uEGhY0qM3+iv1+t4WAEzMyULH/et46FDsrDlnQTdPdg3yHDxIGoJfntXE/XwGptS3zsCntZ7Bx20PhEImpE+x6MFiZEv1gYFqZn0wzZOVl1Icf7kP4alhMBXpAhgFEhN8We8r1LTVlF9df7MUj3LK6hUK0N7lV9Sw1rhJylJbQ6BggvMlMiHEAgXn0MqFxUgIlUCl+iS4SaUcUoUMpkJ9Bpl2uz/777cFAKkfKs+miSxNaE1FEpTKCIYRomzJ25uCfLTZFwy5qKzoJbDKdyB6u7Mc7bh7C1+dPsEPAEKBXu4eWO3PmLkdtq3Hy2zmyCpXjk0a+RTONla4Ml7DNDLEXiJdTNLH1I7wh/c55mmRlDHS7M0ssLZvfzWgR3+bc+QwDj8xrBunrV926mZXdHLlF71f+rAPPu7Eys5bbgiGxDYNpRIxCvPMOD0+kVgOW6cCFGVaIGrQFDUA2HXrajzL0ZQZ0rOpei7X+fdHN3fGePVeuxTFBnQStQFAars85jKWxlzSGx7uDg6IHq3RjPNaswR2prn4qel5tK+SBBOhAnHZTvj6ph9uZVVB4gzGiH6WnwL/Q2sgFCsgEwohUwhBZiamCjmKi8TY2CsQ7Ssz59jm64KRVcwPoluamODedFZaS7HmWix+u3ReTzOwLGhUe/OvIGYRX5jKxHg8np3noccPubJJQ3Fm7ES42THdSY+Ni1BKKCtPtHasgT0D2AImOW0PN1B2TqykU0oNPnpuqPyZ/ywBf496WNGbadESgN1i/SrOtb1sLO/lr3bzfJ6bhc5b+B2qab8AHw8sUxotLDhxDHsNaFmWBQAJJJ59NBLHnj5RP29NqriATJYstRh2bwsAkgt9u01reQEzE6EIMZOmqmUe6gcvRYkBV2MHcwtcnzLD4P37TzcM37cbMTwO4qp+tQHAuuXcy94engjuzQDvqCePOVMivmjuWhV7lSXaqu3fnD6BnffuQKaU06nr6IRdA4fA0VKzcEfg7L/PnOTtk9xe1yjfmwQUtt64hncc0c4nx0xAbXv2HVxy5SJWxF7h7VObhU8NaCyvvhaLTTevcc+yg7k5JjRtAdKxpIUjVXx5Kpq7Fr7QBrzf9b4Ry4+Y6n9W7i2TyTjjm8rKMvPyjieVl0IkIEDz3UrI3/VajPvpZuBDm2fw3T8dAHDWP6gEeKWxBNj4vBkz8CFn4L0DgK6urkhLS8PevXsxcKBG+6u8pB44cACDBw/mSoRfv379Ief/f/bcP7QP89XX8RCUdIONWH8yRWyWxNI9CPBoy93PX24ex8nsIxCXAS+kMgG62vfBZ02ZW3B2aQE+vTEbaVJLSKVCSCUimJjIuEl8NZMCLGmxDmYiBs6027YKGZbpHBlGOxRSAdqZ18fmfoO5P9Nq+pFX3yIh/zzEkEEskKFUIYYcQnSq8hF8HDSOeX12/oQHb8z0S4ChwC9dqmKoD2NE0eq8XzhpsumXBo6r6asGAemHNDEaDMXHbXwxq1UbbnNmYSHHsuKbpH3dvhPGKx0ib6cmI3A3K7PliwFe9bG4ByvdDI69gkVXLvK2a1fdDdsHMrHw5bcvYtF1/na03b+OJ1Z1YjprKUU5GHY+GNkS3Wu3NTHDTr+ZqGapAQCp/ab4bXiQexICQREUCis0s++D4bX1RcqjXuzC/uSjMBNLOJZTqUyMeXVnwMdJA36q7ueTnH14mnsQxbIs2JjUQEPHiXCx1G0nz54LFPObewjsV0BgzspG3yWKJBK8zMuFjakpqlhZ67E03rYEWHVs0tgjjaxn2VmgyXiQtw/GNWmmM+mjtuTWPPBwCLKlRRyD1AwmWOzXF/51vdSXoT3h1AZFVNPHtjVqYEcgY2r4bV+L15n8wu9Odha4OlYXFDj48D4237qBlPx8VLOxxeTmLdC7LgOGVXEiIR5TDh/USytNYI+OGIu6Tgw0pjK7Vddiuf/WLldWgXDHR1JbZs6T8aIxHEyLkC8R42pWFdiKJWhqnwYi8VzL8UOregys+fzUcex8cIfXZVYgBZ7NZoAVAUGeK5cYvPXTmrXEfL8O3PYmm5YjN5+ATAUEIgUEQgXkUmLgsQUClbkGtaVSUCoJ1dAp6a8COJqb48qk6WrWUeP1C3Gw837UtNZ1yKTS5qCz/RE54hfu2BK5FG0jvkeuVB+QthCV4lSfT+Fkxpi55Zl7NHB2xqFhmsWagJ0hiHujr5XY1MVVzfqkPhtuW4o88IOKdcyccEqpEfkqLxekw8fHEKVxQgCgCkzw3LIYJXJ+PUffKjUR6s+YdRtuXMPCC4YlTW5PncUxnUjn1KOcexlQzwvLevpzfeYWF3OlvfT+LhuftvPDdKX2IQF19dYsgYz3NBVY2bcv+tRhz9yBB3H45C1LgCeGH8BpHmYwMbdOj2UsVorjL9bhRXEI7/h0EgUg0J0xL6mkdHTYPoPjmJyKybGYgoA1bQdv7Z2INRc3g+k5vksQIPYyNwdmYjH3XijLWuu0dQNe5OQY7Dpy+GhOB5DOr+7KxbqPj9Ze/p6eWNGLAYC/XjyHtdf5dVZNhSI8mDlXfR5fnozGzjKO7NQHvWtjJk1TP5fk5BzxmN9EyMnCAlcns/fhk4wM9Nxh2GldG0weH34AZw2wwYmlSIw9Vfxy4SzW3dDX5yxrvtJvZwju8Ty/1E+nWrU5Z3ZjGDPAl4EPbZ7xZ9dQ1wgAGge6MQPGDPxFGXjvAKCZmRmkUimuXbuGpk3fTn/q5s2baN68OUxNTVFsgAXwF+XH2M3flIEP7cMc9fwKtt7bhK99omAi1LCS5ApifnWHj2svfNSIsTmWPtqFY6n8JU09q7TFR/WYDt7dzDP44u5+vEqqhOxMlY6NAo6V8uBaPR3rW8yDi6WSmRP6M+Tm/JpX9hI7XBnKJjTJhfdw8MVM1DDJhJ2IgVZ0jm9ktsiUV8VEjzCuNIXCZ/UyFEr4J6d96npiZR82+fjtxilsSmQanWWDmIBxg7/k/kyTU+9VywyWNGmLa5c3+dBm8BBLsFuI4cnHUJ+G+LkLA1SH79+NGAOOn9oTms1xF/AtD3NJdW2D6rphcQd2jxbeO4Q9zxlwUzYG1miBbxoxdtn7DoUsFYqMoYC8zIKIeT8I7DQ6iRU5TwKTN9+5id+vnEeREkRo5VoNS7v3UZdIU39vawJSkWNTWwJt5kRHIj6LGdU4mltgYafuHKtPFdvv3sLXp08yM1rV/2ijnMMM0b+eF5YqARG/kLV4ncUPAFaytUDsuIqzgoiRRAAhXzRzqYp9Q9g74fDjh5h99DArwVWB+IRY0nnKgUvjp8JVKX2RltQcyx80xM5HDaDg9AEAM9NSrGh7AtUcvVC/RjD3t5OJ8Zh4JIz32FRuGTeZvRM4oGHFYoPpb+ZC5dcM7O8YuhZpeekQV5JApNSuU8iB0gwzFOeZq0FF5r68FLCQAZYyTYlrqQDIM8FXfp0xQQni/3ZyJD5pwA9enE6pga5NGAspITsNvU+s4biJfPFD454Y6sGA7y/OHcPOO3fVmmCq9qQ12te7HlZ0Ze+uP3P8jhoxBl5KDbUW24PxRqYxH1H3KQca2bri0EBm6EKx7fZNfHtWt2KBShi39B+kBqGoXZtdq5FcqAt8qvoYW78pvm/LtP34+tPOwf0Zc2AuNuEWeMpljdX1RLDyvV2e8zSd630lCEZApveuhZBmmOu5OotsSzG/ZWdMbsAWbt7WBIRY4MQGNxR0jiowvd+uLWhc6yBqOuoa9CTn2OHsw744oTSTISbh9KgIg31uCBiALrWZ+3Ld5YsM+LEC/wkASKWw/z5zCjklDCgmI5NlvfzhqQTv6W/lAVa0/cK4Sahqa8fdyzqrFgHc46Ovw9uzrgfW9Gbfl6VXLmF5LP9vCmsTU9yeNosDAAnMJYDYEENUG/gduCcUt8qU/6qSqz0+XuRko9PWjQbzvsa/H3oo38nTIsP1DGJUO2ozFcn52HcTv6ELZeLShKlqzcCgvTtxPZl/oV+bqWjwBI0b/mcz8KHNM/hulJEB+D87fI0XbszA35qB9w4AOjs7IyMjAxEREaBy4LcJKvsl1+BKlSpx7EFjfHgZ+NA+zCviNmPR9VR42KRiYPVbqGKRi4wSK0S8aoS72dURVE+I31szpsInt5YhLlfXiVZ1h7xta2NREyZ6vzN+EX69UIDcHH1dHMdKufi1kye6VmUi8fX3/AiFWA6FDFCUijh0Q2Aq5xiBNnIrXB3MNNHuZITjVc4XsOYxUEiR2qKnWyRsTV25tnWWLzI4cDwcnXBsFCsXHh29HVfzEkgeD4pSISdQLzCRQ6A00LjU+xO1++PkQ2E4+Uz/2okRdXj4aPVku/eOrSAHQkOhEqinCU3DtStBLDS+CBs6Ao2rsOtRgTEcw0pl7iETcPqGYoEQj2czXbC8gmvw2U2gA68IIE74e8GjCpt4Tby8EdczE3mP3ci+Brb5Tnnnh08hSwekxKASAyaNIRBWXMxc++AKeSYU+WsASRwgMIfAvBtgMfSdy5BC4+7gizPRetdHeoqHgkaBgFqKq69fYui+3RAJpJy5CSerJxeiSGaGsoL/b5us5Pw89Nm9Ta/Mk/re3k8jjl9UWor6a1fwsuBowB4dNlY95npsX4WnmUWc3qZIpaPJjWch3OxMcWYs00SrSBDjlZiv3JhTlVzT8wEBKllaInbSdK47mvC22baWd8hZCExwf+ocNYNnStRMnHiqKZVXnY9QJMeMNgp83Jy9Z5bEXsSy6/ygAG2/M2E2p1VYWFoKnzUrDF6Wl1MlRI1k4NaIiA24r3jO61xrVSDBxSGMrXcvLRX9wrcAVjKgRAAQS5Cun0w0ZAJ0d6yPtQGMRRse2wcBbrqusaqTeVVgjRruTKdu44Nz+DXOMAuuh0strPRjzL6Rkbtx8dULgOT1SDOVgoiKJgo0dnZB+ADWbmXsZSy+ol+mrDq+NtvYc/Mixtbj9FiVLQhZlgOVzKxwfRRzs1YFmcXsiruL9MICEKttcvOWamdbdf/kGMwZz+hHSM8gdKhWm9tAbNie27fwsgp9a2rgXhcAACAASURBVLghJJCxiP+MzTm4fgO16Q2Zr5DhkaFQvWMfZKUh8PQaKCQCyPJMoFDeS5GVFEILGbo4eWNVR8Ywp6CFHiofpXJ+ziTBuQpmtmyj1lKkNuWVrNL2MY2a4Fuly22ztcHIKy1A69pPUdORTN4UeJnlhMvPPCASmKuBypPP4jn5AEOxpd9AdKjF8umzejnI4IIvXK2scXEic5OuSND1TozQB9ydLCxBQHJlK/YdP3A/Dp+c4DdK0TZFIjDVPXgRt3jBeYspdTlV3mGD6nljUXfGbr+dkozAPfxM+ABPLw6EpHiakYEe5bD1utVxx7q+7Lkk/b/LL/mlBixoAWEGK6On86Tv9ZNMfQd1Ah/PjpsEBwsLru2euLv47ORx3rR+0tYPM1oyx+0/Y3NqG6CsuhqDPy7zL0D+0rUHhjRoWJHbaGyrzAA5PxO4W8nSCo2quOgx8P8/JOpDm2fw5VwHAJz5DyoBDjaWAP9/eEaM1/C/m4H3DgB26dKF0/MLDAzEvn2Gyzu0b9GgQYMQFhZWId3A/91b/M+88g/tw7w34RA+vcAvfk4ZntbYFp81Zgyif99bi9jM+7yJb+Xoje982ORj8c1lWHmen4FHs4GlAbXRrzYTK2+87xcUFsohyyYnOeXslFyFHUtQy9YBxwPYsY8k/AxrIf9qPbkVN3I9BwdzBpiVVyalXR438Mhm3Mt9CWm6OSDT1CALrSQQ2pXiXuAXMBUxM4rkvFz02rENeaW6pdLTmrfkHAtVUd6qvrZxBLU//yIRVFpUtqSrrG5ct22bEJ+fAQUxkrRYVoJiISxkZuqJpEL6DMuuzMeSxy3KgIAKDKr+GIs6ToLAjJVzz726HWfT+LXbfCt7ILjVmHd6wBQF26HI+5mgMra/wIYx9cy7vFN/f8dObbasVeszlu3/j669MNiLmTxQhN7aiobWP6GyBWPDEes06kVnDG66AfbKyWFFzvG3y+ex6gY/87JdNTeEDmCACDl3Nt+kMXkoe4zDQ0bBp3IV7s9TwxbiVKYQZk5F6lJ6xm4zRxtbObYFMSZrRaLh6uXIl5UwUFz5XDIwUA43a0duckyx+dZ1fHf5NH/XCuDauBkcYEhRd/XvkEv4taPcXCxwZgh71keE7cGllBcG+3w0eS7MTEw4VlDdcspGtQHAAZE/IBH8JiA0VG8N+IE73ovsLHQ6tBrIMeEAVE0oAFsJGthUxaFBDFTcfWkQgurc5T3Ph9mO8PZimmFRz2/jo6uGGV7Da/rgu5bMrGRa9EEcffoEAolu3gkA9KtZE9v7sLJv0g4jDTFDsaKXP/w9WXlrg61LkS/lv/YaVna4MKzioFG+pAQjj+zBrXRdo4UZjVpjQQuNhieXJzrX0yd03nPVbW2xc9BQrtSUglhjPquWociAvt0C3/ZqPdjyAB76gsTPYYtGGUX58D1imCE6sGpzLGzzdouzqjyffZ6A8eH87FRqM6yxDxZ2ZLIE7TYafs8QgH1rKgNeywPBaDuVl6rMMAbv2YkbKfyssb4enliu1NYzODB4NgzeE6pnmKFqNq9NO8xuxb4ZFAGhIYhL11+cpvJsKtNW3ctGa1YiT16itzBAspHz27ZXl2lT+7XXYzl3Xe3wdHRC6KAh6gU4Mv1otm6VwcvSXpD57uwpbL3ND07X+T/2rgMsiqvtnl2WXqQjFkQEEXtFVKzYe++995iYmJ6YxBR7L9iw9957b2BXLAgqiogUKdK3/s87d8vs7iwR4/d9kp83T56EnTt3Zu69U+655z3HyQmneDqeZJQxeO9OvM3VSWFYmJlhSbuOaOnDshQ010Qp4nsf63//UKpuaIcuWvMXcuHtun2zyfPc12cAB0pRyBQKjDm8H+RCzI9ulSpjTqu2gsYhhenX/29lCRifeuIojj+N1l56VTd3rOjYRY/Z/29ol6I2zxBq82IA8N8wEouvobgFPr0W+J8DgOT6O3EiS1/48ccf8fPPP5t8odPH7y+//IJff/2VK7NkyRKMG8cYFsVRtFqgqL2YKU293t5fkJZrzNazNc/HuS4T4WbD9L7OJt3ArMfCmkbTKg1Cc3cCnoCZEUcRek0YKKTtM1o2Rf/KrGz3/etx54UQY06F4fVq4Ad1Ktm+x7/Dxcq0o6On/T74ujAh/e7bN+NO4hvBgbOgTXt09g/gtk29tB977zwxmOiz3UTWMtwb+gVszQmYBKfttjDcmJXkbmuLYwOGaEXaD3MpkcJC+tXdPTjHQH7EpL7FLxfOcNpKNCkcU7ueVsReU+6PK+ewMvqaIMuqmo0nDvZkgAQ9R1Rve+BkfAamP2yAdJkV7CRSfO57E329syFyOw6RiDklH3t9D9/c3inYRjNq9EDHMoV3zlXlnYQqfYJAneYQueyCyJy1e2GDrotSpR4kJ3Lpgo29yn3wB32+Qg7/FQtNnsKkukGYWp+5jSoUCUhJDIFKlW5U3r7Er7C1YyCYJtLz8jD+8AE8TXuLEpZWmNE8BIFlvPTKTDh2EIefPhE8fmk7e1wewpiXdxPfoMsu0xPJxa07oJMfm3AvuToFK5JKcM6q/CBm6xCXVHwVrM+SU6lygfxzgCIRMCsFWDbVjgvN/lVWzEYusQgNgkBAHydLnB7EWIVTTx3F7mjTCwhh7bqhuTdLX/RZPMcoFVNTfWkXG1wcwN555LZ5M+W1MJFVCVwcOBJlSzhyE2j/ArQ521Tw1RqltDr4M5J5EgeG7XS3IwMA7yYloNvOTXoLArqyKtQt74kdnRh7+ZsjM/BH7Q1IU5jjucwWCpUIpSS5KG2eh3n3g/BlK+ZQTSL7tQ7MQB5vkUFTJ7kHn2s3BR42JVhf3ryGuZcvwdU2U506ylhjSVklMKJuHXzfsBlXjtiPNVcuFWTWEYBBZiEah9QJpw7g0AthTbQpNRvi8zo6t1PBgWnixzy5DHNuXMKNxHhYmZmhp1819PRnz2DDIJCLdNnoHvF1dkb/qjX0mHVUvqC087Wdu6GZN2OPmtKnpG0Brm443F+3eFFj90zkq12sDft8Z9ORqO5aqjCXjMi3Cei8YxMgBGSLVZjRpgX6+9Xm6ixI3657AIE8zMWb2I/EkiS2pGH4Ojnj6IAhWu1Fctwm522hWNWpK0LUqcKFuah6q5bpAWD8fbsTGNWanWeWVIr2W9bj1TtmOMSPUbXr4ttgHfBL50gyBrR2oGH+ERvQUizBkQGD4ePE3KQ1Qfqpx2KeIFsm49imZKxhyzNUoXJBa1ZwrstCcaTfYFRyc+M23Xgdjz67tgmmC/P1ejX1JGVncYD6i/R00Pu8R0BV+Kk1TvXHjIpjgF559ZJji9YpVRrUPnyTDerLtpvX4VmacV8Sw5y+FfjlqZ6l16/hwosXHFONnlkkMSDkGkztT2xNcnP3KlECTcqVB93rxcFagMA/Q4CWfqdnwv6+AwUdo4tq2xW1eYZQO/OvwW/8p8MAjF5WzAAsqvdF8XkXtwC1wP8cAJTJZKhRowYeP37MvcwrV66MoUOHon79+vDw8OB+e/PmDcLDw7F+/Xo8ePCAm8AHBATg7t27kEgY86g4ilYLFLUXc3xOOvqcmYH0LDtkSa20jW0tkcLDKQ2L6n+J6s7MsZfG55qoX7E7iWmXaaK7uzNG+v+k/WjdHnUb3x437Xy9rVdPBHqW43bvvWsb98EuFPx0qlNP18PSjE3SDYNYWTVKhsPRmgGVmfl5CNkYhpQcnTso/c6fdNHfU88ewt77JhxMRSrETPgCYrGYu25iH2j0kQyP/3uLVtyERRNCGlWUTnVm8DDYW+ra+H1H9vSIk1j3+KZg8TpupbG7nc4YICrxNiwzR8HLTjdJS8q1wUvRTAR66wwz6JqGnluPuzlP9eqtYu2NTc2HfxD7QJk6GJAKOyXCuj/EJaa/7yVry9GE6tvTJ9SmDOxnSzMJZrdqYwSUvk/ldN3VVy9BplSYEfVrkxYYXI1ptmZlLkbWO2IzGofYrBzcS+oA4evxr9Bn93ajgj0qVcZs9QSaNk6/cAbr7guzU7gUz14MXCImSecCAED+eX599VscSWZAtWE0d87DouCZ2p9V8lio0kYBihe6ohI/iJxWQURgoDoKAuvMzBSInqBO1w2/jIW3TKfrXuzPwDqKisvmQsC3gdtWt1xJ7OjCrr33zm24/uYV0xXkg5qkK6gAHo37DFbmf68bx9f7bLnvR6SYMoWWA3e6sGfLq3fpaLJutYk0eqBKSVcc7M0A918vnIUKoRA550DJO1FXmQKnHvfEvn46Z/ITcZH4/PouyJS6CTuBf5MrNca4Kjp2LLmiv8nfjxD/B3qA7oWYSrBQdMRKdfoxHZ+YLhOOHNRj1lEq5upO3dBUnTJK5QgorbtpGTOd4YWPrTPO9tUHsQUHkcCPBFyQQzTfOZfAiL9C2oAMjD4kKiyaa1LjjXT1NBqAVDcBTASG8cPRyopzFXa0YmmblMZbdftswFwGMc8FmYBxWb4ZFjfqjg7lCneuSbmZCNq7CEiz0AeJSZjTSYpNrfqjoYe39rRoLN9I0H+/EcBFhhn0btEEpS0O278bCTzdzVL29ljfpQcqOLP3GgU9v8gd3NA9dkr9hphcX8fUK0z7FyRbMbpOPZDGLcX+qEcgR3qhIMMOSq3VgFvExiIToStxOiYvjY/ZrdqCUns/JJ6npaHj1g1a3VZNHVMbNOJStflB2pN0f/LZ9R38KmJ+mw7/cSCIzEWGcn2p08j0tLPH+q49QK7F/L6ce/Uylt0I1/5GICABqSPUOqOaDcRUHHlgj974oBT1NZ27axnWH9Km/5Z90nJzUWeVaYYoP/X633DNRW2eIdTmxQDgv2EkFl9DcQt8ei3wPwcAqUlevHgBSgV+/vz5306oOeFkHx+cOXMGXl76rJFPr3mLz8hUCxS1F/PNpFgMvLwermaZqIhsyGTmMJfI8UJkhXhFCcyu1REdveuwyUfeCajSJ+JhriMic9kKflXrVFS2TofIcSlEVkz4PUeWh5prF0KebwxiW9vKETl8mvZ+KEjTqJKrK470Z5Pt5JxkXHnVEjKZGa7F+yIz3xoedhloVOYJYnO9MKa6vjYRAUckLn7zdTxsJOboV626Vkhd03d/XT6PlTeN3fo02++PncSxEIjpUnnZIpODflJgED4PYqwxTZCOFjEgsqUy1C1VCpPrN/zgice4c3tx9KUwUFnGrgQudWfMKUqJJFaQSpmFNmWeo6ztO7zJtcXxVz7Iltvg9ugJsFGzKk49i8HoQ/thZimHmTVL11bkSbh/+UL2hbnTlcltAIV+OpN2f8sQiJ2WF6Y6ruySiGuYJ+CAbC4W40C/QUbaZDSRJpbGu/w8+Lm4oqt/AKzVmn6ag/c5sgrhz41ZLGZmShzuMxCVnFgqeVzilzCXC+tTKVTmKF1GB6IVlHa+vUcf1FO7eJIBSNddmwUNZWY1b43elZnuE8cA3LnZlJwjFrZqjy5qJmvH478jNk8KRa4EyjwGMImtFFy/lrIww4l2P3G/qVQKqN52BuS6FClth5hXh8h5p/a+LL9ojpGAv7asSIlnk77i/iQzmxZbwwTPU6wS4dl4lo5J0WbLWkSnGDNjSBbg1xYhGFiVAa+/XzyHNbdv6rkKa+qgxFgaxyWsrP6WATi0Ri381JSBax23z0ecTaqR2zhts8mV4UpPpgH4d+mYTct5I6wLky+49DocJ97+AbGA5KYH2mOcWhJBc+6Rya/xdcROpMqyYGdmhW9qdECIlz4Y0m/fz2hVmZmHGMaJh42wrasOzKXtdB//eOYU3knzOdbpXy1bc8wgfhBI9/Wp41CSe7sGfyQ1AYUYm7r1QsOyhf/eWHEjArOu6Kdt0jGJdbi/zwDODbYwQY6+ZLRkKmp6lMSePgwg1gRJKJBmX1a+FCTt8Fn9BrDgLZwm5mQiaM8SGvgQEWNPIeJ0ECmdmqQUplZvgonV9Z/b73POYy7uwMn4aCCP6lRrRFop4OfoikNtRsJcrM/KIv24I9FRnHxASHkfDKnJGIKGQc+so9FP8Dork0uNbutbkWOFCwUx5ogVTYBvg7JeqKFOK32f8zcsQ2348znjMUeAHblOa9hwC65dxqIIEws8pJk6chxc1On+dAwCiUnf8HFKCvcepWv3dtR3ly/s+dLi3vxrV/AwORnONtYcY75GSfa8NozHKcm48CJWq+fYpJz3336H/935XHwRi8uvXnJALJl/tPLxFazzXlIsFj/YjUz5O9hLHDCpag9Ud9MBw3QccmP/4oSwwz0Bv43LsfL0/dF60zpB5iWx4dd31elY/t35/1u3k+4yAdmmglKquwfopD2KejsUtXmGUHsXA4BFfRQWn39xC3yaLfBJAIDUNNnZ2Zg+fTrWrFmD9HTjVDIq4+joiJEjR+Knn36Cnd0/E8z/NLvj/89ZFbUX87GonZjzOALvEh2Qkse0uijszfPhVToF7UqWxvhANolXpo4FpCaYfRYtIHZewZV7kvkEU68vwuMnZaGQ6kBAcysZAvxfYEX9n1HSiungFAScOFhZ4s5oppN0Pukefo8Iw8sXHpAqdFQeJ+ssOJTNwIGQ32Fvzpgf7xu7Hz3AVyeFRc2JTXJz1Hju454+9uuuWo60PH0GjeY4M1u2Qa/Kwqlv73suBZX7/cYZrHoorBtX36MstrdhE2NiWwzcK5zWS9v5xgBjDu3DyWf67D/NOTT39sGazkyTrDChTB0GSC8L72IzGGKHHwpTHVe2+fo1eJEh/NwcVzcQXzVsrK1z3+NH+PrUMT1wjdg2BHJoJqbUl90vf41nL2yRka571ppJFCjjlYzPq3dA19IszfLYg29Q05GlcRpGfJYL6vgz/bfHyUlov1U4NZ6287Xo6O8jMU8w9fRRPSbL5LpB+DywoXYymZyTjXprVug7ANPOJKivAvb3HqCd9Nfc/hdyslWQZ+mzACW2UljZqnCv73fceaqkd6BKZRpyQiFyPQKRhOlevS8DcNbVC1h+PQIqus0F2HqnBw+DjyNjvbRYvwaxJvpyTJ16+Po9mEZk0ELAvCZFrv7qFaC2Eoo/WrRCXzUzl9hIESm3oXRW6bHBFJkS5CXZInryl1wVlGZXvQBjkfF1A/Gleswdeb0SEanC6f4lrcpjrO8C7Wk9TX2LQXt36WlP2llYYFXHrqhfpqy23NcX+8Lf45Xg9TxL8cCMhru123aqjQn4zqjUBWSc0JHHsuq7azsiXgvXyU/xNDkwBDa03LhWMM2Rio6uXRff8NJB37fegt4FfEOI960vU5qH6lvnc+7NWkMV7vZRAXZyDAuoi58atHzf6rTlMqS5GHd5N8KTeAsADq5Y2bg3ytn9M4Cr0CfzEXbIk8nQatM6xGfqL4rQ4sm8Nsysg4KA5s2R+qxL/uEfjpvMMXP/jUHvDWIUGmoL0ric17qdXlrvybhbWBcXColEp4Msl0swtOwYtCqrA3/7796Ba/HCZiWdKvpjYduOXFPSYuKwA3tMNutVnrPwv7Ht3+eaMvLyOAagoZ6yZt9tPfrouZi/T52fcpmiNs8Qaks9AHDcJ5QCvLw4BfhTHvvF51bcAn/XAp8MAKg5UalUips3byIyMhKpqSyF0tnZGVWrVkWdOnVgYaB38ncXWLz902yBovZiPnx/CWZfT8LLLKZBxQ8XyxyMq5qP4Y1mcD8rk1sCChPi/GZeELsxbaJrKRH48hZLd5PlmEMhF8PMXAFzazkszeRYHTQKFe0rcmX9l82CTC6sY+NsJ8KN4V9w5bY+u4gfjlyDvW0e3F3TYW6uQG6eBRLeOAMSJU4PGINS6hTg9x0ZNNnvtHWjIMDEF52n+jps2QBKwxEKYrxU+0AGBk261t25xU2mna2tOSAxUM0W0xxr68O7+Pb6UUGWVdfSVbEghE0UCBD42oRTIW3n6zSFbFgrqDlF5co6lNCaPGjOQSV7CFXOVkDJdONENgO1YJG2TP5lqNKGq1EqXkuJbCBy2QORxNgB9u/6qmboErzL1zde0exDadeUfk1B+k2koyVVKoyqbF3BFys6MPdjqVKOLpcYoJ2Xa478PHMOELKxzYOZmQr9vNpgsDeb9M68uA8dPL+Cq7UxwDTrVjvM68RMacjk4NszJyEyU8KiRD7E5gqolCLIMi05RqWbtQ3CR+k0XWkyue7uLRyKjuLAysBSZTA1qJEeU5EYrKRvRz68hkHZhhEjxmrdOf2Xz4UJY1CYSZSIHs/Yeqq8s1ClmzZ8EDlvhsiiHle2yfpZiMsQG7EACTxpXM4eG7qwer46fQy7Sb5C6Dwhwtou3dFMzUirvXIppwEnFH2qVMOfIa25TcTiJDaH8ZUDpKN1ctAwbRVhd27htwvGJiTEoCItOA2D6lhMFMYfOcQxwCRWMo4JqJCaQSk1g7ejI84MHqGts8aKxSZTxE8NGqbVL9sVNxeRGRcEr8fB3BVf+LPxQf3dYetGPEpJgoonq0iaaC5WNjg3dCQIDKSYfq07vJyNTRZoW0KGE76vd5ArR0yoWiuFJ7zEwrs3dhKs1Gy4tpvW4YmA0ynVIwT230yIx44HkZyEQjlHRxCT0kudxq252LorlyHVxIJIz8pVMKtlW8F2KejH8UcOcAYohkFpkWcHD9emkr9vxaTtVj9sOUR6Zi5sbxqvE+vWx1TeAsL71kvlCGi4lfIKL7LS4G5th/pu5YqsHltBWoWbu/XiGIYUBbnW0vYbo8ZpTTsK05ZU9vizaBx5ShqAUlRyccPIGnW0qdyFres/Uf5A1CNMMZH+/EPjZpxuH0WOLB8jwz+HuYXxO0smtcSaoPmwljBWZ4M1K5BoQtOQFq5I+5GCFra+OCGcek3byam5kivTP/xPRXp+LlZH3sCj1CROF7mDdyW08fb7Tx3ug+oVkgWgimqX9MT2nn31QNrCHOBqyl1siD2MDFkWHMxtMbBcewS7Mbb6/yqK2jxDqJ2KAcD/1egpPm5xC/y7W+CTAwD/3c1dfHWaFihqL+YL0Tsw9KjwKjRd04wgOfoHfs1dnjKpMQOAhELsAbE7Swk7/joCP9837ZQYGjgSNZyYMUDght+Qkq5jHvKrrlhGimPdv+V+WnzrPLZEnUSF8m/0tLFkcjEiH5XDqX6TUNKWOUoWJgg4mnj0ICg1k4Imz2PrBGJKUENOlJuCUpkqL10IGVmrCsR3wU0xsjYzNSlMEKBIjpZ8UISOOMNQU/DkMex8ch8qWwMX4BwzVHJw104USCMpZONak6ewsmNXtPRh7V6QQ6W7jQ2ujeQBVnmnoEr/TOfsy9VgBZHTSogs9bWXVLkHoXr3E6BSg2Zid4gc50FkEViYptGW7b59C+4k6juNajZ+37iZViuJQFRiaAgFYS6PJkzROjUODf8JifkZgmX5ZjaUGrf+1jb8HnQQ5exZ6qpUYYYVD4JxL60tDqnT05+nvkWr7WtgXSrLSGssP8UaFSxK44h6MkdgEImV74t6pHf8Km7u2NK9N+zVKX/E+hiqYX3wmXVqVOxLnu5VQdppdJBnaldUlfwFVCkMMDUOEURulyAyYxPJLts24XnGC2TmW+q5ADta5aKJVy0tO2XLg7v44bSwKQHVc2v0eO1Evuu2TbiXJPz8+LZRE4yqw8BH0u+afl6YaUz35MPxn2nBFjIOGH+EgWL8IDH/ayPGan+af+0yFptIX+Q7smbm56NG6BKTY3VWyzboqWb7nkvahnNJWwXL+tjWxODyv3DbyNyhxYY1xpqGKoBAwLBOPUBuohTfXhwJPw9hw46YJB/8EcwYqRvv3cbP50zrrM5v3Q5dKlXmyo4+uA+nnguzfUfUrI3vmzTXXsOeRw9AGqZ8Jo29hSVIQ0vjXkqFe2zdjNvJwkZL0xo2xti6hb/fScJg8L7dnMmCJigNdXn7Tmj+AeYW7/LyOEkEUzGsZm38yLt2kwX/5RsKYlkPqVELP6vT6E8/e4pRh/YJtoaTlRVuqBnzhW2uWdfIGV2ng0f70yLUrm794GH7aWTEjDu0H8efxQheGqUC7+zVj9t29EUEtiWGmmyCvh5j0K4cuzcKAtHLlXDE2SFsUaIgZ2HSXrwxerx2AaGwbf8+5ROzM9Hj8BbEZeq/MyfUCMK0ukwf8lMI0vykVPbtD3TO7CRvQA7V/NT0wpzrjpcnsD72kNEuA8u1Q79yzBznfxFFbZ4h1EbFAOD/YuQUH7O4Bf79LVAMAP77+/iTvMKi9mK+/OwUBh0yndbzS0MPDKrLnGuVKd0BeaRwu0uqQuzK0lQuJN7EtDu7OIZVdqYVFAoxJBIFbO3zYGklx+rAUajqxNhgoy9Nw+nbblDxqTEALMxlGNLIHN9WZ2yttfcu4lTWerxNc0BikiNkMgmsraQoUzoFYrEKC2v/rscQiX/3jtOOI2DPWiIBscBG1a4nqMNHk92nqal4J81DeUcnIxZDvlyOgAL0qQwF2EnPauzR/Yh48wpylRIe1naYF9IO9UqV0badlhWUlgjYKAASqVeKOF0pM7kZzg4i8wTGyuy2fTOnCcexrDiypIrTs6J/aHJ+dyxLk+aXNewkYkRdHDZK+3OjtSv1RMr55fngiUqZCVVyU0CVZdzvYjeI3M5CJNJPPVUpswF5DCCSAGQwYbBdU9GP507iQNRjUHuRptvUBsHoo9bA05S59PIFJ6humNpTxsEBh/rpGF7Tz53G+nu3TerWafQcqd4zz0Zj9ivjdPEKlhmYW2MSLK0YmyNbKkWX7ZsQm/YW5R3ewloiw4tMZ2TKrMB33EzIfIdWJ+ZyObDSNEsoZWYQmalgbp8PM1sZRpRqhSnqiVJBbA7+ZHv/44f4XK0PZZjiSec2slYdfNeYpSq/LwDI3cMZ3+L0ywise1EZb/JtUdoqCyO9IxFcthXEDt9r+7jOqqVIzSW2Hg90pvEJMSq7ueFwP+a0ejeBXHOFdRKpdNTEz7X33OB9u0D9KRQL27RHJ7WmITH6iNlnKu6Oq3kNHgAAIABJREFUmagFSisumQ8Z8SQtCJxnLSUiXTaZCOPrBOIrdVpx373bEBEnbDZE+2hA0sSsTDRYu1Lw0HT/TQ5soNX7zJZnYFn0FGQr9E2RRBBjmM8f8LJhBhM34l+h575tAJmY8DqT+18z4KtAMjFgBg6/Xd4JZ8dlsDaX6Z0DAc/PEodhVjNmLELOoWQgoCJNO3p2UGPTf+i5oBTh5ybNtVpz004ew65Hwk7NfLAuMSsLTdev5jTTDIO024j9qFkU+XzyYuz3yYehAKLkbR6W1miOVt0baqugZ93WR/ewJ+ohiEnk5+SCz+o25JhehvEsLRUzLp7Dg6RE2JlboH+1GhhWq472uCYHhcAGSg2nFHFTwWduFaZeKnv45QUsvncRybkKlLAQoV/FahgV0LWw1eiVPxf7HGtv3+Sey2QAMrJWXa0OHL/gnTcJnGGIhhntamOLXb36ad8XhT2JgtLo+WxOYiX337ND0LRrRvOWXF/x4/LLF/jm9AkuRZ8W1giMWda+s947OPx1HPrsMzZPonpal/fFynYf1qY0hpffCMeZ58+Qr1CguocHpgYFw+MDJXZabwpDjDpzx7B93WxsEK5eMNsZcx6HUoVlI2i/js6D0cuXuSW32hiGp2n6zw5N3fVLl8HWHn24P+n+GXfkAE48NQYg6XlEi5UfElTvjph72PX0PtLyc+FbwgWTqzdCZWcPvepGndyDEy+Fwc8d7fuhvqdOwuBDzuNj7kPs5QVXr+B5RhrcbWxBIL/mvVLY47yTZqP/tW8Fmej0uN0QNAPOFoVfdC7seQiVL2rzjL+7Bj9KAbZnZmH/y5BlpiO6OAX4f9kFxccuboF/3ALFAOA/bsLiCj6kBYrai3lZxEnMuXbP5KX2qOiO2W2Zy6zy3W9AjgmtM5tBEDv8yJV7nXECbU9e1tNYYwdQwdUlE2fb9ICDTU3ul9XPluBE7AM8iCmL3DyWGuNgl41qfi/Rz7cj2nuyCcCWp0cReuc84uL1J40ikQqV/V8irMl0uFoxY5KXGekg5phhilornwpY3qHLB00mm4atQpyBRpKm0UI7dEarCiwdhiZJjTaGIjFXP22UPhg3duiF4LLM/ZgmRYHrlgEOcuPU3lwxZjfsoGUaddy6EQ/VDEXDjqJJ8r1xk7Q/0/EH7tmpp/lF6UQ7evbRcyAODluJ15k6l0J+vcS6uDqCpXiquLReXcql4fFFLnshMi+8uHa/vdsRHmesS/ZVo2CMq1NfexiaIPY9vJUDRkUqRoVTmSnhaG+F6wMnaCeT5BTMX/k3PM9H4z+DpUTCjDASq+HMO3esTq6EDAUbc0G2iZjsEQlHx4kQ2emYY2+yMjkDhYtq4IrA0elNQ9DWV5f+lJKbiaaH5iE3wdbIPdbCMQ9jawVhSrUQ7jikOUnak0LBT28lMKbBWtNMEr55g88iAh9NhwbcohLV1s1BplinTcX2UsFFZIWbgz7XVlItdBGy8mV6sn6sJKXhEhhEqd7gGBfElDQVBEzU9mTuwtVWLOJMcYSib5Wq+COEuVR/f+akkcspf5+H4yfDSmLOAVX+y+czZqyhEYdUhHIWTjg/lIHeTbesRFyK8HgnAO35BKYBmJqbw+l9morRtevhm2DGesnIz0XTLfPQoOJjeJRg+mmZeZa4EuWHvxqPQFMvtsix5s51/HbhPHeKBNrzQwkVmpYvh/WdenE/Dzu6Gw9Tb6NLwC2UVDt5J2fb4cDjWihtWx07OjOmUWRSIjrt3MgMLQxCJBXh9ABKVWbaiwWlALcsX0HrLHzoyWNMPiasaUj1XBg6EmUc2KJEj6oTcXdgGSht9DXfrKIzMFpZFlOW6hYbpl8i52t9QJfSk7d06o3aJXXO02TaQK7wJM3Aj26VKoNE/DW6jyY7x2AD025dhjQTaecfqgu2LuogfgmPhMqgLwdWcsWMwA9zVaZnFz3DDINcc3vwzAsI/Ou+wxhwp3F1bfhouH0AwFWQFp0hSEpGJT+cOYXD0VHcs4CMZ75sGIwBBuDfiafRGHv4gNH1lLF3wLkhI7QOyHPCL2HJTWFjERojj0Z9Vuh+p3fg8P17cClOf7GBnt17ew+Ap739+w4hbbmm61Yj7p0wa9zR0gq3xkzgyj57l4Dpj37Qy1LQVELu09MDZsDHgZmW0HuF76LNPynKQpjWSKdvS0Ygv104x5Wn6yMtVNLAHVe3/gd9z9CxZtw4jdUPr+u1haWZBJtb9UVdd7ZYSfdQwIYFyJULP7cn12yAqXV051nohv2IOxDYS9rGCmpoXnzVMJhrp8LGsYTLWBwtDE5TXWMq9EDn0gzM/W9HUZtnCLWPEQOwGAD8bw+j4uMVt8C/sgWKAcB/Zbd++hdV1F7Mi8IvYEG4/kcgv5Xb+5bHkvbd2cegIhmqt90oF1i/IyjN02UfRGau3O9J6SdRf/ctKA1YfbSNNABv92kLWxumoZKUl4jvb83A7WgXZGTacB/Ork7vEFxJhl9qTIe1GWNqLXmwD/NOC6exWVjIcH7ICHhYM3Bw5IG9uJjwmKtLli+BSKyChZUM+TkWWNCmE0i4WxNP3ibgx4gZKOeeCEuJHGnZtkh/WxubOuncS6lsyw1r8SxdyMEU2Ni1Jxp5MWBvxqWzWH3/JkREotFkDIsItAKn8XdrGJsoEEMxeN9StHJ5iSm+t1HeLgOp+VbYGVcRS15VR78ygfitKUvXnHDkAI4KaGPRNmLCXVCDHJpr+ubUcex9/JDTlyOXSEovJOCTWBiaoIn2jdfCjChy1Nzduz9XNOPdSdjnsHMWijyHrbCxYYw5ii2PbuHXO8ehMGMgk5XCEiub9kGDUqx9KM69eM5N0ISCS/EcN1nr5llv81Iky7K05hdqFIXbdaBvbcwIZm3Ue/dW3Ih/bfI8NaCRSiWHKrEqfrwThK3xlaAkC1cV4CzOx6Emu+HpPhoiO931EtDSY8cWPWORbv4BmMsTx0/OfYegsBVQmdCynNKsNiZXZ2mWnx8/gn1RDzkXUu34oP9XAd4OTtq0Lyo74chBHI15YnRNVd3ccEDNwKON7wsAbn98G1+HHzfpLLyxRS80LstSxP2XzIeUmHVW5ByrnlDJRRDlieFqZYPro8Zz5agfqT9NBd/N0mfRHCOAVLOflYUZHo6dwv3509lT2HTfNCs5ctxkbgKcK5UiYMN8xtAgnTcNtkY/SJRwF9nj+jB2nk13huJF0jtWRiM5SuVoXmutROxIJnOQkJ6ORhuYdp9Q+Lo44cQABn523rmRS2mmNF5zsRxisRL5cnOoxCLu/B6OprR5YMH1K1h49QqsHfJh65LD6aEqFWLkpFkjO9UKNUt6Ym9vxrIefGQnLsTFQiQTwUos5Z5huQpzzmSFgNQ9XZjhDwFBXfduUt8XPFCRKIYi4FSf4fB1ZgBgwNIFHAtKKFytbRCh1qfcH/WIG5+m4szg4VoX1zoTpiM1wI4xLzWPFSWNDxFax1sjdCa7h269eY3ue4UZohWdXHCir25xoaBnUljn7miqTpOmesl4p+v2zZAqdbIMnStWwoK2HbSnT+BF0JpQkyYxhtqtV17cx+W4aajuEQtzsQLP0jyQJRuNKQ3YAhhFtiwXdXfORa7c2OFeBBWOdOqNALW8BZWPfPsak65tRaqSgUclYI9ZdXshyFPnCJuel4sGa0IF+4jY61dHjNVqWRako+ldwhFn1GmjJjtRYMPgvbuMwDJNMSFmH20jQIoYiMQ+1LBC+VUXpKNJbs2f1WestfHHDuDIM+NnHG0jBdKn477QAwAJ5Jl39RJi0lLhZGWN7gGVubooVVwTpsBU2t7Rzx+L2jHNXE3QIsa2yHva92Wjsl5Y3bm73vuyduhSpOcL65damplxEhOa+C5iGeJx06ily6Aufg/USWu8znwHWtwz1EX1tLPH4f6D9DQQCfQbeWAPx6CmES8RiTiDo1+bG5vYPEpO4uQwKHWYFr1aePvghybN9Oq7l5KAzkeEXXN9HJxxputo7vzpHvJfP8/k88MwDThHJsOsyxdwOPoJB+RXcnXFt8FNBQ04iPE658pFri/JdK17pSocm5Hfl3QOcRnpnDQALezSI9vewoLT/uUbHckUCjQKW8nplgoFgc58HdN3slQcer0aT7PuQ6lSoJxNJXQsPRKulroFiUPx57H8qc50ybDekT5d0a0Mc5n/b0dRm2cItU8xAPjfHjXFxytugf8fLVAMAP7/6OdP7iqL2ov5TFw0Ruzbr2VX8RuUUt6+atIQ42vy0rkUr6EiJqBU7UprEQiRw48Qmek+nM7E3sawU6Z1wQ507oUa7mwCFJuehs7bNiJLmg8n6zzIlWJk5luhXIkSONB3kDbVb/KZ7TgUKexkSfXs6tMbtT1YKkrVVX8hN4/YXvpsGwtLGTqWr4I5rTtx5bKl+fjsyliUcdVPw1GqgJjYRtjSaRpXjphGlZYyR0+a5Lla5SBLZsFNzCk+D2qISYEsha/lljV4+jbNqD2pLQkEjFUzje4lJ2D1jZ+xoNY5ozG856UfjqYNxZo2jBVUkCYasUOIJaKJsYf3C6YKVXf3wL6+DGSgmHf1MpZcF2Ze8B1Zr8TeRm3zfrAwM9Y/zJRa4KXFflQryUCjfdGR+Or2Xs5gQS/kIhxsNQb+6pS/b84cx45IE6nkAHb06oO6noyBUD5sJgy6UVt1RTs3nOjJwJhG60ORkCGQpqwufWn4SJSyY+ylL49+gV1vPLh8TDOxkgOqaayYK5S43bsh7OzZqn5SVhaCTLDwelSqjNmtmQZQQeVo+6QGgfi8HmNJLLh2GQuvXxUcHwS87unNAB6Kwdd+wIN4ETIS7aCUU1qxAg6uOShTMgcHm87WlntfALDF9lA8y1eD2Go3YT6gWsexFHZ3Zqm95AKstBNg1ikA63xLPBrPJrwfAgDyDUM0jDiRRImnarOSH06fwBaejpPBaIIGACRtTp81alDRkAGoBAIcXXCsNxsfHQ+sQmRiGowHE6XVqxA7ggGA6+7ewK/nzxseUvu3pbkIj8YxY6JKK+YjX6oQNEqhtY/YiYxVuCjiCkIfn4FDSePxmZ1qDV+xr7bfhx/ZjbMxzwXrrFXWE3u6sfFB99C2R/e1qb/aE+TaQYUxNQPxbUM2jn0XzwU904SCAKYH4xlQSXqozdXgp4VYDifLfKTkWUOhEnOGImQsollEqDRvNvIc1anH/IoVQLDcHZvGslTl1XduYMZV42ecZpfIEZM5/TLqSzK9MeXiyXdfTsnOQuAaYXYsHwT8Ozbn9KYtMLgGW4iKSo7D7YTu8CrxVq+ZcuXmePz2V0wIZOmYEUn30bsAluT39SppU4GfZ6Sg+/klUIoVnLwDdQEtRpEpyYaGY1Ddlb0zr8a9xIAC3Nv5TMWC7nVzsZhLuS9s1Fu1HG9zhYGTXpWrYGYhDV0IrKLUfFNBrM9dvRmTdfThfTjxQji9lBrs+fipWgDw+NNojD98wCgls71vRSxu11FbriBmHaVWXxrGwC0KArwJ+DYMvgkHbauybJFJFpyZSIzoSbp2Jy3LWXe34F72VZhJ8qGQW6K6bQNMq9Ffy3ykOskArOPmDciQ6huGeNrZcfIWTtY6mQoyRYp6m2J0nl38AzCftxhFZWjBioA4fpBJyO5e/bRGU2GPbuCX66a/0e72mcKxOyna712HB6nCxkQrQ7ppzUCo34fs24Wrr/Q1pemZQYx1vrnZyacxoG8Vw8dS2wp+WNq+k7YvCRxvuGYl8hSGrHVw5dr5MjM5kg5ouTHM5JgjZ3TNwm+OPBPLYqYhTaqvR2tjZo/xfrPhZOHO1ZOcl4oh4dNNsjnXBv6EktZs0fu/HUVtniHUPvxrqDj200kBfrKi2AX4vz2ei49X3AIfswWKAcCP2ZrFdb13CxS1F/OxFxcx7vQVIMvMeNJpK8dXgR4YX41N5t43zr96jsHHdpksfqTbYFRxYTozk44eRFzWeUidFEiUMTOQ8hbv8DbeAT0qdcLEQGYy0Xr3QsTEG38Eag6ypWd3BJViQvqVVv4JaZ6+Lp2mnHOJPNwYwrTO+hz4EwE+wiBYRrY15tffxpVjE5p56O79BN9UvwZnK8YEOBnvje9vNEFFDz9s6comiBWXzoacNMgEQiVS4fkkBgrcT3yFknnt4WIpzCr4/sFI/BmiAyCJpRHxWh8ApckMpTS52VLqKZCQmcmtgpuKLd17IagMc3QkfbtO2zYiNj1dr7iXQwkc7KcDXvc9fogbT+fg1zqX9MoRoPD5tRAMqPetts5qW2ch31zYsbeUyAXnejA2Vtcdm3DvjQkzGUqV7toDjbwYQOwdNlOYsQbA08oeV/uyOltvC0NMkrCeEgFO5FDpYs3ayXvNTE6P0tkxi3P+pcjJtUBKqj1qliiDPV0Y4ydkwxo8N2gffiNoUmvJbZSYRqZiXGA9fBXE0kZbbF6D2Lf6ba7Zz9xcjKhxbCL5LOslBl9dhJQXLpDmENDMRN4klnK4e7/Fl5VbomtZljJbftEck9qHdO3PJ7MxF7RpCd4osiDKFQNS5vDLgXGWSo7pF2DniqM9WAqj96pZgEB6KbcxX4TYMWxsBq2Zg6RsQ/RN1xIzQ1qgVxUGshADkMBcAsK1bD3SxSOc0UyJZxNYnX/X7ho2J4FF5VfN0THQDDqgpKUdwgcxxk3FVXMgNUgN0xZXArFjmVPy1sg7+P7MaZN9KZYAMeMZO9hn8VyN7KBReX67r7p9FWsS9xsD4+q9/KQB2NCROX76LJ/D6RcKhUqiwvPxrC8H7tuBS69esmakNtT0pZidUicCRdp21ra7qZuISMExE9n1HHkahamndmN6tavo5v0EErEKWTJzLHtUCyueVsP94Z9pZQQqrpkLKQFbAhHoXAY7ujAG8Q/nT2LTQ9NszocjJsPGwoID/nwXzzPZ7rVKeWJ3T1Zn641hHGvIVGjuy/TcHNQuIJ27gx8BR2wxaNqJYejqLwz83krwxsQgZrhyM/kBehw1Np3RnMvPgZUxrBJr976n1uDBu5fITbLl3KYpyCHcyj0H3rZuONSWsSRPRF/H2KPCbtK0fU3HEDT3YZIZBQGAxPaOnsTA6cJEQQxRvsHF+9ZJAJhvAQCgh60tx2qkCF63Eq+y3hnfwzSIlcDziQwAJCYa6da+yRZe5CEDpaAybAGwIAkBvsM9gUu1Vy4zeVl806zAVcuQkpsrWJYPor9vG3Fj7tQx7HooLAfBTwE+9ewpRpswX6F6+EZLww/sATHrhIKfzv3rtdNY+8R05se9PlPgoAYAW28JQ1ROstEjRCQXYWHTDlqzoYIkBMjkir4rKKgvg8NWmdQg5stbjDt8AAT8CgUxQG+OZu//6LcpaLNZmNFI2/lGbSfebMb5JGFmXy2n5uhZlkmqvM3JQes9c1DSyxh4TYhzwfGuX2q/vQrT7x+jbFGbZwhdczEA+DFGgnAdOTk5WLp0KXbu3ImYmBhIpVKULVsWHTp0wOTJk+HlxeYBHyMePHiAxYsX49SpU4iPj4ednR0CAgIwYMAAjBgxAhKJMVtec9y8vDwcP36c2zciIgLR0dHIzMyEvb09/P390aZNG4wZMwaenkw2wVQ0a9YM5wtYuOXvR8+f4vh3t0AxAFjE+vdj38D/5KH0T5quqL2Y90T/hll385GYZQdP5HKmAElSG7xU2MLOOh/TqiVgUBXTQupCbZWRn4eGWxciS24MhHlYq3Cp71Rtmseg/b/iiWUu5Abpwo5m+aiurIL5bVmKWIvdvyE2nlbEjSfHxB76rml1jKjCABGfRcSOEgbhbGxyETnyB65c94NTUL286fTF7m6LUd3DC5n5efjxxGTMq2fMZIlMdcVPj4djX3cGnFRcMhNypfALjw8K3Eu4haqiviaHWlhsZ4wIInYTCzIiWXo9HOdfPOdSlWp6lMQXDYLhaqNzUCYHzy9PHjNZ59g69TBNbYrAmJebjPS2KHWRUuMqqNMHDz2JwuRjh9DCMxaD/SJR0jobr3LssTqqBq4lleacazUTr4rbZgAS4ZerucwCD/oxllXbzes4NoOhHhptozaaE9IWPapU5cqWXzeLgVQCUc2xJA52ZcBJ6J0I/HXhgmCdYjMgZgIDOZKzM9Hs8Dy4uRjrweVLJchO9MC9oQyEq0RpsLwUQ8NT0AANCdnv0GTjciikQv2uwvhGdfBlHZYCTJp1MpmwmzRd/TM1WBcasxXzz8ZCmmsMZJtJ5OgUBMyrzdrTe/FsiAXS7WmbUqRE7CQGbrXbtRqPk9MgkhnfGyoLBYLLeGFjRzYmCSTVpsoaXrgMiB3Fjl09dAay8okpIgBaiZVo6uWEsM7s3ii/eI6xEy7rdIgUBI6z86wZuhjv8qVq0xs1y4zMLdRU0L29+6NGSU8QE6zOluUmAWJrlQSPR7G+LL9sNpdGKxgqIHYMO/a6WxH49RJzMxcKMwkQrQYAyy+aK3TV3G78e/1MwmV8f980aNTJrRK+q8UWWXyWzQJMpJLDTKEFSXvs3MKl13JtQuxcArIVIkAh5oxBmnl5I6xzT1ZnAanX/Hvj6zNHEOI8Dy1L6lx4NW0w93Ft1PP5A83UuoZ+6+ZCphIGAIPcy2JbB8bw+uPSOay8d0O4j5TAvZETOaBBKpfDf9kCk0B2BVdHnOzPXFErL1vIGQeZCs19+fhtMtpt3iDYR/REaVy2HDZ0Y20061I7BJeNEqwyJccOnQOYTq5MIUPdXX8iI9/4vpSIFTjTdTi87Nhkpd7uP/E2QcLS0/khUsHBIw93erP30PXnuzHocAykAu8NS7EcmzpVQp1yXbiyxKyjBSmhoNTIu2N1erAmG8hgAzncCzGsqFiDMmWxuXvv962KK6dZMDN1Y5ZysMeloYyFV3PVYmTk5nNFtY8wtTs2bY+Z8DnMzMz+VpuTD24diX6CiSZA2n5Vq3PpoxSmdAo1Fzuoek380oxpt048chBHBOQYuH4uVRrbe5p+l5tqvE5bN3ImZULRtJw3wrr04Db9nc7qig6d0VqtQdxwTahJkJSfLfDX1fNY8eSqcBfJRbjZdxLnnMulAC9dwN3rKgsV92zhntckByEXYUydQHyj/qaYdfkiVtxUZ4YYXBSB08ROpXTxvwNe+WAduacbLlJqqqYlrJjJDPCOSklGuy2mzVd+adoCg9Rs3w3Pf0dUpnGKNtVT0sobkyqyhYhrr+I40xtb+1w4u72DuYUCMqkZUpMdkJ1pjfVde6CxeqGyUDfIRyhc1OYZQpdcDAB+hIEgUMXTp085oC8qSvh9VqJECWzZsgXt27f/xyewZs0aTJgwAfn5wgv/QUFBOHToEFxcmBwJP+7du4fg4GAO8CsoCAxcvXo1evc2/R762PjBP26Y4gr+py1QDAD+T5u/8Af/mDfwP3koFf7M9fcoai/m47FL4Zi7FYn5NuhYMlZ7MedSSkOhEiHDsiZ6qj+I3rdtVPKnOHZ/HCbdagEZR/dhYW0mw9rAE2gQsAciMTPsGHJ2IiLzWGqmYTS3y8OcxszgoMfhP3E7jphLfPoQbVFBJVFgZYdWaFWuNle2oAmvuUSOqPEMvOh24EvU8BFeXVYqRfi8wiY42dpxk9PEuHooba1v7KE539lPuuDrJiwls/ryP7n0YOHQATxx6bEondfaZJPuShiC3rV0rqzv0/Znnj/FyIP7TBbli2F/d/oEtplIs+RPFDQfwaYqPdx/MAJcmfai/9bfoTIXnpxaya1wry8DWYbt241zcc/ZRII3PdcAfVu69UaDsmyFst7WJUjKyzZKw6FFvFFVAvFDIAPWKBptWI6EdINUNpEKs1q2Qc+AalwZ0q4KOf09zCXC55mX5oprPb/hyr4vABifmYae52ci+YULp+2mCxWcPN+hbikvhDZiINj7ssZWPNyHWacoNU6YDda4ihnWh7A03PKhs4B8xujjh4bd91zN1uu8az0iXxuzGWgfKtvazweh7Zje5/sCgDXX/Yb0XCtOs86wL5WWSvT1LY+ZISyV3XupabYesQCfq1NmG4atQAIxfezkOkCZEJs8MZArRvjwcXC3s4NcLkeFsPkmAUBzhRgxYxjw671sNvAeAOCluFgM3mta98ne2gJ3RzGQ5X2Zl2deReD7h8Kal1RPW+fK+LkuS72usGyWSS1JkViJpxPZPdR1J7Fo30DsKIXYWgfEKXPNoEg3R/NyPljbmQEIPkvmQEX6fHqjgzEFzc2BJ+NYG0069isW1txkUIr9macww7ncLWjvy9icFdfNhdQEAFjXpTR2dWapypvu3cGPF04x4Fd/cIK8aCiVnHTKiDVWYck8kwCgh70trg5jrLGCGGu0XQMAJvNShYWuvSdPPuG3c50QUl6YjRWf6YReVXWAwfG4K5h4/ixkSt1FEZd2Wp2KGFeFtTmF/5qZkGULDzqJtQxPRrHnzPmYwxh25LFgu9OPGztWRSMftrjVZdsm3E8SZk+3reCLZR0YUFiYaLJuFV69YyY2hjG4ek1MV4Ng71vn3/VlBTdnnOzHFvaqhC5Ebr4wmMsH0XNlMlRZvsjkKfzRohWniUdBoNWoQ/s4B2B+kAPw8QFDtMy26/Gv0Ge3aZMHfto5fQMEr1tlpDFH6euXho6CgxVLly1MFKR5SamtlOJKQTp5y24IA2u0fXuPPqhXmklmhGxYi+cmtIoHVquh1QycfvE01j+4CZWNwXuQ2MRZEkSOngxbCwuuLWuGLkWmQZqy5jqn1G+IyfWZ/MmSiGuYd+2yYBOQWdndsRM5Nie9gysvM92XfN1JU6nPdBBKLX6iTnmndOrGYatMNj8fJN32Yg7uZ1wRLOtl448xvn9y2+4mvkG37ZtN1sk3uCpMv3+MskVtniF0zXoA4JhPKAU4tOimAGdlZaFevXp4/Ji9T0aNGoW+ffvC2toaZ8+exZ9//gkqY2Njg6tXr6J6dfbM/JAg5h6BiPS89/DwwPfff4/69esjNTUxU79BAAAgAElEQVQVq1atwp497JunSZMm3LHFPA1y+v3SpUto3JhJ4zRq1AgdO3ZE3bp1ObAwOTmZ25+AP4VCwS0CHTx4EO3aMdkdw9DgB7R/WJhpKQDar2pVRi4ojn9vCxQDgEWsbz/WDfxPH0r/tNmK2os5R5oJpNSDldgYEJGrgLd2x+Bpz9ws3zdUeaegSh+PyAwXbH0RgDd5tihjk4nB3g9QwS4DIuftEFmwiWSn01/gtVSndcM/RgOHXCxpxFZjDz2NwKTDJhheEgVixrP0QYqCAEBbCxHuj2WrxjMu70G+/QaY0aq2QcQmuWJdC2YGkCfLhMVbndGFYdmjb1qhQ82l3M/D9i7DubgcwYksAaAPJrBJH0V4ZHPUczU24qC0u0TrPfBz9X/fJufKEfOCtApN6WhdHzEWLup04U7bNuBBUrJg/f6uLjjanzGS6GO9+fq1SBRIvfJxcsLxAUNhpn6xt9y7Ai8VwnWGOFXB8hAGLt1OiEePndsYw4s/Myc5NpEYMbw0tl/DT2PNgxvsPPkmD6T72GEA6nmwiQ858TbZEIq8fGPArGWAJ1a2YumDUqUcrc/q+sCwAfwt/REazBxM22xah+hUfU0wfnkN0HDh9UP89Ggt5DIxMt/acsYzZhIlbB1zYWUrRWlJaWxuyphovkvmwhSpkD/h3R55B98WkIraq0pFzAxhE0Sf9X9CSWnClEqrvo05spwEENvI8GzIt1y5UYf34PRT04zX/tWrYUYzBkqXXzkTKhM4trlcheiRrA2b75qP2DcKiJTG7a6UqDCjSTAGVmVp/N7L5phm64kleDSGAZrzwy9i0eNLwgzEHDM8H83u9Yy8XNRYt4Qx+2jiqlRn5KpxGXuVBSLVRhy+xMw15xmF8DtSDsSq9QfJ9bnB2pUmWWMhPuWxuiMbx+UXzyUZScGgn59PZsDa3qhI/B61FeZWxow5pVyEEPtg/NGYmVdUWD4TKpkwaEQakE/VadKjDu3G2fTHEJNJi0EQCNijVC3MDGEfy1VWzUYOgacUmvNVd1dJR3NcHTSZ2zTj7CR8F3Bc+IIArE/4FcNqMaZTwOr5yDUTdgZt7uaDsI6MWffqXQZabVyHPKXMiOFFDsSrOnXjyhGjj5h9pqK8oyNOD2YMwPZbNoAcg00F3/W69qqlSMvNhZmlAmJzJQeEynOpfUXY33sAqnuU5Krpsf0LTA0SXjzZF1UHs1rv1DvcnbePsfj+EcRn5cLFygLDAoLRsjQDQjThu2w2lAIseNpOKe9PJzAw98yzKIw8dMjk9azr3AVNvH257atv3cAfl4RTlRe37YgOFQv3zqA6Z16+gNCbwumgm7v10i7GmDxBgw30/qmwdK7gM4Geca38fLGyXVdurwZrV+BNVpYwG1ykwtMJX2gnjsP27+EY8IZB+pSnBg1DKXsHNuYyM9B253pk5Un1n4dmwIrWndHWh+nG0cS16orFgmxSuj3IXKu0A6uTgkDAr04dx/XXr7h3bDV3D8xv04HTsDQMGs/kjk7adD5OziA2IZ0nP8Lu3MJvF84KNuuCNu3R2T+A20aGYQTSCj1qqM7IsZO0bTT7ykUsNwEWbuzWE43KMjOueTcvYvHlcG6BhTPyoQsmlnW+mGMTRwwbDze1ZIYpTUVi9R3oOxABbkwzj+5JYjUauvDSNkOt4hEH9uJsrD5AS+Xoek4OGobS6r5ce/smZlwU1hCt4VESe/uwhQYCKskUSAgcJy3D80NHaIHf++mXse0lW1g2jHaeQxHsxlL4yViEdAWF3J/p/E4PHm5kWCJY6X/gx6I2zxBqgmIA8OMPjOnTp+OXX37hKp41axa++oq9YzRBoB8BcrR42rx5c5w5w6QtChu0P6X5Unqxg4MDbt26hQoVmBa4JogZuGwZk1hYv349Bg9mi5yauHLlChYuXIiff/4ZlStXFjyF/fv3o1u3btz9TfVTijAtIhiGBj9o2rQpzp0zrTlc2OssLl80W6AYACxi/fYxbuCP8VD6p81W1F7MKsUbqJKZPplQiFz2QmRepVDNopLegCqVAS6Cdboeh0jC9PqGXPgCkdnCAGBXD+DH2r9z5RZfv4r5V4VXbWn7jZHj4KxOh/VbPE/wI5TK1fUsjR29dOk6nfd8jxq+D/RAwNRMWzR2/Ay9Aupzx1YqFMhOqAZbiTBTYc+rbuhZd6b2Uuus+B2pUkuDSY0Km7t0QINy7KOe4vqrCLjkjoe3vY59kSs3w643IzGkrr4L8ft0QCLPtMIAV+N2p9RezYS3yeZlePVWWNPI09kKlwfqnHBvJbwGfbBTarcm3GxsuRQYEhfXBLn+1d89HzJzqd7puqhK4GovBjJowpT4uuEkNlcuw9ATu3DtjU5YnK7tu3rNMLpaoLa+364dRliEMIvGzEyJqHFTuUkSfUi0OfcdpEph8GKiXxf09GKrkovCr2JBuPCYo9TriJFMX+5ZRhKG35hlsou8xN7Y0Hwit71W6BJkmEiX4OpSg0Z/x07hp0n5bfoDCoUYyjz9CabYUg4xgeMDGZN09rWLWB5hmkkyvXlzDK7GWLTBB6fj1RtrgPnc6EIK1Cpvjr2tGIje/+AyXHsuPI5osr+5e3s0LMM+7iqsmGvyvqzl5om9PdlkbtDh7biUZjw55DYqgZgB07gVYVoZrrB0HiAWQcwDIDnDHTHg7+yK42ogu9eWabiR5g7S0dND95SAsyoft8axdMzXWe84rTF9bqoON6vp6Y69vZiWlf/yBZDKFUYgIOevIgJiJ7F7mFJ1++zbCKeyGTDjMWSVChHSXzlgar0QjK7JxnLF1X9CniOMvIqtZIgZzYDXyaf241g6S0sVin4l6+OXYAbm9tizGXfexEPJY6zR75RK3qFCZSxsxYDkn05/h+lVTGu3Hs8KQzvfRlzZFutXI1kSj0yDxZsSZrno59MM3wQzAxKKw0+iMPXEUUiVOgC0orMLNnbvBXqOcN36N7pxId4+WNWZgYUkhTD3qr4mqeZYJSwscJuXBnsz4RWGXFoLiY3uflfKRGjrFIhZTXVusB22bIC/8xH0DNC/P+4memHpzY6IHMe0FwsTlZcvQJ5MOE3aTCxC9ER2D826cgErbpjWY+ObTJFZCj07D0Xrp3cNq1kblAYrNDn6u3MmeYlRB/cZOQFPbRCMCfXYO7CwUX3tImRmSY1YwcQE/bZRE86khmLovl04HxdrzAYnZJ1MQNSSCFSWtFYH7tmpp/9IjrFkgqExg6Byc69fwuJbwtq+Nd09sU9tpENlL76M5YyMDEErcq4dVbtuYS+bK0/O8cTu46epE7C1o2dfVHVn2scU1JdfnDiKg0/031tDa9TCj02a6/Xlqls38KcB8EsA3Nou3fXSUKkvxxzajwsvddkcdKwvghpp9ZTp791PIzH17BGIcvSZ45TiK7JT4tGgL2BJegcAUnNz0XpTGPdffgynMddEx8CnbX9cPIfVt/XTa52trHFi0FA4W+vkSpKzszFw7069BTbqy3mt26G9nz6ILeRS7WhpBXL25TMvSdaE6nzNSym0NTfH8g5dEOzFgE8K+gY4khCGKyn6oHu1Eo3Q22sKxCIds5f6ctj+3XjLu3a6Hmp3zbfUBw2Sf7hTUZtnCF1uMQD4DweBwe4ymQzu7u5IT0/nwLnIyEgj1h3tMnbsWISGMs3qGzduoE4d0+QGU2dI2oKalFxiFX7zjfGiOukQlilTBmlpaRzr7v79+x90wT179sTu3Swrg4DGWrUYeYQfHwM/+KCTK97pk2yBYgDwk+wW0yf1MW7g/+ZDydSVFLUXs0p6G6pUZmAhFCLHJRBZmU5VFdpHocjHqxfNUNbGmD31JMsL/hVOaj9ud8UsxZ/Rr42qoZSqVXWaoJY7c7idcuIwDqhp7ULH5AtHN1u/Gi8zMgSv57fmIRhQjQmqk8gzsbwUZsko554CC4kc6dk2ePbGHcNq1Mf3jZtx5YgFt+NaLwz0fWhUJznhhr36FVMaMlZQxMvrGHroNDyts9Dc8yWsJXI8THPB2YRy6FsxD3+0ZUADxZcnjuJ4zG10KR8NH/t0pOZb4dALXyhEXjg+cChIj68wcedNArrt3CJsTCACFrXROeF1PrIMkTHCwE2lCpY40oEBVpp48jYZ869d4dgaZewd8GXDxijn6Gh0euSYPOHsHtxPfQ2xSIyQ0hXxW0OWvmYY+6MecnVm5ktBzodzW7eHv6uxqx4xGw88e4TIt4mwMpOglZcvarnrXKep3hHHN+Ns1BuTzXV5xAh42rLzXRi1F3tfGacq2ZhZYl3QV3C3YuWIvUFsI7omw5hYLwhfNGBgCKUf9bk0gwN3cvItIJObce7C1pZSDlju4tAeXwS24MrOvnwBy02wbSq7uuFQf7ZKSoAIaS8JsSlo++3RE1BCnXZWb+NipFunQyUTQ6nW9xNLlBBZKGGbY487gxmzLjs/H9VCl5hsoyfjP9MKNg87FYbI/EdIjXeCQq1JJ7GQo6R3Ojo5huDruqxPZ50LxYp7pt2XT/QLga8bu9/KUyqqYSoobVAB1Z09ONdvisBNS5AM07owh9sMR2U3NpH2WzoPCoUxN4ZAwO+bNsXIGvW4cqHnh2NBpD/ylGZQqY1fONaiEhjjfwfftGGpr2dexGDkfmN3StpGwHMF1xI42Z+lc087eQw7oljaqIYJyJ2JCPCwsUX4cJaySuGzdA5EKhWsSuRBYq6EQi5G3jtLDrgNHzYG7nb2XLmuh0Jx75lwe/qUNcepbgxIn3fzHFY8N61VOM2/FUZWY8zLHY/vY9rpYzA3V3AMOC7EKsgVEmzp1BsN1cZAi8JPo7vblyhlYyx1cPZNWXiV3QE/tZbPZ+f/QAnncMSmuiIl2w4SsRJlHNPgbJ2NujZfoqsfuzc0cSXuBVbdusnpf1VyceUAQs341ZQpSBNtZ8++qFOqNFeUJvp0XwrpAPLNE6jsr/f2Y0+cmkHMOx93KwfsaTIJduYsdZPMGMiUoaLza9T0eAHS83uW7oHw+Apo6eOH0I6MsVaYmHryCPY+MnaYpTqCy3lhQxeWGj/l2CEceCKs10TbewZUxqxWutQnAjBOPIsBLcyQplrDsl4mtchScnJwNOYJUnKyUa6EIweUWQu8VwiMIlCRAA8CYlqU90EdT9beHxI9dm3B7dcJgrvu6tUXtdV1X4l7yYE2Qmzwmh6eWoaXpiIyr9oX9QhPU9/C0coaHSv6cww7fnx+5gj2Rj/k7m3uXwoa9mJwmrk3BjPjCE3EZaTjj0sX8CIjHW42Npgc2EA71gp77fTcrhG6BNkGLrxUD4FRd8dM1JuUU1+efBaDmwmvuW+iRmW80LgcM8AyjJuv47Eo4iqSc3K4vvwuuAnKljB+B1NfHo6O4thw1JfNvX1QV33vaOpMy8tFi32rkJaTy5kOkZYop+9noUL3ClUwr7EOHF8YfgULw68anQ8xH48NGKJlXhJ7us2m9YLpwpMCg/B5kP4zgZyKyWQsRt2XZMqj0R42PNiW+3ex59FDSBVy1CzpyYHdFgLmAhl5edj7+CHXl642tujiXwllHIQlZmIy7+Bp1n0oVUp42fqjskN9QQA9OScb+x8/4t7znnb26FopAO62doUdGh+1fFGbZwhdPP8a/Ed/OinAUSuLZgrwyZMn0bo1m6v99ddf+PprJnVkGNeuXUODBoyt/t133+H33xnJojBBBh+kI0iRkJCAkiUZk94w+GDjkydP4OfnV5jDcGXJzGTiRDYfoTk+AYKG8THwg0KfWPEOn2wLFAOAn2zXCJ/Yx7iB/5sPJVPNW9RezCrFa6iSGdAlFCKXXRCZF04n4mZiPL48tQxrgo7D21bHbnuU4YwR4W2wo+vn8HJgH670wTz//i/Y8lrHrjODEtP8yqCnr46FNi/8MpaEC6/qUz3hI8fAzYZ9lDUNW4W4TGFNI/q4nxLUkCtHH5U/nD0leN0Evt0fO0nrQBi0aiF+r3sILUrpBPIzpBaYdKUVOlYdptUf+urIr1DJ4/B73Ysw56VVn3nthd9uN8T5EezjgiYy1VcsNmFvASxr3xltfQv3sjwW/QTjjps2GxhTq55WsPvb29ux/+ET5L3lG6uoYOWchw6VK2B2bSbiT/EoOQnDDuxBUrYOGCA3RWIAejs6fRJPmp+uHMSmG08Ez0UsVuHJeF0q2dvcbPQ/Px/55jo3XmJj9fVsh/HVGFCniYH7duLyyxd6TBZziRhXho6Gi5q9RABxjTXzAac8yBQ6Fp5IpISlTIUFDftqRdqp3l47t3ITPn6Qo2HEiDEcs43ideY7zinRVGzr0QeBat2nKccP42D8PYgd5HpaiYp3ErRyr4wVal2we4lv0HnHRm6yZ6jXRxPwM4NGaCfTvXduxd20WMgM3LTNraToXqEO/gxhH5ptNy3Fk1RhJ2tC9tZ0aIvmFZjmijeZUdDl6cskcqnLYpVIy370WzkHch5jS68NVEBE14lws7fnnh1+y+bpQC2DxmpX2QdLWzLW2IoLo5GYnY/10aQFqePHulllY23jw6gSEK5u9wx1uwtrL1bzdMX+Xsx4hqJK6AJky+TgNzzteXfkBF3KGbX79k3cdfNTpckVnIImsyNq6thGdbbMQloKNZLuHOydZbg7ULfKfjT2MT67oZ+Wyr/8tQ0HIljtik4gw8zwi1hxW8duI/bQT42aY4ia8Un7fnn8KB4mnseq4OPw5IGAt9+6Y/SlNljbZSRnvkLx1Y2BsLUSBmkl+YH4oY5Ov5RS/SYdPQSa8GuCwJ2wLt31QMCEzHdotn4NZ3LEj/a+FbFErYem+f3UsxiOCccHWghAoEUEAj0oCCxoePw3yFXCep9/1uyFdqV177ZvT5/AdgNdVD9nF5DOKemNfUi02RyG6Le0EKbry1IOdrg0dIy2uhH71uPsS2FtTirUwdcTi9ubZtSbOi8CCEcd3Iu0PN396evkjPVde8LTngHO/6mot2qZHmuKfxw+e5l+J9040o/jR0k7O5wYOEwwvfbvznlmOC2yREBEtyVfY1asQpWS7jjUUz8V7e/qK8z2ggxIqB7S9eOzFQtT98cueyPpFUaf2YPUfN1CYMOS5RDavBvsLSy1h6u/egUIBBOKb4ObYFRttshSUHq6i7UNro9ijPni+OctUNTmGUJXXAwA/vNxwK/hp59+wm+//cb9RKm+ZMAhFJQp5+joiOzsbC4d+H3dc/l1kYtwXFwc59Sr0RsUOtbWrVvRvz97d61duxbDhjHt18LEvHnzMHUqy6YgJmD37oxswY+PgR8U5pyKy37aLVAMAH7a/fMfuYH/mw8lU81b1F7MNDm8EtURfnYvcS7LEylyK5ADb1O7N0jJc0Sl8idhKdGlpOXJpJh/6RuUt43hPq2fZVfA58EzYWWuK3M8NhpjTuxDZbd49Pa7hRLmuUiV2mLDo3p4ke6O3Z37o05JHbsgMz8H0yP+QIrqLQdOlLPwwU+BzP1PE5nSPNRdtZwTnleZszQ+Tu9MJoKvswtODtC9WKotX4RsWS5sbGSQSiXc3NzcQoqcbFvwXQALSvGk4xIASELYFGwV/DLK2r2DudoJLznPGjYWrjg6YDDHRqD4+uAk/FbnBCQCuoKrH1fH6GYsxY60sZqsWw1Hqxz4ub3lzFIkIiVSsmwQm+bMuQ+SbpAmNEyB8y9iIVMqQBPoXpWrwpzXRjse3MfXZ08wBiCfFEUdJQJG1qijZTXeSX2BkddWQybVaGIBEis5JJYqhNYfhrouTPeR2G+tSAcnKw0gvTG6LmIR5ZkhwNkdB/sN4lgoHxJzw09g0/17kMqVsLeS4PfmbRFSzlgLhNKatkbe4xwTKZWqlY8vmhiwJOKz0tFi4yrIBBxuG/q6YlN7HWjDNI3uw9JGCnMrOVQKEXKzLGEOSxwfOARealbF0adPMO7EAXZpfCaJCKjm6oGD6lRQ2tx4zzLE5+sARU17ELB1sct4eNrqWAjUl79fPIcDUY8gV6pQq6QnVnTsoteXxObsvmMLCCTSpq1q3BdVIsxt1Q7dAlhb3UyIR59d2yA3V0BswdiKKqkZRFIxNnXrzTGEKI4/jcboM3shFisgUamgUopBxhJykRhKpRjb2vbV6n2xe0g4Tbq8oxOnf0TRNGwl4gpwcfusXhA+UzMlyTRDONj40WjmVVwyDzL7fID6kjSpaCzTuLNRcL/9H3vfARVF0nZ9ZxhyRhBRVETELGLCiGLOOWHO2V03vuvm6LqGNWGOqJjFjIooawYUjCQRzIiCgGSGCf95umaGGaabBVf30/15znnP69I1NdVV1TVdt+5z7+YuQ9DZ1Q15RVI0WrtKcOo1r+mI/QPGcNf7716B2DQp5DxuyfVt0nBiHBN+f56djXb+6xioKKFUXvYgca6XSmCyJz1DLO3NP/o6fjp7Xg/Ep7vxdquObb2Za92huGh8FnwKCjoQ0GZAEvCpEGOchyd+7FgMPBOw2T9wCxJepXOfr2FjhZPDpumAUFSmZeAyZMnyociTMAdgAyXEZjLYGZojfAjTnFSHTCHH2tiLuPoyCQT+da/WAGPcWukwXj45dQJH7sXBQiJFR6fHcDDJw8Mca1xKcYZMaYANfQeiqyvT+Zl/YygnjXD6blPkyEnuQInqZpnwbhyHovy6+K0lS4knWYKuO7YgRyZlGoC0blOXyoF+dephZa9iptE3585wz3nJIEDv5OjxoHmnHUFJ8dgZc5Obp00cquCrVh1grgVcvCzIQvezzJyJLz6r3wtjXdlhkDoo9X5v9G0UyOQgJ9ZhDZl50JsGPevzz53GmaREbh6TudGKHn00uqlU77ygzTh6X3/tUH/nUHc7LOpZ/PtGDK+DCdG4nvIMlErcrmpN9HGtqzOWJMdADqrEACwZrao6Y89QXdZ/oVyGvbF3cDs1hTNl6VqzNnxUjs/lvXfSx3NbxbR7+WJasxY6KeJUJi41FdtuRSFLWgivqs7cb19J0fiytuNYQhw+PnmCt3jPOnWwphfTeHsXsfZ6OBZf4U9Pp+/TNuJ6F99f3jozC/MR+jQJGYX5cLOuhHZONXXmJs3fOn7LBHWFp3g2x9eqTImFl85jQ5Q+21bdJtL2fdN3hbLeV1phFo48DUNyfjpsjSzQu2oLuFrws5PKWuf7WO5D22fw9WEFAPh2Z9awYcNw4ADbX1DaLYF8QuHh4QFy4XVwcMDLl/xO5EKfJRMR0v2jtWHAgAE4fFjYePDGjRto1ozJypAeIekSljfoO44eZe/h0dHRvHqBagCQzEiqV6/OgZKUEm1vb8+lOA8ZMgS+vr4wLGdWVXnbWlH+/eiBCgDw/RiHMrfinz7A//aiJHRjH9oPc+LrV5gYsgi1nVMh1dqdSqBAcoo1fmn9MVo7Mv2UnPxcXIgbjJ5OukLcp57Xgne9QFioRKPj01Px0/WvMc7tMozExemT+XJDbIjtiI2d/0BlFVsvPS8LX17/DHbWuhugtFfVsbHjYh0QcEbIYZx6fE9Pw2u1T3/0ca2nGRKf7auRWpiJvHxdZz5bm2zMbNQXU1TaPkfiYzkWCV+YSgwQPYulTlKsv3EZCy9e1WNOmRqLEKNyGqVye64Ox/BaN3nrTMkzR1XXG9w1ArV6BPyCHLEYqYXF2jgEAja1foF5LT/SpALRD+0Pf53Fzju3dOr1qubMsWhMJCxV+N6rNPQI8Of+racBKAL8evRBH3fWT7SJHH1qO+IV9yFS+wMogNqiWtjba6JmExDx7ClGHt0NWBXp9TuyDHFqxES4V9JP2/27B3/E4U249pjGXLelX3ZogRmexYzU7MJCLkWspLi3dgqu+ru67lmHRxmvIdcyUTAyL8TyjkPQ043pClFfNlizHIVyflaQNjtl+KHdiHihb9JC9ZByUtIMdiqZXVQIjwP8ouJ0/c82/THQhbHg6Pt/vhAK/1tsHqiDNuXbBhaP5a2U5xi4PwAKE32jFHGhCL96d8VoFUBMG+6hR3chMlWXVdjIzhFHBo7RAEdHEmLw2dVDsK6UC21CExGuMtMssK3zKHSoztLPaq9cKshONSPh+Vkfc+VmHD/CpSPyhxKnRk2Auyqtu3TX3GIAkHQSM1V6k3wu0dHT5sBMlf7stnoptKTldJoxvGl9LPTuzf2te8BW3FcBavptLXbnphQyj42rAML9SzIVi4CpTVpqQPTuezbi/kt+pjFlp92bxeYHuXJ23rkJShFLtVMHsS5FYiX+7Nwbg+oxnVVKd/fx38ylm2kHpS6SKYG2kcDoo3tw9dFTJjioDpESXd1qYUOvYjfaIoUMc8J34Upqok6dA6t74uemAzTA0TfngrH7rrBOz7GRY9BQpWE24/wUnEpy03NWNilSYJKnCb70ZPp2BOh9/VcwM2opsSiJpUDc7E84xh49Fx7r/JBTpKsfqm7w/9p1wPTmxZqfa26F449rF3Tup56tPfb0GQli07K+lKPd6d9QKKD3ubLFGHg7lt80Q2Cy6/2ZnkvSPqTfGe3o7OLKAf5qVuGyKyew6rqwC/AXrRtjZivGuKUDmanBh3D+qe5v8JA6DbGkYy/NWJ5NSuSccIXiyqRpqKJKO88tkmL08f24+VI3ZXe6R0vMb12s5VjW+6ZyHbZswLMcfoaotmNveeosa9mfzp/TW1/VnyUGZPDY8rNQyvrdYU8fY1SgMDN3z+ARaOXMjKs+lOi8fQuXds8Xv/h0xejGHppnnUB8vqCU5dDxzMTnXUVSTgo+jtqADGmxhIKRWIKfGo1Gh8rl07F+V218W/V+aPsMvvvWAQCnvkcpwBtZlk5ERAScnBjjXShI4+59CWL8hYeHw9zcnHP6LS3IcffECXZIUlBQAGPjYsbv390PgWukMUhBRh9+fsKyMmlpaRzISEFuxMQILE/cunWLA/BI77lhw4acriFfqPGD0uomoxECSNVtL087Ksp+WD1QAQB+WOOFf/oA/1uLEv1olRakh2ZWNbcAACAASURBVNCqFduoEEX6ffqB4Gv3xaf3sPzBMsikEiS/sEVhoSGMDGWo4pgJM/MCdLcehSkN2SZgyflp6GZ/G0P+GgyZgu2OSfvpYKdAnElrgs87kng+8DDrIe6m9kV6tgNcTWSwNSxEmtQETwoBM/Ms9Kh5CeZGLF132rlvkaN8ghuJdSGVGnJMEmNTKTo2uoFK8h74pe00rtzdtBfoe9QfnSo/wjDnWNgZ5eNhnjU2JnnieUFlRI/5WMMYaOb/EwxlcnzRIhx1LTJQoJAg5EUNbIjyRDMXUxzsz3S0xh7ahEtP0jG8fiz6V78PK4kU93NtsPJWCzzKtEWSlgC566oluhttVWfSJr5HXRes68F0KS7cnYD29vzGEbkyCSydmY6grKgIPQO/R0KGHcRFIsZyIkkyAyWMTWRY1KY1BtZnTKOghHjMOXkMNvY5MLfK58oV5Bkh44UVpnm2xpftmGkFgQcN16zAwNp38HGDSO5+cuWG2J7YAOvutETUtFmwVm2Ot9+6gR/OnwWMFYDamEDGmH3fdfDBJE8mDHzifhzmhgXCCdnIzjdDoUICE3ERzE0LkKK0wO7OY+FVrbpmaoU9jcX004HIKTTkmJd2ZkU4OngGqlhW0pQJeRCNacdOlkAE2GWxSIG4mZ9otOiEWEFUVtvVcOedG/j2UgjMLfNhaZ0HsYES0kIJMl9ZQiQzQoLK+Zk20OSULBQj61fHgm6MudV7rz9iXr2EiVgGKYGKShEMDIiBqoBMboiHKmOA5NzXaH+UuUDzxXeerTGxHmN4nbqfgJlBRxgNSg3cEDCiBAdwfNWOGfJEPX+GQcd26YJQ6sqVwG9eXTGmCRND3hHD7l1EGK1K442qVhop8W2bTpjamKVo7YiNwvLEg3AoyIVBgRj5MiOYSqSQmQCpxqb4o8kEdKvJ0s5dVwoDmnRdbVZyNO4qPg6+DBFHkSyJmIkQP/NjzalraQCgdp3jDu7FpWfC6+zN6XNgpXphdVu1FAoee0x6Lue09MJnbdiz0XzDarwqyAOMtWxwaQykZCAi1twPMda8dq7ldyBWAj2d3bGu9wCuzgbrlqFAyg8k04Cq149nmelot2uLoCvq123bY1ozlq4z79QJHC1hCqAe9s4utbCpP0t/SUp/ha4BW3nXJJpbYZNmaHSq1sb/hZW3QlH4whJK1e0T8GhcNQeLWg5Gv+psA7/1ZiR+uSDsoBc8egLcVBqA7psXQirgEt3KwgL7BjHNnlmnjiLoYYlDG/UNKYBbE+dwacC0dtUlphGpwanBQsK+VTpus1p44Yu2bCyjXiZj0KEAiKT0GBWjigpjJQa618cKn2JWYZOAhSgyLERBpimUXFklx3Q2tZBifauJaKtyRaV66VBk++2bCH2QxAFtTRwdMbtlaz2tQip77EEsFl2/wM0pS0MjTGzYHDNUmovq29tD4KcAIKINaJIRxfjDTOScL7SdeFdFXcXSSH6GGQGAQ93ZQcOGyAgsvHwRSgO1Lbjq8eTcssU4OWoc6qoMnH68fBbb7uoeSKjbsbXX4DdiAg7aG4CbL54zzU/VEKnHkkAwL+fi3wwCfyMzQnH79RUUygvgZFoTnSsPgZWhrrafYAeVuEDauoFx+nq9VKyyuTnCJhdrc5a1zvKUI8fep1n6BwPOVlYciP+ug3Q2ySiHJB/IyIP0HIlRacCTxn7qUTwO3L+rYQDObNwaLla6TFvS6SOzkpJRw8qaywCwVK3FxDrtE7ANYsUTvCo05djWloZSFCnF+Np7EOcErB2PMjNBjMnEjHSQU++QBg3fOD2adPzGhy3Dg9wXeu00NTDC/nbzYWPEDIco6PneFBOBy88fchIBLStXx8xGrWGulcnyrsfpn9RfAQD+k94T/mxRdibiVQBgWb6B1q73JQggi4mJAbHgUlKE9bCpvSNGjMC+ffu4phNIV0n1u16We7l27Zpmj0s6g6Q3KBT5+ZSJxQgOBDoeOyYsUVSyjsLCQrRv354zKqEgR+D+/fnZ2507d+b2f7179waxG+l+srOzOdMQMjyJVWnxUt8QsEvZghXx3+2BCgDwAxvbf/oA/1uLUnlc9j4EAPCniF0Iz4hAXIKzaoOknjhKuLk+RzXjatjWlbE5tl7sh59udizhbktbKiV+8DyPie3Z4r4h5neYFp6Db5VHZNCpiSKlCHtTnGFuPRFDXFlq3oDjM3CHmCQ69BBAbCBHq9qPsasnO1369nIwJFJ/zK+nK0adJ5Ng4vW+WNhxPurZsZOmTju/xr6Ox2BvWKjzFISkV8NX17wRNf4n7u/11izC160uYoyzrgB7lswQoy/0gV/Pz1DLzhHpuTlovnmd3n2rK6f331gVCzA8YQlaWjIgtGTcy3JGPfdz3J8vPr6BMUEhEEt19djomsJAgd6uWVjTi+l5fH7mJMIKzsPcSldrTVoggdGr+jg9ip2sEwPwTMx0zHC7o6MFR+8oR5NroZL9ek3q7LjD+3EhLUmPwUOpeW1sXbB7MEsRO5x4F0sv78KTHLsSDB4lqlumY1HX6WjjxFhj5x/dwcTjpwC5rl6WgaEMV8fNhL25FVducOAG3HwqbPKwund39HJjqXdtN69HSi7/aeakps3xrTdjC/bYvQ0vDZNgY6erVSSXi/D8cSVEjJoHW1NTyBVyLqWp5HxTj1V/VwmW92Xsto9OH0VQQpyeeyrNeFNTBaKnfsmVyy9Kh2fgKkgV/KYtfm1qorcLc7j99PQJHIqP5X2Gqlta4cJEBngfT4jD7PPCL0vj63ri5w5dubJjT+zDpSTSpiyZiq2EZw0nBA5g3z3xzC68yghDTEp1KLTAOgORHHWrPENDpy74oz17wSqdrafUuHOO3P8HwlPEEJVIrWWi/kos9mmFoY3YAUJZ6/TeuhFPBTQ8qV5y/Cb9RdrE1V29jMNRCctTswU5F2ARUMvaFqHj2LPhsnIxQGzKEnOT+6BMiYdz2FiGP3uMEUF71dNB7/8dDS0QPoFpWZUGklIb1A6mQwJ3ICpZOM3G1ESMmCksZbfZBj9kFuiuW+pGaLOSZ50+jFPxuow+7cYOb9wQC32YgVI/zvAnj3fO9WleFX7tmEbP2hvhWHyRH1yi+6G0b1cbBsq4bFvID5ICMC4SIX4SEyDvGLARj3L4DZno+tVR0+BkydYFr81r8aIoV38ay4AVXftgQF3GOlgUcR5rw67x3o+xqQHiprK+pHTuNv7rmJN1yUdDDgxxbYilPRhDlNh6s4KOIjhRl81KzKUDw3xRSbWJobLr74ZhQRixD3UrHeReD8u9maMyxfTjh1nqL0+QKQO5wqrb2W4r/28GXQ+bPF0D5g46shM3SjD11NX3quWOtV0ZOE3Mw8D7dyGS6a7F3HMpVmJHv2For5JRaBuwHskCbL0xDTzwa4duvPcg9EfaFNcjljWx/3n6/dMW7fCRFxOhpzj0dAPC04N1qrOU2GCm22+wMyp2zS1rIzZEXsPCy7rsUPVnO9SoyWkgvsvIKijg5BuStFhzrja2CBw+Sse19l20gVK+h+7bhcdZus9cz9p1OB1N7RTcFTcvY9lN3eedwOzdPUehUaXifn/8OhN9d+8AAXzaMbBuffypen7Uf+/u/wfuv9Z1o6dD3e39O6KdCzuIoohJfQnfg/v0DEM+9mqDj7100/LL0k/P89Mx7LIwEPFbk7HoWJm9U5CEyviQfbiS8kin6nq2DjjQcwwsDMvOhipL295FmQoA8F30KvAhA4C1a9dGUlISlwL7+HGxVjlfT40bNw47duzgLpV3n3rx4kVOO5Diu+++w88/M8YkX5BUiVrKqUuXLggJ4ddc5/vs1KlTsWnTJu7S+PHjsW3bNsHvIedjoZRnSgWmuvz9WXbUoEGDEBgY+G4mUEWt70UPVACA78UwlL0R//QB/rcWpf8aADglZBXOJ+RBJtN9aaORIzaWq3Mezgz8gRvI2qsX8YAhbIxJVyxxNttEL7/xJaY7HoWxlgmGeia8lhniaPZ0jK/PWHh11/+OokJ+Kom5ZS7uTPyeKzf71EosbrICBmq7Ta2p9TDXChnmR9DaiaUqX4jzRnsb/hOwr2JbY5HPdq7c6EMfYavXaWyIa4ojj+sgS2oEd+sMfNooAhJjGRTme+Hh5IKHGa/QeYfwj4+BgQIJs7/g6syXZuFBUl8ceVoDp5NdQGnPDazT8HmDaxBZfIsGzoydcjg2FJ+ciUQbh2TMbRiJWpavORfg/Q/qwT+hITyrZOPgcPbDOi54PV4Y87tJyrPtENKX9dHVJ3fRUjJYB3RVdxOBgAfSfsGIxgzY67BrPZ5I+XWnqhpa48poxpLYeucsfroYpWNyoK6TXuw39SbdPvZi3WjT78jL4x9LJ7sCXB7DjAG67/LD/TR+kIOu/9KlHUY3ZIwoYm5pi9hrDTvGNPbAzz4MBPPZuwpweKh9WfPvgnxD7Gs/H9WtrSGVFaD+Gj9KvuQtO7epAT7xZqnfow9vw9XH+k7WdE0sUuL+3M+5crkFyfAI8IfCjOc0uFCEuQ1N8ElLBko03+SHjDz+eyfGZOJclja69fZ1/BgRyttG+mOnKi7w78tcRJtu9MNrAdDI3MgQd6ezZ833+CrcfJSLQrk+UGlhWIAOdapjdVcmkF8qW0+kQNJcNt/bbFmAlBwjXnCcwIZPW7lhbmvmoFpWALDh2hXIJ2MNgQgdNwk1bWy5DWmjDSthYZEHA2MF8ouMOPdWM0Mp0tItYS02xa3pc7laXNYtAhOh4wmxAg+ns7Xr8N07mHf1FL+TNoFbCgPEq9ikZQUAO+5ch8eZ/CL63FySKJA4g/Vn7VWLoRRqpxarcNSRPQh7xJ+eTvX0cHfF2p7MAKW231II+GDA2EiEWNX9/HAxBNtv3BQcyxO+Y9DAgelpufgv5Gen0v0UipA0hQGAjTauRI6CP62XrocMnwg3W8YOrr1uKeQ86ztdG+XeBAt8WBpst11bkJjGn5JI19Xs1NiXL9ArcDun30kajurg3E4lQAMbBwSNnMD9+WBsNL44c4p3egxt0BCLujIwNU8mRcPtK1DCp0T1OSVODBqHRpVYH004fBAXHvOvSU0cq+DwCAbMP8vKQodtwoY/4ZOnw0HlOto70B8xaS8hIta4mnxKMpmGSnSpWRubezCG6Iygwzh9n3R69dc50rXc0HsAutVmbN96m5dxmod80bqaM/b0ZUBlWYPAVNe1SwXnR6NKDjiuMtK5l30TWx78ylu1u2VTTKr1rc61HbdvYOnVy8gplEJiIOZcc9f26a/jCEuyEf327AQBV9phKBZj/zBfUN9rB2kBb4y6zmmKUjp6Tzd3LO3W8401CNV1k7twbFoq6ts78Lr1lrU/y1OO2I8H45gzeclY1r03BtZjurGx6S/R6+hW3nL1bSvj5IDiNOnS5jEZgXWowQ4A14fvxx/h/MCDjZEMUTOKXUn77tqOmLRU3u8/7jsWDRwql+e28Sj3JUZfFdKYBX5o5ItuVRhjnph/v15nB7ElY2qDVvimha4RWLka8i8V/s8BgFPeoxTgTe82BZhMON6GFt3WrVsxYQL7/aL4LzEAf//9d86hmIJSgMmohFKb3zSozxs3bqwxLKHnp1q1N3e5f9N2VHzu3+mBCgDwHfTzu1q4ytLUv3uA/y0G4H8tBbjD7iV4miZs4mBhVYA74xlw47JqiSALjjb7D1WASMDtb+FbmdHL+eJU9lfoXYeZCAil1tI1A4kMCbPYS+PC0I/wSb3jgnWG5QegoytjFWQ+awgrA34Dg8CXtTC0yWmu3PrwYYhOtsfxJ8RALA5DsRz+HY+jeYOTMDQwR55UCs/1yzmjDr4wNgBiZzPgpkAmQ1t/P6RLdQEMcjZe02MQeriyTdf1pw+x7upSrG0XDIMShiHbExpi35MuCBrF0ugmX1qGp3Ld02p1OyRyM5zovID7z7Pxi+BjzU7M+CLklTe6N2TX2+1dh2f5/MycKiaWCBs5iyv3afAaBCbqC8mr65/b1BmftWEbRNfVi/UZVqqChsZFiJ/OXEynB+3DmftPBNsZNGos6tmzDcDEIwdBxicstNI3AfzRtQdnhEIx/tw6PEaCYJ2nOy6EkQEDvnpv/xFxmfwumJt6uqGzO2PReGz4E9kFQikexSmepxJjMetEEGAsB8xljBlFH8s3AHIN4OYoRvAIxqKtu2YZimRCaaPF4MWc4KM49iien6ioBJxNLHF5LANpiQUn5UckOMOH+3PYd884/jOCk4RfooY3EGNhVwZU1vJbzKUK8oZEgaRZDLBquG4p8oXxHYxsXB8LfBjLynXVYkEQTimW44GKhVearh/Vc8x3DBo6OEIqk6FFwALkKI2gINBMa3rYmeYCuQ6ImsyeIZf1iwCh+6G1aya7n/XXwvB71EUhgigMCkVIVK1zZQUAxx7Zi0uPnwqOpbGxGHHTWL+7ckYpQutx8ZxbFXEFy8J02dDaY/VTJx+MbcLEt8uazj10/26Qc6xQLOnaE4MbsDQ+l81/AEb8z4ZhvgESprH+dF/9J6QSgfmuAAIH+KJZ1Wocm9N94zLBW69maoXL4xg7ljQiXxcKHyCoAcBbL5Ix4EAARHJ9ljWBYFVtLXF5DHPj/TLkFA7E8AMnlOr414QpXLmzT+5j0ulDgn00o2kLzG/BpBv+vHoZftf4neu1Dy+23IjErxeFU69/7tQFY1R6n/POHceRu3H67EeRErO8vPBFK5YmPf3UIZy5lyTYzvX9+6ObC/stctu8FDIZ/1h6OjniUP+xgvXwXSC9ptob/uQ9NKLylcyMETmOAfOnU3Yh9CU/G8NQZISfGwVodA2FDDa0TYmoTtLXHX5gj55uLKV3ErhUU0scn7R1d9zW1+xtVqUqDgz3Ldd9lyxMTMgCuQwmBmRE9mZGWeVtQAvOfZmf7TukfgMs6cbW4u2xUfg+nF+vj67f8v2YS8ule2i4diX3XsMXszmZhfbcpRF7l+Kafgau6mNKJMxmxm4E0HqsF9YN+967EyY0ZRIkZQ2pQoaBF39FVhH/u8quNl+ghjnLEJkaehBnnvC/KzSpVAVH+xSDKmX9/n+7XAUA+G56nGMAqgDA8jLjytqid7WP/q9oAFLK7owZqnfbunVB5B61jmBZ+5iv3JIlSzgjEoqAgACNO/E/qbPis+9nD1QAgO9gXN7VwlXWppb2AP9bGoB/19YP7Ye57e4/8TxNWMfC2FyGOFU6V1kBwCNxf6KfzTrBrrqQ/ys61WI6a2UGAM99jE/qC6dElh0AdMXQJozpse361/j5SrE2nXaD3a1e4djYbzQAoMf65ZALAIAt7KXYN2o+9/Fv/zqDnbG6Zh3qeq2NTHBLBUhEv0iGXV5vOJryv7D+Gv0Rvu9SXgBwMXyshZkk2gDgyJO7EPaCH4Rr7lANB/uwFO3PTq/FwSRh9tJcD2d81rZ8AOCh2Bh8dkZfU0jdTxcnTkU1VVpgYvor9Du4HQUmBYCEdPNIwEeMFpY1sGvQSI2Q/u7ErdjwiF8gmOrVBgAnHvgdV1PEkCp0Wa9NK6VgTtvp6FyLAcJlBQDPPLiH6TraJrpAZU0HC4T6MqCh0boVyCsBDmvPOzV4MfPUYZxMvA+lRrOuuJRIKoKjmRnCJzCQttaqUvT6lMXmGnNO/o6gBAHhNgBjmhjh505sY+62YQnkBcVptepvJ6DfztYIkWNVDN7Vf6JILrx+DG/UEAs7M/ZU4z0/IS/NjHMf1g6JaRFERkWIH/8d++41S6EQJgDqAIDN9/2G7FxTiAooDZk4qcTuUkJpooSblRIhQ9kBQlkBwA3XIrAg6rwwACgVI3EOA/vLCgDOPX0Mx+PvCeo52luY4tpENpZlBQA3RV3HgkvndfpR+z8Wd+2BISpwvKzai8P270ZkGQHAWn5LoLSU6d9TkQhGeRLcU/VRo7XLkaNUgeLaDaSU7SLg4JDyA4BtNq/Di1zhNUn9DN0kHc39uwUPrSpZFvc7cwbnXz+0AcDQp/cx4VTZAEACOigVlDTOtKOqpSWOjBijSSveeiMSv5QRAPzk9Akciec3DJnV0gufq8CYMUf24coj4UOW1X36oFdtZghVa81iKEmroyRGpSANV2NEjWdrQlmDAwA3kgswP+hVzcYMl1UHTKdTdiP0Jb/+oTYASKlkdVfTbzD/WvOrT1eMUplREKBHwB5fdK/thnV92AEPpeo23SCs3arNbivrvVM5YkCuvRuGTTHXOG09W2NTTGnQktOYe9cuuG5+SwXYqUB1ayucH880CP8vAcC/6/eJTT3xnXf5WXhnX9zCD3cC9IZqrIsPprv10vx9WuhBBFcAgOWZ0u+krI4JyHvIAHxXACB1Ju1X/2mQQYm1tbWmmqFDh+LgQbaWvmsXYEtLdoD+tl2AySRkzJgxoPW+Zs2auHTp0lvT0Q8KCkKfPn24dpMbsRoM/KfjUPH5968HKgDAdzQm72LhKmtTS3uAyfXoXS1KZW0flfvQAMBxJ3fjwv1ngmlfVeyNEObLNvu06dNxnNTuGJESD+awlMgjiefQ3XSWYArwPclBeFVhm4+ypgDPC16OBY1W8aYAP8q2RrbVQTSv4srVeT7OGx1sUlAoN8CTPEuYGshQ1TSH08X7OrYDFvps5sr9dmE7Nt/kT0Oh67GzPoaxRILswhx4rF8vOA0aVyrCkdGM3cYZR6QL16k2jnieeQ+OBcVi9SUrP5EyGv2astTrt5UCHJj6G4Y1YWmjfreuYMmNi7z39JFHW3zqyZgk/jf+wg9XrwmmAG/s0RtdXRkrqNGmBcjL49fP0U4BptSsLtu3cJs57e0cbRdps31u/GTNRul66hP4ng2AvEQOY22rSjjSYyLMJAzQiklZjtkx/Bve+qYZWO3lB5HYDEUqE5BalhkwlcjwIs8cZpIiVDHLwfVUJ3zk1V6jTzXh2HZceMA/lsTaTFDNdzoYcV+/TID9qMS8tl74qAXrz0H7A3DrOX96uhml685gz9qCS6HYFBUFpYESCgI+CTPjQBMRRHJwKVInfNXpuktLI43hwUcMsPrx0j5sjxIGBb7s0BgzPFmaZasdfkjNKODVWWvhUgX7+zOAuMHq5SiQ86cP0vUJTZri+05duLLNj30DpUKE3DRzyAsNuDYbmUthVikP0hxj3B7B5nvzzauRkcv0LkvOD2JuhU2cAUcLC+QWFaLhthUQ5ZMnsy7YQGmeLk4FCB3CUghrrV+kBzxqJr9WCvDN508x8JiwU52DxAzXJs3mPlpWAPCPS+exPuo6uxc9e26gbqVKODWasU7KCgDOO32cA4J4Uzyh5ET/f+7E0uNLAwC1085/Cg3Btjv8KcBUz/GRY9BA5QJM7eRIl6byYmC+SMyNhaGBGPdmM9bprKAjOHk/gWPFcpnNKsMbkYwZeKjBOipb1hTgL86cxMFYfpMHSvOMn8PYlFcfP8Lowwc0w1zyH44W5rg6iTENAmOj8XkZU4AbbFvB75CtBE4MHqtJAaZ6yZDh90sXcOnxQ86splU1Z3zToaNG04/KkFZhaRqA2inAnfw34fFrfuY21b1nCJN4GLBnO+68FP4d+rGjD8Z5MIZoLc7gCsx8RbXOcGnTcsDExACxKnaqdv+9zM1BZkEBnK2sYWaoLyngvmUJSkjGaT4+qlEjLGjPDgUSsm9h8wOmdVsytFOAH2RkoMuOLYJj2aN2HS4VmKI0I51Kpma4NpVpeIYkJWJaKU7JEzw88X1HXSCKjGLI4IPMapwtrWBooJ8V8HtkKNZHR+i1dXrDVpjfnLFD31WUtiZVMjfDtcns3suTAqzLwtdt+ZukAJPTumcpwOtUzxaY3+HN3KfD0uKx/eFZPMt7BTsjSwxwbo0B1bx0GJibY67hl+v8ALFQCjA9xy/ycuBoZgEblZHauxrDstT7oe0z+O5J+x7qvUcAYNw7ZgCWZXzfpMz333+PX35ha+nVq1dBjEC+oPdV0svLzc3ltPwovba8QSYaBJDWrVu3VDCTAL1Ro5jG8JYtWzBxorAD+9GjRzFkyBBQ+wjcJOYf6Rq+rSDXYzIioagAAN9Wr76f9VQAgO/nuPyjVv3dA/wuFqXyNvhD+2FeEB6KDXfCIcpXWy+q71gJmMrh7VwL/j0ZW6/ZFj+k5xXoOC/S32lTbmdmgqhJjLF25WUSTt7/Dj/UuqZnAvJ5QjvM8fgdda2ZyLTHjm+RnWHDawJiZJ2PmDEMFFgQfgJF6XvwVdPLOkNCJiCTzw/Aor6fw82G1dne/2tMco/BstgWyJYxQKqhdRpG1I7G7ze9ETuF6X2VxqIxEAExs+ZxL/iFRYWov3aVIKOhRWU59o1kdQ48EICbqc95pw3tfR+onGMzcp/BOlt4MxCZ+xFa1mb9WVYTkPtpSXiYPBk+Ds/0TECupjvCyPJ3tKrB0nUopWd08B5EvtTVEfOwd8Lenr4wkbBN3eao69h6KxBP8211QUClEtVNMvBdx4nortKSGn1oM64mp+sBYWJDGSY0JMMOBkhQrI4Iw+KIy8WAiBIwFIlAjpetqhY7RA4P2Y7rqfyOsD8074bx7kxYXJm7DRvvB2L3K5bWpg5LsRTLXa6iVs0rEIkoVVSJBqtXQKrgB62+bNsBM1owF296EWm0YQX0CXtKLO7hgyF1i9OU/hd6AvvvxuoB5JWsjXBNi0HD0gIpdVPfsIOlnbGXpU03rmHBRX4he7re2bUWNvVlel+11I69+lVy19UAYEBsGL47o/v8aPfVqn5d0acWc4QtTTfO1FCC6JnMKKXZej9klpKO+WnrNpjTiom6Nzv6LQzUjtM6owSIciwRMYyxaNtuXofneTmsL9X3xKFnZO6hxJ1pc2FpbAKpXIZ6a5cDKufjElXCyjoXN8czfcy229YguTBHPw2Yc2OGJgX40esMdNwrnEbv7VQL2/sxE4GyAoD+N6Lw00VhPUfvmi7YNmAIq1PAbZzdW3EK8Bch1rZbeAAAIABJREFUp7D//h0QG1QbBCRIXWGkxNRGLfBte7a+EABIoQeSQskB7WrdyR//Osu54ArFCd+xqK/S5uIAQNXg6AwR6SSaAHHTGOgc+jgJEw8HsrR4NfGTxlIBGEvEiJv+iWZz3nrzOqQU5fytCQgxzJpvXIssqX4a8KqefdHHvS733fdfvUL3AGHt1qaOVRCo0uErzQTk4HBf2JkyJ0PSnWy6aRWKaB6XeN5oLE4NH496KnddKh/5/Bk+OR2kcYUlF9rFXXuig8qAg8qcfZiIKUcPCYK52wcNQYfqtbjvL01CwMrUCDenMrbeyAN7EZEs7KS9pFsvDK7P9OBKm3PW5ka4MbmYAZiam4tPg4Nw+QnTeiOX2TmtWmNWi1Y6IMvhhLuYd+6k3npobW6IW2PZ2qGOnUl+uJujmwItgQU+rfeHxgQkNTcHXpuFD+H6kwFLT8buGLJvF26k8P8Gm0gkiJnFvj/s6WOMCtwvON9nNG+JL1Wu7FSI0uNpLJ+oDDZoLEkbkp5fdaTkZaPNgTW8ADFNl7Chs+Boxi8/IdiQclwggysCKfnCzc4OwWOKN+Arb13Gnzf+3gTkyevX6LN7u54JCJnyLHsDE5D8oiIurVgotFPey3HrZS5KJiCDg3bgTrruQVx1cxuc7D9RxwSE3pPIJXtv3B1uTGkMh9ZthF/ad9G8I5X5i99iwQ9tn8F36xUA4FucEACCg4PRo0cPrlJy5iWHXr4ICwtDmzZMLmn+/PlYsIBJCJUnCNQjcI/i+fPnqFJFV1dVXRel8lJKL0V8fDzc3d15v+bs2bMcO4+cf8nBl0BJ0jR8m7F48WJ8+SXbp+3cuROjRzMN3or47/VABQD43xtT/N0D/LYXpTfpwg/th5lO8Tud+g0SsRK56aaQFxnAwFAOM5sCKMRKbG89C40rV+W6wjtgI3OXo/dL7SxHMVDdyhoXR7P0kuzCfHhuX4V2Dk8wts5dVDbOQ3KBBTbFeuBOthOiJ3ymSd103bEAEoM8GOSYoUhKoJMSxqZS5JsVwRzmuOPLFuzotGfov3sXvB0fY0itWNiZ5ONhtjW2xHsiRWaN25M/14h2k36Zki/TUamEmQE5bjKm4pUnjzDmEG0A9FOVLAyNcHsm2/iQplCrjYuQXcTHblNiaB1rLOrF7n1tZDj+iOBn1lU2MUfERHYCTxT36PhOaGirzwYrkBkgw+IIqtmwH8udt2/i+79CYGOfAzOrAohEShTkGSHjhRX6uDXACtXGR1Z4C+KMYTif6oR6VhmwlBQhT26I26/t0NkhGQXmy2FmyTSAKOjldkN0OMJSGCuslaMzZjTy0nmx/ePyBayPvAYniwzkyI1RqJDAWFwEc7EUKbm2+KljZ4z1YOLa3XZsxbOs5xpDBvqbpUkBXmcbobtrfazry1KvaIPie3gfIp7rmxjMae6Fz1szkJLC8+CfeC3VdT9WX/N188RvLVlqj1J2H8q0fgh97Yizr6shW24IF5NsjKx0H04WLSC2Y6xPCiF3TgJDjhHIodrAv5bmo+fx9UhPzUOR1Iib8+ROLbYuxJ8dhqJvTbaBVodf5GWsirwKmVzJAbDNqjhh30DGlFPHtGO7cDH6CQpNDDSeFDT7xFki1Kgux7nxbL5HJD/BiAN7BUGBr707YmpTBn6220IunvxOyQ6mpoiYytJLMwpy0XLzaijk+qwVA4kct6fOg6khe3Dqr17ImYWUTLijtpoYFCFmNmO8DtkXgBsp/IxGur6xbz90cWXzmFKATaz5tdsss6rh3AjGrGu+jjQ0CwU1806NGo+69vZ4nPkKnbYLAzzGRlLEzmCgos/2jXiQm8k5oLJQWQcTeCgHHqpMfF7k5MBr51rBdN2x7k3xiw9zRfXc5IfXAoYuMFAiaTZbZyKTn2LowT16Byd0jQC7L9u2x8wW7LS+3obFkBbway9KjBW4N51p2BxKiMa880EAMelkIogUjGGnJLaoBNjUdRC6ubBUdgIqdbm2qi4AuHU4QaURWVp6KX1iU9+B6OzKTuRd1ywCZPrziHq3qoMZLvuydW71jTAsDqP1kCcdVKzErQlzOa0xGaV4+i3jmFUcE03NFKTfGgUwq4UXvmjLWLQUBAKOOLgPt1+kcOxgSyNj+PXug/Y1GFCmDrdVf3KgP19og4VcnQoFNt+IxImEeE6TsEXVqvi8TQdYm5hoPk6mDr13b+eAaK6vVbfFxkCElT36oJ87Y7cnZaSj/56dyCvS1aMtaUbx5blTOHCXX3+Q6hnVpAl+7cTmnNv6pVAIyB+amRvg7mRmYLTs6mWsEtAfpOtBvmNRTwXmNtiwHAUF/AcinWq7YEsfBk7T7yDpREan6jtaz2/vjanNil1eyVTl87NBgAlNTNVgKoHqhrY4MWo8LI3Zbyln2LF7O8Rm9+Hs8AqGBnJk5poh9pEzfus4AINUICWVrbPqT8EU4C39BqNTLTb2owP34epTfqazqUSCaBUASHOu3urlgvMjZMxEuNox12saywF7diKXZyzJzdmjihNX7vLzhxh9RthFPKDbCLRzKgYMeSemwB9pHt95kYLUvFzUsLaBeyV7vZIE1MWm8jM/P/JqjXle7XQ+c+pRPA7cv4vMwny4WVfCjMat4WJlq1NGSLKDXOuPjxqnM5Z9d/lDrHiC9EJTyJRiWBpKUaQUY36HgRiqkiSgyjtt34THmfxM1lOjx/PeW3n6qrSyDzMz0I9cjcUF7BnmHn4RDKUS7BsyEp5O7H2X4tNzQQhM0Gcb93erh5VdhDM43lZbher50PYZfPehAwBOfn9MQOI2MxOQd5kC/C7mh1QqReXKlfH69WvUr18f0dHRvNqj2qBcREQEWrYsXrfL2q59+/ZhxAjGNifDjq++Yu+D2pGXl8el71I6coMGDbj28MWVK1fQvXt3jpFoZWWFc+fOccYfbzNKegiQSzK5JVfEf7MHKgDA/9i4luUBfpuL0pt234f2w5yW9xD9Lq0VZLftaDkAbrbstGhi0EGEPn7A2zU+NWpha2+2UTiZeA+zgoT0+pQI8h2vAVnq7vsNSgP+E2tLkSkiB7NN9KXHjzA1OACF+QTEFG8mCbgwMhAhavInXLouhcu6xYIOhCZiMeKmMHbKmMD9uPKU37WOrqvT0+jFu8X6XzkAUFcHUIka5q/RtIozlvdhGm+0gfz1cij05AKVgJulLULGTubK0Waqf8Cv2NrhMKqYFesAFinE+CLcB8Oa/U/DEvnj0gWsj7rG2+9tnKsjYDBjaCplD6BMYyeAfCGy9YfImI1lWcM/6jR+uiSsrbeuV0d0r9OCq27w3l24+YKfeTGkfkMs7sbSvqjPRx3hZ16QC+OtybNhqkor8z66Gk9z+TcK0+q3xldNi1O0lHm7ocz6UTdx1KA6RHYBEBkUn1ASi2Xkwb14kFnsJEoz6jtvH0xoytLiKLbGR+CXy+eAHG12LNOYc6thieC+LH2wPNFvxyLce6ifMkd12NrmIWwOM9y5+SKZY5OWNDAgIIfAB9K8GtOIAa8E5DZcw5+WGDVtNmxUAMau2zfxc9hJFEklOumwIrECEkMZ1nQbji4qgKfz1m/wIJttfnVZeOBA6+NjF3OXxh3bjUsPhI0j9g4bhpZONbiyrn6LYVUtC4YmumBDXropKkmr4MJEBqK7rVpKmBx/KIGICVPgYGXNnRbXXy/MzDUQK5AwhwFmHAhmLIfEthAiFW5FuJAiTwJ5pgQPP2Llnmdnoe22DVCSwUWJdF1Kv/as7ITA4ezkeP6ZU9gTf5cDfrSDxoc20aHj2bN++lE8pocchijPQAcE5MbSTIHBdevjzw79uLKNNy+FkLydsakSsVPZerjpzjX8cvUviAt4GIAmSizt1AtD3ZlBTmlMRWp5oipFfNyhA7j0hN9siOrxHzBEsya5ku6kgPSjk40FLo9j6+H888HYHXNbaDQRP3Uet26T2UDjtSuRJ2A28L92HTC9OWPmUtxKeY6ZJ44iJZcB33Qf05q35EBCbZ214/Fx+Oj0Cb3v106XVV+8+Pghlz6qdh0nAx2qj+pVB6V/dvAX1lndSkCUCwOivjl3Brvv8t97Lzd3rO7Nxnxp+CWsDg8X7KNP2rbF3BZs3W7kvwy52XL9OWeggJOdBa6ogNd11yOw6Ar/QRTVEzxmAtzsmP5t/bXLuDR+vXlsoEDbajURMJD9vpy6n4BZQUd520kA7I3pszV932nbJnZYyBO/de4G30ZNuCvscIs/HdPFxhbnxjGzMDL8qbdmhWAfzWzeCl+0YwDxT+fPwf/WDd6yrja2CFHVmVVYAM/1q4WmMQ4O89WAQd+FhiDgDr+2r3b68e205+gftF2wnUd7j0MTewYWlicoTXzGiSM6xibdXd3wZ4/eOinYaXm56LR9M/KkuqBzI0dHHB2hexhV1u/38d+MRyUcldWf/cWnK0artBdprtOc5wttHU16n2q8fQXysmT666GxEut6DEBPF36mUFnbXFo5IeMX+gz1qfqg8kn2a3TYJfys/zVyMlysdcHSt9G+stTxoe0z+O6pAgAsy0iXr4x2GjBfmiulBlPaL+2nO3bsiL/+4jefUpsWkQ7fw4f6TvZFRUUcyJiYmMiBdlFRUXrpurNnz8aaNWu4GyjpWKy+q5s3b8LHxweZmZmcy+/p06fRrp3uIcXf9UBoaCg8PT25tGa+oLZOnToV/v7+3OV+/fqB0o0r4r/bAxUA4Ac0tm/rAX5bi9I/6boP7Yf5duoZTL/B/wJO/fB7g8bo5Mw2vEcSYvHxWf3NFF1b0aUPBtSpz5VbePU81l+/LtiNBF6MbsRSDT0OLUS+gt+x183CHkE9GJNk151b+DY0BBKjIhgayqHk0gOVkBYYcoym0HGTNe5+nOC/gOuerbEJbqhSMr23bsTT7CzBdoaOm4SaNrbIL8pBw7XrYWZQiEomBciVGUIiUsBILMfTPGuMcAd+78lAxc+DTyIwLoYxRGhXqiIaEYvFUGyAeyp9qqdZr+G9bRPsjPMxwjUWrpaZ3Kn54Ud1EJtpj586deF0vChmnTiKU4n8rnXOVla4MIEBJ7SJfpjUBTXN9VO/Ugus4VDjIsTiYjZLWeZ5dtZpNPO/DTkn4KUbxmIZbk/xgaEJ25hvvRmFXy7wpzpSiqM6VWp39G3M/0vYgfDc6IlwtWHg07RLAQjhBSWU2NJpKDo5sXQ/dbzKCcel5NPIKsqHm2VVtKo2DgYGxULJ6nKkQ7ToygVEv3zJMRjGezRDVxX4pS4zN/QQTtxJ5AXHRcYKJKrYWOryHKMy8hqiU1/Awcwc05u3RHVr3ZeS3lsXI/GpBAqxAgoi29H8II+EIjFMTaW4+TlL27iZ8hyD9gUIMgAXd+mJoQ0ZwKN+NkqOD+EzX7fviKnNGEA79+Rxjt1kYCiDoZGMe4aITVpUKIFcJsG4xk3xow/T65sWOB1nnvFswpTAUNdbWNyXbXJnndmPU7HCIPq2wf3h7czSsjkQTqSEiVUBJCZykKyjNNcIsjwjVDYzR9gUBqgSa0suuC0HVnbvhX51G3B6ju5rlgky61zsLBGqcnklVrDEsQAiHnKd7LUhkiaxE+yzSYmYcuIQA7c43TqWIkxALP2/i60NQscyR1g1M4ZYa9xyo/KooX/2q1MPK3sxhojf3fNYEhnGMQ3JrIRjUFN1xI6SAN7O1bC9i0pTcd0yFEj5D0TofOPeLLbOLI44jzVh14QZoh29MdWDPZdlBQDnnjyKEwnCTtob+g7UPCOl1VnF0gJXJjIA8IeLZ+F/lx+Moes3Js6GrUpTq+6aJSiS8RlHKPF9p3aY0ISBYKQ/1yvAXwPUac97mu9TVPNd/ferTx5iUtAhDuQir4tBdepjSVeWLqoOYngRKyifB4D8s3tvDKzHfttojW2+aS0yCvJ1Pk//QWzKG1NmwULFbiNGdEkDEPWHHMjEZwr7bSNTBI8NfoJjeXfaHJirQPwRR3bj2iN9wJ3A5BFNGmFhJ3bIIrQmqL//5OjxqKtikNVetZSx4Ay0EF2a8woxqtta47xqvtPatvCysCzBtSkzOWMTqoueYaGY1qwFvmrPNN4WXPwLm25E8hYlIDdhDksRjyPm5S5ac5QQGcshMlRy64eyQMJJAHSs6YKtqjT668nPMOLAHo5Nqn14QVD5p63bcSnLFMTm7MPVyR/aRjqlgeOU8h00iumxEquw+9HNSMrSNX6ha7Wt7RDcbzIMxALu6gLtoDoH7tmJmDR9Zh9fGi6lqc8/dxp3X77k9Dh7u7nrMf8Eb7rEBZrvlFYsxKKd4tkcX3foxH1q4aXz2BAl/N53f+6nHEBMLsXNdvtpNG016yGx8QyA+S07YkZjr7I2sdzlStM0JFYlMRApLj99hNEn6KCS9EkUEIlpzomAIiZmuq3XEHQqwTgud2Pe8AMf2j6D7zYrAMA3HPxSPpadnY0WLVrg3r17XKlp06Zh5MiRMDU1Be2zKd2X9PLpv4l517Qp22OUjL8DAKk8afITmEbZTI6Ojvj222/RqlUrjvG3ceNGjSFJ+/btOaCRHMC1g8DDtm3b4uVLxihftmwZunYtlgniaxcxHOl/2jFhwgTuu/r3749OnTpxuoQEStJ9RkZGcinIsbGx3Efos5QCXUvFFn/7I1BR4/vQAxUA4PswCmVsw9t8gP/polTGJgsW+9B+mJ9m38Gwq/rOaeobXO/ZBU0cWPoRvQzODfoVx5+Y6tx/3+r5WNX7Ww3dnNuchgu/CK7s1Qv93Fj65MjQrYhK59cq8q3VHD81YymrwYkJmHGC/9SGtow3p8/RpKK4bGDsJL5wtrTEJV8GNNBL9e2XLwTLJsyex/1oUbpZndXLBFmS/WqbYEUflr5IKcVXVPpIJSumDaIaAMyVStFk3SpBmGNN7/7o6caAk9JOrD2rOOGgSjcuOTsLvvuWYqv3CbhYFgObL/PNMPViT/zc7SOd9JayzHWl9BZO3PoS8652hUIj4gUYiBTY0uEE2jfyh0hSk6uKNgnzzwbruGnS2HzOpTgWv9CHPEjElKDDvF/PjeWU2VxaIMW4q4sQmZyHfErB1YQSdpZ5mNOgIya4MtMKivDUJHx6fR8H/qmjnYMb/mw5QmMWQn8vkBVxYNjZB0maclwKYa++OtpcPjs34VE6P4uFPqhtYECALm1QafOlDrqX37t0x/CGjTV/m3hwNS4kFbAUdW2sQw44SeS4PJelAP/1MBGTjvL3EV2f7Nkc36g2Xh22bcSzLH4g28HcHOGT2XxfEXYFKyJIf5A/FnTuhpEqZk6vHV8iLpNpapaM5vZPccCXngeg3/4tiH5ezKQsWXbbwIHwrqFKG1VrFfLU6WRhgcuTGGhETLAcGf+hAJRKRE6aATsLC249qrV6KZ0D6DNJxEDDypVxYjjbmNfe+jsMrPithZVyERKGM7OQ++mv0HX/ZoikzFVYHRxbz0gJZ3MrXBrL2kngxUYVeFGCLIjG9g44qgIFTj25gRkhwRDlGuiwrLhDAnM5htSvjqVtmPYjMTn5QCi6pm1w8cOFs9hxU1ivb16bNvioJdNeLCsA+PPFg9h2Q/+0X90HJ0cPR91KLG2GHFkJgOUL7TXJ9/BeXH0uYDyjBGKnfARTI/Zsl2aAYm8tQsR4ZixSmnYrOexemjhN06xbL5Mx8OhOtnHXGs2BdetheUdmGkFRGnjRxLEKDqu0AtPy8tByEzHm+Q1d9gweDi9n1keNiNFYImVU/X3aY3k6MYFjMwrF5n4D4VOLPUPjDx/Axcf8LM3hDRphYVfGAL/w6CEmHOF316XrarCO/l1vzXJIZfxj2cSpCg4PYweApRmlGIrEiJ79sUbao+XGtRzQwxfaIG1poCIdooSrDgUy8/PRbNNqGFQqgJiAc1Uo5YD8lQnaOtbCjkHM4IpiyIFdiHyRrLPGWkiMcH3SLJAOIMW9V2noGcBYIXzxVTtvDfvzs+CTOBTHbzzToUZN+A9kuqAUCZlpGB+yD8l52Zq/VTO3gn+XYXCz0U/bFWyA6sLVJ48xmpMq4Y/rU2dqNCr/rq43ue61aR2XdswX2qnfpT2XlUxNcU0lRUEafPW3L0ORgFbhMu8+GOz2dvW/tNv+xZlToBR1vmhXvYZmHt1LT0P3g1shNi+CSAscp98LRa4hTgwaj4b2umDEm/Tvm3zmQ9tn8N2jDgA46XsYWfIzuN6kf970M9LsTMRt+TBTgNX3fP/+ffTu3RsJAod5BI4FBARoDDH4+qosACB9joC+OXPmgNKP+YIAQdLut7fXX/e2bdtWqikIX30//PADfvyRsnyKg/ADNbuvtHFv3Lgx9uzZw6UjV8R/uwcqAMAPaHzf9gP8Txalf9ptH+IP80dhn+Balr6+XR3TAmxptxgSMUtZjHroj6YmvyHylSPCX7E0Fq9Kz9G80gvcKvgWni5ss33ySSxmHjnBy8yBWIGDI0aimT3bJB15fBtfXDui1+0SkRh7fSaisS3TYyHhaHpZVwtwa39gIKXQaYlR19q8CPSSph9KzoVxXx+22b7+7BmGH9zDO+T2pmaIULkFEmDUYI2waPVkjwb4piPToitNR0sbAKSyDdctR76Ub+OlxJlxE1HbhqVo3X35AoP37eLYBSWD0mopvZbixvNkDNm/m3O17VEtCTUsspCSb47TT12RKTXByp590FelT1XWea5UyqF8NRRRKS/xY1QHpBWYoopZLhY0/wv1HOtDZLtNR2eEQBnSX7qRksxtBttVr4lGKudQ9XdSf3bf7c+bIjagTj2s6F7Mzulz/lvkFBWgQGoIqcyAY1qZGklhKFGgb1UvfF6fbfrSCrLR/5wfsmX6eoFDajbHjx7Fm30hswPSfTw9ZgKcLJlIe0f/jXjyWpghqg0Att2yHim52QCltxKTgQCHAjFEcjHOT5jCuWVSjA3cictPXvBKolkainFrJnMw3X/3Nv4nkE5F10c2bIwFXRj46bF+FbIL+V/AKJU6eiZzFlaLr1c2ycVAlwQ4muYiOdcChx65c+zTe7M+hkS1OW60dgFy+TQvRYCVYQFuzWCpyv337OCYJpzGHGnQqXERziNBhF87dcEoFZPV3W8Z7xymerQ30WQQsySMxOn5nuFiU5M8qRQNNq2kkwnW52piDbHIlCLUs7XHKV/mruu2fQHE5vwgB308Yeh3XLlbL59jwJGdMBVLUdUsFwUKA47tWygTI6XQCh0cHbGjP1vnyLTiRW4uLCzyYWWdB7FIidxcY2RmWHBtV8+P5Pz7aL/1ECDTZ/4Qw3DzwMbo7MyAG69Na5Gaxw+cEFP11nRmDLTw4nlsuHGdY1TCSMHp/5EOIFTA5Zet22GGiulUe+VSjmTDhZZjB9NzlCBmNjNFiHgZhFF7o6EQA2IzGdNLlIuhyJXA3KgAoRPGwt6Ygf2ttqxBWo4+C47mwYyWLfG/NozhRa7XN8gUiW8o5UDomMmoZWOLV/m5aLlxnbqVev9vYiJHzDQGjv964S9sucnPGqO03YS5DCjkxn3LYvBnFSuxq+8wtK3K0nXnnT6Bo/FxvN/vaG6Bq5MZ6BuT+hJ9d+8QNHn4zacrfFUpkQRkl9SMU3+BNgC4+loYll4VNuf5qh2lITM2J/0GEnDFF941XLBtYLFeHx1IaMscqD/Ts3YdrFE55tLf5p4+hhPxjDFSMjb0G4CutZiWJGmnkXs7X+a3dmotlV0WdhmrIsL06rMyNuYYVlUs2Bp7LD4OH/OkaNM17X4nAKrtweW8zzCBgCMcWuOXTmw9PBQfg09CgnjnXNeatbGpzyCunJoBaGVYiEEu97jfS/p9O/KoDpLzLKE9lhHPnsL34F7eeyf3YUoD1g4yqDn5KA7PcrNA4F+vmvVgZaT/jkW/l2eS7iPyeTL3O9rOuYbOIRTVeTguBp8Gn+QdH/rjiVHjNJIqgoX+wYUV4VewIlz/4IgOzU6OHoeqllZc7VHJyRh6gN9BXftQgMp+cyUYO+P0DzAqm5ojZPBkzQHgP2i24EeJIUoSIHysRkrLp/R8CtIE9TiwFPlK/d9WE5Ehbg/9vNxszrd1Px/iPqPkvVcAgG9rNujXQ3p6q1evxv79+0GAIAF0pHlHwODHH38MSu0tLcoKAFIdd+/excqVK0FGHsnJyVwqL6UHk8nGlClTNO+UJb/vbQGAxO6j1GFKb46JiUFqairS09NhbGzMMROJETl06FAMGjRIj4X47kagoub/yx6oAAD/L3u/nN/9Lh7gN12Uytl0veIf4g+z/90ArHl0F2LD4ld7uUyEwfZV8FWrYse+G7ED4GHLqNQl41ZGfXjWZ0BedEYK+h7dAmWWkZ5Dpci6EFeGzoWTGXtpJG2fvkGb8UD6UpO1SxtyH7v62NC5+FSdygbcvsWZYWhvQOg0/8iI0aijJYhdZ+siFNFevwTrg0CCtpVrYlffkZrmTw8+iDP3knTcQcUmcgQPnwxXFQBHL+me6/2QJXDK9UfXHhimErgmRsPGmGN4nWUOmZwxDSgq2b2GtdIZIWMZOyUlNwttNwvry0zy8sC3XsV0+BnHjyA46b5Ot9PG+eSocTBSgTalvYDTB7U3NOWZ55HPbmPKsSC85kxaWDiYSOE/cBjqVWabw/IGpah9c6HEWBpIcHTYKLhXctBUNzl8KRJz+HUFp9TuhTEuLGV138Nr+OX2cd5mEDvlWt/vYCASM62xdasEmTmkAzhRpQPYbfdGJKYKAYDFjqycQ+XWdYCtFCK1qDjHmAXw2hDj67XADx2ZVmE9v2WQCjAf6LoaNNoQGYGFl4U1vFo7O2PXYCbC3NF/E8ipkS+qWFjgiopZRwDxz2eXY1OHk7A1LnYSSM03xcQLfbCi72eoU4mBzsw5tqRvrEr2TQQ8mMtSUccd2o+LTx8xzcuSNDgZcGjYKA3rtGfANtx79Yq3ndqpefPOnMCRWAbGlKySWhA/ax435zkG4JolgJmCucyHb3hjAAAgAElEQVSqg/q9UITG1k44NmIs99fa2xbCwJKfVaiUiZAwgjEA03LS0P/wCm4tfFpQ7NZJ6e71zDLQopIDvuvE0rSJWVelajqcquoyIF9nmiEp0RFJc5mu4KUn8Rh3iH9u0vWZLevhizYM9CYH5BQBEUBbY2NEqgDAMYf34fKzRxyDUIuYy6UXi3Il6F+7Llb0ZBpzzdevRjoZ6ZQE4ZSAu40dTo9lzqCPc29i5rktSCi010mVpv7xcYzHyvbrYWxgzu59y2Ioc3T1B+nvlNruUcMRR1QgadedW5CYnl5s7KEeI0Ik5cDdGR/BwsiIG0tKRRUCfW0sFYiayPqzNKmBmtY2Gu3Fh6/T0YlzdOYHkt3tbRE8mKVzL75yEWuvR/DOzeZOVbF/mC937eKjBxh/JJC3HP3Rt1Fj/NaZAVEElvEBcHRNO+U99EEiJh8TZvvuGDgU7WqwDRu5BZ97WMxc1m7IqMYenDaoOui7px47hKSM4vnZtnoNELucgDjNUCgUGHxwN24/1zXzmdWqFT5vXWy8sj/mLv4Xcpr33gl4JXddQ1WaV0Z+PmcKlV4iVXqKZwt83YGBwxQTDh/ABQFGI11Xr4cZ+XnwCloipOwBL/M62N6DjVGfvdsR/UrfqISuGYsNED+DHbIQkDr9yEps73gc1cyLTZRyigwx43IP+NTxxVQt/ccDMXfx7bkQjYM8pbMSS7Bkyrng5ChxgQAmAvaO3dMFnsd7eOJ7bx/NwRqBjwRY8QW1gRiANqo0+rJ+d3nK0cHj96Eh2BN9R/MxOxNT+PXuh9YqtitdWB8ZgT8EfrNsjI0RpVq7qCzJZcy7cBwnHxYDz07mltjYZRAa2/M7ipanzX9XltisX587w5n9UFA/fllC7zM24wX6Bgs7wh/uNgmN7cqv5/h3bSvL9Q9xn1HyvioAwLKMdEWZih6o6IHy9kAFAFjeHqso/1Z64EP7Yc6T5sPzwBIUyg1gZCyDxEABuUKMwgIJJCIlLgyYjKqW7IXsWVJrOJnpa9vQtZQ8W1R1ZULmr/Jy0WLr2hIAHOtesYESsdPYBp7CLzIMS8g1l3Pn1NqoKYCNPQehm4p98CovDyRGnVOkfxrbsmo17B1aDOp9fnI6DrxwZWiFSm+Lqq5knI9RNargs/YsJfJh9iv0CVnPpT8pC4m+JIJIQmJ9SvRyro+VrYsBSI5lRc6kZiqGF9VNel5SA07MXX1qvDr2MMJfH0HSoyp4+cqG01kzNSlEQ/fHKJJb40AnAlaAyBdPMGzvPsE517+xG5b7MNfcsw8SMVVggzjPqy0+8mLaWCSMP2jfLsE6V/fqh151yieuTWw9H/8teKES29eunABIEpPX1jSiF/ttMZGIepnM/d27mgtGuDfREeZPz8/jhMqz1Kw1lX4a1d2yalXsH8o2chQhKVH4NVr/nqwNzbHF6zNUMmZA8ncRATicws9ioetXe82HhaEJZ75SvxQxeRI0J2FzivnhB7E3nExv9AEEEyspYiYwh1mOeRniD5CZTZ4EIAYakb1MZRwzrb25O7b3Z0zF2iv/FHRkpevqDe/SsAvwi4gQ1AVr71wFOwYz3TgSXt919zYfvoMBlOrYg4FLfz2Ig7vSl2NwlowH2dZ4ZXYAraoxoIEAQH34j32Kpv4DlXHEZyHHcPBePD/GogBODR2Deo5s/fDevgFPM4vT4rTb8Gm7tpjTnM3jzjvW40FGDi9sQ999YcIUznWcUlDrbF0KkGFHyVACXtY1sHcgm0t11iwG7As0BiDaxWWZhkiazDQAX2YlYuY5P0RmVGHjSIcIxLKTKGFqVIQFjbIxqOkfXFkP/5/hVoffAfl5sg2uDF3AlTsUG43PzpzSb6PqL8PqN8QfKoOc0pxOtQ07hh3chWvZj/nNjuRAV4c62NSXscEmHzuEc4/4QaOZzVriy7beXLm7qckYcn4Tb51iGXB3yDeaE3SXtYsh5rSw9MPcSoI7E9jB0dD9uxD1/Dmb81rsQ7pG80uts8o5sq5fDEVR8aFJcc1KdHJxxpb+bI0ncInYbXxrkrbBxPGkaMwhJphA2FsY4/ooxo6lFPqeO7fC3iQNr6XGUChFsDKUgsDxlb2HolttdtBx4l4c5p7i18Gl66TbSvqtFD9fPYNt18g4Qh957d3ADX5dB2pa1mrTWlB6ccmobG6OMFUKP10Le/qEc7ktOeONDSQ4MnK0nnsqARzhT59wKZw1bWzgWaWqzlqs/j6SpCAzjmvJT0FGTCMaNgHpu6mZIFRuY9Q1/H5JWANQOxVVKM2SgEJyWifdPIq/k+G4P+cTiMmpOiMVfUNVqdc84+ltUxcbO7MDEe8dG/E4m/9AREzMXJWOZlzqS0hTB6KRnT6jMqPQGJfztqB/fV2HTHIJj3z+jGOPNa3ipGF2C06yUi5sIcOwi/wi/Mt79Eb/ukx3MrOgAC03ruF1QLY1McH1qbN43T7fpE2lfYZ0GOPS0mBuaMiluWuDyPQ50oekA1C+oCeAmLnaBj0E+t95lYL7mekc46+tUw2YSvgNst72vVB9pCV6PTmZcxFv6uiE6ta6WsFXXjzE2L+E5XG2eo+EtxNLzf+340PbZ/D1jw4AOPE9SgHe+mGnAP/bc7Hi+yp64H3rgQoA8H0bkf9P2vOh/TDvij2Gr68T+0+hc7rOOWTKxJjkZo/vWzOTifTHrWBjlMk7kplF1rCrzl7+Nt66hgUXhDcK6/r2Q49aDIjqvncr7mXSC7j+JmlQ7QZYphJrPxofi3mnhTdz2ppGqY+a49jz6lh4ryWkCrahrGn2GqubnoNc3A4ebsQ0AbYlhGPB7WDe+6EU5DuD5nOsMc6BcN1yxvDS1bGFMscAnZ3cNWlFE8O/xvW7ZsjN1dVJFIkU8GiUhEAftonJKSrkNAC1HY21G/Jt5w6Y1IilfX0ZcgoHYvg1a+rbO3ApQBS0MW6xcY2gruDp0RM0DK+yPo604RwVKAxUaqcf5RVJ4XtyL26m6TL2+rjUhZ9Pf83L/3GtTbQ+wwuImDKDM9FQR+CTS1h3/zikCqbhVtW0En5qPA51LKtpykw5+RvCecBhKkAMpvDen8PcxOJvBer7udfDip4MMNv3KBw/XDmNwlQzndxJsYkMTdxNEdiJgRz3M1LRPWgjkK7rUM1BZZYyeNhVxaEBbIzcV/0JGUcN5A81ALj7ZhDmX4xh+nZazwanRScGhrgaYWlvBl5MPhqIcw8f8AKA5BK9S+US/Tz9HBylws7FmWZ7YGfFXJBrrVwqwJvSBQCbbV2O9AJ+bT2q539eXpjZjLGI3PyWQoj82KCKPY4PZ+LrTTYsRg6B67yhxIVxk+BsY8dpc9beuVjQ8MdBYoFro5g2Jz1r2Yp8SCoVszS5NS5bAnl2sQvw09eP0D5wDwP3S/aAoQIz3NPwlfcirk7vY1/CoVIxc0i7ufn5hgjqwlxLD8VH49PTJwUB1V516mB1L5aiXppeH11Xz4+ZwYdwMiVecB6NdWmGX7wZE23w/l24IeDO3a9OXazswcxKZoQcQGgWv84ZXV/b3Beda7JUx1qrlvBLPJB3ipEICTNYGu64Ywdw6QG/Zh3N5ZiZH8HUUIsBSFpbnHyDFlooVqKXa12s7l2cxv9VyGnsi9F1Jye3a2JEO6rSS1/kZMFrF6UV8zMA69jZ4MxQ9ttGc8nHfzGe5ugCEMZiOULGjkU1a8b0IaCQNDeFQhu4mX11H07FJUKZTXUW34/IQoY2tatiZ0e2JlCQyyuZ/rzUYn8Se5fY7Q7mlFJeHCfuxWP+uWCN3qi9mRmW9ejNyS28Sfw/9r4DKoqk7fpOYMggYEYUEUURE2LOWTHnnDGvuuvmHF13VYxgwIA5oZizmDFgWAwICghiFgGROMBM/+fp6hlmmG5W9t3d9/X7ec7ZszJdU11dVd09des+95IhEplmPEg1ZucOJZmBjl304BIZ5Ew6JM5UNASiCNhpsCpAdLOO2vdxi1aY0YQZcXxy4ghCY8SzCgiIjJnxIV+OAOK6oXOFjULTq5xRowNmNWDPmdH7Q3DhqficszMzx+1JM/lyWTkJsExnqfdikSSbB9cKDET/J2JQyHbcfC7uoG6Ypn3qYRwmHzKVSdG1iTZEdBIT/0Q737XO4hiiVe3tcXYsY9u+L/E8+y1aHySXefE412sGqlj/d3Tr3rd1hlgPlgKA78udUNrO0h54v3qgFAB8v8br/0xr37cXs/+VYAQmkv6M6RDQArmbvRIre7CUt5yXfWHOif9YV8tqw7ICEzL3j7iIgKuMDSgWv3XpgqG16/OHaq1ZzKdhkBOqHrkiMp4C4A07RjLtpQVXzmJlhLjuEx0/O2YCqpZx4MvmPW8EpSwLb/NViM+yh4Vcg5o2aVDKOeSZD4WFw898uZUxF7Do7llwWUpocxQ820dmpoXcNp93GbzV9wt+RzojLxcNdiyGTIxpRFp+Zs44MJCBF+1Df0DSk8LUQcPrN1flIXoqY41RTDmxGydjTBcqZWyUiBj3AZRyhjbOPHoQh2PF2W2GKW/EiPIOChTVnSIg89qkqSVOFQqJuovPw8TTvqhtm/oOROtqrnw750acQdBdcQbA/NbdeSYgRZDAJBFXaQTPCnIVxlLXVxn5OUjKfgVzuRlcrSvo+0Z3/LMjP+FQFqAwN9V5U7+2QPgQP5SzKcfPtdqBS6SmJqb7NONNSyjOPL+P6Vd28KAVl6Pg2ZwE/smVQGMnF2xpO4Evdzv5GfqFbBXVeKNJ3a5WVQR3H8KXHRKyHbdfJmFanT/QvlISzORa3Eotj8V3myC7wA53pzNQ8fC9g5hx+j5jYxlKPwp/f9jADB+2YWWJGfsoXRyYNzTX4NTnwKUxwEMsZI7bIFMxx+DiAEA6rgOi6q3zR0YeIWmCBp1A5OVNo+XAsDq18Fv7Pwe3KthZ4/I4Bk56Bc1Ddq6h6Ytxa3cMHICmztWRrs5Bg51LecCId9cl4Ijk/1RanhXobG2G8EEMiOq4eS0S09LBUUOVHHN0zCejD2poYTr3vZd34bv3qAQwz6F3dTWWd2fpwh0OfwpHB3FxfLVaiUMdmG7olts38e3Z05JszpZVq2BrP8Zue1cA8Ler57Dq/mVwahnkeeQsTKxTDlpzLf+c+rx+e0xryECW7ts34r6EblwnVzes7cU00frtD0a0RsKwg8yIavfGCM9GwvyQZoiqVArETGXATcDNy/APDxcFC7VKLW5NnMmzfygdkjQiGTRObqB00wkMTMhg6Bxb3KYEabGRJhsFsd6ablsOTltk14YOyrT4olEHTPVhmyw/hq3HxihxM5uaZTQ4PobpD1IQWHbt2VPjSSlo1oWPn8Qz1igmXNiKi68eMtA7RwCULTSgx7pXmUoI7WQMiJx5Eo/F18Px/O1bVLK3wyc+bdDWmWkUFg0yF4lNec2zrGs6OsFcYNSLFv6TD8m4aadBeqdhcUMzKgLhRuzZhevPTa+dUo8pBZmC2HEeAYtFGWt0fGrjpvisFQPrUrOz0TI4SJ+KaXhuclH/vBVjp1J8eGEvjiYXpqHqPrfhLBHe9yO9uUdCWho6b19v6iTOAT+26Yix9dkmB5cfCy7F2A3aqKvs/CG3Ymn0/0QUp/fp7uiIE6NYav6WO5H47kyYZBOOEKOyXKEZxblHCbzJFbE6KUij78CwUXCwNN6U/Luv6WLSI4zZt1u0WtIBpjb8laB39qrrEXzqO2UY1CtfgQeRdTqSf6XOd/kOZT94b1sKtYFchu57KrUK14fNhrVgYPQu9f2dZd63dYbYtZcCgH/njCitq7QHSntA1wOlAGDpXPiv9MD79mJedGItAtOknXC7ymVYOfgrvi+1b38GsjeL96vVaMjtmJD+9RdPMDiEzDXEIZ7z4ybBxZalW7it9gen5kwWxyRub2Otwp0JjOX04bkdOHDLdOFBx+QKDQ4MGwlPJ8YIy341HBZaCbDQ9mfIrVmq0JnnsfA7vAdcdpG0ExkHp0ocrg1imlO08PHYOU+SadTMwRXbujFjEe/1/ngjTgoyAhqobHhSIsbs38O04gxiHGkACZpx9PHyq5ex+Ool0X7vUK061vUdwB/TiZpLTfz1fQagvav4glLqO7+Hn8dqibQe+s7cDl0wvB4D9nrs24B7qeLaS32q18byDmxhHhBxBYuuSIvenxs7ES72JdtZX39tI365mgxzpxworRkjjYxg8tLMUUGrxgW/Quew7ls2mLBddNe/qmcfdBUE3RfcOYH1ceKuuVYKFW70YWDui8y3aLlemhXUv24d+HdibtZBNy7By+wrNC9vzPx4nm2NpbFzML8b06y7mXQCIw/+wZtQ8BiVLk2aGIFa4PfWCgzxZlpWrdcH4VmmeGotsYMi/KYJ/fEC2uR2kIlwRDmYQV4+HDI56/fiUoANAbO2O1Yg6XU25EZ6m1SCA6fgsKJ7L/jWYKlsxYFbLvZ2ODeWgZNeQXORnctcoE2DQ8igIWhcuSq0nBZ1t85Fbqql6fNDpUWzGnLs6MK0CuuvX4LMTAkTEIUWCTPYvR6fmoxOO6WdQVtXMseWfoxB1HzXt3CuIq5p+CbNCmE9Wbr/lGOhOPmAUsnFw8FGhRsTWJ3vCgDOvXgGa6IiIFebpsxqLQrwaaO2mNGEpVRPPrwPJxPiRU8+uZEPvmzFNNmG7tuKSK14OU4LrGg0Ap2FVNjqAQuNHI0NKy9jbYGbExnz8uKTRIw6HAJZPoF5jM3Kzw0lB+cydrg4fLKeYdZz2yb+GSYW5NDtW9ODP1ScXp+VmRnuCqY3xERruGY53uarCzUIdbIQ+cDOgcPRzLkKX2enDb8j4a1Y+jF4E5gHgp4jlT0a+wAzjh40aebsps0xu3kr/ecL7pzCmgfiz4/Bro0wtzFjXlLsjL2Fzy+ZpokvbOWLQe6FLuKSk+g/OMAbGGWKv7SGe9UHpVXrguQGtt+9bXQ2YsvvGDQU3pWYYRdFn+2bcTdZ/F1Q1IwqJjkZo/aG6PUC6VHH6+AZvAN19c6+sBfHXt7lwW56b1ZSOmB7p7GobMOkIHRx5UkSJh3dhwyBFU6pxx81aYUPfBgoTsFxueBetQA4cRBfVvYIZMq/pnH7LsPhvToQb9SmplX0XZI4IPMoCjK8IeMbsaB7iUxVPATdXCmWJo3RzSkzeL3NfyqWXLmEZRIu86TVTGZUhinl79IO2hiYeGAvzicZu5NThsDeoSP0BiTvUldJyxA7kyQMYFPAS7/QJjn/Wy1bAWQqsWPgMN5U7r8R79s6Q6yPTABAm5L95vsn+j0v8w1iSlOA/4muLa2ztAf+tR4oBQD/ta4uPZFhD7xvL+bVYVsw/7V4ugxd1xBzC8zrxxbRnCYZXEp/QFvkh728PGRO+yBTMKv3VHUGOuxZhLcpxqlLdMypQiYuDPwClgomQl4j0B/k4icWNlYq3PZjC+Mp54NxKfEJst5QOqZxlK2ShtVtJqFROZYC9dOp5ehWYRcW3mmGe2llYaEsQJfKiehVNQ7plsvRsxZbUH1/ais23xPX8JLJOMTP/IQvRzvQdUJ+k0wlG1PLA997s1Sh1sGr8SxDEgHUM6eIJdFuw1o8zRA3mTjK/6hn/Vmc9lK3Gu5Y2ZNpBd58/hSDeOBVPBZ06YaBdbwkj4sdkHLM1ZX9pk07TGjEWGNd967H/TRxh0pfVw+s7MjauSc6CqQRJRUXxk2Cs53xgu7PGl2gKcCIXd/herITr9nGM7w0MsjB4asW5TGhCWNoUoQ/foRx+/aYMFTaVXPFuj4D9KnKA46uQ3TuE/FTa2WIHvgdf+xlRgZaBAdJNnGolxfmdWSpZrlvN0GV/Yto2Ux5D9iVZ2mjMc8v4Mezobj6phJjdxG7jXQylRx8bF9isnc9dK7DHG7bBAfhScbbQqCQPhSAQloo6QBA+ljzdhE2RV7EhlgvvMixgbNVBvw8bmFo/V5Q2DKDGorqgQt4B2PRUGrxcDoDzIYd2IarxCAWAfsJxA/u2x/tqzKdJLfFCwGFeDpmmTzg5ifsOeO2jFJsRVhbdAfKtNjQdyDaVHXjAcD66+YhO1scLGxXW4HgroyJVmuNPzRqLRwrvoW1fQ4/P/JyzJD6wg65ajM9AEhgRPfd0gCgd7mKCB3EmCy1V/ijmttTvH5th7fpVjxD1MpajcrOr/EosQKiJzOA2O/wbpyOl37GOtma49p45u77rgDg52FHsSsqSpJVOJVnTzFgr8P2tUhIIYaoqcxC62pVsaU3Y6eS0P+2xxFQ0IK3SBSkqrCp63C9GYV7wCKetVd03GnMG1eojN1D2IYIgXDTTu7HscTYQoY3P47A2m4D0KlaoYYWadUREKQpsiNCRgNkhKHTGp12eD+OxxsbIumaSxpjcYILMJ27xbrVeJWdZaS7qWszpdfWE/QpOwT/jkcZ4gCgQqZFrAAAkoZoq/VBSOUyeIdkXidSwfHMcS5XjgvjpuifXWnqbPQ8EoQXT/ML9XDlQJkKMhzpOQkVBSOsN+ocNAtZAbXGtN+JgX518AxRB1nxm7Pkn3oGLkWuyLmpJgI4dgxkG2bFacy6OzjihGAmQ2XJuGL03hDkF8n5b1GlKjb2G8g7xBcNMlNKycmBu6OT6HFd+TxNAeLSX6OytR3KmJv+HjCsl1Krs/LzQC7FOmam4XEueye4t2zj0igMNjRL3qPv9o06gUugFkwoin6D0tlvTmYg+qG4GMw6dhCdq0ehVbX7sDPPwetsW5yIrY9rL6vj1IjxcHdg5k2eK5byLDmxaFSxIvYMGflujfsLpfwvX0TgNfHMD5VcwbuNG2oAvsspiksr9nWvxRuR/FNhbL4iuMzzbHz2HN3afzBauFT9p05fbL3v2zpD7GJKAcD/ytQpPWlpD/yf74FSAPD//BD/b17g+/ZivvkkAoMvnBQXk+eA+bVrYmBDtkCk4DTPwBETME9wTFQ1hczuW8gUhbv/V15HY8rxXQIAKIi/8yw3GcqUf4vtvn6obefC11eTX0iKa6KVtbFCxATGXpp4djPiNZFIT7bB21QrcAVyKFQaOFbMgMpajcX1Z8OnAquzXtASZKvzwfHUqcJQmBVgqEcj/CK4NHYMXoTEDGk9tivjx6G8rRMKtPlofuAHpOUW6tIZ1junYRXMqM30nHpt34x7EswHQxF/EhNvsX615CSe17ELhnoxZt3sY4dNnAJ1X3RzcMCp0SwV9eazpxi0mwGACpkGjuY5eJNngXxBB3FB5+4Y6Fm3RDfOj2dPYeNtErIXj69bt8VEbyaU/sXFY9j+4DZb6Os8XQTM4ZumHTDJi5V7mJaKzpuDRSuklFViiBoai1BBAkzJCMbCTAlbVaGDpWElGeoMfHVsAa6+MENGvgpVbTIxsp4HxjQ2TT2iNMLfLp7D/ZRk2Jqr0KdWXXzSshUsDETI2+1YiVfm4iwWShm/P4Klgka/fome27ZI9lEHd1es82UAcV7KLCjzxcHPfFSEeUWmnXnr+SP037+TN5kxCZUG81u3xCAvlqrcmgDA7LfGqcJ0QA6UNzcGAAeHbMcNEd2p9tVcsb5vod5V9YAFkGnFAUBOqUWCAAD6bt+ImGRx0JeasLBzdwwQ5pzbogWAUrxOy5RcRP34NX89tQL9USCxKUDHz4314wXbc/LyUHcVpdmKg4qVHeS4OJqxJD1W+qOsSzIsrI1NhIjZ9iyhLGL8GMuZAYAbJOts7FQZewRwq+Gq5XhLxkACq003Tqw1Mj3Yf+LhA0w9ZMoY05X3reWOgO4MHHcjJ1yJR5Kh+cqQvdtx/bG4fhjV09ndDUG+LLW3xkp/aDT0HC7STxwHOytz3BbYh5ceJ2HU3l28BIKcWLSkx1cgg4bc3HPMcHf6LH2aZa3ARcjX8JQ+I+kGYvn5VHLWu+byc16jweIb4dhz/y5vaEApq581bYt2LsZs5MsvkjDqyE5oshlbkO9FFYdmrs7Y2nWY/pkw6WAowhLEGZWGz1gyG/JZI20c8UO7jhjTgKU0f3RkBfbH5ZjeawCcrQtwYSKTwYhNSUG3PWuAXFOzAplFAZZ36A9fwWjpYVoKum7ZyAPVZVRqfpak5VnwoGnokBFoUJHpCl56/ggjTggbNyLPzl3dR6Cp8G4TbeCffEigZVpuDspaWYsCa8XpkjYsXxGhwxhoVJz7Mh2PnPKBkTEEGYrMu3AeMSnJPPOsZ00P3mnV0uzfM3p4l/7icg6By1oBFJCpTjnIrIYD1n6QyaR0SN+l1j8vU5zhDwG/UdNZ9sPjt+lYdtMPbauaan4efNAWAV2W8sYt/PNjGdM3Fgsag9tT2YbqPxFnEh/ybD2xaFq5Cs8SLWkUl55uKG9R0nqpPG0QpOfl8hsOjuaWJuzEt2o1WqxbhRwRQJUYjZcnTIG9hRRT/a+06N2/876tM8SurBQAfPfxLi1Z2gOlPfDuPVAKAL57X5WW/Bt74H17MT/IiMHX+5bhppmzyTq6jvoVvuoxGC3LMaDhXePQoz8wa38YYK0BLDSFi0TS2cuRY8/wQWhUli3+igMAnSwtcW3SdL7c11eP4Mjzi8h8aYcCtVKfSmZplwvY5mF3h+nwdGRuo+4ryU1S/Me7e0V7nBjCUmtarF2El9lSACCH636T4GhlDw2nwfSIiTid6A5tEVCxql0qvm3cCh0rsMX23PNnsPl2hN58RNdnxCKxVJrjtpCeRvpUzdaSQL14zO/cDYM8GVvv4xNHsTdGXJyfFtPHRzEmGKXP9d62AZM8r2BUrRs887FAK8feh/Ww5HZbrOo1pMQpwCuvX8WCSxcl27m4aw/0re3JH0/JyUb3PRvwOi1br/nFyTl4Vi6H0L4jQU6Vulh69RKWXjVOjzOTy7G2T3+0qco0BXVxMiEO354N07t+Nnd24YElZ9uSsQQN64x/PB3VlKcgFzCR9AIboMwmONgUMiQbBwUgw/oNFOT8bBDEWM1/ZYV4AQSLS3uNrpulWf0s4j4AACAASURBVGMD69fBgvYsBTg6tg88bGNE+/N5th2c3a7zx04nxMGPd34WB7fGN26Ib1sxt9FWG4N4cwJDwxA+zVIGlLO2wrUJ7B76M5donSMrlX1XAHDArq2IfCHOoqV6lvXoiV41a/PnLxYATFUj6gcGwjUIWo6MXFO3b12nXZowmdd/ImDJI3CxpLmGmUKO+zMYANh026+wrSQOVOZmmyG8J3P2jU9NQae9qwC1yhQwUxagkVNl7B3AwP7ma1fhZXYmSy/VPW4IZ+OxMxniBKfkiKePMWyPtJHO7BbNMbsJSx0lAJAIcKZcPTYVEmYyluSwvTsQ8VhcEoGOd3F3w2oBAHQN8JeaRvx5EmawOikG79qGGy+MTXzo81lNmuPDFoXprTX4Z6wO6mT/551+yXDJyQZnRxaazZDJxFenT+JoHNMxJc2/T1u21mvG6c7d42Awop+9hkxNEJlQJzF5rTUI7NAXPV3ZPOq5fRO/yWLCPuTTzoHEGYy5/SYnG97FAIA93WthucAgysnPRev1i5FG424QSrkGuwf0RP3KbOMkLDEWkw7ulzRv6unpjuWdGZjbf+dWqHOjML/pGXg6sFTx+Ldl8MW1dnijqYOwMWzj5uqLxxh6bBvTscxj1873pYoDZ6HFHt9RaFy+0PDIqIHF/JGTn4+fzp/B7nt3eZCD0qOn+TTDdJ+mRmBHcaCRvUqFPwTQaNOtP/DDudOSZ7wzdeZ/TRPtXfvkf6lc3RVLRcElamNZS0tECL99MvLicfYJ+31hGhbwdT0PhZwBUcWNpZ3KHJFTGdP4nwgC1OacOIr99411omnDLmTwMBOH6ndpwzfESr4jvgFJ7/8L46U1bYur/35aMuZcPIyoVCZ/U93OAfNb+qJJBeOU3l1Rd/BFmKlR3NwOnTFc0Lx8l+v4u8u8b+sMses3vIY6476D6n8kBTh6Q6kL8N89X0vrK+2Bf7MHSgHAf7O3S8+l74H37cUcmZqI8SfXwfFNNlKsbZAjV8Kc06BCVgae2dhhSfve6FKZiWbrIqcgD3EZyfwipaZteVgqjRdNB2OjMfvCfsDC0L1A+Ha2Art8R8KnMvuhVUNY8IpNITsLFSInsx3rS88TMTI0RDwt0UKDOL9P9Ck+bstIe0uCFeRohYujGKtw9J5ghD9NlZy9pFmjYyvMvvoLDiWYgor25tkI6TwGNWyZq/GpuFv44UwonuUUBac4DHTnsMCXpU7Sj+We2zcjRkTzitKjwkZP4FlOFHuj7+Hjk0dF2zmuoTe+a9uBP0YmIKsuDsaImgI70+Abx5Nqw7fhQRMTEBK6vp+Swovb1HIqa8LOKM71kvR8IqdMh62KLT7uvHqJQbu2maR9OVpa4vBwcuc0TgmnhcLOu3d44NC1TBnegEPHitE1/UJSIsYe2GNCiqpqZ4+DQ0fBzrzkO/Dxj2ejutlRvNWY4VmeFSzlGrioMnmmpKz8RViYOfKn91kbiNTsHMht8iFTEQhIIkCURqvi04sTZjGgQavVwmvNAuSK6LHRUj64/wC0dXHjy648Nx5TPMT1D3fE18GIVsztcdmNcCwJvyI5N9u5uyDYlzFzG60JwJucXFFAhETK705lTJJlVy9jiYSWJB3/sX1HjK7PGFFuKxcAEiC6uaUM0ZOYucYP505h461IyRRgcp6u5chS2asvXSDJqinDyXBzNqvTO2g53hQDAJ4YOQ7uTk54nZWJJutWSQKAdLfqQLj2+3+Gwi6NB9fy1EpwWhnMzAugUHC8ScOZTov4c99Nfo7e27eAI7acoREwPcq0QCMXB+ztP5Ev22DVcqRzalG0jkDABEFCYH/8XXx05JiksciIxnXxS6sebCyDAvAml1iFpkEADj2TKL4/dwqbpPodHD5o1gwfN2NGC8UBgDSfEz9gACA54dZdtVzUkMFQo5Efy+ULWZp5kecsvRPK2VnwJkYU9EwiF3Ex1ik5zA4TWM6UTuy+1p+BYEWC0oonNPPGt0078kfabV6LpLQ3ouOulXNI/IDdl/Rs9d22SbQv6cPWLtWwqf8g/nh2QTpWxc5CeJwtHqc4QauVo6zdW/i4PcIUjx/hYs0AwF+vhGFtRKRknbUq2+PYILbB1HPzPGxptxX2KmMwO7tAiRFnB+HAKLbQJPf0RsEByM813YxSWcrxx/gPeDOqkgS9X6Ye3o+TD001HT9s1hKzmjF9SIriQCNzhQLRghMvsWN9t4v3p4udHc6N+2tgDD/3tFo8SH/Np+vWsHOCg4W0YcXr3EwkZqTCXmUJd7uykrpyNPcepLzm02wprdjOXJw5XpJ+/TvLSpnJ0DkM01ufZh7BzVdfSJ66fZVQ2KqYVmHDVQECK9m0eEcy/OkjBST+PVdG40hM0dCYe7wJSd1y5XnDl6KmXu96tuPxsZh2mJnLFQ1yqZ7XiTmdlySeZr5Fr0MbkKY2ZvzSBuVe39HwdCw0VCFZhC0iAGRRbcySnP/vKPu+rTPErrkUAPw7ZkJpHaU9UNoDRXugFAAsnRP/lR54317Mx5JuYNr5E5IMkVledfFRA2beQEHOqF/d3If0fPbjyd7MEnO9+6JjJcbOoNh9/w4+uyGR8sYB2zuORrNKLF239orFyCsQAQpJCLuMHc6NYYuK7y+ewuab4jvBtOi8PmkanCxZim5xCxrnMta4MIaxU9b/cQO/XBAX16Zl6P0PPtKnnbXavwwvcsS1/Za06Ive1dgCceO11fjxsng5T4cMHBpdaEZBjL2Robv4tDhdEGz5S8cuoB+YuqDFXN+dW3D3lXE6KukEUbqsTtg7JesJCtJa8G7HYvHGbDdqlCsUQT+d8BCfnjyKNOH8xMwh5mEXQehfV8f8Sxd4F76i8VWbdvAT9P/o2OSD+3BKwmygqKOjaANFPuwfsg2RL00ZSVT0m9btMbFh43etSl9O/dQDoenVsSetOjQCdauqKgOfVrgNtawdargwHT6vdYuRlaUpNBCgDwVtPUodTRQAwFyNGn4XP8C1KHfkFxjqiHHwqvEYY+v0wUA3xtbzWTsXX3pdQn/XWKN2R6WVxehzPRE5laXBzg0Pw7obxQANFcrg2FAGRNVY5i+VNcof1zn2Lr4cjuXXpEHFn9t3wsj6DfnvNFy3DOm5ahPAndJ/6ziVw5GhjHXaY8cGRKcmQ05aaAZgkM7oYXvvIWjhwrQ5XVcs5NlxJqCRnINSIUPsNMGwY40/MsWzMflNh4jxU1DO1hYFBQWouWKJJABoeO1N93wLlZUaL585Ij9PGCMZB8eyGbC1y8a5rsywI/LZE/SnNHoxW3QA5koFYqYxXcGaKxYhXy7+7CKwMHE6A6L2xt3FHAIA+R4q3JjQMeZ61XXH8k79+OOdN69HfJrgRqsrKtzOlPJ2aQJzRf/hwl5suBXHG3EUrZNYt3OaNcCsJmxx/K4MwPmXzmPVdXEXb6rH0JynOJMYawsl7kxmDtUn4+Mw5TADtYsGbQxc85vGAzj0jHML8Bd1C6bveTmXx4GBzCDHZ+0KHpgXC+pTHTBPmnLN1knLLAysUxcLunTnq7nwajvOJ28VrdPVugFGus7ljy25fgHLLpk+C3VfrFHRDieHsHfWzitDMNhV/B4++rgWejY5xJd78jYdbTesFT03fRg+fjIq2Yo7y0t9qTi2L6WL3pg0Xc/WK+59aUnmDYIzuZTBBLWBwLU/Js8osckDfffBm2RMO7cP8elsM46Y4B82aI3pXs2N6iNw6ffbYdgQG8FLQlDUd6yM5S0GwNna2EAg8sVzfHD0IJ5lMHMkStn8pk17E9apZKf/Cwfe5uai9YY1yBTcenWnJOOmi+MmQSU4O7/IOoNrL9n9JBadXI7CijI4iGGe/IrfWCwaBCDfnjIDCiFV+J+6PEqRn3HkAOLS2FjSZubsZi34zb2SGoDQ9+m5QMYzO4q4VNNm5c6BQ/9SCu5PEWFYH82Y9kWjZzUPBLZnz2LSj2xVjLbv+XF+qGLHNmn/7Xjf1hli/VMKAP7bs6b0fKU98P9HD5QCgP9/jPP/3FW+by/mlXeOYv7tSBL3g7N5NrRknKDg8DzPClooMLhaFcxvzRZet9OeYNT59bDmMuEEAq04pMASWTIbbGk7AfUdGKvvUOI9zLpE6YvisavzaPiUZwDgmP0huPgoCWVUObBQsFTLzHwzZBaYY3rTpvikOWOx9Nm9GXefveINHsws8yFXaqHJU6AglxbzMizu0QN9a7JUVB0gosgBlNngzRHybcEDOQ0rVUToYKZplPAmDT22bIRS+Rb2FmpoODkU0OJZhh183T0RKKSHEUuu7u4Fktczq25rzK7Xlj/+3Yl52BIj7rRnqchH1AzjnXwyAdkYeRMP09LgaGWJQXW8TJzlwpMeYfS+3aLnn9W0BT5s3pI/du/5KVTgxkHDyRCdXQ6v8q3hqMyBl/VLKGUcYnN/QHM3xk65/fIFSA+uqEg7/WCnH9aNDBwdqfze6Cj4XwlHuloNRwtLkPlHF8EtV9cwAi/oOmwtc1DWLgNarQwv0+2Rm6dCF7caWN2L/bDWBWlTXX7yWM8A9K5Y2WSR0GBNAEiLRyyG162PXzsUOlRKDpDhOfPf4Gj8IGx47YGcHBVyc1RQKLSwsc1BJfNszKnwCh6ubGFed4M/sihFXIxMSgCPkGoYk5aIwISvkZ1rhvuJlZGZYwkzZQFqOL9EOccMVFV2xKf1GVhXb83vyMpRwNclHuUtsvmqszVK7H9UE2pOgfgPGEP081NHEHI/ihkNFA05B3cnB5wYzup8V+OIQ/ejMev4EV4fslG5JyhrkYmX2Xa49doZWsh5o4VWVRlYV2OFPzQFWjhY5PIMSVpuZ2nM8FatYrpxfoyJ1mDVUmTYZDEdOErxJ8MSJce7JnJ5coyt1gQ/dGDgp+vKhUzbjbpUALUoTZk6gfC2BAEwq79uITKyTIFCqoPYYKFDBqNRhWp4kZmOlusZcKID03RdxcNiMiBeSJmtEzwXeflKaDSmmoo2ttm4O4oZuvx6/gzW3LrJLzyNxp2X0JPx1iRxQp3uqxahQCdWV3SMiFk3jQGAoTFRmBN2lF2ncP18m4WhHVLbE/MFl+h6K5chMz9flFVIbKwYgY017+oGrLmaAi1VSPXq0ka1RFyUY06bKvigEdPc8lr1OzI14gYX5S2AiIkMeNXpQ+q3Dwz0/eifP3XohFH1GECsm3M0HuT2LKOB5NUeZHCwssANP2Zg8Geg883J03lWMhkXkIGBVNQuXxZHhjEjn1bBq/FcwmjJEACkssUZXOwaNFTPRN+eMA8Ps8ORlm2JB8kVUcDJUdU+BS4Ob2AGe3xWl4GD++9F4SMaS37img561xo1sKonY1nFxvVBDZsY3Elxwr5HHvwt0sMlHk3KvcTjbGdUczvDl7vwKBFj9++RvPYt/QejZRGzgf2x97D7fhTI3Xa8V2O0q2asp1gca5xORM6xBKJQ6N6XBBzzRkM0oWgsORmql3HQpyoXZ0ZF9dAmnKOlsSlHdNpLxKS/grVShRblq+nZ4rqLJW3C7gfX46XI5tovzbpilAdjJFMsuXsWAfdM5SiIBbiv80S9fiux1on5mcHrcxrHCt8+6O5eU7Kv/+zAi8wM3Hj2DFpwaFihkp6l/2ffkzpO4N/Uw/twJ/kVvxXVpHIVBHTvpQf/6Hv52gyEJfnibV4Wzj+pjRS1NZyt09Cq8gM4WXiijfN2/XvzWFwsph85ALOXOTB/nAXOTIacGnawLGOJY6PGl9hcqyTX9SY3B75bN+FFlukGqKHeZknqpLL0LN5/PwanE+ORV6CBV/kKGN/Q+y+nm487FYKzTx+KNqO2Qzkc68NS85kmaohkc8mMqm01Y7mSkl7bXy3/vq0zxK7TCAAc+z+UAryxNAX4r87L0u+V9sD/Qg+UAoD/C6Pw/2Eb3rcX89HE6/jiykHkZlggL7cQuFKqCmBfJhOjPZpidkPmtPbp9T24//gsop+4QENiS4LZRJ0qj+Hh0g4LfFg61cp7YVgQeVW/sNdNA37TngOC2vZB5ypMay1LnYv1l/wwrXaEXo8tp0AJ/3s98F3XQkHrTlvXISnjNewqZ0ChKmTd5GWZIeOZLbYMGIIWzsyRjUTNzZM4WCYXLtK0Cg4ZroBPXRdsHVBoavL1uU9xMZtDWkHhwqWJ7SN8VvdHeJRjP+7oB2j93QuRrckXndHfeXfB2FrM4GLx+cVYHinOCqpslY2LfiKOg39yn/TdsYVPrxUL0te5Jej6nH98Bi6cH3593AbROYVpLFXN3+Abl3O4mTEbo+oxPbg5x49gXxGtHl39vWp6YFmPXvrTEUg56eA+o3TlRhUr8YAesRV0QQBCnvllNKz+SE+gKtDIcTmmFnycOuL3zswJlyIuNYWv81E6uZOyaFO1GgJ9++gZjfRZ+83rjMoY9sH0xk3xaQsGEL9raDUajL86BXcfVkFaaiGrRqksgGuNlxjnkooRnmQCATTavBRpmeJjThM5cRoD61Jz3+LrOzPwR0x1vEorZARYmqvh4xmPVmV7YHIddm/UX78AmZni+pRyZQHipjOzgU23b+K78FOQk/uvoRkHAS5mGnRyqYW1AtDwrgAgpVzPO78Dv7fch5plkvVdFpVSCV9c7oulPcaitQAAkhbdtNo38ZHXNf19mVugwNfX2+Lws9p4MJ1p69UO/g35RTQSdRXT/T7VtTE+a85YVsQAlApei04AAL2C5iMzT86DZabsNuDW+Kmwt7ZBfn4+aq5kDEATZh3hkHI5YmewtGL31fN5PUzR4DgkCnqOx+MeYMqRA8yE2LA4PbsKACXvMssAs4brA/Amr5C9a1S3trDOrff+wNdnT0myCltWqYJtvYfxX/dcKa0LRsyoB4Km4dboI/jmJNPaMoSidODdkl7e6OvGpAEu3emJkefbgzO6IMAMGqxtHY12DZghT4tNK/DiTY6xmzQdEFivP3fsiFFeDJCpSSYgCg04lQHbmPCjXDkalK2IfUOZ8c6o0BBcepIkOe73ps/m2VmURu8esFiyXEc3N6ztxYC1TpvW85s3EoOJhwIzl1JA661cjjytuKPMyp590E3YxJh383tceZmCu28qG3VoOWUmOlRNwrymzOQn5N4tfH7qpKTERJMqlbBzAHNA1qZ9iM/OZyH0kYdBeQ6dKidiVYdMKJzYc4ae7fSMl4rDw0ejTrnC53nH7evw8G1qYTs5oGmFKtjVb7i+iuIMGajQ1YlTUc6aMebbBa/Bo7w3vOagPmjMc+WYVM8HX7VpL1z7XXx+6rhoMwmIpLE0ExhmBVotvrl+BCEJhax9R3MrBLQcgGbl2SYDxYboG/jh2inROqtY2+HiQCbXQfU12rsAORLv4OUtBqKHSx2+7KLL4QiQYDoTaBc6lI1PSYP04L47E6afT+RoS6Ymkxuzd/9fiaA/ruG3yxf0jEZyy/2lfWcMqVOoRUv1Hnp4DLMv/qFnrNNnVvIC7PXtBw/HQmOv/ju24vG6CDiEFRoEac3leDnSHeMn9sDHLUqm51ySa9p8OxLfnw0T/UplW1tcHF/oMl+Sev/ush9dOIS9D6NEq21esSp2dGP3EWVo9CxGQmD/sFGoV77C3928d6rvfVtniF1UKQD4TkNdWqi0B0p7oIQ9UAoAlrDDSov/PT3wvr2YSffJa8PvyM021ccxM8/HxZGTUN7aie+cEUe+wpU49u+i0dw9Bdt8f+U/Xn7vIJbcui2+4OU4LGrZAX2rMdba9fgV8LZeYlJfgVaGRPlq1KrIFh+j9u5EtPIOZDIO6kwVtIILsLlNHtRZKqxqPkHPkvD6ZhGsnpi2kRgOtTo7Y+sIttg+k3ga30YfxZscKxRkm/G6YOQsrLAqQPsy8VjetjAlrPfRdbiXLg7CHew2EZ4O7IdgXHIkeu08bmICQsdmNpTjo7YMOClJ+KxZgdQc8ZQ3WoTEzWQgx+6E6zj4eBXi85iGnWFUNnsL7zK98EUDBux127IBsalMmL5ouJVxwClBoJ7SrkjM/k7ySx4UIcaPju3Tsko1bOk/SM8+CLq7Gc9gylQkjbXW9p+iazW2+CBGZfctG5H0Nt3k3L1r1cbS7j31nwdcv8IzD4sGLZQODB0FD4HF8q79ma/NR+uQn5D80jhljL6vUGjg19ISnzdiupMjD+1A+GORiSScTMfwoj+bbf4JyWmmLtEWqjzsHjQKnmUZ47XlhkC8eEtjacogIiZi7AwGKlJ6q3sQ3Rccz8jVOUMQq5LYRxFjpqG8oKlYnJg89VPMByxl9Xj8fSizh6GOo+k8vvnKBU5OO9FCMGCZuXcqlrYwFfyn+3L46b7YM2o+X6fnpl+hNueIQAyoBQagQsvrfxIDr1/FKvBvx5hbroELJEEwM5kWsdM+48s1DpqHlHxB80xgC+qYggRGHRrUD14V3ZFdkIe6K5aJ6w+Cg62VGW77sdS5huuW4k2eBJhrAABSmuPEo3slXdEdFea4OYXNjxYbV+J5Nk9VNAkZxyFBAIiX/xEO/yvGhjeGX/CuVB6h/ZixSMOgAJ5lKxaUjnlvGrueN7lZ8A4ih1txJlr0lJkwFzTPRu3+DBdfFAJI+rrlwFj3F/hRSH9usW0JnqdSjrZInRyHmc2b4GOfdvzXO+9cj9gsEVMVDvjWpwP8GjBQZOSeXbj89LHo9dCHpHVa3cGBPy6Vyk6svtm8CQl7fozftxvnkh5J1qlLef8zp/Wv27THxEZMQqD/vuW4nZMh2p0O2jxcH8GkG4IiL+O385ckz93StRK29GEAU/C1Xfj5MoGfpv05tYEDPmvHmEb0jO2zYwsPOBQNr3LlsW/YKNBznmLikT0IeyLCXuIAv3o++KYlA30z8nLQcsNyZOWaMl6rl5MhbDh7Z1D4hmzAvUwRt3MO+K5xB0wQxpJc2LtuCdZLRhi21TCdmj5fcvcclkeZsvVszcxxrPtkVLRiGrlfXz2Krfdvi/YnXfHD0Z/x7xfS/Wt+wPR3gu6LXzToDD8PJm9R3OYWbVhF+DFQsSQR8fQJhu/ZKSq18FdZhccexmLqUVN9O7runf2HgpxzKYgl2GjnMuTzD1njKG9ug4ihjG1L0Xr0N7DcauoWzClkqBXQFyumsOyHfyJ+u3gOQTfFU2vpfPQ7RTeP/4nzv2udF58lYtTJnaLF/Vv3xMAaDHyl+7LBqgBkF5i+N+hZTI7KCvk/6xQtdU3v2zpD7DpKAcB3nbGl5Up7oLQHStIDpQBgSXqrtOzf1gPv24v5YNxZzDp6Q/L6Z7SohE982IKm57ZPEP26kmjZ2mWf48gIxvD5OmIfdjwUd62l4z817oSRNZvxZe/d74za9uIMkYi0NmheZx1frtfhFXiqfoG3z2zBGTB5FKoC2Dm/xeomk+FTkTELGk/1hyJX3ATEydMaRz9jOlqfXxiLg09rIDfZyiilS25egDKV0nGp+w9QqVQ8A7DeTn9ka/MgM/i9Rwwn0oL7uUl3jKpVaJRyLHoXPj79EDmaQuH2PtVzsMD3M5gpxNODi5uAjdesQNo7AIBnnkfj2yjG5hGLIc6dMKsOY+G1Wr8azzPFtQrLW1njih/TSSQtpf4hW8GZF0mJJHZWngxnRk/UC3yvf/glkrLFx72xQzf0dmbsw+K0pGjU/pgyQ2/uQT/Cvzh9ArtjCnfsiTG0oFN3EFOxpEGAt8fKRbzIv1g0q26H7b2ZhtfKP67i9ysXRMu5kAPhKMZoSM3O5nXJpIQ0Safw67YMyPYJWoHUXHEwl649XnCOpbIbbl3HD+GUJmjM8RpWux5+68hYdRStg4P0WldFG1vOygpXhQXvydh9qGvFxkAskgq2o3k1BvBcut0OzcuLay/ufFgbw1uyhWuNtb+DM9cAb1TGaZEEApbJw8gq9fBzO6YhWhwAaC7Px/2pX7I6AxfwUgQ8ydjw0gUjjstjJqJSGQeeAVhr5VJJDUCFGekKMqDDLXChEZHS6PopXVdgH0Y+f4p+e7dLaqLaKlS4M5mlP1dfuYA3g+HZgobt5NfpHBIFMHfm6T04eD9Bst/tbIHbo1i6cHEMQAJz7wspwN+eOYmtd8SBE6pnZpPm+Ehw7XVbwdrJA/cGQYYZtioOdyYz0Nlr9RJkFoiz5ej4LO+mmCMwbjvuWavXbCt6YdPrN8PnAlD4zemT2HZXup0x02fr0x2LY7IazuOJB0JxJlG8Pw03RMglun4xDMCAHr3gKzxDPDf5Q60SB16RL0P8aDY3rz1PwtAQ6bTACT718U1LJkvQNngNnmS8FR13Mrm4MbnwXkxKf4MJB0J5CQVdkMP7uj79jXTG3IP8JdPOrRUqRE1kAHFU+h38EhmAyGhXqPMK3zl2NtloWCcBy32WwNaMgXAewf5QU86vSDR0qIR9/ZgECEXQrQj8dv4CS/kXwsbSDEeHjYWzbSH7uem+JUhRZ4nW+VXDzpjowd7/sy9txf448U0Wc6UW90ewfs/XatAgdL4km3Np8/7oWZUx4eaHX8CqG+I6jZQ+emAYY6eWJD4+cRR7Y8TfbcRc39iPMbxLEqMP7MaFx+JA9gAPTyzqzIyBVty+gvmR5ySrPtZrAmo7luOPd60+Edwj8TlXbZg31m5j/flPxIbIm7zrtFgY/qb4J85d0jqJefrztTDeHVsX0+s1x6eN2uo3NMlApvvWjZJVHxo+Gp4GzNyStuE/Kf++rTPErtXwGjzH/O+kAN/bVJoC/J/MzdLvlvbAf7sHSgHA//YI/H96/vftxbzw+jYEXhZf6NMQ9qxrgYCObIe548YvkZjOdIOKhqt9Ck6PZQzA326expoHxZgNNO6OETUZYPb4YVM4WxWmgRrWG5lWF9519vIf9T++Ardjs4zAP11ZM6s8LOzcE71dmXFGk4n+kNHCXCQqedpg/2cMuJl8ajxORdcV1XNS2uRhf5++qFPWk2es1dlB+mVa0IavTMGB42TgCmTg5DLMqtcKJZ5XDgAAIABJREFUHzVgGoC6eJ7+EBcTziMrT426FWqisUt7vUtxSW+NgSHbcPP5c1Guj425CrcFRlJUehKmXAuQrP5Hr5HoVLEBf9x360bEpIgweChd0sERJ0aP58sdi3uAqWH7xRlRWmBnr2Fo5szYbcsfTENKXmHqkWFDPGybYng1ZnARHHkDP58XN1+h46dGj4ebQyGLMTc/HwsuX8TNF89grlRimGc99KvN9B6LxoLw89gRdRdqTQEqWNuAFvmG6XMZ6lw0WB0o2UfelSpg92C2QCS9p267NiI9O5dpt/EadCw19Ie2HTGuHpvDN58/w6CQ7ZJ19nCvpdeTbLRamuFlCAAS6Nx/1zbcfvwMlq/lUKgBrRmQU1aLimXtETZmvF7zqte2Tbgnwh6iBrk5OODUaEHTKGEDXFVfSbbzBbcC3lWYTuODB03hbid+X4Y9q4ou3ixtr8aKhYz9J6KJRoYhHau6YV2vgXxZco4VlAOM28ABlrJ8RE9ni1MesOJNRUTyW+XAsm6+6F3T00gDUOyiKBsxdgZL1yXTCtIAFWXraYAEwTk25N5dfHqOGXaIhaPKHDcnMgYgAYAokDP9QZ0HCs9YlPFMWZ0bbb9DaxH5PJUvaxJyLaxtgagRjP3otXIZsiQ0AFUKOe4LKcDDdu9AxLOnku3s5OqGNYLjp2vAQsiJOSraSRweClqWDcl9Od/YsdbwKyNq18OvgutmjeCFKKDdD5HwKeeMPb0Z04hYeARQGy60dV9pWKEiQoeycmSE5B0kfV8S6E8pphRfh53E9ihp1pghiP7z+TNYH3mDjT3p29H4FMjgaueAwyPGgJyVKTy3LIRaKXHtGiB+JLtv6L6sGbAIWnGfJVzzmwonK8YELu5et1AocW+GsbHDg9evsehKOA/mO9vZ8uma5F5rGNVXLxCXHyTzDMgRO5nN98uvLyI4cQ1IguF1mi3y8sxgaaGGU5kM/h32fd25cLZkDDPX9fMlAe+KKhtcGcmAylfZmei4fw0y1XkA3Z/UBzSllRx6unogsB17dpBBR81d7LeAWEyq3RxfNGC6oEtjQrDseiw0WlOmYiXHdFzqOVcPyPwaeRLrH1xhBFVBRJRY+y7WDjjUdTKszRjQSenhvbdvRjbdR0ViUdceku8OyQbzm5+bRBma9J2KBuY8xdVR9Fj3HZsQk2LK+qRybVyqYXMfBip+fuEodiZIg+iBrfuipxszYetbfjyyX4tv7DUb0gy/7GAbDf9E3Hj2FIPJQEkkSDJkz5C/lnpN1VFKe1jCQ5BuMKXdkgMw/RYoGq+yMrHtzm1eNoQ2DQZ6eklmCTxMT8WVl0nQaDk0Lu9s5P5L9YY/foTRe8W1l+l4cJ8BaOdqrL35T/SrWJ3v2zrjz66hFAD8t2ZO6XlKe+D/fg+UAoD/98f4f/IK37cX8+WnkRgRSot58QXi9x1qYpwXY/AM3vUFbrxgO81Fo3HFZIQM+Y3/+HjSfUy/JC5qThuuh7tNRB1HljJ7M9oXDR3iROu8nNIFreqyRWGv0DW490R8Z5uO7xkyFI0qsgVNmzmLoGYmdCbRsnNVLBnFflj33/0xbj2rLF5QxvFunzonvsa7luAtlwkZGRwIQdeizVFgQaveGOBW7x+bj79dOo/VN66xxavu3PR/GdDSxQVb+zFNw7S8TPQ5/5OkI2xwsw9R05Zd7ycnjiJUgtHQt1ZtLBbScEPvR2HO+SOS17bdd6hee3Fr4k+IzRRnk7Zw6otulRgQteTKJSyLkE6JvDDOD86Cu16GWs0LcRfVQPygSXPMERhOusZJaSWu6dUPndxq6K/Bfbm/5AKeFhbzBJCDvlBv1TJkiaSObh84CM2cGeOUUrTqr1ou2UdzmrfEB01b8MebrFmBlHdgcya+SUOXVetgHytjOoC6cZdxSHfTYv3YIXq9vuLYKYbmK8cfHEc9awbsikWiZh9aVm3KHzp5szM6VRZn5q5/4AW/tqF8ufpBy5CZK6WTCPzcrhNGNmDGEQTC0ZzlzS8MJrJMA1ibaXB3GtM/JABQo+AgV8uNtf1kHLTmWlweMh6Vy5RjzrHL/SUZgJbmSkRNYSCL2zICToqwCulWJiarFnrn2CfpL9B66xZJQKSGrRJho1hKtQ4AFOtLTqHV6wp+eu4AQh5FsRRpQxCQHIQtNSinssC1YUwaoOOGtUjQpcYb3exARStrXBaYuV+HncD2Is6Yhu2Y2bQZPmrOUmaLc+ylcXgoaBp6rw1EqlpC05Dj8G2rtpjYiM0P17Xz9SYmRa+/osoWV0cVplk2DQ5EckaOiU7jD+07Ymx9BqL/2Vjak8vslA/4ssVpjbnY2eHcOMbgpdj3IAqzzx4x0XNs4FQBBwawtGuK1jtX4DknDnjL8+WIHc3Mm8hgos2GNWJDzn+2vs8AtBdAga6bg/VuqCZ9VAQ0ohRTYjby4K8Q5O5O9flUZg6vFB5rFkEtkgpKxxzMLPDHeAZOx2fG4veYX0TbqZApsKhhICwVlvxxt7ULQBq5YlHZzA6XRjE2+I7YW/jisjg4TszL6BFzYK5goEyHQ4FIyhLvz7k+vhhWg2lJHn1+EQujQpH00gn5eqMaDmXtM+FdWYWgJsychyIxIwX9TgeZ6ADO8eyIKbWNte3IwGHW0UN6tjVpFH7SsjWmNGbzt6TRfuNaJKWbSlZQPWSKdd2AzfmudU89ug/HHsaLFh/l1QC/tOvMH/shPAwb4iVSazlgb7fRaFSRvdc/avst7l6MEa1zzPdDMPr7we/avBKXW3HtKhZeNk37por+E5dosdRiAhQ39RtkZARyP+U1rzmakpOtbzs5Xi/v3gtdariX+Hr+zJ379JgJ+uyHElf+H37hfVtniF1uKQPwP5wEpV8v7YHSHhDtgVIAsHRi/Fd64H18MTfdMhfJaRYm/WVjo8Yfoz+DUthpPfLgJD46cRP5WuOdVzN5ARZ39YZvLZb6RILuLfcHIlmdYVJnDZuyONGrUAx6+I5PsKntQSh498HCeKM2h9+lkQgdzhZe40KDcf6JBKoHYGvfgWghOLLtPvUZ5m+paHLu8vaZWPVVK1SpwNgH3TavRGxa4Y/Fol+47jcNjoLJRcOQhciWm6ZuEgjo7z0AfdwKhbgp9Wzo7h2ISn7FsyHszS14JlqLIk6OdL5k9ROEJ4ciJe8prBT28HboDA8740XK1tuR+OacuLh2n5qFmnkklN7hwDxwNqYLlYIsS5zo9iXsLNg4L7x0ESuuXxW9RyY18sGXbVgqaNijeEw8wcAesdjTZwQaV2AL1KSsaAQnfAWuiDOqhdwaU9wXw0HFQN+gG9fwW/h5yTrDRo9HdYEB+PXpk9gukUK4uf8gtHJhINyW25H4TkKAnMwgHnxQqL1YJ3AJ1BrxlLe5HTtjuBdjSX5w/ACO3I8VbadSLsODD1h6Ken11VqxBByzYy0MHrDl8GundhhWl2mijQ4NQbiEKQItkiIFkONC4kPMnrcXSrUpME+L9d4jGuD7TmyB6LP1V6SlmoHT2coKLSC9THuHXNwc9Q3/CbE5k1Mmo1OVBybXdDDRC/WrrtXP0f5bP8HODgehLHJfvs1TodfJAbg4kaXJTNi/B2cfJUqOZXDv/mhX3Y0/XjPAHxqt4NhrCABChlYulbG5PxNf9wxciCwz5m7LZyYS0YwIQkpAppYhtG9/eDu7g0weaq5cBLlIOjex8swtZIgRGFE60FfP1qMT8eNDJ+H0xhEvMhLQfPNuCR08YLiHGeZ1YqBirQB/5NGoF2E/0jlkci0SZjBW38KrZxAQfQUyJW+2ztiSPJOUdhAAT3MnHBnGnok6gLgoHEPFCRAi3SmK0Ht38fGp4xIKgMDaXn3RyY0teosDAA2dkvvsCsbtVyni167lMLdDR4z0YoBdtVULjE0jdDOAA6w15rg3mfVR4PVLWHjpkjhIq+TwUEi9pmeXe8AiEORbNKg/PcuWxeER4/hDG+9fw4+nzoo6ZDuWV+L6sEJmnduahdDoLKcNK+aAgA690NudGUfMOn0Ah17cNZJ44KcIBzhorXBjJAN97756gT47CrVhi7b1u3btMK6BD//xucQEjD8g9uzk4N/VF/0FFjMxzNtuWIvX2abvImIxnx07Uc92WnD1PAIFgy2jc9N7qF0PDKzN9Mu0nBZLHyxEdIap2UHXCr4Y5MIcoinqBi1FlplI+rMW6FqhFoIE9/Y1URGYe0M8xZPq+WPILFBqMz8/E27j04iDJmNZzcYBB7pOhI0Z0xzOLsjB7Jvz8Sz3NXJyVdBwclio8qFSajDHYww6lC802Bh9fiMiXpumzJrJ5DjadQbPBNQFSUesi47AoYcxyNMUoHFFZ3zaqD3KmLP2GQY5Fa+NvopHmWkoa2GNkTUbo00lY2bXkJAduP5cnHFb3b4MwsYyR/aSRGRiIAYfyUJ+EVq0tTIPB/q4okYl9jzcGx2Fjy4f4p9/JpEnw/H+E/Qst2vHI/G176/MxdwgypS3x+rIBXCsWNhHJWkrMXnp98K95Ff8c4hS5wfVqatnZ1Jdv4cLG5UiFRNATO/gkmoAnk1M4FPjxWJsg0b4vl1H/hD9zqKshgciusbWZmY4N87PxKH6Xa5faqO0j0dtLOlWqFX8LnX9nWXex3VG0es3AgBH/w+lAG8uTQH+O+dqaV2lPfBv90ApAPhv93jp+fgeeB9fzIHXx2BTjCtepZEmEFsQl7HLxpg6UfioaaFYcq4mH+OO/4S4Jwqk5jIHVUeLDLhX0WBDt+9goSjUvBt9bB0uJr/iGXO0yOT18gpkGFDNHf5tC3ehSfeJXBHn+pxHWQsGsMW/LYM5Vzri3ptyek20Tw59jdCHpuYWVN7WTI3AHl3R2pUtvPJftsDx605YdLAVMnPZQsPDORk/DzuFqtUGQm7HQMXidvVp0Rk1dRasVCp+AeG1d54kK6itgwfWdmQsPNKYaxgUaMTk0N0aq3v2QRfBdZKfK9n3sTHxO+RrjVk3XSqMRatyA/R3FDG8eLaeLs2QjgiOyjUN0nWZZs0G2FXIgLVjjl7LP/uNBdKf2yK4z2C0FUDS8fv34JwEcNPSpSq29GdjlPT2DdruFGe8KGVyRIyaBkeLQifg+2+v4cDT5cjSMBDSSVUZA10+RmXLwh345RGXsfiKtJD+ubET4WLPTDparluNF1niKU0TGjbGN4K2Hl33gxRxUxOq58ak6XCwtEReQQFqr1gq+bRqV9UVwf1YyqrXqqXIziuQLKszG4h4loChu0ONx0f3LS3gUc4Wx4YzgKc49mNz5yrYNpAtzMftCMG9Y9LmCTIvFa5+whhRLfZ/yRuFJD92QEE+WyUqzApQrgrTE7vUmzFzD8RG47MT+/FxozD0qBrFu/tqOBkOJNTH0lvtsL7vMLR2Yc7XBBq1q5iE35ucQzlLdl8mZNjjwysdcTetPBIErcLR+0IQniTOFKR7aFv/wWghgLR9tm/G3WQRswEA37Zpj/GCIYN30GKkqTU8248H/oT5LsuXAfnAnSkzYWtuwQMmPhtW0OoPMm2hEzCdlyNGkxx6p+ZaAYtQIJW3aQAAJqa9RvudwQx0NAR06X5TcGhbyQGb+vjxTfJcsRQ52jyG5wkgJG+SI9dCVqCAbn74HQxFWEI8OFsNny6p89ggMFCWroS9pQUiJzFg710dnT87eQwh0YXgDntqF4ZfI2983YYZQkiZa9Axc4UC0YKu4MxjB3HwwX3GltM3kqXN0n/7hoxEw4pMA9Y1kFKqOf569Jgd9VmBDCqtArHTGTjectMqvHgjrgVHx8+MnYBq9g78c7NG0GJ+fNljjgGBbCyBspZWuD6BpaIOC9uIiJdPgXQzIF9IqyaQz6YAMisN4ocyqYG4tBR02rPeoFeM/+ntVAl7+7N0/y771iA+I5kNuQC08BnOBTKYKeW4P4KxU88+foAJ+w6IprzT8dFNPPBjC2a0pC7Iwfqrg7E5uhFeZLPnmZNFBsbWicC4Zttho2KaedefPcUQidRJOh46ZIS+3+nvOWFHEBoXZcSindGwGT5tZixDsereEsSrw5GuYc9n2oxwVGaiveMkdKvK9OUoaLMq4tVjcBYGY0lzM1eOL1u007vcnn36EOPCxPUPHcwtcXPITCNAaGvcDfx+6zSyClhqtbdTFSxu0RdVrI0NmBpt/hWO5VJhZc1ASI1GhlfPy2B2vd4Y7cUAQKrD+wB7jonFjw17YpgbM3QhMGjGxVAcf2JshlHVpgz2dBkLJ4tCs6ZLLxIx4exOE21B0vUdKciUUJ2/XjiLtX+Is9v7edTBom6+km2TOqB+NRhXnqfg0+vt8SqXtamqdToWNzmNehXrQeVEJj9AdPIr9Ni+EbDmADPhLqf/5cugUisROXmmPpWdyp/bdQlLp69BRip7b1avVxVfbp2N6l5VS9xG+gLpU5LERVGAekS9BvilA9uEotgXcw9zThwVPUctp7I4NpKZQZUkvjtzClvuFDpJG37Xxc6eB/Yo/oyt91eNWijlmHQNd0bd4ecVPZUGe3qB2MsWysLfuyW5pr+j7Pu4zih63aUA4N8xE0rrKO2B0h4o2gOlAGDpnPiv9MD79mJ+lhELVdoA3Mgoj8DH9fAk1wYVVDnwqxKF7o6PEK38HT4VWQpwwL3z2BV/GD/UCoetlv2oz5Cr8MODVhhcwxczPRlr7FbyY15In2ckUX4drdF4wpWcd1q9PGIqyluxxY8bpQVCBqVMA2frTB6QeJply9hU5AIoAA0B5z7BvZRsHHtSmMqpG+CfvM/DpfJnaOfWiv8o82l9WClykVcgx/M0W5ibaVDBPpNf0z7W9kS1yov5cl03BiAuXUL4nQwwJs/gGXNZ+XlodOB3yfnU3K4GNnVh+jYzjhzA0Thx1pjhYpt26ANip4tq5skgx4yay1HWnKU061JbxVhBtioVbgmsIEqTpbIUBEIozLTQkEaZhi2Sg3r1RWeBFTRizy5ckXDnpJSzXYOYUzLF9+GnsPHeHybXP8u7BeY0Nk69okIargBv8l5BLlPA3qwc5IbOKQB23TmHz89c4xczHC1oaKh5UxE5r914dswEVC3DmAqNgwJFXSfp2Kh6DfCTsADpuHEdEtPFU86o7LmxfnCxt0d2Xh68iknXbe7sgm0DGZhbZ8USqCVNEQpZYwdibmH2yVPiADExiKwUuDmRMYhmHz2Eg7GmLo10rIqtHc6PZ+mLgzdswaOzr5DrqEW2ixYaC0CeB1g9k8PipQwyT3NEfMYAwJYHv4TKMg+vU2yRncMAb0uLPJR1ykCBWoHwXmzuhkZfwScnKUVLBhuzHJS1yEJyrg2y8okVymF9H1+0d2XaiixdVwYFNKhinYEC4b7kKVIcpcwyrbEZR/fjSGysKMNLK+Owue8gtBGchZuuWQlb5TN8Xv8KvBxeI1ejwKlnrlhy1weDPX3wozCWdVb+DrUAZPKMPSEIFKK/r06civLWNrj/+jW6bd/AQELaYdChYIRsEngj5/QAYO0V/pDGcgvH8l7yS/ju3sSeWQQ40umpXgIUZYBPucrYPZDp1umANZ7xasRopC8X1jlyz05cfsqMDviyBDDxqcfsvjTU8axBWoUScgyGdY7eH4LwRwx4NXwu6JrRx8MDS7oxIIpARZ6VWKRe+sxSocA9QVfQP/wCAgXzBK1BrTpW3rERY1CrLJOA4PUc+algrEtA55Br6LnNtMYarV2O9GxpXcG9Q0agQcVKyMnLQ511ywpZn/pRZ+xPCygQM5WxeDsfXomHGalAphJQywHSNyTGKAGAZpweALzyLAlDj+zk3z1yGkuaEzSkSo7XBHS3c0TYUMbcah+6CkmkGyGkhfP/F8xdFJwcsSPYptGJR1H45NJuZCTbGLaQ/7eFXS6G1a2P75v05v8+Hv0latpu4N9pL7PteN3YilbpPNs9Jr0ffOsygOdk3B1MOXICHKWE8w3UpcgTsC3H+t6+aF+dMRV1ka7OwYmEOJA2YueqNWCpMjaXinsTj8PPJvPnKuDkKNDKYSbXQCHjkJVniY/q7oNK2LAbv28PziUlio7lvE5dMLQu09YlJ/jeh4T7rcjVO5uXQfhQZq6li3svzyPu1c/Q4A0UkEMub4ouHvNhrixk4fkd3Y7TsaQby0FppoFcrkV+npL/7aCyLEDMJAa8pqmz0fwwMxkTi6/rd8MYd2Yssi/hLuZcMXXXpWMDq9fDguZsfIh12nZ/IF6Q+3ORMJPLcbbPdFQS3IqTs7LQa/tmJJPrt0EQG27/sFGoLryvJBsociA2th1q2D4HOas/ybYFqYnSbyAaoztvaqNBbXYNzzMyeB1Nfmoa/J6SQw56/9+YPAPEcjeM/Lx8vExMhpm5GcpXLWsEzJakjVR23L49OJ8kzvLe2G+g/vlOYNmwPTtx6+ULo1PQM2mdQWq87iAB34uvhCMuNRVlLCwwoI4n/Br5GDnrfn7qOEiXVSyIHXt5Iptz8akp6LJlg+SlLenmiz4exvdQSfohPTcXL7MyeV1heyGLoiTf/7vLvm/rDLHrLwUA/+5ZUVpfaQ+U9gD1QCkAWDoP/is98L69mLdFfwpl3l18G880ygzjw6p/QGlmh0kNmBPa9IsB+N51NcopjUGz5AJz/Jg4BStaM0Di6/BQbL37ULL/v27ZFJPqMbZCcYwX0u2JncmYJCG3Q9DL6VssuN0MIQm1kVWgQkXLTHzodR1tKz6GfeXLsBTSey7FdETzMuLOggffjELf2kxXqO+W33AnVWoXl8OtyVNga8GYjnV3zUO+QpwNNsu9Az5owIAwn6BApOZK6GgZAJoZ+anwv1+ox0Zi7QpiDgkr+D7OM/l0YAoSNKd0YrGwMVPh9jTGHsrKy0PzdatE2YeUenN+nB8q2zLnR0rBpVRcsRjf0BvftmXsIQpKp1r+x2UER91EujoXThZWmNqgKfzq+fylhUXM053ofijJNIWQA+wK8nFj/FiYmTHwszim4u+du/G78RRfhR3nzT+kQgck03FibuUWiI/l7GYtMLtZS76abtuCEftaOu1cV+cB0hk7IW0cYW8lQ+QENo/bbViLxzqNtyKNpUXnfSFV+XLiI0xauQsZtUy1uawfyTCgRX380oM5Ojfa8R0y8iyQT6CZrrgMUCo1sLfIwc2hLKVlSfg2LLshbfjzQ+uaGOPNwP7qy/wlGa80RXW6cXMvnMHayBuiabDE3Do5bBxqOjHjoC7B3yCk0z7YqYwBoYhXlfDznTE4PJKBMe7Lf4eWd20QjxXd26F7LR/ka1nqNV2z3jFYYKuRriCBQgnTWBqu59oFyM0Wd34mZOjhLOaEG5eSjM7EttGlBxv0J7H7GpWvhL1DGADoFrhANA2VjlHZhJkMBPvkxGHsiYmRTNcta2WBa37MaKnW8gU8YCMWcmgRJ7Sz297VePA4QxR4JVCucY2y2N2TpczyBijCXoy+XsKZyMCYA+KFdn54/DAO3BfXD6M6N/cbhNYCmOtKALEhU1BXMbFktDI9QNxj+wbcT5Zm5t6ZOpPX8aL7sXbQEnGzIcr+1soRJ7AK+x5ZjztJr4G8osYRhLbn4eFoZtiRkpUJ700refCvKPhJafRtq1XDpl6M6TzjzD4cfSHu8lpBaYfLg9m77dbLpxh9dg0yXrH3gmFYO2Zhap0O+MC7Df/x8aguqGnPnkkEwNFUMuNBPuBRRjV0qMOMso7HHMbUU/f0gLBhnQQKru/WAB1qdhWdE1If7ojdgtcaafZjh/IBqOvIwP5W64PwPNMUBKNjw73qY25HJu0RfOcmfrwUxlhoAiDOg6pkCKKR4+74WXx6KMWd56chU4+DudL4ORuXXg9d6xyBQs7GrvFGf6SJS+vxRh8Ppn3IS5DQhlnn48vxJFt8k2d7u/HwdmJmVF9GHMHO+Ej+37RlQFIIWuGecra2x4U+7F57+DYFnQ+tluzXgNb94Vu1EDQiJtyXYSdx9UkSP5bEhv2lYxfUEUDxEg3Q/2PvuuOiSLbumWEYckYRI0nMmMWsmHPOOWdd3ZyD6ybXrICCillUzBkVAwoGEBREQQVJKig5h5n5frdr8vS4ut/b99Zd7v6xMl1d3V1VHerUuecA2Bc2HONcdFO0qR6/R+0wrztbzDvzOB6Lzp7i/q1YEFEfz9qmWe96Hm8qT+3eyGc9SNaELxa08eS0FRWRX1aK76+E4MyTBG4fAkaJpe/lxGQgFHE9JZlL7SUQVj1GNW6C33r2VX5X7Iu5h68vM8Mp7ejl7Aq/wcx4hsDHDtu3cGZCfPFXttF/sr3ftq73bZ7Bd13q19Bk0t8nBfjBnqoU4Lcdh1Xlqlrg79gCVQDg37FX/gXn9L69mANiP8WGJ0YoJotRraAJ5+x6KfiwNZtIXIgfiJ5W/Oy2kHw39HJnZhFfhx3Fnhh+cWvarg4AtvP3xusS/o+2rnXqYoc8FZX22xs2BuNdojmyT5nEAMYiCSRSAbYmTcP8TsxBlGJM8Nfwb3wUFiJNc4Lw3Bq4UvoFvmrB0p+mB/2Mq88ZY0o3NAHAjrt98crktRKgU5SXFhvAv9NYeMlNJjx8N6CQx31QUV4BGhVU5GB1/DQ8eeGAqCQnFJcZQWQggVuNl2jjmojhdRcpAUASMz+lhzVW18oKV6ayNBiKoLhYfHrxvM7lfNShExa2ba/8nT7Uhwbu5dzy1IPSao6Nncily2oHTQbIXff/m/ry8MUB9D+nq+VEx7MQleHuuOlKAJBW9skNl4w21KND7TrYOWyUkvlAKYQeWzahhAfYm+bREt92Z1pBFAdi7+OLkAs610dujtenzVa6NX9+8TwO6mEfqIN155PiMe80m6DxRQ0rE4RPZumLbwsAPs1+jR6UvsiHBcmAn9r3waSmzFyjza6NeFVWwplmKOUX6Z9GUlgbGuHeNKaJtjxkLwJiyU2aX2ftM083zPNkE6pGW35FaTk/OF7NQoLb0xiwtjniNlYNCtM2AAAgAElEQVSGhfJeN01WL0+ZqRRKD4nqie6O/GnNv9zvg6/6MAdr902/oVJLZ1T9AOoAYP0tayCoYGYh6pNjMuEwMQTi5jBgr9nOVSjK0+OEK5QicZEaALhvpxLQ1E6tbVGjhgoA9F8JWYmmUQkdi0tbNZHgmZy9tDLsGnwi73CSf9pBIFxLcsOVg4od/X/ByxJNNpdiH2txBe7OY0y0UcEBuPv4NT8AKZKgW8PaCOjBWMnkAqwcR2qAJm0jd+DERYzNufTCaRx//JBzyVUP7noMZdgzkABApo3G1alYrdC6KBqyiXL35W2Rd/DTG/Q+NQBA33WMHandTVLAzMAAD+YyBuDsM0dw6UkS75gjh/anclfj7OIitN7qq9ckRl3Hi9zBOxzxRjE0F7cIzNzfYxLaOTJwKe51Bgbu363XNGt5t56Y7MHuSwIATQ3SsOZuH8S8rs1xMBvavsCylsEwEJopAcDDsSfwcUiC3vtyfa/GGNL43VJMDzzei1eSbbxtRD/+GQBwR+xdfH89BIJKQEZp94o0beozA2gAgJcetkddC35pgJcVP6KLMwP72+xcjey3AACp7I2Mp5gTtl/HfXq0U0usaMVYfRQEAJ5Ivo02jsmoaZEPoUCGnFITRDyvCyNh7T8NACbn5uLLkGCQYQulgzZ3cARpxqq7zOttcJ4NbbaswPHeh+FoqskqfJxng9Ehw3B/PvumOfM4AQvPnoBMLGOLZkrGPEkiCHBp8gy4yDVz3+X4b1OW3vluG9foNRbr51ofPgPZopF6UPuQRiufUy/V6bVzG1L0LIQdGDUWbWuyBUACEckEjNiC6kG6ykfHTtAw4TidEI/F53Tfw/PbtMMnHRko/0+J922ewdfuVQDgP2U0Vl1HVQv8vVqgCgD8e/XHv+Zs3rcXc0jaTcy/Hay3fz5q6Iw5jSdz2xNTPOEkZrpi2vGs3AYudZmphEYKsFZBSgG+NWEB7E0Zg+K7K5c4V0e++NGrFyY2Y4YMFJLKSviFLUPX6ndga1SK5EIrxBaPxixPxs5QxKzQ7UjNi8MnznfRyDybpRpm1cWG5BZY5Tkc/euwlKZFpwJwJpExvBxMimBpWIbUIguUShjw8XDBB9wHLH2ENvReB1CKkmUFl2ZGQIu0RARZgQgftu+MRe0YuNY1wA9pBfxsCtquAADpI3hOyOe4GFdd59Lr2mchaPgCVDNmH8HboyKxIvQKbxv1d6sP7wGaH+AXnj7BlsjbSM3Ph4OZGaY0b4mRWoLdVFlWcTHHBLwlTwWmj+4vOneDvdz4RPuAlIaVWVKEGibmsOIRU1eUp/YiTR5KS6ptaaUj/H3w0RV8Gn6b93rox2sjZ6GupUrvMTEnG6tuXEJu0WNIBSZoUbMllrbvpAFEEpNg0uEDuP2C0sk0gwxYSLRcPY4+isPyqyHILysDMU0p7Xn70JFcSp0iBuzbhUevX3GQDgELhODIyMVVbvqg6Mv0vFx03rVNbwpwD2cnbBvEdAWXnjuNEwnEspLC3qQYQqEMWcUmkMhEGinA3167iJ2P7+pto5Y2jjg2gt2XHfduxIusMt4UTztrESKmsPTjFVfPYfs9xjgRiiohMq5EZakI0kp2zZ937IA5bRj7sXvgd0h+xdii2tHaqRhBg7/hfvaPvINf3gDwqDMvXj3zgJ0xP9h/Kq0lhrRheqNNfX5HsbpbrtYJhM+YCwdzc6YBuMuHJcFKpCBSEac1SiCXUAiRTIAn8+WpqNs3IK+Q362YAK4kecpqXGYGBgbu0cvWa+3oiKDRDFhrvWsjsnOp3TWDy+A0liJxDgNJMwsL0W4HYxpRBp8i2DCSwafvEAxwd+d+7rp9NdIKAaFAijpm7DmSVmTBmSPYG0txWw5oXkl/ipnX90OWLYZMoYNH9YslENhU4GjPGfCwZ86gpNenL6tYBAGeLGAA4Jo7N7AhKoxLmeVAQK4dWcosATzBI6bB3Y6lADtt0s8QtTQS4/4sxkqOevEcIw/t1x1EpB9rYoKI2QwYp3AhXUEyiZGn3nI/Uqq0BOjh6oxtA9k9RGDI2cf8C1HEdH4iZ41Tinj/fYy9zhediQE4lDnCU7wqLsTUCwfwuPA1B/DYi02xvstQtHdkRkMUDzIzMOgAY2bxxU9evTBBbiJ0IOorrLxthJwyleYc7WNmWIqP22RgatsNXBUb7lzBunB+fTna/lnn9pjbislbKILAFWISGwjoGWupkTZJZdRTgLXPUzsF+E0u4mv7DsBQeeokpQAPCdzNgePaaec1bSxwfTLTOZVIJUhIqwcRMdo57x4Bty4hke/1KHcYBjel+xaYfW4/LiXoPrNpm3oKsOIaIl6nYO2DECQWvIa12ASjnFpiev0OGu+YoMQIXM1aDUsjTTCXFgul5QOxsh1zo6d3RrcT3nhRzJ8CfHXIQtSQf6dkFhVi8P49vCnAtGD2ZwA4kj+pblyMz5rfRGv7l5DKBAjPrIXf7rVHfoWR8luBUoA77d8MqUL/T61DLWXGuDttkU4KsN4ByrOBro2Yc7UsLDVcdanoHwGAA+s3wMb+TGrgbYPSaVv6eest/nWX7pgh14OlQsUVFVgTfoPTUSU95mbVa+Dzzl15HXjJeMc74hYIrK1magrSKSQWq0DPYsXbnvPfrdz7Ns/gaz8NAHDi34gBuLeKAfh3G+9V51PVAu/SAlUA4Lu0VlXZ/1gLvG8v5picRIy6rH9Cs9GzH/rUYq60KWndUFvEn0KYVumIurWvKttx1sVduPg0Q4MpQdOG8U1d8XMnlcEFMdFGHdyPJzmaqZbd6jlj6+BhGhOb5LwcjDwciNclcrdEGdDGsSYCh4/V+AD2f7wMPg/MUMhpm6migfVLrGjdCy1sGctp690IbIs8gzWel+BZnV1XSaWI0yQLeOyBhwuWwdDAgEuBJefYSi1nPUXNn3fqqhRKb+vng6xSXbdgRVkFaEQTuFZbvVFYzg9KHBgxFu1qMQDwTcYR6qYV/7FBrFVRcWU5vr59HkeTWDobTbInuLXAN617Q2ygmYZ3KfEpPr8UjCx5HzlZ24D0dzwcVK7MxxPj8MFV/Yy5W2Pnw0E+8aLjyUqOQZb/IyCTT9REjSCwXgOBSKUHeTHxCeacOs7bBDUtLHB9usp5miY1O+5FYVVYqJIxSAAgnaciRZoqIrZeWnE2jKuXwMCIpUARQFGWZYLKQrFygkZAVNutvnpNQOa3botPO7GUd+rLQ3Hn8arEDJUS1naUolbXIhc1zJth/yhmArL6Vgg2xEbo7dL2dtVwYBhLIW/qtxLFpdrpkGxXsViKR/MYu23+6WM4n/QY9k45EBFQJDfnqSgTISvZGjM82ipNVXru/wmJr4x1gSMZ0MUN2DWAgUbed25idfgNved5ecoM1JPrY6UltkJNU35Dl6Dk1hjjyYCiUUH7cPe5vlRlGe7NXcSZgNDEsPG29TA0L4ORRbmSkFZZIURptjFMZALEyUG4brv9kZqTr+c8VXp9z3Jz4LVru14Vvi716mGnHDTi7su7NxhQJtfZpLRFSj1ubFUDp8ZP4Y5XUFaG5n6bOKk67YoJEAyeQGnSdlzZ5pvXo75FGlZ7hqCOORvvL4tN8eltL0Rl18WDBYwFl16Qj857fdlxJSzFlWNAckC1FLenLkI1UwY8NdyyDqUS/pT3GqbmuDltHlfuTGI8Flzi106j7TfGz0UtcwYKO3uTriB/1DG3ROhUpmW5/nYY1t8M5y1IzfGYnEHl+mVttnkjq7hEN53cQIp1vQYpgag14dex6Q6/g7m6UzKltVJ6q74Y1qgR1vRWMese5bzCkqsnkJD7mtvF2sgYP3Xoi4FODZVVcONjt/7UWr+BQ9FbrrP6w9WL2HmP38BgsHt9rO/HFm72xEbh25AQvef5S+/eGNuILVpRkDMqaaMp9OjqWlqBgLqWjgzwVcTWh5tQKtB0UKVU5MYWn6BPHSYfQEHPr5EH9+lIEwxwc8eG/oOU4BqBK9PkjqxqkpesrcRGuDt3IQe0SKVSxKY4w8FQBjuhkXL/UpkEGZJSXHs5CFPbqFJvPQJWorBA8/klNJDgu25eShMQOgY9t73v3MKmOzeVKald6tbDqj79lWOdyl3LPIrzL4mlqRv1TJtijhub4FOEZzzD9Mu6JiAr2vbDhL/YBMRl42pNAU+106Vb4omcmRuXnYkBx/n17cRCA0RPIBMQftYwbyPIf6TxQy63oSmMjU/v8kVt22NhW08lYEZt3sx3I4or+b9TlrTrgKXt2aLR20ZJRQWa+DLwmy+Wd++JSXIW7dvW+W8r977NM/j6pwoA/LeN2qrrrWqB/04LVAGA/512rjqKVgu8by/m9KJY9Dh9hKVeaYcEONC9I1pUY1p0TzO+gLPsMG+fJwlGwtXhF41tv0ScQVDCfZRWyGAqFmJmE0/M8+iusz9NkAlEICYapVb2da2PuW3aaYB65N7aarsvCit0BeXbOdbCwREq04qNjwahsFKCyMx6nMkBGYy4WL5GE9sXaGDRH/1rM/Di8et0SLJGwN1Kl9W499lQTG7/u/Jc++/difgsNjHUDnWXxma+G3g1+BT7KFljNIHfwe+uS2VXdFexH2eeOILLz/hT3qqbmeHmTDaB/zORW1qCmIwMbjLfrLoDb+rv/GtHcC5V17hirGtz/NpeNYG+8zwNZC4i0QJKLcRGODV+MmfCQZFZXIhuh/1RwjOpaGrngJODp6gmIKUXIMtdiBfFZniUZwdjg0q0sM2EidgWAvsTEAgZU5AmhqvDr+uAEoqJ6v15i5X6VPtj7+MrnhRgVxtbTtDd1JAxQMcc3oc4YTwEQhkkZUQvE0AolkAokqE00wQJM1mK1vN81pccIKJOB5Nnay1u1w7L2rMUpBnH/HA1NZ8zBFAPAm8a2Bbh3KTvuJ8LCqLR9ECwXlbh0T4uaFWXsZca+axEWSU/AGhoIEX8QgYAjjy4F2lmsZw5DDH/yCCG/i0yqkRFuQFaCdpiy8DhXNlOO9bjeT4/aNS2tjUOjmApfASi/3T9it70xYuTpsPVloFbu8OGYqLLQ95huiRyBDYNZC6fn1w5g6D7cfx1ChgAaCk2RmllGZrtWwVja91nglQigE2hKa5PZiy8scf3404yP9OIHIOT5GmjGYWFnJaUvpjWvCW+7cbSyUcG7UXUyxccKKxpAgIYGQvxcA7TfSTW2ODAPcxMVw0EJPCP/tzYbxAGujOGav+d3+JQzyCYammnlUuEGHNpGE5MYW3EwJjDets9cMRYeNZmaauDD+xGTFaG0s2X+1F+HkNcGmJDP8bgIUDAc68vx35TOP9y5YSAnZEpIiYvUN6XzhtXc7qCfDdcDRMz3JzBnkkzTh7BlST+Zxd3HXLHb2JjNdi0lmOJ0T1G7vEcsbOcAE4hFrbxVKbxvYlVSGw1AsMU4bFlIwrL+E1IAkeqFlkyigsw4MQOZJXKF5fkFdDl7+w9Bl1rsdRnaps+e3fgqdaCFW0jQwYCPhUmAVOOBuF6Kr/UQdNq1XFiPGPw0jO49VYfNo60goCgqDkLYSFmi1l07WMPH9DRTiMt2BPjJ+mwok4nn0R09gnIUAAD2KN3reloU5255apHTkkJfCJuITYzgwOCejq7cux7AzVziU23b2L1zRt62bF35U7r1EbXYj3RtZquXl+5TAqfp4vwYWfGSqaorKzE4GNbkZSTC5lUAGOxACu6DMBgN6bvqghitf92Q1duoGl1BwSNHq9cjApK3YCoHH7GvIXIBp831kyNfpiTiW2PbiG5IAfVTMww3q0Vujiy/lbEm4wwGttXw6kJDOx/l2jgvRYVEp5OB2BpLObcfSmOP43DB9f0L5idHzYdDWwYM/dtg1j65OxL/a0dn3Xqgrmt2aIvxZJzp3CK3MF5QmHio76JZEKiMl5w5mnutvaoY8He++ox8chBhKelgoyiOHkCufmOkdAA5ydN42X3ve21/RvKvW/zDL4+qQIA/w0jteoaq1rgv98CVQDgf7/Nq45I6VppaahTh028UlNTUbs2Y3H9XWPngwv4MTgawtolEKhhCFwq1nMTDGpqj7U9GNNIKi1HTOJgNDPXnNDdL3CGh+tJCIXvvgpN9e68dxc/h15FhVwQ2tLICGv6DEAPZ5Vw9ObI2/j1Jr/WGNVxfyZz7KX49f4QmIg1J3KK9hdVdMfCZl9zf8pKTkCWx1IEtUMCOxjWUDFX2vr7Kllt2mVX9+6P4Y2YoHrzzRtRoKVXp15eAQAS87H5G9Jg1pNrnTsTIB+wbyceveYHH80MDREzf8mfGl7H4x/iy0vBShYcpb+u8OqFEY2aKOtLyH2Fvqe36q3/5vBFSrbe9ONHcDWZf7I/s2VrfNVFBf4uvxGC7fEROoBZYL9xaF+zrvJ4klfDsSnGCBsetIZULmRmb1SMjR0uwtN5EgTmjGm0614UvrsaosvCkwEigQAPFyxVAsodt23ByyJ+Jtrvvftx6dIUs0L2ITzrMUozTZVOyjRTMbQqg5G5BPdHMjOZlwXZ6BgQoLeN+jnbwGcwSzvrtvMHpObpOojSNlOjMsTOZQYGsspkfBb8Aw48b6jTRm0tXuLQsJEQGLG0QE//3/CqhN80w9qoEnfnMifN0Se3IVX0GLlpVihX05kTm5XDplYeWhm0gXdvBioSWBj1UtPNUXGBwxo0who5yLIhIhyrI0M5/UF1bUEywSANwuvj5oJ0JSma7foRu9qcQ3NbSqtWhU9CC+xN80L4hPncj7vj7+KbyxeZK7Qa3MA52VpIET/1IxgKDTimUbMTy7k0ar6wqDBD2EgGAE47G8QBUUKt1GI6TxjLkDSbgaS5JSVo5c/SE/liZovW+KorG8cN/FehvBQMCFN3ASbjc5EUT+UGJGQe0H2nfj22nUNHoks9J67OwLAhGOPCb8RxKsUVQ9qd5cqRFllgbIze81zU1hMfdmDi/GSkczkliSMnKnXbiC8oAKY1bYHv5e7LpG029kggtw+leSpCJpTBAAIOkFCYPLhtXA2Ch1mdLOT+K/BQA7eWBZ/G8Uf6jUVi5jHjCGIaeWzeiDKzAogsVWwjWaUA5a9M8Gm77hqgxLeXL2JPjCa7jlKKz0+cBjs1CYOrz55i+oljOu3UtZ4TdgxlKcUUa6JCseFeGG97tnOog4P9Wdo3RdyrTEw+FoRsNaa3kYEI3v0HccCZIhaeOYmzTxJ46+xQuy72jmAGJBQ7Yu5i+eXLmmUFwHKvHpjUtKXy93mnjiM48QlvnaQ9+EP3nrzb/hM/Tj0WpGSLaddHfR8rN3ShvkxLbINa8hR27bLXcqajeyOVZu/bnBux8CltVFsLVrHvFmJeurpxf55K34rwLKZHrB3VjGpjaQP97DN957L47Emcfszfl+rO8W9zLYoyow/tRySPZAVtH+jmjo0DmK5hSOpTzLjIv/BK28NGz0NNOTP3bY9PMiFzT/Mz5ul+JNBZAf5mlxRzC3sJ2ZpmPtpAIR37/quXmBd8HM/VTGVme7TBF+27aaRpk7Zvn4M7IZGont30LJ7RrCW+6/LXjeG3bZ+/e7n3bZ7B154aAOCEv1EK8L6qFOC/+/ivOr+qFnhTC1QBgFXj43/SAu/bi3n66UBcj3lBNosQWFVw6WuoFEKWZwhUCFGvrikuTpjLtSVNECccDsSguk/gWZ2xacjB82RKfewbOU6ZsvouDX/uyWMsOKObdkYsBNLWaSh32Pvg/Gkcf8I/kaTj7RsyGh3rMOBo+vl5aFb7CW4k10d6gQ1EQglaOSbD2TYLua+n4oeuk7hyJbnrYFSqf7IvqB4FgdAMpZUVaOyjf9Iwu1UbTjuPglKpiBWkL9TdaDsF+Gl8KCv2oRTbG9Nmo4Y500kceygQd15oimAryloZGSFqrqYGIjniERCXxmkAmqO7k7OOtg+x9cYfPsjYPmpBk/m9I8agvZw9dCE1AXOu6Z98HOw9CW2rM8C7567tSMrN4VIQlaYDlDkrE0LdsS+ruAjttm6GlDT1SNdIINdGqxDAkkwr5jHmAwUZv3wd6anTnOaiMpwZUoo6tdjH2rXkJEw9cYRzX1WwmxSIhInQkNNzpKC2IVdDLl2S0zYjphETUyfQg1KgPuzAgLXZV/biUuxzQKrrxGFkW4qHk77iyt1Nu4dRR/idCml799pibB/BrqmF38/IL+U3nhEIpHi6mAFRNIleePxLnEm1ZeLvcjcKQYUALa3zEDThaxgIGeD945UABNzndyse09Acv/Zh9+/S67tw7mG6BvinaFgj8zJMatkUX7VkaYlTjwYhVA97aZ5aSvOOB5H47uYlptVWoaYbJ+/XSyNnws2aMQDd/FdBaFSGsTUS0Mwqi9PmvPCqHkJzasHTqi4ODB/PlXtRlI9eJ7aisqgEUtIolAk5g5wyEymGuDXFhi7sHPPLStDpPGPE8YWpxAy3hjMAcN6ZYzj7PAGEWgkkmvp2ZISRJE+T5vS2AvSnjaoLyrtu/h0SqovHW0QglSFJbixCfUkaoooFDu1zjZ6jWrwIu98d7as/x5N8a+7ZSlYLpA/W0DobMdnV0LwxS7ceezgQd9L5nwm0nRZPtg6Wszn1uLzSPdDGsRYOjWbtrs8cR3G+BK4pUpXb+fvgdQm/1MHcVm3wmfx5eOt5GsYFBfIyFc2MDREzR7V4MepsAOLKdBlzMokA+7vMQovqtbhTIc0yYmTn8Dh+ftm5G2a1aqNs4kH7d3OAnXaQPmnYjLlKvdMPrp0ESRPwhYOpOW6NYc6xikjJe42fQo8hOa8Q1UyNsax9H7Ry1HQ6pUWrlTyMNapjRqtW+Lqzymmdfrv5PAWrbl5HZlER99z+pH0XtJObISiO22/vTiToYaJ3reuEHcNUoCbtU1hRimsZj5FVVog6ZrboVN2NA8//TEw8ehDhqfwmPlRf8KRpcLO1g0wmhSxDlTatfawM2Vg4Ov74TqfAsVO3bta7z8cdOmGB3OQquegR/J9+pTQFUt+pl8N4eDmogNe3PYk3AWbkkkw6c+8agbH38SUPE53qUQc0iUnnddif09/VjrYOtXGw//h31rgj5vbP11WSLdr13po5D9XMVNqVJLdAzHnSxKVFx/5u7kqGsWLf1yVF6HuQWLS6z4XPPLtgfgvVe3zI4d24/1L3vjQQChA2ZTYczHRdtt+1ff/J5d+3eQZfX1QBgP/kEVp1bVUt8L9rgSoA8H/X9v/qI79vL+avrh/FwevP9PZZkwbGODacMXMWnTmJM3oYDaQXtEm+Yv0uA2BsUCDuaDm8Kfaf4tEC38sZDb+FXYNv1B3+qmVA+NQ5cLRgH43ddvggQ5QFqZoEIDEazcoqMa1+X6VmzZ0nq9HanD/dr7jSEKY1Yzh9KmIauW1aq/eyhrg3xLp+A7ntG2+HY+1NfiZJTXMLXJ/BtOhIB6e53zoIDCUoL1O5rQqFEhiKJNjYa7SS0fAmo5QW5CA6dqLy3CiFccaJI3jImVewIAbWtiHDucmZIt7kLKzu7Bf0OAaf3NaffrTPayI6yBl7ow/uQ+TrdA5AVgUD2sY3bAGaKFEsPX8aJ+L1g7nBE6fBTa6J1nvnD3iSz8+Y+6CFEEu7ME200TSOMtI4swINQIYyrCqBpwuWwcDAQM402oACcSlzVFQEAVhFBvihUy/ONIWi18EtSHzJzxQUEMNrAQPrnue/QqcdO/W6jfasaw7/YQyE89j8GwrL+dl66gDgH6WiHho9Dq0dGSBC0X/vT4jP0tS8dLEuxfmJn3PXTTHijDein/CbcND2vs0c4OvFwPGWWzYhr0xTRF9xLDcbWwRPZqzgSylPMeOCfoD4/qQlIMdGCq+d/kiqyAbUzYWpC8oEWOzRER/JGWtUdv75zTgXX6jRpgaGEhwdPRpN7Vl6Hjk/Nz+5HAI+p2TStCq1QOQYxvDlWHDpiZzBhDarUFQuwNPFrBwZQRA4zeeUzF2DizO2DWIapi6bf4eUE/bjCxmeycdH3KsMDNqvX2f1h+49MNmDjblTdwYivcgUK+97cuCfIhY1jkQLu1fo0ZK5V3995QL23b+v59jgTIk+bM+A7Df1pbO1DS5NYexUb3mKJ//VyHBlykylniMBmpRGyBcEKh4czSQZjj59gGUhpyHQckumtGuxuQBxk5cpmUZdzv6OrDJdkIPq+cqjPya6MADhTeCFut4nscWIVagvZrRoha+7MhDux9uXsC2OX3OTZAlODZ6mrOZ5QSqmHN2GxFwVSEGGPn6D+6NFDRX4+OHlMzgaF8cAZ7Wga/dydsb2AZpgnd4TVdsw+egh3Ejld9cl5jIxmBURn/cSC2/tRUapSvuyqXUteHtOhK2RpjHJ2xz7i5BgHHgD6zRuwQdKE6XXyS1ga8TPwr+TPxme7sxE6G2jqLwczd7Ql9rsx/DXZ3D6+XbIlLboQDOrjhhddxkM1FMd3vYE9GjxTmrWnGNd/hmTCVoYoHe7NpOVT1cv6tVzzLxwGNllKnDNzcoOu/qMfmf2H13ysUcP8WEwP0uSZFgoq0Bb3/ePmmp7TCSWh2mxWOU7cSD6ZCYLUFpZiYZb1uutbrJHc/zYhcnOVAV/C7xv8wy+q6gCAKtGd1ULVLXAX9ECVQDgX9GqVXX+YQu8by/mk2lhWLY/HAKFiL3aFVLq18JBTljWmE14e+3ZjsRsfhdgFxsbXJzMJpLvEmwiWQmBiYTTfiI2lrTMALIyA9S1ssKVqbO46igNpV3AZl4jjjoWlgidwlJBKZruWYlyY13wgshuE2q1xQ8d2STJ7855DK/2Ca8z6dZ4D0zssI9jzv0RA1A9vZXS/cg9llbMtUPdLIRccidf+wlm5iV4kW6L0hIxRIYSVHfIgZGxBCNsJmFGc6bDQzo9Iw7u09F9om3qKas0oSB9qAgeQJUm+ucmTuVMTSjGBAXylqNtLRwccWQsS3kLfvoYc68fZmw57SgX4ECfiWhXizEARx/bi8gUvji9kIEAACAASURBVLRRGWa2aYWvOjLttBEH9iI6gz+9lLb/2rM3xjRhjIomvqtQTI6kPDHQtSY2DWDspc47/JBGE12+olLg/OhpaGBvz5VtGLAapSIeUXMZsNZzEIY3YNpTvfZuQ2KWro4VOxWVcQRnyLBrC/89JJBhTqtm+KITE90fsHczHmXxgxxGBsDDhUyfMup5OkYGBTJGoxExKsl5WgBQWqxUgJW9emFUY+aQHfY6Dp9Fb4cgX4ScPJrYC2BlUQSBdQWWN5sMLwdWbsgxb8Sm6AcAO7rZYM8Adg+THps+xpqdiSnuzGaLAjSZ63t0O57l67bTYOeG2NRD5VDdYy89P7JgbVMEgaGUY1yWlYhQVGjCCf5P92DaZOFp9zHhSDAvCGduWon7s1hKc3F5OVoErYSRuW5fEuBfvagWQiYywH3q8UO4+iKZn61XCaUG4L2MFxh2aC/HaOSLHm4u2DaAPQ+bBaxFQQk/CEbjQwEAkuM0Oa3qi/FNm+GnHn24zcP3foN7Wda8RZvbvsbRSUxnNb+8FC22bFI6UmvsIJDh0dwlEIuZJEPTzetQXM5/nrWtzXFtCgOnKY3+e0qj1xPqDECXDav1lrM3M8Htmczd1zfmJn6LvMqB8IqxSwAYG9NA1LglsDE2QaVUAo8TP4JUICpzjCEj7T+BDAYWFRCZVWJW/U74sAlbQFhx7Qq2R/O75pKj92O5CzA9N4cE6gdee7m4wm8QM4QiA5AhJ3eiXKrbTr907Ivx7i2U1zss8Hvcz9RlKFU3LcLlKR/BRMzAtYmnDuJGegobS4rxRGC1EGhsVx1nRmnqxmUUPMOR+JN4WVwARzMLjGgwDNXN2bNVEWceJ2DR2ZM6bU+scdI0JDMjipLKcgy9vAkvSvJ0yhILcHN7pj+oCNLYXRF+mWOvi0UGGO7eGJOaqFKPqRy9syiVXZs1TtuIGUrjg4K2bwwZj8VNdF3M88rF2Ju+Aos6sHZ/2/gjBiCB3QR6q0dGaTIS8qNQKatAbVM3uJm3+FNAnXqdT1+eQF7BFc4NytysPerXHPv/rpMyK2gRVCgAOtaph+ZqhlnqxyZ9yrPP4jkmoJOFDfo7ucNEpL6awkpTuvSp5Ie4n/USlJruVctFydJX1JdfVoa+e3Ygg0cKg5xzSQrkXeOXm1ex5Z6eRVoAiXM+4tKAn2Rnodd+flMTOqaXsxMC/gQ4/q7n+z6Xf9/mGXxtrX4NTcf/fVKAY/dXpQC/z/dG1blXtUAVAFg1Bv4nLfC+vZgvpcdh5vEzEBUyYEERBP5VmkvxebdWmNeEATcddmxGRj4/eOFgaYZwuZvkuzS8y4ZVENmVQWiiOfGS5BtCWGSM+IWM4UWx9uZ1rI+4pTGJJ5WwYyMnwKOGymW2fuAKJiLPE2YVJogaz9g+hx8+wO67O+HbMRgOJiq2wvEUN/wc3Qe3Z3/AfdwTsNZ9+yq4Wqbiyot6ylrtjYvR2Po1BjadjdGNVYLlocnPsOTcaeSVqcAWYjOSeQB9AFNklxZgcvhXeJpQU4MBSCwwJ5dMjHHugbmN+yuPdTohHp9ePKfU66MNH3h2ALEFFOyD5NxceO3SrzW2f8QYZdrOsnOncTyBn4Wnrj/08FUmBhzYCVhUahrFULpngQFuTJurdM5t5rceRaX8xhFO9lYImcDA3M8unsOhuAd6h8nVqbOUhiH1N63R677sWbM2N+ml6LFvGxIL+MFpyvZNmPkBxIaGHGvMde/v/EAhgYOmDjg3krHbZp08ipCkRN7zpMnak8UMrHtRlIMOB/0Yy0mN/UjgncxUgoGu9eDdnTGifr1+FX53+ZlGbRwdcXA0A17PJ4Rj3oUbgEUFYzUqgoCEAhGmN6yFb3uwsl9F70BI5kNIpJqpfQYCCTpWc8PqVgwc/+baDuyN1tRxUr+4T7u6Yl4LNjFv5eeNXJ4US9rWwM4eZydOVe7aeusmvJYVq9K+aUslMKhuA3j3H6os18B3NRq4PYONlSYzKDGlOuzRFEdHMSbrsMPrcD+dH7CitNUHcxfC1MiEuy9dNq6CkUMJDNWeHwQilb4yQVPzWjguN1rw2rsVSYV6wFyZDM/kKcDEGmvqt557FmozBUnrjxwyP/Fkhi6jTu1ERIqmnqHiYi1NBLg/nY2P4/EPsOw8AYD8QHY/Nzf4DGDtRNp6Un32ujSJXsLqPJwchc8un4Yk31iX0WhdCp+eI9G7FtMQbeT/Gwe08oW1FXB3qtzROeImVofxOzpTu5Ojs5M1M91x3rBKL0vSzFiEmDks5f5EYhyWXDqlywAUymBqJUTMpGXKZ2LnE6vxPFmekq88WRmEppVY0bMnxjm35X4NiL6LH6/xM43qWVnj8lRmUEMAcdM3sMbmtm6Lz+Tu3FS+b2AA4ksyNbrJRCLGrYnzYGlswtWZnPsUXrt0NQUVp7upfwMMqM9MVT67eh4HHvHrNPZ1qo8tfVX3xr2X1zHt4mXkVKjkAezEpdjZqzeaOnTQ6Dq/yDtYGRaqBOKIqUXsaoV2KRW+lpHAsf/0xeU+H8PemIGY9J7y2rMVuUWai2adnetg1+AxGlUcJzD7wjkNENDB3BznJ0xVavDSDt12bMZ89zMaepbZpcZYGNYbg5pOBjH23iXIJMbDdwNK9bBOvQcM5tJS/6qgZ42sYAVQrOUubDwIAqvfIfiTrML/9PmSAcfsK4dx7bmmFu9HzbtgsQdjBCuCUuNnnzwGcstWRB9XN6zrOwDGPMDiH53r7gdR+Ob6Jd5itcwtcGMiW2ggsNn9DQzAmS1b4ZuOmunxf3Tsf9v2922ewdc/VQDgv23UVl1vVQv8d1qgCgD877Rz1VG0WuB9ezHffv4MY04GMQ0vwm4oXclABhnNF4XAOq+uGObOmGi9jq3D09QKyAwEIICQgpsoS2RwqWOIS8NUzn60jRgY+2LucYYLtS0sMbV5S6UjqKLZ3AJ+gYi0B3lCkmWMx7OZhldWcTG8dm5DgcIFWK6JRtva1ayFA6NULsD1D/6oNy1QWCLCo8lMgPxBRjQGHrkAR4s89Kj3DJbiMsTn2iI00QkuljKcn8gMGSjORgxE39qPEZdjh4R8W1gYlqN9tXQYCqW4VeKDbm4MJKWgyQKBiwfjYrlU3xY1HPFJx86wlKdCUpnM0iz03OfLsZ+0QyiUYnk/d0xwU00QaQL04dXT3Ic9MSwaWFeDf69hsDY2Ve7+JndMKrS2zwAMbchAgbU3b3DpygJTCQTEvKTzLjeArNiAE9tXTIxzSorR2t9XpZmnYKJVCriJ+8P5H0AsYuCC26bVHIOHLyxNxIiezXTwCGQhsxQ+nIOE/CNmM/YQhbPP75wLqHYQIOFgaYxbU5n+4aeXz+FgQiz/wQHETF8MciPOKi5E68Ob9JazgxkiJ7PznHT4IMLS9WteKcCY2OwUDDqxn7l4ctcvB3qEMm4ctnewR2B/BkokvwrGoEORKKrUNczx62WAXo3ZPbQ3+hS+vhfLz7yUAsPt7bCmP2O3DbnyI17y6C7RNlsjMc55fc+VS884hS4HCPTlA6JkiJ3RGabmjEXTc9c2JOXyA2Z9Xd3gO5CNzYDoSCy/dhkyAynTKqSuomdCmYB7NjyauxhGRgzU6Hn8E9R25NcqTH3WCCHydN0OO39HRp6evF5Kkx0/HI2ruaBCIkED73Vc3QLjSgiNJJyLqKRQBIFMCK96ztg2lLH1Wu7YgBw9brAcW28uS+emcN64SsMEQ/E7jblZrTzwVWfG1tsfsxUrwjNQVKmr6TitYSq+78HS3A7FRuOzENKI1G13qrOPS01sGcTAXFoQ0QcUUtmkJWzx4teo8/ALjdFIE1acpwAyfNrTE/OaMKDSeQO5mdNSiWbQ/UeSA08XsWfsjvt38cPVEP5rF8oQPJ40ABmL1mnjKgi1nKzpd6rTxNgAcXPYOCa2DzGN+O51FzsbXJyoYo039FmL8kq+B4iMe37Ob8PGJjnWEsv6ZVkBZLTQQyxZiQCCcgF+7tFHQ49tzKFARPDopxJodnsmAXssPd034hZ+D7vOGLfEUKSgcSwVoLVjTaVOYsTzmxgTxA+S0i7fdKmG6S0Zs+9h1isMPbpHJ1WaWIqBg8eirSMzCCurLIFX0Eo8L9F9F9QxLcalUZ9DbKBK7ycdU3p2h6Ykc+nTfV3cON1Ddcfek6n38GXUEa0eV/15tPtCuFlW534YdngP7qfrusHSti+7d8UsDwa8KiK7uBi7YqLxqqiIaxsyBSKpDPXYfT+aS29tYJWFhlZZKKwU41ZmTVgY2+LMhKlKp2TFPsQ0J5MNSvVtVK0aiFVvLQddFWXYO+umzjW529px7u1G8veQ3ovWsyE5Lxc77t0F/b+aqRnGNfFAyxqOGqVlJacgy2Ou3tohsPgSAjNVijhtf5T9CrvjopBeVIBaZhaY3LglGtrqOvVS9sOBlJu4l5PM3aHt7F0xvE5bGOjTNfiDi/vt7hX4PtBtI9ptb69x6OTIzIYUQd8nN9NTkVtSChdbW3hUd/jTjEZys+4ftAsvilSAouI4yzv1xBQ1M5txJw7gZmqaztUYioS4M3WeTt+/a5/+08u/b/MMvv6oAgD/6aO06vqqWuB/0wJVAOD/pt3/9Ud9317Mt1MOYdw5ApX4J9zrOwNDm7BJ57DLP+FBigDlFZppJ2LDCjSuK8NxL2aKQHH+6WOQzpx6GqGJSIRtQ0YoDSaonHvgCgjFelCjYkM8msTAuhPxD7H0PL9mDW2/M2u+0v3RbR/VyU+jERaJ8WgqSyHcdscX256lol4dTYfd8nIDxD2qjZiZn0JkYIjyijJIM5tDbMB/nodSBmJsO5VGIAEiO6I105+crG1wcNQ4peh8ZmE62m9njpt8sbS9GZa0Y5o5pEHYJcgP6VrpXMZCQ1wdMYcTjKe4+zwdo4L010mT43FNm3Flpx0/jOsF8RBQKp5ayMqE6GBWH7uHM6H0bdER+OmafrFw0n0k/UeuL4mtp4e+ZG1qhLuzVGYlYSkpmHo8CBI1ExIyNCGdMSsT1UTYacvvDFSrVDGyOAMPQxkMhMDTOQy4+eTKORyK1w8AJsxcygGVBKS67VqpyapTu37bSjPcnc4AwDelwdJ2BQB4IyUJEy4eZOiHBszCzDuqCc0QMY1duzTvS9xNDcWS8F54WcL6zVRUge9aXsfI+oDQnuktLg89g4AUTZdT9X5qKLLB2bFsfHS78A1K9DBjjIQChPb5iSv3w+Vj2BnzlG+4sTZs3xLz2zEgu5H3WpRJ+Me7o7k5bsxQaBpuRAFKISMGnjrCRJdeKMLClm3xcUdmkDM2dB6MjfjB/tycGjjel52n5861eJXHf2wCaKJmLoC1qekfanM2tLPHGTlT0T3gd5SX69HrE8jwTD6Ozjx+gEVnz+ltI2OxAHHzGBBwLnY8ZLJ4fBcxCJklltxvxgYVWNosBC3sMtG+Aeu/Jef34FQ8P8BC26uby3BzBnvGvolZpw4Ajj+xH7eeMSMmvujf0A3efRhIS3UqOkfdsVexX5KcVehz9xZW3g6FoELXBZgWhELGTYeL3NClnvcqtvij7QIsBEQiAZ7I22jP/Wh8e4WfFUTnQrpxBNwQM7e+HMzlux4nK2uEyJl9tP3T0LM4+ESTXWctNsb5YdM1DATiMjMw9MBejecM7a/u5kx/99mzgwMr+YI00eIXMSZ6bGYihh+g5xa/kca3XV0xTc6ipfLXUp9xGogKYwRLsRFWduuLfi4qtlpk+mWMDNafOnmsXwe0cGRgLslRTD4apOMe29vFFT4DhihBwJicNEwI9ee9HrFQhNB+n8JUxIBrd581qKzkf182rGGHM2M0wS29g05tAy2C+UTcxoZbYcpvgPq2diCmnroWLe1CRilkmKIepFtL70tiFyqCUlt/u3EN26PvKhmIJFexccAg1LJg99+7BqU8TzkehELFwiIAAmhX9+qPoQ3YYhmFNGcxUHaev3rDNhDa7VNuu5KahDkXj6JM7ZlsZGAAv17D0b0O0y+lKJNUYMGdAETnaBrfdK3eEKtaTfxTIGCP435IzOdfZJns3go/erLFi78qxgX7IjI9DxVKnVsZrKxLsKfnDDSzZ4A3Bb2HRxzdh/uc0zx7KpmIRdg9eCTa1FCV+6vO832v932bZ/C1tw4AaMYvffHf7KvyolxUpQD/N1u86lhVLfCfb4EqAPA/36ZVNb5FC7xvL+aIVH8EPbqIwETNVX661D614jDKvQb6uP/MXXmf06sR/4J/Yu5eQ4gLg1gqWX5ZKTpv99f4qFY0XXUzM1ybNlspMN3w4ArOgZgvjCuMET2WsVM2R97CyhvX9fbA1akzUceKfUC4+P0KA5sKyLNtlfvIKgUQF5vgwQx2nsMP/wTjWrquk7QtL88EQV4/wlRsiYLSfJjlqsTdtU8iKKUHxrRjDoWU/jv1OL8pwmD3hlgvNwtJz32CLruO672e5Z2sMKk1S5n98sZ57HscDUGZkAPCOKCJWJrGUjS2ccCZYWyCdvfFc4w6tF9vnav79MPwhk247V5Bm5Em0wQ+FTs6whbXRjMW3qqbl+FzW1fLSVH2Ry8vTGzWivuzie96lFTwpwBra0TSBPFIXCw3ScwqKYarrS2+6dqDY0uqBwcAKtieijkq/U1EVagAwA2R4Vhz5wZjsiqyR6mpqJAQeDBjCcwMxRz7sNm29ZAZSiCgtEh5nUyXTIIGxjVwfhJrz/ob1+gAB+rnpkzHfBCDD8PP6iPWwU5girsz5QBg7jKUFZ3DhrhWuJDujAqpkHN5/czjFqqZ2UFYjWmwfXMtGHtS+XXOaHszk5o4MYKl4XYJ/gZlPNpltM2QHKXlwNrsE0dx6Rl/SjOVHd+4GX7qxSaIb9J4o8nsw4WM4UXgQblZOf+1S4C+1RpgyyDmRjshbA5ncMMXhhVO2NqJGQOMOLoT0S8ytcxk2F5C83KEjlkER3OLP0zxVNcQbbCL0mBpkYMHBBRJ8GwmWxRYFR4CnztRvOfIHV8EPFnAnh8HIvuhY417qJQKkZhvz/Wlk0U2zAzL8bLIEm3d47lyk4/540aKyohBu3IbUwkiZ7Hn3NsCgJOPHcKNFH4zCKqnr1t9+A5g+ovOpNenxphWHl/+mwIADLgfiR/CLyvvCe7ekN9rtM/FMdPhZsOMhDgAkDZq40YCwMjQAPFyBuDHF8/iSBy/uy7VEz13IceMLikvR5M3pOvSIkf4TAY6h79Iwfhz/Asd/eq5Y3MPlb7c0MA9iMnUBV8J5KH73MWGpTR327EVqfm6enlcn5NumVxXkFxQl53/BfFZKgMeRXu62rzEknbTMbhBY2UTvyoqxPQTRzlwkQBcJysbbB08TPmuooIhiccx4yobK3yx06sJujkxk6nV4dfhfecWb7nl3Xtikjy1lp6vS+8EIuSlrszDggZemN+gu7IO102rGXuZJ+rZWeHyRPYeoqB6DzyI4RjueaWlHKN/Sbv2aFSNsQm1g1hhT3OyYS42AgGACgkMRTnSvxt3+ADvvn1c3LB5kIoFryj0urgYz3JzYGNszPXfnzHgoLoIUOyxZztSePqdtPNCp87iGIEU0uyZQHkofyOJGkNoz9LCiyvK0THQDzlqZh2KnWyMTBA2bg5MDRn72zfhIrY+5U9l/6zxYIypp6lpyH9wzV/bH/bmNCT5YqRLU6zuxNLT/4o48OQWvJODQGt6FZRNIBVCJK6EgYEMZpU2ONtXlVFBxyd5kZ9uXEV89itYiY0xw6MVxjdr/qf786+4pr9rne/bPIOvHasAwL/r6Ko6r6oWeL9boAoAfL/77709+/ftxXwq+TxeZv6CFdEDmMmAYqYoBBY1DoGlzWDMaczAoK5Bm5Ccq3KhU++kutYmCB3FQI5ryc84hpm+ODV+MhrLJwyN9/0CqTE/K8imwgrhY5mW1LrIG9hwgz+1hVhBN6bPUbrhUQofpQMKrSogkKdzScuEkOaIITY0wKO5jMHT4/DXcKiVyXua9BG7pslK1LRkoGJCgifcLPk15o69XIwRLRhr7JfrV+GvR+ONJiyRcxZy5SolFWi/dSWyyzSdWxUnc3h4W7Ss05X7s8vBzUh7VajrJimQQWQBPJ7G2EORL9Ix+pB+BuCvPftiTBOmVdjl2Ea8rOCf8FYTWSBsOGv384nBmHfqvh69LxmOjfOCR3Vm3uDhtxGFpeW87elmb4vgCUxbj+vPm2HYcDtco6xIKOTcirvUVaUpOW1eSTNw3jptxVLcncaAm8spiZz7sbqOJf3OpQpbm+PmFMaWo0mf26Y13L+1nV6pbBuHmjgkN0Bpt9UXNNnUFwoA8N7LdAw5rV9vq66xNULlZhQleZsx/WwCbr3SBBBqmBTiQN8M1K3jwx0u9tVLDD4foFer8MsmvTC7BQPtu59fjmIZv7mHkcAQoX1/4MpNOxaEayn8gDdtH9OoKX7tzcxK3gQAqjOi2u3yRib4J5xcP3sOwjC5qcqE0I9gaMSfVlzfsCu+bskAzblXA3EjKw7FmeacGQT1E93jIstymNiW4vaAb2BsYMixSEgjUp9jb00rc1yfykCjJnt+R1G5TA6gq/HgRDIIRRIkTmVM4xtpzzDpSJDeOo3FQNw8BgD+cHESZjTiZ7eFPnfDhLYMMPgk5DCCYpP01lnLRoLQyQwAdN24mptA/9GYO/YoDsuCz/DWSeM4YMgIdHdy4apRAoA8lRIk+lSuZbnl3m38cvMa76GpzpCxM+Eq1wB08lnFb0ACwMbMGFHT2HNu9LF9iEx5obfOiNnzYWfCQBbXDat5U4Vpm5eTM8cep/g98hq87/O/C8wNxYidxMBpWohqscVbb1uS0QEZHlDMPnkUl/TofdqbmuL2LGZ6QymT7fy9UccqBUm51VEmMQRpbbraZCAxpzrOTpyllLmgVNnOO/w5oxz1oOdcyJQZqG1pxf18OS0csy5ehYSHhS8SSBHQpye61GT3+vADe3FPj4ES6bdtlqfmc+daWY7fHpzD8RQywpDC1ECM2e5dMNOtiwbI0nq7N3IK+Z8ffRu4wrevClDlY7cTWLZ3xGi0cqypf+Dq2bLqRih8tNh/iqKUpv1wAdPh/SsiKTeHAwD1hW//IejnWp/bLC1YBRT58Rc1GQmhFTPnufMyDaNO6V+ECxo0Hm3lDLdp4ZsRk8svMdGteiOsac0c2d8lZoQcQkg6P8v7mzY9MbOR7kLvu9T/prJzrm3Dowp+XWGSZrja81dlqjgtVk48cgikWage01u0wjdyZ+7/1Hn9E+t53+YZfH1QBQD+E0dm1TVVtcD/vgWqAMD/fR/8K8/gfXsxH3pyEl+F3YPYWAJLi2IIyLiAdNoKTVFYaIS5Hib4rBWbUI08uRcRGfxpZwScHB7MRPyPJ8Rh2Tn9rpeBo8agXU3mbth552a8MsvU0eyTVQjQ1bQJ/AezSd/G6DCsuXkDAnKH1AqpqQTXx81FbXM2oVLpaMk1yeiC5HpV1qZi3J3FwLruR76GY01+AJC2r2z0K+pYMYbIkmNfYlW7wxDJtQ8Vp3DlRR2IbP3RtR6bbJM4PYnU84WlkRGi56rSYE/E7sPSEN3J8QjXEqzs/6XyY7lFwEbkF/ADawKxDE/nMQDwQWYGBr/B9dJ/0DD0dHHlynY5sQEvy/hZSdXEFggbygDAh9lXMPf0OaTl6OoXuTukw3/AFNSxYILuzbZvQGFhOS+wVr+GLYLHML2vxJxs9NodwNtGlF5KDFGFntXi0wtxMs1JFwiTApcHFcG5NtO3exOTpI6VFchYhOKPQKPG1avh1Dim4fWyIA8dA7bynqdXPSdsGzqS20Zi6v1P6Hc17O7gjJ2DWEr1B+eO4sRjfhZefWsxguX6g6Tz1Wj7WsjMeBiVJUKEj1uAGuZMxH9scACSpAk87DYZashccKI/MwH59MI5BD3Ub74yv3VbfCI3RXDbuIbX7ZPqMTU0ROz8JVydX4aex74k/Yy5A70mwlN+r3fa8zuc3eJhoHUP5Rcbw71iIH7rPYCrc8qFnYguZZNYIjbKJEIIRFIoZMZu9v8apiKxXEx+LQeM84G5bevWxMFhTFtv4NHteJifASkZpagDbAIZp4OXOJWxU26mJ2P84UP8wJpABkdzE4RNZ+BWky2/wKfLPrhYaTJpiyrEmHNtAq5NYaDAjzcvIeA2tRG/9mKD2nY4O4KB4z32+yHpVT7v9dhbG+POFNXzw2PzBhSW6y6e2JgYI3I2O0eK5VdDEHAvSvfwMsC730AMcG/IlTv2JA4fhJzm1wAUyHB17CyOwUbRePs6FJVU8p7niMYNsNZrMFdu1vkjuPQ4kReYp7TiW9PmwsGUjWPPrZtBbq98sWXgUPR2deM2/RpxFZtj+FlwxgYiPJrCFnhIN7btVl/e+ujHeW3a4tOObJGFgP7OAX46en20jRh7PZzZc5OCdG2/vnwRAkhhIS5FUYURlxI8rUUrfKsGXkw6eghhqfwsTVoAo4Uwituvk7Du1lqEZeqmPnZ0SMVHnh+jtR0znxqyfzdiX/G/s3o5u8JvsK67LunM5VYUw1ZsBpFQN3X5bGI8Fp5i0gPqYSQ2QPi0uUo9tnsvX2D4QVWqq3pZNxtbBE9WLfDobXStDaMO7cPdF/wAMRV9uvjDvwwAfJqThV579T+3N/YdhEH1G3BnLJPmQJY1EpBo6dYJbSGwOwqBAWOu33yRirGn9S/CHRg4Du0d2bfP5DAfxOWl8zZVl2oNsK6Npkv027RpQu4rDD69E2VSzfeGm6UdTg6cxusa/Db1vk2ZWVf9kVBJ7yHdIIbp5Z6/Ksdfn90BeJLDn6p8dMwENNfKBHib4/+byrxv8wy+vlG/hmbjvoH4b5ICHBP4I3e6qampqF27Kh3933RfVV3rP6MFqgDAf0Y/vndX8b69mHdE/oA1STLY2hTqtHVenikGWxdieQ/GmFp5JxTe9/iZFwube+LTtmwydeJZLPBGgAAAIABJREFUDJaeIL0cngmvQIaDY0ejTXU2ofn84nkcTLgPkXUZBHItQGmpASS5Rvimcw/QijDFpshwrIq9BpC5QKkcBKQMNBMpZ5RwfcQ8JaOigc9aVPCKyQNdXepihxyM6bJ/JWo7P+Hql0gEkEiEMKTUUAFQWGSEPZ1+58TKyyUSNPJeB89q6fjE4xbcrXJQUCHGyRQ3rI5pi8We3bCwLUvXOfM4HovO6k6maFu3es4IkJsSKBo7+NFhrLsdi6QCY9iIKzC2oTkWdFwAQwOVSUT7Hb7IzOdnohkYCPB4IZvwkj5U+21bkF+m6eZI2yjl7caMOagu1wvsdGwTMiv42Vj2IkuED2cAT0hSNJJKF+BwjCcSMmpCKhOATEo8aqagr3s02trtQitHBn4237kBecXlzExGAbIIWRpuQwc7nJODHJQ+9skF/TprodNmo5Yl03TKezkDX0WIcCqtvspbA1Ls7HAani7LIDZn6aWbI25zzpj64sH8JTAxNEReSQla+HvrZWOps32orqjn6RgdFMi8PeShDv7RTxkFBWgX6KvpgqtWfqJrC/zcnaXWdgrYgueFuveaoo+eLGJ9SelRA/fvhowMWkhfj+btdBKlBkCpEH4DhykBkTXRofCNuwJr6xIIFOCaFMjNM8W0+p3wZRum6xf1Ih0j38AQvTh5ujIl8k36h3YmJrgjN2oJTXuGyZcC9dzqAjyc+BGM5eL8xPAyMS+Bq9NLWJiUcoynrFxzJCY5wNXKQZl63W2fL3Is+EEBSZkQ53ovU7pEu/mvQmWFDAJKjVcEPRfEMixt2R5L2zHttJ9vXobf3TswMJNweqfEsqNxTM8TUyNjxE5lixwPMzMx6ow/KisFKC9W3YPEJLa0z4ej1AVnxzOgw9l7FSyMSrC4yRV0cEiEoVCCRzk1sDa2B54V2OPZAgbMX095hinH9DOiJ7dsjh+69OLKeuxZi4IciQ4IR8syJtYCxE1h7EOKVTeuwTtSVzvuI88OWOTZUVkutSgHvQK3oVwLW7O1FSJkzHxYieUOt/k56HpgK7t3NUBSwIIWLyYvArHXKOZdOoazTxKYQY96ar6hFKu7D8Co+oxpvP/RPXxx5QJLy1dPzRcBIkMBnsxi10PM3EY+6zmAni8Wt2uPZe2Zi+nZpHjMv8Ivn9DM1gEnhzImaVZxEdps8+UFNGn73LZt8VkH9s4qrqjA4H27kJSn+UykdPcT4yajvh1LfVbE8fiH8L59k0sfpWfGFI+WnBGHeorrm5y06Z4g/UOKvPJi9Di/Cu6iV0jJs8arMhNUNypBHatcPJFUR0jfT2BhyJji31+5hF33o3nbiBmlePJu+6MfTz19hK9CglFQwqQz6thaYffgUagjZ8DT/m9yX6bttLhFi1zvErQQRAtC+uLJomU6BiM0Vl6XFsFSbPz/ArTovd5xhx8nQaEd1I9XJ89UflPQdpkkE7L8H4FyYq5LAcNWEFh+C4GornJ3clRut88XpVrMNipA4PTtCfNhJTcD+z3uFAKTNVnwiooWuvfGDFdVmvbbtilpL887d5xpspJBDt2bFQIYl4kRNn0ubE1VpmGKOonVSt8MNI7VjWTe9piKclseXMbel/w6zeIKc1zs9x1XlI7VYovCiEsGA5EUUokAMjkDlhiAiu8+9XOg/YgxaG9i+peBwu96zf+r8u/bPIOvnaoAwP/V6Kk6blUL/LNboAoA/Gf379/26t63F/O+6J+x5XW2jl6eooF7i4GvupCIPHNvJRbgoxxNxksDG3scGTwR5mI2YT6VFoUPL59BZY52eqsMhnal2N9vIlrZMTFsYl5QWlN6gSYbrU3NWtgzfLRSK/Dowzh8FHqSYwPRBy2XFkj/GUshqBDg1rT5SnDrxOMHWHqWGIiaAKRYJMT9uUuUdc44exhPS29xbMecHMZCERlIULv2K2RkW+LOpM84vR6alBIAqG5YoT4AP+3YBfPaMKdkcuhdcOYEgp8yYFERlP57ZMxE1LN+d6Hjdtt88bqIHwAUCgVQgEZ0rDOPE7Dk3Ckd9tZ33bwwtTkDUyk6HPDBK1k2BFqEEFqpt5Xa4PZ4xiC6npKMjXd/w6AmmqxG8vo4fM8TP3f7Ek2rO3Bl+xzbhoSMbN3UQKEMA+rXh48XY6cce/QQHwbrN3ShdG5HC9YfS09vxpdNfGFvrJl6fim9HjLFKzGxWUuu3BeXgjltKn1BqWRkNvBHWmPUP5enMMfet41sckre5gOpMQkQau5FzqQru/bDmCbMfKXJ5nUoruDXwaPtSfJ0zOiM5xhxQH8q2c+9emFcY5a+SLpTo87tQVyOJjOovpU9DvefxE2UFTEscA/u82iidapTV2n8QmWbbd6AIh52GW1zsbbGRXkbEftx4JEdDIhXD5JULBUjZtYHyvvtTazChvbVcGYCY7x0CfDHK8MMiK00Wa80NktemOH6JBX70Wnj7wBhDtprDZVAN0dT7BzGxvHhuFh8cpFfxF9dn/Jpdham3F4JA0M9BijFjXFgsAoA5IjF2qRkmnRXAs8WMwDwanISph/X78iqDgDW37IaEl38nquHFkiezmOmNxmFhegU4MfL0iSQ7ubMubA1YZP9j28fw4kU/ntjQcPOWNrUiyv38PUr9D+4k7k5a/WlqdQQ0TMXKZ1W0wry0P/YDuSXa55shxp1sLf/WCWQEPo8CZPPHOJx8pbB2kKMqPFLuMk8PTcb+6znZeDRqSz17Iglnh24szr68AGWhZ7hjIC0z7OhSXWcG880PAmMab59EzM10RogpPm5wqs3Jsrvoa13I/DzdX6zox5OLtg6hC00UNC5boq8Cd+7t1BSWcktroxp1AzfdfaCsUhlkNXEZz23nS9EAgES5LqCtP3Qswgsv39Sp+jyFsMwvC57xlGQpt7wA/s4x1r1aO5QA4Ejx/5pJ1zek9T6cde9KHx/lWmU8gWxgokd/C4xNigQd57zs+CoHnUAkPQHdz+OxJr715BfUcr16MC6jbCibX+NZ9y7HP9S0lPMPXNc593+Gb3TW7F3+rvGoYRYfHxNNwNiVdf+GO3OgHGK/IoSUBpwcpHm91Rjq1rw95zNyRy8a7Tx90F2Cb9MSy8XV/gNUjFEKUX+65CLOP04nsMJCbz9sH0nTPZo8acANjIrG3FpDbKFmpqbMokAyxtPh1dtZqpCTs/NNm+ElV0h7GrkwkAk4xZkCvNMkJlmi28798KU5qoxn5qXh48vnFWOE8oSWNGjN7zkEgfv2kb/hPLv2zyDr82rAMB/wkisuoaqFvj7tUAVAPj365N/xRm9by/miIxIfByrH2j4oJ4nhrux9EWKgvIybIy6jIy8KC5duLplKyxu6QULsWrl/3JGJBbdPI7KIkNICsUg8w2BSAYDy3KITSqwv9tUNLVWpVRRqhal90a/fMExTLrWc8Kitu01JjMpuTkYcWQ9sgsZMKQeztWKcXHc1xofreeTEvBR8FmUlLMJWD1bS5wYPVUJUtJvh+lD/fw5XoaIsbEB4uRC9lR2ytEgXE/l1087NnYiPBxqKE+JAMNtUREcCFhUUYEm1apzH9YKVtu73ggt/Tchr4QfFSC2hkLDS1HvzbRUju2UlpfHuSgSO0WRPqco03HPZjyvzOUcmDkmFOc2LIS0XAgHA0vcmsx0H2nVnVLjalo/g2e9J7A0LkZusRnCkhqgsNQZ16bNUvbTLxGXsSX2NgfQMj1JZlZCTISVnfpjTH0P7qeUvFx037mNtxlMRYaImb9Y2ZfEojERvMbSpnfQxOY1SiUiXEx3gn98c4xt2hKk40XxJmYMbY+ZtxhmcoDafdPat2IaKU6QGCcJWa9RXFkBVxtbZUqcYjtNTDtu98PLkgJICTgiQIjcUWncVwoQMnkGnOVmAy23/oZcMh/hCTNxKWLnMift+1npGLZ/HyDlcecWyLByQG+McmUAIEVhRRl+ibiEy6mPuclU19qu+KptL96J8QfnTnNMVQK06X4b0bAxfu3FtP8U0dB3Lcor+EGwGpbmCJvGtPUOPojB55eCITOUQkYMXmIgkjtsqRACiRCXpsyAszVLG+2wbTMyivhTPGe3bI0vujDGy/Rjh3ElJQmGFmUQWTAdT2m5AcpzjLn/35+7iGOk5Zbko6W/H8vuJzBIAQISvlopgIMZcGsmA+E+Dj6NI4/49alIYvKJHHh9mJWOudHrePuHfnRFAwT0ZOnkzfw2oKCsnPW3gnlJJ0OGyAIgaRE7tndUOFaF3tCr19fJtQ72DBzLlX2TI6uAXK8XMcbcH+msEhjUrhZLX+p91hvJRfwsq47VXLCjG5NuUICkUjIYIvYQtSd1KY1jqQDqDNGw9BRMPHUQUnp2KE16BKhlYomzY6YqWU5+D27h5ztXAAm1i7yD6H9k/GQA3Bv3AWcAQDF4/2480JPeShpzHWozphXprNLzjfpcpgABacyVCWAkEOHRIsbmpOh+wAfPsos1WMnESKYxdWHsDKWpCb0rjj7iNyshwxliTytize3r2BChy4Tv71IfPn2HKJ9drf28kVPKr61nIhLhgZwBSPV+FXIBB59GcjqXQhrvlQJU5hthfP3WWC5/ximOTyDgbzdCOdkDYqqRPiKxI4nhrB0Eylx//gzP8nPQsnpNNLPXNFnSO9B5NpAByoB9u3h3Idfeq9NUZiFvW+/O6Lv44Rq/EUZ1UzPcnMW0Wyn2PI7EtxG6IH7banWwt8dEJTtVUb5CKkF8zmuONVbf2h7kwMwXES/SORdiAlWJIT+hqQcGurHU3z8bV9OSsC02AumFBahlboGZTdugW22VA7CiXmJ/bn58EfdyUrhx087OFXPcesBEpGIfK8pSX8ZlP8Tzogy4WTvBxYox79XjTYss9ayscVnupE3fKBOPHOQFX9XNZN71+ind/IvbBxGVlwAJKmFtYIUvm42AZw3V9x7VOeTkOpRZPtOpvqTICP6eH6OBHZMcobE+aP9uPC/Q1JmlcU8LxO1rs3Tqf1u8b/MMvv7RAADH/o1SgA9UpQD/2+6nquv9Z7VAFQD4z+rP9+Zq3rcXc1TWMyyLVqRj6Dbzh/XHY0hdZvJAISsNgSzvc0AmZyAIrCGw+gUC457KMmdT7mBlQiAyCs01qDnE2XO0zMfq5ovR3E734/VNnXzs8TV8eFY33Y32IdZe9JzFMDVkqWwU26MiuZRQSvOhoI/fTf0HoYmcrUa/nU6Ix+Jz/Om6tiYmiJCnOVLZtPw8jDkUiJdFmumbH3XopEz//asGafc9W5GSzW/YQazGRwuWvfOhO27fgufSPJYmpB4EnAgscGsmE72nuPD0CRadPYkKtfQ8msBu/T/2rgI8iqvtnrVs3EMIECC4O4Hg7u7B3Qst1KBu0EKx4q7BnUAgOAkSIEhwSUJICBB3W/ufd+76ztKEr/Rv2n2f73k+unPnzrWZyT1z3nN69oWfty79iZho/sG7cTfJMH2ze/lqWN6qlzY9bnvEbXx3wTyT5M7EaXC0ZqBA803r8DqL32RifP2GmKsGjbbcuQUSqOcLwmfItVYiYnRHc2naJe3tcWUsA7Y0QayoaSeOca6TFFZCEWY3a47x9RtpN/oyhYJLaSKAUJ9pxNQ0wW1UmnuzlPdRQZOQlG2Lh68NtWVKOKTDr8JTLG3F9KOiMpPR4fAaINWY3qYC7AuwtdtgtNTbVC0M245NES+RK2ebXGtxAUbU9MRXzQzZjATozg4+YWB40L1yFfzWoYsBe8dn069curFAbghAEsgnlACR4xgTbe65U9h9/z7vuNOPwcNGoZKbO3e8+65teJiUYJreKlDhS79WmKRm0RKbc/ezOxC75msZqgRqckY+yVbceic2p1wuR6VVSzn9UM7tWQMAEiYlB2zFKjyYytrpu3kxkjLNuWuoEDWDgXXR6QkYdXOh2f54FnhhX1eWpt0tYAseZiRAYKfQsQAp6y5HBKlCjCdTWbl9TyLw2ZlgLg3WeH1Q1lufmtWwtC1z56yxainy5PwMUQJrn05n9/qN+DgM3s/vnkrHjw4ZrmXmNjqwCBkqfgaxj9QDp3oykGXSicM4/ZzfQIDrx0B/NFQbPQw8vAs33vAzt75s0gqT6zP21PYnt/FNWDDveNJ0PR42G2QiQdFqy3rEZfDrki7s2AX9qzMHcz4DIc0FKL3y9iTG+lSqlBgZOhtX73lBKWdmMhRkKFPOOwF/tBmBOs6MmUuafqTtxxcE+p9W69vR/dNw80qDZ6H+OYEDR6CWB2NEt9q6HnHp/P3R12mkd0urLfxao1SPPiOa/jvw6WPMPXeaY+RTuNnYYknnbmhRlj1jNPE0NQlDzmwzmPvyUncc6jIaDuo0VN4Om/nxbFQkJgQyt1vjcLSywu1J09+LOdZ/707cfmP4ziBW5aHBw7RrmFiXDQ8uQXoBP6C6sfUgtC3FNCIpbifEY9r5o3iVzcaf0m+/bdIOw6oxvdriFq+z4zE2eD0eJutSeNt6y7Gq/UzYinW/vUu6oYqrG06qHe7Pv4jCuKOHeIfBSSrlzMqMHZv/qjGjD2b9L89FtoKfqfhDrQlo6sbu9dU3w7DwSijvpX1LlcHuAezDyX8tits+g29+LADgf23VWvprGYG/ZwQsAODfM86WqxiNQHF7Md98G4eP7yyD2BgI4hhhAnzqMxq9KrE/xlQFd6FK8Wf5bQYhhsB1FwRWjJF04tkj/BG3BkoIkJFnDblSyIF0TtZ5XArvvOqz0aiUIQCikscAsghAIAYkjSAQGZpO/Hw1AJtuvDG73g4P7YU67syxj0sXPm2aguNqbYMTw0ZqU4UXXQ3Fyhv8YvJUj3FKE6Urb74TzrHBHKXW6FmlGtqUN/2qX5Sbgv4Yps0PORIS6OhXxtsgjYzqWnrjMv64yq+92LRcGezsXfQ/gttt28hdk2PRqOeezBRQIEBZjs3BjCM0QQYjO+9H4E1WFso4OnJpQpVcDXWxqCxpH61/eAZPMh5BKBDB170hhlZuZrCZ+DT4BA4+fmR2mLb26a91Ah59+AAuvTRlCtDJ5HhJzpcUMWlp6LxjCwrINcIojN0xKd3vl9ALJuWIxRLoP1KrY0Xz3W3nVl4n4F/bd9Km9cZnZqDZtnUcCMRpnRHORDp0auzsW7+2GFufgeizQoajoscrPIgvg+hkD8iVIpRySkWDstHIKZBiTj2WGk0b3sqrfmcp78YhUOL2+KlwUrun7nl0CnMv3jVxERUKlPi2WTWMrtOLq4HWGjklX4iJ5tqqEqqYOYMSnNj98q7MuIHCZ+t8pjtIepscCKhiLDsppdwLETWGuS9PP3kMJ57yC7/T8Y09+6KtDwP7a21eghxpLpAtAsjMR6ACKG1aqkRPjzpY1omBYN9ePI1dCddMjIHomCJHhNuDZnH3H+k51t24EuAjVBJOKhDgvtqxt8HmeUjNlPLacFDfNADgzfiHmBIeABtbU9Mdeh6WzCmB/b0ZWNhh10Y8l5kaGNExUY4EzyeycgqFAtU2LYCsQAKBHqmS1gc5EJ8eNA4VXRhI2nDLIqTyY0awt1cgYixzCya9z/prVyJf/YFDf4lQGibpsWn0+pru+gMpEv4PCNXE3jjah6XM9ju4E7fj4vmZikIVfmjdDiNrMxmBBltWIiWPfwM/sGotLGzbhSsXm5WODkc2mLh9cuNXphI2tGNGOsRIImauuZjc0BefN2d6jvQs6r0ngDf9eXDN2pjfnultphWkofexXxH7ytTAyNYmD792a4QepRnzNeTlC4w6fICTldAuEu6fAkxr3ASz/Vpw5QjA7raXnwVHx5d17I7elVmqY+ddW/AsMZm3S56O9pzBBnftmBcYdUTv2lpGJbs+fUBopv7QcjX2JchcxBjKJhD1yJBhqKIG24mJ1ejAEuTAlDleydoTJ3sZPt/NDrzegfW3bmB+KL9LNBUjR2dN2nlh6tMvs+DyJQQ+fcK9P8hoZmHHziinZg5TOdL88z20zGy1c+u3x/hqTP8wLos/PZ2OrWnXB13LVylq8/5fy8sVMnQ+NA/P00z1+zqVV2B9hy+17eMDUzUHv2zeEhMbMmB+9Y0wLLzKD6zR8bDxk+Fhy9y5ixoEkl+Le8lJSFRzd0d1jxIGVaTLsjDoytdmqx1foRcGejPd2mknjiLo+TPesg5WVrg7mRm6/deiuO0z+ObHAgD+11atpb+WEfh7RsACAP4942y5itEIFLcXc3DMI3z1aBtsxDJQKpwmiHGTI5dgeMnOmFmPpeYp02YDeaY6RdxB6x4QOjOzkL1P7+KnBwfg7Zpm4PgpUwgRm+KCTX5j0cSLMccIlED2Sqiyluspz1tD4DQPAhsGCFDMOL8Kgff4N5x0/NTwwajsykDFLgFbOZCOL/SF0t+V9kXnPpv+yf8kiv1nNwdp4RAD8cKLaG1RAqHIybGqeiOnOdA+YCOikw11n2ykYlwfMxl2ZlKb3nX9SYGHcTqKn+3TtpwPNhqZlfxZXzTHz749gOA3e9hGmtiZAgkGek9BfRe2eaegzd4aHvMCzfHzI8dqN3/vmktj9iUJ85PTrT5TkbTltvcZADc98XPfDat5QT26/vx2HTG4FktVfpcuWAVnF5wZyVyNU3NzUH/LKn6TVwAT6zTG3GatubLTL4xDDS9+F+C3GU74oTFj2Ox7HIEvgk+bHfb2lcthfdcB3PHu+77BgyTmgG0cVVzTEDz4Z+7nJ8lJ6LJzC5RSln6pDSKw5QkROnqiNk3dZ8uvphpr6hPEMjGejWbMuqGH9uJabKzZdu7uNwi+6jStqjsXQJatAvRToAkEdJSjsUcZ7Ok2nNV5egduZujuCf3K6XHxsM8cSMRiDliruG6J2XG3hhiPJ7N00MbbfkZSGmMI68sF0ioVCuWInM4AzYTMOPjtCUCJ0qmQkAGLOoj8mvzWCd1L5OH3Tmw8a2xdjFyRGcE+uQDRo9nG/EV6AibfmIfI6JKQyXRopUiogI9PAmZWGYKePo25sh2CPkdWuhQJCYZaoW5uGXB2z8Lpzou4cs+Sk9Fx52YOQzVhFRKoNGqC1iiFdNbCc6MgJGMAvVBmidHbqy4WdWbuy9NPH8OxqEcQ5uvYcvQ73ctKGyX2dvfXOjq3370JkWn8acWT6jbGHD+23ilW3b2GBXcuGgy8g0iKk73GoLQDW7f0HqB0/3QeAyM6PrdFa85kQxM7Iu5wenQElGuiQUkvbO7dn0sPp8iW5aLu2hWctAFfzGxZFTPr671jTgXiaORjg3aWtXdG8JBRsFan1xIb2W/bWt766MdtPQagVdny2vE8/uSJqQOyUIXm5cpiR89BXLl7CW/Ra/d2qCiDV7+pxGSVASf8R2pBlPFHD+HcC/7nh3+tOvilXUeuzi0PbuDnB/yal/Rovth9OkrbF02Pdt/D+/jCjI4mMfbI1ETDsjY7QO95gNJ4a+5baNaZfGGTHuhfgT23fw8PwfK7/OYa9T28cLgnc18uLhEccw4TTofzNpecqK8PHY0Stox1mpmfx8lrGKeeG2u8/plkxv3JH8FWLZlRlHEKi4vlGPP6HwcG1qjFrUvNBwmZUo5eIZ9DaWCtpbvKrKr+6FySgbnvAjQJ9H40jRnp/NeiuO0z+OZHvw91Bv1zUoAj9lpSgP9r95Olv/+uEbAAgP+u+Sw2vSluL+a9z8Lx2/ODnKWGWKjgQEDaU8mUIqggwBDP1visAWNUKJOHADJDMwjtxEjqQ+jGUtKOxzzAzLBDEKoUsCK3CJWA0wvMEwqhEgixp+0oNPRg2i2q3CNQpTMwwTBEELjthUDCUrQ+v7IVgRHxyCsw1cbxdE3DHx3HoLEnYxrVXv0Hp73HF/qbpHkhF7Hh9k2Uts1Ex9LRcLQqwLN0F5x+VR5ylchAN47qSs/PxaehgXiakQBbkRRTazZDz4o1eK/zPC0Z52IjkSuXoaabJ9p5VzRJqfk0OAgHeXSnSjs4co6oGkH1+wlv0W/vTsg0NpoahogS+L1jV21qXFFukjNRzzExkN9Jc2W3nuhayZAloVKmAXknoVK8hUBUGrDuAoGQUrx1cTs1BLte/mHSDCGEmFr5Z5S1ZQzNxOws+G3iNzDwsLVF2Hhd+nHdNSs43Um+GFKzNuap2T6a46ExMdhw5ybS8/JQw6MESMxdk05MZfLlcs5t1FyQ9uQsP+Y2+vmZ49j/8DF8HNLQzisGNmI5HqW54Vx8OQ4Yfqp27CUDm+YB68zWOadJK0xSp0T6B81Hc59gA7Bdc+L55zWxrztLx5948gDOPOVnPtLxMm52uDSMpW422vY9krIN50JTp4tNNm6PZu6Lp6OeY/wZZkbBueYS+0+oY4Du6ToETdVMo7a71yFanoSadimw52ydgWSFFJG5zujoURXrOvfjfpty4ghORT3l1yqUKLCxS3+09WH6T5U2L4Aik5h/ekOlJlw1qOyJ/V3ZxnzQmS24kx4LpUwARa4YKnp+iJQQ2cpBJrRnO02Ht4ML0vNyUXfLSoigRIeSMajqmIIsmQRn3pbHyxxHuIitcXv8dK7OJpuWIjGL+mHqTC4SyfFsGgMAFQV30HLnIbwusIOdQx4kVnLOHTwnyxoKmQgnu0Siark1XNlqW39HvkjG6Q1yupcUpHlJTEkVED1yDvfTqZe3sSZ2A+RyIVJS7VFQIIZYrOCc162sFGjj0Bkz1SzNbmc+gYNdLsiBPSODAZYODnlwcspGTp4Uge3Y2qW5nBB8iM2hngwfByCJVAjoMhDNyzEgav/D+/j8zElAomQu0fQ/Ok8uMmCXRaUmo13AZhPAiqtEDERP1TkQTzq7H6ee8a1PFdZ364WOZZmGGt2HnXZsQaIsHWK1yzu9X+Q5Yoys0wA/tNFJRww8sgXhMaaMOXp3HBrijzoepfUWDmMCBkc951Jhq7t7oFfV6lrDGSpIRil+m8yDdZ8198OUhswt+XFyInrt38HLIJ7XuiOGqs1CqOzwo/sQGmdF6euqAAAgAElEQVSqB0sfb04PGaN1vf7qfDACnkSw+VEzPzlWsADoWLYi1ndnxiJyhQK1Ny1HrtLUMMRWJMG9sR9pP0S964MIAY9b+jBG5VdXgrAnjh80ouMrmwxC53JFY8KRVm+nHZt5dQ0pPZvStD9kzL56FIdemMoNuEptcLr7JLhIGUPu44uBOBTJr+foYWOHm2qDqw/Z1r+y7vX3duLnMPNGKft6tIVvSR04XiCXY/7lSwiPf8UBsjQ3Q2vr9GKpbX+EXcXSsCtmmxk2bjI87IrGAHyTlYnOO7byvq/1Xbzpor8/DsDpt6aSLo5iO2zwnQMnCXufjT96EOf0PpDqN9hWLMZ9PR3Nv3LM/+l1Fbd9Bt94WgDAf/oqs7TPMgLFcwQsAGDxnLdi3+ri9mI+Ff0Icx/vMDvuI0p2xMf1NQzAmUCeaWotd7J1Vwid2eaUGIBfXg+EMsvK0BFWoILQoQC724+Ab0nGAHwnqGjjD6HTD1y5z6/sxZ3MK4iL9jQAAV0cM+FaJg0bGn+Nck4sja7Dtk2IUmu2GXeMzDim+zblfibX2LOP1mFJ07McuKOJm4kl8fG1Xrg8frZW0+h5aiK6B6+HSqxj0dBGtr1rDaxRp7Fpzt/79B7mXD4FOdmWqqOddwWsbttHuzkk9l+dNctNUrk05Vd164UulRhg9t2Fs9gecYd3juqX9MKBQUPf675Zc/M6Fl4J0baBIAwSk9eMj6ZSlewRVKkTAKWey6yoDAQumyEQ63SnVj//FtHZ/Km9TVw7oL+3Tl/vyGNK0z5pwOiwk0gQ6D/CIPWr0/bNeJ7KzzTSdwalthKoSQYX+s6bpFm2sVdfLmWUgphGJM6fZoZpRKYims3SlDMBsM2+iF8aXYKVSDeXF157Y9bNDrgzgQE8lI5Za+Nyg/nWn5C1nXujsw+byx6HibV1B52q3TNgx4a/LI9rsbXwYCwDWbbdD8f350zTlDX1tqxQBlt7sNTvWlt+RlauseM2K2lrnYeHY1i61eFnDzHzbCCEBTwML6kSO7oNQktvBhoVFORjeOBcXE/WmdvQ76083mJbH+YKTjH74jEcjb8LRbLUEASUKCByy8exDpNQzZWlgFVY+Tvoe4ABy4kAQCVQ2t0Oof4M+PUP3o6wN7FQFIhNwEKxQz4e9p+jNZ6psXY+NvidRNMSOg2xPLkIs2+2RVyBH44NYqDiuwwZ6HjUDDbuSmUmXkW3RLfzA5Gp0JkG0AeSeXUuoV9NP0gd53JlG+9czpikOSJDFp6VAgJrFaJGM1DxedobfPaAsQr4YoTXcPSrwBxuO538HC5O/DnAaRl2OKVmAK66cw0L3pHCN691BwytwfTOyMSm5+4dIBMH/SDziI29GJBLQUzkMUfVALFeQQ3HLlwvxbPPuRV4EJcBWY7+BxkVrJ3zMLlOU3xcgzHRCHycExLI5pJza2EhspJDqBTjweRPtMyg9sE/41WsEAXZeuMuVMK+ZBa+aNgJQ30YMF/YIP1X+hikzwjWP5c0YbtVZkDlT5fPY2MEP2BWy90TpO2nicScbIw9fhD3EnVup/TRZlO3vlrzAirbavN6xGanG+pTchMCuElsET6RGS09SEpA9wPm04qDB45GFVf2bhtz5AAuxvB/GBhUo5bWzGfd/WtY8PAM71DRe+tMl6nwcXIt7FBqy5H25JTAowYML2KXre7e28Bgq8gVF+IEMjqaHHIAV97q+u8mtcXqlv3RSP1Bkar57eZFrIrgl/ao7eaJwN6jCnG1f06RE9HBmHKWX5+SWnnNfzi87Ipm7kI6kjNOHuftpJWIffwsKpvzXYx50qm8MUH3YS9HnocfH2zC7TSdfISTxA7f1hyHWnrmJr9fCcWqm/xzWcPdA4Fq5/h/zmz9PS0pbvsMvlGxAIB/z1qxXMUyAv+1EbAAgP+1Gf+H9Le4vZjD38RjdMg6WNmbMuZkuWLMqzMUPdSOeKqCG1Cl0EbI2B1UCIHrdgisWBrbwcf3MetCkCH4p5kfgQr7eg5B49KMAahM7AAoXvLPnrQDhC6ruGOb7t3Alvi9kEpkQLYQSoWI20QqbVTIyLDDvrafopwjcxsddXg/Ql7yO/aScUU7tSZZZk4UhCk9DMA/TUMeZjVDrUpbtO2qu/d35IpMU5BpM7W4fn8tE/BB8lv0PLqNc1g1jkm1fTG3MQNT/0z4nZgxpLNHMfX4UZyM5NfBIT2+S0Z6fUW5FSiVkDZ1FA1LlTZJPVapCqBK6gIoWBmDEFeDwO0wBOTCQKm9j2cgKd9QzF1TvoZjI4z2YYCIJl5lZHBunm+zszgGz6SGvlqAVFPmXRveDT36oF0Fxi4jFh6Bhfrgn6aO3lWrcyL5mniX2+jRISQ8z0CvTY+WYZjTKkg0Dq96bd8dXxVDG+jS4b8LPYut92+bDFEFZ1ecGDBCq+s46vg+XHwZAydpDsq5JIF0+t5kOONNtjNcbaxxazRjrFFUXLnQjAagCvcnz9QyRGvvnI/MdEotNWa3qWDrKMPDYQywOkoAYNAJs260W/v1Ryu1U+XmW2vwQzi/+crm9lXQtkJvrs4dz27gx7snocwXQJklYQ7AYiUEDjIIxUBQpymo6MjAi/IrfjcE/zQdVQFejra4qnae/uTMcRx88YA/tVcJRIyYASe1Sczuq70wyMfU3ZdAwJOpi9GvdlfuKi03r+fWiLnQAIB0PC+xOyCLxPqndXA/zR0lrHMxvvJdlLLLhcgjFEIR076cd/kCNoTzg0bl3ZxwbhhzRSXQ+cdbI3Enz9Hk8uUkWVjQYCWsxIzx0vnIUjh5POZchPWDHicJbyvgQl+mAbg0PBRLr19jOooax1565BAbUSXA15QyW5s9j7fdvc2ly/KF/vOQ2NC/hFzk1UmkqoOHj0Zlte5ny5O/Ia0gB4oCIceMpBBL5RCKVejtXQ8/12fsth9CTmPrnbu87wKxtQxhI2bCxcYGcqUCfqe+4djn8lwx5AVijq1oZVvA1TmyQit8VNWQYUaAAwGMeXI5Kru5YX77znDXS/Wn6/986QI23TGdIzKFOj50pPYemnnmOI484/944Wlnj7CROjdaqpfAxZDYF5xzLGmltStfAXYSQ3Z6/bUruJRmTg5Bk9pLgLdKwJlSPFSnL16MjcaoEwfMrs2A7gPRvAz70EIgLel4GodEKOQ+BNVSm1zRmDQ8sAj5lENsFN4SV5zvy8DH94nLL19g3a2bSMvL494XXzRvZSCx8D51FvYcArMJAIzMSIaz1AZtvCpy/68f0ekp6HZkK2fKZBxLWnVHP7WmcWGv+f9drkBRgPb75+NlpqkGYMvSBdjRlTnHFyXoA2T3ndvwMsNUG1TfXKsodf7KuXPfNHvK849mGWRBKFRK3El9hticN3CQ2KGxa3U4SgxZh6Tt22PXNt6MDn1joKK0899QtrjtM/jG3AAAHPgPSgHeZ0kB/jfcI5Y+/HdHwAIA/nfn/v+158XtxZyQnY0mW1bD3jMLVna6P5gJ/Mt8a4+gQaNRzU0noq7KPQZVxteUu8vGWWADgeNPENgwowGKX8MuYs0tfsdeOr64fVf0q8KMRZQp44CCEP45sxsPoQPb8F5+FYNRwTtRqlQKpFIdW4/S5NKS3XB3xEwteEQOt2RWwRdTGvnis2ZMj06VvQ2qTKbnZRwqSCD0jIBAIOI2ezUPzTPZlGvOqSjxQlAvttlfGB6CFWb0h0ra2iNsCNt4USpq/XUruc0rX2zt3R8t1Sl8v12+hLVmNPNaeJfDtr5MC+5DBAN9h5mtWuB2HAIJY7dtipqHx5mmIBgda+nRAz1LFZ150WLzOsRn8gNRExs2xpfNW3HXfhfIQZvjB1NnckwjAmNqrv7D7Ljra409iv8EVYX8LIk0hQ1cS+tYGaRRNediMA4+1aWeVXV1x7rOfTgHak0suBaCVbf5GQ3NSpfFzl5MF4xiz8MIzDlDDqqGObMj69bF960Zw4qi3eE1iH6TARVpnWmKEtAgUKK0px1C+zFX1M/OBuHAA/7UODo+vWlTzPJlLKt+B77DrRT+tOK+5XKxpNO3XLnriTEYejIAylQCP/TaKVRB6iFDeP/ZsBUzYMSHTE3MrCRvJweEDGMM0X6HAhCeYibljTQAR87kdC+VCgWy42vDTsJ/D+172Q2DfZdydb6LSUrH9QFApTIbBUk9YKXUtUEOMYQu6yCWMjMIim/On0GAGedYAkaChrH1rpK/xN0Xg/DNq8YQi3UfT0gTdZr7A3Sp+CME6nrnXD6JU6+uoEKpRIgonVhtxhQd746mHo2xog17zl6Mi8Ko4wc4AxUTUcN8IQ71HYb6JUpxZQfu24Xw1/G8I68Pjs8KPoHD7zDn2dt/CBqVZmm4w0LWIyKV56MA6bVWa48JVdh9Ofz4dlyJ1GMOG7RChYjJ02FvxdirvS8sRHwuc9s2jq9r9UNvb12aI99HHmIuBQ0dBR8X9iGIgp7dX507jQOPHmh/IxBzdfdeqOCiY8Atvn4Zf4Tz68b5epXB3j5DeNv1rh/fteb0HcdfpKeize6NZqsKGToB3mqtRCq0+34EB+hqHO7tray49NvOFdlzWBO3E15hxPkA5Al0hjYlRE4I7Dbuvc06iDVP46mvvUjsx939B2v1Q4s8UB/ghMvxMZh+QcdUJI3Czxu2wuQ6TFuuuEVUehTGBm9HdLoOBPQtmYeNHWfCUWr6YaEw/YtKTcHkwCMGDHvS6yMWfFHZf3S9XfcjuLXBF/QOPD/K0JG+MG2kMmR8M+NkIJJz2d+cNJck00HGQALjLyWFrbSYlytu+wy+4bYAgMV8EVqabxmBf+gIWADAf+jE/NubVRxfzF9dOIOA+3cgslJAKFZCKRdCUSBCpwqVsbZrL5M/sjg9OJl6QyWpCYHQUEx8wY1LWHXzutmpnt+2I/yrMU0as6xCgRME7oeZ3pw6jc3/+B5cfxMLqVTGbaRJS4tE9Wc08MOshrqNOblJkqskX7SvWEGrvaTKWgVVFgMI+ELgeRcCgQ2nWdf8pHmHSneVM64MYG503149g62P+HUSbcUSPBr5ifZS5nR4KG11V//B2tQ4cpntsWs7x7jQD6GAOUQ2VZssfIh7S5V3Hqo0Xequ8TUErrshsGLOoC+yH2PN8+9MxL1tRHaYWWUBXK0M3QAL095qK5fyOp3Sue3LV8CGXoxpRG7O5OpsLiImf8SlqNGmmeo0F/paRflp30GSt4u3qAJWkJQ01KOKTEnG71cv43lqMlysbTC2XgN0MdJSJBOBbvu2IdXIQZWgs4Ceg9CsDEuNJ6ZLh+2bOYaRcThKpRzrk/6f4puLpxFwN4LXwbRPjWpY3KE7V276qWM48eQpXByz4O2VBGurAuTmW+FlvAfSs+wwsl49fN+KabJ13P09nmXya0B18MrGhh7fc+USsrPQbPNagFI67WQQiFRQ0fMjUwJXqT2uj5mifX5UW7fULPDavWIVrOzMwK3uB7bgfpo50Ai4MmgyCHTIyc+GdWp9s3N58GVrDPBdzx3/4vQp7Htkqh9Gx2jsI9UpwJrKojKSsfr+YURnJsBFaoMBFTuiszf7aKGJj08dx9EnpuxDOl7KwQGhYyZyReUF9zH48lrE5jtwOqtigRIKlYDTWbUXynDYrxUcHVjfSTu017FtyFfkwU6az7Utu0AKIaxwsPsw1HJn7FROWzRgCZQ8kColJD8aPlurh/cu3ThirmnuoVmnTuDwE/Pu3PqM20tvn2LK1QAUZFtBIRdxTEQyTfFyluJA2ylwkzLweELwbpx9/IpznNbo33FGu3JmXnJp7FiUsWeA3dG4cPx0z5QJV9bWDduaT4edmK33PfcjMMcM0FDGwRGXxhg63BLQ8fvVUM44he7LUfXqo7s69Vczl8RC7rZ3K5J57ksy9tCkxptdbDwHLuqlVBsfXtSpK/pW0+nHzjx7HEeePjJ0ERcB/arVwOK2Ovayph7S43uQmACRUIDaJUpqnwXG16H34JHIB4jJTEU9j1Jo581c040jOjWVA1noeSMWCNHU2xtLO3WDlVhnWvMiLZVzWudLqfYrUxYB/QYWZXg+eNkcWQHuJL3mnvnVXUvA05b/g0ZhG1KglGPfywu4nfqMe8fVcvKBf9n2sFGvy8LW877lFEoFrsRfQ3xOEqo4l0P9EixD4H8JWh8Rb99w76OKLq4or+e8rF8v6WmuvHENj5ISufcoaQQTWKgPwJEWJ7Hr+d5Z/ytbL0cmw903r7m/BShbwNP+f5vL/2XM/gnnFsd9hvG4WQDAf8JKsrTBMgL/vhGwAID/vjktFj0qji9m+gP5l8sXsOP+XS51lTadfapUxy9tOmpTpIoy+KGvYjihdP5Q4eKw8dp0XSqjyjvLWIVKtQC8yAcC58UQSAw33Gl5ufj00kmciXnOVW0lFGFSXV980rC5QWpJlVWLIZfzc438ynsjQM2yUuUFQ5WmS7k0aK+oDIQeLG2OwJhq++dx4AZf+AhL4lRftukMeHwHc68Qa8s06nuUwuGezOmUglgUy8KuYO3NG1rx+fY+FbCgQxcuLU4/HiYmcPp2kWo9PDcbG85Zr5MR66Mo81SYssReUiV1MFNUDEGJUAiEOibNw4xw7I9djSw5Sy1yl3phaNmZKGPLUnWLGlWWL4aM8gJNs1vRtFQZ7BrAdPDeZWqiD8ZQ2XbbNoE2s3yhrwumytkDVcY3/E2W1IbQTQdW0OZk+KF9JqlKnzdricmNfA3nMikBM84EapkXrtY2mNe6E7pU0DF4nqckc+YJ5oJ0DduWZ6Y3444ewnkzzqB+ZbwR0I+xCpeEhWJf5EnUrhJjwGYlrPzOk/KYXW8QBtdipjtTg37AiTjTlDPuWA0BPm/+KVeOtKQ+CT0EsYuOZUS/k/ylLNEGocOmwMvBgSs76PBuXFenmxv367sW7TCmDgOSO+zbgGcZ/LqPBB49GDlDyxp7/tQXFRxNQVKq52D8eAxowBjExFyac5b/vqS0yaNDdPdlRHI8hp/fiWy5YZ8+rdMGU2ow0wiKd4HObcr7YJNaX+9FZgwGXTZvRrGobge09GqnrTf87St8fCkQsVnsHiLm8KKW3dG8lE5vkzQSB5/aaXZ9HOk+EnXdmS7YjKBABD57wluWWDSfN2eM6D9zBj3uP0LrRpuQk4Uuh7ZoWTmaytt6l8fmTgO0wMDKu5ewMPQ6ZyJiEJS5rASeTp4FITm7qGNvzFWsfHIKOQo29nVdyuGnuoPgZaNj9Q3YE4Bbb9+Y7bs+m5Mcdocd2IssmeFc6mvBaip6kpyIGWeO40kKc5AnsPCXVh3QrSLTCXyfIFbUt+fPaCUh6KMNuZdPaWTIRDv0+AFmB580uAQ98pZ27o6eVau9z6ULfQ5pQxJwYyxbUdLOngNTNe6t5Lz87YWzZut9MGUGbNRuyYW+eDEpSM61X9xdi7tpkQYtrmhfCsvqf/S3gYD/H8P1Mj0NA/btYnqnekFaucQW1A+SNvnk1Akt45h0fSlFfLhazuT/o/3/xmsWx32G8Tzo96HugH9OCvDd/ZYU4H/jPWPp039nBCwA4H9nrv9RPS2uL+Y5l3fgQd4NSKwKIJdJUEZUE3+0GA+RiOk7aUKlSIYq8zegQJ3ia9UYAocvIFDrYmnKddy7Cc/SkwArBQNvSAC+QIimJctid0/TdCqVSgYoKOVOBIhKa3Xl9K9NgBmleu68fxfEgPBxccUnTZuhubduY0zla2xeitxMuYnWGbFQ/OvVwbwWzNVYpZJDlToGKDBNyRQ4L4fAujNXjgDSqpsWQuJqqimkLBCgl3sDLO7IWBrEzOkXGICHKYYMJmJVBHQZhKZejOGlH6THQ2muBPoZa1gZ95/YgNQecpx8nzSd97lZlBk/Ajk8RjF20yB0mGlQJemszQ85j0epURAJRGjsVR1fNGtlwlBRKpWYfuYozkVFQyZXwk4qwZTGvphSjxm0aKIysTn1zFT0j7Uo443tfRm4RSDtyMMHcDXOVE9SH9SjsgQWTgo8YsKdalSqNAL6DtSOq0qVB2XSYAgUhqwoFUQQkgGKlLWV0ooJrNOAs/ptpKVP2mkV1dppmmO0lmmsZEoFyjg4GbiXUhlyOCXjBnNBKYyalD8CHq/E8utoEpt030B/rprDT+4gMH0JxHqGJpr6ZTIRRpX6Cq3KMhDyWdIt9Dl6EtkKiUETvKxzcazfOLjbMWbuhrvX8XtkEG96vEouwIkO07WplqQ3OuTwLsg4JxC9OXZxweEBI7QaagNPbMb1+EReDUChUInrQ6bBw4aBiofurkTPEstMXJVvJ5dE9UpBsJUyFiOl3FMq7P1Ew/uS0snIOVXzDKG57Bq0Hs/eJEFQIGIajEIVBBIllDYKnOoxEZWdmCRCRn4eeu7agVgjHS1KRT0w0B811XpsTzNeY/iV5Wbn8td6Q9GuZC3t8dTcXMwLvYjLsTHcR4Kmpb3xVcs2Bq6cl15FY+SZvUCBAIICIZNlFQIqSgmWqLCvyzA09izD1UnM1L57dpqAYATwHPUfoX3mHHx4H5+eOWW2nWdHjoWPmiE043wgp5knJPdjjcOtCFBJVFjRrid6VmSg1e238eh7mB+odLexwc2RLD1dP/IUMrzOTeUYfx5SRxMGeoO1K8ya+FA9GgCQm8ud2/A0mQF6xkEp2pSqrQl6Dv9+JQSnoyO5Z2y9kl74qkUblHM2ZLhT+bPRkSATJWI7lbC1w7A69UCu5HwpieTKeutNPBRKFaezaq3HqmPrKB/NN63l1TkjttXVsZNgZ2WoL2h2kvQOUP8Dnt1BwNPbSMzNRnkHF0yr7Ye2pQ0/xrTash5xGfz6mMNr18WPapBn4+1w/BJi3pjozqRpWrOlwrTvfcpcfxXHfTR7npICF2tr9KteE+PqN9S6JL9PnYU5Z+/LC1gbeZS36CDvtphUqWdhqimWZUYfPoBLL/mNZ7b26Y+WZZlxlCZo3RGjlhiBpFFsLTZ8hxTLQfiHNbq47jP0h9ECAP7DFpWlOZYR+JeMgAUA/JdMZHHrRnF8MU+5sBpp1rc5AXaVSgCBQMVt6IWZlRDQkTFoKCj1V5XcH1DEQqZklCzOIEHkDYHbAYNU4OURoVgcYartN8+3C/yr8Kft0SZdJBRqGQfGc//jpfPYcscwvZZasaZ7b3SsqEttGnFqLy7FvODcTq2ggFwpgFIkhNJaiUWtumFAZd1mW6XMgipzHpAbSPL/gKgsBA6facE/aoOMAEBKG7WRQ+Qog0Cs4sZKmSeCMlWCAdVrY2EHnUB9Sl4Ovrl6GidfPONSkSu7uOH7ph3QQo/B877rmuojsEtqtIk0ro8ANkoZdra2NmDYvM91VSoFkL2K00yEKh0QukJgNwGwHWuw4X2dmYk+ewJALpn6QSk7+wf6G7BDeu7figfxxhtzFSY1aYQvmjCjFIoqK5eYdfFsXqYslwKtCdrA/xxyAUeePOJSTcs6OuGLFq24dCXjIBCQDA9oAy8VidGjSlV826otHNRptVSexvmjEzvQpcQutC/1AkKhCrGZjvjtXmt82uZzLhWJgvrbZMMas0M7v11HDK5Vx+Q4N5cqJXd948iVybg6jZlLVI7WPKUAl3Zk2k8/XzqPTUb3haY+AiXmtWeA95aHQbiWa5411sV5EvpU1KXS339zFXNDT+Jeqh1EAhWaeuRgfpth8HbSjef6h1ew+Am/7hNdM6jDdJR3YKYZKnkkwh5Pw7d3GuBphiskAgXaeb3ET42z4FFqAwQCtlGcGroHp18/gSxDyj2P2AcE5hwrsZfjTq85sFFvKu+nx2DdtV8ws8Jt+Dikg8w/guJ9cAM9ML+xLv2Y6iUGMTGYgp8/5xi3lPL2beu2BhvYlPwc+AYsY4YmRrRToY0MP7bthKGVGFORnlf99+7EQyN3XQcrKwT6j4S3kxNXjgCtrufnIVuez/03OQozCJSSYAU42Go2StsyFi2BQX33BCDaiKFKLNYjg4drzRaScrPhu30VkKdjz2nmXGCjxK2RH8FJ7XxNvxODmPS5KN2PWGgkGzC/fSeUcWRtpCCgsKMZ1qmTlRXCJkzVAtUNt61ESlou70eWIXVrY35L9vFkw90b+PnaRe01jP/xYOwME/MMzdjSBw5qq3HUXLWM1+xHU04DANJ8N1jHTKT44sc27bXMJJpL/wN7cefta4PZoefn4cHDUFZPx5N0Ekkv0TimN27KaZMVNa7FxWLowb1mT9s7YAjo40RR47dbF7D6wTXu3uFCPZTLW/ZGz/LVtdVVWr7YQNNP/zp0j5weMYb7icyiBu/fw9uM/0XjrbD9Cnn5gmM7G8t76LsfF7auopb7OmIjribrdCT1z6/mUBYrG31c1CqLRXkC86qvWqbVmzRu9NRGTfBpM907o1h06l/QyOK4zzAedgMAsP8/iAF4wMIA/BfcIpYu/IdHwAIA/ocn//+z68XtxRyTnoRP732F5Fw7vMlyhFwpgkigRAn7TJS0z8D0crPQsjRjcygzfkVk0n58F9kUdzIZc6KeQxJ+qHgNFd37Q+g4h/vtTU4mmh9aybupsBFJcH3AR7CXMD0nCtqUfn3uNMfOIUZOM++yHGhBOl+aeJSYgO67tvNOLbHmiCVB4CHF09QkfB/6CyZWDkZ5+xTIlEJcTqyA0ORRWNNhLC/AqOJYZjIIBLp2aS5GAGC1lcu0G0OVmvIiUFs7furXAlMb61K6ItOSMezEXrzJy+Q2XVYQYVb9Fphc7/0FyIn5Rxv40JcxXKpWTY8SXPpN3ZIszU8TBPxNPnEUZ6Mitfs+YoFt7zvQhHlS1PuENgNAPgQCJtpvHJ8GB+HgY36Tic+atdCmvQVFP8G0YwS4mgYZCj+YrDN0abB+JVKNtA81Z42oXQ+0iddEgfwtHr31R1pBDORKMWxEKng7joS369dmu0obf3NAAwGJn5w+DpFzPoQ2Cg4UV8kEkKdJ0cS9PHb2Z+xDSo9ewh4AACAASURBVI3y3bDa7DWMAUDSAZwTegohcS+4uazhVgK/tOioNW3QVLTvwT18wZO2Oq1xE8z20226frx4Dlvu8puv6AOA+56fxdl082nFfT2mo3NZ0zWaL8+FUCCCRGTKQlr36DKWPD5jtu9BHaejvD0DAJUp44GCS9y/8xUE9Ks4YJFC4PgLBLYMzN309Ap+u8/q1Eh56mWJGgCAY8OW4e7rJKQn2EOoAGQqIWwc8uFcIhMLG4xCcw+dzpr2HlGpOFCfD0RPyM6A35a1/O7LABr5lMDenuSEDmy+cws/XTrP2/dulapgRTcdK+h43C38/iQADlb5EAlVIBIkafsNKNMFk6swgJZi4ZUQrDajnzqyTj18r17vj5MT0TVgK6+jMyE+F0ePh7ejjrlGjNKvzp/hnrWEA/l5l8X8dp20IKXm+vNCLmDDbUPXXCq/vGsPdNPTzau2egkKZPw6q43LlsYetWnGwEO7cCPBjKELMV2NAEBi1pFzLwHzxKSkcfy+TTsDZlnTjWtA5lXm4n0AwK13b3HGGiqNmTZ1mvxVFEDXClWwqjvTaKTnhe+GNcgsYGCucZwfOY6XMWi2sQDC4mLh/xcDgJHpyWh/ZD0EuUIgX8itE5VABZWNEk72Elwf+JH2w0NhAUB6/n96+iQOGT3jCaQlJpgxE/9dfS7qMbp2660bzDIV9w0cgoZeRQdJC9uO/zIASOvDnHlTl4qVtfdGYcfSUu5/H4Hits/g67EFAPzf14GlBssIWEbAdAQsAKBlVfy/jEBxezGvu3cWAa+D8DpTxwTRDJyHXRbaO9fHj01Zym7sq1EYGF4aaXJDAMhJnI/9DePgXXorV+5s3DOMv7BfXY1av437C5JREA53GYW67syh8klyEvrtCTBhdBDjhXS5XG2YDtm7NLzoeMiYCVrAMC//Gl4nDoQAhu6gYnFVlCpxAkKhqbZZhiwZeYpsuFh5QiI0BQEH79+NG/H8G1n9zUdKbg789qxBvsrImVQFfNeoPcbUaVjkdUlMFko1pJRR/aBUMko1rO6hM9cwlw5aydUVwcMZk+NDBQnEP0tJhliggKddOhRKId7mOIFUJfU3Cp9fCML+CPNutLsHDoKvlzfXzOlBx3D8+VPeJq/q2lPL7lMq8xAe1xR5SlP35/KOo+DtakbL7x2D8fmZIBxOCofQyhDo4JiyyTZ4OvEz7mzanNZbtwKZ+YY6Y5qqTw0bhcrqVMP0/Dz0OLQNsZlM300TxAI82Hsoarp5an9ru2MDYlIMy9FBe6kEEZNmaMsVNgX4dXYyvn0wCyK+FGC5CIvrrYCT2rxBUzml5svkLyEQiCEmpi8htHqx/n4YFj09yZsCrFQIcLLjdPg4MXabMqEpoYAoUAoRX2AHqVCBkpIcdq6NP4ROP3Dl7qfGo//5DbwzU9ulFPa3ZY7bcqUCTY9+j6RX9OwyZIpZWRfg01YNMLEyY6IVNoIiH2HacVN2l+Z8TzcrXB3GDH/eZZpBKfoEwmniQFwwdsQcMWlG+xJ+mF5Zpz84eN9u3HjN/5yp4e6BwKEjuTpW3bqG30Mvs/oIRCUmNrGyiTEJ4Ie27TCiNmNaE7OPmLnZMkMJA087exzTSwGmdTzzXCCOPn0MAaX2cnWztN5vW7TD2Fq6Z1f1VUuRL1fwDquftzcC1Kn5LbevR2yO6RrmTlQBZwaOQSU3BhCfi47ChGOHTMCGep5e2D1gsJZ9+NnpIBx4xP/8IMfvJ9OZ0RL1p9vObdw7xjiodyf0UoBnngzEkejHvFqjnlb2CBs3mauC6iLg1VwYyw0UZt1lcinA63jZvg5WUlwZO7HIKcCHo+7jk+Aglh5uFJTKfnbQOFR0YuPeessGkzR2zSn6KcCUjj7m/G6ERL3kQEVuvYlVgK0ci1v1RB8fHbO+MP0uShlKi2+43jybk9jbo+sxZu6HCF0KsAo2InYf5Skk3Lvt70wBJumTpNwceNk7mDV++Sv7T/dQxeWLzVZpAQD/ytEufF3FbZ/B1zMLAFj4+baUtIyAZQQKPwIWALDwY2Up+ReOQHF7MS8KD8K6Fze4P2T5opVTKWzoMI479N21T7EnXsfK0y8/yCsDP/r9zv0U+joaI87ugkiihJA2CNxmDCBAQCkT4kT38ajuwkCrycePIDiSmXoYh74jq7m0K805YeMnw8OW6X29TuiFfI1GoVGlrs7z4Wg/WvsrAX+HYhchJoc5hIoFVmjrOQxN3foYpLc+T05Cbx6g0r9WHc6MQxO0gT4Sw785tRVa4eGooqcKmXMLpmt28KmIdT37cJePTU9D660bza7mLb37oVU5n79wtRtW1WvXdtiJrmJm/WC4WDPB8LgsFyy40Q3VPdtwgvbcOgo9je23Isy246j/MNTyYG6n5D7Yb/9OTiNRP3pXrY4lHbtq5+hV6kJEpfMbLZArarPyz4rc7/o7FiPX1hRQpIqUBUI8HcKYhZRuXGP1Ui34Ynyhb9u3xuiajbifl9+6ikXh/G7F7bwrYFOX/lw5MiRgQAP/fflz+/YYWpO5QBbWBCQuOw2Dgn9Fbe9XJiYgEbHeON7tK7hZ65x/c3LPIDF1FhTKRHZviH1QwnUVrK107pPHIh/j4ysHYWVvCC7R/V6QLsXlgdO4zSo3ZgmtcTJZjCWv6iFTwdiEla3T8EO56yjv2g9Cx6+0Q7f0wXmsfmIoIeAoscaOVqNQ1YmBpEqVElU3/A5ZgaFOqaaSgfXKY2FzNp6FjevxMRiyX/PxwvQsLzcpLg9jxkFkKkIfJvhCP3UyR56L0de/hMz4o4D6xD/qfw1vW8bkfZceGzGdr4+fwpXbcu8Wfjx/DrCXA6T7p06T5oCZLDEWdOqCAdUYIPMuE5BJDRtzIv0U9xLfoOeh7RCQrqBa4oFLVhYD1tYi3B45Xavn1WzTWrzJ4r83RtSphx/UTMXue7bhAemhGuNQ9FpQAtdGTkJJ9frQfEDgG88lnbuB7nkKhUKBhutXI4OHhbe8Sw90r6Iz7bif8BZDeUxAyIhjWmOd3mif/TtwJ4nfWMRGKMGjiUzrlMyDyETIXKzr0RsdKvA77b5rDZ549oQzedI34iA2/PKuPdGlks4cqLDreH3Edcy/YCrBQefTnAaPHI3KzozFTxqJ3XduMzUBsbfnpAY0JiAX4yMx5tweIFMCyDQTSgCgAu4uUoT1m8mrgVjYNr+rHMk71F5jXkeT2PBkSvGhgkxAvor4FVbCcC0AmK8QIV1WE7/W/e6Dm4CQNAA9b4LUH8NoTkbVrc/du5r5+RB9JwDwXQzAjj4VsVb998eHuL6lTv4RKG77DL5e6PehXr9/TgrwnYOWFGDLfWcZgeI8AhYAsDjPXjFue3F7Mc8PO4vNcVfMjngL+0rY1JmZCAw79xvC0/hTnxo4S7Gz3RdcuYz8XDQ6shjgYRoJFWLcH/CF9o/WdzmykskBmR1QEBDUdttGDmwxjtolPDmdJo0Ae8yrKlCpDAEjzTkOdqPg5vIr958yZT42RM5GYr6pgUJXr0lo7MYAK4qAe3fxzXnTVMdKLq44MmS4Vt+uy4HNeJyRCKlQjnrOCbAVyfE40xWv8+w5xsuLsTpNxcIuc3Lgu/U6nrc4icRHTGaMpP0PH+DzM4ZOkvon6W/2C3ttTTnaCKQXkLbeW9iIS8HRqorJZm/LrQ3wdfuOS3HUj6wCKRIUG9G1CnM6fZycgG4B23jBLWupCPcnzDDQLUzOzcGqm2G4n5DApTF3qlAJBLzq64M9eTMMCXlhkCuFiEotgWyZFKUcUuFpx1iTTcpchpVYx64rTP9rBPwKpQ0/q48yxp8M+JarJiIxHn127TJbZY+alfBH+97c8elnjyEw6jFv2TL2Tgj1n8gd++PmFSy9ctVsnW0rlMPGHgO44+9y55zbojXGN2Dg4/n45xh37CCcpbnwLpkEa6kMeflWiIl3R4Zcij19/dHYg5nU5OVfR3xiP4JbDNogEDigjOdpSMTMeIfE3v12roFAIoO7SwasJTJk5lkjNc0BbhJ73Bg+VbtOttyZhjVvTT8guItzsaBGW9TwYmOkif3Rt7H64WVkyfNRxdED83x7wttO5wZLabyV1yw1O0aDa1XFb617GBx/lPgGM88GIVuWj56VquNLv9YGx+k503zHSigLTHUZiWnXvWplLO/E2hkc+QyTj/MbA0xo0AhzWrC6o7JiMfsue+bwxadVx6K5O2PXtdpCaY7pTG5Ag/1y/xTA3cYW1ycwAJDTt9u1jIF/xpEnRMTwWaBnA4XfpjV4m8WfMlvfywsHBg7lyu17cg+fnz4FgRKQ2sggEisgKxBDli+BSqzC6aFjUMmZsca+u3AW2yPu8PZna+/+aFmOGQPsun8TX4Wcg1JFZirq4vR4UAGeNhkIG/Mj9yPpulVdscRsquGURr74rBlzK6YgEND/4G7cffuWA64cpVb4o0sPtChr+oGD9BTJ3ONZcjKcbWwwum4DdKtsqAva72AAbiW85u2PtUiMxxPYhxtiwRFQyWf4Q+MdMnoCnKz5JRLMTL/255vxrziTK5IIKOXgiNF166O+F2PKFzV23LuDb8+bd+w9OWwUqugZoESnpoJYkJR6TVIafmXKYkmnrrDS05pd8+AqFlwIBcgYxzhs5Qgf8RFcpPzO4UVtP195c0xFc0ZLf8U1NXUk57/CxqiZkCnzDKoVQoyRPr+htO37O0X/WTvp3Tvq8AGExsaYFCUDFDII+lDxZwzA7pWrcvIAlvh7R6C47TP4RscCAP69a8ZyNcsI/FdGwAIA/ldm+h/Wz+L2Yt716Ba+e3jc7Cj6ezXBD82YRtWkyztx8S0/W6+1ZyWsbc42kidfPMaM8H28dRIz6Fi7SajmyhiAvXfvwL2Et7xlB9aohd866FL4Jh7bjdPRcQa6V7RR3tCjB9pXYDqFFLGvG0Kh4AfMnBw+govTXK7cvbQLOBTHn95iJ3bG7GoEUrFosmE1EnMYq804FnXsir7VmdbYgKM7oVSEY2X9s/BUs+BI72tlZD0se9oIUe8BANZYtYwX+NS0Q6N5dSkmGqOPHDQ7lwRIEDBR1MiXJ+Nmwiyk5Ol05jxsmqFhiQWQiHSAzsuEYcjN59dEc7GfiBIu32sv/fPVc9h0gwxddAw30nlb36sP2pY1dKksTHuj3/THtYRYLLveBQk5unT2tuUeYGTtELQoFwGRyKYwVWnL1N+9CLlW/MAJ+aI8GcgAwDfZmWi2cZ3Zuoc3rI0fm7N7aE7IKex6zM9+rO7qgaD+jJ26/d4tfHeefyzpeMdKFbG2G2N+Eijx8anjCHz6xKANBJSSDp2GIXIk8gE+OW4eIN7Wvx9alGYAypukEcjJ49f2c7SfAHdnBtyQftnYoK1oUespXOx098fLZFfcelwZt8Z/DFsJM/docuxrCMgVnCfc5aUR2J0x6yi2RISDTH+4NEN1ONhJcHnEZC2wxbFT1iyCQq+MftWDapfDglYMJKUYcDAAN1NfGQBRQrkAj0fPhJUaLEvLzUWDTcuZZpoB0KGCSKrAqBpN8LV6w825PwdsQWRKikGPCKQOnzBV+1HgTV4SpoR/x9tv+vG7GtNRz4Wx21puXo+4rHSoiNSoDwAqAHdrO9xQA4CX4qIw+tJus3Xubz8KDTyZJlqV1Yshl/GreDnZWeH2OPYBYWX4NSy9fhGe5VI4AFAT2enWSIh1xtkR4+HjzNK5yeFz5KH9nGmGfkxu6IvPm+uAupDIdTj34gQ2PyFzDN1c2ojzsdRvLzrWvM2B/TSWddasQLaMH3D/onlLTGroq72UquAuVGnTAaXm3SEA7MZDYD/bIE2d3HxJO/XAI52BA320WdOjt9admirttX87IpL430M2IjEeqQFAKkv6qhMCD5uM/fuagJidxP/hgLk2aqqktGIN87Kwl/kmNBgBt/gZrwSOP5gyU2vOU9g6C1uODJnqraX1Ycg01py/1sgIrLD1FrZcUPwq3Erllwao6tAMA8qyvyk+RNDHP/oIyBf0bL85YeoHTQeu+Mcis8B8e5+KWG9hAH6IaX9nncVtn8HXGQsA+LcvG8sFLSPwnxgBCwD4n5jmf14ni9uLmZgU1fbOh8DKdIOokgtwuccMlLBjIM+x2Hv47MYh3kFf2LgvenrX5o4tCD+HDS/U+lQ8pX+o1R3+VZlez2enTxpszvSL66f1RKUlop1ae4kYKhSc3BW5FRPLZtqn2lNDn81Eaeu9uJdaGs/TS0AqkqGxRwzcpFmQOh5EGWeW+nUxYTcuJph3Rf2y+h5YiWyQJ5ehxqo/zC42fbbP2ahQNJBMhpPEdCO7LroLJvuZr8fcBaqsWAw5oYg8QWMQ/dFs7ggZgNRas5wXLKR0MgIlHIvITqGN+ZXXow3AP00zPG1bw7ekLi0r6nULyORRvO20t+6E0h6GBhRkBrLmVhjnVkxupN+1aI8qLiwtrajx+u036HlEjBRiWhrF4CrhmNdpLQRClopKQYwjMnGgzZWTVMrpR1VTu/pqysy/fg5bYkM5EIocnzlSlkQJgZUSVgXWuOevY3P6bl2JpHRDdgjVIxCqcHr4GFRQM6euxl6F/0n+FOAv6pfAlEajuMvfjn+F/vvNAzy/tO0Af72UN5qn9bdu4HQ0M39pW64CiDWlz5I8+fwppp44ZnZoA/oN5Jg/FLFvWkIm5wf7ba07oqQ7A8d3RNxCaNYSONvnmtQb/doD8xr/jIqujDXme2IuhCIzcvI59rjWl6UAP09N4oA1Yllq7nHOK4RYY852uDaSseBIA9Bv7w9ITHaEtW0BrKQyKJVC5GZJoVQKMK1lGXxam7GXl9+4ikX3QngzqqVyMZ5MmMWVIyfr5pvXQSVQcMYvRFwTqARQEfFZLsH4+g0xVw0A7nxwB3MvnIG7VS6cJYwZnacQIS7XES3LlsX2XszUhOam65lPYWNruj4KCkTY6TcPTtZs3TbdtAZv8rJ42+ksssadiQwkXRJ+Ccuf8K8jOj63dgeMr80AsyqbFkKexcPaAuDgIsTdEUwzb/vd21j3ahesbExZ1pmptgho/Qkqq/X6qDwZYlAKNH3AIdCT5Ahalzdk4B269yV+DZdwWqDGMaTSdXzWfCnc7BjLbcDhbbj1kqWb6we50h8c7I+6JRigqVIkQJXUA1ClmZZ1+BICu7Ha38mkhe5z4yDX2uNDR2rB6RFH9iEkPoZ33B2EVrg3Uae5ac6FmF5H9yd/BBs1mGxy0b/xBwJo22/bZOLITk3wLVWG01Qsaiy+FooV18PMnnZj/BStS3VR6/6z8n/mtK7PdP6zut7n+M4X3yA6m99oqYS0PCZUWvE+1RbqnMOPH2JWcJDZsrSONY70haqwCIX+nAFYhUtTt8TfOwLFbZ/BNzoGAGDff1AK8CFLCvDfu5otV7OMwF87AhYA8K8dT0tthRyB4vZijkiKQZ89eyFyz4dArdfHNlkCKJKl+KNzO/SowNLT6I/B3++fwcZnhqmJYyv74bNaHbSpfivvBWPZU/MbhZW+vdDRm+n1DDqwGzdevTJQOtP4hZDr5Q+tmctr2x0rEJ1huoFmDQP29ukL39KMOdZp+1rYWj/EnRRmJEEhFcpQw/E12lUYio/U2k/hKSdxPJ5fWNxKaIMvqu/m+kTAWqUVS8yugF5VqmFpF5YurMpaDVUWf1mlsBzEJU4XciXpitVduxAZJOaulxWo7jZocxz1kQ78vB4Xh+GH93EAlyaoD5TO1UutoVWUBqTlP0TIK2YCwxftvU/AVlKGO/QyoS9y8/nn3cluOEq6LijKpYtUdt+dTfjiUirvOXbiAtyd/DmEQqYVR+mTnXZs4dx79cPYzZmONQtYiTcpuQb6fgKpAmcG69hQVO5ZahJ679uOvDz9cVdhbptWGKcGYqicMmMeNt67iXkPmxrobvYp/QwLfdMhcd/DNYlcn1tsXm92DHb3Hwzf0mzcKdbcuo4FV0IMmBof+/phpm8zbZkV169i8TXz6f4LO3RB/xo12fUT+iGvgD8F2cFuKDxcFnHlfrsZgFQr/o8ChFlPKr8cFZ2Yvl2jo19DLOVnABak2+PWIAYADjmyC2EvX6nXu441xrmYqlR4Om0WZwhB/+55fiaSsuxgY68D3ElrVJ4tRqeyNfFdA+bYW3n9IsjE/NcmLboX4xiY+yozHS22rAPsFYBED6ykac0So5ZbSRwbzOpstGkV2pS4jZ8bhMBKqJv37ZE18OPdFoicyu7L0LhojDmxG5UqvoW1tY7BJJMJERlVEsOq++FrP5YeX2PdMuQo+FlOVkIRnk5iYN244N04n8QPttPxgd618VtLtjGvt3sxMjLkAIHY+mEnh4+rM872ncT9uunRRQS8MTUqoWPE3N7a+Gt4OzAGYGHjl0u/Y72OfGdwGj2TI8bOglTtCN/+9HzEvhBAnssYo1wIVLDzzMbXTTphcDk/7idV9kaoMn/jb4KwFIQlLnDHiP1XZ/VyFCj5513fsIOchzdG3DRkXlIlCqC2SwkcU5uvXH8ViyEH9prt/sja9fB9W50zeWHH6UOUO/ToAT47fQpKvaeCVCTCgUFDUUPPOKqw1z746AHnAswXZL7yYOrMD6ZHR3NZe/UfkOm91/TbsbhTN/Spxli0HyKOxi3CvXR+RnYFu/rwL89Agw8RIS9fcCnA5kJf//hDXP/dDMAKWN+z74e4rKXOd4xAcdtn8HXFAgBalrhlBCwj8CFGwAIAfohRtdT5pyNQ3F7MhyNvYNbxS3C2zkEdrzecaQeBfw/feCAxxwGzWtXG9HosfZGCwLC5YUEIfRvJ/XezEhXwa9NuBppt4clhGHrmFFRiUwMDsUKJ49384WPPNJjabN+ImDRTJgchgpTCuLYb09uqs24xMuQ8elfqdo2vXR1ft2QgXMVVi6DgYxqpgFZe5bGtN0sLzJanY/Wz6chRmLpUkglIJy/GJPkzBqA+K0iZ8T2QY45VaA1hSfPmF+YW108XvsSme8SMMx3PWu4JOOZvuBlOzM7igB7SviIDhhm+fvBx0Wmnaa5DAMqFmGhci4vlfiJmSDufCgbafm+yz+PGWyaAzxfNSm2BmzVjc2ZkH8LrlGk8xUQoW+IYbKQ68wizFb7ngeVh57EkzJTpo6nuzqTp2jQpMteISnmDum6JlOjJgahvc+0Qk+XMuSprdLeiUlM4F1HafBoHX7pfVkEeFt0MwZOUJLhZ22JSvSao5c7MTDShTJsJ5AXhUborQhLLQKYUoo5LIlq4v4JApAMvqPzYowdx4UW0ybWrurlz7q2a1N6z0ZEYf9w0JZFOXEGmCJWYPtXCKyFYffO62RH+qnkrjGvYmDt++ulyVLSdZ1KW0m3ThRvRqExX7tiSiA14C/NpxQO8fkAjDwYq1tj+ExxLmKbRE9NPmVgCN0YycKvJ1tVISM/m2JMG5hFyAcfIOz54BGp4eII0AFsc+wa2jqa6pAQCNpQ0xeI27F73WbcAKj1cyaBjetqc3Fie3wfwMKIJKCwjcEXICAaYDdo7BwEtD+JWkifOvy4LmVKEuq4J6OYdiZ/uNsMPXRjjdXn4FSy+fIXTxnRyzuaYijKZGOmpdpArhGjqUwa7ejKQveaGZWbTHAn0fDqRjdGwoC24Spp1+iClplMyATqVLoc1HZgkwy/Xz2Lj8zCoskSAXM0EtFJCaKfAz/W7wb8auy8D4y5hybPDyM2yQlqCAxQKISRWcrh6pUNipcRG389R3k63nrMK8vHR+QN4kpQAiUiEHhVr4LPGhuDX4rCz+OMWMaf05lLN5qTn2e0x0+BibcOxOZuc+pYDGmXZEijyRdz8S+xlnJlUv9JN8FUdpgdLIDpyDNnEuvkUQVjyEfefpOfot4nfGIiOk3YaaahRPE5KRJ/dAajo9AYetmyN5snEuJHohV/adsaQWnW439bcDMOCK+aZl829y2J7X8b8LGok52cg+E04EvLS4GntjE4lG8FVqmMtF6W+XJkMHXdsNjFPojpalyuPzb2LZo5D52Xk53EfThKyTWUR9N2Ci9LOopT9+vwZ7Lx31+SUknb2ODl89AdNg32ZfR/bX8xh69go+nvPRTVH3YcWOpwlS0VE2nmkyxLhJPFAHee2sJeYvoML0396/5BJC5/uZKeKlbCmu6F2KqVLBz57goi3b0Du8m19fNC4lO5jUWGuqSnzZwxA/5p18Et7nQlaUeq2lH3/EShu+wy+nloAwPeff8uZlhGwjID5EbAAgJbV8f8yAsXtxfw4JQ4zj63CllYn4Gmj25ynF1hhQmgXTGw+Ap3KMbYegX8dDm1EVIohYOfj4oyz/cZpQcC4nGjMCf8Z11+XZ4wKdQgVKjQrE4XFjRbB2YqlBRJb7XKcqQkHHRtbtwG+admWK9cxYBWepfNr8NHf5EcHDEYdT8b4K7/md3PmqShj64jQEcxogWLno5OIyNkAW6mOQZSU6o1vGs6Hhy1LfaY/ghtvWI2UXNM0RzpOOoWkV8iVzd4AVaYZppu4EoTu/DpC71qs8ak/ocUOKVQQGfZLpcTu7rfRpIL5NGZz9VKfSBtrt5GLaf/qNbn+aFJH0/Of4NIr8xvaDmWDYSNmoACxDrfenIpmJY9CqMYq8+Ri3EubguH1afP04eJdaVKU4ntr4jQtm7P+2vnwsM5FVKZuQyYWKFHX9S3cnFtqN1TLwq5gWRg/C87Tzh5XxzEgqCihpLWRvYH/FEljCN0CtMeOPH2ET04arhfafs5o0hSfNCFNNRaTTxzBqSgz2pxly2NLL7bZX30zDAvfAV4s7tQVfaqptSz37kQVx8MYWzNEO5f5CjEW3eoEF/uBWNixC1fnwvDdSJbwu+ZSGi7HAHRm66Pi6t9g65IHOxcdk5eAuvQ39ihl74zzg6Zy5WqvJxCsAJCrc/w1HRUqubTgexOmw97GhnsetT37udm0Yk95RezuxOqsvOE3yET8jsr6DMCHSW/RAokiqAAAIABJREFULWiTgUuy/mS5wR43hzPNvD1hAxGfKcbyh4a6mm28YvBRzZuoX4OxLVfcuILFV80bulT3dMPxwUz7sfWu9YhJM/0gQcc87e0QNoKlP8+5FIjd9x8CTnKDttL4IEOC6Y0bYnZjxirMLShArQ3LYWxCLJUKcX/8DIhE7CF9++1ejL9wH6mcUYv+WKngVT4BJzvPhIOUpeG+zc5A211rkJdjyCqsUtoOJ/tP1g7Z0WePMePsMQbkGlYJW4EE98fP5J419DxqGPgtBGL+jzytHOphSQt1SnX2Vqgyf9GfFt2/RWUh9GDalQQQ11mzHPk8AD53P3TvBTKa0sSzlz+gopXu/qPfo3Nqwaf8LgiFUjZGr1+h/z7zqfkTGzTCl2rzF/4G8v/6OCMWn99ZjwyZ7h3nLLHDgnoTUMWx6ODNuegojD/Gz8ylFoSNmwwPO53jd2HbSq7KkwIP47WeA3SXipVBLs1SPcOQwtZXlHL0Ie7jUycQHKl71tEHLtKgex9GY1GuTWXvpp5B0OsVUKhvJAGEaOc5Gk3dySxJF/G5z7HzxffIUTADKgpbkSOGlv8epWyK7hBN55P79IRjhw1AQJJrWN39/9i7CvAorrZ71jfugQgBAiFYgOCWIMHd3Z0WaEupUhesuLsFAiE4BIJ7cAtEICFoCHG3tfmfO3ezOksJLW3zf/t+T5/227lz5857R3LPnPecnrCVaE1nSFn+pKMHcemFvmHIzOatMK2p1vW6LOceSHRJ87TnorvvT23aY1R9/7J0Z277N2SgvK0zuE7ZEACUWNr/DZn5a12UFGbjnrkE+K8l0by3OQP/cgbMAOC/PAH/q4cvby9mpVKOxMRWqGZjzMJLLbaAjdsFWEnoi/nzS0dx6FE0hleJQTMnKv5+PcMNO5/VRm/fOlgUQN3gyGJuzZO5uJKcgNhkDxDgQCqUw8/9Fdp7NMaoKlqx/wvPn2HMEePyFmIccHTwSFS1pyBNfFYSOobs4gT2eAyDpx9/obnk3gYAOostcWssBQUIQ67rjm1Q8WSoaJ8NsVCB7AJLZOZbo2t1X6zqptW22XjnFuZcvmB0WVeytcPRoSNhI6ELREaZDiajJ6DKMGrLs5sPnkXZy2UGhm3B7eRMI+4BWU9bS/iIUpcFluWe2xP9AF+fOcm5i672IpnL62+m4s6bOFx57ovsYks4WuYjoHIcGldsiYYVtOzD1TevY+HVy3CzykYN+zdQMnxEZ3ggq8QKa7v3QiedxXZZxvoubQtkMvTYFcy6WBqGbmlvXkkxxuz9Hncz9Jl5ZB8hT4lATyk29qV6X9OPH0V4vL6xRmnfRFMxfjrVjSuNpLxcbL13B4lZWXC0sAABU5t7asvQ2etD8QJMRm+CFBtfH/brwJNSwJuAqXXWL4dMZsw+5AmAG2OnwNmSLuA7hGzGk0zu8mdPOxtcUgPeZxITMPHoIdadmycl/RI4kQeGlIYq+dAtK26yYTUyiorgZpkNX8c3rNHGwwxPdi6J6zZxviax68E9nM1ZCifbfKPziX9VEX+0+EVjttBwz+/ISRVDYlcEPtFSZEi5pwCyQjF6NaqEJS2oXl+TLauQkUfAdg7ATqhC+KDRqOXsiiK5DN0umQaWq/J9sLktBaOC9i7AE4KrcUjhCeUqJEz6mm137kUCxl3kNjAi2yuJHHBxMO1z361P8EUk1Uw0jPG+0ZjdeTP788pbV7E4MpJ19tWYe5ByfhXVF2xV2QvBvSm49V3kSey4T1hOhufOoGfNGljRjrJ9dkXdwTd3TwKljtukeSk5ScnDulZ90dmHMj877NiMRBPXRztvb2zqQZ9Jsa92oPv+N5x5F/KViJnYB0IJZW63DlmO1+ncpcrjm/thdlPKGk/ITEfHfVs4TQS8bR1xdvB4th253v2C50JsX4yCNCuo5HwW2BTZlMDCRob+ju3wXWsKaDKqLDDp5BmbapR3nu0v4FlqJQve5hx7btR4eNnTdxtTcgVM1ljOuYTVVPBtKPOSRP21K5AnM9Z4JUBmzEefsOXpZQm5SoERV+chpdj42eUmdURwi68gVMsXvGu/B2Jj8Pkp07pxhi7A79ovaUfYhVdfvUROcTGqOTqyzwMiM/FPBHkfRaWmIDEzE/YWUjT3qKQx2/knjp8nz8CrwlgwUMHdwhf2Yn1neaVKjpXxU5EjN7427UWu+LjGWgh4HA7j7zB4wgQkpktED9HLzh4N3dz1NF5JFwuuXMLa29ws7+C+A9CqEnVvL0vsfHAf358zNoQizMtjw0fBXlo2c62yHNvcljsD5W2dwXUWZgDQfHWbM2DOwIfIgBkA/BBZNff5pxkoby/mZ+k34KWgi3muiFbOh58HXSA2CVmCRX6H0dolSa/plTR3fP6gN24M0y6SJp0Iw6kUYkig4/IKFYZV9cdvAZQ9VBoHHsXg+/OnNaVvhF21rFN3NNPROLuSfhPfXt6D50kV9Nwxyaq3Qd0n2N7yD9iKaLlUlTULORf6ZJudQIL7EyiDZ/Pd2/jtEtWLMgxSXhn70ScQEGtaIu6e/gT9Q/dBrtRf3HWsYY11XfSZYIw8Fgwp9VQ+U3crBs/mc/CsTCww/+Sq8lm1GEqlCRMQMHg6Q6sB+KcXqLqBqfJSsjnAqzK29dG6px6Lj8KMEyehZB0ZaIgFDDb16IPWXlpGw9scnfv41sLizt3edXjv1e5FTjamHTuCh2l08UVAOuIcOrNFK81CSalSos7qhZCpuBdhfb3zsagHdWwdc3AfLr4onUP9IRkCgKSEcNj+PayhSWmQbP3cNggj6umXPjOyO2CyPwVUBGwheIsleDY/gGepZZKQ0uyxh/dz6j6SW+rzlq0wrRFldLQOWYukTG63Yhc7KW6MpGXZhEUSFLoefEeZPmuMIXi1BNdGfqxhBRHHzdwS49Ja0g9xUT05kl7Lt5OTMOLgdrSoHQ9XB8oSIWWcickV8OCJN+5NngGpkNbejryyGo9yXkKgozVKfidaeDNqdsWoatQ9tvn21UjN5mbbkoTcnfgx7CzoorPtia/BE3EDUZ3t2+DrhrRstM/+9bj/OheMVAVCpKUDBXglPPAUREeTagA+ycxAh6PrTT4/qvCdcW7YRLbttyeWYPcjbsZadbtinBxNNQ1j01PRbdd2MOSSM2DB8ZTA160CMdmfGnZMPLcPp54mACW6lDkGkKjQwrMSdnWiZb399u/AnYJX6hMx/leQQ3Vs6kHvYe8Vi7gqF9ltEpEAsVM/Zf97evgmhD/hkGNQd7+hZxcEVaXl3NVXLYDK4FlYOgpXRz6ujVAbi8TcxfdXuN2kSSrixn3GlimSaLFlLd7k57OgqG4wAhUWtu/GAuqlwcjjwWRPB5SlOogi8Kw/pU7AajCKfBTwW6s1KTLM0rygThhUhxpXqXJ+BIq4nVYh8AbfRVvmfjbxCSZwuAB/QjQ3m+uXgpqcIJ0N0TnP8PEt0yYSa5vMQE1bbqDZVP/33ySj7x5uZjgBKIkhlNV/wKzkXfJTntq8KnyEzYnaj5GGYx/n/Qc8LSkw/yGCGL+QD5tc8b5l2gR0JaDi0muRGg1GH0cnrOzaU88U6EOcj7lP7gyUt3UG11mYAUDz1W3OgDkDHyIDZgDwQ2TV3OefZqC8vZgfvTkLH2hLtgxP8L7sB/h7UYBwwYWRmOXLbfKw6FEzfNEmmG1HFrxdw7dwl+GqgLuDZ8BBvYAn7dOLCjD/9gXcTH0FAY+Pjl7V8Wn9VhrggLTZ++IUwpL2QS4HXic7oqBQCienXFRwocyj5Q1+QwUL6iBbZcVCgGAOhqQEFWAvkuCeGgBcdfMaFl017VYcPXWGhl0QFDIfT9O5QaMNvQMRVJlqp5UGwygBRTzAFAHCauDxaTnx+0T1lYuhMuUC/J4A4NB9obiexA0gNHJzR9hAysYiIBAxReBivLhYWuHSmAmaBXyn4C1IyMrkPEUuraL3ycWf7UMWKwmZmcgpKWbZo06Wlnq7lCiKUGs1t/ELafhRPWBWW+qqPOHwAZx9RrQujdktBJ5JmEHbkWMS9mFMRqoRw4t4Q5wdNQGV1Uwj7fVBSlwTAEauvj703Yv3xEbhq1OnuDhwLJtqsF9tzGtHdfgC9q3Gq2RSOmjMGnN1FeP6IMpovPrqOUZFbgePgwVHLtcTHafC25HeQ223bcSLHO5SVF2AOCbjFXrspCWR1hbFkIrlyC+SolgmhkjIIHrKZxr20oxbm3DldSKy021YRiEJsUgBhwp5+LX+EHRyo0Bp97BViE02YfgD4Mr4SXCzomB/5/3LILM3lhCQFQkx328KWntRV9ruezYg9k0uy8LTsAAJA4/8j8fgidpIJyYtBd0PbAMsOYwj5Dx0dqmJtT36sH1+FnEAhx5zG3F4WEtxaRwFXgm7zXf9Eii5eHAMcHMUKcek8z/i1G5EvkmEi30eRGq7c4WKh9RcW/g5euBQN+oS3SNsGx4WUxY2VzS3rozdfek97L2cGrZwhYDPQ/w0ymQddiAU116aBhV/D+qAoXWoHIQ3ecYaAHWl/VtYMIieSD9KrI+6gTnXjZnTpW3vj5oOO3UJY731K5BfbMysI21/aNsWY+pRvb7SoM9Ycg8VAsKq4PH1S8hKnWNN+E7jx8B2rPs3CVX2FygpOIK1sf44n+wFmUoAP8c0fFb3JipY2YHvSs+B6Ku1274Jr3KNSyKJE/LFMRPhbPDMMZl89YZbmY8x6+56k82WNJwCfwfth5asoiIsvnYFt5NfQ8jjoWUlL8xo1lLjaEw6Is+kqeGHcZJDGuDTZi0xoxk1VCkN4n5N+iSOzsQoJKhqNUxp3LTMbMY/O9e/uj06MwUr7kciIScDDhIL9K9WF4N96v1jDMQ/G//T/PsIfva9yWYjq/yKqtb0HvoQ0XLTOrwpMGZjk2MRAL1UuqH0GiGVAPviYpBdVMS6tU9v2txkOTUxzyLsdlKdUcPJ2Yh9+CHOx9wndwbK2zqD6yz0AMA+3+E/UwJ88Dd2uC9fvoSnZ9nlF8zXrDkD5gz8uxkwA4D/bv7/Z49e3l7MucXpEGUEQCLgdkp8Iz0Ed3vqrnf5YTu0dNZn/5VO9NV0D7SqS13yZp07hr0vH5i8Br72a4sp/s3Y7QT86x2+HUkF+guqxq4eCOk0VLMA2RB7BqezuUvz5Ao+VjWcCzcrO7bPqmRxyoM+44Ys9uWAnYUY9yZSQORtOkkuVpa4Pp7qbZUo5ai9ehkYEwvegfUdML8NNQz5EOG/fiVyirnZWITs8mQ6BaLKEr9ePIct97hNM3SZAsSBcNQh0w6ERwaPQF1XWgb1SUQ4jjyO4xwG16KzLOP9O9t22vozEnL1AbfS/td0rIzOtShzavSBMFx6SbSUjIE1Uob75GMKcmQUFqLxptXGDC+yUQksaNtZwzR61/PYH38Ps46fMdl8QH0fLGhD2W3Nd69EShoBzHhG7FhHRxFuD6cmLv2PbMeDEn1tKN0DtLWrhfUd6bmPObgXFw10pErbTvRvhG8C2rL/d8HNY1h7lZoucMWhYQPh50zZS23Cf8ezZJFROvlQYUpzX3xVhzKNxx77BhcSKBBpGAKBEjfGT4CD1BEqhoHvyiWQ2hbAwS0XArV+XGGuBBlJ9vikcQCmq4GOgD3zkPSG2wVEalGCmInfsociYJ3PysUs4w4WSgoWEgSJuHAXCPBr2w4aRueGOzcx9/JFznF29K6GdWqgMCErAx1Ct5jM0YYufdCxCgV4vr0ajhsFZ2Ah0Wc1FsuEqClqjRWBVM9xW9Qd/HjvJPdHFgZY2aI3evjQ53a1FYtYViZXSIQCxH5EGYAb797CnEumwDoGNydOhZMFLTv3Xr6Qu0QbgFQCxEymz6TLSc8w4hj3c9teIsXdkdNY8IbkvcZbnNabeXliV5/BJnPItYHVFdywGlmElWt8CyNUx0lbnrcJY8MfIjJVf8FXwaIA+7qlwN1jFXsIYgzUIdj0XL6P1AEx/xh45TeoWAFH/SAfxPa2/h4OYgp4E/Cv354QI6mDehUqsuejq8NHSnXJc35vbDSbXyuRCFMbN8PUxk31ADPiON43NIQtLdWNQK8q2NSrr4YFX6bkf4DGt1JfYfjJUJQoFXq9T6jdBN+p9S4/wGHL1GW+IgtL4sayJcKGQTQDP6u5BdbC9zMDeZeBjD98AOeecX+U+C6gLcapTW9IX8T5evO923rdEjYuKRVu7E61Ps3x38xAeVtncGXRDAD+N68t86jMGSjvGTADgOV9Bsvp+MvbizmzuAArz0/Bdw2MmX1rY+uhfYNVqOlAAZ7IqDbwc36DuyUWSFNSNpyLQAF/SREepFdEy3p08fjpmaM4+CqazqDuwlO9CPusTmt80piaGHwVeRyh8dzOuD80CcK42lRgP/TxfaxNDIarnfHX7YTXLjjS5Qu4W1GWXenilGX7qIMwfUgQ3ZpItXnD5qib+PXyefBKnTHVbcl+YiseHo2ni9hCeTHqriElWtw6R3397LCo3YQPdsXOuXIe6+/cBCxVACmfJMMgBgmFfNRxdkX4EMoKKkukFxai9+5gPTF3sr+rlRUODxkBVzUj6cLzpxhDSlFNxIGBw9Cgohu7lZTg9t69k2Xf6QZh4h0YPFzPpZEsSFfdvo7dMVHIKCxCFXt7fNqkJbpVpxpjHzIm7Z+Dc0kiVqNQN+o6pGJW4GQEVvZmf267Yz1eZOZxD4VHykYpAPgmNxfNd643aTzTrbIPVnfVd2r8s/M7+uQBZoRzazSSfcc3rYPZzWkpve+aJZDL6YLT8HYTCHmI/4gyvDqErcMLnrE2VelY/CVVEdqTsn3rrVmBfGLEwRFV7e1xZhTVbptz/Qg2Xn9s8nT2DekHf1fKwvPeNB9KE/eQl40Ul9RMxaU3xiP4QSVkFRg6oDIYXvcKPmm+Hs6WLiwby0cDGjHgC1WsgzmjnteWnpWwo98geu7hvyD5jQBFBVrBfPI7Yf95eqfgQvc/2HbEWIT0SY1q1fca+y967y/t1BW91EYphXI5SNm7oTunhUiEw4OHs4waEnEZaegStg0QKcETa0FFRiZggcW1nfugS1VqRtH3xDwoLLk/sqgKXBHehbKLnuZkol3oBsCCA9kr4uPqsKmsAzgJvzXLTToLe9nZ4fxo+uw6FH8fnx0/ZeI5x+DB1OmwElGt07exCp0tLHBjItVZ3fXgPr65fBIwJE8zDIQKIRLU16ZMoYDv6qWaPBteUD4uTjgxlBqlvGsQALD55nVINQC2Svc/PGg4/CpQLdCQqFv47jw3+NnTxwPLulJdwfiMDHTeacqBGGxZZDcf7TPsTX4efrpwFpEvX7A3ZyN3d/zUJsiIEbwt8SS2PDW+3ydW64rhVbTOyj+eP4PgqHucKfiiZWsW4DMMYgxBpAkIG7rUOVy3DZFNOJbAfQ/rGlyRfRhGBiZ/GVB0iNAmKXvZ5jPwJPSDgG7cSHmJ32+dQ1xWGqxFYnSvXBNfN2oDS5H4XadQ047MZdDBjUjM5WaYH+4+CvWc6Xvo346LqaE4n6pvJkPG1M51BAJc6fPoQ8XjjHT03xNidL/XcnbB3oFDNRUNxCG4T6jxGMm4vB0ccHqk/gfN2+kvMe/BKcRlp8BKJEYXj9r40i8IlsKyz+WHOvf/pX7L2zqDa27MAOD/0hVrPldzBv65DJgBwH8u1+Yj6WSgvL2YDyc+gCRrJjp6GDOD7qa7IFIxF9MbBLJnuP1qN9i5pqDYADiR8lTISa2AUS2oY+nVpBcYesqEnhKAS/2mgJhnkGizbx2e53PrTnXxqoG17SgrKCE7HR0OboS7UzZc7fIgEqhQJBMhKcMelowbLg2YoilJqbZ8EafoPOnH18kZx4dTwGx0xB5cSHkKXjEfkBHKIBGOA9UJEzGIGvyJxmGv5ba5eJPD/cfuwq6N0c+nzQe7Dz46eQjHXsdqtctKj8QAniJHXB6qdTUuyyAI8+PnC2dx7RUt+2vq4cEuTj1steXKBChstWU9ZCpjhqiNWIxr46bolZ4Rhgzp825yMoQCPlp7VcYPge2NyuK+PHsCe2IfGg13cYeu6OdLnWg/RBBn0Jrrl8DXOQWKQjFe5dvCSiiDt0MW7hU44qPa7fFJM6rjVX/DcuQVcevLkYslUa29eOXFcww3wXJirzk7Al6UTf/x5uuXGLx3j8kUzA4MwPgGVDeu2spFrDsuZ/CBxGkUyB56YBduKRI4HW7J/r0c/LGoIzXyeds9RDTE4j6mrLHrbxIwdM9BbtCIxyDuo08hVmu8Vd44nyBunMO04gsRM5YClT9fXIiDMQXIYSzBEKCbvS+JmiiDbpWjsKDzFvaaI6BRzdVLTQLzNRydEDGCgkY9jy2FwuIpUl47IC/HEsShWGohQwX3LCh5PFzoQgFAsoDusnObybz3rFETy7p0Z7cTp+JeR7YhMSUbkKvPi8/AwlaAw71Gobo9ZTESxpL/zuUoFnKUNcsEuDLgIw1Y1zHiK0ituN3OiwulONWZjnPt/WuYd/kS/SBA2IoEyybXANEOVPDwe/uOGF6LllQ3Wr+KsuA4gmh5nVDnaPyxXTiX8NrkuS/p2gG9fWj5YvXlizg4TnTXag6OOKXWiJx45AAe/HgcJVWskNvCGSorIUTJRXA6+Aq5LSvi7KKvUcHamgVzq69eDJ66NNxwEE29PLC7j9bcw+QgdTZkFhWi0cY1Jpv+0iYII9X6nF+cisC+WPVHK4M9PG1t2dJeEsSIodXmdaxBjmEQE5ALYybAw4Y+P8nxyQcRYg6kG04WFjg8ZCTcbLQANwG4DiddxZ4XF5Fako2KUgcM8mqDHu7N9Nh6vXYFazRODY/foWo1rO9Jy9PLEk02rEFGEbnmGPAEDBgyB2q2+8DaxBWefmggY2SyZwAlJwy654Fnvwo8aQfN79ffvGTL2eUq/QdTi4peCO44mBOIfNuYyUel+ruXmWzyU9MOGFNLv0S8LDmQq5TIKC6EvcQCUvXzqiz767YlebqdFYFr6YeQI0+DncgFzZ17o5FDl3+kVDk2PQ2/XjiHB6lv2AqK9lWrgbD/7KTajx/b7t/BzxdoxQZX3J30sab9rfQXGH0xGHKDl0xT58rYGjCizHP5vnk176fNQHlbZ3DNne45+Pf+75QA3z1kLgE232vmDJTnDJgBwPI8e+V47OXtxXz+2TkESCabWpfjUOY36FubgheH45qgyISBHamW6+V7k233Mi8HAfvWcs4iHzzcHTpDo/vkt2Mp8pTc5a21bF1xvK8WOFl89xKW34/U61fE52Nrh4Fo5V5F83uNVYug4K5oRitvDwT3oAvJ8Sf34cybBO6rjQFihn2mYSucf3kHkw6fhsJA+L55FQF29JgBvtos5ENcut0PbUV0rtowwuAA1jwJHqoF9z/EsUmfOx7cw/fn9ctRCdyxrHN3EECkrPEwLQU99uzg3I3ogd0aOwWiMjppvusYWKAheAELKHFFb3c/LG1PQbD6G5cjr/DPAcCrL59jaLhp59iKUitcG0PLyd81/gyI2tCzD6vTRcJ75ULABHDC8Bk8nUaZirPPnsLuxNsQ2OufEykPVWWLMa1uAD5rQcHPtzG8CIvo8TRq8tDryHrEpGdAlWcIjjPgO5bgSJdxqKVm5lTZMg+MikOAEIClGIgdSY04xh3aj3PPE6EiwFbp84aw8GQ88BXUaZUYi9Cy0cUmAUBHazFujaOGP2NPhCFeeQt21vrAjULJw/PXrogbTg07nmdnod126t7LFX19a2GR2sxm3cPrmHvjPHhFAvCUFABkeAwYCxU6eFfDxva0XJcAhY32LeEE0cn20z0mw9uWsgU7RnwNqRW3oYsuALjpAWEvm9bWm9++Iwb7UrCue8h2EFCAKzp5V8faHpSdOjkiFKcem9YAXNOzCzqrTUBKXaK5+hxatx4LQJIY/ftaPF92Ea+/qQmZdalbqAp2d9LgsCcZ+16sh5OVFVvOXX3dAhBWZCnbsrRvFZ/BJH9HfNuqbDILuQQ0Wk9Ld7ni93YdMKwuzdE3Z04iNJpbtqKynT3OjaaMV3a+EhNYfT2lQV31N60DMbGhVgt23pWLWH+bvhMNY1DtupjXobPJsZna0Dd0J+6ncL8L3ldntdaqpVCIiyF1KQRfbdBD3LmL0yzR0KWSRg+WKYkEk2WChcl3A8/lvAbg6n5kK4heH1esCOyFnlVpefq7Rr68BHVDCNjPHb8264SRNf3ftTtNO3LdrX54lf2nUCFnjaMGVauHH5p0gIXavKjMnZaDHXZE3cMPBu903WHfnzwNNhLK9u13ZiMeZnPrjS5q0gc9vaiRjjn+uQyUt3UGV2bMAOA/d72Yj2TOwP9SBswA4P/SbP+HzrW8vZiL8nZDUvCDyQzmicbCzukbdnt4gj/yjWq56K7WUKB79bvsf59+mYAJZ0zrxh3oPhL+Lu5s2/rbliMH3I6f9azdcLj/KM3YyJf1Q4kx2B0fhYziAlS1dcTH9VqgvkHpT81NCyAr0HfrLe2kbR13bA6i4viHE2IwI/II57nbCaS4r9ZOK21wPTkacyMjkJQjg4WIh47VPPFN86EakwPdjvJlMuyMuoes4iL0qlETtdU6ee9zqXY/sgXR2dyLKUuBGDHDKHPqfaJYIcejjAzWupUIe5PyRa44/fQJtt2/C1LS5mlrh4n+jVnx+feJPTEP8OU50+WtF0aMB1l06wZZzMdnZrCLMjJOrlK2dxkLYfD47lpAmxJyCgFuCHZDAEEeMNi7Aea1pOYancI2ICHZWOyf3chXIXEadXs88/Qxxh8/zO0cywBedta4OEzfaIeMg4B8hJFY3dFJs9gqPQcCbjXcsAr5JcZluMS44cb4qRojHZ9186As4Z43gUSO+Mlfs92W6pfxJErwrOSU7UNKZvNFLPByfdxkuFhTbcTqKxaB9Z3hMVqwlLDxwIO1RIyoyRRYqxUyB0qxEqpCAZhCIcup4LsXAAAgAElEQVQe4glV4FsrwBOrEOBQDZuCqHOtb8ivKC6SUEZfKTFIbXbrYq/Erf70OUM0zm5nv9Lq75H26nbEtffqyCkseyqnuAj+21YAJdz3uoOjALdHUKbixycPIfx1LBxt8yGVyNkpJyzA9BwbKIvFSJxA55KUANdesxQyTtdtBtt6D0BAZfqxYerZA4iIfmLsWgsGzk5S3Bw+jW0Xk5WCHsc30aklHyYIWMsneaU/rWjVB90rU9bruDO/I038hh1bSZGITZVUKgdfwMC+xB7BHX5l26UW5qPZ9rVU26/0Hzo97Mec+2OnadjLf0RewppbN0ovLb1/E6COAHYkLr1IwOiDJticYFjWZymb86vTJxAWY8zgJf2s694bHatRTcOfvt2IYM9UKAmYUjpO9Vza3U7BlXk/w9reCsTQo//+T3A7tTILppLLjtVxJYAqH1jXEehS3bS7KufJAegduhNRqcaAGQF6Tg4fA28HR3bXzXdv4TcT+odN3D0QOkCffXjz9Susu3WTlT0gBi4j6tVHVwP5gsF7d+Pma+5ybl3mpamxc/2+6OplrLrJbcT1a7sOGO5XdoOJWpsXQOSSZ/QRUCXnoYbKB/v6j6T3Rv5GIF/97OQYHM/1BmvEQkA1n+A/jADS0l2m1m2OrxqVnTHfJ3w77qUbA1GEeXmy93hUt6Mgelliyf1LWBZlbATWuVINrG3T9x9h7JVlvH9XW+J23nnnNnauDKNBBTfsH0yf2eRvrjoH5kBhgmI+sUYLfOGnZX7+XeMz9/P2DJS3dQbX2ZgBQPNVbs6AOQMfIgNmAPBDZNXc559moLy9mFVFp4EcqtfEGdZfgm9NNaJOJjZGlgmmkQOfQSfvW2y7yOTnGHaCOoNyxYne4+Dr4MJu6hayDTFFb4w1omQ8DKjsh4WdKBhTlvDb/wsK30jBKPSBAYG1DAG+btjcSstiYMuAU5/qdc9neNjVcSiauVcqy2E1bdfduoH5kZf09vVxdMSJEWUrAy3toOvBzYjN49Zus+KLET38/QBAYoLyxanjmvJAwr5b0KGzZvH+Xif/DjsdiY/D9JPhJlveHDsFxGG4NEi5EjFbIKAZCS9bO6zs1lNjPvIOh9Q0IQuemiF/QE5IVsWEj6pmbglUgLUCXzduh8l1mrPtRx8Lw6XEZ4ARa40BTwQ8mUqZdXEZqeh2ZBNURQYGFwRT5KvQopInQrrRBRWJW6+TMOP4UY1bo4VQiJ/aBmFg7bqaNtklRWgUshKqPNanVvM70aVjLFWI6D8WNdX30IgLE3H1oQ8YA3YqASlb1I3DzrYUfHqRn4H2uzdAVUhodbqluAwEVjJEDp8OF6laN27HIhQUKAAbpcY1mJiuIleIKi62ODuAApr1Queg2ISBENk+vFIj/NisG9u20dHvkPXaBkyxluVFAB6xfTE8nSU405UCPEE7NyGhMAP8Er6mJJQ9bxEDRsDgwagZsJVKoVQqUSN0LpgMAirqMwt5VqSs2xGn+k1m+1xy7QqWRV0GDImKxBlcYYF7k6gxkJJRYsy5mbjykNz7+jlyd8nExu6DUdOWgiw9925H9GtuZp2FVIjoSdR85WHma/Q6vhXIF+qDlSIVYCPHb807YFh1Ws59OXostiWLcP5xdSjVzy++QIkW1Z9hsmcGWtcJ1VwLv0SewZbbd/UASJLPj5s3xawmVLaBBDGD6LF7O55m6UstNPHwwK5+gzXSCUSP8/vL4VAWG1qoM+BbyHFt+CeaUn7iCDpkbygeZ2ZojkP+g4CJv7XroAFOJm/ajBOKDJa9yVOXlbLaiuQSFCoRO/JTSC0kLNBwMr4pvrvaFWlF+o7pA6rfwMwmbeBuR12VyxIJmRkYsj/UqGT3p8D2GF1fyxgbti8U10y4otuKxbg3hQLeZYm2WzfiRS63kzYpA76p1kksS5/kg83IA3tZB2DdIEzOVd16vpdhh9/Bn8AXclPmneCEsz0oiK7K+QkoCjE9XNco8PlSdi79di01qSE6yz8A0+pRpnFZgjj/DokIQXqxfon8j02DMLYW1QouSxBWYcM9y00yc490GwM/J6oR+f8xtt67g18u6pcBO1lYYnf/QRr9UjKXjY/8gTw5d5XGjNptMK2W9lnz/zFP/8VzKm/rDK4c6gGAvf5DJcCHzSXA/8Vr3jwmcwbeNQNmAPBdM2Vu97dmoLy9mFUqGd48a4aKlsZlZ9klEti5n4VARMG6k8+GI0vBLRbuIKyBTlWoqDRZpATuW4/UImPDjmp2juzXeoG6ZJawGRZevQSIGTCk/IiAJoRpJOdhY4++CPKmZY5liQZHfkGJXAVlnhgq4t7JAwSWCnYR28mjJpY1pQzA0lh59yr2xEehUClHJSt7zG/dBTUcuV1I/2wcV1++wPAD3OWgTT08sbu/vpMl+QP7bkYSnuZlwlFiiRauldnyRt0YcDAEt/JecB7aTmWJ+6MpeFGWICLgA8N2GWk0EWYdcZP0d6MMzQ8RRBurzY7NyJMZLyoau7ljbz/t/ByMi8XMk1RbUjccpRYIHzaK1Q8ra/TYtxUxSfrABdsHn8HBwcNRz4WKyU8+th+nEp4CBOAi4AX5h1CTVDwWNEnQcV+uvmMO6+KpyidgFAGOGPAlSpYJt775YLSvTE0enmdno+euYM7F8YYefTTXe1R6Mnod284yxnhE140w5vgAI6ZlsasCe6N7FVp+PevWJPD46TgTVQ+5hZbsbzYWRejg9xAqWGNRY+paeuHNI0y7EQJlrgANxZmoICnE62Ir3JPZQ2inwpZWY9HYibLbGoTNQ65CZcQKIoQRH2tbnOhJ2W1fXN+Nwy8fQ6niQUX0AYjbtpABYRmKRUocbDMBNRyps2rtHb+jOFPfhIP8TkDSWlXscLQH1bLsEroFj1IzIOAxsLctgFCoRGGRBPkFUqhEDC6PmARPG6oh6rNxAZSFHAxAgQozW7TEtIbUbOjKy+cYfmo3J0uzmaMXQnvRay5blomfYz5CVq4lohIqo7BEAqFACW/3FFTzTEVfj9EIdKEfJfqF7cS9ZO5yTKlIiJipFAB8lPMS3fbsBEMAYsMQKbGkexv09qLmDXuv98Xsmy0gVxl8vOCp8HvjSxjU4jDbjjAVm20iWnTGeoG6Rkfsub9+hhEnQsEQEK60VFnIQCIV4Giv0fBRaxV+eS4CoU8eQAQFeDI+ZXMKGChFKighxOYO/RBURfs8LpDJWCdxojVG3GeJBh2RBCCuvqUx9PB2XHueasSSZM9BqMKFkeNR2Yay8BLTZ+JZ9jGEP6uP57lOsBDK0cotHo0rvEKdisdgIdY3CCKs4GuvXoKYsfg6u4AYHXAFYS1vuX8HCZmZcLSwQP+addDcU//jTuCWDXhloNVX2he918v+kaXzjq0sa5krKlpbI3IcBafLGuRDyPb7d1kQkDAZW3lVxuA6fhogt6z91TvyA2uGwxWOAnuc60o1RFV5S4AC05qKPNdr4PHpXPY9Goy7Gdx6kmGdh6FJxff7uJZSmIfNMbdAwECi19e/Wl20dKtc1lNm28dlpaLLUdPl/ktb9UQf7zrv1Xd52Yn8vbI/LoZ1l67u6IixDRoZvVO/vX0Ee58ZG8+Qa29/+wmoZf//FyT9r85jeVtncOXRDAD+V68u87jMGSjfGTADgOV7/srt6Mvbizku/T6+PxmM4DZHISYsKHWQBf20ax0wqEEXBHn3ZH+dG7MNcnkYfK30y1EfFbhCJBqIb2prmXUnnj7G1AsHodKx4xDxBNjZaTCaumn/+CeljsSF8GSivhbf1MZN8UXLgPe6DjqfXoyX+YR5oc/g4fMYTPFtg2k1ta6K73WAt+zUcftmPMnOMtkicQZdTJEg2mAzru7H+eQnmt8IALmu9UD42rtqfvvu3GnsiL8DWBg4Pch4qG/lgUNDqHNrWWLmiWM4+CiWc5cePr5Y3pXq4H2oOP/8KT6KOMLqLpUGYfaF9B4EIrpfGt1CtiPOhH7Z5y1a4eMmlK1Xlnibftlcop2mLomcdDIEp+O4tY/EIgZxagZgnqwYdbctg4iUvao1tMh4CFimyBNiWr1WmNWEXsvzLl/A+juUKWsYuqWG5PoN2M+to0n2C+k0BC0r0oXvzmfzEZPLXRboY+2PMd7UOfbIs4dYFrcVy30uoqaVlg0Wle+ETx4HYI7/VLRyo469fmG/oVDJrdfnYQlc7PUt2+5SagymXgxFfoqNPsgjUMGhUhbOdpoNezFlc75Nq9DdwRqXR1JApOnm1ShmMlHb9yUkYoUmTWkZtohLcGOZdRZqfaq3GaD0rlMTS4KoYcfG6Jv47eZZzrx7Wdvj4gB6bJmqBF9HjaEOwBwxovI0NHJozW4hQG50Gjczl7A6oz+iAODpFzGYdJCA2NwGKP39q+CPAKoXOHTXTFxP8+A8dkPnZOwdtpD2mfgEk46Scl3u2N1vMJp6UuB1zKkwnE9K5D4fX3/81qITu+2z0+HY/yzGZJ8HewyHf8WyfRgYeiQE159y30Mkx9FTZ2h0VosVWYh81QM2fG3ZrIrhQWo5E/Vd9Bl4xFV32vEjrLttaRD24S9tg96LBfc2nUSJQIBYtemNyeRwbJh+/AjC47k/mLXy9EJwv4Fl6e6DtW149Gcoob3PdA/ka+2JPW3pvcEU7gOTS8v0jUMAXoUo8Ag1GkCLkLVILsnRB9zJLaXk4dcWHTGydtn1+v7uBBAwsdk+0xqR24IGoY07dYT/Xw7ClBx3eSfuZWrvSwL+/digK4Z4v7/xyv9yTv/quZe3dQbX+ZoBwL96FZj3N2fAnAGuDJgBQPN18a9koLy9mI/Fh8GqYA0CKhqLv0dnOeFm0VCMa0gZZkMu/YYsVRo8JVmoKKHaaG9KbPGqxAEOfGfsDqBAAzFa6L17B6IzUlk3XVKWxpZ/yXlo7VkZwX31Fz6kLDMiIR73U5Ih4PERWLmKEUOjLJO57vF5rIg9C5VMQB0NeQyroSWV8rAncCqq2WjBtbL0+y5t669dgTyZsW5b6b66AOCs64dx4Jmx8LyHpR0iuk6CpZDWK95OTsKgsN0sY4ZlSZJTUrMkf23bASPUTpalxyhQlODMm4dIKsyCq9QWQRXrwl5MmWGlMWjvbrYUlSt0NYDe5Zzftw3RzzocH4f0okJUtXNAX9/asFUDO6V91l+7ErmyYurOTHTTCIyioOWEQ+r4YU4QBS/eNUoUCtRabdpNclqT5pjZgrLGfroTiuArL1HZNhNB7i9gKVAgJscJZ15WgYNrEW4PodqZt1OS0C98J6FlwcJSDqFIyWq4FRWIoYIA3b18sboDNVogYPexBG5QwN3GBpfHUhYcYYYOObkL11NeGp1aVRsHnOg1nnV4JBGXewvBz+ZwpmCo1yzUtafldieexMFdNQZ1bDKN2t7IrgCVVTBaVqIMQJ9dv0NlwrHXmq/C/UHfse1S8nPRfNt6jWuobscWUh5iJmiZU28zFnGytMDNCVSKoNmmZfD2jYZYbFyWmJTsiOUtZrGamoVyGequWWFy6htWqoi9fYez23++fhpbYm+jiVsC2rs9hoQvx7MCJ4TENgWPL0X8KK2+3PZny3E97TJeFTpCxROAxzBwluTC09oK39RcDAshBTT77w/G3VcpEIgVWmiPx0BeIoKVJR8P1ee+4nYklly5anKcrb09sb0HZQY3Wvs7smTGLEmyzU5cjLtTqFnJsuuRWHbddJ/ftm6DCQ1pWWTHgxsRn5VBtQdLU0o0LwVAO09vbOlAn8ekJPDHG2e4tSyVwOkB4+DjpNVZI9coAfIfpKRAKhSiTZWqrMu6bvx48SSC73Gba5B2tyd+pNGy3PH8CPa/PIa6Vq/hKspFCSNEXKEbClQVsKLhbDhJqC4ocdXtumMbJ4v2s+YtMb1pC5O5NrVhf2w0Zp2K4NzMZa5BWIfHEx5TDUBLK1b/z8lS/xl74dlTjD28n7NP4iT9PgZKZT6xd9hh6tWdiMyIM2pJPmDMbTAI3StRkwdGlQkmrQvA6JeSsxst+oFvN4/9T/I+995IgGpGrd2pBtPV7sKT6zXBN83avsPIjJuQ5zf5WEhKux2kFuhczUfPTVl3j8e5KbicEo8SlQJ17T3Q2rW6kabfyNOhuPT6KUDYsSoeJW+LVSzD+HTviX/ZEfi9TvI/uJNMpcTRFw8Rl5MCK6EYHT18UdueMuXN8c9noLytM7gypHsODXv8d0qA7xw1lwD/81e0+YjmDPx9GTADgH9fLs09lSED5e3FfP3VXjQRUjYPV5zIHoWuNeliv93R7yG2yeNsJ8uzwbkeVKD+TvJrDAjbZbLP86PHw8vA5KEMKf7TpoXyEnQO3YykTN3yOAYjG/nh51Zld1780wPqNGi4biWyS7j1csiCKHEG1Y0j7L/6+/8wwTMCVrfqj86eWofd0IdRrGufXKVlAY5p0BDfB7TVW9S8KszExze3gPy7NJzE1ljWeBRq2WmZRTMijuLo40ecp9almg9Wd+9VltP+YG07BW/Bo8I0fY1ItSPszEatMaNZ2Rb7rKbRhtUa3UPDgRP9smFqIf2QZ2dxLy4Yv/hd1WPHnn9TCeuy2yC0LQUAiR5ag13LYO9UAJFIC1qRqcrJssJEn9b4qhkVvf/t4nlsvnebM18NK7ph7yCtViAxehhzJgwxWVqWWSVrO2xpPwDV1WWbpR1dSj2IE2+C9ZhrQRWGoH2FQZpjnY8/jEAbev1xxR3ZJjT2okzFaiG/A3xuxhpPCSQMp8+MJTevYPn1ayb7vDhqPCrZUuDmbQCgtViMKLXOWkDoD/Cuyg1OE2byUr8lcLaiWoXVVi6kID9HdK9VAys6UvYycezNlv2ALs7ReqeVLLPFoqgxONGXOhCT2P/8MEJeHYNERxeNZaKp7LCl5R+adv0iNiD6VRpkRWLqvKEOgUABK2cl7g+kOYpMeo4R+/aazNH4xv6Y3bI9u91n5WIoWfcV4yCHeKIuOz8W/5hlwJmKbX36I8CLgrkjTuzG5WcvAYUBo1OkZDX75rbswra79OIZRofvgVKoNsYp7VzFgC/j4d6E6bCTUnCSmNfMiAjHiSfx2vMmrKA27fU+SPx4NRzBN43BJbITKTslZdISteTByGtfI1dhLBtB2o6v2h+9PNqxx1p76wYWGGislg7CsPzZZII4Nnx75iR2GzgBE7MOIjWgazqUlJuL0Yf2IjFLy/Qmmn4be/ZF/Yr6oMimu7cx9/IFPbOF6U2b47Pm9CPDfyEUKiX6nF2Nl8Xa5wwB/wZUaoYfGugzwRnZLTBZHwOMDstd3BI8+5Xg8bVyDM12rkFKIfdc/tiiPcbWLTtzjJSpjjm0Dw9StRUI1iIxqwdLPhrqxs7Ea1jwMEKvAqGTex3Mb9hfz7TrYdobDNy7GyVy7XObqJMs7NQFfWr8/y7//S9ce+YxvF8Gyts6g+sszQDg+829eS9zBswZeHsGzACg+Qr5VzJQ3l7MTzKPo6qMlqpxxUNmFuq5UVZSg01z4VothVMXLPVJBdwbT8uDTj6Jx5TwwxCIFBBIFGBYGwMGimIhVAohwgYOQSM37jK3P5u02LRU7IuNYbWvqto7sGCNswHzYv6Vi1hz+zr4YqrXVspEEMiFODB4uJF5xLjTxHU0AQxPBREjweJmA9GmEnWx1I30wue4+vIHyJg34EECD6ueaFZpol6b7mFr8Dg1D0pDQwbC4LHPx91RP7LtXxVko81R0+VHPzfsjBE+WmFzAlyFPLyPw4/jIFeq0MKzEj5t1hIiNQuM9EnajIxcjeiMNyjJlUAl57OOrBLbEnjY2mJ/4KeQCGiJFmH/EZdKLqghpN+g92ZgEhOFe1ln8LIwDnyeANWt/VHLtgWnm2JsehoI8ya9kM7lUL96euYfZJxjju/Fudcc5YsMsLljfwRV1teIvJtyBsdeXkauXAYfG0cM9BkJO4k+43PljWtYfM3Y+dHVygoRw0fDXmrB5mjngxAMcPoZIjXzUHeityfWx5iWWq3Hlkd+Q5GyGAVpVlDJBax2moV9EUTWcuwPmInKtpQ5tS8mGl+cPs5ZDtrLtyaWdqYlq6VB9L4uvE5kS9orWFijrYc3rESGThaUdbMz4RIuJMexi97WFWpgTI22erpgtxK3o6El/brNFdGKhfDzpMCvaQCQYZm8T0ZScOvzs8exP8Z02eimnn3QXj1H3ssJK4gbrLOVCHBvMjUb6HzwK1R0Tzc5zvHuXyBQDY43D/sOaW/sIbUvps8aJR8l+WIwch5mtqmDqXUogBH2ZAFqiJbjQZYnIlOro1gpQlXrNHTxfIjEYlcMrql1ye1z+SNYibSl6aUDUTI8DHfvi55eVAOw4/7lSHht3I5ss7CUIWYcfR6S+7L2lnnsuAxDKFHgxuhpsJdSVmGjrSuQlcvNICaswgcTPmPbEQ3AhhtWI5fjYwPRx7w1SWvsNPviKey8F8XuV5r90vv+x3ZtMdaPgjFZxYUIjFiE4nxAnke1LAlIJ3YshqulNS711LI5ianKihvGwC/Ry9s7cCgaqIGwDY/PYv7pW1AZGDKR41k6FuLKoJmwE1ux5iv9rph+D/Xz7IjRVSiL9m0gOilNjDfQ6yPAEXl2PsnMhL2FBfrWrA0/E67s485sx4O8pyyQTvTvQjtOgoNUy+wjc0m0U2+nvAakSspwI99kSgSoaGGDM6PGwdLASZ04rt54ncTeow3d3E1qFRJ90NDoB0jOzwNhAw+pUw+V7KjWpW7IFAp8e+kk7iQngc/no03lKpjdrB3734ZBnMb3xjxEWmEh66w+zK8eXK24dVP3PbuDK6kJkApEGFSlMRo4cev0hcXcwJZ715EvU6CynTV+bdsXVRz0mZ/r7t/A3OsXQCqLNeYvAgbO1paI6D8GzhZakyeTN7rBhqnhh/UA59LN5OPBmZHj4GJF+7yb8QKjr2zmLOOfVrM9JtegH2PIXBImvKGhCtlGWJ3nRo83mst3Heu7tiPVEvtio9kxkHunVSUvdPfxLdfuw9fevMCxp49Yhm4tRxcM823A+c561xyZ2xlnoLytM7jm0AwAmq9scwbMGfgQGTADgB8iq+Y+/zQD5e3FnFn0FLbZnU2RffDKYjO87KjmVb15f4DnXgRXzyy2pJaESslD6isHMK8tEPU1LaN7lJGOXvvXQ6YQgtFx5yRi/2KeCpdHTNf8sf6nCdVpcPRxHD4/eVyPBUdAGwJYEcfP0mi8cRUyi4vU4J9OByIlptZvoact2GzfAigtsvVATaWCj0+q9cLo2tSZk8TL7Lu4lDodhQa6gm6oje411mvadTn6MxhxNp4+qQiFnFhdkmBQ0S0Ljs65ONqOliyWKBVoeGARipXc2ktb2wxFQEWqP0QWKj9cOIMdD+7rpaupuye29e6nMQ15XpCOXieXIz/JBoyucy2PgbVbPja2G4mmThQwIwsPspC9l6JvYlDXtQIODBr2XjpaCpUcO5//gqcFFGwojYYOHdHT/WO9RU3440esuYcuo5EsukL6DdQ4EJL9m+9ag+RCbtbpFL+m+KaptpRs16PV+D0uhQWcS8NTUoStrSfCzVoL6JJz//3yBbbksTQq2dphbfdeqOWiBQs3R47EGG9ubb2UIku4VaXC6PnyYrQ6NAd5r4l2ob7upMS2GIs79kBXjwZs29lnT4JXtAvHXlZHtrrUU8hTYmi1GETlBuDAkPF6uXuX/0OAhU8iDyL8hb6mYwcPH6xuTRgvFBjYH7sdfRxMA4Bni5aiQ1Xq2Fs9eC4YUoLL1sTpwEY8BhKZBDEj6b2+Oeo2fr143uQwb46bAme1o/PbAEALERA9lepjDjz6CSxdudlDcrkAK+vPhaO1ExQKBTqfm4XsImsIiDmKTqgK+fCtoMLOVrQ0emdsIGLTHLHjib77aBXrdPzofxDtqtOy7Lvpd7HwyWqT5yOTWSMsYAm73W/jIuRrJej09iHAWeLHlG2ZVJiBfhcWIjfZBiXEJEYdIqkcdh65WNFsDJo5U4OLgOA1SMoyNvYg2xxtJLg1lpqvkEjMykDf0BA9yQF7iRSHhgxHJR2Gda+wHXiQnGIEvZIneI8aNbCiC2VJnk2Ow+ST+yEnQKXeZcxA4liMy30/1bhEt922ES9yuB1ux/s3wuwAel+effMQX97YjZzXNlDKSp+HgNSuCG4eSpwOIgYU9GATb/6I1BJu04xp1YehY0U6d8FR9/Dj+TOcc+Tt4IDTI8dptpES3aH79rCgWmkQkHBeh87oX0uf4dX+2HyUiPTL4xUyEfa1mQVPa3X5cW4uWgevA2wUxvp2+UJs6ToAbatQHc2yxPVXLzHhyAEUyLWAMmG3berdF03cqZYjiXyZDG12rEdWvj7L3MvJFmeHjtcDAcmHuBnHw/VcbglTcUe/QUal2u861lmnCeAfrfecE/B52NV/EBq7aceZVlgAYoKiq9FIjjG6gT9+DKRs17IEMRars3q5Scb8vKBOGFSHlirPfXAMIU+5n9ve1i441J7eQ6/zctF6ywaTwyCMzvZVP5wGIGHRTjp6CBeeP9UbQx/fWljUqWu5BAHXPbiOubcu6J1PdTsnhHYbCicdIL0sc29ua5yB8rbO4JpDPQCw+3+oBDjcXAJsvufMGSjPGTADgOV59srx2Mvbi5mYcOy93Q+DKhmzeE69qYKWNQ/DRl32NXjIz7jZwgp8oQpSC7pQKS4SQaXgo3FkPvaE/sT+llqQg+bB66DSBaHUc0pKJB+Onakp+3rXqU7Jz0e77ZtQrDAGzAibg7i3li4kvdf8Aci5DQw8na1wcdgU9rCzI8NxIvuKEaORbJMVC3G/7y+a4YU9ao8cnjHbhzAbm9h+jnoV+7Jtux77HhZ2GUhLtUVmhg2rBWdlVQx3ApryVTgYoGX9rYi+hKUPLxqloKGTJ3a1H6kBbsLjH2FaxFHOVE1t1BRfqs1SojJfoF/obpaBZhgEfF3euxO6V6rPbj/a/U0AACAASURBVCIukj9d4DZF+C6gLcb5l71E62zKTlxM28M5zv6en8PPPpDdllZQgDbbNnLOZV0XV9bUpHQuq27+Q698Trdzfxc3HOw1kv0pIes2+l08BCVLydGPVg5FWB84X+9HoiO24MolEEaptUSCoXXqYUDtOnqLrpCrAzGkqj7oWtpJkUIAK08KuCXlZyBgy2YiUshx7gyGNK2COc0HsNs2Rs7BOO+tKJALEZXpCplKgNr26XCxKEJIYlOMaLlDr4+Dj2Kw6MYVZJYUwkYkwdh6DTHZXwtMk8Y74m/j+xsnAOKGW3rdE61IKwVmNwrChJrUYXZbbDjqSH9FQwtjDcDIAhekYw76VKPsmLYHFuAll5YlA7R1dcWm9pQVTJ4fDTevQl6xMWvN390N+/tpS5rfBgBaSVV4MImCistvDsHFfEdYWRmX0guyBPi+xZeoalsd2cX5CIqYB4HUwBxHbcBiz1PiVBc67wtudsXqh7SE1DDaVozD1q7UDXTnkzAcSz+JoiIxiN5gcZGYdSF2dcmBo2M+CkqkOBhIQXy/DX8gnzg0cwaDp9MoAPgg8zkm3VoDebEQ+WmWUMoF7DPUyrEQEms5plXrguHVKGBWfdUiqIylD+kR+AwS1X2WHpIwAY/GP2I10Yj+HtGiM2SC1Vi5hJ0nrrCXSnFn0sfsprXRlzHv/DUTJE0Gp4ePQnW7CvTc1y1GQQl3qXInHzes7Urn/VF2KoZfXg6BUEkZ4EoeBGIlhGIVnHnuONpJa+5xOuUqVsRTJ3ndcJe6YFGDr2AppOXHhPVIDFhe5hoDkEs6d0Nv31qa3QnL+SaH1qmYL8CpkWM1DLvPI8NwrYDbnEcqd8SZbl/RuUxNQa/jm1n9RKNQAd/X64hxDbTMbe5rQ/9XAm4Fbt3IMqENo4KVNYhkBnFZJjHiSCginxrr9ZJtg+rXwbw2tJybdVrfulEPUCztu4ajE44PH11mgIk4aY88wF3KbiuV4N4kLThtygCFQL2EhV+vQtmcYzMKC9Fko2kHYgI4E+CZxOw7+3H4Ffdz20Vig7Od6X1JPlR23bnN5BQZXkvvMpdlabP65nUsvHqZcxddQLMsff6bbe+nJaP30WDOIXSv4otV7SiD1xx/PQPlbZ3BdcZmAPCvXwemeigsLMSqVasQFhaGhIQEyGQyVKpUCd27d8eMGTPg5eX1tx08OjoaK1aswOnTp5GUlARra2vUqlULw4cPx/jx4yFUv7u4Drh161aMHTv2ncayZcsWjBmjNZrk2umfPO93GrS50b+SATMA+A+lPT8/H3fu3MGNGzfYf27evIlnz56xR69cubLmv991OH/lYaJ7jIiICKxfv54dU1paGlxcXNC0aVNMmjQJXbrQP5I/RJS3F3NcZhp6HNiE2bWvYXjlWAj5DIgE1aGk6pj9oDU2dByGAE+qr7Ns6nrsiIlCRp8qgEBNEVEycDr4DCNq18MnaygosDnmCn45b1qgfn3PruhUqWz6OgfjYlnGmKm4PmGKpny06vKFbNExV4ikwKNJlGnUZO88wIqamRgG0UA6GvgVKlrbQa4oxvbEDnrMMt32FZhq6Om7lf2p26H5SM0vRGaG1smW/C4SKeDplYYz3amLJwnC3FoefRHrYq9qWBpB7j6Y37QHHCTasjMiTr8vjrAujIMs+iOGjWY33ElJwoDQ3SZzNL9zBwz0pQDg2EP7cOE5vU8No2UlL+wwMGox2anOhnUJM5FcrHU01t3Hzy4Q/SvRvB9+FItPT5iey6vjJqOCNS1Tq7xpgclDu1na4NrQqez27bHLMP8xt/syHyrc7vENxAJa2puYlcmyH7N0HETJ7+MaNMJ3gVpG4erLn2JKde5x3s90gX9tWkZ8NSkBw/cdMjnOqi4inBlKjXSiE8ajlvUlzravC13h6a1dEK68dQ0Lb142JBViYI06+COIlqGSGHpqB649TgbPwLWXEahQz9sZh7rSP7BCY68isng5Bts9R1OLdJb1S+71K4WuCMv2Qh+n79ChSm22bduT3+N5kiX4UiV4arCDUfDAyHho5M0gLJCaUZAg5dTLb1/VlvqBAZ/PQ3DPAWhViToVk/BZuQBKFRdyAjjYynF7zNdsu/nXP0Mr6ytYnNwUNrZF7G9KJQ/8HAG+r3ERXl4PWEBEplSg1YkfwDOBwQmLRYjs8zPNUcRHuJqsrxNWOi4rYTGiR1I9x9i05/ji3iLEPfKEymCsXp6pcHGUI6ztYrZtp5DfEZ/JbdghFSoQO4WCRnsfX8HvDyKQ89rOyCzFpmIeOrhVwaIA+odt1ZULWTMCriBmSk+nm9Zw5NzpT7QXielS/HRaVvzZmaM48Ihbr49s39V7EFp40IVDq+DfkJxF7yfD6F3PAkva0hLk7XG38dOtE7CzLYJEQj/ekGdrfr4UBYVixA2bpWEwk23hry9g+/PDKFZS8LeWrTdm1hgDV6mW4U1+f5mTg08iwnEvhToME7bctwFtMETt4E1+yyspQf11K02lBXPad9S0Dwz/HUox97tAoRDgelfKJD3zLAETLmtL/w07H1LZH3MDyvb3BZFjIKWopmL/oGGakuo665aiqIQbIXa1s8C10TTvxFTro2OHTfZ5ccwEeNoalxeb3AHA9JNHEB7HbWBE9rs1cSocLSxZxrrf2hUgRilcQaQr3ke7tenGtaz0B1foal5uSbiMxTGnONu1dKmGdS1GsdvI+IgeLNdHRfZaHDbKZLn22/L0rtvYUvLk15zNuYxn3rXff6vdsntXsOSusbQGGY+lUIToEZ+WGXT+t87lv37c8rbO4Mqn7jk06vbfYQDePla+GYBPnjxhgb5Hj7g1vu3s7BASEoJu3Wi1x1+JTZs24eOPP0aJCd3z5s2b4+jRo3DSMQ/TPd7fCQD+k+f9V3Jm3vfDZ8AMAH74HLNHaNeuHc6f5y4BKysA+FcfJmQ85I/PKVOmsOCfqSAg4Nq1az/IHyPl7cVMvtr2OkRZRzZCGSpK85FaYokcOV3Ybu7UD0FetGw09UUapjb6CtlZeSj2piL80sQ82DvYYM3t+XD1cmF/WxV1Dn9c5jY6INuXdemA3t60JPJdg2gjfXPmpMnml8ZOhIcNBd3eBgBKpDzETqJaVg33zgHfIh+qp5ZQJktYbTOetRICnwLw7RUIbTET3vbOKJLnYudTfW023YG4qrzQqyZlrow8EIorL7kZGiKhEo8+0poNlPZBDEFeF+awoJ+zWgtMt//pxLAjnvtlXsXeAefUJW+EnULcl03F+h690cGblsIO27cH15KMHWbJtsbuHtgzYMi7To2m3ar4aUgr4e6T6AAO9qIAT1jMQ3x5OgKQqOg/RGNPyQOKBOAp+LgweoKGmVNl63ww7HrXEBRhUMPeGaf605LZxXd/x6YX3AtOsv1G109hJaZlfEP2huLGa+452t1/MJp60FK2/fG3UF01HXXt9MsSFSoePn/QHys6U1Ag/HEUpkdwLzjJdk97Pi6OoiBLScYnKCk8jYUPmuJCciXIVQLUd0zF1/WvoYK1LaQVz7HtSKlfvc0roFIxIKYbbO0bT00y5AERg0ejphO936ptWACmiBtYIzpliZPoNUdcSec/XI4q7mmw5ClgK5AhRylGESNEwosKmNtspkab02/vr8grFFOEsJQ8RoA2Pg+ejgpc7kEBwFe5OWi3bROUDFFNow7V9F88eNra4tyo8Zpy8lpbf0VJLgGN9OeSx1PBxomPe8MoQDzmSDDG1liJxrZvcDujAl4V26G54ytUsCjEj7GB+Ln1JliJxciXlaDdmZ85GbykH0G+Ha4OoCBc0KGleJLJra0n4CnxZAzV63uYnIyBh7eipMRYr4+cWBVnK5wdRkHns9FTMeFcNeMPAwyDT+vfxSeB9Jmw4uYxLLkWbZIhWs/dAgcHUBZe1dV/sGYdxlc7QADdZx9r3YrZHd4hqi1fZLJ0UsTn49E0em1+euIoDj4xDQBu694PbSrTkshpkTMQcbsSVAasVxvLInwR5IIRVSez7TZEX8fvt+k1TRjQpDRapeRrcvZgyGewEWvLog89icYvdyJQjHyAEaKurRc2BQ1mAT7dIG6wy69fZZ+LBMip7eKMr1u31QNsCKOu6VtYYz+1aY9R9f3Zblsf/RWMhLvsnEhCXOs6l2134tljTLm8z2TWx1dviu+aB2m2E/3BeVcuIvLlC/b+INq3swPa6OnwvY1ZRzrSfSb5rFoMpZKbeWkpEeLhZKqjeOhRLD57y0eW0yPH6slmvMNlhEnhB3H6CfcHHrJ/KahIPmzVXLXUJOv0o8bNMKsllRUhwTAyMPmrgOIIgCkAhL7g2cwCT6RlcpJ2B+NiMPMk0U/VjzaVq2JTr74avVMiyTDk4no8L9B/bov5QmxvPQ517LX6wxvv3MKcy/olq6T3fjVrY2En7UeWd8lPWdv02hWMh2la4xXd/UkZ+eZe/cra5b/afsHti1gdxW0IJeTx8Xj053qatP/qYMv5wcvbOoMr3WYA8O+/CAkhp0mTJoiLo+/xiRMnYsiQIbCwsMC5c+cwd+5ckDaWlpa4evUq6tWr996DOHHiBAsikiqEChUqYPbs2WjWrBkyMzOxYcMG7N+/n+07MDCQPTaXRq0uAEj6c3d3NzkeT09P2NvTv+EN45887/dOmHnHfywDZgDwH0p127ZtceEC/QPKwcEBjRs3Zh8s5IYsCwD4dzxMyBjIQ2jOHLow9/f3x5dffolq1aqBfB1YsGAB7t69y24j7X77zbQe1vumr7y9mAnQ0CRkNQoVxuAJEaWOHDIZbmrHTZKTF3FJWDp5HaIjKSBVp6UvPl03GV41tX9UR2e+RvfdZPFrzGQhC8AboyfDxVKfIfdn+Salmt13cZeXENH1+5OnaYCGaqsWgiGAEkd4V7DF6cHUuKPfsY14GpUG1RsDFg+PAc8/F/dG0ZJmErseB6DAxCBriHohsCpdmL+NWUe02B6rF9uGXRUrZZDwRZyg9AaySLlivEghffSqURPL1MYRBTIZmm9ay1n2ReaSLNDc1SDpLxfPYOs9qmFnGMP9/PBru05/NiVG2w+8Wob72dxlxUEVRiLAhZbBktKrLgc2AYalmwwgLhIjesJnmvLnhiErkCErBDQgoBpkEgCDq9bDgkC6SFt6bwU2POfWD/OU5OFwx/mQCITsopSURJqKT5s2xwy1Q+dXF44h4sUt/FInEp0qPIdEoER8nj1+jmmByAwPPBtHgbX7b16j754QzfVOAC1GRzuvpqsljg2hoNHz18sx40wSHmTpG5M4SIowv1kCOjSgTNLjTx5jasRh8DmuY5WAwbRGzTCrOXXsJaARAU65ghGq8PQjem2S0usWm1ejqmcqKrunQixSokQmxNMkV7xOdsGNiTNgK6FgTK1d81Ak576H3G2EiOxLwbo/Y+bqMo2qbJsHS5UcJflStTYow5bXqiwVsBRbImoYBaI67FqFlJxsfNfyDIIcn8FCoERSiTXWJjTGwZh6iBw/DhWtHEDMEJod/RkiYsbARikwQsctzHRF5DBqLNLj6CY8TOO+PvgCFRJHUXD67PMETDhkms1pbyPGnbG0bHXPzS/gJr2OSVe6olhOzXX4fAbT/W6itnUBOjUMZ38beyQMF56+4Jwf8qOdhRB3J1LgxnfTHJQUScBjQVft+RCcTSSVIX4CBSrLEnXXLEOhnFtr1MPGBpfGUuY2catdF3WTu2sGiBg0CjXVGpmbns7HpRePcT+hCrILLFhgz80xG/41nmGE9zg0d6IgGDEEGHKS3BvGUdHSGtcGaMtGwx5H4es7R4xeG84CG1zpN03zTCAanhOOHDTSTrMQCtkPF3XUBh/kYyAprSXl/lyxb+BQ+LvRBceg02uQxHAzopkSC0T2oO+C3JJi1N+zxJSXDXa2G4aWHpT1SkqV++8JwZMs/ZJ7N2sbVuag1LyKlLe23LxOTw+1dLxigQDXxk/WGBPVWr0UJQpuBuD/sfcV4FEd7fdnNS4kRCAECCHBIQnu7u6luBZvixUobWlpoTgUd7fgrsElhBAoJMFjhABxl83K/3nvrGbvFtIPKb9/3ufr84W9c+fOzNU5c95zilma4+4IBiQTy7nVji28/aa0b2JZa9KK3/da2v4wBLMvMTC3YBDj9/l4nUkM9fveG8bOLBhrOnZBW08v7meVSglV6mggr8AissACAofdEEgMMwWIPU5ps7Hp6ZxBBxm6zGzUFBYFjFcScjPw24PjuP72ORQqJbxtXTCrekf4OBimvtE1suvh31h15zbeZmVyYHT/ajXwfT1Dg633HaPClJt16QJ2F9D11ez/IZyi85X5EAqEEGko3IVp3L8oeyb6KUZfPMK7pw/JdXRich0FI0+RD4lQxLW1KN5vBL60eQZfr4oAwPc714UpNXv2bPz6K8t6oPnu1KmGC4Y0NydAjvSTibxz8SL/9/q7jkn7U5ovpRfb2tpyWYA0z9YPYgauXs30lLdt24ZBgxjzWj/0AcDIyEiULcufpfGu9nyqfr+rHUXb/xsjUAQAfqLzQEw7yvmn9Nry5Rm7iG7i6Ojo9wYAP9TDhB5G9FCi+giIvHr1KrfyoQnSB2jatCmCg4M5XQJaJSn40Ppfh+1LfDHve/IQ066dMer6tFqNMc6nHu+QyNUTSrFEJ+yuKfgmMwPN/P9Cbq6O2aHZZmWRj9v9J4Oc+woTJyMeYULAMSCn4PFUnCD744FTIFVrTTQ7uArRr3KM04BFSvzaqikGVmAaatdCX2D8Rv40KXMbEW7PYWmbFEGxGxGavRXKAqCmvdIc3b3OQKR24/396iVs1jOX0O8j9fnBaJ3mFW07+zoI26JOIyEvFeZCKdqVqIuR5TpDqnbrpTKkEdXn4D5Of0o/SND9aN8BWuYjbSN23Q8XzhoNLU1oJtSpr/19cdhxrL0aDoXWqIRtEkkUGN7IG9OrdSvM6eHKpucnYf2LyciUG6biupp7YFi5+ZAK2fWw8cEd/PHgAn/9SuDhV7rr41LMCwy9dICx39R4CHkG2InMcbvvOJirz/mIS3uQJb+BB9mGbpRksFFKkIVDHRa8FwBY0bE4TvVnKdVl1y6EipykOWhPBYlQyWn2caECooczAPBxYiJ6HFwHM8t8OJVIg0Sq4LTOUpOtkZJgjYZu3tjUuSdXtuLKhZDxaGPSNnNRPsLHMSDq6NNwfHfmFG8qOzGJBtXwwa9NW3Fly6lZY3wDqg8Avs2KxPbA77AmjLQYKU1XpdXp/L5GAAbW3Qp7cwZMem9fAJkJ3pij2AJ3v2b3xo/XjmLPvecmr5VTXw9AxeJMN47YnJrbR6hSQkkgKeUhA3CWWiOoHwMvGu9ahldJGpBDATOxHHly3bNEHwCssnkRXMomwc48D2IhAa9AjlyChCRrCFOcETKS3W++W/9CmjALSiN3bhWgUiJK7dh7KfoFhh/ln8RSPfZ2EoQMZn2vt2UpVtc5CB/HeOSQ+7BSBHtJPpJzzdHjYndcHcY+xMecOoKzz00zp5ysLXF7GAOIO5+biIcR7hBYygG10RKxY1XZIlTxeImTbZn+YGGizZ4leJ7Azxpr6W2DDe0YALj1YSBmX7luaG5BGwhzVwIBA4g1xtysE/Li8GPwHwiMcEZ6jiUI9C5hn4aulaWYUnkWRAL2nA5KiES/C7uMnjNUaWkHc1ztxEBfiqr7FiIH/CzN0eUbYWpNpk9JBkLEiuaLguzla9FRGHbsEMdQ1Y9+VavjjxattT8l5WSiw8U/IZYaLoRR6vnPFQeiQ1kdEPXzzXPYEWHMcK9TrDT2deyvrXPJrRtYeYefEUUg05zm7P6l2HzvLn6/ZpxJoc9SpHJkrPEsmR/IblKmLLZ2Zc8ZCtI4XXtX526t+X1Fu07o6F2Bd/z+6cfAlzHod8Rfm+qvKUvPo2IWFggZye5fCnpXkf5iwfTaVh6eWNupq5YJpso9A1Wq7j1rcHyJH4SO/KnRxAAlcFSjFWuq3QT+KVVKSITG3ykF96H3LC0SvavOQg+ciR2Iodp17w68zjRknno5OOJgn68L/Y2kOUx4WgRWPfdHVFYcKMW/ZrFKGO/1FRzNCpfyXdh+EvNzVMBhXHhp+D4wF4nh36EfqhcvYVBlwJt7WP/iJN7mpnKLn21ca2Ksd2dYiIy/Gwvblv/r5b/EeUbBc2IAALb/EWaW/OyuT3ku87JTcff0H9whX758CWKdfSmRn58PZ2dnpKamcvPg0NBQXtYdZcitW7eO6xbNhWvWLLzeN2kL9unTh6uDWIXTp7PvVv2g+TaNX0pKCqpWrYqHDx8alfkQAOCn7PeXci38/97OIgDwM14BhQUAP9TDRH/FgVY6SH+gYAQGBqJ+fQaEjB8/nhMv/ZDxpb6Yz0Y9w4bQ60jKi4edxAEDK9VHj/KGpgiacSIWVWxmGpfS5G5tr2VmaLYHRL7A8OOHYW4lg0IlgEIhhEikBCV+yXLMcKRPf9QopAj45KsncOxtCAQ5YiiyxBzDTyBRQWwrg0Kkgn+zYfBzZixEvyN/Ii1DAVW6FCq1npZAooSgWC4Gevlhtl8nrtzG80FYcZJfs4a2By2cADM9gPPuq114kbkBMkE+RBDASlkG7cpvhFSsA5nJsGPCaf7JaW03N+zrqUutPRV3C0uf+nNgUb5cxI2RWKxEw+LV8EuVoQYTkQxZHhbevIbL0RHIVyrg6+KGmY2acWmW+rHi/k0sDroOgUyoSxuVqtCvSjXMa6jTphofvA7BCZFIf2sNGaV6ApBaymDrkgnf4mWwpjYDJAobabIEnHuzBbE5TyEUiOBp7YtWLgNhLrLSVtX72E4Ep/OnClOhFfW6oVN5XfrX5ZcRmHr9NJJlWRxLoLKdM7a17QV7PVfB7ie24UFqLOo7xyFRaY5shRhOkhxk5pjhSbojgntNRHELS6Tl5MB3g2mXVydLS9wewfrusWohlBYEEBUYBcKs5EC0OrX2dWYaOhxdipLuxuYaGWnmaGrfCnMaM0Zlub8W/+OQRkxkzDoyLqAJtKkgrULSLKSotul3ZGXx67GZW+QhfORMVuer3XDHFJyJqYS9T2vibY4NSlilY2CFIDR3e4YE0UZUc2W6MJ4bF0JBzrrERNNgcYR9CgFruTlChzHG2sirKxFwn6xwjdmCYokcf3VqhXburJ3lyNBFpGTjSfVqDIYFQEUrF5zpxXTw2hxaheex/Pa6KqEKgaQRaWnDpUmPPjsJGcXU+dF6g1VCmIWgJ9UQMpSxkrw2LkG+Ug6hmYJjZ5JTtJCYmgoBZ2KkOZcP38ah+4GdPEAh1aKCp4s9zvcdwdVZZe1iCJT5mFQ1CM1KxEAqVOJBshP+fFAPsVk2iJjI9PqikpPRfOdmk2Du9IZN8E1NtijR+twURKeQ7qiIjRGBpCIVxCIlPBySca4N0x/Uj+j0FDxOSkBlR2e42xpPompt/hPJmRJwYLhVBge8xmbbcOm7Xi5KnO3LWAIHI69iyvEgXaq5+iAE/kklclwYOATuVsy8IeRtHPoc32OU5lnOrhiOdR+kBS+2PLuJBaHnIJeJICdzIpUAZEgkMZNDJFYhqON0WEvMOT3HSvsZQEznxUKSD4VSiFw5ATcC1LQrA/92A7hj/9Mii35Ks2aMgl7FYv6NqxxwVszcHAOr+3ImR8SKNhzHZAy6sh7psiyunVKpED9X74mOZZm7rH4svXsdmx8HIVspg1QgRgf3iljYuIPBhGvIkYO4GsPPKiQTDDKu0g9it9Hi0euMDG5Rh0wtCgJ1c69dxsZ7/PIaBc2biN22J/QBtj+4h4TsbJS1s8fEOvXR9F+4FFM7N3Eg5SUDU3D9lP/734yDrZmOTR+eEI+FN6/jSWICl7Lfwcsb42rX44A7TSgzFgJZppx4JRC4hBoBciSZ8SozHXZm5nCxZFqxX2qQudm8G1dwNy6Oux5Jf5eeB3Zq47XC9utpRjSm3V+OfJUh47ekhROW+U6Bld63SmHrfp/yMoUCKx/cwsnIx6DzVLGYM6bWbIwqjmwRSBPn34TgjzBjZnBthwqY7zO8iA34jsH+UucZ+t0qAgDf5456/zLnz59HmzbsO/PPP//EDz8w+ZOCoT8HnjlzJv74gwGehQky+CAdQYrXr1/D1ZXf1EkfbHz69Cm8vBjzWxMfAgD8lP0uzBgVlf18I1AEAH6+sS80A/BDPEzoY5dcjsiFqGLFinj0iDl08gVtJ4FUWp2IiYn5oCu+X+KLWaHMx/m3GxGSfBoqteBXVbtmaF9inNY4QTOOt17HYPL1E4jLyuB+Kmllg8WNOqF+CV1qzcFHYZh63phRSOVpqr63Zx/UdXMv1BU65vJBXE4J5d2HyB37m4xCNfUKs9/RX5FpwgW4k7sTltRlLsDbL93F4qPGLry0TSQU4PbCCZDoTVbep8E7w+9hVkAAhFwKqC4ILK3k5oRTPRm7TK5UoNeNnxDzRoyUZBt1yihgaZUL15IpWF5zLKrZ6yj1L7OjsDlyFd7mqUXvxTb4uvQw+NjX1h4kLS8Xtfau5E0lo0IXe4xAOTsmpj85ZBOuvIxE2itbKAhsIGxHrIB9yXTOuGF5TZYm/TGi25Ed+DuTX4OPjrexUW+0LMvYxO8bvU9vwZ1EQ4ak/uiH9mWsQpqgkD6VqXCytAIZylCQliQxAOlUCtTnk9O5E6ogyBMgagIDTpJyM/H1rR8h1jC2ClTezqETJlQtHABIrq5tdrJ0YL4gzavmZZke2/l73fHNrQacdpxBiJRYVf862vuxlNZ7rw+jmOxbLLzXCmdiKjMQDEp08XiI72pcQpbFNlRyasGV9Vy1GAqRggOSNYY6nMqfVAlroRlCRzEA8JubqxAa9wqv4xgzTBMSoQJOZZPwu98ANCvJAJTam1YjQZUB5BJ8zu4PAvRgJscQz9qY3YyljfY5txXBkfFAnqGuIR1f6JCL+32mwEZKoJECWXaPnwAAIABJREFUY4NGIUHBD36WyhNgVUu2wOO9cQlXnoXm3mTILplraADA2PRknH8wBHNCiCVpeA/7ucShZZnSGFOP9b3W5qVIzuR31xUIVXihdux9npKIVju2qvFOwzqVAhV+a9ECg6r4cXVW8v8dubkitnChOZ1KcCm2ZhZyPO7zk3aMk3Oz0f3wLkSnpKrbqoKnowMOdevPgSOaqLn5D1S3jseftS9zbtMU0Rm2+P52S6QK7HC5PwOIbyaGYOq1/UjOtYTYSmfYIU+XoFTxFOxp8SOczNjzo9+JfbgVx5/WPKtec4yozpxwd0cE4fcHpg1/Qjr/CHORhNMR8vKfh9L2yfAqHs+ZUVGk5FjgwRs3+NpUwM42/bjfRh4/jIDICG3/9P8gEOX5BF0qqkKhQPPtmxGrlwZMUgw7u/dCnQLvoNPPn3K6eZrrhM7UUB8/zGrC7x7N2wC9H785cQTnI/iZn/9WZ5VA7w67t3EpsPpR1ckFB/v0M3hfpcty8UMgyRgwuQ7SYRtasTZ+8G2mlct4Vx/0t+98cB8/Xw4wuUvYmIlGqbjvql+Z8ReQZcKoRWAFgXOI9vuMvvFW3A/Eyvu3kKe+l5u4lcWSph20BmDvOt7/9e2zHqzCvVR+veChHl3Qy13HOv1cY0Hnscf135AiY9+QBWO+zwjUdaz4uZr3RRz3S5xnFBzYIgDww15qP//8M+bMmcNVaooAQ9soQ4609LKysrh0YI2EV2FaQy7CxJCsUKGCVm+Qb/89e/bg66+/5jZt3rzZyPH3QwCAn7LfhRmjorKfbwSKAMDPN/aFBgA/xMMkIiJCm877zTffcCYfpoK2a0xCaD8PD48PNlpf4ov5VNxK3EsxBuy8beqhl/uP2g/wxykJ6HpiO/IUhqvLlDZzpONAVHJg6YPHnz7mHBqJwmJrnwVzaT6yc8yQmUETdSGn00QTIP14khKPczFPOXZAF48qKGFlyGxb9vAS1j2/qk0D1eyrIXGcbTUepW0YCNEt4FuEpxTn2D0q0jGj/xEDUAh8W9UK4yqyCeLz14nos3AnFGR0UCAaV/bAylHGabAxaakck4S0gnxcSxiwGaiK7y+ewJHQx7xsH6FUgOej2bHjc1PQ7sRSJCfaMlRUT77M3DIPf7Zoim7uTCg9WZaIuY9+RHJ2Hl4nFINCIYKzYyrsrPMw0WsGKtgw51YydOl6gl8nkbavbdEN7cp4c2VXhV3A4ov3jVxJIVBhYtNq+K562w92TxSs6I8bl7ExQu0STRp3hKEQeEZ4j1yAC51HwrOAa1hCbioisl7BTChFRdsyMBcZppD/FHwAOx4942WimUnzEdJzGqzEZoYAIIEMYmKkCTgDGLpQGrq7Y0d3ltpQfe1ypKvyefW+BHIgUg3wJOSmYEjQLybH66tSnTCwHAMAfdauQLqMP82RtmsYgKRzRhpe0WkE7hgG6fRdHTJSq9cX+GwBSgp3o0NAT2TlMeDHQpKHky0P4Y2yK+pXYG3Lzk/H6CPTce01Aw417B36s7X7U6zs8hekIra/1+olkMvV4JYhXobiNha4M5Sl+y15eAbNLGcjKdUKy8NqIynPAh7WqfjZ7yaC8oqjQektKG/Pngt1d69AfDIlFqt1HOlH+lOowuS6DTC+ZkOu3PSgYzgUcx+KdAmUlPJPrDFiENvlQyhV4G7XabCRmCNHloWvgvhXuameykIF5jVYw9XZdPd6RGeksXOtLxXI9U2FqG8YmKtSvMWg/fNwI954gcJSlI9DXS3hXYqlLH5/cT+OhsZAJVByzEIaT2WeEAKlCG7FJLg2kJVbde8WFl+7CQUJCAh0/uSUMieCEE29ymBLe6aP6bXjT+RzzD9iXqoHnu4NIgIKgBdqrUIq22DnWsSlqtMH9UiQZRztcKWfDsAfc+JbLPM7y6Ww60eGTIppD3tgXcffuJ+T8tLQPmA+MvMkyM+QQpUvhMhcDqmNHE4WCgS0mqN9F9TcvgpJufyOrH0qVMOCpoxtHJWZhC4BqyBTKKHMkoCcpIXmcogslKjvVA6bGup0gTqd/RmlnYyBvSyZBF2KT0DP8gwk/e7MSRx7ym9WQiP2Qs2ipbIttm1CFM89ROVCRo6FnVoiJFRtoMSXKD2lfiOMrV3XYOwIxHianISXaakc+FTNxdWIUbjy9i0suX3TYD/NPwZV99EC3rwFTPx473Uc+h7cZ8S8tJJIcbzfAJApFAVdW4MC9uLGG2MG4shKdTGzJgP69YPGICDqBdPWq1AZxS11rG0q95S0W3dt421ZGTt7XBrMDJkKEyrZ31Al90aeQoT7Sc7IkktQwS4ZblaZgHknCO11jNe1f9/GvDtXUdYqDZ5WqUjNN8P9VGdUdiyBQ537G72LC9OOz1mWNCDDEuI5MyPKjNBnURa2XYMCf0KSLI13t5bOdTCpImPRakJFTMH8vwFlGiAuB4H432lwFaadaflZ6HrV9PtyTPlO6FumWWGq/FdlSVd6698h3L3Ur0oN1HIz/Cb9V5V+op2+xHlGwaHR70Otdv+dFODgM19mCnDv3r1x4MABbpgp7daUYQZtr1GjBh48eAAnJyfEx/MbEZm6lEnfn3T/6B3YtWtXHDliWjKFNPf9/Nh7m/QISZdQP/QBQJLnIuIOtZ3qJ0mxVq1aYcyYMXD7h3vzU/X7E93aRYf5ACNQBAB+gEH8t1UUJgX4Qz1MTp48iU6dWGrn0qVL8d13TPydL2j7pEkMiKH9PoQduuY4X9qLOTM/Bcuf0iSMXyNqpOdKOJuzj8JJ107i0At+Fl4PzypY0piN/+3Ylxh8cid8KkfC3pIxTigSM63wIMwDp74agfIOOsbQuCsHcT4+XAe0KAUY590U3/owkwOK07Fh+D7ogLqV+iwa4jEBgZ2mwV7KmEDLHw3GxjvlkJVKExh1WaEKlTxiML22Dxo7D9PWO3XvDpwLTDAAjqTmcvhPHgIPJ+aySkGAzJyrl7D9gc44w93WDms7dkEltTA+lWuxYxOiOEYOf2gAnuTcTNTcupo5fqrTlGkPYiOpxMCkhjUwsTrTqDryai9WBwXj+Uui2evQGGeHNHxd1woTvZj+RkRaMloc2mjy2Lvb9kWDkkygfur50zj4KJy3bJcKFbFMbSxisrL/YQMxbcaeP8oBfwKFjrWmkigAhRDBw8fC0cKSOwJ9ZOyMPoedUWehVJ/9YhIbzKoyGNX1GJKHXt7CbyGnkJpO++muD5FIAVfHLFxpPQdioYirr+LKJcgnjTVLPTF9+jNNgpn1m2OEH2MvbX5wF7/d5Be9dzC3QMgQBoKl5mWh/23T5gwdHdthbBWWWpuXl4dK6/gZL/49+qBWKR3wdDUqEkOPHTK6M2c3bY5BNdhHFYVSqUCzrb/jZaYVUcXYjyoVSlhm49rQGRCp9SRfJCeh1c4tUKlTeXUV0HkAbg79BiVsmLu318olkJNAP50ePQCQ0kGJXXZ/FDNvCIo9AFXKcgy52gl5Cp3OlqtFJg60PAizEhfhaMF0GT3WLoCKzneBOinF2MlegjsDGLNub0Qwfrl3Sg32G97rYqEAf3ebyYnGE7ur241vITShHV9GboO/mjH31iEnD+Lyy0g9MxlukFjfhEDUaJaum5Wbimrr6R7iN0CZ6GeP7xrpgI6qWxdAYZMNjc4+sZHlaVLc6DMezmqjo+PPH2HiqZNQkp6kvhSZAhDKBOhVvTIWNlWnXm9ZwLm8CrL1WJIEmVooQDJmEUMZ4Ens3cFHD3LafDpIkXqk4s7ZwV5fo6YrM7gICuuEWo5Ptadb/4+rCY3RrNom7qfdEbfxW9BZ5MVbGi5gCFQwL5mBSx0mw8WCLcw027sBUen8z7kR1WphVn0da25O4DlsCXpgMKbk2XCm/xB42OreAz/8PQEZCkP9UE1b+5cejobFWZ0rgm5haSA/sEYGFyGj2H3JOWmvNS3x0dHLGyvad+bKUro9pd3zhY1Uir/1tFvJbGnSuVMG7D5K6V3ToYv2/qF6frx4nkvB5Yt2nl5Y3bEL77Z/+nH0iaM4F8GvuTmwug9+VbNog+Nj0fsc/2IQMQFDen+ndV8m9uWQE4dwPYrAQnbd02NkeqMmGOmrY5ifef4MY0/xa+YSu/r+N+P/lcvr31FrMeb8W7zJ0aXzjqwUg2ktfoFIxBin9P6tuXMZple8iD6lddfy8wx7fBPcGjMaDEGbMobpZYUe3M+ww77QB/jlykUt69RKIsGC1u3QvjxbqCtsjA7+Ay+z+ZnwnUs2wejybKGBQiWPgCplLKDQA90tekJgS87qhdNoLkw7ZUo52l2aoX2fF9x3SsXe6ORmCLgXpv73Kct3HxH4erhAWv771PU5ynxp8wy+MfqvA4BBQUEoUcJQt7JgP/5LGoEkeXX79m1YWVlxJpz/FDRXprkvRW5uLszU5m/vcy2Tdj5pDFKQ7NbKlSYY3DTnS0zkQEYKciMmRqB+6AOApo5tbm6OZcuWgYg7fPGp+v0+Y1NU5r8xAkUA4Gc8D4UBAD/Uw4QYf7RSQEGagr166T50Cg4FrZLQqgEF7WfqwWLqpfVPQ0t6CGSIQvEliMjGZj/CtkhDpyj9/nV1m4aq9pQOB9TZuwrxufwvFiczK9zpx0CBLFkeRgRNgJ063Uy/vpQsW+xtvFLLJJl/9yI2RfLo8KmAv2r3RruyLBXk7/hY9Lm2SQdw6FeqAJ70/ln7y+wba7D9rjE7RSrOx74+HVCjeHWu7KP45xhyZDfHXpJkCrjJtEKqQr4t0LJ0Ijb0YOABxbLAm1gedFOnW0Y/KgEXK2uc6T9Y69LYfNtGRKfxr8DTLhoA8GV6Gpps32AA/mmORZP4qY0bYqwv06qcenMpDgYTQmUMSlR0z8Cp7syhkluRO7EDDxLfGF2ibla2COgxQmua0efAXgSbmPD6uJTAob6Mtq+J7HwZLr6MwJusTJSysUWzUuW0dRU8GAnAE1OFUu3qu5eGh5qVoimXmJ2FepvWcSyVgkHjeWu47kV/Iu4mlj/db1TOUmSOdbWmwtWCTRBJSLz/zcVIy1EgO1cKpVIAiVgBK0sZ2rv54OeqOu3Fzke3ICybx6FSKcDRNkNRzYnpmfxyPQDbQplreMEgpurTkczAgFxGZ9+bjDgYp6JaCuRoZ90Xw32ZgYEmfNetRFpeHvdP0i07238QyqoNFjRlGmxax413wbAUS3B/tM4VdeiJvbgcEWt8b6hUqF3KGf49GMvqQsRzjDh9RMf807DG6LJSAfu69kVdNQDpsWIRAwoLsFOpHqlAhKdjWd8Tk3ah0Z5YTrOtQ7lncLLIRkS6Pc5GeMHNMgMBg4ZAIGap7GVXLWIsz4JBuJhIheej2HPobU462p9fzQE4dB4pKAWWQIkuZapiUe0e3G/5CgVaHJ8Fh+LGqWS0X9lsP6xoN5Qr2+HAVoS/TeQH9oRKRI1hx/77zWu1ozNPO8mhuKwr1ndh2m27n4RgTtgxjllcMOpaVcCW1ixllYBKz41L2HgWDCVw86uRcFNr93ltWgR5liGop93FUoGIEcx4ZmHgJawOumtSV3Bms6YYWZ2BN8mxLWAvjkVYiiNCEl05s5R6znHwsElDkqI2nNzIsR34IegQ/AMjeOuEUIlNPbugeQlmHtHEfyViUnWLO7puqTC1dn2M82WLN6Rn12TrBiMTDtqmP+FWqBSYcI/JI/BFHduGGFKevd+fJSWh057tvFIHQ2r44uemjN12JToSQ48eMlmnZzEHnB/Iro9GW1YjLoOvP8yn5vkEps1JMfHMCZx4apxmWdXJGYf69tdq4nbdu9PIuElTR2lbO1wewrQkNZGnyMODtAdIliXDUeqI6vbVIRUaAjGNt67Hq3T+1EnfEiVwsDd7bh+MeIgpN0mLVgWhiO4dFSczQXqzdHWd6TQCFezZxOyHi2exP5R/YW9H916cJATF+rt38OcNfskM2n5nxBg4WrKFm/cNciZvv2sbknONx34GAZB+7BpOyM7C4fsDMaKccTtjsmxwMXsZhlXTLRi+7/E/Z7kr6gWegm2g9+b+3v0KrZNM9eyNPosd0Wxirx+0SLCgxreobMfY3yplFlRJnQEFjxSH5VAIbQvvNl6YsZz9cDsuxxuD41Yic2yvPw2OZoYZIIWp+11ll3PfcuoMhAKFP/bi57va9r7biwDA9x2pwpUjExANA/B99qRv7v9KVKlSBeHh4XBxccGbN8ZzAP129u3bF/7+/txPBNI5Fsi4+ac+3blzRzvHJZ1B0hs0FTk5ObBUvxMIdDx+/LhBUQIAKW25R48enDY/yXhRUGbewYMHOUajZozJuGTUKGZYph+fqt//lfNc1I53j0ARAPjuMfpoJQoDAH6oh8nChQsxbRqbHJ0+fRrt2ukMDwp2lLZrWH+LFi3C5Mm6j/t3DUphHOK+BADw/OuLCEo2FpbXjIOLtBtGeLGJCmcMQCmTPCGSC/FiBJtEn399GwfjTK8KTfD8FVXs2Yeo34FFyAT/xMvL3BUnO7FUtnaHNyBSxQPaMLIT9jUaBl8X5tjVcvsmRKbys1Mm1WuI8XWYOcyUU3Nw6Dn/hMVanId7o6ZBJBZzLyAfAmyUeYYOmUQgkgNzm7cBuUpS9D/kj1ux/AYX5Mj3bIIaOMnOQp2N/5CmXqs2fmjAgNeG25bhdZoeW01v/CUiFZ6MY+wlipcZqRh41h9RGbr+O1lYYUvrXqiqJ8Q97tRxEBOPL1qX88S6Trr0Z2IWDjl7ENF6jJ8KxYpja9ueKGmt+1CncZp7/QonFq8JkUCAX5q2wIDqPtrfLkVFYPixw7zHJg2ve6PGwUa9Ijki6E9Em2A0DCrbFgPL6u7z6wnh+OXBbuQqdU6e1ezKYJHvUFhLGDhHbax5aBlSZfzX3Jxa7dDfi7HrVt4NxKI713nb6WZtixsD2MdIjiwD6W8a4vfXvojI0zktWgnzMbPkPcgFo1HLgxlcvG9QOl6XvTtNFv+9eSt8Xa0Gt73cisUm+Lts90g1eHH4STi+DzjFXbNGrDExsKNTLzQuzdi+ZVcsYpp1elqWGnYZ/a5Jf15xczeuxgZjdf3zcJQwQJPicbY9hlzsiMO9R8DNjqVWlV2zyBSxjgMao8boruO1j65j0YMrBv2ylUpxuu03cFUz6+hceq1aiDKe8bC20ZmGEPj3MsoJ7uZlcbwPAz891y1GAeUCvbFVIUp9D73NTETDLVs4gwy+6FVBgQVt2XumwcGlSBWZAPtlIoSr9freZmeizm6WiswXBzr1Q21X9uyqsn4ZcnJN3OtSAZ6oJQQ67l2DR/H8Kbhc29wdsLM7A7cUiQOx8C6w/onuHhQJlPjR5yYGVa8Eod1crlyXQ1sQGmtsZEPb6Nxv6NIFrcoyZlKd4z8iPc0Cudn6jp0q2DtmwVVqhzOdGcN+1sXz2G2CBcddJ2O/1bq3T7n3FbKJ/swTnkpbTK6lM+85+uQRfjh/FjKlbqyalC6LtZ26wFws4Wp4k5GOBltMGUwA+o7f7XcuwJNkPoQWMBMp8GgcO+fk3Fpno+lzuadHHy2I3nTrRtBCD184WFggeORY7ab43HgsfbYUb3J1E7eS5iXxvff3KG6mczb327wCqZn8EgJlnWxxUZ36fSUuAkMv7eXMVvQBas5wKk+E4F7fwVFtolRpzTLk5fNfc34lS+BALwYqHnoUhikmtH2lQhFCx040MgQzedGrN9C74g8e92Pa7GptjZvD2GKQTJ4LxVtf7lzwRXDuZNQpy88QeVcbPtd2AqcJpOaLXpWrYEEr09+wptpMQPqixztwNSFEW4RUXL8p3xOdSrLvCQpVzgmo0nRamYb1SSFwuQeBgN1HHyPS87Pxw/0NeKRnBmYpMsMv1QZ+dP0/YgXT4hJfEPj6dLzOmfxj9P1D1Pl/EgC0+A+4AOd8uQCgp6cnB5wRiEba9v8UgwYNwo4djCFe2HnqtWvXOO1Aip9++gm//cYkRPiC2OUitY56y5YtceHCBYNiaWlpXLqvqXn1iRMnOHCQnH4JSHzx4oWR4cin6veHuG+L6vg0I1AEAH6aceY9SmEAwA/1MKFVBBIDpQgICECLFsYaN5rGXrx4EfQwoqD9Zs2a9d6j9X8NANz45CBCEg7DrZgxYJaYaQ1baSP86suYfR6rF0JlaUL0PluIyLEMANz8/AiC0g6aHNMuLqPQoRRbra/kPxcKIf9HfXGRLW52Vwvu712KDCk/84HqGeHeBFNrM92Yamv+Qla+DgTSbwgBdX+0YKm1Iw/NQECsbnJVsMGXBn2FMvZuyJXno+K65SbZS/28q2FeS6aZFxgbg68PGTPWaFvzMh7Y1JWxl2KJAbjVdLrujEb1MNKPaaLV2bgcidmGuouatgoFKjyfoANO6Hdy3zsd9RQvM1M5l8T2ZSqgmLkhO+16TDQGHWF6IQVjc5ceaKZ2iiR9nLaHtiIjNwbd3Z7B1TwLsTk2OBTrhTL25XC4c3/ty3tv6APMvHjeqD4CjHbrTYxNldPseGHgUJQrxph93a5NRpaC/5pr71IJkyoZrgiGxJ9DRPI2CJEBlag82pSZBRspq4uC9Csr+RvqkOg3eHyVhphUnbH1aPLebv9W3mtpWt3GGOvL0pRUijioEpohXynAzUxXxOVbwlaUj3rWb+EozoPMcibMbQ0BwKisUDzPuAuFSo5Slt6obNsQAr2Z+oHwMEy7wG+kQ8ccWsMPPzVlKZHE1vsnZC1SfX2cjXyG0ceP8rPGBCrs6t4bDUoxtg8BgAWNbDTjRMYdGgBwyrl9mFbpdxTXA/805W6nuSBXuhXNPdQMwH8AAAlui1Cn4SbmZqLN6XVIkxk7AffxqIF5dZjUALFSq66hFE8VbO2yYW4h4xzH09MskS+ToLqbE470ZABg+fXzIc/nB5c4DUA1ABiX9gx/XP4dp6MZoK8fThbpmFQ7H319GGBWfd88yM10oKd+WdK6e9SL6Vw9THyDTkd2sIxjuo2Zq4w2FfuvZu3QtTwzSmm+fROiU1PQxPUlx9Kj+/tOQgkExJWBk5UVbg9nLLhGW5cjLp3/mUDbPR3McH4Ae27v/3sPfrgSZ9Qf+mFHZx809GDvwp4HduFenGnmwC/NmmNwdQaO1z89HQKRCnk5EsjyxBzIROMvkSqALBvc6Mbeqf+0IELbAwYOg0exYsjNz8W5yPY4k2msw0UsWj+FOb6uZWiKE5WawpmB0HVQqbgTZ4oj0ssHJ4fV+pvX8fabfvzGrzZ+aMQmMvtCpmLGdXIqNWZZtykdgbXdVnHlyNm20x7TOqtL23ZA1wosParLnh0ITeDXVyL5iCtqBqBSpcTssNl4mWO8cFTGsgx+rvyz1hW10f5ViHvN55CtQo3yTjjcgbEoU/Ny0PDkYk53smA4SKxxUw3QctcKLSCYILK429vhyiC2AJiel8sZE8VnZRnVOaBaDfzWvPAGE9MvnIV/OD/7kA7yYsIk7v2iUiRCldDA5LnMs5gCCztjdojJHf4DGzrs3o7HiSQ/YhyN3Mtge3fTWSz/1HxaGAlJeYxnmTGQCMSo6VAJZa2YHIAmVFmboMqYb7IagdMNCEQ6CZSPMVzkyn49IRTRWfGwlViikVNVOJt/fBDIe+VSIw1NTf8Kaoh+jH5/iDqLAMAPMYrGdeTpAYAfKwWYTDgkpIHxP8aWLVswZIjuu/JTMeE+FGnnfbtPLsWaOfrvv/+OH3/80WDXT9Xv921vUbnPPwJFAKDeOfhYDxxTp7kwAOCHeph8KgYgvXj/Kb60FOA5t/dhZ+gLtKkUClc7nbNgUpYVzoVXg4+rDXa2YyBcuZWLoRIpoTLnhKdY0KQ2V8hpuUWMZ0zKTU/P4k6GafZSnxJT0aIkm2DXPLAYGeBnslS0LIljHZjeVuejm/GUL11FzQA80mQUKqtTN1vv2IIXKfxMlqkNGmFMLQbcjD7yM87F6Bhb+ufVTpqLoOHTuBc1l8K3fqlJjKWagwuO9xmo3X3YiYO4FBFpALSYS8S4NewbrTtnpiwVvuvWQ8GbFwgsau2OHpWYGUWXnfMRmswPXthI5Ph7jGkjBFPXKk0SNgX9ggVB1pCr2yASKDC5Vjq+qfebFoy68yYWf1xfhs11zsJeqgM7EnItMPB2B6xuOwXl7ZmOVy//3Qh5w8/S7F25Kua3YiDptZgoDD7CDxBTOuy9b8ZzQvQUI2+NRlQev8vr4JI2GOCtW30MfLUUbsrFBmYHcTInlHE9BkcLBmxR1Dm8HIm5xpNY2javTgf09dQxpa7HRmPc+eMgh2VNDKrig18attCCDSqVDMq3fhCAn1UgsF8HgblOE+3S2124lrDP4NR42dRCH/cZEAlZv2liSBNEU0HsEGKJUHiuXAweHxtuG92mEWoG4JEn4Zh09rTJOrd374lG7owBSA7I+ixB/Z0I7HmhvtfXBk3HqNKm0ywfYj9quDKm4j8xAO2kZvh72ASu3J4XIZgVzN9O0i8L7/WDduzLU9/58WF0r1YBi5szsNB31xykpPKzfaXSfDwdyXQ0U3PScTumAX4N7oY3ScxQgcLCLA+D/a7BWdgSQ2oywL3GngXIt+B/dqnyhHjUly1Ivc58jnq7D0FIBiEFGJVKMxV2dKiGJu6M7UPanNUt1qF/eUN9ziNRXghIGolVHRkzd9ypXTj93DRYN6h6Ocxu1p0r22f/HgS/5gcAu1eohMVtmf7grMvnsfsBv2YdMQBJs6+CI1swqXPsR0gsTACQ6cVwoycbz/5H9uFWjKl3pgphY7+FhZqx9zLCF5fynBGYowMerIX5GFHsGUIS2+Grmgx4fd+gFPGqa/4y6Yq+pmMXtPVkunEpaXMx6HgCwpIZE1MTVpJcHOsSBA835qSdnJON2hvWmGTc7u/9FWqWYCDmP4FbbTzLY23Hrly5yKxI/BZumkXxa5VfUdqyNFd25LV9CHgWCWTS+0DvJWybj/5VfTCnVnuu3OXXTzFJQJksAAAgAElEQVT61l6TQ3WtwyQ4mTPNvSprlyNHxn8ua5dyw74eOvkEYiaTu/FrPY0p0jMk4NNMbApgN33GRhw7jItR73Z0JrMK5duaEJjIFhDYr4DA/OMZV73vNVeYcqOOH8GFSH6X6K+qVMPclsw46mOEKvcsVKnseWsUAgu1+zI/I/ZjtOdT1umzdiXSZfwLN/T98aSIAfhJToeRBuB/jAFYWGbc+w7ax5qPfyotvA8l2/W+40UmJa6urlz2TuvWrXHu3DmDXT9Vv9+3vUXlPv8IFAGAeufgYz1wTJ3mwgCAH+ph8qk0AN91aX9pK3O/XD+IbWGUhqKCq20abMxzkZVnhtfpdlCphGhSyg7bO7I0XK+1SyCXqcE/cqakIE0h0vCSCvFMnZ52JvoxNsUshVigxMsUB+TlS2AhkaG0YzLIefKXKjPh58QmWoNO7UVgNrm3GoZKCUzwbI6JNZkT7pvMNDQ5+RcEEmOqgiBHgsf9dZo1zfetRPRb4w88msT+0qoBhlRmTIJ5V0/h5NMgxGUz4wP9qO30Clt6zeeAqNTcHPhsZQwQvqjlXBIHerA0qXvxcehxZBeo/WRuwAXRm0TAoMq++K0RY0nk5L/Cd+dm4vwLY6aRu20iNnetDs9iTENs0dWJWH2fJoDG7JQG7tHY2f0vk20ztSE7aw9SUycjPtsaD5MZO6CKw2u4WmbAzn4+rKwYoHkxOgwVVf3ham4MdERk2iHF+gBquzJwrdWOzYhKTYJ7yUTYWWdzmlNJqdaIi3dA63LltWnFxCrs6b8bz4OjYHc/DaIsBWSOUqTWtseA5nXxUxMdWHb2SRsses2ALv2wFeVhdSV7uBRnoEBs+n2o0joZOZ3Stme5VdHYU/fRsOlxEP64Z5iKQOVKWdnhZPsRsJHopzWCA/8C414iJz8flYs7w9vBmDWqzFgIZPGkG4orQuB4QCuq/izjLnZG/Iqz92ogKdOGY95YmeWhre/f6FC6B5q5sOuIxoiYCqYicPgoOFux6/a784dx9NELXg3AluXdsbFDX67c4UdhmGwihY+2b+vaA43LMEf0CquWIt8E89LZyhKBaibawdDv0b24seaUpt1/q1bBtwRj3PpuW4GUHJ6JlwqYUKsuJtdmrODvbxzCsdhHJvt+r/tk2EqZW3GDrWvxJp0fzN3RvScaqgHN0df/woWwHMjlxiBFKbcEXO/GdGzeZGbgzycjuXs2NcMKmTnmkErkKG6XDqFQBU9lP0yoyYCbHkemIFJohjyl8Wp+VWkc/Dus58qlZd+H76YLxo7b6tTaXV3d0aAMO0exb7ehpIq5EBaMl6qJKFOCsfpep7zG1LMLcDPeELCibU1cY7Cy6zxYmzHAk0CwbBOMaHdbW1wZwp7vb9LT0WArtdn4OSMUCvBs3Pdatm/1XXNh42yc3qqUC+AtrIFtbdmza/b1C9gWcp8XTFYKlbg/cjzszRjAv+TSaHxX6SJi8y04Fq25UAFvaTqScy0QLd6BhqWrmrwmTG2otHo58uT84JZ/r76oVZKN35XIOxh6nF/fbpRPcUxvotMnnBlwDnvDHhodsnZJN+zp2VdrhPEoMQHd9+3SGjxodiBZhN09+6C2+tj3Ux5g+XPT9/okr8moZs/6HhgfjQGXdjItP865nERElTCXinGk9TB42zHw9GjMA/wQbNqd8Xir0fCyZe7cf1y/hE0hupRRbccEwMHe/eCrNpPR/E7PQZK5SMvNhaeDA6o5u5hM4XrXCfvlcgB26Blr6Zen3j1XMwDpd2XGciCL5z0s9oLA8RAEAsPn9ruOXdjtMrmcS4Emsxj6lqjm5IIlbdvDxow9iwobQa9i8fUhfyMtXDORGIf7fo2KxT8eA0+lyoUqqQcg5zGUsRoHoQ1b9P2/GFvv38VvVy/zdu3fMlk/9Th9afMMvvHR70Pttj/C7D8CAN45+/FdgGne+78GGZTY2ekIDKR7T7p5FB/bBdhGbRb3v7oAv+8YODs7IyEhAZUrV0ZYWJjBbp+q3+/b1qJyn38EigDAAufgYzxwTJ3mwgCA5Fb0IR4mpBXQuTNz9CtyAX7/G/B67BMMOHHcJLvtx7p+GOnD0qlb7N6EiNQUAw0xThdMDHjYFcOl/oyt9yItCW1OrIFSIQbz6GUhFCghEKoQ1FOnP9Rh9zY8lsVBZKnTKlIpAHmWBD1L1cCiNozRQLE7/C5+eXAaQimj/BB4IsiV4ErXsXC11r0IvbfMh4xYifnEYWLH59x1pSo08CiG3W1YStPJp08w98oeWIjliMhgbB8CLf2Kv0Z0lidujWBukhSeaymdij9PakgVX8xuzNLo5gddxZr7t7X76f9BWnx3BjLdJ6VKhvORDbEvrBquRFbWjpOnwxuMqHkJrcqugqMFYyouCe6PZ6lCnAuvTpLu6ipV8CkVhUYeLzDJ1zSri7chAJISByIvL4B3s5lZUzgWZ25dccnn4SrTjUPBHVKt9sHBxpf7edSJA0izugA7G0N9vbeJdqhv0xPTG+qMMA5svohN0/0NzKdFVhIsOjIZFX0YC41CltgDx+LTsCWhCmRqpmIJSSamlwyGt9N4iK3ZNXct5kd4ibbw9kehEsC5xAtIRGyiRiuJf4Vex6qwG5zTLUVFe2esatQDHja6dGFTY8f3OzFUVBl/AtmUHqi+TiR+ENgvg0DETEUojsQsw7RjeZArCwJRKgxrFItZfsu4cldeRmDoYX6dRNo+uTEZLehS4jr7b0bom2QDF2AvJzucU2uC0T4/3DiK/Xf5HUSpzeMb18QkXwa+kuZlutqkpGB/9c0TFtz+HVPK8DMV85RChAqOorbaOKLhgTV4lZgBzqZWj7xE7s8jatTCT7XZPdTi8EpEy/i10+ieD+76HRwsrLjzWGnVMshMUACnNWiM0bWYIdPUm1vxMPs+IqNckJfHjBXIGKFEiWTY2+TiVCumg5qQm4i5jxnIxhfuktqYVIUxnX+81hMu9snYE1MbafkMbJMI5Oji9gBu0jSMrn6F+23VnStYfCvYZJ313Oywuyd7JilTxgAm7ktI60HowMZ66/116O74F6YFNcf5Vwy0pejg/gLzal3GybQf8VVVZlZSfsUSXsMd2mYlleDh6IlcOXJ5HXOKMd0KakTSb/ou0b1P7UJ4ygvYFc/SaszJZUIkJ1hjcs1WGF2NPbtmXjmHXY/vM/aj5llM94cQUEqVeDL0e5hLJNy5rLJmGYZVuIPxlUIgFbL78klaMYy/1Ro9q3TG2NqFcwZNyM5E3Y2mU4B7Vq6ChWqdtVmXLmD3w795z5H+9U4FAl+9xMAj+zm3Zm0IgDktWqF/FcZ21cS16CjOMTgphz0Tbc3M8GfLtmhXXudYe/llGLa9oTR+/hhecjoauTHzFYqTMeGYGXwKmfkMTC9uboUl9bqioYvuOniQ/Ap9LjN354JBen23Ok2FlZjdBxn52WhzcCXexOvOEaWot6pqj3XNhv9rcM9kh/Q2kAvuDB7ZCCpSvpgDzqlNWujfKpUCKlpoyaZUcDXtV1IDAvvlEIgMU1zf59iFKUPgX6OtGzgNSP2wkkhxY+hI2Jr/OxDw1LOnmBFwDhlqRpqjhSUHKmq0WAvTxsKW5aQrUr8F8jXXvRCwHAKBzVQINLbmha30Cyk/M+As9oYZpp43K+OBzWqJlv96N4oAwI9zhigF+FMAgB+j9SSBRZJWFLdu3QIx4/iCCEH29vbIysritPyuXGHfKYWJ0qVLc9qBFSpUwD9hC+T6+/XXbFF78+bNGDqU6RIXNshJmMxK+ADAT9nvwra7qPznGYEiAPDzjDt31MIAgFT+QzxMSPyUxEApyNWXGIGmgravX8/YGbSfh4fuw/l/HbYv7cWclZOHOtvmI0tgnB5nLshDQOfRcCvBUjyvvYzCwOP8unE7OvdCYzXbhrS7au5bAblMBUGeACAnT6EKKjMVLC3EuN/3W5CLKkWN7X9BLE3GJM9g+NonQK4U4mqSG1ZE+KKChTuOqTW8qCxNEvc/fICl968hTZGLshYOmNesPWq4ljA4bZ6b5kMhZwCgZp6gIsaiBPB1s8bhjkxHS6ZQoPf+PXgY/1o74VSqBFxK7KLW7dCjko55NuvKBex8dN/o8rAQiRE0eDRs1Iyk2TcCsDWMh01Bk22JBGFDv9PWEZW2FWcjNuP4Iz+8ybKHtTQXTcuGo5OXM2qVWK9Nw118dxhsLJ/j0rMKePKmFBQqIdyLJXJp20qlBN/VMNSKu/UyButD7iA2PR3OVtYYVMNHm+qmOXhiQk/Epj3AtNvdEJ1JoJcA7lbJmF/nKEoXqwAnp2NcUVXuJahSTYurCxz2QSBlAOCaJ5twL4OfRdPNtT86lGIpTQmvkjGs9k+Q8wjPu3u7Yt31X7STTmXedeQnD0GmQohYmQ2kAgXKmGVAJHaHtDg5sDITkitR36OCxDCtVv9k2TiFwkpPC5C2JedlIzI9GTZSM5S3La5l7ujvl6fIx8/B2/Es5wmUUMBG4IDJVb6GT3H+Z4ZKkQAoYgBhMUDkYTR5brNnIZ4n8BtMmEvkCFencx99FobvT5vWABxZxw8z6umYkqR39vVhf0SmpnDwYxlbO+zs3hulbHXA+LTAwzj+OBx56caTVXP7HAyqVgfTfdk5arZ1I2f6UjANmAB/MlvY1o3pU027cQLdneehro2xltX6V5VRxXUpGruxsfLb+xeS83JAAD/HjiUQkLBAEdDPuwbm1WdpsHX3LkGCMht21rmwsciFSKiCTC5CcqYVcrOlCOgyAuXsnDgX4AqrlsHFKhVdKwbDzSYFuXIJgl554mJkVfSsWhULWrA6f7t2AbfyTsDMPB+5uRIolUKYmeVDLFYiNqIk7gxkujIvs6Kw5BlLX+ULDws/TKzADCF+u9UFNVxiQADz21xbyFVCOJtlwFwkR3KOFYZWYe7mP106h10PjRljmvq9HWxxZgBj4SmThwCym/wHl1SH0JE9fzcEL8LwUuwdFptljTfZ1ihpmYmSVsw1etvr7zDUly02/JPGm4VEjLAxjO1z+FE4Jp8/zbGb9ENzDehrc958HY0BZ/YBuSqISRZCJeA0MN2K2+JUl6FaqYO1d29j3t0r7FwTZkNV06OfznueAA+GT4CtmTkUSiV3LskZ3E6ag3K2qcjMl+JZGi3MCDG2Vl1MacDY4BRUfmNoME5HPkUWabQ6OGFKzYYoY6tL235XGn3b8l5Y06ELV9/kc6dx+LFh2rXmWCWsbXBjGNOXI2Zus90bEZuRrnPIZsa6nCv69f4jUdzSymD8iIH4NDmJ65u3gyMsCug/kTv3wvDVKOmSYnTeX71xwI/VxqOpWpNVUyBbLsOztASQsZSXnROINaYf9K6cEOiPC6+N3YonVGqKcZV0izHLn+7FmTe3IJMJkZ1pAaFQCWvbHJCc4qzKw9CwuCGoyX9x/rtfiU1ILEkan4Khn6Jt0DdFEqCIAoT2gKjc/wxQBifGYMPTG4jJSkFxMyv0K1cLHUoZss7HnzqOUyZMs4j5ua+XLk26sCNB7NxnyUnc+4euj3+TSl3YY2rKcw6bighAmQqIykIgYt96BYP0NpcG3uSkKQj07ODljaE+fgaam/+2DZ9rv6TsLOwJfQCZXIHeVarBXY9N9bna9L7H/dLmGXz9+v+ZAfi+57kw5Sg1tm1bJoNAzrzk0MsXgYGBnOMuxYwZMzB3buGkNWg/AvUI3KMg2StK0eWL0aNHg9x7KZ48eQJvb2YiVpjQTwFu1aoVzp831Bn/lP0uTLuLyn6+ESgCAD/f2BcaAPwQDxP6kClVqhTi4uJQsWJFPHpkOoWsUqVK3KqFm5sbt4pRGGOPdw3rl/ZiPnfpLv5sNw8JS6ohQ2TJGEQqFayQC5fpoRj41zAMHcReKuSc1nrPZrzOYpNMTbhaWeNCv2GwljJGwZVXERh86gCEOYYaMhxb0FKJkz0Go4oDCa4DTf3nYmft/XCzMEzjC05xwZyng3G8K2PGUCwNvIEVQYEGxybNlk1deqBRaZ3GW81di0DzCSPwQqhCv5oemFu/p7aOKedO41CBiR+Bk/t79+NSm/Rj+qWz2PfkoXZ67GxhhT1d+sCzmO6j2f/xQ0y7yg/c1HEtBf8uLDWO4kZMNIYdO4D8AhpmY2r5YWoDHbiz+v5c+D/MQEyKYeqprXk2elR7iZ/rMyCA4tSzJ5hw+oQRV/HnJs0xxIcJ+FO8eP0L2h+zgKyA6yYxmE50SkcFN/ZRQCwBZXxzji1VMBQqMcQutyAQMpDpt7CfEJvD7z5W26EuRpZjgMTFA7excAw/W4+2b/97HpxK6ibyitwAyNN+BpRMX1AgrQ+J/QIIRDrDgHtvt6OEnB+4iZfZobqH6eeBUcfUP5CD2YBrc5AneWtQRCEXYYb3BNR1LfzHTOXVS5ArN6G4DxUiJjJ9ubdZGai/iT6cjNMxafvOXr3QoCS75omV0mjreuQpDM10pEIhLg4aDjcbBpJeevUME67sRnYi0/7ShQqWzpnY23oUqjoyJs3Y08dwOi4cyBFDQAA+XQsiJWCuwLjKjTClPgNjTkY+wozgvZhX5TraFIuFSKBCtlKEba8rYclTP/zdaxqsJey50PnENjxM4tetm12nJYZUqsWVa+A/H3KLNBSzNWTbENHvZZwjrvb4Fs4Wthyg0mznDPxQ7wQsJIamPzdivJGkHIFlzVi67sHwUMy4chLuZRJga8fYWPkyEV69dERJkRtO9mfPmaTsDPz2ZCSE/MOO0oJ2+L4GE96ecW0Q6rnxa+aFJ5TEjLqnuHIHHpzEtMt0/fFX2s0TWNKRsQplqfMgzuW/N/KlvWDmwO7LwJd3UFM8gBvvgiFTCvFEeBA1XBmIUWH1UuTL+YUS7S3METKSMXz/CTAzE4twf9R4LTjxKj0dHfdsN2KJ1nUrxQHPGjMOMhsithwt/nCLMDQE9H8yAdwt7HF1yAjt+7fj7u2gtFm+WNm+Ezp4MRYcB25dOoHjEYZpVLZSMxzu0l+rSUr3r7caVOSr8+emzTGkBnsmbgwJ5hzM+aKlRzls6Mz0FElbtuXezbzl6Md17bqirYeO3WeyoN6Gcy+IeXkEHqXj4eaaxKWaK5QCvHrtiMgYZ2zq3BPNPcq9T1UGZXLk+Zj74CwOR9/nmM6WYim+qdAIo7zJcEh3LQ6+/Svi8/g1czuUaIgJXkyL9mNFQlYWfgg4i8tRzBG3uKUl6H3Vybvixzqktt6Lr59gfKA/FAVcUKZUbYmR3syEi6LuxjVIKMD+02wjmZDQMYxF+38xniUlofeBPUb3emfviljWtsMH/X7+vzh+H6NPX9o8g28MDADANjP/OynA59g79mNpAH6M64HqlMlkoFRZctalOS6lyvLNbfVBOTI6qV27dqGb5O/vj759mWzJvHnzMH268bd3dnY2NyendGQ+5t77HpSMP8htmILPtPNT9vt921xU7vOOQBEA+BnHv7AMwA/1MBk7dizWrFnD9dwUBVp/9YPKr1plWtvt3wzhl/ZiPnomECs6LEZGHSckty4BkasAigQV7K/Ew+7KG3Rc3R/fj2bC8wsCr2F1CH9661i/uphWj2l4bQsLweyAi/xuo1BhW48eaFKKTWiO/90DHV34XQD3v+mMvj6LuXL0Edp2l6ELpOb8EEPj2lCatLNJTZd92xD6NpH39M1v1Rq9KzPdvduxL9HvkD9vuapOzjjWT2fsQYWGHz+MgCidaLeFWIzT/QajrL0OrCJWYb/jm1DX6RDqubzg2EAR6U7Y9rQJ5jebgupqoxICL5pu3YhXxCThidP9B2sF99cE38DCm4bAp2aXlh4lsaEzAxWJTUGul3ypm2KhENeGjISLNQN/eh3ajuB4fodKn+LFcaQXAzkIXPIPGobRFY1ZjYtCG2Fck7WwUgO/s8N+RFwOv+C/X7HaGO3JUiv3bD2H7VNNG0dsvjsHJUob6h9xTAUlobrmEAgLAljECJLjZmRbeJkbAn3EzoqXzIOvC3ODLUysDj2JgHR+fTuRzAH+zX4vTHVc2WprFyJLxs8AFECFF2oAkFhD1dauMOlWeHPYKLhaMw3Avgf3IijuFW9bqju74GjfAdw2MjCotYE9HwsGAV73v5mgBfG/vXYUx6LDdSwn2kHd7EnVm2BCdTY5JsZhy8PrILBQQiqQw9EsB29zLaGECGY55ngw+DvQtUdR88BSJGVR2mIBIEygxFde1fFn/Y5cue4X5iJbwn9tyuVCbKv7E0pZF+NYYJtDm8DTlh80isj+FiMqM9D5RJg/JgYwl1ViONF/cjktUAhQzSELRwcwww663gcHzIS3uzFQmZFjhqaW32FgDcZ4jUp7gTNRw1DCxjBdOZd0BpXj0bciu4euRZzDgusBCEtlmmv64SDNxsx6Nujhw5jB6+6cRQeHGXBTM/k0Zcl0Z2/cbHzbgAFRFJuDBmJIaePn8cboxhhVV5f+2XzbRkSl8bM5G3Nuo725+m69jsDQs3sg42GIWjplI7j3dJirDTvGnDyGsy+MtVupnoWt26Gnmj1N9+3YU8e5shyzUA0AUrLp+s7d0FLtEE370fN4yJldsHLKhNhMDpVSgNx0c1SSVMCu7n20oOK56GcYeZ5f365BydLYo9a8pDrnXb+CDSHG6dclbWxwdfAICNXXJrGwSJf0SZLhe4NY24f79kd5B7bI8yw5Ea338b+HaPvqNp3RwVOXrmt0wnl+uBT9BLOCtuH1a0duoUUiliNfLuZYlSVLJmFe3WFo7F7+fariLSNTyJEiy+FShYkxWDAGBP6MJBMp9+1c6+Nb73/PbitMo+kckIN9cQvL/xlUIt3eOVcv41JUBKcBWc3ZFb80bY5KTrp7UKZUoOnppRwTvGDQ9Xm+7QSUsmKutGT8kpTDb/hDJjZhY/87AODJp48x8+J5ZMhk3O1GLPDt3XqijN53CvWJvlWW376Jg4/CkEp6jsUcMLl+I7QoADZ/fdCfS3vniw2duqFlOZZ5UxSfbgS+tHkG38gUAYAf/nrRT4ddsGABpk6danAQmhdT2i+lATdt2hSXL/NrYWqAwzJlyiAqKsqoofn5+RzI+OLFC9ja2iIkJESbgacpPG7cOKxevZr7Z0HHYvqN6iVw0NeXfU/xBUl79ezZkwM3zc3N8fz5c464UzA+VL8//BkpqvFzjEARAPg5Rl19zMICgB/iYUKHfvr0KcgSnB5utWrVwtWrV2FhoXMQzcnJ4R5+wcHBEIvFCA8Ph5dX4Vbr3zWsX9qL+eaLSEwYswwpnZjLoH7YXYzDlEl90L8J01766sg+zgyBL+qVdMfebmxFaO7Ny9gYfNfkUP3RshX6qbWSXsc0hovUkGGl2TFSVg+epZnm1f7wUPxw4azJOq8PHYmSaqaT3/pV3Aet/oRTwwYcUsMXPzdlmoar79zGolvXTdb5aOy3WsbL4KMHcDUm2hi7ABA++lsu/YsiIy8TZx63gHcxQzdcmUKEN7LF6FyBsQ8pZZPAOlMxr0Vr9K3KgMpvz5zE8af8osHlihXDhYHDuHJh8W/Rea9p92X9j/Uam1YiLT/XQIOPq0QA2IjN8HAEcwi8Eh2JIccPYnD5UO4/V4ssxGbZYP3TGjgQVQGHe/eHjwtLwd4RtRnXEq9w2oz5+SJOG0wiZqy03qX6obUrS8fcevUy9vXkd6iUFxNi893f4V5ILT4CVL85sQ9Vi29DS9dnsBbnISa7GNaFN8II3yloXtaYQUP7JGZncSlNGhBT/3yMvrEMCYKnvKdIoRDiSOOVRtuIJXsnLhaVijtpATr9Qu33/oEn8fx6Ubbmubg/iqWiPkqIR8c9pCfIH+s6dkVrTwYK+NL1rudSrL8Hse8ejmbnkvTIBh/ld1+m7ZzgfwnGAGx/YhMep8aztE0NeUydZdjOvQLWNO3BlaO00R/uHoLAXAm5QsTYXQIVxBIFFClmuNhrjDa1ymvfHxxrT5EvYrIAdLmJVBBKFPCydsaZjizN8tugNXicY5y6qOnX0UbzYS4y4zTBAqKqQMjDgqOyIvEANC3FVo7nXlyAjaH8rpaW4nyEjmUr2ARYtdi+GWZ2YSjv/gZiIUtvTUy3xu1QLxzvO8QARAh5exsnIubCsxiVVSA23QGuln3Qv7KOuZyRm476O/9CZq6Zlk3JHUugglCsxPHu7VBF7ZRMpgDPM8PxS7WbaOAYxxGy7yS7YPbDBnAUe+PYV7pFiUU3riA9ZxOGlAtDCfMsxOVaY+PzanCzG4HxdXXspZ8uXcDOhwXkC9RA3IyGTTGqJmMA/H73FA69vYHcFHPI0sygVAi5c2PhkAupjQwrfYajfgl2H9XbtBbxWfzmK/2qVscfLZjxCwUBDcsCb+LI43Ck5ObCy8EBUxo0RpMyOq1PKrfzSSBWRh3h+qwf5nJrnG07HVJ1musfty9j/cM7hoXU/yL29rOhkwy2LQm8gQ0hdzggiAw46Brf2qUnLNULF5rCBBr9rgaNqM3VXVw5QyJ9Mwb6vf72tUjKNdQ5pTpoAepa/5Faxi1vA3l+vJ3wEIufrUJCgh3evLGHTCaGmZkcLi4pcHJKx7QKE1HLsfL7VlfocnPDt+BaorG8BVX0vXc/tHHl15Iq9IE+0Q60ENZz/x6O0aofxNQ71OdreKudrF9kJKLDeTZB5YuldXpqU4EHHT6A6y+jecvRs/7k14VfYPoYw0FAO4HzBcNMJMKNoaPgYMmkXjgW7ekTRmnNdOtR6nUbtTs2p7O6ermRkY2m/jG16mBqA7bwWxSfbgS+tHkG38gUAYAf/nrJyMjg5r40F6YYNWoUvvrqK24efOnSJS7dl3T36d83b96Ej48PbyPeBQDSTqdOneJ094lp7+LiglmzZqFOnTocqLdhwwatIUmjRo04oFGkln3SHJB+a968OZeOTPVQW4jBSM8ckuY6cOAA9x+3+A9g5cqVIFCRLz5Uvz/8GSmq8SlAX+YAACAASURBVHOMQBEA+IlGnRD569cNQZQpU6YgKSkJjo6OWLTIUNy6Xbt2vHoB/+vDRNNd0jQg/QMKWlkgHQTSBqSVivnz5+PevXvctn+rffCuYf3SXsx3XsWi7/69NHvh7Zo+m2PAsf24Hsv/EdywVGns6sJShVYH38aim6aBteXtO6KzF0vvkcV3hFjJzyRRmnWCuBgT59foU5ka/8Dh33B6dxS0Wp8oz4TKQqFlLZFjoiBbhOE1amFWk2ZcuWkXzuBAuKGjlH79T8Z9B4n6peWxYrFJoxQ/5xI42IcJ3a69Mwv1XbbxNvNJcin08bnFbSOmUZ2N/Gws2r6gVVv0qsycH/9Jn8rLwRFnBzCm0bs0rzZ36YFmai0p380rucm4QAEIVOoUT7Whi52ZGf4ezkAjmvQMPHJACxSqcQPWPwFwvO8AVFWnSmfkp+P7W3/i1iNr5OQxR0Zbq2y0qyHEHL9pkAiZW+rxlw8w95ftsD9umEpOHh/xE4vh1PfT4Wqh064zdc71f6f0sWHH+FmFZezscWkwMwvRxKFHYZh77QqS1RN5SvMjcX5H9QSJyo27+RfegB94pTTgI01WaOtTKBTouG8HniQmcsxXAp8tpRIc7TNAyx6iwkejF2D6SSXy5IbOsQIo8f/Yuw6oqI42encXdulFuiKoYC/YsYtdEXsv2HuLJqaZ9icxiTFqjL333sWOFRuKBRtWRAURkN7blv98b9j+ViGJUZL9zslJsm923rS3j7lzv3tHNXuKrxoy7dLHyUnovJV/HdH11RrsqQarl6n6oTtW1mIx7oxnc3k5JhpD9+82OJzEdPJxYVou3Y6ux73Y10CuSNu8waoQXStXx5KWjBW84vZlLH6udljWrJy0/o62+wgVbBlDtgoBgAbAuqpWrjjiz0CzfS/PYeVTww6mQS3mQiISQ6GQ4+wLAsm103+VbahoNx0V7Zje569n52HlXf7fOGvTAtyeqHYRv0LjdGA35DrZtUPq1MGPfmpgqzjrksrcjItFr6NbDf5+jKnSAN+0YAYoLbeuRnRuGm/VzmJLXBvGGI10gNB8/Specw9iXNLvYRlzttlPzc1F713b8CJdu956rm7Y1ru/6pDj15snsCuBX8OT6lnVYDwaOLODoubrViEuK5O3nX/WSbPF0e8gM+FxiQbQx9kPM+uyA4QxJ/fh5As1E1uzEQTCPRvN0ugp5DIZgiOnobnVGViKZNycXs/yQKWyG+Bsqe+gXJw5PfksEhNOHNRLG53VtDXG1S15OtWDjCf4XwRjuvPFj7U+QxXrkqcAF6cvVCYxLxUf3VqA1AJtNnoD+2r4vtZ4XtZgcet+H+XWhd/A7Av8zBZ6/9F7kOJFVgo6Busf4ijbvNi3HzqWq879L4HDtOZzdRyl6Vk7HTgS5W0ZU/B9R0N6FxQZzui2pX0lL6wKYL/bV17GcA7EfEGSLqR5SSAAbb6JiW7IRXxq4yaY0UR92PC++/9fuX9p22fwzYtmHxp3+HBSgMNOls4UYOUY057c398fT57w76uIsbd161YEBAQYfFyKAwDSlwnomzJlCsfQ4wsCBI8cOQJHR235IiqrBADf9sxaWFhwxp4EZr4p/o5+v60txuulYwSMAOA/NE8bNmwokbMPnUL4+TEARjf+yo+Jsi46jRg7diznOGQoRo8ezZmAKNN//s6hKm0v5uuvYtF/Dz8bi8aFNF66V2V/BP985RxW8aRT0bVx9RtiVhM2ry8z0tFqwxreYaUN2q3xU1SphomJX8NBxv+HaJb5d7CxZU6WMenp8Nu4hteHlzSDro6eoEobGhK0E5dSn+lvuGXAspa94O/NUrS+PXcKW+7wOz/S9YiJ0zjB9rjMDDTbuNrgMrExleD2eJbeuuxqPzR340/XzZWaokmlKK4c/WHddesfeJiirdtG10yFcpwcOgYeRSk7bwI/SdeP9JIoyBSBxiguSxtYo2uUynZx5DjYFrkVDj6wC6HR0bwmDw3KlsOeviytmNKJaVNB4ve6QQYCN8dNVgnQ332dgL67tqFQp2wZc3McGTRMlX4cl5OOzqcWwTQ0C9YXciHMkEPqIkK6vyXK1ymHoLaTSpwCtjgslBMpNxTEglOy/A4+eoAZJ5g+m2bUdHLGnn6DVIDI9ich2JO4k2M05uaKIZcLYGbGjCPMCl2xtTVLG6XovG0DHifpC9mLhALcGTcF5kVsoxvJR3Hq1SIcCm+A1xk2nPuzjVkuutS5hfqujdHbgwFRNN6UIs4HshCThdK57YvYzSOCdiDkBX8KcKOyztjVh7HGiJ3os2Ix7zNEzCjSsVIK0I8+sRdnHj3jXR+TmzXCzIbMRGDD41D89sAwM/dw2ymoaM3++Gu6fxESC/lT3kd7NcWXDRgI9iTjJabcnMcLmLmYuGBTczVYdzthLJJz+UGrBm67YCthBganHx/B2OP8YG49x1zsHfy1ai4nnN+LE8+ecOCnyqxEIoe1lQmu9/kI4iK2r/ILxAojwLZQLuPAXjKV0YxpwYdw8KVhDUoPsR0uDGV/3Dbasgyv84hZp6vtJ4ANMXNHsFTD8y+eY8Qb2Jw7+gxA43JqgItAQNJQvRn3invvtSjvCdq8axpS3E+Ow9ArS1Suvpp9EEpNEdr1G5gIGYuS2NjEyuYLTXYqbwGeDylNtdWpr/XYf8qiVU29saENA4innAvCoUh+hihl9D4bpU57OvZwKjrZ6a/PhzkOqOxxDqYm2nNV3PZei3uJFeFhnFGOs4UVAmvWRRevkmuC0v3yZPmYfHMWsqT6jEprEyssrf8zB3i/y0jOT8em50fwJCsGpkITNClTC33Lt+P+Wzfo3RWZkoK0/FxO/sJJx/TkXbazOHV/evI4l9bKFy6WVggdzUytZAo5OgUvRUy2vvmKmcgEpztNg6OZWm6CDu3GHtrP0sQVgKedHVYF9PhgwD/q05scvzUPwt4EklI918ZMVB2GTTh8EMFR/O7xur8zxZkfY5m/PgKlbZ/B12MjAPjX14GhGsjhl+Stdu/ezaXNEkBXvnx5Dhj86KOPQKm9b4riAoBUx71797Bo0SKcPn2a0+C3tLTk0oOHDBmCMWPGcNl2fEGsvaCgIE6ui7LyyEyEnH4pg8/e3p7L5mvXrh1XBzEDixN/td/FuYexzIc/AkYA8B+ao78TAPwrPya63SVGIYF8165d435U6ASCxE7JAbhLly7vbHRK24v5bUyjzb36onl59rL48loQdtx+AEWBdiqdQCzDAJ9qmNOICe5T/Hr5PFZe10/T+qa1H0b6NFCV+/jaOoywX4VaVtoi5MeSPRAp/BQfVWcGJG/S66P0FgIVleBF10PrEZHKn1b8baN2GFWdsTTe9EcwASIPJ0/ndKey8vJQe/VSgwweRzNzXBvDmDlLrwSiRVl+9kFKngXaVGEbV4WiAA8ed0Tg2fZILVCnqRN37McG5zGo4SwIJCz1ijZcHwcfAwFXmkHMu+29+2ulr4bFvuSYcJon9mSU8kfnAHT2Vqe7f3byOPYY2CT1qFodv3fy524VlZqC9pv5TQmI6XZlzHjVBnDcoQM49YyfmTO+QSN83ryVqvn7XoTj2/AgyDWADhtTM6xvPhzV7bRdnYvzsL6Nzflwkhq4abl+FWIz+dlL1G/qvzICTy7E9ahc5OezDTilt7q6pmNjh0nwLmpnem4u6q5eyqt5Sd8ZUKsWfmnL1vGW54dxJ3UD3My0gbAMqQRyQXt8X4s5slJcjnmBEQf2QqohUE8ctl/adUL/mowdSrHnxVJ8fTQD+VJtkEAsKsS3XSQYUnEGV45MZ4YHEaAp5NJalSEQMHD30MBhqOHEjG/eJHpPuoIHBjJdwROxEfj4umFW4blOn8DJjGkVBuzciAfyl1zar2bI84T4okZ7jGvYmNX59Am+DNsCp7La2nrSQiGyYz0ROmyaCiDOKYjFyee9YC3WLgvBULT1ZOm/FFvv3galwvKFt70tggMZuJQnlaL6zt94y9GHM31aY3KtZqrrN+JiMfXEYRXoTrqg37VqiwE1aqvKfBdyEhueMuY5X1SS2OPsEOYC7LV2HmfYwIl3KaeIhktBZGYhno1h7DZKMx+wx7DrddBANTPX4I15Lnx/7TAOJoZqAXGkxfd9jQHoVlHdp/S8PAzYs0PPvXVwbR/86NeuxAA+Hdw1C/4KAiG/QU5dsxpY3oqlWf5+6yIW3rysSiNXd0MBG3Mx7g5heoqF0nzkJdSDpUjKOwTnsiejrZf6eSvJOP3dZcNT72H+oxUoVKjbaiowxWfVJqKO3btL/y1pP+hwb/LRQ6DDHgo60BtdrwE+a9byg3GE/ZZLeec/2KtoZ4/Tw5hkBsWdlFiMvLgFWVI185Te/XMb9kJAefVvbEnH6X2Vr7rkd70DOGVbyGH4eFG2wI57dzidQEOhPPyk68Q2pkPimAzt31hdZ+731ef/4n1L2z6Db46MAOB/ceUa+2wcgXc/AkYA8N2PsfEOPCNQ2l7MJKTfZetGPEnlbHNVIu204SRmw7nho1UskUEh63EjKQbyHBPIi4wMhGI5hBZS1Hdwxw4/9R/WNDQHHz/AkmtXuBQ0J0tLfN6sFfw8K2qNWsCZhYjPScRgl8eobZUMqUKAy+luCEqqiLauNfB7I8ZE23LnFr49d9rgmqN2ehSl4dTavgBZhfyU9CFV6uGnJgyMIQODLls2gsTAdaOLdxUs9e+m+th7yQK9lC/lxZlNmmFyo6bc/wY92oPyZjN4M6ovx/liou8erpxCFgtFYhu8yrHExse1EZVpxxko9Kn4CI2c4iGz+hamVgxk4corFByrgZg/1F7S3RtRt55KlF+z/QTabb5zC9Hp6XC1sgJpcinTdJXlaPN+zYBxBKUGKlOaT0c9xdjDhtMxd/UdiIZlmShv+83rEJWqz6agax0qeWFlUfqRsg03k6NBQGBKfjY8rcpgqFcTlLPgT6U69TwS515GgQTXh1avC8+itFJlXT9dOIu14fpGJcrrxNC0lkg4HTDSNDIUxGT9ogVjtxHjw3/bRu7fuvFLu44YUJMBIiefPcH4Q/q6S8rv1HBxwuEBDLz49cE6XEy6CVdJBhzE2RBCgQypGWJy7eEoccTaxt+rbmWIydKkXHls7d1PBbKsi/oGTzLuIfRhFSSm23KQqqNNJppXe4wK1l4Y7z2Xq5MYYOczt0MsluJVfBnkFZjCTFIId9dkZOWYoa/rcAwvcopWbiQtLPJgZpbPMRVzsiXIz5dwLp1hY1hqbVJuOvxOLIBCV7gNgJ1AgIvdvlW1k7Q5U/NzILbPhdhcCsiFyM0yhSxTjIE1fUBjSqHU5rSzS4ebSwYHRhUWCPE02hFyqQS3xk+GjYTpKI47sR+XEu6it9d1VLBORo5UjLMvq+FWYiWc7z8O7tYslfyrMyex/R6/Yy9t+J9MZbpxd5Lj0OP4BkbAkwoAmQAgUMqUGVh0Kl8FK1oxHc/o9DQE7NzMie3rxkr/HuhYiWk03nodjR4HdwB8EoRy4NOGTTGlLtPRqrjmN5YmrZutTO2RAy/GfsaVo3VMWoV8DFFi+pwMHKkyX1G2jZhOt1PIqVmIBo4ecC4CZnXbvjvyJjZFXkKWLBdOYht8VqcLGrroMwayCwqw/tZN3H0dzx2+tK/oBXIG5XMepAOJ0JhoTquSWJIEIuuW6x78OxKhf3BD+PfPNUegrTuTjbiXnIDuRzZCJiNjoKKBon+Ry3uVOpjTjB3wPUu9A8/8vnpzo/wgOK0dOlczLMNg8Ivv6EJ0diyCE0KQnJ8KR0kZdHRtjfIWTJPzn4jI9GTcTY7jGN1NXDxQxoylkCuDtPW679jCOSHrxrTGTTG9iRoY/yfaa+gel0i2Yj97z+oGn2YdPRebIsMQnZ0CJzMr9K9QH3XK6AvNv88+FffeZGQTHq+tP6z87pctWmNsfea0/iozgzvYowMP3WjtWRHre7A0aWVQCjQ96w8SE7kDR3/vKioN2uK2rbSWIzZ+2OtovMrJgJuFNXydPfV+W//pvpW2fQbf+GgBgO0/oBTgU6U7BfifXovG+xlH4EMbASMA+KHNyH+kPaXxxRz26iWGHNqFQpXaP+1VBVjSvptWWtOk0J04HcefetXWrQqWNy25W+DQi6twJ5XfObaPRwN858NYhWTWQcCAoQgdNQ4uRa6oLfctR0yWDiOo6ItTazfDJ/XUTDS+VDbS9TkTOArutmodujPPojgXYM19Oe3J3a3JgVhbm2Le1Qlo53pECwR8lOGGVhUOw9WKUdnzClIhTmHmKnwRkT8LtT2Ztt+7iAlHDiL4KX9aT9sKlbCmO3MbJYZTP9KINBCnAkeikn0Z7mq/3dtxI+4Vb8n+NWphTnsGvJYk6I/vHgc3ISJDAxhQANNrt8D0BmrtoW13b+NrAwwvYkDen/QRx1AhIJXSpPh5RkBA5apY1IVpo6y5eR0/XwzhbW4lO3ucKmKSPE9PRZuNaw0yAFtWqICN3RlotDxyF47GXeCt09uqPH6vxwCexJxs+K5heoB8sb//YPi4Mqbk9hdzcT+DaUvqRhXrBgiswNJb1949i9B8w7qC3Wynokdlxs6ts2IxxNaJSEm2UVHRiCloVyYTtjJPnBnGNBVPPT2CCafvQeyUq5U6Ki8UQPpaguujKO2crY/WG1cj0zYaJmYagLsCyEk2x7CKfvisOQPBiJ2y4d4WpGRYIylPDULUc4rDw1Qn3JnwqYpt5LXuV/SpGoZGrmqnuqwCCTZENEe9Mn5Y2JY5C488uBchL/Td7OiaJgCYkpeDBnv+ADJNIChUO6YqCAS0liKwej380JitY2I5r7jJb0bR0K0sdvdhhxevctLRfMcyyOUitSYpXSBWn0yOrT0HoJkzOxiptPY3yAzoJNLHz0ez9UFx5vlTjD98EDINsUITkYDTOGtRXttgY/Wji/j9/mnVuhcLRfi+Xjf09GAp0u8yiC02/tABxGerpQnogGVBxy4q1jY3TtmpGBCyCFITtcEGgX8d7H3xY2O1+zGV3fIoHN9ePamlgVjfqSw2degPK1OW1puRnwyLlKaG5G0RnN4Pnav+9C67Xirqpt/EOTfPYWWE+v1qaSLG7y0C0NFDndZ85PEjTD1+mLdPJEtAhyz0G/shxNJrVzA/9JJWU1p5VMDKgB5aa+5DaOvf2YbM/Dz4bVyHVB2TmublPbC5yO1beb/VN67hl0va8gkkFXJ08LAPKq357xyfktb1OjcLY0N2426KGlStZe+KVa37wdWCMdvfR5TGfYbuOBkBwPexcoz3NI7Av38EjADgv3+OP8gelsYXc+CR3bjAY+5Rw8EZh3oPVf1Rv/D2eSx/yp/eOtHLD9N91MAaTQ6dGh998hgJ2VmcM6J/5aoq7T/l5O15cR0/3NFnT1F66fpmo1DfgTFPVt24hjmXzjNnXzIbFSiYoyaXLSfA2WGjOU0eikV3LmHBLX2QhTa9RwJGorId0ySLTElGp60bOI033ajp4oxDA9SOm3MuhvDqH9qbmXFpNUodpJc5KRh4cTFcTF+hnk0MxAIpovPKICy9IiZX7YLhldgYUSrV7af90MVNH5RIyDfHybTFGKYznn/ngn8Ts2+Zf3dVujABcF23bcKTFH19u/qubtjdb5CKybPz3h18yZNWRKDpdh1NMupLYnY2jkU+RnJuDig1i1KUzUy0zTHGBu/DyTgeMWMFsLFdP7Quz8Txqa4OW9ZzmoW6oelK+jYG4HCfeviuyCX6TeYrmqAR3e9N2kvkPFm3CKx7lPEcn91eoJX6rGzvBK9+6FqWrY/bCfHotXOrwSlf0LEzelaryV1/lHEdW17wAxkDPD5FLVvGzLmWfB0rnxkWvf/E+zNUL0o39D/wGx5G823mFehS0wFL243k6lx3cw1mX0yHwEQOkUUhl94rlwohyzKlhxSHB7ZFDed6XNn2R39FhpAHmFcoMNy9IybXZlqWBx6fx+yz55GSr06NVw6Er9tLbO/3O/e/OYUF+PjCKLTz1NfXyykU49iTQOzoxlLzRx7Yi5BofgCQrkdN+0Q11jXXLkRutj4rmBhmx4cMQxV7BuJPO3EYh57wH4i4WVnh8gimNUYx7PxmXIh+DkWWhIYFHMnPrBBerrY42mGCyuG24bYlSMzTZ5xSHdamYtwLZOmt5Kbc68hm3H79CiLOyIcbbpARc2O38tjZebDquTz68h4+uabv/iyEAFtajUQ9h/Ja6+xhymssvR2K17mZ8LJxwMwGrVWGIgYXpIEL9A7ouGUDL4s2sE5dfO/HdB+VkVmQh3m3T+BxxitYiCToX9EXnTzZOtcNYgIGRz9GtrQA1e2d0b1iDZALsGaEPu4IXxv9ec+QmSLH5hDKvkNzjZKO1fsqv+nhDXwbpp8Oqvu+VL6DDbVTUzeupH0hNj69k0intLqTE8cm/atgIh1enX32DKQvWdvFlWOt/dU6D0aFIzj2Dvd3SAuXahhc5cNzSC6QSjlgj/Q+TYUi9K5eA5Sarxn0nuy0ZQP3t5lu6Lp4l3Qu/y3lCRjvf2ozbiTqH1DXcyiHPR2HlVjq4O8am9K4z9DtuxEA/LtWg7Ee4wgYR0BzBIwAoHE9vJcRKG0v5uiMNLTazm/YQQO4t8dgNHBlaUgTjwYhOCECIptClUYUgWeyDFN0cK6BFV3VGoARrxMwKmg/x2RShoeNLTb07MMJhyuD/siad/84NkepGUwmAiFm1Q5AX0+WrkIx7/IFLL1xFQqxTnocAYAFAlwZNV7FACTQ6rPLR7EvSi1ST6LeC1oEwN+TpZFRTA8+gqCH/MYAdD1yygxOMJ/a6LNiicG04h/82mFonbpcnasjz2DFE/5U5XLm9gjyYxpeSbnZaB80Fyt8zqCxnZrd9jrfHOPvtENzt+74rCG/Wc7ftbBXXA/Db5cvqFhBBNSRo9+UxtqbmvW3b+CH82dVbsHc/YUK/N7RHz2qqPWpOCbJpfNYrWEUQ2xKAtSG6GxASKuQ2Evp+Xmq7lRxcMSmnn1Ubs50ofLGeSjknBj0o7FDeewKYO7LFJRiOOnoIa06KZ2JUrmJoUJBbSTX3LQ89X01a57dpr1qszT8wB5ciOZ3vdYEACk1jpwSCZThiyVdusG/sppJ883V7QjPu6zFmLMt9MCG1h/DpAjACIl+jJEHDhmc6nGN6+CLJmpH2ouJ+xEcv5kB5EXR1nkQ2rgwZ26K86/DsCl6mcE6p3p/Dh87pn9Yb/1PSM9kaba64eFagHP9mRHH8ccHMek4P5NUCDmujx0JO3MGuDc+NsuwjqbIDkc7MHbbmEOf4cwzpkWoGxKhFFdGT4KtuTVIN27z4+awMOVP978Z3wK/NGfp3m03r8XzVH53XbquBADzpIWovXyxwXT/RZ27IqAK+w356eI5rLl1g7ed5KZ8oB8zMKJIzMvCuEvbEZEWr/rM3cIOK5sPQGUbtcD19JDD2P/0Pm+dHTy8saY9S827lxyP7ofXwdI2D0IT9ZwT8zI73RzBPcfCu+igY8SFjbiaxA9+9vasi5/qq3+3tzwIx3c3j3MHLMoQK0yws0MgfJxLrs255/49fHaK3ySGwDoynqHfiHcVidkvkZDQHzUsklS3SJea4r7sCzT3VB/wvKv7l4Z6OwWtwaM09fhotnl8TV982YAB84bMk+gapQ3fmzj1TwFsVO/nJ09oSXEQY40cazVNat73WI4JWYOHhY+1mlFW4I4dbaa8E0O5d9nfAw8f4ONgfSMsuicx5u9OnKYHpr/L9nyIdT9OS0Tno4bN3w53GY0a9vzvqXfdn9K2z+AbD80++Lb7cFKAr542pgC/6/VrrN84Au9yBIwA4LscXWPdBkegtL2Yb8S/Qp+D2wz2Z0XHHuhckZlH9N2zHTfjYtHYPRLWloylkpltgbCX3qjnWhZ7+zEwhlhWpC8Tm6nv+FnD0QmHBgXqnZzeT3uFu2lMn8rXsRLKW7K0QWUsvHIJC29f5gcQZEDIoLEqBiB9h4Cem4mxiEhJAIF/LctWhJslpTOqo8+erQh/pd6Q6w7CVc7gwgoECtRYtsjgGJGbJgFnFHMigrA7mj9VWSI0xeVO/+PKvcxKQ6ugZRAJ5Ghu/woVLDKQWmiGc8nlkCmV4Jv6HTCyGjMrKWnE56Zhf8w1vMpNhbPEBt3cG6CClRNvNU+SkzlDAQpy/63qwMAaZXDOsVsWMWMCYhrJBeDSIUWAmdAEEcOn623g771OwK34OO7zJu7ltQBfqjcjPw9tN65Dik6aEl0jd9JNvdS6XRU2/GoQNPKydMDpvsy8QRkpuTkIef6cAwErOzigqbsHJ1SvGUvCrmDxtRDUdo+Bg1UW8qUmeJLgClmhO44PGQ47M8Y8e5NRiiYASOu85XrDG4X/tW6LYT6MBXflZQwG79vJseVEFkx/SZ4vgjRTzJmkjG/AjDCCosIx/fAZg1M/oVlNfNaws+o6rdHu+9cgOiODSy0tZ2OFI73HaTEqz8bdwpoXS2Buoq/7lCM1xcwqn6F+Gfas11z1C3Lz+J1HHe3zEBb4FVcuT5oL/62/4nm6fjqUv1c2lnRVOyUTAEgYaV66GaT5Iu4QQWxVALFlIcwgwfnO33F1jtw/HSEx2qw0zYHY0KsNWpWvjwJZHg4+V6eB6w5WtqwJRlRZyn3ccdt6PElK5k3TlgsVeD6FAfNxmZlovn6VwXH/plUbjCzSSVx26yTmX7oFuUIfwGpayRzb/Bn7UBmk3Xkx/innOupkboXWrpVBqZZaazM8FL/dvMCrATiuViN85cvAmOMvHmHmzW0Qmeq7c8sKhFjmOwKtyrG04oBTy/A0M5G3T61cKmNlM/a7HZeVgRYHl2qBf8ov2QjMcWsQM5MpSdAhw9zL/CnvVM+NsZNUbtYlqbckZckM5MKLVSgofACBsAx83MbA1Vo7Rbok9f3bylbfOh+5skLebvm5VcKGDuwQgTQf/bdtrAenZwAAIABJREFU0jODoGua2qklGR9i4RPDXNc5nuoYVqcu/qfDEC1J3X9n2UV3TmLXa37TDD8bX8xuzCQe3mU8z47DibgwpBZkws3cAV3LNoOjRC1TUpJ7v0neguq5OnoCp9v8X45L8c8QeGa7wSFY7zcArct6vZchKm37DL5BMgKA72XpGG9qHIF//QgYAcB//RR/mB0sbS/m16Q1tnm5QU20432Ho5oDA49mnjyCqjZz0bysNuPn8itvPMz4DPM6ML2tNzn20vXgoSM4IfiSxIRjB3A8hicVtKiS4D4jQQyykkT//dtxPYZfs46YVJFTPlYxGpquXcmbLkP3m9+hC3pVZ0y4rc8uYcFD/pP1ytau2NFiKlcuXyZFvT0LkCfjd6jc2GYgWrqx9NaSxP30l5h6bT0yCtU6WgQ8/lZ/CJo6qVloxa1z472b+DaM3z2V6ljdphc6FgHExa2T0sKnHDPMbtNMJau2aQHyFPyb0zYulbC+c7/i3lZVLqMgCasfTYHQRFvMvprlUHTxYGYdFCR6/uP5s7z1Vy7jgBNFjooFMhnqrVyCXB5Bda6e7r3RugIDY2adDsaOFzcBcx3gpkCAqqZlcWzwcK7c84xEtN1Aen26bhCsOct6dERnT2ZCQuCfz/rfUZirnf5IWnthw6bBzowx+ZaEh+Bg+n44m2VpgYAE/iXmWmKs2zD0r1afK9to809ITuVnAHqXkyK4z+eqcXmW+gjjD21DZJoaYG/jkYnF/p/AQqwGBhse/goZsTaQ5ptojal5mRyUdVLgZCcGFs48MQn7HvFvrGzFebg6cjrEErY53fy4GcxE+mnfdM3GbBA6lWPA3uTjQTjy9DEEBGIXjSnHlhQCIpEAkRNZCjCxh+uuXKLloq3Z2LXde6FNBfZcjj0/F9ef5yCNwE8Nx16JuBA1KidiX9v5vGvnTR+OP7EfwY+fQk7rQ4krEuk5R4DmFT2wNWAAm/87F7AyOthgVZ9X7oHBVRmDenLoDpyJ509VDvRqjFl1mGnGb9dCsPyJtm6a5g0OdxqNGg4lY7xQij+5xvKFrcQMN8dNem9pdCWenH/pF6pumod88L+H6tu5Y193tRnV05RkjD9yUMvsicyQiAVvqpN+XZzh4tPqU36PfrdujptcnGreeZmA4LlIE/KzJCVSa5zurHYcfxeNuZx0F7MjNmm5RNuaWmKuzyRUsiq5UczJp5HcPPKFlViM8HGT/xSb8130/X3VqTykNXT/M90moIK19kH1P9XW0rbP4BsXLQCwzZeQmPMbwP1TY0r3yc9Nw9Wzv3C3jImJgbu7+z95e+O9jCNgHIG/YQSMAODfMIjGKko+AqXxxfzVhZPYev+2Xmc7VvDGyo49VBu0B/F/QFHIHEV1Q2D6Gaq7fsR9fCoqEuMO8/9xSdf39huEem4l+6N1xqkj2B/FnxpHde7sOhC+5Qyzhvja/NvV81gWFqad2lpUUG4qx4Ox0znXWQpDJhMEBB0YMESVqpRekINBl5YgIU9f6+zXuoPQ3q2WqimL7l7Awrv67JgGju7Y3n6oFrOOgIn1924g5CVpGslQz9kNk+o2AW2ilSGVy9D3/O+IzdV3abQxNcfB1p/CypQf1DG00udfu4hFdy8bfBB+btIRQ2qw9Ofixs6Iu/jytGHw4sywUSrWYNfdGxGRw8PSlAPzmvijb3UGgpUkgmK+w9MsfdMMAYQYUnEpnMwY+JSel4eA7Zt5mayLOwega5WqqtsSq3DBFX3whHQSd/QdqJrLfge34kYOf1qxldQcdwLVLKs+B1ch/EWmXtfKOYgQMmiaKu2s1faliEnMBUzA2JkUlBovFcDVQYzQIdO4j/64ehnb4o7AyjYHYqGMY59KFUIUykXISLHEFO8+IA1Eiq7H5uLBE0KgtAFIkUiG9nWcsLwl0wBUxulnT7D33hFkF6bDwaIsxjfqpccmrbH2Z+RlM4MG3WjsJcSOrqzvoc++xzchhYjKUEsFKMv3r3wLP3VaCpGQgY1z7o2Dl7l+Gi6xaBu7rEGtIk3DY5GPMDG4CIhSZrcWuZ57WZfB6aFqB/Ol165ifuhFvTaS8/bOvgNUQEfXoJ/x4LlE7/CEqnV2SseVQT+UZFlyZclJ+1lcGhSU1qvEcwm0pLl0tMSlUUxXcPndC1jxIhjSXBEKMySc7qLQRA6xbT5EZjJ84h2AYdWYydCtlJcIPL+esXg1wspEgn1tx6O8JRvnWRePYUd0uME2r23RH208mLNxcYPY4ORMej9Jn4H4VUs/jK7HTGeUQQzMZdev4mFSIqzEEgRUqYre1WoYQcLiDvifKOezdhHSTXl0J+VAN9eaWNy5m1at9C66nRDHySh42ZfRY3iXpAmGtHWpDmJZP54y44OY+47Hf0KOCb+xmKjQDCFdSv6sF3ecMgqzEXjlR+TI9A86PC1csKrRZxAKSpZGT39DkGkXGfToxhfNW2Fcgz+XfVDcPpWWcjNDD2Hfs7t6ze3uWRMLm6ulE/7p/pTGfYbuGBkBwH961RjvZxyB/8YIGAHA/8Y8f3C9LI0vZvpj8KfQc9hy/xanfUUb2J6Va+Cnlu1hYapOUXuROBjZefyuqJaSVvB0ZukSz9NS0XbTOt65IX2Zq2MmqNIsizuBWyNu4atL/Ck4tAO/N/IjPYORt9V9/NljTDh5kNMQ5AxFOGNOBbf5dre3wcVBahF/SikmRhiBPDmFjJHmW84dCzr6w81aO/0xOjsJX93ehfvpsVw5KxMzfFK9K7q7M3aVMkgz7o+7F7DyfqhK/6hducqY26Qr7CVq91OZXI6xwftxJiZK6/uVbMtgX/fBqrF8mpmAgReZ5hlfLGo4osQswCux0RhwwoALsAI402c0vOxKxuak9ODeu/jTzol9QAxAiQljiTVbuxJxBRlQECNKiUURIJIjwug6DfF1q5LpJMoVMix51B0yA6zCFk6j0ciRsayUa3n6iaO4k8BASGrf1y390L+mNvBIc7noaihW3AjjAFoKYor91qGTloFCt8PrEZGpdhTUnCdLgRh3BzLGGkVuYQGGHduIG89p48k67+0qwbZuw+Forl5zlVfNRSGtX20CIAcCmhCTdTzT1qNU7wH7tsOxbDqs7HK4FFxKyc1MsURSvC1ODhoJbwc2lw2CfoJIlo30eFsUFrK5kEgKYOWaCRuxM053YWYUFHxMSTMTE2zo0QeNy6lP0L0WzQP7ddGP8nZmCBnG2D4HIlbACkuxOLwL7qYwxpmZSAr/Cg/QvdJl+Fa+z60PuUKOgPOfo6ZVFOqTu7CAAVxJBVY4mVwd/cr3xSDP9txnBOgtuXYFChojTWadDLATmyN8vJppRM/64rArHBClnEu/ChXxW/vOcLBQP5ftti/Cs0R+dqqZRIb7RePO22EDH7ZavRovszO03YKprBxwElvg6qSJ3DfDE19iyOl1yHtN7dH2JjdzzsGBzhNQxU6tLXg+/gm+uhmEpHwm+u9hWQbzGvVGbftyqpbsj4zAJ2EGDm4UwM0+02Fnpu5/cftFBj1kqHMxhgHftDamNW6K8Q0aaYE7ZATRf/d2JOeq2ctU/kNKBS1un0tTuaH7d+NS/HMozGXqdUe/sdkm+KqZH8bUV2vx/t392vsgAp+ePM5bbXVHJxwZrGZk/933Lkl9gWeX45nsGe9XHOQuONhRbSJUknqLU/ZS4l38L4L/7yn6/ibfr+BWpLNanPqUZZJycjAz+BjOF5kjkY7jlMa+mNTQ94MAXUvSl3dVljI1frgRjJ1Pb3Mav/RL28/LB/9r0FHPsOxdtYGv3tK4z9DthxEA/CdXjPFexhH474yAEQD878z1B9XT0vxiJme4+OxMOFtY8gJ0z1/3QU7+Fd7xtpA0QQVntdPkt2dPYctdfVbhR75N8ZEvcyUtSZDgf7OtqxCfq8+I6l6xOhZ1CNCq7krcPWyKWg+ZKAUKhQgOwsqYVW8KrMVqXRtiMgw+shNh8S853TTunyJW0Ir2pH2onTJLzqy/XgzB45RkWIslnLvexIa+vCL2BCIQC5C0lcj8QyzSTnvUbGx2YQFe5aRzoJ+jmb7uzvaHt/HlBX7G3OBqPvi5ZUeuugfpsRh2mWme8cW8+oFo7cJMHkoSnfesx4MMfQaPr2N57Oo+qCRVcWVpbKYdP4wjT7QF1ekauYKSO6gyGqxaitS8PGZuQcBN0TxRGufQ2j74oQ0DeCik8nzsfjoXZ5NjkSUTwMNMgOEVeqK6AxsfCplCikUPKVWd37CjqeMwNHFSp7wp2xuXlQky+3C3sVWBk7odX3PrOseyy84vhKlIyKX9LuvSXWt9TLqwF8dfGnCONbfBpZ5T9MYzPjsND1PjUMnWGR7W+mBrpZW/Qm7ASEEgV+BZERBFjMZ6q5dyPReK5BCZyCArFEEuF0IEAe5OmKpistYLmg0pCqFQyCEhz2IFUCAQQiAQooyJLUL8P+baSW7WbTau5TXNcLex4dy5lc6bXovmG5Qa8LK3x8lAxsJbeSMUNpiB+s7ReJHhiLR8a1S0iYONJA+/hHXF0m5LYSkWQyaXwf/8p5yjskggha1JLgpkJsiSMw3HQM9OGFaR6ST+fOEc1oTf0DJJoc9pHZmbmCBiEmMvK2N9+A38TnNZUMDNXyuPClge0ENrLiceOYATT5/qzRd94GhhhrAx2umL5HK6/PpVRGekc7+xtM4JSBZoaFS2XrsGMdn8TCNHiQXCxjMAkMa91cbVzPpXNwQKhI2eCEcL9W9JXPoTPIj5FBC+4oBfucwbDSr9DjsLdUov/ca23rcCsQX6ZikdXaphRTtmQPJng4BAYo2Vs7FRmfJo1kVA1OWYaN7qt/bqh6blPf7Ura/Gx2BB+EVEpafATmKGft61MaZWIz1t0D9V+b/gS7fj4zBgz07ky6Vav7HE7tvffwisJWrWrkIhQ3rmcmTm7IZcngZT08ooY/MpzCSMbaoZ9xNf49fLF/AwORGWpmJ0rVwVUxs10TKXIIbogL07VQcsyu+TbitJJ7T0/DC0Gh+nJmDk1YUQmGgbUilkAszzGYemru9OC+5swk38/GCzwZW2ptEX8LQsWWq+ZmVvey7/BUv8L3chvSAXCTlZcLGwgq1Y353+L9+ghBWU5n2GsqtaAKDfB5QCfM6YAlzC5WgsbhyBD2oEjADgBzUd/53GlOYXMwEzeVIpx9DQ3JQqZy8+7QekZK7kncwy1uPhaqcW/CfWGrFoNt4O5wwZHC0sOIODUXXrGzxdLpBJuU2ZiVCXysRumZmfh0FBu3AvJYED6gi06FO5Fua2UZshUDkC/za+nAsTkfYf64W5jvijyTxIRCytlza8LTasxqv8DMaeor00Ec0KBfihFQFRLB2S4vqrWNAGVckIUn7u710Fi7sEvNMT8+lnD+NA5APecfeyK4PT/UZz13Kk+ehy5hfkyPRdUYUQ4KDfp3D9EzorBVIphh3bgyuvozm8QaAQoF05L6zu2PNPux/Sxm9e6EXsvHeXc1d2s7LCNN9mID0pzRh5cC9CXvA7mP7avhP61WAp1TSXv937GOfStIE9E8jxU42OqOOoTmNb/XgssmSMjSSVCSESylWu1j3cf0Qla/3NLK1nAoyVzETdyVgYdgmLrlBasTYgU9nRAScGj1AVX/cwDLPD+TUVAzyqY1HzXiX+say4eq5BZp0ACjwbyxiAF6NfIPDAHnX91FSN4drXfzDquTKn184nFiM2n1/zqrF9ZaxtyUBSTTdJpQOxUmOPrp8fMYYDTSkarl6GFB12l7IxBKbP68C06MgoZeTBrRhf+yzalH8AMxMp4rJssS6iJV7lNsGpIqCQyo4InYPYfP00Nrr2Q63RaOrI1sfhxw8x7fgR3rFtXNYdO/qqWZ8E4v5xVT9FnHRLSb9UGRtu3eTcsSkonVokUKBAzn676Hdhib96ze17EIGZPEwnTQMh+p7f+jWIzuQHAJ3NLXFl7ASu/tXh1/DLhfMG18rsdu0xuKYPdz0h4ynSkwLgYKZ9eBKT5QJvz1OwkqhTrcn0Z+iJbbiT8YpbykKFEN3ca2J+y64Gn3V6lgkkVQK9hhpFDBr6jTcrklXQLEfXaiz9Q8sJVvM6MQanNyn5wVFI7DOMOrlHD6AeVKUOfmmu/d4wOJhvuECHAobel5pfk8lzuYMPE1HJGZSGbp+dmw+hADA340+rL0l/iB383bkzXOo1sfSJ8Tq7TQctIwhqf2Lqx8jK0WWEm8DVcSsszFqpbkmM6QH7dnJ/T2hGu4qVsKprTy3wlQ4m/hdyBqQXSe/XSvb2+KZlG5Vuakn68VfK5koLOcMwvr99qN5rCc/wZfhW5IqYuZlYZoFZNfuhQ/maf+W2b/3uy5xEjAxjzqS6YW1igR3NvodYaPiA8a03MBYodSNQmvcZysE2AoClbtkZG2wcgVIxAkYAsFRM07+vkaXxxUx/2K+9fQPLb4Zx6Vc2EglG1K6HaY2aajFeZLJURL0OQKFUG5AxFXmikssRiET6ml1UN6VR8G36lLMfkRaLH+8G4UH6K84FuLFjJXxXpwfcDIBVBPZkFOQbTCOecGkGTM1f8y6uaqYBmFybsdaWXbvKgVAUuuCFWCTCw8nqNEdyP6TNEV9omjy8ixVdXACQ7n3o5Q38cFfNxFS2Z2LlDhjlzRxE/2y8bdz/TL1vWx8kOt9713ZkFmjrHzV1L4+NPfuq1mf46/2Y9fAcbxPKi/OxqskK1bVBh+bD3uoWQiOrID3XAiKhDJVd4lG2TDIGV/oWbSuq2RzkKvzt2dM4GRXJOVUSK+bb1m3Q0kPNTCFgsNqyhZDL+VmF8zp2Ru9qbJNIz8KAU5txJ0U7DdhBYoEDnUainGXJXR1rr/8DmVJ90JfuZy40wYPRTFuPAwAPFgGAmjp4RSOzr58aAIxIjcPA86vI9llrTE1gilMdpsPB3Ir7nADAGcFHoBCz1HlNEJ106y6MGKsCAEOeP8PIoH16c2QtFiN01HhYiJncAK0JSgvc95A0PxUwFcpQKDfhgAmac3KWVkbAnhXILfMIugTIrDRz/FhnFNpXYpp1BOCOOXQAIS+00/gsTE2xu+9AVHdi6bK0xqssXcile/HFr+06ol8RSE3A16RDqzHYcy9ausbARKjA/VQHzLvXHrM7zVT1m0Ai37UrQOCabhAGe274GJS3ZfM+bP8eVaqsblkfF1fsHzCE+7gkAODZiIGoY6+vaUj13EkfiDbV5+m1iz3reW9M+Q2LfYlvz53G4+Qk7jlswwMaUcU50gLMvnEKB57f40yPaI1/XrcNAjyZcRI37u8AAKR11GLPSsRm6bvR0z33dR2K+s4l06JVrs/Nd25xKeWURkmyAENq++DjJs31jDCSc64jJ2UG3EQMpH4tKwMTuzlwtiqZdIHmBJ04ewMLxq+A7CljaoprOePHTdPRwIc5eP+VIACOtPf4wNzc/CuIS+Q/oDARVYCHmxo077VrG24l8EsdrPDvjk5e+m2lNVAokxk8ZPkr/TL0XVojWx6HY9HdS0jMzYaVqRhDqtTDzLqtYGrgIJJMl+h75hryKO+ibZp1ro86im3R+hIos6oHoo2LtrTIu26Lsf73PwKlcZ+hO2pGAPD9ryNjC4wj8G8cASMA+G+c1VLQp9L4Yv7jWih+D9M3ehhaywezW6tTLGn4pbJkJKTNRk4++2PfQtIULnZfw0RUMh045VQ+yUjA0EsrkSfT1tJyM7fF9pYTYa+Rslvc6Z8QNgymOqk6yu+aFVTHb02+5v73TZttun5r3GTYmJlxrIRqSxcavD1t/KY0blLc5pW4XHFTgJUVhyQ8wKaoEMTmpsJZYoP+nk3RtVy9v8xSJDHylIJ0OIjtYG369zFZ3jYgUakp+PXSedx7nQCJiSk6enljum9TLVB525PZ2BzHD9BS/fuafg9zUztug1ll+UJQaqwuW49A4Km+TfGxb3OuSbTR67tru56BAW2QCYhqVpSSSO3qvmOLwW50r1YVCzuqU9Qp5XvenXM49+opx3iq61AWX9ZtC3crfhe8rLRsJL5MRhlXO9g6qp12lTccdng3zsfxsyQbObljd08GeBPTptmGVZyGpZ04D85mOYjPtURGoYQzkwkdOU6VAkzl7yTHYvrVXUjIyeQYOx7WZbC6+RCUtVS3MyY9Da12rIacwD+dKCOwwI2Rk7XYPudfPOPAPTpooDprODphQ88+emA+AXarb17H7gd3kV6Qjyr2Dvi0aUst8yACXqsu+R2mZgVwcE2H2LwQcpkQWWkWSH1tjckNm+CTZi1UrSLAbnFYKA48esClc9d0duH0HDXdwx8mJsJ/+yaDc6nJ7FPIMyBL6gnIXiI2zwqFciHczbNgKjSF0GEHBKYM9H2Q+Bpdt7MUPoFQDpGpFDKpCAoZYwsu9e+GLt5MbmDF9TDMvaxvDETXSJtrZlF/YjMz0HL9aoPtDBszQZUCHP64ITyseIx0ANxPq4OWNfhdy9/0XIbHvcLAvTs5UFwzuLTRAUNUeqw0jyPP7cTFeH39tIXNeqB7BTV7qqQpwATCUGo+rWdKN9c9ZErKzUbDHYYlEb73bY/hNfR1WWOz0zmmIj2PpIumG6tuXMOcS/rsyz7Va+K3DmpWYUb+IyC5D6yE2sBvrlyEPLvNcLAoubbepbD7+NbvBwjztNntclsxVt78Dd4VSw5ovu33V3k9LXMlUtL/Z7C4Z9mHEAltOTC36rKFHGOaL2gdf9pU/VwW9/7votzq+1fx0w19p/felWphQXNtWZF3cX+qs1Auw6ucNO73sKyFHXcIqhu01o/FXcGhV5eQUpCBsuaOGOzRAY0cSi7p8a76Yaz3nxuB0rjP0B0dzT40oRRgsw/ABTgvDVeMKcD/3EI23sk4Au9gBIwA4DsYVGOVbx+B0vZiTsvLRaP1K/Q2csqenhuidmR9e+9LXmLG9W04E8+f3jq+sh8mVW1X4krHXx0BsSm/OL9lYW3M8f2Cq3Psof04/UzbWEPzZvcmTOVYSbSJrbHsD4Nj9K5d8+j+404ewOlobb0xSv/d132IlhNwiQerGF/Ik+Vj6ZNdOPP6Glea0ok7uzXHOK/eMP1AUo/mXv8cZ3PyeHsjhAL7m8+BWGTBbU69Fy8w2OtuVavhj06kEQjsuHcHs87wG8/UcXHl3J8pXqSloo0B0xu63q9WLfzatlMxRlq7iLRQipUzNyFo2QnIZWwz7TewOWasHA8La7UOEaXGN922Elk6LEALoSkuDh6nZUJy+PEt5KV8jZ6ej7n0QZlCgN3PqsPZ9Re0r6S9mTzzPAqfnTmBpFzmEFrB1g5/dOgKYqIp43ZiHLoH8etTUTrd7aHTuBTJkgbpLU0/dxiX45gmHAExM+o1x4Q6jVVA9tvmMqByVSzqot7Ek77c2EMHQKl+yuhVtTrmd/JX/X90eir8NhoW3Pfzdsc6f5YurMhajgdxGzD9Xms8yWbsZ3vTPPxY7TK6lPeEsMwa7jMCsNttXgcz63zk5hLLkaWJm5nlozBHjFVde6NdEeuUQMrhB/Yi7NVLrSGr7eyCHX0GqADatwGAZLTkVKQBeO1hU1SyieGdgntpDdC6hmHHdkPzNmTfLoS+5K9T0933bGwkRofs4q3GxdwKl3tOVc0nmUd1274Z2UUmS8ov9a1eE3M1gDX6PDo9DR8dPwLSZaUg5taXLVtjUK06qnsRa7j2VsOmSL8064RBVVmaNMXDtNeYfukAHqez1Hcyh5nduDP8PdTPBbE4G61ehvwiox/djh0dPAzVHJ24j5+8CoSX8Cpv35/JqsOrXMnHvU+7z5Fxlv+d5TG4HtZumWVoyv7y5xlZG5GUxt6dfFGh7FMIhRYcO67WysUqsyzdsjN8m3EmMO87cgoLUH/3Io6VyhdHu45EjTJ/XluvOP279DoS34QfQGI+S88vZ2GPOfX7oG4ZNcu5OPUYy/y3RqC07TP4ZscIAP631qyxt8YR+KdGwAgA/lMjbbyP1giUthdzeHwceu3dxu+JIABWdemBjkVpdMqOpuXn4k5yPPeHvo+jG+wkf14UudvZhYjOTuZdRe1ca2BBQ22TCZlCjqdZL5BemAk3M2e4W6jBCGUlM0L/B6nkCXILTJGRZ8ZpvNlZ5HApeu3txqJHJZZ+Ffz0CSYcCeK9t4O5Ba6NZYL7FEqwUCEoSnMsMqOg0/rDgwJVm7539TgQm2Ll7TAcf/qEYwyQbtnMxi1hI9bXf6L0veNRkbifmICKdmXQo2p1XqOS4rb1p/trcTlJ39Clk2tTTKtSchMQ5X0J2LydFI/k3GxUsC2DyiV0E9Zs/0cnfkekeRTkKotX9dWKokx857MILlZWb2VzEoDwU9sO3Jd/CDmDDbfDeYeJQK37RcYRNN5tNvyMmCz950AslGF7n4Go51ZyA4PFU9Zw4J9u+Hatjx+DvtBidBIIODE4CHeTE7hnubqDE1Z07KHHrJOnTgPyeVw3zftCaKvWmboeF4sB+3fqaadRuu6R/oHwsGWn9bse38WnF44ZXEpn+44BuVVrxt2kOJyNiYSVqQQ9vWqijLm28Q3phvU8tBkPUvQZnd/6tsXoWow5RWzOqm9g5pKe5C/tmAGM2qxEDojoGVYAMiFnokFmHGQ+Q5GYl4Gm61ZALuXTIVVgTIsamFWfAYav4j5Ft/MWSCk00+of6S5ubHAdLauzdGda5/W3zEV6lj4Qam5WgNBB02FnrmbUEghIhiWhL6M585VGZctxjrnmpky7lMJQOrXy+vbe/eFblCp95sHH8LHdhZR8czxMd4ZQoEBNu3hYmxbgYc5naO49Tav91N47SfFceiuBvpXtHfXml0AwXbdeZSHS5SR9TopV969gzq0z7P0iJfcRAWBCc8BKh/edoRLV3xVxF1+cDoaJqRQSs0LI5QLk5UhQ3toOhwcPU7EKyayKgMKYDH2tRHJl71lNDdj1P7oNYQnaYCrdVywU4XTj9gQlAAAgAElEQVTvMShvzVKvieUacGwtkvMZ2K0Mgmo3tBmIlm6VuI8eJCWi6zbDDNGFnfzRvSq7/4vY1igv4k+DTZDZwa1cmNa96H0akfQacdmZcLOyRk0HZz3WdocKo4BofSMsqkjSwA2Hry3SqpNActLjS8rJ5p5ZTbar7qQm5jxFfMYViIRmqGDfDham2oycQukzxMS3pidPbz2YSVqgrNNu1edTjh3CkUh9kycazwP9h4AOUN53PEpNRKfDaw02448W3dCj4p/T96O5fHrrOV7HJMG5vCO86lbQm8t7qbEIvLgWUoU2m9NCJMbO1uNRwUr/uXufYxabkcEZuhDYXtfV7R9N1c7NzsPDq09QkFfIjaVjWe13yvscl/dx79K2z+AbIyMA+D5WjvGexhH494+AEQD898/xB9nD0vZijkxNRvutGzipL037Ag7fEgLbe/VH03Lq0+gDURH4IvSY6tScWD6/NO2MXpWY2H5JY/CFFYhIj+X9Ws/y9fG9j1pzKCEvCb8+XIkXOeryLRwbYrJ3IMRC9eY4ITsFg07/hqgU2tyxXklMCuHnboGVfsy9VBkjDuzF+Wjt9En6Bhki+BQZIlDZl+lpaLttPQqLmFj0GaWM9q9WC3Pb/3Ux+beN27nnzzDjxFHOUIWCNLeIeTiqXgOtr8ZlZiJg1xYk56k3spYmptjdewBqOJWczfAiOw6TbjBXNL7Y5PsjHCQl162LzkzD+FMHcD9FrdUYULEq5rfyf6NepKF2TD12GPnCQ4g1J89a9Up2EuUi8rEbzgR+wzHRaGNWc/kiPXF6Zb2zWrTGmPoMYPr9yiXOyIYvnC0tcWU0M2RQKAoQFdkGgec6Ij6XaeNxcySQYW7jc+hR9wsIJGqB/LfNNV1PT8pAf9cxBnUFl13/FZXrM1CiuKGQPoUiiRlt8IXA6TwEIrYxH3V4P8684GcajfKpj29bMD3J488fY/zpAwbrvDF4MhyLAD4CSocf24lLT+n5ZXMkFCnwjV9rDK/ZSFXH4aiHmHyWH5i3l5ghfAhjjXFMo+WLkKtjNKCs6MsWrTC2Pqt30tEgHH/2iAFQKudcBWCqgEgqxJOpn3DlknIz0Xj1CnCuMFoOuww07OrjicWt+nNlf7v6I5Y94Wc3+pZJxw7/OVy56MxktNpMrEIex14AS/zbI6CC2vm6OPNJKbh9dm83WPTIoECVrmG+NBdzQiZiy/OqnJYihaVJPkZ5xWBGi+Va5h6klzfuxH5EJKufS/+KVTC/jT/MNcw72m5aB2Ls8cXoeg1ALECK7ZHh+OrycSDThAGuypDIILCW4cGAz1SusK02rEKeVTTsnbJUxQoLRIh77oj/Ne2KAUXsvk23wznTCL4gAwlNk5iYzDQMPLYDsdlqHUBK4Z/bogv6eKvfWb/fCcHie5d462zsXB472gdy1zTTufkKf93KD6Pqst/kqNguqCDid4l+KXWFh7s6jZi0RiedOoQrr9SsyublPLC0fTctEL9LrYmQ3uc357Hxq4i9Z+aqmvUqM4M74CKJAmWQ9t78jl20XJjpubwW8wXqivdzRjYUaVIzvBZ/jxrOfbS6mZGxCEkZ2u8DE4EV3JxPwtRUrYuanJuDwft24XGK9uHerOatMbbo97U46/xdlnmVnYFm+5YZvMW6Nn3R1p1piJYkMpIz8WP/+bh1NkL1tbptauKbXZ/AxsFa9dmMaztwKo4/+2FAhUb4us4/k4L8tr4RiDz30nmsunldVZRMu5Z17aHFBn9bPX/2eviZu/hp4O9IT2LAt1AkxIgfBmLgFz3/sqzJn23T+/5eadtn8I2XFgDYmlKAS/535N89D/l56bgSYnQB/rvH1VifcQT+yREwAoD/5Ggb76UagdL2YqZNdN1VS5CZry9QbyoS4db4yaqN39WEaAw8sU3TOJTrN21rd3QaDF+XkrOctkRdxm/3+RlEK31HoIkTM2QokBdi5u2fEZur7/jZwaUFJngNVs3B5ofh+Cb0BOcCbGIih0IhQGGhCJam5jjeYxTKWTEdNdJE67J1I+Kz1RtOZSW67pwD9u9A2Et9oJLMB84MGQVPO20DlF+vHMeZ2AuAQAproRu2dpkIiUSfrZeWl4fJJw4gMiWF2+j95NceDd20039IZJ805shAgmMvceisgHPjXdIlAP6Vq6r67rt+BRJysvWeSAsTU9wZO6XETMAryXfxY4RhrbG5Ph+hpq3aNKM4PwXUj64HNuJJmj7zc2CVOvi1ZckBVSUgUts1Dh6uKZSnDFm+CJcjPWEjccH5EWNVTfvi1Ansun9Pr6kEEB4fMlzFbiPTFxp3Pi2rMfUaYFYRyKGQvYIi0Q8p+WbY8bQ6nmXawl6Shx6eT1DTPhkyq1kwtVK7x9KNgyIjsP7+DY7N2c69MmY01NbEenQtElN8v4RCJEBOdTsUOkhgklEIi4hUCAvk+HrHDLTuXzJXVEXeWSjSxiNXJsLZpPKIy7NEObMstHF8CYlIBkGZLRCIG3Pj0mTjSsRn6T8XdK1x2XLY1WsgVy45Jx2Ntq+AjAfcchLLcD3wS9U4zww5hH23eVhBAgW29+uPxq7s92PutTNYeke92dSdqDtDp6nS3medDsaOiLt6c0kpwzSXnnaMxdR281oGWGmBekVfM5UhaiJzSr6T+Aq9j2yEwEIKRbYJFFIhWeFCaCHlfuha2nljXWfW90EnluFKIr9jr7WJAncGsnTMI89vY/JR/lRyuj7Btya+aKANzEamJONq7EsuZb1h2XKoXpRWquwosR99VizhTV+0NDXF7QlTVdqLp15EYkzwfkhMC2FmVsCxCnNzJYBCjP09hqKWIzsYoLXYbd8mPEzRB5j6VKmJ+X7qVGlD4DjpmO3tN0h1eBKVlowOW9ZDQcCrTni52OLkgDHcp/SM+e76Ho5u+uMpLRTCz6wLvmnBmLmzz5/Duls3AKEcQnMZBAIF5IUiKPKFnH7ak6nahzwJ2Zn45NwxRGWkcIzpTxq0QIcK2iYU0y8dRNALNWCj2VRKVQ7txViSEa8TELBjCy+USz/LczWcyZ8lL4VnIX8KcpQoEN5O33B10jt4yOHduPyKpbtrRkv3Ctjk30cFdHzz7Vpcmc3D4AXQd/VwjB/NQCNaHz13buUYi7rRq1oNDgRUxo2XC+Bjog+E5chMkGmzA+WsGTitkGdBkdwdCdnxCH7ljrQCM3jbpKKdawLEVqMhtPlc61bZBQXYHnEHD5OSOPYm6Vz6lnPXa8/7+oDGvX/wVlx7rc8QdTa3wrke42ChY/Rx9tlTHHj0kHsuO3t5o2uValrNpzq/6PQjbp7S/02q37425pz4RjWXfc4tw+MMfgfzpk5eWNV02PsaGq37GtK8LGNmjmNDhms5Rf/dDX71NB7j685EXra2CRjdZ+a6Seg04s8bm5HEB/0jlSsQUKUKJjT0/bub/87qK237DL6BMAKA72x5GCs2jsB/egSMAOB/evrfX+dL24uZ0jpabjAM8OzXYMJNDjmAIy8e8g5uV89qWNq6Z4kHXq6Q47vbBxD0Up1qKYAAH1XrgJHeLVX1XU+5i18eLuetXwghNvnOg7mIpeL57V2JJHkcJFbqVCWFHMhKNcfU2m0x1YcBJzsj7uLL08G8dVKq463xU7g/1okh4bX0dw5402VJ0gc9qlfDwvZMN46iy57v4V3xEUxEahH0mNdlMN/3B3jaqtN6wmKjMXDfLj2mUb9aNfFrW/UGjVJR19+7AchoZNQtUIjkqFvGFfsHMXZKePwr9NprmBU0x68DBtZUa2QVZ7IeZjzHJ7cMa+atbvQNypozzavixpmYpxgZrO9UTN8nAIEAHmue1Oa31b8g9CKWXNPW3CIw5PiQEShnozbPIB0vSukmgEUZBP5R+mBnb21g4H/nzmDTHe00YGL/nRo6ElZFgG6+NB2ixEacph5fRIo+RhUnxhak6Ht4M25mRXMkM2XYyi1xrf9UiEQsN5JSxwbUnoa4cdVQ4K5OkTVJzoPbqkdYsutL1G5ZMgF4ReFdREWPxKjwDniRqz5tr2KZirX1guFefh8EJhW5+9dZuxgZefzOwl6O9jg9YBRX7vSTAxhzIhJyMx0KsRwwyQNujhkFW3O25quvXID8fH53Xd9KrtgewDQVxwavRXAMvywAPYNPRsyAuIiNlpaXhZ57VyJao7hQKMfnrXwwtg5L/6VosH4JUjP1N5HcRaECUVNmsnHPyUTzIwu15kZzTluXqYLVbZkGYMOdi5BcqA+20zUC56MCmV7a/ZRY+O8w/FzObtccQ6uqNdFow02mN5ojpXsg8TYm2ulho1Cx6FBiyJEdeJQbAXtHNaBLIGBigg38yzXDLy1Zuu6Fl88ReFSdxqnZb1qqt4ZPVQGvBDCRBh9JEiiDmHX/82vHOeIq48DD+/g4mP+ARyIS4d7EaSrH2Q6nP4HQgHlTfbNG+MWXrQ8ySpl38yxMHPKg6ZcgyzGBQ54DQouYuVSW3m9k6pKZr557eu5+9GuPwRrtJJfidY+0U3KVfahp74pDXdh6f52dBd91Kw2+C7b26odm7uqDsCdx4+Al0HYnfypvCC/XLSrm5aOURHTavVFzuLX++1T/kfC2ZyZb9C4K7P0/vA7SZo5VGdsUS1eqgc9LMS8QuL/I8VunZprL62Mnwd6cSRZEPm+KCmb8Bko38jrDt8ISrpwi9xDCIn/DpEsdkVqgljto5vwSy5qfg7X7dQgEfKnzBrv23i8QCzDw1E48zVD/gJAj+5o2fVHPSdtQZdzhAzgVpc3orOfqxrmIC4tsyF/cj8GYWtoAtGYn19xbAM8a7IBvfOgmXE7kZ4h2c/fBz/V7v/fxoQY0X7cScQYOgzT1Pt9FY9fO2oYdc/bzVu1dryKW31AzXktyfzr4fZSsfdDhYmmJiyPGqt7BJanvny5b2vYZfONjBAD/6VVjvJ9xBP4bI2AEAP8b8/zB9bK0vZhvxr1C3zekki3v2h2UNkTR88gi3ErW1khSToBPGQscDNDWkiru5NBm8uOLB3A7JYYDgDqWq4lZjbTdh4PjL2BllOFN9NL638PVjAFRtXbMhsQ2V+/2BAL6iGthfQemW/fzhRCsCTfMNLo7YSosxWKQUUq9VcsMsj5qujjh8AB2Wj/t5BbA4QhEQn2g49GLsjjaQw2meS+ZD36jRAX29B+M+q5sA9JwzVIk5+TCziYH9rZZEAgVyMwyR1KyDWi/9XQyAy92RtzB5+cMM41G16mPb1qW7MSc3DB7nP0KQrH+eAoKbBDU9getFMLizDm5Gn9xSV/bTvldXd04AuzGndiHRxmJMBUI0cerFj71JS0q/aD1TO6xNGe1nFwwo0kzzshFN4hxRJs5YldaSyRoX9EL5W21U1DIvMF/2yZON1A3pjRqgo+bMrfgxPwUXHwwCD1c9Z1OX+Za4qboR/T0YMyc38JCsDzqIi/AVF1SFod7juTK0Ua/9jc/I9dFX1fQJDUf1z6dAVsL9TVintxMi0BE+mMuNb2GTWU0tK+tlSKVW5CHjkE/ICZX30nYyzINwd1nQ1Rk2FFz3Xxk608517ZKTmY4038y999bbq7BtxfTIRfIoaAsfFr3cgEEBUTCFOLYwLao6lyPfW/xPH4GHgB3B0ucH8JA0mknl+Hg8yyOxakbgkIBrgaOhIslAxX3xGzC2dcn8DrZFpk55hzr18UhHfYWQsyq8SvKiFm5tttW43mSOg1Uu14FoqaxZyg+JwOtjho2juhdzgdzmnbnytbdtghpsmwOmOf+oUeeGLrkiCwT4PkItWFC7Y1zkJmtny4sFksRNnQa7MyYBuCZZ1EYc4h/w/tH567oVsQ4OhkVifGHDZtIbO7RB809WUpmiz1zYO7IzzQyy6iMQ90nceV2P7qHT0MM6zme7DdSSw8wMz8LP17+DhJhNKQKE9hJmuPzplO0hnZ+6EUs1QHlNQvcKAKiZAoZ/M+zNGy+6OrSEtOqsXTUsIRoDL+0njejur5VRWztoGZO0eEWgYB664jGepiauR309D6mXzkAD+tkVLZ7DZFAjlfZdohIKYsurjWxpK36cKvBmmVIyS16ODTMxE1FQtwcPUl1MKC85/77O3El5j7HGqtfzhsDawVqPZchMc8w/Cj/gQjVsbVrPzR391R1gZ71b/fsxZWYpyDQtUOVWvikq5qdyT0X98Px2Sn+NGm6Tsytqg7s2UiMqcWZ1/DF9ew6aOLFtCyTklah455EjvmnG70rPMJvAXMgEKq12UjLkhy3HyUlwkosQScvb855+0MLMgU6Fv0ILzJT4WRuhS4eVeFQ9Dwq27r02hXMD+VPER9cqw5mF+nG3jh5G190mm2wi3NOfI0GHRhAfjruAaZf28GzNgVY33wkGjio5/x9jRmtNTLN4j+2ATSZ8O+ijXNHLMHJTSG8Vds52WB3gmENR0PtMZQBQOWJobq9Dzvg+ZCjtO0z+MZSCwBs9SXMPoAU4DxKAT5vTAH+kNe+sW3GEXjbCBgBwLeNkPH6OxmB0vZijs/KRLN1qwyOxaGBQ1V/tI89+SVOxvHrdHRwS8fqDoa14gzdgJz4/LasQVKmNtrgU84F+/sMVX0tPDUCsx8s5a3GRCDCpsbzIRExoKde0DcQmqrZd5pfcpA5IzjgI+6jj08c5TYohuLJlBkcO0UqlaLysj8MKHgBZW2scXHEOK4a/4Mfo6rnK94qc/LEWNmECcjfJrbeLsOAZg0XRxweMJwrW2npPHiWTYRHOe0T6+RUK9yPdEfU5E+5cqeiIjHmmGFQYEp9X8xsqp1q+raHgMwgBh7eDA+PRJibqxmVOTliREc74US/MSp2ytvqUl6/EPscQ4/zO4OaCoUcA1CZehWbkY7W+1ZCpsMM8pY44WQ/lj74ruKPq5fxx9VQ3upJA+nSqP+zd91hUR1992wHll5FEBUUARVs2LBg772X2HuLGpNoEqOJSeyx9957xd4bCCoqIAIqRaX3zvb9nrkDLMveTSTfmzeSl9/z+Ic7w9yZubP37pw5v3OmMmXZ0gK0PLYeGxvfRWc7TRrfx0JjTHraFb3dO+BLT8qyanx0PXJ5elhjCi7ejaIps0GJHzHiNPsckfLv2rfDJC+qb0c2aQQcv5nySKuvvjYtGH1MbjFNavXLu9gSxu5KSv5wWYvO+MKV6h+6716JIim7vl11MyUCRtOU2fvRlzDuaiRUonL0WBUgkBEG4ESYGlBQwGXTWib9lC0czY3xYAydz3l3duD86zyoRCotEJCj4ECkVOLVlAUQFOs5fh0yGVIVO1I5wGE0OtpRJi3RtbsVxa5pyOdz8GYGZe1EZaag9+2dehmA9kpL3B9Gwc9mRzYjraAQnLLadqSAS+iPQNxEOkcEgGp3aDv4BgpIpRowWkCcyhVc7O89HD416GZ/5hU/XGUxTyBl7ZxqYX9/CoJtDgrE70HsgARzLwkTz5Ombra/ughCQ3aAR11gjlu9ljD1SArqyEsnWO8PAZpejJ1dajqUlJ+Ks1HD4WqpbXLxKKE1fmqj2ZQvun8dJ0J00+3pRdSImDmXcXgmMTzgR2TJ2UHa2XWHoHd1Crhvj3qADa/vsvbTSiTGo54UzCWHAE126td4G9nQE790oGnFP92/gzjJYfg6azPc32baIji6N66OpM8aoqvns28XBR91RHOBg/0GoW0x8Eq+l0vu3cbhMG0Dpb713Bi2MTnsIsHo8J7cxzoe8uG94RNRy4xKTBATrPmB53El/rVW/TF1vPFDo66lwOLN6AuYevkda5scqBA0aSSsjRyY8rCY5nA3ymSteyW7Bfq6HWHKTr48ioUP2E1NCGD6avqXEPHp+s6VSjDm/BnGgKQkyHiXdeis5dSsd9CfWUHbfbtAnLfZwkwkwoupFPiOf5OI8W709wVb7IvcAEdXDbPwwDt//P76JlTFEJuAy8OPnn3Q34kemnwO0W7/LsSzgOikb0vbd8QYr7+vrweWnMDhZexM1nreLtgcRHVWKxINtm5EYRkn+LJ/S55z5SUEKtL2f6tuZdtnsM1LFQD431otVdepmoH/rRmoAgD/t+73ZzPayvZiVquVmH1xAa6819XmaWGXhCODfwaXR9kp19+MxMyg+lCotdN8iNnB5hbh6O56tML34Qu/kwh8HwdXhyRYmeYxen1JmRaISbbFjJYtGKdbEgqVEovCViGmQCOSXnKxPvadMK62Rqy8yeUfGJYcW1TnVINf99lM0Z+xU0h6mpFA8KcbyUbVquHsUJqe1u/yHDg7aAT0y/ZBoeRiU1M6R0devcDiO/oZGtXNxHg0ljKimh1egvquujpFpCwu3hr3B65k6r1MTkL/07R9Rsu9mJ1SInu2tZu2XuCn3KxbcdGYdJUwktQQi6Xg8xWQy/koLCR6hhyc7j8CzezpRvJTg7DvBvgdxqvsBPBFCuZeqZVcyCV8THD3xo8tqSMriaaHNyIT7IDZJJeW+L5VxRiNn9pHUo+AAgf0uAAT0CJiJt3oJebnotWJ7cwcNTJPQ21xDjJlBgjMsIdUxceSlh0xoT4F1twOrYKMAD8SHiAtprgRsNpIyRjxRI/8nql3NuoVFly/zjimcsUK6pyq5EBFWGRyHiY0bYIffOjY76Q+xpZ3h1iHNtl5OLpXowYkcx+dx/lY9hR+Uj7BrQl+9KZps157fkWORJfpQ8pcrApxezjVL3uTkYIuZw+ysrEIEe7txK9KGaJuW9azsinJvHV1qYPtvSjLal3wXex//gi5RYaMWyxx3uYQDTkVUN0qE1cG/8ikoirVCsx9QUFytvA27YoxdWg50aLremQ/VLpkTgxs6IY1HWgK//k3YVjgfwkcIyVUxLW3WAOQaAKSdWopMUPQePr86HniAF6zOBWTMsIGezuFgoqh5Ht5kminqiE0lIPLU0Gt5EBaJGRS+n/27YTRxWDdqLOnGPdftmhoa4cLw+mhyMbAAKx/wg5Ok/If2vqWGgR1urEQ4EuRk2mMokIRo5lnJJbC1KIAQrk5rnSlACBx/x188ShepOqCPGM8GuPnNhpW9s/+w9Gquq4zOGknKms2ZjWhrMJNIf74/eFjev/KhcpAyaQVl7jId774G3hmus9OYgQyz2Us+jhT+YKVYdex/x27OQ+fw0VYf7o2iQt672OH9a6PLs6O2NGbsn0mXPkV7eteZq3rH+OOnd0oqFmSes32diEjLOsCfD4yAvNvXGFtc0n7Dhjr1aS0bNK1c7j1XjcdtHvtuoybd0nsfROI5SG3WNvc0HIgetbwYMqScs9i3IUARBfaQGAiA5evgkrOhSxHhI6Or7Gh+3cwEroydVe9GIX59roHAzkKIU7kT8IMN7qOdwY/xgr/AL3z+WzydFgWu1l/ffMazkToaioSgMVvxBdwK6dpqbfRz6Sgyc4tIHq9bEFS2QmQXRJLB66C//mnOlV9+ntj6Vl6KFA2EgqzEJaVwIC3jS1rwNZAl6H9T07DkbAQLL6ru+aqiY1xZdQYHaf5/2RfiRTGtEYLkJel+xtg8cn5aDdYI53wqdett3kd5OypFwymHz1HPxP5U6/xd9erbPsMtvmoAgD/7lVS1X7VDPxvzkAVAPi/ed//8VFXthezQh6FlKRu+PV5Z1z7oNEUa1MtBj81vwZH+wMQiChrLCljHm58CMKaiC7IU9D0QxN+ERa430JXJ2/YW62v8Pw32LkWbTxCYGWqbTjwPtUa8SnNcG8UZdaReJJ2CjtiLyFbUaKJpkYtg3x84/497Aw1Ytwt/ZZBTgTIWKKtqSfW+9BN3+U3UZh97RJrvWpiMQLKaEmRNBiSwsUWY70aY0n7jkxRt7ML4eGs7Spc8jfZeUbY15a4gVItqZZ7CGjELhzXqU5t7OpJNYB6XPkKttbZrNfOLxDhTAfKcskqKgJJTyPdZCGn4ObocahrSbWkPjVisjPR8Rjtc/kgjI6gMdNgY6TRqPvUdve9eYzVr7XTgAUcHg61Gw9PCw0YXfvgctZUUHIda44Jno7STjn81Ot/Sr1DoS8ZBg9beFjb4NJImmpIzBMaHd6EfDm7Zt6RHsPQpjpleNU/sBZFUiUFAMsGAfjECsSMpQzA9zlZ6HBsJ3hWMi2dM3JvVZlCbO40AD1c6AZ+ecQ2PMvSFZ0nZQ3N6mFpfQpUno0JxXx/dkCCtHusyzC0tqcagJ1OfI/odE06X9muNnPKwuk+NM1tWcBd7H6tP43+av8x8Cg2mRhyej9yeGGISagGlYqCn0YGUthbZ2JorWGljr3EWfireydgoFQhq4C6KnM4KthbZqFIbY9no6g2J2FYTXo8kWmDLRxU3bCwmSYd1PfkDrxPzQWn+NoEkOOIVPAbNAb1ran7cUJ+Ftru3c3iAkw6oUJ9ezP4DabPpD6nDiEsnT21lpjuvJ5M5/16zBtMv+TH2kfy4ShPL0aTjgTZaJMNN1v0r+eO37vRVM/A+A8YeZZdr4+UXxw+Gg2K0y373PgVb+M5kBDjjzIhNimCt5MZ9vtSQJPEoTdPsMT/DmOqURIiQzWO9RyBJlYac6Jj4d6wNmI3iQlMbIDFPrRvNz68wZTbZ8Ep5JUyJcm8Q6SCqakAL4fPLdVZrbtlLcxt8mBll1u65qVFAiS9t2LSmUvMV07GBmPJS/bntpPYAte7UikKqSwH7tuJvi37M3ZeUzPM9qHMvq8ejoFnNXbGXFq+MRY0plqxuVIpvHdt1QsglGXMkxRtkqrNFt7VHXBiMDWTIZEnk+Lre9dwLVajqdjL2RWrfLtDXMaIYtid/XiewX4Y1NPRAxta0XdGnjQEm8K+xYmkZnQtFweXMAid72Gk+w3wuPS5vejFGghzXmBB3Wcw5FGEPEEixvcRPhjUsA8GOFIW7e2YaEy+xO74bWFgwOgKlnwvG27fhEK5hjFedg6+auWDmd4tWeflc/2w19GDrIYqpL/VjU3waILmd0phXhHWTNiCh2c0oGrbQe3KeWIAACAASURBVC2wYO9MGJnoSjp8rmMu6Rd5zm4PfoL1gQGl6578jtjcow/qWlXs98RfGSsxxPpl2O9IjqM6lSJDIab9Pg69p1L2bkWj2a4yKfzl/phoAb+eoZ/BWdFr/V31K9s+g20etADAtp9RCvDDqhTgv2vdVrVbNQP/jRmoAgD/G7NcdQ2dGahsL2a57AVy0/sw40guNEZyoSlsDPPhIKbpLiaWeyE0oKwgac4KfMjdyLiIvi+gP/xqijOYTYOT6WyIzDSOn5+6NAZfnY2atil4mVAD6fnG4HLUsDfLQcPq8Xjz0QPn+ixjmsqTJ+N4zCiG9VOoEkKm4sGIJ4eIq4CFsDaG1NpXmv7U78IefBTE6KTxKWVcLHYbhkH1GjBtEm23oaePa6UplfR7TZfuGOhev3QY+jbm5Adj0KSpMBFSttSt2AicSFoBYyNtUIIALG9jvHB5kGaOmu/dgvR8XaCS7NfCp38J0jaJaY9/RBFP14GYlMnlIhz1oQAgGU/TnVtQwLLxIu6YTydP0zqtL1QU4XT8RbzOJc6sariZumKIY1+I+ZTxWRJf3bmKM1G6bI6Jnk2xuJiF9qn3m9RLKsxBt5sboCCijOXC2cQafh1nlt7LPwIAzWCEl6P/vh/rxMWy34nDiMnK0unnrj790am2xv14z6tn+DlIl9FJgL9D3YeWpvv5HN6CpEx2cJorVOLdNMoQYUDFcyshhy5ljRhMBPaZDwsRvU9LwzfgbW44hlnEoL5hJgN3REjMcTzLBY5GrljuSVPEiRGC54l1rEa4RLru9cgFEBWvuTH3f8TDcGOoiRBfCX6gBgx4MvRuYow13hRk+ebeNZx4F8aw85h/JEh9gu9xgMPdhqBtDapFtzZ8LeKkzyFXcJFfaMDoZBqLixjzlNE1ZqOFDQUFyNiHXjqO5ykJMBMWgc9VoUAuhEQlxMq23TC8HmWCEe3QDid+RGM3XcA9J98QXsIv8FVLqhW561UQfn34gAESGQCwWK+PdNnezBiPR1DGWlpRNlrs3gWoWQQIocYM35pY4DmEqTv9+gVcjdEANmUXiY2hGE/HTWc+8nsbgS+vsgOvpHx8kyZY3IayOT/m5KDP8UMM0FQ2CBP53NBRWhvuzgf3IoY4G5cLou1GNN5KovvZbYhMYtdu7VrPHjs7Uwf1lKI8dL6+EXKVvFTDlAGc1VzUNLbC1S4zS9fxmcjGMBWxr+MnSa74vjWVIghPT0GvS8V6fWSyCR2ZsLO5gJORBR4MpmnfRGuUMESZRUPuUXHnCSOcfNa8ti2O96FmR/sjH2Jt1E0oVLqGE9UMeLjb4wemnlqZjiY7dyBHzsZkVeNKfwu4OU1k6n7tPwINbN/rzCX5IEdiiDkNNQcB+hyQu7vUxZaefUqfXV2O7kF0OvvBja2JEQLH0/VREltCHmDvi+cokCpgLOJjcpNmmOqpLdnQ58YuROawg87tq9XB7rYUVEwtykXPO6sgZ3G9tjfg4XKnHxnHZBJTr5/E9egPMBZI4GqRCamSj6hMS0bXcV3nbhjg2pCpR5jbI8+exLNE3XfRLx00pirkoKzuH+jG9XNzx7qu2pqFrBP/GX0YnJjA/FZgOwIk95w4HJeN9/lBeJJ4DHmyFJgI7dC8+kjUNKYO65U1SEo9eReSZ5GrlXXps+C/MR6FXIG48I+QSeSo6e4AsVnFDx1L+nkz+i2mXr7I2u1FPu0xuSll63/OUdn2GWxzWQUAfs4rrKpvVTNQeWegCgCsvPeuUve8sr2YVapcZCUTDRd2Fo257WPw+JT5ococB4n0IVIUUsiKd/tCcGHHF8FA1AZcS/1Ohvpu6jT/8XgQ44wCmTY7xcY4F61rFGBj63XMn77JuYa7yfo1Bke7nIWYT0HJZnu3IQfZMLYuAFdAf7LLC/nITxVjfMPmWNzGt7Q7hDX33Z2buBH9lvlxb2lgiG/btMMQDwoSlg3iGHwyPKx0E2AjFuPYwCFwLnZoLKm7MvAaQovOwtaCgqhFUgHef3TF1cE0Na0kiLagz6GdSMsjm3Oy0VWDz+Pi7JCRaGBLGUkk5gSvRI6SgHS6oVCa4UgraiwSkZ4GwlTQF3v7DoRvLcrwkiglWBK+Ch8KtdkkDob2+Ln+QhjxNUyFA1FPsdT/DtRMyirtJ8dAhXUdeqF/Ld150tuB4gK/j6H4NpgKy7PFnW7zUM2Qak3WObAKymJWSvm6XmIHnB+gYXj92XX/SjnRyPz21nU8/EDBAeIAvLR9Jx234ICkOIy+fhJKZYkrAKVhTm7ojR+8KTuURLMDG5CZo2DtCknTezeDgnVvc1PR6+YOvV3e0XoYOtjTTefh2GNozV2NWiJtRla8TIxb8jmY4EKNRQI+fsCMXbuRXcOYYWAV30pAwoF5fAEOzJwBLzu67r4M3IaLL/OhLmtVTDwuoMK8dnUxy30AU+/yu0jMuOOnk+LJsLy4QPi4L2FcbMKyKGQG8pU5rGNqa90FQ53GlZblSCVY+Og6rsYSUxPAQmSIb73bYoSbxmGWVCZujvncKLjXToBISOc1JcMMoW+dsL7roNL71P/ifoQmpDLp01rBUUMtVCJ26rfMx4n5KWizV3/a6JBGZljZjrLGdr58it8eswvUd6lVB7t60JTm9MICNN9N2L7scWDAoFKQlNQgaaYkhfJ1OmW81LGwxKou3dGomr1WA3Nu+uFShO5zYUhDD6zsoHERr79nLQrYsTo4WgrxaARlAF6JD8dXT0+BT9DgMkFAQIWKi1tdv4Sj2Jwp2fi0I9yt2fXgLke3xvrONGV2X3gwlgbeouYoBNsjXimkecY0hYPIsfNgWOzo7L59LaTsJFpMbuGJRS0o42fS/e14I3+HnCIDyBTEeYa4h6tgaiiBkKvE/S5rmM9yis2b9M37snZ1MKoRTa8de206OrroSWlOrYbffDTPq5sJEZh16zzkuYJiUxs1k6b/tY8PprppnOs7ntyBuGR2lqSNpRBBozXMy0WP/HDiue69HNXMDctaaxzmv3lyEefeh7IOabq7D+Y3oEDyjcRX+Po5u54jKb/cYR4cxZThS95B+vTtRtX3wq/tNUwrou33w51buPw2ivleklT8Ba3baDk/E8aYy5bfNQcC5XrbrZ4LtnXTmKrouz+f2+dEm/OrG1chUdDnDNGrJa7XIxrQA4mSeJ19FXeSV+t0v2O1r+Fhrvlefm7j+1/qz/6XwVj24J4WoDulSTMsbMNuLva5zU1l22ewzV8VAPi5raqq/lTNwL9jBqoAwH/Hfax0o6iML+ai/N0ozF2qM9cGxjMhNtUw1lSZXwAymtaiLE6HJZo+TAhbgGup0SEjLqYz7p3F3dS3UHKU4Kt56OvYECta99Ryje12cTEi00xY73P3OmrsaE835pE5V3A/mWrdscUo51MwFtgyRY12b0G2VMLsNDk8NdSM/hTt5zjPxljaVgPIlLRVJJeDuM1aGRn94ck2YUG8y8hggCBLI22mXPl+PfgQhYj0ZIyr3xIikTbAWbZuvlSCex9i0Mi2OhzN6Aa7bCx8fhSxkvsw4GsDR0oVB0WyujjTjs5ReGoK+hzXD17s6t0fnZwpa+3kxws4l8CuedW3eneMcKKpZOmSArS9uBkylZJu3IvxLXLbjflCBPSbo5WipvcGlSk4/+ElFgWfhzJXCEW+gAEDOAIV+GYy8IwUuNl1LhyM6Dxsff4Yq8Pv6WTxcZVcPBkyE1ZGNEX074qU/HyM9DsJ4ghMhm7E52Nxm44Y4aHZ9JENb7tz22EiiEDnGuEw5CuYuXqR7oTb8e643HsS3C3o2my6fyOyctlT48haLXF0jshORr/bJH2RPba2GorO1esxhUU5qyEqYq8rMRgNI/MfmXpHnjzGj4/8oeZzGD26EgCQ6NBxZCps7dkT3Two69Vz/wrk6jEBcbZQ4c5QylR8GB+L0ZdOM1p2bBE5aW4pk3XWswngcNkPGqoLG2NRA2reQCK5IBuj7v8OgUEOI2ipVPJQR+CFbe01ICGp9/jjB4w5f5oxRxAJFJAreUx6sU+NGtjfbzBj4kOixZG1SMvQM5kCJWKm0/F8yE2C7379WqZTmttiYUvKRCMGRn3PHMC7LG1Q04jPw8XBY7TMcWZf98PlKF2Ax8PWBpeGa4PYqZIcrI24iKC0aGYdNbGqiQUe/eBgpEnJjs3OQqeDBGRjn3f/CVNgb0yfq85b10Klx3zFgM9B5FSq8bb/3WOsCb/GaoBC+nGxw2w4m1LnWN9D32FBSz+Iyj2T3udY4da7yTg+mDIQd796imVBJYYdZTtB+x3+BQGI6bOx/YFd+JjDbrSwq3c/dHKuw9Trf30JcgQUWCPjIixBwhwnzyQi7XW/81qmLKOwEN67t+m56cD05k3xdUt6GNTiwDoManAddqba15cq+Ngd6Isn439m6hGmou+1dciSFdLnIXm3cOm1ueDgRrc5pc+ucfcP48GrJEDHJEYNL1cznOs6uXjNZcL3wF5Wh2yi1/ho/GTYG9MDkYSCbAy4tZe5ftmoITbHuc4TYSakBzebwu9gdyy7UQopP9FmBtzMKaDc8sB2JBewA5XkObfcl2YAlA2JQs6wVK2NxDrvS8IArPMHAGAPt7rY0pU6aVfG+JiTDYVKjZpmZlq/ZchYJMo87H83FAq17nOOzxFhXJ2TMOCx/96pjHNR2ftMDlukSiUa2tiCx9NlFH+u46uM+4zyc1l2DK3aLPxsXIAfP6LGMh8/foSjo642+ue6Jqr6VTUDVTNAZ6AKAKxaCf/IDFTWF7Ok8CQk+VuhVHwEl1cNBuLxMBBPLE1nIpOpyvsdKNDDZBFPA9eEbiRJDLpyACH5H7VcP8kmqZO1G3Z0HFxar/nx1UgpYN+dtnIwxfHu1AgjSxqHk3F0UylXciGRCyEWSsElaYR8O4x0Pg5OcUrTxMvncDuO3fFzY9de6FtXoxf4dy4SouskkSv+FFT8sz4cjwtkAAF7cQ5MhFJmy1+oECCpwBRdqzXHT17UAIVsyojrZQlDoWy7ZO4fT5gKWzEFzH55/TvCc9kNIdxM6mJJfcpEu58UjQn39TNJznYZBy8rjavhn42FlMfmpaPryV1QFmgcUUv+jkixPR4yrzQ9jXy+OTgA6189hJK4q6oBE44hTvUchXpWNp9yub9chwDCLQ5uRwGLtt/K9t0wzIOmxqUW5WPSnW8xqt4TEFA2X2YAI4EMAp4Sz1Od4Gn1PUbVo4L/Pse3ICmVnY7FM1Dh7RQ671KlAs391qBIqQsWEqDhXs85qGZIxeJVmeMBmT/zXcuWiyhjTiClQI6gCbhWx5l6Px4/jsOp7KnkpHyeixtm96JsI+cdq6Bi8nh1gwCcERMXMgXfPbyBo+HsjCRSfqLfMLSwpwziif6TYWTInopqpGiJlc0pI4qs4563v4OJWNvdl4zPTtEYuzrQtE0SUXnhWPpsC6Li7CBSAjIVF6aW+ejTwAJz631T6oDc4uAKpGVTtphOcNSImU3BR3Jw0XTPcoZdxhYHB3ZAG0d6L4vkmVj8ch4extZAZo4xVCoO0+cGNROwsvFEOBhrdM5mXfHDFRZ3X3cra1wuk66bJcvHuMebkSLRBhUthMY40GoWbA0oELT9RRBWPdR2fS7b3186d8JID+oC7Lx5LYNTsYWIy0XU9HlM0cF3ATq6nGX/5gIBAE0oAFhv63rYGqdimMdj1DRLh1zJR2iqE06+bgFPG2ccH0RTUYOT4zHwMjugai8WInA4NU8gBiT1tqzTC1TObOaNr1pTM5vxd+YijrjDsIRCwsPDnquYkkxpPprv3aqlZ1j2T2a388S8RpTd1uHUdqSkZ6GbWwhcbZPB46qQmGOBa6+9kKEwxdspdH28y01Dn9v6nYXXNx+Cbg7UiGNb5AOsD7sPRbYQ6mLNT45ICb65DOPcmmNRsTP4/vBA/Hz7Dxydu7bDKDfq+E3ifX4mfn5xHc/T40EO4FrZ1cbiRl1ha6gBlr59dBFXs56ygrkqBQcbm45BhxoUUJ15/SIuR7MzzFd16Iah7vQ596nxZynAveu5YmM3Kjvyb4uEwhCc+0C/T2wxwGkdHIy0WcyVZQ7IfSVsZiOBsJTVXVn6/m/rZ2XdZ5S9D1UA4L9tVVaNp2oGPo8ZqAIAP4/78D/Xi3/Di1nfTVOr8qHOHAEoorSr8F3BsTwODpeCS0+TP2L4/QOM06WGfadmXDTJvwe9Z8HBmDK8upzdjTdZmayX7Ovshk0dNEyBh0l7sNo/DOGJjiQJFUKeHG3qvMMSn2moYazRbfmQk42+pw8gW6LNmOtQ0xF7emn02P6uxZmUn8ek8PkXu3kStuBP7XTTRj/1+nKVAjOe7EdwprbWWTUDMxz0mQZrEd34EcCxyeHNUOST2dHe8RPHzQcjpsDJhM778oj1CM15zdoFD9N6WOxBnfD8k2Mx5t4xvV290HUCGlhq0pU/ZUyvUlPQVw9TUSwU4PnkmRB8Bqfx39y5hpNRr1iHRIT5wydRHbzUghxciOuF0KSauPmuAaQK4u6qgpf9B/Sv/wzZ0qn40osy1/pe+xVv47iQyrTBTyFfAaGlFKHDKVuvQCFFm6srUSAleZPaXRDwFLjaZQ6cxDTlXZU5CeFp4VgQ1h5ReZQlVkechdWeD+BlUxtcK8oKXX32HLbFswPjpPx794aY2IWyff4YAJQjYiJlBv/ofwsHw17qve1nBoxEUzsKEO8I6YRwuR3URPSvTJhz8lGTVx+TPH9jPp1+fz8SeezGIlI5D9c6bCj9619eL4QD5yUGmn6ACY9+38Mk5jiSXRsjan6FxhZUd2vgmZV4mUA1NXWiLACoVqPDqV+QlCrS0ZhztE7D2k6z4G1HWQFX3i/FqVR23bhGYg6+9KDmOWkF+WixR3869/5+A9GuJk3N3xh1BUfjHrJ2s5+jNxbVp8zcDcFXsME/Qu+8/9ChKSY0pOw29y3rUaRW6pIF1UA1AyMETqJadHve+GN9JDW7YAvCAKxdBgAkrGC2IK7gp4oBwCsfLmH3qysITqI6kCUh4CrQzy0Uq1scZVhUBFxw3byG0Rtkiw4uKuzpRcHxTS+n4lSCGXiG2tdXKTmoYZCFw21p+nGOJB/trqxGXoKJDrtOZFGEMfXFWNSEgjXfBZ/H8SdvAbn29YkDtVMtPu73oUBlbF4Get7arHeONrUYhs7V6QFTkUKO0Q/2IzxbO1W6trEVTvhOhGmxbuyRyKdYfOOB3jZXdO+Ioa5EpuPT4+u7l+H34SVEVtqHDQREL0oWY2+PoWjr6Mw0mJiXi35njiCtUNtptb1TLeztObCURfupVyeMaPetG/Q4fgNzmrfE3JY+n9pcpaqXVPgKZz7Q9wJbDHLaCHujistm/NOT4PcmEj/fv4uMInqA075mLazs3K30QPGf7t//2vX/DfuMKgDwf23VVo23agb+OzNQBQD+d+a56irlZuDf8GL+o5tKQEB57nrIpY+ZagJRKwhM55aCf+Sz358/wObIh1AXu22WbY/DVWFFs94Y6kpPwX8Juotdr56yXnJN2x4YUixATjaIEy6cxYMPuoL/C33aYUpTDUMiNv8Z9r/9BUExzkjLMwWfp4SzTSo6OEsx1mULRLy/LiD9ZwuegHB9TxxBXDlxfgJ57OkzAB1q0U1XRUOqlGNv9H0EpL1lTBIamDtihmtnWIo0KbCh6Unoe/kgoAA4RK+vOD1NLVQDAjV2dBiAbk5UN+5S4g0c+XCatRvDagxAfweqVZQnk6CN3xbky3VTmmwNjHGvzwyIeHqAFT2DPBEeBqKnqC/ujpmImua6qdCfMmcqtQopkgQUKQtgI7KHiYAypv5K9Dx5EK8zUmnaM4kSeb9i/CpuOmUFxeVEY+3TH3EpkjLDykYdq2QMamCNaQ1pmvaCwOmYbRuIMzHueJBcAzIlD15WqZjl8Qxr4z3xezuq4RiRk4j+1/ZAJhWAJ1QywDnxTFHKeeDzVNjWoT8629N03biU3ehzIwl5Cu00c2KSc6GzGepWp07JH9NT0WHffqhEuuwpfqECj2dMh5UpZRU22PcLw2RkC3vTIjweQfUsQ9OS0fcMe9q5gMdFxMS54Ben4S5+NAinXzdFPackmIkLoVRxkZxpjoR0C/zWPhkDXDcybXa/+itEJuz6cqT8V7dFaGDtwBgC7Y/oi/GW75ApFSEm3xzGAhlcTbKQqDBCGO9b9Ko+gmlz14uTWP7wI+t47MxkeFzsvpxamI8l/tPQwS4SZ6O8kZhvAROhBB1qvoalOBc80QaM9aDPms0RUxCcL2dYa4VyIZOKaiiQgc9Vw5SrwIamVBLh0ptIzLnGnm5Pyic0aoIf2lHttnEBaxCZx56r7GRogpPtvmPqXfl4BPP9PpZq4JUdmIFAhi3966GDPQULB508iufJSdT8pYyhC0cNEGfhdcXOwvsig7A26go7a0wFnO8wG3XNKAPQbet6SAkAWJ68zQHaODjh0ABqlLL99WoouVcQmuKIV6kOKFIIGPdgnxrvYCPOxxCnU7AxtIZcIYX3kZXIzWF/NvdvlIjf29HU3huxe3E6/S6i02xQqBIwfi18lQpO5tnwNM7Hwkb0wOJ9Tjh+eLkZoVk2kGQagphAcXlqCE2lMDSRYEb1QoxvRMFkv49B+PrpVcizDBi2HvNVF6ggtJBgkLMTfm1KdTRJqnn3G5sQX6hr7mHA4+NWt7mwEmnGUKiQYfOrG/iYSQBtNewsGmFO/R6l4B9pM6OoAC32bgMBMMsH6e/TidNhYVCxd9bWZ4FYE+APvlgGgakMHJ4KajkX0mwDqKR8XBk5Bm7WGgZ1SkE+1gY9QmhaCkQ8HjrXcsG0xs1ZD2IIwPcuMxPZ0iLUMrdgdYHvd/wwwlLZzUoO9R8MHyfqiv5vC7lKggPRwyFR6qayG/BMMdblOARc9ufq5zoX1969xYwruqYZrpZWODtsFGMKUjbId+RtbhpziOVsbF1qVvW5jq8y9uvfsM/QAgBbf0YpwAFVKcCV8TtR1eeqGSiZgSoAsGot/CMz8G94Mf/RxN1OfIOFT/2QLaPpeeZCQ6zw7oNO1TUueAsDLuNEjL60QDWWNO2Cce50E010tIZfOY6Q9GStyxL23wbfPqX6QkHxHzHi7EnWrpEfoMGTZ5Q6mB6OnY1kCXtKUwe7aWhqSQ0M/o44EPICSx/ousGSazWwsYXfcKof9nfEu+x0dL5A2S9scajLULStTplGCpUCa6K2ICRH2923gakbvnWbAz5XA+rdSniD2f7nGB3AkjDkCbC73VC0tKv4Rm7jM3+sDwjU28+H4yfBwaTiwF26NBn749YjoYiCxFxw0dG2D3rYDytNBa3IvA86exTByYngEEC1GDkh2nkEcCDZ5rEzKACYXJAC34P7IFWyp5hO9jbAdy1mMnUfx3VDC4NY1m68k5rAtWYwUxaaGY++54+AI+GCo9CwktRE09JQhRXtO2K4C2W9fud/DUffsH/fBrq44/d2NN1OrXiPdYe+xpas5owOYElw5CoscvDHxCE7weFRrcL6u1fAXFiIhCIKCJZELaMsFHEsEDRao9f3zf1rOBkRpqNHt75TD/Svq3HSbrRvGXIK2HUzO7kWYHdXyn7sfXUleCbsYB1hMO1puhw2RiYgQERqvBeOxXhgc1QTKIrZY64mmdjqfROFJr3gWU2jbdr/9EqEJmqD1Xy+EueH9IWHDWVt5UoL8Dy+McQCdjeKZNlP6FOHShH8FDYZoTk8RKXbQaak7RIzCmeLDDiZ5GB7M2qK9Oh9OMZcuKZ36S1sWRtTmlOwbvD92YiXsOta2okKcMGXgqR3U47jSMQ13Aurr8Wa43GV6OAZjgkeQ9HSmqZzE/fOtvt26biD24mN8XD85FKAdtvrAGyIvMkAzGW9X8icywjzsutMOJtS1ilpLz6PghxlMEXm/+O8GmNJe6qzuidyM6ScM6xjJ+2Or3MZRnwjKJVKDHk4B2HhNRm9x7JhbZODER75mOdFzY6YuX82HReTLVCkoExaomrpZp6GVZ5T4WJJD5cyi5KRldILU9/6IkuhDbp87fgcxjxP9PagurLvMrfil7AgPMmiz8eSqG6QhcX189G+hua5+jIzHpP8D6FAoVkjJBV3ZbOB6OWoze4K/XAa1dXLYCmi78s8uRDRiq/QpDYFFEtiW8hDrH4QpM1U5KixyLcVJjesOFuOmFpN0+N0Sq5J7ruDifZ3m/UmlfswPjcHM6/4lYJ7XA4HExs3xTet22oxBX0P7MaHHHbDH8IcYzPZ+pTrV4Y67/Of4krCYijVZdeHED0dlqGmseagsjKMhfSx66F9eKcnS2N5p64YVl+TIk5S5OcEnUJ0XjozPD6Hi1nu7TGtXhstOZnKMvbPtZ//hn1GFQD4ua6uqn5VzUDlnoEqALBy379K2/vK+mKWSPMRFL0EQk4MZCoHNHX+CcaGdLNXEiGZCRh+5wDkKlVxai8BQtSMG97xjmPhZenAVF327Ab2RgZr3B5VDBrDOEGSjeWy5l0w2lWTsks0634PfoTApA/MJqJXbTdMaNBUS1z82KtQfH/npt51cW/sRDgVG2hsjBoAmaoQGQVipOebMBtaB7NMGAgU8DLvhS72+lN0/r8L78d7t3FIT0qkIZ+P19O//MuXiMlJwo34p4wQfetqDdDMVgO6kkYJS7L7xb14k53GOKIScENJ9BKlAtgYGuPBwKmljpukvlKtxO2UB3idS1O6ifZfZ7v2WuBfSWdfZ6Xg6LvnSCnKg4PYDF/UbQqXYkOAig5ob0QQfrn1kFX0HgIVbo+eiNomGsMD0v7jpHAEJr6BIV+Ifi4tYG9MmUglIVVKsCbqW6TLdFknPe2HoYudNuhLtN5i0v2RmRcCAd8Mdav1hrHIQqvNA6HPsfTeHVaDC1sTMQLHU31KkkLnc0C/YcfcFo3xZbETcHLyINgiDBkSAwSlVYdcDZmyNgAAIABJREFUxYWnZRpqm+QgT2UEs+o0nfZlWiIGnDoCKBh3AahJ+jyhcBEMlges7dYNA+vQjVefCwcRlpkMe4N8NDFPAcmwDc6yRaLEBHXNrHBzINXMUxbdwYRLF/Ao3B5qMQdqATH/UAMSFXo0/IjNvcaDI6Qb1F+uj8AUj8c4FueF0Ex7RhOtlc0H9HMMx/fPBmBbfwpElcSR1y+xO+wZ8qRS2BmbYEmrjmhury2gXWfbKh1wp+Tv3atzcWUgTcc8GhmEY2mHIJPxkJxsAYWSB2NxEWysc1EoMcKdblTjTa2WY0/AMPzyqrXOEqxumIeT3XhwtKOgYkn8cH8rrkZnQa7iwNFEjZ3dx8LRTNNPmSIZIYktoVQCj9JdEVtgDTNBITrZRsBUJIWFeCHqWNH7vjhkIU5HG0Kh4EIt4zFsOMIa4wjUaGSbjJNtt9B5l4ahz/FjiMzRfp6SMgIMXR9SH1bFhxLzno7A48xaMOcUoo4wA8QE4p3MClkqMbzN47CpBWW3Pc8MwtmE5cjJN8LL2FoolIggNpCgkXMcTI0kGFHzJ9Q30xjV5EklmH/9KsLSUhjduJYONbCyS/dS8I+0eejtUywLISYgauZ+E2SPgHTkGUL+c6XLNNQxo6yxSRfP4Q6Lziphzm3t0Qc96tJn05vst7iWNA180l65yC6qje8a0TRpEkP9vsazWF05AaFQjs09GqJzTQpoZkkL0P/uNqRJdI0rlnj1xrDamndLYERH1BKn43haXcRJTGHGl6K35Xu4G2Yh2egw6lhS1m5o6jdIzL+ER+kueJpem0n/rmOail7VQ2EqtIavk7ahBkkF/j3kHuJysmBrKMZMTx80sXbSGmFMqj+qyydCyNMeu1LNwVvVOng49NSqf/N9BDY8e4SMQgmsxYaY26wtOjlRo5/y8SE/CyGZRAOQi6bWTrAro/9H6hK3Xt8De5At0dUb9bSrhnNDR1YYkCFGWUS6IZoFDJrTvBXmtqTfwz/TACRsfcLa/1xCrVYhU/IChYp4iHhWsDJsDh5HV5+2Iv3NkMYiLOsC8uWpjDlZQ4t+sBJpg8sVae+fqksOWeps+l2H6FvSny88G+En307Mf8mhcN9b25EiydPp7mKv7hjtQuUYquL/PwOVdZ9RduRVAOD/fx1UtVA1A1UzoDsDVQBg1ar4R2agMr6Y3yQ/gINyKgx5GoaXTMXBa9kyNKk1tHQe5wedw4XY1yAi4mV5H1y+Gn1reWBdSwqyrAu7iQ0vngGFfJqGWhJkI2SoxBbfXujlRDen5AfmxmeBWP8koPRHpgGfj5UduqKfq3vpn15994ZhHuiLl1NnwlREWR47347FpUgzhCZqNmREL7CbexiG1e2GNraUwfN3xPqgAGx4QtOjy0d1ExP4j5vyly679dV5+OddZkxPSqKauhFWNp+h5UT4PP0D5jzbCa5Ak7KrVPCxpP4X6OpIxen/6bgRH4Vpd84COQJtEJCsDwsZng+aD3MRdbNUqJSYdG07HrzTbGSJucb3HRpjjAcV8CfxLPMhjnyggEv5MOKJ8UuD3aUbXpmiCC/fTkIzC03qeYbUCOmCFXCv3r30z3c/f4bfHt1nbbOmmTnujqXAWoFMhoY7N+ndJG3q1gu9i41nVLlLcSUqEN8+8UVRGcbgTPdgzGlUCIHNeabNkNQk9D9+BCoDFQP4lYYK4Eq4+LljJ3xRn+qC+RzbjnY2QVji8RjCYqBFoeLgt8gWuJzUAk9HUfbh3ZgrGH/pNZMOrkPxknNwfnBrNKpON/EfYuvBVMRu2BGXa4tGbpSpWJHw2LUaRSQ1nSV8XCxwuMeE0pKWx9YgKVtby5LIB6zy7Ygh9SjAQ54dzQ8sQ5qUnVX4awtjjGpEwToSh0OPYFVYNHLLpEp3tsnG1i5LIRTQ9Gmlqgh3oxtj+duekJdJlVbJORhu+wQj6s2DlbgfU3eC/wY8iC2AKkuotY45JnLY2UoQ0IuyD9XKRERH98OY+72RXKRh95kIpNjucx0t6y0HR0TnfUNYb+TlczHSMRiCMvfyeHwTiE0UmNOAMgnjCmLwc+jPePGuFrIKNG1aGeehUZ04/Oz1KxwMK+ZguC3UH+vesLOXyTVvdJ2JWqYUmO9z7BDC01JZ7+WXLVrhyxYaUPZE9GGkyPZpgYC5EnOMctmEGsaaPrbcsxWpBdrGLyUXWNahM0Y1pMy+Q9GBWB7Gzqh0NLLAja6aQ5aYrJdQZU6Gs1jDRpMoeXhQOBbd61IjGxIRGb/hfMwD7I9qA6lKw+TtXiMUX9QthI/judK6OVIJplw7j6Ck+NLPXMwtsafHANQy0xwiBL0eC29L9nfBy6z6aOKuaZN1IvV8uCsqAGvD7kBV/MQRcHlY1qQXBtbSNpfw//ge0y9dRH4ZEyPC+js8YMhfkli4/CYKs69dYu0VYeGHTJ1VygJsunMLsljAR/LH5SU7KjL2/3RdmTIXz1LmIUOieReIBbXQvNomGAsqzm7/T/fvc2iPAIAE1GWLTrWdsasP/d13JPopfg65ylqvuqEZ7vb464efn8M8fE59qIz7jPLzV3YMrVt9+9m4AAc8pqzwKhfgz2nFV/WlagY+fQaqAMBPn6uqmv/BGaiML+aceA+kFhjhRoIziMNnkYKHttU+wtU8G7B6BoNinbluV3bgTSa7YYerpSWu95zKzOT95KcYe/4uzHky9KgeAzvDQiQUGuNqgjMKODxcHjoQHuZ1mbpno15j/i3dH42EpXJ20Eh42VFGCHFk7XJoH5IL8qAm2XZEwErFAUcJdHdxxbZeGrOQ7wN24EiY7ik0n6vEqf690dhGk5b4H7z1TFPRmRnoefwQ1In5EIdngSNVQepohML6FgxDouzGmNRXqGSIynuELGkCjAgTzcQHJgJtptDNj8+xP34rCmUiZBUYMVpjJoYSmBsVoolhF8z3GlY6jAUvduFJpm76s4uxPXY3n6vlrvufHjtpj4Ay/h8/4GVyEnhcDto41UJDWzutSxF3Th+/9ZASMEhSrFXIVwMGStQ2N8DtHtSAhMT3Dw/hWHAK+OkSgEcpSYyJhLUQx4f0QVM7mrp5I/ksriazp4iT8t8a7oUhjwJFjyPmoIWFLoCQLTOAysIP1iZ047f03m0cDGU3uBDyeIicSY0BSMy65ofLb4vnvUQrEICNWIxbo8bDVEQBpvux5zDl0lvI1bo6fPObF2FWyx+YeiHJSeh74RDAJq+oAtb49MCQYhfiWX7fYKP3eVzJqIHHeXYMLOBtnIZ+1u8x71kvbOi9jmlzVeBtbH3xXBv8KxmAWo3vW7bB5MatmE/S42uDz9U20SmpmiszgVMtbQMZwsa6kRCBdGk+ahpboVt1dy22KfnbPue2ISwhH07mWVCAeBmrGU3DlEJT/NKpLUa5tWAu8Sg+BqP8zrAyLw2EXEROpG7jcqUSdXfTsbHFOI96WNqWpj8/T3yBL+5cQoFcoDmUIGcTXDWG1pBiVaclpU10vzoPBXw+CgtEkMv54PFUMBRLwVWrsaf5ONSzpED6iJt7ERSRiWribJgbUAMFiUKA2BxbmFirEDrym9I2VZljEBT/DnNDOjEApCFPjm/dgjCktgIca6K7RxlH255PQW879oOOC0mdMKsZ1VsslEvQ/OhqFEqFsLTOg0CggEzGR1aGCcQGMjwfsRCCMtpcCoUCm19tw+P0JPDAQXeHuhjjTo1pSmLPy6dY8eYaoXABMi7Uai64XBVUQuK+zcXVLtNR14o+m/4I4BnkXh+ru2iAdFL/5Nt72P3aH4UKJRzFYmxoOw52xSY2pFyhUsF1s/57ObWpN74tZo0tDr6IMx+fs95zkqof3l9zL0klkgrsH7safOVHKDjGqGkzGp52NEW5JJ6mBGDEjXtQsHwvv/Iyw2wvDZA86do53IqNpvqHJbgIF6hjaYmrg8eW6uaFRfZAffNo1n7G5NmhTl12sxfWPyj+8Fr8a8wJ1E2pJt+mw75j0KwcCzEhNxcXoiIY91aiqzrAzaP0oKzsdchzu0hyB1J5CDgcEYwMOkIo0BzAkbo7g59ihb9+s5Knk6Yzjvcklj+6j13PdY18CFB4bdRYOJpWXOLhj+blr5Y9TZ6L5EJd0NtYUBvtHU+Dy9HjHP4nFySp0uue+CM+NxeOpqaY19xH75ifZ0YjLPs9c0DV1NIF9c20maQVHRu5l/ffxyE0JRkiPo8xGHIvo/dYkfZIWy6bNKn35f92qEcDrOjcjfl4VdhN7HnLDniT8ogBi7WyOirSj3+yLgH8r76PQmJ+LuzFpuhZqx7Mig+b/6l+VcZ9Rvm5qgIA/6nVU3Xdqhn4d89AFQD4776/n+3oKtuL+WnsEWRk7IebeSacjDWgWWqRIe4n1YC9RSO0c/+Fme9WZzchuVA37YqUVTMS4/FAmlp7MSYY2wNOYa/PVdgaahgd7/NNMO5RT6zvORGNbakr5OCzx/AsKZH1fo6q74VffTuXlh19HYLvAm5oMa0MuQJcGjAadSw0KaHtj+3G+1xdkXbS0JdNW2Fes4prKlVkwa1ecQzXfzgHDtlIF4extyOO3F0OIyONFlWBIgun3v+AVKnGmVXEFaN/jcWoKdawOWb6r8Tr3DTEppExahiVtqa5cLEowrH29Ad6UlEmhgUs19vVLU1noKH535eGRFgC3966jjMR2rqCC1q1wQxvCu6QCMoIw3cv9yE+01zLaZUYKNSwzMGpNr/BmE83kl5bf0NBLhcqozIbMbUa/DQJuvjaYUvnyUy9Jxn3cOzjdtaxi7iGWN5wL7PBIqm/eQmeMNGj8fYkbwJaFjODtj97glUB7Jv0sgxActG47Ez0PnYYhXJ5aR/InVri2xFjPDUOnqMubcXjGHaWk42pEkHjKGh0O+4dJtw+q/deTnRrhh99KIhxPbg7rstskMXXRgtN5Cr0EyWgU9NbTL2RF48jIFHDWirf+CBXD6ztSNMSE+LqQSxkZwAm5tvBw1WzuX+W/h4zHp9AjlzD0qxraoM9PqNgZ6jRGet8eBtS5WnI1WLsqVHTNAN9nHtjQcs2zLU7nNiJ2ExdEX1SRjQYwyfMhrHIgAGbnXeu1cu87FXLFVu60YOBb+/8hBNxBsUur2VYyVwVrIwKEDzqJ6ZeYl4qBgesQVqSOeQyzZrjcFSwqZaDZqbm2Nqe3qO+Zw5AIQlBZGZ1xpW8JFwtkpBYaI+wKRoge0XgIex4maRtjMRRw7c2sL87dbclcTa0A7ytIlnv+4vM2ujbMIApW/HMDwfCQ+BUM40xHSkJhZKD9x9sMLdpK0xrQFPzZAopet1YgmwiXFkmavOBk12o8zKJ+fcv4dKH55ARhmSZKSLPMZ5AhtPdJqGRLXV07nnkACIzqM5X+Zjl3RLzW2mesetfPMTmN/e12jRUi3Clx2TUMNWY/TTfvQ3phexrbmn7jhjjRb9HU+4ex6Mc9jniKHkIH0QNaioSy57exp4IdufpBpZ2uNSbgqWpBflofnA7NVoqM0lkXRKm7tF+Q9HagQI4TyJGo5nFE9ZuhGS5o7H7hYp0kak77sFhBKSya4gOqOmJld6UnVqRIKn0qZnTUVBU1qiGCyvzZTAz1rByCZA47/oV1qaFXB7CZ8wpZQBKFQqm7rXot6X1jQVCbOjR6y8bYVVkTJ9SV6rIwI0P1HyHLVpW2wkbo5af0pRWnVux7xj9RVWZ9z+Xy8H2Xn3RuXad0rrk+bUm8jzOx2vr4Y6r3QmT61A39ooGAdLnXruMK+80h4BEp3FxO1+M9dI1qfqU9lvv2Y7kAm2H6JK/+6GtLyY0bsr89+C7IPwaep21SVsDEzzsSSUeKlO8y87AmBsnkVig+W1sb2SCA12HwLXMb87/9pgq2z6DbX60AMCWnxEDMLCKAfjfXs9V16uagf/kDFQBgP/J2axq65NnoLK9mO+++h7WvDuob6HrPBlfYIxXeQ3RsxEVs299ZjOSinSZdaSsmqEJHg+ibqPno16gCX8iHMW6YGF4thUkJifgXbxJan9oj16wrmvtOtjZk25oyCls+5O7kSXVBU/aO9bCwe7UdZJE/b0bdATvS8pGunvht3aa1NFPvrGMrpIUx16F4E1GBkyEQvR2dUOz6lT3sCTevYzFTO+FUCl1Na+GLuiLyas0JiCnPyxGTL7uptOAZ4LJLrthyKfgSb/rSxGSQlNiy0dNyyzc701dy8Kz32N68Ga9Q1rsMQpd7BtVZMilddWKWKiLTgPKFIDnAI7RUHB42mPf9/I5lj3Q1soqaWB/v0FoV5OCvteSArDp7XEoVRwUSEUg6apCnhJikYzJTN3Z7Ac4GFEzCtelv0JhyeKaqFajllKOO/MXMfWKlIVYFfk1YjIkiE+1glzBg4lREWpXT0NPh74gOoAkpIpCCNL1z0Fgdh+0dqNuoyn5+ehx9ACrjtaS9h20NlQTL57DXRZNNMIUuD1mPCwNKaDZ49Q6RCXprg1SZiRS4NVU6hZ8OuoVvnrEvtkm5RPqNcWSNhTg+SlgBOIE7M6SNeRS/Nz6KFNv0NkjCE7V767b1ckFO3vSdK7NdwZjtFuQ7lpRkzTV/ljSfRNTlieXoOuNzciU6gI3LW1q4UDbMaVttD68GIn5bMwfNbo4ibCrJz1A8Ny/HrlF7OxDUn5iwBC0qFaTYQC6HVkJZRGLXhdXhcZ21jjXlwIYvseXIo5xmNV1WgVPhbhJFNS79SEQsx/cQlGhtqMyKSMpyPXtCnGpDwULB5/6GcHJRjSlWlB8T4k8gowLD6sEXB5JGW1SqRRuBzZAXcbMpXRSuCpcHDgYnrbUHfxiqDcaW7GDtFE5tujsEcLUG3t9N5KEryAopy9HymQKLupxmmJzB/qsmXzvR7zUM5/9bSzxfTNq6PLF9UN4mJjIOkVclRo7uwxC5xqUuT3Z7xxux0aDI1YwuofEYphxz5XysK1nX3SrQ+uFpSdhwO09rG3a883xcCB9Z5AYcOIIQlK0zaBKyk4PGYEm9hR8/P7edZzNCASHp5uWqMwSIWo8fSZUJL586MfIW7CFnaExgobQNPpXaSnofeIQ1eMsFwQEXNW5G4a6U23ON8l3UEs1XQugLfmTV/Ll8KwxSKuFgOQ4rHl5H2lFBbA1NMY3jX3Rwk6bDdb7xna8yU1j7WdbOxfsaTuyIsNm6mblrkVK1jpc/tgQb3LsIOQq0MouBi1t41Dd5iIMRDTlPi4rC50O7WUF3J3NLXBrjAYsJPUJwPUkIR6RGWkwForQzqkWw4j+XCJX+gb3Ewbr7U5jm9/gaNK7Qt0lesaeOzZBwfL+5/O4eDV1NoTFBzUX4oOwKoL9kGeF1xi0ta14psKmJ4+xLpAeEpQNslpPDB6u83vlUwanTwrDytAQV0aNLXWBzpAUoPftbazvggUNOmGy69978PopY6lIHaVKhW7n9+Fdju5vY2dTC9wYMFFLQ7Uibf9/61a2fQbbeKsAwP/vKqj6+6oZqJoBthmoAgCr1sU/MgOV7cW8N3AjxtXSDxqtDe+DrztRQKTlyS1IkbEzc+yEpggcSjdJR57vxIjqa/TO/63cjejqSlPExvidwYMP1LW1fExt3AyLWrdnPr4UE4mZd/RrAIaMngVzAwqS9Tx9EK8z2PWpvm/ZHpO9Ku7ER5gfw8+cRFx2Vmk3yY/qH8sBQft+OIajv7H/qLd2sMSxjzuYv5co87ExSgNalh97b4dv4WHmy3zc/vxqvM9lB42MhQq8Gv49U+9l2kfMDtmoJe9Wtt05tYZjsAs9ra9IqKX+UGfPANRlwFeOCTgWe8ERapiKA08cxcsUdoCpbFpgSPYbfBfKvuYEHD6Ot14BAx4FdZzXryHWqqzdNc6TIfR7zWZ/a/BdrPEn2nSa+pZiLs4PHQ9HEw3TKCm2CewM2ZmswQWz4e0yu/R6392+gePhxOFWE1aGRrg5ehzMDel6I8YXXjv0f4d+79oT/d1oOt2ka7tw5w37d8jBUoWHoykbLDorAx3PsAMnpHxTu97oW5emoo56MBVCQ3bXWplEgCNtdzL1Zt45istv2Nm2pHxqU3cs8qZGC403r8SiZrfRtUaEls3r3ogWuPbeGzcmUqCSpP3ODjqldzn595wPawOqUeeycyWUKt3UZ+Y+mxfhznDK3Gp8eB2y8jR6pGUbJyDLq/EzYWJgBLlcjoYXf4W8QARlURm2HlcFoZkUQi4XYYPpd6PuvhWQy9jyqUmpGnFT6bw/S3qPwX76U8mtjRR4NpquuV5Hv8LrQluA6DSWDQUHdqoCBE5Yxnz6U+AJ7HvO7mpMyutVU+P6QHr9rf5d0KfWK9b5vJ3ginHNqSblmDsbkMFnTy9l5prriY1tJjF1W/h9B5WeoRurVLjbix4geJ9YjbQi9ucMKf/SsxnmNaGgc5t9O5BikA4OSQ8uE6o8Psa7tML3bemza/7Di7iYpMcRXg28HPgNCDOMgEWe2zahQKFh0JZt91uftpjalJoIHAp9iaUBNyC0LgKHSAcwYBOgzBWiOmxxbywdd0Xi95cPsTFUFzghbTS3q4GT3SiwFpGeip7HDultmjCiJjaiz1jCiF778AdMrX0exgI6LomCh23R3fFl27Va4MHeiKdYFkyZumXjZ++u+KKe5pk9I+AkbiVS06byMdrFGz821k69/pQ5iIpvj7kBTRGRba9VfWjtZ/jGux6szX9mPj/xKhSL9BhxEZZZ+PQ5EJVjIX/K9f+pOnJlLq6/94Wa0DlZok31Q7Aw0NZV/LO+no0Mx4Ib+h2/13TtjoFuFNib9WwHXmRp2P9l2+5k54mfPUf92eV0yv/IsXdsGXfuijRM1jFhwu8KfloK/tobmzCyK8RQpmy8ykrE7MBTSCzSaG5OqNsKXzfoXOnSf1+lJ6O330G9U3W+9xdoZKP9nanIvP5/6la2fQbbWKsAwP/PCqj626oZqJoBfTNQBQBWrY1/ZAYq24t535O9GOtEN4BssSFyFOb5Uk2lfldW4FWWEiq1dioZl6NCfQseLvakoupnQzahvx1lCLHFrZzf0LUePXl/khiP4edP6ohME+bU5aFfMPo5JI5FhmDhoxt623w4bDKcikGea7FvMe2GbnqVvdgYVwaPhUUxUFiRBUIZL7o/1snG59KIL+BWrLGzefYeXNjCvgEwEIvgl0c1vHLlqdj+Vr8ZSZdqs9DYkoIxo28exaMkdgDBykCE4KFUi+5pUjymPN4JEzNdlmRhgRDzXYZiZH3NhoawFXaEBeFx0kcmtbJFtRqY7tlCS7tNrSqAOq0DoGZJqeY6gGNzA5xinSSi0cjmEEn61tW5Drb3pmxOpVqF70I34VWOLoAx3KkbvqhFx02i9sY1rFpwpEwsA8IW0DTLd5kZ6HHkAJQsYuXta9bCvn4atk3Q27VwNdqDR0XWSFWIIOKo0ECUAzOFAHZO12AkpCy1p4nxGHb6BOsyKQtoEhfgNvv0uwDPb+mDWc1pKtneUH+sePQICkV5REaNzq7W2Nldo8vW/dQ+RLCwfayFYjwdNb3U/GW0/xwIhOzMXKnMCEd9qDnKwVg/LL0RofP9JWU8rhJre7RA/xoUuPHd/Cs+KA3gbJqJTtWjIVdzceVDPaQWGaONeREOjqVahfvfBGH5K/a0L1J+tfMMOBe7RdfesYrRlWOLWmYy3BvxHVM0+NYOPHuXy+oSzREpEDB8GuyNzJFamI321zcwf6NScijDjqMGlzjxcgABVAgdQNl6zntWQcXGwGNKNQDg+TfhmHtPP/PShC9A2AT6ffM5vAgpHGOMqREBX6t4CLhKhOVaY0usF6RFfESOp3M04fo23IlmT6Ej5XbmMgSNpGP3PbQQO9odhRFfGwiTKXmY8XA4ro+iByuzArYhVhHBOpfkw4aGjbHCezxT3szvOyLhh6IsQ8iLBHRujGQwNJeAr1AjsC+VDWh6fDUyJPoBwKF162CVD/0e1T24nGH/sYWjwg53hlGzo1E3DiEo+z1UUi7DDiT6pRyeClxDJcPgu9t9FpMGTFIX621eBwORFO5OCTAzLoRCwcOHVCu8T7HB9GYt8HXrtkybDz/GYcy50wzMzxEpmfGo5FxAyUVjB3ucGaTNgovJysT24CeIzcpitLsGezRA92KGYkn/Uwrz0MNvHzLLMczJNQ52Hoq21al0QkR6Gnoe0w8KbOjaE33rUbCfeWf5X4cJTwpP03RwCXidZ40shQEWNmuP6V5UFiFbUogmpzcyz+DyQd4vL4fMhYmQMnxDMhIw4t5+KNTa90nMF+J858moaaztnq53gZQpmH9jIs7GUS3V8rHOJx0D6tOUuD8yRSLlwZNnwKL4UORTrltSh4C/kqITkBZdglqdDz7fHUYmc8Dj/f3gSnjGGsTk6N5PG8PWaFFtW4Wdkne+eIIVD/VrOy5s2xZTGlMge1zgBrzNYz+QaWHlit+bUJOpikSrPTuQUsB+uDXQzQNruvaoSHNadRPycvEmIx1igZDRZtYH9sqUCoRmJSBfLkVdM1s4GGkO3/7yxf+BPwxIeo+R19jf/6Q7B7sOQTuHv09S5Y+GXNn2GWxj0QYAv4GB6J/XBZVIcxAQuIrpbpUJyD/wpau6ZNUM/AdmoAoA/A9MYlUTFZ+ByvZi/j34LGbYf1fqHlp+xF+Fz8S6TtS9bcrj75EizUZUsh2kCsq4EfHlqFctBXYiM+xsRfWknn0MQBOBtsB8SbsyFRdpRtdQw5ymg5K4GfsOi+7eRHoRTSMk6UQbu/ZCAxuNecSzlAQM8qOpjOXDiC9AyBezQYwZSKiVyTjzYj5+Dq2PXDlN5Wtglob1Phy4OC6v8I96kgrivnUDs0lli7Kuhpd23MSG6ZRxVT7cW9bFxgA6Ryq1EpuihkOqYv+xPrLWajgaNWDqbgjxx7qQR6xtdnasg90d6ab8XGQ45t2/DAvrfBibFTEbY4KHFeaLkJlmgglu3ljclurGEfBvxNXjeJ7stXknAAAgAElEQVSqvQHxsq6Gk71GwIBP769a+hjqLP1AJcfqPDgCykSbcfmiluZT2Q6X1wXLkxdiw5ujeJxB2UF8Dg8DHTvhi1o9wS2jVVZ70xrWdDvyN1Y8AZ7OpGmje18E45eH91jniGyiX8/4snR9pBZ9xK7ouZCXY354mrTDwJoa3baVjx5gx3ONO2TZxs1EIryYStMXicB+893s+oOkfFpTb3xTbGDwza1ruBxDWYpFEro2BXwFDA2ksBM64fpozfemUC7D4IvHEJ6VUsrCczQ0w7l+o2Ar1ji/zgr6DQVcjdZW2X6KlLWwvSUF8E+9e4zDCYcRFuUElZKAZXSBEJOLhq6xmOUyG51rUHbKnOO//B971wFV1bF29y303gRERKmiICjYxYq99967UdMTYzTFGE1i7x0r9oZdsYsooiKCBaV36fUCt/5rznAb92DEPP/Ie3xrZRnumTPnzMxps2d/e+Nioj6kujJAjtlJAF4ZB7N9gK97USOOLZGhWB+nyVxirh0pENxzPhyMqTOqR8AKlKjo6qmeZ89GPOzoTTWipt87iNtp8RDl6wJSenACjnB1JeAbCvF86CJo8/goE1Wg7aVlEErY6W1WOiW403cls3+TPatRLmR3sgRHisSZNAU4JCUR4y8eZ01ZJdv1OHy8nEHPs+XBJVjR/D561EtWu+4SBUYY/bAPHo6m2qkbHl/FmrBKFlxVMqsMaGqthYvD6DPWcfufaGbwFotbX0T9SufaLIEhVjzqgyeFDRA/m57ndyHH8FzK/kwg97yffi8Fm7PV6R+Rn2UMSRUGpJaeEJYWRQgdQgHAAee3IyqHXTuVYFN7/Qeji70bU9bl6DIF+06t8eSdUKGLqLGU0fjZnUBcjE+BrKzKGHFk4BkKET3qa+hVpq8PPLYJjo4h0NVWBxbfpNpgotNnGFQJrK0JD2Gc4zlEh68yFZdcH8S/w0hPB1FTlQzeqKy3GHfymJoTLjkvVVCe/E2e7W2ObEKuWH3xhCvj4OrAaXA2o+YnxPHbZ9cWVEjYGaqXx06CmwXVo50efALByewMr1bWtjjRn6ZoH4x5giXh1YPof7Ttg1HOStmCO5mxWPToHLLK6bujoYEZVrceAi8LdUmGquNS3d/tD/6GdAG7hMBIFy381ZUC3rcTEzDlLDu73UrfAA+mzarxu5XUW1ywEOUCdVYlh2sFM8uz4PH/mSHG3/WBVCbGq7z1iC8MVDAB6xv0QnOrn6HFVT5j/64e+fborLcYcOQA66IVuUbPjZ4Aj0pTrKXRR3AlI4K16jEOfpjnWrP0Y1IRAcZDUpJY6/yU3Jfftz//zXJZghK0PbaV1QGZPMZDR86BrYHRv3KKtW2ewdZJdQDgv3Lp1B20rgf+63ugDgD8rx/iT7OBte3FvDn6JspzduDLJgSUUI+D8e54xpmAVe0oW+/n6OV4WZiE9GITxj2TCSkH9Y0K4W7igF89KIuFxKmw0TiSYYNHRdZEHgocmQz+FsnwryfDyFY0DVY1iJ5XanERkxZlZ2SskS6SkJ+Hrsd2M5O8qmHJ1Uf4lLmKfaT584GKK6iQcJEmMIIuXwxb3VIG7+CYbgJHVymwTSZ+W5+G4UzsC0bjz9XcAt+08kOLSrF7ciwh0RrbvK7aC051MlkuqMDnHX5EfKT6RziPz8OfwUvg1Vmp6xOZfwm3M1fBhCeAFkcCiYyLEqkurPW7YYj9EsVkqqCiDP3O70VaqXrqqA6PjzN9J8DdjOrlnX71Al9dvwiZlozRK+PzpJBIuJASEEUMzPNui28qWTQbIkKx+gk7gPB5i/b4qiU1ZJBV3IIsn7J52IJjflyRBvwmNxdDjgWqGWGQfUi60Lkx4xU6eKr1FAqLUSgqgZWuOfR4mrprbjvXQFgm1ZhQyTgyDGraBOu600nS1kdhWBnK3h6yPXrOAhAHShJ74hchSaBuVCI/pymNl8PBgI7RzHNnqNsnSxCX6jfzKQhGtALbBWynpqAqBDdiVE1+XNalO8Y1pxP4zy9fwLnXxMBABh1tEcNiKmdAMQ6qGouQ8gQcXxceiuTiQhAtshnevhjp7qE20f4t9BJecU5Cm68OSogkXDQUDcByv8HMsS++icG6pG0wMyhDSZk2ikt0GaaVvp4YOUX6+K3Z52jfgDogx2ZGYOj+YJTyeIp7jgAutrxyBE2fAgsjqsd24kU0vn8cxBggSIQ8yIgzN1cGvp4YMgEfN4bOZtpFYvLZNbiVKgGH6OTJg9yT2mIs79AFoz0oS3JicCDCimm/S8UE0OcyOnPcyr59MnAhCOOpoLwYI0OXILnAVI3VSGrX165AO+N0bOm8h6mn1Z7NyCbsLhYAjrjeJs6lgNXF2BjMvXoOqEwtVRt6KdE61ceDSVTqYGHwFCz3vMd6fRxPc8YoH8okPPPmBb64Vg2rUAaM82yO3/3oM8l1758Ql3ABfTF42nQ8pSIeZKV8cA3EiK3Ut/sz7CbOZl+GqbEm2ze/UB+T7Qdhpjd1dHbfvgLlQhadRADGOlJEzqRtPxYTgR9CL0NSxSyEbNPiiHF1yBw0NqYMM5djv4HDns0NA7E+IkZRIH31s3PYeI89ZZXHF+PZlC9gwKfg01/PFyJPEsvan5MbLUETY8peXnH/NrZHhisdeOV7cADyTIyZQQErwizrc2g/w1pii0vjlGDdwruXcSQ+EijjAJLKi4S843RlaGRohlsjlM9AsijA5oY7nLgf+ytTcCdcWIs7GSJan3ztiFzDPBmaWwDnhlAwd1PUHayOZL+OyPZFLTtjRtP2ak0g7600QQHzziMMK/Lvh0arA+uRXcYuITDStQn+6kKdtEkq6NSgU6ySHWt79VUAtDU5D2H5beTkjEdsrgMcDATQ5UuQIdCHjFeCxpbNYWoRWJPqPrisWFqKMnEGtHkW0OHRBYsPjcHHDuJZ5luN3ZvbWOPMyPGK31MFOZgWthElYqV5EtlooW2EPW0/h4VOzcEl4vw78sQR5ptFNRqZmiFo1DgYVbrR17RtMtFLyIpXAeIYgGMA6PYGx/AzhXt5Tesj5R/nJmP9i1uIL8qBibYeBjs0B0kX5rE8fz6k/v/EPn88uo1tUZpauDOatcKPras3kPlPHPtdddS2eQZbW+oAwI99ldTVX9cD/5s9UAcA/m+O+7/e6tr2Yk4szsGAU5sxwjoeM92ewly3DMVCHeyP9cCBNDes9R+DzvUp62PL6/04lBjNAEuqIZZwMbaRB+a6KgX/u5zYhqRypV6evHwLUzuc6q8s974DRoCGb69dZsAtGSGTkPmOFOCIOOBKOAidOhM2hvSDWfq2DSDTPDazUX8SuMZUF4xMEBfcOI9zceqOksTRMLD/SLSyaaA4va77diOpkJ0dEzBwCLo0oiL+JApzirBx3i7cCwpnPsQbu9ph7vqpaNmdisPLI630DkIyiAC/DAXlujDSKgchMToZD4NvPZpOTaJcLMLgY4F4VZalBCYkgKlUHxdGToJdZZp0NnGo3L2NAWNkBMAgfURAKAkY0OXUiLFoUSmkP+7SUYSkszMF2trY42i/MbSPJG8hyyZpoSyMF44eOFb3wFFhShAGxOKb1xD1NpNxhGzfoCF+796DAXU/JIafO4Tw9DRwhRyG7SN325Rqy/CnXy+MbtKcqfZeShImnD7BeghnM3NcnUDTISUyCZY9Hw6ZYkauvkvXeuPQud5I5sdpZ0/hZiK746YqAEgmxr47tyBPWK4JMEmBc6PGw7OS9aHOVCQXsAxyhK2/ixs29FGyPk4QPanrJJ1clbnGwZet2+PzVhTcITHu1DFE5L6Bq3MaTAzKmGEvFOjhdVx9NDFyxMmRNCXyfNwrfHYzCE72WbAwKmWkFYkRS06RIRLSLBHYezQ6VgKAmSXF6H9oD/LK1VNRHU2NcHbMFAWY+iYvF/7HdpN8W+VpMliEDPpSbTybugBalczcHvtWIK6Qgp2qocMTYbi7F37rRtPTOh3aire61OhAntEtxzdkIg5u9VmA+sY0XWj0nZmIyG7AuPCqljXSKUcfUw6WdaQsPNftqyEUV7IZmdzRyvMljzIZkPgZNcIQi8Vw2b6OWbQgQI1aOQkHoz088EcXCvKce9IX/eqzA1aJpcZwdKIGP48yUjH8zBHWa5P8+HXrDpjvQ8fT68BaFHEpe1c1SNt0xdp4OYme56Ynl7A6JArWDvkwNRGAx5UxY1lQYIC3yaZY2r0VJjSjE1S3zesglLIz1ix09fBoxlymXFxhLroHbQNfyoGYrLRUPmO1eGLo6+ggfMSXChat++E/INFm1+vz0GmIU/0pa3jZgyvYFaGuoanarufTFzAphVKZFEuix0IiY08r7l5vBHrYUCOfC3Ex+CyYXQ+2lY0djg+mz66C8jK03LGl2n5f2qU7xlcC852PbUdydjE4cvCvci+y0MA1lCFuitKpmbw3DkQ9xeZHYcgqLYWRtg4meHrhizbtFdc60/bbP2DnC3PNxQvIMNwpG6t70lSzq2kPMesmYdGygXgyBHTvg662Sifxahv0gRtmXDmN4CT263hZxx4Y31TJPiwTifB7yG2cefWCWeixNzbBN+07YoArewoxOSXCNtfichUOwaqnWVywAm/SzsHbQh2kFYj5eF2qhxaujz6IVfghXUHapsvn/+3xyGIleSLLMw6qHouAs1PPn8K9pCTmmUTu5Q4ODgjoP1TDNCK2OIMxAnlZmMIc19usMb53HwY7fco4/ZB4nJGGn25ex6sc4hDORWeHxljWzV+NNV6TemWiaMjyxqlrAJMKdLqCY0rSpNllHd51jNCseMy4d0gjlX2ogzeWtxzwt2NQk/P/J2XJu3171EPsjH7IyAOY6ehhejNfzGne9h+B7v/knMi+tW2ewdZe1TZ0aPPppADfC6tLAf6n12fd/nU98G/2QB0A+G/2/v/wsWvbizmpMAddD+6GX+MYdGv8AkbaFRCItBCS4oarMR7YN3gw/BpQAHD8nY1IFbGDRg20GuJgJ5qOeTMlDlNuHWM1oyAfxDcGzoSjSc0+cE++fI5vg6m2nlwriaMyYfoQAPBOagImXmQHjdzMLHFlBAWNSHTZtxvJ1QGAA4agS2MlAJhXJsCSm9dxLT4WIqkUBID6qXM3dGxI2VUkSArwucT+2BHlimyeAXhaUpAMY66Ag6lutzHMKQDmunRSpaq9VLXtZOK1vrdSM2/htSs49oKaCKiW7WDfEAeGKE1H3hcAZOop2QlZCU2lVA2O8W/g6NNJedUgwCdhpZAJyD+J4acPITwnTQnEkMoqgYk/OvbEmKaUFUQm5V9dvYSgGHVdNALm7h8yHK3tKJhLAMCl0cPAYeh5muFs2BPjG1GG1+93b2F3hCYzlmwz0NJC1Bx6vZNJgk/AFuSXqzM55LWfHTEOzetRsfQKsRjDTgeAb/YM5iYlDAhXLNBFanIjHBs4VwHmksmob8BWlIqFtL1ywIppLBAyYaZCH7PT3p1IKSmETF8CDp+C8wxrrpQHGz1D3J82m/ktJC0R4y7JDTsIo04GqYopx5mB4xTMV3KvkXuOLb5u1xGftaL6ZTfTX2LyxXPgEIBWTO5IDghowrBQtaR4MelL6PEp+6z51uUoqUzJr1qvj7UQx0dRc42eBwMQL82ETMRlmG9M44lunLEQMoEW7o6ZpQAA25/9HVklgLhEi9GAI51DUoV5hiJsaTscPeypHpvb9jWoIAAg7Z3Kf+WAi0wBAJINY4OO4H4KceKtBJyZ/+NAW4eDmBmU9Uni8XN/tLBQT/+Vb0sTGMLe8QnzZ3haLEacPcPal+TH71o3w1wfCn52PLoF6RL2hQZzGODRWJoq/MfDM9ge/gYcps1ShnUpqxxLGU+KH/y8MLM5ZRX6H6xem7Nro8YIGDBUcW5/RtzEtucPIJMS1i1AaJfk301+Q9DXQQny9D26B2+4qag695dVcPGDey9MbUGdYwMiH2NpKLszONn+IQAgud8mXTyBu1VSHXV4PJwaMg7NLCkjuiYAoM/ezcgvYr9/CRs0fi4FXqsGWZwhrEMC3lSN32/+gJ2v2N9zwxplY3Ufqq33qigG46/vR26pZsqppWExArtPgasRdVX+GJFQmI/BZw6isEK9/b7WdjjUfxQr0EWet+QZ/y7Tjxspcfjt4Q0kFOWDPIf7NHLF0rY9GB1GeTyImYPWJtdZm/WqwAzubg8+KhhE2nEwKhKbHj5AtqCUMaQZ29wLX7ftoAbmkhNMKijAohtXEZaWyrxvvKxt8Xs3f7hb0euNLcg1KDcne9fYiSsBej63GlrtBww8GR+yUEUW4v5JSHNHASL2VGWO6UZwdHvVqHrSdz2ubkJKKfsibWCnyfC1/Lip3zU64crC77rXP6S+f7JPbZtnsLW1DgD8J1dA3b51PVDXA9X1QB0AWHdt/Cs9UNtezNsib+DJ273o7aTJ0riX6gJt7gis8KPAUY9rv0DEYdes05IZItj/F6bc/FtBOJ/6otr+X+Duhy99aIrp+wZx3/U/sIdVj4WkGF6fOFUlBXgBUMFuxKGaArw54gFWhlcKdhNAqBJYkjMxXk39kmEE/F0K8DzfNviqPW0PAW6GHT/MrL6rBvkQPzhkBNo0sGd+FojfYuiFFSjU09ReEpfyENi5BVzNaer1gkvncf4NexodSe25MXGq2rHW3A/BnqdPUCYSQ5vPY1Kzfu/qrzCNIIU3Pr2PVY/ZxcpVU4DlFcvKgiAq2QtIMsHhNQDfaIZaKrXqCZD+Si0qZMC/BsYm/2ilvEXAZuSVCxhWoyIIfiMFJnq0wG+d/BU/E63GHU/CEfTqJQorKuBiboGv23WAl41STJ5MtL5+Og5m2pqpk6Qia52hmONC2Us3EuIx/dxp1kvUv7ETdgygqbVEdL3NXs20dvmOv3f2xzgPClRmCHLx/dNF0NKqYFJ/pTIO9LRFDCQ10W4ButpRpk909lv0P3ZAqb+nehYyYFvvQejtSEGBjvu2IxX5mmWlQD2JMR5OpQwvMsFve3gbBCxOq2RSHjZmtsIApnfgvmpTJ3s6OWNbP2ro8lPYaex/FAuuhFgcKBlzBDCTaktxbOgwtK5HwXGnDasYph5bNDQS4lZleuu6sHvYEHZfCcBVgp9ywD9+AU0vJUybJkdWQFxIAEb1ejlaEsxu1RLfe/VgyrbfvxXpxVRjVDPUAUCyfe6VM7gU/0bBKqxnqI87Y2cxzwN5rL85BfPd2VM3g5JcMKTNBabo5TeXMDv4eXUEL3zmpYdvO1DQudOpLUgtL6DHVUkbJfiSpZYBHo6gAODnt07h3LMEELDPhF8Ba10BMssNUCTWZkDBCa3c8Wu7vkxZoo25+yk7kP1Tp66Y4tVS0SYyOT/0JgKH3jxFdlkJGhmbY75nB/jZqovdt9yxGQUiAbgmIgboJSEr40FapAVqkEMBzejsDPQ/wZ7G6W6hg0sjlXp975sCXCERYWLITjxNzWNMTYixCE9LAn2TCmzvOB7trJzp+chk6HtoP2JYUoDJ1XJRJQW484FdSMlXOpeqXiNcLgex85TAbzUXkcbPE4PW4U46O6ORpACfHUlBxTJJGb6I+AbRmYbILDRmnglcjgy2JoXwtBVgrfcq6PLYNfre91z+rlxiYT5WhN1GVHYmA/j5Ozjj61Yd1Qyh/q4O1e23UuMxJfiEhq2Jl6UtjvUdw4CmJEKfT0FbC/Z7SCjhQtv2hdp7qybn8D5lqzM2qWqYkVVaggGHDzIgoWoYamvjzKhxcDTTNF8pyitGbno+LOqbwdi85um873P+H7sMuYckb5uBW41TslR/OvjGNJX9faNQWIbW5zUXFOX7/9C8JyY7UzmID4kyiQD5wlwY8Y1hpPXvG0t8SBv+bp/aNs9ga08dAPh3o1y3va4H6nrgQ3qgDgD8kF6r2+cf90BtezFvjDgGa8M/weeyG1yEJI/Dmq50otL72lKUc9R16OQdpiMzxhX/n5g/F967hKMJT6vty0Ve3THDkzrh1SQIG4uwslSD6LodGDxckdpKtjFpq7kjAWmGevW6g8Ex+VPBKNj1LBzLwm6Co0sdKZl9SUamkAuumIeYaV9Bi8sDAZZcNq2t9lRb1bfD0eGjme2HoiKZFFi28La2xalRNB0zu/Qt+t9ZB27lcauW72LQCCs6UObWu9hYrhaWuDyuepOO6k6apGWNvXQUj7PS1Iq0sLLFkb6jFSYgZCNJ9Vpy8xqjMUiCMPvGeDTHkk5dNdgh1+PjsPD6VeRWGroQgHJdr75obk0ZcDWNtvu2IbO4hPg0KFLp5IL/07x9sKRDzXR4SKph/9vfwNs8Edpc9bTIpFIzdLeehPGNaJ1k8vPD9asKRqX83G0MDHFi5BjUr0xrJiwP793Vpxqu7NYLI9ypocvix5vxpjQKUfENICink3piAuLukA4rA13sbk/TT55mZmDwqcBqzSiW+/XA2EpQscORbUgTsbPGrHiGCB9LzUpIBMW9xBe3LqgB6XwOF9v8B6GHAwVOSAw6chDEQIEt+ru6YUNvmqo8LGgvniTlgKRkQ46NERyQ4B4iYP/QQejUwJUp67xxJasDMdnWxFyCi+PpRPJ6QhwDvMpItrCcvELqlABGPB08m01BI8IEc9q5kmE7soWDDQe3h1CwcN61QJyPyWQtRyQNYmcrUzxJvRuehGJLZJhCS6tzg8ZY06UvLPT0FXX4BmzEsubn0LNBolq98UUmGHN7EMJnUBfgszHXsCD4KW2LKk5ZqRE5ys0Af/rPYcp2ObcRSfkljH4i0VdlgiMDR1+Mesa6CBtCDUh+C7uKw4+e4NeWIRjS6LUinft4ghuWRnTA7A7t8EWLTkzZYmEFRp44ile56osSHe0dsGegZloiaydV+dF921pUCNnfGa0cbHF0EH3OFZXdwKLbu3E+QT2FlaQVr+kQjP5NrymexwOObYYTYwKinlr8OtUGk1RMQM6kPMHPkezAvJuxDY51omAqCSJFMIJFE22Ob2uFqzApN/jIQTyr5nonzMKXn1FdwZrEjEunEJzIbgLia2OLE0PGKap7mBeOrbE7IFWRJuBxeJjrNBu+5kqAtibH/zfL9jodgJgCdu3FtZ36YYgT1Vm9/+pbtDENYj3VEpEWDO2iPhoASN5rRLqBvAvZ4sKYCQp23/K7t7CrGjb4YDd3rOlFwXYSwnIhNs7bjSt7bjLvEMIO7TWlK+ZvmgZtXXYtzn9zrN51bHL+ZRke0OWyp/snYjAcbeg7632jTCyC91lqPMQWP3v3xVhHyiCuSZB3+5m0I7iRdQXSSskSb9NWmOAwA3o85XO7JnV+qmVr2zyDrR/VAMDW334yLsD3HlJwus4F+FO9+uvOq64H3t0DdQBg3RXyr/RAbXsxB77YDD2dXdX2VVx+b3zrSz/Wvg8/jLAidiZJG2Mf/NmKai8lFuWha9B2dvBCCkSN/hpk5fxDIjg+FoQhRNItnczM8XOnbnA210yzkknzICvZBoheABwdcHR7AHoj1fRqwjNSMfLaflYxe0uuMR6OpsBJUXk5vHdsZv7fUr8Idkb5EIi0EZ9fDxIZj9F3CxpNxb1/uXUd+5+xg58ErCRmFCSuJb7Cktd7q+2ChhIHHO1DQYGLb15j3iV2zauqE9ma9CmZ+OyIeogHmSnMbq2tG2B289Zq4B/5fc6Fs7gSp+kyO6qZJ1Z0VxqqPExLZfToTLVL0cwshzE1icytBw7XCOfHTIC9ifpqPAFWI7MzkSMQMM7PcqdN1TZMDDqBkCTNtHMCAm7tNwi9nWqeGvdD5D48zH2KRoZ5MORXQCzlIrPcGNnlxgho8yWcjZSMQYYRFRWJEy+fM+xOAmR+28EPxPVSHqTMsFOH8SSzCuBMZJJ4fNwcN0UBFo6/tQhhscYQias618rg0TgV53utZ6p9+rYSAGTLWuUAq7r2wfAmdBLd7fQOxJfkUcaYXMOMAMtcwE7PGPeGUwagPMLSk7HiwV1kFhfDzsQYi9t1RgtrdQfR769dxvEXzzUYPASS+rFjF0xr6cNU1//oPkQVZKkzNCsPxBEBf/j1xOhKoNJz60qUitjButHuVljeg2qDrn1wD+sj7rOyHwmwGDl9Pox1dJBXXoKWe6p3X7a2ECJsJDUmWhGxD9tD2QEJG4siPBj9q6J/NkXcx6pHmoYyXla2ODFwDLMoQKLHsQAkvM3FeOfn6GqbDC2uFM/yrLD1ZQuU8XTxeiZljZ16GYWvr19ldCfNDUthpFcGgVAH2YVG4ICL4U1dsLLbQKas3+n1SMkghgyabiWWllw8GkkBzczSIjx8MRL97TUBplOJLvD3PqGWekjca9eE3UNoajLDzPVv7Iy5Pq010hxJ3eS+JOBvdmkpCIDvYqH5fHXfsxIVxexj2d7NGgd70edhUt4mLIx5huwCI+TkGUEi4UFPVwjbevlwN0rHshYB4HNNGTan26a10NWuQBOHNJgaCCCS8JCSZYmkt5aY49tGAditfnEZ++PZWWPETfxxP8pEJ1GdORB5Zh8fMUaxgDHm5FEmtZMtVNP95dulUikeZkbhdX4K7Awt0cW+FXhV0jePvHiGhbevsta5sG0nzG6hvgj2pjgWwW+vI0+YBwttC/S08YeToVJagrWi/+CP0TmZuJYUy+h7DnXxgKWe8hlXk8MQAN153ypWtj6pZ7ZnGyz07cxU+TrzBpwxGxUSHiJy66FUrI0mJrmwMyjB4/yWaOVevXZmTc6JrSxhhvYJ3FdtNarGJpPPnGQ1PyE7N7W0wvmxSl3jPyZswPVATXZ993F+WHiAvv9rS5B32924zuhoqLl4IpUBV4SfoZ8DZSXLg8hckAWsEqEQbpaWTBZA1Zh0dz8eZKsvnJAyWhwuLvaYi4aGmozKv+uzU6mHcC1L02zJzagZ5jt/D+4HaBX+3TH/re21bZ7B1k91AOC/dfXUHbeuB/67e6AOAPzvHt9PtnW17cUcnNcIQhgAACAASURBVHQCxeLfq+3P4vJxmNSMMgCFEjGG3V6JYlmuWnkjjgVOdv4W2pVpPWTjF3eO4kxSvJoOIGHXzW7SAgtbKZ0SazKQD9KSMTnoFIRiJXOrvrERzo+e8F46O1WPtST0KgITqVB/1SCGE2/GfM+wD+jkdDVGe9xHd0elLlp2qRE2h/eEu2VrbO9P00HX3L+HTeEPWOskzLHQabOYbTF5bzH5UfWsQk+eB3Z0p5No8hH+y+0bOFAFWGxrZ489g4a+U4epJv3LVpY4aJJ00Ori/tRZsDak2lVTgk7BXuscFnndh3alUUyRUBvfhHVFI+thWNyJmInQSCkqwMwrQXipwkrq5+SG1V17qwGQ/Q7tx8sq6dTyOr5r74fZvjVnkuZWFGP+421IFigZUSS99HPXgRjesINaU59kpOOzi+eYNF8SBJYhYARJLVbV/SIp6mOCjiGjRJkiT4CW1d17Y5Ar1aEj0eH4T0jLZTdEMTYQ4NkEyqIlhjOdA3cxrDdyLcqD0dfjAQcHjlAYdsy8dRJX42IZzT95mizDktSXwK+RAw74U3YqCTKew48fZiZn8jDV1WUcIu0r3XrlY3krOYGaYSil8hgm5hSvFoymJYkRpw/hYa46i1R5ssCBXsPRqSFNH3XcsFqtb1X/cDAzwc0J05mfxp49itAMCkprhAyImfY5dLS0GMMO191rqMs1SzSwqkDIcGr4czotCBvC7yEhzVqtpIFeOTo2y8X2NmuY30VSCbz2bWRNkybbA3oNRbeGTkzZxfevIvBpJDhVQE0ZTwYnGzNcGzaNKReWloIJZw+hW9PncLBSgpBZhca4GuWJuT7++MyHaip67FqLEiG7YYcun4tXlaCiTJwAWU712lscq1vg8KhTM4mDryKw9OF1hRmIkZY2VnXsh14OlJ0pj7TiIsw+H4Tn2VmK3/o4u2JVj97Qq3TRZs7zxAqU5fAgE6prlnGNhPC1r48j/pSVvDVmGW7lsQNr5H1wqM068Hm6zDOu+baNKBWxM42+7+CHWT70Xt/++ia2vL7BNuQw09bHrZ5US5I8t1ts31RtnTv7D0Z3RzqWP9+6rvF8lR9A1USI/JZfXoSJ57YgOpO6ipOwM6nAngFj4WLWSPEbAcK+vnEJp1+ry2H4OzgxKfz/VB+VtQM+4EcCZk65dAJ344ieJb3ZCVaysJMfZjSv+fOV0cc7tAFFwgrWs/nOpxPmNlemeG4PWYx9L7WQWabUQBzeOAbfdfkZlkbqCxMf0Lxqd0kvLkLHPTur3b5rwBB0q9T2fZcMB3kPHxpGjaMy4t9iorOScV218v2xm2DrqP4M+k+26WPU9dmjBfi23l001FZPfz6Q6wwDk/kY3oCm+5MgLsRkwTCjpFjx2/QWPljYsbOaFAhxsJ5wZz/jZC0PIpPyW4sBGNZIaTrzvu0hab/fRs5RMP+q7ve1609wMlR/1r1v3Z9iudo2z2DrwzoA8FO8surOqa4Han8P1AGAtX8Ma2ULatuLmUyit0T1RANjTUHm3DIDDHM8DXN9K8VYEA21Hx+fwNMCyjzxNnXE7z7DoSpeLZGK8fOzqQjLtEBSjgUkUi6TYuxonY3ONsVY6BmgMbbPcjLwNCcDPA4XHWwd0MjYTK1MYXk5Wu/eCpFEM+3M0dwc18YrDTve98IZe/kQHuRprkLL9w8bvABW+nRS8svtKejkEKpRdUG5PhoYBqJ1g6bMtpfZWRh0NJCZfFaNmS19mQ9hebQ58wu4+prC81IJBwGt5qOZpXICTyZV1+LjcDs5EcSF0NvGFsPdm7EyeN63/e9TjhiZzDzPnqJF9j86fBRa1acGG0suLcSvLU5pVEu0nP58uQA/+1MmWoVEjH4n9iM2P0+j7OgmnvijixLY8Nq2iUlhZIvRzTyxXIWB+D7tkZcprCjG+YQfoYUXEMsMYW86C362yokMKUeccPsE7tcQxyfbiHbaZG/11Dxi/nLo+TPEF+TDXFcPJDXMw0p9sudzcBlyS9j1vPg8MWJnUPdnMt5N1q6GiK+pmceRyvBsznwY6OgwZTc+CcWakFBWt9GZbXzxQxsKvJKJPmGyqoJ/8v4w19fHo+mUcUqixY51yBexAFEywMPcCOfHzmTKrQ0PwbpIotfHHteHT4WzKWWQNd6wSuMc5Xvpa/MRPZsySQafPoinWezpumT73THTYW9sytwHvkd+Q2GRpnkChyNF24aWONyX6mOmCtLw0/NfkVOog5x8Y+aZZKhXDlurfPSp749xDhQkJRPXdoerZxUuatMJM5tTsC4sMwWjLh0GkcciBijMuBEsUkuG73yVIAfp97l3p8PBSrNN2UVGWOy1G+Z6tA1Ndq5BuUhKfUpUvUo4gBaPgzezKANQVnELsnw6BmzBMdsPjg4FWa6lxGL69ZMaxYgz6+l+E+BhQdPzSX8OPHIQb/KzYGBcBr6WBMIKPkqL9DDM3QMreygXbjwOr4RIuwzSUj4jmUBwI66eBBwdCToau2N3D6obuzR6NZ4Xa7KH5Sez1nsp6utRE4XBRwLxrJpxPzlyDFrY0OdhXHEWRt7ZArFM8/oc26gtvvegpkhvS0rQLqB6bc4f/bpgWgvKZA1PT8XoE0c1GK9km6rpDfl72Om/8CRV06zB1qQCt8aRhTAlMEju4/NxMQhNS2buaV8bOwxxbfqPjRmqHfgP2LDwziUce8qi2cuR4cDQ4ehgpwQ137f6JfeDceCVpnEE0Re8PGgKHE0ow+tVdjb6Hd7P2u/dGjXGroFKg5r3Pfb7liPjMerkUTxK11zAqGdggBsTpynczoPjYjHrAvt7cHm3HhjtQd3oHwdHYmEv6jzOFn9cWQyfHlQPtrbErvijuPH2BvyNU+GgXYJyKQ8PSq3xusIKq70WoYE+fX4QfcQ+B/chr1xTX5dtsY5oAR5NeIy44hyYaOthgL0nPM2U3zw16Z/0shQse0mBf7aY6DALbS38alLlJ122ts0z2DpTtQ0dfT+dFOCQR3UpwJ/0xV93cnU98Dc9UAcA1l0i/0oP1LYX8+P0NMy4sgOzfW/AUl/JXios18POJ13wpc8YjGjqqejLzc/vYU3UbbW+/dKzE+Y1U5p6vMq/gt9fy91GNYdhpcfnsDGgdZKP8KXh17HnpTK1mGiS/dLGH+PdlLpRax7cY5z6qouw6bMUYN37DvwXt8/ibBp1zNUIGRA7ZiHDACTneCe5NSQydv1DN4ulsDNSuuGeeBGNH28EMw7A8ujWyBGb+w5QY+s9ykzC3Ic7wdNVahAR8G+AeScsbqMORr1vm/7T5Ugqz9Bjh6qtlhiQkDRBElGveqGZaQJr2bA8P7RrupvZdjMpHlMuaQKFZBvRF4ycMg9G2hTc6r4/AAkF7G6B81u3xZdt1Rl779P+EmE2XqR3ghlfKfovkXGQz5mJdg1+VlRRXfogKUCMZ25OogyvmkS7Y8uQkccOAOroCBEzhaasvoxLRb8LR6ut+q8m7TG8Zztm+xdXLuBszCvWsj0cnRTsVOKQ/OUVzRQp+Y7EpKa9PXVfdNq8EhKFAJ961cZ8KZ7Nopp56x+FYs1T9nRMsj1k5EzYV6aAvYsBaKCthajZND2ua+BuJJSwjzlBCl5MXQB9bW3mvnTc+hf0DYQoFegpTpKAf0aGAjjoNcK5YZMVv29/cRohRRcY92N58IXWWN9mCQy16P5FwnI037eBJQWX7jGvlSe+8VYCYQHPH2FZ+E21dMdBju5Y49dPAfKUiPKw8Q1l87LF+EYrYa9P07k9961GcbFMTfOS/E6Yn7oGMrycSvtdJnoOWe6QauvkWF4Eh081HcdfOYqQDPaFjjGuXljRnrbnbnIiZl45DLvG2dDSVoJrZaXaSI+3Qvi0BTDRpdcuSX9OlGSAp6MsRxh9xI15VpOO+K4NnWxvfnMQd3I006mZNsiAwLaboMWl6fCtdm5VaIdWbdgvnbthopfyfXAxLRI/RZ5mGJvyaG/ljLW+Y6FbCcCRVETPbRtZF2PIPkSbdKCbkp27L/IJfrtzS20sicv66p59FGy95KIMdN5X/fNwQx8fDHBWMp2rHaBPaEPT7WtRXsGu59iyoTVODK7+2q2uGQKREDNvnEZIulK+gYB/qzv2xQBHZZ/PPH+GWdhiC/IuiJ1fc/OVmnQtYQFOOnMScSqLURZ6etg5YAizyKYa6x6EYsND9cWO8Z5e+LVLdwUbPP5ZEmZ5sztGk7p2RK5CY0+Hmpziv162QiLEn6+2IbJQ+Y7R4vDxmfME+Fm1UpwfMR777Q6747e1AXGjp9kPHyOKRYX4Pkqp/Vn1GPOcv0dTY+V37Mc4h//POmvbPIOtb+oAwP/PK6buWHU98L/TA3UA4P/OWH9SLa1tL+bD0ZH44U4wdLhE3ywZ5nqlKCzXx7MsewjEOpjt3QoL21PW2pXUGMwN0WSSkG1bOg5DrwZuTLl7mbuwLal6sO57l0HwMB/AlA2MeYofH1zRGEPCpznaeyxaW1PX3HeBHGS7KnjxvhdEbEEOel3YyUyuq4aHcX2c7U/BA4m0HLeTq1+1b2TyGRzN1LV94vPzGBdZInjd1KoeujZyZHXDzREUY9H9IKQIcmDE18cXXt3Rvj5NS6saD1JTcDspgWFBetvYoK+L2z9y2H2ffiJpbIOPBiKaRSCfgEXEgEWeCluU1gWGvHTWaovQAaY2e5hth188ww932LWxyPYbo6fC0ZQyRAIiHjMuplVDj89ndJcaV4KP79MWeZm78e1gxkvD9WR3JBVZQl+rAn52r+FgnANd42NoZELB7HfpOZLJ7KsPMAYYcW0VwmPJ9abJ7LOqV4LwoVS/7OyNh/gimt2lmWyfaeyMhZOpE++79MuIZiFxqSTxdyD6kk5dMMWbMqIct6xk3FXb2sbCzSyD0XN8mt0QUTkNYaAlwfOZ1LDjYNRT/Hg/uFq9vusjp8KpUqPTeeOaanXBfOvXx7HhVEN0+PFDeJSbzq4hKgbujp/OpCsLxEI03bGB3KAwMSsDhzEy4qBMoIWKMh20aGSJ0wPoPUzux36HDkDMLaOan8RUhCODsFwLn/m2xTeVLt7ZFQXwD1qHwkJN/TM+X4zFnVpgspO6hMG9jDu4mvQYQqkULa0cMNRpMHiVoBY5dkbZG+xNUNfJUr1e+9p8Ay9zmlLd4dhyZGRS8LtqmFmW4/FYmtIskYgRE+ePJsaa91t0YUN4uFxVmCe0OboZb8uK0ds6ES1Ns0DA7nu5dgjJtYO3pS3O9Kf6ZUeeP8WujP2wNyhGZ6N0mPGESBfp40aRHTLzjRDQ/juFHuC+6Cf4+d51cLWl4PApY1Eq5EEb2rgwbIJCzzOzLAefPyVp7ZoAU33dBljbghqlEMa06zuMlmb5tML3HaipiTx2PQtD4PMIEKDPxdwSG/wHg7hZqwZZiDkc/UyjL20NDXF53GQYVbJo5QWIezsBQomTuWc9G/g1dFBL9Q9Je4wJpzSfR/L9v+3ogLktqHt7bQmnTashJYJu2lKAT1ywCB2UC46Yi4aWRrhVyfataXuIluS1lDi8ys+CoZYO/O2d4FCF2f8usyFyvNh5X340ExB5e4i26+XYN4zsgpWBAaMra6HPbhoR+TYT91OSmeeYb307tLaj7Hd5kEWJL/yW4EVojEZ3NevghrV3flO7nkh5VARDJnzC5F1ztNuBo8POVEspeIUzby4ju0wAByNTDG0yFGZ6H2aupThfcRxQfhEyaQE4fCdAdxA4XM1nn0QmxeP8KCSVpkGXpwNfM0/YVjJ35XX9EXIbO56wS6owYzn/qw/+XnlZFIdHec9RIRXB2bAh/KxagpjkqMbO+PWIKAjX6HdrHVv86L4CfJVnck2v5U+tfG2bZ7D1Xx0A+KldVXXnU9cD/x09UAcA/neMY61rRW17MZOUq4HHD1KtMRVQQu60usG/n4IlMevucVxLY0/n8rdzwXY/mvb1puA6lsYcrnbsVnt+jXr6lAUw+MJ+JvWXLca4KNkpG8PvY+19zRRc+X4kfZGkMdY0jsY8w4+PLkCqAgLa6Zji0oDpCqMS8pEektIeIqlmyio5XhOL5ahvNKymh65R+VWhIdjyKExtH8Iq3Npv4EdPAyYsiRnnzqhp8bW0sWWYZaoTJWneFEBYDRtMfyK4xnSyfzclERMunGBtP0lLJAxAfS1qEkMmWsvv3kbAUyVDlLAD1/fuhy6NqLZcTUIikSAi0QWLQoYjtlCZnsvjSPB5i2B42JmiS2PKXt315BGWh6izXeXHcjQzw7UJNL20JjHm+hbEFGcg/60xA7DJw8isFOaGwO1+lIF4N/o1Jt1gN34h2+fXb4Yvh1Mg6purl3Cq0qG56rn0dXbFpr4UbCdGLkSfqbo4Nnw0M6kl4brzD3ze/Ara2aqzc4LiWuJMYntETqEA4L2UJIw/cxxSHWo6oggJoCXk4ums+Yr7qPfBvXidp64fKi//VdsOmNeapqz+dPMaDkQ/pS7AqjgpeUaJgbh5XylAAcedKyEVcsCRO+Yy2J6MScMd7uGGVR2pucbGh/ex5uE9Btuo+pyz0NbD45mUPVIkLMOwez8gI9McJSVKViFxam5gl4shDbtgQRPqgEziWe4OROdTZqs8bPXboZPtSvA4NBU0Lj8VR9Nnqumhqpb31v8WfSqdp332LUN+ofK4quUMDcvxbCoFAIlJzKxLO7Cz7WV4mCr79GmeFWaG9ULgoDlwM6fSDS0OrcVvTS+hr406C3B3YjMcTu+DG0NpKvHemJt4XbwTP9aPgJ6KQ/ZbkR4WpbbCUs8/YW9I07nJM/GPsDvYHqmccBtqaWN9937o7qC+gHEr6yG2xhHDIyUIaKJljjXei2HIVz6z2+3ehrel6jpj8vb/1tUf4zyVizDzL53HhTfqIAsxrwgePwW2RkaKbiPgDmG9Xo2PVfxW38gIRP/P3YqmHtck0orfouPeA9UyRLf2b4PejZVs+JrU/W+VbbpjLcq0Kph7Ri0EPLSxaYAjA6mj88eIuRfPMuAbWxBNuDcfmQH4MdqUm5GPnwb9idePlM9OV18nLA36Hha2SmkTmUwCWeE3QPkF9dPQnwCO0WJ14DnpImbfiUCJWJlebqtbhsBeQ+Fo/mHMNln5ZcgKCFtRqQcLniM45sQYreb3BtEoJlqabEHuuZAp1UsWvGscjqVcRmDSebUiXqZuWNx0NrS5yv4gOoA74tcjplip00zAvzlOX6Oe7j8DSj/GdfJP6qxt8wy2tqoBgD7ffDIuwCGPVzGnW+cC/E+u0Lp963rg3+uBOgDw3+v7/+kj17YXM1mld9+ynjVNisy9n82ap9AaI465j3PYBd1bWjbAcX/KJCGaV8uip+JNWVWnU6ClERdfNt2huEa6nNqBxGL2dL9eDV2xvStNc0stKkSnfbuUulgqV5meDh/PZ6kzbIoqKrA74hFeZGdBj6+Fnk7O6OfipvZRLa8iW1DC6BXllQvQyroBBjR212AdJBcG4EXuKiQLLVAq1QWfI4E1vxAN9EzRun4Q+FylDhmZHBPn3ivxbxjnWMIAJFpTxlXYKe97o1xPiGMAOLb4ok17LGhDU0HlEZeXi32REUgtLgJJvRnj0Zxxr/0nQRg6xMyA6GoRVz8f2/oaOlayinuQ5RNQrMpEkqMPjsUpcPjU0ZLUNfR0IJ5lv9U4pamePvipQ1eN32PzchljAl0+H23sGnyQ6QupVCDKx7xz3+FWahONY5AxXdo5FKOb077OFQjQ99B+RtuoavzRvSdGNqv5xGvmpWOI4jxGWaEuyoqJ+QEH2npCGNcrATfXFiFjvmQORcTURy3figonTcMQ7dRSrJo2Av0r0xefZ73FEKI7SdgkKkHwOOJ02sKW6irlCwTw2bW12svg1dzPoc2n9+ziu2Mw1IEdzD2eNAwr/KiBDXGKJTprYo5E3fBHCljrGeLBtNmKe67Tnp3MNckWqgDgifiH+O7ybciIrp4cVKzUxNMyFuH1ZKXWU/sjW5BWWMJo8BEQkJqkyAAeB4f6j0CH+lS/bOjxQDx5m0ENVVS7iTE5kSFhHk3byywrwuBby1FPpxiO/FyYagtQLtFCQoU5smVGmGA/AlNc6f2WXvoAN9IW4EmOA3IkhsxYGnHL0dI8Ca2tJ6K5BU15I+zZVZGL0NY+CT66hTDlilAi5SOywhhPcmzQw3IxBrhRDdF2+5biLQv7kGwzNSjDk2kURL+ZHI8pF0/B0rAIHR3iYaBTgZIKXdxNcESewAiHB4xEOzuazr0pdBrmOrKzSdfGj8DX7akJ1I2M6/CVzochTylJIB+rmDITGNQ7i4YG6mmRsfm5eJ6TBR0eD23q28NMlx28vHMnAidirqCUK4A97DCv3yhY2piqXQoTr25HyCulDIV8I19LjFOjRsHDnI7l2ZiX+KKaVHbiJn5tojowT57Hz7LeIj4vD6Z6umjXwF7D6ZzUS8oRIP1mQjzDACTPzKktfBQ6cPLzmXB+DUISNFnjjcwrcG3M9xpuwNXecB+4gTAe9z+LwOP0dIZR1aGhA4geKo/Lbobzd4dpf3I9MsoErMWmNWmJxb7Vm838Xd1/tz2pIB/dD+xhZQaT9Guy0KMamYJiBMQ8RHxxLky0dTG0kSc62GguBJGxDM0NRWRBJEQyERobNEZP657Q5bHLL/zdedZ0O1loirrzEtkpubCyt4BnJ3fweOqMNVnpXsiKl7NWzTFZA44eXWgoLM9B5xNbUSDSZAZ7mJTg7OBf1L5XBOIKHIi/j+cF6YwLvV89Vwxo4KXOPJRkQJZNxlVTgxjancA131XTJqOgvAzEtEvVCEteSdUUfuZ+k7wF6QNI4gCOCTh6g8HRUZf0eFbwGkuiiSSDZgy188ekxtR8TR5SmRQJpbHIrngLYy1TuBq6/1cx/+TtrG3zDLbxqwMAa3yL1e1Q1wN1PfAePVAHAL5HJ9UV+c/3QG17Mf+dy+uBIcPRwZ5q1vzw8AKOxUeydtpIRy+saK38WA9K3YqLGaEQSJUfrYa8coxsMBBdbahjHolJwYdxO524D2rGHI82+N6H6ikFxb7E59cugCNSuqIyTB8uIOMDjyfNhYUeZZMQ4GbkiSMa2nETm3vjly7dP2jQ8yreYmvs5xBIVFbLAXS26oOetjPU6lx65yb2Pn2i9hvRjCNgjOUHsBS/u3YZJ14oV7VVK3a3tMKFsRR4JfEwLRVTgk6iTKycxBO3STKRIm6eHztkZecgK/oJkFWCZtx64JiuAUdb3U0yS1CK+cHnEJZBAWWCw4xr6oWfO3T7qIxGwih03/wXRFJNcJqcx6imuVjhr5yUfX31Ek5XYdeZ6eri0rhJqGegaT7xd/275n4INj8JhUyiPhkk6avt6jfCwaGURUtMb3y2b4RWYgkqGitBQO2UEgitdHBp2nS4WVgyZXMEpWjNAHtV04plCJk8HfWNKdCy99kTLL3FrtFEtq/v0xcDXCgz9/Kbjqinw35fZlS0RT+XY0y5i29iMDf4LAXgqjKIuTI8nDJH0U/OG1azJILSHmtqacWkdDNjcGsLnrzNgyRPGxDJ+0kGjqEYXGMhHg/8Bsba+gxg47J7DSRlMjWnZFKHlC9lUkbneFHDDu+dm1BYVsHSQ1RfL3E+BQAJOO1/7keMcwmBgbb6vX4h3hNzvRahgzUFsu9n/I7tJHVQRFlx8rDglWBY/UKMcTnC/FRUUY5Zp3/Ebr8L0K10xya/S2TAd+FdMLPdMgUbbeTpn/Eohd0luqlNIc6PXMrUmVxUgLGX/kRX95fgqWgaiiVc3HjZFKcH/MCA/yRex3WDswH7wk10iQ+aO1O2dkreQdgJaf1sITQPhq52zfXLTu66jV1/qDN4zCwN8dfhuWjQmLIUyVj2u7EQMa8tICXpp5UjRcbGxLIYP3ToiFENezBliVnHw3T29pA7IG4BNUqpSZDjf3ftCk6+VH/ONrG0wpFho2CskipcKirDjEtbcF8pbwdXKyEC+k2FndHHdXgtF4sw4fQJPM5QT/0mWp9b+g78IBDQ7cgKCDUxX6b7PK3McbbXx9NuI8cgGoDzLp1jQFd5dGrogICBQ9WArbiiHIy+fhB5Fepg5eIW/pjipny/kLEMSAxASBXtSTs9Oyxqsgj6KqzTmlwj/+my0twxgEjJbFerX6c3uGYU+LoaexIz77LrJJLtd4cMhL0pXdAqEpVhyr0AvClWX1wbYt8Sv3gNUoCAMsFRyIqWVNskjnUkOBx2MP9d/UAW6j67eA5vKpnehNG/oE17zPVtrQ5AiuMhyxsHSNUZ4RyjH8AxUBq67Yg7hgsZd1gPaatrhW2+Ss3e//T4fMr11bZ5Bltf1gGAn/IVVndudT1Qe3ugDgCsvWNXq8+8tr2YiQMeAcuqi7U9+2JQEwoKJBTnYfCVAJSI1SfGhnxtnOk1FY2NqG5bvjAL62JmICXHAi9T7CAQasNQtxweDVNha16EH9wDocOjYN3nl/5EEPlWrYpdSIElHlaY1oqyOY68fIaFd65osneYrRzcHTsD9kYmzF8k5YsYHrAFmVSopo6SSQdhBxE3QiKDpMPn4fsOfpjsRbXQ5BEQ/wviSjS1pMj2Oc5/oYE+Fdy/m5SISUHsOon9Xd2wobcyffB9L/T5l87hwpvXrMVVzShIW7rs3YXMUk0WjYGWFu5OmaHGnCuuqMC6sFCEpaYwpCiiZ/Rl2/asTEXiBrw3MoJhANoZGWN6S190bMgOBsikpYA4FiApkHxncDg0nbdqkIlaYmEBI/zf0MQU9fQ1tYfet49IOcK6GHFhH55n5oB4A+jqcPFNm06Y1Ew5OSR91GTzumqrnePrjW/bU5A4JDkJE8+wpyr3c3HFxj40tVYep2Ki8UfoXRSWlTPXUR8XV6zo3FNtEnvw2VP8VE2aVB9nF2zuS1NWibmB94GNKKkQgkfmu1TeDhJ9gKfFweOx8xRsq+bb16GkgsWxF4Cu6WNbqwAAIABJREFUFhcv5lBW4YbwUKy7X71j769du2GCJzVaiEjtApmUOn1XDV3tbmhqQ1I6gaV3r2NPRASru6+MK8PlMZMVQOW7TEBsDAwRWikS3/XCaqSWCSARciET8RhmHQFIeboScHkyXOkxC42N6zF95Lp1LaPlxzUSgaNFtOg4kAp4kJXy0cWlMQL60NT8ptvWo7walIMsJCQsoACgSCTCuqj+sDMu0Gi3RMpBWcUizPSkY7Tk4SzcLTJEYbYRyop1FGxOU+tiuOlnY5cf7SOxRIjMpHaor1+sUadAzEeF6RVYGFKt02V3TiHgKbuRzlB3G6zqQfUcKyQCLH8+GRyupkO2TKqHxR77oMWliy+v3rSFqxG7fMG9nMbw86AarIVFh2AkoBqUrGFxEVwt+px730h8nYk5/Vaj8+w0+HdJhomeEAlZxji6xRWmaIrVx+YxVRGNMa/A31FSrMekectZmoyrMg+Y2qYhfmpJF44GHznIMPqqi/gqACBhYBIDKaIDSUxMhjf1wMimHmqAxPnXr7DgcpVUzMoDjPX0wrKu/hqHiy9Iwau8RNgb1YOnFdW/rRrZZcWYG3oYr/Jo/zc2McHWDqNgZ0DflaoRnHAMiUWB0OYVQigxhaPJRHRvpO6Cu5osIISrS0HI61japTvGN/d+36FRlHM+tILIaLKGi5kxrvar3lzhXQcj5k1rH9xDTE4ODLS00dfFFVO8W7KClAR4J0z3vLIydLRvyGh8Vo2hV/ciMk9T85KwIC/3mQEnY7ogEp4Xji1xW1hPrbNVZ0xupDQGqnFnvecOhxMu4Ub2VYhlAvA5+uherxdGN1LXDpXmDAbELO7L5BjafuCaU2mBoFeB+Py+plOx/FSu9O8ONyv6vbI08ixOJLPr8K3yGYme9T2Ycu9iH5LtnHoPwOEqr9FEZixDQTQy3zWW5B18av1FXD18B4Licrh4NcL0ZWPRwEWdOSzNHYnLqXlYmeiDAilRDpWis3Ealrs/AK/eeYWB0YbXB3E9i11P2kzLGHvbqDMoD76IwNqn91AkKocel4+hTh74pb3mvfuew/jJFqtt8wy2jlQDAFt+QinAT+pSgD/ZC7/uxOp64D16oA4AfI9Oqivyn++B2vZiJkyK0QwAqGlKQHpnZY9eGOZOPxpJROVl4Luw83hdmM387Wpihb/a9IenufID79bbE9gWcQ0PX7tU6WAZ/Jq9wtc+k9DclApd++9dithSPUBPykz0mCATwDIeBjQsw8aBdJX6WXYmBp4+wEZyYgTGn06ap3BqfJeb5FRvHyzupHRp9NqxEcXl6oAmAQSIu+yC1jTVTyKT4JeoUZBWw1/qZTMenerRidryu7ewK4J9VZ+wSJ7OohPemsSW8DCsus/upElYfcRdmMTLnGwmBae6UAU/S4VCjDhxhPmgVw0XcwucGDFGTRyfDbQiV8vaKi6aNWnTxyjb6sBa5OZXmclyZPiiY2ssaKE0EGgfsB2ZJZogKTmnLX0GoLcLZUr+ce8OdjzWFBUn24jZQMQs5cR4d+Qj/H5bUy+wRQNbnByq1ND6NviyBstI3hdOZuYInkDZD6/zcxinVW6Fkg0lLyfVlmJ33yHo3pCCMY4byAcr+/1LkJT4SnAriuh9HjnICtaRem5OnAqHSlOV6IxZEIousQ6TueE8NDKnGoBDTx/E05TqwZiN/fqhnxNlpzhtWF01OVxRv4OJCW5Oms783eXkBiSXlUKqYP/Ji8nA1xfh0aCvGSCbgAYu21aBb1VB9PPVQlrKg5OOLa6Mov3puW0DSoUi1vaoAoAhqVFILqfnwRZ3k9tjazea/jz17gzcf90YFaXqqXk8vgRursk477+JKZeU+xj2ImpwwhbPKn6CtwN1Wp1w+jjupbAzL72sbXC60tAloSQK+xJpOjBbTHckixIUlDr1sC8GN1Rq4KmW3/LaG/M6UTbng8yzaA12B9NisRYE5tdhq18zKYGgfSEoNfoTo9ur6/WViXn4ZkknrN2yEbp62kwKqPO2VZCJ1Jmk5LwIkDzYszHWdqZg7uIbwTjEYuxBtpFU5Jcq5jzh6akMY06VXUbKzWjpix86UnMrEt8EX8apKuw/+TZiGHJvas1ZcPkVpeh8biOKK9TThXW1gGv9ZsPOQKkHd+LVRuho79QYSrFoNoa4zVX8PuDwAUYKgS38GzthxwD1lMhqLxCVDT4nVyKvjJ0C2K+xIzZ1UDrcv099pAzJLBhx/AiKheoA9SA3d6zp2YdViuNddReLKuB9cnW1RZb69MI4FwqC7U3ci9vZ7NqtVjpW+Kv5X+/bjA8qtyHmIKKLgzX29TDqgQVuSkdlaeEioIx9gQkGs8A1okzW1zlP0PPcNdZzMeCJ8GjM59DTomzfPtfXIk3ALqkyvKEvfvKiixeyijDI8iewt49rDY7VHcUYvcnNxYgTh0FkVVSDpGgTJ225CRhZ0Ptz4kZcD1SXGzAw0ce6kGVo1IwucpAFwqNPRuL3NB+N57Yzpwgnu/qCY0D76Xz6LeyMZ+8jH7Om+KmZ8t5Y++ge1keHaLwKO9drjH19lFknHzSon9hOtW2ewdZ9dQDgJ3ZR1Z1OXQ/8l/RAHQD4XzKQta0Zte3FHJqWgPkhu5H/VjkZkfe5iWUhvmk5AOOatFIMQ0J+DG4kL4KZXgKjnZUvcES3hsvR2EzJgDiVeAjfnUuDlKFvqIcWT4w9I3zRvh5lWXlt/QPFIi0q3E8wDOYfCma4mwtxYTzV+3qdl42eJ/cAjL5X5YSK/CPhwlRLD08mzFM4zLXcsRkF5SzaNgAme7XAT52p4+a7XF45HCBuPv0AF0tF+CV6ND1HlvC3Houu1tT5cWrQKdxMIn1TpSDxJeBy8XoeZWPJY/ipA3iSSiZ0tG5jXS3cmjhTjalXIhRi4OEAJBaqa9EZaHERNHoSHM3oSj3Rghtw5CCGOr/EbLensNMrQVaFPg7EN0XA8+bY2X8YujtSgf419+9hUzj7yrqq42aOQICOATsgJJS6KkFE/+9PmwUDbXaGH2tnVf6YVVyE7sc2QiDlQyLhgs+XwJbLx92p7ADEu+oi25Y/DMaOB08BPRl1siT9T7DAci60uTK8nk0BKxLuW9ahQszOmPu2Q0fM8aFpo78zYG44ONoyyEQk15ywkWQMG82Qo49ns+cz5YjmpdvWdZCQnE6W2NSvP/o60fvjXexUVTbnreRYTDlzhp1ZBxmmtvLCknY0JfJ9AcC8MgEIOM52lkRwP2LWPIVhx7hzf2Km+24YaavfR+klpria+RU2dKMsmvYHtyIzj10/jGxf1r07xjajrCTPLStQKma/VlrZiHB05EKmXM/DAXhdnlPNkMvwaNR8JpVeKBaj6bE/wdVhpy/ZiK1wZ9Rspp7Wu7YgR1DGWqcqAHg5IQx5EnVHb9Wdrse3wu6eFNjrc+Z7xCSzi+WbmhbjyUTKpnuefgfu3Om4nG+Pg9luSBfqw4JfjiEWCRht+QbX8xegV1O6MNBixyYUlmuy+sg2PS0+ns+hWqehWXdwNat6QGRw/SXwNvdlyvrt+Qmnu52BuY76WCYVG2Po7UGImE4XWTZFB8OkYBPGOWuypxc+7oTZfsvgaKwEAH8Nv4xjqWGV7ssAR6KF3R0noHU9JTP4yPEtGOnHzrh9k2cK+4Z3oG+oC6JF67J5LavGKzm3/k3csKEnZU8vD7mJnRGPNdK+yTjqavPxcvYXTDkCSBB9OcJeYouzo8fDox5N2e1yYCeS89n1KXlcDt7M+6qa67H6n6fe2YebKeyu6C2tzXHSn4KK2YJM3E3rAy2e5jNJKOajq30wzPVomrnvzi0MS44tnM3McbVyAYFsJ/fHjPNnGECZAKzk/UPYjD9Xvv/kdfgGrkWujNSp/tLicaUYYOuBtV2p2ziJUnEFpt09gIjcTEikMuhr8TDbvT3mNlEuqpFy70rT3j1wCLo2omn0JPLLS7D48SYUIAFcngQyoRFG2A/HoMZKPbhCYRlanqLAO1v81LIHJrnS75SAhADcyAhFXKINcguMIJVyYWRQBufGGXAwM8AqL8rwkUef8zsRW/oWIKn0UsCEZ4iQwfMZvVnViIlPxg/T16AoPJO4U0G/uSUWb5uP1l5KPdkMQQ4WR3+jlpYvr4MwiJd5rIKtPmUqyogOX+4QoKq5GK8B1czlUhYk0T/+6tqveFioCb53NMlBwKAVIK70JHpdW42MskLWPiJpwL96U4CY3Bui/HngC9WBSiIjyzXbDI4ufbeQGHvyGB6kpbDWScx05N8UYRceY/GAP1jLEQ3ENbeovIBMWoyWQX9BwmdftPrZyRrDmtLFtQqJEL9GrUA3/ZtoZZANLY4EcRXGOJDribnuS9HIgJpWCURCeASuUzNzU5yIDDjScwza1qeaqCSyy4uxIvoCwrLjGfaxt3lD/ODRDw6VJkfyclKJBMcjF6O1cTBs9UqQWWaIsMJuGOG9Atwqmo6sDf9IP9a2eQZbN9QBgB/p4qirtq4H/sd7oA4A/B+/AP6t5te2F3NQcjiMy79AZq4xdr7yQVqpMerplmCCayRa1U/D7Ypf8UUzqu2XXpSMO+kjYKyjDkQVV+jDr/4J1DemH1inYh7gmyvVuMECODxsINrYUXag59aVKCXgCks0Mefh4ng6mQuMeowfH11Tgn+q5UUchI6ag/qGVDur4951SC+SqAF2clBxiV8HTGlB3Ua77t+FpAL2j2WyPWzqLFgZ0pX1BQ8mwEif3aFylN1CNLegaabjTx3HvbRkVgCQGA2rpqf1O7IHL7M0U/P4XA5ezF4AfuUEpEiQisGHdyCx1AQclVbp80UIGuYDJ+uezLGJPtTK29PxYzPNNM8dcZ4Y6r1PocfWJ3AvYnLZHVmdzM0QPJ6mXt9OTMCUs6eqvZ1OjxwLLxv19J73ufeaBPyOcqGmqLkNX4oH05VgnbwuIu6dJyyFLlcLhlqaQu49j2/F66IioKq0H0G7yrgInTAD9Q1NIRAK0WzbhmpZcK0bNMCRoZTxcjg6EotuXwVHwgW4UjpBFJMR4MDaTB8PJlD2wcucLPQ7RJxB2WNgUzes86fgxdZHD7AylP3e6NCwAQ4Mpsf+7d4V7HkcXW2dXg3McXooZbe9K7WWbJdfc+9KTyflTqoYhrhsWQUrnQJMa34bruYZkMo4eJblgN3POoOnbYTHU+l92WLPWhQUS9iBSo4M89u2xFetKODefe+PSCgiYLWMAXzJxJz8R2KgYyzW9acGJT2PBuC1oDoAEHg0eh4s9fQhlIjR7PQKxnyETGgN+EIIpTyIiSgogPocc9waSieSbXZvRHapOtNX3rn6PCGiP6MLDS+yM3A9fRwsDNjv9VMvBuLEQOrE2+3QciTmaF7DZJuuthAvZtM6L8VHIKt4CXZkNdMYz+HmsZCJh+OrNpQh2GTLWgjF7IAmjwu8mUcXJXa8uI5k8UbwVfT/5JWLJFw00/8WY13a/x97bwEeRbJ3D5/xiXtIkAgRIBBIcIcQnOAsDgssLuu7rAvLsri7BXfXENxJcILGA0SI6/hMf091zWRmMj17d9//3vdevje/Z59nQ3dNdXdVV3fXqfM7h94fqxfB17YMP4XfRFO3d9AyPNx8VwtzHrZDCWOLxKm0zi+vHseJ9KeYXO8xBnqmQMDToUIrxvo3oTiTHIRtvT9Ah1oUuPn9fiz2vr1p4Wys0/JwJnIWfB0pYHUubja6+R61uG7DBplLHOwlLhQAXG0AeBiIRBpotYLK+8NUPmHAoV14lJsDHmkmQ1ORe4DcSjwgfTpdRCCAd/NN1k1vTI0Jmm9djcJybuCVx2eQojeJsXohHDvaHF+CnHIVQTzA17vMk3FEaE9OUj4eDZ7N/upqximUar9j/1ZohMiVOcLTthRSIWXluYgWon0dmj7adONqFFsBiP2dXXDRxAClx65tlVpspqc3qH4DLO7eu3JT4JolgEgN2Gug1fHZPhVAB22xGHXdXHBhONW4JQsdETHLkVleFfBnMLNhG3zakKZaUp3V5VDrdOz7yl0qg0wjqgT/Z7Zojc/bUHBPqVVj4s1vwZeag7Q6HQ9DaoyvBAHJ+G53fDXeKSzT6Ek9R7uNQ2M3anZ0PvsyPj99ExUycw07Pl+Lce3t8UOYkTXW6dgaZGs43sEaMZ4Pp/1D4nVWLiY0+xy8d+b3COMoxLK43xFaj46L42+v4HRONPs3o2VYY2U16XIBBbv6eI1H/9pGsJTRvAZT9hugIlkDfEDcFjzHH8xceE8nvsKsmBNoUTMLGSoHFKql8JZUwI2nxKN33jg/ehwCXOl4m3pnJ27lcbsqf98oCsP86XcKSdWdFDcDA9wS0dYuF/Z8DbI1NjhS7AuxKBKzGtDFLdLuxCSuKoPW0C7TmrfEV21pNseWH/Zg3zzusS4UC3BatoeVw8gqL0HPy9YXLzo51sGqTvSeYxgFtPkfgK81ZxDrIIXA7SB4IrqwdvVNKj68dLCyv6r+MS6oWWUqcIlKhuHXN1gwJZ1FttjXcSpq2hrTzw/cn44htSzZl4feRmBo8w1Wj/fv3vG+zTO42sP0GjqEf/Ff4wJ8/SG9N6tdgP/dd3F1/dUt8O9pgWoA8N/TrtW1/osWeN9ezKfSTqCD6FPMvN8Lt177gSGzKB6DJt5Z2NTyJE6VTcG4hnRCFf1kOmo4cAsyvyvtgPFN6GTrXwENp0aMYZ1xSfxZal6wuytiRlKQo9WeVXin4Z6UE0rT0R6jEe5Vmy3bIPp3yMsl1EHUsMhMJop8Bo09y3BiCF2J7rpjCVItpb7ohycYPJo0A042dBIRvuNXdGv0FCKhOUsjKacG0rN8EK93Jm21dT2IwQVnMECanlVIHPMIU9Fa6ubghvWwKJKCRmuufY3DyRIsbnUZYW40/etNuQO+u9cRjmIe1g1aym7LKc+CY0kkpBxMErL/MbMD4d4U/AxYvYTMSzmDpFOm6IGGP9PBIz82ZdH81YfDR4d24GI+dxobn6/D9aETUcvZqD909d0L/PHsOPKUdPLXzNUfvzYeAm8b44d6i90rkKfhZn0SkOD+iJlwk9qxrJh6a5dbBQBd7Wxw7yM6QYzcvwlphUUQeSjM3Gi15ULoysVInUHHRVJhHnrssp563dnPD1v70fTFKVd34nJiJjRykVlz8YVa1KnNw+V+X7HbP4ndg5Mvs602aU1nHW6MpWVDVi+DnJ1smwfBPkXgIfFjyl5aGncBq+O4TXzI/nldO2J4CGXRBKxdCEZjblRiqJ0v0SB5Cp0cN9y8CBUaBnxVFYdLMNBJdJjeuDFmt6HgReDqhbB3UKCObx7EYjqOysqkyEjzhLtNBW5++Bu7rf3etXir4E7RJvufjPyY1akkKcAhR+ainmMOutRMhC0BMQAkF3sgNqsBGonV2N2HMlJGH/gat3K4DRp87YtxeQI9dkJuJmZdXInxTa9BZGLYQfZdTa2P29kN8ORDylRssG4plGpu1iefp0PyLNo/257dwubMY2AIssIRvtpA7OlJJ7yBaxZBRwBnjiDM05SZtM4vrx/Dk5wbaNvAfLJPGDw3ntdDZN2u+K4FXRjwW72YBctMTVrIdvKM4wl5SJ1OAcDhMTtwvywDRjNpSsmmACuwofUwRPrQ9PiGR34FX8j9AHHhueBaXwoQ74n7EsN9T3BeD9kod46HndSZpgCvWgoPtxLU9cuBWETvj4IieySl1kRDj9o4MoTqH0bs3oK0Um5WH3kXGADAYrkMTf8EAOwTGIxVevmEVrtWIK+QOw2WL9IheRpt978T7U4sRX55BTxcyiCR0rpVSgHyihxgI5bgoR4APJR4ADzMw4p7PfA2n5ii0Hb38cjFrOaxEPF+Qr9AKjERtn0lSspUrOO1aZA0aV8PJ1wZRu+jcylJmHbaers/mjwDjlK6kBK4dhF0Gu57zstdjFsjKRi0NekG5j28wtkEQj7wfNB3LMBDQKOG61aiW80X+CHsFtyk9Ll8JbsOvrnbGSMbR+LT1hScXp1wBHfl3NqLGqUDduvZo6TOFtvWoFBaagE6MzIBdncbgTZ16AIkYW3Pu879nWK6yJJRUoiusWss6jNc4JSADvginIJ1Uyb9jtQtjziv3b1vAPYep8+Z/WkXcTFvGzqKCzHYMwUSvg5KHR+HcwNwTeWKSI9xGOb/94zIYpKTMP2M9b68NHYC/PTSDeOub8f9ohRLYF7Hw+cNemKC3sF8V/IOXCziNoRSawTY3nID61pM2j10/SrI1NzyCbNatmblUkgs+mYxYhdy61MKpDycrdjPpgvnycoRedF6GnakSxMsa0/fl0zFDjBlc7mHnYlOYkzqC0y9br2NOnrUwo7eNK145YsL2JzMfX/0rR2G38PpWEstTEItRRREHIssGh0PaeIjqOduuajDfbL/7Nb3bZ7BdfXVAOA/e09U11bdAtUtQFugGgCsvhP+Iy3wvr2Yb6ctwrKHb3HvrTE9wtBwAR55+LF5MToGrWc37XraDa522eCDgYOe0VBGRPfBQ1GFF0Y1oiulxPWy/dZNKFdbMm6IM+XVcRMrU1YabVwBmYJ74hVcwx0xwz5k6wyKXgA1m/pL2EM6EKBIozEyRPrWCsKqSPrR6LdlAaDUT2jI/+jP2HmVl2MZ7oyiAODqa19gySNvFicMdCyCk1iJ1DJnFCptIOBr8Wr6RPD5rkjITUHfI0fhaCNDaO23cLaVQaUVID3fHUk5XhBBi6SpFBQI3bCK87rp16wRADz48jFmx3Lr+pCidZztcHUsTV/89tR0fNLwFjxtzJkXKi0fn8VFYt0gAiQCF1OOIcKOsueyKuzxVuaAGjYV8LWnqW1H86dhcCOaguzPggLcgISOzyBdz3ghuj/tozeCpCFXDU87O1z9cCIkVVKl/tXAa7l5PnI13C685LcT/IPxUw+qVXQ7Lwmz7m23SL+uZeOK3e2mw0FEAdouhzYitcIKKEDckT+YAU9bexTJ5Wi6eY1F+qDhnJ1sJXg4kaZj1t+8GIyLjBOj1ZYIkTyesnaySkrRPnqTESQ0bQAGGN+4GX6MoBPJnmeXIl+XD3mRDVQVYvaeEEo1sHWTQQAB4vvSe3PsqSW4nkq4hpZ9RICbmi4y3BzzE1u23qqlUBlRG7PmJ8STZD3oPPFsNK6k5FeyqkwLCgRaDGzoi4WdKQMxeMs8aKpo2xnKCx0USBxPWXBNts5DqUzMLhrQ3GJCd6F/MwJgRL0a+KMLdfdtEj0HAcE5FpNTpVKIlGQvvJhE27P1zlXIUctBUCseGfMk+1qjp3hpgMsfjIe/sweUqmIMuvAj+gVYmvO8kzkgN9sXq3vTsfHhwS9wPZsyhKqGhK/Bi5kU0Pz95kFsSsiAt10RIvxfwMOuDBUqCe5n+eJhjh9sbZR4Po5q7wWsWQKGO5OcvV8NxiKz7+zDjbKHnMcmGx3UbojpTcdt8LoF0Ki5xwbRFkyaTssNP7Eb8ek5qOVWiAZ13sJWokKFQoLnr2sju8gFXYJ9sbknlSXwW7uINUdhGXMGvFLfnMRAJW06BbcGxW7Ck+IczkUJUm5OeC+MCKRpxY2O/0yBQR0oeMQDCwiyGKdGhIRBtI2+OLMS88PWcKZE3svzQk3fk6jt6MQC8+32zUFIsKXZQUWFBOX5TRHzAdVmHHFsP25nc6ckmgKARN+0959oorar7YOdetftXidX4lUaN8hh46TEsw/pvfl3YuTFjchiXkFgkKzQ/5iw22yUPjjTm6Zzr395HtHx15BXbGl84elShIktu2BiPcqibb53NfIVFeAp+IBW/2wQMmAkOlaPN3YQZW7/ePkCdidYB/s39x2ALv5UDqLh9vmQl5gvSBiuMzTQHsd701TlGbf34twb6260l3pPg48+hfKns1/hl/DjFs31qtgV78Rb0LkuBU4+v70MBQJuprNOB2xvuYkFFSvZnAR0ttVSmQdW4kHAyjz80CECE8KpBqBBZ1XI06KeUyHEAi2SSl1QrpawzthEtoLEogeXsSmVauvWEFegjrQc+SobpCsc2DEQIPXC2SgKqPZrMwPyOCuLVoEOOJe4lS13Pu0VSso+xiBPSyOfI7n+cHJYiW7+5oYx8goF0p++AZ/Pg3+oD8RSc5mEPFkFOm3bDIXG8juJyEZcGDO+0lil45lleKcohVBAxiJ9DhMpFpJ+PNAnDPOb03Tubx/8iBwtt5M22f99vW8R6EjB/i47liO9mPtBt753T3QPpH259cQK7B3ArVXs0pnBvosHwNeLtbY89gcUAstUdvIaW9V0DDrXphkiupJvATm3qRr4HuB7Ujb9gVe38PXN60YdadM7jwHaubthdxR9fsyM24VrudymavUcvXCwE10APPNyO3o6/25xDxs2nCr8Gv1CrOvFWv3hP7DjfZtncF1yNQD4D9wI1VVUt0B1C1i0QDUAWH1T/Eda4H17MZ9J3IiZMQQg4gaDvm1XiEnN6EfQuaQ2cBWXIFSsgVhfXMUACSohClVO6BFkTD2NTUnCrLOn2DQgQ9gIhSBGFK1qUzFoEo02rIBMyQ0ABnm44twIygBssG0hlEIN3FzKIZHQ8uRjsUImQXGJLT5t1BafNqWi7n7rF9HLIfk3pgxAFQ8uUgUejqeaV7qi6RgTK8a3jeMQ4kLTYcnK7oaXYfC1K0ZUi5Pg88XILS1Ay93RVn0WpDwNXk6hAGDrrevx7i8wAO9kpmPkYSsftgTU8XDG2REfsXVeeNAbXWpyi/iTSXTLULqaffvNJTTmzcT39zrixGujAUsnr9dY0uoSbsg+Rr8GdEJTd91iMBqC1VRhkpBJgwBI06fRscdPTcbMM6fMdABJX27pNwitTfryrw64dlsWI5N7rs1WMadpW4xtSRkiH95aj6cl3JP9z+r3wmj/9my5qReOISbTPE2o8nwY4Pmoz2ArErOpTMEbl4GntmRE6QQMatjZIW7cNHrP7ZsHnZitasDfAAAgAElEQVT73iQTq1eDKQBXqlAgfNUa8G200OpMmXAMRDod5neNwsBGIWzZ/jErkcUQkMUyBBox7vSlunHTzq3FmbQK8FXmpggEWNKJGfg5KXF1BAVZ6q6ybq7Bgs56V9QZV5bjXnEu8t64soCQIXg8HTx8C9DLMxg/t6YAQuDG+dAphWbl2B08BgIbNZIm0vTWNtvn4V0JdxosOdfPWzXErFa92LI9Yj+DvT13mmVmljPuDKGOjk02rkApFBC6ENDZcJ4MGC0P2mwx7k2eBjc7B2g1Gix6FgUXKbcm2qssHyyNoKnZn52YhuPp3A62zmIFHkylgOahl7fx5ZUb4Em1gFgPaJFnDUn9lgnhbCvHIz3wGrBuMVz4CnbBwDRIfUUqSSUA+Ou9g4gt4nbmJL9zUrrgTJSeVbj5dyhllinupJxYqsLLybTdR57YizsZmWzaJkw1EJV8MGUC9K4fhDXdqd5XwI550CmEYKqwvHhiLfhCBinj6LFHXt6G+DxroACD1a0Ho6cPvY8bHvsZGoUQyjLS97SPCEPRxlkBAY+PhEH0Gfvx2VPw4B3E92HmsgS5cluMuNwPJ0Z9BweJlE0vHXZjOmylVoxaykKxI5KyCpfdvYkV8bctAXcGrB7ps4lUwzGnrBRtCTBvJdrV8cHOgR+we0dc+QkP06RQsddjDL5YA2+fQlzvvcBqPdZ2dDszFzobbvdlrcweV/pQsH/Bg4vYcIObXUb2f9K5GT5pTBcQBp7eiYd53LqCvX3rYW0E7fOFN69hvRUDI7KfGD019aaAeK8LS5CUrIWuCotX7KjEuOah+KYRNZn6+u5hHEmz1Ic0XP+DAV/AUUzHQnJiS9TlcNIm+w6+HYVhzX9my30TtwbZvAecTajVCLCr7UZ2n1ytZlmF1mJel24Y3qgxu/unyxfwNDMWK9pcQC07yiSWa4T4/VEbxBW2q0yT3vHiJhY8P4+fA+IwxMsIbN4q9sIXLzvAR1IbB3vRd8GgyE9RdpnbiVfU2AVnHtHzPJV0Ab0djCnGVc/3TNlaRAUZXWmvHriFpZPXQ1ZKn2HOnk6YvWMWmndvYvbT469e4MvYs9CaLPTYi8XYOWCImQRHj9g1SC/nlvYYWbc5fg6jqd+/Pp6LdJV1MHdJ6CK4SqlWYYsdPyK/xMnyW0HIYEQIg3md6QLC5XcHse2nfcjaZM4mFddkELZdjLlddlcahlzPSsGM+J1AFZZ1J+dQrOpAxyQJXekcQLaLu9sFvuB7UA3Dq2+fYdzxs2DstObfaeQTUM7HkJDaWNSJyix8df8AzmVxg85hLnWwoz39RrqYfBQR9sY08KoncaF0LroH/2fMRd63eQZXB5oBgGGf//ekAD+iGTXVKcDcw656a3UL/Le3QDUA+N/eQ/8/Pb/37cV84NVtfHPultXemNLaH7Nb0pSIlNdt4SvKB78KVqhjgAy1OwJ8zOshphTErfFdeTlqOzpibJPwSsMKwwH/zLAj3Nsbhz+gDqpL71/GvnexlamDpidcVibB44E0hY+E34aFAJfXAAP4SAS4NoqmvOkUF4Fi+oFvETx78GsYJyb+axeBqXrh5EcM0LuuPdb2oGy9JXduUHMNjnQ/Z+IcO8noHGvdFZXB+qgodK9LxcVTUnrA386SUUD25Sts4elHJ48arQZTj36GS1l+FpfT1D0bG/p/Azc7+lHfZc9mpJYWsywKlhlELoX0qwDwcXDAtVHmrpfP83JZRomhL8c0DqvUHap6MEaTAagJK0sAiFuAJyBpbcY49Oguvoq/DEav/2a6TyxWI3ECBTlItDv3KxQ6bu22Xl5hmBtOJwu3sjIwMnYfywy1s1Gy/1eqRFCoRKghcUDccL2oOEkB3ricBQ94hNRg8JMhcxY+EFHTH9H6dN1mxxaiXGclrRgMXg2ik1gSw8/OhqNLNlIza6BCLoVYpEGdGvmssP8voYvg60w1mjY8vYbNb2JAWEBqAsgwPFYPj7CEGtsEY0tnaq6x52U8vr1xlRWbJ0wfvT8O1cDk89AvoDZWRdAJzZ8CgDCyTje8XIZ9WW+hkgtRVmQHrVoAoUgLB9cKiKQazPJviEH+FACsu34B4KCFOyrgb1/AMkiSKzxQSrSXKkRImkInfcOPRCP+baHRxMfQIHoznw29+6BbIL2P+1+bybJ3uaKwyA6X+yxid7UgJj7OhZxjiLB9TvSciAYensiTFePIG8poIYy/PLkDJAI1fBwKIRFo8SKvNpa3383u33h9OBY+asZpTDSs7nP8EbWFLZdTXoY2h1aDJ7FM7SVsv/aOrtjZj471AQfnYXur3biQ5Ycr2T5Q6wQIdc3FuKCn+OxeBDYOoOzDfc9PYVnSbQhsNFCpBay2Hbk/JWINC8q1FHlhRTfKBmu4/TfIS2w520jqJMfzDynoO+fqBWxLu8eClBah5OPzRp0wswV1Ma+3bx60fB10cgE1syFsPZGOBTkdYIOHQ+nzcPWza1j+jDs1juw/020Sgl1oGnXw3rlQEZmFqsFj4OclwJUoWuf9rEzWbbyFRyY8XcugAQ9SrQ433viwz4X4ifT5S5zWJ9ydzHndZGOIbWvMbkQn5k/z36Hf4V3QEdMd027iAyNCGuOPTjT1ObeiHK23WNfpmhDWFD90jGDLfnlnJi4WOENdLoa6QsTWK5BoIXFWoIlzJra1p7pufyc6nvkOIhvu54daIcK1XhRUXHH/Blbc5E6dZM+tY1tMD6N9uflZPObe5U7dXNO5P/r40bFGjCMIa4wrQd1GKELC1Jkss47EypfnEJ18HcpiKbRKAXt/iOxUENmrsan1BDR3o/p2jwreYMjFbZyLhTVspbgZRSURyHsIuSEW3wmGtjv6ui0GtyT1AFfePsbWzJWcabg2Kn+sb290uo7csxFp+ZYagOQyCAvOz4nKRtx7cxeBzHg4ii3fGyffTUf/JhRIVsuf4dCLrzGspqVm3oMSD/DtpqNpbZp2vmT1XsR8zK2F2/z7CPzxGwX9TiVtQG8H6/p2Z8q+QFQQfbc+vvoMX0f+Ch15xpuESCLC6rg/ULex0UyH7L6b+RZr7saBMAL9nJ3xZdsOILqPprH06UVsSOTWmN3WfgzaePrr+/I+liZzM3M1agl2tqVZH0QrMHDrYlYahkdY2ORxQ5i/rBkb0NG7GDui6AJxjjwDa5K+QMFVHQpjedBW8GAbxMBrNIOWfhEYXIemkhviRWEOfrl/GtmKItjyJRjq3wITQqhEiSH+1K3YbhL4DvQ9RM6zwcalICTJpt7ZbNZDnsIGcdm1QVKaY8eMQqAz1Som4B8BAbniq5CeGBNAFx9lqgrkvu4EH30GhWn5txX2cK19HfYSO856/t0b37d5Bld7VAOA/+67pLr+6hb4v9kC1QDg/81+/49f9fv2Yj6TloCZJ2OtttvH7cPwaVOqWaPN7QCe7h1nWYbvCYEnd/rHn3XKoP278egdNyNqeMNQzIukk7k7+a/w5SM6Sa8aBB45H/EbpAKK+gVGL4amUh3evHQbTx/s7TOc3cjIj4ApoewXy0odwPO8V7livfnRWcy99cycdcIADkIVEvSpi4Y6Wm5Zx36km81qGODy6AnwczF+sNM0YLKCbYqoMmjt4409A+jEg8Tph8PRy5ubJfG02BON69N2J+Bcm63WJ7zHho1C4xrUSVBDHFS3rISqSjuJwMeLj4wGJH/Wd1z7mPK1YMpXmOQaSsBz+h08G5rSa4ge21YgUamkmpP6ICmOU/3D8FVkj8ptLU79Ap2AmxXU2DYQ0Z0oQ5TE59c24qnmOUQmIFNZuRQbWs1CAzfKOmX1qdYuh4yvtehLngb4uX0XjAtrypZtdXQJihnreo4GBmCFSo7ZCR9xpjmSelrajsaoetRIh0TUmbV4zjqTGvvdWcLDjb6fw1ZMQZULr1/ho1h9Cp357cHun9w4DN+3pGOj/prlUHK4NJN9rPP0DJr2fT5zP+a9iq88j6p/LAjtjpYetO2DdixAN9/H6FvnUeVEnhhs7E5phZe5jfBIb84z8uR+3E57A9Z3w/Q8CbCsBfYPGYqWevfFvpc/gVjC3ZfeTAOsbkcniK33r0ABn1vsnyAzj/p+BTupFGq1Gqte9cKVzHp4WkjdIEnYCpUYUPcR0ku8sKsLHQ9rro2FA7+UNb4wdSdv5p6NP1pcRmAQEeEH8mUVaHFshVVdsEi3+tjUnS6IXHsxE+1duJ+dz0pqIbQeBWrisx9h7L5Y6LyVUJukvpO0a1GhEB+39cO0cPpMCoyeBxHDQFluzgKU2CugBB+penD8s0sncTwnwWpffuTXCt+3pc/tYRe34UEhN7NvoG9jLGxJx+alrCRMvrHfap1x/T5jdTRJhOxYCJmSmzXezs8Du7tRIJvEpJg9eMl7CKHICFbKSqRY23oamnlT3VYyLqfdnwW5jpvNObzOUPTyNj4Xdj17hJ9uXGS1Aw3RtEZN7OgzpNLJmpgihay1zhpb2r0XBtSnjMZlj7/EK3k24gspQGIIH9sCtHHOxuywY1bbxdqOzqd/hsCW+z5Wy6W41psyXo8mPcMXZ2Os1r86Kgq969K0UWKWMuXSclx4az6ORgY54fe2UyrfV6TsxvvxmE/SIk2CuH1vHzAEbfV6eWSXQqPCZ/G/I65KmueMuv74qD5loRtiYcI5bHxBniHGvpcK+TgcOQH1nIwutfkZjS1cpw11HHzdC8NakncEjQUPd+GZ6rLZmNMqHLG0+c/w1BsyaHRatDkzD0VvJNCpTVjWPAY2njIs7zgI3bwbsfXpypYDFWs521MnbAyh+yFaTp0EJr+P1bEO+9ng29PrJwzVQcO+RcXhVPP2jPDCqdjlEOodYa+/OY52Iut6kTfVS9ChDmVU/jRgAW6f4GYG954Yic820oUGEmnFRZh08ihSi4wyF61r1cG6Pv3gpNdyJOWIMdL0O/tx/Z05u+/TkAhMq0/NOgwx9doPkEuywDfRuFOqBZjoMwFdalMQjETotjkoU5uznA37+vjIsaYHZcKTuFtwHicyN0Bn8l1R2yYI4+v+BKngfwaWMeXrwZRTVlZliNuD57IOPJ5xEeJC2g1Iy35AW08jQza11AkXyqZgajNjqi551ix+HoOdqeas5J41Q/FH08Esg9kQp18eRgvpHLibsMwLlVLckv2Afg3+M+w/cm7v2zzDvPPov8wAwCafQyp24ir2v7pNoSrB9cfVDMD/1UavPlh1C/zDLVANAP7DDVpd3V9rgfftxXw36y3GnNoJlcKSMicUa7AkMgp9g6jGiy6vJ6A1/wCubBWBP/ge5/5aI5mU+v7GKex9wJW6yWBBzy74IJiCMQczbmJFkqWmkKGq/W1no5YtZVkFbV8CtRVApI9fPayJoKwhpnw1mHLrE0Se50Pw+PSjdf6Nq9j68AYgEkCtFbD6Os5iGXg6D8SMHgcPW1ruztvXGHnkYKUcGj0QPcsIXz9s7U91Cg2RkJuF6WdPoEAmh1QkxMwWLTGhSSuzMuOPf49NLQ9yMip+etIec7tT/aFHOdkYdGCP1T5Y1TMKfYKN+kMEBBx4dDde5dOUoUBXV5wYPLrSfdi0omKlHKczXuGdrAy17ZzQy7ceHPRglaEcIz8BXfGXuJVbC48KPCHgMWhf4y0auRaB57oPPLF5WtP3Z47hcMZLEA9ZklK+uGMf9AqhkzhDNNn3B4ROloYQZN7fTtIcqyIHskWLlW8w/d48lGgttaz6udtiSggVaSfx69VL2Pb4AdWW089jCQvSQSjBudHj4O1ANKCADvtWIVdMUvgsgQ6elsHLDygD8EVhOtZnGFmLVTugDq8rvgyjE8lnhTkYFLsNarXOqOHFZ1hGxYLWURgaQNvoYXYWBpwh6atcIAuDRW16YWgITXn7JOY0TiS95Oz3SN+62NyPtpFKq8TAG19DprXUmHMUqnGk3TJW+J3EsLNTML7edbzK90ZqUQ3WEba+RxZqOxVgTUJfnO5P23NS7BGcT061dprYGjUQXXyo1tioS4uhkFo+P4hKwHCvMRgWSFlOfWI2ILEsDwK+DlKRip2garQCyFWkb3m41GsG6ti7QKZRoc/pb5Eho+PeNAgT0EssweUBFOAfdnA+ottsR3KZCy5k+qFCI0ID5wL09UnGxpdNMKsLBb4e52Vj4AXrbK8IjyBs6UpZp6/SxyBIys3cylc5wNOHgook6m+bC6XQ0lSFr2Fwa/AU1HCg19Bg5++Qa0SQ8NWs6TSr4cUnbqlCVsssUa9FN+vKcZzOesbZ52TjCL9w/N6Wpl4fTn+M2fEn2RRqRq/7SbQV+QIGOzuNRmtPyhiWa9ToEbMOWTKqGWoaEd6B2NSBgpQkgrcugUrLzeZsX6s2dvWm7NQ3ZQUYfXsBiMlN1agJX+zuQtN1SezJ2Idz72hKn2lI+BLMC50DdwllLxuCMAFj05JQoVajgZsH+gU2qNSWNZT57NwZkPTJquFmY4PzY8bDWUqBjUOJZ1Go+wPvlA7IkLlCy/DhKSlDgH0esoq64JfWv1rU8a82TL28E0ng1n50VwVjv541TsxsQjeugFJl2Z5SiQBPJn0MoZ6tV1BxBkl5M3Av3w+vSrxAzGYauWSisWs2Qmrsg4OUmvgYgjAwV8bfRr5MBl9nZ3zXvhOruWgaTMUuqEt+w4rkcNwv8IKYr8XgOonoWzMTPPdj4AnNU+ev5SRia9ItlKoUCHT0wOzQHnCT2pvVeST+QwzwsXSjr1ALkcrfgSa1qJakIS69eYiYrBtQapXws6uDKSEDYCsygjsFynJEXljAak6qy8QsCEhSzoX2agjEOtbgYmxdakZB3kFQWDGE4LuD70kzFRj1SzAF5gtTZiflOA98W6qjGZfzBsPP7YHtiyLYvihlx6U80B7ljV2wPmIQevrS96pKrUTy6w6ob2fpLvaywhmBPtch1l/XwKCpKE/hTtf1au2HnbcoI5rIVvTes90M/DOcZ/e6gVgfRb9nDKFldIh5+xxPi7Mg5gvRySsITfULYIYyD7KzMPjgXni75aOmVxGI07VaJcCrtFrQam0rF41I+XGnf8CVLEtwRsxXY2u3rmjvQ52FDZElT8PzkjgodTJ4SX3RxLkjhHxujUmzH/7JPxjVAzDKKwCjBE8UCkh7gcczf57qimYCSo4FGYE/eO4nweOZf+PeyUtBXH4qNIwO4S4+iPCqbwagE6Dwg5jdSC9KQv8aKaglrUCWwg7H3tVFHedAHOk1xqz8X72Wf6Lc+zbP4LrmagDwn7gTquuoboHqFqjaAtUAYPU98R9pgfftxfy2+AW6HD0CvppvBgIKxWoIbDXYG9kBYbWotp6u+BNAcZa7XaW9wHc2rur/1cafHLcWtxILICsyTXtj4OBVjlGNmuDrEAperE64wKYAcwUBg462/wGeNo7s7sgjm5FSwq299EV4e8wKo6vbjOwgmFKq/WURPCMDkHwINl63ChUabvbSnM6RGN04jK1i1JEDuP2WW7OOsC+SZlFH1r8TTaNXo2vNh5gTehNivnGSGJ3aCPOetkHKZMo4IB/1Qw7utVr17126YYReJ4lc0/xb17DxoTkDYUKTpvihfWezD9vnhbkYd/EgcuVGIK62vRN2dh0Kf0ejW68mfyS+vWWPw+nmIudfhMZhWtN64DsZ07TjM99iyqnjKFEaU+SC3dyxY8BgeNoZJ5Nd90QjW/gaUgdjOheZBJbn2WFGwwh8ok9zjMlYiVUZ3DqJEp4WB9utgIBPgS/CDPr47GlcSDOyJAiYubp3FDr4GNOn+55ahde6XChY1pYRiCOTbluBGvf70dSnMlUFvkuYZMakMO2EZjYjMLY+nWj+ei8W25/eh05WpU6JBqE1PXG8F03BfZKbjb4nqX4dV/zWuivGNqTgOImQTUshlxPanfE8JRLg+cTPKlP9SLmTqaexMv08NCR/Sx9CaPFtUD90qUONBkisehCBuIwg3Hpj3pf96t2Dm5MSP7am6XAjTu/D7dfWxeQPDhyGFl6Ufdnj3GooNRlwczGyKkkq9JtcF4yqF4nPGtJ0zG6n1yJH/Q4u9hVmoLdKI0B+mR0e9f+G1XMkaV9B+xZwm68Qcw2dDR6PouzHyJ1bUdfmAZa2ugQ7kVHX8eTrAHwZF4GkWdRco0ylQJNDS63qfU4MbI3vWtB2Ovx4NAbW4GZUPi71RHgwZeY+yc9G/xia8sgVP4R3xUcNKXATfmAhiqyQTu1tdHg6nAKamxLi8UeCdROhBS2i8EEQBYgJa6zv6W14np9vdvhIX39s6WLU22KvKTEB3zw4AeIqawiJToxD3cahgRt1bicRvGWpmSaoacXNPGrisJ7B/Nu9o7hUys0MJ+P4XOf5kAgpOKDSqbE+ZSPuFxnZzjYCG0wLmIImzqFW2+/PdpQplZh6+rjZM9nNxhYbovpXauCR3/928zLic4+iT4PHEJo8Y++99cPbgq449QE1o/o7QcDHy0VxcPUsM2OZFeXboYk4DNEmi0EHXyVg9oVzxkUBciABg8XdemFQsNFp9MW70ShVcKd4utsNRoD74r9zimxZZW4/fHqjDs69pam+JMgzjjj4jg1rW5lm+XcqLlOUIv7FCER4G9Nry9UiXCqciQFNrMhu/MkByIJeu3NzodJxa7IuCB+KHjXpPaIrWwxUUE0+ixA2At+dPrsYXSGYXPOUU9PyPJed4EnoYtzn10/hSCo34N6hph92dqPmSWdfv8Cix1uxqdEl+NsY2Z+pckdMfhqBr5t8hJ4+NE27U+MpED+1ohHZvhYuXVvOlrv+Oh0fHrOuFxw3cWrlAuRf7aPuu7chqZAbfCTgZtyEKfC0p+/hUmU5Rp36DQmFRgBeKlBhaiMvfNrSnCH6V4//T5djtAVg8ugCElfwXLaCJ6F6wX81Eovz0P0Ed9YJqeN01Hg0dOV2lv+rx/iflnvf5hlc11kNAP5Pe7/6d9UtUN0Cf9YC1QBg9f3xH2mB9+3FrFXcR+fL+yEQaaAol0KjFoCkYkodlNBp+TjVpjOcHGn6IqO6C13hGBDfX9NgwAffdSd4YnP2wcFn+3Ep4xoq1Hw4iHWICopCr0DKSjHEkOuLkFZSgMJ0NzB6OhZfoIWLTxG61g7BgjDqILoz4QFWvz4IkcSSSVJRZINj3T8DccQjsfvlI3x/2xIsJCBPTP/xqGVPgUJGV8qmAIErrdluBvgOVJfrX6WSjW0Shl860XS7nru2IbGwAIyNBpASQIYBiHZOqRA8ksKnN2QwXH9iQT7LSHtTUgJHqRSTmzZHv3oNzNpo0MHdeFCUhTp2pWjjngUxT4dHxR54WuIBB0iQMImyaAjbY8ihfVY4Y8DCyO74oCGdJJ1MfImPY09zjpElXXthkD41jrAPIo9vwpvyEouyDVw8cTpqHPh60GnrjUmY+4BObqrG1sgsdG5ItZGIS3SX7VtRqLBM92tfxxc7BlLWBYm9z57g2yuxEEo0rCYXoeypZSLYCWxwdthYVluSLZc0B7uyzQEO03PY3/pH2IuNWoRZZaWYceYkMkqKIRUKMTo0DNNbmDMvv7u/D5fyH0OjBZQaEWs6IxRoIRboQMDc2z1pCh+Jr+/8BqXkucV1K5W2WNR0JRzElCEadXIznr4uZhkkeiNtykLkAbaODJ6PoWAuYaL1O2EdAFzVuS/6BdD7ZH7CWexMjYNGJoBWRsEUYtQhtNNisE9TzAmn4CPpy+47o1GoyYKDjRJaLR8kDbWkwgZ17HxweuTYyr6cETMGZxMpqF01hjR8goWR29nNE84dxKXUDM5yZGN01ABE1KEMohYnFqFIJodzDmArUrM6iCUQQ1mTwRC/MMxrRlPjep9eh3JJCifjtUIhwpGOs1HHwRklCjnCjy6zemwvnhS3hlPAfeihvbiblQkbvhpa1secByFPB7meDWlw7GWPf3IrXpZbyhIIGQHuDJwFVxu6WDHk9C/Y1mQ/buTXxpXcOlDr+GjsnIdhPq8w+3kHrOhKDSiOJj/F53dOWj3PDwNb4JfW1Bhg+pVDOJ2ahGnBD6FjBCx5WCTQsMZErWr7YE/3MWw5An7W37cIWoOAp0nt5DwTRxnF63e8eICf7nCDhVu7DkaXOpShScCyLju2okBRAZCxRjLhiNOsko/WtXywZ7Ax5S1k8wrIGA5tTgbo5RuMdT0oK+mTm9vxRGnp0mw43e3Nv4OPo5HBmVacj0/ubEUJU8q6YndyC8fPLamxRdXY9OAeDr18CoVagyA3N8zv0h3ueia2aVm5ugB3MjeiVJkCEd8ZTWqMQC1H6hhriE8unMbxpBeQ8FX6ccljWVGEjVnD3gFxekd2q53IsWP00YO49eY1RFIVpMT8hgcoKsRQyyQIcffAqZH03UYYgN0Ob0VqcWHlc8HwTAh0cUfsoHGVLq9PsnqiRJmE3W9bIV3uzjLRG9jm4IOa9+Bi2xH1a9BxaYh35ddQXLIFfKYIWkFN1HT9Eo4Sc0bf8ksTsPKpEWQ0/JYHBvt7FaF5kHUn1D9rD51Wi5iXe1AmSwCPZ49wn6EI8uR+P/yVdl36PAY70izBz9q2LjjYYSZshJThxWjSwRQMICt8FtXynBaBZ2NkzFllCwpDwHM7BB6PLhqNid2P61lpiPJIQzu3LJC2uV9cA4dzAhHsWgMx/ejCzYbnt7Ds5QV4ohzNnPPgKZUjV2GD+8UeyIU9PqvfFVNC6AJk2Myf4bHW8p1BtIZLZofj7u+UVX7s5XN8HnsWQY6FGOz/Ch5SGV6XO2JvSghyFXbsc7uBu/HdptRqsC/5ERIKciARCBFRKwBd9a66hgZpsXkt8uXc6fakzOoefdEnmLoAk5Cry7HhyRKklbyDVChAb//u6KRPZa7ayA8KU3A59wlkGiUCHLwxoFYr2Aq5jY3+Sr+TMkvv3sDZ5EQ2syPE3RMLInrAQWysk1EngimIslodz2kBeDZ0Mfmvxs3sdIw6v1qe9D0AACAASURBVM9q8W2RQ9G5lhE0/6v1/hPl3rd5Btc1m15Dx8af/dekAF97Qr8pqk1A/ok7tbqO6hb432+BagDwf7/Nq4/4HmpzXHsbj58Tres+TazZAaPq0wmYXKPC/LjJ+No/DjZEQ41s0wmwKK0lZrfaVPkBTrYvvPkbol8JIDdJyXQUKjG9kSOmtjCmfY29uh7XnpVbsni0wMedAvF5I3rsm28yMOncDth7ySGWGlkAslIJlPk2eDDha0iE9GM9uTAZfY4egJJ8vJu4AAfYK3BxmFGvhpTVlS4FZFTwujJ49oDbSfCFVFeM6EwFrqqiQWNSvH9wfSzrSUHSyaeO4XzBC/AJ+GcShO0iLLJB4nQjA/BaRhomnDhqpmNFfkIMNn7tTAFFEr9dvoAtzx5SYxOjKSqgBsLcvHBsOAUFTrx6gU/PnTG/FpN/mYreTzx1FBfTudO5O/n4YZveCCPu3RsMO2c9rTi23wQEO9PJx8Ddc/G4gFsraFCAFov7UJbVmaREzDxrHRC5O3Ea3GwpyEKYiqvu3cHyu7cr24mkW6/pEYWWNal+GIkrbzdhUSq3JpodT4N97VZXMuFe5uWh//5dZg7VpI7uAYFY38c4OdyfcRPLXp7ibE8/Ww/s62DsS6ID+P39uWBMUlyVCntMC/waTTyMjszhO5ehuFhr6ahIICmpDqmTaRsVKmRouns1p4g/2X+6/4do5E7ZBx3PLkKBips25iiywe3eFAy6l5WJKTGbUCazhcbErZgATLZSBfb0n145kewQ/TMyyyi4WjVCa5Ti+DCaEtnj4Fa8yudmsRA0Y0P3fugRQFmE/U5vQubJUojKzdOaZb5azBjbFlPq0RS+iFMLwdjkch6bgLDH2/8KZ6kde28E7pnHbc5DjG6cgc29vmPr6bxjMzKKSyzAcQPPzeCUTMpey36FceePUBdxfRADkF6+vljbwajN2XzPCoh0BchS0JRxQ9SQVKBAJ0XKh5Stl1ZSiIgTG6xqjS1t3RcDA2nq+6Tz+zGj7hI0rpJC+FLuiHkvZmJXb6O23gfH9+BeaTpMM+HIeXZyCcS2KCNYN+DkDjzK59ZZ7e/fACs6U+CVOLdPPW0ldZLIG3w0pZKd2//QLjzOz6bPbdNnkhb4qmUHzGhGmVXLn8TgeL5lWi/ZRxaYLkcuqByXcdnpmHV/EwRi80WeGhofHOtt7qw69vgh3MgwB57FAgHOjvrQzBhBpn6De9ljodQar58HAULc56KmgxFYXBp/E6vu3gaPAJ4mwfAYNKnphWODR3Pej3+28buLsdj3jPuZ1CMgEOv0z5qHuVkYcIKa1XDFqQFjEaof64+zpuDjJ/ZQVUmpdIQc65o6oa47dRYmkVqwDrVVyyE0rDQAKNeJIHdchxr2HSvLRUbPRVoZ93N7XIgAP3Wlphn/6SDgz+8JJ3DsrZEhWtfeA0ubjYCfvbnRFKO8Dab4U4AxaOYJwLP/HDx7aiRjiEfvriIv91dEehhZzE9K3ZApnIg+dY3sth9un0W4YBUG+pizzK/k1MHBoqlYF0GZtHE5Gfji5nqUioQwkZJjU5cd1Ros6TAVrTypuUeb6FXQ3kmGQ3Q2iBQACa2UD9k0bzg0DcX5UfT4RA5i3c0/WFdjYm5kiEKFFOOu9cWeYT/BkdC9iXGFRoXRF/biYb65U/RHDVrih2bGb4rBB/bgwbts7i5lgITJM2Cv1xaUa0pwIONLFKrMx1t7j4/Qwp0yHw2xO/0K1iWbf4P42XliVbOpcBGbp4n/1fup/6GdSMgyfx/YSoS4POYjeNjSOhldOZhckorMzRClEiRGxvxfOfab8mJ0OFLl29Dkh1cGTIGfo7kJy1+p958oUw0A/hOtaFkH0QCsBgD/PW1bXWt1C/xvtUA1APi/1dLVxzFrgfftxXwsNR4r0vejKM8OJaV20IE6jjrYyeHuVYoPPDpjeiidII68uBqp6rfglQlQT0IZYa+UTmActKgrqo09kTPZbYn5Sfjg1D6UKKTUOY4EcY4TMqhpV4aYIV/BUUonzXXXLAYrS1XVrpAHOIskeDSJGgPseRaH764SQXMGIrEGAoGOZStq2PRMBkmTPoVIRNlPnff8jNf5jiCTN3aCSkJLToGHaa0c8VUrOglgiAh4Abk2Di0rSSfwXSiDR6nRoMHaFZCKlbC3UbBC/kSXjKRJFZQ6wM/NGZdGUZHpL6+dxOG3jyEibCyVgGU1CoQ66OxUEPLFeDWSgjFEVLzx+tWQWUkrPjp0JJp4Ude6ppvWoFiuoE6rhush5ELSqDwgdRZ13DyQ8ADfXL6Mhi55+Cj4CWrblSFXbotdyQ1xJ68WxjUOxk/6yf6wI/tB0nBpQ+jbSN9PTYn78hDqvnzxbTI+unQYbtJy+Lvlw0akhkwlRkqBO4qVdjjccxSaeVIgrtuOdUgqLgdsiEOgvlLS/woeevjXwYa+VENsxZ1bWBFvqQ9lOIsLo8ejrqsxtZhsf1dRjuf5eSxbL7yGF6T6tEHDb86lPMXC5GhIbSzTtEtzXHF96C+VF9lqMzFpsWSHkAKrevZBn2DKUrn6JhlfPIqGSiWEQi5mDXlFIi3sHRUIEdfH9q6UwWOI3QmP8Pv1K1BqtODzeejiVxcboszZS423zkV5Ofdkmy/UIHk6vT+ImHuD6KUsebRqENLXrRGTUNOeTj4aH54LFU8DZYkEhI3LBo+B1EEBIQR4OvhHdtOq+EtYey+eZTNWDRuxEnM69sLgkHB2V4O18znLkX3ONio8mETZKS22rUZehYI7DVcHzGnXCWPDKDO45y8b8aakFBWEcGZ4LGgBl3hg/NhWmNWditR3PbMAGkme5YXrt2xq9jWCnD3BMGoE7F7EMiiJuy2rb0f+E+jY+6+DXQV2DqDspWab1qCIMF4IuMT+gLo+Q81jjWhMAcAWx/5AYbmO1SAkWnmkvIY4NguAIz1Go4krncC32j4f75Q81LErgkYtgo7hQSJSI0dlz/47dQoFcyuUcjTcuwI8Ibez8MHuQ9HCm7LwDjzqhV7u6VicEYYshjJcPHkqfOnzCDeKvdE3lDL5UgsL0HV3NELccyDlMahQiWEvVqFCJ8DLAk/cmTC1EqxrsGMh5JbEabYeL1sB7gyjzw9yfyy7w61ZR/bHjByLYD3T6FJ6CiacOUofHiYAIJmQnx06tpKJt/P5PaxPO4i8TGcQ51sShLXm5FkKRifEoxFGJ+02x+YAtpbjkoC+H3r3xrTGFLTa9+wJvrvIDSrWcnTE9XFGkOdu1mgoVffgJ2Rgy2PImgmyNXzk68RoV/sMbET02fXr9YvY/pC6qVcNXxcnXB5jNBEg+9c/uYPVd29DodJCJOSjX736WNCxt9lPp8ceQsxLbnZsCz8P7O9Hnx8XXydjQixpS+7Y2XMIOtam5iQTb67EswpzcMfwq67uDfFbU7oYVK56DX5+D0j1C3WmNedqHOFZ8w74ekmElhsXIE8hYN/P7JggXUrGkhYYEuSIRb2suzNbPWnCYs7NxpeXziGrvBRivgBd/QOwoFN3M0kC8nvyLpx95ywuvk5hWco17R2wuH1vNHaryVn964oCpJfnw0lsg4ZOtSDkW2prkh8yOpnejV4FCOuDJzCmsJP9Wp0WnU/8jEyZLQJsi+FrU4ZclQ2elblBItDgSt/J8LSl7+CLzxcgwpU7HfRCXj90D6Wp17nlBYi8sAJ8jrGu0/Bwsesn8LSnjNdBp+biQaEQ/DINpBky9rGk9LeDzlaAHrWE2BBJXZWLyrMgKOqGvWn14GdfBjeJHFkyeyi0fIS7FiIg8Cb4+jaYc+88op/fA+QCYzo5cQqX6LA5Yggi9UzA3PJytIregB41U1lWobNYiZRSZ2x4GY5SrRfuTzIC7mcy5+FV6RXOvhjutwLeNpSJ/qLkDSbGrwRfA1TIJSzDWypWQ2SjQYRXGOaEmoPojCYDTMUGQJMK8J1Yhh5P2tPsOCvv38Lym9zfCvW93HBmqHFBRFe2EKjYbHme4rbguUT/j/T6Pr9xCkcSn4Gn5NPPRKIbLNGhf1ADrOjwJ/qRfzYw/oF979s8g+uSqxmA/8CNUF1FdQtUt4BFC1QDgNU3xX+kBd63F3NmyV30PHUGpQqbqma0sBGqsK9bCMJqUtfL1sd/QkG+beVEztDAIqkabu4y3OlP2QeLbs7FmicS8NQEojIiGATAYsQMfm3tig/1pgh+a/SaRVWBDr0AfvpM+hHcefcqpBcrOZlT5KNsabcuGBREV3jrr5sPlZpbdDrIqwTnhtLzZCq2gikzmkOY3jBsWnMNkrokQqGsHB13LWfBRlUV8MTDqQQFcickT6WT6OYHlqK4QA2duorRAo8Bz1mBlDE/sOVSiwrQdad1XTBTB+S6K0kbcTtukjY1pC/eTduPNXdvYn27WDZN1RAEuPrmbme09PbH0BYUuPnuciz2JiRwMqKGhDTEoq70Q/x1WTFGXpiPpr4ZZgwmYtxwL60uTkd9D1cpZeuNO34IVwpTWKDELDTA9Hpt8XU7CvBMP3MCMclGbaiqA/XwByMQ7s09+bM2qKecOobLr1+hpm8B7ByorqBOy0NejhMK8xzxZOrHrDuoSqNB/bXWtSoJ+zF6ADVqmX/7KtY/uwPGRFePbCfpX448KZ5MoCniJJbevoHVdy0NIfxdXHBxDE0PIxG+5VeUVHAzIYQCDRJnUADwWmYiJp46DCUjAEzlAjWEmKbDl+1aY2poZ7ZsvZ3zoNAQUXzz1iGsE4lQg8QxVOey54F5SMwxCutXbcvmvjwc6E9ZjXVXEgH6KhXqf8Dna5E8k4JbAesWQUdANNLnhuJk7BKAWgd0C/LDxl40pbvhN4tR4cNxK+uApmUuOPINZbx0ObkMOtvMqqfH/psAcWcj5rDpX8VyOZocWA6wrqBVxgdrIKLGK/14q79mKdQCDRhVlZuTr2OxwLSZNPU6S1aIDkfWQWyrtmhPdYUQIxs0wK9N6f1Rf9PvcBXLkFNiDlY7SmVQCHh4+REd65sSrmDunTh2/PAkLHJPQ8UHAQUi6nhgWy/qZv0wqSXWvmsIka05kK2SizCjxlOEB95ly02POYaC8iu4n1ULOpN+ImYtYV7ZCHDvjvkRdAwHbpkPjd5Eomqj2vO1ePohfSZ8cmEtTj63nha4bVBndKxtTJ0lKbM/XbtYqeNJjDhWdYtCoKsxpTfqyDY8e5tv9h4gx2IXMwDc/mgyvOwc2ZTmdue/t2hzw/m6qrxxOoqOt6GH9+JeJjcIRvYbZBY0unLce90cTSU6CKvcHilqHmycfkNtR8qU7LprC1ILLY0byD7i3ZI4gz7fSXx34yz2PSB6cOaVhvl64Eh/46JAu12rkF3IkSYNwMmBj4fjqT5l7NuXmBRDmJfchj/beg1ERC3KIu547leoedx95Mx3wdmu9PmRmr8WfhqqIccVxY6H4GpLNSIH7voeD8udOVn434SqMLW9FZ1cq7UDtzIzMOr4IVY2wTSC3d0QO8wI2pB93Y5vRmKBOYuYzwP29R6GVjUo2P7viMSi5+h51rq788KWQRgSSJl9D14MQpjLU87TeFVSBw3qXWT3LYrfg125lqYzhh+O9myAr1rSxbVGe+eivOp3gr5gDVs14obQhZuH6TtwK+MkptV7bHZ8pVaA3Wn10avhXNRyoSncHY+sw5usCgrgmgQj0mFkeCP83toowXL64Sz08jY3biM6jTnCtQj2prrPhGW9NnEgVARM5YjW7qPRxoPe89Gp57Hh6UW8KzU3DBELNKjjKcP5LvMqQThG/RxM4WjixGZeq91M8B2MGSI99kUjKZebYS4Q8JA0w8jCZxgtmPIlQAVJg9c/PyU9wXP6HTy+OUv7r95PJxJf4LOYMxbr00u698TA+pZp83+13v/Xcu/bPIPres0AwFCSAsydcfD/2lZ/5/cKVSmuJVSnAP+dNqsuW90C/20tUA0A/rf1yP+R83nfXsy5xXFocfgqXG3KUcuzGBKxGmq1ENl5zsgts8fRHiFo6kMZgA13zUVFCTd7yc5Jjmej6YT3x8s/Y1eCg8Wkj/2gBIMvWkkwsxVl9rEAIDe2xYIIBgCw5bZlyC3T0DRYkX4STTAudmWWhx86tMLEJhRgCl6zABoOp1Oyz8ezCFeGz2XL5WZ/CXvtKUy+0Qt3872h1fHgIFJhdpM7GFr3FXgsAChBenEhBh5ejTKVhJ2g6jR8lsXCF+mgkQvh5FyBh2Mpk6VB9Hwoy7jBR55Qi5TpFDh5oNfr4xoWpI3Ca3jjyDCabui/cjFnWxra0wAAZuRshZNqKeLyvLH+RTgyZQ7wlFZgbNAz9K2ThHdMX/jVoc6Cf9y4CqKhxRXjmoTjp07U6CCzPA9/vPyUZVxWDZVGiIVN1lfq20Uc2oQ0GffHejfvIGzqRoHk6WeOIyaZ27CD7N8zaCha16bGESRSCgvwx41reJaXyzIAu9UNwOdt2pmxAAft341H72iaH9GwJOdLXA0Ju4tE/MRpcLe1hUylQqP1qzivm2wk+kKnRlIWzcQzG3E+mxsUIMSw1Im0L1kzijXck23Sl3MjumJUKNXT67j7W7wtMHczNZyMrUSBp1PoZHv3i9v44fxNtt9ZsETPkjX8u2cDL6zrRhkV/psXgjFJVzW7OA2Q/hEFBbrsm4P0XDvoiD4lQaPI5JytlwFfLkRoLS2OD6bXFLhiETSkjCm2Rm4BHSCFBi8/pumtoRvnooIsHpiAOuRvA/Df2scdewZQAwV2rHNjihBoeEjRM1kbbV8CO/d82Egt2Zy5+Q640vcLeNraI6OwCB2PbgT0fVy1U8ViJZLG0mdS4PqF0FUF/ww/EGmROo1e96viTPQ/vxl8jvYkYEYLZx/siKCAbqfd3+BNgXnqoaHKWi4FuD6GakQuiD+DdfHP4elSCh/vXNZ9l7AVs/Nc8TbXBU1rO+HIAMqy+uHGSBTacjeSnQxY1H4XW27I4bV4kVNqJrFgOLaDSImwWt7Y3o+Civ6rF4GxNWHqGQoSWQIlkKx/Jn13bRX2PeIGrMhPNg1oi0gfc6F9wth6U1rCjkvC3OJVAcubbFqJMjm3eRK5r8+PGQeicydXqxBx6SeradISmRuuDKAgbY99G5GUazRYMOt3HoPUWXTRSKXJhyK3LVLkbtiaWx9vVPZwFKjQ0/k1hrqlINdmGmo6UxCu8ZZFKK/gbnfiNpuiB4hLlHKEb1rDvnMsg0H0oIHoVJuyOVvtWIn8UiVs3GUQ2tLURK1CCFmeLeylAjz+iIIXt3NTMTp2H8to5wn17zZCPNXwIRRpsa/nKLRwp0BY+3M/Q6VVo7TIFiol0ZUFxDZqODrL4Ch0wPluNOU9OW8J6mo3cJwj3VTgsBMedlTztNW23/BOxa3RNtxXifk96Bj6OxG2dTWK5UrOn3zTrgOmhlHn2LUJt7DgLrdJjKutBA+HGxdZSPntD49hafwrlKv4EAoYtK0lxvre0yAxcQwm5SpUKiy5fQOX09NYBn9ojRr4tn0n+DkbUzaf5N/HgFhzAMz0hH9r7otRwfQd/OhlXzR2fsV5Pcll3ggOusru++XmNhwtMppLVf3BINcA/NyWAqAN9hDHb272ortUjXtDKQC46+58DPbehsNvg7E7PQR5Shv42JZhRvBD1HcoRKnNajTwpvIJIZuXQSHjdudu4e+N/X0p+Jiadxt+Wm5jm7QyTwQE0T5hJTheRUHLcI/hFm7D0N6TLtx8Gr8OxxO535cuthW4N3AO+PpVKl1+f2QqUnFL7oJCrQhSng4hknI0k5RAQJynRSFsnV32bEZ6vqX+MNlH1jSSZxqBeUNbk3RgaLMBgRt4fPPFmb9zD5N7qM3WDShXWT4T7UVi3JgwuTL1+u/U+0+Ufd/mGVzXXA0A/hN3QnUd1S1Q3QJVW6AaAKy+J/4jLfC+vZhX3b2CnakXEOBrqbn1OtMNLR2bYVk3yuAJ2rQAahVltgl5NKdMw1J/SGqkBkmTKdCw/M5RrIzn1pcj+1f17Ig+wTQt8M8AQMIgStMzAIcd24G43BxAUoVSQP4p5+P8Bx8iyJ2m+LTY8TMKiulqIo+n05uL0AlbSN1cnIpawP6dkDgJ067VQpas6uowg5/Db2B46z2QiGyh0CjRaPNy6AjTSG9UYri5BFI1atgrcGMkTTEN2rAAWmUV9p++sClb70p6Kqv/Zy38nZ1xcSz9sA5YvYTVEOIK0zpl5VdxKmExy/arGp81isfoxp3g4k5Te0Yc3o84QwpwlcLNvGvi4Acj2K0HkmNxsyza6nn28/gMkbXpZC54x2KoSN4YR3hJHHBnGD32nNsXsO2ugc2gg6NIiVK1EUS6OG486uqNAZILCzDowB6Lj/DWteqwZiFCPbNpwvHDuJKRbvU8X0z/hNWIJIL7wautG0e0qV0HuwdRVtD40wtxySAdZrjt9PN+AXRI/YiCYLffvMaoowetHjvcywuHh9KJZM9DXyAxi5vdWMctH1dH/cGW++ryYRxOMFwPA6lAAwULatMT8POQ4tKIGfTvaOtOuCyIPp6Oy/Fnt+ByZj43YMbTYUz9IPzWnoK09RcuhMKebwnOM4BDuRoJX1PWWMT2H5BRwq2DJOJr8UWrOpjcgt5Lfmv/Bdg/gwI3/psXsPp7rs7lsLNVsBM9tYaPomJ7yOQS7I0Yjja+viipKEPjveussmNdpeV4OJpqFdZdvxCwBgCagEbJRXnod3VNZV/q4dfKYzSx9cHe7hQA7LjzW7wt4gZzCQvw0WQ6gb/2Ohnf3opGaNBri3sk+U0NtHHrjN86UAH7SdfHQ2THPdlWyUTY3J6OxfHHf8LVDHOmjWnl3eoqsCGKgsmEQUwwUobokppKIij44POYSnArJv06pp/gdjUW8dW4O3kWHPVmNqbHKpCVw1Yoho2YmjCYRsi65VCoreQfEz3QEWNQ38OT1fdscfJHM31X03rclL441Ze6x46K2YDbiVWYQ/rCUlslnk+kIJhOW4T4tCh8k9HajCVJ9kW5pGNGQAvYOVHgt+G2PyAvtTx/so8n0SBlCh1Du4ihyvnLFtdp2NAtxA8bulKG6PDT2/BSkwIBScE0CZ2aD29NbZwZNIXdWqisQJvjy6FSWwKQYpEOcQM+h7OYPh/7nl+GZ2+IQZc5cCQUadAxwBNbO9B3Rn5FPFzLuHULK3RC2NS4B6GAMrcDNi6E1soqXKC9ABdG/j3nepLSW3ed9Wdsi1q1cHAAlYMYfGYH7uVw61OSFYq0cV9VpgyvjT+AxXfIGDIHX/2cNbg01mh6QwC/UUcO4EGOucadk0SKY8NGwdeZmoXJNTK0PLIQFRrufj/Tqx/qu1Btztsvv0QrZ6qPScx+yGKAgWUfX9gerUO2svsevXuJsfG7OYFs8psdLUf9f+xdBXhUx/4968nG3UiIACEJEiS4FpfiTnEvDm2RQqHFpbS4uxMkuLsGJ4QQEiKEhLjL7mbt/82dTXY3e7clfX2vj//L7/v4gL1z752ZO1fmzPmdg0AnKjHR/vQSROWyA4ANHYGjHen75fc7s1Cs/IhN0VSeQTd+r3sDXPG36OZPF2n9Nv8OmZH7rY6bM070pu+hR1HL0cCS1pktCqzuwdKUfk8diZ+GZImhWQnZ1tVtPqpa0oXXQTd/xcMk9gUEIpcSPXAOcy0JQBef1ASnCpwZyRndCBDmo4PTOHDNKTg57do5nIlgB17tLUzxeIS+NqjRBv2FDUQzt99x4yYgZRcq/8Ip/vIuX9o8g62hFQDgX778FTtW9EBFD/xBD1QAgBXD4x/pgS/txbzw3mVEcE6CV6LZptNrTPpOWhMc6U5XrKtt/g3uZplYWvcO6tqlMr+9yHTCnOctkFBoh+gJlE0R8jYCM65eNNr/R3r3RwM3qr3ks+lXKI1YHTiYmuHJCDrpm3T5DM6lGEmtUQE3e4yBlw1d7e19cwJiE5zh7JbNaMKRdNW8XDMUZpsgwEeJ3U2oLtjsi4txLJqd0SjkKpi0USHflAKA29dSAJAlanjwcKYHFUqvQjQNywjJl+yiC9bdTYjHsJATRvuouqMdLgyg/T7s1DE8TIrXM24gvxMQViwU4+U4qr1YUPQajfecY53QkA/w2wNrwc2+A1O2+e5tSMpnZ9E4m5njwSg6OQ1+fwX3PhMA9N67EiodwXndxllwRXj9De2jkA9hmHf5DJY1PgsHy3RGWoen5uBZUjX8+q4l7g6YAFcxBTeGh5zAnQR2YG9F2w7o608naPMuXcGhKHbBfbJdFwCsvvF3A+OVkrrOaNQEkxpQltOiOyuwI4oDjozDmAMw7DuOGiqRCmZCOSKGU4DlYeIHDD553Oi19LSxxI0hVJesxb51kCozkVHGYMNEUAwzUymeDKeA1axbIQgOe49hVcMxwe8F7E0kyCsWMnqOa9/Uh5eDBa4MGM+U9dyznDL62EKtRvxwOpGcdfswjkZ9NJpqOLVOAKbXp2Y2vqtXQmbGzoiyKJLj9UwKAI4/PQMeJhnY8a623tkJcLYs6BZUZsMxoBZdQPhcANBn1zIoS1NWiV8vgQK07dMFAGsf3qTVPSzT/iCrJBzvS5mZfwQA6t6X0Vlp6H5nE8yEMlibShiWEUmhL5SJkF1kCk+OG853p2y95vvnIilbm+6qe3pdAPBN+iesiZ0DAWF3lQnyjO1oNRk9q1IQfdSdURARx1iWIA6yu5rTSfuwc3NxN5b93GR7G58CbO9CWcne61eXLlyUpN6WMDR1WTTno+9j8sVHrOcmz4/nYyfAUqRNX194/zr2vntG10QIIMLhYXe7PmhaSZu2WWfbBuRK2dtDTqQLAPodXA4b+1yDNGBpgRCDPdvgu7o0LXHErQ14EpeDojLGFYSp5+adjjudVzLlCADY//48pMop0FU2NtWohhpO9L5seHwZ0tN5mnRynZJcNfi2UkQNoiy4Q5EvMO/KDdbjkR91VxjBwQAAIABJREFUAcBVb87hSAK7fll7p1pYVpcaKGRKi9Dw5Dooy+bLkucih4OnvafCWkTfUxOun8LFWHb29Nha9TG3YevSukV+Go1q3Dt6dSVjOZ4/CVUctGmWPttWMM7YbOFtJseNwRRQ/dwoDwDYKWQ1IrKMrG7pAICM6/XmNVCq2Ou5qGVVDK5NNdn2h73Egls0JbdstPeugi1dtUZPB94dwE/PDIH5QT58LG5IwWESBbJsvIrsh41va+JxuguzqFjLNg3TazyDf5XdsDcn2gY0epxbgTgYAtReMEdIVy1QGZUVjU4Xgg3aRIw+bncfBWdzZ+Z4i2/+gh1GvlPI4tkvDeuihz/Vn/xDANBVq+1bHgAwVRKNYx9mQKHWv4+9zRuhW6WF4GhYfQOu/YbQFCq/UTZ0AUCVMh8733dHroo9U6K/Yzu429HFIMK+a7J3CwrKsog5wP6e+s8a1hP/Cz9WAID/Qud9xq56AGCNaf89KcDh9JuhwgX4My5iRZGKHvgv7IEKAPC/8KL8L1TpSwMAf7x3HLH8K8ylIfpaxPCAGB2QPyS42bVxsBNlGnXYvxQHWxyBrUj/Iy9bJsKgOwNxeQidKJyOfIvpV6gTHGPEQSaIJaYVhFXWuz/qawDABrs3I03C7mDaolJl7OtGNXi6Ht+L8EJjTAFgc7Oe6ORTjSnb4/YkagRgoN2mgq3CFztaUiCq95GteJHGziQh21+OnQhLExMUymWouXmD0eHrX0mMc70oUFlt469QGCG86AINifnZaL53p4FWD9NnUKNnTT+saU3BmFNv7sOPPx2HYwJwJ8WdYSDUZiYfj3ExYxIma1KKwlIT0eOocUfnrV3aoJ0PTUVtuWcHk7rHFi7mFrg/koIcnwrTsfQtewowMUNZoZMCXG33ryjmsbvwufAs8XAw7aMPeZmIS2sFocDwun/Ir4b+ARfB1Vy72lvXI1/GziroX6Mmln3VnjnmL+euY08su4g/VwaETZkCsYhOODoe2IOorEzWth/s2ReN3elk7mLUCXx7Jc5QT4mkaLsW4WQf6ij9Jv0juh4+ajTlvb67HYJ70nTM769fwtl3z+Fqm4OMPEuoVFzYmBegqFgAG1FlXBtM2WW34qPxJHoBZtY0TNM+GlsdseqJ+LEpBXO99y2FimHiGjrpcKBCnEbjbdC5dXiQbByM6eZtjXVtKCBSdcNKyHnsk22xWoGIbymouOrmBMyofh2HYvxxJNYPmVJTVLbIxST/52jqlITzuWvxtS/VnfqjFGCuUoVYja5gzSOLkC9lZ+UQpnFIpxEIsHVlJoe9T81DZD57Gm6AWRYuDKSMyqo7lkNZxD7hVHPVpUzjux/iMT1sGxysyNgkSqDkbiRwJoe5RuoUb9z5hrJOWh6Yi49Z7CBcJZsM3BlCzx1XEIcV7/Tdx3UH3wDXsWjlQlk0Y26MhsCafRJdnCvCjtbUiGDcrXm49cYCchapAyFfjs41lVjTnALUvutXQa6mLdE17CAgoCUHeKlJvZ5+eTtOv8tjvS/Ij1u7NkU7b+ruu/zRbWyJ0GheEvyGPOM1GO2NXqPhba1ZjDl2CC80TCwuj5iqqKDUMKlJfcLGTYaFxsH0m6tH8CglBpbmUvCFSiZNWlIkRIFUhMMdBqGxM70vu4ZsRLFVNLJSLZGfK2bKCU3ksHfJhVzBw/2uVNc1S5aPHve0rrhlGzbFpzH6eFLG6+gb23E7IwWqfAHUUrrQwxGowLWUw4bPxeM+9N2mmwJMTabUTDowR4OC6qYAT3qyBw8z2LVOiXnFviZ0HN1Picc31w8b7fcjbQejoRNte+eTexGRye6Q3cbDBzs70PaQIEDc+/RFMC0+BzOOBLlqK3DMxsHTVt+8qPm++fgoZdffGlz5A5Z0MP7uM1bpwF3UuIot5jZrgbG1aQbAnBtzcCienUFsa1KEZwN+YlhjsVnxaHvA+IJZe28BtnSloOb3Vy/hxFui0WgYLubmuD+SLm6VxNm409j37g5E3EJIVSZoUykA4/xH6ZmVpBUWoOuhfcgoKgJPQoe6wgQwEwlwesAQeGsWH0uOOfbqOjzKy4Sap2YWjxpZ2mFbOy3oWlLuTUYExt85ieQi+qz1tFBhV+uh8LDUAoqrH57FhteRdBeNNrLu/Xa6+0DUdqILqv7bfodUyv4BElTZFUe7UzZ2bPojeCr1x0FJnWLznVClKjFc00a6NBZ303YgTRoDAdcUfpat0NBhMHgc7TN1wo1duPSJLgyXDSuRBM/7/My816XKfGyIootCbNHKvgfqO9BvBRJZkiIMO3cckWkZTEqynbkpfmvXBU3c/jV9SJVaiTx5KsjfVkIX8Dj6mRskBbjJrm3ILzZ8Z5IUYPKNVPLsMtqYf9OGL22ewdYNFQDgv2lwVBy2ogf+x3ugAgD8Hx8A/1Tzv7QX8/x7RxDFvYGEBEekppHUGDqLs7PLg5dnCgQ51XCwC9VZufpyMNo4UxH6snE9JQjtAg8yP99L+IAhIcFQm6oAoQaUIH8Vc8CRcnFh0DD4adwkq+5aDTnRNDcwAVHDxcoMDzWT7cHnjuJ+pvEUz8NtB6KxG/1o7nJ9JoQm7JMPd1Ug1jWnIMeYs6dwPc54qnL4+MkQE+MIpQKENWZMrLC2hw1O9aDATYPtm5BB3EZZQ43YKXRlO0tahHpH1gF5RMepjGC3qQKr23RGb++aTFll/jpwCtknYXJ+K4jstzHlojIz0PEgEcBmjz3de6NFZU9m47CQYNxNMGQ+kG0N3SrhcG/KTiGx5c0xRMhOlTEB4aCx5TcYVFXrfNnx4G5EytKoaYVuFKvR1S0AGzrRNKW8gqMIz6QMsrJBpkFB7mHgcSnTiLA+iuWG7qlkW2MvVxz8mk5o9t95jsW3b0JeNitSCYjTuHixaAoERM0fQNOdW5BcSIBfQ+eZ9R2/Rpdqvky5Q69fYd5N6rpaNvzsrXF+EE23S8zPRPPdNDXT4FpCjeFB1bCgMWWnkBTkoN2bkEVE1XVMM/hyHm4MHInKGo2qmMwPcJN20DNz0a3DY9l2NKpMGVF+wQshKdJoeOk4spJtpmZSvO1D09MnXt2K8/HGAZ7h/q5Y2JSmiPnuWAaZESMdS7ECYcMoALjx4XxM8DIOOj8o3odmHhQ08ty4glj0Gna7CnBEER5PpCBZ2/MLkVzIQWFJmzQNJzCcnX0ezrX6Ac7m1oxjaMs9C5HNNYFEqQ8Y1rJKQWp+FTweSSeS7U7+gOgUR3DL2CoTEIcvLkb0KArwPEmKx4/vfoOJQAkhV1k65hUqDqQqPjIT3PD4G8riaXBkFQTFOUjO0deZsjItBCzleNF/EVPuQ2EslkVq3W7LjqVBHkPRwqEdbfuZRfCwiYOJmT7oLS0SIjbLDbe60WPOfLgY+dJoXH9dU48dSZg27Wq+hr1ZIBYF0dTN/ee646ePTaEmXaTjIs4rBua5PMKIHieZcjMu/4yQd+wGNWT7nu5BaFGZOvH67FoNpUINjlRr9ESAVJJmXM3aHlf60OfhvNtXcSj8BSydCyHUpDYTOYPCTFNIsk0QMWEqTAX02sXnZaPPpQPIkOobDgyvXg8LG7Qt7ba+Jw8jAeGwttNfQFDIufgQ64T3GimKvOJCdL2rdf8u2++9nbwwtQYF4TY8foBNMVehEOiD3kTpIlDgjqO9tMYVs+9exNF3YYyzaukjRMZFgK0jzmmAfqY/nx3AbSOGEIE2lbGzEV1keZqWiL5X95etXun/T3YYijr2bsz/e54+gBdp+qmtJQU7eVXD5rZadltUThqG3d8MCOj7iBAMzVS2ONd2Wmmfk9/D3zVAj9u9oSjDAnQRFSCkzXU4VWLX6DNaYZJimpSAgaeDDUxAfO3tcFnHBORh5PdY+IaDyFz9VHoyjnfVv4SWATcYIC41Pw2NdxvvozbeamzvSt+t5JlNnt1sUdnKGjeH0ec2CYVKhsjk0fDk3AdPw16PV1RDZad9EAudSssRd/f9t57CJgLgaz4tyCMnuzrQqYk/1nTQd4D+o74p77bL8dEYdzmEmqpptCcZMJ8okvDVuDNwDDwsaVpz86NbkJhWYGiWxldjYO2aWKpZNCJln7ybjnpW5/WqQ4xFPvG3w8epmd7v11Jv4XDCcUhVFAzzMfPCpCpj4GiiXXxZF/oQ+xLOI1NmprcvMQERS4R4PuIHRiNUrpJi7TvtOC3bH22dJyHQhn4rkIjKSceUe6fxLoc6w1sJTfBLUHt08/rrJhzJkre4mLQcuXJ6L4l5tmjvOgNe5pSJXRKXY6Ix+eI55r1dEoSVu7ZjV3SuShec/4n40uYZbH1UAQD+EyOn4pwVPfD/vwcqAMD//9f4v7KFX9qLed2jvdj/PgaZWYZ6UlZWBWjtYIo1nWkqTExsR3iJ2QGz+CIveHtTQe0CmQx1Dq6HnGe4Em2uFuHl0Cml2m2e21cAEn1QgHyHE8hHYMZB9CgKPt6Ij8HIW8dZMTiywv5+2EzweBTg6Xl3CkAm72RqrPmoVzEMDQ4CTGthcV3KADj59g2+u3qJdRwJeTxETqRMQaIpVGPnaihlbAwiNb72r4K1bXswZWdevoBT79hTlQVcLt5NomnSZCW71+V9eJn6ibaffNiTKoqUEJnycLPbOLiYUVaGKmcqIDWSUs1zB9eBpjuRj9R2+3fjQ66hEDfRP7ozfHTpivUfpUnNb9EaIwKpo3JJnIu/g8vJ5yFHAUSwQjf3HqXafyVl5m85hrtzTyFlQhUUu5pQw4j3BXDcHYdRp6ZgSJsmTNHE9O+QUHSSmRzmqUxRrOZBzC2GGZeCHoFOByA2oWVr7VuKghx259qvajpiR2tq2BGbmoleq/dDZqKCwkzNaJ5x5YAgl4MWVb2weUxPphwBjapvXQMoWNhtHDUGBdTCYg2r8McbV3E4PIwZjBrJS+o3wQV0ryVh2jTY9xsy8wyBSuJmeXpgf9Swp6YmyYX56HRqN7Jl+gA1ufQHOvVHM1fKalDKwsDJNs6SkIhXw8ySgor+wYtQJNG1Ci65ImqYmCgQqRGTj8lKQpsTBKRnNzB4OngM7MWUjVPr0M9M2jxbONjl40k/mqr8OOkl/FSDYCYwZH5GZNvBr+pd8PgUEQ5YvwSFahEFoUqBSsKgAqrY5OPaEMrWmnvzexyPsoNcyaPmJuQeJiwrGRfmtkW43/tbWJrYQ65SwnfXKnDMFVDJ+AwTjJTlMkYKKgSae5S6sk67NQSnomsx15GjAQEZXTyBGs1conCw63bm3AffPMbRrH0gaXhlQ6nmIOWTCx70pdp+HS6sRWxhDlyVRSiWCpi0QJFIjgyBEDw+F2E9Kfj0sTAG858sgomF4TEVxRyM8hmKxo4U4Jr1MAQ3Mh4i0CwDSj5pOweEVBteZINAi3rY3IIC3stfnIWUux25hWKEf3RHodQE5iZS1PRIYFLJnYSTMdGfHvPM446YHtEKyjJmKea8Yiyueh89GtNny6mIcZh5jbjNGo4PLk+JO4M84GpDtds8t60EV8OU0+0nAqiamHHwdiR9bi96eAOnUm+Cb2LY9oIMUzzs+z3Is6kkUoryMevBBYRnpkAsEGCMf0MM8a2rZy6y5+UzLLx/E9bWBTAXS5nnCHm+p2XYwIpvjuejKKiXUhCHH8MWIFriBLmMB4WMz4wNYppB9ClHO5thkD8FVGdcvoCQd29gaVcImYb5KlCpIM0xgYOJjR5rrOvp3XiTb8hGt+GJ8bT/5FLm2KmPT7A4PARETsJBlM/0arrMHDKVAFN8O2CYNwVTpQo5WpzejHSpISPa2dQCt7qPh4hH76G5d67g0LtXzDhnWO7kLUckJ9QczApqgQmB1NiDLFo1v/QLuAJD9rRYaYvrnbTpre8T6oAn42LK0zaIL7ICn6NCY7tP+D3oOp7Im6JpZeMasAY3ic4P4empmHL9HD4V5kHI5aGjV1Usb9FBj1kXlXID3qrxmPu2Ka6nVkaxigs3cQFW1rgDmdITQX5Ugy1Xno+mO9ejqJjtXaDGzJZ2mFibsqxvxMVi9Fl2fV3yXiPvt5IITxoCH64hwPlRUQlV3G6X1rXXzv1IvZhKPiv0gnxWCFpY4OY0fVbhH/VLebcRBlyDXVugUhq+X6zNTPB05LeljPlfQq9j15tnjGxFiVENAQmJpuqudr3xlTs1qFGri6HO7A8oDJmSHPPvwTGni6Qk7qY/xJZYQ71AR5EDltSYBzGfptiHpaagx9H9sLHPh0pApBM4zFgqzDJDe4+aWNeJ6pyS+O3NBCi5ht+SKjUXw722wdGUvi/TJQXofH4XMljujZ2t+uKrSlXK253ILk7CobiJBs7GXPDQz3MNXEz99I75IvkT9rx6gU/5eXCxsMCw2nVQz4UC8v9UfGnzDLZ+0gMA/f+LUoAjKlKA/6lxXXHeih74O3qgAgD8O3qx4hjl7oEv7cW8//kuLLhHnFvZNcTG18zFD63pxPzemw5oYhfH2icPMr3QLIACgJHZ6eh4hl1gmpwltO9ExsWThNfG1UyKDFtwBGrETKCr+oRVOO3aXuTwBVDoTGSt+DIo8kzwbMz0UlfY7renQSSUMB+fJVnAZJIoU/Lhxa+N1Q2pdtr8W1dxMCzM6DV+P2k6MwEgAvX+W9ZAoVZCpefapwbfRIHZQe0wsk495jhjz4XgWiy7C6AuaETKxuVlYdC1QyCT3pIgZX5t8jW+9qQueCRUufMAyTH2evIDwLXXTnZep6ViWMhx5Ei1AJMpn48tXbqjuYb9xxxTrcbUS+dwPjpK77gdfKpiQ6eu4JVqsH3+LTC78xI8u8SehttrWhdMWENZNNueToeP3QWES91RoNJO/h35uagu+gRPq5Nwt6Gacr3vTkFUlCMKC/W1Gt3cMtDI2wWr6mjTqo49DMOSEzf09P3c7aywe2I/OFnR8UaAV2KqUtbMpaSVthYiPB1BNRWJRuPduHjwCMtJY/5CmBdqATEGAKKnaMXxH6fEYGjISRQX6wKLaoxt5IfZDWgqN4mVT+9g4yt2nbXGLh440pkCLDkF72BZoGVBlL0KHzi/wcuJHtfnwFKj2lhcrgqx31B229m35/DoUzAOxhLmhO49p8YE3xdo6jEVzTwpW6/2qfkozBFDIdUHvYk+HWEVvuxFgZPdL54hNHYXfm90XY+tmCYRY8itLjjc/0fGfZmE94aVgIpdR1NsUYzwEZQVOuDo93icSvWvDEONsFFjYG5mxVzLKkcXg0NQVpbwMjfD1c4UcJ99i4Cpahx+T9tXEpXNMzC91iX09KeModBPcVgVt9KopGJOhiOudqPgZ7Oza5CSL4EyW6QzntTgWsghtFDgbS8KFF57+wjTH1xBUI1YCPlaBIG4jr+I8kQ7oQuW9aVMRYVKic4X1yNVrZ+ibq22wuVOU0ufcTPuHsKjzJfo7BMBoQ5YKVPwcD6mBrq4NcH8BhQg7h0yHc+yXVj7qKVDAvZ2pezi4HdzMOuRFZBbBkzmqsGxluFutxZw1Qj+e21YzSpfQI7DEaoQM5469v787CzOp7Pr4KlUHNxv/zNjzkOCgFatT65DUra2j3g8Jb5r0AQTalKwjMS+8BfY+PQkpDIR8mX0uUAWeyrbpUGm9Mb9ofT5XijPQ+iHBvj+YX9kZ2tTXPkiOcbUuYVAuw5o50PHB9GMI4sibFHN1g6XvqHPro95OQxYZ8y5fkVQF/TzrcWUValV+OHJAlS2uM+wSen15SAqrx5+DVoJPld7L4SmJmD0rWAUKLSAnYVAhF2t+qG+I03vJDH2bAiuZUSCa6bQe7cp8/kY4l0fv7SmoO+ql1dwMo1dq5C8Cw82nAkfa8reWhD2HWbanYF5mVvzrVSM55w5GFJZywZn7SCWH8n7Zdmzm9geoc0YcBVbYEurnqhlrz8WH75bgIZW+inQ8QUOsHU5DmszWlaqkGDYrRl4FunNyCZoQw1/txQMDQpAPw8KAJJgc7kn5lZ7e/RhgGUSRcXJUGU0Ac+IfGq6eC08rOg91GLGeqjj2OUTlE48PNhCx9G/I54nf0KfYPYUccJGezb2W1hqQPQieTGGXAnGs7QkvaqMrRGEuUFa4FMtvQZ1jhEDDY45OI5PwCFsbQKOv/wRqYTZzxIjPAejrZPWdGz78ydYdk9fd7KqrR2IYYad5j1AxkaT4yvQvspDWOpkahDA8GZsdYaV29GTsuvWhd3Db2H66cgl1ahr74YTHdnTmP/oOtxI2YBX2dTQpWz4mDdGN3f6fP9vji9tnsHWlxUA4L9vhBUVFWHjxo0IDg7G+/fvUVxcDHd3d3Tp0gVTpkyBh4dWYuBfrcWbN2+wfv16XLt2DUlJSTA3N4efnx8GDx6MUaNGga95v5c9T3x8PLy8vMp1+sqVK4PsVzZatWqF27epE/ufBflurIj/3z1QAQD+/76+/7Wt+9JezLej92LExQyj/bmoWTEG16UT8x+uTcDyGuzi2rPD22BlW+LICVxOiMK4m8Ydbk90Gox6mklNlQ0roTICCpgIgYjxlEly4FUoGphORo5SiE0xgcgsNoGPWQ5m+z7B9SRPNAvYW+ru1/HaNNhZGLIpGOe+/PrY046u1g86dRSPPiYabXvo6HFw0ACVP1y7hONvw8ETaZlOjPaUygRXvhmOSpaUQflH+nJke+wU2p6SSC7MwaKHJxGbnQsbUxEm1/0KTVypS2BJqGUPoc4ehlS5CSKk1gwA6iPKg7eoAByLWeCYaVOayD7J+fk48iYMiXl5cDQzY4wyymoUkXLkRXgmKhKhicQYAghyrYTu1f1K2QTlvclGVJ+CxCj29LTG3erjlxCaOjno9EbUq3IaUhjqvIkUxXAXrEJ/fwoADg39FnKVAqlpVkxKKHEttbXJh7V1EQKt6uH76nSyXxIP3sfg4OMnyJNI4evsiEmtW8NarAUPk/Nz0XT3DqNNE4t5CB9dohF5EGGxqazafkoCcnynfy1jc5Kw/fU6yBQZ4HJM8ZVHD3T21qYukpP2PncATwnrkyXMBAJEDKUTyVcpyVBm9kWgneHE61OhOV4r96JTNZoi7rmXmIAYaRIR/dek624JXYGxlXfiZJIPVkUGIV8hhJVAhvn+D9HROQF7EqdhZH06KQw8Mx8cnhrFBUIoNO65AlMFBMRUp5iLVz3posDMKxdwKvItqlllomflKMasJL7ACkdi/JApE2Pn1z3Q2ouyTqgZBWBpUQRLMwkDWmblmENWLISJWI6I0TStuMGOn5FRZDwVdV+PIDTzaIE8eRHqnlpj9Fp6mqlwrQtNK265fw6WNjuGJ2leuJoYAKlCAB+rVAyu+gg3kqvj52ZnmXIRWR+xIHIpZafmiSGVCsDnK2FlVQQ+XwVLiTd2tqHgVt2jvyI7nXxMGnY+z0qG9xpN1KWnTmBb1nuIxDJ42GbDVFgMmZyPxGwbFBaZIiiLj+CZ2rFEGKUTbhxHaOpHph6BDs7Y2W6AHmA08tJ2XP+UBWI2UskuG1yuGkolB4kZtsiXm6KXlxt+a0VdYOsfWoCMMml5JZ3mJs7F/f7UFGlvxFX8EvYEasKQlHIpg4iYQ5komcztS53GoKoVBY281q1mvS/INqFQgcjx9F7fGHkFe+NvGb1GV76aB2shBYg7hGzEuzT99F/yOwGxj3cbhLqOlBU07/YJnIp4B4nckA3mZZeK64OpCQiJ/scm4kmKt8H5HcW5WNuxFxpWopqop9+9xfTLFyASFcPashAcrhoFBaYoKDRFp2pVsbEjBYLOxrzFlIchRtszyLMOljTryGy/l3gHr/OJhp3hhMND8B06eesD/FFZH7E17BTSpPlwMrXAhNq94WOtzzRqdGAdMkWGafxknPhxXXC2D30XjLy1G2+L2d1TyfYJnj0xtBplC55MPItzSccx0SEclYVFIEzXR0UOCM7xxQL/WahqQe/f8sTm8EdY8dxwQmYrMsWVbqNgb6rPLo5IPIe8/DPgqiVQ8quhtucUiIXarIQiRRb635uP3EIzcLMFKJCJGDDd3LoQBSY8LKnlh9Yu2jRtUteb8bEMG5Cwvms6OqFfQE0QZn9JJOffhHUBTVVniw+88ajuSMdxq/FroUxld+dWW3Jxb2/5nJLL05chkRGYccW4qdr5QUNLJVXIcUl7j0aH4XVGCtPeNpV80FrD/Cs5r7pwJ9T5K4xWg+NwHxyeA/ONMOTxOKofyhKdndtjcGWq01wSV8Pe4vD9JygolqGGiwtmdG8Hc43OJylDTG/qHd4AEU+OAKck2JoWMs/jqAxnpBVaYk79lhhXk47NmQ/O4mRsOOu57URiPO07tTxdyZQ9lTAX8YWG2rpkm53IE0O9qaTKf3N8afMMtr6sAAD/PSMsJiaGAfrevWN//ltZWeHQoUPo3Plfly3YuXMnJk6cCJmMfXGkUaNGOHfuHOzsDLWS/woA2L59e1y+TIkmulEBAP57xtKXetQKAPBLvXJfeL2/tBfzu7Tb6HSE/WOIXIo9XR3RwpumWTY6uh7DK9/EWE/9D7Lt8TWw+0NrPOo/mSlHVp97Xzxg9Ere6TUOHhZUs6bK+lUgaR9sYWGqwqsxdLJ94uUGeJscwpgnHZAu07o61rNJwZZ6V6G2uwYnC0embK8738JUxP6xnpvrgnPtKXgx7cp5nInUiGuzVKCEAUg2EcOB0WdO4fEnLWBowufj9w6d0d6HpM3RGHzyGB5qALWyh+RxuIierGUKpBem45uQzYjO1E6GLEVSrO/UEs099DV4bnxcin2f3uu5Nba1FmFI1bXgcsuK7v0zN9GMlj/h9V329OcuY9pi2lYKvI66ugreruyrdWQi29b2dzRypak9M1/9iBQpO/ugp1tX9Kmk1RJ6lfMOy97uRKFCq8FY18YPc/xGwYRHwQKFQoFqm383ygB0tjbDAw2DqObatZAVsjtUklTH6DnaSZ9UnoQ7if2QrdQyeIQcNZo4zoaThTaVt96B9ciQsWv0hc8dAAAgAElEQVREctUcxI2m452kG/U/ugZ7Wp6Hl4XWrCVdYorRdzthfptJpU7a3rtXQsWkAxoGYdfGjaCT2MMvD6C/s3FThIu569DFl4IXtUN+Ak/IfkylhIdXvSlLYv694zj4/IPRAXfpm8GoZkvZfFU3L0e1yilwcdSmqBMWXOT7SpAoxXg5hC401N62FPlS9rRvMhF9OnIE7MztwDiDnliqp4GnWxE/i1yc7bSK+cl34xpUdYlDdKYrk4JZEn62iYhJdUTUJMqSjM9JwsywxYh+78YAQCXB5yvgUyUFNYVcrGz1K/Oz/841kEjYJ8YcvgqxGhbc4cf3MCfqLoQiBbg6butEC69YykcLpQP2DtOm3I28dBw3UmL0cMUGdu441nVQaX16Hd+K5wXZEFtJ9RzclQoOivJM0NbeBTu6DmPKtzv+HaLz6bOxbNS1S8bJbr8xP887GIzDPHbTCrL9bJNh8PeggFSVDavKMLG0R3ayUuDhMDrmziU+wy/h7OYNAg4Pd9r/DPJcJOG9cwVUSvZ3Qd1K1jjZmfbR2AsrcO09+zNP1305raAAjXZtMcpu93d0xLkB9N227NEtnPpwDVU9UqBLfk5Os4ZYXhNnetG+vBDzDhMfUs1Etmhr74vtHakRx6pnE2Fpzg5e5BR4YVa9PaWHSMwKhyp7FCqZZZf+llBgB5H9LrhYa1MSaxxdChmX/b605gjxpA9N7f3xcQhu5LAzjcn2jYHfoq4jZYEolDK8TRqIAKG2rnI1B1Gc4ajpzK7VarQDNBsaBG9EmoTdYGtBUBuM8Kv/Z4fQ2y5TStHq6kKjbsWTqvlhqOY75XMPnCeLhSCrjdHiySaL4W1DNVF7zNqOzCh20yxTVxNc2UhZ4/+OuJsQz7DRjUXo6PFwELPLNRjbRy05A3Uuza4wDAE4Ti/A4dAFuonPv0OOnL3tgzz6oIsLNaMi8ejcMywd9DskBdoMhKY9G2DuoWkQaky4iHSD//7fGQkHtljTvAt6VaH6fsuf38TWCPZx7GvtgEtdR5e7yy9/WoWI3Kus+3mY1UFvD+PAaLlP9m/a4UubZ7B1g24bWvpN/a9xAb79di1T3S/RBbigoABBQUGI1MxrxowZgwEDBsDU1BQ3b97EsmXLQMqIxWI8fPgQtWpRtvpfCQLEERCRLFg6OTnhxx9/RMOGDZGVlYXt27fj5En6nmzRogVzbpJNpRtyudwoSKlbjtSZAJYkDh48iEGDtN9BJeVKAMD69etjt0aP21ibatSo8VeaW7HPF9QDFQDgf+hikYfJ8+fP8fjxY+bPkydPSim6xui6ZatWnpWAYcOGYc8e7YezsWYeOXKEeRCEhYUhOzsbzs7OaN68ObNaQVYl/l3xpb2YyQpv7S3LUSA3ZGORtKXnYyZCLKIflxtePsSv4bdQ1yoVQdbU7e1JjhOe5zrhuxqtMDGwMfObVC5H7UPrIIOhLpgl1wSvvplSqunkvW610QmaSKDE2wl0QnP1zUrMfV6ENBYmSwfnOPzU5FtUsqUP9gEPxjIMjox8cxTKRAyDxNasCBYmMuTl2+FsW+oS+T4rEx0O7oGKZQ5f08kJZ/pTBk1JkBXt5ffuICI9jdHSGxFYD6089SnsJyLD8f0VwxUqcozKNla4OUT7wTrw5GKEJuqntpJyBAS8MXQ8bE3pqllUfjQWR6xkXYUfxqTgaFN7yjOuybW/GR+H0CTCNFIzgFIbLx89va2S473KfoWQxD0oVuXBhGeDfu5j4GtFzTJK4sbhe1g2mH486QaXx8W6B0vgG0RBvbVvNqIAxhkNXZ1XoLYdnQBcTL6GAwmGJhMirhBLa/4EZxMq1J5VnItvny5BodIQXOvg3ASTqlLtNBIBu1dAks8CIHDUWNG+Nfr60nTu6mt+g4rdS4a5FtFztQDgnYT2SC7WTt5LzkVAwE4ep2EioMCJ37Y1KOIq2LUsZRzEf0sBQHI96m7bBLkyHx3cYuFuno9UiRiXE71RqBDjxbhJpals3U/uw6sCdlZhFZEDrvWnrKCsokIkxLdHrhp4ILMHMW3gqLhoZZIGlUKIIN/LEGqYGs1PrkKBKBdyiQAKGdXoFJgowBcpEMD3xoEOlDlzNuEKpoWEQcXCghMJ5Lg5fChcTF2Zsp0vT4O9RRbs8lTwMc8GEZx/WeQEgZ0CaokPdrecx5Rrd3AjYjKNdDyA28NHwd3SGgXFuQg69xuK5XxGR1NNdB2JNhphrAmIjlkG9reh47HrsfUIz5ECSiKkT68Ok9XNBYQiOaI06cf34h9hyaNTeJdmCJgJ+QoMrR6HuV8RUAmot3MDsiQy2JrlQaTRQCSLGak5VkxacuxEyup7lf4JfW7t1APqSsYH0Zaf49seI2rSd9JvT+9jbfg9QMHRahUSDS++GsOr1cPCJpRROuTEDjzjJEKl4EBWKGJAUA5HxZiHEDytpcAHm7vR59eaB12w7l0LhtHJ6MYRjVUll+mH7wNCMaEBZWv/tHQfDrp/BAQsGoDpCuys3xMtGlPWaYPdvyJDq1xQ0hzmvhgdVB0/NqZ6XymSFPS7twZSFrfiIDsTbAyiDM3CYhkC9qwrPU7Zf3jYCXCnN2Xmjj6/DDdi2F2iiXnE+8n0Hvoz5pS9ubjUJGbirf3INbnNmvqdll4Jl7tSPcez0W/xw6PjkJZxDCXbuCoV+rvXwdLWlFmx/Nlg2JizM8xzi2zxQx3a70qlHPGxreFlYbjQEZPvDB8fMnmizLWaJ36BVC8FVttTtkIgtDu9h2Ky0zHg4W8Ma7VsyCQCPO9OU/hJqAt3QJ2vZU1qy/PBsQsGR1A+swWS4um9n+149MjjAhpgTr3yvbMyZfnodJO6arPFxKptMMzHOJhnbL/Ij+1Qmf/eYHOGwgLOro8g4NHFxiO3n2PD7zdYidZ9hgVhag9qyFQSmcnZuLb/DtI/ZsDB3R7thraArTO727HRRmk2EEZfl0P7EJNNpFr0o71PFUbeo7yhVuVDndEJULEsrpkOBNdKmwZLGKInkgxTZsU8UyyvuRB2ImqClByXirE1Z0JaZMgG6jPja4xbrU3XbXNsB+IlGXC2zoGZqBgKJRcpuVaQSE1ws9doeGrMsN7nZqDL+V0oZgELiRHIEM27ujztTyp6g+APM+HOL4S7QMJI0n5SiBAjF6Or20+oqpE5KM8x/9Nlv7R5Blv/VACAf/+oWbhwIX7+md67K1euxPff03dhSRDQjwByZCG8devWuHGDXSbiz2pG9idpviS92NLSksEAfHz0meJkrr1p0ybmUHv37sXQoeVP1yeLvCRd+dOnT7CwsEBKSgoDXpaNEgCwZcuWuHXLeMbBn7WrYvv/jx6oAAD/Q9eRPESM3XD/BAAolUrRt29fhnbMFmQVgjwk58+n+kx/d3xpL+bY7Cy03W9c5PtI7/6lTCPSV1NunsbZxAgdEX+gq5s/1n+l/Qh9nJSIfqcPA2Idl0SyMwHaCrm4MWhUaUrqHwGAZIcS19zNj3djeZjxVOXHA4bDyZymp3W7PgkfcmyRJ9UF14hGVBbMVRY411nryNn/xBE8TkoyAGTO9PsGBAQsiWyJBENOBSMigzrRkeBzuVjWpj16+2knSGte3MO60AfgFHP1UuQI2OJsL8bDATTFMluahXrbjPf7z63cMaRWP6bs7rj9uJHGzpjzNvPEzzXopK88QQCmuTeu4uib13q7kbasaNtBLw04OOEoovP3lupYkR2InmKQ3WS0d6GMsZI4tPQk9sw/wgBYJESmQszYMQFfDdQyGs8kXMTr/I2s1SWMsKm+B2El1BigqFU4lBCMiylaN14y8ZhYZQwCrSkYQeJi8j1ses/uRivg8BHc9FeGaUTq1efe9wiPsoW8UIdlxlXDxSMDs+p1RDc3qmlU/fffQMx62UKXAVisSMOpeK3OX9nyQTY94W1HGWY+63+FiquGStdBlEDgxCFbDsRNoR9sH3Nz0WIvTVXWV+ujRz/Uqy8aV6IMnrFnTuFKahR13NZ1AZZz0MLWG/t60RStFaF3EJO9H17uSaWOl+R3kvIXGeOBNt5jMbQGNX/5kJuNNie3QFGsrwEoMClG9DDaFhK7wm9i3/Mr+JBLwGptTQkY5SjOx6l+0+BiTieIA2+PxlCr16jvqA+KbI5sDKWdG36uTcG6Nse2IS6FBV1iHiFqvJ0wBSYCIXMt/Y8uhCzDHCijC8YRKhHkVYAjHSjQ0f74ckSl8cFhsFdtPcl15IiUiNU4xz5OjMLAk2eMsgobuqTicF8KbvQ8dhCpxRH4lKc/sXcwz4OkyBrh4ylAfCv2Pca/pCvYbDHYvhHmt2jPbGp4aCPS8oqY54duqAUqWFmI8PIbqnk54upS3EtTQa4ggpQ6JYnMgUCOLm7m+K0lBcwOPmmCRXEdoCC2oTphzpNilOMLTG5OnUDnHTiJFMcLeFXoiCyZNgXbxyIdPAkXqxvMRIAHBXNbHNiCAnUKcrItSo9IFlosrAvRz6c15jSmgMjL7Es49GE7QtO99Jya3cTZCLJLwiz/k+BpwDSfncuhVLJrRAa52yK4EwWyx11agatR7AxAK5NCvBhLQcWMogIE7dhiNFW5tosTTvWlIOm00NXIBDsbXCU3w8FmdGy+yXyHUwnTcSC8MWQ6ICBPpUKvai8QYNEXwwKoZt7qZ1NgYc7uRptTUAWz6u1kykWl3EIVUEdgtojn7oa3Y1NmU9DphcgpZm+7qylwuyt9F/z+6AE2ht2BdaU8PRBQJuMhN8EK5/uNQHUH+r5UpXcClOy6tRCPBNeSpuaXJ5qe2IykQnbH8UUN2mFIdX2TqT87NtHG/OoaAT/Zmf3LAwfhK+fyMzvS808jK+tHeAi1kiHpChEUpv3hba8FwcizZvD2zfh4ubDUXIMsNtg25+PktKmlLFbmej6LwdxOS5Crg5Bb2Vtg6cUfUa1e+dOpyTHjc7Ix5myIHghInv+bu3xdqv/3Z31YdrtaHgF19gRApSPbIWoHjvWv4HC02rxKtRK74w7iZrpWi8+Cb44pVcfD31K7CHh05WnsmM2e+WFpZ4ET6VQXmgCagdtXoVZALMxNtYx5ogn65n0lfBfYn5EtKYklhybgCMcZBTpO791NovFzh9WwstB3YP+cPiDXMjNjPGyVN/WKZ3NqwNYxuFT78HOO9U+V+dLmGWz9VAEA/r2jhzDqHB0dkZOTw4Bz4eHhBqw7csbx48dj69atzMmfPn2KevXognd5gmgL9utH5yeEoTd7tuE7gugQVqpUiSHgENbd69f6c43POR9hGXbsSOcYI0aMwK5d7NryFQDg5/Tm/06ZCgDwP3StdXPvbWxsQCi4ZJWBMAP/CgC4ePFidO9ufEWTnMPNzbgDFxEeLaELE3By6tSpcHV1ZR4+S5cuBdFHIEEoyqNHlz994M+69Ut7MT/+9BEDjh+Ds10mqrslw1QgZ/SpolOd8DHVEavbd0Cv6vof1i/SknA2lk6WvvaujjqO+tfj1NtwTH90njJsdNl1xKRTBRzpMBCN3Ch48bkA4Jond7D2VajR7r/bbww8LGlasf/BRZCAfZJUhWeNqwOo4D5JrRl6mj21xtnMHA9Hap39Jl88a2CYQY5BTDsuDh5WCmj+9PAq9kW+YJxNwXzbanS0BIApX4C3Q2gK8PusaLQ/wC5ETbYPrW2GhS2pvt266M14kvWMte0OInusCaSMxvLEsTevMfv6FdZdFrdui0E1qQZfljQLm94PgQmxIi0ThQohZvkfL02vLdmcHJuKyMfvwRfwUKNZddg40etSEpEZqdgSPQ0OloYgT8RHdxzsSLUkdeOTJBlxhQkQcgXMpMOMr5/ydDThMg58YAf9yXGONl4JMd8UcpUcve7PgFTKQ0IKcZLlMQYC1maFcHXKQ3/3jvjGk4J5QVs3ICeruNQARLc+uhqABbJXOP/R+LOklmUL+DnStFHvdfRvRlOJR//mEIdbzc1SAngTR8Xuxw7q3z8lFeAAGzp2RZeqdPJVa/da5MnJYFNTh13yN9FvAwdiPh8RI+mYm3jlANxcDyOnwAxvktyoc6ypBDUqJcJSLEFR1rdY3IK23W/fEkgk7Gm41mIVXg6hzNzFd/did1gaazqohViCY51HoboLFfJff7cLBviwGy3MftUZOztRJ942BzYiNlvC2u8qgQr3ho5BJTNr6gK8gaSvGjLWSL/62ItwbRCVJWiybyGSc8zZwSCeCrETKfB6MDwU828YuoKWdL2TTREeDqGLR6MubMT1ePZ0bk+bPNwaSNOtQ8LDMDsqhGHrKSV8yr7jqsEzVYArUKGHRSCWt9M4Ou/8DVIjaed8UyBqDGUVjrv5Cy5/0Dgq6w5M8m8V0K8asLIJTcOtfWIeCpXaCb1ucUuuDM/7UJB056sz4JuugETFR0KBLQrlQtiIiuBmlgNzjgp1bU7C14EuirQ4PQdODjmMRmJRoYhpj4WFhAGblFk1cLLrRKbco4xg3EzbzZhfZMjMUaziw0IghbVAwrDtpvkehSmPgog9z29HbFoKqouzGU0wPlcFOYeDN4W2ON9rOKrb0FTyUfu34WY2AZcMr7uVPA8vZmqBmypbV0NFHFHLBFmQOdFnIOo603fXr5Gb8DL3uUE58oOYa46tQdQZMkMagyPxY0CYm2Ep7kgvsoCViQSBzh8g5KvQxnku/KwpS3PTs1NQm64Dv0x6PgE6cnOGY3Zjqln3OuE4AoRaUL1sJSIUq1BDI3XQ5sSvSGBWJfTbRAD3QJELjn1N06R/vH4Vh9+EgSOUQ2QrZVLPVXIeZFkiqBXEFKpbqXSFKq0xoNI3nSmtg0lPcK3LnxK5P/I55j82TLN0EVvg0tcj9ZyfybnOJR3Aw8ynkCkVcDO1w1CvCbAT6RsBbYu+hh0xhowVb3NH7G08ESKe/mIF68XU+ZGkriUkV2F0B7MVFpCrBeBxlLDh5zG96+r8BAI+HR9XU15g0ZtDUBdygWQBfS47ycGxVGFS1W7o59GcKScvlmOE71SkftAuFJac0tnTAbvfrQNfoP02kSkUjPnM0+QkkCXDJu4eGFijFqsJFwHOCFs/vbCQ0Tuu4+z6l/V6S+qkVkuB4keAKgfg+wD8GqwZANmSFGx8thOROYUQ8zn42isAX/vqp+Jtn3UAx1adZu12DoeDS/IjDCBBXI1H3psFexvD9z/RMa3HH4JJ9b6i/X5tE9rU+B3ZxSI8znGCTMVDDYtMeJvl4dKtGug8wHg6vrHrr5achzqX3bSFYzEbHDPjupB/Nqb+U9u/tHkGW7/oAYDVp/z3pABHUib6l5YCfPXqVRCNPBLLly/HrFn0/V82Hj16hMaNabbW3LlzsWQJ1QAuT+jOs5OTk5kMO7bQBRujoqJQtapWLulzzqd7HkI0Igw/tqgAAD+nN/93ylQAgP+ha71t2zbG9adBgwaoUoWm+Hl6euLDhw9/CQAkabvDh+uLOX9uU4gLEHkQkPj6669x6tQp8HREnzMyMpjVjoSEBBAgMTY2FtbW+uDE557LWLkv7cV8Ov4l1j/bj2ZVoyHQmagQJtbjeG+0rNQV39dpV65uIXpKWyJDKQhWlp7CBVY36oy+1Sl763MBwHEXQ3ApyYg+lVqNiz2Gw9+Bpu157V+mAUIMq21RbIKwEfTjb9y5EFyJM8J8APBuwlQI+XwoVSoEbFrHmobCvESbtcToulTTaG/EcywI1bLVdGtQ084JZ7tRLamojGR01OhasHVuGy9LbNdM5o5/DMHpT+zgVi2rGvi+OmX6lCdGnjmJW/Hsjs7NPSozbokkDsbtRbLUOHuphtU0dHTtVJ5T45fbN3D07SO0rhEBFxuqB0cIg5FJrngYVRXnBw5HdXvKTvncuJ/xEsvfUkZN2bAVWmJPg8WlE5veNxfieaIheGLGLcaGNl3QypFey8arNiCVLzNwAVYJ1eAq1IieTTWUlCoJjse0ZNJP2aKZwwS4WdFJhfd64kDM3ioCWsVNocfMlUpRd/tGJj2djQF4afAw+NrZ02NuW0VvNZYg+8aNpeDW0tBZSJR+wpWwWnq6mzyuEp1qv0IVs1qYUpd+NFbdvQzyMuy/ksOLTGR4N+xH5r/fnJmO+x+0LqVlq7C8tSP616A6a6+i/eBqxs4KOhITWMpEq7tiOTJtueDKSJoqbT11X1ZDzVMjtO84ONtYMc52vlvWGWV4EeAlSgPsfbV3HuJz2VPwdNNGnyRGYtDpM0aZaM7WhXgwlDLMWhz+CQk67rK6bSdadGEjabkd4Q+wIvwG5Lm6bsG0VQLLYgTZuuOQxs2yxra1KJIagu2ktFDAReQE+uzqcHo53uUac34BguyFCNY4IFcL/sWozioB2SL70HruefMtFALjq/SBlvNR35lOMLrdmgyRkL2eBXm2uNiRTiqi8h/ixEdtuqluH4l5VphS7VDpffkxKwp9Tx1BqkQf3O9ftQDLO2hZ210WrsFbWyPai0UKxMymY7hQXoyAQ2vAIYYmZCxp7iQ1TwW1mRIrm3ZCv6p0oSMk6SxOJLKDFwGWfpjtR4FXmbIAO6N7QcUib0G29/fcCgcTOskZf/40onIeoGvN50yaIwmpXICL4bVhI2iAw70pUzA55y2cpMYXPdNNL8DJin5bTbpwFvdynkEq5EKp0c7lc5UQFAL9PFtiXgv6/RP85jXmPjoPgZ1UL62Z6E7KUsV4NORbOJhRlqcqczAg17r16l4jjvlMcMy1C2G62/7o34RltSn8EX5/dQ9ygpaSZ4qVHTa37IEq1vS5VRJr3v6E0Bz9VFQxV4nFNefATaw1cFHIo7Hh9c84kuZeKjkQIM7E0oAguNiVfzG3SBaKzIweRpthajYV9taU2TI/bB9up7PfG7WsvbChHmX2vw2NxpTGxsHcdQ+Xwq8hHR8E/PvmVDCeJevLN7Tx8mbSenllNLM+t+//7nLJebHoc34fEiX6qXcTqgOzm9CFIBKXdt/Er6Noyl/ZcPd1xS6NtppMKcPEF8bHVJBZZ4zzo+yiy0e7oF1L9u++pAQTuDcIK3dzVTlTAakRCRJBXXDtjpT7mP/pHb60eQZb/1QAgH/vqPnpp5+waBF91xISjjGpK5K+S+a9hYWFTDrw57rn6taWpOUSgNTX17dUb5CtNYcPHy7V7CPsPcLi+9zIz89ngEXCJCRkori4ONbFCXK8CgDwc3v1f6NcBQD4D17nfwoAJM5HFy5cYEA/oitI6Mdlg2gDDhxI9cBWr16NmTrui39Hl31pL+ZdUTcQU7ABYs0ERbcPihU8SGQ9sbKBFpDNk8nwe+gDPE78yOAYDd0qYVqjprDUcXlb/ugiNkeQDzO2Caoayxq1wSB/CrJQAJBE2bJqiIQcvNW4AI8/dxoXk6IY1lTZIOmTx7qTVGXqEul1YJlRV1SRXIDI4RRk6Xn0IF6mpRi97M9GTYCtWMx8qPttMtS2K9lxWsMmmNKQrqgVyGXoenov4nNydFKFwLhp7m7fB60r0QnNi+RP6B18mPXcBOzoVtUXaztRl8hceS5+fP0L87du8Dg8zPOfhSrmhi6XfzaWB544itAkdn2qei6uCO5L75Ht7zchV84+MSbbK5uNRF8POpH93Pj+6iWcePumDD1UOwYO9OzLMCHKE8QpeE7YWrzLjzfYbWrVwWjrrNX9rHnoVxSotalHujssrd8RA33rMD+1X7EN703zKWBXgrARhh0H4OcBUfMoKECYJKMujEfH6i8Mzh2d4YRWruvQzINeo7p71iMnXworhwKYWsjA4aghKxIiJ80cKg4HsRrNy6LiYtTcsp4V2CN3yvUhI+FlQwEtn+2roYQKInMZ+CIqrK4s5kGaLwIxFonVAICrn/2AHaG2gIUSIispw9oiTtbSbBPwJRxMaaTCuECaQlhl13IoiLYeSwhFxYgaTie5o85NxI04bxBmnt69KQe4Si6+awxMrE/7KSquCmxE7Iy5kPgAjGlCGakNf1yMlMpCCuKTvid/NP1O7vWzXQehprsbkguy0GTXLqMAIHFffT+J3usd981BVI4+8FDSNMIAjdEAr3finmHyrfPIzzcU1ReLpfAw5eLCYGqM0PTQT0jSBQB1GM9mIinejKZ9ufn1fax4eL9MmnLJ2dVo4eOKfe2o2UCT3VuRUpAProWcSU0moZbxoMoXwNrElNFkJdH25O94X0D0BwvgapMDEV8BmUKAxCxr5BSZoZatOc5oWHh/BAAKeGq87U0ZjQciRkPKN+4cW91sIpq5DWDK9rg7UW/BSHeYyKQ2OPPVUjoO1Qocip+NREmEwUjq5DIFgTZaCYGRJ3/GzU/s7s/B3eqivgfVjeu3eCOeWrJrRHIUKsTMoIB3uqQQQcHrATnAkfBLgXeSTg0TFRY0bFtqRpEvz8ecsJ8RlatAvlwElZqwZ+VwERdiQc2Z8LXQMhdC03fjSeZ+g/b4WLRAR9cFpZOUYSHHcfdjHPhWUthbFjBM44wCC8izTVDDwQVnBmg1ZkPfjoCFKBxcDmDOk6NAKWCGfa6kNhr5a13L32ako9fRQ5CrZYzeI1k4kRYKYS0yw9mBQ+BqQaUTUoty8dWV31jfg0K1EE+7zy5NW1UXP4Y6iyxMlTFl4LqCYx8CDle7SEqedTOvXsK12BgUKxWwMTXF/Oat0KWavnM9qUNsxmusvBeCiCwOzAQq9KpqhxFBY8HXYerdS7uA9THsTPjKpgKsDFxf2s+qzD6APAxZchE+ysxhxS9GZVE+OBwuOPbnwSEMtnJEftEl5GQbn5CKxKPgaLOYOeL3L3cgNJP93qhq4YadDegi3Isbr/FD219QWMsSOR0cobATgp9ZDOtLaTB7nYeV135Cna/o4udvj+5j/WN2g4uFLb/C0Nr0PfRPx+iLC3A1md1k5Gi7OmjkTheIifbf5CZz8dK2GAWBdlCJeBAlF8HmQiIWbfoWLfpovpEUBZj20rhpSh+3/ujoQhcVb8EaXvYAACAASURBVBxvh1bN2E2mMtMFcKhJviO0oS5+BnXhVkCRAHDtwREPAMeU6pGWhCp7LCAzohPGrw6uvf54fJAejX2x95EqyYWjqRW+8WqC5o7V/tHL8qXNM9g6qwIA/HuHEJG+On78OHNQknb7R+SW2rVrM/r4Dg4OSEtjN9kzVjuS3Ud0/8giD8nWCwkJMdqQFy9eoG5dKvdA9AiJLuHnBiEDjRxJF86JZNcvvxg3sCsBAIkZibu7OwNKkpRoe3t7hvTTu3dvZt4vEJSPJf65da0o99/VAxUA4D94Pf4JAJA8lMjNTuzIiWbAxYvsK3yENUIeenl5eWjSpAnu37//t/bUl/ZinhO6Fubm7I5opGNiM2phZ0s6mSNOuH2CDyMqU1+Lr5qtHY73GwRzIRVm3/PqMBY8+2i0X/e2ro9WXjTFo962RSiS8yHT0Xchv9uZ5IHHt8OjkVTzau71K0xKk1pIWEAavJCwo+QcEDLGnWGj4WFFJypeB5aCVc0dgKlKgIghFBQgmn73EhPY68lR492E6RBqGKQtd2/Hx3x29tLWLt3QTuMETATQR1w8gdsf9YEoM4EQ53sPgacVBW2KFQq0PTAPn/LtDNg5PrbJGFNnGPoFaDXukiUp2Ba7G+8LKGPRUeSAkV5DEWCldYgsz0BedOcmdr9kT3kbUisQP7eigurPMp/hRupc1u4kk+R+HlvhaV65PKfG6cgITL9i3AQkfPxkiDVjqTwHzpcXYuP7I3iQ8YphjFnyzTHMqxvaO9OJR0m/+x5ZZRQgbm7vjX0dKKDZbfsehEvYU+O4SuD9dApsvc/MRPuDu9GkcjTaVnvNpNGTvnmZVBmn39TD19UCsaodBTqGXzqKSMULmIr1tawUci6KsyshdMBUptyVmGiMO6+ZiBhi45jcoBFmNKK6YA0OrEWhOBs8AmzohFLOhajAEs+HUi26rc9PYO27NzCx0gc/GRAhR4QldZuilx+9L333LoHMiBOviYkMkRoG4IYHI7HqtZ8hMK8GRCoFgr9uhNquFLi5EhaEOvbsZiVrwltgWXsKiLda/jPizc0Yxh8Bzpm1Ac29LshU4vF342BjYoNipRy+G9caZwAKlYgaTxkqjfcsRGqeVq9Ot5+IMUaMhimYWpiHRju3wtJCgqIiEw0TUA1zc/J/EZp6WmFvV8pe6XJ8Md6kmhiyjdWArbgAz4dT44h7iXH45pxxF88RtWtjQWM6iW6ybwvSBRngkLbrhFrOgYXECs9H0pTmPmd3I1EZjaouhh/v7z45IdCsFra1p+PY7/gvkBsxjjDnc/CyF2Vz7ni5BhBTY4qyIYAKDW0OoLoDNT3qenMGTI2AuZbKatjZXJtit/DBeSTKg+Ftn8Y8R6RyPp4nVMPPDWagrhPVFFQSZ9Atq5kUYbaYFsjD1GYUZFmy6xR2FsSylrPOkOP5L5S1RSYoAXt/gySPWNTo30QEBDzaawAaONFFoyK5DC0vLYGcW4ZZqAK2NBiIRk7+pee7n/4Kh+NXoopZKpOmTFi6HyR2aGg3Bv0qU4YkiXm3r+Bw4hPDa6ngoJ1NALZ00rLPXiQuRW2+oblZmGoMAl31hdyfJSdh1rXLiM2mpkM1HJ2wul1HVNMwgslvl5PeYMbTYNY+Ij9eajsF7mZa/TS17DbUuQsAleb+FDQAx2oZOHzaPyVBzCgICFk2lnzVjkldLYl3qc/Q7+QV5JcxF+vmJcGaLnNLtal+f7cQD7PYF+F4UOFAwy1MWbWqAOo047qBHMuF4IgN3SGNdgBjvpKDxGQ/BnRlC2vbfbAwpffl1vcXcPCDvmZcyT6dXYIw258y1rJTc9BpwBykjjJcwHLamYCLR5aVSmL0PnYIL1J09Pd0KtHO2wdbuxpnJ/5Ru/7ObQTw9d+/HBIWEx9ynsl+PHzXmL4Hyf026cxpXPygn1VhyuHh1KBvSscnKTfr9UxkFRuampDjzKz2A/ws6f12+tg4fN2Cvd+fPrVHg64PSpurlt6EOocwMfWB7LIsVlX+b0ChocwIc6AyKe9nEl/gp1eGacYLa/VAD/fya6f9XdfmS5tnsLVbHwCcDBMBXbz4J0Mqz8PtSLroQEwtXTTyJcbqxEYy+afqTxh/oaGhMDMzYyS4/ii6du2K8+ep9i/RzRfpEDj+rP4EXCMagySI0ceGDRuM7kKy7sh8mwRxIyaMwM8NXX+B6Ojo0gxDtv11pciMHd/f358BSEvq/rn1qCj35fVABQD4D16zfwIAJG5GbdpQ0MKYKGlJl3To0AFXrlwBn89n6MV/56rAl/ZinnZvORxsjGtevU32xYG2VLds1YO72P7qARzcsmFqTp3eJAUipCfZYEztJvi+CdXBORt5DJMeGDKxSvo/uH0DNKhEU5W6H5qO1xnsKYRNKyVjfy/KEFxw8xr2v6aC6ox+mibIxI787/awUWUAQFLAEDlx4VniwQC6+rzgwRmERL/ERM8wdK8cDUtBMaLzbLAirAEiOJZ41OsniPh0Qtp23y7EFWWAaykHCNBCzDQlfKjyBNjfoy+aelAQ7FxMJCZdY0/XbeXuhT2dezPl5EoFGu5cihwp+8r67x0C0c1X62qYLSvEqrfn8CA9CnK1EjWt3PGD/9fwtjB0Kz3+Nhybnj1GUl4eHM3MMLRWHYwKrKenF5RRVITuR/YjucyHAilPmCmOmvQwUtf5r75FfI4UYWmVUCAXwUIoRV2nBHhZO2F+zc9f0Su5Zrfj4zDijHHtnshvaer1Xw2pshgSpRRWAnNwiSWqTkgJm/MPAMAmtp442ImyH0ee3IpbiewfUlyo8V7DGnubloYuRygjiAMVzEUySORCKFSUrtqqshd2df8/9r4COoqrf/uZ1bgbIRDiuAd3ihcLTosVt3qpYRVcChTXIEGCFPfiEDwhQALEgbjb+u58587dZLPZ2Rb6h75tP37n9ByauXtn5o7s3uc+EsL9e2fiBWxNpj+8Kld92yCsDKZhAIdjH+Ozc6fNkWgxsl5D/NCR3h9zbs/Bb5n8ksjuLlosbknlmOtuXsHG3LO8YC4BAWd7D0L/ulQS2Xj7PBSoxCbefiKRBrXtgaMDKcgSGvkz5twjwL/pLJo8mb/37ww/ZzpR6n/4Y6xscgSWlfwkYwrdsCy2K46GUK+xnr8tQOItDZSeRHJmfF7WhUW49PnHcLF2gUKjQs31K6mHYmWAh2Hh6qrD7aEUAKy7ZilKCYiolxSXjT33LrHQIkkfApJZUojme9dDICP3HwuRSAsNSReGAAQ0au7rjr3daJpd97DleFLEL76WMjo81YOP9zJeYsBh87Ky71q1xoT6FKSuFbYYWqlpiia3USnCMz378OMLh5BreQqE5Vi5iI+WPzsAP7amoHPnI1/hhcoGVhZqzo+OfEJD2N0qEfygxKmBdIHnyNNY5MqnQ2dluv/09CoY0WBDeTpnyPk1EFg+hIVIQ0aG+zyRpBYoLDDY80OMCmzO/e1+ZhpCDu7mwleI1JwkKctVErACBoFuzjg7mDKwCABYc91yaPSy1srnNL0Bg8/bUiBbrlCi/bwVyHE1fkcQ9t/iem0xoAtl+5IEwYC1v+jjnk2GCZ+1bonpTVpxG8ZdWYO7xfxAlLVOhOu9qQRZpdNgeMRcpCczSC2xo7cnAzhJ5XCulo9drWfB3YICa+0OrUGaxjQZnGxzgDXuDqYgaZEyHeLcjpAKTO8lhU4Inctl2EgM7/nogsfYmrQWGpb0zUDKuGJawBfwsTGAdbsSbmLBo9OmJ63/y5GOU+BvZ/zdwQU3cX1KwAhMmZhEVvy1Gd9Y4oX7dJoB9B2ydy7uZPED7pt7+KNTAJU8L38yB7fyM3mPUwAdwvQAoE5bAGQ3M3s+2ZKpcHeiiyevUxl5H0Mt5wFKhXVQzcNg5VGklmHGvQUY4nQFTayzubfNI5kTtuU0x0+NyDWni4+FSjmC9600BZKJX7COwZ0hn8BeSsPJ+u7dhYdZ/OfeqYYvNvfp/zqn8lbaEgAwaMciqPTfZZV3MqUmg69bUYD6QlIixh3jX0Bo5umFvQMNSoGogkisiV9l9FuO9NHUMRgTfaeUs2gLi3KRGfke/IMMIS2knbxUgEd5S9A8mKokWFYNNrs9oOMLimPAuJwDI6KgLKsrBJs7ANBWWvxlHMG4/AZGSBclitUKdPl9MRRa0+AZqUCEs52/gr3ENJH0rVyISp3+2+YZfGPyTwcAX+U6loXdvUrbt92mTp06iImJAWHBkbTcP6ohQ4YgPDyca0JAOmdnEuL2anXnzh3O8osU8RkkfoPmSi6Xl6f2EtDx2LFjr7QTYtNFcAQyvq9C1OnUqRO3UNSzZ08QdiM5HyIhJunEJPAkNjaW2y8ZGwLsEgnzu/rvjsA7APB/eG3/LwAgoQvn5eVxsd8WFhacjLdt27aYMGFCOZWY79TWrFmDadMosEO8//r1M796SoJBVq2iRq+PHz8GWRl4U/Vv+2IefWIxvL2uQyKqJP/hJmUMbsQ1wOkQKoMZfGgrcu0eQyQ2bkvYS86F9RA+gE7mTjy7gU+uX4aao+oZl61IhW2dhiDYi0qqWm+ZifRSfm+uRm6pODh0OdeO+CmdTYg3e5mIZJVIV0n5bl8IVsQ/Ma9p6YFTIZRWvuDBQbS1XIFWdsY/wrUs8E1KS8wP3swZixPz7Vqbl0HgRCSbxoegUwjwcUBHfNycTiR/vHERWx/yB3bYSaSIHkMZPFEZMQgJN8+CG1iHweLOdMJbolZgVMR6JJcaMy+sRVLsaDkZNfTpx6Tttgf38ePViybhK+MbNcV3rY0NdNOLi/HD5QuIeEnZms2qVsXcDp1RVS8jKzvTRfcvYn2sqVTpm4YdMLGOgV33qs/QN+fPIDzmkflrOXAomniaD/p51f2Ya1cnbBlkJKGlTF5K8zK4+qZeJ0ysT8GLjw4uxqVU/lRSMjmN1yf2ZhYXo+W2jWYPa1idepjXmTKD5j0Ow/lMfuZlVUsX7GpJ5aV3SJL2If5UY7L9u9btML5xMD3OK5/jbiG/dLKuTTF2dyRBGcC4/Rtx39oM45VInrV1sLA3BT/rbF4ApVYAgVQLtUrE3fdisQZquQiedmpc+4Cyxj47twyHUsw5EAJ7urZHq+r0x6JP6EIE2GXji6ArqGmbzRm6X87yw4q4NrBmtLg9nIY3dD+wEnnFucgptq80pizc3fNwrPdMuFhZcSza2tuXQKMQg6n4SmIAgiPVcGdwaSBlp7SYvxLp7kqatqwhDaismKQxi4uA+C8oUHg2JRYTLh8G1AIwciGVfpN7Q6IDa6GDh50FbvanTLQ6Gxaj1Ayzjmgzk6fQifGZlGhMPHnWDJjLYnyTWvi+GZWpBe6ZRxcYeIrVMIgbSmXFyx/9hshSfiCZbO/gMBhjg+g9N/T3iUhSOUJHE2LKS8xo4KWRIfx9uoKfUlCALjs3Ylqzq3ByzIMKDCxY4PELb/ye0hbXxkzgks+5/k8shJdzPISVAMgSpQRBFj0xXz8x3xB5CwuvXuUAWguhCnYSFbIVlhzrmeTePJr4cTlzPGTPTETm8n8XbOnqh06Bhu/03IJijFsViiSrPEht1NCmWeHbtp3KwT9yjPczUzFwn3ngtY6nK44NpGBu66M/olTInzBLwlui+1L5UUppBgYfWodMmSm4ZS1UYV2fnmjn1pBrW3P3QmhEGk6mW45jkyAs8p9GgLjhVEb/LOcg/DX0ueerRPFS+DvTkJjYwjisiZ8LYSWwUKOTYFbtJfCwpKDersQILHhIAEC6REbaa7h7lYEIOhzsOBX+doaUe/IZMtkiC0NSkZA3WfbPvoOvjh6PqnZ2lM25dhkXsMRXUxsw+KI9/W47nbYX21L45ZgeUgYrG1OmVomqFHkZbeBVIa23Yt/XtN+jXVXqr/u6lZU/CzLZTghYJVhGBJGkPao4h0IgMADMrC4fmpz+EJYxJPU70TEOEBKZtB40upn5HMPOhem3shxAT0Jfyh7+PV0+QAt3OvkkXrihD0xtI8i2L1q2wdRg+j30v64hR2fjJkla56kt7QPwnh8FKpdFXMOaO/xBbRKBEDFTPzFahHxUGI1DqQeRLk+DjcgGLZ1bo49nP4gqjDvpNz0zGbFXx6Nh7VRIJDrEJ9hBbv8NWragi2qkWE0S2JxuZoeKsV9uJAVmtdlgi38GlIRBqAXEjcHYzS4HCUlH9/OS8VEEv68w2b6p+RgEu7y+/cqbuJ7/tnkG3zkbAYBB0/45DMCn5hltlc/jnwQA+vn5cb72RAJLALQ/qpEjR2LnTrpo/bphJ1evXuW8A0n9mTSXLCCU+fATgs758/z+6JWPlQR2fv89/Y25fv16TJz4xz60JPnYnOSZSIHHjx+P7du3c/31798fhw69fnjQm3hu3/Xx94zAOwDw7xln3r38XwDAPzps8hJYuXIlL12ZxJAvWkQZJGSFgqQRmyvi/Uf8CEidPn0ahBH4qkW+tP6oSCJS2erI675YX/UY3mS7USdWIFuVgpYBcSZSmHtJNZBTWgVXhtAX8funvofayngltuxYxDIrHO9BmSRXU5Kx6vYq3C42ToYiE5HGVtn4ufOM8sCO9tu+w4ti/tWnYM8X2DeQpi9+f/Ec9jw0b/h8fNiHqK1PqGyw7VcUiYtRifwFIqMb7dccc9pQmeOlF6vQTsz/Zf9CaY2q1e5CJBBCo9OhVvh8MCJ+llUfZw8s7UjTF+dHXMLG6Lu8l8jRwhKRo6iHV1TGE4SEm5/Ad/ZXYFNPOu5bEy5jzTP+xN7O7nWwuDGVPhWrlGi6eR1UGoqGGIUwM8DlkQaW5KveQ6mlhWh7eC1vboVYIMSdkOnljIZX7XPaqSM4GfdHYO5QNKny9gDAE4mxmHbxKCATlifNEnaXu6MVbgyeXC5PG31gKa6k8evDKgKAJJWx+Zb1Zk9/ctNm5ezYhTF7cCaD//6obuWG7S1ogAGR2XfbTX+w8NXm9/uhsw/1vJp4ZSoiCvmfoca2eQjtQO/xjw6uQ5Rlqtk+30NNLO5Jfcnqbl6AUgWV9Feuak4KXBlO782pp3/B8Zf8YRBk+97uHdHSi76La2xbZDacxw4qRI+iXnR9Di7Fo1T+cSfeetdHfQE7CwvuuWxxdCZy0x3BcinKhrKylcPfXoujfagMt/vSTXhiW0BlxRWLBSTZDOK+od8H19IT8eHpcEDDcAAghU9YgHzOUosq9pa40Z8yjYLWL4Gy0n7Lu2aB5CnUauDci8cYf/RUuY+h0f61wLimNTGzOQUA/XfPg0BiBgBUM4gbRgHAz65vQ47IvH2Fv6Ab5gQP4tp2PvM5inT8KcCOOiXO9qIMb1Irb93AylsRRocoYBhs7t0PHWoYJruDrn4KK6lpiif5oBPTCL8E08W4kP1hSMhJxrzgK+jpRUOHClRSLH0YjD0JtfFwwjTYWNBju/igG6bc6AiF1tinp6dXPMbUb4ymvvQdSypL9gwxGWNRXULfI0UaSyiln6J5FWoZQSomOxPv79lldC4V/8fX1QHnh43l/lQ3/EeIrPkBQCKlf9iPgtN3Mh5j0OGTZi0mJjaogm9bUD/HwLAF0Ap00BI2aRlQLNBx6c8k9Tv+AwoAxuceha+a3it8lSxZAV+nntymrx/MgELHb6/hKqmHmXVon/ueHsTM+zGo4Z4HRwuauEwW9LJLrZGdZYtjvcfCz97AvL+YnIiZF84jvYRe02DPqljapQeq2RtAeBJAcjL+mdnjvD1uMgfMk0lf3XVLoDAnG20owGftKFuQtJ396AvElRp7g4oZLb6vORG1HOi7Q6ZRYE7kOPxY9a4JU/K3/BqwtJ+Fnp5UgfA2Sle8FCg1s8hjOQAC+wXcbu9mvcSgsztgY62ElaWKG3cCAMvkEpSUSrG/60g0daPjToKeQsJ3I6nAmCVa390DewcMhoXon+FXFZdzHyEnT6JIY/x90LeaAis6zzTIuW/ewKrbxu+OsmthIRLh8eSPzZr4/1+vGat5DjaHpm/zFeOwCoyFwW/0Vfb3IP85Rt2gyfR8taXFWDRxrvEqXb3xNu8AwDc+pFyHnARYDwC+LQkwCeF4E6qzyoGZ/yUGIJHpEqkxkSYTNuP/NayTjHm9evXKA0vI81O16tubY7ydu/Ndr686Au8AwFcdqbfQ7q8AgI0aNeKQeaLlJ1HhhP1HwDQi1d2yZUu5p8Hw4cMRFla2wmo4eOJFsHYtTSAjdN+aNU1Nqctar1u3DlOm0NQ24glADEJftZjKFLA/+OC/AQD8/NpuHH6QCm+XbNSumgYrCZUvxmV4IC6tCmr7iHH8fTrhHXjpUxSb8cuxZYEDHShYV6RUoM3WTfBxeA6NiEGxRgJ7sRJahRD5Sh9cHj2u3Ftv+G9TcPMFv3l391opWNuFMjXvpqVi8AHC5mAhkWogFGmhVoqg0Yi4vmImf1z+Q/Sz30/it7jHADHRL5vvk1V4tQChvQaiQ3XqY5WRswBumm1mryDj/gAMYwmlRoZ6hw2T5MofGOIpxU/6NLyrL5Mx4gQ14q1cffxrYlVnOtG/l/4cU09uQlapaQq1kNGig78DNvWgctBvIvfiXAZ/AqGXlROOtKcsp+jMDPTdF2YmegXY8H4fdPU1mNm/yj1/ITUeYy+Z95I62HUEGruaT4Hl28fyyMtYfZWkTvKHxFwYPRo17PgDG17lmP+sTbc9oYjLzoWFVAkn2xKoNCLkFNiCBYMrI8ehmj4ZfMKRrTifwi/hEzAs4qfTSXt6cRFabzM/UagYErMj4RK2pfDLIGpbBWFNC3rNCbhVe93K8gTNiudERu3++ClcKASpjXeHY3U6TQmtXOPd4zG9GU1xXnTzCPbl3jHLRJvq1RFjG9BJ1JAjc3H7BRkTY8CMAGKD6gCLO9J7bvm11VgZKzcrVT7XpwsC3SkjynfzIujMzGkddWpEjqHgVv+DC/AglR98JNsvjv4Q3nbuUGmK0fHiT9CqGBTl2kClEkMg0MHKVgErezmCLVVY2ZaG93wQtg83cl/QJGE9kM9Jh1UMBFoGCZ/S80krKkC3w6tQWmAqzbe0UqClTyA2d6bAWrOtvyBLacqcJtsIQStxKr0/orJfImTfHg6krEiKLmMtzu7UBmPqUNmqf+gCCGz4AVVtqQgJoyhTrMPeNfCo9gBiHqazSi1EUUZTnBpIAbOWJ76BxkyiqFTD4FpvKhEnbIbxFw7hfEICNy4cRY8ExUh1+Dy4DT5uQD0nSY25PQU68EuV/azqYXZdypLsGLoOi4N3o4mzqdTx+3ttMbLZAtRydYNWq8bx6N74JKojl9gL8r4mN7pIh0CnXHwVKEeXevS7oESVh8epbeEqNvUQyxXNRbAHZQtky0rRbMu6cpC//OD1NhI9awZiTVfKrAsKnQ9LV/6AGmWhBLHDKTi98d4JzL9L5UR81cbdErv60UWeujuXokRRRiE13rtUAjwdRVmnck0+lJltYSc0DSYq1Ehh6XENFiIKxE299xFEAjk0WgGKZJZciJCdlZxjYrKsE1Y1XsO1C4vejND0GDjZyUwO80WWI0JbDUSgK5Xm33z5gkujJf61FcvT1hbHho7ggj5IXUhKwLhj/Ibv1mIxHk42gK/99v6E6Cx+eeSO3vXRxod665HS6NQITVqJqIJ4qHQ6uEmtMdrnI/jbGjxwSbsvo5ZBqYzGEKdEVJWUolgrxoViT1wsqobVTb5DNSvjBUezF+kvbNDljQVUV/k/KaoNgQsdF7lGjXanFkAoMb2XtCpLXOnxLSwrAHsEBCRhICQJmPy2JOFXHzdrCat/mFl9cv5jLL97EE8KtLAWsejp7Y4xDYwDXa4/T8GIw/y/feq5ueNIhdCbsoFktTmANglgHACR/18GCFlWRxmAWr7AECkY1wtghNSL7FWLSH97XFiKfJXpM2QvtsTpTl/CUmT+e+pV9/NX2r0DAP/KqP35ZyoCgG9r/va2AMD/igcgAV6bN6fsZxJsUiZV/vOr98ctKhJ/CIZAsIR39d8cgXcA4P/wur4uAEiCOchL0cqK/wcjMQB97733ymnNR44cQZ8+9Id7WY0dOxYkZpxUQkICfH3NU/NJO9KeFKFBf/ihIY3vz4btvwYAfnVtLw6/iIc2x6KSVxILobMSgXa2ONGb/rCffmcannHeWKYVaKXBr8EGNh0JMZh+6rgRgGEpEmFrnxA09zJ4FbU5PheiHCWeFxkDPrVcX8LC3QcHOxkmFZ+c+w3R6huw0vsPkvlKQa4Nvq77AfoG1ik/qDy5DG3DNkIm05R7g7EMi7Y+3tjxPp28k3qUsgi1pfwSDyKXEld5DIYhDEA1Gvw2j1fSTPr5uqYdxtY1+A/9dOMitlSSAfvaO2J/32FwtqT3eHxBDoYfWgWZUgqZ2sDOIXwjX6cMeLu2xOZuFJj+Ifogjqbyy0YDbT2wpw2VFd9LS8XAA3t5YTWyvbJR+5/d62T7ofhH+OKWed+OsE7D0arK64WAnHjxGB+fPsZ5KBojRywEjkrcHPQJXCz4JUevcsx/1sZn1WK0rBWHxlWfQ8jQSW+u3AqnHjSEs4U3zg6jUvZRRw7gagp/AqFIADybRkEjAng32EAn3hUhzbLp9LIu3RFSi96fg46FIQkxsLU2TjFVqkSQ51ZB5AcUOEkpyEeHnfR9xldre/ZGDz+aRHjrTAcsF9RFrMJg6k/+7ictxEzBPTR5j3p8hj3cizxVOLZm1DaWsrPANM8HcLOZjvcDqGz0ePJXmH3BGnkKG8NJsYC3fTYWvlcVLd3pc3n84a+Yek0BmF5KMErg5oi+8LCnx+m3ejG0ViTYo9IZKRm4W1jg1kja55AjS3AnxViuWvYJ8nzcnzAJ9hY2nMfbexe/wvvOj9HX5SFE+mv5QmmPVant0clRhcn1KMD/R4mbRJofNYky1nLkJWixZS10ZuSLIQ2rYWk7avg/4+JJhMfE8IaAeNvb4vIHFIi6ekGAVAAAIABJREFUlZGMYeFkYsy/evJxu4b4tCH1cwzctAg6Sw0EFsYsQJ1SAKZYhLhJlCHabf8WZGmeo3aNNCMfQMLyikmsikDbAIT3oUy0pofngJHys9tEChtE9KessftZqQg5vguMXABGaxh/wo4VWwsQNWw6rMR0wvt51AzkqvgDcrq4v4cPvamU/LtTM/BzI37QKEdpAYHzdbjY2HJMsA4HZ+G5nN8IvpdLBtb0pFL2ay9/hCf4Tfyz1M5o4UPtBfLlMjTatIb7DjDxiBSw6Orrjw09qazYb/1iSO2VkNgZg3BapQCl6dZInErBusOxV/HpFX6ZI9neu7ojfu1Bf1u03bUBL+T8wVGOYktEjjYkoT7J2oUamp8hqSDtVeoEeC7+AUGuBu+0Cbc/Ql6hBaKSvKHR0gdJKlajsV8SbK1F2NiMLoLujNmM44X8TGMiSV1Yexr8HOk7aeiBfbidxq9s+KpVG0xuapCi8smAyV29rW8I2nnThTVSPc8uw9N4LViN8cMucVBgYcce6FfNfKBHeSeV/vFCloHvolehQG3MPJ3gOxC9qxrbW5jr46/+XZc/HVCe4f+4uCkEznSRJUNegH5XqBKFrw63+xoelqaLfn/1uP5Jnwt//BDfmPGIrG5vj0ujxpUfLstqwRJWpYy8n/XvOlFdcEw90estKJZ1yqqjweaNBtiKvr1CMPaLwFgazxdeddxuZMfjs7thUOoMizISgQi/NBmO1m6vt5j6qvt8lXb/OQAw4B8kAY6j85i3BQCSvgm77f9aJKDEvgJDe+DAgTh4kIaNve0UYFtbaoHxNlKAiZUXsfQiRTwDiXfgm6iTJ0+iV69eXFckjbhMBfgm+n7Xxz9rBN4BgBWux9tacTB3yV8XAHyVW+fatWucFyApAgaeO2ecXPt3MQD/axLg2dd2Y29qAsf+sNSwEAm1XHiBXCAAIwKaWtljdy86Mf8l+heczucHRLo7euOz+gYTcNL+cWYqbiUfBKvNhEDkhfb+A+HrZLwK2+LYEhQpSxDI5EGlFHOMBqFUgydaVzRxrYo9HehkSqPT4vOoZUgoMZ2o9KvaAeP9DH4w314+g30PTD3mCHnzGJEKu1Dvo+2RhzHY7RtIhaaSuxMvfdG5wdHyCe+nV2fiZKYEta3zEGBdwLEabxV6QKUT4Fjn/vB1oOEJpMhYnk6K4/6TadSo4+yGj+o1gV2FpK2XxYVos3MT7IUy2EvlkGskEAsJYMkitdQJ01o0w5dNqc/G1awn+PTeTtgxKngwcg5GyIME2TpLTArojPH+VNIcmZ6GAfvNp2yt6NYTfYKMU4PTios49gGpxh6enIdTxToZ/xRTIw7xSze1wN7OH6J5VeOkyOSCfDzIzICIESC4alWjQBHSd7a8GB1Or4CySAhdiVjPNNJB4KBGdScpLnQ3L4f7s3dFqUqFiJfPUahUIsDJGYR5UBG0Ty8pwvRrX6O1t3FSIem3WCXFb/faI/Ijuv8vz+3Fb7EvOWZg5fK3z8fZUdQbk1S99atQouIBWRjg9w/HwNeRgnOt9qxDmrIQNtYKWFpQiRgB/4qKrSDQCZEwhkpRDz55jC9JCAjx7xJpKWDH0vAGAiR91LAxZrWl6bozvh2O33zrkYhriCSUkaZVCaGVCzEgJQqLf6Y+aLeTd6KpxU84m+uFjel1UaCVwkmkwLSq0WjnkI5HmqWo70UnSnMjxiE0qiZAQLUynzcdAxGjxZetcjGp3hKuXWbOFnTbn4lSMGjg8QKOUhlSSxwQm+WJ+g65ODR4PIQSyk6svXU+5CUSQEqSvEngAPFCI8xcBo38rXGo52Su3efntuNwLPG7NB13B6tSXBoxg/Mo07EarH3QA72cHyG+0A2JRS6wFinRyPUF5BAjXdcbvf0oaPQw4xn67z9Kp5rEY490TfatFWBYTWvM6zqJa/ck7yV67trHK3knH+lW2wXr3qNeY/tjLuOr83e4dxaXXUFIa2QHOga9Ahywuged8J5MeoBpx8x734xtHoTv9RLgLutmIkHtADe3PNjaUJC4VCZBRoYLPHUFuPYpved2x0Thu2vnYCWRw8sjn/NnVKlESM10hExliTWde6OXH2XBB+9ZBDgUcv+uXA6lVXFuIGWs7X32AN+ePWcSlEK2ERDw3LAx8HegCzU/R69DnIIfYJrgPR2t9azPo1Gf430P/lAk0k+R3RU4WHmgQKFAw3DK1uQrD4EGNz+ksvMzCR8gQHqBt52GZRBYjb7POAnw0W0cE5wl7xktZRUylhpAwqK5lS/29B/Kta25fQlUhQzENmqISEI3uTWUQqgKpVxITOJ4CryS31L+W80Fi7A4M2AIglyox1vLsPVIl/HLpO3EEkSPNg6teFF4DbkFGyBBDlRwhYvDZHjZG3usdj/5HZ6kONL7swyj1YFbyGjgq8JvXSmL9nTqOWx7fpBLKC5WSjmwUCrSwFpC3zmL682Etw0FWoI3rUOu3JTlRLYNqFWnPMG8bMBX3rqC8Lg7UGlVcJLaYVnHENR1r1J+PXSsDo1PzIVOC278dCoh9w4RW6sgstZgtF8bfFbL2HalVCNDbNETKHQKVLeqxv3HV7nKQhxNu4iXskzYiq3Rya0Z6jvQBYa/WoT5SBQGzwsL4GpljRZe1crDv8r6ZOXHwRZS38LKxdh+D8aavhNu58bj47vmfeNWNR2LZs78bO2/evz/lM8tvH4FG+/dgY1YiRauabARq/GkwBlPCp25123c9M/LPQB1xSuBUjrJNyqhLxjiqcjwWxb82blyUmDZLsoEFLiAsRwERkIZ6H+14oszEZ5yGxnyQrhb2GOwdzAC7N4e2/RVjvMdAPgqo/T6bTgG4N8AAL7+kf35J2bPno2ffvqJaxgREQHCCOQr8h1GJLWlpaWcl9/ly5f/vPNKLUiIBgFIg4KC/hDMJKm/ZUw7QrwZM4Yurpsr4tfn6enJBZO4ubkhNTWVC+t8E0VSj8vAxHcA4JsY0X9uH+8AwArX5r8AAJLTqVu3LhfaQeTB5OVFUn/K6u/yAPyzW/7f9sW89t4Z/HInEt4+WbC2NrAfFHIxklNc0aWaJ1Z3G82d9ienj+OWPAL2TsY+gIV5Vmhm2RKrutNENlKsNhVs/iRA89QwZOJGYBzXgREYmEqDLmzFgzx+X7LBPo3wcxO6+nM3LwZzHvH7rAkZIcJbLYKFkLJTaq77BSo1v49WW19vbH9/INdu56NI3E1aj0VNLhsxLx4XOGN8RB/cGP1N+Q/WPFkKopM/Qjsng/9SrsoCj9WD0MGPysNep4hfX93QlWAIs6cC0EEkl2SyvbZbH/TyMcjYf765EDuf6KDQGb4Me1XLwYqO8yDRS4qIiX/HHeYnH3sHDEGzqobV9V3RUfjxykVObkpKyDD4vm0HjG5oYGfcS0/FwN92A7YaYxCQfKRYxHlo+enBLdLH6ts3ObZVGftNKhRhQeeu6FfTADxGF8Tg68gNSMp34sIAykoi1CDIJQ9hLZfAQvj6E4CojHRMPH6Ek/6VVa+AQM7LqizNmbwLF8X0hZWYnxEVkVIH4d0paHTlySwkZj/CT5GtjUDApi7pmNs4ArVrUg+2YqUC9TfyTGb0BzGtaXPO1J1UtwNb8bTEOMyl7FgtGTFiR9FJJmHkDDu8G141csoZr+TvSoUYL5Nc8VXzzhjfkPpj1f1yNkoC+RM3reOL8XgxDTB4mnkeASy1PuCr5+Iw1HCmwSLtd89EiszOAJaRP5KLqhKggXMJjoTQPs8k/IpbmZfQwSkGVWwMINPjnKqIUPjhq3qL4GJNGaK1Q3+GvMjChI2lE+hQ35fB0Z4UeJ1+ahaOJdhzYFrlZ8NSqkLUmC8hkUg4oP1OQgC2PGqHsy8MDGAHiQw/ND8CrVUj9A+k0my2dBvmRlzEzoyaRvexCxQ40/42HKvSxNSUwhx02B6qR/MqjJL+hq5dXYwT/eiCyMKLS7E5TgOdUmTEnhZaqlFTLMex0dQ37kZ8LD48edLsuE8K9MOM7pSJ9tmQsajxSSqGeT8uZ6cSEOdQWk1EzfHEupM7uHYPstLR72goRDZaI29SElihLRHidMg4BOkXWwbv34Mn7FNIbY3ZbfJ8C/RwbVYO8Hx98TT2P3zMe5zkvXR02AjU0/us9j4UCsb+HhxtjYGjxDRXDKjWG582oXLhWwm/INian62n1gkgdI+GSCihwFrYUrPeelKlGE/H02dj+8OP0NaRP0ApT2mFpn4U3H9emI8Op9bypl6T7Z5wxtUhFPhtdnAFcgoUQGkljbpEC8ZejYRhFHzMU8oQfGAFtKSdkf8jC4G1BuHdPkRTVwpe1QldgVI1/3uGpObGjaUM4tephtt/Rb5CARAAvQwfJ/emloEPYVkNpRYCkfkPMffhBiTkOkOpMZyTrVQBH+dcbAleCAcJlRV32xWKuDx+Nue4Rk3wXdsO5Yd4KjkKn58+CyUB9fTl4ybEof4TYC81KDjan1mAAjU/qEjAPwIClhUB/n6NW4tSreG93c61LUbXGAHy3f42i0hwJ584ipuphu91X0dHbOrdHz4OhkAa8q5hi+cBMvr8lZdFbzD2S8DoDYefFqVhVMSvZg95R8vpCLSjYWX/tSLg38Vne/Frq3NwkhoY7vuTgrD0YRfcmUDfmxz7L6sJwPLfH4z9CjCW1PPyXfGPwL9tnsF3FkYhIP+fMQDfxn1N7LLK/OxJMi9J6OWrmzdvomVLurD07bffggRuvG4RUI+Ae6SIVZeHBz8gPmnSJC6Fl9TTp08RGPjHizWHDx/mrMBIffrpp/jlF/pb/E3UkiVLMGMGZfLv2rULH3xAFRLv6r83Au8AwErX9G1Qjs3dNm+DAUj2NXjwYOzfT/3IsrKy4OpqYJOtXr0a06dTKeS7FOBXf6DvJr3AjNiVsLUzliSSHuQyCSa6jcKAhpTd1jVsG54V58DWTsYZXJMi5tbFRVYIsHHGuQ9pui73Ay83BNDweCVJWkHgRCbYtPYm3sfs+6ZhGGRuE9ZhFJrq2RRHXl7BxkR+fxnSz+bgWahiSe8H31VLzcrtqjvb4dIH1BvrdkYKBh8KR4BtPnpUTYKdWIlnxU448twfdlbWuDOS3k+kdMWLgdLNpgPLOIBxOQlG+Pqeda13bERaoSlDhODaN0ZPhLs1lcFGZ1xH/1NXoakAlpUdyJJmbhhclwK0ZJLSaOMaFClNvblICl/UxKmw0HsLXX2ejFGHqVygcm3p0x8d9Yb/BBzsuWcH4vJzAKmOssEIk0YlQGN3TxwYOKycYXf4SSw+P2sKdBBgkaQ0N/SgLJHfM69iY2IYlBoh8uWWHOOUsFOcLGWcl9UvDX+Ap6VxQiXvgVb4I5F9k4lsrtzUe4kAmrPbUbacXC3H+vi+ZrvLKqmPBcHk/gEKsr+DnfYADqT5Yk9KLc7Uvo5DDn6oGQGxUABJlRiuHWFQDjxgnnnZ0y8Qa3pScDz8STRmRJziVYP28qqJNe/RY+Mkkae+hbWt6XNJwPkD7X6AsyX1qau9bDFktvzyUotiHZ58QX8IypQypKR0RJCdqa9hZJ4b6vtfgFhCQXTfLQv5/fpIFoYOiB3zDdduRdRGtHJYBEeR6bg/VbjBzXY3mrnTlHXfdYvBqgUcAFd2K3M+eCzg4apDxDD642z0kW9xKZWEmrAA8esjLETiCUcYewyD00P6oKZzIFRaBX44PwK7n5mudNuK5fiyVRJG1qeA+IuMeeh5WY1Sraln0+e+UZjWIpxrdzn1GUYfPMoPRLEsvEmy8BAK3DTdOh95hNHIw1QUWajwbAL163t2LwE9Iw5wTGMP5yKoWAZiRof8QmsUKi2wwqkJ+gynLN5Z+wbi07amidtk27q7TTCzzxGuXaFChiaHl0PAE0ykUzN4HPJVeVjWgZhHmHH+FCQOSggtqS+qplQMdbEUYf0HoWU1ylj78uwpHHpC72m+2vh+P7znS/1aG21fjXylDG4ORbCxUkCnEyCvyIbzpRsYWBdLO/Tg2j3MiIWncjAytRY4UVANJToRqollGOqSgLMvgxDSnMqDFWoNam5dDljyBC2xgI/cARcnUUn1rBurMKwqWSQw9UrcndwUM9tQy4LLLxPw0XXzKcBeQkdcHkgB8fdPb0RsYTZY4n1IwC1yGIQpKtVBIhDgyWB6LWPyM9H7zBaQNRNWRtqRe5IFY6EFCS9d0rw3Qnyod13zXQuRSZKkecpBokbUKCq9fp1qsP1XFGh4vApZwM/WGReGUMZ8iUqG1ieXQkaet0rlbSfC+W70+SW16f4dLLh2xaQdSXz+bfBw1HGj7+K0kjx02rkZxGOycjWqboWD/SiDl9TymNPYnmgaUmMplOBg+2moakXBtVxlHr5/NBtyrek59avaB/2rGr+rlVoNzr54hvjCHDhILdGtWhA8rfll47E52biSkgSlRgsSrNHeu4aJx9yk40dwNtE0kIosap0YPrLcq7jsvFjldbAqkhzLghE3BqSdjfok7MfREWvwrJiyUCtWoK0nQltOhaByOtkr3gCsNhdQngbxzWNE1QBpdzACftucV+zyjTaLTotCdc2HXNJ35TqQ0g6Dm9PfT6wuD2wWPzuJbGdsZ4CxNsiF3+hB/kc6+68BgB38yW9T/uf477xkhAF4KZ4u5r5NCfDbOCdipUVYc4WFhSAhGoQsw2dZVRGUI357wcF00fd1ivjyDRlCrSkWLFgAQsCpXDKZDF5eXpwcuXbt2tzx/FmFhIRw83dSkZGRaNjw/8beLdtf5RAQkpJM0pLf1X9zBN4BgP/D6/q2AEBiCEpCO0hVBgAvXLgAEjP+Ry+ksiEhqyRktYRQiwmTkLBJ3lT9276YzyY+wpo08wmm3az6YkpjatjdbPta5KuKoJUbsyQI48VRbIfbo+lkilVFgs0z+BZVHlvG5TwYEZ10EtBqQfQ5hMYZfJWIdHR2ox4Y6mtgoq1/dBbH8vilZMQLcHvwz3C1oj8gfFcvpYABT3k52eLKh5Ql8dX137A/OsEQFFKxvYBF4oQvOJYpt/qf1ZjQiHj7ZOzmgrF6PUNZIlWtt+FXXqkh2cm6Hn3Q3Z96zMy8PB87E/hp8I0cS3C4P2VjvSwqRLtQHpBSf9ThA4eiqSdNvpp68ihOxcfxns97Pn7Y2JsykkiRlMKPjh5CcmFB+d+CnF2wrU8IqtgYmGdDDuzFnTR+NuewuvU5D0JSkfmPsPAJf/oyYXxtDV4OKxE1nn/V2vcoGt9eMLYFKPssSSB8REJiGIbzjVsS2xtSHvCAtC9Vt8TM+pS5xZZsxNrE4ziaT7ytDPeTq1iGtT5JsKtC91egkHNeY+Y83iY3DsaM1lTOTarlznVI1xQZNRdrRHg4cjos9O+i6Nzn+Pqx+eCZ0Z5DMcSfruJ22LQRySy/xNOTtcGNiXRivuzGIRxNuI+tLU/Dx8bgTfa0yBFjI7pjasM2+KABvUY+2xeANRN4JIQOCSMpeLH1wWy0dTZ/z8HyIgKcg7i2NX5dApa8OireygTfUzOQClg8nUTlz513LURCqYAijRUfYwIWlgrxaOxU2FjQtNEGGxegpIKHZsX7patfPjb0pJLZtZErsTSW//l1lyoQMYA+Q9eT4/DB0SNmzegtoUXMdApUBmxcCK2CP9VEINYgfjIFXmOTX2DkzQ3IV1hBXSEZlQSWVLMpxCSHnhjehdpbXHjWGA1ssiqeRvm/n8qc0MqfJqGPObcL1wtpqi5fve9WB8vbUVsErU6HkLObEK9MN2raxqEmNrSnElhS6+7ewpIb1C/StFhcHjUO1eypf1mPg6GIzeVnsk5v1BJfBFOG1zfnzyBOfgKeVbMhKpOSc2C0BDcfBODWR9+CPJ+kas5cAoWvzuT+EMiB3s61sXIQBdFnXp2LhKJ0fF/nFKxEBobdxcwAbE1oi+uDaahJWnEe2pxYZ5YB6G9pgzN9qAx38MUNuJeVw3vmthIGUXqfxCcFmeh5Ygt0RWJDsi/5FMNCYKvGrGadMCaIeuaNPvoNLmWaSbh3zsX+kIVmxtr8nxvu/BX5Kv6wkho2jrg8hC5uXc1IwEdXzS9K3OzzGZyldAGBSGBnXjiHvY8NQVMkWGth525GzO35t45i8y3+7wwig4+Z8gmkQvo8qLQafBu5H+czDICytUiKRY0Go627gQVyMv009r3gD5lyENthZSMDA4QAzqN/34fovIzyAbIWSbCmXT+09zQOEtv+4D5+unLJKNikp38gVnTvBQJskvqz9PYd/QaiTfXX87fl7jtZHj67H4qUUsPzUcPaDcsbj4KnlbFP66veAKwqCmz+RICtsHgj9AHjFApGaJBfv2p/b6NdxNMf0NzeNKCP7Iswc128o7jdsqwGbGYjwmfnPQzGfjkYyzfj+/U2zvOf0Oe/bZ7BN2YVz+EdAPhm7qqKMmA+mSuRBhPZLwHE2rdvj0uXLvE/g/rfft7e3khOTjZpQ6S6BGQkfvt2dna4f/8+/PyM38EVbbkqJxbz7TQvLw/E15AAmSSxNzqa/tb5s7p48SJIiKi5pGByrOPHj8f27du5rnr37o2jR4/+Wbfvtv+LR+AdAPg/vHhvCwAsizkn0eBkdaGiBLi4uBguLi7cy6N79+44dYpfIkS2E+ZgUVERR4O+cYOs5r65+rd9MR9OuIVt6TvNDkBHm274tCGdeDXduQJ5+fypl06OQtwdQQMMWMU5sAVTcehxADaebcr5flnbK/HF+zfQ2fc5GKe9YCQGcE+mUmHq6aN4mJXJyVA7+fhiXoeuRtd3471bCM8Nh9TCVFKVn2ODPZ1mwFuf3uq3ehlYHgUwkbGRAJK9IRScHHYqFBEpOfwAIAPcGTURrpa2YFkF2Mz65m8S66kQ2Br7OV3PTMS5tCecB2BtBw8M8WlslP5HwLq2280DJz+274wR9enq18TTc3E6jX+l38tShuvD5nLtiAQ2JJyakfMVYaH18KeTr8H71uJuJv9EsqGbFIeGGgzqSfuk/NuIT18PCfI4f6paXh/Dy844pbHp5rXIk5nps0oVHBpEQVK1To1vohcgqSgdYuggFOig1gq5hNSuVdpggt+rh/KUnef865ew+d49s+ceNXEa58FI9r37SQ9kaMV4+LIacktsIBFpEeCejgCnXNhLQjDUl3qi3cy+iDkxh1FabIGSIiuwOgZSCxXsnUtR306EZU2oDx6pWqHzoSiWmuxfINbiYEhvNHSjEugtUXcx78pF1PdOgadjAecfV1Bqhdvx/mhT3R/b+tDgl2PJ97H2+XY4M3LUtc6BUKjlWFbPZE5I09qgs31nfNmA+vXtu/8AX985a4o/ssCcBh0xpgWVCk86vhGnXxbBybYY3lVyqQ+flkFSqjMKS23xQYA75nUewbX12zUPWjNBGBKRGs/0qajHY+YhyM68/JmxOAJ/F7rC7L1uCcCHlxGinxpImEIBwA5h65GsLeDHU9UMrg6YyAFRMrUKddabl9vV8bDF8UEU7B92fgtuZZkm0dILxiJxOJV4rr56AcuiImn6MUkMJliB3quQpAZXBABrbpoPldz0mpN+BEIt4vXBEVGZLzHsbChkKtOFJqFAi7kt2mBkLQoA3k2sAx8LfjA3XWWNujWopUKHQ6uQpuNvR7b7i11wsi8Ffncn3sa8h/wS5LXNh6O9B30nXCXsx6OHwfIwvMQ2Sjz9yMBYC3/6EHOvH8Ynda+hmm0utKwAN9N9ceR5S5waMArV7ChQ+OHRbXCseg4iHp/V1HwHLGq4AD6OlA0WsGEZRIwSNWwKUaITc6EuIp0OccXO+KpZS0xtSmXF+6JHY+FjHzCMFsFOybAUqpFQ4oqHhZ74NvA2JrY4xLVLLHmOLgd3ARamrEJWAwwKsMKiZtS39os7K3AksYTX77O6gxwXu1Eg+WFOKvocDIMQLGeFIZFoOF/OwnxrqNQizOrQBmNrUXbTtdixGHktEDqNoNxXkSUgqBDY0CIS3eobv6sjs+KxM+EYijWFsBM5YKR/HzRwNQ4za713PV6W8geLNHb1xG996Lvzt+RozLhjfpJzousEBNq70dufMDA1ciy7sg13MwohFTIYUNMPgxoYArNIm08uhOHYIwP4Vv5h/T9+Hz0CPnaGPsnC2b28ZDwryoSNSIpWrv5wsTC2KghLXo+zWSQR3rS4cJHgzeVg/OTLh3Az4wGGV30KX+tCFKolOJzhh2S5F37vMwGulpQxT/z8yGIUD5cUn7dojWnN6PUhDMFeuytJeiscxvKuPdCvJmUvv26RBNmInKfIUhTCzcIeLV2CYKEHR1+3L1ZXCjanK6DjAdzFTcA47f7L6bmveyx/1D4idjqaO5oJSiEfdIuFQEDZo2YVFUIvMM7HwAhMU9jf5LG+Tl+cr6A8HNBmAEJ3MJZDyhewX6efN9n23zbP4Dv3dwDgm7wjaF9kHty0aVM8e/aM+/8JEyZg6NChsLS0BAHKiNy3pKSE+38y9zXHsCtjDpoDAEnfJFSDgGlkIdbd3R0zZ85Es2bNOMbfpk2bygNJ2rRpwwGNQuEf2zmsXbsWBDQkRRJ7v/ji1SwyRo8eze2LBIN26NCB8yUkoCQ5z3v37nES5NhYqkYjDEkigfbxMQRWvfmr8K7H//UIvAMA/4dX4G0AgBVDQAjT7/x5U1P1nj17csAfYfYlJSVx9OPKtXfvXgwbRhMK34YR6L/tizns8R3sy9tuliVRH13xUxsKNNTZvBRyGT+zztKKxeNx1MOLVT/D7L0LcSk8CAIiF9WXVsxi8OgoTO+zCoyQynWLFAqOtVakMl4NJhKcMx+MKgcBl0Vcw4YH11DNJxsWlgYQkPgPpr1wQcSYSXC3oROAgF+XQcv365+wr7yqISyEpnh+cGoHrqfws20IOydu3JcQ6tkCuqw2gI6/LWO/GIylgTG3KuYyVscaS6pq2rtjV7uRsJNQbzsiZWqwYTWUWn5AdXvfAWhXvQa1hEbMAAAgAElEQVTXdsH1xVhfwUqx4j3d2rUEu3tT9lKOTIbmm9eZZRWeGDYCtVzpBO3L47NxKJF6QFWuPjUKsKIPNRMmFZsdjurqObAUGI61RCtGtuVy+DkZzNzrb1qFEjm/55WfqyPODaMScVK/xu5EvPykUYKpUiPCiGpfoaW7IVCF9wB5/vj11ePYH2lmkBgWT6d8BrFQyLE5o2JbYeTV91GqNPYZ7Owdjxkt3BDgThmA30cvx5knBcjNNB4niYUKNXyzcKYzZaekl6ah+8V1kGdbQc1JQmkR8M/KoxSDqrlidhMKqL63cxMaBZyDp72BTUn+XqKS4MCtNngwgUopbmbGITR+PtxsC6EgyKi+RNBBJbeEj91ITK1NE3tJQE6vIz8iLpew4ii7RcDo4OtcghN9Z5ezcuZc2Yjjmc/h5EpSEo3zinMy7DApsA4mNqbgeNDeH6HkAazINmsLBR4PpqDzrgeb0dx5Nu9lUumEsLG/BW976nnlvXExOTDetiIdg4QJ9P1Rd+cylID/PiI3952BUzi2L7mWvmuWGvTElXqu7+mGIwMooNni6CJklfA/a0JGi7hh1MczIecFOu3dS0GjiupJAgKqGFSRaBAxlspBa22eB6WM36tSINEgXp/YezD+ND6/bH41e1CgGEvbUiDq9NNgBNsaM/XKTuthqSs6BERy/zvk1DZElvInt5LtXZwDsaYjvZaDLq5DTBE/+NmzSh0saUaBnv5nf0GuKg2lWTbILzGkcFd1yYXchsWM2v0x2L8Z17ZA/hzR6T2gERjLcHWqangv0PDdPP7yAtjYP+C95oS5/XOdbbCRWHLM3OBt82DLaPGi1FgKFuyWhhzUwu9DqSxw2e2R6GQfjylRnZGupMdJwpMm+kRjkNdT+PnQhYB8RSma7VgBnUTPJtUfBathYKnSoldgDSxuTe+PLbHfYUMyi/xiqwq+pCzsrBRo6ZKPtS0pyH3w2QN8d/UkvGpkQyQyrDIRSTD5Hmrh4Y8tXSmrUpU/G632i5GnMF68sRarcGtQBqxcDKEnhxKu4lDWDggrAKVarQCDPEajrw8FPkmNO3cQ556bBhiRbaNqNcKPrSiD937OCwy5SBkPlYsw7G/3/QK2YgpelygKMOLgCjzINQbnxtXR4bvOFJQntTrqLJZfMbAEK/ZLwsNiJn8BkR7g4d0xzx+Pp8zC/kxTuSxp6iySY3ljCpIqNGp0PTwHYU1OoaqlgcmrZRl8G9Mazbw/wWB/+r3xw+UL2P6APieVi/yuODeCGtETq4ymm9aWe+BWbntw0DA0qvK/9+tjFRfBFlD5O18xrpf/ESzAW3HLEGxL/b4qV6rMAdV8b5f/mWXVYIvmAvIK7E8SAOK4BozImEn0qvfS22jHqu6CzR9vrP5grME4bgAjoe/C/0X92+YZfGNkBAD6TfnnSIATaJL6v00CXDbG8fHxIHPhuDh+tjYBx8LCwv4wXfdVAECyPwL0kdReQqzhKwIIkvANQs75syKhJbdu3eKAQnJvmPMVrNwPAQDL2H1/tA/CKiTzfyJHflf/7RF4BwD+D6/v6wKAxPiTxInz+RWQ0yAvNAL6Ed0+KYL2E6+AylVRBkxWAw4dOmS06kCShZo0acL1Q+jCiYmJcNSzD97UcP3bvpj3PLyHNfEH4Oxq6kVXWGCF9+zaYGY7CgD6r18EnYpfilpxwpuUnYsR4zdDSPyUKpXGisXZsM9gLaVAyaD9e8pTaE1e7A0aYXZ76o219MYprLkbw0mtLCxVEIm0XGqwSkXM2IGLI8aghj6MInD1Emj0QEjlPtvUsMOOPlQmNeLYVlx9kcebcGspVOL+6Bmw1HvmsbK9YIt4gA6RPxjng2AYKlm9k52CD67wswoGeDfAgqZ0LAl40TJ0IzJLCBhjXGTUOLmdHQWefr66D+FJz1CoMWYbCaDDey46bOpjYObMvngeux6aTriJrHfD+4Zn7Oz9Afg0IhgKrTElSyLQYEWrW+jemLJoZOp8KDPbwV5kKtfJUtvAxfMGRPrAjoAty6ApJZm5xtedsKncXaxxczhlJCUWp2JF3Fcc869yKVR2WNN0vRH781Wezc+uHsHhyDiTfXOfFbB4OHE6rMVSsKwKzbcsRI7MlGFAjnNxuxIMakjBrV4nfkZMIr8U2dahFNEj6P0QmRmJMXfpeGnVAuhUAjBCkmZN03vrWVhjZ2cK7E39fTT8PfknvOmFDlis96KLyIjB71nfoYjTzBqXBaOFi24wPm5IgYYFkTvxRH0JGo0AxXILDgC2tVRALNKhhqAlfmhKgZOtMRuxNyuGl+VEAJRp1Vujjy8Fg+rs+AGlrJSXVeiBfNwctYhrN+vaaTRwmIUGDqbS773Pm2Bo0FYEOFOw33vTYrMhD0KdDokTqGS2zs4FXKqwuTrc40M0dPGCWqtFnW2LoZabMuvItWxcwxaHetOJc+PQBSgkvm08bDBpugCxX9Drk1KUjHb7wjmWlkmxQDs3YGdvKgH2W78ArBmQFCItEqfQdhse7sH824aQgcr9dqmuxeYuFFQcd3oUfqp3ERIuTthQBOiY87gD1nWlbO2ZETuwL+k5GAkPu03JYFLteviiEfVPq//bHGjNAK/W0OJ2Xwr29zo9E3U9nkDI6JBXbAOFSszdR3bWcs6rsAozBN83pX1eSegAGZOFZJUrirUWEICFi7gYXuI82IlGIrgaZVR+f+9nyISmiexlZ/Z10Gp4WLqgRKXEyP2zEJXL5/3Jor57CQ4Poc9lu8PfY1ejk3AVy/Gg0BWlGjGCbPPhaVGK7xKbY2ErOkZZslJ03v0LSmWWAAHWuORpmjpNmLejm9bGrJa9uLYHo77D8kwtGKEOarWIWgCKtBAwLJro5FjRlVoWbIqOQFj6QUgtTP0HtVoGHsqG2NWDJsJ+fjoch5/xX/f21ZyxrT/1bi1SlWLync8hEpv2qVGLsSH4Fw4kJfVz5FFsuk/YDMbPB8PoMKdtK4wJoFYDOYpStD62Ajqe5SAHsSVu9TUkss49txA7Yvml7Jt7+KNTAL3msZmR6BX+e6XwE3olPW1luDbGOAwrQ1aE9U+v4UlhFohUt6dXbYR4NzD6nZeW+wOWJMciT2v6Pg5xiEafgNtc+1yFDE+TuqOFoykDUaUT4GjxEgwOokqFP/KydLO2xs2xNPiF1Pyrl7A50pQ53ra6N0L7DjA61mKVAp/d2o+YolSOIexr7Y4VzQeXMw/LO+VsUO6DlW3Xs8Y8wFiNMlI9lLUlViDr793GvbQ0bl+tqlUHCV4pC60i7Vj5MbCF5tkwjPNxMOK/loTMKs6AlR8CCJtY5AvGegIYEV14rFhZiiJsfHaFY3NaiSTo5lkH/ao1MhqfEmU+8l52h5e1qcfsvdLpCPYzeCqX9U3YddAkAAIHQFwPDPNmEj9NTuAv/IH8VmCzO/Ev/JKEYdcLfzmt+C8cjtFH/m3zDL7zfQcA/l/vAvOfJ9ZWa9as4TzzyfyZAHTE844Ag5988gkIs++P6lUBQNLHo0ePsGrVKvz+++9IS0uDtbU1Jw8mIRvjxo17pRRfAlaWBYT8kYKP75gJu+/MmTNc8nFMTAyys7NB5MREKUiYiYQROXDgQC5c5M9YiG/virzr+e8cgXcA4N802uTlQth5FevLL79Ebm4unJ2dOSpvxSIPd2Vkn7xs/P39OVCPrBgQ5h55eMnLhHj1bd68mfPqI0WCQPbt22f27Ai7j6D8pDp27MglCZFY8YcPH2LevHmcZwGp9evXY+JE86uqf3X4/m1fzOcS92HSyRR4eBbA2bWIAywIM6MgzwYvXzhjVhsWYxr+ueeV0EKNOD17ae7B07i4xTzjZcy37TG6LfVJqrVmhVkWnJedHa6MpmDdV2dW4MAzfgYP2X58cE/Ucacyy7bbv0dqIb/XTpea+djQlcq5Ou2Zj6RsCVjym7OM7UOYPlpwCaR3x02EkxVlRRDAjiQAsiW/GNLrJM1pAqDQkIC1OPo8NsdF8N4+dmIL3O1DGRUktKLJZv50TLJ9aZfuGFCTJpt22LEZAjYZagnwXE7ZMU5iOaqLSvA0vyqeTKHSa1IEFFlw7TJ2RkdByxIwDugbVAs/dXwP1hW8LvdFDEQNmyx8easTUmX0HKtYFWNJs4tIkzlhYAtqxPsk+wACtebN6p9bbEINh/ZcW5+tS6DTsBCQZGN9QibLsNBZ6GArkeLRKCqT3vg0HLFk0mGmpvougb/d6xn0hhzahaiX/CwnMll7OOlj2EgkUKiVqL2OyEb5AaZgLyX2hdDzbRS6GAXF/LIFwhBNmEqv5d20ZIy9u5UD/fjKXe6AMwPpBG5B1PuwkPKvlhIZ9Iy61Lrg54hFKLK6a3aM2AJnLGlPvTtHX/0WrJSfnapTOmFnWypV/vLW13gg59832d7O3gmzGtFJvP+6hdAQ9isX/KI/DIJJKYSwhgKPJ9F2HQ9sRB5e4FP/i2jjksj9jUzID6U2xI7nzfFj/d4YVotK2b03LOEH1kgCtUaHRD1jru7On1DCqxUGGIEOF7qPhY+zOxQaFWptWQFWIwAqJAaTe44AeB4uatwcRIG1hguWgs1iIAtSQWunv04awDJJDHGOEFG/0oTZmy8eY8g501CisgtRXaLB1Q/p/eGzZgkYrWnIAtlGjiFpOmU0rrsfjkWRSbzAK9newlWHfX0oAFlr03w0d0/GrIa/w0EPuhdpJVj8sD0uvAjE04n0fD648DHqOj7Btph2YCVs+XubsBTH1b2MmLwGCO1Iv3trhv8IIbmOfKVk8HjwHG7LuEtT4e7Ezz4k2+tJB2JoEJXxn0usg5ulPlCwxuCrm6gQDSRadPCn3kJL7n+DNIGphxB3n2iEWFJvLayk9hwDsM66pVBVSDmveLjtqmYidMBi7k/198+Fl0Mh5vvcRH0bml5brBVjxcsGOJTthwfvU0AzU1aAlpvNp6L3rOOM1Z0pCPfdmZU4kCyHs1chxHpwT6thUJBuD3eWwYUx9JqffHEPKxPNW2YEiuvh11Y0iKPZpnXIkfMnnVqLxXg4maaiHk26gYPZ5o9zqPtE9PCmbKMJt9fgXkY68vJsoNPfe2QxzNG5BN2q1cS8BpTReOblEyx9vB4aVoiXxVRiTRaM/B2zkSu3woFO38LLmsq02235ES9L+SWXHwSp8FM3es/tvL8Js24W0u/Hsvc7gcLIIyAAYsZNgJWEfj89L8nDkEuhyFUa+24O922KuY1oQAypktJwxGV/g4P5DfFCTY9TyqjRxe4JWjnYoao7ZZPqtCVAtsE2pLwD/T/i2Y8RWIWyrEka7cLrpqEmZBsB9rb3G1j+8afJg3HgiQV2xNeFWm950LNaAj6pH40AP8Pv2lK1Ep3PLIccxtdTxEpw+r3PjEBAVnEabAFh9Fb8vSIE4/ALGIvu5fsm4N/gA3s5KXLFal7ViztG4sNIilXHgs01F1xlAcbt5l8KA2FLVoMtWWU8lITd5hQGRmxgybwozcOIa1uQqzRerBzs3RSzGlDQtawyCp4iL3MqatrTxfoStRgxilFoEUB/Q/6bilU9AJtnLIOvePyc9FpC7TX+7vq3zTP4xucdAPh33zXv9vduBP7/GIF3AODfdJ1DQ0MxZgyVVLxKER8CotM3+iI1YzZfub/JkydzseAEHDRXcrmcQ/uJPwFfEd/AWbNmYe5cyiZ40/Vv+2K+/mIzVkffxc3EAE42KCaeRmoh5/9Vz+s5JtWzQk//Bdww+a5ZzP3wZyux68iknEx4E/WeV5/u/A2Re/jp56Sf/p82x6ddKWgUtPoXqIl+iqc8bGxw4yMK0n55+iccjDOfeLc/pCOaVqUThFk3+mL3vTbQkvuqDOchSaNWhXivdhp+bkEnWx13z0dKDr2XOM8vfZUx2K6N/giednRSQupBdjpW3L2AUkUSWMYWbasHY0rDFuWm4qTNsAsbcS+fH4gSMixiQyhrLLWoEG126D0AK+JG+uMdXa8R5ujZj21CNyKtiDA0dXCzkkEk0CGz1BpaVgiRUIBnU6l8sKzOpz3F2sfX8KKoAO42thgT1MyEedF1+wKEtd8DB4kSL/UAoJdVMYrUEnxweShOj6QMnpisXaipoxJjvkqS/FouA/bfsgzqsklP2Tnpz8dNYo07I6i/x5rYXYhX8ge6kO1jq/+Muk7+ZvfJtyFkfxii0s37U90eNwkuVtZcOma99Wv5mYIkqMJFjQvDKRgTtHY5VOa05DAAPJdTkjDhwh5Yupn6H6pLxPBDDRwdMpLrc9XjbtBWCEOoeC46lsEXtamH0o835qLE2nxqmqDQAQvbbeLajrwyA4wFBUIql1Zpj11tl3N/nnZjBp6qzEhrAQRb22F+MJU/+5DE3nIDPH2v3DVlIBGq8UwPRLUNX4lUMjkvEkPAYYv0guustGBstPgysCMmN2pF+1y9BDryuFXGXnWAWK1D/FTKAGy08wcUi4TQaEzZINY2CmxvPAJNvf1QqJSh4bY1FFjjeYZ83AtxsT8FgxotXAg8l3LPOcGsiP+hQMFQIEPIIlIPAJ6Mu43JV/mNsUk/3lINrnygBwDXLgFDwEeeqggAbo48gOjcAziSYgpgtPV4CheJH1Z0oX36cUnJQgiggZ9zDsdUS8hzgVYnBiPSIkHPKvzwwnR08KKm+vF5zkjIc0eAUyZ8neh9cCW1KXZ0pBJ1v9D5kNqrUDl8VEfsGUoFiB1Bwdyvr46FyN6UvVN2ek2k7yMkiMr4V8d0QrqGAkiVq5Y4Bx/WogDMqcff4HjJS0ikpuy22kwJhtbcDlupM1RqJWr+ATBfzyUPR4bTcI+6O3+EyIncxyzHArQWaJCmsoaKJRJ/lAOASYUZ6LydP5SA9NOrjgt+7UzZekMO7cCdlwSIYSEU67hxJ9+DhDFoK2XwYCIFiC9nRWJ+LL+0lmzv6dECnwRRZm7QmuVQm3l/EEJm/HS6KBAefxEn8nbxjiX5Y3+XMejnS0NVxtxcySXMkvPUknuP3L5CcrxAa5daWNyIApr7k67jftEyTnFP0tYJ09tKrIJYoEOpWoxp/r/CX+8B2HzjT8iuJFMuO5hOXnnYHELHfc7vM7H9mf6a8zxvD0aPgr0lZfuOuRqG61l0QaByhbb9EK3cqAcTyyqRntUfSlUkinVSKHUiOIjkEDOAu0sYLC3ob0VWlw82iy4a8pbVOAjsKMhUrFSi775dSC4wtlmQCAUIHziMSwQmpVRmQ5TXmhs7AlSlyWzgYiGHk1TBje8Lwdeo4U7B3Ck39uB6Hn9Cdk3r6tjXkS5UsroSsNlt+QPDCLjmehWMgMrWF167jI33+Rd5vmvTHuMaG8AlXcHXgIIuylUsxvYbMNYGaw3uGDQpYIsXAupHACMFpB3A2HxuBBKy6idgc6kawaREQRC40CRtUpMiduJ6tmlSMtm2ocUItHIzfFcT1pyuaDWyC85BoVHC3bYGLBy/NAIU+Xf6/9j7CvAorr77M+tJNu4hhAgSCE5wdykSKA5tcG1paSlQCrRFihWX4hR3imvQYMECIYEAAQKBuMv67vyfO3eTzWZn+5X3e/vvy/vl9zwUOnPn7sy9d+See37nWN/KGhRgC1cA6ksAqwbENcHYT+NlKn5o3X9WntXcBZs9xGoRxvl3MFL6bvv/HR/bPIOvfcwAwIDx/zkpwK/pwvzHmgL8/3sslv9eeQv8p7VAOQD4/6lH/h0A4IkTJzj6Lsn/f/PmDUiqLmH8Ea2CwMBAtGzZEiNGjEDNmjX/8lXt2bMH5NwePXqE3NxcjgpM6iF6BcT84++Kj+3FfPXdZjzK34d7SQG4nxgAhUYKqUiLOhXfoHFgAgKlDRAWRN0KA1f9CkZkACNgYdDQ1WmBRM+ZIxAWzqtJlPGy+toNHFx4g5djRRbZZy0NQ6eqNGWlxbaNSC6wTD8m+0qv1n9+fBEi3/Cnh7hKFVjQsS86BlAG4FeRA3A6rh60Zdgkfk4ZCPTU4vf2FBDpc3g1Hr7nZ0QRnbN7I6aVpOLcS32HwacPQMNp9pnQrU8CqmFN+x4lqTCfRizC4zz+Osl53upOwdTY9FT02L/bGhEN7SsFYnOP3lzZ4ScO4+prfhaNp70dp39YHIcTH+L7e6aP9+LtX4e0wQSj0QDZ1nv/buQVxWN+6DU0cEvl+upBlid+uNcKMlk1nBxEmSSZipdwyOvGCfKXDaVeCLhHwk5C9T1a792ExKIc3rTR1t4B2PEJXU2/lfYIB1JoO5QNtU6M5fW2lujW8Rbi2Tji6BFceWvFFZUAr+O/5vpSpdOh1oal0JdyYy1dXTUvHc70p0BU1d+WQaszXncZQJPMEF8bxzsZE9XWLodEroXURQkBMY8wAJp8CdTZNvi6cXNMakSfOZviOqPQCgAoYoEva5znyj1MPoNDGZug4clFJem6Qbo6GNOAAjff3l6BTAG/NpeDrhpWN6MT46m3FiGac4LlYz+y6GgfjKkN6FgK3LQQBi3//UaMUIoNIQac/QV3X4kBCyCMBWx0WN2+NT4JpNdeec1i6AkPiaStGs01CF4s0DCQiXV4Op4Cr/W2zEeRgIGG9JHYuDhAmLlKAWydlbjQ/Sv4yJ04Q5eWe39GagE/ENWuWhK2tqU6a402/wjtA/5yAlc17s+lv51c8AZND+y3el+28VRh+ycUxA/auACsyoqDfKkU4MTMI3hbMBUX3oXgeGJd5GrsYCtSo6NvHPoE3IdKG4Yu1ShLM3jLYmiK+FmnQpkeL8bQvvzpzjp4O+4DWVQoG1qDAGrlWHxdj7L16u7+GXnkuW6vgcCoW0dS1dUFUvjb5+JKP3ovToqYAHsPfhBdrRUhRNIHw2tRcGvO455Qc9Rpy7CHBtNrU4B/88PV2BWdBifPPFT0zOLMQIqUUjx5XQHd3d/iy7ZbufRQhVaLmr+RvuJn5nrZFeLmSMpUDFm/AOKK/Mw6nVKI2L50cS9bUYRmO1ZTmQieGFjPH7+0pKY7/Y7/jvuJ/CC6i70e94bTdn+R/wpfRq+0yuYc4d8RAyrRtOKq65dCZ4VwKxCxSJhA35dv8tMw88kPZnqoxadrMDBYWHMhKsjpM3bRk8M4/t6kpVb6skYGdsSIoA7cpoiUs7icsZH3usnGLyuvgpct1Ujuu3cKHmTwO8m280/D5p6UeTn17Nc48NpSV5ns87EpwO6wkQhw8uPY8rWOLoDGQBlwBEwjUbzOOzG4Jb4KMS0C6w15yM6dgSIFYd6qIRZVhrPTz7CVUfkPEgZ9HpBBzYR4w3Y4BA6UqUieC7MfLUFErBrZucTEC7CzVaFmUC5WNJ0KTxnVwU14PxeBQhObkzzqyZ1XfJ5Jaj9UqkQZiK1PL0Gugd98RQIp7nafSa/1fwKNCLtOQq+DvIMfpfHfb+0DArHJ+P6nbagFW7gSUOwF2AJA4AFGPgGwGWSWhsuBf1n9ADYXWpbhUvOF5JYS1wPjshMMQ59XbNEusAXWF/YYj3tgBFRntdHp+SCmJnwxukorTKre3tjPBrC5EyhQZxYyMK6EVWhuGma9M017uDTc7M8B7QPz4owDGNdDfysIyBpywRLtZ/DdxGIwHgTM/ddcnf/Ktf9ZmY9tnsF3LeUA4P92FJQfX94C5S3A1wLlAGD5uPhHWuBjezHfTj2M2Jz1KDBOvHR6AafNRj6CXRgd3GU90c2fppi22b4eb/IKjewpEyJCWDV+Dna4OoxqvF1NfI0v1xyEM8+CeWZdYP/X4ajpQbWeJkbuwJlokr5YZuLHsJjWqR7GVqMfl52PbISTLh530iqY9StJawrxSsOkhmPRwb8Kt6/q5gVWJ30VnG1xY9AErtzaOzexNe4CcgpMgvdkO2FC2tmocHf4jJI0nC6Hf0d8XhoYiZ5j0nCTGh0DViPE7136oU1FymjY8nA8IrOAm7nm4uF2Qg3mVrmF7iF0QhGfkYGue3fQyy4752WBvsEhWNKRpgutehSJNTdvQlcGkCEOok2q+GFnZzopL9Jp0OLkcu7vsiEAg0vdvoSPLdUVJC7E7XZs5QTQRSSni1wOYRQyApwbOqzEmTOtqBBbo8ZhWg3LSecPj1phRtu1XHoviZj0FPQ6vtuoO2UaHzJGhFuDx8LFhjI44zMzMOXuXFTxNk9bJW0a87Iazvf50YxVaXExPBvW3NmLjTEJKFSUZYmyqOOfiH3dVpQAgM12zUFuPklVM294mVSFut6B2NOTmgTV+H0plPnkOmg58l96VSxYqR6JYylQaGBZhPy2kgMXOfYoAWWMbDnCBDvWf2gJ62R11DGo5b9Z6B8S9t/7d6FY1omybdTqWCy4Ow8Ke8u0d0cVML76ULg40LSwVEU2Jj+YCYnEXKdRo5FgSZ058LWnrJx5dzYjIucpxDzpoCqVCEN8QjGuNjWOCDnwM4qybC31vgTE/VSJR/0pCBZ+ah4iX/LrJJJGWNezKbr4UxODXgc243EqYeUQCJO2JGkvol92fMBghHjQe7vemuXI0xkgzmcgVNIyBiELnT1JJ2cROXJUCQA4796n2P2wOXRlHIuD3ZPRwC8f8xtSlm3LC1OgvOkKfVoZ0w6RATatMnGzLwXBUhXv8NlJwrJyt7gvbaHFsIZaTKtFAabPI0bgenx1oAwjmlxbq+BYbO/0O1cuMes4kgoog4yERi+EWED1IUkoDYPQKZAyFb/aNhEnFP5A2dRigQFtpG+xdTR1PT724grSFQvA2FgCYQKVDfwcfkEHf8ogCj/yBa5k+5mNYHJxJI09zO0tlvekBhf9/vgFOnEKaviZ6zmS+/LW08oYUasVPgvpzpWd/vBTCK0A2RkKe2xsQlly484fxvn44sULltPUM3DMUnI6LJcG+1cAQLEAePYFZcyFbl4NlX02RHJzViEB3ZWvbPD8K8qmzFEq0OXsPGQkkUm6+b3u4pqPAdVb4bv69P1yOG4qdj+EhQahs0SJ6Y3uo199yr5KVqbgq3rkXZ8AACAASURBVOifkK+1HPO2QjV+qDEKoS4N6HkeXIqsFH5NVDs3FrGDTQYbc+9vQ4LeXEqF1FFV1Ao/1KcsRRJZ6gKMilqNdLW5A3SAnSc2NpoIWxF9Fj/OvYF9b5eWHFf2H99UWwtXKQX9ttxtjzX32iFPa35v1HdLRl2/XMxsQRnzX535Ae/zVbiXbQ4WihgDqtllY02PCWYAoErFQlcoNt4fLARSPYR2WnxRwxwALD43lnQgtGAIa61MsIYCsOm0XfmCsZ8Nxo46IF9Mu4Qdbyjzk4xd8sfo5YX6zvXwVRWaKpyQMh8B2I5XOjHitRKoWAGI+mOgWIMQsQbvNf85AKCpjchzU21Ve86QMwHP8+5ge3ZlvNPKIYQBtWxyMMzlBVxcvgdjSxltfwsAqDoPNpe2rUWI60DgWsrww2pPmu9gFXvB5lPg3yKk7SFwti6j8hd/4k+LWWsnxv4HMHam+/Lf8VsfUsfHNs/gu7ZyAPBDery8bHkLlLfAX22BcgDwr7ZUebl/awt8bC/mQk0O5j8ZAz8JgQB1yNLawFmkgljA4JnKGZMrz0EF+2pcG027dBb7Yx/zmjwMqFkLi9pRwCpHqUTzbRvBvFfDPhHcJF5nC+QHAXYV5LgxYkwJs27A9WV4kZmD/GR7GIwsIqFED0fffHT2DcH8upTFMipiAyIS8tDIKQ2ZSlsUaCVwlynAClg8VbngZO/eqOlKAcCA35aANWoUle3cam7OONefpvVEpyTj04N74OJYAJVaAuK6KJNqQUDQYKcgHOxHgSDC8Kq6/VcIZPoSNkNJvQYGX1RvgW9DW3KbYhNHI0gSibVJtXEhyw9KvQjV7bIxxf8BvKVKyCvQtE6DwYDq61ZCQ9KfzQ1Zuf3be/VBq0oUVJx6YxfCXBfi6Mu6uJ3qDy0rRIhzCkaH3MC6t/2wvRMFJGJzUtDnojGtmGdU/9asP9r70L4k8SonC6NOHEVSHp1MVrB3wMYeYajqanLsuvz2FYafPYxevi8wPCAWnjYKvFPIsSmhNs6nBuCPsCGo52ECOx+lpWB8xHGkKsl4YhDo4IIdXT+Ft73J2fPgk1hMjTiDgIrpqOSZCalYiyKVDPFvvZGV5UQNUBz5HYp5LovbdOT1FsQVHcb5x3WQku3MueGSehtXeYFq3qn4NvgIJAI6we21fyoep3uYjxEG8HfIQHj93hhWi6aatdm3CW8y88AYLE1NWJkBiUY2FjFyabp1AwW1TChhyb/nte2IIbWoQ+U35/chRncH9Tzfwk1GrC5YFOikiEwOgrfSFXv70NTrZ3lv4JzXA+vf1IDUUQkVBJDCAHWBDSZXiEaMbCtaeFFgLSYrGUOur0dFh1zYExCQYVGokSIpzxmbmo5EYw8q+LzjyQ78Ev8arrIi2NloSs6vUCnlnEqX1auHbgE0Laz23nlgZRoUZtpRjT2jq7G9RyGkCifcGUjZS933LMWTTGu9AixuWx99a7XlCjzKeYPBR7dDXSQrcSsWiXTwqyjA8a5flYAXDVeuQUG2htdESONkwLlRwxHo6oJCjQarnoZxz43LL6sjvciBYy/X8HiP5pVe4NLrZtjflbKXO178Hiq9Dpp4e+jey7hrEjhqIa2VD5GDFlfbU728lznvsCrxO7x45YP4HHfoGaJnycJNokCT6s/gLqiPHxtQNtiP93rBS5KNtVGdoVBR8xVyPQNq34KfczbG1Ijkym19dhGewklw4DHSIWZFZzK+wOLGVA9u9LyvcSfXGwXkUaY1AmUiFvJEFrUlmdg1hzIFDz9aj96ey3Ao0xdvDWJIhDqOMRko1CDM9T1OZc1GjxAKiDTbPB86oRaFQiEUWgKusHCQqgEFgwA7EY4NocypH64cwN6Yt6jsk4og7zTIJBoUKm0Q96YiUnOccGLgwBKQdnRUODxs+JnbGo0/loRSlvWAI3tx9x2/6Q3ZT94F3nKqQRq4yjpgVdfbG0f60XfBlIgzOPQ4BrbOGggddZSRrhJCkyIGJDZ4PoFKImSpCtD1ygII1CyU2bZQq8QQivSQOylgkBsQ7t8OX1SnrrmJ70fDjb2BZY8b4kqKH4iDdS3nDEyvcxtymQiuvlFcOZ1Bh15n5yIxWwQX1wJIxDro9ELk5shhK9ThdK9v4CyhshGjr23HhZepYApJKjG3ibvnWDs9GlZ0xMGOJuY22bUu9g/czL4GVqgEo7dBS9c2GBtiqf2WocrH2hen8Dj3DYSMAKEuQRhfpRvsxSZQMleTiaXx42Ew06Gjp+AodsO3wb9ByFCm6cNXVTjDly2xbfAkxwMSoR4tvV9jSPWreKNuhk7VqObynthDmHX5NUI9UpCmtkOhTgxPmQI6YnzECnBhGNXWJdHr9BY8IgZbZc1KRAZs79YHrbw/TOKB1GnI7Ano4kt+o/Q/GNfjYMTB3KZNr7bieuYNsAYWhjTCygOE3gAjYeAiccbyuvReJynAr9LaILYM8En2+Qm18Lb5Gn6eNL124s29uG41BbgS9relRks0BbgVwFqae4GRg3G/ZkoBvnGN0yvki7IpwLyFeDYmJHXEL8kVoTWzMAc8RQr8FFARchdq3sRqn4HNMtfvK6lOFAyB2/GS/x13eydupFtLAf4czTyoa6+hYClQxO8CDIjAeMaCKaNDUKTV4F1hHpykMnga9ZZLX5YhbwagPMR/+QIPCDwsQfO/2lZ/tRyrOgO2aCugTwGExNBlOBgbyvL9p+Jjm2fwtZMZAOhPUoDNXcj/ibZVaQtwJbE8BfifaPvy3yxvgX9XC5QDgP+uliyv54Na4GN8MR9/tRzrE18jqZCkyFGww8s2H+F+cgytSpkpJNrv2YpX2fwaUYEuzrg42KRFczT+Cb49f8ZMmkssEGB9915o6x9YUudnN1fhRQG/8HwX77r4ychImnFjJ/Y84tfWI7OriMEDUNmJsFyAKhsWQmslxdPfhcGVgSZHvdlXI7Ar8S4gNqV6yjQyHOv5OaoYgTC9wYCg3Qs5QIukO5dMahiWc41s5FQJ+z+hK+uG/MWAgh+E08EJEi8Tk+5A3GNMv0hTPktH60p+2NbLJD59OG4smjtZpvWSYx7kBqNbCE25eZGXjk8uWPsAB7a0GIyWXvRj/a/GzfdvMPjUAavFT/X5HCFufM6d1n/h+LOn+Pocv0YnOerWiLHwlJuzMv+n872TdRQX06ylvDGYWv0ohAxNBWyx7Se8L+L/2Fzaxgt9atK+DP/jICKTqJh52Sit4ZWpUKDRnxi6jG3YENOaUnfOyVe+x+lsfsZcHdscHOhCdduupDzF5jvrsCn0AqTEwdQYBhaYGtMKbp69MaMunYT0PL8Bz7PTocmSmZhjQgPErir4O7rgXFeqvXg56TRG33wAkdjEPiPbCUNGpxFib9tWaOhJz7PLnm1IsUnknIxLh7ZIhFZ29bG2GwUKP92/FtFpKqvds65LS3SpajQwuL0Rt1LfoahIVgK+CoV62MtVmFqrKwYZmYLtVm5GWio/uGQQsLg+Yxxc7Ww5YL7VsRn4rEYUpALz84zL9cKVhKaIHkyZd6vjTuBQ6hWwZSbG5NkhYEW40oEChSlFmVj43NKtsvgCPZhm+KEu3T/7bi/UcnnHe+2ZajuMr0F18LY8vY6buRswxDOK02Ar3ZfHM+sis6ArtrejixITF32JO/EU+C8bNf3fYduPFFg7/WQ3urhQvUa+uJy/GO2rhnG72v8+G4lqOQROahgxH7A6BvocCeo65+PIQArcnI6PwBfnLR3Ei+uPHPY5KjhQNumNtMs49H49bEXmqYEZSjnW1t8CsdE9/YszJ3D6xXOr5/lgzAQ4yej9UH/jWuSq+MfS8s7dODMjEsQwpMHW35CvLOtMzmJ11x74pApd5CjUqdAuwnqa44yQ3girSNMxDXmzACW/uZheUAlijwu0To0G9XesgUbPr1t7tm84go2u19FpCzDkvBbKPNuSRQTCCJY4qLGlfSFa+PLLIFhtrA/ccS39OM6lUhZqcTAQYljAbFS2N6Vjvn4fCoa1dPEmx8htw+HmQu8NEuNOTMf513QMFIdcrMb0llUxuKbJXKPtvi14ncf/rbC8bTf0rmoymfirl8Vqn4DNHmoBrjHyr2k6rDF+T9yJC1GXkTufhd5IPmXsAYdJDPy6eGJJHdruOoMSR1+3NNP/LX0uHX33wklKpUqICUiH88ugYM0Zt2JWgjMWJiDnwOaSrImyJiArwMg6l/wEMQEZeHg/4jLMmfBNfStyDsRiownIX20fUm5hzBDEKfnfL/3dHdAjkD4/SLCF66i2XukgIKXLLjPNvndFOfjs+mZkljEBGeDfEDNrU0YwrY/HVKR4J2MLxiO6JF2ZpBavi72FVY9vQq2nTN4WXv5Y1qI7PGxM735D/k+AYg9/Ewh9IXAvm278Ia318Zb9GOcZZVu7HAD8eMdf+ZmXt8B/cguUA4D/yb3zX3xuH+OL+edHx3HozX2LXmnrFYyVDQeWfLTV2rQKhWp+LRg7qRixoymLpThuv0vC2ru3kVpYgIoOTvi6SbOSVMjiMrMfHML5jPsc67CaTS70LIM4hQsUBjEmV+mFAYFNuKIr7l3GijuW51hcz9XBI1HJiTIvmh6YgZRMfm2Wmr45ONmTplkqdVqEnd2GF/mWFKafQjvh86o0hS5frUKdA8stzE/ob7MIcfLAqV4U/PxTDSCbvhA4/lLSPieTD+P3JxHIz3CAg1TDibWrxQZ0rOGIb6rOLGFoPErsD08x/0p3jtYN1f2p4zJJ52147FcU6ctOjMGl9kb1+Bb2EvM0r1yNArG5lKFT08kHThLzFFqyQt9y70ZkK5WUxVKcEcsAvg6OuDxgJMQCfs0ya7d5RlER2mzfDKXO0hiApIYfGzDETNforzwuMtVvsfnlBLDEDrZMBMpDMcCPAgEqnQLV11tPGxpZy4CZrWlq3pgTRxHxmrqGlw0BwyDhSwouvS/MQ4vtm8AQU4UyQViB37Zqhi/qUrHwYRe/x608G04jkNWQXHIGjMTAOQi7iNS4ZRyb6+KuYNHtO6jhkIlRAbEgBi3pKlvselsdt7N80LmyDza2pgyvegcXIS+VGhaYBwu5lw4x/am+XZEmH82PLUGBXgoBMQ4wdidh0LlKlLgeNgsSIR0fK6NuYuWdm3B1zYaHbSHX7ckFTsjPccCyTp8gLJiCMYsjz+K36FheUxVy7ecHhaOKOwUMGp6Yg8w8Sz02knLfp1oAloRShtf4nX/g2hN+zUuy//aPE2Avk0Kp06DG/l/hLC1Ce/94uEqLOBfZJ9leiHrvDz+5A66G0WfSveyn2PtqJmILK3CGCFwKLAwIdkiBp6wufqpF07mzNbmYEfMFpEI9CjUSjklJ2HVOMiXXXvUd+2BYEAXnh54bhV6Vo3lGB3ArNRDLmtOUtwPxMVj1ehcq2mejmWMCnMUKFOhkuJvvj5dFHqgnbIkV7SjTa/uJcVhzpCqnrSpxV3FpwuoMGQxqIUZ0fYrx/anxS64yB+rUNnC3sTSeSVHYwbHCdcil1Nl14qmxOK/w5e5dlrAKSZa6UQuwv/NrzO+4lSuXkXUQ7fYncMwuKobGAgaGA6+CHbNwcvAICMQm5lZ0xm3sebkSgbZ5nPPza7U3FtVfBWkpJtrVNy8w/NgxXm2/0uYa5NlFDKH4fbSBkfUa4IeWpXTj9HoMOnoAD9NSYTCwcJBJsapzN7QwSjEUd0r4jZ/xtMDyeShkDDjYcjJ8beniBau6BDbXnJFX0rGl9OWeZKWj26Ed5qYzxQUZYFX77uhZmTLRjj2bgGkRftBw480UQkaPn9rGYUhN62YivIPqAzYaWAN+jluDhIIYOIhUnMwDYTXm6W3RxasLhgX0KaktK3cmCgr5XYg93HabafGRg36+tgQx7zOg1AnhYqPD4Lpd0K0yTaUmQSQRKm9axv3NF+PqNsL0xnShoTjUOh2iU1NAQLFgN3dUcDAxxkuX4zTuijYCuleAwAmMTW8wsk5mdV17dhMLOm4iMngW0W5dfUwdSgH8PPULnH9H5TP4orHHPPjZmxyLCQj4ddRBPMl7x43TILknVjTqB9dSgFVxPawmGqxih5E15g3GNhyMhLqhlw6ifbnh/h3cS07mDFuaVfTDyHqhJdIjVk/Oyo4v749Frs5SNoIUb+4cgHFVKcO85DxJ2q7yD8CQC4gCwdiNASOijPHSka7Kx+YXkXienwZboQSdfELQq2Jdc/1B7WOwWQQE5ul3WTcInExg44a4KCx4cNnid0JcPHGky2eQCqm+KKu+BjaHsistwvZzCByo9uK/EizRdNQS7VwdIKoJRuj6r1TzjxzzMc4zyjZUOQD4jwyd8h8tb4H/+hYoBwD/67v4P/MCP7YXc6aqAO3O/2p14nWo9XhUc6SueaHb1iGryHLCSfa52Nrg/gjTKjwBeSacPo77Kab0r9aV/LGyS3c4lHJxHnriAGq5HcZk/4clRhMFejFmPG0GH5vB+KE5TR/89fZ1rHlw22qn3/58LLyMqWTjb3+O6/FVUKAwXwn390lHK68czGlCJ9FHX8fim1umVJfSlbtKbXGnz1fcBy6ZnFbeSYTQ+QXq/ezluNaHsqxIvEv+BT4Cc+ZFmtoPnr6HIRDS1FYiVP7dwzEoyBfjdp4phbaSLB/BrqkYVXU6ajjU5spefTEE1WwtP5bJviRlBTSsTNOIMpRFaHRoFUQyXYm+GNnOMbzUQpzsNhLkA7s4Tr6LwU8PT0BpFPiWCkT4sU539PIzn6icfvkMX545yYFWxSEUMhxLobmv5WThr9yZhBX0zbnTJULx5BgPOzvs6dMfgc7/mrD25bRduJW5x+zaRYwdRgethZOECr+T1Osq65eWpKCWPdewGnosb0dTPMOPHkbkW34gSsgweGEEAAs0atTasQKMQmgGhFHHWQNWdPwEYUEhXJ29Ts7Fk3wB9FnSUoAdC4GjBnK5Bg8/pencJ988xMQIS3Zo8fmG166OOQ1pClfNbUuh4CfMQWrH4ulImq6bqkrGzHvTcC25KthSzusC1oDWvs+xKHQlnCV0EkTYdZ+d/gaxOidOG5KEjUCD2iI9tn/yS8nE79zLFxh3igA8VKuvOIo1/u6OmgA3WwoqV9k7n0uv54sAJztc6k7BuvC9B3Avhp+RROqNnvMlpGIx15dBexbAyUEJezsTyKPTCZCZI0dVJ0+c7DKGqzMq6yTOpND7vmw4i33wVTUKCiv1Kgy//SXS8hzwtsA0DuUSFep5vMfwKmPR2oOmiLfdMwOhAc/QyMN8jLxTOGHv3Wa4M4Kyp48nxOK7Syfh6Z8FoRF4I9uJwUPGW2d0CKiOVW0pIKPVqjFp79dIr8RwZjJcOR0Dx1cMfhu8AFIJBUZICuyJyzuwuvcZyMWmRZl8jQQTDnfD8O6j0LEKZS8NOPcF7qX7QE/02Ir7iGEhstegjedbbO5AWcPP0/bi3qu9+CG+OYxdzm2X6g040Pg4goIOQi6lJhB6nQ5/xAxGL+9HJUYk2WoprhcOQVgIBZxJZBadxjcXjiDybbDZ+CCg70+tzmJI7QhuLBFGUOXVy6y+h7oEVcG6T6y4lvJ1KgdE6XDoRVtsetsAeUSDwhgE+A3zisaIqtPhYUvfL1w75y8AFNvMaxPXB+OyDQxD3yXvCvLQYvcmYshuGQJgW7c+aOtHGe7jTv2M8y/5mcyNffOwt491dqKVS/rLm5/mv8SU6JV4leoGpcZkVONoq0CgZy52N1kEWxG9JoOhCGmZA6DWmC+wOcgnwsXpwwEW0pd1fl+DfI0l8Ep+b2qjlphQz+To+yg1hftWSCk0pc2Orh+Kac1bgSy0fGjsWnAUuxbQZ1LZqN44CMsv0GtS6FJx6o31VM4WXivgbUelPT6WmPboBySr+DMlOnq2w+f+dJHl7wpD/jyAAJ+lg3EC3E5DIKTSIgQYrrN/BQq0/ONjfeve6OJnkioxFCwBiso8u8V1wThvAyOgixwfGqzqHNi86aXcmsVgHGaBsbUOCH/ob/yd5T+2eQZfW5gDgOMgE/0HpADrSArweu50y12A/84RXF53eQv8fS1QDgD+fW1bXvOftMDH9mJ+mJ3EpXdYi6UN+qNTBQpezLoWgV0xjyCTqiEWU/aWViuCSi3F0Np1MLcVdSAkH3j9D+7Fg1TL1N6OgUHY0J2mppGYeW4q5tQ5avHzar0Ai55/hZ/aUmOR9fejsDCKpNTxO5heHTwalZyoy+eeJ11wtsAHKRnOKFDIOLF6N6d8uDkWYqSzLZpVXseVW/TgLDbEP7DU9TM6AT7uNwV2Ygly1QrU3UfF9/mimosjzvWg7JHkgnx03b0DNZ1foqPva9iKdHiS44Z9L4Mxo0VnfF6nHlcuS52BH+58j8hsS1dFX2kBptZti/ZeNL1mUdRChPuuAoGXxAwFmbSsHjoYsP1NB0xrRj+4ozOS0fsMMRZhKdDAmVEw0BMNN5bBb63D0LUSZafcz3qDYdd/Nxp2mK6KtO6WZuFo7E7TEMlkrv+hfWZAbnHpsk6FxdsfZ6UiOuM9hAIBmnlVQoADP6BHzECOPI1DllIJfycnDKpZpwQsstrYVnYodEVY8HQacjVZnPA5cT/UsQIO6Ork1Rs9KvTnjtQYdGi4dz7ycywn5sSM4otWXvimFnVADv/jECKT3lg9lVeTTKnktTasQpEVduzFz4cjwIm2Qdjh3xDzvoh3HNvIdYgbQZloJM2x6q4lIGBW2WAYFvcGT4CbjH4wh25Zi+wi/tRJe5kYj8ZQYC0m9wFGRh5CrqqsUQrgZluI7a3CUdWeMvtmXV+MA+mWdRIm0ZSgEAyvTdszuzAX7XeuQS6PjlZNuzycGGmSEAjc9QsH8EjFOk47jeh0KtVi6A1C+NrZI7I3FZDveWQbEu7nWGgvkn06Jx0ixo/mGMVagx6hx3+Gg50C4gIWGoUEQqEBQict1EIR6ts1xOrmlK23JeFXJKmoJl/ZIAYsc2qZnkHDIybhaqYnx37jSEyEMSdg4SsrxM7241HJnkoNEDC30DYH/raZ8LPJ5hiFGRp7xBd5QZcrwaUwqtd34k00vj55gWP4yF2KuBRsvU6Iwhwb6DQifNYsCD+HUsfvZwWvMPvxUhh4EKZZNSahthPtn2+PH0dExEv4uOeiZ+hTeMqLkFogx9E7NZCW7YA+3UPwYyfKjKq3fzZysvkYVSznzBvZh6Z4Hk64hd8eHUNCoTOgZSjIRbBfEYtWbkmY1eJHVHGkbM59D8agv88Vi7Ys0onwhF2CxhUpsPIubz3e5i7GhafVcfpZXagNRLs1F+NbXoKXfQEa+t6HWOjMLbJ8uu47PDaYmyeROiQCHfr5+WGu0ZyHtxN5Nqp06bia1AYKvRh3c/2RqbGHrVCDOg5J8JHloZrLNPg7mgv5P7pzFKfOPIZGa0CjBp7oGjaixDmV/AR5HlbduAJazg3eMqJHTISzMaW5/6ENuJfMowVHwHAXCc4ZmWjFtSi1WlxOfI2UwgL42NujrX8AZCJ+B+Pzbx/helosRIwQHX3ro6kXBXuL43xKJCZduwxVKfCveJ+zvAhHO41HJTtTWxsMKhTmL4Fac4cz4bC17QdbO2oI9K9EnyO78SCDX9rjcK/BaOBFf5ssFHbZ/TvEyEIr7yTYibSIz3VFVIY3vm/RGqPr/4nzr5UTWzx6Iy7tvwV7HzUqNsmHUMIiPc4WaY/lcPZwwN4E6gxO+vJK8ihkqh5a1CQTuqGr31GIBOaLiMQEJr7gGYhhSWV5ZVSyo8+CsqE3qJCjvAK1LhlSkQ+cbdpAaNSg/Vfa868es/rFWtzJ5mclf1F5DBq7UjmGvyNYfSbYzE8A1jL1m5FPASOnizFZKgUaHFxl9RS+r98WY0NMADHXV+qrYFVkEVQNRlwTsOlndl8WV0Zcg6G+DujfAAJ3QNqmRHOxpAzHVCRj2zIDgXHeCEZqYhr/He3076jzY5tn8F1zOQD47xgJ5XWUt0B5C5RtgXIAsHxM/CMt8LG9mM8kxmFqjHWNt+F+bfBNXcqSIIyblvsX4322+aSkgqsWkf2nQmC02nuUlore+6kLH19EDhtdkuIT+6wjajjygyy3c1qjWXW68vtrVCTWRN8GSJplWQxQwCJq6Dh4GhmAyrQO2Jhui4cqU0oHAYU+c36Jlp79IbCngMiXF1fjZInWmKUTR8LAaRAKhdDpdKiyhxiL8LOXglxkuNjjK67OtXej8OudSBgkRkMIYwMwOiDAxgWXw6nWV446Ha3ProHeQpOMHjAj2BFDqlEx+9lR51FXshC9vJLMUm6eFNph9vNJONJtOFcuqTAXLY/Q1Uu+ONRlKEI9KOA45d5BnHlPDUnKRkfv6ljRiE7+Hqenode+XVbrLG3YQSZU8+5dwpanJmFzwpT7qWFHfBZc32od/44dt7OuYnX8TsRk+pg5whLDi4ae2VhWb1MJ06h35Aw8fymHssiUDk3AP6+K2ZjeoBt6VqCsj3bbtyAxjyePzHjCxQBgrkqJ+hspqMwXYxs05NgsJD7ZswNPMzN4y9mKRYgdT8cRiXNJsRgXcdKcrciwmNGkKcbWMKXQtdi2EckF/BRAwr67M4qC6BHJ9zD+xlmr57m/XT/Ud6XMi26nJ+GlymQGU/qgurYZ2N+FAuKx93chVbwSU272Qr7GNFkOcsjE8mZH4O91HXKjblzVPYvgYJ8Pua2J+UEAtsxcOarLg3CoCwVeGx1aiex0FSTvxGBKpTXrpQaoK6vwuP8UyCVSbgLf+tx3yE50hkJTOrWdhb9PKhr6N8CiUGrkM/rGt6jgyC9kr9CJsbguFZovVOej/tEV0KglZVKqWS4td2qII8bVpkDlsOur8F73mrc9GZ0M5ztQrbHIdwkIP8LPSCL7RzYJwQ+NjI7fL7YhMsPScZuUC3WujWnVaV9OPn0Ul87y/zbZ37dPTcxqQw0uam6bi0IVkvQH6AAAIABJREFUvy6Yt2Mubg2mGoBrHt/Er3cjwRQJzdqdFbJg7XS4+ukYVLKnQPazF41QxZ7/3jiWUhO96x3hyqUXHkLEqTnYNz4Iylya1kcisHk+Bm1IQuvqj8EYhQmTHtbG9PgOuJVucnqXCnVY3Ogy9An+CBtk/dnG1wkGVoOIxFCyFMDbR7Xdl8BbbmKALVlyCicvxaI0hTjAywmbN46ESERZsM+zM9Bpn/XU3dkt2mJEbepWO/ncaRx79pT3twkbfluvT0v2vcnNxfDjR5CYawJPgpxdsK1XH05qoTjIO3jijXV4h2cl28g9VFvaEL80/rxk2+9Pd+Cne9bMV1hc6dUf/g5UD5Zl9WDziQZiabMFMRjH+WBsTIt1vBdiZSPRRE3XFsHs9UZeiTrgxxbtMKwufR9sib6PWwm/Y3mTi7AzLiqS7WeTArA4rieuDDMx6//q72+auR+xr3ej7aw3HPhXHHGH3ZB0vAXWRpqYl4QFeC15Igq0JhavVOCM5t7L4Soz6SRy55RyDvuSDpppBnb37oa+vn3M3stK7VvEpY2CkqQpG8NGFIgQz82wEfMDhn/12v6ncvPiZiOh6B30Zt8qLMSMAd19uqKPL124+TuCLdoOtoDKq1hEKcMOsnATsneZGfu/dPllzbujT2DNDz5FVp8FNmc0oIs1HSvwBAfqienCCYk/NRaRtITAhT8d/oNP6G884GObZ/A1RTkA+DcOkPKqy1vg/3ALlAOA/4c7/5+89I/txbznaTTmxpyAyMaS0aBXCzDItxlmNaUTybWPzmHJ9cdgpAZuMsx9TGkEYNVCfNeiFibWoQLXZ54/wcSzZ6x2w4FPByC0AgWi0t82g5uE30b0naYh/PwokLj+YRQW3uBn8BBA8OrQkajkQDUAiWObPn8hHquc8VZjBwljQG2bHHhLAM4t0Khx8/W5hTiWQZhyPKxCHRAzYDzsZU7IUysQum8FtBwdpkwYgFBvexzqQtOfJ507iWNvnwIClv7hToiyacR6IRLGUtbYu/yn6Hx5P7ENhJ1UA5HAwH20qzQi6FgRvq/mgqHBFKh8mXEBlXQTOQZR2XioHo36lahmHYnwiAOIyXiCPj4v4GtTiHS1LY4mB8HJNhAnPxnGsfJIfBa5Ffez3sKgFMKgphNzgVQHgY0edVwqYG+r0dy2iFcJGHPSOnixv+8ANPShfbn3+UN8f/s0fF1yOTdlEoUKGdLyHLG302A08TKf/LwtzMaJpFhkqRXwl7sgzK82HMpoFJI6VDodfr56CTFpqZCJROgfUhMDQmh6dHHsf3MA86JjS9JVS++rIM/FiXbzYSOkzLetr05gT+IlZKY4Qq2SQCAwwMmtED4uQmxsOB3OEsqs67BjK16VmpCXbftiAPBBSjL6Htxr2TnGLW39/bGlJ53s99m5Cw9z+FO0bBkRYr80AYCkfFJhNmZEneBSD91t7TCrQWfUcjVnjXbbswOETckX/k7OuPQ51ac8/y4eE29ZcVQEsLPVEDTxpMzPVienIE3Dr8NVVZaBE90oAHjr2nxUrrwOMTkeOPSuFvK1UnjJCjA84D7nGK3W/AFff8o66Xt5FbINiWjv+B5VbPKgNghxq8CT0/ycENgfAwJpuZaHliIpnQWjZTgHcU6KTgTobQBGpsOp3uGo4eoFnUGPJtvmIkchh52TAhKZlgNLFXkyaFRi9Am1xa/N6H3Z6cwcNKwQjbfZLniR6cmxQ11kRQj1S0RCvjsOtKQGMnGZD9H9zBmrep99A5X4tSU13xhybTbSDVZyr/UMLrSngvsxqSkIO7AHMrEGIT7v4GijQJFaiqcpFZCvssW8du0wuCZlBv8Uuxyxec+h1ou49iGUSeLKKhPqECT3w6I61LF3+b2r2LL/PoRqy4eCTsbi6yFNMbpOU65sg99/RpaSP1Uu2CUXZwdQAHDbk9uYc/G6GfhXPKZYkQHnBw9HFScKCme9rQVn4jjNExFp/uhUh6avv3jzDN/U/R6qPMtnZ5U+Qqw7tI8rp9eqwWTVQpFWhMUxjRGX4w47sQbhlWPRrsJb3I9qgoa9zFMLH2dE4sK7G1DotAh29EKPoKGQCs2BzrjMH5GQ+weiMgOQpnKAnUiDUJdEVJLbobnvcYgElAl87mwMfll5hvdd0KpBIObOpQYXx1/EY9KFk7zXTTZ+VrNuCRM+6l0SBh85wJvWvLF7L3QIpHqKxGSqx75dvPdwTXcPHB04tCQVdlH0EVwv5JeDGODRD0Or0YWB/U+2Ydp9a6ZZwNku7RHsTtl1bNFmsAVE4qJsiMC4HgQjphkAxXHp/QtsfHob+Vo1Kju4Ylb9jnAvbdxgTOc2kCvntCSNR+rJK5HBmPqhmN6iNbdx3e0DCPf9CTYiS5B2Y3wdjG194IP1YJ/GX8FzwSQITHhzybkzCWHo3sk89Tq9KAZH3y5BmkYNR5EQ3XwGo7KzuUPu49xY/PqcGjSVjTGBo9Dcjd5rhBkYndILyUWvEZUTiBytLaf52dj5FXzsAlDP+5iFE67VwVRmB/lmOJF4ChkqBSraOSEsqD+cZVSepTimPJqEPE0eiMIrYTaTIHqX5NuhsUszjAwc+1d/7oPLGcgYKtqMJ4XOuJDthyK9GNVsc9DD/TUkAgMYz/iSa58VdR47n9+HWKLn3r+EDa7TCuEudcD5nqPgWOY74F5GEi4nJ3CGITVdvNHdrwZExm+Z4hM1ZI8ENDzfiAIfMO5nwTB0kchqObJTVBUCN+v39wc3yt90wMc2z+BrBjMAsNLY/5wU4DdUEqM8BfhvGrzl1Za3wN/cAuUA4N/cwOXV87fAx/Zi3v/yFtbePIlcuchM94kY2Hmo1GgR1Ag/N6L6VG32L0WSRg2hrTlYqFcIUVEixZUBFNw6EXcEX120zk452Ls5GlSk5h7RzzqjjiN/2eu5bdAqmE7Ml0Rdx9p7UVaHXdSwsfC0o5O5TEUBzjwajiEB1ByDRJ5Ggt/fDcbkZjNKtg04vgh3CvjdHEnu37OBUyERibh0zCrrlsEgI7PxUgLXBDtUCNGoojv296SpZENOHsD19ERAyJrr8BkAoU6IV6OoHptSV4BmpxfAwVYDQTFQaNTrK1BJsKxOKFr7UtDIkDcbUNKJskWIakHgdth0nUWPoc0Oh4vYlHpWqJNCab8ano6m1JZp9w7jSMxz6AtN+lCkEqGdFj1rB2JpQ8oUeJqRjk/27rTa7teHj4aPPQWKwk5vQ5H0ERQGqVl5G2hQ364jFjfrVrL9amoCJt0+VKI/SHb42jphR6vP4GtHU7lJZCsUaLtzKwrU5mADSY/b0tMkZL/o8T78nmBixZQ+AQHD4lHPWRAZzUoyFUXotn8zMgtMk06SVjupaQN8FWrSBBt9/A9cTDSxOMzqBJBgTAF+nZuJ9juI5iO/XlUDX1cc7DOMO7zfr1txX8LvjumcL8D9mZT1+SHx7bnT+MMK06hr5Soljr3HEuIwJfoPq1VvazoULXz9uf1dT03CKzU/A7C+bQb2GhmARyJ/g85hJ2bFdIPaYGIGe8jysbreUfi6nEcFN8roGnZrDr50P4t6cnPAf0NqdQjkYzC2MmVj9Tr8Ex6lWtMDIpqGE2Ajs+WYudU3LINnQBakNiYdPI5V+N4J3iLg3KDZdGxeWIeX2WkoYiVm96VAz8LGRo2Y3jRVOTHvPdocJeOdvy/re2pwpMssrmzbE9MhsucHwVRKMSK7UlAlMuUZJp/ei36hUbCXmdKq1VoRjkaHomtIc0yvT9P91zz/HcfeP4JCZ35f2gg16OwdjO+q0wn8xbcvMOPsLshShMjNMrWVs3seCj2BdT1HoJERcO93ZDbupvGDub2DlFjeiV7Pglt7sOkuf9om2X96cG8Eu1F9u7hnjVHdkX8c/5FcB5/WpwYo8xZvwdXp/KxTojN4onAXbIyasC/vNcDkpx0Rm2NymSXgxc/1IxFSUAd1upjSyXfHr8O8J+lcsn9x1LFXYEur72AvNTG/k4syMPDSWiQrTWgQSWNfENoCvQNMxhWjRm/Gi/fZvPeGVCDA+ZP0uf0yJwvt95bRCSx11PzWHTAkhGqoErZe822bkFZkngbsKJXi7ugJJQAGWdgI+xPG/KlBn6G6O9UwDbs4E3pJHu952ut8sKctBYhvvTuHQZf5U0GJPEJ0v1FwlNF2NqR1BFgrUge2IyBwMGk6zn1wAduemRje5HhiAnWs0zAEO5v0ZZtt3YBkVYElA1APzGnVAZ/Vpm10/8Vs1LPnf7flqG3hWskyPZf34kttjM1cjNf5/Kx1e3EQ2lQ0PQNf5Z7GvGcHUaA3MYgljA5fVApGUx+TxMNvCRtwO5ufmVvdoTqmB9PxUaiOxbGXI7DmdVsUlqpTLlThi4DL6BW0DXKpOaD6P10P2X/z/Ul8eS+KA9WKw0uqwrbmAxHgZFoMW/B0Dl4X8RtXfeLdE70qmFinf+V3P6QMq9iNfc/3YO6rhmb3ZS15JjbVfAInn4iS6oizcJ/Lv0FpKPX8ZIGvgjthVLXmZj+7Nu4Glj2+aratuac/NrXqbzIL0aeDzWhh9XRLp/b+6feUtC0EzhQA+k+Oj22ewdeW5QDgf/IIKz+38hb4eFugHAD8ePvuoz7zj+3FfOR1BJbfu4wkpT2nn0W0rshqLNGNc5WoMLhGRXxbm6athuyeBy0BwXhCrGIQN4SKaz9I3IHlUQ9wI62iRcmefi8wrvGnCPamrMIpEd9jcU0TgFV8ANGSWvR6Mua1pEy0nbEPMevqRatj49rQkfBzpMDRJ4e24WlyNoLsc1DDORNKnQh3Mnw4dtIvndpjYDCdfAw6sx23s5MBhQBQU508jrUnJ65wwN0+k+BmYweVTosa66hmDUv2C4m2HpGQIWp8DEbUq4eZLdtx+4efP4xLKQm8pEKBQYBXw0xsvVYRUzh9wrJBAIwZwUPQqQJNkzLkTALUVlI3hb4QuF+i58YawGZ1B3Q8qY4CNzBuEWAElAW34m4kVt3in9CMb9QA3zWhYCFJsxx+7Aiu8Zhh9KgajJVdTCl0nS98hwKDAIX5NtAYWYUyGw1s7dXwENrhaHsKxmSrFehwdg0KdZbgSX3XitjXhoJlXF/+ScrsnDbtMdQ4kVz9eAfWJVgHne92nw65mAKTk86eRGRiNPpXuYdAx0wUaaW4mBSMe+lVcHrw5whyoQDCb3ejsOQWv/uyvUSCR+Oom2RsVhJ6HtoLqHkYokIDulbzwdoOQ7iy4Qs2IVKex+PYC7jn6hA1m2oAFseVxNdYfO0aMgsVnNPp+CaN8GkN8/So/fdXYvYtNbSEMVYqCHgyuzGLzxpRU5NTz5/g6wdHKCunbOiA7S2GollFCgA23fcjssRCi3FMjGCqiSQ4EUZBgeU3T2DTq2go9OagL9kXKE/H+lbTUNUIXhx50gVhLvyA6u7cvvgsmDpkhx+diavvnQGiYykxalmS1H/SviyDyKEDUNHRF7nKfHQ+uwhyJ0tjInIPSTJkODuA1vnDjVPYm/QQvg658LXP4Ri3uWobPM/ygEEtxfOh9Hpupcdj0JljsBFrUMU9HfZSFcfGe5PtioxCezSpYMC+DhRkabh7Nuy9CiEkz4MykZLshNjBP3Jbz7y/hzspc6BhBLj5rjIK1DawFWvQwPs1KtjlQY/hmFaLis9Pv7MbkXmmhYvS1dazq4I1zagjZp46ByuehkMq0iE9xQmKQhns7FVw98qBSivB9Fr7IRNRUGPo6a9w440v2DKgpligQ+cqCqxpRxlRy6O2Y3UUPxub7D/cvz3qedFn5w/XhmNu1RsW152nE2PVuwn4sQlN3fx8/HykbLAO4mxLXgtfLwpuDd82H1cLzF3KyXYi33Cgew/UC6T6pXGZN9D32gUzkKH4RPr66DG/CWVokhh2dQ+yi25jduVb8JEqUKQXYU9KNRxKbYDzXcfD25YCo4OGrkNyNr9eH7ldLp2m9xCJ9nu34mV2NphSa0ck49JeKkH0iC9KgL2Zly5gTyx/X3apXAXrulFTk8g3iQg/ZvkOLP69Xb37ce6wJLpfnApGwm/EJda44Eh7eu3ZygI0PLgGeh52u4sQuD9oWgmzzpBK0iP5NQ0hrAmBO03nvp+RhH4R/ItBxDTrbp+vS9qo9+HdiLaiAXiw58AS1rgyZz6kav6UasJgE3oR1tiHGYE8SBmN90r+xUKpwAad/Ok+srD39YNwpGotFxtkjAZr6v0ARxkFvKfH/IQUVVLJ9ZX+h4PIGavr/8ptSi+KRL9rR5GttdSYdRUX4mCrMLiXMhbhNOsUO8FqHhAOPhhpU8BmQElaPKkzX52JjudWIK/MogDZV0OuwKEOv5TIr0Tn3MNvLy31im2FtphVYx5cS4HjvBfzv9gYn5OATy/v4pU1CfORY2GTb0pqn3B7FyLTX1j8GjEiO9HuS3jb0m+5W2mJGHp5D+9ZjQlugml16XcXq30BNsu6oQvjuLgknZ2WJYuHZb8/BGCct4ORmusP/i+a5G879GObZ/A1RDkA+LcNj/KKy1vg/3QLlAOA/6e7/5+7+I/txfzb3blY9NScbVK69Yb7v8OPregHZfCBOTAI+T/GCZMmvj8FeN5m3YdDUTi+jWqHyykml1gC/s1pcA06l/NwsaNpjOHnDsKJPY+5NW9CLqIsnlSVLb6KbovQimGYFkpThW6/T8LAo/xahTKhCI9GTyxZDa689lcYCGDAE3UruuNIb6qVNOf2RWx7cB+MzhwRIU6jjL0Or4abmA9Nt6xHWhExb7AMAoIRMIzE0PP7cT2V3zlWxAiQ8BkFAO9mJGDqY+o8yhee4grY15J+MBsKVgBFVjTmJK0gcKEmLqwuAWymiWVXtl7ONU9KV9dHHD8CAi7xRUu/StgeRlPeSOSrVfj2/BlcfG0Cb8j1LmzfCTZiEyOh3YVvkfTeFVqNuUakjZ0a/l45ONN+KVffqaQ4TL5DJ5V8cfOTyXCT0QkUcQYlpjJ8UdPDE8cHDuV2nX3+DSbHmbSySpd3FytwuetsCIV2XF1tts7B8la74WFrnr65Na4ZvF2nY0wDmhrX9wAxsuHX0SKj66WRAZhWlI+mJ1YDBSJAWSrnTWwAHDXo7R+Mpc0o86Lfrg14KMiEPlsCGIzsJYa6ADuxDO6FU3CJxM5HDzHn7GUKNhuDjM3hTevjh9YmNueDp72QpyrElDttkaOmKZCOEhUWNrwCbzshagdT8Hhj3AXMv/0AIhtdicMs2a7XCqBXCrGiTRv0DqKTn1qb50PBiiB0VoMxniarZ6DPlsJZpsa9cMoaG3d2Hs6m8RsVkP1bWrVF+wCa2pueVBtuYn6zklhVFdT2P8WV63poJp7mOoApI0vAuVAXiXB36Ci4y505J9qOV6eWnF/ZMeKj0WBn5zXc5hYH18LdLQ7VXNPNihVqJLj0uiqe9KPuy2mKd+hxah0aByZCKjIHRaLfVUQTNwHmN6bMvvZ7f8B7nS28vHIgFhslEYizb4Yj9EVCxI2gCyLX3t/GobcrceJp3TLu0yxaB8WjgUtjfFWHMvs6n12IQiE/s06ik+NyV9rux19vR7w1VjAx/pCPRkc/ypBdeL8rcpW2+ONpKNQ62lf2EiX614qCSi/D/KY0LXzpraNYe5efPUQG4bkhg1HFlZo3NDn9PT71TMBE71jIBPTakzW2mP22EZLyA3ChGx3H7SbPh3AlPwCol4uwP2Uj3O3suYWGWutXQ6E1MTlLd9SUpi0woSEdm6seLsLaV/zMS0eRBnd60pTmIq0GX16ZiPU1r0BUBkQ6nl4BWvly9AukgOa33+7BvafvzMZG8f84yCQ4ccQEbm2LvYu5lwgjydz1OiykGpa3N6WONtm8HukK/ndG6QWEd/l5aPW7dSOuG8PHwNueglQDLs2FQmw+hovP05MNwuZW9DzPJb7A2PN/UAC99OtNx3AGLzcGj0MFOQU/9SnVQBjQfMEybhB63uR2fX3zKI6/ecJbjmx8+Ok3nIQD15dbV6NQq+EtO6VhC3zRgGYAsIoDYPOtOA0LK0Pgftrq71nb8Tx1IJ4p+M/TVShBs0r3uEPf5l3Ct3GUqcoX4yt6o11F+k0z8f5sFOr5nclFjDO2NKQA4L3MaAy/aWlqVlz/tmZhCHWj6f4sqwabHQ5oCfhXKqTtwDitLQEBL745gIn3462eZ0SHfvB1MGncRWZcwb6k3dAaaPu7StwwOnACAuVU8/Hvit/ir2HlE0tjIPJ7diIJ7vWgoLNKr0XDU/Qe5YtZtbujvz99B/90/xx2vjB3py4+ppLcGZe6U01U1lAENp08H/jHHON6CIzYxJRk1TfB5k0BDMYFD8YejMNcMDbWv5/+rnb7V+r92OYZfNdoBgBWHPOfkwKcRLOOylOA/5WRWX5MeQv88y1QDgD+833wf/IMPrYX87o7M7A4nh84IR04yv8NZrai4FPVg3PNU3pK97ABeN6PTk7fF+bidtwQ9K70AkmF9khT2qGCXQG8bYuw5XktDG66B3ZGNtZXF0/iVFIMqvqkwdWuiGMfpuQ74FWqO2aGdsDI2qFcnW/z8tB612ZePSU3G1vcHT6uhCkQuPpXXoYVqcfVUYO7RpBlf2wMvr90gXecioUCPJtoSsfsfGQLXrzjEb0XGXCw7yA0MJprzLh1Dnte8E94CVAZP4SmFR19ewcrE/ZbvUfs4IaT7egkmrjrGbJ6gin+WDUexUIEgcteMJI63BaF4gFk+ZRJxBeZ4sXwcKWi7oMO70fUe/4JbwNvHxzsR80TSgeZqBKHygr2DiVpv6X319n/E/Ly+LXGfDzycDOMfvQfSnyIGfdPWD3PiM4T4SenZgNBq5by9jnZV9nFFeeHUragKnMEwqPtEFNombY6L+gWetfYCYHIHRq9HicetUAjT36Q9mDibHzTnE4q/ox9SPYXawCmFOWjxUkKkrMECyHgMwHNjGngX1Zvia9rU22uPucXITZfQ91lyWScsE5FhHkL2AoMeNiHssYUWg3qrVgHW3kRPCtmQyrTQqsRISPZiUv5PD9mGAKcqeblnbi2CHV9D7VeiBd5zlx7VXbI5XS1Hud4ok51qou05MEJrIk2mhIwLGX7GoznQADxZo0QXp0CiyEbf4EmWwS3q1mwSVaBFTAo8rdBVgsXOLgoET2cToxHnZuBiFTrz4+FDetgYA1qcJH7rgYceLS+yL44pS9qBVAma8s/5iCpSMzLoiXte7bHYAQ7V0K+Kh+9b5H2spJ6LcnD4uZU0L3TiZ9Rv9Jj3jGXlO+E3S0oAPM+Px4rE2bCILSkSZI+qyyWY3wIrfOTLUvwxECUzhhIJDoORNFoRFyb+klycG0YNQGJeH0RE65FQa21BEoFjAGja7KY0ZguNjQ+PgsiG/5JrE4lQlQPKrK//8VavNFa16qqatMfYQHUHGjZw07wkudBoxcivdCBO09PeT7HgnyW5Y2fG1PAYs2Da1j14CZ0CsvzFDuocKLHGFR1pWmjTc9Mh0DEwk6gRSVpAdSsEIkqe479I9bY48onFNRptWUDDL9Ewea1pVZi+oAA7Fs1hUtvJTp41dausAr2TwhtjCnNaIrfovvzsfUNP2NNzOgR25uy4DJVhRBlNoCDiI9lzeJ80XfoWpk6kya9zUT4uK2WPDiWxeSx7REWRt9DRI+01sZV0Ov4ADMWZz8bhqrO9BkUsm4llDp+AxKiX/b8C/p+UejUaLJnBQpLmaQUD1R7Zx1uD54MGyFdpFsYtwk3sh/xjHkWfX3aIzyIuknvfHofsyLJ/WQ0oyK3CMdYpPfKub7DUM2F9qUupSqvvizZl611h1tFyvQcfe0gLr63ZG0Vn+vl7sQh25nrwyobl0FvZeFmfL1GmNaYPg9ZVgk2qy+gs6yXcVoDRkadrD8kVNmTEZkXAVUpAyF65Sya2NjBzfs2V93TrEOY/cx6VsEgT3v0CaJg/zfRa5GuiYawDFBqYAExUwVbG9H7NyrjFUbdsm4Ss7lpOBq7U1ahoWAlULSW99IY+9lg7Oji1sHnWzArlh98JPuPtemCai7m7r5KvRIpymSIBSJ4yypAxCeI+CGN+hfKLo29iE3PLVnB5FBiBvY4bCanZZmnUaDF2UVWa5wS0hnhQc24/dOiTuLQa34WrbvMDrfDTJq5bOEasIU87sLSDkZA1fw9wbEvuXGnB4SVS7Ij/sKl/uNFPrZ5Bl+DlQOA//gwKj+B8hb4r2yBcgDwv7Jb//Mv6mN7MZ96eRrf3IqGmqjs88T0GiKMC6WgVeV988yYQ6WLG7QMEgbSSd+GmOtYdu0mpta+jSFBTyARGqDQibDlWW2sftIAq7p3Q7cAqoPT7dBGOHrdKzGNKK4zt9AGFfVdsaoDZVQcjo/DtxeMabDkO478IXMw8ocB7gwfCw+jBmDwxgXQqPhZjQRoPNuXftSPPHYEl99YTxuNGfcl5BIJdAYDgg8sgkHJAIUiE7hIjFDsdZharw3G1aAfrAdexGDqLX4DlEYevjjQhaaCvsnPQvjdX3hBDrLfX1gd21rTdD8CWk29sRpDPQ+iviM1e3irtMevrzvgx6azSgTYzyU8REvZIMjKMJeK23RH8mIMq08BwBkXz2NfHD8g0ie4Bn7t1PWDb7bg3xdwJiZ84e6gw92BFNCMy0lB70v8jBcniQ1ufDKZ05UiUXfDGuSX0f8rrr9ntWCs6EzTfgyFazD9ykMczfPnjEwI4YeARYJ8EfY0OYe6Na5x5XR6LZKS/Tnwgy8iU/tgcAM6KZsecQ4HnpRyFCx1gK1EhNhxdPKRXlSIpsdXWgXHxwW2wHcNKZO176XvEZNN07DLhqNUhbtGgOfCywTMuLwHATWSLcZIUoI7+lXugslNKZtzx63eGBrA7+h84E0wBjY+zpWbeOEwTr55yY+XscCI4Lr4sQWdcDdY9yOcVuVAkmsOYCgrSKGaJMftcKrHNuX6NBx6ScHaskEj9cqZAAAgAElEQVSclXd3aIZmPvTao543R0MHfrOSnWn1EF6HAuIdT/6ChDzraX8x/b6EvUQOg0GHYTcn4D1Puh2pp6d9Or4KpVpg46/PgKPDc97zJMDYsnr0t6NS7+JgGmXz8IVcJ8BPDajhS+j6dTAI0/8fe1cBHsXVds+sx90TSCCCJcHd3d2lRYoUKLSlQkspUlpapLS4u7sXd6cQnBBIAkmI62bd5n/u3CSbzU7+Ai39Spv3e7423bl7Z+a9d2b2njnvOVAKJEX6hwKY4CWWI13uWsQQ/enGAiy9xw8EkX6aBKRjc7u5XJ81dn8LWyd+dptaLsHtXjTvj7Pv4mDKZH6QlAX6+S9GoBNl/Hx1pS/CPfk13n5PDsfPTem1+NXvu3E05S40mTbQ55P7J3FcZyF10UDirMXKesOKwIsGh6ZCIOMHKssLymNrK2q+0nv/JtyJTob7rnjY38niDF2MtiJkdQlAfgNP3Bs9HvZSWvbbdvMaPMvmdxZe3KEzOoZQh+oDz9bji3sJvOMT4aDArjb0/m7UJ4LJMuv8lfxCKprB15u6zLOsAVEXx2PqfF8o9PR4hDBiRPfHGDhiDhghNVs4nxiHYftK19EcU782vqhL53vk8kXI1/HnSCoU4vE4yta7nR2PD66thjrLBtpcGX2+MCxkzhrI3NRY32A0IlxoCfA3939ATP4LaIwisAX6hwREJm7J9V2r49Mw+vJiy9PLmHKWMvdKBgGAzwx4H0H2VLMv40UE3KT8zNyL6aFoFkGB5lWPr2H2HQrSlwwC7MT0/bKoFLXz7k14kMlvQrK4dWd0DqaMeRKsMQOs/GtAW6DzJvAA4zDljdlYrHI9lHmzcVcnRnYBy9qGYREu0cPDtikELpTh8yQ3BjMez4We5X9m9fGqgb4VKUC84tlR7Ew8CQ+ZElIhBZ91RgEyNXZo5dUQk6tQzVwCOrc+OY8X/CQg2Kk2nxWx201ZfQF9KeXx0lYQuNAKgZ1P9+Hb+/zPagLAb28+EiHOb9ddmHfQS3x4NOkhPr3BX8pexdkHe1tSORfCEG17agFS1fxalsVB0g0xNzHzNv9L2mY+FbG2WT/zPCKAs3IlWOVy4mxDHD0Am15gHKcUGYC8ynm8C23etXUGX04tAED/D/45DMAk+jwsYwC+C1dC2TGWZcA6A2UAYNms+J9k4F17MF9OjsfuB7OwLzXUKl8dPOPQoNxIvFeFsh+CNsyGyI4wXSybkt9dBqUI8QXMupnXjmL9Dco0EguMcJFokKW14VxuScxq2xQDK9ESjz6nJ8PekX+hIFFFYEUzypJYdPMaFlylb5eLcy8KccCLQz+AvyNlIg06MwpXH4ZasQBFUj0GRd7FtPp0AT90/25cSChF/BzA3dHj4CCVcQAcAQCLdl4AOhYSj/oHh+OHOhSoJG37n9iK2xmWpaNSoQi72g1EhLsP1y5NoUD7Yz/B2VVllXetTohxPgMwKJKWCm14chMzbtEfwfZCHcQCE3L0RHONQa8KEZhbnxoIHIh5jNvP5mBaTeu38CuiI6GSTcSk+pRF033XZtxNSeU0DIsHKTGt6uWJw/1omfTrRKNtS/Eyn7/krVlAOWzoYP6xPuXWYex6bi1SP7dON3QrZy7VOfjkMT4+bl0GRkqPr40YBYcCt8DrSS8wYG+Bwy1BGTjrWIoUV3ZlcGQwLafWG3V4mRJoxeQoPM9H8v5oV5m6PR5NuoPJxw9iQPB11PWN5RbZz/PcselhY9h5VMDedhTkSFco0PDwL2B5tKrIYntsUFN8WocyXgZdnISoTAcYjJYMM9LO1zEPZ9vQMuk9j+5ha+ZyiEgZcYkgpbAhus74vgUd99b7vsD6yJPwtbXMfbraBkOi2uFkTwqIEPfSg88egy1uZFPQN6Nj8EFEbXzTiJqgdB/4IbRn+EE472FGrJtNhdKn3/gSO1/YQqWy1m5zdlZgZd1WqOtDWYX9T4/HmkqnYVOwgC48rYdKV3yX2Bc7m9Mx6nhkNh7z40Dc9qg+4+EscYDJpMPCB71wNKuile5UFZssDPLOQ/1Aym779vYMQHwHHexSUE2WBzFjQqrBBkfyfRCvdcC8GlRe4NzLCzicyc/KIdv1+bb4tTE1gWi6fhWS5HLub6lIC6HACIVOBgEEHOPl6Uf0fGZe/QlrHprNKkqOZ5Nyqdjclo579b1TYWOvs2JkkXusSiHFnZ5Ury9fr8C390dApZfgWb4H1EYxbER6hDikQyYy4IeIdbAV0XLw4Wcmo4H3ZdhJLMGoTJU9EvM7YG4jamDw44OD2PniOoZ5R6OzazyEJkDFCLE2tQpO5JTDirpDUc+DgorvX/wZMao0lDDihF4rxOTwduhZnoJgix7txrILT6HRScDoTBCoDTA6iDmwPNAvDYe6zipig396dRYO/E5KSC3nnZuzHGu69ECECy3X1Sp/w4irh3FTbjadIJ8T9t+GyGeoVYE6x5v0sUBW6S8ydNK2kLnQEnFWtR15L2Zg+be+uHbSCXodg7DqKoyd9RIVaraGwJk6Op968RSjDlBAnS9G1K2BKfWpLlljYoSh4NcVdJbKcHs01Um8mRWHMTcoq5SMMym1Z4qZSK2uNxI1XKk259f3ZyFemUAZxAVReNup5RKJz8Jon9ufXcHkE5c5DKRkELmO00PMAOCYveOxpMEJq+e62iDEoKtjsb8P1TolpiaNDy5BqtqazTm2SkN8FmmWJbiRkoRBh3ZCb7K8fzX0K4eNnXpbObhy525SkYEABG6vrftX/ByLswr15DEAgIOzGRkY971gRNR9OS4/EzPufAZVCedoss1NIEc3/6/RwZ++qJTrVRh541ekaLJBQH4uH2DgLLbHqrofw0tmNq5aGXMei6KtgdKPKrXEqFB6XXDfz+wJGPhfMKGYGQUB1rY8Xopb+ZbznfRRwyEds+pNR0VHfsMm69F/e5+QF6UfXN6MaxmW7HoxI8C6JkNQ290sB3M2NRoTb2wH+b1RPNr6VsW8Wn2Kxp/oL/c9vREPcyx/I9qKxNjd+n2EOVP9UMvxN9LSXoELGKZ0eZu3l4m33/O7ts7gy0gZAPj250nZHsoy8F/MQBkA+F8c9X/AOb9rD+adD+9j8ukT6Fn5IW7k+iBNawt3iRp1nVOwLzoUI2vWxZTGFBQIWvUTYGuEUEzNQkiQcjeiIQaVEPEjqYHBj7cPYuUlwraxBhAYgQk/tGuCfiFUA+iD6xNhFNBFdMlwF4Rgbi3q2rvk5jXMLwAA+dpeGDoS/o5U02h2VE/czvbEndhyMBgIY4+Fo4MG9Ss9RQWjO75s8AvXbsOd25hx4SzvvmUiER6NpQwvvcmAqrtnW4E2hV8cUqkKZtSgzDoSCr0Ws2+dw/GEGKgMelR19cI3tVsisgD8I204LboNqyG3TYSDi6pg0WeCVitBZpwLjg0ajlA3+qN+4uX9OFSK9lIFR1ec6jyGa5erUaPmyqXoXj4GYypFwd8uH+kaO2x8WhXrn4bj8IAhqOJBFxERqxdBrtOCIWSGwt/ghDUnBOzFEjwYOYE3L//fh19dOI5t0fzlOt/Ub8EBTIVhZE1Y+eQydsRHIUujRKC9K8ZXaYp2fmYto8K2B6IfYeq501DodNyMIqWvm3r0gY+9Wbx9xa0b+OkyLXXli4cfTijSK7wQXR9BDvzAb5ppEWoHUP3DBY8PwhszEWxnaYygNwmwNLEjNjeh4EG6Oh+Nj/zCLcpNHOhIgyzMCbA3LqwpPo6gC7+BF2ciSStHnsoGxAWWgB0SkQFOdmqIIcDZNhRoPhx3C5vSKDuJL6qL2uCrOlRXsOG+r2DUiDE97BrquaeAuHzeyPLG9Cf1AakBV3r8yLVbe+d3zCTznVwS4oLSQPIvPQMYgCUduqBTCGXm9Gs0FvJS5ODKN5di+XYKkn596VOcVYqhVMqgVElhNAogEhnh6KCGRGrAz5Uao2F5ClS2PDEXbsIEfB5wG5XtcqA1CXEu1w8/J1ZHe79G+DaSgugN9s1CqorPqQSQCAw43GEUQpy9YDTpMOtRb0iMDOKU7nips4OtwIBKdtkQS1SoZ2+L9kHUYXTk6Vn4KmQ3AiWWgLuBZfBTQgSm1qNaYI9fPsavCbNhb8vPwst7WR6rOlJA9ePjR3DwCb82F7kXkXsSiR0x2/D15Rel3D9YDKySidkNaZ+1Dn4DVsRCIjSCuFeTIGYIeqMQJoMAUV0pA/BB3iN8HrUcOVrrkntXmQK/1JyIUAcKdAw69xFiU+3RPughyjllcTqEsbkeOPWiEiL9jFjdlM65m5mxiE8Zh94e1kYtM5/XxeTaayET0QX1kGvfICFHA7VBAiHRmTMBBp0QzvYKdCvXEONDKNi/5flWXMs8jCv3Q5GTT3U9hQITQgOSEVo+FbPD10EmtIGJNWFC1DBk5snw5LkfFEoZREITvD1yEFo+GV38uqOzL53vRvkcqPPXYf6LmjiRVQ4qowhhdjn4PPA2Ih3kEHlTUIUAVsb0qhyTjy+MjnMhtu3GbVIkTcKn7Z4g/jEFTQvDxs6In4/kILgpfU6Qe1DkykXg9CitgsXufgNQ04u6XrfcuBbPc/n1HD1s7XD9A3rfluvVaH/mJ2hN1vqHMqEYx1pMhoOYAuzr4rfhRBr/M2tAQE909aPl9pse3MS3RKeQ+OYQk5qCN2UMMa4yMTg+6H2EFDxfGm1cjur29zCr9gU4inXc4+CFwhHvne+ERsH1Mae5GUQl5z/0/DbcyUwGKX4nshYE/BtfzdqB9feUl/j+2jlEZ2XAXiJFpwph+LJeEwvd2OIpZE0KytwiDMBC4VHekfv/PyRAIldWbCxphiUD1YKjLzt1JiNaHluAcvaPYSM1QGmUQibQQ2Qy4lpaBRxv+zH8ijnSZ2rlWBhzALeyn3LAVTWnQHwc1h2+NmbXadIvYbjtevE7NsReQZo6D142TlxJa5/ytS2ATZP8e0DFXy7M2H8Cxp6yOZOUuWh9bCFqO6YhUWuPXL0UXlIVXERaJOiCcL7jREgKGPOFmSHHwIFgjBSMgN8B/A1S+4dfURv0+PnhaRxLesSZfIU6eeLL8Dao6WbNULyU/hQLH59GvCITjmIbdAuIxIdhzbmy5eIh12nwfdQpnE6O4V6wVnP1wdQabVC5mOv0Hx7Yv6zBu7bO4Et/GQD4L5uUZadTloF/SAbKAMB/yED81w7jXXsw742+i89OnCp1mD6sUx2fN6BlVEEL5wHOemsXUbK+yhUjfgJlkuyO2Y3LccdwIKYkmMNieHgUGgWPR4uABlzbr+5NQaqW32ihrks9fBhMF0n7Hj/CpJP8pbVk+7UR5hLgQ9EHsfzFKTxK8wFbwDqUiPXoFBiN2XXWQFagP0i+13bzejzLzrI6/wVtO6BbpSrc5waTEQ2PTUdWnszKSVMm1WFy9RZ4r4L5zf6rzvkrCS8498eSWkmjatbB5MaUMUZi0pWD2Pf8Aa3IK8CXOAYIC4Q4ueN4J1qmROKHy+ew+pa1aHaH0BAsaU9dJ0mErVgArYl/YUwWEzGjzfqHr3o+2RoVuu1dg0SFZTlZbU9XbO0yFBIeXbVX6XvelYtYfutmkT6Yo0SKtd16oqYPNSQgsfr27/jhUkEJWYlOScoImCsV0YVFdPpFQDUYdmJLRtS9nCboUGV7URnbtqffIli6kfcQn6s90SeMuigTV+P6hyiDiy9+qNUFvYMoe+nzm3twOfs6pAWmEYXtDSYGtiY/HG9L834mKQorEinLji+aObXG2CoUqKy8dTYkQg3ytJalxY5SNXQGMaIHTeHaXUlKwMCDOyAwWLLRyGKWgAQHeg9GpBdlqH7YegaeP+Bn5jbqEoFvVtHr8tcbU7AuTQC7EuWgZH7mqWTYUq8Jqvu05trezkrAsCvWOp6OIgnOtZtcpFPV/+SXMCEHN9ODLE6duNZ2D7qDCdVWw9/ehSsB/v5RD17XSfLFQMYNQ6uu5fpYdvVTjA7i18y7n+OOyMq0XDIhOwG9Dq1B44gnVg7dTxJ80EgSgMntqCQC0YMj5kB5JUrUSTnkwf6DisD2s8lnsPTBHtxIIAwYy5ciVb1T0D24AkZVGs/1WefQNyhBDjXnwAjc7kJ1NI++vIKZDwgTjY+lyWJO9b5o6kVdxOvvnIbUPGtXUrIt2F2FUz2o7iSrjwabZb5HFE++jpVB6v17EaNm6PVpyNDyg1udfBpjbAgtibyQcQz7Xq7nm8LcZz9FbIBEIOUAwI/vjICB5TcB6ezTCx19qL5dWsZEeBj5nwU6VgSZj9kAQqfcDKF8hhWjTCeqApm72axh1fSB2DmTf981W6vw0wlqUEPi55sXsfgqcZK1zH2r0ECsak9BShLDD+zFuVIkJiK9vLGvH5WDIHEw6RZm3Lc2RpoZ0Rud/CgTnITCoMTUB7ORqrE0AqloF4hvq34OiYDqNx59GoPxv5Wus3ru/REo50RZa1FpyeizaxtKkPXgYi/F1ffGQFJw3yw6iL/4D9aYDjbvK0BX8AKHMAC5EmD64uB1g5QAs/nU/dsqpM0gcDG/WDmbEoOPrm+3egZ/VrU1RoRSiYXXDROrx/2sJXgm3wETS9i8EgQ79kO42zgIGLO+JmvKA0vKgI0lZEjE4WBct1iUra5+cgVzHljqFRKW8dIG/dDCJ8TiEFntBbB5UwFTCv1cXBOcC67of18m/Lq5JO1ZQyLYvC8BPTVvgcAbjNNMMFIz4/RN+n2Xv/OurTP4cm0BAPqN+OeUAL+kbOyyEuB3+QopO/b/cgbKAMD/8uj/D8/9XXswP86JRqdNZGHMv5Bc2as+WvvRt/s11y5EvkMuTEYB2AJtHcLoEwhNcMh3xu3hlDWWlXcQLurPsOhpdWx6VhVKnQSOUi0+rBSF9wIfQ+O4Bba2tAR4e8J2HE87zjtiI4JGoLE73XdiXh7HmOOTXne3tcX1EWYTkMX3L2He7UtW5yQSMLjQczR87cymBYQlQkpMyUKNvF0mhiIzW7RCyyBLx7wJv6/BlfQ4KNUSGIwCjp0jlRhgI9VjQ4PxqOREWR+FQcphYrIyOVfLEFc3OMmsSyRLA60akXLZ7r05wWwSG5/8jum3rUu0CMjSKaAyFjWmC+PCWHf3FpbcvM7pT9mKxRhQLQJfNGhi0abGusXI0fDrPjlKJLg34vUZgKz+PrKS38dPj2vg9yxvDkBp5fUCEyvHw8Zzb5GO1utcnktvXse8q2QsLYMsfs6+P6Ko7PtxRjo6b9vEOz/q+wVgay8KSJDYH/sQ829txPCK1xBklwWlQYpTqWGIUbXCno7vg7A/SVx9OREi4wHew9WbxGgYSIXrCdui++lVeJxrDZgR5+dj7cainD017DiUeB+f3dwLB5kWUlGBcYRBiHyNDIMq1Mc3kZTBE6d4im8ezIGRUDJLBBGzHx3UGy2823Bb2h9ahac5GfC0z4faIOZYhbZiHTKV9vBzcMW57pRJQtg74asXcsfLzSyu1JLl/iUUCPBw5MSic187cxV2LbUu0SZfmzC3MzoMoW6J91MvYMCVM2CEJsgkBu66MJoYqHQS+IhUONZ+FsQFrLGo5LlglLvxdVxDpOttIQSLSPsMfFfhCkTuB+BmSxlrix5Mh634FKIyAnAvyx8aoxjusnw09XsKTxsFBlc8DonQjjNKWRXdAzkMv4aXJrsafmxKTTMePB+HKjJ+LSmdSQCZL2XyGY1GdNw4HemsGJXKJcPeVgOdXoQXqe5ITnfFpk7NUK8CdaMlka/TYMTB/biblsLNPcJKXdGpGyq5U4MFEmqDBl/ffx8Z2U54kO4LlU7MjT1xJPb3ysL4CrMQ7ETPvdlv3yCf35AVMha40okCgMujT2H9CwoIGHUCGA0CjplN/k9iXMXOGBJMAYyIjXMg1/KXc5dzEuNCX6pFx6r3g837oui4S/7BuB8DI6IGBr/GbMWJVGqmUDK+qfIBGrjTMv4UdSLmPvnCqtSPbAuyC8OEEGrYQWLps/l4IOefc5+FTkMFewp03EqdjhrYyrvvJzoHVC5n+QJErzoEQ/73EBDAhZGAkbWH2HF2EdBPOvq41/t4uM9ajoFsc/QxYc9LS22zzY+isPDGVcg1WtiIRehbtRq+qk+Z8oWx8W4Upp/n18ybWK8BJtajurGFcSUjBhdeboUtnkONIDTzH4T67nReFA8CAu5KPIAn+bEQMgJUc6qMnn6dIBUSWQgaGUol5yysNVprT5Z3csbp94YXPV9I+wcZqZxEQIo8n8tLDR9vrGzfA7bit1tCybH1sokJSEm2HsA4LwIja8c7zv/fh5qsSZDo+cFPHesGmc9Vi69HZSViVcwlJChz4CGzR/+g2mjnR1/+vUncyvgBcXJrLbwKjr1Qy4NWNBQGBwIqfgV0xAlYAEgbgLEbx2tIQVh1W+NucTqD5HkyKqwRaroFWPanu0GdhUuyXglo5r4fjMBSr5VjChpjAVMOIAwCI/zzpcQm1ogs7QvoTEq4SsvBRli6SdQf5Zc15YDN7AGYSr4kFoBxWQ9GSitJ/mvxrq0z+ManDAD8r83asvMty8Dfk4EyAPDvyXPZXkpk4F17MJMF2qjTc/EwjrwdLr5IZFHRPxWL2wxFmEM17iwnXd+Dwy/5zQY6+1XF/HqU/cBqr0KVNQwH8n3xrJhAfxWJHF0cUiBxP1RUhqM1avHl3enIM6ZaZLKiTTV8XfUTCApKga4nJWLAXqrTVTIIYBM1alwRw6vK1vlQ6flF99sHBmN5MzNL41UncLI6B2NurEC6xlK4ekxIWwytYLnwe5SRjnFHD+FFHhUyI4w64mA5okatIiYKARtrrVwCpZ6fdbK5Rx80DKBv7OffO4elj/gF3Rt7BWFDC2vH3j86ryHHd+JibII17ssCDYL8sa1D6W7CpfVtyvkQ++OfY+rDhlAa6cLRQ6rCrxFnUb9cFwgcPv+jw7LaXm3ZQg5E5YtWQRWwqosZ/OQrA/a0s8OOXv1R3tms0dR493IkKfgFyH9p0hndK1Ldp9MJE+EIfgBQZbRBs6ACR11SOpqTij5n1kHHWs67SVVaYnQVM5OELLj6nlmLe3mWro7OIhuc7jAB9gXs1HRNMr579BkytA4lWKcs3CRKTAz5DGGOlFVIgL0aOxdAX4LQKRICN3tPgIuMljVeSnqBwQdpqStfHO1jLhFXJY/F2EEapD22BK4rN8/DnOXhEDlT10sSP1+bhJUvHWEqMCUgnzkItfiuSnl0DKVlsCSSEyPgLeYHnW9paqFOINXmfJSzB9cyaIlxySDg5tDQMxAyYq7Es9Wur9Cp2gMoSgj5S9UiHIpthSv9qU5jVuYYuBj4wRgdK4TMxzyW556cxadnryBXZz53AroOD2Uxpb3lHN4SE4Vvb5ywYBD1qlgV8xvScubC2Px0M5bcf4jkXAoEk3C1V6BvqC2+qm7O5Tf3luPQ85cQlnCuNRoYtPRzxYJalCG64tFerHn+O+Qp9tApzcCP1F4LB598fBzcAgNDqKFLnW0/I0PBz/at4mmHo91ojljNcbC5VO+NLxiPC0Ugfr5ehS/v/ooXqgKWUcEXOvo0wtjgvhaMu3PpR3AgeZNFlw4iZ3wUMg0eUso4JZGjy8L8mO+QrbMsue/o3aOo/Je0u5C+BQLlQjS0sWQg5hjF2KWohDFhZvCFMAt3JW7DmfSTRSBkoF0FjK4wHm5Sc+nmuMGfIWYrvyyATZAYB2P5AcdSk0UgGJMJY44cwOl4y5Lqen7+WN+tV9HzivRhMKQiKb0T8o3mlwgOQh/4ex6CSEQNSF439kc/xucnf7OYmw4SKTb26A3CQPwnBKvaCVZOzcOsQlgRAo/SWf+lHf/d2A8Rbsfv7puscYN/oCUA+FfmQaVPwZGE0pmLncodhq3YPOf/yn2TvkzZQwAdYadaR/GyYrKVNb4EmzsB0BcajBAr+vfAOHwJhuGXYPij4yXA39GXM5CtoyY9AghRz30I6rgNeiNdR1axAqyiFHa9uA4EblTv878W79o6g298ygDA/9qsLTvfsgz8PRkoAwD/njyX7aVEBt61BzNZIP0Y/QXuJ8vxKD4AWr2Y0yQLLZeMyr4splb9hSvRIjHg/DrczkrkHfMarv7Y3nw4t81kUmPL056I15vLXQq/VFVmQs+KB4p+YJ5NjMPwkzvh75YDRxs1B3Zk59shT+GOI92HooITfWO97cE9TDnDz+Ah24uXNAVuKDDs4DnSUFdXnOhiBiVIE6VBywmxy/UaBDt4orKjL++P1RydAttfXEZcfhrsxTK08Y5EQw/qTFkYGSolOm7ZgCy12mrvc1q3Q+8qFEx9KZejyfrSNd5mNm+FwREU4Bl4eiOuZyTx5t1ZIsWtnrQk8XVi59P7+OLCbwDRfyvUrSO6jmIWPzRui4FhdN+FwZLSPN0NgCxQhX6AhOgZWS4Szj8agPdvVEd5mRyRjhkwsALczPOCwijGwWbpCCm30KJPrVGP2znPkKNTIsDWHdWcylvlvcLC0ktrK7q44uSQYRZ9nnv+BLseXUGeVoMwNy+MqdUWHgXu0KQhYcSEbSq9zwmRDfFpDcqWXB2zCOHS+VaGDGTb1bwQTAg3z8fZ189hxf0bEMoMnD4mAapMOiHCHL1woPtgEBMYEtdS4jFoz26wEiOV5SL0O+JIrBZjYuM6mFiTlpKT6/Lz34fAIDJBYZDCYBJwjEp7YjZhYvFDxGrYiKn+28PUNPRavwU6d1LSTKAq8k8TxBkSbBsyADX9aan0zzcuY+Gtq5YuOoXZY4BpjVpgWEQt7pOLMf0x4nYVOJ1XQhav58gpqspS6BuKsadeNkL8C8wTWANXxnY7Ow170yoiU2+D8jZyDPGJhr9rDwgcvy0aH3VyGKQF2qEl5+pjjQ+qBtIS7picKFxMH897Dar0dhhflTKGVQYd6uz5ERU9M9Dc/QUkAj13/0hSOeNcZnnYqwJxutdorm10+lcIMSXsFpQAACAASURBVO7hdc2N08sQHGCpXXkv8S6mX9qPFA0De5EJA0PCMKy+JdB+Le0F+p+goGXJGFetPj6vYS5R63r0V9xNtdYV9HFgcanXZxAVaHhtjtuMNfG3IFfbcmNOQsiY4GSrQn//ShgdRs9n/5Od+PJiLPQqa4aW2E6HJS3C0boCBSK6/TYVd5P4dcBahZqwphnVbuXYSBmtAZYHHBdHgnHdaTEmaqMWB5LO4ZkikdPtqucWjmYeNXnH7UneTfyedRAqoxLeNuXR1PM9OEnMYGhh/hSGfJxNP4aX6kROG7CWS32EO5lLYEm7VHUs1sZ9gmCxHJWk+ZAwJqQbpLipcUEl547o5GsGMfcl7cZvqdZsMB+ZL76pMgNiAc3f3gMHsayHJUhZeEy1JlTFj79M5x3nP/qQgIDEbf1qYgInYVDb14+7r5eUQ4hPrgmF0bKsl/RNQMBA35tWu0mQ5yIqPZljANbx9odXsXtc8cZ3UlOw4+F9jhFIXoK8H1mjqPT3j47979hukv8EqGjJnXUIwHg9tphPHGNNf4+y1hgXQFofDGOp27jk5i/4MGApb4/rntfBiPpvDzRKU13HhRQKqPNFU5+l8LI1M4j/6hyb0hsDJut5xO1H1g0CZ+o2zrIayqwjeSwZduMgcKD6x68TGqMcW+JHQWGwBPBJH829xiPSxayT/Kr9mnK/BDSluG4L3CDwfHtg7qse4/+i3bu2zuDLkQUA6DP8n1MCnEJlQ8pKgP8XM7tsn2UZ+PMZKAMA/3wOy3p4gwy8iw9mwgJc+uwHyA1m601boR1GVfgCQfZmd+CxV3fgdMoT3qy09AnFsgaUNZaijsWq2NI15D4OWwtHMS01GXB0O66+SISAGIkUBKdJJmUxPLImvq1P9Qd/exbDsepKizujx8FRShk7wZvmwGDir6Or6+2Lne2GFHVzLycRn97aikyt2a2xvW84Zkb0hKQAtHmdabDy1k38ePkC71eKA1b5Wi0iV1AQhS8Wd+iMjiEUXGx+aA4SlfyMRluREfd7T32dQ+TakoXU11dOYFvMXYvv9gkJx5xG7S0XXcZksDmjAUOxsSeAgPNyMEIzi2bw4SmItI/DJ2G3ikAzjVGIr+41gbOdP2Y0NYNB8Yo0fHl3HZLV2UX7r+MaglkRQ2AnMjOvQhcvACmn5oua3r7Y3dcMyuRq7uFW+gRojeYFiI9dO0R4zIawwA2QnHe1Lb9AabDU/yvsf1rdVhhW4Hq9Lu4knmQvRQ+PKAsQME7ljr2ZnbGjMQUFCKgYvmEhV0LOF6vb9kDr8rSUr/fB9bj93FpzkmxzsGVw9wPqHJuedw+tdx5Ek8horsy8MHR6IedwvaJZMGoGDuY+/uLQMex9/AgmaYHYPzfAgEDHoGPFUCzsSYGgJXcuYi6nXcYfc1u1Qp9QCrYMP/MlLuXw68YN9Ndjej3qRstqr4DNGVpKjyIwnjfACGg/OS+rwEnIP4/vaoJRI5C6PX9/5wtUtDsDFUudrguDuG+KoUe/ClchEok4BmDD419bseUK2/syQdjVmmoVPsxeA7X8V9SQaixAwEyjEDd15dEp6FjRfrI1Cgy69CuUjPl+yBpFmFplENr6UwCfRI9jGxCVYcmAK9zGGen0p2P5PD8NzXYRHTz+MtzFrZqjS/m6XNuf7k7CiWz+e1cjJxNm1qQGRvuij2HSCX42Ntm+snMdtK5AdUR/edQbJ2L88SjDUqagvv8zNKvA4sOwlUXnxGovg80dT80YCkPoT8vt3lBDjEgDGHPGACYzu42RtuOcdRnGzF4sZRLxfnwrfTGOZ/xmwY71k9iif9CaooWkwWTAxDsfQm/iv9Y/rPgRariYjYk+GPUJXqy2fNEiqmmH3ReWws7WUl/zdY71j9pqNGfwNKN01/UQjx2Qycws4mV3rmPu7xeLNFEJw3xW4zboGxb+R7v6x23/fxleJQAeDrTK/RTQFtMsJqWtLsvAiClrm8TM62cg06zCZ2GWpeDnM/wxL7Y/jnQ3a+b+1QnJ0UbjVJJZ27Fk/238t8JZavnS8K88BlNmZ8BADNh4wnYoBI60BPn/ZfsyNmA8b782C/BuzgGcS1vEu2sHkSeGB78+i9Yk/xFQUUDGKkTBELjTZ8Z/Ld7FdUbJMSoDAP9rs7bsfMsy8PdkoAwA/HvyXLaXEhl4Vx/MCoMcN7MvIVuXAWexC2q5NIazxFIv5lRyNMZd4y/DXVK/L1r7UgfRaPk17EwoRYQbwLAKPyHAlhqE1NqwBDl51mWBBASsG+SHHV0owEPKHNtsWoc0pRmoK0x9u4ohWNbJLF4/6NRWXH7Jx1RksaZVT7Typ6BmtlaJXhcWIkdnrf00JKghJlUxux++6kQfdWg/TsXz26cSTb9nH1FQgAQBNAmwWTJI2erJwcPgIKWL464nZuBhNmGQWQMIfo5yXOhIXV5fNwgYdu5lPK6l0HKdut7+aOlfsQTjwkgdFQ08YIOkPhiXDUXtvzk1BjOrWZdZEoOLadEDMLtlIWCmx+Br85FSDPwrPPbWXtUxPXxg0akM2bcLlxPp8ZWM5Z26om1FqgumM+bgQlI36ExmQLGwfaDjYFRxM5dZTr9+CusfWxulENDmZPcR8LGjbKkEZQaGXl8AT3E6wu1fQiIw4qXGGbfzy+G9oDb4oCLVp3qpkKPRttINO6Y3aIKh1ahWUa21C5Gj4C9pJo7BsR9RI52oF1vR60AKJCI9AryyYCfTQqMTIzHNHWqdBPOaaNGzBl3MdV63CY/y+VkfFWxccGokZeZeSLuD9/eSUkged26YsLdPV9Rwp9dw+2M/IU7JD5y08PLAisYUWGNVu8DKp+CFxg5bUkKQpZchyEaO93xi4Eg0Dt1/AyOiepq3nvdGDZm1S7SRBWLFP6CSOzU1mXZrKCKd70JpFCPD4AgDK4StQAsvUR6EAqCS63ZUcQnjzHmanf6ac1/WyqXQa0QQCFhIHbUQSY1o71kNUyMp2J+vS8DxxIEw6kxwhAgihkU+y0AnUqGq6wiEu1GdRBK9zv2MDKM1sMcahdjT5Gt42tD50WjvErxU5hd9r/gfRKMydjBl1h1PvI1RJ0s3WppYKxSfRlJ2zKSb43FHIeF4nGQ+cDlmuf9CiI0Wy+sv4T47FfsUo44QExD+2NS9NxqVI6YjwMZnvaA3piItxwOpchdOp9HXKQvuzjlwlESgd6AlW4o1JAGaw2BNmWCE5QCb7rxOohwbS3uu4N4gBaTNiqQdCo+KNeXCmNmeOpJydzByLvS8GNvBEDpaMuv0Rh1OPdmP6MyXsJdI0DqkOYLczOAOlw/yQiKzE1L1BsTo7KFjBfAUalFVKofIYSIY+3Fc/7m6HHxxj+ob8kUf/wFo4001Nx+n3kD33ecgTZDDPiYLjIGFxt8eOZW8MKupKwbWHFFqP392g1y+GC/ySr+HBzpPhYMDZX4eiXuCcacPQpIDSPKojKfOBTA6MdjRuT/HBnzbQfIPzUmQseWubVnbInOY1903a0gAm9WFCFBaf9VupIVshCnvW0BNXb0tQuBJ7zMC6gp/PzMV3Q5tQqRTKlp6JkAiMOFenjuOpgRhSt1W+KAa1R9+G8GyJpxKGoxcnfWLUmdJGFr7b/5TDsd/dMysci3YfL65JCxwQKbXEqtcAza/9EoJxuMyGKFZx/SP9ku2X0pfiVvZ/L8PyfYJYUTH2NKA6o/6ZfWP6O8PYlNfIrhSZbu3d13+0bH9L7e/q+uM4jkrAwD/lzOobN9lGfj3ZqAMAPz3ju0/+sz+DQ/m0hJMFnwDf9uMW+p4CzfamjaB2NZhSBEQ9FL1FGviSi9LnRC6Gs4ST243ESsXQaHhBxpCPNxwfICZXXQ/PQ0jD+1DutLMTqnl44tVXbrDuUDnjPRJyj8b7FkMlYUoGosmfuWxqbWZMbb7xU3M4pw0rcNGKMGVdt+8tm5N8/WrkSDn15cje4mbYM7LvcznGHpoE3LzzewS4lY8tmFVTIg0a4iNufQznqiSkZjtYgHeeDjkw9/GhN0tS/8h/2cvFlZ3F2x2n1K7YdxPghFRoOHmo+ao5crv6HwkpTq61KCLg0sZjzD5Lr8zKAEIjjabDgcxLevSGQxot2VDkZ5i4YEMi6yJqc3M2ouJ+btxP5O/TE/AyNCu/I2ixYfGoMf48wdxKtEsPO8glmJpi25o4mvpPHs+/QG+e7ANGpMZtGvjXR1TqvQrKttU6/MRvmEpV/LMFyualUO70H7cpirLfoGmpFhfsS8Vzo9Tz05h1FFLdmbxvkfVkGByE1rq2GT1KrxUyXn37Sm1w7XRFKw7GXsII488AUpW5hM8xgDs7FUPdf1o+fP7FzbhasZz3j4HBNXCjJrUBITVXsSRp9Pw+aNm0BrNHXvIFNhc/QSCy58tWpgbjBrEJLVBJamZCWZggbuGrqgTMK9oX99FTYK37XVEq30tdQUFaoTKUtCnwkVIRVKOxdrh1CQ8j/OEXlmsFJZh4RyQhyk1XNGzohkAWhezA/MePoax2DhVczZhY9MvYSui8y1Pq0Lni9N4S4XJ9i6ezfF5eCeubdej63Avi98p2U4kxsMB9Fp/lnMXrfbxGx2R7QubeKNbCGWA/XDnU5zLNVk5EBNjlbr2LGbV/pVr9zgzA5228jtUk+3E5CHImZbYHkuciED2LEIlli9abmvsoLUZgEZepRt/8E4ADpTUg839GNAWl2UQgnGcCsbWDOCbVHtgkn/JAX/kf4XBsbwhgtDrPpgCExeFJhejDvyCa2kUyCEhERgwt3k5dKlmvm+zipVgFeb5YnGMAi8IPKmbLGEATogaDUMJXc7C9qMqjENtV8q8/O7UT9idpoGLt9xi7JW5MngqxTg85M1KgEvLX/HP1arjeJZVOpAR4rEZMhktJx90ZAfun02EXbIliJ8fyKJd2yqY35xel28rWO15Ou7FGaLEtdZlDRiBWWf1dfbPas6CzfvUsk9ZBzBOc4uARZbVgU0jshT8DGLGaR4YG/NLwL3PHuLLS8egK+Z0PygsErMatrUwP3md43zVtkr9S1xMmYB8vfn+6SAOQhOfX2EntmThvmqfr9qOAJCsfAagLi5NIAHjNAuMjbkEl1UfAZtXWpWGBIxXFJhijsWvsv872ftwPp2+oCgZdiI3fBC841W6sWrDqg+CzSMvu4r9TrTpC8Zx5msDim90AP/AL/0b1hkWAKD3sH9OCXDqOm7Ey0qA/4ETv+yQyjLwChkoAwBfIUllTf76DPwbHsylZeXAw8eYdPgoXANzILSjP8SNShGyn7tgfueO6FaVsvrIj9D18V8hUWUW1i/sM8yhPvqVNzvh1Vu9DBkqfvfFBgEB2NLD7N5K+pBrtTj/Ih5ZKhW3wCUsF5HAEnj58eZ5LLt7DYyQ1EEWsGiISyYjwIGuQxDuTgXQVzw9i2UxZxBhl4n2ri/gINQjVu2E3ZkVoTBSANBWZC5Rk+u02PIkCk9zM0EAo85BlVHHy5Jx0WrjGsTn5oIlOnBk/4TpQjT2jJT9UhwA/PD6JxCI0pGV6wCFWgaJ2ABPFzlH9JtaZR787ChIejH5IX6JWwK9ScC5xRLijZ1UB1uJHi0cO2FstdJFx//sDGc1p8HmmtlRJftjXLeCkdAyuvjYeihvZynMX9j+95xKqFuZgq0HX17HnMfWLomFbbc2+Bzl7MzsA1LquePRA1xOeAEbsRiDwyMR6W0ppP4sZwVichfBWWCCj9AEwpdUsAwSDQIYwKBN+asQFzBE6DzS4McrF/AoM51jGr0fXhNtKlg7bpK2mdo83Mh6CqJ5FuzgiwinQKsS6WlnvsbG55ZMJfLdCna5ONIpDDZOFOCJWL4QCh0/A5BsL5wfu2Me4PPTv4EpVhpfmB8yr4ZWj8C0RtTkocvWTXiYWQoD0NkVp96jOomnnuzDqONxKGefi34Vo+Flo8RLpT22x1ZGisoRW7uGo34g7fNMcgzGXLVesIkFQuxuMRyVnek19CL/BToeWwe1wVqLrrx9Ls52mWMxZdRaLX6+vQox2cmcOU6boProW4kCaoVxKe0i9qUssgD/CreJWSPm1KBGJgSE6rPjK0QlU43D4sEwJmzsmIOGYdQFOCYvHT3PrISBtS4nfz+4Hr6KoGzOB9lJGBtFQTa+qGlfDb/UIy6bwIaTlzAt8QK8XfPh5SDnmHU5alu8yHFF02wvbJhAQR297i4+PLUQJ1OtS/+qOKZhW7t6cHag97mtcRuwKYk4glpHD+8wjAotMOxgWQzetwtXk6yZzs3KB2Fdt55FHWSlD4GD4Qb2xobhdqY3hAyLRj5J6FAuFgrZADi5mJ14yZcuxp1AZuZm2ArzIDd6IyJwAsI8Lee2Kf9XQMm32BeAcd0BRhLJ7d8knwdWtcIC/Cs8MAIBCrgScQpUfn3sB2yPsS4JJiDg0f4dUKHAWdgk/wFQrcfVHG8czygPlVGMMPscDPB9AlshC4G3+bmzM3ErDiacQUySD9QaCURCI8eoDfeW4dsqs4qccz84Mg2xNtbscm78smS41IfOo7cR5P72PCUSSuLEWiLshW4o7x1V5FjcYs4yaO8pUKn6c3gHZHHs0KRYLzx76A+f5h7YO4rOzbcRrDEdbGY7S6CucEeyDhA4l37d/NHxsMYMQHcRMCkBcSVATDRmiwHGxkywGZauycX75GODEaOnS8kvOGmGCHdvVPd4e+YbJc/PaNIiVXUZKkMqbEXe8LZtBGGBlvIf5eKv2E5e3MHwgEDogLQhGKLbWyxYkxJsVlfAyFMpYTscAkczY/5Vj0dlyMHm+JFQG83SCYXfbeQxErXd6EuwNwmOdaolRmhaQFSt6P7yJn39G77zb1hnlAGA/4aZWHYOZRn452WgDAD8543Jf+KI/g0P5tIGasTuvUh2vgBHO0smiVwpg09OU6ztY150Kgw52JXwExJVj4q6C7avjZ4BkyATUvMCEkP378GFBH6m0aiatTG5MTVFeJ2ot20pUrlS4ZKljizGRtbDl3Von0df3sWdl7PxRcBtC423RI09Pn/eGTubU50zEukqBfod24p4uXmRRnqfVq81hlamxgkkRh3ejxMJT61ZViZAqhfiyXhaApymzsasx6U7blaz64bRYWbwc2P0aexP3wehiOrMEVm8atIGmFGndO2o18lZaW1ZwzOwmaWzShiPi2CEXtzX7zzpgggnfo3I67mt0aASLTW8nf0ME26bdceK71siEHEMQJnQGlD6/84nWXEUWdmTUEVstGDwqExAlN4DjctdKlpQEkH8/nt2ID7XcsE9tWkLDKte87XTRtgpmpR6+PpuHexLoiXJJEIdsrGizgkE+i8AI6V6bHVWLUOWmh/wLl4iHpubhVb7V4FRCcEYiuljClmwtkYsbNIFXYOrcH1+eeo4dj0iiz3r6BwShoUdKED8LOMOvj29ESsaHYOd2MykkeskGHGxAxZ1/hC+ThWKOtkWdwuz7h6HvoBFQ0DvubW7o6WvWRd0ZtQqrI/OKDVnB9r1RrgrbZ+v02LQkZ24l2np+D22ej18UYfmh8Ta+MW4n3eJv08W+DFiPaRCGYxkYb94HjTFmIfFv9QnNBM/dqZSBIsencOSaH5tTjepHS53omw9uS4fHc/PRIl3CkXdNnOpgu9qUkD1l+l7cKHeKQR4Wy54s5W2kC2thFVbqWNwljoaeentMe1+O1xIp+XQJKo5pWBujSOQuX6PCs6UZTvz4WpczSp05bRMQaRTCH6MHG8en5gTWHD1MjLzzAYfns55+KJRS/SsaDYg0STXwqizTXE5JcCiw14VozG74VMIvc4Wfb4nagE6ea6ARGgGSjM1Nnhqmo9GFVoXtTNltAGM/K65KKY1ZsqbCqj5mT+cWY3nfQgEUk7PMXL5T1DyAMlkp1/UlmBMQ3q/ZFVbsOz+XsyPN993yeehdjnYXOsR3HyPFB3nleQ4vLd/D0zFriEikNkjMgjzi7nBDzv7LZ4XZ7UVy5TQIMCpttQ84W2FXh+PxPQuUJrMc8lO4IoAr0MQFzCsyb7bTFqI5q1Oo1yIJfM0+k55PHrQBvtmfPC2DhGsagdYeWl6s8Sw494blwL/0UGzrBFseh2A5QdpGeelYGTm+flH/ZVtB1hDHNiccZZGIDa9wTjOeG32X2E+0zQxOJI0HfkG8wupmq590Nhj5H+Wrfc25tq/YZ1RBgC+jZlR1mdZBsoyUAYAls2B/0kG3tUH85mEa1h+6wLSFXq42oowLLIuugSbSyxJMrv8NgO2zvyi96pcHxzqMM0i56REL1VD3HWz4CLxgoe0nFVJ7Y2XSRi4d2eRoHlhB05SGQ4PGAI/R0v3ytNJz7D96V1kaVQIcnTBmKr1EeJMDUUKI3jtPOhLMQFpXa4i1rSlQKVW+xhMVjeooYeCNXDHIGYEcBFIkGmqAT8/yjQi8cHpPRYlo4WfE9DmaNdhqORCGWsHnz7ChHPmBWjx4wp1dMeJfhQ8eJQbj2Vx30BtECFV5Qi1UQyxwAh3mRIuUjWCpK3xaVWzwy3LGqDMW4l8xQnCSYFMVhvOrpN4tbn+6olvyvkI0PKUMNr0hcBpVtHuHqccQ0V2IkQlnF7leilUDjvh60wZokbWhIm3VuBObrzVob4f1AojC7T1Xuc8jLrHQFY33tJNtSAYdp5msfDRh/fjZJy1TiMZy0P9B6OyB2VekiDAxKbHK5CquQIwOogRgD7BExHgaAmmsIqliE1fi2VJ4XihdoCzSIve3k/R1tsDjOuWojLH9/btwqVSNA3JnI8aTfXLTKwRnY9OxpNsZwgI6McynCYca2LgY5eP452nwFZMSyUJCLTo5jXedI2oXgtTmlIwiDWpIH9ZD5fznRBko4CTSI8cvQSJWlvUtVPBJeC6xQI+TZWPD87tQWxeFnfd1nD3wcrmvWArMoOzk278in2xxQwjShzFiqbN0caPMnemXDqBLY/5y5o3deiDJv6BXLuVz6biseJpqcM/tfJiuErdodQqEbGkdO3Fal4GHBhEy1tn3zuODc+uoa7rc1RzpnqOKWonnEkLg9Zkj3vdp3Dt8vTZ6Hn2O7jIVHCXKKExiSFmjDCxDKLlXphevRnaeFPG4rCt38KxcgzcRQo4itTc6waVSYJ0nSOSkt2wsxMFvJPVcXiQ3Bs1bNIQp3BFksoJHlIlwhzT8ULvBBunlQh3acy1HX7tK6TwaJKSbS5CCbY2okCUXKfAtAcjIRHqkauwhVorha1MCyc7FbQGKX6IWAtbMWXT/XpiIBbeM5tdFE/snIaX0ashZePGZsbAU93dAhwubPskzxVhwZchEFLnb1N6fYBHb5PbaNMbAicKvJoUywHFz/j1ZTjOyv04vT4XoRaf+N5FbYdMMJ43wQicQLT/Ki1ZCGeZEl1Db8HfIRsagxjXkoNxOTEMYyIYfNGcgrS3M56iz2nzvbn4+XT1d8KCxvQaIlF97S+QK/jMeVhs79cXdb3Kce2m3lmJS9n8Ly8chVIcaFa6pm3x/f+Zv28kJWJd1FGkKBTwtXfA8JodUdvPkmH+9ZZxqFDzDi7GVUZijht3T6jglo6GQU8Q/3sbzBxkfmn1Z46F77t/qBvneb2IzflX75v0xypXIz55OZZH10Cc3BlOEi16BT1B+0A7MG7b3xr4+Cbnwupug1VtAIypgNAbjO37YCSv/3LpjfZtygGrWAboHwCMFIy0OWA7mNfUg/yugP4+QIBnUYUiOY832W/hdwwmHdI0T6AzqeAmDYSjmL4gfFeD1UWBVa0vNpZDiqoe/lfn9K6uM4rnywoAFPKbjv2dOdYYFThXVgL8d6a8bF9lGfjLM1AGAP7lKS3r8FUy8C4+mLc//g3fnHoAk4WGGYtPGwdgfE1z2UbPC59CLOZnL+n1ttjb9OdXSZFVm9NxsZh8+kQRM4q45f7SriOqelr+cFz18Dq+v2Vmq5CObERibG7TH7U8zCUuFdfOL9U5tpFvOWztSM+JCGZn5s5ALmtZkkn4Vn5Ce0i9H3Jvwo0mE0I3zYOR1N7yxFe1m2N0tXrcltnXz2PFvRu87dxktrg1hC5OtUY9PrgxBrFyd6tSR3+7HAwNHITO/lSPjWM/kDJcIrhfPIRBYNx2vLH20qsOFsuqweZNBzT7qb0shIBtfzAOX1ktuu4kboOf6Se4Sek8SVC6wuAwB8GeZoYX+VyuV+HHR7txIYMy18SMEAPKN8MHFYlG0+sJhdOxXA82n3+RzrICCLwpO4WMZdWlCy20oYrn4YuGTTCmNtUFI+Df/KiP4WhvCVoptTboGrAYwS7mkuE7aWcx/OoZqEyWAnufBsswKsKssbb4xjX8fO0yb+pbBlbA6q49uG2Z2kSMv/IdriUSTcLiTFYWlb1SsKjhEAQ7UDH7YQf24PwLfhZtXV9/bO9dMN+113Ek9jN0cEmzAEoJVn4sxwudQoibJnW5fanIQ4sDK6EzWpbMOktluNZrHGQiUmQNbIk9jKk3rI09uDEVGHC9+ydwllKgst6WZUhT8TN4hlWtiWkNqeP3+cTJ2J/Ffz5OAh2mhdPFvok1IeTXBQApseeJuhWF2NZtIrdld/xtRGXORF03y37lehlOpvbBxmYUXCJ9Tr8zGLflrtCylmMZaZeE0ZVmIMSBMi8HnxuLWp5P4SSyNDDQmkS4k+ePFfU2c+00RjLXh6KBbSwiZWlcCS6JaI0bTiuDMDZkMTxlFFDud+FTyIleAE/ITELsa07vsUcSzuFibuku4m3dPkNLP2o802PdZNzLMoPaxbvuUD4Bi/tQZ+Hdt+ejp2/pgOpDdgfCfahLtCmrP6DnL1WG/VcQ2NOXF6z2HMbe3IgYvaU+HLmVfu0Xi1ah+4teCvXfOQlDIo/DUWrJMD8ZVw21PPqgWzh1V11w7zwWP+K/huxFEtztTY10UpVyNFyzijeX5MNekaGY24xqrW55fhqr4/gdRas7h2BBTaqj+bbiYxvYXwAAIABJREFUSMwTTDx+xOJFGDGSWdShC9oHm1nFi6/1wZbHlZCWb5nPINd09K+YjZENSj/fP3vsrPYC2JxSGIYCDzAeZpb1n90X3/cfpKdh4J7NKOmh9HHd6phQn947/gnBao6BzSX6esWvYyEY5wVgZNR05m0Fa8wCm93XurRX2haM88IyFt5rJp66JRMd2eJjKQDj9DMYm7ert/n/Heq7uM4oeT5lAOBrTsay5mUZKMvAK2WgDAB8pTSVNfqrM/CuPZiVOhXqrlkItb6kMwAgFBhx/v334etAgbj+Vz4Dy5RSgsPaYXvD+W+UziS5HLMun8Ot1GROz69F+SBMbtAUjgUuuKTT5/IctNy/EiYtA0YroDgU0dmTmRDo6owz3UcViXtX3fAr1Kwato4aiMRGjj2l04igksswqFJ1/NCY6pypc6cgSUEFf0uGFAIE+MWCYaSchhABAEuL/sGR+LEx/WE/4+oZrHtg7TBLtjmIJbg/lAIShB3Z9gwpleEzQGGxreEnCCrI+/9bemXTHwKnt8f6KH7OxPURRKuJMBqK6ekVb/Mo6zk+O7MHidl6ThMtzNsei1sPhqct1fkqGTk6BXJ1SnjJnC30Fou3e65Ix6/Rx/BEngyZUIymXpUxJqQN93dh3I2fgXCbLaWOEeN5B4zAFnqjEZWW/FLgQ2rd/ON6DTGhXgNuw8HYPUgxLOTtM1dRAV/WonOHAIWdj3+NOLXZzKXwS8Tz9HCLLqjoQtkfeRoNum3fbGUUQwC1PX0GFLEP4/KfoPWBPTCZ+MBQFita1UI7PzqPm29YjWx1KvpXuQIvuzwOLsxQOWL7owawEXvhynDqIBqbsRYBhh8h4sHLtCyQJ/sZ3i60XLjj4bV4lM1f2tshMATLmlIWLSnDbX98KmLzrN/ety8vxtKGtAyWROian0sFXhv7lcfmjrTk3ZC/Esue78fVfF/IiJMwQwwdBASdw0Tvh6jBGYvYcS7Aldf/BINaBDiYisaUIWs1uRADGpbDD3Uo+JmkOIdb6fyOsBJhLXQov6ZoLIdeG4PYXBdkZzpCpxNBKDTB0UkFF5d8LKvRD8HOdH58+fsAhDnyuY0D6VoHTA7/rejcL6TvxaOMVWhulwFPkQa5RgkuK91ha98FvcqZpQCGnvsCydDxmoA4G8XY2YoyALc9O4K7Kv57F9newHEsugW25NrWWvwDcjWyomMp/oe/kwrnR37DfbTz1vfo7beBtx358JZuHeqUa0TzlD0c0JVSpu04GwLbXly7Yy9vYW4M/3UpZEU40dKsEXk+rgMEAn7mZyX3NfCwp9IN4y7txbGkaN7jFIDB0/5fcdue5WSg7abSjVKaBvtjfcHLoC3Rt7Hs+XaIJZbgK5FaqCqsi6Ut3ky/LE+nxNKnR/F7dixnexLhHIjxoZ3gLjUz24mubaO1K6DUW2uDEn1Scv2Sf5MYdugLnI/nZ1T1rpaDOS3NjOxSB/INN3AGEzkjqVZfiWCc5oOxMRtXveEu/t+vddy6EdGZ/PekIwPfQ2X313OtfRvHyJoUYDOa8OskMnbgJDMEr8904hy31TvAqrZSR21hABj7Dym7r1iYcr8oeFFnfXaM0xwLI5C3cf7/pj45nURuLHl+83JjeaHU30FvOw/v2jqDLx9lAODbniVl/Zdl4L+ZgTIA8L857v/zs37XHswXkm5i6F5+bSySzNltqqJfZQpufXx7HlK0ZufU4sn2kVbELzXNi/1XHYjkfDm67tqCzBK6aFXcPbCn5wDO9IHErmf38MWpY2B0tAStMDg3STsjrg0YC29byjTqc3QTnpqeWOl46bVCfFu1F/qERnDtsnM+R5aydNCool88BIyUA41C1s/jiG980btcOOa1pG+D9z97hI/P8pcAE/bhlk50IZmplaPzudmlpmlK1V7o4k/L9ky5nwEafrdiCCtA4HHMqh+yYNCadJAKJK/tZPyqY1eyXXR2Inru3AqNjrLDCsPV3oCTA8fCRWZ29yzcRsCzXL0KrlL+RVG8Ih3Dri6D0qC16LOWaxAW1xle5MQ79/JPmFSRgjglI0bhDN+AC3CUUhCky7ZNeJjBb5qxpmsPtAikOni/RH0NG1t+ppFWL8aEaqe4dhnKBDQ5zu9qTLbPrOqNvmGjig4rVZGPKWdO4WLCc8pI9PDEdy1aWxib/JZ4Fx+eNQNIJc/pw8iq+LLAKbrt5kUYXWMtfOwt3aczVA5YePN9nH6P6k4ejhmNjo6WDNri/Z5Q9kL7inROVtpCtPX4mWjedvYcC7AwSDnq8ItzcT9TCL1JBDuxFq0DnLGgnqXLZMja+dCXYBQW9lHfNwDbO/Xn/tOguoLR91dxwFvxIGvgmhIjPoykzDqSu+DNPxIrCR69TxN6Bgfj54ZUW+9B1gLE5vGDWwLGBl2CrnLtsjWJ6HxqCZJfuln16eikxLR6DugVRPM5/0FfuEj4Xa/VRgnGVT5TdPgPU+ehMqx1L+8b2iDS32ymseDOD1iXoIabnQpSEdVp1BqEyFbaoY+vEN/Upm60B1/cxKXcORzIXjKIY3AHj2lo6UfZnCG/zoOp0EyGtOe+QlFgO1sT7o2ljLlrz8+hrsw8T4v3m62VQeZ9FfZSqt+qS20EEfjBGJOsH0TO33HtJkdtwM3c0t2sdzSczoFhBFy69IIYjfAb5AQ4jUegCwVwx1zajZNJMQWHV3j+9HwEDPC0HzWZylapUHv1Mqv8FH7Qo0oY5remgPdn545gX+x9uHnIYWtH7zUE/M1Kd4SH2BWXBpZuhFTaDhR6NUbeWIIElWWevGROWFNvAlwk9J53LSmRk8EoLXb27o/avpTh3nLTHDzP4X8Q1fYTYmcva5CbA49YNfcC5M8GxwaX/0RBJlYFCP3B2E8CY2Np5PNn91Py+8S0qfoKfodZ0nZ6s5Z4L5KyU980iEQCGJs/9bxkdTfBZlOmKl9wchASytwuHkRHlrMJK8V515Q/H1Bas3MpE81sAmZKbwGYXvLv3KYPBE5vz8zmTfP+T/0eq7sFNtvsPl7yOBmXTWCktPLj7453bZ3Blx8LANBrKGT/lBLgNPpbrswF+O+e1WX7K8vAX5OBMgDwr8ljWS+vmYF37cF8Mel3vL/3fKlnWRwATFFnYULUdAgYy0WaiRVjYY3p8LEhi+bXi09OHsW+GGu3YNLL5AZNMKYmLcdcGHUFv1yki/SSwTIsLg0bCT97J27T0MsrcS8vgbftt+E90D2Aisdny5cgS17aD2IGwX7xXKkhxxpbvgBGW87K1zL0DD6PbIpxdWm5HQElhh7bjYsvLQXy7cUS7O06CKGuVK8wS5uPTudK15V6UwCQLPYOp5zB3qTjkBsUsBXaoINPM/QL6AQhUwqC+XpDVmrr7nt/xb0ks7lE8YZdq7nhl5ZDiz5S6DUY//sKPFcl0HJUVoDmHrUxLcKSafPRzXW4lsnPCpparSe6BlCQdMSJXejksRbdfSy1/bQmAd671R5r2v5YBABGpSRzJiB6Qu8pFm0qVMTyTkRHkA7yqwKAmapEND5WOhurJAB4Oj4WHx49yM0r4gxNdjemTl18Xp+WfJM4kngP487ylySS7SPDwzGlBl10L74+DDW9+a/h26n1Mb7eVtpnzDh0cDxZ6vidVPZFu4qUQVRp6zxoDK8GAGoNKtx++jmq2J2DQGCCyiDDc8Ng1KnwSZF7KemzxpZFyFYRrTzLi4iA+IOrVMf3Ba7Gy2K2IUpuDWqTPggTcG1dmmtyrVXcTBhk/CXAYU6uON5tJNf20IspMBn5gXm9SYzewTe5dlnqBNTbuhUGgyWIXZi0ifUYfFKdlgufejkdCUoKApcMscADQ4L3cR9rDXnQpzeArYD/2shy2A0PO/pSQq7NxIBzcxGvtikotyefMvCVarCz+UdwtaFA0IXUO/jxwVpEeFoDkFFpfpgV+SHqeFbi2lZZNoeTRHDyz4fYhh6DTiFBXpID3BwZXBtqfnGz58ZQ9ChH3DbNQUrE96eMQu+aFCjk8pRQGy4SOe+5P1O3RWgQLU/+KmojbuTe4W1HPiwOAJ5//n/sXQd4FFXbPbN9s9n0HgKEhBJ6Cb1JL9I7gqKAgkhREUEUFQULRRQUVASkd+m919A7hJAKpPdks73M/9y5STabnVXiL5/k+/Z9Hh8fdu7eufPeOzu5Z857TgSEHH2TJ0Qj0L4KXZsLb5/Ez9EX6e8GA+7/HMZlAWQiMe4Pmcm1+ysAsH+tOljSk95Drx9ZidOPSww4bEFFLzmLG69ay/gdXky5A7/GHcHaRCsIXPbwwCqt8EEELfe/nPwUI58RAIz8jdxDfKxxoIa3O46PspboElCJLfoe0GymjDRSpuv6DiAf+f8CuciYOVARxv+Y7h5hSTb+xXHJ+98FACmzbhOIhissWQCjAFxeAeP67t8ywqgoAMgao6mxCtHhI4tZ0gKM2zwwIqpNyeXalAQ2m7K97YJxA+N3gatUIGHJ6gyYk/nbOgHAZ711ad6dAGCF8lXRxk4AsKIZc7Z3ZsCZgWfJgBMAfJYsOdv84xmobAAgKQFuuXopNAb7EmCRwIzTZUqASbKeFGVg3oNfkGekDCpPsR8+qTsBVV35y5JytRpkqtUIUipLAZiySe+8cTUSyrmxlhx/OawWfupJy4qWX7uMRRcdlJwR3bAx4xHiTgHAjkfnQmXiZ5IMr9oMM+vTjVeR7irSsvvzrgGtpT4aViWGGzSG79iCK+nJXMkxKT0mLBqGsGoMDHYMHYlmgVYNQp3JxAGWhxNjoTUZUc/bD7NadES4pxUgJRuPEReW4LHankVDyti2tHsPVRW0pInVbANbSMv07EI+EgL3uaUfb396EFue7rdr1s2/HSaGvfKPr/eyHTZZ9S0K1PzASa0ABoeHUeYUYf0NOv81Cky5duNp49UU8xtbGRRdj89DgVEDCWNGkEQNPStEmoEwWRgMrtoSs+rR+dvx6B4+vLwXb1W/i/6B8XAXGRCr9sDiuGaIVwXj/mh6bhJHnz7ChJN/ABohYCYIAgtILGhWNRCbu42CWECB0j9idyDLsow3Z5mF1TCnOS0vpCXAs5CgtWcxkhLgfS/1QbgXBZ0fZGagzxbKYCsbBAT7oE07vBNJgeQ7eYkYcGCzwxLgb9t3wPBQWo55JLYflBKi4ckgU+3GEbz8XAq5MlKVIRw9atJ1nJB3BVV0o/lLgC0MCt0Pwl9BXWr/rAT45eq18FMHeg+Ra7/xaDiaetizvC4XjkHrWtRcg8SUU3uxN/4hhDDDU66B0SxEgV7OITjLu/TDy6EUsJp6fQ50LD+AT45/GrEAVRT+KDIYUH8L0cTjBwB9ZXJcHTaV63PFwx8QJOEHaWOLAvBBQwo4ZhSp0HKjYx28KU3DML05vfbYgoM4l8EP4tdy64N2AbO4dskFZxCkpUAkXzwSvI86flaNuTxdOhbf+glX8gwgEHUzDxE+aDQBvi5WUCCx4Ax6HzuNQGUBwj2zIBcZoTVK8CjPF5lFShzr2RvBrvTlSddtc6B2M3JmMmXDbBSgtlmMtX2phAD5TTLnvo+dMXGo55kNb5kWyWol0jQK9K03AozCCuAfuNYXvarwm2ZsejIGo1vQeT+YfAOLY+3XO7d2zGKc6vot144YA62NboeaLvzM3ETTVLwWTufyRMojTLiwzc7wh2A5DTyDsKvbWK5dTHYWem1yXALcLqQa1g0cwrV9/8JC/HGff35q+uXh2ICKm4C8f2MVLueUMBVt+45wq4LfWtLSbxVXAvwrioz2wJ5SIsXFsW9BUVwC3GzNT8hT2WoklvQc5u+JY8PptZO5ZAtm8DLHGeUsMArarjLFy5vWIfofLgF2aGwi6w+BR8Wdn2kJcAcHZaOuxWWj9DnBmhLB5gy2b0uAWu9dYIRUt5PV7gdbYH1+lZ8zxucgGBHVo7XkzwR09MWDXTv3hWDk/H/vVKZ18E+N1WIxUB1TVg9ImkNQjiFLS4DJXKp4kvn3y7n/ifFXtn0G3zU7AcB/YiU4+3BmwJkBu2cdS19ROsOZgf9oBirjg3lr9GF8fPyunQnI9HZV8U5TqstV0VAbDPjk1HHsiaHsPuKwOrJ+Q8zp0AmSYidJ8nmvLesQncNfSjawVgSWdCsurX0YjfePOmZEXR4/Eb4utDyt27FZyDHyA1Gjq3jh/Yb0j+kj8bG4kjQDI2rbmnYU6mVYcH08tg6jpWQkEvJyMWz7FuTqbAX/32oaiVntqDZVReN+/lNMufYbNGbbjd+U2r0xqrqVDUZNQCYB+nLlm8IaxSYgFPgsMmkw7upMmFh+Fs2yJp8hSP78HPmar/kWOSr+vNcLFmJfcXnanqdX8H3sVt50Eb3G/R3mwVVMy3VfPvkNminuYnrwLShFFNR9pHHHJ0kt0TawF96LsJaeDd63AdfzbdkPBNv7pcNgdK9uFdLvtPdnJKnyeM+/rN0A9KlG3Yo3PbqB85mL0cjXts9CgxRRKX3wR08KSBAnxTtx3fDG/XZ2JiDTq93A+AazwUgoGNNx7Uo8LeBnTomFAsS8Q8tmH6szMOTUD8jKJWXTtiYgnu5qrGg7Cq186Djvp4/F5dQYrLjeDTlaWmbtKSvChCYn0KpKMBoGbuY+S9Pm4uCjEXjdL8nOBGRFWk2Mrr+1tCwxTVOITrtXQFeOtOYpEyFq0LRSE5BH6acQDqoxWD7UJjHE/lcgE9P7MlNThBnnv0SL4CuQi+lcphe5IV8zDN+2HVPKShpycjq83LIdrA9gUcNlcJe6UW3OjWSTzg8ABimkuFi85n58eAzpRT+iuZctM7fAKMOW5C442IUygfN1ajRe67hsdFarCExsRNccKVs9lPwu0rW2ZhhyoQ8GVl8LmZDel0/yj6GKzloyXf7CbplHo2nwp6Ufx6hisTxuFbINOXQuxR6YEPYGGrhT8xFuzjP2ot+eaAg8DTZzSf7qseSJcWRQS4T7UBf3XodnEklE3ggVCrChMy37Zo33wOZQbUe7YFzA+F0Cw9D78qW1X+D3tntQ1dV2c7zvSRh2Zw/Dmt7UBOT76xewIfUA3F1tQStCvk3L8MKDEbM5lij5c63/6SmYGHIKSpFtuf+FvDDkGd/Aty1oifiOxFv46Jr9Sw5yLNzNB4d6UDA1TaVC2zX2Zdcl1zawdgQW96DPlw9vTkNUvBxPc21Z7EqZFi/VicGyFo6lIvgTBsy6tRbnsh7wHiZagCuaW8uKD8bGYNrhAzZGU0QPd1mvPugRZv3t6rtnHe49zQRTzviGFbLoVicMv3ah4DRrfAA2Z4CDocnB+JO5JCzTyhMPsjI55jYB/svG+63aYnIxA78iV0NKflniZg1+QJXx3gNGTH9jKxL8xhHEBOR7MLIepV39qbSHy1gI3OgLBFZ3DGy+498Pxud4KWOQteSCzSEmIOVeoEh70vP/DYOtilx7ZWlr0WwDCj8rY+4hAFwnQ+A62eYSWN3RYhOQsg/C/4yhy5/lsjLuM8pfjw0A6Pvai1MCnEVfGjlLgCvL3ewcpzMDthlwMgCdK+JfyUBlfTCfeXoFy6+fRmaREd4uIrzeqCX6hNkKTJckNN+gwf18qjNTzyMYHhJbbSGymZt4YA+OJdiWY5L2BASc37lb6dy8f+wg/nBQAjy3fWeMaUh1fTKKitBp3SoQdl35aODnj93DR5UCCF9eHo1dOdV55//n+ma0qEo3vMuuRGHJpQvoWCUGnUKi4SrW43GhD7bGtECm1g33355aqkFI2qeoCvHztSt4lJMNwszoV7sO+taqw1tOxbI6wHCL016CuA4YYSDveAgDcEPiWTxRZ3N57BsciXZ+9psOAjJBsx6sngiwGwFxQzCKiTYi1LGqJMy6axXVL3/CD2u/hZbejW0+VhnViC2ioEi4a1W4ifm1+Mic3stPQ6ZWhWAXd9R297e77reP/YYj0bY6dCUnm9q2Jt5t1o/755d3t+Fk1mWH9+e3DSeihQ/d9O54NA+D3OxZPJkGGdJc1qCJD2XWlcTnF49jV+J9GCwm+Mlcsah9bzQPoA6rJPRmE+pscczsmNqgLd5rSB2L5149ht9jrqKhTwpqe6ZDLDBz6+Jiag1YWAWiR9LSSdacBjarIxK1bliVUhdJWjd4inUY5BePTl4pYNw+A+NCWY0RK76H3uigzJEAzVNpeSlhRI2JWoC4gjwUqFxgMgs5TTylixb+ShG2tJ0NVxHdwEc9XYs39qbBYLZl8RIG768vu+OlUArQXcx6iBm31qCn+yMM8k2Cu9CIPJMEW7Nq4FRhGH6KnIjGnsR1GIhVxeLrB98gIccLBRqii8XCS6FGLV8t5tafC18pZadcivsBLVwda3MlS7ahqhddc4+LzuFEKjVoKBtyoTcGVPsdchE1ium85zPUCEyy0/Akx7ILXPFFoxmo71MdZtaE2htJeSsfusVicJg7FrelIMuFjDiMObMZrbzjUdcjHULGgjyDHIdTGqKeTyg2dqSMKLUpG923f4eUQi+7cZLy1F96V0PXKhSIKjJmYUvieJgs+Vx/JCxgYGRF6BeyAFUVtDw9peAo2IIPESSxd1BXm0V4LHgV9QNpXlK0aZhzbx7UJsroI0HAUplQgM/rzUKoohr32cnYPzD+UCIgMUHgagIjZMGaGVhUYsAoxIa+ddEmtBfXtt3h2WCF/GtOwcpwtDtlELPaP8AWUNCBLxifQ2BElCHaafvnKMgR4+2Im6jvmQW9WYgTqdWxKb4uRrR0w/yWVEvwjcPbcSo9AUqlBkqFFgIBC4NJiLw8VxiNYpwbNAEhbh5ciXLLXZ/DzzMfXb0fIEiaD51FjBuFVXG9sBo6yTtgfnuqdfb17WNY/Yj/90PMCPBgiPXFTaOfl0FVDjAqubatg4ejeXAV7p9jL82Avzwej9IDkJrvybFpyXqvF5yMPKMCq1raanyS38M4VQaSNXnwkSpRzyPIzr18b/IVfBu9kzeXk2r2wqjqts/X62kpWHv7JgdcBind8EbjpmgcYPvcWHYrCouunwNjYEpBQAL+sWIWizv0xpCaVPfRotkFFNJSaP65tLLGHDZ6AQ8k5efhl+tXEZ+XC0+ZDIMi6tkApBUZMmuMAZvj2Ljk/2NswhpugtWsA8xpgDAQjMsYMBLbZ6+FVB+Y+OVPIGkPgRfVtGUteWBJaS8p4y4foppgvPfZAHuspQBs0c+A6R4ACTUKIWXNz1kCpCK5/zfbWvQXgDz6gsIu3OZB4GL70ps13Cqey9TiuXwVjISaev1bUVn3GWXz5QQA/63V4zyvMwP/3RlwAoD/3fP7wl7df8OD+c+Suz/5Fr68sxc6C2XwyARifNKwH/pWsf5xS5z6iGMfXxCuTtS4CfBTUKDptV07cDY1iYfFw+KthpGY3d66STrwKIZjAZbVbvNXuGLjoKGo4WndsBemNMTbse0QrbHdxL8ZcB8Tqish8KJjW3v7Buae4TdFkAiEuD9pKoQCPhfWP19+nHZM/lSqKcQFAxCwjtMV4mcr/RMLOlWbgSk3reXA5fv8vN40NHCvXfrxmcyr+CluM2cWQkIiEOPtsBHo7G8rbJ2tK8LUy9txI8fqeNrWrwaWtBgCN4nVXVRt1KL3th/xNMc2Z5HVJNjS951SPbilDw9gVyq/NhYZx+oWMxHqSgEmU1Z/CMz8myTG9QMwrlbTArLu3j6wF48LSrS8KOA896UunLs0CbJxr7d1MbRm/hLxj5t2wfgIytZbcvsslt7lNwHxk7vi8mBawseVfWU63hAw7ovAyCn4GfHzEugNttqDpRPCsEiYYtVZi1WlYPrNX1BotAJHUoEYXzQcg5betFyWxMzjh7H9AX/9Yp+atbC0F93k3s1PwsSrjtlt61q9izAlBRyWxi7BnQJ+84auft0woioFNPffW4bePvxl0uR4muwIgj0oqLj38Xhk6/ndW5v5TEAjr1e5dgMOfI4sjQF1q6fYsNs0OgmuxYTiwqjJ8JYR4wgWb0eNx+E4Ahbb3leEAbm0UzO096UsqLWPrmLv45UYWe0q3MWU8UO07S7nhOJ0Ri+c7EPnUm9WYcGdEdhwsy30xQAczTKLLjXvY1z95mjjR9k4l7JW4VoOPzMsSN4Ig6ot4dol5F7F9BObsab1EbgVs1i5c1kEeP92R/Sv2RI9wykAuTJhHXY/vYrkQo9SRjYpIw92y0ev4HqYWpOCuTeensGQPVch8DCAkVrXE6sXwJInwf4h7VE3kN7HLx2ZC6PAHnwkx7wEvtjXha45VnecMo0dBON7vrQs8f0bs3HilhyqItuXPyFB2ZjYojFGVqVanu+d2o9djx3U1rLAvVHvcQ63ZC4brVyCpvXuooY7ZT6S0JpFOB9XC6OrD8KEZvS+/PHBOfxwn1/z0lPigiv9reWSV5KTMWrXNhtmHeljRL0G+KqLVVft9ajFEAlvw19m6/hZZJIgtrAKDr5kdYHXmPT46OYOnM6wruV67sFYEjkS/nLK+iRhYS2Yd38bjqTdtMloW58IfNXo1VIDI4cJ5zlgtJgx/vgunE5OsDk6tGZ9LGzXq/T5Yi76BUzRYsddex+CQEzB3P/VKHlx43C9e/wCRkZZtM8jLLmvAgYHL8JkvSHw+L70tKzuJP2bAmXYjwIvMJ5rwYitz/TnMc7/tj4t2X0AE39pPgQ+EPjZaqC+iNf/37DPcAKAL+LKco7JmYHKnwEnAFj557BSXkFlfTATZtTplHgkqwvgL3dFp+BwKMSUgVIS13ISMT5qDfHdtfmciPqvaj0Wzbwp6+5ofCwmHtjLaauJFQYIRCznQmnUiAGWwfahI0o181qsXY5MqAAjA5SUNRGtKiGLth7VsXGArSnE1dRkrLh+BTkaDcK8vDCrTYdSMLFkUJb0etBZLNidHYoYrSdkjBkdPVLQyi0DkPaAwJMCFoTR1339Gmh5WIWD6tTFou6UQVOR4DYV5A9MHt0YRvkpGMXoinS1AA6CAAAgAElEQVRXobZkEz3zzreIV9vrp/lIvLCs6WccyEfiQUE8Pr77PSw8c/lF/Slo6FGLa0f6HHX2dxvwr2RQnQJqYUUbyoYqCb3ZiIVX9+BWeioHnr5ULQwTGvSwMYOIK0jHuGsLOcfO8mE2i3C2G9UFI2HJaMavwUMOyodB4E6NAYhLZM8Na5Gutt3Ak2OTIlty+nolMfPSQWyLtwe3ZEIRjrw8HlWVlIl2Of0qRh4/BpanxLRzMLCqk5XNZsl8CbDwOcIKAN9TEBQzQF/evQzRT/hF/GVyMx68aWs2kKrJwS/xh0D+7y11wxs1uqG2G2UtlcTInVtxOYVf+L2hfwDHjiVhNJvQ5RgBgwzQ68UwWwQQCiyQSY2QsS443n1OKYvpvZvToTJbgZiy56vhEoHZdSm7aNPdC+iqnAQfmW1pPDl2ISMYQVV3IKxY+3JDXC8YLDx6SgDKauZ9d3cBlkex8HQtQu3ANEjFJuSpFbj7OATBXnk4NHAO5MWOgbsSp+BEZjbOJdWExiiBkGER6pGFFiFPMaXm1/CRU6B09pXlaOn5M1zKAHAl13Q8vQ6+bU11s9TGTEy7Ph0xhQFQFbjAaBRxzEuFkjjzFuGTupFo5Uu18HY+/gRpWv7NohAeeLvOH1y72xlp6L9zI4JdCzCmzl2EuKiQpZdjU2xdPMz1w8JOHTE0gjqDjon6DDeyyO+r/c1R19uArW0pe9lg0qPpjgXQC+3byc0sbg6bDWGxluWQY8uQBv710dq1MRa1pk6XHJBNzAYsPOXXkpYQeK0vXQYbEubjSGYi0jM9UKSWccw+L08VvD2KMLP2m4hwb03vodQnGH5kM2+Vtisjxb0xVtfaCSc+RrA/MUOwDa1BjH7+89E6mM5lbGEW+h9dCSNx/SgXr4U3x5wm1jJLcjghNxtfnN+ONFUBXMRijG7QEYMjKDuzJH6OOY7d6fvgLtZy/5GsaswS5BgU8BSEYmM7q6P1zBvbcDjVfpwR7kHY0PYtG2CP/H6eyLiDG7lx3G9tQ49Q9AhsAuH/oxSTmN/sjLuPa5nJEDECtA2qht7Va9u8XDKpN4Ep/Iz3hRMBJgU+ByD4HweOOJ3E3FdgNlxHqlkClUUAOWNBsMgIidAXjM/Rf8Q52W6RFn/AarZSAxCeYDxWgJF1sTnCmuI4li7MWbTkVz68FJB3dI4X+XOyDqML7yNNlwqFUIH67o2gFFMJi+cZloyWAMsvAUIYk4IAwpx8saOy7jPKZtUGAPR59cUpAc6mzzlnCfCLfQ84R+fMgKMMOAFA59r4VzJQGR/MaepCvHFqG2LyrVp8Ia4eWNNpGMLcrZpIM65vwdE0fjZH98B6WNiMgkE30lIxbPcGuAarIBRbN2kmvRBFqUqcGvUmqrp7cG0bbPgeKout5lPJxNV29cWRQVax8tuZaRh/ZBeytNZSmGb+QVjVYxA8ZFY9I0tmV8DiwERAMRkCJdVuI3E8IY7TXioLAkYGBWNV34FQSqmzXkWCLVoBtogyf+xCWB0CX6uxSEX6fda2GbpsfPFgGdJ11rn0ELvh44h3UMPVWgq78OFqnM+21S4rOUdr78aYFUHdJO/lpWLIqd8cnv54jymooqCA2bPG6ujj2JS2H0ZWaAMCmi0MFCI9fm8xD/4ulEljyeoBmBP5u1a8A4FyGnds+4N7mHn8CG874sB8e+Lk0s1wkVGP8ad34HKmdY0Q8G9Jm37oWdXKptiV8AWWxhbicZaXDQjoLteidZVUrGhJ80LKvdkMUqrOX2bJePwIRkbZRividuL7UzEwaCU2briM0ILeLRksi7QyALP1Bfjg5mrEFaWVXleAzBMLG49FaBnTnSmH9uFALD+joUtoDazsS3XB7mdmYND+VTDLLTCXKZsVCc1g1AIcGzwJ1TzofTn20nsQiPg3SXK2BpY1p5p1J5MSsDxqBX5pcxieUut9HFPghdfP9cbR0R/CXUZZojuTRqHAYKvBV3JhjbxeQzMfyub85v40PM7PgZeLhgP/SiKrUAmZTId5DTdCKqJ9FqS2wuo8d2Sbqc4gCSEsaOuSge5Bk0tLr7+8NhStvPk3drkGFwyvfZ37rsakRp8zc2ABP/N3UngTDKtGAdXF92ZCKqLuweWj0OCN2Q23cx/fSHuIQbv4NevI8VmtwjCxKZ2jNoc+hsqBfqlCZMSl3tSMIjo/A/2OreQ9N/nwWM9JqK6kDOi26xdA51YImYst61WjkiBUEIA/Blj1xbjSxbwJAGtl0YKUGXquAiMMKD3f7dSe2JMlRryeMnVJMLCgo9sjdAsYhCoetJR998MHeO/kAbByiy0IaAJkegnuvz2tlGU9+8YQyCT84LiXpTcmN7Qapex9cg+zru4DYcSVRHv/GljedihkQmspvMFchOOps5CutToRy4Qe6BL0Ffzl1HmZxNc3TmJHygn4uhXZsE5VWik8LXWwrxd9DuXoi9D5mPUFRfkJIC/CIr0p4/XfDLP+DIy5b0AMoQ0IaGFZGGGCzO8aGKGt3uG/Od5/69wafTROpLyJXLP17xQXhkWXgE/g5WrVl30e4+MASNVcQENd2kuj3N8oz+Pc/3afOrMWy+OW4qHKqpGpELliUthU1FQ+X0bjn/59yLhD4M//m/5v56zs+SvjPqN8/pwA4Iu0opxjcWbgvycDTgDwv2cuK9WVVLYHM/kjdOjR9UjMj8fAwDhUkRchQ++C3WlhcJGG4HCf8aWuqGMurMStPH5grZFnCNa1pRt4vcmIDoe/gklov5mTWxQ41/uj0k1J5NZlyNbzl6e18gvBlp7UuVZl0KPLtlXI1Njr4PSoXhO/dLcKnrPq1WBV39ivG0YOxnsvGBHV0SqJlMJCHEuIQ6Fej5re3ugaGgZxGaOSknY6kxG7HkYjlmgASqXoGV4LET7UqbckLIWfc3/QP9B44nxhIHQWIWrKC9DN4ylEjBSCgDvPfT2rjal4lL0MRtNjCEWBCPecCHeZVUieDOCjO0vwoNBeo5Ecq6WsjoWNKBB1LCUaUy5TIIMvNrQfg0hfaz7NFhOi0n6FSkdKm8Twde2GSH9bFue861txVXsORjPDsbaI3hZxrFWI9RAKgI/Cp6JVQDEDUf07WBWPAyc3l3vAiCjr9Mcrl/DdJf5yXXL81oTJcCsD6BLNsRMpsRzorRRL0a1KTVRxpeBXSfz2cDqO5GqgM4iQr5Fz43SRGOHuooVEYMGm1tQtljWngs3i18skxxnlHDAKWt4aX5SMd29+h4xMOQpyXUFITC6uOvgF5eODiJHoHkBdgMl9OeX6z7iVbw9+VpF7Y33r6RALqOHKqvtnMP/ENd75ea9DQ0xpTDU3D8XHYMqV7TbgX8mXiF7guravonVVOpc9j36GKuUMM8jnpGxWq26CzS9R4FVvMqHn5rVQmZJROzALQpEFBr0It58GomtoAyzrQXXbSNzP247LWT/YjVPISDGg2hq4S6jL7ZQrk+AjT7ZzeSXHtCYRJtdchGBFDbCsEVeSmiBAnIPHRk/kmBSQMCZUl+RBxpggEo9EtQCq97j4Zm809OAHkk0WAXqF0Rcbmbp8DLtAWaV88UZoV4yp0ZM7NOPybwhWboaIuIKXi8vpTbD+JVqCeTn1PJZGbcOFDKuLb0nzMGUu3o4MxZAI6hLceO+nMDswNRGAxe1+1LH3dFoc3jy/BX4SDfr7JcBfqkaaToHdmWHIMcqxvuNotPKj90abbZ/BMyAPBMwymMiaYSGTGKGQGqHN8sfJwVanZtL+cW4S9kYfRbZGjWoeXhhUvz885Lb3xs3kJjCa8/DE4IVMoxtEjAXVpDnwEqnhoxiCUG9aMks0UxdcPAeWuPGIiHU6J5QImAhvnMH1NyfBUy6HwWzEN9GDHeZdqGuBjyNtndAfF+XiZGos1CYDIjz88VJguB2z7nTaXCSojtn1S0DAwdU3QSp04469e2EP9iQ9gFRsgKucGKuw0BpEUGul8Je74dIgWiL+sCANw88tdzjOr5sMQe/gRg6P/6cOsKwe+qzeYM0JEID4ypNZZzkWokDWE1JPx1IA/6kxvgjnOZoyDWkae8DHVRSI/tU2QSSo+EvAil4Xa7gKGMgLCAEgbQVGbAWmK9pXZWm/JvFXROXYP68JE/CL+t9AKab35fMIi3oToPqcv2uXcRC4OdbOfB7j+Tt9VrZ9Bt81OgHAvzPzzu84M+DMwF9lwAkA/lWGnMefSwYq24M5oTAHb5/4FmubHoGf1FrGV2CU4M1bXfFhy+lo4UeZYx/d2I6DqfwAVu+ghvi66VCu3c3cJIy/7Jid8keH91BN4cO1feXoJlxMt2rLlZ2UsRGR+LQ5LYM5mBCDScf3Opyz22OmwF1KWUHEnZNVfQ1o1lrbM25gPJaAkVrddSuyAPK0Wry6azseZFuZdURX7usu3TE4ol5pV6z6N2xN3Ikf0xrYsMYaumRjYXgGXP0dM4EqMh5HbY3GGGRmD4fFklHahGHc4Ou9DlKpVdvvu5i1OJPF/6a7nU9TzKhDGS/7k6/jgysHHA5tQ4dRiPShWlJGsx4nE/uhhsy2PC5O3wu9wqigOYn1MaexI2sHb58EEPu9xTfwklGNSDqX3wCaMiL8jBKMx3dgpFb3ZcI0ev/oId4+iWHLrQnvVFh/cW/ifKxP4y+dDBIb8EPzYpF21gA2g2gA8rOXmHJaUueybmFxzMZS7UXuPqjaA6OrWTW8UrW5GHaBB8QuvsKlTd9CU69w7l/zHqzCgZh4ZCR7cSX2NFj4BeehW60QfNmAMqd+uncGi2471jda1LIHBodTLcNWe75BgPtTeCvUpUAccZhNyfeAlAnDnq4UECGxK+kqFsXsBMoAYSKLBCtbTUItd6uJQbYmF9/cmYi6XtZSaZ1ZhKSCRljQygoMTrj8BoIV/OXHZAzTam6Eh0wJs9mMxNRqkAr4mZfR2mboHk7vt68uD0Bzvxje9ZGtV2BkHQqgFhq06Ht2Di/4SI73D+yM9+pS59gFt0/hROoe9Kh6H5IyJhuX0kNhNHXA1q5juHbpBTeQkjwVI8/2hYG1GpYIYMHiyFMID+6LBsFUe6/BH18AIv7rYc0C3BtInCtpGezMC/Oxsv5xeIqt6y7HIMO4e13wU8dPEVLMzO15bAaEZdiZZZMgMrhjT9cvSz869zgJbx/cC43RyhYMVrphw8ChpexQ0vh+el9oDPZlsORYkPt7CHanAPG+Rw85hjVfEGburYmTOYd4Eh9dHwa5lN+R1Yfti0kNKEj6rGGy6LEurit3L/BFh4A5CHej5cILb53G8vtRvO2a+QRjR4/XuGN5BjU6Hf3WTgaj5Itr27yJxl72QO+zjvmfbGcxJcKQO54DAUtCIGkLiedyMILnB7D8k9fwPPtSm7KwI7G/w1N0DfoOwQr6QsYZ/1wGTBYTJt94ExbuTYB9jKk+Dm19qBHX8wpLwSeAdptt99KOEHg6/rv1eY3l7/Rb2fYZfNdoAwB6j35xSoBzNnDDdZYA/52V6fyOMwP/fgacAOC/Pwf/kyOobA/mm5lPoFANRrjC3r01Uy/HPcF6dA2hb6Tv5SfjjfO/orY5H1qthNtWyeUGPBJ6YE27t1Dfg2qTnc54gOk3+MXxyfE1rSagoSfdJB2J+w4TLtobMsiFBuzq1gh1/Kh5wqbo25h9znH57NkRb6Kqmy1LhWjmwBgNMDJA0gKMwCrQXtHF6ajMUiwQ4NCoMaUmJPdy72Di9fWc1phCbAAR8DdYRCjQyzAgMBDT61sF6is6hr9qT8Cy9MxOMPEIXAsEvgj0vwSBgIr2r3h4HAezdtvp8BGApZt3H0ypS1lOF7PuYtKlbdAZbR1myTEXiQHr2o9FffcadC4T30cN8RbeYWYL5qJ1EN3AE53AYWc+AST2bE4/Nhwr21t1wUo6Y03xgPEBwEgBSUu7uXyYlYXem/mNZ2p6eePIaKrbVpEo0D/FB7fmIr+cuy7pY2JIBLqEWEvJLaqFSMnehDVP6iFB7Q4vsQ5DgmPRys8DjPcOMIytnma+oQj3C+NhtJhQS1kVQXJbJunDwqcYf2UZTCYBirRSmM1Ur89FboBEbMYXDUajsz+9L2feXoY7BXEwGoTQaYihAgO5Qg+xxIzaymr4vgldcz8+OIXFNy85TMG8Vp0wKoxueLsemg2FshACxgIxY+bAbKOFcNAEEOmDsLMLdVotMKgx7MICFJnsgZt67lXxS/NJpcDriGMf40aBFAHKQigkBpC1lqtRIE/rgpl1IzC+3hCuz/evvQYPWZkS1HIj7h34FSK960NrKkJ2Rk3OzXfbkyZIKPKBQmRAF/8YtPVNxI2i5uhfm740+Hz/bNSvdajUAKRsl4fjG2Jx163cR+maQvQ+sQBhbnkY7B2PEKkahWYxjuRVxZVCf4yrPhDjatMcPS3Kx8uHV6KK8glClHkQMCyytQrczgzBivYj0CWYsm7Nhnvos3kTHhYUmxJZMVp4SXU4ObwB3D0oENFk80IYXWzLUMnnJFdQy3HvFerSa7HokZvSDl5i+9/tLKMX/KqcB8NQhugrFz5BgbmQd97DXarhh0harlug06Hj2t9gEefDx6cQYrEJer0EGRkeqOMRgj+GESdROvhc9X48yp6CdJM7NBYJx5jzFGjgKxajQeBhSES0XFhrNKLvlvVIyLMvJ3+vVRtMaUG1Akksu7MCeQJ7EF+rl+G9iBXwc6lYyarGlI0tCQPgwphRV6KBu8AMPStAnFGGdLMEYa6j0DGIukQnFxWg98FVUBnt5Sh+6TAY3UMoI5nEF3f2YOcTe8ZtU69qnBau4G/q+0VnZWLD3dtIK1Ih0FWJVxs2Rp1yDHPeSfyTD1nWAIvhElhON646BOKmFX4RUtFzlrTn3GvVawBTDMAowMh6gZFRNvKLEHn6eOx9QpnZfNHe/zPUKAaIX4Tx/reMQWVUYfrtyQ4vZ0iV4egeQF+yPM+wGB4Auj2Ewg/IekIgtdUFfZ7n/v/2Xdn2GXzX6wQA/7+rwPl9ZwacGeDLgBMAdK6LfyUDle3BnKe+A3cV3XjzRZpkKYK9KBhkMOnw2s6vcCXDFkhr7leAdUM+glREdfgSi7Iw5JzVwa5sv2T7eKzzbHhKqWZXdmZ37HtixMKYTtCYabmNr1SFL+sdRqvgdvDwpP1cSn2KEfv5wSUXkRg3x0yGVEg3vP90ENH1esuXwlBGb6rsOWa364jxTekfjytiD+FQ2gG4l2OyGM0CaI3B2NORMnieRxiNj5CeaWXFlT+Hr/cWyGT0+NjTW3E99z6qeOdDJKRv4k1mBsm5nmjsHoG1nakxQLImE2MufYMctQt0ZVxRXSR6eCu02NZ2LjwlVLj7dFwkgmV8RhhAnK45eoXvKR1SXH46ZtxYBouEAhgE4PCxhOKnNlMgL2c+8yy5+v3WDXxxlt/RWcgweDBpGm9Z91/1vfjSL4hjLiHbTNmlYlhQ1cTg/aYL4edqFSx/kHkJr5w4gnyjtWSMgL9zG7vgtYaUDVWRIM6/3Y7NR3aBCwfoWYOFp5sG21+aghquFGT54dEWHE7nZy918o3EhxF0k3spMx4jj5VjPZR2zOJwn7Go7U777HViOiQOWGMWnTv2dZ3PtTuZcQdz7jgG+/d0+Bg+Uso2itwzG0pXPSTlGG6FGhmqigTY2o2Wen9/dwwKGQci7SzwUe3NEEvo78fxmIaYfbMvMvW2jKY3Qi+hcVA4+ofTEuCN51di66NoDG99Dn7FTq+k9Pdscm3cu9UA+6ZR92xSGj7syEf4rf4BeJRh1pFjX8S1QNfwL9AugALeFosFH92YBje5bWlxoV6JGXWXw0dGtTETcp+i6wZHeQdW9Y5Ep3B6XzbYvAAGiRZikcWGeUmAYMYgRfRICgCyhmucgYGjYLx3gRFTZvL8B6twMZvf0Xlglc4YX4PKJxyOi8WcyxsQGpphw4Ak546JCcax4VMRqKRrXmcuxI6kMSg02QK1tVzboEvQPBuQiUgsvHNoH+5kpHPfJffjm02bc8Y8Jey/knwuvr0ERcKznCQACbXWDSOqfYQmflaWtcOLLncgT5uLE8m90VuRB1m5Mu1LWlc80vXD6xHWUsCb2SmYcn4PUtT0N0kuFOOzyG4YHm5b0mswmzD/3j7sfmrVUG3jG46vmgyBZ/G6fNYxlrQ7lZSAt/fvtXnGSIRC/NpnADpUo6XclSlYczrYnJGAJcV22IqJECif30uwiuTIaFFjS0JvWFh+R/g+IavhLbO6rVekb2dbxxkg8hbv354MtcnesIt8a3L4e2jo0diZwj/JQGXbZ/Bdig0A6DnqxWEA5tG/Z5wMQOct6MxA5cyAEwCsnPNW6Udd2R7MrOE22NyhiMoIwsqYRkhRK+En1+C1mnfRLfgxyrrR/XzxR3x7jd+wY2akBBPb0LLAxMIU9D3xK6Qyq4B/ycTqtGJE9ZkBt+KNUlZGO5hNCdCYxEhUe0EksKCGIgdigQVS2cvw9KYlGUS8/LWDW3FL/RASFxPnMExcg9X5Ukxv2ANvNWrx3NYO0TmLWG6vXVZywndbtsHUlpTJMvfuSsRpiP6dfWhNMuxo++PfGmehLh/HY95FTfkjiBkLErRBqBMyHzU8I0r7MxhuISPLsXOxt9dquMjp8ZHHN3AmGIS5IxPTDRBh+RGwqZlPFWzvTkveSCx8uBmXcs5AKdSVOscWmuToHtATE8OtJVTn4xvAX8pfupmga4Ae4bYmHQRAuZaVgBR1Dhp4VUO4h9VkoKJJWn71MhZFnXf4tbsTp0AhsbLwcvVPEJW1Htn6JEiFLqjt9hIae/YHU4a9c/7JY7yxaytC3XORpVXAYhFAKdVzrM7GwS2wrFdfujYtFry85zNEq6xGFCUDIdpox/v0R3XPigEYGpMBjXYsBDFGKR/k/Cf6TkR1JWVEfX/tFPbm7EFRthI6rbSYmauHwrsIPTx6YVYrakBCouehH/EwR2VbFckATfy9sKvbhNJ2fU5+QFAm5MR4QZcn4wAhua8GXjXzIGG9sLMTBcwOpF7DV/cda0RuaTMDIcXl/h2OzIBcxr/Zlhok2NttAddnVvYcbM26gFwzLQMvG41kKehX4wwYAT3Wa888CJCLXqEPYRFZuCrkXJUSa2KaYl23QWgfRAXli7T5GPbzUiQVyFGzegpkUgMeJ/ujQOWGZUOroWuDQaVz+fRpS5zMDMCPDyJRpJNCLDSjdZWnWFb/FHRea+HhQhmA6+I24ql+M++aMxsb4NPG1LH3bmYa+m8pJ/Rf5luLunfGoDrERAaov+VbGESkpJe1AQCJeJ7QJEL0COo8zerPgc0bh0sqP+zKC0WWUQY/sRZDvBIQ6ZoNxmsjGAl1FuZ0J6/9gJQUBbRqKffb6arUIbSKEcubfwgfKQUqV905jcOqrZyjb/nQ6cRY2HAOanlT04+T6QvwsIC/5L5n0JeoobS6bptNJhyMfwVS0SOAsYC1SOAqmYC2Ve1LelO1GVibuAOJRU8hE0rRLaA9Xg7qbMeqs1gMyMmdiAL9RVhYE2RCP/h5LoJM1qZ06E9VyRAX9IAfj/Mz0bLckfcKRtS1AoBGixF7U/fhau4NkDLFmsowDAshoB6/yVGmrhDJmjz4SpUIURSzO8slTm0w4IfLF3Hx6RPuvmwWGITprduVGuOQ5qRNuzUrUaC3Z9F6yeQ498abkIvtGdi8C+8F+dCSNxHQn+QdDeO1CYzEyrYiL9jW3LqBg7GPoDYaUNvHB++3aovqHhUzl/o7l34rZxVu51rlKUr6qKp4CS8Fzv+PsSX/ztgr83fOZp3ChsdlZD2KLybctRam154FIWOVSqjM1/m8xl7Z9hl8eXACgM9rdTj7dWbgfzsDTgDwf3v+/7Wrr2wPZtaiwr5rr+C9Sx1tNOtIAj9tch5jWi8DI6KlvSO3fI5LmUpbN0duNwq09FNhywi6mfr61hb8cicJLgo9ZJygOmV4aTUSaDVSfNO2OUaEUW2//NyJ0Gn5tf1c3WbCtdjllbRtt38eNILymyQWrRQRWN5x9HOd8+7r1yAuL5f3HL/26Y+uNage2/z7S/GwiF8nkYEI61r+XOFxqg1FiE7ojaYelEFTEqlaBXQeGxHuWZf7yGJRITWtIVjw62gF+l+GSERLr7+8fgxrYvg1AF+t2Qxzm1NtLBLLY39Ckua0zbnJfDZw74fXQq0lVIfi+iBcxu8snGAYjB41llX42p/1C2eSEvHG3j94m1dz98CpMeNKj2Xq4rH98XQYLLbmM/Xce6Bb4Pulm775505g/8OzyCywZbyKRSZU89DgyOt0vWdrUhC5Y73DoX7bzA/D61ndrJ/lmk6kPsSbp/mvh3z/3UatMbVeJ66rkTvX417eY6g1Vids8rmLTIdwzwDsHmq99jGnl+HM0/Kl1yxeruGNn4pNfMh3hxyZh9hLEpg0tsCD1FOHVm3dsbw91ayLVaXi9Uv84LhMIMHhTp+VmpV0P/UuHFVHejIKbOlAWYVZebPxRLURt7RVkWIkZf0MZ+5RT5aC6pIc1AuOhUBATFlYjDj4LiKrx8JYzrVXaSJwy0eY2sgKRGXkJ2H2zrW4+JiyBX1cNJjdIxy9mlhNanTGp1h+5X38eKNlGT1FOmPhgZlY00mEYB86zk9vvg+phN99WW1wwVdNKOvvsSoJXddu4zVfIcd/HRiJriGUAdh402JoJPymSBKDDPdemcG1Y80ZOPBoFJak2xsGfBh0G91r7gAjoABKrlaDPpvXIb3Idt4jfL3xx9DRkIooc/r7+2sQVcj/8oIcnxMxDfU96AuHdfHDUWTK5F3K9T36o4O/tYz/YGx7mIW2pcqkmNyFeQ2dQun1cHlSp2DOvUXQmm1/vzr4tsTk8DGl9yUB3J9mtEGhyVafk1hdhPmuhUzWmevPQtiJ2Y5fDMUYX0FECL2HzawZ3z36Dg8Kra6k5HMPsQc+rfupQxCQNwHFH5El62cAACAASURBVJLy5+E7tuBelm2eQj08uXLqEnfsKynJGLGTlqDzxY6hI9E0MOjPTvVCHePcbTPIuuR/WYgyLrek7bQjB7D/ka0+JzFs2j5kJGfK9TyDnP9e3nrcyV0HE6shMDtquvVFc99p/xEDkOd5bS9y36zhBs48mY49hYFQW8TcS7Vm8hy8EtQSrp7UYd4ZjjNQ2fYZfFfiBACdK9yZAWcGnkcGnADg88iqs8+/zEBlezCTTUqrVcugMtizPsQCFuffeBu+CspsarvqK6Rq+F3xglz0uDCO6oLNu7EJv90rMfZgwQhYsByTibKZvmjdGK/VpACTyZSEnMxeYFnbDaJQFAZv34MQCGjJ2dI7J/F7Mj+jgCCQF7t/BpnIVmftLyerAg0IG2zM3h0wC4udLMl3zUDHKtWxpt/g0lK2dUmbcCyDf5wygQwrm1ecAbjj7vsY5MtvHnI0KwI9G1hLa1VFq7ApehM2JEUiTesOX2kRBoXcxti6reDtMaf0irN1avQ/vBppGpVNFvzkrtjbcyzI/0kka1Lw/aN37bQCuctnBfgk4ld4SilA9qTwNnJyB8BVZLvxyzB4okHwKbhLKXvoeQQBgybu34PjibbOxqTEcFXfgehYPbT0tJsTpyJd95B3GIOqfoNqCmqEMWb7XJx/bC3zLfsFb6UKVybQcu4MVRJa7uIvTyfHZzVwwcQmVr3AZ7n+PxJv4oMofoYV+f7ImnUxvzkt3Wy96XNkZPOP09e7EJdHUbbendwkDDi4CRZWYDcEocCM0/3eRIiSzlHXH35BWio/ENWifjDWvDqMa5dYmIuBJ5dAobA3QDGpvXCh3wwQsxwSA859CK2F3yilm19zfBAxivaZ9Q6KiDYTt8YYGFkhpIyplBFXL/gRp2VJmEMronujAPyl/0pdI0xtRsE6Ern6Qky9shJ3cwtgYhl4yxjMrN8dL1exssYK1A/RfP0emAz8fU5tG493m1EX2A+uvwFPmdUUqGxSdSYRvmy0m/vocVECZpxbhOvJ1cC4mgDyG2JmwGqEqOmRiU/a9UU7fwrmDt29CWmWu5hdKwot3NM4XcHrBQH4Kq4VJIYIHBn6BtcuX5+CEVELuNyUD+KAvLXNp3CVUKOlOaeOY+Nd/hLgmW3bY0IzCpJtTvwJu9P5jT3I8c8iJqGuBwUcf48bAo2Zn+1b170vXgqgZZ6nEheiiOUHx8mTpHsN68uST+4uQoyK35l8dsQ7aOJZn+uzoGABnhQutbtu8oFC4IkawfQaLGR8WVaNwfJfYOVvQuhOAcjTmaex9nEZ06gyjVt6tcTEMGqkU5FYdiWKcyZnyVIqueXI48MIjG3cDHM60DmPevoEo3b9CYt28HC0CKYv4SpDcMZNGQ2ILRT/cBWTIFBSgPhEQjze3E/vk/LRKjgEmwbT35mKBmvJB1s4H9CfJnRZQNwAjNsnYMRWxnzZPi2sGTpzHqRCdwiZysW2rGhuXoT2FlKpYI7nXOVVFjFcBCaISVUH+SvRazsYyb/vpP0i5MnRGCrbPoPvOspeQ0ePkS9MCfCZfMrqd5YAv8h3gHNszgw4zoATAHSujn8lA5XtwXw3MwP9t1DXK774re9AdA6lmletVy1Cusa+JJEcC3BhETXuA67dnZxH6HeAsJd4yhcZFlGDxyPAhW5OSZiMcSgs+ARGw00AIkhlHeHm/iUEQuvb/75HfkCKmX+zTfr4pNYgDCp2MH0eE3/2aRJeP7STYx2VjfZVquH3XoMhLAY5zmRcxG9Jq3mH4C+tikWNK/52++jdl9HVN5a3T2I4ER5mZfK9deIPHE22b9vQKwB7+1JX0pJI0xRi7rWjuJTxhPuouV8IPo/sjmCFlfG2J2UfLmTzm2uQ7/QJnIYOfpRl9Tg/HxMOfoexDQ6jllsGBzTdzA3BrkeDsGng2yCsjucZpFR7yeWL2PMwmiunI+YfM9q0R7uq1UpPa2ZNWPrwZYfOoC29R6ONHy1/7rH2U8Rl2RrLlHQkEpoQ896H3D+zNAXov38hUnX2Javk+KeRVTG2rmO9Nr6c7E66gY8u7YfeYg9EEffYV2rXwxfNBnJfbbrmC+TzlB+TY26uatwaS9fc/JvbsfIeP8BCjs+KbISJEbREvPFnS2HU8bvR+vgocGbGW1y7P+Lv4f0L++Cq0EHhYoBQaIHJJERhkQw6nQTnBk5EiJLm8Iv7q3Ehm58d+2Gd0ejiT8sC49JHQ2u0ZZyW5EgKBtWDbkMi9ILRpMPCmMF2zOWStgFmD4xrSH/bdGY9eh77BhlWo3Puc8I8WdC8G/pUacv9+1zqOYzZccXhMm1SIxM7+3zLHZ96bTz85bas3JIvFhjkWNCEgjr3s1Mx586XuJsTbNdvuEcmJtZ4Ff3DaLnu0mt70d9nNgKktuArcfddnzoHM1tTbc5rGX9g5gPHJe8/NOiB+j70JUufTets3MvLDqJ7jXD83IeW8cdmr8Sc2Gu8+fQQ6rGs8ceQSCjT+XDKZ0goOsubp84Bs1DHnZ5736P+gMhWI7Hsl5r77UKAaxjMrAWjLk3h/s8XQ6r0xvCqtOQ+LbM/svXXeduRJ079EMoM/CsAEIq3IFDSZ9aqxFU4n82fTx+JDxY2olqSFQkC6l3IeMzLmK/v7o/9Iyl7mpivtF79C3Qme8kMuUiEqHETn/tvZ0Wu61naWnJGA0b++4jx/BWM9CWum4UXzmDFdXtDFXJMImQQPem9CpfhshYN2Nzh1HykbDAuYLy2gRFbDV2e5Vqcbf7ZDJCqEzazmcNOGeXHYBS2f6v8syOo/L1Vtn0GX8adAGDlX4fOK3Bm4EXMgBMAfBFn5X9gTJXtwfwgMxF9tjguNVzTpwM61qCb044bl+FJLj+DJ8RLgrOjqAYgiddPL8XpJ+V222AxrLYvFrS0liQ+65Loc3gxUi0OjAFISWvdYXi5un053LP2/1ftumxdjfh8ByXAPQage3W6Mf742h+4pToNLxfbDTwxAXmcF4Kol60svL86Z8nxPbd7oa8/P3ATq3ZH7WIAME1diNbbV/DhrlxXW7qPRKtAWgL8rHEg9SDOZK1x2HxA0Pto40tZNlMP77cr5Sr54rSWrTGtpZVp9azn/6fbEabH99G9bEwOyp7DhWmJCXW+5D7qs+FzRKfbmkuUtCVlwA/fpQBgnkGNsSdn4362HwwWW0ZWG99kDK33BgZWdbzh4bvGY8mXocmZg+n3O8BSrrx1Ts3LMLgMwIR6lA3W7Pe5yCvkBx/dXdW4WQwALrjzB5bf5i9ZJf180qIpxtemeoFNPl8Kg5YfAPTzdcWpD6h+257EB5h2jr+Enxy/MOhtBLtSQDlDl4tpN5Ygz2jLOm3pVQ+f1x9XqvN2I3kC/JkjyLXYAiIE3AkVSiH1vwWRUAmz2YiFDwfAzPOigZzPy6DE203o2/zFD7bht5ho3uXkK2NxthctBb2eeQNDt/CbyZDjTcMLsKP3F1zbubfegl6QDYXQ9jeRuCXn693wfSQFH+9mpWPQqZVwtOg+a9Abo+tQ1mlUwng0lfMziG9qW6BVDco0vZm5Dx/cdzzOZQ17o653V64tecFDXvTwRa/wWvipNwXWWO1B7Hq8BFvzwmyaCmHBB/530KTqjlI5CJUxAzsfT4LGbPubWFXREr2D50NQrOG1L2YQII7jPTf5sE3AQXi7VIGFtWD0pWkwsvYgGGk3LKQPhoYQ4J4AgIORrecvVSZlwPVCKPuctRSCzXTs7Mm4fQHGZQTXdk3iGpzN5gc0/aR++LYhBX0rEi9t/A1JRfxu1j5SF1x7nZbRk9j+4B5mHrfVSCWfL+7WCwMjqMRDZQrWFAc2ZwTAlnOflvUH476gFNT77twa/HiT/7nqIjLj7tszKg4Aqn8Hq6KGQnYh7QiBJ9UVdsa/kwHWogabSTVP+YJRfgpG8XwlXf6dK//nzlrZ9hl8V+4EAP+59eDsyZkBZwasGXACgM7V8K9koLI9mPXam3hpw15kaO0BBIXIgPOjmsK9mM0xYP93uJ1oXypMEt0wlMGePrbufp9fX4+d8Y+hMwngIrZgbERdTKtPxfYrGt/c3IBtaWQDz8NAZFkcfukd+Cmej06S3mxC7d/4XY3JdbwX2QbTmlFwa+DJFbifm4VAZSE85RoIGRZqowTJBR4wmoWIGVJxBuCss2/iq1pneFO2JjkC4yJpueTO2HuYfvGAw9S+Xa8VZkY6dgnm+2K2PgdfR0+CkLFn5pgsIsxrsBouxe7Pf6aT2D0sHD+/bDUMqej8/1PtNUY9fng0EDIBP9Cg1rbCJ00pwLPgzC/45Wp5vTw6kiDPQpwbR0EjoiM1/NxyaDSxEBsY5BpkUIiMcJfrEGP0wt5O76KKA5MAR9cVl3sMNQzv4EqeP1Y+qY+nOlf4S7QYXeUhuvk+wSXjO2gTQt2Fu+z4GImp/CYEVf1zcXo4LYN9qspEp70rYSoHUpJjEqEJUYOmwltGAc9hKzfhfhw/aNSnVR18O5AyBdM1KnT442deh+wwd28c6zfexuk1S5+PtYkHEVeUDKlAjNY+9TGkSmeIBFbgdFvcTxjk8j3yYUaBxQQzy0LKCOArFCPF4IbAoItwFcugNRqwJqYf8hj+cl1NXh3Mb7eIG+f4iz/gQgY/GCNgLLg/gJZJG41GNPx9EfRaPjkBFvN7VcfImtQ1/WD8OGzLYeEpVsNVSMve9RYxsg0KtFbk4816tLTxbm4aBp2wNxoomfuvmvbB0DDqenknsQtqy/gZc4m6ANQJvci10xhz8crFz7jyufLhITRgU5tvIBXR3/SFF89hxTV+Ntb8zt0wsj59ccKaM8FmdUZUkQdOqIKQb5YgQKxFf/fHqKnwBuNzyMYkp8iYhSvZq5GlfwQhI0F117Zo4jUCwjLzEZX8O7INi3l/t6UQoHuNW6XD/yZ6Oa7n8Zcgz2swA7WVlIleVLQGiXn8L1KUwkBUD7Iyoi05gwEjX58Cej0iKg1wJfcKVsSvsMsl+aCTbye8Vt1qisTbiOfDLltWI76AH9zykytw5bW3bb5FdEyJGUZakQpBSiXGNmmG9lUrnwNwyUWxpsdgi5ZSJh7jCkbWC3B51WYNXY5diJGH7CUJSB/dgpPw86ClFQYALfkzAd0u/mkS+EHg55g5+6xz62z3/8uAJWc4YCQVH+WD3Jf7wYjoC1Vn8Gegsu0z+K7CBgB0HwmZwN5E7T89/zqLGmcKnCXA/+m8O8/nzMA/mQEnAPhPZtPZ1zNnoLI9mFljLC4/HI9xZ3tBa7ZuJsUCM5a2Po7u9T8HI6Xg1pw7P2H3jTwUqWzNBhRKLQY29cSXDd955jxVtOGNvAuYdHYfDGICFJQFAVkEClXY2mUeXEX8bK2Knqt8e6I1FrHqB16Qg7T9uFVHvNmIsiRHnvkN17PSeE8pZIDowRVnAHY58CMmV9mP/v4JNv3eVXlj7N3euD6I9nniSRzGndrp8HI/bNwRkxpRB9OKxI6nO3EpZ4uNDqCFZdDVfzx6BlodZv+MaTSgdgS+69G7Iqd9Lm1NFjNm3x4OP6mKA2fLhsokhdTYAzObTi79+OX1n+Fhhq0JiItMj7UDeqJpFSuLIbYwA+OjViPfaGV+MmDwcYO+GFqNro2KRKrqGgLUjsuGHwk/Rx1fenxnwix8dVaGvEJbHUB3ZRFmtM/HK+FLSk8959pGbHz42EYHkABgExvWwYcNreB8nlqDrotXQ6e21fHy9XXF8ffGQSS0btp3xN/FhxcP2pTHu0mk2NRtJOp7V9zZeVPiZRiLPservras10KzCG897IyNnb7njEWIGcTQk1PQPigeak5ozRpSnQhJ2sH4sR0ts5x8ZTlOpPBLCBDH8Tv9KQBI4tcH67DgVDos5rJsThaNwgqw62XKDiVhzv8Eq1Ju4YLa3+bcVcVF+DBIBaX/Qe7zJFUuuh2muoF88Vu7EegYSDe8NxN6o66cX5/yka4aGoRaWX+X0rfi84dRMJbRdJQyZnwR0RGR/ta51JmMeHXXDlxPS7U5fc+wmvixd18bgJbV7gZbMIsU0FrbMkowXmvBiKkGX0WDrwxYDBY+sjmIDLJqvOXo8zgTkCy9LWhWtvy35NxpmQOQrbctHRUzYtTw2w+JxOq4zTHRckcDFts+y7OMCIi/Omm1XRlwiDwEs+rMgovIpaKXjbeO7MbRJH72Y4uAYGzrT8u5/5eDLfoRi6KisCKaMmBLIkRRiC1dTiCwesXBOkvh54DGgeu2MBQCX3um5f/yHPwb186aEsHmjgIs2Tand5b/PttsVLZ9Bt9VOQHAZ5trZytnBpwZqFgGnABgxfLlbP0PZaCyPZhZ1gw2uw8S8rKxPq4+ktVKBMjVGBH2APW8hWB8j4FhKOB3JP0ilj3ajNxsJdRFMu4zhasOXj4qTK31CroHOBZc//+mt8hUiPkPpuFqsifyTC5gBSwIKS3UNRsvhQRhck1qyPC8YvLxfdgfX05TCIBYIMCRoa+jhgdlYO16fAMzrxLDDnumYl1Pb+zuYi37etax/nDvDJbeP4dB/vFo75UCCWPBbZUP1qZEoJlPGNZ3ouUyJosFdTd8BwNrX7pJSuOuDZ8ML1nFN7Kk70vZl3EobRe0lkIohJ7oHzwcjT1tS65XXLuMhRf5N2y/vNwf3cJejLf60y99CJE8Hq5CA0SMGQTM1FnE0JolGBH0GSL9rQACufaPDi/BxdQCGM0MAhQsFnV/DTV8KBupbGRoC7AhMQqP1dnwkCjQv0oTNPP+ewwei8WE5OR2qCKxZxDlm6SQB5yFXERdXmMKDuPIkwXYE9MMhRoXYsoNpVyLfnWuoUfINNT1sGVebow7g1UPz6HIYIabVIR36nXCwOr25dkqnR4z/jiI6JQsDiRqGR6CeX2724B/Jdd/PTMZ2+LugJjLVFd64fWIZghx5ddP/Kt1n6zOQ/9TP6Kr90P0802Eq9CIxzolfnrSGHU8m+OHFlbgpN/RxbAIHqOzVxKkYiNYlkGSygsX1cH4pt44dAimel8n0q9hchT/fdnUR4GN7akWXEkcfHIEX186j0KNBBKxGd3D3DC/lS3DmdWfhyV3LKI0frit9eKMRUIlKnRTpkKqfBuCYgdzAi71O7YSDwvsXXO9pC442XsyFMUGRjdSlqCegN8t+47pDTQPsX2BEJ9/AXuf7kW2QQtfqRwDQgajuru98y3Rx1x/5xYHAooEDNqGVMOweg1swL+Sa2cNN8Fqd9DNubAaGMLaEoX81bT96fEj8R+DZU9AwBhhNLuhpvc81PKmuotlQ2UswoG0k5wjsFwkQ1vvSDTzIoYS9lFQ8C0KNHthYXWQiWrAx2txqct52dasOR2sZh1gSgAEHmBkA8FIW9p1SOYpKicKdwruwGgxIlQRim7+3SAV/j3t0t2xD/DuSQoCl4+5bTtjTH1b0Ov/leBK+mXWGA02ZxCOpVTBoadh0JhEqOORi9dr3oWHR18I3B2U8v7J9bL6KLB5DjTkFBMhUNrex5U0dZV+2BzjWLMWMMUDjDsY+QAw0uf3N2SlT1iZC6hs+wy+3DsBwP+mFem8FmcGXpwMOAHAF2cu/qdGUhkfzIQFyOa9AVjKbFDJH2Sev4CRWDcpZIP0Y9xmHE2PspnTbv6tMaXmyAqX6lR0YUQX3sTvSd/DYLG6zPpI/DEpfA48ix0vK9rns7bP02kx+sB23M+25oi4my7o2AODatkCRu9e3oqDTwlYaAUB3SViHO4+Gd4yfq22vxrHiBNr8X/t3QmYU9XZwPF3BoEZQGQEBgFHELBuLCpgRWQrishqVRAqBVdEwKVaRdyAoqAoT91wVxCrUhEsioho2SpIQQXZRGQRrAqIss0wbDrf8x6+hMyQTHKTuyX5n+fx+b6Se8859/fmJnPfnGXJ9sOL2wdK9ayKMrvzQKkQsvvxx5u/kf5z3pHfTBroSHnw3Iukz+nOPnBqAvKWD6bLzPXFNyG5sWlzGdKydbRLdO31Hwt+ktErhkpW9pGdp3/7LUMalO0uAxoe3onWD+WH3Yul7O7+UvWYI6MK838tK9uyR0uD47sFu6j35Sfb/i6rdx7ZDVpf/F3ljtL2hCHFptz54bpi6cPM71fKPUunysHfjiSzTzm2hrx4fl+pWv7IPfS/PTvkqk+ekEPHHFlvVPfp6ZDTQob//y7JgfZGLJ8ok9brKNoj92WNbJEp7W6VquXjS1YW5T8l+l+xUr6tZFR5WjIyjkwj3rDnZ+k37x+ypfDI+ofHli0vz7bsKb+vfmSTGh3V+NmmftIka0GxKlfsO0fOrjNJymSGn+4ciynHuCug9+XwBbPl1VXFpzr+8ZQzZGy7S8ImX93toT9aK9o7SYp01F7oqNOyZ0lGziuSkRnf92VR/rNSlH9k5LO50nKtJCPn2WL3pT8E6AUC1gSS8Tmj5BUWSwBW7uWfKcC7D6+zyy7A1t6THI2AXwRIAPolEmnWj2T9Yi7SKVKF70rRr/+TjMwaItldJaPM0dP39KHm8x2rZeWuw1ObGh7XQJrmnOF48i/wNtq+f6ss3blQ8g/ulupZNaVZzgWSVSa+UW1W35o6lW7aujXy9S/bRac4XlLvFDn1+Ophq3l38zKZ/O0XUvjrQWmUU0vuanixZIck6qy2rcdPXLtYpn+3Wg7+9ps0r54ndzVuL5qELFk27vpFRn82V77L3yU1sivJ7edcII2r1YynScvn6Pvjw/XrZOkWHWmUKRfk1ZEWedY2HrHcaBwn5B/YKxO/flu+L9wk5TMryIW128v5NQ+vw+ansmv/97Jh+/Mih74TKZMrJx1/rVStcGrYLm4u+K/8uHeZFEmR1MxuLCdVbOHafemE2YY9P8mHP6yS3QcLpf6x1aVz7cZh76E9+wtl7PIPZe2eH6RimSzpUe886ZAXfuMEHQn4zubFUnjogJxRpZYMOrW7ZMU5witwzUUHPpOi/fNFig5IRtnGIlkdwyZddx4olGmbVsjm/B2Sm32sdDvpTKlZofj08kCdK7e+IQWFuilFkWRntZCGuX0lM8y97oQ7ddoroDvIL/xhs1krtNkJteXCOvWT+r60V+dwbUUHV0vRvo9Eigok45jTRLK7JJyoKzrwhRTtn/v/92VDkSzd/Kn4Jk1OXAt1IuC0QLI+Z4S6kAB0+l1C/QikpwAJwPSMu+dXnQpfzJ4j0gEEEEAAAQQQQAABBBAoJpAKzxkkAHlTI4CAEwIkAJ1Qpc6oAqnwxRz1IjkAAQQQQAABBBBAAAEEXBVIheeMYgnASj39MwU4/y0TS6YAu/qWpjEEbBMgAWgbJRVZEUiFL2Yr18uxCCCAAAIIIIAAAggg4LxAKjxnkAB0/n1CCwikowAJwHSMug+uORW+mH3ASBcQQAABBBBAAAEEEEAgRCAVnjNIAPKWRgABJwRIADqhSp1RBVLhiznqRXIAAggggAACCCCAAAIIuCqQCs8ZxRKAFXv4ZwpwwWQTS6YAu/qWpjEEbBMgAWgbJRVZEUiFL2Yr18uxCCCAAAIIIIAAAggg4LxAKjxnkAB0/n1CCwikowAJwHSMug+uORW+mH3ASBcQQAABBBBAAAEEEEAgRCAVnjNIAPKWRgABJwRIADqhSp1RBVLhiznqRXIAAggggAACCCCAAAIIuCqQCs8ZodfQOvty30wBnl84xcSSKcCuvqVpDAHbBEgA2kZJRVYEUuGL2cr1ciwCCCCAAAIIIIAAAgg4L5AKzxkkAJ1/n9ACAukoQAIwHaPug2tOhS9mHzDSBQQQQAABBBBAAAEEEAgRSIXnDBKAvKURQMAJARKATqhSZ1SBVPhijnqRHIAAAggggAACCCCAAAKuCqTCc0axBGDWZf6ZArxvqoklU4BdfUvTGAK2CZAAtI2SiqwIpMIXs5Xr5VgEEEAAAQQQQAABBBBwXiAVnjNIADr/PqEFBNJRgARgOkbdB9ecCl/MPmCkCwgggAACCCCAAAIIIBAikArPGSQAeUsjgIATAiQAnVClzqgCqfDFHPUiOQABBBBAAAEEEEAAAQRcFUiF54xiCcDyf5SsjIquGoZrbF9Rgczf/455iSnAnoeDDiAQlwAJwLjYOClRgVT4Yk7UgPMRQAABBBBAAAEEEEDAXoFUeM4gAWjve4LaEEDgsAAJQN4JngikwhezJ3A0igACCCCAAAIIIIAAAhEFUuE5o1gCsNylkpVRwfOI7yvaK/MP/Mv0gxGAnoeDDiAQlwAJwLjYOClRgVT4Yk7UgPMRQAABBBBAAAEEEEDAXoFUeM4gAWjve4LaEEDgsAAJQN4JngikwhezJ3A0igACCCCAAAIIIIAAAhEFUuE5gwQgb3AEEHBCgASgE6rUGVUgFb6Yo14kByCAAAIIIIAAAggggICrAqnwnBF6Da2O6e6bKcD/OTTNxJIpwK6+pWkMAdsESADaRklFVgRS4YvZyvVyLAIIIIAAAggggAACCDgvkArPGSQAnXuf7N27V8aNGyeTJ0+WdevWyYEDByQvL086d+4st9xyi5x00kkJN64J0sWLF8uSJUvM//3ss89kz549pt5hw4bJ8OHDLbUxadIkGT9+vCxfvlx27NghJ5xwgrRq1UoGDRok5513Xkx1uXHdMXWEgzwVIAHoKX/6Np4KX8zpGz2uHAEEEEAAAQQQQAABfwqkwnMGCUBn3lvr1683ib6vv/46bAPHHXecvPHGG9KpU6e4O7Bp0yapW7duxPOtJAD37dsnPXr0kOnTp4etLzMz0yQT77///lL768Z1xw3Gia4KkAB0lZvGAgKp8MVMNBFAAAEEEEAAAQQQQMBfAqnwnFEsAVimq3+mAP/6ngl2Mk4Bzs/Pl+bNm8uaNWvMNdxwww3Sq1cvyc7Oljlz5sjo0aNFj6lQoYJ8+umn0rhx47je2N9++62cfPLJ5tyMjAypX7++1KpVS+bPn2/+zUoC8KqrrjIJSS3t2rWTW2+91dS1wrW1vAAAIABJREFUYsUKGTVqlGhiT8uLL74o119/fdj+unXdcWFxkusCJABdJ6dBFUiFL2YiiQACCCCAAAIIIIAAAv4SSIXnDBKA9r+ndKTciBEjTMVjxoyRO++8s1gjmvRr3bq1HDp0yCTbZs+eHVcnfv75Z3nuuedMslH/y8nJkblz55o6rSQA582bJ23btjXndO3aVd555x0pU6ZMsE/bt2+Xpk2byubNm00bGzZskCpVqhzVZ7euOy4sTnJdgASg6+Q0SAKQ9wACCCCAAAIIIIAAAgg4IUAC0AlVkX1Fe+U/SToC8ODBg5Kbmys7d+6U008/XVauXCk6fbZkGTBggDz//PPmn3XdPk2w2VHiSQDqVOUZM2aYpJ+OKjzxxBOP6oquDdi7d2/z74899pjccccdxY7x+rrtsKMOewVIANrrSW0xCqTCF3OMl8phCCCAAAIIIIAAAggg4JJAKjxnhF7DBRldfDMF+JOiw2vRJdsU4I8++kg6dOhg+v7www/LkCFDwr4bFy1aJC1atDCv3XPPPfLQQw/Z8q61mgDUabvVqlWT/fv3S8eOHeWDDz4I2w/dwKR69eqye/duOf/882XBggXFjvP6um3BoxJbBUgA2spJZbEKpMIXc6zXynEIIIAAAggggAACCCDgjkAqPGeQALT3vfLAAw/IyJEjTaU61TfSzrk6/Ven0RYUFJjpwDoN145iNQGo04/bt29vmta1Ce++++6I3bj44otl1qxZcswxx4ju9Fu2bNngsV5ftx121GGvAAlAez2pLUaBVPhijvFSOQwBBBBAAAEEEEAAAQRcEkiF5wwSgPa+WXQn3bfffttUumPHjrBr5QVabNKkiSxfvtyMrNu2bZstHbGaABw3bpwMHjzYtK1r/1166aUR+6Ebgzz55JPm9VWrVskZZ5wRPNbr67YFj0psFSABaCsnlcUqELo70uLFi6VmzZqxnspxCCCAAAIIIIAAAggggEBYgR9//FHOPfdc89rGjRulbt26SScVmgBsLn+Q8pLl+TXsl32yRA5vjBHL81u4Neu8uggd8fff//5XKlasaHb6La106dJF3n//fXPIvn37pHz58gl322oCUEf8PfLII6bdJUuWSLNmzSL2Qdf+C2xoMnPmTNERgYHi9XUnDEcFtguQALSdlApjEdAPssAXcyzHcwwCCCCAAAIIIIAAAgggYEVAE1W6E2uyldAEYLL1PdDfoqIi33T9zDPPlNWrV0uNGjVky5YtpfbryiuvlLfeesscozvtVq1aNeHrsJoAHDRokDzzzDOm3a+++kpOO+20iH149tlnZeDAgeZ1HeV4+eWXB4/1+roThqMC2wVIANpOSoWxCJAAjEWJYxBAAAEEEEAAAQQQQCBeARKA8colfp6fEoD169eXDRs2SF5enmzevLnUi+vbt6+89tpr5hi7NjuxmgC87rrr5JVXXjF9WL9+vdSrVy9in/U4PV6L9rtPnz7BY72+7sTfRdRgtwAJQLtFqS8mAR1OvWLFCnOsrq+gi5Z6WUKnCsQypN3LvqZr28TI35EnPv6Oj/aOGPk7RsTH3/HhHiI+/hfwfw/d+pzTjRx++uknA9KoUSPJyvJ++qzV6Og1RBupZrVOu47XOMby/BbPFGC97tBNLOLt8/jx4+Xqq68Onu71SDirCUBGAMYbec6LJkACMJoQr6eFQCosFpzqgSJG/o4w8fF3fLR3xMjfMSI+/o4P9xDx8b+A/3vI55z/Y+R1D51KAHq9Fp7VBCBrAHr9Tkzd9kkApm5suTILAvxBYgHLo0OJkUfwMTZLfGKE8vAwYuQhfgxNE58YkDw+hBh5HIAozRMff8eHJLr/4+OXHq5ZsybhrugGk8cdd1ywniuuuEKmTJli/ncy7AL89NNPy80332z6m8guwF5fd8KBpALbBUgA2k5KhckowB+N/o8aMfJ3jIiPv+PDgxfx8b+A/3vI55y/Y0R8/B0fvof8H59U7uEDDzwgI0eONJf46aefio4IDFd0BGKVKlWkoKBAWrduLfPmzbOFxeoIwNmzZ0v79u1N26NHjxYdERip6K6/s2bNMktqab/LlSsXPNTr67YFj0psFSABaCsnlSWrAH80+j9yxMjfMSI+/o4PD17Ex/8C/u8hn3P+jhHx8Xd8+B7yf3xSuYeaINNEmZaHH35YhgwZEvZyFy1aJC1atDCvDR06VEaNGmULi9UE4J49e6RatWpy4MAB6dixo3zwwQdh+6Gv63qMu3fvNv1euHBhseO8vm5b8KjEVgESgLZyUlmyCvBHo/8jR4z8HSPi4+/48OBFfPwv4P8e8jnn7xgRH3/Hh+8h/8cnlXuoibLc3FzZtWuXnH766bJq1SrJyMg46pIHDBggzz//vPl3O3eQtpoA1PY7depkEn86sm/jxo0SblOVSZMmSe/evU1/x4wZI3feeWexa/L6ulP5PZWs10YCMFkjR79tFeCPRls5HamMGDnCalulxMc2SscqIkaO0dpSMfGxhdHRSoiRo7wJV058EiZ0vAJi5DgxDZQiEDodNlyyTKcG67RfnQbcpk0b0aRduBJIHNapU0e+/fbbmMzjSQCGTgPu1q2bTJ06VcqUKRNsb/v27dK0aVPZvHmzmba8YcMGycnJOao/dl13TBfKQb4XIAHo+xDRQTcE+IPEDeXE2iBGifk5fTbxcVo48fqJUeKGTtZAfJzUtaduYmSPo1O1EB+nZO2rlxjZZ0lN1gV0Wm2zZs1k7dq15uT+/ftLr169JDs7W+bMmWOm++bn55v/rVNpzzrrrLgTgDNnzpQtW7YEz9eNTR555BHzv7t37y6XXnpp8LVKlSqJbtYRrujoPh3lp6Vdu3Zy2223Sa1atWTFihXy0EMPyfr1681rzz33nNx4441h67Druq2Lc4YfBUgA+jEq9Ml1Af4gcZ3ccoPEyDKZqycQH1e542qMGMXF5tpJxMc16rgbIkZx07lyIvFxhTmhRohRQnycbIPAunXrzNTab775JmxtlStXltdff126dOkSsbVYRgC2bds25g1EShtJWFhYaJKDM2bMCNufzMxMuf/++2X48OGl6thx3TbwU4UPBEgA+iAIdAEBBBBAAAEEEEAAAQQQQAABBJwV0J1yx40bJ5MnTxZNjOk6eXl5eSYxeOutt4om5EorbiYAA/144403ZMKECfLll1/Kzp07pUaNGtKqVSsZPHhwcNOSaGqJXne0+nk9OQRIACZHnOglAggggAACCCCAAAIIIIAAAggggAACcQmQAIyLjZMQQAABBBBAAAEEEEAAAQQQQAABBBBIDgESgMkRJ3qJAAIIIIAAAggggAACCCCAAAIIIIBAXAIkAONi4yQEEEAAAQQQQAABBBBAAAEEEEAAAQSSQ4AEYHLEiV4igAACCCCAAAIIIIAAAggggAACCCAQlwAJwLjYOAkBBBBAAAEEEEAAAQQQQAABBBBAAIHkECABmBxxopcIIIAAAggggAACCCCAAAIIIIAAAgjEJUACMC42TkIAAQQQQAABBBBAAAEEEEAAAQQQQCA5BEgAJkec6CUCCCCAAAIIIIAAAggggAACCCCAAAJxCZAAjIuNkxBAAAEEEEAAAQQQQAABBBBAAAEEEEgOARKAyREneumgwObNm+XJJ5+U999/X/T/L1++vDRo0EB69uwpAwcOlAoVKjjYenpWvW3bNlm8eLH5b8mSJea/n3/+2WD069dPJkyYYAlm5syZ8sILL5j6fvrpJ6levbqce+650r9/f+nYsaOlujj4sMAXX3wh6vqf//xHVq5cKRqzsmXLSq1ateT888+X6667Tlq1ahUzFzGKmSrqgbt375YZM2aY++azzz6T77//3rzvCwsLpUqVKnLGGWdIp06dTIyqVq0atb5PP/1UnnnmGRPrLVu2SE5OjjRp0kSuvvpq6dWrV9TzOcCawF133SWPPvpo8KQ5c+ZI27ZtS62E+8eacSxHZ2RkxHKYtGnTRubOnUt8YtJy7qDt27fLK6+8ItOmTZP169fLjh07zOdbXl6etG7dWi677DJp0aJFqR3gs87e+Ojn1rx58yxVWtrnHZ9zlig5GAEEEIhLgARgXGyclCoCmvS76qqrZNeuXWEv6dRTTzUP2vXq1UuVS/bFdZT24GUlAVhUVCQDBgwwyb9IRZOAzz33nMT6sOcLII87oQ+88+fPj9qLP//5z/LSSy9JuXLlIh5LjKIyWj7g448/losuuijqedWqVZN//OMfcvHFF0c89m9/+5uMGDFCfvvtt7DHdO3aVd566y3JysqK2h4HRBf48ssvpVmzZnLo0KHgwaU9EHP/RDeN94hYvxNKSwASn3j1rZ03efJkuemmm4I/FIY7u3v37vKvf/2LzzprtAkdbTUBmJmZaX5or127drF2uY8SCgMnI4AAApYESABa4uLgVBLQBzEdybR3716pVKmSDB06VNq1a2dG0UyaNElefPFFc7mnnXaaGWmjx1DsEQh98NJf708//XSZNWuWqdxKAvDee++VUaNGmfPOPvts0ZE19evXN6MDxowZI0uXLjWv6XEPPvigPZ1Pg1p0BKwa6mi/Hj16mJF+J510kvz666+iIyjGjh1rRp1p6d27t7zxxhsRVYiR/W8YTQBee+215vOqadOmZgRMzZo1TRLvf//7n7z99tsydepUEy9NzurnV+PGjY/qiCZvb7jhBvPvet/cc8890qhRI/nhhx/kiSeeEE1MadEfSTSRSElMQONz3nnnmXjk5uaaUbVaSksAcv8kZl7a2YHvIU0s6Wj/SKVixYpy8sknh32Z+DgXn0DNEydOlGuuucZ8vul9o/G64IIL5PjjjzcjlvW76r333pPjjjtONFEYrvBZ50ycNm7cKAUFBaVWvnr1arnyyivNMfrDVeBvvdCTuI+ciQ+1IoAAAuEESADyvkhbAX141mk9xxxzjBntVHLqiE7R0oSSFh0h88ADD6Stld0XPmzYMGnevLn5r0aNGvLtt98GH7BiTQCuW7fOJA51JI2OqNEYZmdnB7uqiV0duaFTJDXGa9asMUkOSnSBLl26SN++feXyyy+XMmXKHHWCTsVq2bKlrF271rym9uGmAxOj6NbxHKGJvXBxCa1LR8L88Y9/NP+kU+OmTJlSrKmdO3eae07/ryZ3P//8c9ERg4Gibej5+mCtRad56TQ7SvwCjz/+uPzlL38xPyqp7ejRo01lkRKA3D/xW8dyZiABqN9Hw4cPj+WUYscQH8tklk/46quvzI97+/fvN98xgURfuIoOHDgQdjQ6n3WW2W09YciQIeYHWS2vvfaa9OnTh/vIVmEqQwABBKwJkAC05sXRKSKgIzB0jTgtN954o5kiWrLor80NGzYU/QNU18TaunWrWQONYr9APAnAQYMGmXXLtOioNB1ZU7IsWrQomNgdPHiwPPXUU/Z3Pk1rnD59uuj0UC233HKLGTFWshAjb98cmiDXxLcm9nSNwNAS+gPHm2++GXatPx1NWLduXTOSUJPCgWSgt1eVnK1/9913Zm3G/Px8k/DTH5/0hyUtkRKA3D/OxjrRBCDxcTY+WvuFF14o//73v81nmP4tFvojRayt81kXq5T9x+nf0foDk84Y0Fk0+nd0yXW1uY/sd6dGBBBAoDQBEoC8P9JSIHS6gSaJfv/734d1ePjhh83UYC06bSGWdbfSEjTBi7aaANT1YnTao/5RqaNp9MEgUtHXv/76aznxxBPN2jOxrvuU4CWl/OmayDj22GPNdXbu3Fk0IRhaiJH3bwEdGasj+/TBa8+ePcU6pCM4Fy5cKJUrVzbJwUjrOOomOh9++KHZHElHfrIUQnxx1WS53iOBEc464qy0BCD3T3zOVs5KJAFIfKxIx3es/nihP2Jo0ftFR2rGU/isi0fNnnM++ugj6dChg6lMN5UaP348fyfYQ0stCCCAQNwCJADjpuPEZBbQqWy646Wu7aPTQ3SKaLiiI8t0nUAtOgU48MCWzNfux75bTQBu2LAhOJ030gjOwHXq64FNQvS8SGs5+dHFz3365ZdfgjvManLj3XffLdZdYuRt9DQpruv56eg9TQTqqOdA0aly+tmn0+d1gxDdeTFS0WmqujagltmzZ5t1BynWBHQTFV0DS9cs06SG7lIeLQHI/WPNOJ6jE0kAEp94xK2dM3LkyODSK6tWrTIjaLXo7r/6Y4TeT9F2Oeezzpq53UfrRmGB9WPDfX9wH9ktTn0IIIBAdAESgNGNOCIFBfQBTP+AbNKkiSxbtiziFeofmvpHphbdDEEf5Cj2C1hNAOruzTolUcvf//53ue222yJ2Sl+//fbbzet6XqdOney/gDSs8Z133jFry2m58847g2v8BCiIkftvCl33UkfF6lRdXXNJp1tpKbnukj5M6/IGWm699VbRtekildA4jxs3rtTNEty/Yv+3qD8w6Sgm3axAN5a6/vrrTaejJQC5f5yPbSABqIklTYbrCHH9MfCEE04wP/zpiKVICW/i43x8dGT5jBkzzOYe+reYbjaln2vLly8PNq4/6Omo2jvuuCPs6GQ+65yPU6QWdJaA3ku6SYhOA9a/80rOwOA+8i4+tIwAAukrQAIwfWOftle+b9++4GYR4aYuloTRKW/6B4yuMacjAin2C1hNAOqajboToBbd9e+KK66I2CndEVWTt1r0PB0RSElMQNf10U1zFi9ebCrS0WU6yiy0EKPEjGM9e8KECWaHzEjlr3/9q3loDn3w0hF/l1xyiTlF18fSYyIV3URHN+vRcvfddwc3roi1f+l+XP/+/U3iTxNKn3zySTAO0RKA3D/Ov3NiWQ7i0ksvFb3HNAnF55vzMQltQZN7+reB/lCru/7qDxCRiv6goUsV6M71oYXPOndjFtraq6++apLoWnTZnQcffPCozvA55118aBkBBNJXgARg+sY+ba9c17vKzc0116/TsiZNmlSqhe5Su23bNjNiZsWKFWnr5uSFW00Ahi7q/cEHH4iuUxap6OuBUX+PPfaYGSlASUxg7NixwaSR7mY6derUoyokRokZx3p2pATgWWedZRLe4dY31aR5z549TRPPPvusDBgwIGJzOpU4MPWOjXRijcrh4zThp8tN6I7NX3zxhZmSHSjREoDcP9as4zlap8F369ZN2rdvb9aS1R/79O8D3fFa752ff/7ZVKu7yetaZqGbgBGfeMStnaNJ1927d5v1R3UX4CpVqoiuy6wjz3XtUv17TJdm0e94LZpk16VdMjMzgw3xWWfN3M6j9b7Sab9adB3m3/3ud/ydYCcwdSGAAAJxCpAAjBOO05JXQHdj1OkIWnR9kokTJ5Z6MXqsnlO/fn1Zt25d8l64j3tuNQEYujaQ7hD4hz/8IeLV6R+g+oeoFj3vvvvu87GE/7umD8e6M6NOmdNEuk7H0iR5yUKM3ImlTjHV3Xq1FBYWyvr1681SBTp1Vz+zdHpvYLp8oEc6Jbhv377mf7788sty7bXXRuxs6BpN1113nbz00kvuXFiSt6Jrj2kSVhOo4abIR0sAcv84/wbQe0eTSuGKTp/XUbJLly41L+su57rbeaAQH+fjo9OxdQ1TLZpE14S6zsQILToaXT/fAknAkjMC+KxzPk7hWtDvpDp16ojGp7TZM9xH3sSHVhFAIL0FSACmd/zT8uoZAei/sFtNADL6wpsY6npKrVq1Musx6agMnXKlo2PCFWLkTYxCk3y6NpZOc9QkX2Aqlr7OqBjnYxNI8OkPSKtXrzabroSWaAlA7h/nYxStBU1+6/qNmsxt0KCBfPPNN8FTiE80vcRfDyy/ojX16tVL3nzzzbCVhq7zp6MDp0yZEjyOz7rE4xBPDTpSc+jQoebU0kaZcx/Fo8s5CCCAQGICJAAT8+PsJBRgDUD/Bc1qApB1Y9yP4caNG806TD/88IMZjaEPVjr9N1IhRu7HqGSLusSBjgbU5JOOYs7JyTGHsC6Ws7HRnX513TJNHE2bNs1MMy1ZoiUAuX+cjVGstevoMt2oQItusBNYY474xCoY/3E1a9Y0m+do0fXkAqOWw9V44oknmvjk5eWZzVwChc+6+P0TOfPMM880P3zoD4U//vhj8LunZJ3cR4kocy4CCCAQnwAJwPjcOCvJBdgF2F8BtJoAnD59unTt2tVcBLsAOx9LTfrpyD8dEaMjynTdudIexrRHxMj5uERrQXfNvOqqq8xhr7/+uvzpT38y///KlSuD69GxC3A0Reuv60ZDL7zwgtSrV08eeuihsBXo5kSBkUr3339/cJ1F/VzThC33j3V3J8646667zEY5WnTTo8CGOMTHCe3idZ577rlmgykt0Zb60E2pFi1aZBJO+iNvoPBZ53ycSrYQunHU5ZdfLvpZF6lwH7kfH1pEAAEESADyHkhLAV2YXReL1gctXQdI15oJV3TXX11YWosuNj1ixIi09HL6oq0mAEPXJdOHbf0VOVIJPIzr63qe7ixIiV1g+/btZpqv/pqv5emnn5ZBgwZFrYAYRSVy/ADduKBDhw6mnVGjRgWnZOnItAoVKpj1tS6++GIzIjBSGT16tNxzzz3mZV1Ps127do73O9kb0OnWOmIpnqIjbevWrWs+q3QNRy18xsUjac85un6jbh6lJTQBSHzs8S2tFt3dXH9s0jJr1iy56KKLIh4eSBbq33T5+fnB4/iscz5OJVvQtTKfeuop88/vvvtu8MfacD3hPnI/PrSIAAIIkADkPZCWAvpAqw+2WvRX43A7ZeproeuY6HpngYfptERz8KKtJgCLiopEp/zoyDTdvVEX2o9UdA0nnZJXu3ZtMw1SR7BRYhPYtWuX2WBFdzAN3A9DhgyJ6WRiFBOToweF7hD85JNPys033xxsT3/Y0B84dDdNXRe1XLlyYfuiO2zrZ5+OrNHjjj32WEf7nAqV25EA5P7xxzuhc+fOMmPGDNMZ3dhAv0e0EB/n4zN+/PjgBkXRdiuvVq2a2bVZd5rVHWdDC591zscq0MLBgwfNPaLfFTrTRv9Gi/QDO/eRe3GhJQQQQCBUgAQg74e0FNBf8gNJv0ijK3T3soYNG5rkku4UuG3bNilbtmxaejl90VYTgNqfgQMHmsWltWgio+TugPrvmtzVqUGB48eNG+f0paRM/Xv37jUJ7wULFphruvfee+XBBx+0dH3EyBKX7QeHJi/mzJkjbdu2DbYxZswYCSRzdXF9XWS/ZNGEh45G05GCnTp1Cq6FZntH07DCaGsA8hnn/ZtCRyfpD0ya1NDp3LrDdmjh883ZGGlCT9cBVH8d/aejAMMV3Zk+8NkWbqdyPuucjVNo7Trir3v37uafoi0vETiP+8i9+NASAgggoAIkAHkfpK1AYBqw/jo5f/78YKIoABK6O9mwYcNEH9gozgjEkwBcu3at6ELThw4dkmbNmpkYZmdnBztYWFgoGmNdj0ZjrFNYTznlFGcuIMVq1WlTuhZZ4IEr1j/kSzIQI2feGDqyTxN2WVlZERvQtTFvv/1287om8XQH09CRGL/88otJaugozzp16sjnn38uVatWDdanST/d5OW9994z/8b0X3tjGUsCkPvHXvPQ2vR9fckll0QcnbR161bz+tKlS81pY8eODd5PgXqIj3PxCZccCvdDxZ49e8z3/LJly8wpodO0A3XwWed8nAItXHHFFcG1TfU75ZxzzonaOPdRVCIOQAABBGwVIAFoKyeVJZOA/mHfsmVL0URRpUqVzDpXur6V/u9JkyaZRdy16JQSTSIx9c2+6H7yySeybt26YIW6zpyutaRFY3L99dcXa0yn1IUrQ4cONdO0tZx99tlmRJOum6UjNR555JHgw5sep2ugUWIT0IW7p06dag7WKcCPP/54qVOndfqo3ifEKDbfRI/ShJ4++GqcdGdmfc/rZ5j+24oVK8yGH4GRmxob3cX0wgsvPKrZ559/XgYMGGD+XevQUZ6NGjUy07Y05jpqUEvv3r1FNxSh2CcQSwJQW+Mzzj7z0Jr0HtKRZXoP6Shx/d/6A5J+F82dO9esK6sj0LToPfbxxx+bafAlC/FxJj6BWnUqqf7Apzv76g8Y+nl12WWXmaUL9LNOv+d1iQ8tN910kzzzzDNhO8RnnbNx0tp37NhhRmzu37/fzJ7R+MRauI9ileI4BBBAIHEBEoCJG1JDEgvoKIA+ffrI7t27w16FJjX04blBgwZJfJX+67rVNbJ0vaVwRadp33DDDfLKK69EvEidEqTJ3MzMTP9B+LRHVtdJ1BFkOoqTGLkTUE1WbNq0KWpjuk6m3hulLZ6vo5tHjhxp1jQLV3Tqr+5WW9pow6gd4YCjBGJNAPIZ58ybJ9Z7SBOEL730klkGhM83Z2IRrVZdhqVbt27FfjQsec61115rkralLdPCZ1006cReV39NwmrRadeBH3VjqZXPuViUOAYBBBCwR4AEoD2O1JLEAvog/cQTT5hEn655pSNmNOHXo0cPGTx4sNktk2KvgF0JwECvdJF2TfItWbLEjODQBcGbN29uds/UaVwUawJ2JgCJkTX7WI7WEa46IklH6OnDsU5X1NFKmqSrUaOGnHXWWdKlSxfp2bNnTJ9fCxcuFF0fU3dG17o02dGkSRPRXTh19B/FfoFYE4DcP/bba426bpz+p+vH6lp/+r2hPwTqSNq8vDzRjSP69et31NIgkXrDd5AzcQrUWlBQYNb8ffvtt81yBrrTb25urpkxoN/zse5Ozmedc3HSWKhvmTJlzIjNWrVqWW6M+8gyGScggAAClgVIAFom4wQEEEAAAQQQQAABBBBAAAEEEEAAAQSSR4AEYPLEip4igAACCCCAAAIIIIAAAggggAACCCBgWYAEoGUyTkAAAQQQQAABBBBAAAEEEEAAAQQQQCB5BEgAJk+s6CkCCCCAAAIIIIAAAggggAACCCCAAAKWBUgAWibjBAQQQAABBBBAAAEEEEAAAQQQQAABBJJHgARg8sSKniKAAAI08dQTAAAI4klEQVQIIIAAAggggAACCCCAAAIIIGBZgASgZTJOQAABBBBAAAEEEEAAAQQQQAABBBBAIHkESAAmT6zoKQIIIIAAAggggAACCCCAAAIIIIAAApYFSABaJuMEBBBAAAEEEEAAAQQQQAABBBBAAAEEkkeABGDyxIqeIoAAAggggAACCCCAAAIIIIAAAgggYFmABKBlMk5AAAEEEEAAAQQQQAABBBBAAAEEEEAgeQRIACZPrOgpAggggAACCCCAAAIIIIAAAggggAAClgVIAFom4wQEEEAAAQQQQAABBBBAAAEEEEAAAQSSR4AEYPLEip4igAACCCCAAAIIIIAAAggggAACCCBgWYAEoGUyTkAAAQQQQAABBBBAAAEEEEAAAQQQQCB5BEgAJk+s6CkCCCCAAAIIIIAAAggggAACCCCAAAKWBUgAWibjBAQQQAABBBBAAAEEEEAAAQQQQAABBJJHgARg8sSKniKAAAIIIJAWAsOHD5cRI0aYay0qKjrqmtu2bSvz5s2TNm3ayNy5c9PChItEAAEEEEAAAQQQQCARARKAiehxLgIIIIAAAgjYLkAC0HZSKkQAAQQQQAABBBBIcwESgGn+BuDyEUAAAQQQcEtgwoQJcs0115jmNm7cKHXr1g3bdKIJwIyMDFPvsGHDROuiIIAAAggggAACCCCQ7gIkANP9HcD1I4AAAggg4JJArAnAaN2JNgWYBGA0QV5HAAEEEEAAAQQQSDcBEoDpFnGuFwEEEEAAAY8ESAB6BE+zCCCAAAIIIIAAAmkvQAIw7d8CACCAAAIIIOCOAAlAd5xpBQEEEEAAAQQQQACBkgIkAHlPIIAAAggggICjArpTb7t27aK2MWfOHNHpvfGuAahrCm7atKnUdvr16yeaiKQggAACCCCAAAIIIJBOAiQA0ynaXCsCCCCAAAIeCJAA9ACdJhFAAAEEEEAAAQQQCBEgAcjbAQEEEEAAAQQcFSgoKDC7/k6bNk3uu+8+09aHH34otWrVKtbuySefLBUrVox7BODatWvlwIED0qhRI1PvTTfdJAMHDizWRk5OjtSuXdvR66VyBBBAAAEEEEAAAQT8JkAC0G8RoT8IIIAAAgikqECsawDGOwU4wMYuwCn6BuKyEEAAAQQQQAABBOIWIAEYNx0nIoAAAggggIAVARKAVrQ4FgEEEEAAAQQQQAAB+wRIANpnSU0IIIAAAgggUIoACUDeHggggAACCCCAAAIIeCNAAtAbd1pFAAEEEEAg7QRIAKZdyLlgBBBAAAEEEEAAAZ8IkAD0SSDoBgIIIIAAAqkuQAIw1SPM9SGAAAIIIIAAAgj4VYAEoF8jQ78QQAABBBBIMQESgCkWUC4HAQQQQAABBBBAIGkESAAmTajoKAIIIIAAAsktQAIwueNH7xFAAAEEEEAAAQSSV4AEYPLGjp4jgAACCCCQVAKvvvqqXH311abPGzdulLp164bt//Dhw2XEiBHmtaKioqOOadu2rcybN0/atGkjc+fOPer1jIwM82/Dhg0TrYuCAAIIIIAAAggggEC6C5AATPd3ANePAAIIIICASwL//Oc/pVevXqa1NWvWyKmnnupIAjA7O1v27dsnd999t4wePdqlq6MZBBBAAAEEEEAAAQT8K0AC0L+xoWcIIIAAAgiklMD8+fPNqD0t77//vnTq1MmRBGC9evXMCMMePXrIW2+9lVKGXAwCCCCAAAIIIIAAAvEIkACMR41zEEAAAQQQQMCywJ49eyQ3N9eMzjvnnHPM6DydBpyZmWnqql27tujovUSnAPfp00def/11KV++vDzxxBPSsmVLycrKMm1UrlzZ9IGCAAIIIIAAAggggEA6CZAATKdoc60IIIAAAgh4LDBkyBAZM2ZM2F7MmTNHdH2/RBOAy5Ytk/POO0/2799/VDv9+vUT3YyEggACCCCAAAIIIIBAOgmQAEynaHOtCCCAAAIIeCygm3q8/PLLMnHiRFm1apXs2rVLfv31V9MruxKAWtfSpUvl0UcflQULFsjWrVuDyUASgB6/AWgeAQQQQAABBBBAwBMBEoCesNMoAggggAACCCCAAAIIIIAAAggggAAC7giQAHTHmVYQQAABBBBAAAEEEEAAAQQQQAABBBDwRIAEoCfsNIoAAggggAACCCCAAAIIIIAAAggggIA7AiQA3XGmFQQQQAABBBBAAAEEEEAAAQQQQAABBDwRIAHoCTuNIoAAAggggAACCCCAAAIIIIAAAggg4I4ACUB3nGkFAQQQQAABBBBAAAEEEEAAAQQQQAABTwRIAHrCTqMIIIAAAggggAACCCCAAAIIIIAAAgi4I0AC0B1nWkEAAQQQQAABBBBAAAEEEEAAAQQQQMATARKAnrDTKAIIIIAAAggggAACCCCAAAIIIIAAAu4IkAB0x5lWEEAAAQQQQAABBBBAAAEEEEAAAQQQ8ESABKAn7DSKAAIIIIAAAggggAACCCCAAAIIIICAOwIkAN1xphUEEEAAAQQQQAABBBBAAAEEEEAAAQQ8ESAB6Ak7jSKAAAIIIIAAAggggAACCCCAAAIIIOCOAAlAd5xpBQEEEEAAAQQQQAABBBBAAAEEEEAAAU8ESAB6wk6jCCCAAAIIIIAAAggggAACCCCAAAIIuCNAAtAdZ1pBAAEEEEAAAQQQQAABBBBAAAEEEEDAEwESgJ6w0ygCCCCAAAIIIIAAAggggAACCCCAAALuCJAAdMeZVhBAAAEEEEAAAQQQQAABBBBAAAEEEPBEgASgJ+w0igACCCCAAAIIIIAAAggggAACCCCAgDsCJADdcaYVBBBAAAEEEEAAAQQQQAABBBBAAAEEPBEgAegJO40igAACCCCAAAIIIIAAAggggAACCCDgjgAJQHecaQUBBBBAAAEEEEAAAQQQQAABBBBAAAFPBEgAesJOowgggAACCCCAAAIIIIAAAggggAACCLgjQALQHWdaQQABBBBAAAEEEEAAAQQQQAABBBBAwBMBEoCesNMoAggggAACCCCAAAIIIIAAAggggAAC7gj8H5l1SCj3FlyOAAAAAElFTkSuQmCC\" width=\"640\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"Text(0,0.5,'orientation')"
]
},
"execution_count": 97,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"var = horizon_compare\n",
"plt.figure()\n",
"plt.scatter(var.NEIGUNG, var.AUSRICHTUN, c=(var.fully_shaded_diff), s=3, vmin=-0.1, vmax=0.1)\n",
"#var.mean_06_15h.hist(bins=100, range=(0,1))\n",
"plt.colorbar()\n",
"plt.xlabel('tilt')\n",
"plt.ylabel('orientation')"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {
"scrolled": true
},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>DF_UID</th>\n",
" <th>non_null_cells</th>\n",
" <th>n_cells</th>\n",
" <th>fully_shaded_ratio</th>\n",
" <th>mean_12_13h</th>\n",
" <th>mean_11_10h</th>\n",
" <th>mean_01_09h</th>\n",
" <th>mean_06_12h</th>\n",
" <th>mean_05_16h</th>\n",
" <th>mean_03_08h</th>\n",
" <th>...</th>\n",
" <th>mean_08_08h</th>\n",
" <th>mean_06_05h</th>\n",
" <th>mean_02_15h</th>\n",
" <th>mean_07_19h</th>\n",
" <th>mean_03_12h</th>\n",
" <th>mean_10_06h</th>\n",
" <th>mean_04_09h</th>\n",
" <th>mean_06_06h</th>\n",
" <th>mean_06_07h</th>\n",
" <th>mean_12_12h</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>4965782</td>\n",
" <td>5013</td>\n",
" <td>5159</td>\n",
" <td>0.028300</td>\n",
" <td>0.845601</td>\n",
" <td>0.897666</td>\n",
" <td>0.817475</td>\n",
" <td>0.999202</td>\n",
" <td>0.917415</td>\n",
" <td>0.854179</td>\n",
" <td>...</td>\n",
" <td>0.916218</td>\n",
" <td>0.772990</td>\n",
" <td>0.875524</td>\n",
" <td>0.547776</td>\n",
" <td>0.968083</td>\n",
" <td>0.195691</td>\n",
" <td>0.945741</td>\n",
" <td>0.859964</td>\n",
" <td>0.906443</td>\n",
" <td>0.870138</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>4965783</td>\n",
" <td>1487</td>\n",
" <td>1521</td>\n",
" <td>0.022354</td>\n",
" <td>0.995293</td>\n",
" <td>0.997983</td>\n",
" <td>0.993948</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.710827</td>\n",
" <td>...</td>\n",
" <td>0.495629</td>\n",
" <td>0.000000</td>\n",
" <td>0.999328</td>\n",
" <td>0.774042</td>\n",
" <td>1.000000</td>\n",
" <td>0.193679</td>\n",
" <td>0.994620</td>\n",
" <td>0.000000</td>\n",
" <td>0.037660</td>\n",
" <td>0.996638</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>4965784</td>\n",
" <td>254</td>\n",
" <td>294</td>\n",
" <td>0.136054</td>\n",
" <td>0.771654</td>\n",
" <td>0.968504</td>\n",
" <td>0.929134</td>\n",
" <td>1.000000</td>\n",
" <td>0.925197</td>\n",
" <td>0.003937</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.661417</td>\n",
" <td>0.110236</td>\n",
" <td>0.996063</td>\n",
" <td>0.000000</td>\n",
" <td>0.149606</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.948819</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>4965785</td>\n",
" <td>370</td>\n",
" <td>391</td>\n",
" <td>0.053708</td>\n",
" <td>0.970270</td>\n",
" <td>0.986486</td>\n",
" <td>0.737838</td>\n",
" <td>1.000000</td>\n",
" <td>0.800000</td>\n",
" <td>0.000000</td>\n",
" <td>...</td>\n",
" <td>0.018919</td>\n",
" <td>0.000000</td>\n",
" <td>0.937838</td>\n",
" <td>0.213514</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.716216</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.983784</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>4965871</td>\n",
" <td>369</td>\n",
" <td>370</td>\n",
" <td>0.002703</td>\n",
" <td>0.997290</td>\n",
" <td>1.000000</td>\n",
" <td>0.728997</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.840108</td>\n",
" <td>...</td>\n",
" <td>0.972900</td>\n",
" <td>0.000000</td>\n",
" <td>0.994580</td>\n",
" <td>0.463415</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.983740</td>\n",
" <td>0.000000</td>\n",
" <td>0.972900</td>\n",
" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5</th>\n",
" <td>4965875</td>\n",
" <td>139</td>\n",
" <td>168</td>\n",
" <td>0.172619</td>\n",
" <td>0.510791</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.381295</td>\n",
" <td>...</td>\n",
" <td>0.683453</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.956835</td>\n",
" <td>0.215827</td>\n",
" <td>0.000000</td>\n",
" <td>0.208633</td>\n",
" <td>0.971223</td>\n",
" <td>1.000000</td>\n",
" <td>0.187050</td>\n",
" </tr>\n",
" <tr>\n",
" <th>6</th>\n",
" <td>4965876</td>\n",
" <td>2125</td>\n",
" <td>2766</td>\n",
" <td>0.231743</td>\n",
" <td>0.992471</td>\n",
" <td>0.989176</td>\n",
" <td>0.251765</td>\n",
" <td>0.996235</td>\n",
" <td>1.000000</td>\n",
" <td>0.001412</td>\n",
" <td>...</td>\n",
" <td>0.004235</td>\n",
" <td>0.000000</td>\n",
" <td>0.998118</td>\n",
" <td>0.872471</td>\n",
" <td>0.993882</td>\n",
" <td>0.000000</td>\n",
" <td>0.312941</td>\n",
" <td>0.014118</td>\n",
" <td>0.008471</td>\n",
" <td>0.992471</td>\n",
" </tr>\n",
" <tr>\n",
" <th>7</th>\n",
" <td>4965878</td>\n",
" <td>966</td>\n",
" <td>1000</td>\n",
" <td>0.034000</td>\n",
" <td>0.997930</td>\n",
" <td>0.000000</td>\n",
" <td>0.607660</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.959627</td>\n",
" <td>...</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.940994</td>\n",
" <td>0.913043</td>\n",
" <td>0.000000</td>\n",
" <td>0.903727</td>\n",
" <td>0.824017</td>\n",
" <td>1.000000</td>\n",
" <td>0.916149</td>\n",
" </tr>\n",
" <tr>\n",
" <th>8</th>\n",
" <td>4965879</td>\n",
" <td>456</td>\n",
" <td>728</td>\n",
" <td>0.373626</td>\n",
" <td>0.006579</td>\n",
" <td>0.414474</td>\n",
" <td>0.969298</td>\n",
" <td>0.633772</td>\n",
" <td>0.962719</td>\n",
" <td>0.989035</td>\n",
" <td>...</td>\n",
" <td>1.000000</td>\n",
" <td>0.017544</td>\n",
" <td>0.287281</td>\n",
" <td>0.315789</td>\n",
" <td>0.013158</td>\n",
" <td>0.006579</td>\n",
" <td>1.000000</td>\n",
" <td>0.017544</td>\n",
" <td>1.000000</td>\n",
" <td>0.013158</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9</th>\n",
" <td>4965884</td>\n",
" <td>567</td>\n",
" <td>754</td>\n",
" <td>0.248011</td>\n",
" <td>0.350970</td>\n",
" <td>0.223986</td>\n",
" <td>0.583774</td>\n",
" <td>0.992945</td>\n",
" <td>0.915344</td>\n",
" <td>0.708995</td>\n",
" <td>...</td>\n",
" <td>0.848325</td>\n",
" <td>0.000000</td>\n",
" <td>0.841270</td>\n",
" <td>0.238095</td>\n",
" <td>0.262787</td>\n",
" <td>0.000000</td>\n",
" <td>0.730159</td>\n",
" <td>0.370370</td>\n",
" <td>0.987654</td>\n",
" <td>0.151675</td>\n",
" </tr>\n",
" <tr>\n",
" <th>10</th>\n",
" <td>4965886</td>\n",
" <td>1069</td>\n",
" <td>1174</td>\n",
" <td>0.089438</td>\n",
" <td>0.881197</td>\n",
" <td>0.975678</td>\n",
" <td>0.282507</td>\n",
" <td>1.000000</td>\n",
" <td>0.941066</td>\n",
" <td>0.095416</td>\n",
" <td>...</td>\n",
" <td>0.064546</td>\n",
" <td>0.000000</td>\n",
" <td>0.865295</td>\n",
" <td>0.021515</td>\n",
" <td>0.999065</td>\n",
" <td>0.012161</td>\n",
" <td>0.139383</td>\n",
" <td>0.009355</td>\n",
" <td>0.029935</td>\n",
" <td>0.940131</td>\n",
" </tr>\n",
" <tr>\n",
" <th>11</th>\n",
" <td>4966558</td>\n",
" <td>158</td>\n",
" <td>163</td>\n",
" <td>0.030675</td>\n",
" <td>0.930380</td>\n",
" <td>0.981013</td>\n",
" <td>0.993671</td>\n",
" <td>1.000000</td>\n",
" <td>0.981013</td>\n",
" <td>1.000000</td>\n",
" <td>...</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.943038</td>\n",
" <td>0.797468</td>\n",
" <td>0.987342</td>\n",
" <td>0.512658</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.962025</td>\n",
" </tr>\n",
" <tr>\n",
" <th>12</th>\n",
" <td>4972728</td>\n",
" <td>14</td>\n",
" <td>25</td>\n",
" <td>0.440000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.142857</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.428571</td>\n",
" <td>0.000000</td>\n",
" <td>0.214286</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.642857</td>\n",
" </tr>\n",
" <tr>\n",
" <th>13</th>\n",
" <td>4972729</td>\n",
" <td>391</td>\n",
" <td>402</td>\n",
" <td>0.027363</td>\n",
" <td>1.000000</td>\n",
" <td>0.268542</td>\n",
" <td>0.000000</td>\n",
" <td>0.994885</td>\n",
" <td>1.000000</td>\n",
" <td>0.002558</td>\n",
" <td>...</td>\n",
" <td>0.918159</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.918159</td>\n",
" <td>0.000000</td>\n",
" <td>0.918159</td>\n",
" <td>0.005115</td>\n",
" <td>0.918159</td>\n",
" <td>0.918159</td>\n",
" </tr>\n",
" <tr>\n",
" <th>14</th>\n",
" <td>4972730</td>\n",
" <td>435</td>\n",
" <td>438</td>\n",
" <td>0.006849</td>\n",
" <td>1.000000</td>\n",
" <td>0.404598</td>\n",
" <td>0.820690</td>\n",
" <td>1.000000</td>\n",
" <td>0.995402</td>\n",
" <td>0.931034</td>\n",
" <td>...</td>\n",
" <td>1.000000</td>\n",
" <td>0.779310</td>\n",
" <td>0.404598</td>\n",
" <td>0.218391</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.921839</td>\n",
" <td>1.000000</td>\n",
" <td>0.977011</td>\n",
" </tr>\n",
" <tr>\n",
" <th>15</th>\n",
" <td>4976075</td>\n",
" <td>5</td>\n",
" <td>5</td>\n",
" <td>0.000000</td>\n",
" <td>0.400000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>...</td>\n",
" <td>0.400000</td>\n",
" <td>0.400000</td>\n",
" <td>0.800000</td>\n",
" <td>0.800000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.600000</td>\n",
" <td>0.200000</td>\n",
" <td>0.000000</td>\n",
" <td>0.400000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>16</th>\n",
" <td>4977566</td>\n",
" <td>5</td>\n",
" <td>6</td>\n",
" <td>0.166667</td>\n",
" <td>0.800000</td>\n",
" <td>0.800000</td>\n",
" <td>0.600000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>...</td>\n",
" <td>1.000000</td>\n",
" <td>0.200000</td>\n",
" <td>0.800000</td>\n",
" <td>0.800000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.800000</td>\n",
" <td>1.000000</td>\n",
" <td>0.800000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>17</th>\n",
" <td>4977601</td>\n",
" <td>1185</td>\n",
" <td>1186</td>\n",
" <td>0.000843</td>\n",
" <td>0.686920</td>\n",
" <td>0.234599</td>\n",
" <td>0.061603</td>\n",
" <td>1.000000</td>\n",
" <td>0.997468</td>\n",
" <td>0.771308</td>\n",
" <td>...</td>\n",
" <td>0.989873</td>\n",
" <td>0.952743</td>\n",
" <td>0.757806</td>\n",
" <td>0.756118</td>\n",
" <td>0.989873</td>\n",
" <td>0.000000</td>\n",
" <td>0.996624</td>\n",
" <td>0.984810</td>\n",
" <td>0.993249</td>\n",
" <td>0.637975</td>\n",
" </tr>\n",
" <tr>\n",
" <th>18</th>\n",
" <td>4981768</td>\n",
" <td>31</td>\n",
" <td>159</td>\n",
" <td>0.805031</td>\n",
" <td>0.516129</td>\n",
" <td>0.032258</td>\n",
" <td>0.032258</td>\n",
" <td>0.677419</td>\n",
" <td>0.967742</td>\n",
" <td>0.193548</td>\n",
" <td>...</td>\n",
" <td>0.322581</td>\n",
" <td>0.290323</td>\n",
" <td>0.774194</td>\n",
" <td>0.967742</td>\n",
" <td>0.225806</td>\n",
" <td>0.000000</td>\n",
" <td>0.193548</td>\n",
" <td>0.387097</td>\n",
" <td>0.516129</td>\n",
" <td>0.161290</td>\n",
" </tr>\n",
" <tr>\n",
" <th>19</th>\n",
" <td>5031245</td>\n",
" <td>2535</td>\n",
" <td>2716</td>\n",
" <td>0.066642</td>\n",
" <td>0.854438</td>\n",
" <td>0.880868</td>\n",
" <td>0.803945</td>\n",
" <td>1.000000</td>\n",
" <td>0.934517</td>\n",
" <td>0.874951</td>\n",
" <td>...</td>\n",
" <td>0.962919</td>\n",
" <td>0.879684</td>\n",
" <td>0.928205</td>\n",
" <td>0.000000</td>\n",
" <td>0.980276</td>\n",
" <td>0.072584</td>\n",
" <td>0.978698</td>\n",
" <td>0.940039</td>\n",
" <td>0.967258</td>\n",
" <td>0.867850</td>\n",
" </tr>\n",
" <tr>\n",
" <th>20</th>\n",
" <td>5031246</td>\n",
" <td>457</td>\n",
" <td>459</td>\n",
" <td>0.004357</td>\n",
" <td>0.989059</td>\n",
" <td>0.971554</td>\n",
" <td>0.831510</td>\n",
" <td>1.000000</td>\n",
" <td>0.667396</td>\n",
" <td>0.700219</td>\n",
" <td>...</td>\n",
" <td>0.844639</td>\n",
" <td>0.811816</td>\n",
" <td>0.982495</td>\n",
" <td>0.000000</td>\n",
" <td>0.997812</td>\n",
" <td>0.179431</td>\n",
" <td>0.919037</td>\n",
" <td>0.807440</td>\n",
" <td>0.842451</td>\n",
" <td>0.989059</td>\n",
" </tr>\n",
" <tr>\n",
" <th>21</th>\n",
" <td>5031249</td>\n",
" <td>2155</td>\n",
" <td>2295</td>\n",
" <td>0.061002</td>\n",
" <td>0.774014</td>\n",
" <td>0.826914</td>\n",
" <td>0.728074</td>\n",
" <td>0.999536</td>\n",
" <td>0.902552</td>\n",
" <td>0.816241</td>\n",
" <td>...</td>\n",
" <td>0.940603</td>\n",
" <td>0.848724</td>\n",
" <td>0.870998</td>\n",
" <td>0.000928</td>\n",
" <td>0.954060</td>\n",
" <td>0.129930</td>\n",
" <td>0.961949</td>\n",
" <td>0.915081</td>\n",
" <td>0.954524</td>\n",
" <td>0.794896</td>\n",
" </tr>\n",
" <tr>\n",
" <th>22</th>\n",
" <td>5031250</td>\n",
" <td>2</td>\n",
" <td>26</td>\n",
" <td>0.923077</td>\n",
" <td>1.000000</td>\n",
" <td>0.500000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>23</th>\n",
" <td>5031251</td>\n",
" <td>1</td>\n",
" <td>1</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>...</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>24</th>\n",
" <td>5031252</td>\n",
" <td>11</td>\n",
" <td>11</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>...</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.909091</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>25</th>\n",
" <td>5031253</td>\n",
" <td>6</td>\n",
" <td>6</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.333333</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>26</th>\n",
" <td>5031254</td>\n",
" <td>160</td>\n",
" <td>162</td>\n",
" <td>0.012346</td>\n",
" <td>0.925000</td>\n",
" <td>0.900000</td>\n",
" <td>0.831250</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.856250</td>\n",
" <td>...</td>\n",
" <td>0.906250</td>\n",
" <td>0.818750</td>\n",
" <td>0.956250</td>\n",
" <td>0.000000</td>\n",
" <td>0.987500</td>\n",
" <td>0.343750</td>\n",
" <td>0.906250</td>\n",
" <td>0.856250</td>\n",
" <td>0.906250</td>\n",
" <td>0.931250</td>\n",
" </tr>\n",
" <tr>\n",
" <th>27</th>\n",
" <td>5031255</td>\n",
" <td>27</td>\n",
" <td>27</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.962963</td>\n",
" <td>1.000000</td>\n",
" <td>...</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.888889</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>28</th>\n",
" <td>5031256</td>\n",
" <td>1</td>\n",
" <td>19</td>\n",
" <td>0.947368</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>29</th>\n",
" <td>5031257</td>\n",
" <td>5</td>\n",
" <td>5</td>\n",
" <td>0.000000</td>\n",
" <td>0.800000</td>\n",
" <td>0.800000</td>\n",
" <td>0.800000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.600000</td>\n",
" <td>...</td>\n",
" <td>0.800000</td>\n",
" <td>0.200000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.400000</td>\n",
" <td>0.600000</td>\n",
" <td>0.800000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33036</th>\n",
" <td>5097079</td>\n",
" <td>1</td>\n",
" <td>1</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>...</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33037</th>\n",
" <td>5097080</td>\n",
" <td>71</td>\n",
" <td>93</td>\n",
" <td>0.236559</td>\n",
" <td>0.239437</td>\n",
" <td>0.901408</td>\n",
" <td>0.929577</td>\n",
" <td>1.000000</td>\n",
" <td>0.267606</td>\n",
" <td>0.957746</td>\n",
" <td>...</td>\n",
" <td>0.971831</td>\n",
" <td>0.887324</td>\n",
" <td>0.000000</td>\n",
" <td>0.140845</td>\n",
" <td>0.887324</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.957746</td>\n",
" <td>0.957746</td>\n",
" <td>0.619718</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33038</th>\n",
" <td>5097081</td>\n",
" <td>1</td>\n",
" <td>73</td>\n",
" <td>0.986301</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>...</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33039</th>\n",
" <td>5097086</td>\n",
" <td>358</td>\n",
" <td>457</td>\n",
" <td>0.216630</td>\n",
" <td>0.508380</td>\n",
" <td>0.821229</td>\n",
" <td>0.717877</td>\n",
" <td>0.997207</td>\n",
" <td>0.611732</td>\n",
" <td>0.793296</td>\n",
" <td>...</td>\n",
" <td>0.759777</td>\n",
" <td>0.377095</td>\n",
" <td>0.519553</td>\n",
" <td>0.178771</td>\n",
" <td>0.921788</td>\n",
" <td>0.000000</td>\n",
" <td>0.960894</td>\n",
" <td>0.466480</td>\n",
" <td>0.578212</td>\n",
" <td>0.511173</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33040</th>\n",
" <td>5097087</td>\n",
" <td>44</td>\n",
" <td>774</td>\n",
" <td>0.943152</td>\n",
" <td>0.159091</td>\n",
" <td>0.727273</td>\n",
" <td>0.659091</td>\n",
" <td>0.977273</td>\n",
" <td>0.136364</td>\n",
" <td>0.795455</td>\n",
" <td>...</td>\n",
" <td>0.931818</td>\n",
" <td>0.931818</td>\n",
" <td>0.250000</td>\n",
" <td>0.227273</td>\n",
" <td>0.886364</td>\n",
" <td>0.000000</td>\n",
" <td>0.931818</td>\n",
" <td>0.931818</td>\n",
" <td>0.954545</td>\n",
" <td>0.500000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33041</th>\n",
" <td>5097090</td>\n",
" <td>502</td>\n",
" <td>614</td>\n",
" <td>0.182410</td>\n",
" <td>0.687251</td>\n",
" <td>0.750996</td>\n",
" <td>0.655378</td>\n",
" <td>1.000000</td>\n",
" <td>0.750996</td>\n",
" <td>0.794821</td>\n",
" <td>...</td>\n",
" <td>0.876494</td>\n",
" <td>0.541833</td>\n",
" <td>0.651394</td>\n",
" <td>0.310757</td>\n",
" <td>0.934263</td>\n",
" <td>0.227092</td>\n",
" <td>0.974104</td>\n",
" <td>0.619522</td>\n",
" <td>0.796813</td>\n",
" <td>0.711155</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33042</th>\n",
" <td>5097092</td>\n",
" <td>46</td>\n",
" <td>56</td>\n",
" <td>0.178571</td>\n",
" <td>0.978261</td>\n",
" <td>0.956522</td>\n",
" <td>0.956522</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.956522</td>\n",
" <td>...</td>\n",
" <td>0.978261</td>\n",
" <td>0.956522</td>\n",
" <td>1.000000</td>\n",
" <td>0.804348</td>\n",
" <td>0.978261</td>\n",
" <td>0.369565</td>\n",
" <td>0.956522</td>\n",
" <td>0.956522</td>\n",
" <td>0.956522</td>\n",
" <td>0.956522</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33043</th>\n",
" <td>5097093</td>\n",
" <td>67</td>\n",
" <td>73</td>\n",
" <td>0.082192</td>\n",
" <td>0.731343</td>\n",
" <td>0.805970</td>\n",
" <td>0.761194</td>\n",
" <td>1.000000</td>\n",
" <td>0.970149</td>\n",
" <td>0.820896</td>\n",
" <td>...</td>\n",
" <td>0.865672</td>\n",
" <td>0.761194</td>\n",
" <td>0.895522</td>\n",
" <td>0.805970</td>\n",
" <td>0.910448</td>\n",
" <td>0.164179</td>\n",
" <td>0.940299</td>\n",
" <td>0.791045</td>\n",
" <td>0.880597</td>\n",
" <td>0.776119</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33044</th>\n",
" <td>5097094</td>\n",
" <td>216</td>\n",
" <td>231</td>\n",
" <td>0.064935</td>\n",
" <td>0.939815</td>\n",
" <td>0.833333</td>\n",
" <td>0.597222</td>\n",
" <td>1.000000</td>\n",
" <td>0.967593</td>\n",
" <td>0.490741</td>\n",
" <td>...</td>\n",
" <td>0.689815</td>\n",
" <td>0.597222</td>\n",
" <td>0.944444</td>\n",
" <td>0.782407</td>\n",
" <td>0.962963</td>\n",
" <td>0.000000</td>\n",
" <td>0.833333</td>\n",
" <td>0.569444</td>\n",
" <td>0.671296</td>\n",
" <td>0.916667</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33045</th>\n",
" <td>5097097</td>\n",
" <td>12</td>\n",
" <td>216</td>\n",
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" <td>0.833333</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.750000</td>\n",
" <td>0.666667</td>\n",
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" <td>0.916667</td>\n",
" <td>0.750000</td>\n",
" <td>0.583333</td>\n",
" <td>0.166667</td>\n",
" <td>1.000000</td>\n",
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" <td>1.000000</td>\n",
" <td>0.666667</td>\n",
" <td>0.916667</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33046</th>\n",
" <td>5097098</td>\n",
" <td>237</td>\n",
" <td>241</td>\n",
" <td>0.016598</td>\n",
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" <td>0.890295</td>\n",
" <td>0.725738</td>\n",
" <td>1.000000</td>\n",
" <td>0.856540</td>\n",
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" <td>...</td>\n",
" <td>0.556962</td>\n",
" <td>0.092827</td>\n",
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" <td>0.177215</td>\n",
" <td>0.987342</td>\n",
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" <td>0.835443</td>\n",
" <td>0.109705</td>\n",
" <td>0.329114</td>\n",
" <td>0.936709</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33047</th>\n",
" <td>5097105</td>\n",
" <td>387</td>\n",
" <td>579</td>\n",
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" <td>0.524548</td>\n",
" <td>0.700258</td>\n",
" <td>0.589147</td>\n",
" <td>0.994832</td>\n",
" <td>0.622739</td>\n",
" <td>0.576227</td>\n",
" <td>...</td>\n",
" <td>0.741602</td>\n",
" <td>0.379845</td>\n",
" <td>0.524548</td>\n",
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" <td>0.881137</td>\n",
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" <td>0.894057</td>\n",
" <td>0.465116</td>\n",
" <td>0.625323</td>\n",
" <td>0.604651</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33048</th>\n",
" <td>5097106</td>\n",
" <td>583</td>\n",
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" <td>0.814751</td>\n",
" <td>0.840480</td>\n",
" <td>0.680961</td>\n",
" <td>0.998285</td>\n",
" <td>0.929674</td>\n",
" <td>0.778731</td>\n",
" <td>...</td>\n",
" <td>0.867925</td>\n",
" <td>0.655232</td>\n",
" <td>0.837050</td>\n",
" <td>0.459691</td>\n",
" <td>0.958834</td>\n",
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" <td>0.919383</td>\n",
" <td>0.797599</td>\n",
" <td>0.855918</td>\n",
" <td>0.843911</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33049</th>\n",
" <td>5097107</td>\n",
" <td>213</td>\n",
" <td>346</td>\n",
" <td>0.384393</td>\n",
" <td>0.854460</td>\n",
" <td>0.258216</td>\n",
" <td>0.051643</td>\n",
" <td>0.995305</td>\n",
" <td>0.981221</td>\n",
" <td>0.000000</td>\n",
" <td>...</td>\n",
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" <td>0.061033</td>\n",
" <td>0.882629</td>\n",
" <td>0.446009</td>\n",
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" <td>0.051643</td>\n",
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" <td>0.704225</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33050</th>\n",
" <td>5097108</td>\n",
" <td>70</td>\n",
" <td>114</td>\n",
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" <td>0.985714</td>\n",
" <td>0.985714</td>\n",
" <td>0.214286</td>\n",
" <td>0.971429</td>\n",
" <td>...</td>\n",
" <td>1.000000</td>\n",
" <td>0.928571</td>\n",
" <td>0.142857</td>\n",
" <td>0.100000</td>\n",
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" <td>0.985714</td>\n",
" <td>0.985714</td>\n",
" <td>1.000000</td>\n",
" <td>0.871429</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33051</th>\n",
" <td>5097109</td>\n",
" <td>1</td>\n",
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" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
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" <td>...</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
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" <td>1.000000</td>\n",
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" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33052</th>\n",
" <td>5097129</td>\n",
" <td>110</td>\n",
" <td>139</td>\n",
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" <td>0.863636</td>\n",
" <td>0.827273</td>\n",
" <td>1.000000</td>\n",
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" <td>0.772727</td>\n",
" <td>...</td>\n",
" <td>0.790909</td>\n",
" <td>0.727273</td>\n",
" <td>0.963636</td>\n",
" <td>0.972727</td>\n",
" <td>0.936364</td>\n",
" <td>0.009091</td>\n",
" <td>0.854545</td>\n",
" <td>0.763636</td>\n",
" <td>0.790909</td>\n",
" <td>0.900000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33053</th>\n",
" <td>5097130</td>\n",
" <td>196</td>\n",
" <td>201</td>\n",
" <td>0.024876</td>\n",
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" <td>0.923469</td>\n",
" <td>0.964286</td>\n",
" <td>0.994898</td>\n",
" <td>0.127551</td>\n",
" <td>0.974490</td>\n",
" <td>...</td>\n",
" <td>0.989796</td>\n",
" <td>0.892857</td>\n",
" <td>0.163265</td>\n",
" <td>0.096939</td>\n",
" <td>0.964286</td>\n",
" <td>0.561224</td>\n",
" <td>1.000000</td>\n",
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" <td>0.979592</td>\n",
" <td>0.857143</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33054</th>\n",
" <td>5097138</td>\n",
" <td>294</td>\n",
" <td>332</td>\n",
" <td>0.114458</td>\n",
" <td>0.931973</td>\n",
" <td>0.959184</td>\n",
" <td>0.969388</td>\n",
" <td>1.000000</td>\n",
" <td>0.173469</td>\n",
" <td>0.969388</td>\n",
" <td>...</td>\n",
" <td>0.976190</td>\n",
" <td>0.948980</td>\n",
" <td>0.258503</td>\n",
" <td>0.125850</td>\n",
" <td>0.969388</td>\n",
" <td>0.945578</td>\n",
" <td>0.996599</td>\n",
" <td>0.962585</td>\n",
" <td>0.976190</td>\n",
" <td>0.955782</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33055</th>\n",
" <td>5097139</td>\n",
" <td>22</td>\n",
" <td>28</td>\n",
" <td>0.214286</td>\n",
" <td>0.909091</td>\n",
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" <td>0.045455</td>\n",
" <td>0.045455</td>\n",
" <td>0.863636</td>\n",
" <td>0.545455</td>\n",
" <td>0.909091</td>\n",
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" <td>0.090909</td>\n",
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" <td>0.045455</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33056</th>\n",
" <td>5097140</td>\n",
" <td>14</td>\n",
" <td>14</td>\n",
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" <td>1.000000</td>\n",
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" <td>1.000000</td>\n",
" <td>0.785714</td>\n",
" <td>...</td>\n",
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" <td>0.428571</td>\n",
" <td>1.000000</td>\n",
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" <td>1.000000</td>\n",
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" <td>0.785714</td>\n",
" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33057</th>\n",
" <td>5097141</td>\n",
" <td>57</td>\n",
" <td>80</td>\n",
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" <td>0.000000</td>\n",
" <td>0.140351</td>\n",
" <td>0.052632</td>\n",
" <td>0.105263</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33058</th>\n",
" <td>5097142</td>\n",
" <td>35</td>\n",
" <td>89</td>\n",
" <td>0.606742</td>\n",
" <td>0.171429</td>\n",
" <td>0.342857</td>\n",
" <td>0.342857</td>\n",
" <td>0.971429</td>\n",
" <td>0.914286</td>\n",
" <td>0.742857</td>\n",
" <td>...</td>\n",
" <td>0.942857</td>\n",
" <td>0.657143</td>\n",
" <td>0.400000</td>\n",
" <td>0.457143</td>\n",
" <td>0.542857</td>\n",
" <td>0.200000</td>\n",
" <td>0.885714</td>\n",
" <td>0.914286</td>\n",
" <td>0.914286</td>\n",
" <td>0.257143</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33059</th>\n",
" <td>5097143</td>\n",
" <td>332</td>\n",
" <td>348</td>\n",
" <td>0.045977</td>\n",
" <td>0.975904</td>\n",
" <td>0.978916</td>\n",
" <td>0.918675</td>\n",
" <td>1.000000</td>\n",
" <td>0.993976</td>\n",
" <td>0.096386</td>\n",
" <td>...</td>\n",
" <td>0.861446</td>\n",
" <td>0.048193</td>\n",
" <td>0.993976</td>\n",
" <td>0.951807</td>\n",
" <td>1.000000</td>\n",
" <td>0.030120</td>\n",
" <td>0.966867</td>\n",
" <td>0.048193</td>\n",
" <td>0.641566</td>\n",
" <td>0.981928</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33060</th>\n",
" <td>5097144</td>\n",
" <td>1321</td>\n",
" <td>1692</td>\n",
" <td>0.219267</td>\n",
" <td>0.735049</td>\n",
" <td>0.137774</td>\n",
" <td>0.002271</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>...</td>\n",
" <td>0.369417</td>\n",
" <td>0.246026</td>\n",
" <td>0.631340</td>\n",
" <td>0.289932</td>\n",
" <td>0.994701</td>\n",
" <td>0.000000</td>\n",
" <td>0.738077</td>\n",
" <td>0.114307</td>\n",
" <td>0.377744</td>\n",
" <td>0.650265</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33061</th>\n",
" <td>5097145</td>\n",
" <td>53</td>\n",
" <td>336</td>\n",
" <td>0.842262</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.452830</td>\n",
" <td>0.981132</td>\n",
" <td>0.566038</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.037736</td>\n",
" <td>0.226415</td>\n",
" <td>0.018868</td>\n",
" <td>0.452830</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33062</th>\n",
" <td>5097147</td>\n",
" <td>705</td>\n",
" <td>729</td>\n",
" <td>0.032922</td>\n",
" <td>0.778723</td>\n",
" <td>0.890780</td>\n",
" <td>0.930496</td>\n",
" <td>0.998582</td>\n",
" <td>0.224113</td>\n",
" <td>0.933333</td>\n",
" <td>...</td>\n",
" <td>0.947518</td>\n",
" <td>0.879433</td>\n",
" <td>0.241135</td>\n",
" <td>0.117730</td>\n",
" <td>0.954610</td>\n",
" <td>0.106383</td>\n",
" <td>0.967376</td>\n",
" <td>0.920567</td>\n",
" <td>0.941844</td>\n",
" <td>0.846809</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33063</th>\n",
" <td>5097148</td>\n",
" <td>682</td>\n",
" <td>859</td>\n",
" <td>0.206054</td>\n",
" <td>0.708211</td>\n",
" <td>0.627566</td>\n",
" <td>0.344575</td>\n",
" <td>0.988270</td>\n",
" <td>0.909091</td>\n",
" <td>0.590909</td>\n",
" <td>...</td>\n",
" <td>0.762463</td>\n",
" <td>0.287390</td>\n",
" <td>0.785924</td>\n",
" <td>0.717009</td>\n",
" <td>0.900293</td>\n",
" <td>0.051320</td>\n",
" <td>0.870968</td>\n",
" <td>0.543988</td>\n",
" <td>0.702346</td>\n",
" <td>0.686217</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33064</th>\n",
" <td>5097149</td>\n",
" <td>116</td>\n",
" <td>175</td>\n",
" <td>0.337143</td>\n",
" <td>0.362069</td>\n",
" <td>0.560345</td>\n",
" <td>0.206897</td>\n",
" <td>1.000000</td>\n",
" <td>0.853448</td>\n",
" <td>0.517241</td>\n",
" <td>...</td>\n",
" <td>0.810345</td>\n",
" <td>0.362069</td>\n",
" <td>0.379310</td>\n",
" <td>0.594828</td>\n",
" <td>0.956897</td>\n",
" <td>0.008621</td>\n",
" <td>0.913793</td>\n",
" <td>0.612069</td>\n",
" <td>0.741379</td>\n",
" <td>0.482759</td>\n",
" </tr>\n",
" <tr>\n",
" <th>33065</th>\n",
" <td>5097150</td>\n",
" <td>2</td>\n",
" <td>25</td>\n",
" <td>0.920000</td>\n",
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" <td>0.500000</td>\n",
" <td>0.500000</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>33066 rows × 148 columns</p>\n",
"</div>"
],
"text/plain": [
" DF_UID non_null_cells n_cells fully_shaded_ratio mean_12_13h \\\n",
"0 4965782 5013 5159 0.028300 0.845601 \n",
"1 4965783 1487 1521 0.022354 0.995293 \n",
"2 4965784 254 294 0.136054 0.771654 \n",
"3 4965785 370 391 0.053708 0.970270 \n",
"4 4965871 369 370 0.002703 0.997290 \n",
"5 4965875 139 168 0.172619 0.510791 \n",
"6 4965876 2125 2766 0.231743 0.992471 \n",
"7 4965878 966 1000 0.034000 0.997930 \n",
"8 4965879 456 728 0.373626 0.006579 \n",
"9 4965884 567 754 0.248011 0.350970 \n",
"10 4965886 1069 1174 0.089438 0.881197 \n",
"11 4966558 158 163 0.030675 0.930380 \n",
"12 4972728 14 25 0.440000 1.000000 \n",
"13 4972729 391 402 0.027363 1.000000 \n",
"14 4972730 435 438 0.006849 1.000000 \n",
"15 4976075 5 5 0.000000 0.400000 \n",
"16 4977566 5 6 0.166667 0.800000 \n",
"17 4977601 1185 1186 0.000843 0.686920 \n",
"18 4981768 31 159 0.805031 0.516129 \n",
"19 5031245 2535 2716 0.066642 0.854438 \n",
"20 5031246 457 459 0.004357 0.989059 \n",
"21 5031249 2155 2295 0.061002 0.774014 \n",
"22 5031250 2 26 0.923077 1.000000 \n",
"23 5031251 1 1 0.000000 1.000000 \n",
"24 5031252 11 11 0.000000 1.000000 \n",
"25 5031253 6 6 0.000000 1.000000 \n",
"26 5031254 160 162 0.012346 0.925000 \n",
"27 5031255 27 27 0.000000 1.000000 \n",
"28 5031256 1 19 0.947368 0.000000 \n",
"29 5031257 5 5 0.000000 0.800000 \n",
"... ... ... ... ... ... \n",
"33036 5097079 1 1 0.000000 1.000000 \n",
"33037 5097080 71 93 0.236559 0.239437 \n",
"33038 5097081 1 73 0.986301 0.000000 \n",
"33039 5097086 358 457 0.216630 0.508380 \n",
"33040 5097087 44 774 0.943152 0.159091 \n",
"33041 5097090 502 614 0.182410 0.687251 \n",
"33042 5097092 46 56 0.178571 0.978261 \n",
"33043 5097093 67 73 0.082192 0.731343 \n",
"33044 5097094 216 231 0.064935 0.939815 \n",
"33045 5097097 12 216 0.944444 0.000000 \n",
"33046 5097098 237 241 0.016598 0.953586 \n",
"33047 5097105 387 579 0.331606 0.524548 \n",
"33048 5097106 583 622 0.062701 0.814751 \n",
"33049 5097107 213 346 0.384393 0.854460 \n",
"33050 5097108 70 114 0.385965 0.485714 \n",
"33051 5097109 1 4 0.750000 1.000000 \n",
"33052 5097129 110 139 0.208633 0.890909 \n",
"33053 5097130 196 201 0.024876 0.724490 \n",
"33054 5097138 294 332 0.114458 0.931973 \n",
"33055 5097139 22 28 0.214286 0.909091 \n",
"33056 5097140 14 14 0.000000 1.000000 \n",
"33057 5097141 57 80 0.287500 0.000000 \n",
"33058 5097142 35 89 0.606742 0.171429 \n",
"33059 5097143 332 348 0.045977 0.975904 \n",
"33060 5097144 1321 1692 0.219267 0.735049 \n",
"33061 5097145 53 336 0.842262 1.000000 \n",
"33062 5097147 705 729 0.032922 0.778723 \n",
"33063 5097148 682 859 0.206054 0.708211 \n",
"33064 5097149 116 175 0.337143 0.362069 \n",
"33065 5097150 2 25 0.920000 0.000000 \n",
"\n",
" mean_11_10h mean_01_09h mean_06_12h mean_05_16h mean_03_08h \\\n",
"0 0.897666 0.817475 0.999202 0.917415 0.854179 \n",
"1 0.997983 0.993948 1.000000 1.000000 0.710827 \n",
"2 0.968504 0.929134 1.000000 0.925197 0.003937 \n",
"3 0.986486 0.737838 1.000000 0.800000 0.000000 \n",
"4 1.000000 0.728997 1.000000 1.000000 0.840108 \n",
"5 0.000000 0.000000 1.000000 1.000000 0.381295 \n",
"6 0.989176 0.251765 0.996235 1.000000 0.001412 \n",
"7 0.000000 0.607660 1.000000 1.000000 0.959627 \n",
"8 0.414474 0.969298 0.633772 0.962719 0.989035 \n",
"9 0.223986 0.583774 0.992945 0.915344 0.708995 \n",
"10 0.975678 0.282507 1.000000 0.941066 0.095416 \n",
"11 0.981013 0.993671 1.000000 0.981013 1.000000 \n",
"12 0.000000 0.142857 1.000000 1.000000 0.000000 \n",
"13 0.268542 0.000000 0.994885 1.000000 0.002558 \n",
"14 0.404598 0.820690 1.000000 0.995402 0.931034 \n",
"15 0.000000 0.000000 1.000000 1.000000 0.000000 \n",
"16 0.800000 0.600000 1.000000 1.000000 1.000000 \n",
"17 0.234599 0.061603 1.000000 0.997468 0.771308 \n",
"18 0.032258 0.032258 0.677419 0.967742 0.193548 \n",
"19 0.880868 0.803945 1.000000 0.934517 0.874951 \n",
"20 0.971554 0.831510 1.000000 0.667396 0.700219 \n",
"21 0.826914 0.728074 0.999536 0.902552 0.816241 \n",
"22 0.500000 0.000000 1.000000 1.000000 0.000000 \n",
"23 1.000000 1.000000 1.000000 1.000000 1.000000 \n",
"24 1.000000 1.000000 1.000000 1.000000 1.000000 \n",
"25 1.000000 0.333333 1.000000 1.000000 0.000000 \n",
"26 0.900000 0.831250 1.000000 1.000000 0.856250 \n",
"27 1.000000 1.000000 1.000000 0.962963 1.000000 \n",
"28 0.000000 0.000000 1.000000 1.000000 0.000000 \n",
"29 0.800000 0.800000 1.000000 1.000000 0.600000 \n",
"... ... ... ... ... ... \n",
"33036 1.000000 1.000000 1.000000 0.000000 1.000000 \n",
"33037 0.901408 0.929577 1.000000 0.267606 0.957746 \n",
"33038 0.000000 0.000000 1.000000 1.000000 0.000000 \n",
"33039 0.821229 0.717877 0.997207 0.611732 0.793296 \n",
"33040 0.727273 0.659091 0.977273 0.136364 0.795455 \n",
"33041 0.750996 0.655378 1.000000 0.750996 0.794821 \n",
"33042 0.956522 0.956522 1.000000 1.000000 0.956522 \n",
"33043 0.805970 0.761194 1.000000 0.970149 0.820896 \n",
"33044 0.833333 0.597222 1.000000 0.967593 0.490741 \n",
"33045 0.833333 1.000000 1.000000 0.750000 0.666667 \n",
"33046 0.890295 0.725738 1.000000 0.856540 0.481013 \n",
"33047 0.700258 0.589147 0.994832 0.622739 0.576227 \n",
"33048 0.840480 0.680961 0.998285 0.929674 0.778731 \n",
"33049 0.258216 0.051643 0.995305 0.981221 0.000000 \n",
"33050 0.928571 0.985714 0.985714 0.214286 0.971429 \n",
"33051 1.000000 1.000000 1.000000 0.000000 1.000000 \n",
"33052 0.863636 0.827273 1.000000 1.000000 0.772727 \n",
"33053 0.923469 0.964286 0.994898 0.127551 0.974490 \n",
"33054 0.959184 0.969388 1.000000 0.173469 0.969388 \n",
"33055 0.000000 0.000000 1.000000 1.000000 0.000000 \n",
"33056 1.000000 1.000000 1.000000 1.000000 0.785714 \n",
"33057 0.000000 0.000000 1.000000 1.000000 0.035088 \n",
"33058 0.342857 0.342857 0.971429 0.914286 0.742857 \n",
"33059 0.978916 0.918675 1.000000 0.993976 0.096386 \n",
"33060 0.137774 0.002271 1.000000 1.000000 0.000000 \n",
"33061 0.000000 0.000000 1.000000 1.000000 0.000000 \n",
"33062 0.890780 0.930496 0.998582 0.224113 0.933333 \n",
"33063 0.627566 0.344575 0.988270 0.909091 0.590909 \n",
"33064 0.560345 0.206897 1.000000 0.853448 0.517241 \n",
"33065 0.500000 0.000000 1.000000 1.000000 0.500000 \n",
"\n",
" ... mean_08_08h mean_06_05h mean_02_15h mean_07_19h \\\n",
"0 ... 0.916218 0.772990 0.875524 0.547776 \n",
"1 ... 0.495629 0.000000 0.999328 0.774042 \n",
"2 ... 0.000000 0.000000 0.661417 0.110236 \n",
"3 ... 0.018919 0.000000 0.937838 0.213514 \n",
"4 ... 0.972900 0.000000 0.994580 0.463415 \n",
"5 ... 0.683453 0.000000 1.000000 0.956835 \n",
"6 ... 0.004235 0.000000 0.998118 0.872471 \n",
"7 ... 1.000000 0.000000 1.000000 0.940994 \n",
"8 ... 1.000000 0.017544 0.287281 0.315789 \n",
"9 ... 0.848325 0.000000 0.841270 0.238095 \n",
"10 ... 0.064546 0.000000 0.865295 0.021515 \n",
"11 ... 1.000000 1.000000 0.943038 0.797468 \n",
"12 ... 0.000000 0.000000 1.000000 1.000000 \n",
"13 ... 0.918159 0.000000 1.000000 1.000000 \n",
"14 ... 1.000000 0.779310 0.404598 0.218391 \n",
"15 ... 0.400000 0.400000 0.800000 0.800000 \n",
"16 ... 1.000000 0.200000 0.800000 0.800000 \n",
"17 ... 0.989873 0.952743 0.757806 0.756118 \n",
"18 ... 0.322581 0.290323 0.774194 0.967742 \n",
"19 ... 0.962919 0.879684 0.928205 0.000000 \n",
"20 ... 0.844639 0.811816 0.982495 0.000000 \n",
"21 ... 0.940603 0.848724 0.870998 0.000928 \n",
"22 ... 0.000000 0.000000 1.000000 0.000000 \n",
"23 ... 1.000000 1.000000 1.000000 0.000000 \n",
"24 ... 1.000000 1.000000 1.000000 0.000000 \n",
"25 ... 0.000000 0.000000 1.000000 0.000000 \n",
"26 ... 0.906250 0.818750 0.956250 0.000000 \n",
"27 ... 1.000000 1.000000 0.888889 0.000000 \n",
"28 ... 0.000000 0.000000 0.000000 0.000000 \n",
"29 ... 0.800000 0.200000 1.000000 0.000000 \n",
"... ... ... ... ... ... \n",
"33036 ... 1.000000 1.000000 0.000000 0.000000 \n",
"33037 ... 0.971831 0.887324 0.000000 0.140845 \n",
"33038 ... 1.000000 0.000000 0.000000 1.000000 \n",
"33039 ... 0.759777 0.377095 0.519553 0.178771 \n",
"33040 ... 0.931818 0.931818 0.250000 0.227273 \n",
"33041 ... 0.876494 0.541833 0.651394 0.310757 \n",
"33042 ... 0.978261 0.956522 1.000000 0.804348 \n",
"33043 ... 0.865672 0.761194 0.895522 0.805970 \n",
"33044 ... 0.689815 0.597222 0.944444 0.782407 \n",
"33045 ... 0.916667 0.750000 0.583333 0.166667 \n",
"33046 ... 0.556962 0.092827 0.928270 0.177215 \n",
"33047 ... 0.741602 0.379845 0.524548 0.320413 \n",
"33048 ... 0.867925 0.655232 0.837050 0.459691 \n",
"33049 ... 0.000000 0.061033 0.882629 0.446009 \n",
"33050 ... 1.000000 0.928571 0.142857 0.100000 \n",
"33051 ... 1.000000 1.000000 0.000000 1.000000 \n",
"33052 ... 0.790909 0.727273 0.963636 0.972727 \n",
"33053 ... 0.989796 0.892857 0.163265 0.096939 \n",
"33054 ... 0.976190 0.948980 0.258503 0.125850 \n",
"33055 ... 0.045455 0.045455 0.863636 0.545455 \n",
"33056 ... 0.857143 0.428571 1.000000 0.571429 \n",
"33057 ... 0.122807 0.070175 1.000000 1.000000 \n",
"33058 ... 0.942857 0.657143 0.400000 0.457143 \n",
"33059 ... 0.861446 0.048193 0.993976 0.951807 \n",
"33060 ... 0.369417 0.246026 0.631340 0.289932 \n",
"33061 ... 0.000000 0.452830 0.981132 0.566038 \n",
"33062 ... 0.947518 0.879433 0.241135 0.117730 \n",
"33063 ... 0.762463 0.287390 0.785924 0.717009 \n",
"33064 ... 0.810345 0.362069 0.379310 0.594828 \n",
"33065 ... 1.000000 0.500000 0.000000 0.500000 \n",
"\n",
" mean_03_12h mean_10_06h mean_04_09h mean_06_06h mean_06_07h \\\n",
"0 0.968083 0.195691 0.945741 0.859964 0.906443 \n",
"1 1.000000 0.193679 0.994620 0.000000 0.037660 \n",
"2 0.996063 0.000000 0.149606 0.000000 0.000000 \n",
"3 1.000000 0.000000 0.716216 0.000000 0.000000 \n",
"4 1.000000 0.000000 0.983740 0.000000 0.972900 \n",
"5 0.215827 0.000000 0.208633 0.971223 1.000000 \n",
"6 0.993882 0.000000 0.312941 0.014118 0.008471 \n",
"7 0.913043 0.000000 0.903727 0.824017 1.000000 \n",
"8 0.013158 0.006579 1.000000 0.017544 1.000000 \n",
"9 0.262787 0.000000 0.730159 0.370370 0.987654 \n",
"10 0.999065 0.012161 0.139383 0.009355 0.029935 \n",
"11 0.987342 0.512658 1.000000 1.000000 1.000000 \n",
"12 0.428571 0.000000 0.214286 0.000000 0.000000 \n",
"13 0.918159 0.000000 0.918159 0.005115 0.918159 \n",
"14 1.000000 0.000000 1.000000 0.921839 1.000000 \n",
"15 1.000000 0.000000 0.600000 0.200000 0.000000 \n",
"16 1.000000 0.000000 1.000000 0.800000 1.000000 \n",
"17 0.989873 0.000000 0.996624 0.984810 0.993249 \n",
"18 0.225806 0.000000 0.193548 0.387097 0.516129 \n",
"19 0.980276 0.072584 0.978698 0.940039 0.967258 \n",
"20 0.997812 0.179431 0.919037 0.807440 0.842451 \n",
"21 0.954060 0.129930 0.961949 0.915081 0.954524 \n",
"22 1.000000 0.000000 0.000000 0.000000 0.000000 \n",
"23 1.000000 1.000000 1.000000 1.000000 1.000000 \n",
"24 1.000000 0.909091 1.000000 1.000000 1.000000 \n",
"25 1.000000 0.000000 0.000000 0.000000 0.000000 \n",
"26 0.987500 0.343750 0.906250 0.856250 0.906250 \n",
"27 1.000000 1.000000 1.000000 1.000000 1.000000 \n",
"28 1.000000 0.000000 0.000000 0.000000 0.000000 \n",
"29 1.000000 0.000000 1.000000 0.400000 0.600000 \n",
"... ... ... ... ... ... \n",
"33036 1.000000 0.000000 1.000000 1.000000 1.000000 \n",
"33037 0.887324 0.000000 1.000000 0.957746 0.957746 \n",
"33038 1.000000 0.000000 1.000000 0.000000 1.000000 \n",
"33039 0.921788 0.000000 0.960894 0.466480 0.578212 \n",
"33040 0.886364 0.000000 0.931818 0.931818 0.954545 \n",
"33041 0.934263 0.227092 0.974104 0.619522 0.796813 \n",
"33042 0.978261 0.369565 0.956522 0.956522 0.956522 \n",
"33043 0.910448 0.164179 0.940299 0.791045 0.880597 \n",
"33044 0.962963 0.000000 0.833333 0.569444 0.671296 \n",
"33045 1.000000 0.000000 1.000000 0.666667 0.916667 \n",
"33046 0.987342 0.000000 0.835443 0.109705 0.329114 \n",
"33047 0.881137 0.000000 0.894057 0.465116 0.625323 \n",
"33048 0.958834 0.000000 0.919383 0.797599 0.855918 \n",
"33049 0.816901 0.000000 0.000000 0.051643 0.000000 \n",
"33050 0.985714 0.000000 0.985714 0.985714 1.000000 \n",
"33051 1.000000 0.000000 1.000000 1.000000 1.000000 \n",
"33052 0.936364 0.009091 0.854545 0.763636 0.790909 \n",
"33053 0.964286 0.561224 1.000000 0.938776 0.979592 \n",
"33054 0.969388 0.945578 0.996599 0.962585 0.976190 \n",
"33055 0.909091 0.000000 0.090909 0.000000 0.045455 \n",
"33056 1.000000 0.642857 1.000000 0.785714 0.785714 \n",
"33057 0.859649 0.000000 0.140351 0.052632 0.105263 \n",
"33058 0.542857 0.200000 0.885714 0.914286 0.914286 \n",
"33059 1.000000 0.030120 0.966867 0.048193 0.641566 \n",
"33060 0.994701 0.000000 0.738077 0.114307 0.377744 \n",
"33061 1.000000 0.000000 0.037736 0.226415 0.018868 \n",
"33062 0.954610 0.106383 0.967376 0.920567 0.941844 \n",
"33063 0.900293 0.051320 0.870968 0.543988 0.702346 \n",
"33064 0.956897 0.008621 0.913793 0.612069 0.741379 \n",
"33065 1.000000 0.000000 1.000000 0.500000 0.500000 \n",
"\n",
" mean_12_12h \n",
"0 0.870138 \n",
"1 0.996638 \n",
"2 0.948819 \n",
"3 0.983784 \n",
"4 1.000000 \n",
"5 0.187050 \n",
"6 0.992471 \n",
"7 0.916149 \n",
"8 0.013158 \n",
"9 0.151675 \n",
"10 0.940131 \n",
"11 0.962025 \n",
"12 0.642857 \n",
"13 0.918159 \n",
"14 0.977011 \n",
"15 0.400000 \n",
"16 0.800000 \n",
"17 0.637975 \n",
"18 0.161290 \n",
"19 0.867850 \n",
"20 0.989059 \n",
"21 0.794896 \n",
"22 1.000000 \n",
"23 1.000000 \n",
"24 1.000000 \n",
"25 1.000000 \n",
"26 0.931250 \n",
"27 1.000000 \n",
"28 0.000000 \n",
"29 0.800000 \n",
"... ... \n",
"33036 1.000000 \n",
"33037 0.619718 \n",
"33038 0.000000 \n",
"33039 0.511173 \n",
"33040 0.500000 \n",
"33041 0.711155 \n",
"33042 0.956522 \n",
"33043 0.776119 \n",
"33044 0.916667 \n",
"33045 0.000000 \n",
"33046 0.936709 \n",
"33047 0.604651 \n",
"33048 0.843911 \n",
"33049 0.704225 \n",
"33050 0.871429 \n",
"33051 1.000000 \n",
"33052 0.900000 \n",
"33053 0.857143 \n",
"33054 0.955782 \n",
"33055 0.045455 \n",
"33056 1.000000 \n",
"33057 0.000000 \n",
"33058 0.257143 \n",
"33059 0.981928 \n",
"33060 0.650265 \n",
"33061 0.452830 \n",
"33062 0.846809 \n",
"33063 0.686217 \n",
"33064 0.482759 \n",
"33065 0.500000 \n",
"\n",
"[33066 rows x 148 columns]"
]
},
"execution_count": 24,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"shading_40"
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support.' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option)\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
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\" width=\"640\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"column = 'mean_01_10h'\n",
"\n",
"# raw data\n",
"plt.figure()\n",
"bins=25\n",
"plt.hist(shading_40_2m[column], range=(0,1), bins=bins, facecolor='r',edgecolor='r', alpha=0.2, density=True, label = '2m DOM res.')\n",
"plt.hist(shading_40[column], range=(0,1), bins=bins, density=True, facecolor='g', alpha=0.2, edgecolor='g', label = '50cm DOM res.')\n",
"# prediction_hist = plt.hist(y_val, bins=bins, range=(0,1), density=True, facecolor='g', alpha=0.2, edgecolor='g', label = 'RF - validation')\n",
"plt.legend()\n",
"plt.title('Distribution of partly shading factor (January, 10AM)')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 67,
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support.' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option)\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\" width=\"640\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.figure()\n",
"bins=25\n",
"#plt.figure()\n",
"#plt.scatter(var.NEIGUNG, var.AUSRICHTUN, c=np.log(var.mean_01_10h_rel_diff), s=3, vmin=-0.1, vmax=0.1)\n",
"horizon_2m_hist = plt.hist(horizon_2m.mean_01_10h, bins=bins, alpha=0.5, density=True)\n",
"horizon_50cm_hist = plt.hist(horizon_50cm.mean_01_10h,bins=bins, density=True, facecolor='r', alpha=0.2, edgecolor='r')\n",
"#plt.colorbar()\n",
"#plt.xlabel('tilt')\n",
"#plt.ylabel('orientation')\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 68,
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support.' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option)\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
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"output_type": "display_data"
},
{
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\" width=\"640\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"plt.figure()\n",
"horizon_compare.mean_01_10h_diff.hist(bins=100, range =(-1,1), density=False)\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 69,
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support.' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option)\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>')\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\" 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],
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"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"Text(0,0.5,'tile')"
]
},
"execution_count": 69,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"var = horizon_compare\n",
"plt.figure()\n",
"plt.scatter(var.FLAECHE, var.NEIGUNG, c = abs(var.mean_01_10h_diff), s=3)\n",
"plt.xlabel('area')\n",
"plt.ylabel('tile')"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"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": "3.6.7"
+ "version": "3.7.7"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
diff --git a/Shading/shading biases.ipynb b/Shading/shading biases.ipynb
index 67ca83e..8113a81 100644
--- a/Shading/shading biases.ipynb
+++ b/Shading/shading biases.ipynb
@@ -1,5205 +1,5205 @@
{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import numpy as np\n",
"import pandas as pd\n",
"import xarray as xr\n",
"\n",
"from partly_shading_conversion import combine_partly_shading_from_file\n",
"\n",
"%matplotlib notebook\n",
"import matplotlib.pyplot as plt\n",
"\n",
"import sys\n",
"import os"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"path = '/work/hyenergy/output/solar_potential/geographic_potential/available_area/shading_stats'"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Compute bias and save data"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"GVA_2m = pd.read_csv( os.path.join(path, 'GVA_shading_2m.csv') )\n",
"GVA_50cm = pd.read_csv( os.path.join(path, 'GVA_shading.csv') )\n",
"# CH_2m = pd.read_csv( os.path.join(path, 'CH_shading_all_replaced.csv') )"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
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" vertical-align: top;\n",
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"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>DF_UID</th>\n",
" <th>non_null_cells</th>\n",
" <th>n_cells</th>\n",
" <th>fully_shaded_ratio</th>\n",
" <th>mean_12_13h</th>\n",
" <th>mean_1_16h</th>\n",
" <th>mean_11_10h</th>\n",
" <th>mean_7_15h</th>\n",
" <th>mean_6_18h</th>\n",
" <th>mean_6_10h</th>\n",
" <th>...</th>\n",
" <th>mean_11_12h</th>\n",
" <th>mean_9_11h</th>\n",
" <th>mean_5_6h</th>\n",
" <th>mean_8_16h</th>\n",
" <th>mean_9_9h</th>\n",
" <th>mean_2_16h</th>\n",
" <th>mean_5_10h</th>\n",
" <th>mean_4_8h</th>\n",
" <th>mean_8_12h</th>\n",
" <th>mean_12_12h</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
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" <td>4879560</td>\n",
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" <td>0.5</td>\n",
" <td>1.000000</td>\n",
" <td>0.0</td>\n",
" <td>1.000000</td>\n",
" <td>1.0</td>\n",
" <td>0.0</td>\n",
" <td>1.0</td>\n",
" <td>0.85</td>\n",
" <td>1.0</td>\n",
" <td>0.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>4879561</td>\n",
" <td>5</td>\n",
" <td>9</td>\n",
" <td>0.444444</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>1.000000</td>\n",
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" <td>1.0</td>\n",
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" <td>0.0</td>\n",
" <td>1.000000</td>\n",
" <td>0.8</td>\n",
" <td>0.000000</td>\n",
" <td>1.0</td>\n",
" <td>0.0</td>\n",
" <td>1.0</td>\n",
" <td>1.00</td>\n",
" <td>1.0</td>\n",
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" <td>1.0</td>\n",
" <td>1.00</td>\n",
" <td>1.0</td>\n",
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" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>4879563</td>\n",
" <td>3</td>\n",
" <td>6</td>\n",
" <td>0.500000</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.666667</td>\n",
" <td>0.0</td>\n",
" <td>1.0</td>\n",
" <td>...</td>\n",
" <td>0.0</td>\n",
" <td>0.666667</td>\n",
" <td>1.0</td>\n",
" <td>0.333333</td>\n",
" <td>1.0</td>\n",
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" <td>1.0</td>\n",
" <td>1.00</td>\n",
" <td>1.0</td>\n",
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" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>4879564</td>\n",
" <td>5</td>\n",
" <td>9</td>\n",
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" DF_UID non_null_cells n_cells fully_shaded_ratio mean_12_13h \\\n",
"0 4879560 20 20 0.000000 0.0 \n",
"1 4879561 5 9 0.444444 0.0 \n",
"2 4879562 14 15 0.066667 0.0 \n",
"3 4879563 3 6 0.500000 0.0 \n",
"4 4879564 5 9 0.444444 0.0 \n",
"\n",
" mean_1_16h mean_11_10h mean_7_15h mean_6_18h mean_6_10h ... \\\n",
"0 0.0 0.9 1.000000 0.5 1.0 ... \n",
"1 0.0 0.0 1.000000 0.0 1.0 ... \n",
"2 0.0 0.0 1.000000 0.0 1.0 ... \n",
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"\n",
" mean_11_12h mean_9_11h mean_5_6h mean_8_16h mean_9_9h mean_2_16h \\\n",
"0 0.5 1.000000 0.0 1.000000 1.0 0.0 \n",
"1 0.0 1.000000 0.8 0.000000 1.0 0.0 \n",
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"3 0.0 0.666667 1.0 0.333333 1.0 0.0 \n",
"4 0.0 1.000000 1.0 0.000000 1.0 0.0 \n",
"\n",
" mean_5_10h mean_4_8h mean_8_12h mean_12_12h \n",
"0 1.0 0.85 1.0 0.0 \n",
"1 1.0 1.00 1.0 0.0 \n",
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"\n",
"[5 rows x 150 columns]"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"GVA_2m.head()"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
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"text/plain": [
" DF_UID non_null_cells n_cells fully_shaded_ratio mean_12_13h \\\n",
"0 4817081 406 406 0.0 1.0 \n",
"1 4817082 432 432 0.0 1.0 \n",
"2 4817083 423 423 0.0 1.0 \n",
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"4 4817085 535 535 0.0 1.0 \n",
"\n",
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"0 1.0 1.0 1.0 1.0 1.0 ... \n",
"1 1.0 1.0 1.0 1.0 1.0 ... \n",
"2 1.0 1.0 1.0 1.0 1.0 ... \n",
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"4 1.0 1.0 1.0 1.0 1.0 1.0 \n",
"\n",
" mean_5_10h mean_4_8h mean_8_12h mean_12_12h \n",
"0 1.0 1.0 1.0 1.0 \n",
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"3 1.0 1.0 1.0 1.0 \n",
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},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"GVA_50cm.head()"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"GVA_2m = GVA_2m.drop_duplicates( subset = 'DF_UID', keep = False )\n",
"GVA_50cm = GVA_50cm.drop_duplicates( subset = 'DF_UID', keep = False )"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
"DF_UIDs = GVA_2m[['DF_UID']].merge( GVA_50cm[['DF_UID']], on = 'DF_UID', how = 'inner' ).DF_UID.values"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"GVA_2m_sel = GVA_2m[ GVA_2m.DF_UID.isin( DF_UIDs ) ].sort_values('DF_UID').set_index('DF_UID')\n",
"GVA_50cm_sel = GVA_50cm[ GVA_50cm.DF_UID.isin( DF_UIDs ) ].sort_values('DF_UID').set_index('DF_UID')"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
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" non_null_cells n_cells fully_shaded_ratio mean_12_13h mean_1_16h \\\n",
"DF_UID \n",
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"4817085 34 34 0.0 1.0 0.117647 \n",
"\n",
" mean_11_10h mean_7_15h mean_6_18h mean_6_10h mean_1_8h \\\n",
"DF_UID \n",
"4817081 1.0 1.0 1.000000 1.0 0.642857 \n",
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"4817085 1.0 1.0 1.000000 1.0 0.000000 \n",
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" ... mean_11_12h mean_9_11h mean_5_6h mean_8_16h \\\n",
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" mean_9_9h mean_2_16h mean_5_10h mean_4_8h mean_8_12h mean_12_12h \n",
"DF_UID \n",
"4817081 1.0 1.00 1.0 1.0 1.0 1.0 \n",
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"4817085 1.0 1.00 1.0 1.0 1.0 1.0 \n",
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"[5 rows x 149 columns]"
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},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"GVA_2m_sel.head()"
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},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
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"text/plain": [
" non_null_cells n_cells fully_shaded_ratio mean_12_13h mean_1_16h \\\n",
"DF_UID \n",
"4817081 406 406 0.0 1.0 1.0 \n",
"4817082 432 432 0.0 1.0 1.0 \n",
"4817083 423 423 0.0 1.0 1.0 \n",
"4817084 419 419 0.0 1.0 1.0 \n",
"4817085 535 535 0.0 1.0 1.0 \n",
"\n",
" mean_11_10h mean_7_15h mean_6_18h mean_6_10h mean_1_8h \\\n",
"DF_UID \n",
"4817081 1.0 1.0 1.0 1.0 1.0 \n",
"4817082 1.0 1.0 1.0 1.0 1.0 \n",
"4817083 1.0 1.0 1.0 1.0 1.0 \n",
"4817084 1.0 1.0 1.0 1.0 1.0 \n",
"4817085 1.0 1.0 1.0 1.0 1.0 \n",
"\n",
" ... mean_11_12h mean_9_11h mean_5_6h mean_8_16h \\\n",
"DF_UID ... \n",
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"\n",
" mean_9_9h mean_2_16h mean_5_10h mean_4_8h mean_8_12h mean_12_12h \n",
"DF_UID \n",
"4817081 1.0 1.0 1.0 1.0 1.0 1.0 \n",
"4817082 1.0 1.0 1.0 1.0 1.0 1.0 \n",
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"4817085 1.0 1.0 1.0 1.0 1.0 1.0 \n",
"\n",
"[5 rows x 149 columns]"
]
},
"execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"GVA_50cm_sel.head()"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"GVA_diff = GVA_2m_sel - GVA_50cm_sel"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
"data": {
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" non_null_cells n_cells fully_shaded_ratio mean_12_13h mean_1_16h \\\n",
"DF_UID \n",
"4817081 -378 -378 0.0 0.0 -1.000000 \n",
"4817082 -406 -406 0.0 0.0 -1.000000 \n",
"4817083 -398 -398 0.0 0.0 -0.960000 \n",
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"4817085 -501 -501 0.0 0.0 -0.882353 \n",
"\n",
" mean_11_10h mean_7_15h mean_6_18h mean_6_10h mean_1_8h \\\n",
"DF_UID \n",
"4817081 0.0 0.0 0.000000 0.0 -0.357143 \n",
"4817082 0.0 0.0 -0.076923 0.0 -0.076923 \n",
"4817083 0.0 0.0 0.000000 0.0 -0.120000 \n",
"4817084 0.0 0.0 0.000000 0.0 -0.120000 \n",
"4817085 0.0 0.0 0.000000 0.0 -1.000000 \n",
"\n",
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"\n",
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"DF_UID \n",
"4817081 0.0 0.00 0.0 0.0 0.0 0.0 \n",
"4817082 0.0 0.00 0.0 0.0 0.0 0.0 \n",
"4817083 0.0 -0.56 0.0 0.0 0.0 0.0 \n",
"4817084 0.0 -0.88 0.0 0.0 0.0 0.0 \n",
"4817085 0.0 0.00 0.0 0.0 0.0 0.0 \n",
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},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"GVA_diff.head()"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"non_null_cells 260.042553\n",
"n_cells 299.054256\n",
"fully_shaded_ratio 0.124326\n",
"mean_12_13h 0.224356\n",
"mean_1_16h 0.175100\n",
"mean_11_10h 0.193199\n",
"mean_7_15h 0.073547\n",
"mean_6_18h 0.238710\n",
"mean_6_10h 0.010725\n",
"mean_1_8h 0.201362\n",
"mean_7_17h 0.202668\n",
"mean_12_10h 0.217683\n",
"mean_12_11h 0.205356\n",
"mean_3_13h 0.086446\n",
"mean_8_10h 0.026414\n",
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"mean_6_17h 0.200600\n",
"mean_6_16h 0.122232\n",
"mean_11_15h 0.228481\n",
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"mean_8_13h 0.020955\n",
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"mean_6_8h 0.087082\n",
"mean_9_13h 0.057460\n",
"mean_11_7h 0.185346\n",
" ... \n",
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"mean_9_16h 0.229111\n",
"mean_5_13h 0.014399\n",
"mean_1_12h 0.192886\n",
"mean_9_7h 0.201452\n",
"mean_5_15h 0.087393\n",
"mean_7_13h 0.010038\n",
"mean_3_11h 0.066944\n",
"mean_4_13h 0.031316\n",
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"mean_2_15h 0.218825\n",
"mean_4_18h 0.196960\n",
"mean_6_19h 0.207295\n",
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"mean_8_16h 0.165952\n",
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"mean_4_8h 0.133416\n",
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},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"abs(GVA_diff).mean()"
]
},
{
"cell_type": "code",
"execution_count": 31,
"metadata": {},
"outputs": [],
"source": [
"GVA_diff.to_csv( os.path.join(path, 'GVA_bias_2m-50cm.csv') )"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/home/walch/miniconda3/envs/py3/lib/python3.6/site-packages/pandas/core/indexing.py:362: SettingWithCopyWarning: \n",
"A value is trying to be set on a copy of a slice from a DataFrame.\n",
"Try using .loc[row_indexer,col_indexer] = value instead\n",
"\n",
"See the caveats in the documentation: http://pandas.pydata.org/pandas-docs/stable/indexing.html#indexing-view-versus-copy\n",
" self.obj[key] = _infer_fill_value(value)\n",
"/home/walch/miniconda3/envs/py3/lib/python3.6/site-packages/pandas/core/indexing.py:630: SettingWithCopyWarning: \n",
"A value is trying to be set on a copy of a slice from a DataFrame.\n",
"Try using .loc[row_indexer,col_indexer] = value instead\n",
"\n",
"See the caveats in the documentation: http://pandas.pydata.org/pandas-docs/stable/indexing.html#indexing-view-versus-copy\n",
" self.obj[item_labels[indexer[info_axis]]] = value\n"
]
}
],
"source": [
"GVA_diff_partly = GVA_diff[[]]\n",
"\n",
"for col in GVA_diff.columns:\n",
" col_parts = col.split('_')\n",
" if col_parts[0] == 'mean':\n",
" timestamp = pd.to_datetime('2001-%s-15 %s' %(col_parts[1], col_parts[2]))\n",
" GVA_diff_partly.loc[:, timestamp ] = GVA_diff[ col ]\n",
" # bias_categories.rename({ col : timestamp }, axis = 1)\n",
" \n",
"GVA_diff_partly = GVA_diff_partly.sort_index(axis = 1)"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [
{
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" <th>2001-12-15 09:00:00</th>\n",
" <th>2001-12-15 10:00:00</th>\n",
" <th>2001-12-15 11:00:00</th>\n",
" <th>2001-12-15 12:00:00</th>\n",
" <th>2001-12-15 13:00:00</th>\n",
" <th>2001-12-15 14:00:00</th>\n",
" <th>2001-12-15 15:00:00</th>\n",
" </tr>\n",
" <tr>\n",
" <th>DF_UID</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>4817081</th>\n",
" <td>0.357143</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.464286</td>\n",
" <td>0.035714</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.678571</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817082</th>\n",
" <td>0.076923</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.076923</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
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" <td>0.000000</td>\n",
" <td>0.615385</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
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" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817083</th>\n",
" <td>0.120000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.800000</td>\n",
" <td>0.960000</td>\n",
" <td>1.000000</td>\n",
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" <td>0.000000</td>\n",
" <td>0.200000</td>\n",
" <td>0.480000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.680000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817084</th>\n",
" <td>0.120000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.400000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.320000</td>\n",
" <td>0.320000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.480000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817085</th>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.882353</td>\n",
" <td>1.000000</td>\n",
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" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.970588</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.735294</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817086</th>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.851852</td>\n",
" <td>1.000000</td>\n",
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" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817087</th>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.419355</td>\n",
" <td>0.967742</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817088</th>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.964286</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817089</th>\n",
" <td>1.000000</td>\n",
" <td>0.875000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.875000</td>\n",
" <td>0.875000</td>\n",
" <td>0.750000</td>\n",
" <td>0.750000</td>\n",
" <td>0.750000</td>\n",
" <td>1.000000</td>\n",
" <td>...</td>\n",
" <td>0.750000</td>\n",
" <td>0.750000</td>\n",
" <td>0.875000</td>\n",
" <td>0.875000</td>\n",
" <td>1.000000</td>\n",
" <td>0.875000</td>\n",
" <td>0.875000</td>\n",
" <td>0.875000</td>\n",
" <td>0.750000</td>\n",
" <td>0.750000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817091</th>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817092</th>\n",
" <td>0.176471</td>\n",
" <td>0.117647</td>\n",
" <td>0.058824</td>\n",
" <td>0.058824</td>\n",
" <td>0.058824</td>\n",
" <td>0.058824</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.117647</td>\n",
" <td>0.529412</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.176471</td>\n",
" <td>0.117647</td>\n",
" <td>0.058824</td>\n",
" <td>0.058824</td>\n",
" <td>0.058824</td>\n",
" <td>0.058824</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817093</th>\n",
" <td>1.000000</td>\n",
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" <td>0.666667</td>\n",
" <td>0.611111</td>\n",
" <td>0.666667</td>\n",
" <td>0.444444</td>\n",
" <td>0.555556</td>\n",
" <td>0.666667</td>\n",
" <td>1.000000</td>\n",
" <td>...</td>\n",
" <td>0.444444</td>\n",
" <td>0.555556</td>\n",
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" <td>0.777778</td>\n",
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" <td>0.666667</td>\n",
" <td>0.666667</td>\n",
" <td>0.555556</td>\n",
" <td>0.611111</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817094</th>\n",
" <td>0.466667</td>\n",
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" <td>0.866667</td>\n",
" <td>0.933333</td>\n",
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" <td>...</td>\n",
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" <td>0.533333</td>\n",
" <td>0.733333</td>\n",
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" </tr>\n",
" <tr>\n",
" <th>4817095</th>\n",
" <td>0.050000</td>\n",
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" <tr>\n",
" <th>4817096</th>\n",
" <td>0.000000</td>\n",
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" <tr>\n",
" <th>4817097</th>\n",
" <td>1.000000</td>\n",
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" <td>1.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817098</th>\n",
" <td>0.611111</td>\n",
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" </tr>\n",
" <tr>\n",
" <th>4817099</th>\n",
" <td>1.000000</td>\n",
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" <tr>\n",
" <th>4817100</th>\n",
" <td>0.708333</td>\n",
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" <tr>\n",
" <th>4817101</th>\n",
" <td>0.156250</td>\n",
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" <th>4817103</th>\n",
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" <th>4817104</th>\n",
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" </tr>\n",
" <tr>\n",
" <th>4817105</th>\n",
" <td>0.916667</td>\n",
" <td>0.666667</td>\n",
" <td>0.416667</td>\n",
" <td>0.250000</td>\n",
" <td>0.250000</td>\n",
" <td>0.333333</td>\n",
" <td>0.083333</td>\n",
" <td>0.000000</td>\n",
" <td>0.083333</td>\n",
" <td>1.000000</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.750000</td>\n",
" <td>0.666667</td>\n",
" <td>0.500000</td>\n",
" <td>0.416667</td>\n",
" <td>0.416667</td>\n",
" <td>0.500000</td>\n",
" <td>0.083333</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817106</th>\n",
" <td>0.696970</td>\n",
" <td>0.666667</td>\n",
" <td>0.787879</td>\n",
" <td>0.787879</td>\n",
" <td>0.787879</td>\n",
" <td>0.787879</td>\n",
" <td>0.727273</td>\n",
" <td>0.818182</td>\n",
" <td>0.909091</td>\n",
" <td>0.484848</td>\n",
" <td>...</td>\n",
" <td>0.727273</td>\n",
" <td>0.848485</td>\n",
" <td>0.787879</td>\n",
" <td>0.666667</td>\n",
" <td>0.787879</td>\n",
" <td>0.787879</td>\n",
" <td>0.787879</td>\n",
" <td>0.787879</td>\n",
" <td>0.787879</td>\n",
" <td>0.909091</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817107</th>\n",
" <td>0.173913</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.434783</td>\n",
" <td>0.347826</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.173913</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
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" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817108</th>\n",
" <td>1.000000</td>\n",
" <td>0.875000</td>\n",
" <td>0.625000</td>\n",
" <td>0.437500</td>\n",
" <td>0.437500</td>\n",
" <td>0.625000</td>\n",
" <td>0.687500</td>\n",
" <td>0.875000</td>\n",
" <td>1.000000</td>\n",
" <td>1.000000</td>\n",
" <td>...</td>\n",
" <td>0.687500</td>\n",
" <td>0.875000</td>\n",
" <td>0.937500</td>\n",
" <td>0.875000</td>\n",
" <td>0.812500</td>\n",
" <td>0.625000</td>\n",
" <td>0.625000</td>\n",
" <td>0.875000</td>\n",
" <td>0.812500</td>\n",
" <td>0.937500</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817109</th>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.555556</td>\n",
" <td>0.777778</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.111111</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.111111</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817110</th>\n",
" <td>0.166667</td>\n",
" <td>0.083333</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.583333</td>\n",
" <td>0.583333</td>\n",
" <td>...</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.166667</td>\n",
" <td>0.083333</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.083333</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4817111</th>\n",
" <td>0.941176</td>\n",
" <td>0.823529</td>\n",
" <td>0.823529</td>\n",
" <td>0.705882</td>\n",
" <td>0.647059</td>\n",
" <td>0.705882</td>\n",
" <td>0.470588</td>\n",
" <td>0.823529</td>\n",
" <td>0.882353</td>\n",
" <td>0.882353</td>\n",
" <td>...</td>\n",
" <td>0.470588</td>\n",
" <td>0.823529</td>\n",
" <td>0.941176</td>\n",
" <td>0.823529</td>\n",
" <td>0.823529</td>\n",
" <td>0.705882</td>\n",
" <td>0.764706</td>\n",
" <td>0.764706</td>\n",
" <td>0.588235</td>\n",
" <td>0.882353</td>\n",
" </tr>\n",
" <tr>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124499</th>\n",
" <td>0.217949</td>\n",
" <td>0.201465</td>\n",
" <td>0.197344</td>\n",
" <td>0.084707</td>\n",
" <td>0.046703</td>\n",
" <td>0.034799</td>\n",
" <td>0.083791</td>\n",
" <td>0.155220</td>\n",
" <td>0.000000</td>\n",
" <td>0.218407</td>\n",
" <td>...</td>\n",
" <td>0.115842</td>\n",
" <td>0.000000</td>\n",
" <td>0.195513</td>\n",
" <td>0.201465</td>\n",
" <td>0.187271</td>\n",
" <td>0.068223</td>\n",
" <td>0.028846</td>\n",
" <td>0.071886</td>\n",
" <td>0.060897</td>\n",
" <td>0.047619</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124500</th>\n",
" <td>0.091441</td>\n",
" <td>0.053163</td>\n",
" <td>0.064859</td>\n",
" <td>0.018075</td>\n",
" <td>0.194577</td>\n",
" <td>0.001063</td>\n",
" <td>0.240829</td>\n",
" <td>0.181818</td>\n",
" <td>0.000000</td>\n",
" <td>0.105795</td>\n",
" <td>...</td>\n",
" <td>0.158958</td>\n",
" <td>0.000000</td>\n",
" <td>0.044657</td>\n",
" <td>0.053163</td>\n",
" <td>0.126528</td>\n",
" <td>0.094631</td>\n",
" <td>0.015949</td>\n",
" <td>0.035619</td>\n",
" <td>0.158426</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124501</th>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.043478</td>\n",
" <td>0.000000</td>\n",
" <td>0.043478</td>\n",
" <td>0.239130</td>\n",
" <td>0.217391</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>...</td>\n",
" <td>0.195652</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.032609</td>\n",
" <td>0.282609</td>\n",
" <td>0.380435</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124502</th>\n",
" <td>0.000000</td>\n",
" <td>0.153846</td>\n",
" <td>0.076923</td>\n",
" <td>0.096154</td>\n",
" <td>0.019231</td>\n",
" <td>0.269231</td>\n",
" <td>0.038462</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.500000</td>\n",
" <td>...</td>\n",
" <td>0.096154</td>\n",
" <td>0.000000</td>\n",
" <td>0.000000</td>\n",
" <td>0.115385</td>\n",
" <td>0.153846</td>\n",
" <td>0.000000</td>\n",
" <td>0.269231</td>\n",
" <td>0.211538</td>\n",
" <td>0.096154</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124503</th>\n",
" <td>0.178105</td>\n",
" <td>0.163399</td>\n",
" <td>0.026144</td>\n",
" <td>0.289216</td>\n",
" <td>0.090686</td>\n",
" <td>0.127451</td>\n",
" <td>0.073529</td>\n",
" <td>0.095588</td>\n",
" <td>0.289216</td>\n",
" <td>0.185458</td>\n",
" <td>...</td>\n",
" <td>0.014706</td>\n",
" <td>0.029412</td>\n",
" <td>0.178105</td>\n",
" <td>0.163399</td>\n",
" <td>0.261438</td>\n",
" <td>0.193627</td>\n",
" <td>0.026144</td>\n",
" <td>0.165850</td>\n",
" <td>0.076797</td>\n",
" <td>0.073529</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124505</th>\n",
" <td>0.507246</td>\n",
" <td>0.485507</td>\n",
" <td>0.362319</td>\n",
" <td>0.239130</td>\n",
" <td>0.115942</td>\n",
" <td>0.007246</td>\n",
" <td>0.440217</td>\n",
" <td>0.074275</td>\n",
" <td>0.221014</td>\n",
" <td>0.210145</td>\n",
" <td>...</td>\n",
" <td>0.260870</td>\n",
" <td>0.302536</td>\n",
" <td>0.652174</td>\n",
" <td>0.507246</td>\n",
" <td>0.398551</td>\n",
" <td>0.253623</td>\n",
" <td>0.079710</td>\n",
" <td>0.137681</td>\n",
" <td>0.195652</td>\n",
" <td>0.228261</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124506</th>\n",
" <td>0.464286</td>\n",
" <td>0.219388</td>\n",
" <td>0.024830</td>\n",
" <td>0.055442</td>\n",
" <td>0.162585</td>\n",
" <td>0.187075</td>\n",
" <td>0.071088</td>\n",
" <td>0.000000</td>\n",
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" <td>0.836735</td>\n",
" <td>...</td>\n",
" <td>0.025850</td>\n",
" <td>0.051361</td>\n",
" <td>0.387755</td>\n",
" <td>0.224490</td>\n",
" <td>0.040136</td>\n",
" <td>0.101361</td>\n",
" <td>0.259524</td>\n",
" <td>0.253061</td>\n",
" <td>0.076531</td>\n",
" <td>0.000000</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124507</th>\n",
" <td>0.037356</td>\n",
" <td>0.114943</td>\n",
" <td>0.186782</td>\n",
" <td>0.028736</td>\n",
" <td>0.040230</td>\n",
" <td>0.063218</td>\n",
" <td>0.031609</td>\n",
" <td>0.370690</td>\n",
" <td>0.247126</td>\n",
" <td>0.155172</td>\n",
" <td>...</td>\n",
" <td>0.022989</td>\n",
" <td>0.077586</td>\n",
" <td>0.037356</td>\n",
" <td>0.114943</td>\n",
" <td>0.198276</td>\n",
" <td>0.008621</td>\n",
" <td>0.063218</td>\n",
" <td>0.043103</td>\n",
" <td>0.103448</td>\n",
" <td>0.109195</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124508</th>\n",
" <td>0.220588</td>\n",
" <td>0.154412</td>\n",
" <td>0.360294</td>\n",
" <td>0.110294</td>\n",
" <td>0.102941</td>\n",
" <td>0.558824</td>\n",
" <td>0.647059</td>\n",
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" <td>...</td>\n",
" <td>0.654412</td>\n",
" <td>0.294118</td>\n",
" <td>0.485294</td>\n",
" <td>0.220588</td>\n",
" <td>0.470588</td>\n",
" <td>0.264706</td>\n",
" <td>0.441176</td>\n",
" <td>0.691176</td>\n",
" <td>0.676471</td>\n",
" <td>0.102941</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124509</th>\n",
" <td>0.039683</td>\n",
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" <td>0.055901</td>\n",
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" <td>0.109041</td>\n",
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" <td>0.020014</td>\n",
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" <td>0.089027</td>\n",
" <td>0.059696</td>\n",
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" <td>0.093168</td>\n",
" <td>0.077640</td>\n",
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" <td>0.003106</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124510</th>\n",
" <td>0.074121</td>\n",
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" <td>0.160714</td>\n",
" <td>0.159606</td>\n",
" <td>0.394797</td>\n",
" <td>0.220304</td>\n",
" <td>0.175245</td>\n",
" <td>0.061926</td>\n",
" <td>...</td>\n",
" <td>0.386799</td>\n",
" <td>0.223630</td>\n",
" <td>0.140006</td>\n",
" <td>0.006731</td>\n",
" <td>0.147648</td>\n",
" <td>0.159606</td>\n",
" <td>0.159606</td>\n",
" <td>0.211079</td>\n",
" <td>0.285081</td>\n",
" <td>0.212187</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124511</th>\n",
" <td>0.111997</td>\n",
" <td>0.039872</td>\n",
" <td>0.013350</td>\n",
" <td>0.007147</td>\n",
" <td>0.016422</td>\n",
" <td>0.052632</td>\n",
" <td>0.002245</td>\n",
" <td>0.403332</td>\n",
" <td>0.270896</td>\n",
" <td>0.042531</td>\n",
" <td>...</td>\n",
" <td>0.002245</td>\n",
" <td>0.568315</td>\n",
" <td>0.004962</td>\n",
" <td>0.032016</td>\n",
" <td>0.014708</td>\n",
" <td>0.030185</td>\n",
" <td>0.051509</td>\n",
" <td>0.051509</td>\n",
" <td>0.049383</td>\n",
" <td>0.787111</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124512</th>\n",
" <td>0.191260</td>\n",
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" <td>0.431076</td>\n",
" <td>0.143363</td>\n",
" <td>0.078841</td>\n",
" <td>0.160810</td>\n",
" <td>0.180314</td>\n",
" <td>0.177928</td>\n",
" <td>0.210271</td>\n",
" <td>0.125998</td>\n",
" <td>...</td>\n",
" <td>0.127808</td>\n",
" <td>0.077689</td>\n",
" <td>0.218583</td>\n",
" <td>0.283845</td>\n",
" <td>0.454942</td>\n",
" <td>0.094560</td>\n",
" <td>0.042795</td>\n",
" <td>0.101967</td>\n",
" <td>0.328286</td>\n",
" <td>0.161221</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124513</th>\n",
" <td>0.218105</td>\n",
" <td>0.024845</td>\n",
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" <td>0.026915</td>\n",
" <td>0.047619</td>\n",
" <td>0.202256</td>\n",
" <td>0.114657</td>\n",
" <td>0.503391</td>\n",
" <td>0.207539</td>\n",
" <td>0.231313</td>\n",
" <td>...</td>\n",
" <td>0.085671</td>\n",
" <td>0.410295</td>\n",
" <td>0.197401</td>\n",
" <td>0.024845</td>\n",
" <td>0.024845</td>\n",
" <td>0.031056</td>\n",
" <td>0.169772</td>\n",
" <td>0.300278</td>\n",
" <td>0.150639</td>\n",
" <td>0.331691</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124514</th>\n",
" <td>0.000000</td>\n",
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" <td>0.122388</td>\n",
" <td>0.346269</td>\n",
" <td>0.017910</td>\n",
" <td>0.620896</td>\n",
" <td>0.555224</td>\n",
" <td>0.325373</td>\n",
" <td>0.200000</td>\n",
" <td>...</td>\n",
" <td>0.635821</td>\n",
" <td>0.555224</td>\n",
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" <td>0.310448</td>\n",
" <td>0.077612</td>\n",
" <td>0.026866</td>\n",
" <td>0.220896</td>\n",
" <td>0.665672</td>\n",
" <td>0.555224</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5124515</th>\n",
" <td>0.000000</td>\n",
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" <td>0.035211</td>\n",
" <td>0.025822</td>\n",
" <td>0.124413</td>\n",
" <td>0.267606</td>\n",
" <td>0.706573</td>\n",
" <td>0.638498</td>\n",
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" <td>...</td>\n",
" <td>0.450704</td>\n",
" <td>0.887324</td>\n",
" <td>0.000000</td>\n",
" <td>0.028169</td>\n",
" <td>0.053991</td>\n",
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" </tr>\n",
" <tr>\n",
" <th>5124527</th>\n",
" <td>0.982759</td>\n",
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" </tr>\n",
" <tr>\n",
" <th>5124528</th>\n",
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" <tr>\n",
" <th>5124529</th>\n",
" <td>0.022124</td>\n",
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" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>219515 rows × 146 columns</p>\n",
"</div>"
],
"text/plain": [
" 2001-01-15 08:00:00 2001-01-15 09:00:00 2001-01-15 10:00:00 \\\n",
"DF_UID \n",
"4817081 0.357143 0.000000 0.000000 \n",
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"... ... ... ... \n",
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"\n",
" 2001-01-15 11:00:00 2001-01-15 12:00:00 2001-01-15 13:00:00 \\\n",
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"... ... ... ... \n",
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"\n",
" 2001-01-15 14:00:00 2001-01-15 15:00:00 2001-01-15 16:00:00 \\\n",
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"4817103 0.466667 0.666667 0.866667 \n",
"4817104 0.384615 0.615385 0.692308 \n",
"4817105 0.083333 0.000000 0.083333 \n",
"4817106 0.727273 0.818182 0.909091 \n",
"4817107 0.000000 0.000000 0.434783 \n",
"4817108 0.687500 0.875000 1.000000 \n",
"4817109 0.000000 0.000000 0.555556 \n",
"4817110 0.000000 0.000000 0.583333 \n",
"4817111 0.470588 0.823529 0.882353 \n",
"... ... ... ... \n",
"5124499 0.083791 0.155220 0.000000 \n",
"5124500 0.240829 0.181818 0.000000 \n",
"5124501 0.217391 0.000000 0.000000 \n",
"5124502 0.038462 0.000000 0.000000 \n",
"5124503 0.073529 0.095588 0.289216 \n",
"5124505 0.440217 0.074275 0.221014 \n",
"5124506 0.071088 0.000000 0.000000 \n",
"5124507 0.031609 0.370690 0.247126 \n",
"5124508 0.647059 0.330882 0.000000 \n",
"5124509 0.056591 0.109041 0.000000 \n",
"5124510 0.394797 0.220304 0.175245 \n",
"5124511 0.002245 0.403332 0.270896 \n",
"5124512 0.180314 0.177928 0.210271 \n",
"5124513 0.114657 0.503391 0.207539 \n",
"5124514 0.620896 0.555224 0.325373 \n",
"5124515 0.267606 0.706573 0.638498 \n",
"5124516 0.000000 0.000000 0.000000 \n",
"5124517 0.011111 0.011111 0.188889 \n",
"5124518 0.007075 0.275943 0.224057 \n",
"5124519 0.172222 0.037500 0.012500 \n",
"5124520 0.487179 0.205128 0.000000 \n",
"5124521 0.878788 0.704545 0.234848 \n",
"5124522 0.006969 0.013937 0.371080 \n",
"5124523 0.130168 0.433775 0.235653 \n",
"5124524 0.016994 0.012790 0.225773 \n",
"5124525 0.019726 0.347665 0.482528 \n",
"5124526 0.036633 0.566009 0.262499 \n",
"5124527 0.500000 0.068966 0.250000 \n",
"5124528 0.250000 0.083333 0.000000 \n",
"5124529 0.008850 0.018331 0.428887 \n",
"\n",
" 2001-02-15 07:00:00 ... 2001-11-15 14:00:00 \\\n",
"DF_UID ... \n",
"4817081 1.000000 ... 0.000000 \n",
"4817082 1.000000 ... 0.000000 \n",
"4817083 1.000000 ... 0.000000 \n",
"4817084 1.000000 ... 0.000000 \n",
"4817085 1.000000 ... 0.000000 \n",
"4817086 1.000000 ... 0.000000 \n",
"4817087 1.000000 ... 0.000000 \n",
"4817088 1.000000 ... 0.000000 \n",
"4817089 1.000000 ... 0.750000 \n",
"4817091 1.000000 ... 0.000000 \n",
"4817092 0.529412 ... 0.000000 \n",
"4817093 1.000000 ... 0.444444 \n",
"4817094 0.266667 ... 0.733333 \n",
"4817095 0.250000 ... 0.000000 \n",
"4817096 0.000000 ... 0.000000 \n",
"4817097 1.000000 ... 1.000000 \n",
"4817098 0.333333 ... 0.527778 \n",
"4817099 1.000000 ... 0.000000 \n",
"4817100 0.958333 ... 0.000000 \n",
"4817101 0.531250 ... 0.437500 \n",
"4817102 1.000000 ... 0.083333 \n",
"4817103 0.933333 ... 0.466667 \n",
"4817104 1.000000 ... 0.384615 \n",
"4817105 1.000000 ... 0.000000 \n",
"4817106 0.484848 ... 0.727273 \n",
"4817107 0.347826 ... 0.000000 \n",
"4817108 1.000000 ... 0.687500 \n",
"4817109 0.777778 ... 0.000000 \n",
"4817110 0.583333 ... 0.000000 \n",
"4817111 0.882353 ... 0.470588 \n",
"... ... ... ... \n",
"5124499 0.218407 ... 0.115842 \n",
"5124500 0.105795 ... 0.158958 \n",
"5124501 0.000000 ... 0.195652 \n",
"5124502 0.500000 ... 0.096154 \n",
"5124503 0.185458 ... 0.014706 \n",
"5124505 0.210145 ... 0.260870 \n",
"5124506 0.836735 ... 0.025850 \n",
"5124507 0.155172 ... 0.022989 \n",
"5124508 0.014706 ... 0.654412 \n",
"5124509 0.181850 ... 0.020014 \n",
"5124510 0.061926 ... 0.386799 \n",
"5124511 0.042531 ... 0.002245 \n",
"5124512 0.125998 ... 0.127808 \n",
"5124513 0.231313 ... 0.085671 \n",
"5124514 0.200000 ... 0.635821 \n",
"5124515 0.000000 ... 0.450704 \n",
"5124516 0.459740 ... 0.000000 \n",
"5124517 0.200000 ... 0.011111 \n",
"5124518 0.000000 ... 0.176887 \n",
"5124519 0.023611 ... 0.184722 \n",
"5124520 0.000000 ... 0.230769 \n",
"5124521 0.000000 ... 0.803030 \n",
"5124522 0.114983 ... 0.006969 \n",
"5124523 0.031433 ... 0.138777 \n",
"5124524 0.071504 ... 0.008673 \n",
"5124525 0.023994 ... 0.021900 \n",
"5124526 0.021120 ... 0.011289 \n",
"5124527 0.000000 ... 0.250000 \n",
"5124528 0.000000 ... 0.266667 \n",
"5124529 0.024652 ... 0.013274 \n",
"\n",
" 2001-11-15 15:00:00 2001-12-15 08:00:00 2001-12-15 09:00:00 \\\n",
"DF_UID \n",
"4817081 0.464286 0.035714 0.000000 \n",
"4817082 0.615385 0.000000 0.000000 \n",
"4817083 0.200000 0.480000 0.000000 \n",
"4817084 0.320000 0.320000 0.000000 \n",
"4817085 0.000000 0.970588 0.000000 \n",
"4817086 0.000000 1.000000 0.000000 \n",
"4817087 0.419355 0.967742 0.000000 \n",
"4817088 0.000000 0.964286 0.000000 \n",
"4817089 0.750000 0.875000 0.875000 \n",
"4817091 0.000000 1.000000 1.000000 \n",
"4817092 0.000000 0.176471 0.117647 \n",
"4817093 0.555556 1.000000 0.833333 \n",
"4817094 0.866667 0.466667 0.400000 \n",
"4817095 0.000000 0.050000 0.050000 \n",
"4817096 0.000000 0.000000 0.000000 \n",
"4817097 1.000000 1.000000 1.000000 \n",
"4817098 0.805556 0.805556 0.277778 \n",
"4817099 0.000000 1.000000 0.842105 \n",
"4817100 0.041667 0.625000 0.458333 \n",
"4817101 0.750000 0.156250 0.000000 \n",
"4817102 0.083333 0.916667 0.583333 \n",
"4817103 0.733333 0.333333 0.066667 \n",
"4817104 0.615385 0.538462 0.153846 \n",
"4817105 0.000000 0.750000 0.666667 \n",
"4817106 0.848485 0.787879 0.666667 \n",
"4817107 0.000000 0.173913 0.000000 \n",
"4817108 0.875000 0.937500 0.875000 \n",
"4817109 0.111111 0.000000 0.000000 \n",
"4817110 0.000000 0.166667 0.083333 \n",
"4817111 0.823529 0.941176 0.823529 \n",
"... ... ... ... \n",
"5124499 0.000000 0.195513 0.201465 \n",
"5124500 0.000000 0.044657 0.053163 \n",
"5124501 0.000000 0.000000 0.000000 \n",
"5124502 0.000000 0.000000 0.115385 \n",
"5124503 0.029412 0.178105 0.163399 \n",
"5124505 0.302536 0.652174 0.507246 \n",
"5124506 0.051361 0.387755 0.224490 \n",
"5124507 0.077586 0.037356 0.114943 \n",
"5124508 0.294118 0.485294 0.220588 \n",
"5124509 0.048999 0.064527 0.089027 \n",
"5124510 0.223630 0.140006 0.006731 \n",
"5124511 0.568315 0.004962 0.032016 \n",
"5124512 0.077689 0.218583 0.283845 \n",
"5124513 0.410295 0.197401 0.024845 \n",
"5124514 0.555224 0.000000 0.000000 \n",
"5124515 0.887324 0.000000 0.028169 \n",
"5124516 0.000000 0.571429 0.374026 \n",
"5124517 0.011111 0.255556 0.066667 \n",
"5124518 0.530660 0.375000 0.158019 \n",
"5124519 0.012500 0.048611 0.106944 \n",
"5124520 0.000000 0.000000 0.974359 \n",
"5124521 0.750000 0.250000 0.068182 \n",
"5124522 0.024390 0.000000 0.222222 \n",
"5124523 0.334485 0.062573 0.073595 \n",
"5124524 0.254175 0.129337 0.105316 \n",
"5124525 0.245491 0.196135 0.226651 \n",
"5124526 0.443745 0.002227 0.006682 \n",
"5124527 0.327586 0.844828 0.318966 \n",
"5124528 0.733333 0.266667 0.250000 \n",
"5124529 0.010430 0.024336 0.001896 \n",
"\n",
" 2001-12-15 10:00:00 2001-12-15 11:00:00 2001-12-15 12:00:00 \\\n",
"DF_UID \n",
"4817081 0.000000 0.000000 0.000000 \n",
"4817082 0.000000 0.000000 0.000000 \n",
"4817083 0.000000 0.000000 0.000000 \n",
"4817084 0.000000 0.000000 0.000000 \n",
"4817085 0.000000 0.000000 0.000000 \n",
"4817086 0.000000 0.000000 0.000000 \n",
"4817087 0.000000 0.000000 0.000000 \n",
"4817088 0.000000 0.000000 0.000000 \n",
"4817089 1.000000 0.875000 0.875000 \n",
"4817091 1.000000 1.000000 1.000000 \n",
"4817092 0.058824 0.058824 0.058824 \n",
"4817093 0.777778 0.666667 0.666667 \n",
"4817094 0.666667 0.533333 0.533333 \n",
"4817095 0.000000 0.000000 0.000000 \n",
"4817096 0.000000 0.000000 0.000000 \n",
"4817097 1.000000 1.000000 1.000000 \n",
"4817098 0.111111 0.055556 0.055556 \n",
"4817099 0.368421 0.210526 0.210526 \n",
"4817100 0.166667 0.083333 0.083333 \n",
"4817101 0.125000 0.093750 0.093750 \n",
"4817102 0.333333 0.250000 0.250000 \n",
"4817103 0.066667 0.066667 0.266667 \n",
"4817104 0.000000 0.000000 0.000000 \n",
"4817105 0.500000 0.416667 0.416667 \n",
"4817106 0.787879 0.787879 0.787879 \n",
"4817107 0.000000 0.000000 0.000000 \n",
"4817108 0.812500 0.625000 0.625000 \n",
"4817109 0.000000 0.000000 0.000000 \n",
"4817110 0.000000 0.000000 0.000000 \n",
"4817111 0.823529 0.705882 0.764706 \n",
"... ... ... ... \n",
"5124499 0.187271 0.068223 0.028846 \n",
"5124500 0.126528 0.094631 0.015949 \n",
"5124501 0.000000 0.000000 0.032609 \n",
"5124502 0.153846 0.000000 0.269231 \n",
"5124503 0.261438 0.193627 0.026144 \n",
"5124505 0.398551 0.253623 0.079710 \n",
"5124506 0.040136 0.101361 0.259524 \n",
"5124507 0.198276 0.008621 0.063218 \n",
"5124508 0.470588 0.264706 0.441176 \n",
"5124509 0.059696 0.158385 0.093168 \n",
"5124510 0.147648 0.159606 0.159606 \n",
"5124511 0.014708 0.030185 0.051509 \n",
"5124512 0.454942 0.094560 0.042795 \n",
"5124513 0.024845 0.031056 0.169772 \n",
"5124514 0.310448 0.077612 0.026866 \n",
"5124515 0.053991 0.049296 0.039906 \n",
"5124516 0.116883 0.142857 0.000000 \n",
"5124517 0.055556 0.100000 0.011111 \n",
"5124518 0.000000 0.000000 0.240566 \n",
"5124519 0.041667 0.208333 0.073611 \n",
"5124520 1.000000 1.000000 1.000000 \n",
"5124521 0.560606 0.742424 1.000000 \n",
"5124522 0.634921 0.359272 0.348819 \n",
"5124523 0.097822 0.110800 0.218632 \n",
"5124524 0.091821 0.533782 0.143743 \n",
"5124525 0.416345 0.244042 0.207085 \n",
"5124526 0.002227 0.006682 0.006682 \n",
"5124527 0.051724 0.051724 0.086207 \n",
"5124528 0.366667 0.116667 0.016667 \n",
"5124529 0.093236 0.076485 0.026865 \n",
"\n",
" 2001-12-15 13:00:00 2001-12-15 14:00:00 2001-12-15 15:00:00 \n",
"DF_UID \n",
"4817081 0.000000 0.000000 0.678571 \n",
"4817082 0.000000 0.000000 1.000000 \n",
"4817083 0.000000 0.000000 0.680000 \n",
"4817084 0.000000 0.000000 0.480000 \n",
"4817085 0.000000 0.000000 0.735294 \n",
"4817086 0.000000 0.000000 1.000000 \n",
"4817087 0.000000 0.000000 1.000000 \n",
"4817088 0.000000 0.000000 1.000000 \n",
"4817089 0.875000 0.750000 0.750000 \n",
"4817091 1.000000 0.000000 0.000000 \n",
"4817092 0.058824 0.000000 0.000000 \n",
"4817093 0.666667 0.555556 0.611111 \n",
"4817094 0.733333 0.800000 0.866667 \n",
"4817095 0.000000 0.000000 0.050000 \n",
"4817096 0.000000 0.000000 0.000000 \n",
"4817097 1.000000 1.000000 1.000000 \n",
"4817098 0.083333 0.611111 0.833333 \n",
"4817099 0.210526 0.052632 0.000000 \n",
"4817100 0.083333 0.000000 0.000000 \n",
"4817101 0.156250 0.625000 0.750000 \n",
"4817102 0.333333 0.083333 0.416667 \n",
"4817103 0.400000 0.533333 0.733333 \n",
"4817104 0.000000 0.538462 0.692308 \n",
"4817105 0.500000 0.083333 0.000000 \n",
"4817106 0.787879 0.787879 0.909091 \n",
"4817107 0.000000 0.000000 0.000000 \n",
"4817108 0.875000 0.812500 0.937500 \n",
"4817109 0.000000 0.000000 0.111111 \n",
"4817110 0.000000 0.000000 0.083333 \n",
"4817111 0.764706 0.588235 0.882353 \n",
"... ... ... ... \n",
"5124499 0.071886 0.060897 0.047619 \n",
"5124500 0.035619 0.158426 0.000000 \n",
"5124501 0.282609 0.380435 0.000000 \n",
"5124502 0.211538 0.096154 0.000000 \n",
"5124503 0.165850 0.076797 0.073529 \n",
"5124505 0.137681 0.195652 0.228261 \n",
"5124506 0.253061 0.076531 0.000000 \n",
"5124507 0.043103 0.103448 0.109195 \n",
"5124508 0.691176 0.676471 0.102941 \n",
"5124509 0.077640 0.003796 0.003106 \n",
"5124510 0.211079 0.285081 0.212187 \n",
"5124511 0.051509 0.049383 0.787111 \n",
"5124512 0.101967 0.328286 0.161221 \n",
"5124513 0.300278 0.150639 0.331691 \n",
"5124514 0.220896 0.665672 0.555224 \n",
"5124515 0.096244 0.185446 0.805164 \n",
"5124516 0.000000 0.000000 0.000000 \n",
"5124517 0.088889 0.011111 0.011111 \n",
"5124518 0.275943 0.103774 0.353774 \n",
"5124519 0.086111 0.025000 0.087500 \n",
"5124520 0.897436 0.410256 0.153846 \n",
"5124521 0.969697 0.878788 0.250000 \n",
"5124522 0.321138 0.013937 0.013744 \n",
"5124523 0.128505 0.127592 0.260793 \n",
"5124524 0.241121 0.020316 0.265994 \n",
"5124525 0.196296 0.002415 0.525926 \n",
"5124526 0.021120 0.091468 0.360341 \n",
"5124527 0.672414 0.000000 0.163793 \n",
"5124528 0.333333 0.066667 0.016667 \n",
"5124529 0.098293 0.018015 0.675411 \n",
"\n",
"[219515 rows x 146 columns]"
]
},
"execution_count": 20,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"abs(GVA_diff_partly)"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"0.14183631863543286"
]
},
"execution_count": 19,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"abs(GVA_diff_partly).mean().mean()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Load categorized data from file (created using categorize_shading_2m.py)"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"bias_categories = pd.read_csv( os.path.join(path, 'GVA_bias_2m-50cm_categories.csv') )\n"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>orientation_cat</th>\n",
" <th>tilt_cat</th>\n",
" <th>non_null_cells</th>\n",
" <th>n_cells</th>\n",
" <th>fully_shaded_ratio</th>\n",
" <th>mean_12_13h</th>\n",
" <th>mean_1_16h</th>\n",
" <th>mean_11_10h</th>\n",
" <th>mean_7_15h</th>\n",
" <th>mean_6_18h</th>\n",
" <th>...</th>\n",
" <th>mean_9_11h</th>\n",
" <th>mean_5_6h</th>\n",
" <th>mean_8_16h</th>\n",
" <th>mean_9_9h</th>\n",
" <th>mean_2_16h</th>\n",
" <th>mean_5_10h</th>\n",
" <th>mean_4_8h</th>\n",
" <th>mean_8_12h</th>\n",
" <th>mean_12_12h</th>\n",
" <th>roof_count</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>E</td>\n",
" <td>flat</td>\n",
" <td>-536.781903</td>\n",
" <td>-630.176334</td>\n",
" <td>-0.097080</td>\n",
" <td>0.023246</td>\n",
" <td>0.037497</td>\n",
" <td>0.019103</td>\n",
" <td>0.034444</td>\n",
" <td>0.028413</td>\n",
" <td>...</td>\n",
" <td>0.008136</td>\n",
" <td>0.015901</td>\n",
" <td>0.025949</td>\n",
" <td>0.029346</td>\n",
" <td>0.050161</td>\n",
" <td>0.008957</td>\n",
" <td>0.033143</td>\n",
" <td>0.006956</td>\n",
" <td>0.029727</td>\n",
" <td>431</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>E</td>\n",
" <td>medium_tilt</td>\n",
" <td>-180.073014</td>\n",
" <td>-198.256769</td>\n",
" <td>-0.088778</td>\n",
" <td>0.121046</td>\n",
" <td>-0.073918</td>\n",
" <td>0.027681</td>\n",
" <td>0.040847</td>\n",
" <td>0.128603</td>\n",
" <td>...</td>\n",
" <td>0.010530</td>\n",
" <td>0.059819</td>\n",
" <td>0.226002</td>\n",
" <td>0.024698</td>\n",
" <td>0.053656</td>\n",
" <td>0.005497</td>\n",
" <td>0.031810</td>\n",
" <td>0.004461</td>\n",
" <td>0.066126</td>\n",
" <td>9012</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>E</td>\n",
" <td>shallow_tilt</td>\n",
" <td>-221.717699</td>\n",
" <td>-242.764132</td>\n",
" <td>-0.080816</td>\n",
" <td>0.047453</td>\n",
" <td>-0.012261</td>\n",
" <td>0.036524</td>\n",
" <td>0.026771</td>\n",
" <td>0.141240</td>\n",
" <td>...</td>\n",
" <td>0.013716</td>\n",
" <td>0.056510</td>\n",
" <td>0.010981</td>\n",
" <td>0.029942</td>\n",
" <td>0.104774</td>\n",
" <td>0.006477</td>\n",
" <td>0.033961</td>\n",
" <td>0.006396</td>\n",
" <td>0.044650</td>\n",
" <td>2972</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>E</td>\n",
" <td>steep_tilt</td>\n",
" <td>-58.009324</td>\n",
" <td>-73.353147</td>\n",
" <td>-0.180585</td>\n",
" <td>0.210328</td>\n",
" <td>-0.009837</td>\n",
" <td>0.049373</td>\n",
" <td>0.335695</td>\n",
" <td>0.138579</td>\n",
" <td>...</td>\n",
" <td>0.008774</td>\n",
" <td>0.047675</td>\n",
" <td>0.282284</td>\n",
" <td>0.026062</td>\n",
" <td>0.074927</td>\n",
" <td>0.006851</td>\n",
" <td>0.025869</td>\n",
" <td>0.014763</td>\n",
" <td>0.137044</td>\n",
" <td>858</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>N</td>\n",
" <td>flat</td>\n",
" <td>-626.652666</td>\n",
" <td>-709.771118</td>\n",
" <td>-0.114250</td>\n",
" <td>0.015484</td>\n",
" <td>0.012652</td>\n",
" <td>0.012909</td>\n",
" <td>0.033052</td>\n",
" <td>0.015376</td>\n",
" <td>...</td>\n",
" <td>0.009684</td>\n",
" <td>0.029189</td>\n",
" <td>0.037507</td>\n",
" <td>0.022505</td>\n",
" <td>0.024693</td>\n",
" <td>0.010438</td>\n",
" <td>0.018889</td>\n",
" <td>0.003400</td>\n",
" <td>0.019706</td>\n",
" <td>2119</td>\n",
" </tr>\n",
" <tr>\n",
" <th>5</th>\n",
" <td>N</td>\n",
" <td>medium_tilt</td>\n",
" <td>-171.953629</td>\n",
" <td>-194.769047</td>\n",
" <td>-0.074371</td>\n",
" <td>0.112797</td>\n",
" <td>-0.078714</td>\n",
" <td>0.088726</td>\n",
" <td>0.018712</td>\n",
" <td>0.050840</td>\n",
" <td>...</td>\n",
" <td>-0.011063</td>\n",
" <td>0.028324</td>\n",
" <td>0.063105</td>\n",
" <td>-0.008371</td>\n",
" <td>0.037783</td>\n",
" <td>0.005436</td>\n",
" <td>0.002180</td>\n",
" <td>0.002089</td>\n",
" <td>0.114362</td>\n",
" <td>55574</td>\n",
" </tr>\n",
" <tr>\n",
" <th>6</th>\n",
" <td>N</td>\n",
" <td>shallow_tilt</td>\n",
" <td>-226.710542</td>\n",
" <td>-251.892800</td>\n",
" <td>-0.082957</td>\n",
" <td>-0.005382</td>\n",
" <td>-0.015195</td>\n",
" <td>-0.057159</td>\n",
" <td>0.025732</td>\n",
" <td>0.027833</td>\n",
" <td>...</td>\n",
" <td>0.003622</td>\n",
" <td>-0.009451</td>\n",
" <td>0.030056</td>\n",
" <td>0.005799</td>\n",
" <td>0.062730</td>\n",
" <td>0.008694</td>\n",
" <td>0.004768</td>\n",
" <td>0.004250</td>\n",
" <td>-0.040775</td>\n",
" <td>18013</td>\n",
" </tr>\n",
" <tr>\n",
" <th>7</th>\n",
" <td>N</td>\n",
" <td>steep_tilt</td>\n",
" <td>-48.563454</td>\n",
" <td>-94.996185</td>\n",
" <td>-0.311588</td>\n",
" <td>0.058835</td>\n",
" <td>-0.047458</td>\n",
" <td>0.106357</td>\n",
" <td>0.057437</td>\n",
" <td>0.037128</td>\n",
" <td>...</td>\n",
" <td>0.042059</td>\n",
" <td>0.035357</td>\n",
" <td>0.095163</td>\n",
" <td>0.078349</td>\n",
" <td>0.031353</td>\n",
" <td>0.023350</td>\n",
" <td>0.079462</td>\n",
" <td>0.014000</td>\n",
" <td>0.093603</td>\n",
" <td>4980</td>\n",
" </tr>\n",
" <tr>\n",
" <th>8</th>\n",
" <td>S</td>\n",
" <td>flat</td>\n",
" <td>-687.193998</td>\n",
" <td>-834.147041</td>\n",
" <td>-0.148674</td>\n",
" <td>0.023957</td>\n",
" <td>0.037672</td>\n",
" <td>0.027042</td>\n",
" <td>0.042545</td>\n",
" <td>0.032716</td>\n",
" <td>...</td>\n",
" <td>0.012231</td>\n",
" <td>0.038785</td>\n",
" <td>0.047369</td>\n",
" <td>0.026970</td>\n",
" <td>0.027645</td>\n",
" <td>0.011856</td>\n",
" <td>0.014908</td>\n",
" <td>0.007694</td>\n",
" <td>0.034953</td>\n",
" <td>30454</td>\n",
" </tr>\n",
" <tr>\n",
" <th>9</th>\n",
" <td>S</td>\n",
" <td>medium_tilt</td>\n",
" <td>-186.152775</td>\n",
" <td>-200.767461</td>\n",
" <td>-0.057701</td>\n",
" <td>0.047063</td>\n",
" <td>-0.080277</td>\n",
" <td>0.043552</td>\n",
" <td>0.030891</td>\n",
" <td>0.104183</td>\n",
" <td>...</td>\n",
" <td>0.012625</td>\n",
" <td>0.026816</td>\n",
" <td>0.045116</td>\n",
" <td>0.027218</td>\n",
" <td>0.011545</td>\n",
" <td>0.006679</td>\n",
" <td>0.002316</td>\n",
" <td>0.004321</td>\n",
" <td>0.047174</td>\n",
" <td>9478</td>\n",
" </tr>\n",
" <tr>\n",
" <th>10</th>\n",
" <td>S</td>\n",
" <td>shallow_tilt</td>\n",
" <td>-222.223918</td>\n",
" <td>-245.999066</td>\n",
" <td>-0.075652</td>\n",
" <td>0.046848</td>\n",
" <td>0.014080</td>\n",
" <td>0.050297</td>\n",
" <td>0.033556</td>\n",
" <td>0.053957</td>\n",
" <td>...</td>\n",
" <td>0.014984</td>\n",
" <td>0.029282</td>\n",
" <td>0.042667</td>\n",
" <td>0.033550</td>\n",
" <td>0.022973</td>\n",
" <td>0.009704</td>\n",
" <td>0.020046</td>\n",
" <td>0.005070</td>\n",
" <td>0.043779</td>\n",
" <td>3211</td>\n",
" </tr>\n",
" <tr>\n",
" <th>11</th>\n",
" <td>S</td>\n",
" <td>steep_tilt</td>\n",
" <td>-76.392817</td>\n",
" <td>-83.681257</td>\n",
" <td>-0.089479</td>\n",
" <td>0.050557</td>\n",
" <td>0.009836</td>\n",
" <td>0.082068</td>\n",
" <td>0.065873</td>\n",
" <td>0.218141</td>\n",
" <td>...</td>\n",
" <td>0.024319</td>\n",
" <td>0.133431</td>\n",
" <td>0.101116</td>\n",
" <td>0.032572</td>\n",
" <td>0.073421</td>\n",
" <td>0.004413</td>\n",
" <td>0.016891</td>\n",
" <td>0.004494</td>\n",
" <td>0.056090</td>\n",
" <td>891</td>\n",
" </tr>\n",
" <tr>\n",
" <th>12</th>\n",
" <td>SE</td>\n",
" <td>flat</td>\n",
" <td>-569.206965</td>\n",
" <td>-641.930348</td>\n",
" <td>-0.088570</td>\n",
" <td>0.020514</td>\n",
" <td>0.034221</td>\n",
" <td>0.019853</td>\n",
" <td>0.034377</td>\n",
" <td>0.028935</td>\n",
" <td>...</td>\n",
" <td>0.015121</td>\n",
" <td>0.030534</td>\n",
" <td>0.026999</td>\n",
" <td>0.013423</td>\n",
" <td>0.027309</td>\n",
" <td>0.002940</td>\n",
" <td>0.015746</td>\n",
" <td>0.008070</td>\n",
" <td>0.037393</td>\n",
" <td>1005</td>\n",
" </tr>\n",
" <tr>\n",
" <th>13</th>\n",
" <td>SE</td>\n",
" <td>medium_tilt</td>\n",
" <td>-190.871177</td>\n",
" <td>-204.052032</td>\n",
" <td>-0.062720</td>\n",
" <td>0.057834</td>\n",
" <td>-0.059579</td>\n",
" <td>0.038540</td>\n",
" <td>0.031551</td>\n",
" <td>0.187994</td>\n",
" <td>...</td>\n",
" <td>0.010340</td>\n",
" <td>0.055217</td>\n",
" <td>0.119961</td>\n",
" <td>0.023737</td>\n",
" <td>0.103027</td>\n",
" <td>0.004915</td>\n",
" <td>0.028121</td>\n",
" <td>0.003843</td>\n",
" <td>0.053925</td>\n",
" <td>23870</td>\n",
" </tr>\n",
" <tr>\n",
" <th>14</th>\n",
" <td>SE</td>\n",
" <td>shallow_tilt</td>\n",
" <td>-264.781315</td>\n",
" <td>-286.161963</td>\n",
" <td>-0.074572</td>\n",
" <td>0.045226</td>\n",
" <td>-0.013847</td>\n",
" <td>0.036187</td>\n",
" <td>0.031514</td>\n",
" <td>0.149688</td>\n",
" <td>...</td>\n",
" <td>0.013747</td>\n",
" <td>0.049658</td>\n",
" <td>0.025791</td>\n",
" <td>0.031682</td>\n",
" <td>0.086110</td>\n",
" <td>0.006127</td>\n",
" <td>0.030903</td>\n",
" <td>0.005097</td>\n",
" <td>0.045314</td>\n",
" <td>7193</td>\n",
" </tr>\n",
" <tr>\n",
" <th>15</th>\n",
" <td>SE</td>\n",
" <td>steep_tilt</td>\n",
" <td>-73.199907</td>\n",
" <td>-82.904007</td>\n",
" <td>-0.105338</td>\n",
" <td>0.098562</td>\n",
" <td>-0.017124</td>\n",
" <td>0.064651</td>\n",
" <td>0.232590</td>\n",
" <td>0.189200</td>\n",
" <td>...</td>\n",
" <td>0.012968</td>\n",
" <td>0.094798</td>\n",
" <td>0.320525</td>\n",
" <td>0.019380</td>\n",
" <td>0.102636</td>\n",
" <td>0.004199</td>\n",
" <td>0.033061</td>\n",
" <td>0.005361</td>\n",
" <td>0.085654</td>\n",
" <td>2146</td>\n",
" </tr>\n",
" <tr>\n",
" <th>16</th>\n",
" <td>SW</td>\n",
" <td>flat</td>\n",
" <td>-376.934447</td>\n",
" <td>-458.584833</td>\n",
" <td>-0.117747</td>\n",
" <td>0.021067</td>\n",
" <td>0.009240</td>\n",
" <td>0.039371</td>\n",
" <td>0.048266</td>\n",
" <td>0.039982</td>\n",
" <td>...</td>\n",
" <td>0.014710</td>\n",
" <td>0.036208</td>\n",
" <td>0.058720</td>\n",
" <td>0.045097</td>\n",
" <td>0.035592</td>\n",
" <td>0.014520</td>\n",
" <td>0.020117</td>\n",
" <td>0.009931</td>\n",
" <td>0.040425</td>\n",
" <td>778</td>\n",
" </tr>\n",
" <tr>\n",
" <th>17</th>\n",
" <td>SW</td>\n",
" <td>medium_tilt</td>\n",
" <td>-167.334738</td>\n",
" <td>-181.167226</td>\n",
" <td>-0.059033</td>\n",
" <td>0.015702</td>\n",
" <td>-0.086409</td>\n",
" <td>0.032059</td>\n",
" <td>0.022604</td>\n",
" <td>0.019390</td>\n",
" <td>...</td>\n",
" <td>0.010633</td>\n",
" <td>0.092989</td>\n",
" <td>0.029665</td>\n",
" <td>0.017349</td>\n",
" <td>-0.011003</td>\n",
" <td>0.007984</td>\n",
" <td>-0.068038</td>\n",
" <td>0.003445</td>\n",
" <td>0.027431</td>\n",
" <td>24434</td>\n",
" </tr>\n",
" <tr>\n",
" <th>18</th>\n",
" <td>SW</td>\n",
" <td>shallow_tilt</td>\n",
" <td>-224.826504</td>\n",
" <td>-249.579047</td>\n",
" <td>-0.078122</td>\n",
" <td>0.030590</td>\n",
" <td>-0.035976</td>\n",
" <td>0.035549</td>\n",
" <td>0.030104</td>\n",
" <td>0.033707</td>\n",
" <td>...</td>\n",
" <td>0.011169</td>\n",
" <td>-0.062708</td>\n",
" <td>0.040621</td>\n",
" <td>0.024693</td>\n",
" <td>0.028018</td>\n",
" <td>0.007547</td>\n",
" <td>-0.041666</td>\n",
" <td>0.005434</td>\n",
" <td>0.036000</td>\n",
" <td>6882</td>\n",
" </tr>\n",
" <tr>\n",
" <th>19</th>\n",
" <td>SW</td>\n",
" <td>steep_tilt</td>\n",
" <td>-71.363289</td>\n",
" <td>-80.024857</td>\n",
" <td>-0.072806</td>\n",
" <td>0.014962</td>\n",
" <td>-0.052111</td>\n",
" <td>0.039835</td>\n",
" <td>0.023437</td>\n",
" <td>0.041782</td>\n",
" <td>...</td>\n",
" <td>0.010746</td>\n",
" <td>0.082382</td>\n",
" <td>0.043761</td>\n",
" <td>0.021188</td>\n",
" <td>0.003356</td>\n",
" <td>0.010160</td>\n",
" <td>0.072596</td>\n",
" <td>0.004156</td>\n",
" <td>0.027997</td>\n",
" <td>2092</td>\n",
" </tr>\n",
" <tr>\n",
" <th>20</th>\n",
" <td>W</td>\n",
" <td>flat</td>\n",
" <td>-688.652299</td>\n",
" <td>-791.485632</td>\n",
" <td>-0.107465</td>\n",
" <td>0.004412</td>\n",
" <td>-0.000534</td>\n",
" <td>0.029588</td>\n",
" <td>0.036982</td>\n",
" <td>0.053136</td>\n",
" <td>...</td>\n",
" <td>0.015993</td>\n",
" <td>0.035522</td>\n",
" <td>0.036742</td>\n",
" <td>0.026511</td>\n",
" <td>0.036372</td>\n",
" <td>0.013611</td>\n",
" <td>0.007586</td>\n",
" <td>0.005196</td>\n",
" <td>0.016982</td>\n",
" <td>348</td>\n",
" </tr>\n",
" <tr>\n",
" <th>21</th>\n",
" <td>W</td>\n",
" <td>medium_tilt</td>\n",
" <td>-179.249187</td>\n",
" <td>-199.601323</td>\n",
" <td>-0.063524</td>\n",
" <td>-0.044670</td>\n",
" <td>-0.080523</td>\n",
" <td>0.007378</td>\n",
" <td>0.012425</td>\n",
" <td>-0.000760</td>\n",
" <td>...</td>\n",
" <td>0.006096</td>\n",
" <td>0.091924</td>\n",
" <td>0.019687</td>\n",
" <td>-0.053398</td>\n",
" <td>-0.019254</td>\n",
" <td>0.002587</td>\n",
" <td>-0.040658</td>\n",
" <td>0.002588</td>\n",
" <td>-0.022412</td>\n",
" <td>8917</td>\n",
" </tr>\n",
" <tr>\n",
" <th>22</th>\n",
" <td>W</td>\n",
" <td>shallow_tilt</td>\n",
" <td>-220.751307</td>\n",
" <td>-247.696732</td>\n",
" <td>-0.075581</td>\n",
" <td>-0.005811</td>\n",
" <td>-0.027261</td>\n",
" <td>-0.015131</td>\n",
" <td>0.019412</td>\n",
" <td>0.024366</td>\n",
" <td>...</td>\n",
" <td>0.014244</td>\n",
" <td>-0.067845</td>\n",
" <td>0.030668</td>\n",
" <td>-0.035265</td>\n",
" <td>0.010786</td>\n",
" <td>-0.005283</td>\n",
" <td>-0.083288</td>\n",
" <td>0.004081</td>\n",
" <td>0.007820</td>\n",
" <td>3060</td>\n",
" </tr>\n",
" <tr>\n",
" <th>23</th>\n",
" <td>W</td>\n",
" <td>steep_tilt</td>\n",
" <td>-58.851945</td>\n",
" <td>-76.884567</td>\n",
" <td>-0.145996</td>\n",
" <td>0.003400</td>\n",
" <td>-0.065108</td>\n",
" <td>0.147600</td>\n",
" <td>0.011852</td>\n",
" <td>-0.004286</td>\n",
" <td>...</td>\n",
" <td>0.016959</td>\n",
" <td>0.003191</td>\n",
" <td>0.014840</td>\n",
" <td>0.131296</td>\n",
" <td>-0.041029</td>\n",
" <td>0.039123</td>\n",
" <td>0.087143</td>\n",
" <td>0.006197</td>\n",
" <td>0.045346</td>\n",
" <td>797</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>24 rows × 152 columns</p>\n",
"</div>"
],
"text/plain": [
" orientation_cat tilt_cat non_null_cells n_cells \\\n",
"0 E flat -536.781903 -630.176334 \n",
"1 E medium_tilt -180.073014 -198.256769 \n",
"2 E shallow_tilt -221.717699 -242.764132 \n",
"3 E steep_tilt -58.009324 -73.353147 \n",
"4 N flat -626.652666 -709.771118 \n",
"5 N medium_tilt -171.953629 -194.769047 \n",
"6 N shallow_tilt -226.710542 -251.892800 \n",
"7 N steep_tilt -48.563454 -94.996185 \n",
"8 S flat -687.193998 -834.147041 \n",
"9 S medium_tilt -186.152775 -200.767461 \n",
"10 S shallow_tilt -222.223918 -245.999066 \n",
"11 S steep_tilt -76.392817 -83.681257 \n",
"12 SE flat -569.206965 -641.930348 \n",
"13 SE medium_tilt -190.871177 -204.052032 \n",
"14 SE shallow_tilt -264.781315 -286.161963 \n",
"15 SE steep_tilt -73.199907 -82.904007 \n",
"16 SW flat -376.934447 -458.584833 \n",
"17 SW medium_tilt -167.334738 -181.167226 \n",
"18 SW shallow_tilt -224.826504 -249.579047 \n",
"19 SW steep_tilt -71.363289 -80.024857 \n",
"20 W flat -688.652299 -791.485632 \n",
"21 W medium_tilt -179.249187 -199.601323 \n",
"22 W shallow_tilt -220.751307 -247.696732 \n",
"23 W steep_tilt -58.851945 -76.884567 \n",
"\n",
" fully_shaded_ratio mean_12_13h mean_1_16h mean_11_10h mean_7_15h \\\n",
"0 -0.097080 0.023246 0.037497 0.019103 0.034444 \n",
"1 -0.088778 0.121046 -0.073918 0.027681 0.040847 \n",
"2 -0.080816 0.047453 -0.012261 0.036524 0.026771 \n",
"3 -0.180585 0.210328 -0.009837 0.049373 0.335695 \n",
"4 -0.114250 0.015484 0.012652 0.012909 0.033052 \n",
"5 -0.074371 0.112797 -0.078714 0.088726 0.018712 \n",
"6 -0.082957 -0.005382 -0.015195 -0.057159 0.025732 \n",
"7 -0.311588 0.058835 -0.047458 0.106357 0.057437 \n",
"8 -0.148674 0.023957 0.037672 0.027042 0.042545 \n",
"9 -0.057701 0.047063 -0.080277 0.043552 0.030891 \n",
"10 -0.075652 0.046848 0.014080 0.050297 0.033556 \n",
"11 -0.089479 0.050557 0.009836 0.082068 0.065873 \n",
"12 -0.088570 0.020514 0.034221 0.019853 0.034377 \n",
"13 -0.062720 0.057834 -0.059579 0.038540 0.031551 \n",
"14 -0.074572 0.045226 -0.013847 0.036187 0.031514 \n",
"15 -0.105338 0.098562 -0.017124 0.064651 0.232590 \n",
"16 -0.117747 0.021067 0.009240 0.039371 0.048266 \n",
"17 -0.059033 0.015702 -0.086409 0.032059 0.022604 \n",
"18 -0.078122 0.030590 -0.035976 0.035549 0.030104 \n",
"19 -0.072806 0.014962 -0.052111 0.039835 0.023437 \n",
"20 -0.107465 0.004412 -0.000534 0.029588 0.036982 \n",
"21 -0.063524 -0.044670 -0.080523 0.007378 0.012425 \n",
"22 -0.075581 -0.005811 -0.027261 -0.015131 0.019412 \n",
"23 -0.145996 0.003400 -0.065108 0.147600 0.011852 \n",
"\n",
" mean_6_18h ... mean_9_11h mean_5_6h mean_8_16h mean_9_9h \\\n",
"0 0.028413 ... 0.008136 0.015901 0.025949 0.029346 \n",
"1 0.128603 ... 0.010530 0.059819 0.226002 0.024698 \n",
"2 0.141240 ... 0.013716 0.056510 0.010981 0.029942 \n",
"3 0.138579 ... 0.008774 0.047675 0.282284 0.026062 \n",
"4 0.015376 ... 0.009684 0.029189 0.037507 0.022505 \n",
"5 0.050840 ... -0.011063 0.028324 0.063105 -0.008371 \n",
"6 0.027833 ... 0.003622 -0.009451 0.030056 0.005799 \n",
"7 0.037128 ... 0.042059 0.035357 0.095163 0.078349 \n",
"8 0.032716 ... 0.012231 0.038785 0.047369 0.026970 \n",
"9 0.104183 ... 0.012625 0.026816 0.045116 0.027218 \n",
"10 0.053957 ... 0.014984 0.029282 0.042667 0.033550 \n",
"11 0.218141 ... 0.024319 0.133431 0.101116 0.032572 \n",
"12 0.028935 ... 0.015121 0.030534 0.026999 0.013423 \n",
"13 0.187994 ... 0.010340 0.055217 0.119961 0.023737 \n",
"14 0.149688 ... 0.013747 0.049658 0.025791 0.031682 \n",
"15 0.189200 ... 0.012968 0.094798 0.320525 0.019380 \n",
"16 0.039982 ... 0.014710 0.036208 0.058720 0.045097 \n",
"17 0.019390 ... 0.010633 0.092989 0.029665 0.017349 \n",
"18 0.033707 ... 0.011169 -0.062708 0.040621 0.024693 \n",
"19 0.041782 ... 0.010746 0.082382 0.043761 0.021188 \n",
"20 0.053136 ... 0.015993 0.035522 0.036742 0.026511 \n",
"21 -0.000760 ... 0.006096 0.091924 0.019687 -0.053398 \n",
"22 0.024366 ... 0.014244 -0.067845 0.030668 -0.035265 \n",
"23 -0.004286 ... 0.016959 0.003191 0.014840 0.131296 \n",
"\n",
" mean_2_16h mean_5_10h mean_4_8h mean_8_12h mean_12_12h roof_count \n",
"0 0.050161 0.008957 0.033143 0.006956 0.029727 431 \n",
"1 0.053656 0.005497 0.031810 0.004461 0.066126 9012 \n",
"2 0.104774 0.006477 0.033961 0.006396 0.044650 2972 \n",
"3 0.074927 0.006851 0.025869 0.014763 0.137044 858 \n",
"4 0.024693 0.010438 0.018889 0.003400 0.019706 2119 \n",
"5 0.037783 0.005436 0.002180 0.002089 0.114362 55574 \n",
"6 0.062730 0.008694 0.004768 0.004250 -0.040775 18013 \n",
"7 0.031353 0.023350 0.079462 0.014000 0.093603 4980 \n",
"8 0.027645 0.011856 0.014908 0.007694 0.034953 30454 \n",
"9 0.011545 0.006679 0.002316 0.004321 0.047174 9478 \n",
"10 0.022973 0.009704 0.020046 0.005070 0.043779 3211 \n",
"11 0.073421 0.004413 0.016891 0.004494 0.056090 891 \n",
"12 0.027309 0.002940 0.015746 0.008070 0.037393 1005 \n",
"13 0.103027 0.004915 0.028121 0.003843 0.053925 23870 \n",
"14 0.086110 0.006127 0.030903 0.005097 0.045314 7193 \n",
"15 0.102636 0.004199 0.033061 0.005361 0.085654 2146 \n",
"16 0.035592 0.014520 0.020117 0.009931 0.040425 778 \n",
"17 -0.011003 0.007984 -0.068038 0.003445 0.027431 24434 \n",
"18 0.028018 0.007547 -0.041666 0.005434 0.036000 6882 \n",
"19 0.003356 0.010160 0.072596 0.004156 0.027997 2092 \n",
"20 0.036372 0.013611 0.007586 0.005196 0.016982 348 \n",
"21 -0.019254 0.002587 -0.040658 0.002588 -0.022412 8917 \n",
"22 0.010786 -0.005283 -0.083288 0.004081 0.007820 3060 \n",
"23 -0.041029 0.039123 0.087143 0.006197 0.045346 797 \n",
"\n",
"[24 rows x 152 columns]"
]
},
"execution_count": 20,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"bias_categories"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [],
"source": [
"partly_shading = bias_categories[['orientation_cat', 'tilt_cat']]\n",
"\n",
"for col in bias_categories.columns:\n",
" col_parts = col.split('_')\n",
" if col_parts[0] == 'mean':\n",
" timestamp = pd.to_datetime('2001-%s-15 %s' %(col_parts[1], col_parts[2]))\n",
" partly_shading.loc[:, timestamp ] = bias_categories[ col ]\n",
" # bias_categories.rename({ col : timestamp }, axis = 1)\n",
" \n",
"partly_shading = partly_shading.set_index(['orientation_cat', 'tilt_cat']).sort_index(axis = 1)"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
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"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th></th>\n",
" <th>2001-01-15 08:00:00</th>\n",
" <th>2001-01-15 09:00:00</th>\n",
" <th>2001-01-15 10:00:00</th>\n",
" <th>2001-01-15 11:00:00</th>\n",
" <th>2001-01-15 12:00:00</th>\n",
" <th>2001-01-15 13:00:00</th>\n",
" <th>2001-01-15 14:00:00</th>\n",
" <th>2001-01-15 15:00:00</th>\n",
" <th>2001-01-15 16:00:00</th>\n",
" <th>2001-02-15 07:00:00</th>\n",
" <th>...</th>\n",
" <th>2001-11-15 14:00:00</th>\n",
" <th>2001-11-15 15:00:00</th>\n",
" <th>2001-12-15 08:00:00</th>\n",
" <th>2001-12-15 09:00:00</th>\n",
" <th>2001-12-15 10:00:00</th>\n",
" <th>2001-12-15 11:00:00</th>\n",
" <th>2001-12-15 12:00:00</th>\n",
" <th>2001-12-15 13:00:00</th>\n",
" <th>2001-12-15 14:00:00</th>\n",
" <th>2001-12-15 15:00:00</th>\n",
" </tr>\n",
" <tr>\n",
" <th>orientation_cat</th>\n",
" <th>tilt_cat</th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" <th></th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th rowspan=\"4\" valign=\"top\">E</th>\n",
" <th>flat</th>\n",
" <td>0.031800</td>\n",
" <td>0.029976</td>\n",
" <td>0.013649</td>\n",
" <td>0.024724</td>\n",
" <td>0.027010</td>\n",
" <td>0.028169</td>\n",
" <td>0.037136</td>\n",
" <td>0.062613</td>\n",
" <td>0.037497</td>\n",
" <td>-0.000025</td>\n",
" <td>...</td>\n",
" <td>0.053398</td>\n",
" <td>0.052874</td>\n",
" <td>0.032358</td>\n",
" <td>0.032359</td>\n",
" <td>0.014883</td>\n",
" <td>0.018519</td>\n",
" <td>0.029727</td>\n",
" <td>0.023246</td>\n",
" <td>0.064985</td>\n",
" <td>0.070807</td>\n",
" </tr>\n",
" <tr>\n",
" <th>medium_tilt</th>\n",
" <td>0.040642</td>\n",
" <td>0.062543</td>\n",
" <td>0.024120</td>\n",
" <td>0.035947</td>\n",
" <td>0.044330</td>\n",
" <td>0.086474</td>\n",
" <td>0.182973</td>\n",
" <td>0.132157</td>\n",
" <td>-0.073918</td>\n",
" <td>0.018193</td>\n",
" <td>...</td>\n",
" <td>0.188301</td>\n",
" <td>0.097772</td>\n",
" <td>0.041576</td>\n",
" <td>0.063178</td>\n",
" <td>0.031687</td>\n",
" <td>0.041508</td>\n",
" <td>0.066126</td>\n",
" <td>0.121046</td>\n",
" <td>0.168718</td>\n",
" <td>0.041124</td>\n",
" </tr>\n",
" <tr>\n",
" <th>shallow_tilt</th>\n",
" <td>0.048090</td>\n",
" <td>0.054787</td>\n",
" <td>0.034618</td>\n",
" <td>0.039058</td>\n",
" <td>0.036189</td>\n",
" <td>0.038966</td>\n",
" <td>0.064601</td>\n",
" <td>0.134834</td>\n",
" <td>-0.012261</td>\n",
" <td>0.032163</td>\n",
" <td>...</td>\n",
" <td>0.075952</td>\n",
" <td>0.145067</td>\n",
" <td>0.048019</td>\n",
" <td>0.055902</td>\n",
" <td>0.037664</td>\n",
" <td>0.042364</td>\n",
" <td>0.044650</td>\n",
" <td>0.047453</td>\n",
" <td>0.096112</td>\n",
" <td>0.105221</td>\n",
" </tr>\n",
" <tr>\n",
" <th>steep_tilt</th>\n",
" <td>0.066670</td>\n",
" <td>0.069553</td>\n",
" <td>0.059968</td>\n",
" <td>0.075316</td>\n",
" <td>0.086223</td>\n",
" <td>0.179156</td>\n",
" <td>0.237400</td>\n",
" <td>0.158989</td>\n",
" <td>-0.009837</td>\n",
" <td>0.065204</td>\n",
" <td>...</td>\n",
" <td>0.239472</td>\n",
" <td>0.135169</td>\n",
" <td>0.081737</td>\n",
" <td>0.072670</td>\n",
" <td>0.072159</td>\n",
" <td>0.088108</td>\n",
" <td>0.137044</td>\n",
" <td>0.210328</td>\n",
" <td>0.207472</td>\n",
" <td>0.101937</td>\n",
" </tr>\n",
" <tr>\n",
" <th rowspan=\"4\" valign=\"top\">N</th>\n",
" <th>flat</th>\n",
" <td>0.029991</td>\n",
" <td>0.024113</td>\n",
" <td>0.010388</td>\n",
" <td>0.027037</td>\n",
" <td>0.023101</td>\n",
" <td>0.012848</td>\n",
" <td>0.028448</td>\n",
" <td>0.033441</td>\n",
" <td>0.012652</td>\n",
" <td>0.028497</td>\n",
" <td>...</td>\n",
" <td>0.024705</td>\n",
" <td>0.025370</td>\n",
" <td>0.035070</td>\n",
" <td>0.023784</td>\n",
" <td>0.018273</td>\n",
" <td>0.024910</td>\n",
" <td>0.019706</td>\n",
" <td>0.015484</td>\n",
" <td>0.028816</td>\n",
" <td>0.026734</td>\n",
" </tr>\n",
" <tr>\n",
" <th>medium_tilt</th>\n",
" <td>-0.007814</td>\n",
" <td>0.078470</td>\n",
" <td>0.120766</td>\n",
" <td>0.096703</td>\n",
" <td>0.078987</td>\n",
" <td>0.108529</td>\n",
" <td>0.114298</td>\n",
" <td>0.041338</td>\n",
" <td>-0.078714</td>\n",
" <td>-0.024911</td>\n",
" <td>...</td>\n",
" <td>0.109471</td>\n",
" <td>0.015379</td>\n",
" <td>0.007399</td>\n",
" <td>0.075849</td>\n",
" <td>0.123886</td>\n",
" <td>0.102013</td>\n",
" <td>0.114362</td>\n",
" <td>0.112797</td>\n",
" <td>0.087414</td>\n",
" <td>-0.016214</td>\n",
" </tr>\n",
" <tr>\n",
" <th>shallow_tilt</th>\n",
" <td>0.023857</td>\n",
" <td>0.045598</td>\n",
" <td>-0.038965</td>\n",
" <td>-0.045752</td>\n",
" <td>-0.046296</td>\n",
" <td>-0.046463</td>\n",
" <td>0.069944</td>\n",
" <td>0.065241</td>\n",
" <td>-0.015195</td>\n",
" <td>0.010791</td>\n",
" <td>...</td>\n",
" <td>0.070031</td>\n",
" <td>0.048519</td>\n",
" <td>0.031784</td>\n",
" <td>0.046126</td>\n",
" <td>-0.020229</td>\n",
" <td>-0.039361</td>\n",
" <td>-0.040775</td>\n",
" <td>-0.005382</td>\n",
" <td>0.073865</td>\n",
" <td>0.028537</td>\n",
" </tr>\n",
" <tr>\n",
" <th>steep_tilt</th>\n",
" <td>0.002669</td>\n",
" <td>0.074569</td>\n",
" <td>0.083141</td>\n",
" <td>0.109960</td>\n",
" <td>0.107098</td>\n",
" <td>0.081404</td>\n",
" <td>0.094323</td>\n",
" <td>0.022461</td>\n",
" <td>-0.047458</td>\n",
" <td>-0.005820</td>\n",
" <td>...</td>\n",
" <td>0.088258</td>\n",
" <td>0.006986</td>\n",
" <td>0.017461</td>\n",
" <td>0.072581</td>\n",
" <td>0.077396</td>\n",
" <td>0.095559</td>\n",
" <td>0.093603</td>\n",
" <td>0.058835</td>\n",
" <td>0.074181</td>\n",
" <td>-0.009787</td>\n",
" </tr>\n",
" <tr>\n",
" <th rowspan=\"4\" valign=\"top\">S</th>\n",
" <th>flat</th>\n",
" <td>0.030160</td>\n",
" <td>0.039897</td>\n",
" <td>0.029635</td>\n",
" <td>0.040055</td>\n",
" <td>0.036998</td>\n",
" <td>0.025519</td>\n",
" <td>0.039993</td>\n",
" <td>0.036731</td>\n",
" <td>0.037672</td>\n",
" <td>0.015788</td>\n",
" <td>...</td>\n",
" <td>0.039797</td>\n",
" <td>0.032394</td>\n",
" <td>0.035940</td>\n",
" <td>0.039856</td>\n",
" <td>0.033082</td>\n",
" <td>0.044560</td>\n",
" <td>0.034953</td>\n",
" <td>0.023957</td>\n",
" <td>0.036276</td>\n",
" <td>0.022942</td>\n",
" </tr>\n",
" <tr>\n",
" <th>medium_tilt</th>\n",
" <td>0.016346</td>\n",
" <td>0.044648</td>\n",
" <td>0.052798</td>\n",
" <td>0.045833</td>\n",
" <td>0.045959</td>\n",
" <td>0.046476</td>\n",
" <td>0.045758</td>\n",
" <td>0.034334</td>\n",
" <td>-0.080277</td>\n",
" <td>-0.035846</td>\n",
" <td>...</td>\n",
" <td>0.044468</td>\n",
" <td>0.020972</td>\n",
" <td>0.023243</td>\n",
" <td>0.044296</td>\n",
" <td>0.052988</td>\n",
" <td>0.050439</td>\n",
" <td>0.047174</td>\n",
" <td>0.047063</td>\n",
" <td>0.042160</td>\n",
" <td>-0.002846</td>\n",
" </tr>\n",
" <tr>\n",
" <th>shallow_tilt</th>\n",
" <td>0.035936</td>\n",
" <td>0.049354</td>\n",
" <td>0.061214</td>\n",
" <td>0.053704</td>\n",
" <td>0.043259</td>\n",
" <td>0.044804</td>\n",
" <td>0.046888</td>\n",
" <td>0.052030</td>\n",
" <td>0.014080</td>\n",
" <td>-0.006354</td>\n",
" <td>...</td>\n",
" <td>0.051253</td>\n",
" <td>0.041964</td>\n",
" <td>0.037773</td>\n",
" <td>0.049180</td>\n",
" <td>0.055337</td>\n",
" <td>0.054531</td>\n",
" <td>0.043779</td>\n",
" <td>0.046848</td>\n",
" <td>0.044452</td>\n",
" <td>0.033205</td>\n",
" </tr>\n",
" <tr>\n",
" <th>steep_tilt</th>\n",
" <td>0.049304</td>\n",
" <td>0.066326</td>\n",
" <td>0.081443</td>\n",
" <td>0.082648</td>\n",
" <td>0.075309</td>\n",
" <td>0.057032</td>\n",
" <td>0.072128</td>\n",
" <td>0.048916</td>\n",
" <td>0.009836</td>\n",
" <td>0.024499</td>\n",
" <td>...</td>\n",
" <td>0.073176</td>\n",
" <td>0.050700</td>\n",
" <td>0.059617</td>\n",
" <td>0.066443</td>\n",
" <td>0.077406</td>\n",
" <td>0.073948</td>\n",
" <td>0.056090</td>\n",
" <td>0.050557</td>\n",
" <td>0.049806</td>\n",
" <td>0.025974</td>\n",
" </tr>\n",
" <tr>\n",
" <th rowspan=\"4\" valign=\"top\">SE</th>\n",
" <th>flat</th>\n",
" <td>0.036668</td>\n",
" <td>0.028010</td>\n",
" <td>0.019893</td>\n",
" <td>0.033208</td>\n",
" <td>0.033670</td>\n",
" <td>0.024466</td>\n",
" <td>0.030417</td>\n",
" <td>0.039680</td>\n",
" <td>0.034221</td>\n",
" <td>0.030310</td>\n",
" <td>...</td>\n",
" <td>0.026357</td>\n",
" <td>0.019802</td>\n",
" <td>0.040670</td>\n",
" <td>0.028925</td>\n",
" <td>0.031307</td>\n",
" <td>0.039482</td>\n",
" <td>0.037393</td>\n",
" <td>0.020514</td>\n",
" <td>0.022205</td>\n",
" <td>0.017963</td>\n",
" </tr>\n",
" <tr>\n",
" <th>medium_tilt</th>\n",
" <td>0.052692</td>\n",
" <td>0.059430</td>\n",
" <td>0.043008</td>\n",
" <td>0.045532</td>\n",
" <td>0.049086</td>\n",
" <td>0.050918</td>\n",
" <td>0.043378</td>\n",
" <td>0.077458</td>\n",
" <td>-0.059579</td>\n",
" <td>0.023000</td>\n",
" <td>...</td>\n",
" <td>0.046717</td>\n",
" <td>0.113041</td>\n",
" <td>0.056544</td>\n",
" <td>0.059964</td>\n",
" <td>0.045165</td>\n",
" <td>0.052909</td>\n",
" <td>0.053925</td>\n",
" <td>0.057834</td>\n",
" <td>0.045528</td>\n",
" <td>0.075225</td>\n",
" </tr>\n",
" <tr>\n",
" <th>shallow_tilt</th>\n",
" <td>0.044572</td>\n",
" <td>0.052258</td>\n",
" <td>0.038462</td>\n",
" <td>0.045828</td>\n",
" <td>0.046820</td>\n",
" <td>0.040452</td>\n",
" <td>0.038044</td>\n",
" <td>0.035233</td>\n",
" <td>-0.013847</td>\n",
" <td>0.026366</td>\n",
" <td>...</td>\n",
" <td>0.039202</td>\n",
" <td>0.057625</td>\n",
" <td>0.047531</td>\n",
" <td>0.052688</td>\n",
" <td>0.042781</td>\n",
" <td>0.048581</td>\n",
" <td>0.045314</td>\n",
" <td>0.045226</td>\n",
" <td>0.035130</td>\n",
" <td>0.057313</td>\n",
" </tr>\n",
" <tr>\n",
" <th>steep_tilt</th>\n",
" <td>0.086739</td>\n",
" <td>0.089048</td>\n",
" <td>0.075072</td>\n",
" <td>0.077168</td>\n",
" <td>0.079872</td>\n",
" <td>0.081598</td>\n",
" <td>0.132297</td>\n",
" <td>0.150944</td>\n",
" <td>-0.017124</td>\n",
" <td>0.072692</td>\n",
" <td>...</td>\n",
" <td>0.144222</td>\n",
" <td>0.154864</td>\n",
" <td>0.087838</td>\n",
" <td>0.088561</td>\n",
" <td>0.083026</td>\n",
" <td>0.086960</td>\n",
" <td>0.085654</td>\n",
" <td>0.098562</td>\n",
" <td>0.137273</td>\n",
" <td>0.107673</td>\n",
" </tr>\n",
" <tr>\n",
" <th rowspan=\"4\" valign=\"top\">SW</th>\n",
" <th>flat</th>\n",
" <td>0.016346</td>\n",
" <td>0.040046</td>\n",
" <td>0.047922</td>\n",
" <td>0.043315</td>\n",
" <td>0.035565</td>\n",
" <td>0.029191</td>\n",
" <td>0.035772</td>\n",
" <td>0.049316</td>\n",
" <td>0.009240</td>\n",
" <td>0.000605</td>\n",
" <td>...</td>\n",
" <td>0.038300</td>\n",
" <td>0.034329</td>\n",
" <td>0.015594</td>\n",
" <td>0.040135</td>\n",
" <td>0.051448</td>\n",
" <td>0.050032</td>\n",
" <td>0.040425</td>\n",
" <td>0.021067</td>\n",
" <td>0.039287</td>\n",
" <td>0.026592</td>\n",
" </tr>\n",
" <tr>\n",
" <th>medium_tilt</th>\n",
" <td>0.029491</td>\n",
" <td>-0.004936</td>\n",
" <td>0.034103</td>\n",
" <td>0.037303</td>\n",
" <td>0.031797</td>\n",
" <td>0.019365</td>\n",
" <td>0.020503</td>\n",
" <td>0.005211</td>\n",
" <td>-0.086409</td>\n",
" <td>-0.054570</td>\n",
" <td>...</td>\n",
" <td>0.020605</td>\n",
" <td>-0.007164</td>\n",
" <td>-0.006410</td>\n",
" <td>-0.005888</td>\n",
" <td>0.033134</td>\n",
" <td>0.038171</td>\n",
" <td>0.027431</td>\n",
" <td>0.015702</td>\n",
" <td>0.015500</td>\n",
" <td>-0.027316</td>\n",
" </tr>\n",
" <tr>\n",
" <th>shallow_tilt</th>\n",
" <td>-0.003719</td>\n",
" <td>0.005379</td>\n",
" <td>0.034119</td>\n",
" <td>0.041630</td>\n",
" <td>0.039667</td>\n",
" <td>0.032601</td>\n",
" <td>0.044324</td>\n",
" <td>0.033465</td>\n",
" <td>-0.035976</td>\n",
" <td>-0.012652</td>\n",
" <td>...</td>\n",
" <td>0.040731</td>\n",
" <td>0.030764</td>\n",
" <td>-0.011438</td>\n",
" <td>0.003549</td>\n",
" <td>0.035013</td>\n",
" <td>0.042725</td>\n",
" <td>0.036000</td>\n",
" <td>0.030590</td>\n",
" <td>0.040913</td>\n",
" <td>0.007336</td>\n",
" </tr>\n",
" <tr>\n",
" <th>steep_tilt</th>\n",
" <td>0.064081</td>\n",
" <td>0.045122</td>\n",
" <td>0.048113</td>\n",
" <td>0.043459</td>\n",
" <td>0.036748</td>\n",
" <td>0.022207</td>\n",
" <td>0.018635</td>\n",
" <td>0.001715</td>\n",
" <td>-0.052111</td>\n",
" <td>-0.037808</td>\n",
" <td>...</td>\n",
" <td>0.019789</td>\n",
" <td>0.000989</td>\n",
" <td>0.041751</td>\n",
" <td>0.043125</td>\n",
" <td>0.046085</td>\n",
" <td>0.039032</td>\n",
" <td>0.027997</td>\n",
" <td>0.014962</td>\n",
" <td>0.016186</td>\n",
" <td>-0.020974</td>\n",
" </tr>\n",
" <tr>\n",
" <th rowspan=\"4\" valign=\"top\">W</th>\n",
" <th>flat</th>\n",
" <td>0.016207</td>\n",
" <td>0.018402</td>\n",
" <td>0.039759</td>\n",
" <td>0.041635</td>\n",
" <td>0.028912</td>\n",
" <td>0.008773</td>\n",
" <td>0.041277</td>\n",
" <td>0.035520</td>\n",
" <td>-0.000534</td>\n",
" <td>0.004925</td>\n",
" <td>...</td>\n",
" <td>0.052350</td>\n",
" <td>0.028922</td>\n",
" <td>0.014017</td>\n",
" <td>0.016520</td>\n",
" <td>0.029896</td>\n",
" <td>0.035021</td>\n",
" <td>0.016982</td>\n",
" <td>0.004412</td>\n",
" <td>0.036825</td>\n",
" <td>0.016304</td>\n",
" </tr>\n",
" <tr>\n",
" <th>medium_tilt</th>\n",
" <td>-0.018758</td>\n",
" <td>0.065274</td>\n",
" <td>0.042998</td>\n",
" <td>0.001757</td>\n",
" <td>-0.013427</td>\n",
" <td>-0.033679</td>\n",
" <td>0.019708</td>\n",
" <td>-0.005685</td>\n",
" <td>-0.080523</td>\n",
" <td>-0.086784</td>\n",
" <td>...</td>\n",
" <td>0.012655</td>\n",
" <td>-0.020180</td>\n",
" <td>-0.012576</td>\n",
" <td>0.061204</td>\n",
" <td>0.040617</td>\n",
" <td>-0.009805</td>\n",
" <td>-0.022412</td>\n",
" <td>-0.044670</td>\n",
" <td>0.011295</td>\n",
" <td>-0.041091</td>\n",
" </tr>\n",
" <tr>\n",
" <th>shallow_tilt</th>\n",
" <td>0.046428</td>\n",
" <td>-0.024429</td>\n",
" <td>-0.017636</td>\n",
" <td>0.009650</td>\n",
" <td>0.008672</td>\n",
" <td>0.002197</td>\n",
" <td>0.034960</td>\n",
" <td>0.022547</td>\n",
" <td>-0.027261</td>\n",
" <td>-0.013763</td>\n",
" <td>...</td>\n",
" <td>0.033533</td>\n",
" <td>0.018173</td>\n",
" <td>0.031454</td>\n",
" <td>-0.016879</td>\n",
" <td>-0.021455</td>\n",
" <td>0.013765</td>\n",
" <td>0.007820</td>\n",
" <td>-0.005811</td>\n",
" <td>0.024493</td>\n",
" <td>0.003483</td>\n",
" </tr>\n",
" <tr>\n",
" <th>steep_tilt</th>\n",
" <td>-0.002579</td>\n",
" <td>0.050629</td>\n",
" <td>0.138345</td>\n",
" <td>0.108237</td>\n",
" <td>0.043845</td>\n",
" <td>0.016893</td>\n",
" <td>0.008126</td>\n",
" <td>-0.016896</td>\n",
" <td>-0.065108</td>\n",
" <td>-0.054499</td>\n",
" <td>...</td>\n",
" <td>0.006125</td>\n",
" <td>-0.035261</td>\n",
" <td>0.005112</td>\n",
" <td>0.044099</td>\n",
" <td>0.125906</td>\n",
" <td>0.067495</td>\n",
" <td>0.045346</td>\n",
" <td>0.003400</td>\n",
" <td>-0.008646</td>\n",
" <td>-0.045892</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>24 rows × 146 columns</p>\n",
"</div>"
],
"text/plain": [
" 2001-01-15 08:00:00 2001-01-15 09:00:00 \\\n",
"orientation_cat tilt_cat \n",
"E flat 0.031800 0.029976 \n",
" medium_tilt 0.040642 0.062543 \n",
" shallow_tilt 0.048090 0.054787 \n",
" steep_tilt 0.066670 0.069553 \n",
"N flat 0.029991 0.024113 \n",
" medium_tilt -0.007814 0.078470 \n",
" shallow_tilt 0.023857 0.045598 \n",
" steep_tilt 0.002669 0.074569 \n",
"S flat 0.030160 0.039897 \n",
" medium_tilt 0.016346 0.044648 \n",
" shallow_tilt 0.035936 0.049354 \n",
" steep_tilt 0.049304 0.066326 \n",
"SE flat 0.036668 0.028010 \n",
" medium_tilt 0.052692 0.059430 \n",
" shallow_tilt 0.044572 0.052258 \n",
" steep_tilt 0.086739 0.089048 \n",
"SW flat 0.016346 0.040046 \n",
" medium_tilt 0.029491 -0.004936 \n",
" shallow_tilt -0.003719 0.005379 \n",
" steep_tilt 0.064081 0.045122 \n",
"W flat 0.016207 0.018402 \n",
" medium_tilt -0.018758 0.065274 \n",
" shallow_tilt 0.046428 -0.024429 \n",
" steep_tilt -0.002579 0.050629 \n",
"\n",
" 2001-01-15 10:00:00 2001-01-15 11:00:00 \\\n",
"orientation_cat tilt_cat \n",
"E flat 0.013649 0.024724 \n",
" medium_tilt 0.024120 0.035947 \n",
" shallow_tilt 0.034618 0.039058 \n",
" steep_tilt 0.059968 0.075316 \n",
"N flat 0.010388 0.027037 \n",
" medium_tilt 0.120766 0.096703 \n",
" shallow_tilt -0.038965 -0.045752 \n",
" steep_tilt 0.083141 0.109960 \n",
"S flat 0.029635 0.040055 \n",
" medium_tilt 0.052798 0.045833 \n",
" shallow_tilt 0.061214 0.053704 \n",
" steep_tilt 0.081443 0.082648 \n",
"SE flat 0.019893 0.033208 \n",
" medium_tilt 0.043008 0.045532 \n",
" shallow_tilt 0.038462 0.045828 \n",
" steep_tilt 0.075072 0.077168 \n",
"SW flat 0.047922 0.043315 \n",
" medium_tilt 0.034103 0.037303 \n",
" shallow_tilt 0.034119 0.041630 \n",
" steep_tilt 0.048113 0.043459 \n",
"W flat 0.039759 0.041635 \n",
" medium_tilt 0.042998 0.001757 \n",
" shallow_tilt -0.017636 0.009650 \n",
" steep_tilt 0.138345 0.108237 \n",
"\n",
" 2001-01-15 12:00:00 2001-01-15 13:00:00 \\\n",
"orientation_cat tilt_cat \n",
"E flat 0.027010 0.028169 \n",
" medium_tilt 0.044330 0.086474 \n",
" shallow_tilt 0.036189 0.038966 \n",
" steep_tilt 0.086223 0.179156 \n",
"N flat 0.023101 0.012848 \n",
" medium_tilt 0.078987 0.108529 \n",
" shallow_tilt -0.046296 -0.046463 \n",
" steep_tilt 0.107098 0.081404 \n",
"S flat 0.036998 0.025519 \n",
" medium_tilt 0.045959 0.046476 \n",
" shallow_tilt 0.043259 0.044804 \n",
" steep_tilt 0.075309 0.057032 \n",
"SE flat 0.033670 0.024466 \n",
" medium_tilt 0.049086 0.050918 \n",
" shallow_tilt 0.046820 0.040452 \n",
" steep_tilt 0.079872 0.081598 \n",
"SW flat 0.035565 0.029191 \n",
" medium_tilt 0.031797 0.019365 \n",
" shallow_tilt 0.039667 0.032601 \n",
" steep_tilt 0.036748 0.022207 \n",
"W flat 0.028912 0.008773 \n",
" medium_tilt -0.013427 -0.033679 \n",
" shallow_tilt 0.008672 0.002197 \n",
" steep_tilt 0.043845 0.016893 \n",
"\n",
" 2001-01-15 14:00:00 2001-01-15 15:00:00 \\\n",
"orientation_cat tilt_cat \n",
"E flat 0.037136 0.062613 \n",
" medium_tilt 0.182973 0.132157 \n",
" shallow_tilt 0.064601 0.134834 \n",
" steep_tilt 0.237400 0.158989 \n",
"N flat 0.028448 0.033441 \n",
" medium_tilt 0.114298 0.041338 \n",
" shallow_tilt 0.069944 0.065241 \n",
" steep_tilt 0.094323 0.022461 \n",
"S flat 0.039993 0.036731 \n",
" medium_tilt 0.045758 0.034334 \n",
" shallow_tilt 0.046888 0.052030 \n",
" steep_tilt 0.072128 0.048916 \n",
"SE flat 0.030417 0.039680 \n",
" medium_tilt 0.043378 0.077458 \n",
" shallow_tilt 0.038044 0.035233 \n",
" steep_tilt 0.132297 0.150944 \n",
"SW flat 0.035772 0.049316 \n",
" medium_tilt 0.020503 0.005211 \n",
" shallow_tilt 0.044324 0.033465 \n",
" steep_tilt 0.018635 0.001715 \n",
"W flat 0.041277 0.035520 \n",
" medium_tilt 0.019708 -0.005685 \n",
" shallow_tilt 0.034960 0.022547 \n",
" steep_tilt 0.008126 -0.016896 \n",
"\n",
" 2001-01-15 16:00:00 2001-02-15 07:00:00 \\\n",
"orientation_cat tilt_cat \n",
"E flat 0.037497 -0.000025 \n",
" medium_tilt -0.073918 0.018193 \n",
" shallow_tilt -0.012261 0.032163 \n",
" steep_tilt -0.009837 0.065204 \n",
"N flat 0.012652 0.028497 \n",
" medium_tilt -0.078714 -0.024911 \n",
" shallow_tilt -0.015195 0.010791 \n",
" steep_tilt -0.047458 -0.005820 \n",
"S flat 0.037672 0.015788 \n",
" medium_tilt -0.080277 -0.035846 \n",
" shallow_tilt 0.014080 -0.006354 \n",
" steep_tilt 0.009836 0.024499 \n",
"SE flat 0.034221 0.030310 \n",
" medium_tilt -0.059579 0.023000 \n",
" shallow_tilt -0.013847 0.026366 \n",
" steep_tilt -0.017124 0.072692 \n",
"SW flat 0.009240 0.000605 \n",
" medium_tilt -0.086409 -0.054570 \n",
" shallow_tilt -0.035976 -0.012652 \n",
" steep_tilt -0.052111 -0.037808 \n",
"W flat -0.000534 0.004925 \n",
" medium_tilt -0.080523 -0.086784 \n",
" shallow_tilt -0.027261 -0.013763 \n",
" steep_tilt -0.065108 -0.054499 \n",
"\n",
" ... 2001-11-15 14:00:00 \\\n",
"orientation_cat tilt_cat ... \n",
"E flat ... 0.053398 \n",
" medium_tilt ... 0.188301 \n",
" shallow_tilt ... 0.075952 \n",
" steep_tilt ... 0.239472 \n",
"N flat ... 0.024705 \n",
" medium_tilt ... 0.109471 \n",
" shallow_tilt ... 0.070031 \n",
" steep_tilt ... 0.088258 \n",
"S flat ... 0.039797 \n",
" medium_tilt ... 0.044468 \n",
" shallow_tilt ... 0.051253 \n",
" steep_tilt ... 0.073176 \n",
"SE flat ... 0.026357 \n",
" medium_tilt ... 0.046717 \n",
" shallow_tilt ... 0.039202 \n",
" steep_tilt ... 0.144222 \n",
"SW flat ... 0.038300 \n",
" medium_tilt ... 0.020605 \n",
" shallow_tilt ... 0.040731 \n",
" steep_tilt ... 0.019789 \n",
"W flat ... 0.052350 \n",
" medium_tilt ... 0.012655 \n",
" shallow_tilt ... 0.033533 \n",
" steep_tilt ... 0.006125 \n",
"\n",
" 2001-11-15 15:00:00 2001-12-15 08:00:00 \\\n",
"orientation_cat tilt_cat \n",
"E flat 0.052874 0.032358 \n",
" medium_tilt 0.097772 0.041576 \n",
" shallow_tilt 0.145067 0.048019 \n",
" steep_tilt 0.135169 0.081737 \n",
"N flat 0.025370 0.035070 \n",
" medium_tilt 0.015379 0.007399 \n",
" shallow_tilt 0.048519 0.031784 \n",
" steep_tilt 0.006986 0.017461 \n",
"S flat 0.032394 0.035940 \n",
" medium_tilt 0.020972 0.023243 \n",
" shallow_tilt 0.041964 0.037773 \n",
" steep_tilt 0.050700 0.059617 \n",
"SE flat 0.019802 0.040670 \n",
" medium_tilt 0.113041 0.056544 \n",
" shallow_tilt 0.057625 0.047531 \n",
" steep_tilt 0.154864 0.087838 \n",
"SW flat 0.034329 0.015594 \n",
" medium_tilt -0.007164 -0.006410 \n",
" shallow_tilt 0.030764 -0.011438 \n",
" steep_tilt 0.000989 0.041751 \n",
"W flat 0.028922 0.014017 \n",
" medium_tilt -0.020180 -0.012576 \n",
" shallow_tilt 0.018173 0.031454 \n",
" steep_tilt -0.035261 0.005112 \n",
"\n",
" 2001-12-15 09:00:00 2001-12-15 10:00:00 \\\n",
"orientation_cat tilt_cat \n",
"E flat 0.032359 0.014883 \n",
" medium_tilt 0.063178 0.031687 \n",
" shallow_tilt 0.055902 0.037664 \n",
" steep_tilt 0.072670 0.072159 \n",
"N flat 0.023784 0.018273 \n",
" medium_tilt 0.075849 0.123886 \n",
" shallow_tilt 0.046126 -0.020229 \n",
" steep_tilt 0.072581 0.077396 \n",
"S flat 0.039856 0.033082 \n",
" medium_tilt 0.044296 0.052988 \n",
" shallow_tilt 0.049180 0.055337 \n",
" steep_tilt 0.066443 0.077406 \n",
"SE flat 0.028925 0.031307 \n",
" medium_tilt 0.059964 0.045165 \n",
" shallow_tilt 0.052688 0.042781 \n",
" steep_tilt 0.088561 0.083026 \n",
"SW flat 0.040135 0.051448 \n",
" medium_tilt -0.005888 0.033134 \n",
" shallow_tilt 0.003549 0.035013 \n",
" steep_tilt 0.043125 0.046085 \n",
"W flat 0.016520 0.029896 \n",
" medium_tilt 0.061204 0.040617 \n",
" shallow_tilt -0.016879 -0.021455 \n",
" steep_tilt 0.044099 0.125906 \n",
"\n",
" 2001-12-15 11:00:00 2001-12-15 12:00:00 \\\n",
"orientation_cat tilt_cat \n",
"E flat 0.018519 0.029727 \n",
" medium_tilt 0.041508 0.066126 \n",
" shallow_tilt 0.042364 0.044650 \n",
" steep_tilt 0.088108 0.137044 \n",
"N flat 0.024910 0.019706 \n",
" medium_tilt 0.102013 0.114362 \n",
" shallow_tilt -0.039361 -0.040775 \n",
" steep_tilt 0.095559 0.093603 \n",
"S flat 0.044560 0.034953 \n",
" medium_tilt 0.050439 0.047174 \n",
" shallow_tilt 0.054531 0.043779 \n",
" steep_tilt 0.073948 0.056090 \n",
"SE flat 0.039482 0.037393 \n",
" medium_tilt 0.052909 0.053925 \n",
" shallow_tilt 0.048581 0.045314 \n",
" steep_tilt 0.086960 0.085654 \n",
"SW flat 0.050032 0.040425 \n",
" medium_tilt 0.038171 0.027431 \n",
" shallow_tilt 0.042725 0.036000 \n",
" steep_tilt 0.039032 0.027997 \n",
"W flat 0.035021 0.016982 \n",
" medium_tilt -0.009805 -0.022412 \n",
" shallow_tilt 0.013765 0.007820 \n",
" steep_tilt 0.067495 0.045346 \n",
"\n",
" 2001-12-15 13:00:00 2001-12-15 14:00:00 \\\n",
"orientation_cat tilt_cat \n",
"E flat 0.023246 0.064985 \n",
" medium_tilt 0.121046 0.168718 \n",
" shallow_tilt 0.047453 0.096112 \n",
" steep_tilt 0.210328 0.207472 \n",
"N flat 0.015484 0.028816 \n",
" medium_tilt 0.112797 0.087414 \n",
" shallow_tilt -0.005382 0.073865 \n",
" steep_tilt 0.058835 0.074181 \n",
"S flat 0.023957 0.036276 \n",
" medium_tilt 0.047063 0.042160 \n",
" shallow_tilt 0.046848 0.044452 \n",
" steep_tilt 0.050557 0.049806 \n",
"SE flat 0.020514 0.022205 \n",
" medium_tilt 0.057834 0.045528 \n",
" shallow_tilt 0.045226 0.035130 \n",
" steep_tilt 0.098562 0.137273 \n",
"SW flat 0.021067 0.039287 \n",
" medium_tilt 0.015702 0.015500 \n",
" shallow_tilt 0.030590 0.040913 \n",
" steep_tilt 0.014962 0.016186 \n",
"W flat 0.004412 0.036825 \n",
" medium_tilt -0.044670 0.011295 \n",
" shallow_tilt -0.005811 0.024493 \n",
" steep_tilt 0.003400 -0.008646 \n",
"\n",
" 2001-12-15 15:00:00 \n",
"orientation_cat tilt_cat \n",
"E flat 0.070807 \n",
" medium_tilt 0.041124 \n",
" shallow_tilt 0.105221 \n",
" steep_tilt 0.101937 \n",
"N flat 0.026734 \n",
" medium_tilt -0.016214 \n",
" shallow_tilt 0.028537 \n",
" steep_tilt -0.009787 \n",
"S flat 0.022942 \n",
" medium_tilt -0.002846 \n",
" shallow_tilt 0.033205 \n",
" steep_tilt 0.025974 \n",
"SE flat 0.017963 \n",
" medium_tilt 0.075225 \n",
" shallow_tilt 0.057313 \n",
" steep_tilt 0.107673 \n",
"SW flat 0.026592 \n",
" medium_tilt -0.027316 \n",
" shallow_tilt 0.007336 \n",
" steep_tilt -0.020974 \n",
"W flat 0.016304 \n",
" medium_tilt -0.041091 \n",
" shallow_tilt 0.003483 \n",
" steep_tilt -0.045892 \n",
"\n",
"[24 rows x 146 columns]"
]
},
"execution_count": 15,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"partly_shading"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [],
"source": [
"partly_shading.to_csv( os.path.join(path, 'GVA_bias_partly_shading_cats.csv') )"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [],
"source": [
"(bias_categories.set_index(['orientation_cat', 'tilt_cat'])[['fully_shaded_ratio']] * (-1)).to_csv(\n",
" os.path.join(path, 'GVA_bias_fully_shaded_cats.csv') )"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"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": "3.6.1"
+ "version": "3.7.7"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
diff --git a/Visualisation/plot_pv_per_roof_FR.ipynb b/Visualisation/plot_pv_per_roof_FR.ipynb
index b0f8e29..25839b0 100644
--- a/Visualisation/plot_pv_per_roof_FR.ipynb
+++ b/Visualisation/plot_pv_per_roof_FR.ipynb
@@ -1,7446 +1,7446 @@
{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/home/walch/.local/lib/python3.6/site-packages/dask/config.py:129: YAMLLoadWarning: calling yaml.load() without Loader=... is deprecated, as the default Loader is unsafe. Please read https://msg.pyyaml.org/load for full details.\n",
" data = yaml.load(f.read()) or {}\n",
"/home/walch/.local/lib/python3.6/site-packages/distributed/config.py:20: YAMLLoadWarning: calling yaml.load() without Loader=... is deprecated, as the default Loader is unsafe. Please read https://msg.pyyaml.org/load for full details.\n",
" defaults = yaml.load(f)\n"
]
}
],
"source": [
"import geopandas as gpd\n",
"import fiona\n",
"import pandas as pd\n",
"import numpy as np\n",
"import geo_ops\n",
"import xarray as xr\n",
"\n",
"from osgeo import gdal\n",
"from geo_util import *\n",
"\n",
"import time\n",
"import os\n",
"\n",
"import matplotlib\n",
"%matplotlib notebook\n",
"import matplotlib.pyplot as plt\n",
"from matplotlib.colors import LinearSegmentedColormap\n",
"import matplotlib.patches as mpatches\n"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"colorsRGB = [(47,111,191),\n",
" (51,148,190),\n",
" (65,195,153),\n",
" (105,219,77),\n",
" (183,233,81),\n",
" (249,239,88),\n",
" (250,201,53),\n",
" (246,135,26),\n",
" (220,82,7),\n",
" (193,31,4)]\n",
"colors = []\n",
"for row in colorsRGB:\n",
" colors.append(tuple([i/255.0 for i in row]))\n",
" \n",
"cm_PV = LinearSegmentedColormap.from_list('radiation', colors, N=500)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Load data"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Ortophoto"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"src_ds = gdal.Open( \"/work/hyenergy/raw/SwissTopo/RGB_25cm/data_orig/Fribourg/swissimage_latest.tif\" )"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"data = src_ds.ReadAsArray()\n",
"\n",
"data_swapped = np.swapaxes(data,0,2)\n",
"data_swapped = np.swapaxes(data_swapped,0,1)\n",
"data_swapped = np.flip(data_swapped, axis = 0)"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"x0, dx, dxdy, y1, dydx, dy = src_ds.GetGeoTransform()\n",
"x1 = x0+dx*data_swapped.shape[1]\n",
"y0 = y1+dy*data_swapped.shape[0]"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"x0 = x0+2e6\n",
"x1 = x1+2e6\n",
"y0 = y0+1e6\n",
"y1 = y1+1e6"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Roofs"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
"X0 = 2578000 # 498000 # 497000 # 499500 # \n",
"X1 = 2579500 # 503000 # 501000 # 500500 \n",
"\n",
"Y0 = 1183300 # 124500 # 117500 # \n",
"Y1 = 1184300 # 128500 # 120000 # 118500"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"PLY = create_grid_from_corners(pd.DataFrame(data = [[X0,Y0],[X1,Y1]], columns = ['x','y']))"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [],
"source": [
"PLY.crs = 'EPSG:2056'"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [],
"source": [
"ROOF_PATH = '/work/hyenergy/raw/Sonnendach/Sonnendach_all_roofs/Sonnendach_CH.gdb'\n",
"ROOF_LAYR = 'SOKAT_CH_DACH'\n",
"ROOF_COLS = ['geometry', 'DF_UID', 'FLAECHE', 'NEIGUNG', 'AUSRICHTUNG'] # 'DF_NUMMER', 'SB_UUID', 'XCOORD', 'YCOORD', "
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"roofs = load_file(ROOF_PATH, layer = ROOF_LAYR, bbox = PLY, columns = ROOF_COLS)"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [],
"source": [
"path = '/work/hyenergy/output/solar_potential/technical_potential'\n",
"EPV = pd.read_csv( os.path.join(path, 'pv_potential_annual_shared_v2.csv') )"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
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"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>DF_UID</th>\n",
" <th>pv_potential_kWh_a</th>\n",
" <th>pv_potential_kWh_a_std</th>\n",
" <th>radiation_kWh_m2_a</th>\n",
" <th>radiation_kWh_m2_a_std</th>\n",
" <th>available_area</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
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" <td>3891.60550</td>\n",
" <td>2071.079104</td>\n",
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" </tr>\n",
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" <td>2022.19400</td>\n",
" <td>1044.604313</td>\n",
" <td>1029.797436</td>\n",
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" <td>14.224941</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>5</td>\n",
" <td>1030.45680</td>\n",
" <td>702.281552</td>\n",
" <td>711.799309</td>\n",
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" <tr>\n",
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" </tr>\n",
" <tr>\n",
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" <td>9890023</td>\n",
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"</div>"
],
"text/plain": [
" DF_UID pv_potential_kWh_a pv_potential_kWh_a_std \\\n",
"0 1 239.80010 324.268393 \n",
"1 2 0.00000 0.000000 \n",
"2 3 3891.60550 2071.079104 \n",
"3 4 2022.19400 1044.604313 \n",
"4 5 1030.45680 702.281552 \n",
"... ... ... ... \n",
"9639226 9890019 17457.64300 4949.553131 \n",
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"9639228 9890021 204.14665 193.304750 \n",
"9639229 9890022 22877.88700 6842.172803 \n",
"9639230 9890023 10378.33200 3284.971896 \n",
"\n",
" radiation_kWh_m2_a radiation_kWh_m2_a_std available_area \n",
"0 1210.184846 309.039122 1.437423 \n",
"1 474.558362 85.539804 0.000000 \n",
"2 951.934814 239.814424 29.414390 \n",
"3 1029.797436 259.121816 14.224941 \n",
"4 711.799309 188.438262 10.472945 \n",
"... ... ... ... \n",
"9639226 663.112270 119.805568 187.344246 \n",
"9639227 975.366611 228.142006 7.954101 \n",
"9639228 899.525733 203.837999 1.637191 \n",
"9639229 913.332812 205.630100 180.541870 \n",
"9639230 939.599441 199.973021 79.647216 \n",
"\n",
"[9639231 rows x 6 columns]"
]
},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"EPV"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {
"scrolled": true
},
"outputs": [],
"source": [
"roofs_merged = roofs.merge( EPV, how = 'left', on = 'DF_UID' )"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [],
"source": [
"roofs_merged['PV_MWh'] = roofs_merged.pv_potential_kWh_a / 1e3"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [],
"source": [
"FLAT_TILT = 0\n",
"MAX_ASPECT = 90\n",
"\n",
"roofs_merged['suitable'] = ( ( (roofs_merged.NEIGUNG <= FLAT_TILT) | (abs(roofs_merged.AUSRICHTUNG) <= MAX_ASPECT) )\n",
" & (roofs_merged.available_area >= 8) ).astype(int)"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
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" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>DF_UID</th>\n",
" <th>FLAECHE</th>\n",
" <th>AUSRICHTUNG</th>\n",
" <th>NEIGUNG</th>\n",
" <th>geometry</th>\n",
" <th>pv_potential_kWh_a</th>\n",
" <th>pv_potential_kWh_a_std</th>\n",
" <th>radiation_kWh_m2_a</th>\n",
" <th>radiation_kWh_m2_a_std</th>\n",
" <th>available_area</th>\n",
" <th>PV_MWh</th>\n",
" <th>suitable</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>6237584</td>\n",
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" <td>-180</td>\n",
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" <tr>\n",
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" <td>6237585</td>\n",
" <td>26.66552</td>\n",
" <td>-180</td>\n",
" <td>0</td>\n",
" <td>MULTIPOLYGON (((2578767.128 1183300.551, 25787...</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>1357.518410</td>\n",
" <td>333.844605</td>\n",
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" <td>0</td>\n",
" </tr>\n",
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],
"text/plain": [
" DF_UID FLAECHE AUSRICHTUNG NEIGUNG \\\n",
"0 6237584 26.75832 -180 0 \n",
"1 6237585 26.66552 -180 0 \n",
"\n",
" geometry pv_potential_kWh_a \\\n",
"0 MULTIPOLYGON (((2578787.375 1183290.086, 25787... 0.0 \n",
"1 MULTIPOLYGON (((2578767.128 1183300.551, 25787... 0.0 \n",
"\n",
" pv_potential_kWh_a_std radiation_kWh_m2_a radiation_kWh_m2_a_std \\\n",
"0 0.0 1257.789616 317.752801 \n",
"1 0.0 1357.518410 333.844605 \n",
"\n",
" available_area PV_MWh suitable \n",
"0 0.0 0.0 0 \n",
"1 0.0 0.0 0 "
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"roofs_merged.head(2)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Show set of roofs"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [],
"source": [
"X0 = 2578400 # 498000 # 497000 # 499500 # \n",
"X1 = 2579080 # 503000 # 501000 # 500500 \n",
"\n",
"Y0 = 1183460 # 124500 # 117500 # \n",
"Y1 = 1184270 # 128500 # 120000 # 118500"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [],
"source": [
"roofs_suitable = roofs_merged[roofs_merged.suitable == 1]\n",
"roofs_unsuitable = roofs_merged[roofs_merged.suitable == 0]"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [
{
"data": {
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" alert('Your browser does not have WebSocket support. ' +\n",
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" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option);\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width / mpl.ratio, fig.canvas.height / mpl.ratio);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" // select the cell after this one\n",
" var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n",
" IPython.notebook.select(index + 1);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
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\" width=\"550\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"VMAX = 30\n",
"VMIN = 0\n",
"linecolor = 'k'\n",
"LW = 0.1\n",
"matplotlib.rcParams.update({'font.size': 14})\n",
"\n",
"fig, ax = plt.subplots( figsize = (5.5, 5.5)) #\n",
"\n",
"# norm = matplotlib.colors.LogNorm(vmin = VMIN, vmax=VMAX)\n",
"norm = matplotlib.colors.Normalize(vmax=VMAX)\n",
"\n",
"plt.imshow(data_swapped, extent = (x0, x1, y0, y1), alpha = 0.45, origin = 'lower')\n",
"roofs_suitable.plot( ax = ax, column = 'PV_MWh', cmap = cm_PV, vmin = VMIN, vmax = VMAX, \n",
" edgecolor = linecolor, lw = LW,\n",
" legend=True, \n",
" legend_kwds = { 'label': 'Annual PV potential ($MWh$)', 'shrink' : 0.9, 'extend' : 'max' } )\n",
"roofs_unsuitable.plot( ax = ax, color = 'lightgrey',\n",
" edgecolor = linecolor, lw = LW)\n",
"\n",
"# roof_set.apply(lambda x: ax.annotate(x.DF_UID, xy=(x.XCOORD, x.YCOORD), ha='center'),axis=1);\n",
"\n",
"# FORMATTING\n",
"# plt.axis('equal')\n",
"plt.axis('off')\n",
"# plt.tight_layout()\n",
"\n",
"plt.ylim((Y0, Y1))\n",
"plt.xlim((X0, X1))\n",
"\n",
"# add legend\n",
"excl = mpatches.Patch(color='lightgrey', label='Unsuitable')\n",
"# plt.legend(handles=[excl], loc = 1, framealpha = 0.85)\n",
"\n",
"# add colorbar\n",
"# cbar = plt.cm.ScalarMappable(norm=norm, cmap=cm_PV)\n",
"\n",
"# plt.subplots_adjust(bottom=0.18, top = 0.99, left = 0.05, right = 0.95)\n",
"# cbar_ax = fig.add_axes([0.05, 0.07, 0.85, 0.04])\n",
"# cb = plt.colorbar(cbar, extend = 'max') # , orientation=\"horizontal\", cax=cbar_ax\n",
"# cb.set_label('Annual PV potential ($MWh$)', labelpad = -61, ha = 'left', position = (0, 0))\n",
"\n",
"plt.tight_layout()\n",
"plt.show()\n",
"\n",
"plt.savefig(\"PV_example_FR.png\", dpi = 500)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# OLD PLOTS"
]
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support. ' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option);\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\" width=\"450\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"VMAX = 100\n",
"linecolor = 'k'\n",
"LW = 0.1\n",
"matplotlib.rcParams.update({'font.size': 14})\n",
"\n",
"fig, ax = plt.subplots(figsize = (4.5, 5.8)) # figsize = (10, 10)\n",
"\n",
"# plt.imshow(data_swapped, extent = (x0, x1, y0, y1), alpha = 0.4, origin = 'lower')\n",
"roofs_suitable.plot( ax = ax, column = 'PV_norm', cmap = cm_PV, vmax = VMAX,\n",
" edgecolor = linecolor, lw = LW, alpha = 0.7,\n",
" legend=False)\n",
"roofs_unsuitable.plot( ax = ax, color = 'lightgrey',\n",
" edgecolor = linecolor, lw = LW, alpha = 0.7, \n",
" legend=False)\n",
"\n",
"# add colorbar\n",
"norm = matplotlib.colors.Normalize(vmin=roof_set.PV_norm.min(), vmax=VMAX)\n",
"cbar = plt.cm.ScalarMappable(norm=norm, cmap=cm_PV)\n",
"ax_cbar = fig.colorbar(cbar, ax=ax, extend = 'max', orientation = 'horizontal')\n",
"# add label for the colorbar\n",
"ax_cbar.set_label('Normalized PV potential ($kWh/m^2_{roof}$)')\n",
"\n",
"excl = mpatches.Patch(color='lightgrey', label='Unsuitable')\n",
"plt.legend(handles=[excl], loc = 1, framealpha = 0.85)\n",
"\n",
"# plt.ylim((115260, 115760))\n",
"# plt.xlim((499590, 500090))\n",
"\n",
"plt.show()\n",
"# plt.savefig('PVpot_roofs.jpg', dpi = 1000)"
]
},
{
"cell_type": "code",
"execution_count": 30,
"metadata": {},
"outputs": [],
"source": [
"src_ds = gdal.Open( \"/Users/alinawalch/Documents/EPFL/data/swissimage_example_2.tif\" )\n",
"data = src_ds.ReadAsArray()\n",
"\n",
"# get array in right format\n",
"data_swapped = np.swapaxes(data,0,2)\n",
"data_swapped = np.swapaxes(data_swapped,0,1)\n",
"\n",
"# extract coordinates\n",
"x0, dx, dxdy, y0, dydx, dy = src_ds.GetGeoTransform()\n",
"x1 = x0+dx*data_swapped.shape[0]\n",
"y1 = y0+dy*data_swapped.shape[1]"
]
},
{
"cell_type": "code",
"execution_count": 42,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support. ' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option);\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\" width=\"450\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"VMAX = 30\n",
"VMIN = 0\n",
"linecolor = 'k'\n",
"LW = 0.1\n",
"matplotlib.rcParams.update({'font.size': 14})\n",
"\n",
"fig, ax = plt.subplots(figsize = (4.5, 5.8)) # figsize = (10, 10)\n",
"\n",
"# norm = matplotlib.colors.LogNorm(vmin = VMIN, vmax=VMAX)\n",
"norm = matplotlib.colors.Normalize(vmax=VMAX)\n",
"\n",
"plt.imshow(data_swapped, extent = (x0, x1, y0, y1), alpha = 0.45, origin = 'lower')\n",
"roofs_suitable.plot( ax = ax, column = 'Annual_PV_MWh', cmap = cm_PV, vmin = VMIN, vmax = VMAX, norm = norm ,\n",
" edgecolor = linecolor, lw = LW,\n",
" legend=False )\n",
"roofs_unsuitable.plot( ax = ax, color = 'lightgrey',\n",
" edgecolor = linecolor, lw = LW)\n",
"\n",
"# roof_set.apply(lambda x: ax.annotate(x.DF_UID, xy=(x.XCOORD, x.YCOORD), ha='center'),axis=1);\n",
"\n",
"# FORMATTING\n",
"# plt.axis('equal')\n",
"plt.axis('off')\n",
"# plt.tight_layout()\n",
"\n",
"plt.ylim((115300, 115800))\n",
"plt.xlim((499660, 500160))\n",
"# plt.ylim((113540, 114040))\n",
"# plt.xlim((498080, 498580))\n",
"\n",
"# add legend\n",
"excl = mpatches.Patch(color='lightgrey', label='Unsuitable')\n",
"# plt.legend(handles=[excl], loc = 1, framealpha = 0.85)\n",
"\n",
"# add colorbar\n",
"cbar = plt.cm.ScalarMappable(norm=norm, cmap=cm_PV)\n",
"\n",
"plt.subplots_adjust(bottom=0.18, top = 0.99, left = 0.05, right = 0.95)\n",
"cbar_ax = fig.add_axes([0.05, 0.07, 0.85, 0.04])\n",
"cb = plt.colorbar(cbar, extend = 'max', orientation=\"horizontal\", cax=cbar_ax) \n",
"cb.set_label('Annual PV potential ($MWh$)', labelpad = -61, ha = 'left', position = (0, 0))\n",
"\n",
"plt.show()\n",
"# plt.savefig(os.path.join('PV_MWh_roofs_example2.jpg'), dpi = 1000)"
]
},
{
"cell_type": "code",
"execution_count": 90,
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support. ' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option);\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\" width=\"450\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"VMAX = 120\n",
"linecolor = 'k'\n",
"LW = 0.2\n",
"matplotlib.rcParams.update({'font.size': 14})\n",
"\n",
"fig, ax = plt.subplots(figsize = (4.5, 5.8)) # figsize = (10, 10)\n",
"\n",
"plt.imshow(data_swapped, extent = (x0, x1, y0, y1), alpha = 0.3, origin = 'lower')\n",
"roofs_suitable.plot( ax = ax, column = 'PV_norm', cmap = cm_PV, vmax = VMAX,\n",
" edgecolor = linecolor, lw = LW,\n",
" legend=False )\n",
"roofs_unsuitable.plot( ax = ax, color = 'lightgrey',\n",
" edgecolor = linecolor, lw = LW)\n",
"\n",
"# FORMATTING\n",
"# plt.axis('equal')\n",
"plt.axis('off')\n",
"# plt.tight_layout()\n",
"\n",
"# plt.ylim((113540, 114040))\n",
"# plt.xlim((498080, 498580))\n",
"plt.ylim((115260, 115760))\n",
"plt.xlim((499590, 500090))\n",
"\n",
"# add legend\n",
"excl = mpatches.Patch(color='lightgrey', label='Unsuitable')\n",
"plt.legend(handles=[excl], loc = 1, framealpha = 0.85)\n",
"\n",
"# add colorbar\n",
"norm = matplotlib.colors.Normalize(vmin=0, vmax=VMAX)\n",
"cbar = plt.cm.ScalarMappable(norm=norm, cmap=cm_PV)\n",
"\n",
"plt.subplots_adjust(bottom=0.18, top = 0.99, left = 0.05, right = 0.95)\n",
"cbar_ax = fig.add_axes([0.05, 0.07, 0.85, 0.04])\n",
"cb = plt.colorbar(cbar, extend = 'max', orientation=\"horizontal\", cax=cbar_ax) \n",
"cb.set_label('Normalized PV potential ($kWh/m^2_{roof}$)', labelpad = -61, ha = 'left', position = (0, 0))\n",
"\n",
"plt.show()\n",
"plt.savefig(os.path.join('PV_norm_roofs_example2.jpg'), dpi = 1000)"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Show set of roofs"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [],
"source": [
"X0 = 499500 # 497000\n",
"X1 = 500500 # 501000\n",
"\n",
"Y0 = 117500 # 117500\n",
"Y1 = 118500 # 120000"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [],
"source": [
"roof_set = roofs_merged[(roofs_merged.x_pixel >= X0) & (roofs_merged.x_pixel <= X1) & \n",
" (roofs_merged.y_pixel >= Y0) & (roofs_merged.y_pixel <= Y1)]"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [],
"source": [
"fp = \"/Users/alinawalch/Documents/OneDrive - epfl.ch/Publications/PV_potential/data_figures/roof_sample_GVA/roof_sample_GVA.shp\"\n",
"roof_set.to_file( fp )"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [
{
"ename": "AttributeError",
"evalue": "'GeoDataFrame' object has no attribute 'AUSRICHTUN'",
"output_type": "error",
"traceback": [
"\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
"\u001b[0;31mAttributeError\u001b[0m Traceback (most recent call last)",
"\u001b[0;32m<ipython-input-26-c6314a779397>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mroofs_suitable\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mroof_set\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mabs\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mroof_set\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mAUSRICHTUN\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m<=\u001b[0m \u001b[0;36m90\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m&\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mroof_set\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mavailable_area\u001b[0m \u001b[0;34m>=\u001b[0m \u001b[0;36m8\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 2\u001b[0m \u001b[0mroofs_unsuitable_both\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mroof_set\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mabs\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mroof_set\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mAUSRICHTUN\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m>\u001b[0m \u001b[0;36m90\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m&\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mroof_set\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mavailable_area\u001b[0m \u001b[0;34m<\u001b[0m \u001b[0;36m8\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[0mroofs_unsuitable_area\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mroof_set\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mroof_set\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mavailable_area\u001b[0m \u001b[0;34m<\u001b[0m \u001b[0;36m8\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m&\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mabs\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mroof_set\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mAUSRICHTUN\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m<=\u001b[0m \u001b[0;36m90\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 4\u001b[0m \u001b[0mroofs_unsuitable_aspect\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mroof_set\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mabs\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mroof_set\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mAUSRICHTUN\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m>\u001b[0m \u001b[0;36m90\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m&\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mroof_set\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mavailable_area\u001b[0m \u001b[0;34m>=\u001b[0m \u001b[0;36m8\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;32m/Applications/anaconda2/envs/py3_geo/lib/python3.7/site-packages/pandas/core/generic.py\u001b[0m in \u001b[0;36m__getattr__\u001b[0;34m(self, name)\u001b[0m\n\u001b[1;32m 5178\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_info_axis\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_can_hold_identifiers_and_holds_name\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mname\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 5179\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mname\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 5180\u001b[0;31m \u001b[0;32mreturn\u001b[0m \u001b[0mobject\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__getattribute__\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mname\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 5181\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 5182\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0m__setattr__\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mname\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mvalue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
"\u001b[0;31mAttributeError\u001b[0m: 'GeoDataFrame' object has no attribute 'AUSRICHTUN'"
]
}
],
"source": [
"roofs_suitable = roof_set[(abs(roof_set.AUSRICHTUN) <= 90) & (roof_set.available_area >= 8) ]\n",
"roofs_unsuitable_both = roof_set[(abs(roof_set.AUSRICHTUN) > 90) & (roof_set.available_area < 8) ]\n",
"roofs_unsuitable_area = roof_set[(roof_set.available_area < 8) & (abs(roof_set.AUSRICHTUN) <= 90) ]\n",
"roofs_unsuitable_aspect = roof_set[(abs(roof_set.AUSRICHTUN) > 90) & (roof_set.available_area >= 8) ]"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [
{
"data": {
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" alert('Your browser does not have WebSocket support. ' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
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" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
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"\n",
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" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
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"\n",
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"\n",
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"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
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" properties['figure_id'] = this.id;\n",
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"}\n",
"\n",
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" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
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\" width=\"640\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"VMAX = 100\n",
"linecolor = 'k'\n",
"LW = 0.1\n",
"matplotlib.rcParams.update({'font.size': 14})\n",
"\n",
"fig, ax = plt.subplots() # figsize = (10, 10)\n",
"\n",
"plt.imshow(data_swapped, extent = (x0, x1, y0, y1), alpha = 0.4, origin = 'lower')\n",
"roofs_suitable.plot( ax = ax, column = 'PV_norm', cmap = cm_PV, vmax = VMAX,\n",
" edgecolor = linecolor, lw = LW, alpha = 0.7,\n",
" legend=False)\n",
"roofs_unsuitable_both.plot( ax = ax, column = 'PV_norm', cmap = cm_PV, vmax = VMAX, # color = 'lightgrey',\n",
" edgecolor = linecolor, lw = LW, alpha = 0.7, hatch = \"xxxx\",\n",
" legend=False)\n",
"roofs_unsuitable_aspect.plot( ax = ax, column = 'PV_norm', cmap = cm_PV, vmax = VMAX, # color = 'lightgrey',\n",
" edgecolor = linecolor, lw = LW, alpha = 0.7, hatch = \"\\\\\\\\\\\\\\\\\",\n",
" legend=False)\n",
"roofs_unsuitable_area.plot( ax = ax, column = 'PV_norm', cmap = cm_PV, vmax = VMAX, # color = 'lightgrey',\n",
" edgecolor = linecolor, lw = LW, alpha = 0.7, hatch = \"////\",\n",
" legend=False)\n",
"\n",
"# add colorbar\n",
"norm = matplotlib.colors.Normalize(vmin=roof_set.PV_norm.min(), vmax=VMAX)\n",
"cbar = plt.cm.ScalarMappable(norm=norm, cmap=cm_PV)\n",
"ax_cbar = fig.colorbar(cbar, ax=ax, extend = 'max')\n",
"# add label for the colorbar\n",
"ax_cbar.set_label('Normalized PV potential ($kWh/m^2_{roof}$)')\n",
"\n",
"# FORMATTING\n",
"plt.axis('equal')\n",
"plt.axis('off')\n",
"plt.tight_layout()\n",
"\n",
"plt.ylim((118030, 118120))\n",
"plt.xlim((499870, 499960))\n",
"\n",
"# add legend\n",
"asp_excl = mpatches.Patch(facecolor='none', edgecolor = linecolor, hatch = \"\\\\\\\\\\\\\\\\\", label='$|\\gamma| > 90°$')\n",
"area_excl = mpatches.Patch(facecolor='none', edgecolor = linecolor, hatch = \"////\", label='$A_{PV} < 8 m^2$')\n",
"plt.legend(handles=[asp_excl, area_excl], loc = 1, framealpha = 0.85)\n",
"\n",
"plt.show()\n",
"# plt.savefig('PVpot_roofs.jpg', dpi = 1000)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Show all roofs"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [],
"source": [
"roofs_suitable = roofs_merged[(abs(roofs_merged.AUSRICHTUN) <= 90) & (roofs_merged.available_area >= 8) ]\n",
"roofs_unsuitable = roofs_merged[(abs(roofs_merged.AUSRICHTUN) > 90) | (roofs_merged.available_area < 8) ]\n",
"roofs_unsuitable_area = roofs_merged[(roofs_merged.available_area < 8) ]\n",
"roofs_unsuitable_aspect = roofs_merged[(abs(roofs_merged.AUSRICHTUN) > 90) ]"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support. ' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option);\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
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\" width=\"1000\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"VMAX = 120\n",
"linecolor = 'k'\n",
"LW = 0.1\n",
"\n",
"fig, ax = plt.subplots( figsize = (10, 10) )\n",
"\n",
"roofs_suitable.plot( ax = ax, column = 'PV_norm', cmap = cm_PV, vmax = VMAX,\n",
" edgecolor = linecolor, lw = LW, alpha = 0.7,\n",
" legend=True)\n",
"roofs_unsuitable.plot( ax = ax, column = 'PV_norm', cmap = cm_PV, vmax = VMAX, # color = 'lightgrey',\n",
" edgecolor = linecolor, lw = LW, alpha = 0.7, hatch = \"....\",\n",
" legend=False)\n",
"\n",
"# roofs_unsuitable_area.plot(ax = ax, color = 'red', edgecolor = None, label = 'Area')\n",
"\n",
"plt.scatter(pixels.x_pixel, pixels.y_pixel, color = 'k', s = 1)\n",
"\n",
"plt.show()"
]
},
{
"cell_type": "code",
"execution_count": 37,
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support. ' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option);\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
"text/plain": [
"<IPython.core.display.Javascript object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\" width=\"640\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"<matplotlib.image.AxesImage at 0x12ea6e8d0>"
]
},
"execution_count": 37,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"plt.figure()\n",
"plt.imshow(data_swapped, extent = (x0, , y0, ), alpha = 0.3)"
]
},
{
"cell_type": "code",
"execution_count": 57,
"metadata": {},
"outputs": [],
"source": [
"sample = roof_set[roof_set.DF_UID.isin([5028598, 5028599, 5028597])]"
]
},
{
"cell_type": "code",
"execution_count": 59,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>DF_UID</th>\n",
" <th>FLAECHE</th>\n",
" <th>AUSRICHTUN</th>\n",
" <th>NEIGUNG</th>\n",
" <th>available_area</th>\n",
" <th>Annual_PV_MWh</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>116483</th>\n",
" <td>5028597</td>\n",
" <td>806.189393</td>\n",
" <td>179</td>\n",
" <td>3</td>\n",
" <td>581.415520</td>\n",
" <td>78.331352</td>\n",
" </tr>\n",
" <tr>\n",
" <th>116484</th>\n",
" <td>5028598</td>\n",
" <td>568.207839</td>\n",
" <td>-1</td>\n",
" <td>2</td>\n",
" <td>443.698425</td>\n",
" <td>67.214478</td>\n",
" </tr>\n",
" <tr>\n",
" <th>116485</th>\n",
" <td>5028599</td>\n",
" <td>90.542859</td>\n",
" <td>-180</td>\n",
" <td>0</td>\n",
" <td>1.493330</td>\n",
" <td>0.246591</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" DF_UID FLAECHE AUSRICHTUN NEIGUNG available_area \\\n",
"116483 5028597 806.189393 179 3 581.415520 \n",
"116484 5028598 568.207839 -1 2 443.698425 \n",
"116485 5028599 90.542859 -180 0 1.493330 \n",
"\n",
" Annual_PV_MWh \n",
"116483 78.331352 \n",
"116484 67.214478 \n",
"116485 0.246591 "
]
},
"execution_count": 59,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"sample[['DF_UID', 'FLAECHE', 'AUSRICHTUN', 'NEIGUNG', 'available_area', 'Annual_PV_MWh']]"
]
},
{
"cell_type": "code",
"execution_count": 42,
"metadata": {},
"outputs": [
{
"data": {
"application/javascript": [
"/* Put everything inside the global mpl namespace */\n",
"window.mpl = {};\n",
"\n",
"\n",
"mpl.get_websocket_type = function() {\n",
" if (typeof(WebSocket) !== 'undefined') {\n",
" return WebSocket;\n",
" } else if (typeof(MozWebSocket) !== 'undefined') {\n",
" return MozWebSocket;\n",
" } else {\n",
" alert('Your browser does not have WebSocket support. ' +\n",
" 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
" 'Firefox 4 and 5 are also supported but you ' +\n",
" 'have to enable WebSockets in about:config.');\n",
" };\n",
"}\n",
"\n",
"mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
" this.id = figure_id;\n",
"\n",
" this.ws = websocket;\n",
"\n",
" this.supports_binary = (this.ws.binaryType != undefined);\n",
"\n",
" if (!this.supports_binary) {\n",
" var warnings = document.getElementById(\"mpl-warnings\");\n",
" if (warnings) {\n",
" warnings.style.display = 'block';\n",
" warnings.textContent = (\n",
" \"This browser does not support binary websocket messages. \" +\n",
" \"Performance may be slow.\");\n",
" }\n",
" }\n",
"\n",
" this.imageObj = new Image();\n",
"\n",
" this.context = undefined;\n",
" this.message = undefined;\n",
" this.canvas = undefined;\n",
" this.rubberband_canvas = undefined;\n",
" this.rubberband_context = undefined;\n",
" this.format_dropdown = undefined;\n",
"\n",
" this.image_mode = 'full';\n",
"\n",
" this.root = $('<div/>');\n",
" this._root_extra_style(this.root)\n",
" this.root.attr('style', 'display: inline-block');\n",
"\n",
" $(parent_element).append(this.root);\n",
"\n",
" this._init_header(this);\n",
" this._init_canvas(this);\n",
" this._init_toolbar(this);\n",
"\n",
" var fig = this;\n",
"\n",
" this.waiting = false;\n",
"\n",
" this.ws.onopen = function () {\n",
" fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
" fig.send_message(\"send_image_mode\", {});\n",
" if (mpl.ratio != 1) {\n",
" fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
" }\n",
" fig.send_message(\"refresh\", {});\n",
" }\n",
"\n",
" this.imageObj.onload = function() {\n",
" if (fig.image_mode == 'full') {\n",
" // Full images could contain transparency (where diff images\n",
" // almost always do), so we need to clear the canvas so that\n",
" // there is no ghosting.\n",
" fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
" }\n",
" fig.context.drawImage(fig.imageObj, 0, 0);\n",
" };\n",
"\n",
" this.imageObj.onunload = function() {\n",
" fig.ws.close();\n",
" }\n",
"\n",
" this.ws.onmessage = this._make_on_message_function(this);\n",
"\n",
" this.ondownload = ondownload;\n",
"}\n",
"\n",
"mpl.figure.prototype._init_header = function() {\n",
" var titlebar = $(\n",
" '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
" 'ui-helper-clearfix\"/>');\n",
" var titletext = $(\n",
" '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
" 'text-align: center; padding: 3px;\"/>');\n",
" titlebar.append(titletext)\n",
" this.root.append(titlebar);\n",
" this.header = titletext[0];\n",
"}\n",
"\n",
"\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._init_canvas = function() {\n",
" var fig = this;\n",
"\n",
" var canvas_div = $('<div/>');\n",
"\n",
" canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
"\n",
" function canvas_keyboard_event(event) {\n",
" return fig.key_event(event, event['data']);\n",
" }\n",
"\n",
" canvas_div.keydown('key_press', canvas_keyboard_event);\n",
" canvas_div.keyup('key_release', canvas_keyboard_event);\n",
" this.canvas_div = canvas_div\n",
" this._canvas_extra_style(canvas_div)\n",
" this.root.append(canvas_div);\n",
"\n",
" var canvas = $('<canvas/>');\n",
" canvas.addClass('mpl-canvas');\n",
" canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
"\n",
" this.canvas = canvas[0];\n",
" this.context = canvas[0].getContext(\"2d\");\n",
"\n",
" var backingStore = this.context.backingStorePixelRatio ||\n",
"\tthis.context.webkitBackingStorePixelRatio ||\n",
"\tthis.context.mozBackingStorePixelRatio ||\n",
"\tthis.context.msBackingStorePixelRatio ||\n",
"\tthis.context.oBackingStorePixelRatio ||\n",
"\tthis.context.backingStorePixelRatio || 1;\n",
"\n",
" mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
"\n",
" var rubberband = $('<canvas/>');\n",
" rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
"\n",
" var pass_mouse_events = true;\n",
"\n",
" canvas_div.resizable({\n",
" start: function(event, ui) {\n",
" pass_mouse_events = false;\n",
" },\n",
" resize: function(event, ui) {\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" stop: function(event, ui) {\n",
" pass_mouse_events = true;\n",
" fig.request_resize(ui.size.width, ui.size.height);\n",
" },\n",
" });\n",
"\n",
" function mouse_event_fn(event) {\n",
" if (pass_mouse_events)\n",
" return fig.mouse_event(event, event['data']);\n",
" }\n",
"\n",
" rubberband.mousedown('button_press', mouse_event_fn);\n",
" rubberband.mouseup('button_release', mouse_event_fn);\n",
" // Throttle sequential mouse events to 1 every 20ms.\n",
" rubberband.mousemove('motion_notify', mouse_event_fn);\n",
"\n",
" rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
" rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
"\n",
" canvas_div.on(\"wheel\", function (event) {\n",
" event = event.originalEvent;\n",
" event['data'] = 'scroll'\n",
" if (event.deltaY < 0) {\n",
" event.step = 1;\n",
" } else {\n",
" event.step = -1;\n",
" }\n",
" mouse_event_fn(event);\n",
" });\n",
"\n",
" canvas_div.append(canvas);\n",
" canvas_div.append(rubberband);\n",
"\n",
" this.rubberband = rubberband;\n",
" this.rubberband_canvas = rubberband[0];\n",
" this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
" this.rubberband_context.strokeStyle = \"#000000\";\n",
"\n",
" this._resize_canvas = function(width, height) {\n",
" // Keep the size of the canvas, canvas container, and rubber band\n",
" // canvas in synch.\n",
" canvas_div.css('width', width)\n",
" canvas_div.css('height', height)\n",
"\n",
" canvas.attr('width', width * mpl.ratio);\n",
" canvas.attr('height', height * mpl.ratio);\n",
" canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
"\n",
" rubberband.attr('width', width);\n",
" rubberband.attr('height', height);\n",
" }\n",
"\n",
" // Set the figure to an initial 600x600px, this will subsequently be updated\n",
" // upon first draw.\n",
" this._resize_canvas(600, 600);\n",
"\n",
" // Disable right mouse context menu.\n",
" $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
" return false;\n",
" });\n",
"\n",
" function set_focus () {\n",
" canvas.focus();\n",
" canvas_div.focus();\n",
" }\n",
"\n",
" window.setTimeout(set_focus, 100);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items) {\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) {\n",
" // put a spacer in here.\n",
" continue;\n",
" }\n",
" var button = $('<button/>');\n",
" button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
" 'ui-button-icon-only');\n",
" button.attr('role', 'button');\n",
" button.attr('aria-disabled', 'false');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
"\n",
" var icon_img = $('<span/>');\n",
" icon_img.addClass('ui-button-icon-primary ui-icon');\n",
" icon_img.addClass(image);\n",
" icon_img.addClass('ui-corner-all');\n",
"\n",
" var tooltip_span = $('<span/>');\n",
" tooltip_span.addClass('ui-button-text');\n",
" tooltip_span.html(tooltip);\n",
"\n",
" button.append(icon_img);\n",
" button.append(tooltip_span);\n",
"\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" var fmt_picker_span = $('<span/>');\n",
"\n",
" var fmt_picker = $('<select/>');\n",
" fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
" fmt_picker_span.append(fmt_picker);\n",
" nav_element.append(fmt_picker_span);\n",
" this.format_dropdown = fmt_picker[0];\n",
"\n",
" for (var ind in mpl.extensions) {\n",
" var fmt = mpl.extensions[ind];\n",
" var option = $(\n",
" '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
" fmt_picker.append(option);\n",
" }\n",
"\n",
" // Add hover states to the ui-buttons\n",
" $( \".ui-button\" ).hover(\n",
" function() { $(this).addClass(\"ui-state-hover\");},\n",
" function() { $(this).removeClass(\"ui-state-hover\");}\n",
" );\n",
"\n",
" var status_bar = $('<span class=\"mpl-message\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"}\n",
"\n",
"mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
" // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
" // which will in turn request a refresh of the image.\n",
" this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
"}\n",
"\n",
"mpl.figure.prototype.send_message = function(type, properties) {\n",
" properties['type'] = type;\n",
" properties['figure_id'] = this.id;\n",
" this.ws.send(JSON.stringify(properties));\n",
"}\n",
"\n",
"mpl.figure.prototype.send_draw_message = function() {\n",
" if (!this.waiting) {\n",
" this.waiting = true;\n",
" this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
" }\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" var format_dropdown = fig.format_dropdown;\n",
" var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
" fig.ondownload(fig, format);\n",
"}\n",
"\n",
"\n",
"mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
" var size = msg['size'];\n",
" if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
" fig._resize_canvas(size[0], size[1]);\n",
" fig.send_message(\"refresh\", {});\n",
" };\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
" var x0 = msg['x0'] / mpl.ratio;\n",
" var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
" var x1 = msg['x1'] / mpl.ratio;\n",
" var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
" x0 = Math.floor(x0) + 0.5;\n",
" y0 = Math.floor(y0) + 0.5;\n",
" x1 = Math.floor(x1) + 0.5;\n",
" y1 = Math.floor(y1) + 0.5;\n",
" var min_x = Math.min(x0, x1);\n",
" var min_y = Math.min(y0, y1);\n",
" var width = Math.abs(x1 - x0);\n",
" var height = Math.abs(y1 - y0);\n",
"\n",
" fig.rubberband_context.clearRect(\n",
" 0, 0, fig.canvas.width, fig.canvas.height);\n",
"\n",
" fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
" // Updates the figure title.\n",
" fig.header.textContent = msg['label'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
" var cursor = msg['cursor'];\n",
" switch(cursor)\n",
" {\n",
" case 0:\n",
" cursor = 'pointer';\n",
" break;\n",
" case 1:\n",
" cursor = 'default';\n",
" break;\n",
" case 2:\n",
" cursor = 'crosshair';\n",
" break;\n",
" case 3:\n",
" cursor = 'move';\n",
" break;\n",
" }\n",
" fig.rubberband_canvas.style.cursor = cursor;\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_message = function(fig, msg) {\n",
" fig.message.textContent = msg['message'];\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
" // Request the server to send over a new figure.\n",
" fig.send_draw_message();\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
" fig.image_mode = msg['mode'];\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Called whenever the canvas gets updated.\n",
" this.send_message(\"ack\", {});\n",
"}\n",
"\n",
"// A function to construct a web socket function for onmessage handling.\n",
"// Called in the figure constructor.\n",
"mpl.figure.prototype._make_on_message_function = function(fig) {\n",
" return function socket_on_message(evt) {\n",
" if (evt.data instanceof Blob) {\n",
" /* FIXME: We get \"Resource interpreted as Image but\n",
" * transferred with MIME type text/plain:\" errors on\n",
" * Chrome. But how to set the MIME type? It doesn't seem\n",
" * to be part of the websocket stream */\n",
" evt.data.type = \"image/png\";\n",
"\n",
" /* Free the memory for the previous frames */\n",
" if (fig.imageObj.src) {\n",
" (window.URL || window.webkitURL).revokeObjectURL(\n",
" fig.imageObj.src);\n",
" }\n",
"\n",
" fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
" evt.data);\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
" else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
" fig.imageObj.src = evt.data;\n",
" fig.updated_canvas_event();\n",
" fig.waiting = false;\n",
" return;\n",
" }\n",
"\n",
" var msg = JSON.parse(evt.data);\n",
" var msg_type = msg['type'];\n",
"\n",
" // Call the \"handle_{type}\" callback, which takes\n",
" // the figure and JSON message as its only arguments.\n",
" try {\n",
" var callback = fig[\"handle_\" + msg_type];\n",
" } catch (e) {\n",
" console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
" return;\n",
" }\n",
"\n",
" if (callback) {\n",
" try {\n",
" // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
" callback(fig, msg);\n",
" } catch (e) {\n",
" console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
" }\n",
" }\n",
" };\n",
"}\n",
"\n",
"// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
"mpl.findpos = function(e) {\n",
" //this section is from http://www.quirksmode.org/js/events_properties.html\n",
" var targ;\n",
" if (!e)\n",
" e = window.event;\n",
" if (e.target)\n",
" targ = e.target;\n",
" else if (e.srcElement)\n",
" targ = e.srcElement;\n",
" if (targ.nodeType == 3) // defeat Safari bug\n",
" targ = targ.parentNode;\n",
"\n",
" // jQuery normalizes the pageX and pageY\n",
" // pageX,Y are the mouse positions relative to the document\n",
" // offset() returns the position of the element relative to the document\n",
" var x = e.pageX - $(targ).offset().left;\n",
" var y = e.pageY - $(targ).offset().top;\n",
"\n",
" return {\"x\": x, \"y\": y};\n",
"};\n",
"\n",
"/*\n",
" * return a copy of an object with only non-object keys\n",
" * we need this to avoid circular references\n",
" * http://stackoverflow.com/a/24161582/3208463\n",
" */\n",
"function simpleKeys (original) {\n",
" return Object.keys(original).reduce(function (obj, key) {\n",
" if (typeof original[key] !== 'object')\n",
" obj[key] = original[key]\n",
" return obj;\n",
" }, {});\n",
"}\n",
"\n",
"mpl.figure.prototype.mouse_event = function(event, name) {\n",
" var canvas_pos = mpl.findpos(event)\n",
"\n",
" if (name === 'button_press')\n",
" {\n",
" this.canvas.focus();\n",
" this.canvas_div.focus();\n",
" }\n",
"\n",
" var x = canvas_pos.x * mpl.ratio;\n",
" var y = canvas_pos.y * mpl.ratio;\n",
"\n",
" this.send_message(name, {x: x, y: y, button: event.button,\n",
" step: event.step,\n",
" guiEvent: simpleKeys(event)});\n",
"\n",
" /* This prevents the web browser from automatically changing to\n",
" * the text insertion cursor when the button is pressed. We want\n",
" * to control all of the cursor setting manually through the\n",
" * 'cursor' event from matplotlib */\n",
" event.preventDefault();\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" // Handle any extra behaviour associated with a key event\n",
"}\n",
"\n",
"mpl.figure.prototype.key_event = function(event, name) {\n",
"\n",
" // Prevent repeat events\n",
" if (name == 'key_press')\n",
" {\n",
" if (event.which === this._key)\n",
" return;\n",
" else\n",
" this._key = event.which;\n",
" }\n",
" if (name == 'key_release')\n",
" this._key = null;\n",
"\n",
" var value = '';\n",
" if (event.ctrlKey && event.which != 17)\n",
" value += \"ctrl+\";\n",
" if (event.altKey && event.which != 18)\n",
" value += \"alt+\";\n",
" if (event.shiftKey && event.which != 16)\n",
" value += \"shift+\";\n",
"\n",
" value += 'k';\n",
" value += event.which.toString();\n",
"\n",
" this._key_event_extra(event, name);\n",
"\n",
" this.send_message(name, {key: value,\n",
" guiEvent: simpleKeys(event)});\n",
" return false;\n",
"}\n",
"\n",
"mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
" if (name == 'download') {\n",
" this.handle_save(this, null);\n",
" } else {\n",
" this.send_message(\"toolbar_button\", {name: name});\n",
" }\n",
"};\n",
"\n",
"mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
" this.message.textContent = tooltip;\n",
"};\n",
"mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
"\n",
"mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
"\n",
"mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
" // Create a \"websocket\"-like object which calls the given IPython comm\n",
" // object with the appropriate methods. Currently this is a non binary\n",
" // socket, so there is still some room for performance tuning.\n",
" var ws = {};\n",
"\n",
" ws.close = function() {\n",
" comm.close()\n",
" };\n",
" ws.send = function(m) {\n",
" //console.log('sending', m);\n",
" comm.send(m);\n",
" };\n",
" // Register the callback with on_msg.\n",
" comm.on_msg(function(msg) {\n",
" //console.log('receiving', msg['content']['data'], msg);\n",
" // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
" ws.onmessage(msg['content']['data'])\n",
" });\n",
" return ws;\n",
"}\n",
"\n",
"mpl.mpl_figure_comm = function(comm, msg) {\n",
" // This is the function which gets called when the mpl process\n",
" // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
"\n",
" var id = msg.content.data.id;\n",
" // Get hold of the div created by the display call when the Comm\n",
" // socket was opened in Python.\n",
" var element = $(\"#\" + id);\n",
" var ws_proxy = comm_websocket_adapter(comm)\n",
"\n",
" function ondownload(figure, format) {\n",
" window.open(figure.imageObj.src);\n",
" }\n",
"\n",
" var fig = new mpl.figure(id, ws_proxy,\n",
" ondownload,\n",
" element.get(0));\n",
"\n",
" // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
" // web socket which is closed, not our websocket->open comm proxy.\n",
" ws_proxy.onopen();\n",
"\n",
" fig.parent_element = element.get(0);\n",
" fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
" if (!fig.cell_info) {\n",
" console.error(\"Failed to find cell for figure\", id, fig);\n",
" return;\n",
" }\n",
"\n",
" var output_index = fig.cell_info[2]\n",
" var cell = fig.cell_info[0];\n",
"\n",
"};\n",
"\n",
"mpl.figure.prototype.handle_close = function(fig, msg) {\n",
" var width = fig.canvas.width/mpl.ratio\n",
" fig.root.unbind('remove')\n",
"\n",
" // Update the output cell to use the data from the current canvas.\n",
" fig.push_to_output();\n",
" var dataURL = fig.canvas.toDataURL();\n",
" // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
" // the notebook keyboard shortcuts fail.\n",
" IPython.keyboard_manager.enable()\n",
" $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
" fig.close_ws(fig, msg);\n",
"}\n",
"\n",
"mpl.figure.prototype.close_ws = function(fig, msg){\n",
" fig.send_message('closing', msg);\n",
" // fig.ws.close()\n",
"}\n",
"\n",
"mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
" // Turn the data on the canvas into data in the output cell.\n",
" var width = this.canvas.width/mpl.ratio\n",
" var dataURL = this.canvas.toDataURL();\n",
" this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
"}\n",
"\n",
"mpl.figure.prototype.updated_canvas_event = function() {\n",
" // Tell IPython that the notebook contents must change.\n",
" IPython.notebook.set_dirty(true);\n",
" this.send_message(\"ack\", {});\n",
" var fig = this;\n",
" // Wait a second, then push the new image to the DOM so\n",
" // that it is saved nicely (might be nice to debounce this).\n",
" setTimeout(function () { fig.push_to_output() }, 1000);\n",
"}\n",
"\n",
"mpl.figure.prototype._init_toolbar = function() {\n",
" var fig = this;\n",
"\n",
" var nav_element = $('<div/>');\n",
" nav_element.attr('style', 'width: 100%');\n",
" this.root.append(nav_element);\n",
"\n",
" // Define a callback function for later on.\n",
" function toolbar_event(event) {\n",
" return fig.toolbar_button_onclick(event['data']);\n",
" }\n",
" function toolbar_mouse_event(event) {\n",
" return fig.toolbar_button_onmouseover(event['data']);\n",
" }\n",
"\n",
" for(var toolbar_ind in mpl.toolbar_items){\n",
" var name = mpl.toolbar_items[toolbar_ind][0];\n",
" var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
" var image = mpl.toolbar_items[toolbar_ind][2];\n",
" var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
"\n",
" if (!name) { continue; };\n",
"\n",
" var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
" button.click(method_name, toolbar_event);\n",
" button.mouseover(tooltip, toolbar_mouse_event);\n",
" nav_element.append(button);\n",
" }\n",
"\n",
" // Add the status bar.\n",
" var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
" nav_element.append(status_bar);\n",
" this.message = status_bar[0];\n",
"\n",
" // Add the close button to the window.\n",
" var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
" var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
" button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
" button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
" buttongrp.append(button);\n",
" var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
" titlebar.prepend(buttongrp);\n",
"}\n",
"\n",
"mpl.figure.prototype._root_extra_style = function(el){\n",
" var fig = this\n",
" el.on(\"remove\", function(){\n",
"\tfig.close_ws(fig, {});\n",
" });\n",
"}\n",
"\n",
"mpl.figure.prototype._canvas_extra_style = function(el){\n",
" // this is important to make the div 'focusable\n",
" el.attr('tabindex', 0)\n",
" // reach out to IPython and tell the keyboard manager to turn it's self\n",
" // off when our div gets focus\n",
"\n",
" // location in version 3\n",
" if (IPython.notebook.keyboard_manager) {\n",
" IPython.notebook.keyboard_manager.register_events(el);\n",
" }\n",
" else {\n",
" // location in version 2\n",
" IPython.keyboard_manager.register_events(el);\n",
" }\n",
"\n",
"}\n",
"\n",
"mpl.figure.prototype._key_event_extra = function(event, name) {\n",
" var manager = IPython.notebook.keyboard_manager;\n",
" if (!manager)\n",
" manager = IPython.keyboard_manager;\n",
"\n",
" // Check for shift+enter\n",
" if (event.shiftKey && event.which == 13) {\n",
" this.canvas_div.blur();\n",
" event.shiftKey = false;\n",
" // Send a \"J\" for go to next cell\n",
" event.which = 74;\n",
" event.keyCode = 74;\n",
" manager.command_mode();\n",
" manager.handle_keydown(event);\n",
" }\n",
"}\n",
"\n",
"mpl.figure.prototype.handle_save = function(fig, msg) {\n",
" fig.ondownload(fig, null);\n",
"}\n",
"\n",
"\n",
"mpl.find_output_cell = function(html_output) {\n",
" // Return the cell and output element which can be found *uniquely* in the notebook.\n",
" // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
" // IPython event is triggered only after the cells have been serialised, which for\n",
" // our purposes (turning an active figure into a static one), is too late.\n",
" var cells = IPython.notebook.get_cells();\n",
" var ncells = cells.length;\n",
" for (var i=0; i<ncells; i++) {\n",
" var cell = cells[i];\n",
" if (cell.cell_type === 'code'){\n",
" for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
" var data = cell.output_area.outputs[j];\n",
" if (data.data) {\n",
" // IPython >= 3 moved mimebundle to data attribute of output\n",
" data = data.data;\n",
" }\n",
" if (data['text/html'] == html_output) {\n",
" return [cell, data, j];\n",
" }\n",
" }\n",
" }\n",
" }\n",
"}\n",
"\n",
"// Register the function which deals with the matplotlib target/channel.\n",
"// The kernel may be null if the page has been refreshed.\n",
"if (IPython.notebook.kernel != null) {\n",
" IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
"}\n"
],
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"<IPython.core.display.Javascript object>"
]
},
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},
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\" width=\"450\">"
],
"text/plain": [
"<IPython.core.display.HTML object>"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"VMAX = 30\n",
"VMIN = 0\n",
"linecolor = 'k'\n",
"LW = 0.1\n",
"matplotlib.rcParams.update({'font.size': 14})\n",
"\n",
"fig, ax = plt.subplots(figsize = (4.5, 5.8)) # figsize = (10, 10)\n",
"\n",
"# norm = matplotlib.colors.LogNorm(vmin = VMIN, vmax=VMAX)\n",
"norm = matplotlib.colors.Normalize(vmax=VMAX)\n",
"\n",
"plt.imshow(data_swapped, extent = (x0, x1, y0, y1), origin = 'lower')\n",
"roofs_unsuitable.plot( ax = ax, color = 'None', \n",
" edgecolor = linecolor, lw = LW, alpha = 0)\n",
"\n",
"# roof_set.apply(lambda x: ax.annotate(x.DF_UID, xy=(x.XCOORD, x.YCOORD), ha='center'),axis=1);\n",
"\n",
"# FORMATTING\n",
"# plt.axis('equal')\n",
"plt.axis('off')\n",
"# plt.tight_layout()\n",
"\n",
"plt.show()\n",
"# plt.savefig(os.path.join('PV_MWh_roofs_example2.jpg'), dpi = 1000)"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": []
}
],
"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": "3.6.7"
+ "version": "3.7.7"
}
},
"nbformat": 4,
"nbformat_minor": 2
}

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