{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Visualizando las elecciones de Puebla 2019\n",
"Un proyecto de [@YaNiPaper](https://twitter.com/YaNiPaper/) y [@tacosdedatos](https://twitter.com/tacosdedatos/)"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"'12-jun-19'"
]
},
"execution_count": 1,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"import pandas as pd\n",
"from pathlib import Path\n",
"from herramientas import arbol\n",
"import arrow\n",
"import altair as alt\n",
"import geopandas as gpd\n",
"import gpdvega \n",
"%matplotlib inline\n",
"\n",
"hoy = arrow.now('local').format(fmt = 'DD-MMM-YY', locale = 'es')\n",
"\n",
"hoy"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"DATOS_BRUTOS = Path(\"../datos/brutos/\")\n",
"DATOS_INTERINOS = Path(\"../datos/interinos/\")\n",
"DATOS_PROCESADOS = Path(\"../datos/procesados/\")\n",
"DATOS_EXTERNOS = Path(\"../datos/externos/\")\n",
"FIGURAS = Path(\"../reportes/figuras/\")"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"+ ..\\datos\\externos\n",
" + elecciones_puebla_por_municipio_computo_2019.csv\n",
" + elecciones_puebla_por_seccion_2019.csv\n",
" + mapas_puebla\n",
" + MUNICIPIO.dbf\n",
" + MUNICIPIO.prj\n",
" + MUNICIPIO.qpj\n",
" + MUNICIPIO.shp\n",
" + MUNICIPIO.shx\n",
" + SECCION.dbf\n",
" + SECCION.prj\n",
" + SECCION.qpj\n",
" + SECCION.shp\n",
" + SECCION.shx\n"
]
}
],
"source": [
"arbol(DATOS_EXTERNOS)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"***\n",
"Vamos a crear una visualización a nivel municipal y otra a nivel sección.\n",
"\n",
"Estos datos han sido adquiridos, limpiados y manipulados por [@YaNiPaper](https://twitter.com/YaNiPaper/) previo a esta visualización. Esto fue hecho con `R`, puedes visitar el repositorio de GitHub [aquí](https://github.com/tacos-de-datos/elecciones-puebla-2019/)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"***\n",
"# Nivel: Municipio"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"datos_municipio = pd.read_csv(DATOS_EXTERNOS / 'elecciones_puebla_por_municipio_computo_2019.csv')"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"
\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" ID_MUNICIPIO | \n",
" MUNICIPIO | \n",
" ALBERTO_JIMENEZ | \n",
" ENRIQUE_CARDENAS | \n",
" MIGUEL_BARBOSA | \n",
" NO_REGISTRADOS | \n",
" NULOS | \n",
" TOTAL_VOTOS | \n",
" LISTA_NOMINAL | \n",
" aj_porc | \n",
" ec_porc | \n",
" mb_porc | \n",
" no_reg_porc | \n",
" nulos_porc | \n",
" parti_porc | \n",
" abst_porc | \n",
" GANADOR | \n",
" PORC_GANADOR | \n",
" CVE_GANADOR | \n",
"
\n",
" \n",
" \n",
" \n",
" 0 | \n",
" 1 | \n",
" ACAJETE | \n",
" 3724 | \n",
" 2917 | \n",
" 3675 | \n",
" 6 | \n",
" 303 | \n",
" 10625 | \n",
" 45097 | \n",
" 35.05 | \n",
" 27.45 | \n",
" 34.59 | \n",
" 0.06 | \n",
" 2.85 | \n",
" 23.56 | \n",
" 76.44 | \n",
" ALBERTO_JIMENEZ | \n",
" 35.05 | \n",
" 1 | \n",
"
\n",
" \n",
" 1 | \n",
" 2 | \n",
" ACATENO | \n",
" 503 | \n",
" 226 | \n",
" 2335 | \n",
" 4 | \n",
" 87 | \n",
" 3155 | \n",
" 6978 | \n",
" 15.94 | \n",
" 7.16 | \n",
" 74.01 | \n",
" 0.13 | \n",
" 2.76 | \n",
" 45.21 | \n",
" 54.79 | \n",
" MIGUEL_BARBOSA | \n",
" 74.01 | \n",
" 3 | \n",
"
\n",
" \n",
" 2 | \n",
" 3 | \n",
" ACATLAN | \n",
" 1777 | \n",
" 1246 | \n",
" 4455 | \n",
" 6 | \n",
" 215 | \n",
" 7699 | \n",
" 28427 | \n",
" 23.08 | \n",
" 16.18 | \n",
" 57.86 | \n",
" 0.08 | \n",
" 2.79 | \n",
" 27.08 | \n",
" 72.92 | \n",
" MIGUEL_BARBOSA | \n",
" 57.86 | \n",
" 3 | \n",
"
\n",
" \n",
" 3 | \n",
" 4 | \n",
" ACATZINGO | \n",
" 2558 | \n",
" 2778 | \n",
" 3106 | \n",
" 20 | \n",
" 229 | \n",
" 8691 | \n",
" 37475 | \n",
" 29.43 | \n",
" 31.96 | \n",
" 35.74 | \n",
" 0.23 | \n",
" 2.63 | \n",
" 23.19 | \n",
" 76.81 | \n",
" MIGUEL_BARBOSA | \n",
" 35.74 | \n",
" 3 | \n",
"
\n",
" \n",
" 4 | \n",
" 5 | \n",
" ACTEOPAN | \n",
" 283 | \n",
" 98 | \n",
" 729 | \n",
" 0 | \n",
" 54 | \n",
" 1164 | \n",
" 2333 | \n",
" 24.31 | \n",
" 8.42 | \n",
" 62.63 | \n",
" 0.00 | \n",
" 4.64 | \n",
" 49.89 | \n",
" 50.11 | \n",
" MIGUEL_BARBOSA | \n",
" 62.63 | \n",
" 3 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" ID_MUNICIPIO MUNICIPIO ALBERTO_JIMENEZ ENRIQUE_CARDENAS MIGUEL_BARBOSA \\\n",
"0 1 ACAJETE 3724 2917 3675 \n",
"1 2 ACATENO 503 226 2335 \n",
"2 3 ACATLAN 1777 1246 4455 \n",
"3 4 ACATZINGO 2558 2778 3106 \n",
"4 5 ACTEOPAN 283 98 729 \n",
"\n",
" NO_REGISTRADOS NULOS TOTAL_VOTOS LISTA_NOMINAL aj_porc ec_porc \\\n",
"0 6 303 10625 45097 35.05 27.45 \n",
"1 4 87 3155 6978 15.94 7.16 \n",
"2 6 215 7699 28427 23.08 16.18 \n",
"3 20 229 8691 37475 29.43 31.96 \n",
"4 0 54 1164 2333 24.31 8.42 \n",
"\n",
" mb_porc no_reg_porc nulos_porc parti_porc abst_porc GANADOR \\\n",
"0 34.59 0.06 2.85 23.56 76.44 ALBERTO_JIMENEZ \n",
"1 74.01 0.13 2.76 45.21 54.79 MIGUEL_BARBOSA \n",
"2 57.86 0.08 2.79 27.08 72.92 MIGUEL_BARBOSA \n",
"3 35.74 0.23 2.63 23.19 76.81 MIGUEL_BARBOSA \n",
"4 62.63 0.00 4.64 49.89 50.11 MIGUEL_BARBOSA \n",
"\n",
" PORC_GANADOR CVE_GANADOR \n",
"0 35.05 1 \n",
"1 74.01 3 \n",
"2 57.86 3 \n",
"3 35.74 3 \n",
"4 62.63 3 "
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"datos_municipio.head()"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(219, 19)"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"datos_municipio.shape"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
"puebla_municipios = gpd.read_file(DATOS_EXTERNOS / 'mapas_puebla' / 'MUNICIPIO.shp', encoding = 'utf-8')"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"# # un poco mas de limpieza por las malditas ñ's en los nombres\n",
"# puebla_municipios['nombre'] = puebla_municipios['nombre'].str.replace(\"CA?ADA\", \"CAÑADA\")"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" gid | \n",
" id | \n",
" entidad | \n",
" municipio | \n",
" nombre | \n",
" control | \n",
" geometry1_ | \n",
" geometry | \n",
"
\n",
" \n",
" \n",
" \n",
" 0 | \n",
" 1 | \n",
" 66.0 | \n",
" 21 | \n",
" 1 | \n",
" ACAJETE | \n",
" 67.0 | \n",
" None | \n",
" POLYGON ((607552.153001085 2102577.75040513, 6... | \n",
"
\n",
" \n",
" 1 | \n",
" 2 | \n",
" 169.0 | \n",
" 21 | \n",
" 2 | \n",
" ACATENO | \n",
" 175.0 | \n",
" None | \n",
" POLYGON ((687604.536279954 2218598.67690477, 6... | \n",
"
\n",
" \n",
" 2 | \n",
" 3 | \n",
" 25.0 | \n",
" 21 | \n",
" 3 | \n",
" ACATLAN | \n",
" 25.0 | \n",
" None | \n",
" (POLYGON ((606149.074408127 2018062.39644271, ... | \n",
"
\n",
" \n",
" 3 | \n",
" 4 | \n",
" 102.0 | \n",
" 21 | \n",
" 4 | \n",
" ACATZINGO | \n",
" 103.0 | \n",
" None | \n",
" POLYGON ((625483.645090082 2096032.04553089, 6... | \n",
"
\n",
" \n",
" 4 | \n",
" 5 | \n",
" 127.0 | \n",
" 21 | \n",
" 5 | \n",
" ACTEOPAN | \n",
" 131.0 | \n",
" None | \n",
" POLYGON ((531458.765347764 2080441.15751206, 5... | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" gid id entidad municipio nombre control geometry1_ \\\n",
"0 1 66.0 21 1 ACAJETE 67.0 None \n",
"1 2 169.0 21 2 ACATENO 175.0 None \n",
"2 3 25.0 21 3 ACATLAN 25.0 None \n",
"3 4 102.0 21 4 ACATZINGO 103.0 None \n",
"4 5 127.0 21 5 ACTEOPAN 131.0 None \n",
"\n",
" geometry \n",
"0 POLYGON ((607552.153001085 2102577.75040513, 6... \n",
"1 POLYGON ((687604.536279954 2218598.67690477, 6... \n",
"2 (POLYGON ((606149.074408127 2018062.39644271, ... \n",
"3 POLYGON ((625483.645090082 2096032.04553089, 6... \n",
"4 POLYGON ((531458.765347764 2080441.15751206, 5... "
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"puebla_municipios.head()"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"puebla_municipios.plot();"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"De este `GeoDataFrame` solo nos interesa las columnas: \n",
"1. municipio\n",
"2. nombre\n",
"3. geometry"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"puebla_municipios.drop(columns = ['gid', 'id', 'entidad', 'control', 'geometry1_'], inplace = True)"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [],
"source": [
"puebla_con_datos = puebla_municipios.merge(datos_municipio, left_on = ['municipio', ], right_on = ['ID_MUNICIPIO',],)"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {},
"outputs": [],
"source": [
"puebla_con_datos.drop(columns = ['municipio',], inplace = True)"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" nombre | \n",
" geometry | \n",
" ID_MUNICIPIO | \n",
" MUNICIPIO | \n",
" ALBERTO_JIMENEZ | \n",
" ENRIQUE_CARDENAS | \n",
" MIGUEL_BARBOSA | \n",
" NO_REGISTRADOS | \n",
" NULOS | \n",
" TOTAL_VOTOS | \n",
" ... | \n",
" aj_porc | \n",
" ec_porc | \n",
" mb_porc | \n",
" no_reg_porc | \n",
" nulos_porc | \n",
" parti_porc | \n",
" abst_porc | \n",
" GANADOR | \n",
" PORC_GANADOR | \n",
" CVE_GANADOR | \n",
"
\n",
" \n",
" \n",
" \n",
" 0 | \n",
" ACAJETE | \n",
" POLYGON ((607552.153001085 2102577.75040513, 6... | \n",
" 1 | \n",
" ACAJETE | \n",
" 3724 | \n",
" 2917 | \n",
" 3675 | \n",
" 6 | \n",
" 303 | \n",
" 10625 | \n",
" ... | \n",
" 35.05 | \n",
" 27.45 | \n",
" 34.59 | \n",
" 0.06 | \n",
" 2.85 | \n",
" 23.56 | \n",
" 76.44 | \n",
" ALBERTO_JIMENEZ | \n",
" 35.05 | \n",
" 1 | \n",
"
\n",
" \n",
" 1 | \n",
" ACATENO | \n",
" POLYGON ((687604.536279954 2218598.67690477, 6... | \n",
" 2 | \n",
" ACATENO | \n",
" 503 | \n",
" 226 | \n",
" 2335 | \n",
" 4 | \n",
" 87 | \n",
" 3155 | \n",
" ... | \n",
" 15.94 | \n",
" 7.16 | \n",
" 74.01 | \n",
" 0.13 | \n",
" 2.76 | \n",
" 45.21 | \n",
" 54.79 | \n",
" MIGUEL_BARBOSA | \n",
" 74.01 | \n",
" 3 | \n",
"
\n",
" \n",
" 2 | \n",
" ACATLAN | \n",
" (POLYGON ((606149.074408127 2018062.39644271, ... | \n",
" 3 | \n",
" ACATLAN | \n",
" 1777 | \n",
" 1246 | \n",
" 4455 | \n",
" 6 | \n",
" 215 | \n",
" 7699 | \n",
" ... | \n",
" 23.08 | \n",
" 16.18 | \n",
" 57.86 | \n",
" 0.08 | \n",
" 2.79 | \n",
" 27.08 | \n",
" 72.92 | \n",
" MIGUEL_BARBOSA | \n",
" 57.86 | \n",
" 3 | \n",
"
\n",
" \n",
" 3 | \n",
" ACATZINGO | \n",
" POLYGON ((625483.645090082 2096032.04553089, 6... | \n",
" 4 | \n",
" ACATZINGO | \n",
" 2558 | \n",
" 2778 | \n",
" 3106 | \n",
" 20 | \n",
" 229 | \n",
" 8691 | \n",
" ... | \n",
" 29.43 | \n",
" 31.96 | \n",
" 35.74 | \n",
" 0.23 | \n",
" 2.63 | \n",
" 23.19 | \n",
" 76.81 | \n",
" MIGUEL_BARBOSA | \n",
" 35.74 | \n",
" 3 | \n",
"
\n",
" \n",
" 4 | \n",
" ACTEOPAN | \n",
" POLYGON ((531458.765347764 2080441.15751206, 5... | \n",
" 5 | \n",
" ACTEOPAN | \n",
" 283 | \n",
" 98 | \n",
" 729 | \n",
" 0 | \n",
" 54 | \n",
" 1164 | \n",
" ... | \n",
" 24.31 | \n",
" 8.42 | \n",
" 62.63 | \n",
" 0.00 | \n",
" 4.64 | \n",
" 49.89 | \n",
" 50.11 | \n",
" MIGUEL_BARBOSA | \n",
" 62.63 | \n",
" 3 | \n",
"
\n",
" \n",
"
\n",
"
5 rows × 21 columns
\n",
"
"
],
"text/plain": [
" nombre geometry ID_MUNICIPIO \\\n",
"0 ACAJETE POLYGON ((607552.153001085 2102577.75040513, 6... 1 \n",
"1 ACATENO POLYGON ((687604.536279954 2218598.67690477, 6... 2 \n",
"2 ACATLAN (POLYGON ((606149.074408127 2018062.39644271, ... 3 \n",
"3 ACATZINGO POLYGON ((625483.645090082 2096032.04553089, 6... 4 \n",
"4 ACTEOPAN POLYGON ((531458.765347764 2080441.15751206, 5... 5 \n",
"\n",
" MUNICIPIO ALBERTO_JIMENEZ ENRIQUE_CARDENAS MIGUEL_BARBOSA \\\n",
"0 ACAJETE 3724 2917 3675 \n",
"1 ACATENO 503 226 2335 \n",
"2 ACATLAN 1777 1246 4455 \n",
"3 ACATZINGO 2558 2778 3106 \n",
"4 ACTEOPAN 283 98 729 \n",
"\n",
" NO_REGISTRADOS NULOS TOTAL_VOTOS ... aj_porc ec_porc mb_porc \\\n",
"0 6 303 10625 ... 35.05 27.45 34.59 \n",
"1 4 87 3155 ... 15.94 7.16 74.01 \n",
"2 6 215 7699 ... 23.08 16.18 57.86 \n",
"3 20 229 8691 ... 29.43 31.96 35.74 \n",
"4 0 54 1164 ... 24.31 8.42 62.63 \n",
"\n",
" no_reg_porc nulos_porc parti_porc abst_porc GANADOR \\\n",
"0 0.06 2.85 23.56 76.44 ALBERTO_JIMENEZ \n",
"1 0.13 2.76 45.21 54.79 MIGUEL_BARBOSA \n",
"2 0.08 2.79 27.08 72.92 MIGUEL_BARBOSA \n",
"3 0.23 2.63 23.19 76.81 MIGUEL_BARBOSA \n",
"4 0.00 4.64 49.89 50.11 MIGUEL_BARBOSA \n",
"\n",
" PORC_GANADOR CVE_GANADOR \n",
"0 35.05 1 \n",
"1 74.01 3 \n",
"2 57.86 3 \n",
"3 35.74 3 \n",
"4 62.63 3 \n",
"\n",
"[5 rows x 21 columns]"
]
},
"execution_count": 14,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"puebla_con_datos.head()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Limpiamos un poco mas los datos:"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [],
"source": [
"puebla_con_datos.columns = [col.replace(\"_\", \" \").lower() for col in puebla_con_datos.columns]"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [],
"source": [
"puebla_con_datos = puebla_con_datos.rename(columns = {\n",
" \"enrique cardenas\": \"Enrique Cárdenas Sánchez\",\n",
" \"alberto jimenez\": \"Alberto Jiménez Merino\",\n",
" \"miguel barbosa\": \"Miguel Barbosa Huerta\",\n",
" \"no registrados\": \"No registrados\",\n",
" \"nulos\": \"Votos nulos\",\n",
" \"total votos\": \"Total de votos\",\n",
" \"ganador\": \"Ganador\",\n",
" \"porc ganador\": \"% del ganador\",\n",
" \"lista nominal\": \"Lista nominal\",\n",
" \"aj porc\": \"% AJ\",\n",
" \"ec porc\": \"% EC\",\n",
" \"mb porc\": \"% MB\",\n",
" \"no reg porc\": \"% No registrados\",\n",
" \"nulos porc\": \"% Nulos\",\n",
" \"parti porc\": \"% de participación\",\n",
" \"abst porc\": \"% de abstencionismo\",\n",
"})"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" nombre | \n",
" geometry | \n",
" id municipio | \n",
" municipio | \n",
" Alberto Jiménez Merino | \n",
" Enrique Cárdenas Sánchez | \n",
" Miguel Barbosa Huerta | \n",
" No registrados | \n",
" Votos nulos | \n",
" Total de votos | \n",
" ... | \n",
" % EC | \n",
" % MB | \n",
" % No registrados | \n",
" % Nulos | \n",
" % de participación | \n",
" % de abstencionismo | \n",
" Ganador | \n",
" % del ganador | \n",
" cve ganador | \n",
" Municipio | \n",
"
\n",
" \n",
" \n",
" \n",
" 0 | \n",
" ACAJETE | \n",
" POLYGON ((607552.153001085 2102577.75040513, 6... | \n",
" 1 | \n",
" ACAJETE | \n",
" 3724 | \n",
" 2917 | \n",
" 3675 | \n",
" 6 | \n",
" 303 | \n",
" 10625 | \n",
" ... | \n",
" 27.45 | \n",
" 34.59 | \n",
" 0.06 | \n",
" 2.85 | \n",
" 23.56 | \n",
" 76.44 | \n",
" ALBERTO_JIMENEZ | \n",
" 35.05 | \n",
" 1 | \n",
" Acajete | \n",
"
\n",
" \n",
" 1 | \n",
" ACATENO | \n",
" POLYGON ((687604.536279954 2218598.67690477, 6... | \n",
" 2 | \n",
" ACATENO | \n",
" 503 | \n",
" 226 | \n",
" 2335 | \n",
" 4 | \n",
" 87 | \n",
" 3155 | \n",
" ... | \n",
" 7.16 | \n",
" 74.01 | \n",
" 0.13 | \n",
" 2.76 | \n",
" 45.21 | \n",
" 54.79 | \n",
" MIGUEL_BARBOSA | \n",
" 74.01 | \n",
" 3 | \n",
" Acateno | \n",
"
\n",
" \n",
" 2 | \n",
" ACATLAN | \n",
" (POLYGON ((606149.074408127 2018062.39644271, ... | \n",
" 3 | \n",
" ACATLAN | \n",
" 1777 | \n",
" 1246 | \n",
" 4455 | \n",
" 6 | \n",
" 215 | \n",
" 7699 | \n",
" ... | \n",
" 16.18 | \n",
" 57.86 | \n",
" 0.08 | \n",
" 2.79 | \n",
" 27.08 | \n",
" 72.92 | \n",
" MIGUEL_BARBOSA | \n",
" 57.86 | \n",
" 3 | \n",
" Acatlan | \n",
"
\n",
" \n",
" 3 | \n",
" ACATZINGO | \n",
" POLYGON ((625483.645090082 2096032.04553089, 6... | \n",
" 4 | \n",
" ACATZINGO | \n",
" 2558 | \n",
" 2778 | \n",
" 3106 | \n",
" 20 | \n",
" 229 | \n",
" 8691 | \n",
" ... | \n",
" 31.96 | \n",
" 35.74 | \n",
" 0.23 | \n",
" 2.63 | \n",
" 23.19 | \n",
" 76.81 | \n",
" MIGUEL_BARBOSA | \n",
" 35.74 | \n",
" 3 | \n",
" Acatzingo | \n",
"
\n",
" \n",
" 4 | \n",
" ACTEOPAN | \n",
" POLYGON ((531458.765347764 2080441.15751206, 5... | \n",
" 5 | \n",
" ACTEOPAN | \n",
" 283 | \n",
" 98 | \n",
" 729 | \n",
" 0 | \n",
" 54 | \n",
" 1164 | \n",
" ... | \n",
" 8.42 | \n",
" 62.63 | \n",
" 0.00 | \n",
" 4.64 | \n",
" 49.89 | \n",
" 50.11 | \n",
" MIGUEL_BARBOSA | \n",
" 62.63 | \n",
" 3 | \n",
" Acteopan | \n",
"
\n",
" \n",
"
\n",
"
5 rows × 22 columns
\n",
"
"
],
"text/plain": [
" nombre geometry id municipio \\\n",
"0 ACAJETE POLYGON ((607552.153001085 2102577.75040513, 6... 1 \n",
"1 ACATENO POLYGON ((687604.536279954 2218598.67690477, 6... 2 \n",
"2 ACATLAN (POLYGON ((606149.074408127 2018062.39644271, ... 3 \n",
"3 ACATZINGO POLYGON ((625483.645090082 2096032.04553089, 6... 4 \n",
"4 ACTEOPAN POLYGON ((531458.765347764 2080441.15751206, 5... 5 \n",
"\n",
" municipio Alberto Jiménez Merino Enrique Cárdenas Sánchez \\\n",
"0 ACAJETE 3724 2917 \n",
"1 ACATENO 503 226 \n",
"2 ACATLAN 1777 1246 \n",
"3 ACATZINGO 2558 2778 \n",
"4 ACTEOPAN 283 98 \n",
"\n",
" Miguel Barbosa Huerta No registrados Votos nulos Total de votos ... \\\n",
"0 3675 6 303 10625 ... \n",
"1 2335 4 87 3155 ... \n",
"2 4455 6 215 7699 ... \n",
"3 3106 20 229 8691 ... \n",
"4 729 0 54 1164 ... \n",
"\n",
" % EC % MB % No registrados % Nulos % de participación \\\n",
"0 27.45 34.59 0.06 2.85 23.56 \n",
"1 7.16 74.01 0.13 2.76 45.21 \n",
"2 16.18 57.86 0.08 2.79 27.08 \n",
"3 31.96 35.74 0.23 2.63 23.19 \n",
"4 8.42 62.63 0.00 4.64 49.89 \n",
"\n",
" % de abstencionismo Ganador % del ganador cve ganador Municipio \n",
"0 76.44 ALBERTO_JIMENEZ 35.05 1 Acajete \n",
"1 54.79 MIGUEL_BARBOSA 74.01 3 Acateno \n",
"2 72.92 MIGUEL_BARBOSA 57.86 3 Acatlan \n",
"3 76.81 MIGUEL_BARBOSA 35.74 3 Acatzingo \n",
"4 50.11 MIGUEL_BARBOSA 62.63 3 Acteopan \n",
"\n",
"[5 rows x 22 columns]"
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"puebla_con_datos['Municipio'] = puebla_con_datos['municipio'].str.title()\n",
"puebla_con_datos.head()"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [],
"source": [
"puebla_con_datos['Ganador'] = puebla_con_datos['Ganador'].str.replace(\"_\", ' ').str.title()"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [],
"source": [
"# centroides\n",
"puebla_con_datos['centroide_x'] = puebla_con_datos['geometry'].centroid.x\n",
"puebla_con_datos['centroide_y'] = puebla_con_datos['geometry'].centroid.y"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Podemos revisar rápidamente con lo que estamos trabajando con `.plot();` en `GeoPandas`. \n",
"\n",
" Nota
\n",
" Estoy agregando un \";\" a .plot();
solo para evitar el mensaje de matplotlib que dice algo como matplotlib.axes._subplots.AxesSubplot at 0xc281b70
\n",
" "
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [
{
"data": {
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\n",
"text/plain": [
""
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"puebla_con_datos.plot(column = 'Ganador');"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Primera visualización\n",
"\n",
"Inspirada por este [tuit](https://twitter.com/palewire/status/1137451191854460928?s=20) de Ben Welsh (Editor en jefe de Datadesk de Los Angeles Times) aka [@palewire](https://twitter.com/palewire)"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
""
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"%run theme.py"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [],
"source": [
"mapa_base = alt.Chart(puebla_con_datos).mark_geoshape(\n",
" stroke = '#C7C7C7',\n",
" strokeWidth = 0.1,\n",
").encode().properties(\n",
" width = 600,\n",
" height = 800,\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [],
"source": [
"mapa_resultados = alt.Chart(puebla_con_datos).mark_geoshape(\n",
" fill = 'lightgray',\n",
" stroke = '#C7C7C7',\n",
").encode(\n",
" color = alt.Color(\n",
" 'Ganador:N',\n",
" legend = alt.Legend(title = \"Ganador\", orient = 'none', legendY=300, legendX = 600)\n",
" ),\n",
" tooltip = ['Municipio:N','Enrique Cárdenas Sánchez:Q', 'Alberto Jiménez Merino:Q', 'Miguel Barbosa Huerta:Q', 'Votos nulos:Q', 'No registrados:Q', 'Lista nominal:Q', '% de abstencionismo']\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [],
"source": [
"ganador_por_municipio = (mapa_base + mapa_resultados).properties(\n",
" title = 'Elección de gobernador - Puebla 2019',\n",
" background = '#F5F1E4'\n",
").configure_view(\n",
" strokeWidth = 0,\n",
").configure_title(\n",
" fontSize=36,\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.vegalite.v3+json": {
"$schema": "https://vega.github.io/schema/vega-lite/v3.3.0.json",
"background": "#F5F1E4",
"config": {
"arc": {
"fill": "#282828"
},
"area": {
"fill": "#282828"
},
"background": "#FFFAFA",
"geoshape": {
"fill": "#C0C0C0",
"stroke": "#C7C7C7",
"strokeWidth": 0.3
},
"legend": {
"labelFontSize": 18,
"labelLimit": 500,
"padding": 5,
"symbolSize": 300,
"symbolType": "square",
"titleFontSize": 24,
"titleLimit": 400,
"titlePadding": 5
},
"padding": 25,
"range": {
"category": [
"#F33C3C",
"#1f62ae",
"#683729",
"#dc0d7a",
"#02a3cd",
"#e4a100",
"#dc0d12",
"#0DDC6F",
"#074a7e",
"#e46800",
"#aa3594",
"#a20c4b"
],
"diverging": [
"#dc0d12",
"#e9686b",
"#fbe1e1",
"#dff4f9",
"#81d1e6",
"#03a3cd"
],
"heatmap": [
"#fcdfef",
"#f8bfde",
"#f59fce",
"#f180be",
"#ee60ad",
"#eb409d",
"#e7208c",
"#e4007c"
]
},
"title": {
"anchor": "start",
"fontSize": 36,
"fontWeight": 600,
"offset": 20
},
"view": {
"padding": 10,
"stroke": 0,
"strokeWidth": 0
}
},
"data": {
"name": "data-a80cf0f01498128b59ad990d775f80f4"
},
"datasets": {
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nulos\": 18, \"Total de votos\": 620, \"Lista nominal\": 1886, \"% AJ\": 1.61, \"% EC\": 3.23, \"% MB\": 92.26, \"% No registrados\": 0.0, \"% Nulos\": 2.9, \"% de participaci\\u00f3n\": 32.87, \"% de abstencionismo\": 67.13, \"Ganador\": \"Miguel Barbosa\", \"% del ganador\": 92.26, \"cve ganador\": 3, \"Municipio\": \"Atlequizayan\", \"centroide_x\": 643569.5239593857, \"centroide_y\": 2213445.703452008, \"type\": \"Feature\", \"geometry\": {\"type\": \"Polygon\", \"coordinates\": [[[-97.61439397943668, 20.024774423290022], [-97.61450155925903, 20.023996891382975], [-97.61467382407459, 20.02256517545397], [-97.61397485332132, 20.02210552057798], [-97.61356794813616, 20.021564486858875], [-97.61327802042833, 20.02094115803175], [-97.61223153209501, 20.019609142275698], [-97.61159232773531, 20.0186937999097], [-97.61141925995638, 20.018029628476537], [-97.61136190684607, 20.017697696028634], [-97.61153900298812, 20.017035364114914], [-97.61218348130191, 20.016209670162855], 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Merino\": 300, \"Enrique C\\u00e1rdenas S\\u00e1nchez\": 282, \"Miguel Barbosa Huerta\": 486, \"No registrados\": 4, \"Votos nulos\": 48, \"Total de votos\": 1120, \"Lista nominal\": 6183, \"% AJ\": 26.79, \"% EC\": 25.18, \"% MB\": 43.39, \"% No registrados\": 0.36, \"% Nulos\": 4.29, \"% de participaci\\u00f3n\": 18.11, \"% de abstencionismo\": 81.89, \"Ganador\": \"Miguel Barbosa\", \"% del ganador\": 43.39, \"cve ganador\": 3, \"Municipio\": \"Cuapiaxtla De Madero\", \"centroide_x\": 623800.2068302247, \"centroide_y\": 2092255.9318223184, \"type\": \"Feature\", \"geometry\": {\"type\": \"Polygon\", \"coordinates\": [[[-97.78350237404001, 18.90059871625631], [-97.78154605179783, 18.900089897017555], [-97.77970801144399, 18.89958326534302], [-97.77777808280305, 18.898952932441883], [-97.77205026097172, 18.897164003923223], [-97.77222640270435, 18.897074441152057], [-97.77228088797831, 18.89703796553199], [-97.77236723742969, 18.896975156909548], [-97.77245358681765, 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municipio\": 44, \"municipio\": \"CUETZALAN DEL PROGRESO\", \"Alberto Jim\\u00e9nez Merino\": 6086, \"Enrique C\\u00e1rdenas S\\u00e1nchez\": 1669, \"Miguel Barbosa Huerta\": 4754, \"No registrados\": 3, \"Votos nulos\": 695, \"Total de votos\": 13207, \"Lista nominal\": 32522, \"% AJ\": 46.08, \"% EC\": 12.64, \"% MB\": 36.0, \"% No registrados\": 0.02, \"% Nulos\": 5.26, \"% de participaci\\u00f3n\": 40.61, \"% de abstencionismo\": 59.39, \"Ganador\": \"Alberto Jimenez\", \"% del ganador\": 46.08, \"cve ganador\": 1, \"Municipio\": \"Cuetzalan Del Progreso\", \"centroide_x\": 657004.4268840714, \"centroide_y\": 2215243.3395516234, \"type\": \"Feature\", \"geometry\": {\"type\": \"Polygon\", \"coordinates\": [[[-97.42649798934303, 20.00714605431567], [-97.42720523669979, 20.00670050709707], [-97.42774730740315, 20.005218489381267], [-97.42811077793816, 20.00402365529354], [-97.42906645728976, 20.002174867315702], [-97.4301375390915, 20.00049310312106], [-97.43138090032345, 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2887, \"Miguel Barbosa Huerta\": 4642, \"No registrados\": 3, \"Votos nulos\": 449, \"Total de votos\": 11939, \"Lista nominal\": 33657, \"% AJ\": 33.15, \"% EC\": 24.18, \"% MB\": 38.88, \"% No registrados\": 0.03, \"% Nulos\": 3.76, \"% de participaci\\u00f3n\": 35.47, \"% de abstencionismo\": 64.53, \"Ganador\": \"Miguel Barbosa\", \"% del ganador\": 38.88, \"cve ganador\": 3, \"Municipio\": \"Chalchicomula De Sesma\", \"centroide_x\": 665097.8785686798, \"centroide_y\": 2098941.0189293083, \"type\": \"Feature\", \"geometry\": {\"type\": \"Polygon\", \"coordinates\": [[[-97.53236802085601, 18.942513436695123], [-97.53248761352388, 18.94280253037845], [-97.53272481656748, 18.94321497969097], [-97.53271701883156, 18.943412479455148], [-97.53296100971275, 18.94354450745336], [-97.53306324943286, 18.943743908914442], [-97.53325627252968, 18.943956443742245], [-97.53355150897997, 18.944368372664286], [-97.53384723085234, 18.94482170566825], [-97.534141992841, 18.945192199450048], 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registrados\": 0.0, \"% Nulos\": 5.17, \"% de participaci\\u00f3n\": 31.6, \"% de abstencionismo\": 68.4, \"Ganador\": \"Miguel Barbosa\", \"% del ganador\": 44.69, \"cve ganador\": 3, \"Municipio\": \"Coatzingo\", \"centroide_x\": 588514.2546425221, \"centroide_y\": 2054182.8227317207, \"type\": \"Feature\", \"geometry\": {\"type\": \"Polygon\", \"coordinates\": [[[-98.17919921449057, 18.63746906211245], [-98.17821093445085, 18.637320469484656], [-98.1771205678318, 18.63706796624659], [-98.17712139276715, 18.63669489683763], [-98.17694951722912, 18.6358240912475], [-98.17712478376578, 18.63516116688995], [-98.17735853125576, 18.6342496325582], [-98.17782418927558, 18.633255606095855], [-98.17799999778725, 18.632343967403205], [-98.17811714140073, 18.631763842887164], [-98.17701762371281, 18.63122300378791], [-98.17649678755697, 18.630973359766518], [-98.17551213170414, 18.630888693055766], [-98.17534031543488, 18.630995809143798], [-98.17458393332987, 18.631467359847093], 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MENA\", \"id municipio\": 65, \"municipio\": \"FRANCISCO Z. MENA\", \"Alberto Jim\\u00e9nez Merino\": 616, \"Enrique C\\u00e1rdenas S\\u00e1nchez\": 1054, \"Miguel Barbosa Huerta\": 2593, \"No registrados\": 2, \"Votos nulos\": 146, \"Total de votos\": 4411, \"Lista nominal\": 12888, \"% AJ\": 13.97, \"% EC\": 23.89, \"% MB\": 58.78, \"% No registrados\": 0.05, \"% Nulos\": 3.31, \"% de participaci\\u00f3n\": 34.23, \"% de abstencionismo\": 65.77, \"Ganador\": \"Miguel Barbosa\", \"% del ganador\": 58.78, \"cve ganador\": 3, \"Municipio\": \"Francisco Z. 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MENDEZ\", \"id municipio\": 94, \"municipio\": \"JUAN N. MENDEZ\", \"Alberto Jim\\u00e9nez Merino\": 163, \"Enrique C\\u00e1rdenas S\\u00e1nchez\": 73, \"Miguel Barbosa Huerta\": 1342, \"No registrados\": 0, \"Votos nulos\": 36, \"Total de votos\": 1614, \"Lista nominal\": 3896, \"% AJ\": 10.1, \"% EC\": 4.52, \"% MB\": 83.15, \"% No registrados\": 0.0, \"% Nulos\": 2.23, \"% de participaci\\u00f3n\": 41.43, \"% de abstencionismo\": 58.57, \"Ganador\": \"Miguel Barbosa\", \"% del ganador\": 83.15, \"cve ganador\": 3, \"Municipio\": \"Juan N. 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registrados\": 0.03, \"% Nulos\": 2.82, \"% de participaci\\u00f3n\": 58.03, \"% de abstencionismo\": 41.97, \"Ganador\": \"Enrique Cardenas\", \"% del ganador\": 40.17, \"cve ganador\": 2, \"Municipio\": \"Ocoyucan\", \"centroide_x\": 571982.8356594325, \"centroide_y\": 2093387.2623086548, \"type\": \"Feature\", \"geometry\": {\"type\": \"Polygon\", \"coordinates\": [[[-98.28442087473579, 18.9908183667703], [-98.28424071320147, 18.990677205743097], [-98.2842034793692, 18.99064803206194], [-98.28416624555, 18.99061885837362], [-98.2838147445034, 18.99034343457274], [-98.28378019293396, 18.990316368590122], [-98.2837456413758, 18.990289302601354], [-98.28359248117086, 18.990169296513574], [-98.28355080112196, 18.990136638765428], [-98.28350912108942, 18.990103981008318], [-98.28334567804352, 18.9899764994003], [-98.283306026475, 18.98994658345882], [-98.28321618778287, 18.98987408589218], [-98.28319519272306, 18.98985801928285], [-98.28304515209102, 18.989739519382418], 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GRAJALES\", \"Alberto Jim\\u00e9nez Merino\": 453, \"Enrique C\\u00e1rdenas S\\u00e1nchez\": 883, \"Miguel Barbosa Huerta\": 1530, \"No registrados\": 1, \"Votos nulos\": 146, \"Total de votos\": 3013, \"Lista nominal\": 13464, \"% AJ\": 15.03, \"% EC\": 29.31, \"% MB\": 50.78, \"% No registrados\": 0.03, \"% Nulos\": 4.85, \"% de participaci\\u00f3n\": 22.38, \"% de abstencionismo\": 77.62, \"Ganador\": \"Miguel Barbosa\", \"% del ganador\": 50.78, \"cve ganador\": 3, \"Municipio\": \"Rafael Lara Grajales\", \"centroide_x\": 626728.4552733328, \"centroide_y\": 2127356.5763687943, \"type\": \"Feature\", \"geometry\": {\"type\": \"Polygon\", \"coordinates\": [[[-97.78158375933948, 19.25122829529503], [-97.77625268117514, 19.247186014213128], [-97.78388150347725, 19.24192750142854], [-97.78152757823665, 19.2397777118224], [-97.78625759705639, 19.237091240957522], [-97.78535345930152, 19.23605689212245], [-97.7828840182203, 19.233225450623333], [-97.78078880630002, 19.23076946153702], 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CHOLULA\", \"id municipio\": 141, \"municipio\": \"SAN PEDRO CHOLULA\", \"Alberto Jim\\u00e9nez Merino\": 3906, \"Enrique C\\u00e1rdenas S\\u00e1nchez\": 22281, \"Miguel Barbosa Huerta\": 10988, \"No registrados\": 34, \"Votos nulos\": 924, \"Total de votos\": 38133, \"Lista nominal\": 104770, \"% AJ\": 10.24, \"% EC\": 58.43, \"% MB\": 28.81, \"% No registrados\": 0.09, \"% Nulos\": 2.42, \"% de participaci\\u00f3n\": 36.4, \"% de abstencionismo\": 63.6, \"Ganador\": \"Enrique Cardenas\", \"% del ganador\": 58.43, \"cve ganador\": 2, \"Municipio\": \"San Pedro Cholula\", \"centroide_x\": 569328.3190951197, \"centroide_y\": 2108673.4511320433, \"type\": \"Feature\", \"geometry\": {\"type\": \"Polygon\", \"coordinates\": [[[-98.27644109068713, 19.051120065405758], [-98.27573940089876, 19.052003367252514], [-98.27554465090891, 19.052248520425543], [-98.27539723327634, 19.052434090531772], [-98.2753667893438, 19.05246801851024], [-98.2753325837205, 19.05250613864946], [-98.27507934681465, 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\"Alberto Jim\\u00e9nez Merino\": 721, \"Enrique C\\u00e1rdenas S\\u00e1nchez\": 299, \"Miguel Barbosa Huerta\": 1176, \"No registrados\": 2, \"Votos nulos\": 149, \"Total de votos\": 2347, \"Lista nominal\": 7180, \"% AJ\": 30.72, \"% EC\": 12.74, \"% MB\": 50.11, \"% No registrados\": 0.09, \"% Nulos\": 6.35, \"% de participaci\\u00f3n\": 32.69, \"% de abstencionismo\": 67.31, \"Ganador\": \"Miguel Barbosa\", \"% del ganador\": 50.11, \"cve ganador\": 3, \"Municipio\": \"Tepetzintla\", \"centroide_x\": 620145.4585978035, \"centroide_y\": 2205692.6189777874, \"type\": \"Feature\", \"geometry\": {\"type\": \"Polygon\", \"coordinates\": [[[-97.84727912407303, 19.983133671050208], [-97.84715483357316, 19.983479692697507], [-97.84703990399686, 19.983728938542885], [-97.84686750892148, 19.98410280712481], [-97.84657796946227, 19.984435745331606], [-97.8463468426093, 19.98476842135058], [-97.84599983456604, 19.985225981053254], [-97.84582680356085, 19.985516941071126], [-97.8456537718998, 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registrados\": 0, \"Votos nulos\": 28, \"Total de votos\": 1491, \"Lista nominal\": 4788, \"% AJ\": 70.42, \"% EC\": 5.16, \"% MB\": 22.54, \"% No registrados\": 0.0, \"% Nulos\": 1.88, \"% de participaci\\u00f3n\": 31.14, \"% de abstencionismo\": 68.86, \"Ganador\": \"Alberto Jimenez\", \"% del ganador\": 70.42, \"cve ganador\": 1, \"Municipio\": \"Tecomatlan\", \"centroide_x\": 572822.4428913274, \"centroide_y\": 1995743.553519611, \"type\": \"Feature\", \"geometry\": {\"type\": \"MultiPolygon\", \"coordinates\": [[[[-98.24507718778305, 18.06751137423066], [-98.24625792627589, 18.066162982443313], [-98.24729941414768, 18.065752662780866], [-98.24834070188972, 18.06575599699342], [-98.24909274320162, 18.06575840154544], [-98.24949786207767, 18.065387401283868], [-98.24990322852673, 18.06447864228224], [-98.25042421175856, 18.063735715061807], [-98.25690505608392, 18.059536924518735], [-98.25765686462788, 18.060035687652533], [-98.25835084688445, 18.06049289990305], 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\"id municipio\": 206, \"municipio\": \"ZACAPALA\", \"Alberto Jim\\u00e9nez Merino\": 174, \"Enrique C\\u00e1rdenas S\\u00e1nchez\": 106, \"Miguel Barbosa Huerta\": 643, \"No registrados\": 1, \"Votos nulos\": 24, \"Total de votos\": 948, \"Lista nominal\": 3348, \"% AJ\": 18.35, \"% EC\": 11.18, \"% MB\": 67.83, \"% No registrados\": 0.11, \"% Nulos\": 2.53, \"% de participaci\\u00f3n\": 28.32, \"% de abstencionismo\": 71.68, \"Ganador\": \"Miguel Barbosa\", \"% del ganador\": 67.83, \"cve ganador\": 3, \"Municipio\": \"Zacapala\", \"centroide_x\": 598192.6061517241, \"centroide_y\": 2053335.2196291306, \"type\": \"Feature\", \"geometry\": {\"type\": \"Polygon\", \"coordinates\": [[[-98.08655555555542, 18.56847222224462], [-98.08637935686882, 18.56868823912591], [-98.08602845155221, 18.568734313436345], [-98.08562821685713, 18.568636825794304], [-98.08527777777768, 18.56794444446682], [-98.08490435542409, 18.56860997720042], [-98.0847864986222, 18.569355842314764], [-98.0848420304735, 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\"id\": \"213\"}, {\"nombre\": \"ZIHUATEUTLA\", \"id municipio\": 213, \"municipio\": \"ZIHUATEUTLA\", \"Alberto Jim\\u00e9nez Merino\": 415, \"Enrique C\\u00e1rdenas S\\u00e1nchez\": 1029, \"Miguel Barbosa Huerta\": 1989, \"No registrados\": 5, \"Votos nulos\": 206, \"Total de votos\": 3644, \"Lista nominal\": 9538, \"% AJ\": 11.39, \"% EC\": 28.24, \"% MB\": 54.58, \"% No registrados\": 0.14, \"% Nulos\": 5.65, \"% de participaci\\u00f3n\": 38.21, \"% de abstencionismo\": 61.79, \"Ganador\": \"Miguel Barbosa\", \"% del ganador\": 54.58, \"cve ganador\": 3, \"Municipio\": \"Zihuateutla\", \"centroide_x\": 624715.2322642505, \"centroide_y\": 2244942.177004092, \"type\": \"Feature\", \"geometry\": {\"type\": \"Polygon\", \"coordinates\": [[[-97.75817044843525, 20.28048560977836], [-97.75828308892672, 20.280011268943014], [-97.7585736816908, 20.279926623628473], [-97.75897997315555, 20.279675327102613], [-97.7591541937623, 20.279591341182673], [-97.7593865997651, 20.279507024725753], 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s5gaJ/Sv69O4BDw93iLcqR4+dlPps6c8pUaZPP54L8WBU+rDHfVAV/ab8fVK+PeTeR/Y6z5KAx9Ckbn3Dl+R+nhfXT875lXk/WXPfG7rfyj802+P+sWV/EffuBx99gTfffq9MsuU/5/R9JxsLeMSS2INvv7NMml9/9bE0P7X4EAGP+KyrWTMCd94xQvq+MNZXjAU8+uYsiWcFMaxWqVSWKYe+AE+cUL58tnRmWhQoLVDtAh59N534MPjwvbekh67Sh75hQ+U/bAwtGakvMBIPoc+9+HqF5UdL/zpp6/TkfkEY+kXM0PAY8YH96ecL8fqMd8qYPfHYZLz95mtl5twYeiDUN1RN38RLkYGlvwKJN1VTn5+OX3/7s0w5DW18JuauiAnopsYx27ofyf1YMjT+Wl99jP3yXv5LzJ7try+QEAGn+KIbMXxwmTeChspc/i2IPfwNBTxDBg+QflEVKyfpG1Zpj/4tHDIyMnH6TKw0n0os6DDx/rulHx/KH/oC4PLta6/7oLL7jai7qfaQey/Z6zy5AY/4YU0MWRJLFH/9zQ96V8p6esqjmPn6NJOfp8Y+H+UEPJV1P1l735vzfWbL+8eWfcXQZ5y+N1rmBjxy+56h+ujrK8YCHn3lEz/MiDmMYghq8SHq/N0Pv+Kpp1+qkLWcBXRs6c+0qq9AtQt4xNyMcfdMLtPi5cdIl75J333/0zK/wpSfBKjvl6SRI4bgy88/kN5alD/E8o/f//AbunfrLL2xaN68CSLCw0o2B7N1enK/IMQD/kOPPlNmnoepX05v3LiJJ59+qcx8F33LqOr7EB00sK+0VGdISHAFI7EillgwofRhacBzPj4BEyc9gcNHjpUkZ2yInL6AU1xY/kPZ1v1I7keQvv5hrD6G9oUoXx97tr++QMLY/iL6gt7yb/ns4a+vnOJL+4fF89GyRTODTVSV/VsUSs5Djr3ug8ruN3LaQ+69ZK/zbLXxqPj8XTD/wzIPjnI/z0vXTU7AU1n3k7X3vSX1N9XOcu4fU2nI/bt48F+6bBWefX56mbfYhjbidPSAx9D3pZjzPPONaWjbpqW0auPKVetkj56Qa8nzKGCuQLULeMo/1IgJ9GIYlqEHGn1fFqUn2YlVWcQylKXnvLz68nPSBEBLJtnbOj25XxD68hVDvt6c+ao0fEbfYejXXTmTbI2lLecLWm5H1/dlZuiVe3Ga+iZ+lg8QbN2Pqro+9mx/fYGEqWEMYqlWsQJd6aP0alX28NdXTmPDR4rLpq+/2rt/i9Wb4uLipcUoVq5eV2HxivL91V73QWX3GzntIfdestd5tgh4xLCvTz6aA/HDkJw5kda+4ams+8na+17u95mptjX3/jGVnpy/Gwp2xLWPPTIJb785vcK8HEcPeETZDx0+hnsnPGJyeWtDRnzDI6f38BxbCFR5wGPLzm7qQdnYcozmYJb+ctH3y5ipD3Vjedk6PblfEPrs5NRD3xjeue/MkObHGHsgtNVESFPtJn5NE294Sh+m6mXqFz979CNT9Sj+u77+oW++Run0TNXHUB8x5SSuk9P+ppZe1Vd3ff2xuJ728tdXzlkzXpbmrxk7zB0GYupzSl9e4q3XwUNHsH3HHmnfJRFoGDvK31/2uA+qot/IaQ+595K9zrM24Bk6ZCDEyopiPzK5QyitCXgq834ytSKXsfve2PeJqREA1t4/1vYVMXxxyR8r8Mxzr1ZYEMjYqorOEPBYs2iJcLXlM6C17cTrXVuAAY8F7Vv6w9WShxdzH55MfZibqoKcMso5R18+lj5MG3twsbQsch+cTXmaqpO9HhBMtaPc4LV8OqbqY2m64jo5aVsS8BhL117++sppqq8YsrNF/xYPEidOnpbmyq1avd6slRPLP0RYck/JaVtL0rWm38hpDzn3kaEFWspfa8nDmLkBjxjaLJYYFkPYBg3sB7G5p0qlMlgNc81NnV+Z95OpgMeWfc6W94+cPmXoHDHf9edf/sBLr8yqcA+/+PwUvPjCFIMbLJsb8MhZtMDc5w8594AI6MRcQrGAiiizvkMEdvXr163w5t5W97Q1bcRrq4cAAx4L2pkBz39otvyCsuYXPEPNaOrL3pIgzl4PCHK6oj3qw4DnlrwtAx5rfnEXZTE2/EWM9+/WtSMGDuiLHt07IysrG0OHjyvTfRjwGL+bKjvgkfPQKOf+t+ReNdWv7fV5ZusfOsz5frD1/SO3bcqfZ2h/quJNrsX+csaCW7F56aSHnsKOnXtKkrZ2WWp7BDzFaYpltMWQ8HXr/5YWWhH17NenJ8R2Fb17dcdnXyysMD/X0BxqS815HQUMCVT7gEffJHtzuou+IUblh3RVZXpyvyAre0ibtQ+Eck0taR9TQZy+BwRr+5Hc+ugbmmSqv5mqj6E+Ys8hbaa+5PTVs7jP2Mtf3wOaWA69f7/eRpvH3CBUzvmGVj8Sy7326dOjzC/CctrXHvdBVfQbOe0h515iwPOZtJmzOCrzfrLmvjcn4LH1/SOnT8kNdsQmn+/NnQWxgaipeb5iKN6DjzyN9Rs2lyRv7caj9gx4jKUt5k29MfOdMttZiL31lv7+HcRiUDwoYG+BahXwiF993pn7Ed6Z+2GJq7U3nL5Ju8YmxYtVtl546Q3Uiqopbagohi/ExESXTFa0dXpyAx57Tj6W84BXuqObe76xm8SSepmak2GPfiT3Rtf3cGtqcQk5izBY4iR30Qp9gYSpIE3fogXFD0v28rfkF2m595e5/bt8/cXnlAj4xB485Q85AY8l7WvqPhDlsCRda/qNqSFRcu8jVwt4DM3jE/vriL1exMqXpY/SPzhV5v1kzX1vTsBj6/tHbr8qPs/Y0tOffTwPzZo1lpVkfn4BXpn+JhZ+833J+fr2ZhJ/1NeO5VeVNZWpnHveVBqG/i6WYH/iqRewfOXaklN69eyGxd98Lu0JxIMC9haoVgGPwNT3y/HHH74j7TZs6tcWfY1h7jLB+jYVvefuO/HxB7MhhqrYOj25D2T6Xp1bsiy1vmvMDWDMPd/YTaLPU7xaF0tiR0VFVrjU0PAOOZPArelHcm90c/uH3GWp7dn++gIJY0u3iy/Gqc+/Km3oWXyUX03R1vexyMdRAh5zf3GXE9Da6z6o7H5jq4BH7v1myXlyAlBL0jX2wG9oyJzcfc0q636y9r6X831mj/vH3PYSw7keeWxqmZXLxP5RH30wG2IFPnOORYt/wtNTXy65RDwn/P7LN+jbp2eZZPQFFHeMGob5n7+PgICyewwayt/cgKewUIP1GzbhXFw8zsbG4dKlK1Lg9eUX71eop5iPKFZzizt/oSR7ffv2mWPDcylgjkC1C3hOn47FvRMfhdhUtPgwtN/B5ctX8ewL06X9dLp37YR27VpLk+78fH1LrjW0Dr2+TTXFuTPfmodPP1tQpo1K/+pl6/TkfEGIcwzttG3uxqOVtVGe3E5uyNPajTpt3Y/k1sdeG4/as/0NbehpThuU/+K2h78jBzziIeeXHxdA7G9R+rh27QaemPJCmSEv4u/lH4DtdR9Udr9hwAPom5iuL5AwtnpW+SHFlXU/ib5pzX0v5/tM32ektfeP3M9ncd7FxCQ8+PDT0oIuxYe+zTjlpin2kBt71wNlNsPW9z0r+sXEyY+XOW/O7DekFVPl/phrbsCjb5iaPmsxl+mDj74os6ehqH/pTdflevA8ClgqUO0CHkNBhxheNuP1l6RhZgqFAvEXLmL2Ox9U2P1a3xeLvg8aMVlv2ovPYMK946SASfzS9tXCxfjok6/KrNQiNtL7+fsFZV5x2zo9uW9MDK2nL3Z3F8P0mjRpKNlcTEzGgoWLy4zFFR3Q0KaAcvMv7sTmnm+q82/esg3jJzxaxl18KIsvgkcfnoiwsFCINyGrV6+XvTmaPfqRqXoU/33N2g148JFnKtTn1WlTMfH+e0r6248/L8G89z4ps8FdcRr6fhG2V/sbCnjKt0FWVhZ+/2MFZr45r0KZ53/2nlS34sMe/o4S8Oh7iBD1Fj/MvDt3Fjp2aAuNRosdO3dL/fXgoaMVuo6+vcDscR+IjCuz3zDggbRyX/lfykU7PPP0Y3j6yUcghj+K7xtj93/5gKey7idRTmvuezkBj73uHzmfz4Z+AJBzbfE55fu4vrf0wnDuO29g3P+NhreXl/QZIIa+lQ6y9D1bmCqHuQGPSE+szjb+vv+2oSj/WZWTk4NvF/+Md+Z9XOY7a9jtt+GLT9+Vvn95UKAyBKo84LG0kvomict9UBZvdyZOfhLHT5wyK3vxIbNo4ScYPmxwmesMfVnISXz2m9Mx5alHoFQqTT7MWZqeXBfxYf3Z5wsx/Y3ZcrIqc46hnaLlfEGVz0xueeUWUnxhvPb67DLjoOVeayxAsHU/klsmERg89+Lr0mo4lh76Ah57tb+hgEdu2cWPDGLce2hoSJlLbO3vKAGPoYcIuV7iPH0rOdnrPqjMfsOAB9KPM8+98Bp++nmJOV2izLn6Fo2pjPvJnAIbuu/lfD/oewg3J29LN7jV96bMnHzFufr6+LbtuzD54Sll3t6YSlcseS32czK2Cpyc715TKwxevXodDz36DP7ZusNUkUr+Lob1LfzqY/Tq2VX2NTyRAtYKVMuAR7zqX7VmPV5+ZZZZuwPrexVf3ABiOcaXp7+JX3/7U3abGNtwzJbpyfmCKC60CN7mf7kIc9/7RPa+HyLYmTVjmjQPSt+Hqzn5WxIgyQG/dPmKNA669Go3hq4TH8Jubgppg0djAY89+pGcuohzxMPJo088h/0HDhu9RHyxiDli4k1P6cPQl5g92r98ICF+rKhdOwp/rd9ksrqGhpuKC23t70gBj/iFfsoz07BsxRqTRuKtdN26MWU+ewYN7CvNUwsJCS5zvT3uA5FBZfQbQw+DJoEq+QR7z+ER1dH3ts5QNUeNHIqTJ8+UmTuhL+Cx9/1kq/tezveJve4fU12p/HwbU+fr+7u+gMfQ8taG0hc/yn728VyEh4eZVQRL3vCIDPSNOjCUsRj9IuYyjR0zUvZQO7MqwZMpYECgWgY8xQ9Le/cdxEsvz9A7JKS0l1hG8tWXn8WY0cON/lqSnZ2N9z/8Al8uWGw0WBABwuOPTsILzz0pvd43dNgqPTlfEKXLIDYRE78ozZg116RNh/ZtpDHZYiEAQ+OEzc3f3PPl3t1ivsP0N942GpSKNp7xxjRpnpX48io+DAUI4iHB1v1Ibn3Er4lTpk4rM4yhfL8VX3oiCB04+NYStKbqI/5u6/YvH0iIZVXff/ctKbAuvfpQ+XqL+Srvz5uFxo0bGiSxpb8jBTyiwmKhgWmvzJQ2HTV0jL9nrDQUNzY2DiNGjy85TQxr+v2Xb6Xhb+UPe9wHldFvRB58w3OrNcUDsPicnPbqLL1DVsU54rvluamPY+iQgXjksWfLjGgwtC2APe8nW933cr8f7HX/GLoXc/Py8OK0N/Dd97/K/QjXe56hPi7afNnyNdL3sqiboUPseTPz9WmIiDAv2BHpWRrwiH6zes0GvDFrjsGNR0X6cp4XrMLjxRQwIlBtA55iEzHBcfeevVizdqP04Hr02AnpTyLIadu6JYYNuw1DbusPf395q5yIG198GC1btgabtmzDgYNHpOBH/Kohbva+vXtizJjh0gomciYS2iI9uV8Q5fuJ+IAVbxCWLV8t1UMsQSuONq1bolWr5hg3dhS6d+tSsqS2oX5mbv7mnm/OHS5+iRZvbn786XepbqKtRFsPGtAHI0cMRedOHaQHfvGgKSfgsVc/klsnMbxl7dqN+OW3pdjz7wGpr4k3VKNHDYOYeyV2cNf3i/OsGS9L87KMHbZqf30Bj1iKVMxtE/fbkj9WYNv23dJ/F29UN3bsKNw2sJ/JvmVLf0cLeETdRH/dsHEL/li6Av9s2yk93Bb317F3jpLm9Yh5defjEzBx0hMQE5yLD2NDWux1HxQ/jNvic8PS9pB779jrvMp4w1NcdjFB/vsffpPeXIv7RwQ5Isgd2FRo0v0AACAASURBVL9PyfdMXFw8JjzwuKyAx573U/H+Mdbe9+Z8P9jr/tHXd/StWGhJHzMV1N+4cRN/Ll8tBRjFzxf6PhMsydvSgKc4r9TUNGnec/mydencQfbzgiXl5jUUkCNQqQGPnALxHApQwLYC+h7AjG38atvcmRoFKEABClCAAhSoWgEGPFXrz9wpYJaAeCM58825EMOS2rdrLS2V3qRxQ+lNjr75U4Y2edyw7k/07NHFrLx5MgUoQAEKUIACFHBGAQY8zthqLHO1FdC387bAEMNF3p0zEw0a1JMCHxHoiOFPYjLpnHkflxnzzd2tq233YcUpQAEKUIAC1VKAAU+1bHZW2pkFrF1yVczfefaZx8sshe7MHiw7BShAAQpQgAIUMCbAgIf9gwJOJmDNfiqWLlfqZEQsLgUoQAEKUIACFCgRYMDDzkABJxQQw9U+/Hg+Fn7zg+z9kqxZrtQJiVhkClCAAhSgAAUoIAkw4GFHoICTCoh5OmIjSbFs8Y4deyCWqC1eOlxUSSx9LpYPF3skDR7UDw0b1pe1FLqTcrDYFKAABShAAQpQQK8AAx52DApQgAIUoAAFKEABClDAZQUY8Lhs07JiFKAABShAAQpQgAIUoAADHvYBClCAAhSgAAUoQAEKUMBlBRjwuGzTsmIUoAAFKEABClCAAhSgAAMe9gEKUIACFKAABShAAQpQwGUFGPC4bNOyYhSgAAUoQAEKUIACFKAAAx72AQpQgAIUoAAFKEABClDAZQUY8Lhs07JiFKAABShAAQpQgAIUoAADHvYBClCAAhSgAAUoQAEKUMBlBRjwuGzTsmIUoAAFKEABClCAAhSgAAMe9gEKUIACFKAABShAAQpQwGUFGPC4bNOyYhSgAAUoQAEKUIACFKAAAx72AQpQgAIUoAAFKEABClDAZQUY8Lhs07JiFKAABShAAQpQgAIUoAADHvYBClCAAhSgAAUoQAEKUMBlBRjwuGzTsmIUoAAFKEABClCAAhSgAAMe9gEKUIACFKAABShAAQpQwGUFGPC4bNOyYhSgAAUoQAEKUIACFKAAAx72AQpQgAIUoAAFKEABClDAZQUY8Lhs07JiFKAABShAAQpQgAIUoAADHvYBClCAAlYIFBRoUFQEuLsroFQqrEiJl1KAAhSgAAUoYA8BBjz2UGWaFKCAywoUFuqgUBRBqVQiN0+Dgzt2YN/a1eg15k507tPDZevNilGAAhSgAAWcVYABj7O2HMtNAQpUisDFhETkZeWhdv06OLX/EOKOHoFWq4F/UBgunzuLy7En4Onti7temo7GrRpXSpmYCQUoQAEKUIAC8gUY8Mi34pkUoEA1E8jPL8SCV6cj9XIigmvVQUpyAnLSUiUFhVIJnVYLpcodgx97Cv1H3g43K310RUVQuFmbipWF4OUUoAAFKEABFxNgwONiDcrqUIACthPYsWEL1n7xMQrz8wwmqvL0xJgXpqNLn25WZSzmAe3btQ8t27eGr4+XVWnxYgpQgAIUoAAF/hNgwMPeQAEKUECPQMrNNPz+0Sc4v3+XUR//8JoY+tAT6NK3q9HzdLoiwM0NCgMvcFJupOHXDz6Et58feo0ehcYtm7JdKEABClCAAhSwgQADHhsgMgkKUMD1BDatWId/fvgG+dlZBisXWLMWRk6Zihbt2kCl1B/JnDtxFnHHTyHxzAn4BNRAeL0GqFmrNpq2awkPD2VJ2ptWrMWGhZ9Dp9GgTuuOuOellxAWHuR6sKwRBShAAQpQoJIFGPBUMjizowAFHF9AXajBNzPfwvn9u40WNjAyCh1uvwP+gTXQqX9PeHm4lzk/7uRZLP3kI9xIOF/y7wqVCp6+vqjZqCVa9+mDOk0aISo6Cr989DmOblwtnSfmB9Vv3wXDH3wQUXWioTQQTDm+JEtIAQpQgAIUqHoBBjxV3wYsAQUo4GACiQmJ+GbaS8hJSzFZMjeFAu6eXgiv2xBRTZohNKom+o4chstJyfh19ju4lnDOYBoqDw9E1GmMHnfdh9WfzkFeZkaZc2tE1ETHYaPRZWA/BAYFMvAx2Ro8gQIUoAAFKFBRgAEPewUFKECBUgI6HbDhj+XY8t0CaRU2c4/A8Ai0H3Un4vfuQ8KxAyYvV6lU8A+ribQrSXrPVbq7wzcwGM179sPQCePh7e3FwMekKk+gAAUoQAEK/CfAgIe9gQIUoEApgYICDb6Z9SbiD+yx2EWhVEGn1Vh8vb4LVe7uCKoVg+5j7kK3gb3grlLZNH0mRgEKUIACFHBVAQY8rtqyrBcFKGCRwNkTZ/DTrDeQm5Fm0fX2vsjLPwB12nRE16HDEBgejMiakVAolFCpuH+Pve2ZPgUoQAEKOKcAAx7nbDeWmgIUsINAUVER/vpNDGf7CuK/Hflw9/REjYgoeHj7oNuoMeg+sLcjF5dlowAFKEABClSZAAOeKqNnxhSggKMJ5BWo8dO7H+DMji2OVjS95QmKqoV+4yeh84BecFcqnKLMLCQFKEABClCgsgUY8FS2OPOjAAUcViAhPhGLX52G7NSbDlvG4oK5u3tg1HMvo0u/nlAY2s3U4WvBAlKAAhSgAAXsL8CAx/7GzIECFHACAZ1Oh1Xf/4pdf/wkbf7p6IdfUAja3D4Soyfcw4DH0RuL5aMABShAgSoVYMBTpfzMnAIUcBSB3PwC/PDOPJz7d4ejFMloOSIaNsXkmbMQGh7sFOVlISlAAQpQgAJVJcCAp6rkmS8FKOBQAmdOnMWyD99FSnKiQ5XLUGHE/jw9774fTdu1R+OWjZ2izCwkBShAAQpQoCoEGPBUhTrzpAAFHEpArMi28vtfsfPX71FUpHOoshkrTHDNaPS65z70HtLfacrMglKAAhSgAAUqW4ABT2WLMz8KUMDhBPILCvHltFeQfOqow5XN8BseD/S7/yHcNnY0lEruweM0DceCUoACFKBApQsw4Kl0cmZIAQo4msDRfYfxx7y3kZeV6WhFM1geN4UC/Sc/itvHjXGaMrOgFKAABShAgaoQYMBTFerMkwIUcBgBrbYIfy78FnuX/+YwZTJZEDc3BIZFotvYuzFw9O0mT+cJFKAABShAgeoswICnOrc+604BCiAzJx/zn30WNxLinEZDoVCg/fCxGDX5Afj4uDtNuVlQClCAAhSgQFUIMOCpCnXmSQEKVLlATq4aB7fvxvF/NiP59FGo8/OqvEzmFMAnIAhjp72KNp3amnMZz6UABShAAQpUOwEGPNWuyVlhClBACBQWarHky69w5K/V0Gm1Tofi6eePcS+/gbadGfA4XeOxwBSgAAUoUKkCDHgqlZuZUYACjiKg0Wix6vtfsfuPH1Gkc56lqIv93Nzc0KLvYEyc9izEEDceFKAABShAAQroF2DAw55BAQpUS4GiIiD+fCJ+fH0aslJuOp2Byt0dAx+eggEjh0Ch4LLUTteALDAFKEABClSaAAOeSqNmRhSggKMJSMtRv/cO8jLSHa1oBsvj5esHlY83giOjMWbqFERH13aasrOgFKAABShAgaoQYMBTFerMkwIUqHIBMYdn2dffYt+KJVVeFrkFCK/XCP3G34/ImNqIrBUJDw+V3Et5HgUoQAEKUKDaCjDgqbZNz4pToPoKaLVa7N60FRu//Rq5aSlOARFapz7GPPMsmrRs6hTlZSEpQAEKUIACjiLAgMdRWoLloAAFKk3g7PEzWPLeXKRfvVRpeVqTUXDtOhj73Ato3LIpOFvHGkleSwEKUIAC1VGAAU91bHXWmQLVVECt1uL0kWPYvWIF4g7sdgoFv+BQDHjgIfQa3B9iZTYeFKAABShAAQqYJ8CAxzwvnk0BCjixwKaV67Dj1x+Qneocw9i8/PzQ/4FH0XfYYCiVDHacuOux6BSgAAUoUIUCDHiqEJ9ZU4AClSuQmJCIJe9/gCuxpyo3YwtzU3l4YPAjT6L/yNstTIGXUYACFKAABSjAgId9gAIUqDYCOl0RkhOTsGfdBpzetRVZN647dN3FXju3PfIkBowa5tDlZOEoQAEKUIACjizAgMeRW4dlowAF7CKQX6DD+t9+x67ff4BOo7FLHrZKtFHXnpg0fTo8PbkEta1MmQ4FKEABClQvAQY81au9WVsKUOB/Akf3H8GSeW8hPzPToU0Co2rhuS8WwtfXw6HLycJRgAIUoAAFHFWAAY+jtgzLRQEK2FUg5WYaVi9ajJy0FOSkpyPjxlXkZzle8BPdqh0enzsHnu5Ku3owcQpQgAIUoICrCjDgcdWWZb0oQAGTAgVqHdygRaFWh+S4C1j6/rtIvZJk8rrKOsHTxxe9752EwWNHcknqykJnPhSgAAUo4HICDHhcrklZIQpQwBKBpIQkrPjyKyQc3mfJ5Xa5pmmvAZg47Tl4eHA4m12AmSgFKEABClQLAQY81aKZWUkKUMCYgFqtwc8ffYqTW9ajqKjIIbCUHh4Y9OATGHQHV2hziAZhIShAAQpQwGkFGPA4bdOx4BSggLUCOp0OyYnJiD1yAtt/+wE5DrQhqcrDE4MenoK+wwZApVJBBGVXL19FTN3a1lab11OAAhSgAAWqlQADnmrV3KwsBShQWiD2xBn88eG7yLp5E4X5eQ6H4xcUgpg27dGkYydcjjsPbWEBxj31GJRKLmDgcI3FAlGAAhSggMMKMOBx2KZhwShAAXsKiJFr+7ftwcpP30N+dpY9s7I6bZWHB3RaLVoPHIa7n5kCd27JY7UpE6AABShAgeojwICn+rQ1a0oBCpQS0Gh1WPz2HJzZtdVpXMLqNUL/8RPQuU83pykzC0oBClCAAhSoagEGPFXdAsyfAhSoMoHt67dg/YLPUJCTXVKGwJpRCIiMQvbN60hNSqyysunLOLp5W9w3/TWEhtVwqHKxMBSgAAUoQAFHFmDA48itw7JRgAJ2Fbh5MxWLZ87E1djTUj4qLy+0GTgMSSePoWaT5ji6fqVd8zc38fB6DfDgW3MRGh5o7qU8nwIUoAAFKFBtBRjwVNumZ8UpQAEh8Pfytdi06Eto1AUIjIpGg45dcGbHFtTr0BUnNq2rcqRazdugRkRNnNq2EX4BQZgwYyYatmha5eViAShAAQpQgALOIsCAx1laiuWkAAXsInDzWiq+f/stRDZqhCIdEPvvNuRnZUkLBJzdtRW5mel2yVdeom7o/n/3of+YEdi6eg0K8wtxx0MT4a7iKm3y/HgWBShAAQpQAGDAw15AAQpUa4G8fDU2/vYnDm5Yg7yMVOg0GskjvH4jePn6IfH44Sr16TfhYQyfME4qg66oCAo3tyotDzOnAAUoQAEKOJsAAx5nazGWlwIUsKnA0f2HsfqLz5F2uewCBV4BAWjUuReOb1pr0/zMSUyhVKLt0NG4+6lHoFQozLmU51KAAhSgAAUo8D8BBjzsChSgQLUVEHvxLF3wLfatWAKdTlvWQalEq76DEX94L3JSU6rEyMsvAI9++AmiomtBpeSbnSppBGZKAQpQgAJOL8CAx+mbkBWgAAWsEUiMT8TX055HbkbFuTrRzdugUFOIq7GnrMnC4mvd3NwQ0bApuo66A71u62dxOryQAhSgAAUoUJ0FGPBU59Zn3SlAAeTmF2L+Cy/iSuzJChpiWFuzHv1w+K+qXZ66zaChuOuZp5F07hxycwvQpHULeHq6s/UoQAEKUIACFJAhwIBHBhJPoQAFXFdApwOOHziMv77+CjcuxleoaN32nVGQk4MrZysGRJWlovL0QlSTFriZlADoNIhs0hp3P/s0QkK4H09ltQHzoQAFKEAB5xVgwOO8bceSU4ACNhS4mJCIxS9PQ1bqzTKpink0TXv0xZENq2yYm3VJiaFuddp2xpAJE9CoZRPrEuPVFKAABShAARcXYMDj4g3M6lGAAvIECtSF+HHeBzi9Y3OZCzw8vdGkzwCc37MLuVlp8hKrpLOa9xmIe559Dj4+HN5WSeTMhgIUoAAFnFCAAY8TNhqLTAEK2F5Aq9Vh2dffYf+qpdBqCksyqNu2E4p0Rbh47IDtM7UyxV7jJ2PYfeO4EamVjrycAhSgAAVcW4ABj2u3L2tHAQqYIZCTp8aXL75UsoCBQqFA69tG4MSmv6DRqM1IqXJOrRERhUmz30Z0THTlZMhcKEABClCAAk4owIDHCRuNRaYABewnsO63Zdjy3QIU6XRw9/JGi35DcOSv5fbL0IqUvf0DMfHNt1CvSROoVNynxwpKXkoBClCAAi4swIDHhRuXVaMABcwTKCzU4ru583Bmxz+3LlQo0Kx7H3gHBOHUjk3Iz8o0L8FKONs7oAZCa9dFvfadMOSuO+HpqaqEXJkFBShAAQpQwHkEGPA4T1uxpBSggB0FdLoibFq5Dlt/WISCnKwyOTXq0gvZKTdxJe60HUtgXdJRzVrhyXffhRcDHusgeTUFKEABCricAAMel2tSVogCFLBEIPbEGfw6dzYyr1+tcHl43YbwCw1B/IG9ppNWKACxuU8lH9Gt2uPxOe/Aw0MJFAFuHOFWyS3A7ChAAQpQwFEFGPA4asuwXBSgQKUIFBUV4di+o9i5YiniD+oPaJQqFRp26w2tRou4PdtKyuUXEgIvH39kpt6Et48fGvXoA12hFvGH/kX6leRKKb/IROzL0/XO8YiIicHVhHj4BQZj8N1joKi0EjAjClCAAhSggOMKMOBx3LZhyShAgUoQ0Gh02LB0BXb8vBiFBfmGc1Qo0G7wSBz+a4V0TnCtWqjXtisybl6DT0ANFOTl4nr8OWgLC1G3XSdciz+PG/FnodPp4BUYiOCImlB4eEJXoIFGV4DsmynITU+1WQ1V7u5QqNyhzstFrRZt8OTcOfD05P48NgNmQhSgAAUo4LQCDHictulYcApQwFYCR/cextL3ZiM3M8Nokq0GDcelU0dRv0NX5GVk4PyB3cjPya5wjYePL+q07oDgyCgUqAugKchH+qUk5OZkAjrAy9cPNaKikH3jJpJOHpFdDQ8fH/gHhSL1SrK0ipyhQ+XhiciGzdCub3/0GTVEegPEgwIUoAAFKFBdBRjwVNeWZ70pQIESgb1bd2PFR/OktyPGDr/gUDTrM1BawOD09k0mBVUeHmI6DbTqinv4eHj7oHnfgTjy1yqD6fhF1ES9Np3gHxSMY3+tRP0uPeBVIwCHVi2FRk+a5RPqefdE3DH5PpPl5AkUoAAFKEABVxZgwOPKrcu6UYACJgUKCrT49s23Ebd/p8lzxQni7Y14Y6PTamWdb+ykdrePQezuf5CTniadFtW4BYJjYpCSmAAvvwD4h4Qhdt9OBIZGolH3Xji3dyci6jfGsY2rjb7hEWn51gjC/704Ha06t7G6nEyAAhSgAAUo4MwCDHicufVYdgpQwGqBo/sOY9n785CdnmJ1WuYk4OHlg1a3DcPpbX8jNyMdtVu0hm9QCK7FnoZPUAiy01KlOT4adYG0AaoYBpeVcgMxrdojqlkLHN+0DjmphsvcefRdGPf4gxzOZk6j8FwKUIACFHBJAQY8LtmsrBQFKCBHIPFCEuJOnMbGbz5HYV6enEtsdo4IYBr37IdjG1bDLyISDdt3xYl/1kOTb2ThBLEim0KBoJq14B8aiYtH95eUx6tGINQ52dBpNAiOrote4yeg94DeNisvE6IABShAAQo4qwADHmdtOZabAhSwWKBQo0XypctY/sEHuJF4Aepc43N3LM7IxIXN+w2GT3Aw3HSQ5gRlp9yQlZWnlw9aDhyCi0cPSUPrxKajYnlt8dbIza0IWk0het0xBvXq15aVHk+iAAUoQAEKuLIAAx5Xbl3WjQIU0CuwecUGHN60DldiT1WpkFg9rXaTVoBShaSTh8wqi19QCGo2aia98RGrtt28GA+FQikNYfMLCcWoKc+hTZd2ZqXJkylAAQpQgAKuKMCAxxVblXWiAAUMChzddwR/LVyAG4lxDqEU07Yj0i4nIev6NZuVxzcoCHc+/wradL4V8IgVrBXchdRmvkyIAhSgAAWcS4ABj3O1F0tLAQpYIZCbp8F3b72N8wd2WZGKbS9tc9twnNm1DQU5WTZL2MvPD+NemYE2ndoiJ1+NfZu3odvA/vDyVNosDyZEAQpQgAIUcBYBBjzO0lIsJwUoYLZAako6kuIv4Ep8ImrWr4fL5+Ox4/fvUaBns1CzE7fBBV4+PmjUox+O/73WBqn9l4SbUoV+9z+EQWPvwNblq7D/r1VoP2QkhowbxVXbbCrNxChAAQpQwBkEGPA4QyuxjBSggEkBjUaHC2fOoW6TRnB3V+DssVis/voLpF5ORkF2FsQmoCgqkrVhp8nMbHRCeP3G8PDyQvKpYzZK8b9kPP38ULtZSySfPAmNOg+97puMoePuhEpl/dg2rVYLpVIpLZQg5gzxoAAFKEABCjiyAAMeR24dlo0CFJAloNbosGLhd4g7sAs1GzZFRP0GOLp5gzSR35GPuu06S/N3Mq5dsWsxPby9MXzKNPQY2EPKR12og1IJKC2Y2JOv1mLjb8sQ06wxstLT0bl3T3hyqJxd24+JU4ACFKCAdQIMeKzz49UUoEAVC+h0Rfjzm8U4sn418rOzb5VGvHUoKqrikpnOPqZNB6izsnA1Ptb0yVacEVQrGhNmzEJ4zQjEHj2Jg5s2Sau79Rw+DPWaNoJKdWtuT2JCEk7u3YdOAwYgNDRQ+jeNRgsR5ChQhNycHIhheDvX/Y3dS3+Cp5c3GnbthXa9uqN+86ZQKfi2x4pm4qUUoAAFKGAnAQY8doJlshSgQOUIHNt3DEvfm4OcjJuVk6ENc/EJCETj7r1xYst6uw61C4isiYi6jZF98yrSr15FXnaGVAufwCDUb9cZ9z4/FX//uQoH1iyX9gJqOWAIwmtHo6hIh5Qrl5F44ih0Wp00hC20dgyunY9FdnpqiURoTD006tQd/caMQkhYkA2FmBQFKEABClDAegEGPNYbMgUKUKCKBPLVaix4+TUknjhcRSWwPtuGnbojM+U6rsdXzTLZ/qFhuOO5V7Hsg3f+2/jUzQ1ubgoolEpoC9WyK9moa29MfuMVeKhUsq/hiRSgAAUoQAF7CzDgsbcw06cABewmcGTvYSz/eB6yU1Lsloe9E1aoVGjarQ8yU27gcuwp6DQae2dZIX1v/wDkZWVana+7pzc6DBuFEZMmwsuTQY/VoEyAAhSgAAVsIsCAxyaMTIQCFKgKgSP7DmPJ7FkoyMupiuxtmmeDjt1RmJ+LxBNHbJpuZSfmFxKKgZMeRq/b+ld21syPAhSgAAUooFeAAQ87BgUo4JQCYj7JL599hUNrljlh+RUQK6ep/xeoeXh4oEmvgbh05iRSL110wvr8V+R67TrjwZkz4e3t7tT1YOEpQAEKUMB1BBjwuE5bsiYUqFYCYhG2Y/sO4cDmTbhx4TxuJF5wrJXZxJLPOp3eNqnbthNCo+tAq9FCXZgHTw9vJBw/hNQk5w52RGVjWrXFpBlvIyDAs1r1R1aWAhSgAAUcV4ABj+O2DUtGAQrIEFCrC7F19Xr8vWh+lcx/0VfE6JbtEVavAfKz0hC7e3uFFdha9B+M8/t2Iz8/D94+PrcCn1znH5YnLLz9AhDVvDVa9e6NnoP6cmNSGX2Yp1CAAhSggH0FGPDY15epU4ACdhIQQ9pupmRi+5/LcWiD2IPH+kn35hbVO6AGFAolcjIzAd2txQa8fPzQsv8QHNqwBvXatkNQRBSuxMUiNyMVeVnZyM/OQPM+g3DhyEHkZfy3tLO5eTv6+WF16uOhd+YgNCzY0YvK8lGAAhSggIsLMOBx8QZm9SjgqgL7tv2LPSuXIfnUUegMDB2zV93Fcs0evn5o0e925GalQszBid+3G56+/qjdojXO/bsDOelp0uaeXv4B8PYPRI3wcPiHhiPz+nVoNAXQqgtxJfaUvYpY5em6ubmh0+i7MGryBHh5elR5eVgAClCAAhSovgIMeKpv27PmFHBagZSUdHwz/VVcjz9XJXVoOfB2FGl0yM5MwcVD++HhH4BW/YdIQ+pOb9uI/OxsveVSunsgukVrhNRrgIzLyYjbu6tKyl9ZmQbWrI2RTz2NNp3aVVaWzIcCFKAABShQQYABDzsFBSjgVAJqtQ4712/ExkXzUZiXV6bsKncP6HRa6LRau9apUZdeSE1OQMqlpJJ8Ius3hl9YOOL27pSXt5ubYy2yIK/UZp9Vp3VH3P3iiwiP4NA2s/F4AQUoQAEK2ESAAY9NGJkIBShQGQKFhTqsXPQdjm/dgOzU/+a/qDw84eXvLy3tXJCRjlPbNtp8mJvK0xN123VBSvIFePsGoFBdgBsX4kqqrVKp0HLQcJzZsRn52VmVweEUeYi26XPfgxj8fyOhVCqdoswsJAUoQAEKuJYAAx7Xak/WhgIuLXDzWgq+eG4qMm9cLVPPNoNHQOHhgSunTiCyUVNcjT+H3IwUZF67ZjMPsdwyVEoo3ZTw9PHFhUP7UFBuZbVaLVpBqVAh8fhhm+XrCgn5h4Th7ukz0LRlE1eoDutAAQpQgAJOJsCAx8kajMWlQHUW2LttN9bM/wS5af+93VGoVGgzaDgO/7VCogmKrAXvoCCE12mArJQbSDpxGOpyQ9/MNawRURN1WrfHsb/XGr3Uyy8ATXr1Q9zeHcgp9QbK3Pxc8fxmvQbgrqlT4e/v5YrVY50oQAEKUMCBBRjwOHDjsGgUoEBZgfVLVmLLdwug1WjgFxwCXZEWmrx8xLRqjxtJF5Bx9XLJBSqVB8IaNkR4TH2cP7gH2SkpZnN6+fnD3dsbDTp2w9ldW5GXmWEyjYDwCMS0bIcTW9abPLc6neBdIxCh0fXQqk8/tOraGeERIdWp+qwrBShAAQpUoQADnirEZ9YUoIB5AjdvpGHdDz8iOy0VPoFBKMjKgn9wCArzCxB3cA9y0yvuaxMQHoXolq2Rce0KLp09iSLNrf1yTB2ePn5oO3gE3NxVSNi/B1dLzdcxdW1M63ZQKFVIOLzf1KnV7u8qDw90ueMejHrgXiiV9vMSTAAAIABJREFUbtWu/qwwBShAAQpUvgADnso3Z44UoICFAik30rBi4Te4dv4sUpIvSqmIIW1iOWhTR+MuvVCozseF/wUhYoloNxRBU1gID28fiEUH1Pl5EBuaRrdoC7/gUKQkXcS1+LMWLYDQrPdAXL8Qh5SkBFNFc6m/iz2KhKUOgKagoELdbu3PMw5jH5kMpVLhUnVnZShAAQpQwDEFGPA4ZruwVBSggB6BzcvXYsPCz6C1cNnpBp16wNPbC5mpqQiNroMi8YJBqwOUChTm5sHD21t6eyQWE7tw8ADU+bkWt4O3r1g1rj9O7dgEdU6Oxek424Vth4xA6169kJefj9SkS8hITcW5PduRcfN6yTLcYTH1MPSxJ9GmYxtnqx7LSwEKUIACTijAgMcJG41FpkB1FVj36zJsXvylVdUPCI+Ep68vslJTkJ+RDp+AAORmZkpp+odFICA0HJdOH7cqj+KL67btKC1ffemUbdKzSaHsnMjABx7D0PF3luQiXr5dvpSMRdOnoahQC02hWnqzNnLqK+jSu7OdS8PkKUABClCAAgADHvYCClDAKQQKCjT4bu48xO7a6hTlvVVIBdoOGY6Eo4cg9hlFUZG0KWpedja0GjW0arUT1cV0UQMjIvHAW3MQXbd2mZO1Wh22rd2AVl26I/70KSScOYmBY8ciJDTQdKI8gwIUoAAFKGClAAMeKwF5OQUoYH+BwkINNv25Gtt/WSzNs3GmwyugBqIaNYfK0wNubgoUFqhRIzwcYvL+8b/XIT8nC+7u7tI+QoX5+QiqWQu1m7XBlfgzSL+cbPWS2pVl5eHjg2GPP4ueg/uazFKMSOQepCaZeAIFKEABCthIgAGPjSCZDAUoYD+BvVt3Y8Oir6SV1lzhkPbr6dEPp3f8jbC6DVCzcXPk5+bCU+WOvPwcnNm9Aw3bd4ZCocCZnVucospBkVGY+ObsCm93nKLwLCQFKEABCri0AAMel25eVo4Czi+QlnJrZbYT/2x0/soA8AuLQKMOXRF/4F+ovL1Rt00HnNz2N/Kzbs0jKj7E6nPNuvXHjeQLuH7hnEPX3TsgAP3unYy+I4fxzY1DtxQLRwEKUKB6CjDgqZ7tzlpTwOEFxLwPsWzxpuXrsPGbz6EtLHT4MsspYLvhd+Lq6ZPwDQuFyt0TCUf3I/9/iyaUv17l4YVG3XqhsCAfySePVgiK5ORn73PEG6r+905Eu+5d4e7OfXXs7c30KUABClDAfAEGPOab8QoKUMDOAmIvnH/WbkJBXi5Sr17BodV/2jnHyku+TusO8AkMxs2kBNyQ+eYmrFEz1GrYFMc3ranywM/Lz1+af5SbkY6opi3RffSd6NSnG7ijTuX1IeZEAQpQgALmCTDgMc+LZ1OAApUgoCsCtq7egL+/no+G3Xsi5eKtDUCr81GvfTfkpqfgWnxsCYNS5Q6tpvLefHl6e2Pok88iIDAQl+IT0KJ7R9SJia7OzcK6U4ACFKCAEwgw4HGCRmIRKVDdBNRqHX6fvwBH1i2Dh5c3Ytp0QG56Oi6fPVHdKP6rr8oDrfoMxLmDe5CfnobQuvXR+fZROLL5b1y/EAulUoUiuEGdZ9tNTt09veDh7QUolKjXtjNGPfIggoNrVN92YM0pQAEKUMDpBBjwOF2TscAUcG0Bra4Iq77/BVfizuP8/h1SZf2CQ9Goay8cXrfctStvonY+weFo3LUXUpLjMfrJp1G3Xm2cPXEWccdPILRmJOCmxLovP0F26k2bOHnXqIFWfQej24ihyM/IRZ2mDeDprrRJ2kyEAhSgAAUoUFkCDHgqS5r5UIACRgU0WiA9PR1xJ09hzacfIi8zQzrfNzAYDbv2RPzBvci6ca3aK/oEBKLn+AcweMywChb5BYWY/+JLuHTGujdhXr6+aDVoGJp36oQWHVpDqeAMnWrf8QhAAQpQwIkFGPA4ceOx6BRwBQG1WoMd6zchMz0DJzb9hbzsLBRk/7dEc922naHRFCD5xFFXqK5N6tB/8qMYdvfYCmnpdMDx/Yexf+MGnNu7Exp1gfn5ubmhWe/+uP+lF+HBtznm+/EKClCAAhRwOAEGPA7XJCwQBVxbIC01A/4BAVCp3FBQoMXKRd8idu9uxLRpj6PrV1WofHB0XdRp2QZHNqxGkXiit/DwCghA7SYtkXI5CWmXkixMpWov8w0KQWjtOrh98mQ0bNHEYGGyswvw9auvIPnMcbML7BcUiknz3kPdurXNvpYXUIACFKAABRxRgAGPI7YKy0QBFxRIu5mGc6fO4Oi2rWjarSvqNGyAnavX4fjm9VAqlGjcrQ+O/r1ab82b9RqApJNHZc9NiWnTCcGRkUi9cgmJJ44gqlEzRDRojOTTJ6SAQaNR48rZk8hNT4POiiCqMpspon4T/N/L0xAZEQVvb+PzaNSFOvz0/gc4acFmrf4hYZg8ey5i6sdUZvWYFwUoQAEKUMBuAgx47EbLhClAASGg0Wiwbc1GJJw4jvgD/yI/Nxs+NYIQEB6Ja3FnIPbcEUeLvrch6ewJZF65XAGuWc8BuHh0P3Kz/hvqZki3QcduKFTn4+q5WITUjkZUk+ZIu3YZySeOQZ2XK10WVCsa0U1awSckFIfXLkVB7q1/r4pD4eGJ4LAwqAs1yLx+FR6BgdCp1dCUK1O9jl3w8MyZ8PRQmSymWNZ7y8q/sHnxl1Dn5Zk8v/wJYoGI+19+BT4+7mZfywsoQAEKUIACjibAgMfRWoTloYALCRQWarH868U4umkd8rOzjNbMPywCUU1a4OzOLWXPc1OgZd/bELtnK9T5+UbTCK1TH8G1YhD773bgf29u3BSKCkPhAsIiEVGvMfxCQnBy64aSQKiy6f1CQtGoSy+kX78KN7ciBITXRk5aCjw9PZGbmYmEw/uh093aZ6dm0xZ48r334e1pOuAR56vVhVj78xIcXLcSeRlpZlUtMKwm7nplOhq3NDxszqwEeTIFKEABClCgCgUY8FQhPrOmgKsL7Fy/BX99/QXyZbyZERb12neFytsDl86cQW7KdYnH08dPCngOrltWhsvHzw8qLx9pmJsYlla3Qxf4+NfAuX93oDDf+FuNZr0H4UZCHNIvJ0lvoKrqaD1gGOIO7paG1sHNDSpPT2j+F9SFxtRHeJ36OLVjExQqd/Sb8BBuG3cHVEo32cXNy9Ngw6+/4VLcWSSdOGrSpTjhGhE1Memt2Yiuy01FZWPzRApQgAIUcFgBBjwO2zQsGAWcW6BQo8XCN95A/IF9siuicndHaP2GCK1ZGye2/l1yXVjd+qjdvDXSr9/AtYSziKzfDD7+fijIzIJfRDhQVCQNYbsWfxY6EwGMp68vmvccgMMbKi6QILugNjixTpuO0lyiSyePGUytTpsO8PD2QX5GBsY8+wxi6po/r0aj1aGwUIdd6zbgzN7dSDiyv2QYoaGMe939AEZOuhcK+bGVDUSYBAUoQAEKUMA+Agx47OPKVClQrQXEHJK/fl+OXb9+j4K8HLMswus3Rkid+ji/awvUanXJtSpPLwRFRCGkTl2kXE7GjfOx0t/clErA3R1FJoa7FSck0hFzVJQqFW5ciMO1+HNmlU/2ySoVajdohNRr15GbniJd5h8YjBrRdRBSs5a0ZPSZnVuh1dwasqb/cEONiNroNX4Cet/WD6Kq1hwpN9KwfMFXOL293LDBUomKIYCdR9+FsY88AAX337GGm9dSgAIUoICDCDDgcZCGYDEo4GoCuzbvwJqP34O6wLxJ824KJcSQqlpNWkjza+xyKBTwDqiBBh06Iz83F57uHsi8mYqkU4dtlp1PaAQad+0hLT5QqNXCw8sD6oxMZKal4OaFOGg0WhTptCbz8/ENxLhp09Gqa1uT58o5Ye2vf2L7j98YHMrnWyMIfe6dhAGjh8pJjudQgAIUoAAFHF6AAY/DNxELSAHnE9Bqi7Dxj5XY9ssiFMp881K+lu2GjMTRrZugy7ffCmruXl6oERqJ3KwM1AiPQGBELZzeudkm4BF1GsAvIgrn9++Cl6+vlKaphRvKZyzm9HS4fTQG3zMONQIDbFIuEfDsXPITdIVqKD094eamgLuHB7SFGqhzc3Dbw4+j9/BhcFdxPJtNwJkIBShAAQpUuQADnipvAhaAAq4ncPN6KhbPeANXz5+1uHL1O3RBQXYOLp09YXEa5l7YrPcAXDx0ELnZ6eZeKp0fXLsuAmvVRo2wMHgqPXBk60bkm7lCWumMfQOD8Oj7H6JWjO02ARUbvx7fux/Zaemo1agh6jdvhivxFwEUYd/mzeg6qD8atmhqUf15EQUoQAEKUMARBRjwOGKrsEwUcHIBjbYIS+YvwMHVf1pUE6XKHc17D4DKwxuH1y+3KA1LLopp0wEqlep/y0HrzEpCBEuaAjWuXziPIq0aoXUbI+HYAelNiqVHWL2GePiduQgJqWFpEmZdJ97MKc1YBc6sxHkyBShAAQpQoIoEGPBUETyzpYArCogQIfVGGnasWYfTO/9BSpJ4c2D+ofLwQOuho3Bm8ybkZpu3h4z5uf13hRhCFt2iHbz9ApFwaCdys7NlJVenXRfoCnKQdMq2b6N6jn8Adzxwr6wy8CQKUIACFKAABfQLMOBhz6AABWwiUFhYhE3LluPYP5uRcjEeWq11+9v4h4SiZrM2iLXRnBpzKhkSUxcNO/ZA0tF9yExNRXbarVXW9B0BoRGIbNocsTv/MScL4+e6KdCgY1f0uOMOtOlom8UKbFc4pkQBClCAAhRwLgEGPM7VXiwtBRxWoECtwXuTJyHt+lWblVEMMQusGYULhw4i6/plm6VrLCGfwGAEREYhMqYO0q5dh09YKK4mXUbaueOATgeVuwca9+gDKFUo0hTC2z8QsXv+QXaK4aDI3IL7BARh3AuvoFXXduZeyvMpQAEKUIACFCgnwICHXYICFLCJQGZWHj54aJLRtyFmZaRQSPNpxMT9eu264EglbBTq5RsAMRfnZmICLseehPZ/8298w6JQo35j5KVcR53GTZB29RJuxsVCV1QEnVaDglzz9hoy5eDjH4hHP/4ItaNtt1iBqTz5dwpQgAIUoICrCjDgcdWWZb0oUIkCuXkFWPv9zzi4dhkKCwqsztnL3x9Nu/aFwssdRboipF25hIRD+6xO11QC0a3aIz8jHTcS4yuc6ic2C4UC2vQUaAoKZO2hYyo/Q38PqhmNyW+/iSgGPJYS8joKUIACFKBAiQADHnYGClDAaoFTx05j2ccfIi05weq0vPxroFH3Xkg8cRRZVy5BWitNZ96KaZYUQgxNa9yjN87u3IJ8mYsVWJKPnGu6jb4L0S1aoUHzJki7dhX5OfnSZS06tYVCIScFnkMBClCAAhSgQLEAAx72BQpQwCqBlJtp+PvXP5CXlyPNaSnMy0PCsUNQ55m/Yai3fwAadOqO6+fP4vrFC1aVy5yLvQOD0KhjNySfPoHUS4nmXGrzcxt16QGFQoELRw/Bw9tHGjKnzs9DzUYt8eTc2XB3Z8Rjc3QmSAEKUIACLi3AgMelm5eVo4D9BBIvJiHtRiqObduOY5vWwsvPH25KBSIaNUNBRgYunTF/iea67TpCk1eA5DPH7VfwcimH1IqGWFY6bt8OZF6/Vmn5VsxIrMzWBUqFErH7dpb5s6evH7rdOR4j7vu/Kiwfs6YABShAAQo4pwADHudsN5aaAlUqoFZr8fsX83F651bo1GoUFtwaciWO1gOHI3bvDuRnZZhVRr/QcDTs0A1HNqw06zpzT1YoVNDpNIhu1QZiroxWrUbC0QPISUs1Nymbnt+4Wx/kZqbj6tmT0GjKLuktlr5+/uvF8PN1t2meTIwCFKAABShQHQQY8FSHVmYdKWAHgaP7j2DJnFll5rsER9ZCSP3GOLdbxp40bm7w8PaGAkr414pCrQZNEX/wX2TesN9bFg8vL7QccDugdEPapWQknT4OTa75Q+9szSkWSxAW5/ft0pu0h6c3et0zAUPuHguFws3W2TM9ClCAAhSggEsLMOBx6eZl5Shge4ECdSHUag3iT53FH3PfQl52ZkkmXn5+aDlwGDKvXYMILtzclbh29jRSr12GJv+/t0Bi+Fuddh2lJae1ag1SEhNwPeki1NnmvRUyVrvg2nUQXCsacXv/Gx5Wu1k75OdkIuNKIgoLC22PY2aKkQ2bIbJJI2hy83Bmx1ZoNIbL1LTnADz42stctMBMY55OAQpQgAIUYMDDPkABCpglcPVaKlYvWIgrsSeRoW+TUZUKQSGhyBdLN2u0CI2pi/C69XFqxxbkZ2UiILwm6rXqgEuxJ3AzyfpV3coX3icwEME1oxFUOxqpycnwDQnGuX27UaRWo+3QUTi3dydyUm23SahZeKVOjqzfGCHR9RB/+F+oc3Kg1ZYdxlY+3Zj2nfH0nLfh5sY3PJaa8zoKUIACFKieAgx4qme7s9YUsFjg6IEjWPXZJ0i/kiw7jbDo+vCrGYUijRqefn5IOnYYuelpsq+Xe6LCwxPtb78D1+PP4fr5WOTnZCGiXiPUbNoKgBZX487i6rkzcpOz33mePmjTfxDObN+EghzTm5YqFEr0uO9hjBg/BkoOabNfuzBlClCAAhRwSQEGPC7ZrKwUBewjoNUVYdmiH6Slp0XAkpeVicTjh6CTsU9OvU7dkHHlClJtsFePodqF1WsIT28fJJ86VnKKeCMSUqcesq9fQ36u6eDCWrkGnXvCt0YNFOTn4dKxY8jOuFkmyehmrREUHYPkUyfkW7i5oWmPPmjSpSt6Dx5gbRF5PQUoQAEKUKBaCTDgqVbNzcpSwHKBQo0We7Zsx9FNG3E59hT8AkMhgpgLB/Yg7UoyimQEPZbnLu9KlViUYNAwnPx7LQpLzRmSd7X1Z3n4+KNxlx44s2cbfGoEoU6rdji+aW2ZhMUcp9Pb/5ZWhzP3CAiPwCvffgcPD5W5l/J8ClCAAhSgQLUVYMBTbZueFaeAfIGUlAws+fhjJJbaULRJ737w8PBCjbBI7F/1BwpysuUnaMcz2wwdjeN/r4Gu3NLOdsyyJGm/sDBE1mmIuAN7pH9r2qMfbiTFIyXxovT/fiFhiGnZDqe2bbSoOB6+fhg/bQZadGkLjmyziJAXUYACFKBANRRgwFMNG51Vrt4Cx/YeweWEi2jVvQOiateGnDnw6WmZ+OaN13Hl7CkJz8fHF21GjkP2zRtQebnj2rlY5GdnIO3K5Sp909Ph9juh9PHAoVV/QmPBGxRre4Z/WDgipIBnt5SUb2AIGnXpgXMH96EgLxut+9+G09s2Iy/T8tXofINC0GHICNx+391wd1daW2ReTwEKUIACFHB5AQY8Lt/ErCAF/hMoKgKWzF+A/av+REh0XXQZMRp+QcHw8vJE687tDFLlF+iwaNZMxP/vzYU40SswCPnpaQgX82b8AuDt5w/vgECo87Jxbu8uaEptRmrvNgit2wA1wsOgyS/ApdMnoKmiJaeV3v5o3KkzTm/fXFJl74AaqNOmIzy8PKFUuOPwxlWAaAgrjoCwcEydvwi+viqoVBzeZgUlL6UABShAgWogwICnGjQyq0iBYoGCAg3ef+wxpF66NcTK3dMLXv41MOSxp9C1d1fp3zQ6HTJTMxEYEoi01AzsWLESl+LOI/nUYajz8gxiqtw90O2eB5B49CAuHjtk9UO9Oa3W8Y67kHj8GFIvnoem0Py5MebkZexcr8BA1G3dHme2b6lwmggINRotCvNtsNGpmxuCa9ZGYERNDH/sMdSpF22rKjAdClCAAhSggMsJMOBxuSZlhShgWEC8WPj9q4XYv/yPkpPcFApEN2+Npl16ILJhHcQ0bIFVXy+AJj8X1y7EIeNKMjQy58O0Gni7tE/Msb/LTtSX1SbiTYXMfEqn17RrP2Rl3cSlk8dlZWPvk9qPuBOntmyUlsS2++HmhhZ9BmHg+LsQFV0LKiWHuNndnBlQgAIUoIDTCTDgcbomY4EpYLmACHj+XLgYe/78RW8inn7+cPfwRG5musWT/sXmnrG7tiM3U94+O5ENm6Fmg8aAAtDBDYU5ObiacB7i0V2nUsHb20taTvrmhfMVyhxYqzaCa8Ugft+tOTNVfXj4+KLFwCE4vHpZpb7h8g8NR9vbhqH70CEIjwiuagbmTwEKUIACFHAoAQY8DtUcLAwF7CugKwL++HIh9q347w2PrXNs2rMfVJ5e0lLVl04ZfusS3aQFgus3QErSRdxMiEd+dhaU7u7w9K2Bmo0aQ1ugRurVJIhVFcLqNoRGo8bFg/vKFDe8XiP8P3vnARX5caX7r3OgM03OOcchTYAJTGCicrAky5aDnNZerd8+v337HGRZXgfJK3vX62xZsi1LVrAmaPIwOTIMmSHnnJoGmm46v1N/JsBAQzc0MzBTpaOjc6Dq1q1ftc7py637XYGHBB1Vpe4+xqz2+EIhkrfuQV9zg8M9M3Y/harCg5jQ313VOiZTl5iGDU8+jZSs1LvCg25CCVAClAAlQAmsBAI04FkJt0R9pATcRMBqs+EPr/wH6i+ecZPFmWb4QhH4YjHic7ei/Ng+GA0za1ZI4JCQvxPVhYdgmnBcF3TTOpvNQXBKOtPQs6WsBHqthvlVSFImvGJiUXVkHyZ0o0t2ppuGfaNiYZqYQFB8IrrrqjHQ2jJtT6+IaPiGRaL61DHYrJYl9+fODQin1Y8/gx3PfQpCIQ+GCTM6GpoRHhdBxQ3u+m3QDSkBSoASoASWCwEa8CyXm6B+UAJ3gYDJbMMfvv8qmorOLfluwYnJGBkcxEhv96x7pWzfg8rjh2GzmJ32RaL2QsSqHJSfOAyx0hPBiSnorCiBbnjorjwhS9myA3WXLsIGK4LiUyCWy9DXWA82WFAFh8FmsaKlrBjG8YXLTjsNw8FEvkgM7/AoZOzYjabSa+iqq4VXcAie/7d/g1BAa3wWy5eupwQoAUqAElh5BGjAs/LujHpMCSyYgMVqx1uv/hg1F2aqiC3YqIOFCl9/+IZHovbi2VlnhGWsgV4ziL7mepe2DohJgsVihEztjdHhAfTV17m0fuGT2Vi1+xGUHz3A9PhhsTkQS6XwCo8GT8DHQGsztA6Cu4XvufCVPKEI5hvZM6FUhu1f+gakCgWSM1Oc6r208J3pSkqAEqAEKAFKYHkRoAHP8roP6g0lsOQEDr77IU7+6XcAFtcLxhlHE/N3ornkEvTDk0/Qpg42m43Ugj2oOHHIpSahApEIiVsfwvhgL2ovnHbGDbfM8YmIAdgs9DXUusXe3TbC5vKw8fkvYsfTj9ztrel+lAAlQAlQApTAPSVAA557ip9uTgm4ToDp5WK1Q8DngM1iuWSAaTy6BKIFQg8JPJTeAMsGm90KbV8/7GYjQlflQDfQh8H26bUujNNsNtILdqH06EHYrVaXziHx9IZxfBTmiQmX1i1mclhKFuwsG1rLihdjZmnXslg3PhMs2GxWphGsnXxezBNQ+gVi3VOfwrotG+Hap2ZpXabWKQFKgBKgBCiBpSZAA56lJkztUwJuIKAZHMZAzwDzRfXMvn9gqKMVG5/9DLLzVrtk3WQy4/WvfBlDHe0urXM0mQQ6Mm8/+McnQT8yAqt+DGwOB2JPL2YJVyCA3WpH3blCjI9qp9XZcPkCJG/ZieqzJ2AcW3rBgcUemMlIbX8EJQc/WqypJVsfnrkGcVk5MOgNgN2G6JREyNR+aCi/Bp7IA9m52Uu2NzVMCVAClAAlQAksVwI04FmuN0P9ogRuEKivrMPHv/wFxoeGYId9sr8Ni4XgpDR86T9ehZDPm8HKbrczDUDvHDabDfvf+hsufvAOrItUEeMJhEjYsBWjg/3orCyByWSavh2bNNaxwTssEr6RMeCwOag+fxKmcR1I8BCWngUPmRxsngidtWUYbGud9c45AgHIXuQ0htF7JwZAnEve/jCunzgIi9l5oYW79UEOy8jGc9/635DLZczdk2yeiwnAu+Uq3YcSoAQoAUqAErirBGjAc1dx080oAdcJHH7vY5z525sznm+J5Qqsf/bz8ArwQVBoCOQqBfNFt6u1Ew2V1Vi9PR+iG8FQZ3sHNL0DzDfgoZ5+HPntf8FiviNAcdE1oVSOhE0FuLbv706tFHn5IiF7DbRDQ/BQyqHt6UZbaTGIRHVkdi76muow1Dk980SK7WPWrofZYIZILkHFsYO3CvGd2tSNk7giMRLW56PixGHYLXdfctrRUaQqT8Tm5iNjQy4iE2LdeGJqihKgBCgBSoASuD8I0IDn/rhHeor7mEBlUQne+/GrTGPOOwePLwBXKIRYpkRwcgokSk/UnD8NbV83/CPjkJi3Hmr/ALQ3NaP65BGMDPSBxWLDOL74pphcHp95klZyZB+TyXFmiCRS+CelQ9fThb7WxltLRBIJYtZtYvrXmI0TYPN4kKm8EJaeicbiYowNdCGtYA9Kj33i9F7O+OPKHO+oBNhMegy2zVKP5IohN8wlTUZJoBiWno0Njz6GiIRol+u53OAGNUEJUAKUACVACawIAjTgWRHXRJ18UAmYzRZcL6vBhz/+PvRj8z/nYnO5sE3JPpB6GqLOJVd7ITAxDVWFh2B1Y3YiZetulB874NL1xG8qQGvRJeh1088TmpGNsYEh8Pk8+IRHQz+mRW9DA0YHJvv4pG7dg/ITn8DuZHDlklNOTE4qeBiN5wthmCXwdGK526aQoDZt+x6mCWvezgJGvIIOSoASoAQoAUqAEnBMgAY89NNBCSxjAmcPn8Tpv72N8eFBl6SbZztSTO4maNraMNDe5JYTk+dzqTsfQfmhvSC1Qc4MkVSGiNV5qCKZmjsGyViEpudgpLcLfe3tgMV4a4ZC7QvPiHA0XbnozDZuncPh8yFSKhGRnI2KwrsbcJGAlcPmQqRQIjAuEaqAQPiHh2HV2mxwuTTQcetFU2OUACVACVAC9y0BGvDct1dLD7bSCZhMFvzyW99C1/VKtxxF7hcAdWAwmq5ecos9Lp+P1IKHULz/A6f5fvFJAAAgAElEQVTtRWavxXB3J4Y62pxew+bxEb9hC1quXsa4dsjpde6aGLtuAzzUPtD2dqHp8nl3mXVoRyAWw8piQR0QgqTcfAg9REjMyYJCIQGHw55VjGLJnaIbUAKUACVACVACK5gADXhW8OVR1+9vAhVFZXjvx9+HUbe4epvQxAxwJELwwIamrwf9LQ1uASdRqhCUmIaac4XO2WOxkLZtD0pJzY8TQxUYCkVAAJQqbzRVXIW2q9OJVe6f4hcVC93IMHREJW+RynbzeecTEQXfqDhYLWZoujrhExqGZ//l67Rvznzg6O8pAUqAEqAEKIE5CNCAh348KIFlRoC8Dhsa0uCD/3wDTdcuL9q7lIKH0FFdDrmPL3rqrmPCTT1vQlIzMDE2xqirOTPkam8ExCXj+rkTc073DAlHQGwiNJ3tTP2OfnQUlrvYYPRO53xCojAxYcBI39IFXDyxGCHJ6WBxgIYLt7NI/jHx+Mz3XoFaLXcGMZ1DCVAClAAlQAlQArMQoAEP/VhQAsuEAOmbMjQ4jPILF3Ht2GEMtjTCarUu2rukLTtRf/GMW5TZbjrD4/MRt3k7qo4ccK5+hzTt3LoDVSdOwGKZcHgmr7BIKP0C0FZRAuM9FgcgTip8gxCcnIaOqmsY7u5y6DcRi7jZ+8Zmca1Hj3doJCMo0VFVhoHW6dk3FoeLjZ/+AnY+89iiPwfUACVACVAClAAl8KASoAHPg3rz9NzLjsCV0xdw9qMPoGlvgcmgd4t/5It4ytZdKDv6iVufY3mFhYMvlKKrpnxeP0UyOYhYQWhqFsqO7pumInfn4oRN29BccgUGrXZeu3djQtpDT6Dh0lnoBgccymF7hcUgODkJbDYXOq0GNaeOA7CDzeFCJJdjXDN33VF4xmoMd7ZiuLdn1iOlbtuFnZ99ASpP2d04Mt2DEqAEKAFKgBK47wjQgOe+u1J6oJVIwGSx4Q8vv4Kmogtudz82bwvEMumNDELzou0LxTLE5W1C6ZH9AOZWZ+OLxSAy1ENNzRjqamaep801YtdtQld1JcaGJ5ukgqS97tHg8wVI2LQVlSeP3lLII4ptpBkqh8WGh6c3ZJ5esLPsaLx0HjabBcFpmfCQK8Cy2yEUSyBRe6Pkk4+hI+e5Y7C4XEjkSoSkZqH12kXotMOznpTMy33y09jzmWcYJHRQApQAJUAJUAKUgGsEaMDjGi86mxJYEgImsw3vvPELNFwiT8/G3bqHX1Q8ktZvhESlxIWPPmBECxbay4bF5SEyYw1G+rqdEj/wCosGl8NGT2OtU2citTukz42msw0JG7aireIadPNkSJwy7OIkD6UKYek5aK8owehAL7PaQ6lEzLqNMAyPwGyewOhAPya0QxjVaKZZF8tksLPZUAdHMFmhjqrSWXeXKNUIy8pGV1UFNF0dc3qo8gtC3jPPYt3WfBr0uHiXdDolQAlQApQAJUADHvoZoASWCQGj2YLCD/fh7LtvweymIv3Q9EzkPfYEUjLTmFN2tnfiauEZ1F0+j4GWRpdPHhifBI5AgLbS4nnXCjw8EJ+7GeUnD8NmMs07n0wgGaHkDQWwwM5kScxmE66fPOJcnZBTOzg3KWXbHrSUXsZof/+tBQkbt0I7PAxdbxdGeieboc410h95En1NTRjt6YDVZGLOYtbffqrow6ixGTHY4lzWTar2wvYXv46s9TlUmno++Av8fXt7J7T9g4CdxWTugsPCoFDJKO8F8qTLKAFKgBJYLgRowLNcboL6QQkAKL9Shg9e/yEMI4uvYQlLzULBZz6NyITYaWytdjsaq+vw4X++zmRSnB1yLx+EpGSg4sTBeZeErcqG3NsHndcrMdjWMu/8mRPYzI/Sdz+CssNz1/0swPisS0hfocjsPJgM41AHheLa/veniUbIffyg9A+C0icAQ51taK8qmXNr0j8oIj0TNtjB4QuYJ26ktofUJ9nsdvAFAtRcOO2wNmg24zK1Lz71799GdGKMu45N7UwhcOi9vTj/97fAYrHB5vMQsWo1nv7G1yAU8CgnSoASoAQogRVMgAY8K/jyqOv3FwGbzY5T+w+j8M+/X1TvHQ6XB7/YROz63OcR5eCLsd1uR72TQQ+Xx4dU7YuA2Hi0lV7F2DzNP5W+fvCJiEb9lQtzChQ4c3sBUbEQq9RoLrtKYgWmfkYqV8IzPALNV87DMDbmjBmn5vhGx0Om9mYajMq9/dBcfInph3Pn4PBIYLQWIokU9edPQ6+buy5p2nqBBCq1Eiw2F0MdrgeCXKEIj37z35G9IcepM9FJzhOw2YG//PTnqCi8HdBnPfIknvjSF8GejL/poAQoAUqAElihBGjAs0Ivjrp9/xFoa+3AX1/+DjRzyB87c2rPoBC89D+/gljIn3O6M0EPi8NBdE4ubEYLWsqLYDE7fpomkEoh8/FFYFQC6i6dg36ewMiZsygDghGTtRpGoxVWq5Gpp9EPD8POE8BDLERr2TVnzDicw+bzQb7LWkwmxKzdgP7WJgzfqKeZlJmeXTRBIJEgPDUDutERdFTMXqOzKMfmWJy242E89U9fBY9LFQxmw0T6WN0ZoBB595baBih9fCFXyMDlzoxgGqrq8M5/vIKxwdvPGH3CIvHI119y+IeDpbpjapcSoAQoAUrAvQRowONentQaJbBgAmXF5Xj/1Zdh1OsWZIPUzBjH9QiIScA33ngNXC53XjvkC31DdT3qKqrQXFLEFOlPHTIvb/iExaCh6JxDWwr/QPgER0CkUKK7oQaDHW2wmRz32pnXqRsTZEo1ApNS0VhyBSb9+LSnX2y+EIkbtqLi+CeAfW6luNn2Y7PZiMvLB1foAbbdDvIPXyJDy7VLGOxoRezqPPClMtisJmhIXUdPJwxjI8xTNKWvP8hzwXHdGOrmaaLq7FldmReenoMvvvo98J24X1fs3i9zr5y5BKFIhLi0RLTUNaGxuhr9TU1oqyyB0EOKgLgERGdkImPdGnA4k6fWGy1457XXUXu2cBqG0LQsfPHVVyDk3Zh4v0Ci56AEKAFK4AEjQAOeB+zC6XGXJ4GhgWH8/Y2fo6n4otMOkh47YamZYIENiacKIclJGB4YQlhUJJIzU522QyaSRMa5o4U4/sffQH+jfojUtCTlb0fVqaMORRTIc7eEzTvQfPksxoanq5W55MCNyWKZAtFr1zNKZFyeEE3XLjusM4rMXgdtTweGOjsQt2EzTEYzdIO98AmJxmhfL3qaazAxNvtzs8icXIwNDqKvsYbZmWRs7FYbTBMGiKVyRGavRsXxwxBKJJB7+UIdEgGeWITRgQGIlSo0XzoDvQPbCzm3K2s8g0Pxr7/+Nfi8+QNaV+zeD3MH+ofwl1dfxXBfN6KyVsNsNKH23EnY7mjgK/XywebnP4+c/DxotWPY+5vfoKnoInP/Uwd5trj7X76F7Fz6hPB++HzQM1AClMCDS4AGPA/u3dOTLyMCh9/9B069+ydYXVBnU/gG4l9/91sM9vVDIpVCqZIzgctCe7UYzWb89adv4PoZ0jgTCEnLgEAkQf3F0w5J+YSGgydTorNicU/Lbm4QlpEDbV8PtF0dYHM4sJpn1tDcnCsQi0F6DLHswHB/H/yjotFZVY7h/h5GIID8JZ9kvAbamzHUfrtehi8QI3FzAcqPHZhhn6jEqYNCGI499ZPB0O3BRmzeBgy1NWOgrfWefXqyHn4Sj734RdAEz/Qr0AwO473//DlaS69ME5twdFECiQzBScnQdHRiqHP2+1T5B+HTr7yC4ODAe3bfdGNKgBKgBCiBxROgAc/iGVILlMCiCZRfKcGHr//oVnaFw+MxvXLu/Mv01I0y9jyOJ778Jbd+8R0a0OBvr72GjpoqJG3cijKmuajjEbN6A7rqr0M3dLvuYTEwYtduQndjDUb7epwzQ4o1mBdtNqRufwgVxw/eFkrgcOAhl8MrOAxK/2CYTWZYzRMQSxVoryzBQNt0OWhVYAiCk1Kh7elhFNhsFss0H0hNT8qWXSg7dsA535ZgFhFMeOz/fBepOasg4NMMz1TEJz4+iONv/hoWo9Ft5AMTUvC1135Mnw+6jSg1RAlQApTAvSFAA557w53uSglMI1BeVIoPX/sx9CMaeAaGInnTFnQ1NaCeyBbfMVhsNuQ+/tj6uS8he737n9rsfetvaCktBlfsgdZrlx3eFIfDRfLWXSg9vNdtt+kdFgVSN9RYdME1m2w2kvJ3YGygH101FTAbp9cQEfEFvlAE8gyQ9MQxGW73w7m5UdKm7WgquQK9dvaneXyhGAmbtqH00Meu+ebm2WK5ClmPPI5dzzwBKlswCdditeHD3/wBV/d94FbaYrkSL/7sZwgKDnKrXWqMEqAEKAFK4O4SoAHP3eVNd6MEZiVgmDDiw1/9HurAQITFxSI4Mgr//c//hP7WyeagPKEIYpmSETQIS8tA7sOPIDI+CpybVddu4Eq+NLbU1qOh8joGO7pRfnzfnFaJT/EbtqB8niyQq67lPPU8Sg58CNOUJp3z2RBKpOAJBfCNSwXLakL9xbPzLZnx+/h1+WiuLMHEyPCsa0l2JXnrbpQe/Mhl2+5cwBd54IUf/oT24pkCtb2lA29+5/9irL/PnagZW7mf+gwefuE5t9ulBikBSoASoATuHgEa8Nw91nQnSsAhAdIM1GKyQSCYVIOy2Wy4dPQ0Lh/aB4N+HIlrN2Lz00+gu6kVpGjF3Y0niVrb3j/9BeXHDsEONnSagXlvizy7S968060ZHo5AiFVPfgal778Fs5NPk8RyBSLXrMfEsJbpoRMYk4jaK2dnZGpYXB7ss/TVIQclmZ/k/J0oO+o4yOOQOQW7UX7oAGy26c/d5oXlxgnEj4IXv4GNDxWAPLOjAzjx8SGc+MOvYDa77znbTa7+sUn42muvQXjj/03KmxKgBCgBSmDlEaABz8q7M+rxA0RgeFgLqw1QqRRgL+F3W9K75IPf/gFFH//dJbrqkHAo/fzQcNnFJ2iz7EKalQbHJsDGF6Dq6AEYiRT1jUGeFpGmo5rOdqIpd+vnbC4PocmrmH45LaVXmJ9LPb0QkZmD1vJSRk5aRJqVqr3gFxkPq9WC1vKr0A0NzvAggTxpK76AidHZld2ISELchq0oO+S+J3wuwZ4yOTJrLT73vW9DQJXaGCr1lXX403f+z6R8uZsHTyBA+vaHsemJx6H2UrjZOjVHCVAClAAlcDcI0IDnblCme1ACK4BAfVUtPnzjZxjqcF6BjPT+SdhQgJLDH0/rk+PqcSclsHeg6vQxmA168PhC2OxW8MUe8I2MgWfApOgAh8uGtrcH2r5ucLgCBMTFA1Y7Brvb0Vl5uwGoUCZDeFoO+B4imAwGDHe0Yai7gwl+IjLXoubMMRjGxqYEVApE5eSi7uIZh1LWZHLK1j2ouXgSJt3CeiW5ysXRfFVAEF76n9/AQzx3c1l37bfc7ZDeOx/99FVY52iMu5gz8Ph8+ETGITo7B0k5OQgOo6pti+FJ11IClAAlcLcJ0IDnbhOn+1ECy5QAyZJUFJdj3y/fwEhPt1NeSpVeUIWGoa20yKn5jiYJPL0QmZyG6lPHIFV7I3pNHtgcHvS6MQw0XEd/66SimtBDApFUCb6QD5PZAsPYMDgcHiKy1uD6qaOwmEzTtmCzuTOenyl8/BGWnomu6goYjRNMRsgzKBRt5cXQ9s597pRte1BOmp2SlNg9HES04oUfvIqgUFpMT67h0HsfofDN3yz5jbC4XKj9g7H9S19CSmb6ku9HN6AEKAFKgBJwDwEa8LiHI7VCCdwXBGx2oPpqOc589D56GmoxoZv9edfNw4okEkSt24iKI4uTag6MS4DQ0xtsqxUeCjXqLp1ighdnnyil7HwEbSVXmSdszgyJRAmRlydYfB7sRgtGejtgcqIHUkTWOuiHBxk292LwhEIkbNyK5HW5SFqVCqLKTQew9+13cf69t2G/o8HoUrEJjEtCeEYWwmJjEZuSAD6ft1RbUbuUACVACVACbiBAAx43QKQmKIH7jYDRZMHpfZ/gzDtvM8pwjoZAJkd0xmpUnjyyaAReoZEg9RLdddUu2/JQqJCy/SEUffQ3WEzuL1y/6RBPJEJoSibMNhNaixxLdrt8ACcXeIdE4Z9/+QsIBfQL9lRkFUWleP+n/wHDqNZJku6YxoKHUomd//QvyM5dmDw8aXBrJzIhVHzCHRdCbVAClAAl4JAADXjoh4MSoARmJWA0mvCbb38X7eXXHBLyDY0Ex0PMPA+7V4MvFCJq9Qb0tzRi4IaM95L6wmYjrWAPSu+BeEHmQ0/hya98gWZ27rhgo9GMn331qy7Vn7njM8LmcLDpM1/E9qcfm2Guo70Dmr4h5ueDXV0wTkyARTonTQluBFIl4tOT4Ovr6Q53qA1KgBKgBCgBBwRowEM/GpQAJeCQwLnDJ3Hm73/F6EAvrGbz7XlcHjz9AhCUlIzas6fnffrmdsTkLdeNOpqgxDRweVy0lF51+zazGQyMT4bSPxhD3W3wCQ4HaWo62NmBrppysPhCWG48A/QOi4AqOBQjvT3oqbu+aN+IdHbBV1/Cuq2bIeDflC+3Mwp1HM6D/bbNYrHgF9/83+iurVo0Z1cMkCbAm174MrY/9ciMJrAf/O4tXPvkH7DbbYCN3JONuSvyr1Ttg6wdD2H19i2QK2RTYyBXtqdzKQFKgBKgBJwkQAMeJ0HRaZTAg0iAPLnR6w343b9/B5015bcQhCSnQaBQo7HoHGxO1L64k51QIkHC+gJYbCaMDw1DrJCh5kwhzMYJd27j0FZwyipIFEoMdXRguKcDNqsFRAghIC4RLBYHDVfOMk/zfOOT0FFSjLBVq1F38RTME4ZF+yeSyaD0C8YL33sZKrUch97dh67GangHhmDH88+Ax1lC7XIARpMVfD5nxpf7RR9skQbGDSa8/sXPY7S/d5GWXFvOFgiQ+9QL2P3sY9OCFiKc/sdXfoSa8ydnNZj9yFN44stfoIGOa7jpbEqAEqAEFkyABjwLRkcXUgIPDoGP3/obzv/tT8yBiahAZPaae6ZW5hsVw0gED3e1MwptHdfLYHGySelS35hnaBgiMtbCZjGj5vQxjGu1SC7Yg4ojjhuauuoTkUh+9rs/QlJWMk5+fBCHf/tf4Ik8sObRJxGdmo6Q6DAM9PXBL8APHM5kJsjV0dneCYWnD9gcFsRCLrN8aHAE7/7sdQTGxWHPc0+DvYwUE66cuoi9P/8JTAa9q0dd9PzQ9Bx8+QevgMe7HWyaLXb88n/9L3TWVM5qX+EbgH/9/R8hEnDQdL0GrU0tGNdosWbHjll7/ZCsEG0yu+irogYoAUrgASZAA54H+PLp0SmB+QiQL1pFF67i7Dt/RW9TDYQiCWLW56Ph7Anol6DJ43z+kN+T52R2uxXani5npt/1OdF5+eiuKIVOq2HqNZh6n8PuC3jIgdQhkUjfUsBkCE786bewWszg8HgQij3AFQrBYbGR9+zzyN2W7/L5LVY7Lh8/jVPvvA2p2hP/9NpPwOFwse/td3Dh/XcQnZ2Lz/77t8DjLSyYctkhBwvIi0aL1Yax0VHs/fVvcf3sCXeZdsmORKnGp7/7PUQmxN5aR4KYv7zyMsY0mlltiWVyfPaVHyA4OhZv/fBHqL98FiSbGhCbiN0vfgHBUZHg8bjQDo3gSuFpKL29kb1htUt+0cmUACVACVACtwnQgId+GigBSsAhAYvdjrPHzqL7ejX62xshkXtiRNOH3tqae0bNKzQKvuERqLt0hmkqupwGWyhEWv5OVJ89hokbjU2TN+9EXfEFGLXuVRAjBfOkhmRabdUUGP5xifjc916GUiV3GtHQ4Cg++vWvIZFLUXZ4P/geUmz9wleQtWkD/vGbX+PaJ3uhDgrHS7/6FZOduFeDqE9fvXAJZSeOM72TSFNZ2x09mO6Wb6Q3z8bnPo+dzzx+a8vKolK888OXmSa6sw2SrfEMDkdMdg6u7PsHLMbbn2OhRAqRTA6/yBhoB/rRU38diRu34lP//A0IBJPZNjooAUqAEqAEXCNAAx7XeNHZlMADRcBisePPr72G6lMnkPP489CNDKGKNN68ByN4zQZgfAw9LQ0IjIwFh8tDY9GFe+DJ3FtGrd8Cy6gOLaWXmImkqanc2xfN1yZlrIVSBbhCPnQD/Yv3nc1mnq3NFvRweAJs/cLXsPmR7U7vU1FUhvdf+yEMoyNgUg4ApCoVgpPTMdLfh57GOmz9/Fex6aHt9+RJm9Vmw7VzV1BbdAX9bc3oqb93gfdUqGKFEpue/SzEKhUiE+PR3dCMv/7gO7DMVVdG1P627EHp0b3z3o8qMBSRpO9PYiISM9LA5XLB59PgZ15wdAIlQAlQAjcI0ICHfhQoAUrAIQHDhA3/+dUXoelsA1EJI3rI9+Qv6Ww2sp/4LKN0pdMMQyASoPXaJQx3dyyr25MoVIjIWo3KU8dgu6lqx2YjKnMNwOGBy2ODbWdDNzwMZaA/mq8WYXRw4YX2sXmb4SGToa38GgY72kG6ukwdEVlr8MRL/wIvtYKJX0xmCzobG9Hc0AKRUAST0QyJpxyrcrIYqeuic5ex9z9/BJP+dmaCZJFStu1C6+XzMJoteOL/fgcpman3hDvJnLz/s59APzwp97ycBhGqIHfMF/ARmpaNtspi6AYGHLpIMmVSLy+0lFxx+hhimQJCuRx+ETGIzshETGoylGoFuMuonsrpw9CJlAAlQAncRQI04LmLsOlWlMBKI9BYXYsDb76JzsrSe+56dN5mSH0CUX/qCFO7Mq4dcvic6145GxAZC56HB1rv6F3EYnMgUapA/js21A+7zQaJyhOROXmoOnEQlinPsSJX56G7pgL6eZ7AeSg9EbNmPa6fK0RwUhqTMepvboDFcls+nDx7849JhDowEAIPCZpLr0GnGWRkxBmfFApErlmPpKxsdDY24Mr+fzC/nzqISEL6ridxdf974AtF2P7i17GuYONdRzzQr8HV02dR+OZvAZvlru/v7IYSlQrh2XmoPv4JrJbZ/eRw+Ugu2MU07LVMCS6d3YPME0ll8FB5IiI9Gym5axESFQGBgLfsFPRcOROdSwlQApTAUhGgAc9SkaV2KYH7gACRIf7z66+j9vS9KQifipDUNsTn5sND5QWWgI8r778No063LCiT7Fdw8ioovH2Y2iLDyMi8fonkCsRkr0XZicO3egpFZq2F1WqF1WRE+xxBJk8kRmr+dlSfOwX9iAZsPh+Ja/PB5nJQefoYrGbTvPvfnJC+41HUk3qoCcOsKmekniRx4zZc3fc+syQwPgVf+fGPIBTynN5jMRNJVupS4TlUnT4JmW8Ayo7tA5fPh4XIod/oxbQY++5cK/X0RvTq9Sg/dxyWEcc1W8T/xA3bUV98HnrN4rJVJAMnUamh9AtASGIK4jJWISSaBj/uvFdqixKgBFY+ARrwrPw7pCegBJaEAFFoO3f8NI7/7tfQjw4vyR4LMUqCi+icPLRVlsIwsjz8Cs3MYUQJ+poaYLNZ5z0WyQJEZOehs7wEQ93kKdpkrQ+R3G6vKoNveDQaLp9zaIf04wnNXIOawiPT5pBMD4c0YS1xrglrREYOeAIRE6SRrNNsgysUIXXLbhQfeJ8ppveJiEX2rt3Iys2e95yLnTA8pMXff/5zdFRXMlkpwig0JQ1WixUsDhfdtdXoa6pb7DZuW0+EIsKSM5l6rZ7GueuLxDIZYvO2oOSTjwHMzt51x1hM5tAvOh5Rq1YhZU0OPKQSiIR8103RFZQAJUAJ3EcEaMBzH10mPQol4E4Cpz45jPaGRlQdPejUl3h37j2frbCUNAy1d2B0ePrzq/nWLcXvpSovRK/JQ2XhEZgM4/NuQfrXrNrzGBounoW2v4+ZL5QpEb12HerPnmR66sh9/dBZdbvR61SjpFYkND0buuEh9NRWz9gvLCkLIm8VeFweqk8dnfZc7s7JabsfRdWRAzDfrDeaxXuhQoWEvE24tv9DrNr5KHZ89rOQSITgLnGTU+LKlTMXsfeNn8yoKSLBGU8sRtzaDag4fogRsCDS3G4fJHuiVMM7JBwd18sdNo8ld0KkpkVyT3iHR6CvuQF9jXMHYv7R8eCIRegou+Z2t4lBLl/ABKiRmasRGpcAdaA/QqPCweWwweXeO4W9JTksNUoJUAKUwDwEaMBDPyKUACUwK4GTew/j5F9+D8MNeeXlhCl6zUZ011VAN7S450CLPZM8KBTB8YloLynCiAuqazIfP3gFhqOl/Ap8QyKhDo9A87VL0Gk0kKm94RcVj7byEkzoRxkXxVIZ9GOjIPU0QSkZMIzr0HO9wqH7HgolYvLycb3wKCbGx2adJ/ZUIyguCXXnT82JIWHDVvQ312OgvRV8kRhh6VlY/9jjiEmMWSy+edcfef8fKD58EBOjWhjGJlncHDyRCEnbHoJ9Qg8Wn4e606cwPjrZ94bF4jC9mgRiDwTFJGJsVAs+nweJhxRgc2CzWtDb0wmOnQWT2QizYRx8kQfiUjNgNBhQV1mCidER+MUkQaKSw2S0gMvmou16OSz66TwFCjWi0zOg0w5jfGgABv04JsZGYCZP7uYYqQUPocyNDWnn2osnFEIokYE8C1UHhyEgKhr+4WHwDwmBl7dy3nugEygBSoASWOkEaMCz0m+Q+k8JLBEBm82Gd//7N2gsush80WVzeFD6B0DT1Q7D+Cj0Gg3k/kGQyhXMM6y7NcSeXghOTEZLcRGMDr7ML7Uv5NlQbO5mGEa0aC6+BINu+pdxZ/YPSkqDX3wKOitKoOloZZ5skUGyBZEZa8Dh88Fhc8DmC2Ey6CCWe8JuNaGvrQkdlXPzJmtTCx5G6ScfzZmdS9/1KCqPzpHhYbGQsv0h1Jw4DJPJeOtYuc++gN3Pfwocoh6xhIPIohtNZlRdvYb9v3j9FiOhUom4nDxGKps8HyP1UyMD3Rjp6UFc7iaQyv2W0mJkr12PbQ2dsLJYsFutEBCBAIsFFoAA8FEAACAASURBVLEYFi4Xdi4XLKEQ4zIpJkjjz+Zm2LhcXIuNQq3FCL5EhpJPJmuXyDND/7gEsFhsaPq60VNfi5CEFPDFYnRVVUDT2+k0CbImIW8zSo/sd3qNWyeyWIyIRVTWGuz+wuehVtOgx618qTFKgBJYdgRowLPsroQ6RAksHwL6CROj+kQaPfJ4bKb7O6mfGBsZQ+m5CxBKZbh26ADaqu6eihv5K3XSpgLwpVKUHdqL8eHZu9kvJcXgxHToR7QY7Gy51a/Gpf1YLERmrgVfIkXzxVOYcJAN8FCqYLNamb44yVt3o/HaJeiH5n/GJxRLkLrjIRTtfR+2OZ56JeRvQ+u1qxjXzs6QqLwlbdkBWO0on9J/iRTmP/etb8HDY+lrQzpbO1B9rRJn/vp7GMd1IGdL2LAZTWXXoL0hSx6XuxFtVeXQD2uQtn4L1kEAjZAHlWYEwWWzPw2c777KdmzDgQuFGB2cfHZ4c5AaMk+/QHiFR2OgtQ4DbW3zmZr198FJ6RgfG8FQa9OC1rtrUfYjT+Ohz78AAZ/tLpPUDiVACVACy44ADXiW3ZVQhyiBlUHAbLXiH797kym6tsxRA+Lu0wjEEoSkrYJ+RAe52hOdNVVQ+Pmjs7pihjqZT1gkPMPCAZsdVpMZDZfPgmSuFjv8YuKZQGS+Og1H+3CEQiRv3IHSw/+Y1xWh2ANSHx+EJGWieP/f551PJkStXg8PmRwVhYdguyGNLPP2RfiqbJQd3nfLRuiqbPQ31c2QwCZPwWywM8IApE7GZNCj5sxtpT6hhxTZjz6Fnc88Bc4Sl4MYjWbsffNtlB7ez9TQKPwCoIqIQPP5s7fOEbNuI7hmG7paarB6zWZsOlrIZHIWM05s34xTJw5Mqx9ajL071xJFP0lgGDpLJhvS3qtBspXPfvtlRCXEYmhAg/KLl2CcmICnnx8SM1dBKOIveSbvXp2d7ksJUAIPDgEa8Dw4d01PSgm4lUDT9Rq8/f1XMH4XhQNknl6IyF6Hwa42dFRXITprLfMlWBUYjNaSSxju6wX5OzVRFovIXAvTxBj6GhqYLExIajbaKq5gtL/feQ5cHiP1bJuSgSFP6gKiE6Fpb8ZQl+t/3efxSB3OKpjNJnTc0a9nNsfi1m+BQTsMbV8XtL09TvmevGU3Kk8dgd1iBl8oBlEE84qIYp4xDbW3YKSvF/6xSRDLpKg6dXxaFigwIRXqoBDYLFYmUOysLoemb/pzLZFEhm0vfg25BZuc8mcxk0iAWnyhGB+/9gOYJiaYJ3/xm7ah/PihW0FNQcEjiFV6gd/UBHlnF/hzNPx01hdDSAg+9lei/PzpJRHtIIp6I9phjHS0OuvSkswjstYB0fGIXZOHqjOFGGxrZs4rkiuhDg7HQ1/9CkLCgpZkb2qUEqAEKIG7RYAGPHeLNN2HErjPCAwOjOB/Xvo6Rgec+xK+2ON7yJWIXrMeDVcvQjc4PWgRS2QITkljai5YHBaEfA/UFZ2Dtvv2F3WxXIHY3I2oODa90acjv4QyGdNThcviQDemhdVmhVylxOjQMIQiKapPH4Hd7lq2iIgPkGzEQEszOmsr50Wi8g+CV2gk6i7OLSww1RCXy0VSwS5UHTsEs8kEEjDZbXZ4KBSoOnkUIcnp8PD3h103jsGuDnTe8RwxIDoONjYXPXP4p/QNwDd/9zuIl0ju2Gazg0hSd7a0oqelFRfefxf6sUkJclJLFpe3EV011dD2dkEgkSA0JQM7PAMg6e6BrHxhT9hmu4yB9DS82dWIwU73BiXkDKkFu1BykEhSL88REJeM/GeeRVJmKoiyIB2UACVACaxkAjTgWcm3R32nBO4hAZLh+fh/foWehtol94I0G43OWYuGKxehG5o/Q8Pi8mG3zGy+Gb8+H63l12Y84brzAKS5pl9MHGrPncS4dhgSmRxWm41RCiMKXyDF+na7S+cmzSYT8gvQQUQKuuYucOdw+fBQyBGevhqNV85B52K/ocxHnkRvVTVUkREYaGpCT1MtWHb7red8LD4fdvIMcZYzcHk8JG/ZhZJDjr+My3188OXX/xvePktT7D4+YcZ/f+MbTG0RUTwjzwfJUPkHIiJzNQbb29BSWoTAoHBsS82GSqOFoqUF2uwseB85uujnbDcv1hwRgV/Zx9FZN1P+26XLnzGZhbQdj6D0yN5l1zyVuEoyO4+99C+IToxd3DHpakqAEqAElgkBGvAsk4ugblACy5mA1QZYLXbw+ZOqXFa7He+8/vPJZ0VLPKQqNSKy16D+/Fnoxxx3r3fGjbi1m9BeXcoEMXONyPRsjI+Ozts80pk9b87xDAwBESFor5xb4IHFYiEkNRMcngD9Ha0Y6+lwZRtmrmdgKGJW56LqzDGM3uj146wRsUSO8Jy1qDrh+G6JCtyur/8r8rZtdNasU/OMJgva6ptQU3wVlz56H2aj4dY6dWgkInJyUbz/A1j1OubneesLUFDfAt7gIEZSU8EfGoKow3VejpxrW52NP10vwvjg/EIRTh1wyqT49VtgtRjRXlMNg+beyqvfdIs8VVQGhyCzYCdyt+UzcT0dlAAlQAncDwRowHM/3CI9AyWwxAQqL5fh1Ht/xcZnnsNAZxfAYeHkn/+w5D16JEpPhGesYbIc+tHFBTvkWU7qdtL7ZP+tjIEjbAFxieALRWgpveoesiwWQhPTYZjQoa9h7oaURBmNKKzVXzjN9OVZ6AhNXgXDxDj66l3LwMl9/SH19UVnWcmcW+c+/Twe/tynF+rejHWN1bU4/u776KqtgNmgnyGEQVTqqs4XwkakpW8MIu394ogZwp4ejIeFYTwsFLLaOgi7u93iV+GW9Th6bD/sixRAmNUZLg8iqRSxGWvQVl8NTVuLW3xejJG07Q/hsS+/CIGAS5+xLQYkXUsJUALLjgANeJbdlVCHKIHlRYBkd/76xi9QcfQTCIRimO02sG3WJVdm43t4ID53K66fPw6TbvIv+osZIokCgUkpaLh0Zk4zpO9N2uadqCw8BNOUDMNi9vaLjoNPeDQai85D58Rf8xXevlAGh6Gl+NKCt03euhOt5aUY7XPtyz/ptSSRK9FRUzXn3v4xCXj+uy/Dy0uxIB8tFita6+oZeXEuC/jLj36M/sbZg0GeUMSo2l07/NG0vWRyBZ7P3ICQM+eYn5tlMowlJzOfT0lZObhTgiNXnbTIZDi3NhtHD34A640nda7acGo+T4DUzdtRdnivU9OXYpLMywexa9cjLS+XUWujmZ2loExtUgKUwL0kQAOee0mf7k0JrAACPR2d+P3/+38Y6XXti/Nijib38UNYagbaa6vc9pdvD7kKMXkbUVV4GGajkWlE6Wik7XwYZYf3w+4GCWvy7TFp805cP31shmy2o/3FSiXC03JQdfLwgjAq1L7wTUhA7ZnCedeTJ3R2ux03/xuamsko7w3Ml3FgsRCYmIJH//mf0dPahYy1GeC6oFF9fN9hnHv3bbC5fISvykT1icMOg2gPmQLRazei9PDMuqJP73gcSecugTVFSW8iKAgTvr5QXF14hm4iIAB/lPHQWnFtXoaLneAdHQ8em4euWvcJLjjjk0gmQ1haNrZ+6mn4hQSBy6Fv2JzhRudQApTAyiNAA56Vd2fUY0rgrhLQG+z42Reeg3ZgfrEAdzgmlMiQtvsxtBZdxIhmEPph99Q3kIaRqVv3MHLQVpMR188cn9XdyadvD6Pk4Pw9cpw5r0jpCf/oeDRdmcxCODO4XD4SN+9A7dkTmLhRr+LMuptzIletxlBPJ4ZvNOZ0tJbD4zENUHua6hAYl4iOqnL4xSahp6ocY9r561aIpLFYpoDFZkVofDIef+klqFSyeV21WGz42y/+G+VHP5l3LpkQlp4Nk34MXbXXZ8wnmaYvmbkQd9wWgpjw8cFEeDgUlxaeIQObjbNbNuFI4X6YDbdriZxy2MVJLIEQCbn5THCl6+91cfXCpnO4XGTsfgwPf+Gz4PO4CzNCV1EClAAlsEII0IBnhVwUdZMSuNsETGYb85Tn4tGT6G5sRF9rA0Z6u6AfmV5LQ54bEflj2BxnTFzxXSQlEtOZsJkmwPOQgsfnob2qHMNd7a6YmXNuREYOrBYbWsuKZswTSqSIWbsR5Uf3u7yfQCKD2TB+q0aIx+cjIDYFo7phaJobXbKnDg2H0tsPDUUXXFpHJidu2o7W4iLoRh0HiyRYSVi/GXwPKUwTBnBEYmBcj+HOTrTXV7i8J1hseAYE4MuvvQGVp3za+sorZRBJhIhMmFT9Guwbwu+//e9Mz5f5BofDRVBKOrS93dNkxm+uIyILn1uzGcEXL4FFMndcLgY3b4bq4kVwRkfnMz/n7/uTk/DnoS7ms7/UQySRInrdBlSfLoRl4nad0lLt6x0ejS+8+io81UujtLdUflO7lAAlQAkshAANeBZCja6hBO5zAmazDW/9+Cfoa6qDblgDiUINiVIFVWAIhnu60FVTDqvFwtSlBMamQjcygLoLpwG4JtXsDEaxVImYtRtQf/U8xocGnFni1Jy4vHx011UzTTjvHOm7HmNqKm7KITtjUB0SjsCkNFgmJmCzmGA1W0CyVfoRDZqKLtyShHbG1s05cWvzoenpQF9zvVPLiPR15u6n0NV4He3zNDUVSKRI27YHV/f9Hb4RMVAHh6Hm7AmYjBNO7TXbJKLetvqp5/DQs58iCZJbY++f3kVPUwM+/71vY0SjxYe//CWar95mwuXxYTHPlBEXiMVIW52HRJECha2NaKkqnrItiymsJ4FbXFYuNvr4w6u0AqKBAfTl5cHnzBmASG8vYtjEYnySk4YLJw669FlY6JaeQSFg8/kYaFraAIso3m3/wotIzUpbqKt0HSVACVACK4oADXhW1HVRZymBpSVgtlhhNllxau8BXHj/LzDqx2dsuGr347BazOhpuA5P/xBcP3sC0Tnr0V1XyQRHSzHEShViVm9A8+UzGHGi6N8ZHzwDghGSsgqa7k6MDvRhdKAXFpKpAkDqWEQyOTqqy6Abmv9pF18iQULuZpQe3gu+UAw2eSJktS3oOdpU36WeakSvycO1A/M/r5OqVFCHxGCouxWjffM3gxXKFSBP3xZaJ+QfFQeRpxqDbY2wGo2wmW2wWC148t++i9ScNNysBiGiF8fe+wjnPvgLPIPCMDbQywg3kLohgAWZtzeycjej7PJ5jGkGYDRMZjc4XB6S127Ent5hSJqbUViQj3NnT8JinWD6B4UnpSEsIAxcOxs+w0MIG9FhMD4e7JERkGjL5+RJYEpdjzOfidnmHN68HiePfOxy36WF7Mcj2cWcPFSdOLiQ5U6tESuU2PLCi1i3LR9sNq3ZcQoanUQJUAIrngANeFb8FdIDUAKLJzBhtKL88hVUnj+HnrpqjI9oHdYtkCxC1p6nYTCMofTgPgA2yHwCEJ29Gi1lpRhqb1q8Q3dYUPoFMEFIe3UZhtrd1/WeZGAUvv5Q+gZCKJejrboE2s4O2CwW+MfEwyssEr2N9ehrnFvaWeKphm9UHBovO1+nMx8kLl+EpC0F6KuvQ3fDzNqVm+uJjLVQKEJqwUPQDvbiuhNCBWStQChC9Lp8VJ5wro7mlr8sFoiSW0hKBlpLrkIolULm6weWWAwpVwBtfz+iMjOwac92JgPT1d6JPxLRi1nU4lT+QXgmeTX8amqgCQtFk1SEio4WNFdcQ2buFuzo10LSOPkUsDV3LXpVCsiMVgzBhszScqbvDpsIS5B/yVO2nTshaGuDoLUVfO3iZMxvnvfwplycPnkQtkVmi+a7b+b3LBZSt+1mpNOXYpAAOnXrLuz69KfA5U5JwS3FZtQmJUAJUALLiAANeJbRZVBXKIF7ReDkvkM4+dc3YSB/HXdi+MXGYbi9DRNTZH9j12+G3MsHE+NjqDl3CibdmBOW5p/CEQiQtGEbqs6dgGURMsPz7cTlCxCakQ2VbyA6qyvQ11wHrkiC2HXrUX5obslgr4goRGWtRf2FM9B0tsO2yHomElQm5hegq6oKAx2O61xUQSEITc4ATyBA/cVTGO6dP7MzlUPq9j2oOnkMFheesXnIPRGUnIqO8hKMj97RwJW8Y7PZEJy0Ci/+8IcQCTk4d6wQB3/5c5jvyLYQEYnQ+FQ8b7DDo/V2EFu6bStqDVrkD+vhXXmHNPYN+yS4wR29cfQhITCQDI9AAMXRo2C5SWigIysL73TUuDXQdvRZ9FAqEZSQjNrzc0unz/dZnu33YrkSu7/2TaStywSPy1mICbqGEqAEKIEVS4AGPCv26qjjlID7CJRfrcT7P34ZE2MLL/IOXZUNWGzM07CEDVvQ29SIhitnF+WkWCZHwsbtTD3K3SgcT96yA2PaMXhIJRCIJbBaTACfj97KcuiGB2HQ62A1mRgJZxJk8MQeCEvJAIvLQcPlywhJToVILoNhZBhDvV2Y0I7AZNDDNMvTQIdfeuVKKIKCYbda0F1T7ZAfEXcgRe6Vxw8xCmvGsRH0tc7fvJLUvMSkZcHfywc2iRRFx/ZD72RxP4vDQ8KmzegsL4V2DjUx8sRv55dfQkbeGnQ1NeBP3/42DOPTA+Cw5HQ8JfaE57U7Gpzy+bCIxeC6mKExhIdDFxHB3JespASCHteCP0egbQIBPspMQdGpI0tSo0b29Q6Pgk9ENIhqXnPJZYz2ulepjfSgWv34Uyh46hFwXJAOX9T/vHQxJUAJUALLiAANeJbRZVBXKIF7RaC8qAwfvf4jjGsXXoOTsm0Pqk4fZeo5VEGhCE5MRf2Fk05/mZ56drFEBnV0PJS+vmi+fIGp7VjqEZK0Cgp/f5QfPcBsRZ5j2Ww2cLlc+ETFQKzyhodUCp12CBKVF9NTh8ViM8IHg20tUPgHICw9C2P9/ZB7BUDb2w42lweZly/qLp2GXqthbFqmPI0iwgEWg/5WY8vgpFR4yDwx0NWMwfa2yadaswyhh4Spm2q/XgFtTweEIjHi1m9B1akjTI+huQZRA3s0fzdSDx1FWf56/ONiIQyjzmX2PJSeCE7KRM1Z8uV/9hGxah3k/j7QazSQ+/pgsKMDHWXXYDJNF0OIy1yDZzoGIRxyj+w4442HB8DhQJucDMX58277yLSuycFblVcwrpm/nsuZTYUyOQJjk+DhqYTVYAK4HKYWjgzbjToyZ+w4M4cIQuQ99zlsfuxRCPi0ZscZZnQOJUAJ3H8EaMBz/90pPREl4BIBs9mKd0lPlGMuFkqTTMHqPJBMA4vDxthAPxqLLt7aO3nzLlSdPcHUw8Bmcdonv+hYeIVGwWqcgKavGz21jrMcThudZ2JgbBokaiVqz5+ceyaHC6FUAot+ApY7vsCn73gE9cUXYDWamSDJMKKFxWKG3MefCYRIob2dzUHNyUMwTUzAQypH2u5Hcf3scWg6O6H08UNs3hYUH3h/xvOvO50KTk6DyWRE75S+NP7xSeBweOiovCNjMmUxXyzG6vUFSNSb4NvRifd8ZKi+NHsWji8UgvTL4fK44AtETKAnlEgQnrGGaaI6dUjU3lB4+0EgFEMZGIj6S2dhs9pgNk3A6OBp4+rNO/BwZQPYmoUH2bNellgMzap0qM65L+AxREbiN+ZRdDfWLPojF565BkKZEt3NNRjt6YZILIZxTDerSt2iNyPiD0IRtr7wFWx+ZLs7zFEblAAlQAmsSAI04FmR10adpgTcR+DymUs48F+vu/ycTeHnz8hSt5ZdBewsmCf006SXY9dsBFGEIsEQh8dlAoHyEwcRkpgGK2zQdLQxWY+bymjBKelQ+YVA09OO/uYGhK7KQlvJVaezDwslovAJRNiqLJgm9Kg+6ThzMZ/9mHUb0FVTDd0s0tlE0tswroNXSCQCYuKYgIfPF2K4rwdyL2/YWXYYxkZgmjDBqB+bfMpmn5ndYbM54AmEiMxZh/byYozdoVi3as/jKPnkY9gd1BCFJqbjc1YeRI2NqM9bh/1t9Rgn2TO7nclWgcsGh8VFQGw8Nip8MAo7OBIpJMPDODHYjbbGGgTHJWOopwMDzZPSyTJPH4SkpqOtspQJbm1Wy4xeTXwPD8Zv0sPJbrVCLFVg84YCrDl9Dhw3KKlNvZuxhARwDAaIm+fv8TPfnd78fUdWJt6sLXZKsc+RTRaXh5DEVKbOrfz4YQDu6VvlzBn8YuPx+Zd/AKUTTWGdsUfnUAKUACWw0gjQgGel3Rj1lxJwIwGzxYLffff7aC6+7LJVlX8wPENC0HBpdmUyIgLAEwoxoRsDXyRmFM/sNht8I2LRW38dQoUcHgpPNFw6jaisXPQ2NkDT3c5kTsQyJQKi49BQfDtj5LKDTi6IzF6HvsYGhKZloPp8IWwL/AIuV/vCKyISjVfmziyQLIuAy4XZxsKEbgSkeJ8vEGJiXMc8eYvN3QSeUIzBjlZo2lqm1b4kb3sIPB4HHbWV6G+c2asldctuVJw9BpuDZ20Jq9fj+fp2sEdHYfLyglkmg04mRY/aE6IxHQJGxwCTCYboaCiuXAGPZF9IzYfFggl/f1QmxqKwqgSBUfEoPzH59C8wPhG64WFoe7pmJR6SkQOFpxfsFisTFI309yAycw2eNLKgrJlb/c7JK5w2jZxrJC0N0pISCAfd8wTt5NaNOEykqa0LD1Li1m2EbkyHjsprDp8qLuS8860h8t4bnvsitj39MDhUhno+XPT3lAAlcJ8SoAHPfXqx9FiUgDMEyotK8NHrP8W41vU6CvK8KXrNJlQcc05CV+7rj8T1W1Bz8Qw0Ha3g8gQgIgGkqL+jpgIjUxTGBB5SxKzNRcWxQ84cY1FzkjfvQN2l84hes45pnmpaoBIcCVxStuxC+bEDbmlS6RMRBf/oJIyPaGA1GYliMcjTsetnjs/qo0ytRnDKKlSfPsFkUWYb8Tm5eKa1DwIHdTM2iQT64GAQxTP1qVNgTwn++jNW4Up0OEY1Glw/fgCmCQOzhcLbF0GJKWi4cgkT49NFL0gj0qTNO1B2aC/je1TWahh1epAalryhEQQUO35+t5hLNQUFweCpgrysfDFmmLU2mQx/jg9B9TnSWHdhg2Q6SY1YzbnJOp27OTwUSnzm5e8jIj7ubm5L96IEKAFKYFkRoAHPsroO6gwlcPcIkOzOR7/9I67u+3BBmwqEQsTlbUPZMdKLZ/5BnkxxeTyYTZNF9SKpFBm7n0RvUy0arlyYZoCoVSVv2YXSQx/Pb3iRM5K37UZj0QWEJKWj5kbh+EJMxq5dj6GeLgw0T/aNcdcggSKfz0NkVh6qz5/A6CzS06RmKG7jVrSWFGNsqN/h1qvyNuPxygZwdboZc2xiMfrX50FZUgru6CjzLGzq6M3KxG+bq6Dr6Zyx1is8Cn5RMYxiHMnicThcRK3OBVEH622uRU/9ZO2LWCpjMlrJaVl4uLQGrFn8cAe3kZgYCPR6CLq7wVpEVob4YlMocDQjGSeP7gcWKDcempaDsaHeuyJtPZUfi8NB8uYCPPfNl0CTO+74ZFEblAAlsFIJ0IBnpd4c9ZsSWCQBkt35+I3XMDa08Gc/adsfRmXhYVhuBDGuuES++HoFh0PT0QLzLE0dg5LSIFF6LioImc8f4gPJQNSfPwXytI2cZSGDPMGLzd2IiqP7YbmjP8xC7N1cExibCN+YBAx0tkAs8kDN+VOzmiPP8XQaDQbbHNet+EbEYLd/OKIvF81qQx8RAatQCGn17CIRmsQE/EWvQWfd9N44QiKPvWY9+lsa0Fs/+URNJFMwAU8tyUbd8UQwIDwez6n9oC4tWwyaOddO+PlhPD4eVoEA4qoqSNrbF7VXSf4GfHD6ICwLfO7oFxPPqOcNtrq/Ka+jg5EsWvy6fGRv2YjIhNhFnZ8upgQoAUpgpROgAc9Kv0HqPyWwQAKH/r4XhX/8nwWunlyWsv0hVB8/6NYv+VMdisrORXdNBcadlE129TCkxig+bwtqzp5E/MYtqL14GhMjWpfMSFSeiMrJQ3PpFYz0dLu0dq7J5BlUeEY2Wq9dZeqeRgb7MdA6s26H2IjMWgubxYzWsuJpwhE37YvkCnwlYwP8zl+YvX6Ez4c+LAwmqRSK4uJZ3bKJRNAkJaJMJcOlC4UYvSGYoA6KYJTcepvrbq2Tqr3gFxXHqLVNHUQiecuW3dh06vyMxqFuA3fDkEUiYTJZg3l5EGg0EHZ2gkdqm4jU9zzS3Xf6Urc2B++UXYJhgbLtpFYtNHkVqs9OV7e7cx++XIWUjZugH9VBN6yFSCwE6X1EFO+I2h3ptWSxWcAR8mDU6jHcOz2QI09B1SFhMBv02Pa5F5GYmUZ0KOigBCgBSuCBJ0ADngf+I0ABPGgETGYLSi8W48Tbv4emc+F/+faNimO+XFWRrIjdviQY4zfko6XoMgxONO6UeKrhGRwOsYcEfS2N0HTNf7bg5Ex4KORMFkmq9kbE6nUoO3gAsJmdPo9ncChIfxrSHNVdg8/nIzxzA7R9behtrIN3ZDQ4bM6tp2Gz7ZO55ymUHt0Lyx1f5oUSKURyFfKz85B9YPaaKM3atbDKZBB0dUFWUTHrMUxyOTQJ8SjhsaDlcZgAbIQwForgIZGhvWLy/ER4IXnrLjRdvTzjeZ1QIsOj6wuQdqzQXaicsqOLjGRqccxKJcwiETzPnAFvbHoj1LkMjSUm4o3OWowN9Dm1352TSLPXuLwtMGiH0FI2e0AJLheJ5Fli0RVYrUYovAMxOjIIu9kKlt0ONp8LkUQJsUoBq9EAsdwTYHPRWVMJtoiH6OwNCImKQHxaCtobG5Gcmc7UfdFBCVAClAAlANCAh34KKIEHjEBtVR3+/qNXMDrguNZjPiTkCz7pLVN34dS8PWPms+Xo9ywiApC/A2VHPyGVFA7NeKjVCElMZ4KunrrrzH+9QiPBEwkx2NGFkf6OaZLbUl9/yBRKqIPCMaLpR3tFCWw3ntQp/QLgG5OEuvMnJpuEOtEEMiCeCAuMQOtEgOUsC5J16m+uw1B3J1MTI1EoEJSWhZpTDjIES3WIwwAAIABJREFUXD7StuxA09XzsBgt0I/dyFKxWMh/9Blkdg+AhKTqktIZGR6bVAptejpUZ886DFytIhFKNqzDqbIiDLQ3QyxRgC8RwycyGuqgMFw/fRzDN2p72AIBkjYUoPzozNousVKJb0ZnQF6yNGIFzvAdjY8Hz2oFv63NaUnsy5ty8cm54zA6EXjP5UPa7sdQeXjfrBnRiKy1GOvvQ3+r8zVgRBI8KDWVkfkeam/Fi6/+ADwujXKc+RzQOZQAJfBgEaABz4N13/S0DzABo8mM2rJqHHvrj+htXJwcsFdgOGxsYKjdfb1OZvureMr23Wg8dwa60dmfmUlUakRmrWManuo0twM4FosFoVQOT/8gqAKDweZyYLezGFlenXYYPfW1MFkmYBwZmfGJUAWFICw5A1abHcPd7eiqq5qzdsMvIhomkwlDHa1u+XR5qNQITV2F6pNHp9mLyc1HV3U5dJrpNVfqkFDExKVB5eWDpMYW9MmlON7ViL7mBhDp8E/LfeFVPnvWhmwwmpoKUVcXeAMDDv03e3riUEQQ/j975x3eZnKd+xe9gyBAsIC9917EIpIiJYqqK21f21nXjXNtJ7m5aU5ykzjOjZPcJE5unDiuWe/aa2+xt0qrLqpQEiX2XsTeOwiCIIiO+3wfVdhRCKrOPM/+scbMmTO/wT7G4ZzznmvX17/MBCamw2oyYKrvNq1OFxAZB75Mhv669VLnEv8A/KEiDOLbtz3Cyi0jXC4WCwpopTvvW7ecMnHzYBk+OvshrC6mwq01Lg8OhyoqDq2XVteKMdlcJO89QPeBsphNTvm0chJfJEbW0edw/MuvgoQ7LuMjCwgBQuApIEACnqfgkskRCQEq46zyfAUu/uwn22qeeJekTBUCb5UK/W7073HlNrwDgxGemoH2a5dg0K6WPPYJDkVQYgr6G+swP7F17QyVUkQpvwEMWIwGxy4wGODwBVBFxMErOBDNZ5Z7zmw0hGIpYgpL6FobzfTEhg1DHW94f0ZQfBK0szPQTk2sWib0liM+vxgNZ0/S9ToMFhtxGTnYLfVBTFMrsCJ408XH41qQH6j6ovxPToG5RnHtrmFNWhpMvkr4Xr5C99/ZaFjlcgxnZ+LnNy9hYWZ9Spc8JBRRWQV0IDY92A9lWDTaL61PnaMU+rJKDuBoy21wPdQfxxWuK+dOl5dDUVsL5iby3KvsSiT4RXIUmq94RlI6pfwZaGcmMdRQc6/eyjc0GnypBEMt7r18iX2U+L1//yF8lFJ3kZB1hAAhQAg80QRIwPNEXy85HCFwn0BXaydO/OhHtFKU2bhacthVTlSxf+KecjSecU6S2lX7K+f7hkeDK+BhpP2+Ohi9f+kBdF27hKUdEjS460NsYSmGm2qhXxNwrfRRIlfCPyYeHD4XQ82N615hnD2/PDAEEdm70X3jEt2gc+1IK38GrZfP0nU61EvB5xVBUFBpahsNPh8WNntDCWpqukUmo1936FQ2qpB/g0GpnTWmJaGPy8XgzStQjwyum8Wl5MlLyjA72A+FfzBarl6GzbL++0XVWH0pORch16ucxbFj86ianEshAThU3QC2E8HXzf2l+OTCCZidCZYdeM3jC5H5wmfRdPJ9LGrm6HTFyNzd6K66Dv38nFtnpkQRfu8/fwClr7db68kiQoAQIASedAIk4HnSb5icjxC4Q8BiscJiteGT13+O/oZqyEOjMdPXhZk7qVgsPh9WF2R3U8uPorOyYtt1DY4uiCuRIiozH0NNNeCIxYjM3EWX9PTVV0M94pk0srU+UGpiLC4HTDYP8bv3OC037eUfgMCENNiMRox1tdG1NGtFBDY6r1gZgLC0dJiXjNBrZrA0N4+Z0dVnY3O5dOF7y4VPaRMJucV4tXcEbI1rqnL39heJMLW7APLrNzYMikx+fqhJjsNHF09CFRkNi8FES09vNJL2HkJf7Q3oN1G4oxXnktPxwrgGosH1QZOj74CnPx/LzcVHC9M44qVEyI31qXdr92ss24PfXLsAoyeCayYL2cdewGR3F7TjowjNzMVgYz00U6PuH5PBQMr+w/jc//x9sEkNj/scyUpCgBB4YgmQgOeJvVpyMEJgYwJmsxWzs1q8+e3/DeoHOofFBVcgBEcoQM2H7zqNLbagBJN9XdB4UIp5/eYM+EXHITA2AYtzagilErpJqXFx0SN/bd/ssFSQwxPKYGdY0NtQB90Gry1bgeJ7KRAQFQ1FeDjaz5/eNBCgbFDiDxJvHww010M7PYHwtCzMz05BPbxaZS4oNgk8iRd6a6+DL5XiSP4+7LpUuenrjDMXqY+JgYXPX6fMZpZKcS4tBdX1ldDPqWk1PrvNTquu5aTnQmcyYWhsECajCRnJGTB4yVB/6v0NRR6CklJwQBWJ8Nu94I5u40e9MwdyMIcK4saiInB6bhKDXS04WFSOYkoi28HQJSXh+1P9mPGQMAVPKKJfxbhcHi34oJtTO3LB4edeciV+9/s/gFzh5XAumUAIEAKEwNNGgAQ8T9uNk/MSAgDMFiu+/+d/gfGOVihDwzEzNorE4n3ouXXN6Rofn7AIUI0xG898smNMqR+GGcdegnZynC7ofhBD5qeCKjYR7VfPb3s7v9h4yP1UmBoaBJfDBk/qBW+/AGinZzA/MULXE4WkZ6P57HKNEJPLQ0ppOZrPnVzXTyc6v4QO8sY7mpBRWIZDbd3gT7onk3z3YMbAQCz5+0NWt1pSW52SjJ+qRzDdv6wYJlUooYpPgtAGHJ/UgEmJNERFwsrjQ9nTgyux4ai8+CmMa14IRQolvpiah7CqWzved8fRZRnlcpxLT0BrSwMtWc4RiPBS8X6kXVzdK2gjO5Sk9YcZSbh5fvNaLkf7r/2c6q/D43BhMCy6unTD+Sw2GyWvvoaDn3neI/aIEUKAECAEniQCJOB5km6TnIUQcIFAU00D3v/u/8XinQaSVK2MjQXM9GyctrTSNCUmEJaajZH2JkzvePd4Bt1PxL5DvX5WnUsVhJDUDHRUXoZJt1okwQW0q6ZG7y6GRaeHfnEBes0s9Jp58IVCiOW+oILG3rob9wQZKFU1r4AA9NdtrB7mGxGLwLgEpAkliD97EQwXUhA38l8fEgKmxQL+2H3RByufj+rSYnzw8a/uLRH6+yOn/FmEGoyIP30OrLsiCEwm/cKkj4jAD8wLmOhbVv+jRCIo6fKU9Gw829ABbFH/5C5XV9fd3pWNX/c0QTNxpzaKwUBp+TEcvFjp0JRVocAP/aV0Y9dHeex69mW88D9eA5NItT3K10R8IwQIgYdAgAQ8DwE62ZIQeBQIUHXqFz8+hYs//T7MZhMkCh94+QXSQczKweRyYTOZIA8KhdTHl06DsxhN6K29saq/zaNwpu34wKJUz4r3YqitGQuT6wUDXLXNpkQDTCak7z+K9ktnYHQgacwTiRFXWIq2y+e2lMGm/pKvDI/Eq77h8G1ohEkqpV9p6kIDEDSvQ8z1DWpSqMCE+sdiWXUMKsVrIT4OihtV91TallQqfBDmh8Y1qmRsNh/5BcUo7+wDV706BYtOgctKRvUt6rWEBS+FEodSc+Db2QV5t/N9ZVxl7Mr8ycxMvDHWjZmh/nvL9h5+AQcqKh2/Pvn64ucR/mipvOTKlg90rkAsxkt/9tdIyUl/oPuSzQgBQoAQeBwIkIDncbgl4iMhsEMEmmrq8e7f/x8YF3XgiERIyC9F04q0neR9h8Dl8dFbX4XghHRM9ndDMzEG05J+0yaVO+TqjpvliSWIzS+m08m2OxTBoYjIyoN5aYmWGlaPDjs0KZLJEZiSidt3Uumoxqd8L2/o52bXrQ2IT0FkYgq8zRZMLmgwNjqMyYFeSP0D8FxUEqLqm8HU6eh1Nj8/XMtIhZ/JiNiLV9bZms/KopuSymqXXy8sAgFGi3ajQT2N6zfu990Ry5WITcvC3iUblHfmrjSmjYuDUSqBlS+AkcNC6KUr26ovcgjMxQmG8HD8hGvBUGvjvZXhSenIC49F+rmLW/sqleJX8RFouLa+D5GLbuzYdKnSH9/4t+/Bhyi17RhjYpgQIAQeXwIk4Hl87454Tghsi8DMzBx++Z1/wFDbfVnjmPwS6DSzUI8MwaDVILXsCIbbm+AXlwym3bquGea2HHjEFsv8VVCEhaP35vVte5a09wBG21sxNz7itC02j7cstX19ueeQX3QsIlKz0XXtIha085Ao/WDRLyIwMQsGnRqjrdRLnB2mNWltyvAoxFDNP6m+Q3YGZnVa9HY0IzAyDp8bnQZ/agrg8++96EwdOQJZdTW4E8t9f2wCAQaLCrHk7Y13P/019OrlhqQx6Tn4rIkF/sgIWHr9pudajIqCncGAuNtxaqTTcDww0SYW49Nd6bhecQrWuz2HmEzsO/ICyqm0tk36EFFbU8HSv+omMTfmOHD1gKsumeCJpVBFxyOttBR5+/aAxWK6tJ5MJgQIAULgaSBAAp6n4ZbJGQmBNQSoepj3fvg6qj96d9VLDSUSIA8MhjI8GprpcSj8AtFdW4XEolL01NzE7B0J6ycJKCX3HJqeBZ5IisH6Gixq1r+ouHLe0OQ08CXe6KmuhHVNCpkjOzLfAPhHJ2JysAvh6TkYrLkFVVIKqPS42eEhOujhiUSYvN2O8dsdsFmtm5pksNmgfvre9cHLV4XSghJojUswms2QcjkIXzCCLZejV8BHwtgEvLu7aUGCitQkVDXdgHZFj5qQuFR8VWcGz4FQgjYhAVydDvyh1Spzjs6+45+z2TizJx8XT3+4aqvgmER8zjtg835GABbi4/FvI11YuBP87bivTmxAqSQGxcZC4a9CbGoiZN6k6agT2MgUQoAQeEoJkIDnKb14cuynm4DFasev/u17aNokfYvB4dKNLRWBQei4VgGb2QwrVfTzAIQDHvTNhKVn0v2HhjvaPLJ1fHEZhlrqsLimzsVZ46GpmeAJhRhuacSSbgEMFgtsNmeVDHdwWg64LCZ66xz3kFm5L5vNhuVuEMbmQCL1osUgrFYLErPyMTUxjrDQcPjLlTh7/hPMTy2/+lAjIDIBr/GkkG7xcmNnszFTWgrv6mr3+wM5C8rFeQsxMfixQY2J3q7VKxkMxGQW4EszWrA3kc1uLMjFJ81VWHDzTl101anpZa99DQdees6puWQSIUAIEAJPOwES8Dzt3wBy/qeWwKdvv4+KN360ZRBDqW3ZqUDnSR0MBtIOHEPL+ZMuv8ZshoRSeaOajY51rg6gqFcaKuAw3KmtcRcp1TPJS6VCaEo2BmpuYmbkfhG+uzbXrovOK15ujDlzP+BRhkXiNe8gyFtbN92GUniby8+HT0WFp1zxjB0mE5Vle3D28mkYN+AvlfvgD6PTIaqv33A/fVwcvjvVC+3kfR6eccx1K2wuD16+fnj5j/8YkQnxrhsgKwgBQoAQeAoJkIDnKbx0cmRCwGiy4q1/+me0X310i7AfxC2J5D4IiktA1w3HvVic9ccvIhosDhdjXfcDHq7EC18sPQoWbKgaHERjo5N1Qndkn1funbhnP2aGBulaK71OC/uK2hOx0h9MWGFeMmNJp6GXsXl8CGRekHgroR7qh0G/CLGPEkwGEyb9IgyLy+IGK0fy3oPor6+GboVgQlZeCZ7tHwV3dvOUP6tEgtmCAvhUVoK56Jn+Ms5y32reQF4uPhjvw3h3x4bTqPqprL2HULxkg7ypCcyFhVXzpnbvxk/bajA3dV++2xN+uWqDevnLeeZFlH32FfA5bLBYrlog8wkBQoAQeDoJkIDn6bx3cuqnnMDQ4Ahe/+afPlI1CQ/jSrxVwfD2U6GvYeO+N+74FJmTj4WpaWimxiEUiSBU+sNL7ouXZrUQDQ+jpXg3fnH6N6tUwXyCQpEZmwRfvgB8KwN2FtVIhQGqDmdwYRYV1dfAtNmwt+QQllhsXP7kneVghsuH1EcBiX8gigIjIRIIcGmkDzwvCUbbW8BksKFKSAKbwcH8zAhEciVsJgvYfAE0Y6MQy30wNTaIuaE+WI1GCKRekCj9IfMLQMfVC/eOL5TI8PkDzyHy5KfrJZyZTCyEhkIX4I9psQjVE4Pw81VBBGB3cwe4lEjCQxyGgAB8EBGIhstnt/SCapIambsbgWwe8vqGIRgYAAwGmGQy/DjAC4MtDQ89pTOhaB9e/eYfg8shkc5D/EqRrQkBQuAxJEACnsfw0ojLhMB2CXz85tu4+s7PqYr27Zp6bNdLfHwRkbkLw61NUI9ur8BeKPOGt38gmHwuohJTkbBkh91ignxgCHyNhu6Tw5ufh6CvDwaVCs0piThffwOa0SEwhUJ8bfdBhNXUApT62d0UQurP91YrzN7eqNmVidt6LV4enkZjdCgu1l3H7qxChNqZkE1MQjQyCqo763uxYWi6co4KhRCRlgkGl4X+1kbY7qiqUWl1TBslSGag7y08PQ8ve/thUMCDxm5F4qwGgiUDavx9cebcB/fuNiJ9F16Uq8A0myGvqaF91CbEw6gKhEkixoWJYQzdboZ2RQNTgUSGV9PzEV3luWDS1S+bjc1G554ifNRY5ZRiXszuPdBOTULhq0KIlxd2d/TRd/BLf2+00z2GHt7gCaU48LWvoah838NzguxMCBAChMBjSoAEPI/pxRG3CQF3CVisNrz/01+g9cIJ6Ofn3TXzWK9jczhI3ncY3dU3oJvd3guEzN8fqoQ0jLY1wmoxgwkmgmMTcNTEgqK5GVYeD6w10tFU6tdIRgYuzE9gfnIMX/AJhaJl89oYm1AIqj6Go9GAKr4fio1G7JVKsBYXwTCb6bswy+U4HRuKyhUvM44u6ZmXvozJqTEE+vojpaEFIupVg1Ili45GW3goZpYWobWbsMfOR0BtLRYSE2HlcCBta8NsSQl8z56F2dcXp1RyXLu+piknJflcfgzlFx5eoDCdEI+3zToMt9/vvbMZk9DUdPAlUnRdW+5VxOXzEZ6ajecZAnzKtqLpIfXgUYSEwTckEsrQMBz5rVdIGpujLzX5nBAgBAiBDQiQgId8LQiBp4wAVb/z42/+Gd1otLvayVqSJ4wRly9AbGEpWs5/uu2TpZQdRV/tjVX1LpTRzOx8JCpV0LF58Lda4He7B8LxccBovLenPiQEk3GxCL1+Y33NC5OJ2bRUGCQSyDu7ILgrB81kwsbhgLnCjlkkwlh2Jn7ZXI25yVEXzsSEQCHH1xNz4L/2JYbDgYXq18NggE3VtNxR6NMUFMDgq4SkqRmivj7MpSTjZ9rJdfUxHC4P+8qPo/TM/dQ4Fxzb9lSLRIJL+4pw+cRvlhvlbjFYbA5Sy59BPSVZvUKkgyMUofDI86g6dwJLmrlt++SKAS9/FZJL9iF3XwkCgoNo/Awq05EMQoAQIAQIAZcJkIDHZWRkASHweBPobe/AO//0zwiIjkcbnf709A0q2EvIK0HThZPbOrxUroQqLhGdNy5vaUeo8EFSUhoiFIFIu3ARrKWl+/M3ECagPjQGBOBidBiut9bjC5m7EXPpyvr6GarPjliMvrw8/LrpBubcSM3bVVSOw6NTELjSN4fBgJ3LhYXLxWRmBn5w6wJMWu1qBgwGUor24oXBKQg2kXt2Bv5wVgbalXLYzWb4M1hg2G2AzU4HJgxaKt0GqdECuX5p+d+tVjCtVhh8fXHabkDT1fPObAPfiBgIRBIMttTdm8/h8ZBafhgtFefuq7sxmRD5+EIqktCvc3q958UZZAEhKPvKbyO3KNcp38kkQoAQIAQIga0JkICHfEMIgaeMQHN1I371999GdNYuTPT1QD0y+JQRWD5uatkRdN+6Cv3aH+pO0qAEBQLDomDjcjDW3uJwldjHD8/u2oNEKhVtxevM2oWLwcGweHmhyleG67euw6CZQXJuET7TPw7Omj4wVqEQvYV5+KSlFpODfQ59WDtBGRWN3wqMhermrVUvG44MWby90VS0GwsGPSqrr0G7iXqZzF+FzyRmI+LqNUcmN/28d88evFV3FUsLGjAYTFBS6dQ/lMocg8m49+9rP+NQwgyTozCvSSfcbCOqvimp5ACaz5+E7U6vIt+oWATGJqFhxctPWMYuKPxUGOlug39kLPpvXod2Xu32+dYu5HAFOP5Hf4HcEhLseAwqMUQIEAJPPQES8Dz1XwEC4GkjcPPqDXz8L/8IMFlIKCzD7VuXoXciXYfJ5cFmWk7H8o+Ow8xQP91v5nEdiuBwcEQCTHS2rzsCFczI/YMgUiigCAiG2WKEeVGPsa4WiBQB8A0LA4vNhnFpCWPtrdBsIVdMSQkfOfoKfOfmEVJXD/bdAIvDAe7U31AOWAUCzCYmoFbCR1NnEzQjw7DdSa8KjEvB/1i0gj+xug/MdHoa3pjsw9Sg6714UrNzUSzxR2BNDZhOBgV3QWkjI/FTmxaTfT33goONvgccHh97Sw9h74XluhiXB90/pwSnL3zidODi7B5MDpcOmix3BByodaGpWViaV2NqYDl4lAUEQxkYgoGWOrrxq19gBIRBKihVIag98R6EUm+EZ+1CyyYNfJ31ZeU8ia8fvvL3/4jgkCB3lpM1hAAhQAgQAhsQIAEP+VoQAk8ZgVO/eh8X31xuOCrzD0RoUiamhvsw1dtFF92vHVIfHwQlZ0AolmJ6eBhT3R1IPXQUM4NDGO9txyL16nCnvuNxQukTGgGxzBsDTXVgUnUxdHDBRGBCEhQh4ZgZ7IdhYQ46tZpuvioQSxCenYeZwQFoxoaxOD/n9LkL80sRJ1PAS7tIF/3r+BwwOFyE3awGZ24OBqUS+qAgvD43gsnuznUYY1Oz8PlJ7boeOF1l+/DTM7926XWGMh6XlY8XjAx4da7fy5k7NCmV+E+hHeM9XVtOlyh98XJKHmLdfeFhs3Fm/x7UVV+DZtyV2qTN3fINi0RAQgqYdjs4fBHqP/01LHd6GSXtO0zXY939AwCTzaaDIKNuARO9XUg5cAy9tyrB5fGhmZpCasl+TI8NYbjFsSiCM1ypOYWf/RKOf/Gzzk4n8wgBQoAQIAScIEACHicgkSmEwJNCQD2jwTv/+q/ora1adaSIjBz6xadvzf/OodJ89pRjsK0R6uFBRGfnQ6YKxlBnC8xaHQIT4jHY3ATt9MPvQO/qHflFx4LHE2NooAtZe/bDekeie6KnF+rhXhg3evWgqsbdDe6YTAhlCsBuhX5ODaGXDM/v3o/42gYMZ2Xi3aYbUI9sLI/98rHfQmrVTTBNJlqZjRp2Dgete/fgrdO/2fKVZS2Xgrw9KLSxl1XhVrwwucJvKjMT/z3YCvX41o04ZX6B+H3/CEja17+imX18wNDpwF7B2SYS3RdvYLPpmiWLTIbW9BQMc1moqbyApfnlhqrujrSDx9Bx+RyoYCY2rxSN5z6mTTEYDKQffhb1J+/LcVP/u1TuA7/YRGjHh6CKT1tOb6NU3IRCJJccQn9tFdQuCUVs7rnYW4HP/eW3EZMc6+7xyDpCgBAgBAiBDQiQgId8LQiBp4hA5ZlLOPH9f4XVuNyHZeVI2X8UnZUXYFpRUO/l5w9FSCT6au6rubE4PFjNy6ls8pAwOvWrp9r9Go2HgZ960UkuO4TFeS24Qj6GmxtgmNfAYrPBbrU+MJfkgSEozymCns3EifffupfCttaBpNJy7BPIoZGIEHvuwrJqGoeD26Ul+NmZ92GxmBz6zBaKkZ+ViwKdBfIWxzVHmxnUh4biTHgQqs5/4nBPqrHp16JS4duw4gWEyURjQS46GRZ4CyQQsdmIGRoFl8vDJW8x4hlsMIxGDAi58GawMGc1w2ixYN6oR19zHf3i5u4IjksEiyfCQFM1QtOzsKRWY+pO7ROHJ0DKoWfQdILieb8/VVROAcRyJTSzU5jsaMOS7r6UO18shV90DKwmE0bamt116966+MK9+MKf/Qk4pLHotlkSA4QAIUAIrCRAAh7yfSAEHnMC3a1dmBgbR25pITjsrTuwX/jwU1z65eswbFCoHxifAsOSDrN36hfkqkAEJadjvLUF06ObCxukHXwWnZUXYdCtUel6hLlSAU/6oWexoNXAODeHwZb6B+Yti8WGMjwCHJ4QIh8fiGQ+mOhqw2jn5kEIVYDv7eePYyl5iL5YQffeWQwLw0dyIRpvVTrle1haFr5kZEHY0+PU/M0mzaWl4meaMYxvkHq3do1Q6oXPFh1ESOdt2Pl8DPvIwOMK8PFwN0Y6mkHJQQfEJyA6PgWTQwPoa20Eg8miUwhNS4sQSLxg0OtgpV6i3H1ZAxCckAbfiEgsqKcx2FAL45Ie8QUlGO3uWiW4EL2rEFMDPZifHL93FFVCMrxVIehfkeq28px+kfFQhIWh/eLpbXGlasJKPv9VHHzl2W3ZIYsJAUKAECAE1hMgAQ/5VhACjzEBq82Gt/75e+itv4nc4y+h7MXj4LCZm57IZrPjxM/fRuU7b9I/KlcOmSqQluaduN0B/8hocEVijLQ2QTOxddpSaFoW9HNzmB7sfWxIsrlcJJceRMOZ5XSmBznCsvLA4XMxPz6OxXkNzLpFmAyOpY1ViSn4usYM3vQ0FkNCcCsyEKfPnnDsOoeLpJzdOAAOlA1NYLqZxkZvxGBgtLAQv+ys3zIIvusUk8UCFWj5BIXhdnUljItLsNstsFGPaHYbBDIvRKTloOH0R47P4c4MvgA+fgEISkxDy/kTy4ETAJ5AgNjd+9B8/j4/icIXEdl56K6qhH6F6hr1ChdfXIqGU59Ar1n9ukQFZ1nHX0LTmY9h0m/d68eR+xSr8q9+A/uePepoKvmcECAECAFCwEUCJOBxERiZTgg8LAJLhuUfa1TvQZPFChaTQadAjfYP4+zPXsdkfxcKXvotHHz5WWi1Ogx39aK9sZ7uW/LsV74CDodJ/5H803d/g6tv/hTWNalbVFF+5vGXMNnVifH+HuhmJp06Kl8sRmLpQYx2tGKqv9ulehKnNtiBSUwOD6n7DqLtesX6/jE7sB9l0jswFIoAFeSqIDScO7Gx6th02H2GAAAgAElEQVQmPXmo9ftLjqC0qRXzIcE4yWeiu7EGBoPjH9mRSan4vJUPYW/vtl5J7mKx+PqiMjUep06trnVZi41S8lOGRkIgEaPt8kUszs3QU+TBoQhNzYRxUQ+LXo+xjhbotJ5v6qmi9o+MxUhXO8KS0+naG9udgEfq6w/vABVdl2Y0M6AI9ENgXBIG6m9hZmhg3TcgPH0XrcQ3Nzq87rPQtEwsqucwM+S6LPhKY1yBEMf/1zexa0/+Dn0DiVlCgBAgBJ5eAiTgeXrvnpz8MSIwPTWHX/z932JhZhYMOwNe/v6wmk0wG40wGfRQBIbQQgQiuRL7v/w7aLpUgdHuNhi186CaJ6YdOIZnvvJFnPjZm2i+cBqGhU3Sz7b4wb0VLqqWITpnN6xWE0Y721alBD2qmL18/eAbFo3uHa4/ol4BqDqPkNgU9NTcgHp8/Y9mihElYpBQdhTz/b3gysRgcwQwL+kxPTQADo+Dz3kHwre2HrPp6Xh9ZghTfbedQptRUIIXOvrBoep+tjlsAgEaDpajqu4aBrdQaFOERMAnOBSDDdWw2an0tPuNViOz86EeG8XcFmmS23STXp66/xlahINKY6P69lAvmpQwgd1uR3BaFvwiYjE30g//qDhaWnywvRG2O2pta/f3DgyiX6m6b62vVaNUDL1VYRhsrt2W23yRGK9886+QtCuDekgjgxAgBAgBQsCDBEjA40GYxBQhsFME5mY1qLtynVbFGmxvwUR3x6ZbsXm8df1xuCIJwtOyMNhct3mw4wHnvVXBoP4avrQwh5GOVixMO/dK5IGtXTJB/fANTk4DTyxB942rLq11dXJQQirsAKb7umDaot8Nk8lGxpHjGO3qxPz4KIyGRVoKm3opKQ2OQWTFJdqOPiwMZ0Vs3Kq84NAVJp+Pr5Q+g5hLV2jFs+0Om1CIuqJ8vHfi3c2/f1wekkoOouPaeRjvKMqtnBySkoHFuVnMDu9sw1uFKgiqpHRM9nRjfnoMyrBwsFgsDDbWAwwmpHIFLBYz4ovKUHfi11uiEXrLEZ6ehbaKc+vm8UUixO3eh8az20+PFHjLUXDsJRz87PPbvSqynhAgBAgBQmAFARLwkK8DIfAYERgaGsHH//VDOvXmUR7eqiBEZueh9uOtf0g+vDMwkHHwOEZ72jDZ7dxLibu+JpaUo6/6BpYWHb+wULVFicUH0ETXllDhzfLwi4pBeXQqTGwWrna3YKyzzSl3GGwuvr7vGYRdvOTUfEeTTL6++KW/HO1191X71q5RxSXAYrRiqn/jHj0ShQ98I+PRW+2c2IIjnzb7nMvnI/XgcbBYDLDZAjA4HLRcPEX3UKIaomYdewlG/SK0M1PouenYl4xDz6G14gz9orp2pJYfQdPZk+66umpdSGIqvvHdfwabSZ55PAKUGCEECAFCgCoHWJwfuf//qgQJIUAIPJIEqP9Iu1u6UHnyE7RfPu+RWoydPmjGoWfRUnEGZsP9dKad3tMV+1y+AIn7DmJuZAR67RyM8xosLizCYnJcF+PKPsn7D6HlagWwxevOSnvpR55Fy9lTsNyR/nZlr3VzmUz89sEXEXPO8WuQM/tM5eXibfUYRlobNpzuExmFoOhEtF85D9PSxhyZLA6S9x9Gy/lTsDkhp+2MXxvNudtMVuytpJuHWq1GdF2/TKe2UQEPpdLXePrDLV/dVtpNLX8GHZfPw2Rc/X3mCcWI2V2MlnOf0tNDUlMhD4lC44n33XJd5C3HF771N4hMiHdrPVlECBAChAAhsJ4ACXjIt4IQeAwIGI1WvP6d76CHqiHYhjzvgzyqb1gUFMGh6Ki8+CC3dWkvqlBcKJWBIxBAGRYJjoAP7dQk+us884LG4nJB9dBpOuOEmtodz1MPHUPXpXMwrKh7celQKyZTL0Zf3XME4VRKmweGXSDAbGoqzhnm0VCzXM8ikivgExoGmW8A9BoNhtubHaZNBsQk0H13BjcJnNx1VaxUIjQpEwKpDFaLEQKRBOqxEejn5zDS3gyuQARlSDh8wiLAZDDRcPZjp0Q2YneXQj02jOm+7nWuiZRKxOeXwGg0gA0G9FodBN4yNH7qXsBDbRCemYtX/ugP4ePj7S4Kso4QIAQIAUJgBQES8JCvAyHwiBOgiqwrTpzD9d/8EtrJCbro+nEZVFf7tkvnHtlXno04Uj9ujboFjLQ3wbJJEbsz/Dl8PkRyH0TvKkDNpx8CTtpSJWdAMzoA/TYabK7078Wjn0HGtRtg63TOuO1wjl0sxnhJCU6PDYAvk4DBYGGwuZ4OKgw6x2l79AYMBtLKjqDt+iWYFz3jF5fLRULJQfQ31MBo0MFutcFkWFqWX7fbIZB6ITqvCIuzavTWbp6StxGA9APH6NdKi2m54e7KQclJC2RyLC7oALMB1L0nFO5D0znng9yV9hgMJnY9/xkc/cKr4PO27qvl8LLIBEKAECAECIHl/9shKW3km0AIPNoEqN451TeqofD2wsV33kO3k40mH4VTJe+jlLIqsajxvOzwTp2PzeHCJyKaLmq/XeW+oEFC0V4YDUZM9N7G4uyU0+7KA1QQ+wdhqKHa6TWbTaR6KVEiFp/L34+Ys+sL7l3ZgFJom06IR4tciiWbFWPqSYze7oBpcfFefxtX7AWmZMBE9W8a7ndl2aZzVbGJMJuMmO5f3VhVFZ8EmZ8KfKEIE/09tAy2qyOp7BB6qiqdCuiisndjdmgAc5Mjrm5Dz6cakFIKcoWvfA45u7PdskEWEQKEACFACKwmQAIe8o0gBB5RAtRDzkp5WvWsFm/8zbcw2tX6iHq83i2q4aNOPQXN+NbNSx+1A1F/tafUxLhCIca6OmGzGKEIDAVPJoNmaBAzw+t7taw9Q+KeMgxRSnWT4y4djymWID6nAG0VZ1xat2oyk4lDB55FFFjoE4kQabEi6ORyjYm7Yy4mGu9KOeivuQmbZbkn1HaGVO4DVVISOq9e3o6Ze2vTDx9H1/Wrq5qDMtlsZB55Eb3V1+iUNHdHcHI6rGYjxjrbtzQh8wtAZE4hms5/AouTNVt3DQYnpkIZHglvpR/Echny9paAwybCBe7eGVlHCBAChMBKAiTgId8HQuARJLBksODUm28hpSAPIdGRaKyth2Z0Apd/8ROYjIZH0OONXQpOSaeDnUdVntoRSO/AEATFJ4PDZKK3qQ5BMQkQKJWo/ehdgEqV2mLIAlSQ+qsw1OBafxauUIaI7HR0XnFfWU0oleK1ggMIvlgBO5sNBuXrmkazq1xnsbb+nMGASanEzdwsnPzoV7BvZcsR1DufszkcJO05jIGWm9BMTDi5av00rlCE5NKDGOvtwvia1xuqwWhkVi4aTn3ktv27C9MPPktLT9MpchsMFqUKV1qO9muXYNBu0udqg3U8kRiUdHnWwSPIKshartFjMEBE2rZ9ZcQAIUAIEAL3CJCAh3wZCIFHkEBTTSPe+8e/pesjeCIRTIsLMBoMsDpZB/KoHMk/Kh4WixEzA9vrQv9wz0P9ld0OFoeL5H0H0Xj+U6d62kiUflAEhWOg4abL7qcfeAYNZ0+4LVDhFxqBLytDIW9q3nRvO48HXUwMllQBAJMJ3uQU+CMjYJrNdL0Pw3znFYfFgjohHjfDg9DRVIOJHs/JeMuohp6Boeipdq2m5t6hmEyoomLg7ReItg3EMZJKDmCyvwfTA6vT3Fy+EADxRfsw0FiLJa1mw+UihQ/CUzPRWnHWafOUaEbO8Rdx8DOvgM9nO72OTCQECAFCgBBwjQAJeFzjRWYTAg+EwNDACH78J3+Apfn5B7LfTm3C5vKRXHYEzec+dqvOY6f8cssug4GMA0dRf/oTp5aHZeTQL1vuNNhM2X8UzW4WvVPOFZcewsGGNrC2ECrQZGWBaTBA2t5Ov1YZgoNhkUhg9vGBRsQDT7cEv/oGqBMTcUI/B4tAgLHOViyqp506vzOTvHz9IfIPwliza69gd21TL1nJ+w6h63olNJOjq7aUq4IREBOPtsvbq12ijLL5fKQfPIbWC6extLDx640yPApU89jJ3k5njk7PoVQMf/8/fgCxkOP0GjKRECAECAFCwHUCJOBxnRlZQQjsOAEq4PnZX3yTbor4uI/wlAxIfAMwPz2Jic42GNf0MRErlLAs6WHQLz7yR40tKIbdxkRf4y3a561GUsnB5UJ3g+sqZKkHjqL54hnY776yuECGelX7siII3vX1m6/icDBTXAyfCyv687DZ0IeFoTk8BKdvVoAKRo7EpOFEaz0m+joQkpqD+fFBzE9NuuDN1lNDU3OwtKjFVI/zQcJKi0Ivb/jHxKOv5saqjQQyBRKL96L10hmX0svWekvVADGpxq+RseCJJeir2/i1jsXhIL5gL4Y6mqGddK5ezScoFCVf/DKy8nPBZlO7kEEIEAKEACGwUwRIwLNTZIldQmAbBExmC17/u39Ed5Vn+qdswxWPLKVeeqg+N77h4eiqrADDzkTErjyweXwwWFSNiRXt1ypg9JB0skec3sgIgwGf4DAExMWj43IFLKaN66nEPj4IS8lAa4UbrwtiLyQX7UHLqY9B9fHh8HgwLNyXe2ZyOGAxGDBvkN5IqZG9mpyNoFu19OvNpoPNxnRJCZTnz9+bMpyeig+0U5gbGcKibvkVgy+W3FMmS9p7CL01NzZN6XKVOZPFRlr5UbRePgeTG8GuNCAAQfEpdO+fgfr7fZN4QhESSg9ioLYKcxOrX31c8VERFIKQ1EwwWEwYFg0Ybq7dtBbNyz8AclUI+lf4sdVe/nHxyD3+IgpKCkmtjiuXQuYSAoQAIeAmARLwuAmOLCMEdpLA7dYu/Prf/gnq4aGd3OaB21aGRsArOBheEjn66quxtDAHk8kEb78gqJKS6R/b411tsFosD9w3Vzb0j4yhC8snerrWLZMFBCEsIxu9NVVYmHK9GJ9S6wpLSsPiohZmowUiqRTDbc2YGepDQmY+fEVSKIRCfFxxCoua2VX77y4oxZHuIbDmtpYBt/H5mC0uhPLs/YDndl4u3mm7iYXZ1TbvbkCldDWf/9Rjd8Pi8pGy/zAaTrreoFMoVyC5pBxjXe0Ybm1cxUDo5YXw9By0Xb5/NmfvViiTw9tHCTBZkIeE4vaNK7CYzeDwhTAsbJ5eGpGZB83UONROqPcJpV7Y//U/wO6SAjBWyjA66ySZRwgQAoQAIeAyARLwuIyMLCAEdo6AxWaDemYeN8+cRdUH77j1l++d884TlpnIeuZFqEdH0Fe3ulCdqscISE7DbG8PNBPOpQV5wiN3bIikXgjN2IX2NfUhDBYL6eVUk8rT2262KpD7oCy7GJlDI9B6e6PJR4rC9h4IBwexGB2Nf1ePYW5iCFTfHh5fjHnNDMqyilBwswaMLV53zBIJtFmZ4Pf1QzQ4eO/42rg4/Fg3gcn+3nVIpEo/xOQWov3Keei1nqsro15oqFeswSbXa3hUCSkIio5D9cfvrfJXJJEhbFce2i6cdulquSKqHqgcY+2tsMOO2ZFBmJeWnLJBpSC2X70Is37rNEfKWEJxGT77x38EAWkq6hRbMokQIAQIAU8QIAGPJygSG4TANglYrTb0tPfg0q/fxUR3JxaownBKnvZJHEzmppLOockZdDC0oH60a5fYAgFSS8pQd2pZwEDiLUdoUjpmRoYQnZaByg/f3dbNSXx8cTy7GHF1DeDefa3hcoE7aWyGsDC0pCVBt6BFvM4IyfQ0ZoODwDOb4Vd1k/7u0HLUa17K9AH+0CcmQdjVBeHwnb40bDZGkhNxWylDxZULMN5JZ7t7AJ+QEATEJGGkvRW6mUm6uaenhliuQEz+HnRWXoR+fmP1s632Sj1wDM1nT8Buvy8VHRAVD7FCju5brim/UdLQhkUdZgbXB3yOzhtbuBf9DXUw6bY+A6X0d/j3v4ni8iJHJsnnhAAhQAgQAh4kQAIeD8IkpggBdwgYTRZ88vpb6LhRgfkJ15pUurPfo7qGyWQi7egLaDt3EkYHggCPwhlCElPBFgoxM9CPkqx8ZPYOwW63YzgpHj/98C23XZT4+OFL6QUIqroJhnHj4GIxJgZUOMwfG6MlpA1+frAJBGAZDJhPSQbTZoeNywW/vx/Szs57wbO6ZA9k12+Aebf+h8nEZGoK3pgagnZqFKY1LxTUnWQcfh4tFadgXNwZUQmxwgdxu0tdFhigXp2of0baV0tvZxx5AZ1Xz0HvQi8cLpeLxLKjaD1/YsPaKEeXSQVtg12tMM7OOJqKpNJyZOwtR2p2ssO5ZAIhQAgQAoSAZwiQgMczHIkVQsBtAo3Vjfjgu/+AxTm12zaehIU8oQTJZYfRcOoDWM2mR/5ITBYHycVlyAUbYU0tYGu1sLNYaC3fh7dOvAObg8akmx0wqWAvPtM7DO4mtTTUOl1SEjgTEzB7ecEYFAQrjweGUAjOwAAkfX10c0y2Xg9tejrYU1P0a46dz8dU4W74nV9WZrOJxbi1fy9uD/WidQtxjPTDx9BReQWGTfrPbPei2Fwe3dxV4uuHFqrHkZND6h8A35Bw9FTfV2hj83hI2XsIrZfPw6R3Xh0vtrAEupkpjHa0Obn76mnRu3ZDPdCD2cmta7Z8QsORUrofZc8fB5dL+u64BZssIgQIAULADQIk4HEDGllCCHiSwKm3P8DFn/2Qbm75tA+qsWdPdZXHlMB2kieXx8fR8uPIPb26OH5qVw7+u7+FTs1zdQhl3vh6RjH8rl3bMqVxumQPeNoF2FgsiDs76WCLah5K9dNZNSg1tsJCCIeGIBodxXReHpSXLtFTDCoVfipmYLBt8+ak1Dwv30BEZOag89rFTXvQuHrOu/OZLBYSS8vBZLDBZDLQcOZjp02JvZUIT8+i66XuDr/IGFCiEV3XKpy2owgIgk9YNLqqlrm4Orh8IeKL9qK37hZ0s5unYoqVvvjGd/8DPr5y+qrIIAQIAUKAEHhwBEjA8+BYk50IgXUEqN+n7//kv1H94Xtuvwg8SVjDMnbBOD+H2XEqvWpnUqg8xSs6PRef1xrBH1qtpEe9unyUFIvqy64VzVN+CYVCfKHoECIubv3je3rPHgimpiCmmoY6GgIB1OnpkPT0QJOYeD/gCQ3Fz8UsdDfWOLIAZXgk3cSTarxps1odzndqAoOByKx8sDhsWg3N1cEVi2mltobTH8N2p1YpbncJpgd6MTvivLqhb1gM2Dw2Jnu6YHXjbJHZeVjSGzDW1rDuCAKRGKHp2eDwBRCIJDj+2hfB45GXHVfvmswnBAgBQmC7BEjAs12CZD0hsE0CM9Nq/OQv/hwzg33btPT4L6caPYYn54Aj4qHz2vKPfhaPB5vZTKdpcQUCSJRKmPUm6OfVsDzE1LfSQ8/i4MVrGwowTOVk41OLDu23rrl8KUVF+3GwrXv51cYTg8nE2LFnwACDrucRdXTQVhdSU/AvQ23QTzkWiGAy2Ug/fBxN50/CslV/Hxf9DUpMBcPOxnB7nYsrl6dTPrVfOgejXg+OQIDk0oN08KSb21hae6NNfEMjEJqdi/H2doy0r5a4dsapgNgEUC9zvXdFEthcMG0WBCakQBEUhuHWBizMTsE3Kh7f+IfvkFQ2Z6CSOYQAIUAIeJgACXg8DJSYIwRcJWC12tHT0YVPf/ITjHa2PLnqbC6Aic4thGZ6HFaTGZFZeZgZHsRkdzsisgqwMDcFeWgE5ilp6xX1Gy6Yd3sqTyCCHTb6leN4yWHsqri6oS0bh4O5tDS8PtqFqcH+Deew+EK6xw6VyUgHb3eEBOT+gXgtNA7Ketd/fG92MJtUCibV1HVFyttY0W680dWEuZEBp3ikH3gWrVfPOiW97JRBAAKJBBG7CtF24ZSzS1bNSy8/gqbKS+AyGEgoKgPfS4qxzjaoR4ehX5h3GJzFFJSCEmYQyRRou3IaBjeCTKpuiPqOUvLak909CElOAVWXtKTVoLPqyrIPTCZKv/hVHH7lebfOSRYRAoQAIUAIbI8ACXi2x4+sJgQ8RmBifAZv/s1fYaq/x2M2H2dDsYX7YLOa0Vt/C3EZeeD5KDBUVwOTcRGR9I/k0zAbDTt6RKrGhE7hYjAQnJCCssgk9Bh0YDOAALCRVnF50/0tUin+OyoQmrFhJMUkwo/DR59ei6mFefiKJUgV+8B7fh4MBhPjUjEqOhpgghW+AWHYExCE0NPn1slKe+SwQiEac7PRz7Kjt7UZk0POyTCHJKXTTUfpoNxDg8Xh0CIDVJNQk8FxD5u120Zk52F+chwimRw8gRCjHS3wCY8CXySGQOaDvtprWJiaBJPFhpevP3giEZbm52Fl2BEUmwzjohZTgwMIS01H+5ULsLuR0nbXJ2mACuGpmei5XgmTyQCbzQqr2Ux/TPUGOvQ//xdyi/I9RI6YIQQIAUKAEHCFAAl4XKFF5hICO0iAkiy4drYCl37+MwQlp9OqUYPN7qX67KCbD8202FtBpyrFFe0D1fiz/eoFLHmwCebag4WnZULurUR/VysSkrOwe3IWirZ2gM9fFgigXmTW9LlZacPG52M4Pw/iOQ28hobAoCSfuVxYWSywLBawVry4UHMndmWDPzcP0cQEbDweBHf75HiSuFiMqwU5uFB5AUvzc65ZZjKRvv8YGs9+vKrvjWtG1s9OLXsGbTcqYFl0XlXtrhW+1Bup+w9iZmgI/bU3VtXBSRRKROcWQaeeASV9rdOoAYsVHLEQfJEUgw21mBnqQ+r+I+hrqMHC9OR2j7Lh+sDEFISn5+LIZ54Fh0Pqd3YEMjFKCBAChIADAiTgIV8RQuARIrC4ZEJbbSOSs9Nx4vU3ceuj7TWwfISO5jFXuHw+EveUo7emCtoNVLEYLA78I6MQoAqFdn4Og+1NLr8EefmpsHtXIXJauzCj9EFQZxeYa3rUOHUgBsP5FEVX5jq1+fpJQ+mpeGeiD9NDzqWx3bPAZIKqt5HI5OiovOjm7hsvSy45iK7rF2G62xvIResJew+hr+oKDBuIXPClUnB4AliWlrB0p6Gqf3Q82GwOxrs7YLWYkXbwGC2HTaWkUa95fKGYftGjAqXtDqlfAMKzc1GwrwSRCfHbNUfWEwKEACFACLhJgAQ8boIjywiBnSJANa9kMBi4euYiTv3X/4PZg0XiO+Xzg7YbnJKBwLhENJ09gaX5+93tRTJvpOXsRtGEGuLJKVh9ffELvg3dNVUOXaQKzym1L0o4Yff+Z1B88Sq4btR0ONzoIU4wBAfjoxBf1F0+55IXXLEUUdm5tCCAZZNmqC4ZvDNZKlciIjsXjWdPuLOcXkPV7gy31mFBfb+PFV8sgclkhG2DIIqSrlaGRoIrFKDr+hUkFO+B2WABRyABbGYszmvAEwrRcuHTe3VV7jrnFxsPFth47e/+Bl5eUnfNkHWEACFACBAC2yRAAp5tAiTLCYGdIkCpt/3H7/8udLPTO7XFY21XKJMjIiMH3beuwbioA5vDwb7y4yjo6LknFT2VlIgPGUvoqd9cepnJ4SAwNhFlidmYNeogZ3EQfqsWgsmdSXF62NCrSotw4rJr9U9CiQzBaRnoqnS+v40z54zKyoN6chzqYRdfnO4Y5wpFSC0/DuOiBrdvVILBZILD4yEmr4gOVnqrrtC9ioRiKYQKXzqQkSp9MTc6ApG3Ny1woJ0ch+lOLRj1emgyGBBXuI+Wyx5srN3WS0/S/kMYbWnBZ775J+SFx5kvBJlDCBAChMAOESABzw6BJWYJge0SMJot+Om3vo2+2pvbNfXErveNikFAdBwGam6C7yXDF6T+ULa20ee1CIX4JDcNVedPAbaNe8dQP5CTi/YhmSdC2uVliWkbmw3mFrU5jzvM4dwc/HKgHbPDg04fhS8UITq/BC0XTjq9xtFEHp+P+D3laDxDve6saZjqaPGdzynRA6oGx2qzw2TUw262gGpISslLUzVBfnGJEHn7YLK3E7p5LRbVMzBol18E2dT++XuxqFVjsKn2nsDA3a0D45PgHxUHzcQYpgd7oZ1yLQCmJLKnh/oxNz2Br3z7b0nA4+SdkmmEACFACOwEARLw7ARVYpMQ8AABKrXtkzd+iatvv+kBa0+uCaFcjtDkTCSrQpB58gyYd1MA2Wxc21OIs9fOwbCwcU8bgUSKosIy7Ltwxflam8cc5WJICL5nnIXaheaclEhDyv7DaKaDE8+MyF0FWFDPYarbieapm2xJyT8n7T2AxtMfu+1UcFIaxHIFum9eg8VkXGXHyy8QApkUYYlZuHniPcC8+vPNNhX6+CIqPQfN50/COyQMv/fd75KUNrdviCwkBAgBQmD7BEjAs32GxAIhsGMEmm814N1/+rtNf7Dv2MaPmWHqpaag7AiOXa5a1WtmKSgI7/h6of3WVYDBBF8splOVTDo9VFGxiI1PRtasFsLubnAXFmDh80EFmhydbmckoR8BrgtxcfjeTD8042NOeyP1D0Rochpd3O+JQdVJ5b/weTodcbL/ttsmFSFh8AuJRPu17QkpqGLioQyPQtulc+uCHkrhzS8qHr10E1lKS9GZwUTWsZdQf+I9ROUX4qt/9ZeUDgIZhAAhQAgQAg+JAAl4HhJ4si0h4AwBs9mMf/nG72FmwLleKc7YfFLnZJUcxPMdvWDPzq464q29xThz6yqYHBY+n1oAu9WCZqkAOToz/OvqYPDxARUYUcEOa2kJloAASCorn9ganvnkZPz7YAcWZp1P0YorLMVYVzu0UxMe+/r4hERA4u+P/m00j43JK8HY7RboZrenqCaWKRCSkY32ijPrzkc1Jk0rP46mS6dhNSw5ff6ksiO4fb0CIqkcf/rfr4PLIRGP0/DIREKAECAEPEyABDweBkrMEQKeJGCzAW/92/9D01nP/GXdk749SrYYDBZKDxzDASo1bc0weXujPjUJfCYDcc3t4M/MoHNPMcJud4M/tvqVY3bXLtiEQni1tIA7s70f0Y8Sn5W+TGZm4Ee3m7Ggdj7gST3wDJovnIbdstxIc/uDgfjS/dZ2DhsAACAASURBVBhqrMHiCnU1V+1G5hRisvs2dHPOn2WjPcIzc2Fa1GG0s3Xdx9SrYNKBY6j98B3AycakbL4AKcVl6KquQtlXXkPh/lJXj0bmEwKEACFACHiQAAl4PAiTmCIEdoIAJU999sffh0G3sBPmnwibLBYbRw8cR8G5S9s7D58PXWgozHI5vKscS1lvb7OHs3omMRE/muihi/GdGSK5EiGJyejYpkIbg8GEd1AwghPSwGQx6SahzedOwE5F9W4Oqv5mcW4O6lHnBRjWbiWUyhCalonuqkpYzKZ1nqhiEkAx6L65PpjezO2AuCQYF+YRkpSBz/zB74LNcvOAZBkhQAgQAoSARwiQgMcjGIkRQmDnCBiNZvzf176M+UnPpRPtnLcPx7JIrkBR8QGUnqsA3Gxgec9zgQCTBfnwu7C9upCHQ8Lxrvr4eLxhX0R/S4PjyQBCktKxtKjFdL/7aZWUuEBsfjFdH9XfVAMz1cSVyYLFhRSxtc5SqWYJJeXoa6iGXr06jdGpgwEQymSIzNmN4eYGaCZGN1yWfuAY2m9cgtGFnkzxxWXor6/G7udfxsHPvuisO2QeIUAIEAKEwA4RIAHPDoElZgkBTxGwWOz48be+hV4nmmd6as/HyY5cFYxX0/Lh29YO7poUNXfPsRAfD5ZeD+Gg+y8H7u69k+vUoSH4SCmm+xKZ7/SecbRfysFn0XnlPEx6naOpm34ek1cMnUaNsY4Wt22sXUj14EkqLkP96Y/cthmVUwT1SD/UY8Mb2mBzuUgpP4amsx/D6kIgnX7kOTSdO4msQ8fx0td+mwgWuH1DZCEhQAgQAp4hQAIez3AkVgiBHSXw4Ru/xPW336T/Qv60DzaPh7DEFPB4IowO9UIgluK5kFiEXa1cpdDmNicmE9rERFjEYsifsLS2mYhwfCgT4PatSufwMJl0n5vWC6dg3UZvouznXsHM4AD66zzXU0og9UJM3h46GHF1cIRCJOTvweL8PPoaamCzrE9lo2z6xcQjNCUTmslx3K50/OLHFYsRGp8GvU6D8a52lHzpd3Do5edcdY/MJwQIAUKAEPAwARLweBgoMUcI7ASB02+/jwtv/Oip6RWzFUO5fyCOZxchuq4BoyFBsIul6PNToOBSJXjT09vGbwgOhlkigbi7Gwyzp4r0t+3Wtg1YpFL0pqXg4swI+pvqHNqjg4Li/Rhpb8bsYJ/D+VtN8IuMgSIwFO1Xz2/LzsrFVEpb0sFjaKZ68DhRB0RJl1P1QmK/AERl5GC4tdFh89XMA8fQUVUJs1EP893+TpucwDc0DIGJaZjo68Z4ZxuogOyL3/4/iEqM99iZiSFCgBAgBAgB9wiQgMc9bmQVIfBACdysrMIH//h3sG5QVP1AHXlENovOzMHnFmwQ9ffTHtnEYjCpuhAnfvhudQSDSoX5tDR4NTauU3B7RI7uthudxYX4pLfFqVocmY8PmFwhghNS0XRh+81GI3MKaJGE2aHl+/LUoAIMJpuJ4aZ6hybji/ZB5uuHqcF+WsZ6sm/r/j9UM9Kw9F1oqzjt8GXVKyAQwXHJ6L55FcYlPe2L2EuGF/7oz5Gcm+HQNzKBECAECAFCYGcJkIBnZ/kS64SARwg03WrCu9/5Sxgd/JXZI5s9BkZYXC6yCvfheHMX2BqNxzyePHgA4t4+iLq7YWezQUlaL4WGwi4QgN/dDcH4uMf2elCGzAoFjD4+aIwKxxjDhpoTvwY2SU9jMtlIPXoci+pZWExm6KYnMdXX7barQpk3FEGhkPmr0NtYB/3M9uSj1znCYCAwNhESfxUGbl2D4U6wsZHDClUYvAID0OdkLVxgTDy8AkMwUF8N/fzchgyYbC6C09Kh8A9Cx9VLWNKq783jCMX43J//NZJ3pbvNjywkBAgBQoAQ8AwBEvB4hiOxQgjsKIEloxk/+NNvYtSDRd876vADMB6fVYjPzmrBHxnx2G5GX1/6hcfG5YJtMoE1Pw9pXx/dkHQ6Px/K8+cf2bRCs7c3jN7emJNJoRaLMMNlg8EEBqdnYNTrMDbUj8D4eEz1DkA7s4kkNZOJ9P3PoOGM+0IAKy8jYU8ZGEw2vPz8cePtn3nsnlYZYjDgFx4Fv6g4WuZ6syEPDAYlMd166axTfqiiE6FKSQXDDtR9/C5sG/TgSSwqw9z4MKaHB2HeQHEu59gLePkbv+PUfmQSIUAIEAKEwM4RIAHPzrEllgkBjxI4/fYHuPjGDx2m13h000fRGIMBWWAQDidkIe3S1Z3xkMlclx6nSU8HW6eja3seiSGX43ZsFJY4XOh4PHSpx6GdVWN+bgpWgwkG4xLsdtuq15yw1CwYFhYw0de16RFS9z+DlorTsG2zyagiJAyUgl73zUpE5uRDNzuLyd7N990u04SS/bh94yosm6jPpR9+Dt03rkA356SENZOJkJR0UD2eBuprYbdbV7vIZCLtjoLbZr2Eso+/iJe//lUwtns4sp4QIAQIAUJgWwRIwLMtfGQxIfBgCNhsdvzqe/+FlvOnNmyO+GC8eDR28QoIwpeSd0HZ1Ayu+n4K0YPwTl1QAP7wMIRDQw9iu033mI6PQ61KidqGmzAu6GA2G2FzQmCBKxAgelcJbLBAOz4Gi9GI6dFh2MyGe3ullh9D65WzsG4jfVKmCkJkRg7aLp+nG+aKZN4Iz8xF68XTO8KNKxAioWgfGs9+sqn9jAPPQTM1hr5655XiUvYfRefV8zBtwEIRGg7/8Gi0XT636Z6KsHD88X/+AFwu6Ty6IxdPjBIChAAh4CQBEvA4CYpMIwQeNgH1rAbn33kPdSc/gHWD9JqH7d+O789iwT8yBjkxScivqgXLhUaQnvRttqgIou7b4I8/uEawFrkcRi8vsG022JhMvCMXorP2BmxuSkXzJV7giYSQ+PhBGREF85IRbDYTsDLA85Ki9eIpLKpn3MLG5PORWlyOjmsXYFhcpG3wRCIklRxA3cn33bLpaJFPaBikPn7oq7u14VSpXwDCU7PQXX0Nes3G9ThrF4Zn7waXy8btG1fWvar6hIQhKns3uqsrt1R684uOxR/++3+CzXZ0AvI5IUAIEAKEwE4SIAHPTtIltgkBDxMYGhzBm9/6a2g2aZTo4e0eKXNiuRKvlh5GyPmLYFOKbA9riMVQZ2VBfvnyjntgY7Mxkp+Hei7Q3dECiZcXlH6BaLxxmX452e5gMBjgisSwmS0wmwx06pWXXwAC49PQdumU2+ZTy4+j+fwntAw0PVgc5Bx9Fr11txxKQbu6KXWG5LLD6G9pgW1pHotrRCykvgEISUnDYH01FtTOpbOFpmWByWJhsLEONqtllUteASqEJ2eir7EG2qmtg968Vz6PF778qqtHIvMJAUKAECAEPEyABDweBkrMEQI7ScBms+H6+Ss49+P/gn7Bc+pkO+mzp2xTP0AjM3JxgMFDSEOTp8y6ZWe6rAw+V66AYdq4YaVbRjdYZPHxwYnsVNw69cG2Gn+64g8VQPiGx8A7KBh9tTdgcjG4DM3IgVAkRkdlxaptpQEqBEbFgC/2xvRQP0baGl1xa4u5DKQfOU6n9JmNFrRfPrNqbvozz2OstcWhDPXdRSIvBaJ25aHl0lnaJpPNvveSFpKSDamvHL01t7A0v/V/fxJvBX7rr79F+vB46JaJGUKAECAEtkOABDzboUfWEgIPgYDJbMenb/0KN97/Ff4/e+cBFuWV9fH/9MLQey+KgIooiqJi19ijpieb3cT0ZJNNsum9bMym7qaYzX4ppmz6ujEao0bF3isoglKkI3XoMH2+575kyDDMMO80mMF7n8fniXDvuef83sG8f8655+pUKggkEghFEqgUXdCoVL//Vn0IfHP1lnyhCKvmLMXkPfsdvnPHEV8b581FwNFj4HZ0OGLG6lqS4clddAWOlOSj/HwetCql1TXOmhA1Og1+EZFoqatG1Vl2AjN89BiIhGJUnTsDjYUzRVyBAIGRMQhPGdtzaagTBhHDKTPmo+R8HhS11X0sjlu4El3tchQfYtfgYmTGDMgriiGvu4SEjEyERCTg/MFstLV3IG3hUpze9AMrj8fOXYg/PvoQ+LSejRUvOokSoAQoAVcSoILHlXSpbUrARQSaGlvw5Ssvo6mqAhOXr8KkWTNRcq4QR376Hi31tVB3d7to56E3m5o1FzcUVkDYzO4shis87oqJgTI8HD55eeD9dk7FFfsYbHYmJuI7GR/njx1w5Tb9bHsHhyAoNgGlJ6wf9I9IHoOgqASc27sNWisNFKS+vhiZMR1ndtpfNmfqLOkE11BWjLb6+t5v+QSGIGFyJirPnWV36SmXi/SFy3Emewc0qi5MWLwCdRdLmK6AHB1Qc+Esmi/1FVTmHgjJCs24/hYs/9P1IBkzOigBSoASoASGlgAVPEPLn+5OCdhNoKmpGSVnzyNt6mSIRDzI5S0QiqU4tiMbO9Z9CNUwFD18sRjL5i/D9F93283NWQtbUlKgiYyEV34+JDUW7rVx1mYAcubMwIHGWpTb0GXM0e2FUi+kzJiH3AG6nxn2yLzmJuTv3YG2hgar2wZFx0ISEITK3JNW57KdMG7+clScPY6Wut/P1aTMnI+64iLIa8pZmRH7+SEqKRXFR/dDKJNh1OQZyNtle2c58nN4w7MvI21yGqt96SRKgBKgBCgB1xKggse1fKl1SmDQCShVGnz2t1fB4fNQlX8GXc2D27rZlQELpVKsnLkQGdnsypNc6QuxrfXxQWNWFoJ37gTXxed5mkcl4jshcPG09WyLM+NOnjkXnU1yVFo5cxM+IgneoeEoPGS9mcPIKdNRfeECulvs6wRnGp+YyRhl9YgTQ6MEAKEJowAeF3VF51kh8QkLQ0hEDIpPHUP60qtRX16CqjzbzxrxBEIsvPt+zF2+iGZ4WJGnkygBSoAScC0BKnhcy5dapwSGhADTtprDRU1FNX5cuxYVZ5z3m/QhCcho07mLVmLx/qOAiwUG2zjJeR7/I0ddXtpGyug+FmpQVXCWrWtOmReWlIIRE6bi8PovB2yDnTRjHtrra1Fz4ZzVfUdMmY7WijI0sigPs2qM6SwXAZmvP6oL++7tGxL6W+ncL1ArrZ9/8goOQWjSOFw8sg8jM6ag9kIBOuxsz81cOnrvnVTwsHmAdA4lQAlQAi4mQAWPiwFT85TAUBIoPnceX7z4HLqsdJQaSh9t3TsyaTTu0IohK2dXpmSrfVvn182bh6AjR5wrePh8VKYkQQoOxB2d4CiV0AuF+FDfibpidtkKW+OwNH/M7Csg9Q/C8Y3fDdgoIn35NcydNR1N1kvaEiZOQ2NpMdrkv5+3ccRfcseOsqMNNSWFfcwExcQjPj0TOVs3QK38/XJVi7HOXwxlVzekXlKQS1rP7Nhid2lo8ow5WP3UE+Dz6aWjjjxbupYSoAQoAWcQoILHGRSpDUrADQno9cD6Dz/FkZ++c0Pv7HdJ6uuPVdPmYfy+g0Oe5elISIDG2xt+Z886tWtcZ2wsPhYo0V7fgKDwCKgBjIxLhFLAx5Gf/2v3haO2UA+OTUBIYhKEIjFa6i4N2LhA6uOHhIypyMtmd95l3LylyN9PGgM4p623LCAUQVExKDtzHFIff/hHRsInOAJ6vRolx45ArbTexMMnKAwJkyYhZzspi9OCnBfTKKyLJEtMR2ROxx0vPA8hj2sLdjqXEqAEKAFKwAUEqOBxAVRqkhJwFwJFeRfw9ZoX0d7knLMS7hJX5KgxuEfNh7iqakhdasrKgiw/HyK5c89J5cyegQ1Hd6OrrdUoPg5EXjIoOx2/cNQaNL5AgElXXofq4vOsGgtEJI2BT0goSk8dhdJC17qYtEloKr+IzhY5Rk2biaqCfHQ1O+dzKfH1Q8KUqWgovYjwkcm4dKEAnc1N6GqRQ0+UP4tBMlnlebnoaKxjMdv6lLm33I2lf7jG+kQ6gxKgBCgBSsDlBKjgcTliugElMHQEmppase7551FblD90Tjh5Z9Lyd/q8pVh2LMfl9+BYc71t3DiI6uqYP04bXC62XTEH2T+zu+/FafuaGBJ5eSFxShbaG1tQfubogNuIffwxcekqFB3Zh/rS4n5zxV5eGD13CTSqblTn5yF2/EQUHdiLdicJnsix4xGZmIT6sjLUnM+DqrvTJiwkmzNm1hWsutGxNTwiYypueuQR+AX4sl1C51EClAAlQAm4iAAVPC4CS81SAu5A4Oj+w/jxzVcdKs0Zyjh4fAF0Oi1zmSq5zyQyJRWKrk4sTBiD8fsPDqVrzN4do0dD2NgIodHdL444pQgIwPkxo1Ai4OHYjs3QGXUcc8SuvWs5XC7SFlyJ8weyERARBXC5qC250K+kjpSDRaSMwfn92Wa3IpeY6tQadMjr4R0WAUVbK5oqy+x1i1kXSrrCBQdDIBSB3HSTf2C33WWFgZHR8AmJQOnpgYWdLQ6LvX1ww+PPInXKBFuW0bmUACVACVACLiBABY8LoFKTlMBQECCVO6R4h2t0zyFpWvD5C8+hu61lKFxyaM+IxBSkpKShW6VARVkp87I8ce5iTD+TD8mlS+B3dDhk3xmLO5OTISCCp7GnNEsnk4E5sWGnb/vnzMDuU4fQKW8ccrFj4BM+ajSix05AfVkxlC3NCE9KRem5k2iu+F2whCUmg8vjM9kV08Hl8pC2cDlOb/3JGcgZG8FxIxCamIyqgjwo29vQ3erYJbRhI5Ogau+CvK7SaT4KpF648WlyF884p9mkhigBSoASoATsI0AFj33c6CpKwO0IHNl3GNUF5zFqfDoEXmLwOMD+jRuRvy+byZB42hg5YQpuVgDSqip0RUSgKcAfko4OBJ+/MCih6IRCtKSnQ1xeDumlS332bE1LgzIyAmqZN7zz8+FdVga1TIbm9HTwurrAUyogyy+AoNX4DA6gCwgAFApwu7r6x8DlYuucGdi17cdBiY/tJhweHxKZN7pam8HhcOEVGISQmHhI/QJQceYE2hobEDUmDa0NdUxbatMREBMHn+AwlJ10zv1BIQmJiBw9Dqc3/49tCFbnJU6bhZqCs+h05p1VHA4iRo1B1jXXYMqs6VZ9oBMoAUqAEqAEXEeACh7XsaWWKYFBIUAyO8f2HkL2118wh8KFXl4gv1Xncrjo7mjzSLFDwHkHh+CemNEIOTO4984YHpoiJARtkyaC19kFvVYLWXExtDIZOuPj4VVaCnFtLaDRQBEeju64WKbcy+/4CfDb2tA2aRLDXePjDUlVNdRSKdShoeC3t0EZGYnQDT+ZLb8qnJmFb08dRHd7G0i+Tqsh/dncc/gFhyM+YzJOb9mIsIQk+EVEovpCHtob+raaHjP3CpSfOI6ONseyMIQCubAU4KD46AGnQklbdCXys7dBrXZO1ziDc0KJFEvu+wtmLJznVH+pMUqAEqAEKAHbCFDBYxsvOpsScCsCjQ3NOLhlC05s2YiuZsdfKF0VHJfHAzmPw+YulN6XRZEIWXMWY+GpPHAHKbbu2FjwtFoIf+v+Jp85E945OYBAgLaxY5nyNWl5OetyOrWvL5RRkdBrtJCVlUHP56Nh3lwE79pttuGCMjgYv6SOgpeXN7w4HOzYvgldjPhxvyHx9sWo6bORu20jeHw+AqPjEJeWjhM/b4BO2yPUZP4BiElLR/6enQ4FwOHykDApEzwuF4VH9jtky3SxVOaDuElTkb/nV6faJcakfv64+fmXkTQ22em2qUFKgBKgBCgB9gSo4GHPis6kBNyKQGHeeWz9bB2q889Cq9W4lW/GzgRERCN98XLIfH1Qlp+PvF3brN6/IhSL4RMSDr+IGCyISkDE2Ty0pSTD50IhxMX9u4A5I3hVUBDImRyNTAafnByIamvRFR0NdYA/fHPPABwOwLLFsSV/WiZNgoR0dau0fFakacxogMeDb20dNqbE4sjObc4Iz+k2ZAGBSJ2/DMd/+rb3eaYuWIbSk4fRIW9i9hs5ZQbTnKC5xrGzMQFRsRg1dRaO/PdLp8cREp8Ivkhk9vyRo5v5h0dg2f2PIC1jHNNYgQ5KgBKgBCiBoSFABc/QcKe7UgIOEWhsaMVXf38FlXk5DtkZjMXJWXOw+umeG+cb6uX48JGH0FrX90yMqR8TM+dgrljGZFL4Oj00vr7MfTeK6GgowsIgqq+Hb26uXV25yHkgZXQ0eEol+A0NkJKW0hoN5DNmQM/jMuJGnpEB37w8CFpaIM/MRNCuXQ6j6oqMhDIiAv7Hj7OzxeXi4II52L7/V3SZnAViZ8C1s0jXPJJ10er1KDt1jHkWYYkp0KpVaCgrAV8gwvglq3Bio2MX35IsUVLWPAhEYpz8ZT3U3dYvEbUl8oSJU9FYcRFtDU5sLQ6A3A0066ZbMWvZIggFPFtconMpAUqAEqAEnEyACh4nA6XmKAFnEyCd1zQaLbQaHU7s3Y8Lx4+jtaEW1RcKmBvh3X2kL1mJ6/58DwQCHpQqDb587U2cP2BZQAi9fXHP1LmI3r3PbGg6sRjdkZHoio5C4LHj5hsAmKzsCg6GNjQU3eHh4Le3Q1pSAj2PB0VMNCOmSHs7vUSM4G2/gqNWg5SiNWdmwuv8eXQlJyNgzx5GIDky6q+4AiHbt9tmIiQE60fF4uhu98zyCL28kTB+EoRSCfIP7IF/WCgik9OQv3cHVF2diB03kclWlZ8+Zlvcv82W+PgiOWsuLp44jPCRKbhUXIBWM40R7DL+26LYCelQtnejtrjAETPMWtKpzjcwGF4hIZi0cDEy586EQCBw2C41QAlQApQAJeAYASp4HONHV1MCLiegUGqR/eNGlOaeQF1REbraPafFtE9IGO596x2EhAUynEhF2Nbvf0T2ug8tckueNA03tCjgVV4+INvOuDgo4uIQuGfPgPNUoaFoS0piskKSigrwzXRI03p5gaPVgqtQ9NoiX2tPTYWWnE85fBjQ2i8u9RIJGjMzEbx7N+vPiyogANqgIOxNiEH25h8cLqdjvbEdE/2jYhA3Lp0pbdOq1cyZnrPZW8EVCjF29gLUXSxGXbFt3fU4PB5GTJoKRXsbqvLPwCc4FAmTpqAy7yyaKkvt8NL8ksiUMVCr1KgvKXTIJrl3J2PZVYgfOxajxo6FREKzOg4BpYspAUqAEnAiASp4nAiTmqIEXEFAqwM+W/MaCixc6uiKPZ1lk9zh8sA/3oJI+PtvuYvOXcC2Lz9H2ekT/bfhcnHzoquQtns/U2ZmbXTFxqIrJgZBp05Bp9dDLRBA9Fv5l04qhUYqBTmbQ/7b59Qpa+Zc9n1FUBC64+Lgf6JvzHqpFBwiskzahivDw/F9bCia6i6hubYa3W1921u7zFEnGPYLj4R/RDRKf2tDLZRKEZ8+BU0VpWg0urvH2la+wWHwi4hGeW5PCSCXy0XSjAXg8bnIy95qbTnr70elTkBb7SW0NfRvqc3aCAAeX4jJq67FitU3Q8Dn27KUzqUEKAFKgBJwMQEqeFwMmJqnBBwloNXp8Nma11Gw3/FzJI76Yst6scwbVz74OCbPzGTO+xuPspIKfPnC02it73tuIjA6AXcFxyDgLPtW1ORcT8fIEYBOD65GA43Mi7n8k9veAa5aDZ1IBK/CQibDM1SjaUYW/M5fAK+hodcFnZ8f5FlZ0CuV8D5zBmJyloiMgAAcSx+HLYd2odPBCzWHIt7QkcmIGTMOdaXFaKwoRVdLM3yCQhCdOh7ndrMv6SN3+3S2ytFc1dPwgM/nI33ZNTj5y/+YLJKzRlLWHOYOnvamnstjHRm+QSFY8dBjSJs83hEzdC0lQAlQApSAkwlQweNkoNQcJeAKAvu378Lmd96Cxo3vZTGNe/zC5bjuL/dBJOj/226NVofdm7Zh79efobvttxI9LhcrFlyJzKOnwO/stBujXijs6Yilcu6dKnY7xOWifsliSPLOQSKXM/f0kNEwZw4CTp9mRBppkiBoa8NFXy8UqRTIO30UXS1yu7cc6oUiqRdCRoyCX0gYBGIJGirLEZqYhBP/+4aVa1L/AKTOXYxTWzZC3d3Ru2b84hU4u30ztA6UFxo7EJ40GmKZDKUn7TtjZC6YmNR03PnKK5BK6NkdVg+bTqIEKAFKYBAIUMEzCJDpFpSAowRyj+fg2789B7XRGRNHbbpqPSlpSsrMwpyrr0JwSIDFbdRqNb557184s30LoNcheGQK7pEGwqfA8cPjrorNXrsqX1+mu1zH6NGI2LoVkEjQlDYOgfv2M+VsWokEFVMysL7sHOqLHDtLYq+Prlon8pLBOygEsWMnoKOtBdX5Z9DR9Humq9++PD7GzpyPi7nH0CX/XfSRMzxRo1ORv9exO3169+NykXHldSg+fgjN1RVOC1/q44drHn8G4zLG98tsOm0TaogSsJFATU0tftm6Hb9u34UjR0+gubnnF01p48YiNXU0Vq1YihkzpsJLKrXRsmdMLyoqwR9vvRdn8/KROnY0/vP5h0hMHOEZzlMvnUKACh6nYKRGKAHXEsg9loNvXn4OGtXvh+pdu6O91jlIX7IK199/N/h8Ulg28Mg9ehr/e/vv6Gxpxs1LrkPq/oN9GgdYW+9p3++Mj0d3fBxzPsknvwDCxt/LqBpSknEwLhJHtvwILYvzS54WO18ohH9EDFJmzcPFE0dQdS7XbAhEHEUkj8GFA30bPIQnj4G3fxAKD+91WughCYmISkmFTqtBd3srlB1dKPvtzJAjm4QlJuP6Rx5DTEKMI2boWkrAYQLd3Qp8su4/eP3Nd3tFjiWjE9PT8MZrL2HK5IkgbeeH06CCZzg9TftioYLHPm50FSUwaAS0Wj02ffkNDv7wH+idVMrjKucDo2Ix70+3Y/LsqawuWqy4WIFPn3kCMSNTcG27GrKiIle55jZ2u6Oj0ZI2DiE7s8EzytgpQ0LwbVw4zh30rLNapmD5IikEIkHvC5NY5gOf0HD4h0VA2dUFeXU56kuLoTMSdeTlisPlQafTYsSkTDTX1DDzjAe5fDQoMgaFR/c7/VmSrmHZxAAAIABJREFUxgqzbroTudm/ML45Okg8ExavwNX33QWxUcMOR+3S9ZSALQQ6u7rw0suv44MPP2W9LCY6Cus+eR9TMzNYr/GEiVTweMJTcq2PVPC4li+1Tgk4TKBbocHXb72Jgn1D+yJMXuKEUi/mRVbR0d4vruixE7Dy/vsRFRcNPpfdbwdJbJ+/+ioWy4IQfegwcwfOZTFIFy+TLI4qOBjfxkUg79DQPme2/DlcLkLiEyELCgSXw4dIKgVfKAKXy4GOtCAnd0eRe6L0OnQ2NaEyP5dpW91ncDgIjI5DTOoECEUS5o4dr4BAnNz0Qz83pAGBTFlcwT4nlbQZ7RCWkISQxCSUnjiC9ibnNLfwDgzC3FvvRNaCOQwTOiiBwSSg1+vx+Zff4v6/PN677U03XoMHH7gboxJHQigUQKPRoKKymskAfbruK3R09JyXu++e2/DKy89CJBIOpssu3YsKHpfi9QjjVPB4xGOiTl7uBArPXsCP772DxooSkP+RDcrgcMDnCyH194OXfyAiEpMxYc5c5lzCwY0bUZZzAl2/dREjL7rL7n8EMxbNsdm1qu37Efz5VxD81k7aZgPDZAG5UPWn6RNxdPtm6EzaVLtjiDyhEBMWrUBl7mkoFB3QKtTo6mztk7kZyG/SuY0InY5mOSrOnwVXp4N3SAR4PA4ay83fszNh0Uqc2bnZ6SV/qQsWQ6/ToezECXS0NjkNd3DcSKx84CGMGpPItNWmgxIYLAJl5ZW49bb7cPzEaWbLv730NP5y/11Mt0PTQYTP2g8+Rl7+eVxz1ZXInDIJfn6+faYplSps/XUnPv/iGxw+coIRR/7+fpgzKwvXXrMSC6+Y20cgHT5yHPMXrmJs3L76Zmb/3XsP9K4P8PfD/HmzGJ/MnaWxdT+Ds+UVlfjw3+uwcdNWyJtbMGd2FiPgQkOCccttfx7wDA8p/9u+czfWr9/I+ErOOU3OSMeypQtxyx9vQFBQz31yhmEsokgsb772Et5b+xH++79NCA8PZeK+8/Y/QSwWDdZjp/sMQIAKHvrxoAQ8hEB9nRyfPv8sGkt7yr64fD7rl0tbQpT5B2JExlQERUbB288PKenjIZZ5MXfpCAQ9lyl2dSuxb/OvOPDdl8zZB5GXF657+gWMz5hgy1bM3Mb9JxDw1jus7t2x2biHLbg0dSq+qSpC7UXbLukcijB5fAHGLViK01t/Yr09l8uH2Nsb4aNSIPHxQ0XOMbTZ0A567NxFKD11DJ1O7mBHhJRGo0TxoYPo7urpouesERSXgCV33IO0ybb/bDjLB2rn8iPw/Q8bcNudDzCBX7l8ET5c+3Y/EcOWCimNe/a5Nfjoky8sLjEVVMaCh4gBsViMzb/82m+9uRI6e/YjhvcfOIK77nkIFZVVffaRyWRYdMVc5OSeRXFJqdmmBeTrf330WWTvMn9GkIgyImhILIbzTaZZo6ioCGzd9nsG+snHH8LTTz4MHo9eQsz2s+bKeVTwuJIutU0JOJGATtdzlufohu8hEImROm8JCg7sQmvdJWYXDocLibc3NGo1VN1dfXb2C40AuVH+wqG9/cuKjGaSsww3PvUyUiaNg4A3cBlOQ30zflz7PgqP7Ad5+Z2z+h4svHq5zeU79dv2I+CTdeB2dzuRlmea0vr748sREcg/vM8tAyBlbJEp46Bob4GyrQMjpmYhh4Xg4fJ4TKe2+PTJaG+Uo7m2AvLKvmd02ARMGhd0t7ag5VI1+cAD9mY7uVwIxFIEhEUgKnkMGiovwi88Cuf37YJKYdvnkMvjg8Qn9vGBROYDrVoFVVcXOpp7MkXk53Lu6rux5Iar2IRI51ACDhNQqdR4/sVX8f4HHzO23nvnNSbbYO8gQuX2ux5ksjqPPfIAHnv0AYiEQvzw35/w8KPPMl837XxmLHis7fvAn+/Eyy8+zZTZkWHPfiSzc/udfwHZ19ow9bWxsQkPPPQENv28bcClpuLMWPCYLhwzJhkfffhPjE9LteYO/f4gEaCCZ5BA020oAWcQyD12Gq3yZvgG+EPP5SH783XobGlifuMUn56B1Okz0NbSgrO7d4Mn5EMPPeqKLmDR3X9GasYk/PjRJxCJJSg/ewrymmooO38/ixMcE4/UuQswbdF8+Af4s3K37GIF/vPi89AoujHjxlswd8US2Fq509bQCu7zayCtcF5rYFbOu+Ektb8/1o+Ox6k9O9zQO0Di7YPEabPRUHURYbEjIJb54vAPXw7oK5fLw8gp05kzOuXnc9FeW2t3bF5+/hiRkYXSnOOIG5eO6vN5kFdXMJ9/oUQKtaJ7wHJA/9Aw+EbEMg0UNGol5FUVTHOE7vZ2jFuwDOcP7mLEii0jacZcpGROh4+vN+JSksHjclB9sRy5Bw6grbEBzZeqEZmciuv/fCdTrkcHJeBqAl3d3Xjsiefx+RffMlv9/NM3mDtnpl3bkjKvJ556EZ9+9lU/UUOEwq2334/de3oaiez8dUNvswNTwTNv7iy8+PwTGJ82Fpdq6/DMs6/gv//byKwjWZPPPlmLgAB/2LvfF19+i/seeIyxR4TJC889jhVXLmHK7E6czMHjT77QW95nKngGWpuTm4cXX369N/Nz8x+uwz/eeoVp320qeDImTcDbb76C9Anjhl2XO7s+PG62iAoeN3sg1B1KgC0B0r1NrdZAp9czf0QCHgQCPrQ6fe8ZB52egwu5eQgICUR0XDSUag14HA5UKh3yjh3H3u+/Q1tTHVJnz8Xc665HUJAf2+2ZeQqlBus//AgBYWGYf/VyCAW2X7ao0wON//4Pgjb/YtPew3GyTiLB5qkTcWD7psE7q8UCpHdQMKDTwzcskmnhXHPhHFNSOWHJSpzctH5AC6Ejk+AbGo7Cg3tY7GR9Ssy4NGj1HHQ01iEsIRlSP1/mIlIuOOhq70Dx4T39RI9PYChi0iZCrVKg5kIeFG1tUCv7tniPGjcBzRUVzC8Q2A6SaZ1/2z2Yv2ppvyUqtQYajR4c6JnzO0Ihn97LwxYsnecQAbm8GavvuB87s3vKs4yFiMHwQBkYtvfU1Nc3YPUdD2DP3gMDCp6wsBB8/806TJo4vjeuXbv3YfnKm/oJnoECt7SfQqHEU8+83Fty99ILT+LhB+/tU0q28eetuOnmOxnzxvGR7NRDjzyDb7/7H/O9te+9gVv/dGMfwZJ3rgB/Wn0fLlwoAoll/fefY8L4cf0Ez9/XPA+SrRpuLb0d+jC60WIqeNzoYVBXKIHBJECqgQrzzqOlWY70qZkQCGw/VE3ESlVZBSJiIsF3oE65pewSRC+/BlFd3WAicMu9cmbPwE+n9jOdzdxhhCWmIDZtAtNSuqu1FTUFZ9Ehb2Re4scvWYlTm3+06Gb8hAwIJBIUHnJ9iR5X6oWJC69kSuxIpqdncBGTOh5BUTEoOXkIrfWWO7CFp6Siq6kerfXsP4ORKan40zPPImiAC3bd4RlSHy4vAqYZni8++xfTjMB42CN4yNmac+fO4+SpXBw6dLT3YL/BrqUMD2mC8Nmna5nMiznBZZzhMfaR7X6mAu/XLf9D1vQpfeK11KWt5GIZbll9H07nnMHIEfH4+j8fYeyYlD5rTUWRgadphsfcvpfXJ8+9o6WCx72fD/WOEnApASJ63OF+OY1Wj6ZPvkbQ5i3geECHMlc+lIbRKfiquxk1hedcuQ1r2yOmZKHlUhWaKsr6rUlfdjVObe75zajpiBufAZFM1u8CUdYbs5wolsmYDFL4qDEozzmJ5kuVzMqAyBhEj06DvKYCdaVFVkvVUuYsROmJw1C0s2taQM4TLb/rHowak+wWP0MscdFplwEBkvF8+ZU38dY/1jLRPv/sY3j80b/0yTzYInjq6hrwj3c+wOdfftfbutocRkuCx5ygMW1qYChpI3Zt3Y9NRst4jnGGh027auMyO+Lfuo/fx/XXreqX4TGXSbsMPm4eEyIVPB7zqKijlMDwJtDR2Az9C6/Dq6z/i/Xwjrx/dL8umI3sbRuYVslDPaLGjEdXeyvkFf1bRVsSPETskJK3iycOu9R90mRj9JwrIK+oQG1xAVS/Nb4Iio5H+MhElJw63ts6fSBH/IIiEJgQh5Jjh6z6S7rLjcyYhiW33IKQsACr8+kESmAoCBiXcM2cMQ2ffvQeIiLCLLpi6cW/vb0df33sOXzzbU/pKul4Rlo9L5g/G6NTkvDKq29bLWmzRfDYs19LSytuv+sv2PZrNuOjuTNLxpkcY8FDOrqtvv1+HDl6wqEMD9sywKH4LNA9ewhQwUM/CZQAJeA2BGpJi+r3PwS/s9NtfBoKRwozJyNHwsfJnVugI5d3DsEQiESISEqFX1gEzu3ZZra7HxE8p3/5sc95o7gJGSCNCi6ePOJyr6NT0tDd1Y7G8ou9e3kHhCB+ciYu7MuGsovd5ygxcyYuFRWgo6lhQJ9D4kZi4Z13Y9TYFEgl9G4Nlz9guoHdBGpqahkRsG9/j4h/5qm/4uEH74NEIjZrs7CwGDffeg9Tsmb88n7s+CnmrI2hExsRTqQDGRkDZVYGyuCQtZa+b89+pmd4zLWDtnSGp62tHffd/yg2bOw5Q2rvGR4qeOz+qA7aQip4Bg013YgSoASsEWg6fgbe//wA/Mv8ElJFTAy+jwrGuf07hyzLkzR9NnNmpzKv5+JCcyN96VXMPTyGTFTchMnM2Z7BEDtiqRRJM+cjf+8OqH/L7PhHxCB2wkQUHd6HTrnlM1A+IWFInD4bJccPo6WqnLlANefXn6HXW86okbK5hXfcg8kzp9ESNms/yPT7Q06AXFBN7uIhoscwrlq5DPfecxsmTZzAtIAmF45W11zC5l+244v/fMuIHTKMX96NhcmNN1yNd95ew2R5yDA9w+KMkjZ79zPutEYuRH31b88yF6KSRj579x3EM8+tYS4dNY2P/P3fH32GRx57jvmeaYc3tl3aqOAZ8o+8VQeo4LGKiE6gBCiBwSLQcrEa/Lfeg/TSJUCr7fnD4UAnFIKrVEInEoGrUtl//8pgBeLgPorwcHwfF4a8fb9fYuegSZuW80QiRgSc2PjDgOsmLF2F3G2bGMETOz6DuXOm9JTrMzvEKdJMQa/VQ+LrzbTHJp8Vr5BgFOzeMWAZm9THB6OmzUJ9STFkAYFobbgEkbc/KnJPDBjr6JkLcMPDD8LLi2Z2bPow0clDRoAc+n/zrffx5tvv2+TDH266Fq+teZ5pE00O819z/a2ora1nxMA/316DKxbMYVpLv/DSa73dzcgGxqVk9mZ47N2PnPu574FHe8vaBgrYVJyQ7m8PPPSk2YtRje2Q+ElTA9J22lTwUcFj00dsSCZTwTMk2OmmlAAlYI6ATqdDe0UtFEXFQEs7eBfLoJXJwJ0yEbqL5UBEKDgncyEpLoG4pgY8Rd/WwsOJav2E8djnI8bFwgI0VPxesuWUGAe4tJMrECN85EhEjx3PCB4NEZgWBmlLfWb7L4gbPwk6rRalp485xT02RsJHjkLU2Am4VFiAtvpaRhiTO3QURndL9bfDRdoVS1B66hjaGuuRtmQFtF0KVJ3LQUuD5e5ssoAgXPXXJ5E2OY2Na3QOJeA2BJRKFT7/8hv8bc1baG5uGdCvielp+OvDf8bihfOZ+2vIIOvX/P1tvP3PD/qtJZme4KAAlJb13KFmfMGpvYLH3v3I/kePncSDDz/Vm8kxdviG66+CSqnCjz9t7nefEJlXXFKKvz76bO99O6bBJiaOwPvvvIas6Zm9zR/YNDxwmw8CdYSe4aGfAUqAEnBPAqQkQ0u6yOn14PF+b5lNOhC1VdRBTdo2Hz4O32MnIJDL3TMIB71S+figcXwafqguZs6YEFFh7+CLREjMzEIHubg2OBR1FwvR3SIHKeLicrgQesnAl0oRET8SrXV1KD9zYsBLPIkfExavRENFKWQBwTi/f3CzUSMnT2daZVfl57Iu+4tJnYiutuaeMz9cLiavuhEdjfXIJ5k00rLQwhiVORO3PP0ExOKel0A6KAFPI0DO25B7eTb/8itzASc5rE/G5Ix0zJk9A0uXXIG0cWPA5/P7hUa6lH397X/x1dc/MGtJpmPpkgW45U83MnfBXXtDTwboyuWL8OHat+Hn52vxjI7B+ECCyJ79DHarqmuw9oOPsXHTVibG2bOycP21K7F82SImI2XuAlXDWrLv9p27sX79xt6W2zOyMrFk0QLcdOM1CAoK7MOGCh7P+imgGR7Pel7UW0qAEjAi0N2tQkdeIQT/2wifs2eHJxsuF6WZk1Ho642c3KNoLO/fLY1t4JOvuhFV586gpbEOcWPTweXxmEtrhQIRVIouNFWVoam6GhplFyuT066/BZ3NcuRu/5nVfGdNkvkHMi2nCw7usslk2sIVyN35C6DVMOv8o6LRUV8H9QBZrPBRo3HrCy8gKJh2ZLMJNp1MCVAClIAbEaCCx40eBnWFEqAE7CPQVNME6dMvQtQwcJct+6y7xyqdjw9+npSGkwey0T1g2VZ/fzk8HvxCwxGVMg7ndm+zmrlhG3FIfCK621vR3mj5Qk+2tmyZFxAZjYDwaBSfsN5G2mBX7OOH2HHpuHDAukgiQnDM7CuYM0lTlyxkurLRQQlQApQAJeC5BKjg8dxnRz2nBCiB3wiQsgr5uu8R9MsWcBwo+3J3oIroaBwcPQqnCnLQWFbCusQtKWseghJGIm/7RrTW1rp7mFb9G7tgMeqKi9BQWmx1rmGCUChE6sIVqDxzCq1N9VB2tFtcK/HxwfWPPovkSWkQ8H8vp2S9GZ1ICVAClAAl4FYEqOBxq8dBnaEEKAF7CTRdkkP26NMQtAx8MNde++6yThMQgLrUsdjWLYdGoYRep0VDRTnamsxnWXh8AcYtWIKCvTug6GJXquYusZrzIyIxGVyRFFV5p+xyMzJpDGLHT0LhkQNoLC/pY4MvFCIkfhSiUlJwzT13gMelYscuyHQRJUAJUAJuRoAKHjd7INQdSoASsI2AUqlBy74jEO/YDa/CQnDVatsMeOhsVUAAdF5e0AiFyBuVgJ+zf4bKzIWtvmHhCB+ZgvMsSrk8AcW4+UtQeGg/FF2WMzQDxREYE4+7/v4Gzp04iZydv6K26DxUim5mSXLWHNz8+GMQCnh9GmV4AhfqIyVACVAClIBlAlTw0E8HJUAJeDQBpVqLzhffhF9OjkfH4YjzZRkZ+PriWbTUVvcxI5RIMWraHFw6fw5N1WWObOE2a9OuWI4zO7ZAr7e9Y53U1w+zb74V81YsZeJRKNXYuO4LnNu9A4lTsjBt8XyMGE3P67jNw6aOUAKUACXgJAJU8DgJJDVDCVACQ0egraAIgrc+gGgYnE+xh6LKzw/rx4zA2cP7oNOoIRRJIPULRNyEdLQ3N0HR3gGdRoXqgjx7zLvNmpGTs6Ds7kLlWdvL2UReXlh091+QdcUccLmc3pia5a04unsfI4LoeR23edTUEUqAEqAEnEqACh6n4qTGKAFKYCgIkNbK8hPnIPzmB8gKC4fChSHfsyMhAadHxUPN40Ko1iFOKMYBbTcaSkvQ1lCPeObcyl50tjQPua/2ODAicya6mxpQU1Rgz3L4hIThqXXrIBQK+q0nnx8uuYyVDkqAEqAEKIFhSYAKnmH5WGlQlMDlSaDxeB5k734AYbNnvtQ75amRg/Y6HbYvmoudW36E/reudeSwfldHC5qr+5a9OWXPQTCSPPsKaBTdKD6y367dwhPH4C/vvg0hn2fXerqIEqAEKAFKwHMJUMHjuc+Oek4JUAImBMhv6pve+QSBO7MvazadSUn4WN2K6gvnGA5cLg+pC5ai6Mg+dLV6Zhe7UdNmo6YwHx123vkTMiIJD7/3HoQC2nntsv7hoMFTApTAZUmACp7L8rHToCmB4UtAnl8M7xf/Dp6ZjmXDN+rfI2sfORLbwvxx6uBeaFQ93ccEEinGzLkCOVt+8kgEXD4fqQuXIm/HVmhVKptjIO2mJ626Cdfc/gfQwjWb8dEFHkag+asfneKx/81XOcUONUIJuAMBKnjc4SlQHygBSsBpBDQaLVrWvIuAY8ecZtNTDHXEx2NLZBBOHtoDnVLR6zaPz8f4xVfi9NZN0Gk0nhJOr59hicng8QSoPn/WLt99AoNwxxtvIjI6yq71dBEl4EkEiODx/fYHh1xuvfE6WBM83d0KPPHUi8w+r//9RUgk4j57mn6/u7sbq++4H1MzM/Dk4w855J+1xUVFJVjz93/gH2+9goAAf2vTbf6+XN7MxHLTDdfg+utWwRoLmzegC5xOgAoepyOlBikBSmCoCdR+vxmB3/8XPKXSoitaLy/ouVzw2+27z2WoYzTdv37KZOyAGgUnDzGdzExHdGo6pL6+0Ov1UHV2oSynRxByuVzodDp3C6ePP+MXr2QuTlV2ddrlZ/zEKbjrpRchFPLtWk8XUQKeRGCwBM/hI8cxf+EqpI4djf98/iESE0e4jeD5/ocN+Oa79fjsk7VU8HjSh9eFvlLB40K41DQlQAkMDQGFUgP1Yy/Aq6QE4HCg9vaGXiyGnsOBViiEIj4OnHkzoZWI4fvq2xC0eOa5FgNdjY8PDi9dhD1bN6CtodYCdA6Sps2CvLocXkGh8AsJ7ZnH4UBeWY6Kc7lMswN3G4FRsQiIjEbR0QN2uzbv9vuw6NpVIP0c6KAEhjuBwRA8hoxGWXkl6usbsHLFkn5Zm6HM8Ay24Bnun6nhEB8VPMPhKdIYKAFKoA8BkrFo2HEQ3NNnoPf1Bi8jHdIxiegqqYB0ZCz4PB4EAh5UKi063ngffoePeDZBLhfyqVOxz4uLQ1s3Qc9CuHAFAujUaqJ4EDt+IgQCIYqPH3I7DuMWLENV/hnIqyvs9s0vPBLXP/oURqUm2W2DLqQEPIXAYAgeUjL2x1vvxcMP3stg+ee7H/bL8gwkeGbNnM5kh8iYP2+W2UyMoWxsZ/Zes/MM9iMiwhAfF4vb7nwAY0anICU5Eet/3NT7uNZ9/D5TdkaGNZtsn7G1kjZD+R4peUufMI5hdTYvH7evvrm3/O+1N97B39a8xWz53DOP9hOM1nw15ksE5/KVN5mN2fBFa/YMz5T4aTosZfHY8nKHeVTwuMNToD5QApSA0wmQbsw6nQbk/IrRPZN99lGrtZB//SMCNm8Br7vngL8njsIpk7FVXo2Wuhp0NDXaHAJpCpC2YBmKDu9Fh5vd05OcNReVeTnobJHbHJdhAYfHx+K7/ox5q5bZbYMupAQ8hcBgCB7ysk5K2kjJWFOTvFf8GIQFYWVJ8Oj1YLJCxi/Wpi/UhnK5gV68TbNMxN6tf7oRegBffPltv5d/NjbZPmO2gmfs2NHIzt7bJ1YibsgwiB3DnsbCjI2vhvg//ewrs27v/HUDc16KDDb2qOBh+/TpPEqAEqAEPJCAUqVGy3ebID12AqKGBvA7Ojwuipw5M7H+0E4oO+w/jxQcNwLBMQnI37fDreKPHTcRTVXl6JDbLuQMgUh8fPHox+vg5+/jVrFRZygBVxBwteAxvOwbmg8YXrzLKyr7ZGosCR6SsTF+uSflZyQ7Y8hyGL/IG7+0G17IDeVzxvOM7RGmpiVtlmwahIBx5oXNM2EreIxjNfbBOKtl8MGR+I0zRPbaMxe34dmY8mXDyN3m0AyPuz0R6g8lQAkMOgGNVguVSo+uvAKIvvoeotraHuHD4QDk15FuPrLnz8HOHRuh0ZASNfuGQCTG2HmLcXrLBvsMuGhV+tKrUHE2B40VF+3egSsQYdpV12HV7X+y2wZdSAl4CgFXCx7yEmxawmZ4yTZ+MbYkeGJjovt1dWOTMTIVMhKJhOkSZyq0zAkeU7Fk/CzJ3j9t3GK28YKlZ85W8JjGahAQxkLOlFNVVbXZjBnb+E0FqXH5oXEGzhwn43iHk9ghcVHB4yn/glE/KQFKwOUEiLTpbmpF18UKaEpKwVGo4Ju9C0K5/eVUrna6IzoaX/rwUZpzwuGtUucvQeHhfVB2ukeWS+rrh6Tpc5D76yboSI2iA8M3JBy3vfoqomJoa2oHMNKlHkDAlYLH9ByIKQ7jTIklwWNo5Wz6cm0QUY1N8t7zPeZwG8rfoqIiLbbFNs3wGF76//n2mt4yL4NtItYefuQZlwge0xbc5sSiKaec3LMOxW+vPeMue6ZZIg/42Ft1kQoeq4joBEqAErhcCWh1ejT8nI3AL78CT/H7vTZuw4PLxYUZ0/D18b3obnW801xs2iR0NDeiqaLMLUL0CQ5FSEIiih3o0GYIROzljeueeh5pk8e7RWzUCUrAVQRcKXgsnQUxjsWQvaCCp/+dQ54geIaj2CGfTyp4XPUvDrVLCVACw4IAaXHd9dp78CoogMCd7uzh81EzcSK+qSpEXVmxU1h7BwYjMXMWKs6ehFdAILQaDarycpxi2x4jESlj4eXrj6Ij++1Z3mcNKdlb9ejTmDJrqsO2qAFKwJ0JuErwWDqrY2Bh6YwN+T65mNTSxaOmdg1NEMxlY4y5D3TZp6UMj7n22dZK2syJFNMyMbYtuNkIHkNJm73xWyqRs2aPsDXENTkj3exlsu78ubfmGxU81gjR71MClMBlT0BBGhts+BVBP6wH1w0yParAQOzPnIiz586guuic056PUCJBYFQcBBIplJ3tCB2ZhLriQtSVXHDaHrYY8o+MgX94JC6eOGzLMrNzRV4y3L7mVYwYneKwLWqAEnBnAq4SPObO6ZhyMBYPpiVnBsHDtmnBseOn+pSZmQojwxkeg6CSSMS97pgKC0eaFpjLeJiexXGm4CFBkLNJ9sZv6gtbewahORzFDmFABY87/6tFfaMEKAG3IdDe0Arus3+DpKpqyH1qjY5GaWoKTtdWoqKwgGnZrHdycwUiEMbOWYSTm9cPWbwhcSPhExaOYidkeLyDw/D4J59BKuEPWTx0Y0pgMAi4SvAYNxYICPA3G4qxOHjwgXv6nLExCB5zrZpN7+IZqHTO0BjBWoaHdH4jwzB/IJvGTQRMA7N0bsmvKzZPAAAgAElEQVTYZ2cKHiLcHInfHBc29ozvBTL3cD29UxsVPIPxrw/dgxKgBDyegEqtRfsba+F/yPFsg7NgKIOCUJc8ChtqylF14YyzzDJ2SHlb1JjxKBjCNtXkwtDA6FiUHHP8QlTvoNAewSMVOJUTNUYJuBsBVwiegbqcGcdvnIX5cO3bIC/RZBiXtJGmBTExUVYvHjV3L8xA3c2MMzzGIsW4kYKpTUuXnloTPabrnC14yP72xm9JCFqzRwWPu/0kU38oAUqAEhgCAt0KDdRPvgRZUdEQ7D7wloWZk7G7Q47i00ed5lv8xClorqlCy6Vqp9m01VBowiiIZN6oOHPS1qX95nsHheC2V19HTBzt0uYwTGrArQm4QvC4dcDUOUqABQGa4WEBiU6hBCgBSqC1rAacdz50S8HTlJKMdV31qC92jhhzlzt5IlNS0dXazAgvR4fU2xfXPPEs7dLmKEi63u0JUMHj9o+IOjgEBKjgGQLodEtKgBLwPAI6PdCw/hcE/+cbwME7YZwd/elF87Fx1xZ0drY7xTQpZwuJH4kSJzQLcMSh0TPnoyz3BLqc0HKbJxBg+nV/xIRZ0xERFQk+n+eIa3QtJeC2BKjgcdtHQx0bQgJU8AwhfLo1JUAJeA4BrVaLxv/7GsG/bHGJ02ofH1wckwwFn4/E0gpI2TRH4HJRODUDezuaUXT6BPRatVN8S5iQCZGXFwoOZDvFnr1GMlbegJytP0GtdM4dSFweH17+AUjJmo3kjElIHDsaUonIXvfoOkrALQkQweOM4X/zVc4wQ21QAm5BgAoet3gM1AlKgBJwdwJqtRZdT70C74IC57nK5SInKxNioQiXeHocOHEYGpUCEzNnYcnxM9AIBCgYNwZjzxdB0NwMdHUxe+t8fMBta4MqIADfxIfj3JF9Zn0ipWlibx/wuFx4BYahrvQ8NCzaagtEIsSOS4c0IBCVeTlorna8pMxWaPHpmehsaUL9ReeU6Znu7x0cinl/ug1ZV8wFh2Ord3Q+JUAJUAKUgCcRoILHk54W9ZUSoASGjEBrQzO6Nm1H6E8bAZ3OKX5UTp2CX9oaUVVcAL1OB1VXJ2PXLyIat8Uko53DwY81JQgJCYVE6o0UqQxy6NGsVCHYzxdhHd3Il4nR2dWBpupK1JdcgPI3UUTskDMwUSnjUHkuBzwBH/4RUTibvQ36AUryZP6B0KhVUHS0IyRuBCLHpuH0Zuf8xtgWaJNWXIucrZugUSltWWbTXFK2d8eaVxEYZL7Frk3G6GRKgBKgBCgBtyVABY/bPhrqGCVACbgLgbaKGmg+/gq+eXngqFROc2vrvBnYvX0z9DpNH5vkvEnGjCsQL/PBht2boWjvOZsjkEqhU6mh1ajBFwohFInQ1d4OrlCM0IQEhMYnovjYIXQ0NTDzYydMgm9gKM7s/IX5e9qCZag8nwd5ZZnZGLgCIdIWXQm9Ro3SnOOMvZaGOtQXnXdazAZDgTFxGDExE1XnzqCmML+f/TFzFuLiySPobmt1+t4Gg1I/f1z96DMYPznNZXtQw5TAYBNYu/miU7a8f1mCU+xQI5SAOxCggscdngL1gRKgBNySALnLU6FUQfHy2/DNzXWqjzqZDP9LS8GxPdvM2hXJfJA0ZTrOH9gNFcszLDKfQCRkZqH42F7weALEpk1A3q7tvfaFMhlSZ1+BM7u2QW2UCeoVAL7+iEtNR0t9NeLSp6L5UiUK9u50atzEmE9wKEZkTEPxsQMIjU+Cd0gIWi/VoL78Ijqa6pn9okaPQ1tDPdoaap2+v8GgxNsbd7z9LuLiol22BzVMCQw2ASJ4/pXd6NC2980LgjnB8/0PG2C40NPSBs898yiefPwhh/Yniwe6WNRh4042YO4Om4EuM3Xm9p7EyZlx22qLCh5bidH5lAAlcNkQaK+8hO7vNsL/8GHwlM4trdL5+eGbpBjkHtjtVJ6yoGCMmDgFWp0OpUcPotMkQxI6MhHBMQk4v38XNOq+TQ4CouIg8pKg/mIx0pdejeM/fdfPN//wSCbroujsYC4nlXj7or6smHUM5EzR6JkLcP5Adm/3NamvH1PGFxQTB6FADJWyC1JffyZb1VjhnN9Wm3WQw8G8W+/GkhuvZu0/nUgJuDsBKngG7wmZu8zTeHdnib+BIqKCh93zpoKHHSc6ixKgBC4zAmqtFs2ffIfArdvAMREGzkDRGR+PjzndqL5wzhnmbLIRkzoRXCEfFbknodP8Xk6XnDULlefPo7OxDqNnLUBjZQXqL17otR02ajTTzKCzuRnKzjZIvP2gUSuZTEzVuRxWPqQvvQpFR/aj/beyO9NFYpk3c55JrVRCp+1b6sdqAxsnJc+Yi1uffAICAdfGlXQ6JeCeBFwteL75bj0++2QtAgIu77NvcnkzVt9xP3Zm74WpsDH+nqszPVTwsPs5pIKHHSc6ixKgBC4zAkqVGrr7Hofo0iWXRF4/OgXrGivRVF3uEvvWjMamToRWq0ZV/lkAepAzNUExCbhwYBezVOLjh5SsuYwgqyu5gIjkVARFx6D46EGEJ41GS20NmqrKwePxkTh1Brz8AphGBx1yOSrPne4jpAy+xKdPQWezHPWlrum8Zi1mc98PiIjCox99ApGQ3stjDz+6xv0IuIvgMX4RX7liCZavvKkX1rqP38f1161i/m6YFxERhvi4WKZkLnXsaHzyf+/go0++ZOa8/vcXIZGImf8+fOQ45i/sWTt/3iz8a+1beP2Nd3vnkf944qkX+62zJAyMxYnBJhtBZyjvM47F+NNgyP5Mzki36L9hPhse//n8QyQmjrAav4GTtbjYPh+Dj8bczflt/Cw//eyrXhSuFnxsfwKp4GFLis6jBCiBy4qAVqtH0ydfI2jTZpfErQsMxA8pI3Fyt2vu9bHmNJfPR/yEDEi8fSCvrkBITCJydvzMiB/DEEq9kDx9DvhiCVQdbSjNOYHO5qZ+pkVSL+j1epBmCwnpU1CZn4u2+ro+8xIypkIs9ULBvmxmrrsM37AIPPp/n0AqEbiLS9QPSsAhAu4meIxffo0DM7wIG168y8orUV/fgLN5+bh99c146YUn8cJLr/URLubOEF179Qpmjo+PNyMsbBE85l7iyXoiuAwCw9zDMPhcXlFpU7ZroDNQBtFjiQeJbdPPW/udoTKNnwgeNnEZ9rH2fEj8tvhtzp47iB4qeBz6Z4UupgQogeFKQNncBvmPWxG8+RdwndiZzcDrQtY0fH/miMXSrsHiKvXxgSw4FB11dejqaDMrZngCEbrbmlkJlfGLViB/11aoVCom6xMcNwIBUbGQV5ejofwiOuX9BdNgxWpuH+/gMDz+yToqeIbyIdC9nUrA1YJnoKYFxkLB+IXauOTL8DJu+JrxPHOZDgKHvOx3d3czJWR1dQ29YsR4LRFJtggegzAiL+jGL+SGzAzJSllqvmDInkzNzGDdoMGSSDLdzxIPw55s47cWl63Px1Tcmfpt+PvDD97bm72zh5NTfxiMjFHB4yqy1C4lQAl4NIGW8ktQbf4VAdm7wXVmwwKhEBemTER2Yx1Kzxz3aEamzoukMqTMXYj6gnMIiI8HRw9UnD2NzpZml96n4whEqY8f/vrxJ/D393XEDF1LCbgNAXcTPKYvyqYvwZaEgGkJWlVVNf54670wfqEm0E1LxwxCxiCUDCVebO2RdSSjMdBZJWe8yJuWnJkKQEsCwzR+g53YmGhG8FniZBqXRCJhSv+sPR/TD7Ylv40bOAxGswZbf+Co4LGVGJ1PCVAClw2BTnkbFP/+Av4HDzol5obRo3EmMhjH806hqcL8XThO2WiIjATHj0TS1Fm4mHMCbTWV6GxrYRoQuPMgdw/Nuvk2LL3xanDMOKrV66FUqiAVi9w5DOobJdBLwNWCh23TAktnZky/zlag5OSeZc7umJZHOWrP0kdnoLI2ewXPQF3drGWoDJkxa/EbOFmLKyoqkvVZJzZ+E2Fprj23IS6D8ByqH1UqeIaKPN2XEqAE3J6AVgvI3/8YgTuye33VC4XQiMUQdHYCZALLoQwNxU/J8cjZlw2NSsFylWdNIxd5psxcAJ1GDS5fgM6mBpw/6Ny2264gEpKQiIW33wMutNAbyZ7Gmktob25GR0szYlNGI2N2FkRCPnQ6HXg82uTAFc+C2nScABU87JoWsBUGpFGA6WB7hodkiv757odMCV5gYEBvVzdizyBcTDM0lgTgUAkeQykh6UY3kN8GQWNOHJHmEmwaQTj+6bdsgQoeV9KltikBSsCjCZCj9fXvfgpBcwvUAf7wulCIzhnTIZk3C4rvf0TQ7j2Awrp46Q4NxZ6xo3D08D50tso9moktzk9YvBJFxw6iw0ILaltsuXquxMeXyUYxf/Q6RtTodXpo1Spma9LAISR+JBIzpsE/OAiT586AgGcuJ+RqT6l9SmBgAsNV8Fgq1TIVDIZMAxEIxi/Zlkq//vn2GpCzOLYOa13aDPsRu8SPpiY5U5Jnuh/bkjxzZ2SIbXvjYpuBM3C35relDI4h6zPUjQuo4LH1E07nUwKUwGVFgLSnBrjgcABVSwdkwT1nPbqb2tC+eScCNmwA18o9Pefnz8UvF3LRUl/LdEHTKJXQ/PYiPZxhygICMXJKFs7u2AKtpu8lp54aN5fHg394FB764N+QSvieGgb1exgTGK6ChzwycubE+DC+uaYFxqVVpp3gyFrT0rFjx0/16cjGNnvD9h4eQyMGc80QjG1YK2kzjtUZcRnO8BCuxm2/LZ11Mm7iYM5vQ8bMtE23cZbLXLZssH4UqeAZLNJ0H0qAEhh2BDqa2qD/25vwKhrgXhmBAPXLlqI2dRQ4RDVxuNjyfx+gsaJ02PEwF1DsuIlQq5WoKcgbNvHyBSKMnbcIs69agei46GETFw1keBBwteAZqEsbIWgoX2L7Qm0QMtZevC21WyZnbUJCghEX23No39I8W9o3E18s3a9j/CkZ6GwLmWd8eN9aG2hrgofYM9du2t642GZ4jIWmuZ8QU7/NtaV2h3M8VPAMj3/faBSUACUwBASYMz7vfYTAnT2XdRoPvUAAjZcXWqdMhs8fr4PYX8Z8W6FQ440770BrXc0QeDw0W6YtuhKFh/ahu61laBxwwa6ygCBc9fDjSJsywQXWqUlKwH4Cw1nwECrGIsPcxaOG0irju2PIC/eLzz+BF19+nQFrnNEwJ1psKb+yJGTM2TDtcGZojPC/DT/jp41bmEyTpWYChk8E2/itxcVW8BCebPwm2RtzLNylYxsVPPb/m3LZrCSXBDK/maaDEqAE+hGo3ZiNkE8+BciZD6EQah8fdMbHQzN+HETjx0IWFQI+//cD7t0KFd6843a0MuVtl8fwC4tERPJoFOzdyeouH0+gQs78XPvY00ibku4J7lIfLyMCrhQ87ojR0ou7O/pKfRo6AlTwDB17j9i5vbEV7YUXETGN/hbTIx4YdXLQCdT/tB3+3/6A7qgodC+cB8mEsRD7+0BoJHKMnepWqLHzx01oLC9FQ2UZgqPjcankApqGeYlbwqRMaLUaVOWd6W0EMOgPy4kbCiQS3PjMS0ibTP9tdCJWasoJBKjgETuBIjUx3AhQwTPcnqiT4iFXZ5DMTlt9C5Qbfob3LTeAz+dAq9NDJBSCdmR1EmhqxuMJqFQatLy/DqJbrodvELvLK8nPllKpYRoh6PRc7Nm4Cbu//GRYCIGBHmjcuIkIik5A3p6tUHR2ePSz54tEWLD6Hsy/aplHx0GdH34EqOChgmf4faodj4gKHscZDisLarUW8l2HwCmtABTdEFZVw6usDK0ZGVBlZUL602YoMieDFxPJlLlxxWL4JMf3KdkZVkBoMJQACwLy/CIIfGTwjgpnMbv/lKbGZnz89NNoKCu2a70nLQqIiUPM2PEo2LcLyo42T3K9j69CiRQr//oEpsya5rExUMeHJwEieJwx7l+W4AwzLrdBS9pcjnhYbEAFz7B4jM4Jgtw50nyuCJJ/fABRrcn5Ag4HWokEvK4u6EQi6Hg86Dkc6MVitKVPgM+fV0Ms6DmnoNeD+c01HZQAJcCOAPmZObB9F7Z88A5Uim52izx4VtiIJAhlPqjIPe6xUQjEUtz4LClpG++xMVDHKQFKgBK4XAhQwXO5PGkWcTacLYbm1BkEb9wIrlLJYkXPFI1MhuZ5c+G3+jq05xRAK2+F98ypkEoGvom8qbkTYqEAUqmQCiTWtOnE4UpAoVTj05f+hpoL55gQxV4yKDramT/DbnC5mLjsWpz8eT2g13pkeOQ+njm33IUlN1zlkf5TpykBSoASuJwIUMFzOT1tK7Eq1Rq0fPYD/PfsBb+11SYypP1u56hECOvqIWhpQceY0eDcciP84yN77ai1OrSdzIO2uQ3SrIno/OYncJtboA3wh2zFIsiC/Wzak06mBIYbgYqLFWhubOoJi8NBydl8nNryI7hcHjpb5MMm3BGTpjElsRdPH4VOo/HYuObddg+W3HC1x/pPHR+eBH7+4hunBLb8lpucYocaoQTcgQAVPO7wFNzIh/Z2Bbq/WY+AbdvBVakc8qxjxAio71qNwLEjoVKr0fzp9/A9eAg8pRJKf3+IGhvBUyiYPeTz5kL2wO29ZXEObUwXUwLDhIC8qRWNNXUAR4+vXn4WnS2efY+N1M8fKVnzUJGX4/HnlYQSCebdcjfmX7V0mHzaaBjDhQARPHu+/syhcGb/YTXMCZ7X3nin974Ycu+KpWG4A+bhB+/F9det6r2fhcw3vgPHISftWMz2vI/xHT6m2zj7Ek3DHTdTMzPw5OMP2REVXcKGABU8bChdZnNIaU37+58iYN9+cMjNig6Mrrg4tN50PUTZu+Gbe6ZX4Jia1EqlaJk6FZI/XQtZEM30OICcLh2GBMjP5HsPP4S64kKPjS4oJgGx4ybgwqG96JA3emwcBsdHTJ6GW5953mrprscHSgPwOAKuFjx/W/MWDBdmmhM9xhdervv4/WEneMgHglx4+tknaxEQ4O/w54MKHocRsjJABQ8rTJffpM7GVijf/xh+p04xFyo6MlQhIeC3tLDKGDXPnAGfR+6BwMIdJo74QddSAp5KQKPR4Zt33kfu9s0eFwLJ6kSlpIIvFKLk+GEouzo9LgZTh3suHX0GaVPoHTwe/zCHYQCuFjw/bdyCkJBg/OHGaxgxYzpIduTrb9ejvr4BhgyPu2C2JcPzzXfrzYoakuUiom/nrxtAsjKODip4HCXIbj0VPOw4XZaz2huaofz3Fwg4cmTQ4td4e6P1vrsQPNPxf0QGzWm6ESXgYgKdXUqsffgh1Je6f9tqsZcPvPz84BMaDt/QcOi1WjTX1qAy7zT0Dv7yxMWYrZonjQrIHUqjps7A6qefguC3zpRWF9IJlMAgEnC14Dl85Djmz5sNkskxLU8zCIrx41Px0cdf9AoeS0KDsbXwd9H0/ruvIyfnLCIiwpjyLkvrLH3dIB52Zu9liJtmYpwheEzL9QyP1jQW8nVDhov8t2FvElt8XCxuu/MBJlO29t3X8bdX32LE06yZ03t5WMoiWYvReK9PP/uq95NnTqBZ83kQP7Yu34oKHpcj9uwNiOjRvf4evAsKBi2Q7ogIKO5ejcBJqYO2J92IEnBnAvu378Xer79Ad3szFB3ue2Gnl18AEjOz0NHcjLri81B2dUDV7YFttjkcyAICodVqoVOpmexU3PhJCItPgEalxviZ0xETH+3OHxnq22VMYDAEDxEjf3/9Hbz9xsswLmsjYmDN3/+Bu++6FQ8/8syAgmegczLPPfOozYLH3Ms7+RgYl985Q/AQv//57of4z+cf9sY+UCymZX1l5ZVM9utsXj7IeaAnHn8I993/CHOlh+Hrho+vaemgLTEaix2DPWPRw8bn4fRjRAXPcHqaLohFrdZBfqEEfq/9A4LmZhfsYMYkh4P6G65FwPXLIRQIBmdPugsl4MYEFAo1KopLUFddg0slF9FQWYaG8lIEREahprAAagdEhSwwBEKxGBweF52NjVB02SeoEtKnwD8yGucP7EZn82+d5tyYqSXXQuJHImnqDEyYlQV1Zzc6uzshkXghIXkkc8EyyfCQDnN0UALuSmAwBM+/1r6F1994F9OnTelT1kbKvci4etVy/PHWey0Knu7ubqy+437U1TX0CgeDGCEv6rYKHrLnE0+9CLLW+KXekI1ZuWLJgALK9FkOJAbIXHOZm/KKyj4lcJb2Jj4arzfO2Bh/3eCDKQvTGA0iyNBMoaqqug974q9p2ZyBtTWf3fUzbo9fVPDYQ+0yWdNSUYPuvCLouxUI+v4H8DsHr/aeNDFonTAe2knp4HC4kKbEQ2bnLfaXyeOiYV4mBLRaPTQ6LTpa21GSX4RN772B7jbb2sgbUAXHxCFizDh0yeXoaGlBeGISSk8dQ3NNpU00R89aCJ6Ah/Lck2hrqLNprTtN5guEWP7Q45g6dyZ4PCpq3OnZUF/YExgMwUMO7O/YuQcHDx3tLWszvFST7E9QYMCAgicn9yxTumX8gk8iZCtQTDM15l7yDcSIcDCcx5FIJIwwImOgbnHWBI9BhJh7KqYlZ6aCxVRkGObHxkT384kISCJoCO+mJjnD1CDejPc27p5Hvk7mkQzSQH4ar7fkM/tPnfvPpILH/Z/RkHlYfSQXgR9/BkFDg8Pd2uwNQisWg6vXoyU1FbKnH4JIxLfXFF1HCQw7AvKmZnyxZg2q8nLtim3k5OloLC9FS10Ns947KASjps1E4eH9aGcpXEZMmgqdXoeagnNMCZsnD7HMB9c9+SzSJtNmBJ78HC933wdL8JAX8Ecef763rI28mJMXb+OXc0ttqTf9vLVfWRh5bsbnXGw5w2MQUJaevaE0LCoqkrXgsdS0wJBRMRYTxp3pTH0wZF7I182JLYPYuOmG/k0gjMvnDELmn2+v6dcsgfhESggNZXaGxgrGvpi202bjs0QiHjY/TlTwDJtH6fxA1Go9Wv79GQJ3ZAMOtqe21zutRALS2ro7dQx8li+ENMDbXlN0HSUw7AiQ8qr//nsdjm74zq7YkqfNRnVhAdobf8/KkK5qSdNnoyznOJqrqyza9QuLRMy4dNQWnUd9aZFd+7vbIu/AYDy+7jNIJSJ3c436QwmwJjBYgseQLTGUtRnK2YhQsXYPjycLHvIgjDMv5O+kPM/QKMFQUmeauRlMwUP2MidoDI0Q2PpMBQ/rHzs60dMJNOQVgbN1JwL29HQ8Gewhnz4N4gfvhsyLvoAMNnu6n2cQOLrnEDZ/+A667DhjN2HJKhTs3wVFe9+SuOC4BESMGoPc7T9bhDB61gKmfK0q/4xngGLhZURyKu5/8w2aSWbBik5xXwKDJXjIHTSGcjHTJgbWBA/bkjZTcWG498ZUTBhK2sxlP4yflDOaFpj6ZCg1M93bwGByRjpTqmZN8JhePGp6zoZtSZulC2GN22kbSg6t+UwFj/v+nFPPXECgJb8I/Hf+DWl1tQusD2xS4+eH9of/TDu2DTp5uqGnEFCqtPhh7b9wducWaDUa1m4LxFKmfO3crm1m10SnpkPmH4CCfTv7fZ8c7PcNCUfR0f2s9/OEieMXr8C1994FsVjoCe5SHykBswQGU/CQl3pS1paaOhrtbe29Z1D+n72vjo/zutJ+hkGj0YxGzMxoWWRJli0z23E4DTftFjbptt1CuruFL8XdbZNut7BpoGF24pgZZJQsW2QxM45wGL7ffU1ivTMa2bJ1b/5Imzn33HOf+87oPfec85zZHB62pAU3nIuxfW/GkhtMTBe7WFA0jj1totNgSw3PbCltE0kCxtbWjK2JYZvSRiJEjiAtmM6ZnCo9bjabqcNDf2QWFQJWAD0ffgnVh5+Ao9ff9r33Z2TA+Qffpreutx15uuDdgkBPdz/+8Yufo6OmAgy3KYvh6h8AlVcgagqmdloEIjFiclejs6EOXUTv9SGUShGftwGlR/fDoNWwWOnuEQmIT0ZkRhZcvbwQGh0BF4WcYWajgyJwNyFwOx2esc7H2Jf12Rwe8iLNhpaa4D4VFfMDO7cxRyKXO990sqajbCZyE6mhyX+bC2kBmX8jdW0sBlM9J2wdnri4GBw9epIhG7gxJvbimWmPbOyZaMtU1NVk7Yn1PnfT8z+drbSG5144xduwB73eiNGX/gBFUdFtWG38EqSOp+/xx+CxJQ9cLve2r08XpAjcDQhUl1Wi6OQpFB/8EgadblaTgxNSwZUIUXfhzLSyUhcFIpetRG1BPoZ7exi5qOw89DTWoa+1adY1CH0zTyCEyXD7L0pmNW4aAWKzVOEKnkCAkKRUhCQkYGluNr1wsRdQOu+2I3A7HR6yuan60rBxeKZyZn7zq5/iyNETTFE+SZO7McY6R+Rl/Gf/8UP87Be/ZT4e67hMVbcylqbalpQ20hh0qjGxNw6RmchydkPm011f4vMv9jFRp+kIE8aSFgQE+M3aeHTiHqdqUDqVEzaRsY2NzdOlx932h9oBC1KHxwEgLhYVg11qcF76T8jq62/7lkfCw8H5yXfh7K687WvTBSkCdwsCo1oDXvn2t9DX0jiryQnrtqD2Yv6stT+uvv4ITFqKilNHIVd5ICw9GyVH9mCkr3fSGhIXBcQyZ8BqgV90PAQyOUQCAaovnEVfS8OsNi1EAZmrG+773g+QmEqZ2xbi+VCbJiMwnw7PfOM9sV/MfK9H9S8eBKjDs3jO2iE77btaA9lvXoag7/Y2FrRyuejbshnKZx6BgE/7YzjkMKmSew4Bjc6A//7qcxjq7YTFYplxf3HLN6Kh/CJGp3BcJk50Cw6DV0g4hBIpOuqqmX49pYf2wqjTjhNdet9D6G9rA5fDQWdVBXTaEXB5fBCCg/ITB2HU3J0pcGnbHsTOrz8zY3pbT7caYicniIVcpjEp6R9GAtI3mpSSTEPar/Se+8otyA3dDQ7PxH47N4AcW1hPojx0UAQchQB1eByF5CLRQ96hevYcgeqtd8GdQ1nPbiMAACAASURBVHd3W+EaTEhAb4AvyoQcqHx9kZKzHAIRF0KaX28rlFT+HkbAZLLgk7/9HS7unmi6Woqas9OzK4akZDB00iP9s19e8EUiZDzwBK7s38VEdmJXbUJfawM6q27lmssUKgQmpaKu8Ax0I8PjUA5Zugy9TXV3bVNS0p/omV/9GgFBAVM+PXq9Ce/9/mX0tjRB4ekFDo8HLpcH75DQa14OhwN1RzsUHl7wDQ9GdHIShLSx6T38TbyzW7sbHJ6Z6l7uxfqRO/tE0NUJAtThoc/BjAiYrYDFYmZuKfnX62dGmtth/f1f4FRTA+YKc5ab5LlCbJVKUbVzO97+9F0YBvshlDjBydUVYamZ8A0LR9qKLIiEgrkuQ+dTBO4JBIxGEtmxoL6qDofffpshMrCYTbDCCuOYS4qYlevQVVEOdTeJBs3M7sbl8yF2coZmUM1g5BkSwfwukFoeJ6UKPlFxEDlJ0V1XO2VPHt+oWBh0WvQ03v50WEccKpfHQ96TX8f6h7bfjNjc0Gs2W3Do4y9w6v03pyVxIPhZCIMeh8PgFbY0A25+/ohflgYfP1/wuDRq7YhzojquIUAcHkeMLU8+6gg10+pgU2cyrwZQ5YsKAerwLKrjZr9Znd6Iod2HwKtrhJXHhTkwAJIVWRDKpRAI+Bhu7oLhYhF4TU1QnjzFXrGdksNxcdgjMKPoYv44DUoffzz4/R8iIi7STs10GkXg3kXAYDTjypkLkKtc0VZXj2Nvvwbd8BCzYRcPT4QszcRgVzvqL120CQRVQAhcfQNgMRsgV3mio7aCaUA63QhKTsdQZxtMZjNEEgm0JALEIaU+Zph0euiJI2adOQXPJgPnQTgsLQtP/ORFOEnGU1ZXlVXivV/+AiN910gd2A4Ol4uIjFy4BwbCzdsbS5ZnQyoRTHKo2OqjchQBigBFgCIwPQLU4aFPxyQEtDo9Rv76NpT5Z26mrVl5PBhcXWEVCDCyJBmIi4IiPQX9b74Pj30HAKNx/pDkcNCdmop3e5rRXl0+bh0nhRI7v/9jJKbRguL5OwCq+V5AwGAy4eVvv4Cu+uqb2wlJy4FG3TOjszLV3oVCIUKzcjHU0o622vHfyUnyXC7Sd34FRp0GPfW1MJmMIOxvZpMZQqkIEic5U++iGR5AX3Mjk2KnHx1xOOQCsRhKb3/0tzXbxRoncpJh+3f+FWm5y27a1terxtu//CVayovtspdEfuJWb0RXTSWTApe2dTtSc3NAMnWtVg74fFIHRJkp7QKXTqIIUAQoAmMQoA4PfRzGIWC1WtH91mdw/XIPeDPU6Bjd3DD46EMQJiXA8r//B8WlS45BkscDzOZxuiwiEcpXLsdbX34waQ2Sapf9yNPY8vjD4NGceMecAdVyTyJAvtsf/flVXPzi45v7842KgUdYNCpOHJpUd+NIEKRyOTRD1yJL0w2Fjx/k7p5Q+QSgpfwKepsdx+omEEsQnZ0Hk9EAsbMcNedOYXhMRIY4M2RtkrqmGx2BSaeBUadn0vDGjiUbd2DHPz0LHkeIro5WnPjsc5Qe3sekDNo73INCwePx0FlXDZFMxuyfw+fBpDMgKD4RSctzERIdSvsB2QswnUcRoAhQBGgND30GJiKg15sx/PJf4Xpq9g7qRqUSfXkrIW5ugaKgYM5gmlxc0JCXC5/iMvBHrt3wmkUiQChEQWQo9nzx/pRrRC5bgSdf/AGt45nzCVAF9zoC+977FEff/CuzTSelKwITl0IiV6Ku4CwGOloWzPbDUrOYSFBTySVYJ1yA2GokcXaislYyka3uhlpI5QoEpWTAqNOBLxRAN9APZ29vjKoH4SR3AYm6cECat3JA0s60w4MwaLUY6u1GSHIqeFwu6suKMdrdheF+29LYprLdJyIGVg7QMYYAYqycTEVqfjKx8fEnoPKgtPy2nj+VpwhQBCgCBAEa4aHPwTgETGYL+v7+AZwuX4ZgcBCC67eyFoEA3CnS1sh/55jN4DiAuMAol2NPSjyaWhohlEiYtBZnd0/IxFLUVxRD3Tb1C5nS2xdP/PT/wS/IF2YrBwIa6aFPNUVgSgSOfrYXB1/7M8xGA8LSl2GouwN9ra0wz2dKqp1nEbIkHRIXOZqKL2Gkv99mLQKRBE5urvCPSUJnTRV6GmvH6SBMdkaDAXIfX/iGRaP46H6YNONT6W6QNYikTiD9eLqaamEYHSX5ZjbbM92E9J2PovLMCQx2tk+vk8MBiQRFZWQjNm0pwmNpzaLDDoAqoghQBBYFAtThWRTHbNsmjUYTegrKwK+phfzEKeg8PKBdnQfnXV9A2jR7d3XbVrsmbZbJ0JqbjdOt9SguPGebCi4XaVvvh2Z4FFaYkL1pM8Jjo2jPC9tQpNKLAAF1/wB2v/4m6grOwSssFt0NVRju7V6wO3fx8GaiMW1Xr6C3iX2Km0AiQdTyVdD1D2BksA8d1RULco8BS1LhGRCMwt2fwMry0iggKQXf/NUvIaCU/AvyTKlRFAGKwMJEgDo8C/NcFoRVRrMV6spaWLR68NQDcPrkc4hbW+fFNpIeV5Cegj1H9sCoHbV7DZKCEpC4FF/7+S8gFvPs1kMnUgTuVQR0ejMKTp1GV3MzCnd9DKNBN26rpJ5FJJViqGdhOEJcoRCxy1ehraIM/dNEeSeeVVByKgzaUbRX3uoTtNDOU+7mBa/oaDQWXIBBx74hK6EE/+6f/khrehbagVJ7KAIUgQWNAHV4FvTx3DnjtFoj1B98DnlBIZPWxtVowNPr59Wgoago/N04iI7KsjmtQ3L0n/j5SzTtY04o0sn3MgKkQWlbSyuOvPs+6i6dZ9JHSa0LeZleumEj3Hx9ceTtt9BcXAgLy8jDfOLl4ukN74hoVJ4+xmqZ+NWbUHP2OHQa9o4EK8UOEHLzD0ZgfCJGR0bRUVOOwY4ZUtmmWC9t+wN48BvPUfpqB5wFVUERoAgsHgSow7N4ztqmnRJGp663d8Hjo48dmq8+kxEmJycUrMjGZ5/PsWkah4PlDz+ObU8/btOeqTBFYLEhoDeYcHrvQdQVX0ZM5jKGElksvtbEt6erH+//1++YGpqFMJI37kDpkb0wGQwzmiMQihCbtw5XDuxeCGZPsiEwIQXakQHohkcwqu6H2cSe0l8olmLH936EtNzMBbk3ahRFgCJAEVioCFCHZ6GezAKwS93YBvFL/wVRR8dtscYiFOLy2lX46MsPrnUlt2OQ6I5maADuAWF44U9/goSmtdmBIp2ymBAglxt6vQkiEWl6eWvnOp0Rr3znBXTX1ywIOMIzctBRWY6RgekJDFR+AfAIi4JQJETxwT0Lwu6JRvjFJkIzpEZ/S7PN9pGU3Q1ffwGrdmy0eS6dQBGgCFAEFjMC1OFZzKc/y96NRiuGX/pvKAoLbxtKjbk5eP38MWhHZu7ZMZVBSm8/RC9fDXVHB1oqLiNt605seui+22Y7XYgicC8hUFxQjE9++xJzgbAQBmFTc/XwReOVi5PMIf1zYnLXgCsQYqSnC81Xi2HSja9NWgh7IDbIVe5MnWHZqcOAjRc7HB4fK594Dpseob9rC+U8qR0UAYrA3YEAdXjujnO6I1aazVb0fn4Abm+/B85toq1tzsnG64UnMDo0aNOeZSo3pldFU3kxrHoj/JJToPLxx5ZH7qNsbTYhSYUpAtcQ2Pf+Jzj25v+BRIAWykhauxlNpUVQX697IREPZ5U7QtOyYDaZUHJwYaaxTcTPOyIKrr6BqL14FvrRYdbwipydsf35HyAtN4P1HCpIEaAIUAQoArQPD30GZkFA0zuI0Xc+huroMWCeipcJQ5tZIoFOpUJDkD8+2vexTbezPGcXJGblourcKYwOXruNdg+JwHP/75dQuSvoGVMEKAI2ItDXN4BXX/wxehrG966xUY3DxWVuHghdkgF1ewv62lvgFxkHmasrrp4+Cq2NlyQON26iQi530m+me1AYZApXWGCBfmgIXpHRqC+8gBF1L6s0XmeVB5Zs2ors9Wvh6kabkM77GdIFKAIUgXsGARrhuWeOcv420nmmCB6/+73N6RezWTQaFIjWmGj0GfWo7GpHn7oHmv6+GXP0p9IZs3ID2kqLMNjbdfPjpTsewiPf+OpsJtDPKQIUgQkIkIhOcWEJLh06iP72VnTWLJweNqTJsHdkLKQuClitFuhGNSg/um9BnSGh0U5cswWABZqhIYgkEgz39aHh8gWk3fcYWooLIRRL4OSqQlNFKWJzV6O5uAid1VNTaAfGJ8FF6YbakkvQDKhBQtbJG7bjgW9+DSIhf0HtnRpDEaAIUAQWKgLU4VmoJ7NA7NIPDGPwr/+A2+l8h1vUlZmBz/SDaL58cVbmpZkWj8jKRUflVQz39dxyeHY+jEe+/qzDbaYKKQKLAQGSxWYwmHDww49x8p3X7/iW3QND4B0RA6Nei+aSy0zfmsT121D4+ceMY7GQRmT2SvQ1N0E7oIaLlw96Wxuh8guEZ1g4uusb4BUShpqCfJA+PJ7BIVB3d6K5+BLMU6QNS+Qu2JG3BaHNrSgJ8MHlmjJ01NcgMH4Jdj7/Ajw8aJRnIZ09tYUiQBFYuAhQh2fhns2CsGy4Zwicl34Haa3jU1tMMhk0vr5oDwlCSW8nahuqoe6wvbGps5sHQlIyUHw9f5/L52P1c89j3Y4NCwJDagRF4G5FoKqsEm//9CfQDttOIjLnPQvF8IuIgntQKPqbGtDVWAvdDTs4HOalX+kXgL6mOrSUl8x5OUcokLq4IjglHeXH9k9SJ3F2QXTOSgz39AJ8DmrOnWZ66cxUIyWUSpGzZitWnz4PvlaL4dBQHPRUoKTwHEJS0pCXuwqBGcms6hRJRrKJkCRwOeBYAR6PAy5Ju6ODIkARoAgsAgSow7MIDnkuWzSZrRj45ctQXrkCzjw1HrVyuTC5uEAdFooWVwUutzWh6vJ51mZH5azCYGc7Om6k3vAFyHzocWx/7GGQv+ctzW0oP38RpPSaAytkCiVily6Byo3W97AGmQouSgR0eiP+9uK/obm06LbvnzQPHeruZL7XBu3UDUR5fD6islaipuAMDAugyShhimuvqcBA+9QXNyKJFNF5GzDQ3oTGy7OzX4qdZMhcuw1rT+SDPzLCnMFISAjOJcYgtr0HTiYTeP/8Vcjdp4/0kGjdaN8gNHuPQFBZBQgFMIslsEql4G9dD0WQDyuH6bY/AHRBigBFgCLgQASow+NAMO9VVcO9w9A0NEL8/idwrqqa121aRCK05ObijXOHMdrfO+tavnFJ4HF5aC651RxRJHVCdE4enJUKgMtH8aF9GO7rBk8ggNVsAVfAh1dYNNY//Qyi4qNmXYMKUAQWKwLnj5zEkfffgbqlcd4gcPMPRlh6NjQjQ0wdi8rXH2KFAgNd3Wi4OHMqrZD5rq9G8cEv5s0+toqFMhmil61A8aGZ+//w+AJYLGZYWZDAuIeE4WueoZNaAxhUKgj7+hjTBlKXQvjtr0I2xQXOSO8ANMfOwPngYYi6uyeRKGgCAzG6fTNkWZno7+lAf08fetvbEJmcCL8AP7ZbnySn0ZvA53AhFF6LIFksFhpNshtNOpEiQBFwBALU4XEEiotER+cn++Hx9rsOJy+YCJ/W2xvvuLmguujMrMimbnsIRXs/m9StPGnjNlw5uAdcq5X5YzvViMrOw1Mv/gACPm/WdagARWCxIEBSrFoaWqDy9sRvnvgKNNeZDx25f5J2SogHZEpXhKXloLelEf0dbTCMDsGo08Oo08Kg1QJMXHb6IXNzh4dfIOqvzB4tcaT9U+kSS2WIyslD8aEvHUPlzeFgxeb7se58EfgDM/RC4vHQ89gjcH9gE7jcW51j9Xozhl/5G1wuXARvip5EJqUSOldXdAUFokbAwcWLp2DSaGE06LB04w488A37aiB7etR4+5cvwdXHFx7+QUxUvb+7C+sfexgqN9f5PgaqnyJAEaAITIkAdXjog8EKgdH+Eehf/jMUl25DaguXi8bc5Xg1f/+MaSoyVzdEZa9A0b7Px1G6RixbAYCL6rPHZtxbXN56fOX736EOD6sngAotFgR6e9V455e/hFAoQWtlGfTaa6lUcx0pW+6H2WAAaRIKDpdpLmwxGaDu7EB3fQ1gR78fZ3cP+EbFovL08bmaN6f5fKGQuVgJiE+GyaBHq4Nqipau3oSdl8puprNNZ6RRoUDf9q1wSk2CS5API6bR6GH46W8hvzo1+9vxLetx7sIpGEdGoNOOjiOO8QiNxL+88nsIhULWuJjNFtRX1mDP66+hvbz45kUTqRPicLjIevBxrPvKQxAL6AUTa1CpIEWAIuAwBKjD4zAo711F3VdrgF374VZQANyGBqQmZ2dcSFuCPcf2MEW2XHAhc3UHXyKEWCCEWOEKqcoLcqUcjWXFaL86vmDZLyIBRrMWXXU1Mx5KzPLVePJH3wefRnju3YeX7mxGBMhLaltzG9y8vSEV82EyWXDo41048fbrMJsMDkUv/b5HUX7iEDSDaljMZofo5vD5SFi9EaXHDsFi0DlEpz1KSL2RWOYMo0kPZxdXFO3bhVF1vz2qbs5RePvi/ugURJ6ePdLNTOJwMLA0BdIfPw99fRMMh07D5cwZ8EdHp7Rj/+pcnDj4BZNeN3FI5Ao8+bOXEB4XOcvzY8al/IvQ63UYGRzCuY/fx+jAtVS7iUOmVME7MgYZm7YiMS2J1g3N6emgkykCFAFbEaAOj62ILTJ5cuna3zkI/P0NKM+zJxKYC0zdOTnoUTiDr9Uxf8RJio1yaBgtAb44fuUcdN190Bh1gEYL04SXMpnKHSq/AKbremt58YxmxK5Yiyd/+H2GrYgOioCjEbjBvkWYuBwxjCYLBHzHsmp1dvbhzZ/+O0gxfeLK1XD19cWpD99FS+nlaVNB7d2Le1AIXDy8UXuR5Qs8y4Uili1HS1nxHWs8SiIYS7c+iJ6mOgy2d0Cv12B0UG1XxOrGlrk8Plau24a8C0UQDrFnyCPMl/0rVkBeUAAxqdmZLmomFuNAVjqOHvhsWpTdAkOQtHodXL28kZieCr6AC4vZCvIPn0d+l7k4d/Q4jrz+KnSjIyDUbyYWxDbkounR7/8LJGL20SOWjwIVowhQBCgC0yJAHR76cLBCoPPL41C9+Y8pc8FZKbBByCiXQ0Byzkk06fofbK2PDw5Gh+LMgc+n1MQTCuEdHgXP4Ah0N9SiraJk1he25Y88hc1PPQqeg15IbdgiFb0HEdDpTczz2lxbh662DvR3dTEpQTKlEnJXJUJiIiHkC5i6FJGI/JvdIP1wGqprkf/Fl8jesh2RCeE3J5KvR2N9M/wCfCAQ2NaEkjhk+z/8HKfeex1GnQ48gRCuvgFQeHpB7uHFUFH3tzZhqLsLmqEZakjYbYORSli7BTXnT0PrIH1EZ+L6rSg9dhAWg94GSxwrKpHJIffygU9IBGqKzmGk91ZPMHtWkrt74NnoVPics/2SibBecmYhRLAIhTiUuwxH9306q3lCqQzObm5wDwyF1WKCZmAYrgF+kCuUKDrwpc2RLBIJi87Ow/onHoObG+0jNOsBUAGKAEXAIQhQh8chMN77SvqbOyB78Rfgq9V3ZLP9SUn4v6469DVPZovi8gUgdLDDPV1oGsPWNpuheU99AxsfuY+mVswGFP18VgQsVuD47oM488l7MOo0TME9qeUggy8UQSASQ+7hCbGTM4ISkrDukfshYuGgdHX2oba0DMfeeQMDHW1Mjcg3fk3qa645TB0dvfj0jy9j9SOPIzI+gunrwnZ0d/fj/d/+dkrKaRK1EMmcmVTSwMQU9DY3oPHyRbaqp5VT+viDNBGtPndyzrquKeAgaf1WXDlw51naiDUKXz/4hkWj5uJZGLRTp5Kx2bjMVYUNmXlIOzRzHSIbXdPJNGQtwzvlFzHU02WzGlKHxZDB2FF3xZwahwv34FCsf+Y5xC5JoGnFNp8AnUARoAjYigB1eGxFbJHKj2iNwL/+B6QNDXcEgerVeXjz1H4YSerEmEEoqEPTlsFstaLq5BHWthGWqK3P/xAZq7JtvhlnvQgVXFQI7H3/E5x8+41Za19ETjIkrduCbU8/AZFo+qhMX68a7/3nf6GnoQajA9cuGsQuLtj6rX9B+ooskM8//MMrqL90Diq/QNz/ne9BInciPgB8fP2YHlTTDZMFOPjRp8h//61pe9zcmBuekYNRdR/aq6Yufrf1kGNWrENzSSFG+qeu9bBJH4eDxDWbUHrqCCxTMJHZpMtBwr6RCfCOikLJ4b2wmswM65k9Y8nKdbivogGi6/TT9uiYaY7B0xPv+KhQcfG0o1Wz1idVKJGycTsCY+PQVFEOsUgIcnng5u0LK8eCpcuXgVIcsIaTClIEKAIzIEAdHvp4sEKgr6kd+L+3mAakt31wuahamYu3Tu27ydpG/lCGLM2CUCSCQadF7YXT0I0M22QaKQpe8egTSM9bAaHAsbURNhlChe96BEiD3g9e+SMuH5i5B8uNjQrEEiSv34ptzzwJsXhyepvBYMGRTz/HyXdfG8eexePxkfvEM0hfvRqf/eUvqDl3GhaziVFL0qq4IiFzex6bnYutzzwF8fU6CbPZiraWFpSdL2CYnk0GLQr3fInRwZkL6wl1dFhaNkoOs9sXm4N0dvNAYOJSlB3dx0Z8VhlSayJ1cWWcqIUylmy7HzK5G6rPn0TnjYbINhqXlrce20qqIRwctHEme/ErK3Kw58o5DNoR5WG/ysySpD+aUCxhUihJI1lCaEFSlEnT1fu+9yPELUkAj0d/nx2FN9VDEVisCFCHZ7GevI37JpkLvacLofz9K+DOM1ObOjYWRrEIJM98SCoBeFx08bjYd+Az5uWPRGfStj+M7uYG1M+xANo9KAw7nn+BYaki9Lik64dPcDAkEiG4NqQH2QgnFb+LESCZPFqdHjwu93qXGCssVit2v/YmCnd/wnpnpGYmZEk6NjzzFLx8fCAU8m+mVzY3NuONn7w4Kd1I4eGNjPsfQdH+L9HX3ADzdWdn4qICsRhe4dHIe/gx+AYH4OLRE7hyeB96r6eEktS3G6QKMxkcnrkcvU0NULe3sN4XESTfUeLYDHa2TzkvacN21BeesyudatJehSLErtqAK/unru+zyXAHCsfmrkVL+RUM9XbbrpXDweotDyK9rRs8gwGijo55cXz07u4oTozD6apidBJq8AU2XLx8kLZxO1LzVkDlQet9FtjxUHMoAncVAtThuauO684ZS+hqe97+BJ6f7rI7b5uN9VY+H+VbN+F9kg6iHYZRq5lyGum/EbtyA0OBqunrgVjpjtaKYgy22fZiRpSTAm2SBmQxGJmagPDMHDz4za8xL6B0UAQmInDxxFmc3/MFBro6rjkNViusFgvzv0f6e20GjDTf9AyLRtaOHUhISWDqcIovXsZHv30JuuHJDF1EfoQl5bGT0hUqvyC0V5XfrCliayDpcxW5LBeX9sxe2D5RZ1h6NiTOcgglUjQVF6G3uX6ciETugqicVSg+sPtmhIqtXVPJ+UbFMUxz9Q6oM5qLHczvibsnODw+vCPC0V5RYbdTR6LYUmcXppbqSYUPlIXzF8Fqz87Ge02V6GtttPk5mStes833DItCUHIqEjPTEBYdDh7p40QHRYAiQBGwEQHq8NgI2GIVH2ruAO+l/4KkrW3eIaheuwavn9gD84R6nYkLkwJwDpcLqUyOkJVrUHH6BEZaxr9Y2WosSaX4yk9/hYTURFunUvlFgIBGa8Rbv/4Nas6fcuhufaPj8eS//ztU11mrdDojXn7+n9HTWOfQdWxRFpGZi57GWqg7bPvOk+hO0vptKNrzKdObJnhJGkwG4yTMglMyYDbq0VxyeZxZTFoTcSBnYRobvxcOCN0xYWjsbbkzdYY37End/jAGu7tgNpG9FTEMeHMZxPF5JH0loo45iuhhsjUmiQQtS5LQ6iJDcX01mkpvQ4NpFqA4KVwRmpaFkiN74REQgkd+9GMEhASwmElFKAIUAYrAhL8So4OtJIuHDorAjAiQd4++l/8G1VEHdzQXCAChECYul+nAThyYosxUfPD5e6xPJDA+GaRHSX9jDXTTRIRYKwMQlpqNJ3/yI0ilIlumUdlFgACJvHz+8n9jqNd2Zqvp4HFyccXmf/4O0pZn3hQxGMz4/LU3cWHXB3cEVRIZCk5JR9mR/Tavr/T1g39sMq6eOMREC/xiEpiX/q766nG6pAoForLymJdZHl8A35h48Hl8OLl6wKgfQdmxQzZFk8nLcfiy5WgoujhtKp3Nm7FjQkzuWqYHmKOeEYWXDx5Zko2Qw0ftsMb2KZVrVmF3xSX0NNw5Z5swbqi8/eCXkITmK5egGR5Exo5HkbNpLZSuLrZvis6gCFAEFj0CNMKz6B8B9gB0fHkEnn9/EzBdK5J2xGhavQp1Jh0aB/rg46zAgHYEVyvKoJ2mW/dUazqrVIjN28DUDRTt+exaEzybbofHaxVKJEhauwV5D94PNzeFTVS/jsCE6liYCPT1qPHOr3+N5rLxEYmJ1kpdlPCOiEFbZemUKWkT5X2iYvHcr34HuexWI0a90YQzB4/j8Kt/mpVFbT7Qis1bh9byEgx2ddisnnwP4/M2Mt9HEq0hlxgFn0/tuBGabZPRCKWPL/o72zHc3gZweQhKSkHZsQM2ry339EFQYjJKDu21ea6jJpAU2aDEpag8fQSGOUZ3iE1imRzZueuwvLIWkuZmR5l5U4/O3R1mNzc0e7mjT8BHn9GI8tIiqDscvxZb4z3DIuHmE4S6wjPQaUYQnp6DZ//jJxAIaDobWwypHEWAIjAeAerw0CeCNQJdH+6F+1tvs5afVZDLReWaPLy258NZRWcTIOltCl9/hC5JRU9DA6ovzC3lSCASgRAabPn6PyEiLmq25enniwCB4oLL+PJ//wh1e+uUuyW9a/zjl0Dp44fOmkp4RUShsegiBqYp3CdKnFwUWPnU15GRlwsOFzAaBrDaxgAAIABJREFUzKivrEDBgYNoLC6Edmj+GLqmOzKZUgX/uGRUnGZP8z6dLr5QDC6PO63TRjBL2fYQU9hfdfoo+FIpojKWo6n0EoZ77GveqfIPgSowANX5J+7YU+kXHcf0mWmpLIdheBh8gRBmsxmDPZ02X8aQHk4yhQqr07IRX1EDSVPT3PdFmC9zstAg4mFUp0VjUz3TXJY0hDXq9TZF1uZuzC0NpHG0V3QMREIB2ior0FZZBsIUeP8PfoLE1CRHLkV1UQQoAosMAerwLLIDt3e7FosVva++C7fdDqCnJTn6SiV6Q0Jw1VmCvfttL4qebh/haVnQaTRomeUWfjYcPELCEZmRjZQVOfAP8p9NnH6+CBAg1M61FVX47JU/oLdpcq2YV2QMnF3dUF9wFmaTCZ6hEfCOiEbl6aPQjYzvH3UDrshlK6HubIV+ZAQcLgd8kYjpTzMVWcHtgjgubz2aSy/bXWxvq50u3n4IW5rO1PlYrRb0NtSjvWZuPX+CktMgdnbGSF8vg+1wb9e1yK+dQyAUIn71JtSXFmGghYXDweVCLJbCOzoWIokMI+peyFyUEEikaC69xNT4sBlOrm5YnrUKXjw+mkQCCIVC5O7eD75majIXNjqJTFVmGg70tqGtopQVWx9bvXOVC0pKw+jgAAY7WmHQXdtj/OqNePx7L1Bq6rmCS+dTBBY5AtThWeQPANvtmy1A/9/ehmqP/akiVokEI+7u6IgKxfm+HrQ2VkHd2cnWhCnlSNoMeaHQDg9AJJMjKm0Ziu1IhZmoPHr5Guz89rehVEjnZB+dfO8hUFVWiX1//ztarxaP2xyJVsSt3oSO6qs3yQYINXNk1kq0ll9BZ20VIy90kkEmV8DJzQ2u3v4oPvTlggGJMLP5xiSgKv/YbbFJFRAE/9gkqNua0VJRBovR4Jh1OVxIXVwgksrg4uENJ1dX8Pg8Jvrb2VADq4kwMrIfcSvXY2SgF0rvAFgsBnRUVaB7ihoXmcoNfjGJkLt7oLuuGo3Fl8YtovT2R2ByCqryTzDRlJkGXyhCau5abKhthqS1FQZnZ+iCgyEvK7M5SjR2HZOTEz5OikbRiYPsAbhNkoStkJxNd2Ptte+KWILsR5/Chgd3gMvl3CYr6DIUAYrAvYgAdXjuxVOdhz1pdUZ0fLoX/l98Cd7oKIZDQ5lbRknH1Dn+fdnZ6JcI4VNVC7NMhkF3FdoFQuTXlKCTFC+zqbHhcJiUH0IVTYpWrWbzzZ2JJRIIneUIWZIJgZMU2v5+dNZXQiJXoqV05hoLNvCQpndJG7Zi8xOPQXK9eSObeVRmcSDQ26PGZ3/+C+oKz8JEUoCuD/JyHZK2DNVnjmP0OnU0IQAgtLpCsfQa+5jZAt2QGlaeCDKFHBazEUM9PUzUaLjPvjQuR6Eet2ojmq4U3BY7CH1zaOoyhtxArxl11Bam1SNRKBC2JB0uMhfk7/6I9XrEKfMMDsfVk4eZOYQcwTc6DhKFEiO9PdCo1RDJnCCWKyCUiNF0pYhhmIvKXomLu96ftE7ihm2ou5DPRPKmG4SaPCF3DdYNG+BeUsraVjaCFpEIe7JTcfbIPphtdPzY6J+LjNzNHZ4RMag5e42Rjlw8Pf6D70JEWwTMBVY6lyJAESBvkpSljT4HsyGg15vw1xdfhFmjw8aoBISfPY+LGSnw4PARTFjbJjgvVi4XDV95FB8ePwiRSQuOSIqh7g6MDM58oznWDtJTwy8mGSKFM6x6I4wmA2rP5zP53L6xiZA4O8OiNzD0qeQlMW7NZri4e6D1ainzwuaIQV5s1jz7dWSuWQE+l3b6dgSm95KO3p5+7H71NVSfOwWj/hb1MHmRj8hYjrLjB6AbGb65ZUKGweHyoJ+QWiWWuyAgNonpLF9+4iCTDncnhkzlidCl6Sg+uHvelyd01fFrNqH82AFobPhdmIthfKEQj23YCU/1MF5vrkAvS8pvQrFdeeb4pDRDoVQGuYcnFO6e6GtvgWF0FJpBNZMiRn6/yP4Kd388yeSIZbkY6ulGZ03FlNuJSs+BWCTGUr4YkafPzmXL087NX5WLIxdOYlQ9vdM1LwtPo1Ts4gKLyQQ+X4So3FWoPnsSuuFB3Pev/4b05Rm30xS6FkWAInCPIkAdnnv0YB25LRLd+d1Xn8FQdydSUrMQHhCGvacPIzkyHjkmK2QVleCPjr+hNSmV6MzMwKvHd0MzNLl54kz2SeUKBCUuwWB/H9rKr6UNETYnV/8gWIxGppib2DJxxOdtQENxIUYceEvuFRaFLd/8NqLiIh0JKdV1jyCg0xux+/W3UHx47zjnRunjD7/oeNQVnmNegmd83hVKJKzehMv7P5/kDN1OmJZs2onhITVqTs9/OpvCyxfkxb/i5OHbEk0iOLq4e+Gr8RlQFRejMD0Zn+37bFZ4SS2fSOKElvIrs8qOFeDx+IzDw9RvTVE7lLh2KxquXJz0O0ao+ZdvuR8r6lrhVFlp05q2CJMI/GeaPlRfyLdl2rSypJGsV1gEWstLGeefkL4QmnEOT4D2q8XQz1JzlLxxB/hiCQa72uDi6Yv6S2cw0N6Otc99C6u3b3KIjVQJRYAisLgRoA7P4j5/VrsnN9l//PY3J90GkpoFpbcfVqRkIv3ISXCMt/Lih+JiUR4bjc8/fBsW4+wFtiSFg9C5BiQuAcfKQUvJZai7xjc8JOuRlKCpRvCSdMhcXXH15FGYHVUHcH0hj+BwPPLjHyEgiDa8Y/XALDIhg9GE0/sO48S7b0AzcMu5UfkHICB+KWounGKK52caMSvWwmI2My/Id2J4h0dD6esPsdwVDQX5UHe1s0s7nYOx/nFJ8AgOQ9WZExjpnxmfOSwzbmrmqk3YerkcWk9PfCLno7b4MkMUMZ1TmrzpPibaYE8kxDM0HCKRFM0Tar2IQaSWxy82AVVnT8AwIZ3P1S8A33K/XqvjqI1f12Nwc8PVpHhcVveAJ+Kj7PRxGxu8TjZIJHdB/Ip16G+qg7OXN0b6+uGkcoNAKsVAUz0s4KCh6ML0zpKzEnJfH0idZGi4NF4uOmcVnvnJD0B+++mgCFAEKAJzQYA6PHNBb5HMJc0WP/7tS9AOT47UENKAZ9fch4gj41/UTDIZWrOz8AaJ8EzDUHUDPtI41DUgGJr+frRUlkBzvfaBLbyEQSlp3TYUH9kHg3Z+agFCUjKw8/kX4OXtxtYsKreIEBjV6vHub/8TVddrD25s3dnDE6EpmUxPm6GudhjGpL7dkCE01sHJaWitKEV3fc1tR40vFiNx9SaUHt0HLl8In8ho5iKDpNYZdVqM9vejsdgxaaITN0dSVKNz16DxcgH6Whrnfe/rN9yHvAtF4IyMQB0bA7W7CmIL0CkRolbdh4bmevQ2X2Pg43J5SNq4HUV77GORFEmdEJWdB3V7C5rLJkeIAuKSmBTHppJbxAakZ1Fa3gZsqW2BqG38hY8jwKnKXY4Pi89guKfbEeoADodxdlqqr2KgrRlimQx8gZjpP2TQjjCscrFrNqLy1LGbfz8EYjHcA0MYNk0SzVf5BKKvpR5djXUwXmdmI8YROu5lOx/Dlicfor3QHHNaVAtFYFEjQB2eRX387DZP+o988NLPpu2lcf/GnUg7dQ4cvR5aHx/o3N2gd5KhPywMn+/5aFKkhqxKUj5k7u7wCY2EwWRE0+UCmAy2MzSJZDIkrN6C7oYaNJdcmkeKVQ5C05bhoe+8AJWbkh1wVGrRIGA0mvDmr37H1HpMHISJLXbtJobIoOs6U9tYmaXbH2JYv9oqSu4IXsFLMjDc233zRf+GEeSFk0Q/PEMimNo5UrRPHCH/+ESo29ugGxmCbngY2uFhmAy3aphm20RYRg70mhEmiktGYPJSOCvdUXZs/2xT5/Q5aQj7SO4GRBw7Ae4Yogmi1CwSwezigs7YaHzaXIX2ynI4KVXwjYpD9blrBfT2DFLLQ5pm9rY1Mb2Zxg7f6HgmqkdY/W4McoG0cs1WrD9i/5rT2Wnh83FmXR727981rubMnn2ROSQqz+ULELdqA4oPfDGtGs/gMPhEx6O5rBgiJylINLGzrhZSuRwjPV3omIbERuHtg63f+hckptH+O/aeEZ1HEaAI3EKAOjz0aZgVgSO79uLQ3/8X5jEpa2Mn+YdHY0t4PBSd3TjqLoebkxx+QiHK1H04c/DaH0KJsxxeEdHgC0QQCkUQOTtjuL8XXTVVGOpl15NiKkMj0rKQGZ0M9ZAaZwvPoHfMLTH5g0wKiCcOnlAIkVjKOHAmG9LfyMtIwqqNeODb/wSxSDArblRg8SBAiD3e/cMrTBH+xOEdFg3P8EiUHz/IREzGDqlCiaicVbh6/BDjQNzuQQgWAhNSUHbsANMDZ7pB0jpV/oEMTTB5cTUbdCCU2y6e3ozD01JVDtPoLYKG6fS4BYTAPTgYFpMZJqMJdRfzkbBmMxPhmcvvABvcVuRtwpryagj7+6cVN0skUMfE4EuLBt29XXBylqNpArU0m7XGygjEUkTlrERbRRn6W8f08CFNV9dvR8mxfTDqrjmM5Ldp2aYd2HzsLLhz7LUz0U6DUonjqUk4dXQvDBOeQ1v2RCLqhJEuIDYRHL4Q6o4WtF2dxVnn8hCTuxK6wWE0XimYNjX5hh0kuhaamIZnf/UzCHg0nc2W86GyFAGKwNQIUIeHPhmzIrD/g1048vqfZ5QTKxSIj0lGaeklmMwmCEXim6lppIA1Lm8zOptqwLFYmZ456raWWdedTSAocSnud1LBs6AQkErRlJGB45p+8K1WuMsV6BoeQsWF04hMToGrqwf6RkdhNGohEEnB4XFh1GgYhq3wjBz0NjVgsLeLIUWYOMiLnWagn0nxIS+ID//43xAZFzWbefRzGxAgjilxUO/WoTdYcPD9D3Husw/GRUJDUjIhEAhQW3Qe5mkimEkbdqDx8kUMdDo+hWk2PFM234+aC6dZNRkldXIk5aq+8Nw4ta6EoCEmAdqRYXTUVMxIGpK8eScqThDnbhiBiSlQ+Qehp6HOZlKA2fY18XOv8Gg87eIN1+LxvZOm0zMYG4PiqHCcPXcCw92d00a32dqhCggGIWogDt7Ykbh+G2ovnMKo+lrtl7O7B9Znr8XSw8cmRaHYrjWdXGVWOj4uv8TqrKfTQdj1lqzejO72ZrRWVcBi1MHgKMeMw4Vc6QaBkxMUHp746v/7BYT8u/c3Ya7nRedTBCgCjkWAOjyOxfOe00ZeRL948z2cfv9Nu/ZGoiJyLy8o3LzQeKXQLh1TTXILCMaW+FTEHBpTO8Tnw+TiwohzR0bQHReLS24K5NU2oSckBG8WnYbFoINeqwWMJia3vLn4EsMI19/VBoWnL2rOnRpXeE6Kqklay4i6Dx3VlQhOSsEj332B9oVw2EkCRqMFb+0tgoemCRmrV0Ll5grAetc1GiRRnt2v/wMFez67SZyRuv1BVJ0/jaHOqftVERjl7l6IyMxG+YkjszajdCDsIAxkTgolGoouzlktuZF3clUhKDEFJKZKUsL625qh8gtkLgqIMxeYuBQWkxEt15kXORwuEtdtRVdDNTqqbqV1zdmYCQpIFO2R5esRcfQEuDakzY4GBqI+PgZCqxUXW+pRcmm8o2eLnQKxhOnF5CRXoL+9BWaDEaRJKanzuXryCExGPePwp+dtwMbaFkja221Rz0p2/8ocnDy2x27acw6HB8+IKGZ+T921JrqOHFGZuch7aCcCI6NAgo0CAXV2HIkv1UURWOwIUIdnsT8Bs+zfZDbjH7/575tN99jCJXF2gbNKBe/IeJgtJtSfy4dmZJDt9CnlSIf6lJw8NDbWYVVQFOJP5oM7S88S0p1cODyM3sxM/LWqCIOEfer6kHt4wycyhmkQ2VJ2GYFJqehtqrvZMJK8rBEq7JpzJ+ETGQt3/1DwxULEZKYjKZXmlc/pMMdMvlTbizePdiC0/iPo+nvgFhgIhcoTSzesgY+vN4QCPiNtNlvB4y3sl6C+XjU+evkV1BacBaxWuLh6IDR7Barzj83IREYihyFLM1Fx6shtoaYmPWlIKhnpFeSwG/rrZ0pqZcglAaHm5vJ5GOhshVzlAYsVTK3H2J5FpE4mMmsF2ipK0VVX7ahHapyezNWbsbG2GWI7SACsPB44Viv6ExLwWncDupuuERrYOyQyZwikTkyfHrPZhNH+vptNV2WubngiIQPBZ+x3rGay6+KaPOzNPwLN0Mw06VPpIJG9hLxN0GtHUXshHyaT7fWWM9lGMNn4zeexfG2evdDSeRQBigBFYEYEqMNDH5AZETAazXjz179FZf7kYuzpJpKbypQt96O/vR1dVaUYnYLdbdJcDgcCkWQcSw+RYSJEKneYTCbEJKRg7ZAejSoFossqIOxh35V+NDISfzcPM0xY0w2SYkOYokgHdBJBIjfgNedP3cyvvzGPOEK5jz6JzLwcULbUuX+Bhkf0+Narlcgc3I/as9cjdjwe5K4quAWGIDghCcTNGe5XwyckFOmrspk0sTs9yDNZVlSO+JSEcY5Yb48aH/7hDzdTvwjZhVzlBYvFDCOsGGhqxOhAL5TevkzhPnnxJcM9KBShKRkoPvAltKPzW89D0tNIw97eOb7Az3QGIicZSBSH1CYJJVJGlNTNTRwk+uEXEw+piysar1y8eeHgqPN9ePNDSD52EtxpahDZrGN0ccHR1CQc3T977x42+qaSiczMxYN6DuSl0/9G2aubzOvNysL/XD4JzSD7iyfSF4gQK5ARk7cOrSVXHF5rRVLYlm7Yiu3PPgU+rdeZyxHTuRQBisAMCFCHhz4eMyJA0nReeeEFdBEmHRaD9JDwjU6AxaSHi5sX6i4XoKt25gZ6pMYnLD0LPPBQnn90XF+I6NQsbHDxQDefi8i6Rogb7aSulUrxZlwIys9Mz35Empv2t7eC/JEPSkpl2JN6punGrvD2xconnkP6ikxaVMviuZhJpKNnFE/8uRrrPTsweOIt5tZ70iD1PaSDvVSGsLQsPPr970DI598xh7O3V43P//o3dNXX4P7v/uukmq6DH3+BQ6/+adI2+BIpfMKj4REcApNWj9HhASa6caN/z5KNO1F57rjN1Oy2HIFM5c7QYBOCBeKELZRBIhwJazfj7Af2pc9OtQ9Cuf3U6u2IPHh4Ttu0isWoXrkcr+/5cNaCe3sXSlq9ATsrmyDusp/EZbq1LWIx8pcvw0GGsGD2vmhEj19cInxCY1B8aDcT2SFMfeGkWezR/TDYkBo4nU0kyhWSmgWljy+2Pv4YFsAdhr1HR+dRBCgCdwEC1OG5Cw7pTpqo0xnxu+eexWDX9DUIN+xz9vBAQHQSqi6egUKhgiI8AsNtLeiqq2J6Kqj8AqAn/S+62iH39IJAIIKXfyC8fQIgEIpw6LN3YB5DFxsUn4yNXsEIPuEYitZ3ly3FlZMHp4WTNEIk0R1Cm9pPaGSnoBAeO1nh5YO4leux8bH7IRLe+YjDnXxO7F1bpzPhD7vr8GHBINyd+HhAdgG1J/eOew4m6ibRgqQNW+Hu44vczetxOy+FDUYLmqurcOi9D1BXeB6k2ICkoj37H/8OgYCP/j41GiqrUHb2DMqPTf+s3dgTKab3DA5FY/G1dMuAhBQmCjLY2Q7tMPubeFvwJzTChCSBPOsLaQQmLIXI2QnVM1xK2GovSa/7+pIc+OSfsXXqNXkuFwZXV7SnLcX+mlLUz8ZGZt8qzKy47Dzcp9bCuZrd5RKbpfReXiBpvVeCfVFUU4WuxloYWVCICyROiF+xhqnF8oqKRu2Fs0xKpkdYJDgcK7pq5m5jfN5GPPr95yEgaYMLO1OVDdRUhiJAEVjgCFCHZ4Ef0J02jzRU/N3TT7HqhB6YnMZ02G4vL8ZQdxdzI+gdEg5PlQeceULEWIATfBMswyNIdfWGV00tw652WOmM8qKz19iDOBymeFfp5YNVielIO5EPzFKnwwojHg/vZS7B5eOTaYNvzPePT2aYlLrrqllHtEgNQvKGrVj/8P2QiIWsTKFC1xDo7h/Fh/nt+Ee+Gprr5HipflZk6/JReXL6c7qBX+SyFXj6Jz9kHI35HnqDCZVXSlF16RIq8k9iqKfz5pJ8oQg5jz7N3PyXnzwM7eAgRgempz6eaKtPVBy8w6MY8oCRvm6EpmYxL6W1F2Z+SSfF+KR3lUHDvtkuSZtTePowzGwLaZD0UdJ3xZHODtmf0tcfz/lFwb2oyK7tEirnYyuX4XL+CYaEYT4H+e15JDUXno1NELW3gz80t7TG7vg47BVzoNOMwGQ0IzssBqfry9FWXjprZI/QkEtcXNB0pRAShYKJCJIoJIl4h6YuQ8mhPXZBQaI6/rFJCE5IYGohAwL97NJDJ1EEKAIUAVsRoA6PrYgtMvnii5fx8e9+xYo9isvlwknlDr+oGFJ8g3S/EIQUFkFCUjSMRhzetBYBA0MIqGuEpPnay0Pxts0411yDQHdfcExmgGm5YEHIsA4hxaXgX+9PMVfYNdHR+AffiPqiC9Oq8gqPAqHYJQ0WbRmEoIE0U9zx9a/BRS6xZeqilSW1Ya8eaMBrp9XQGm/1SorxATbwruDqgY9nxSYqayWe/skPwOfPn8MzqtGj6PRZlJ48gfbqcmiHpo66ELpe0qdqbEH+rBsYIyB380JA4hKmcL+nsRYpmx9AU0khepsbplWTsnoTFHIFLpw4hJH+2evZSD1c0rqtTD8gvQ1Oki37sEWWx+dDqnCFZ2gExDI5yo7us2U6K1kSQfu2lgORnWliJBWsJTsL7xafg7p97lT6sxlNWPNIr6LNSi8EnT0/m/j0n3O5yN+0HmcK86F098BWkQJeBYWo2b4de0rOo72qfEbd8as3or2hDn1j2Ni8wiLhGRoJoUiEgt2zfz8nLkAiofF5eUhIWQKFUm7/3uhMigBFgCJgBwLU4bEDtMU0pbjgMj785c9tekHi8vhIzFuPzYM6yC9f66ZukskwmJQEVf74PhQNK5bDs6UN0oYGJn3EIdGc6wdkkMlwefky6GBFy7AaDSWXMdTbPS/HR9KswlKXYdUjjyAoNGBe1rhXlGp1Rhwo7MB/H+hB/+itGpIwNz42WY6h4fxJGI3XGjHONFQBQfjeX/4C0TxEePp6B1FeWIRLB/cyzH26kZHZzHHI5xHLcmHQapmbdN+YOAhFUjQUXZgUMZLIFdiZsRJhTa04EOCFK+dOML1tZhqkLo1EnqarS3PIBlgqIb2twtOzYYWVaTo63NNtUxNglssgJj0bX2nohOB6nxu288bKGRUK5Kcm4tT5k/OeBihycsLK3HVYXlhit83kt7YsOQH1Ih6ipHIEtLRD3NKC3ohwHOcaUZx/bMom0qQ5dMjSDKg726EbHIRXSBiuTiCrISQiSh9v1JyzLUVQKFdg2z//CzJyl9lzBHQORYAiQBGYMwLU4ZkzhPe2gtMHj2LP//yeSZ1hM0gtTkzOaqx2UsDr6DGA5Tw2um2VGQ0Lw1sSMM0QzWazTak/tq5F5MkNOrkBXf3E00hKTbRHxT0/R6M14H/2NOJA2TC6hsYXzG+NsEB48hWM9veywoFE1u5/+Cn4BgcxLG7iID+IXRUgzNXXOA7sa2Zad7UCu/78Z/Q0N8PEssCblcEshQITUiBVKlF38SzIS2hAwhLGmWkpK0bE0ky01lbBy9cfD3cNQtLWhpHISOx3d0FF+RUYRoenpLUmqZfh6VkoObwPluuscCzNcagYqakJTEqBxWRCS+kVaIYGHKp/rDIul4+dDz+FpBP5NjE6TmWQztcXZdER+PLsMWgG2acr2rq50KRUfEXHgayuztapgFAIg0KBC3HROFZ4CiN9vUwfJE8ff4DLwfDgINpqSbPQyc2VyWIkldIwPASR3BmuvoFouFKEnoa599sRiiTIefxpZK9bBbkLjezYfrB0BkWAIuAIBKjD4wgU72Ed+z7YhWNv/nUcc9rE7fqGR4PH40Nn0CI4OAJ8uRI8DgeZFdVwq7XjD7eD8NQFBOD/xNZ57+I+0VyvsGjs/O73ERJGIz1jsSEEBb/+tAaHykcxqLXc/IgE9mL8hMju3oWmS2dZn75IJsP9WWsQd7GI8XAsEglGIiJg9vMGoqNgrW+AKC4Syphw1joJ+9p7v/k1mkquRSbv1HAPCoFfTCKqzhyHZnAAKv8ghKRkIFTsjIrOVkRInZB2+BZVvM7bG0Z3d1S4KVE+0IOWhlpo1b0wXX+5jV2xFk0lRaxq8eZjz6TBpndkLORuHmguvcw0Ip3vofT2w2NpK+B78hT4o+zrnKazayQ0FJ/IRSi/6Pj6J5LeR2jKk5ZkYFX+Rfb1OySd02TCUEQEzgV5Y0ijwdWSSxjpmz3FcarfLbFCiZGeToYl0FHOKKEnf+alXyMsNmq+j5zqpwhQBCgC0yJAHR76cEyLALkh3//BLhx94y8zohQYlwT/0HA4CUXgWrlI6R2AqKMD4vq5Nemz92iGkpLQL5OiSuGMC6ePYrjX8TSvE22TKV3hERyB5vLLCExMxdP/9kNIxGJ7t3DPzTOaLHjjcCNeO9WHYd2tmh2y0UgvAR5wr0X1kV0Y7mX/oiaQSLA9dz3Sjp4ah5dFIIBFJGJeckcDA4GfvwhnN3Y3y0d27cHh1/7COqI5nwdFmpESCm7S6JGkYgbEJuIZqwQaWCE1muA0DUW73s8PnV5eqHNxgoFjBVfqhEGDDpXnT0M7OACjQT+fZk/S7aR0RcLaLagrOIvu+prbsjahjf9KcjZ8z50H30HpiFY+Hy25OXi/rBC9rXbS40+xe6FIjIC4ZGyVKKGqqYGwn10EyeDhgcH0NIzwuDjb0Yzyi/lzOlu+SASfiGiInRWQyuW4cmC3w84qfGk2HvzeC3BVKRymkyqiCFAEKAK2IEAdHlvQWmSypLP9P377Xyg/cYjVzkntDpfHhUzphsjYRGRrLfAqLGQ11yFCPB7KcnNwsK4EmoFB6LWa29K1ntgev3oTs3fCurA/+Mn8AAAgAElEQVTxmafhpnRyyJbuBSXEvdmV34zfH+hG/+ityM6NvcX5ihBX8gcM2nHrn7d+BzYczwcsk/Xe0D+QsgT85/8J8lmcHkLB/unfXkXR3l0LBnbSdyg8Mwf9bS1YGhaNnIPHbLNNLIaFz4fW3R0jrkpcVsrROdiLpsoyhk3uRtNT25TaJk3S2IKTU1n/jtimfbK0i6c3tmXmIfpkvsOcnRurkHqeksw0HCu7hG6Wvclm2g+Px0Pe/U8gqaEFHtfrHdnsn7DHDSxdCkVhIVqXJuONE/sZNra5Dq5AAKWnDzzDInGV5e8+mzUJ82ZkTh52fO3rcPNQsplCZSgCFAGKgEMRoA6PQ+G8t5QZjCa89Zv/RMVpG1+yrsNAUt1SQyKRcbkMvDkUDbNFtTUnCx/UlqOr+fak0ZEXK8LsRgrISSF429USLH/8q9j86EPg8dhafW/LmUwmnCvvw+/2tqGuxzTlZuN8hUip+Su6G2w/t6i0LDzROQhBxwx9ojgcDEVFwbg2D+5rc6YFvKe7H6//+0/Q3VC74A4l+7FnEcwRIOaLL+fEXEhYx0j6W3WAH5r5wJXCMzZF1ewBhlyEpGy+DwVffGTPdJvmkO/kxoyVSDh9FvzhmUkcbFI8Rpg4PT3xcbjCt6K0shi9zU32qmIo+H2j4pAZHIm046enJW3pS02FxdmZSXWTtrRgOCYGsooKiDs7ofXyQnl8DI6WFzEEG/YMYgepPyRNcYf7+9BaUTwtI6E9+m/MIT3Och54COkrsuaihs6lCFAEKAI2I0AdHpshWzwT+vpH8fmf/4Srp47YvemA6AQ8xJfBo3Luxa8zGVG6aiUO1ZShq6EG1tvUPT5x7Ram1sMvJo6hshY7yXH/D36MxLTkcaZarcDhS+2IC3CGj4ez3VjebRM1GiNeP9yIL0uG0dI/tbND9hTlzUdG4xvoqq20eYvOKnd8wz8K7uVXZ507sCQZou9+C05K2SRZg8GML15/Exc+/2jGerVZF5kHAaFUyjS47W1pwnKfIMReKJw2ctGRmQFwuPA+O3stlCYkBJ97K3Hl5GGG4MGRg/Qm8o9PglGrhUzlBhcPLxQf3APdyNx6y8xkI0kB3LRs1bw6O2PXJw1JByPCUe7ijOaBXvT1dMJqtTCXH2xJXm7o8wwNx6boFPh2dIE3MgKnMenAmrAwGJ2dIWlqgsnZGXovT4h6+yAdQ2xAPh8JCUGllyt2H9gNk4kdycyN9YnDk7rzURTt2w2TZn4cxRtrhafl4Kl/exFi8fzRyTvyWaa6KAIUgXsDAerw3BvnOC+7aOsaxMmPPsDlfbtgMY9n1JppQRd3L3C4XPgEh2KZWI7I8wWADfNt2YwmJganvD1RVHIe6vZWW6bOWTZpwzamAd8NbEgvkQde/BkCQgKgUMjB5V5rH97Vp8E/vVoFD2c+vrfFDwEezuALrjVY5ZGK/XtwdPdr8L/7mrC3dAQaw8wv0zE+Iiyp/CP6Wmxv7CiUOmFr1hqkn2BRSC4QoGfHVng++cA4xEe1BtSUVmD3//weg13tC+o0EtdtgczVHbUFZ9BVWwXi4K3MXIn0wisQ9vVNsvXClo0Yslqw6sgJcFn0sOpKTsI/uhsdTlXtG5uEqMwcdDfUo7G4AMPzRAd/A4Cbzk7+OfYF/444aR4PZqEQFqkUpMZnIDgYnS4yFPV2ouFqCTRDatarkNQ/z4gobPQJhZPZDI7ZAn5/Pwzu7nA9x25ffSkpeLOvBZ01FazXJYI8kRhLNm5Dwa4PbZpnj7DCxw/f+d+/wtlJZM90OociQBGgCNiFAHV47IJtcUw6c+QUys/mo62ilKE4ZTNId+6cbQ8h63wRUzQu7J6fvjdwckJrRjr29Lago64GGvXklz829torQyioY1esQ+mRveNUkAaUrr7+SFy1HknLMqBUyfHnvfV49dQATGYr4/QkB4rA5wAB7kJIBTwQd0AlE8DdRQDACg+lBH4qKdRDelyqVWPdUh+IRHfPbeiV+gG8vKcJlxr1MLMIHMSSCE/H+2gvv2LXcSTlrsZj5fXA4NRNQccqVS9bBsWL/wyO1QoS1Sk4mY/SUyfQ19qEgY75Zw6zZYN8kRhxeetQV3AOuuGhm01NyYtx7op1WHalHOL2Ww6aJiAAB0L8UFtdjqfcA+FRXDLrco0ZafikvY5peOrIIRBJIHf3hkdoCCpO2h8hZmMTcQI3Z61G/JnzEAzNXwSJjS1ExiSRgNBY9/v74uxQPy4XnYWFBT1/UFQcdniFwLOoCDy9HkYXFxACDp5Wyzo9j/TgqcvKwMWWepQUF7A1GQKRFMmbtuHiZ++znmOvoNzTC//66muQioX2qqDzKAIUAYqAzQhQh8dmyBbPhM9eeweVZ04wdSr9ra2QqVRMVIJELjgcLgY6OzHc1w2zUc/8f7GTDF4RMXBxVeK+0wUAi5cPs0IB3sDMvTjM7u7Qu7lBJ5OB0LeanZxwQDeEhopSDHZ33LYUtrEnL1O4IiglE2VHxzs8N2QkLgp4BoUhKm8DfnXeaVLPmbG6hHxCdcCBrysfSX5inKjSgM8DXCRcyIRc/H/23gM6zus88/9NrxgMgEHvvRMESbD3TpGiKMmSZcstduI4cXadbDabTfknJ9lsEmeTTfHGcWLHJS5SrF4odlLsnQRIACQIgOi9D4DB9Pmf+1EUG8pgAFCk+N1zdHSEueW9z/1mdN/vfd/n+e7Xc7CYDY/8g9c35OSt06387FQ/3dPIismOVbP4+nfoDyFCJxzMjRu2s2r/EZTeidPmboPnjI3F9ff/m4sfHufiB+8x2NkqCX1+Es1oCUet1uENeCUa4PtbRGKylAomhDnvb3pTGCXL1/BUYwdGwdamVHJuwxo+OHWYsWE767btYuOpC5NelLuLi3gzMEb95XNzsn2jNZKsJSu5sm/22L7GM7R45Tp2DXuxXLsmxJfmZC+hTBpQqRBU1ueT4qnuapH0j0TKrXsC1rgv7XiRosPHUEygkxO0DTodXcuW8sOqC/S3N6NUKolKzcDe04VrAnFapd5A6eanufjunTqrsMhoFColPiX4HC7Co204HQ7GXGO4B8RvdmhYZyxcwtf+7E/Ra8ULHrnJCMgIyAg8HARkh+fh4PzYreL3+/mPv/1Hrh78gLCYOLR6o3SRcrvGUKlVuNxubHHx6I0WDGYLQvnROTpMX3MDMRk5fMEYRfj5Cd4wqlTY8/Ppz8ulLzaWgt0fYOjqAp3u1oXF7cZnsTBms+GLjOSdwBg9LU2M2QcJeP0EVOAeHcHlcHxiuEYmpxCbnsu1YwcmtSG9dDFd6Vt5o+ZO+oYgc/ONQyq2Md9Il93D1bY7woA7S8z8yUtZj/zb0J6BMf74lTpO1Y4RfPLjLegKE3Us63iVtqvBM/oJx9eWlMqKeYtZdvJMUM61WGtUaKnEW7l56TyOoeDTjWb7QRMaO1FJKVJhuEqrRaPTUnf2DA77HcenaMNTtFZVTKhZI2pj1i9bz4qjJxlLTuZHOh9NHzlHQnDypdR80s6N/x0cTU/nNZuZa2ePTytddTo4iDoekfZZfegDHLNEDT3e+kqNlsUbd7D96nX04nfkEWsiUiNqb5y2KLpiojnd0071fVo+89dsYtuol8ggonJTbc9rtTLw9a9xqr6Gy/t2o7dY+Nr//huunj7FlUMH6WtplGqNzDYbCtQM93ditFjJXrqGC++8KtWwpS9czLO/8Q3pN767o0PolkrujdlsoflGPdUXLlB34RT23h58bve0asCK1m/li7/326hlZpepjlL+XEZARmAWEZAdnlkE89M01ZjTzff+8I9orZx+mpFKrZHYfrIzcljeZ8euUWMddeC2WKjVKulWQO2NKhKL5mHSGnDah/B5XdhHhtHo9ChRMjzUh8fpZmzULqXTeVzORwrehNxCKeJ149S9GjDjGZm1bA01pnkc6opDo1LwQomJXoefrmEf5a0u/AEw6GB7URivX7wTGhGXjP+xNYoX16RItw2tViW9rX3Umsfv57vv3+SHR/vxTMwOPaHZn8sexHf8xwwHKZYo3kYvXb+Vhf3DpFycnkBo49o1/PDsEcamUVsx23jrLeHkrlhD9ZGDeJy3nHZrYhKJuUVUHd778XKLdn6GysP7cE7wVl50FI7Nrpx5RKPi/1WcvCM4qVCwdMN2nr5a84Cui2Bp252XwcWj++f8exURn0JqSSkj/X3UXTpzh4VMIW7QoUUI7j8PW3Iaz5QuI+fwUZSuh6sxNN1nI6DRYM/MpDYlkUvN9dRWXSY+M4+XEzKJDYJoYtL1FAqGc3LwPLeD8KWLUCgCtLe203SjnhUbVkuReZfby/WKqxBQEBFnI8oWw5mDR1i2eSMe5ygXjpzgZkU5z//XbxIZGT7hcuLoPB4vZ44eo+PmTVqrqxju6ZKEbsXLKN8k0daMRUv52p/+CXqdHOGZ7vMj95cRkBEIHQHZ4Qkdu0/1yKGhMf7xt74xoyJua3Q8ASWYLBEE8DPaP4Db68Qz6sDn9RAWFcPYiJ2Az3vX/yBFof/sXITm8oAyypZLOhzB1DYZw60k7vwG5cMxNPZ5SbYouDnoZ0GSluZ+L1fb3ZSl6iUCgzMN90atSlN0xIWr0ShFypuGgngjhRkRIoOJcKMWlVqJWtL/+WSax+vjT35axf5qF2Pe0M7tN3I6ad39r0ExWylUKtZseYZN4iLf2TmtTY+kp/MLk4r6ivOICOYn1fJXb6K7vpa+tnvFKxNzClEZ9DRXXMRiiyN1wSKu7n9/SjNzl6zCFpvAmQ/exGCxkF5YSlxULH1jw2zvHcZy5U4tj6BUPrZkIUeP7ZsT2uHxjBXaLnHZ+UTExNF2vQprbCLGqEiq73LuptzkJB22P/0ii6trMTZPn/RiJuvOZKzXaGSwqIj62CiyWzoIr6mRanVm0rp3bMf0wtOE2aYn7imcF+F/3m5erx+1enq/KUKzze3x0VZfJzlZIwNDXNr3PgNtD56JRm9k22/+Nmu2rpvJduWxMgIyAjIC00JAdnimBdeT01kQFuz91+/gGBrEEhMrOSH2uSIgeMxg1YdZyF6yispDHwSVyiEcHu2aX8NuSCTKomRfpUOq6RE1u5vzzAw4fcSYVLxxeXLhwNxYDfOTdZyqc5IVp8brU7A4w8iXN6aiVn8ypAbHrnTzP37RhN0VmrMjjv6b+V207/mRVIfiEg7wJG/+NVodOzfuYOmBD6f91JSvWsnbl08w+pAJLoShJuH0FpRgDA+XIlmCiOD+pjebKVi1mUt73iR76XKG+/vpvDE1Vbcg0BDN7/WyeOszbO6xY2pqwqfXo+vp+ViUVTCJnVqxhIOnj3wiGNiSM0iZP5/u+ptEJSZRcWBqZ26qQy5csppdXhXWu5y6qcY8Kp+LGh+fwTBr4qi9q1dj+NwuwlISPvEtihcKr/3bDzn35oOsb6Lubus3vsWqzWs+cTtlA2QEZASeHARkh+fJOetp7fTNH/6cs2/+QnrrvvDpzzDQ1YlWq8PjcjEy2MtwTyeOKcgGprXgHHU2x8aj8HqDTpeayozwmFhsaVn0Nt1kqGsSscu7Jrrt8LxSb8WoVeJw3xtdWJZhoMPuo7F3Yu2MWIuatTl6Dl930DNyZ/yGXD3/+PXijymwp7J/Nj8XfskP9tTx9wceLLgPdp24cCWf0RzF0dNBxNrP0fb6PzDUPXnkJmNeGV8Z9WKY5hv9rrJF/FttuVS8/bBb8YZttF67ypjdPqEWjUZvoGTzDq7s303emg20X6ukt7khaFPDbDF8oXQlGR8eHXeMIGw4smwR5w5/EFRkMuiFg+wYm5WLSOdrq7zCgu3PcvXIHsZm8BsiqKg/X7aG9KPHUQbBghakmY91t8GyReh+69cw2SZOR3sYG/T5Axx65wMOff+7D2gCpRTP5+U/+mNsk6TMPQwb5TVkBGQEniwEZIfnyTrvoHbrE4QFf/P3VB7eizUuQWIbqzlzDJ0xDI1Bh8EcgS0lGXt/L21VD1LfimJqrUaD1+PFPjwkkRDMVRNvCyPikvAL0oSBftzuMYkCNiIxhcLUXIoVKtrCjLz29i8QNL86gwGPW+T5K3E7Jo+o3G9zXHaulGpkjY3j0u638HqC25eIkDkXfYl3mqaXanL3+psLTHQNealou7dGYUuRnr/+YgE6QfX2kNu+s538+bvNDMyAO8JmVvIF3VEMcakMm+JxHHuVge52iYZ5omaOiOSZstXMF8r002iuuDh+Em+h9tyZh542OW/zTtprKiVHebKWmFeMLSWNzvpauuqnju7cPVd4bDzPrd5KwdsTs6K5o6Joy8niklZJtdDH6et5aEKreas30Hm9isHuTmKz89AbzTRVBE9UcT9u27Y+y6oLFWiCoCOfxmPyeHdVKOjbtBHLlz6LbhyB3Ye1OZ/Pxyvf+R6X97zzYK2WQoEtOZ1Vz7/I0s3rUavuyqd7WAbK68gIyAg8cQjIDs8Td+RTb9gx5uJ7f/CHDLW1kDyvlOaKC4zeRzGtUKrIWrwcrUHHiH0Ie0sTEUlZhMfE4PX5Ge3rQqlVozWauXH2JPFpWWj0OrqbG2/RSAcCErvPZAXZU1sKMenZrF2+npzq64xpNQQUCpxaNTFtnRh7elCMjdGxZDFNZgNahRqjx41Hq6EvLIx9b4kIVvBkCKXbd+EeHaOp8hIjvT3BmCf1Kd72HEdVKznbEFqOfpJVTX6ClgPVD3oWws/ZOc/En32h8J48/KCNC7Fj76CTP/jpNU7evMMoF+JUvJTnJDraSnXTMPlRHnTd1VTvf2vC6YTA6/MrNjL/8PiRjMnsuLxhHW+dPsjY0ORU6KHuZaJxguVQaOpcObwH7ySCoFqDkfxVG7h27BDujwgNgrFFCP0u2f4c+VoDyqFhYsdcUiqboJEXNMeGhga0dzkGopanceUKfnn6IIOdcyu2KmxIyC/GGhtP1ZF90nbicwvwulwhC56aI2186akXSP/la7NGfhAMzo96H8HQNrhmDdavfBatdnp1OLO9t/Jzl3n7H/4vw70iovpgyqvBEs7CHbt4+otfkGj45SYjICMgIzCXCMgOz1yi+5jOPTjk4Hu/99+IiE+go/Yaw70Ti44qdTpSCudJ0ZP+hiaGejsICIqCj1h6LFEx5G18iuU3m7Hah+mPtILRiEGppsag5Wx1BQMdzThHpxdtuRtaS3QcvzJ/GYknT0+oYSFy5YXYpNLjQTB1vddWR3NN1bSiT4ImeGSgl4i4RMlpa71WyWB7i8RMNFET9T5J277Kd6qiQ3oaNCp4qSyM3VdG6XeMX2j/zDwjf/GlAlTjkBe4PR48Hj8d/S6ykiwh2XD/IFHU/L//8wavX7QHJSw61aIWPWzID+Oty7cY6r6VfoO6PT+bkC5ZrdXy7PqnWXxo+nU8XQsX8L268mk5rBPZL5476blvvZd8YKL+2YuWYx/oo6u+ZipIpv25cCpEipfQehGphhq9HqVKLbEeioiYLTyCWEMY8ShJrLiCvqODmuVL+UXFKRyDc0fPLV6MJBYUYY6I4ua5U7g/YltML11Cb/PNkFNNxTPwlR0vkb3/4CPPzDbtw5zmAJ/RyEh2Nu60FFSpKVjWL0crfjg+4SbqeG5eu8HB116n80Y1w+O8JBIpwv/ln75LROTs/DZ9wluWl5cRkBF4hBGQHZ5H+HA+KdMOvn+QtuuVNFdcYjDIOpXJbF2yaQefOXVxXOdiqKSEozEWWtta6G1rkWh1Jytan2id3NLFrI6KJ62uAa0o1J4gjS6gVNJfUoI7EKDbpENcyJrVAY5OwYYl3kbmLl9H+d63JROi07KISExEb7LgtA/SVlMtpQaJi5i4dErCRAqw2GK5lvtVTtUHH0m6e49GrYJn5ps5UTtGy8CDwpqRRthcpCPaYmBpXjTFaeESa5vP52f/pS5+eaaHtgEvUUY1f/7ZFLKTQ0+rE3Z5fQHePdPK333QxcAEDth0n1tBxODy+rjW4UW8k/4vGbXceO/HE04j0hI/s2Y78w8dme5SOJOT+aFZRcOVi9Mee3uA0M+JSknDbI1CFx7B+Td+FhTDXMHqjTRdLWd0YOIXCCEbNclA4fSklyzAYonAlpBMceU1Yq5WUv7UZt4+upfROXJ4xHdL1CS5HQ6q79OrmrdpO3VnT+EIkR68eOUGdtldt8RGn+DmTEhg+IVniVy/DM0nRFwyGfzC+T535pLgsObwT39If0vjPQyJGoORXf/9D1m6askTfIry1mUEZAQeBgKyw/MwUH7M1tj91j5O/vz7uOxDM7Zc1P88P38ZKSdOopok1344OZmG7CwqnXZaW27isNsJiPQzlxPPJClAdxsYHp9IjM3Gpth00k6cQuGbWgLTHx5O9ZIyfn7gnUnT27KWrCLg81F/4dQ9mCiNRiKj44iIT5LqnUYG+nAM9ksZHCLSFZtfyivdedR2B1fvMx7g8xK1RJhUHL3xYErc55ZpOV3lp2nYS4RRQWGCjuIkPSMu2Fc5LLHBiZYdo+H3dsSzsjgu5DMV1LOnq3r4o9db6Rl+0PkKZeJIo5pl6Tp2V41+PPxLucOMHPyuVOA/XlOqVKzbuout+6cf4XFFRbG7NJ8ze9+TxBeDaVHJaYTZojFHRqMLC5Mubf2tLRitVkzhEdSdOznlNEIotWjDNq4c2kNgEo2SKScKoUN0SgZfSMnDVluLVpAEfETJvXfTWo7se3tOhEdFil1sRg5CfLS1uuJeq5VKFm1/Hod9kIGOVvqaGiVB42CbSA/84uZd5Bw8LEVsn+TmTExE9f/+Gp320de0qa2s4dTevdSc/BDXXRH9hTtf4MVvfA21nNf2JD/K8t5lBOYcAdnhmXOIH68FxKX29R/8mHNv/GJWDFfr9YRFxVJUuogUp5e8+kb0ra0Tz202M5aSQkV0JAGthi6vl2tVFTgGuvAFFFLalkqjkZwg99iDNS2JeYV81pZC/NlzQdk/kpbKh0V5nNn3rhSZEbUBgiXsVpQGKU0oa/FKOmqv03GjatI51Vr9A05T5vL1vM0WWodCcxAMGgW75pvZfXUUu/PeC7pWAc8tMPDGpTE896XIC9FSIWiq0yhYm2PkN7YmkpMUenRH6O388+6bvH3RTvfw1I5kUOAjUtmMNPS6uNlzZ85lmQaST/7VuOlOIloRl5nDxrQ8CkSEJwQ9neurlvNG9QUGO6dm2YvJyCE2NZ2mynKJpEI4LrdTcwTTmH2gH7/TxXBvNz3NNzFaIyVijIGOtnsdY6WSkq3PUHloz5yLfd5eWKUROk0alqzdzFNnLt1Df+zXajn09Faqys8RGZOA2Wzm0tED91xEgz3D8fol5BURHh3LteOHxp1Gq9ejt1gIi0kkOilFiijbuztxOe44vhOtnzN/MZ8f9WFqDC6VcCb7eJTHilS2gV/7KlEbVqL65DPYgoKqv3+Iy8dOceqNVz7OHlBptax84Ys8/eWXRFBcbjICMgIyAnOCgOzwzAmsj++kLpeX7/7P/0lr1X1vZWe4JfHGV28KY/nqjWw9dgaCjNqIZdvmFXMjPhp8XhT+AMVOH8d1ShrbGhloa8HnceEXtSpuNwm5hXxVH0n49etBXYZFiptQnn8jLpq+oR6eKl3GmbYGbl69xEh/L7aUDMxRUTRePh8SAknFpRyJ+hx1PaG9iV6UqkOtVHCm4cGUOLMethfpef2SE98EwQqzXsnXV0XwhfUp6PWhvQUWgoJ/91Yd71UMMzhLaWwCzFiLhrJULe9fvfeSW5KkI//K3zN0n9MgoinFZStY3TNIdHXoqUzOpCROFuVw7NhBHEO36ldEzUt4TDzGMIuUniiEcUUrfepZak4dvRW1u68ZLFaEdo7wLJOL59Pf0SqRaKjUWi7vfv2BNLe00jL6WhrHrWUI6eGaZJAhzEJKwTyyC0rIbmwh4cSDUSh7YSHq0VF8Gg312Rm8c3y/9MzPRpu/dSfVxw5K6WxTNcG0GJmYQkxGluRwtVZflfS/fBOwIC5etZFn6lrQTlJbONWan4bPBeug+y//jPDYT5aCerpYChbQygtXOf3eOzRXlaPT6pm/fSfPfPGl6U4l95cRkBGQEQgaAdnhCRqqJ6OjcHj+6b//Lp011XOy4fDoBNYvXcPy8xehr29Ga7ijo+nIy+GmXofd7WLE56K3qx1reBQl4TZS+gekwm2FSoW2tRVD271v3e9evG31KnoT4il59ZeSA1RelM/55lr6WpvJWLSMysN7QqLvFRGilmW/z6n64FN27rYrJVJDUYKGDyrHYWhTwGcXhvFW5QgjzvGFP8Ub09JUNX/+Ug4ZceZp4y0Y+/7pvUberbAz6AhdXHS8hUuTtbj9Cqruo9qOMit52XSW2sO36qVEE5GKLbteYsXxM2j7Q9f9uT3fSFER78dG0lhdTlRMHBlxSRR199ObkkS5vZ+e1ptYbImMjQzReOnslLgJ5ye9dJFUnzDS14fREs6NM8fuGRefm48xPJL6IFLgplxwkg7hMXFsWrKW/NYOLNXVUzr+oxkZ/LvaTcssvuTIX7tZSu9sqZherZT4voiXDIIwpa+tmaHOdgYEi9xdYrRRSal8PS6DyIoHKfFngtvjNHZw4UJ8y5cRuWn5uGQlj8Ne+vsG6evowuEYo2DBPDTqT5ZV7nHATLZRRkBGIHQEZIcndOw+lSOlOo1Dxzj0kx9g75lcADJUAAzhVlas3MD6qlo0kzgh055faOwkJdERH4cdP2ndfRIttUiZGIuMxK/Xo2lrJaytXfq7aIK9LaDX01C2kNOOEdb4FaSeOi19NlxQwNGUeBwaFU0VF+muv/GxSYKcQIiyTtUsMXHY1n+Bf6+JwDl1d2k6QbC0ItOATq2g0+4VkkFUND84OM4CpSla9lTe+UykthQmaKjp8FAYq2DXIhsL82NIizEhSkeUygCqIHQvxpwe9l7s4rWzvVzrcOMKLSNvUnh2leTBEq0AACAASURBVJo4fE2k6j3Y7RvZHbR/8AM8d9GGL1i9kc9dvjat6OBEBtRv3cxNk56y2kZ0fX0YRLTA5eLylo2c62rF5/PS29TAcF/3VEd8z+cikilINzIXlOEYddBxvfLjzyOSUiVNq+snxk/zmtZCE3SOTkljWXEZK06eRTk6dXqYX63m5MY17D34/rgpoqHaJOi1izZs5dL7b4Y6BaJ2KrVkoVRjJFLe+luabkXelEq+tOMlig4ckkSFn7Q2mpYGf/r7hMVEPGlbl/crIyAjICMQMgKywxMydJ/egSOjTv7P135l1tJbxkNKYzRRVLqMZEsYcQ4PyTdq0c91ikpYGKNJSQwnJqAWjGr2YTzh4ah7ezmbk05dZQUK4TCk57P2g30gSA+0WhqXLeGGNYzy8yexd3dhiookfPUXibTouPi9P53yQchavEKI8VA3qOJQnR/3BHc0ow6eKjTTNeJDo4BRd4D8eA2vXxyWSAjGa19epOOVSy7cH6W0mbXw3HwD71U6WVugo6rJh8PjJdqixOUNsLU4kqfL4oiJNEgaLbebuKSL/3a7/TR22/nZkQ4OVI8wNEHkaMpNT9EhJkzNskwd75SPfyl/udCNY/ff3UNXnr9kFV9t7oZZeE78BgN+hQL1OClXLbt28e+H3mW0P3itpfu3K+pnMsqW0d/aTF9zg/RxRKJweDK4fnL67HLB4B0WZeOFpevJP3YyaKewc/FifjnUSUvl5WCWCLqPQqEkY9FSBtvb6WubWa2N1mgkc+Fyhgd6aK28lWq7aPk6nq1vnZVoX9CbegQ6eiIjsf/qrxC9puwRsEY2QUZARkBG4PFBQHZ4Hp+zemiWVpy7zOv/568+rm+Yy4XVBgPmMAsrFq9i9dnLKAWL1MNoJhMuiwVdx53C9eHcXJriYhmJjmLp6/cKX4oC4c5FC6mJi+KGMoEGVwR5g8cnFci8vQ3xtltnMJFQPJ+OmNX8Z/Wd1A2DViFFBEQ2x/MLLMSYlRKN9C8u3NIlEn/3TlCfU5oGfo+KirZ7SQRuExaMB6NBo5ScqK0l4XxmRSJ63a26ngPn2ilKD+NMzQDf/7CPxr7Qao6CPbr1eUZaB73c6Bw/7PXlXDv2g9+TGM1uF7LnLV7By1129O1zK5TZvHQxP7p2npEZOlYRiSmI9LLGy7cINHSmMBY8/Rl6G+vpbWmQ6s9msxnDraxZ/xQLW7sILy+fcmqv2cyhlUs4svctfLPMdiaERlNLSnE5xui4cY2umzfwBxERnczogjWb6Gttoqv+BtlLV/PFriEMkxGgTInA49XBazIxuGE9EV/9PBrxRkRuMgIyAjICMgJBIyA7PEFD9eR0FA7PL7/9FziHx6cFngskzBE2di5dR+GFS7eocx/BJjQvXlnzOZr9Rmx179J45vC0rEzIK0S97jc52zBGecutkI1ISVuUpqFnyM/1Ti83+7yovQGmKvUuiNewNFvLz0+NhpRuZjUoWZSm5ytr46ltsfP/jvRIOh4iCjQwOnssbOMBlBejJd2mZk/1xLv8VlEv2sEmlHojjacOYO/pomz9Nl6suA4T0FVP6zAm6dy4cAFv9rbQUXd9RlMKxj9BZ16+5yPnWejSbNlBS2U56fMWUHXsMM7hmVO/322kRm8ge8FiCm3xpPQNYm1plURGx2uNi8v4z+br9LbMLAJz/9wiulW8bgs3Lp3GP+aUUtNsKemMjQzT09zA2EBfaELDgulu0w5aqsqZl1PElvJq1MO3xGqfhNb79HbCvvJ5DPrHhJLtSTgUeY8yAjICjw0CssPz2BzVwzNUivD8zV9KOhkPs5ktkRSWLWGRGxIam9F2zk0NUSh7cqSk8C+LP0udQ8vqsBYajrxBRHyi9JZeaIkIYVLB8uVWaOivvYo5yoaQeblbZDL9mV/loD0XsyFAolXD9XY3C9MNnKl3oFYoqOsNrh5hYbIKi0mHThngwPWxCRnagtlnuEEppbGNza2PI5kiRFTTozSkR+v44Mowk6ngfCbLSYPbisfnZ2N4A3Xv/YglK9fxzOnLE4rKBrPfoPoolZxcu4Z9p/YzNgOnX+gFlW5/nrqzx1CqNcSkZ6JQqLl+/CCJ+cWIep/ZZkO8vT8R7dEawyhZsJiVA6NYz9/LMihqd45sWMOBfe9ILIez2WIysjFYLDSV30VYoFRhiYoiJiMXo8UiCfSK2rrKQ3sZm4bel2DRy1u9mYU6E9m7P0ARAi35bO71Yc3l0+kY+MbXiNm8+mEtKa8jIyAjICPwqUJAdng+Vcc5O5sRDs8rf/EnQQt+zs6qt2ZRajSYw6PIzC1gvUdB3OWpU3Nmc/3x5hLkBd8v3M6r1/wsTdehUfhxe/zodGpKTN20HPgFEeu+wHWHDY0SFmrquKHIwBQYQXnhNTpqbzHe5e74PD/vnUfPsI/YcCVPFZho6PfyYc30GNw+s1DP3nInIw/BSZktbNOj1CzOMNA+5ON8nYP7JIUmXea381uoffsHrNn+HGuvN0h6MhIl8V2X3bHkZIl8QBkEDXIwe3IlJnIkN4uzF44x0hc6VXPJ1p1oTWEovT4cI8NcPbRbWl5c+OdteIqKw3vwuWbX4bh7f/qwcEqWrmLzgANLxb1U8735ebzisdN87WowkATVR9B7F6/dSuWx/ZNSUivVanJXrJXS3Qbvox+faiG9ycz61ZspsjvQDdnR9fejtttRzSGOU9k015+L2p2R3/9vRBVlzfVS8vwyAjICMgKfSgRkh+dTeawz21TjzWb+89t/TXdD7cwmmuHojHmL2BUeS1RdHUqtFrfJhLanB/XgIL7wcITanmoWKIonM7Nj3gL+KmkLF1o9Dwh/qpSwMkOLMuCncQDJeRF/y4vV0tjvQaVQsio9QGLDbokauydjO7uveaW0MdGeX2iWojttg5PFOh60bkOOjiF3gAuNQdK+zfAcZjrcpFOwrcjE/msj2KfK1btvsYxoLZuH36Tp4mkMYWGE2WKIsiWQHBdPcZ8d2/Xr1JUt5IpWQaLezMLT59B3dc3UZGm832ajLi+HE6ND1F69gHccodupFkrILUKhUuJyDKM1hdNedceBF7o8TvswnfUzS52byoYwWzTzF61kU83Ne2pe/CYTbywo5NzhPVNNEdTnwokLj08kKjGZG6fupeS+fwJBF1+6/Vkuv/+GROUdSrPGJ6EzGUkW6XtRMaQ6XEQ0NKIdGkIlWBgF6cinpPWvWonpW7+BwSCns31KjlTehoyAjMBDRkB2eB4y4I/DcqKI/vj+I+z93ndmTXk91H3HpmVSvGYzjiE77XXVWKNiyAgLp805jDcQYNmYn1Sh6TMHrXnjFr6tLuVkowevPzQNGhHxeX6+Dm3AzStXwOO7NU+kWcHCFD0HqoOL7twmL4g0wdpsE3urHTjcodk0B1BNOmW6TYnVoOZyy/QdtHSbljVtP6CrruaeNUSEoGDxSiLCI7hafp7BzjbCbHHsXLyK+ftnl/Z5uKiIn/pGaLgy/efMYA6n9JnPoPJD+aH3Ge6+44zpjUZyV2+i+sN9cx5NjUxK5dncUvKOHb8Hx0Ob13Ho0G48zuCew4kOWjD8Ldj5IhCg6shenEHUWWWWrWCgvZn+WSJvMEdGkpiSRW5GFvPqmgm/Fro47cP+jky2njsyEsfv/zci5ejOo3Qssi0yAjICjxkCssPzmB3YwzJXCJD+9G/+lmvHZ/fyGIr9WoNB0rwRehyiqbU6vO5baUAZ80rZEJ1C2s1GiYrXbbWisdvRdU9DP0Wvf4DGt2blBv7BVMbxhulf0u/fo9DTEQzQTs8dByXTpkGnCVDdMXXdjlELn1lolpTnLQYtV9u8nLg5jnhNKOA+hDEb8kxc7xylLYSSsHAjfCXiIjf2B6fnUrhiLZ/tHMLQ3DxrO/OkpfEzm4nq05NHLSZaUG8Ko3DtFio+3It39Bb73u0Wn1WASqeho6YK3xxqyqg1WtY+9RyrK2vuwaZ8w1reOL4f5+jMi/+TC0skohNBTBBMK1q/DdRq2iovM9DeGsyQCfvc1sUyxsSwY+l6Sk+c+VQQGgidsIEXnyfqM9tRCfpFuckIyAjICMgIhISA7PCEBNuTMehh0lPPBFFrTDwp2XkYdHqu3agkITmN7Kh4llbVoJ2CttaVkMDRhfMobesivLlFqg0Zi43ln9d/jbeuORmaZgpWsPsoS9WhwcOppjvpPGa9EqcoblGCQalk+CM+6mfnm6jrdtM44CXgD0g6Pu7HJFvHoIXtxRZevxga45/QFfrV6EvU7H8jKGgFecRzy9Yz79gplDN1IMLCaMrP45wOrpw7iXMkdKcgPicfj2OM3tb7GNGUStLnLyY8NpbaM8cYHRgIap9Tdbr7pcDtvrkr1rAxMYuYi5ckam+BT8XGtbx+4sCsMDJGJiRL5B1CJDSYplKrCYuKIXflGqoO7WEkRHbGgtUbUev0iKifxWBidUsnYVVVKGeZajuYPc1mH78gKli5gvDf+iparXo2p5bnkhGQEZAReOIQkB2eJ+7Ig9+wx+Pj1e/8M+V73wt+0CfUU6TUxGTnEp69AIc+ljC1E7NSiUJt4+nze9DX149rmSMnh/870IJSqcQWk0BJTCLFdQ0YVSr+eMHnUDn76XAZqO6GwZll/dyzvkEDi9J1JFnVvHZhVNLb+VyZGY8/gMcLY24/erUKHz5GPAoOVTsm1OP5hCAPatkMm4aMaDUHr4UGXnKEmmcVB6k9fiCo9USnzPmL+fLAGIYZ6PWMpqZyIjuZy5Xl9LWIaNHM0gejUzPJXrKSc2+/IkUr72/myGgyypbSfr2S3qbgIiRiDmN4BIZwK9a4eFyjoxLrm6CFXrjteTyeMdprr0tpY/FZ+cTl5KPT6wj0D5KjVKMIQFeYkf3vvY5rFiI85qho4jJzqDt3MuizEh2jM3JILiim+2YNrdXBOUu3FzBGRpKcO4+a0x9Kf1Iq1eTMW8jauGRSLl5GE6ITNa0NzFHnkexslH/83zHbwudoBXlaGQEZARmBJwcB2eF5cs46pJ02Nzbz6re/LYn9PapNo9OTsXIzLdYyDjQqsTtBZH8IuQrBD7ApW8W3Gg+RcOXSA1sYLCjgO503sH9U6G4Is5BWUMLS+BQqjJHUH3oTU0QE2pKtfL86YtadjkXJOhJsSg5eHWNHiZm910axO25driOMSjbkGnD6AxKT24hzZpfuT+L8lmSoMKjUfFgbGhOZXgvfiKukZu+rEAhu//H5RXxdHY75+jTJADQaHImJVORm0zZq5+Lpw3ids5M6qNHqKdi4hYoP3pn4GNRqStZvo+HSWey9U6dk6sMszN+8k+7mmwy0NpG+YCnXT32IwhcgZ/kaLu99i+iMbDJLl9LbWk/d2VPYUjPQm8Mkx0irN5K3ZiP1Z08wOtg/48fDbI0kad4Crh87OO25NHojEQmJiEhYx/Vquhvrgpojo3QZDscQnTW3mBBvt4iEZBaULGZ9RZVEdPLYNY2G3pdeJOalpx8702WDZQRkBGQEHkUEZIfnUTyVR8gmt9vL2SNHOfTjf2e479G8OKSUlFGV9nlO1I2ffyaSQV4uUvHNyncwNjfjNRhQCwpbh4PyVSt46+IxHEP3FpgYLVaUGrVESZyxZBVHwnZS3THzep77j1bU9pQmq4k0qBhwwKVW1z33+pfLjFjDVJyudXEphKL/T/JRWpquxmpUsrdqZrj9TtZNat77EYEg2LyE9k3Jqg08d7N9QsHN8TDpzc7ieFICbo+Diotn8Aj9nSAdrGAw1pvN5Cxdy5WD70/a3WgJJ2fFWmrPHmd0CgbC/NUb6KyvZaDtVr2SiCCp9QYEGUL9pXPYux4UHE0uLMLj8tL5kahqRtlyehrrGe6ZObOdzmgid/m6Kfc4GQCmiChSixfgdjm5ef4Ufv/EuZsZC5YSwE/DpXPjTmmNi+OL85aTcuRoMEf0aPURDs/nP0vMizseLbtka2QEZARkBB5TBGSH5zE9uIdpts8X4OSBwxz56Y8kxftHqekNRiKe+S/88KplUrNECllpoo5Sq5cWp4oIjZ9n2s7RbIb9+98mMAGFrUqjIfeF3+KNtgQae2d2cZ8ublYjrMs1sqfKgcs906Sq6a4+s/6lKSpizUr2VntmNhHwewXNDFw9wXBPD/a+O5EPrdGESq1BZzASIICI9HmdDp5avI7SfcGnwKHVsmfVUo4e3o3fK+qkQqNJnmyjwpHJKFtB5aEPpsTDEhNDxoJlVB7Zh9c1foQptWQROqORG/cRKUQlp9LX1gb+B8kwUooXojcaaLx8Abf71rwpxaWSU9/f3jKlXVN1EOQiwgmr2De5UzfVPCiVxGcXEJeZTUftdQJuN/oIK/rwSNquXmGkv0sS9hXRoNozJ5EUfidoT219llVnLqIeHZ1y2UepQ0Cno/dLXyB216ZHySzZFhkBGQEZgccWAdnheWyP7uEa7gsEuHDiHO/83V/hcjwalwfxJlhrDUcdn8v3rifjCKKQX/Ac3U6MKorVss14icr3X5kUTFGbkFC8gPbIMl6rMcwa8GoVLErVo9coxhUfXZurIyNSyWvlLobHZv8SPmsbuW8iqwF2LDDwi5NjhGq1VqUgOkzFsnhYp+uitKachigr17xjNNVeJzIugbLkTBQDA6QPDqNyOmnKzeJifxfPt/VhbGoKenv2/Hy+P9JF5825050yh0eQvmQFV/cH5wwkFc0jJiULx/CQ9JJhqKON0aFbhAYGi5W8leuoOXEIxyT0zyZrBB63SxIADY+LIyY9m9rT99JSW2wxpM5fRPOVSwx1dwaN2XgdRYRHRKeuHrglrjrTZgq3EpWWiVKhpK+tCa1OT3xuIZWH9hCdloVGZ6S95sqky2xZv5215VWPHWPb0IIFGP6/30WvlXV3ZvocyeNlBGQEZAQEArLDIz8HQSMgWNte+Ys/nbFmR9ALTtGxaOsOGi9cID4vH7etkLe6E+kamt4V+3fL3IxU7KH58vhpMcIEIXBoiUvCkprLPzfl4XBPb42JtmHUKPjCUgsXm8ZoHfTh8Ymia1Cr/NhMagritNR0eqS/haJhM1s4T3eeVdk6GnpctIZAQ317rWUpav7EfYGIrjbMNXc0eEYzMuhKScE0MkzshXt1cYbmz6cyM50Vb7wVvMl6PYdWL+Xwgfdwj0MmEPxEk/eMSkohubiM8j3Bsc1JsymVmG02LNZIYtJz6Gqow+v2kFxQRP3FMwyNk7J22wqRQle0eSejfT1cO3qA7CWr6ayvZri39wFDY1MzyVi+mvIP3mLsvtTO6ezfaI2kYN1GLrz1y+kMe6CvRq9HoVDiHkfoNWvxSnThVszhVhqvXKTrxuRaO6nzFrIrLZf4D4/dEiN9HJpSSffLnyfuJTmd7XE4LtlGGQEZgccDAdnheTzO6ZGw8uBbuznwg+/i9Tzc1K6JNl+0YRv1Z04yNmpH5P4nrnmGS64szncGcE7DxG/md9K6+9/HvWAJxqvsLS9y1FdCz7CfloGpdXOmOizBMLupwEiYXonCB3Z3AKNOidPtp8PuYUGyDhFRE07Qvsoxnl1gYs8VB07BwPAINq1w0tQgomcaNWwpMvKf52bG5x1vVfMfnsPEX74wvR1rtRCk4+JMTORifg7HrpydNfHL8YxVqDWUbt6JvaeDuvOnprefu3pHp2UioigD7S2MDk5OXx2TmYk5Khaf00Vv000yl6zgioi8jFOXtHD78wz399FQfg7POE6G0NdRqjRS3Y/Lca+O0G3zlEoVxRu3S1pZVUf24J9BWmDuynVYIqOpOPD+A99JtUaDyRyBzmQgLCaG+kvnp8QzLiObLfOXoXGOEWEfwdLUjMLjkWi5xb/Vtx2hWazZmtKoSTq4IyIY+19/TER64kymkcfKCMgIyAjICNyFgOzwyI9D0Ah88MqbHPmPf/tYADTogXPQMTw6nrTShVR9eOBjEVIhPmhLy2Js3vO8X69nJEinZ3OBgbSaX9By5QLizbgpwoZWb0BtNGO2xXBat5zTwWdITbnbeUlahOZOZZsb+32pajYDLMsy0jPipXvYi8+vZHO+gZ+fG8Fxl3DplIs8pA4RBthcEIbL55eotYXXc7llDBUq8uI1NPR4uNbpmTa7nWBn+51cJy+/9T2YweV5Ihi65s/n7YCD5qpy3HP85t8YEUlW2Qqu7H949O6FazfRXl1NysIyvO4xuutr6Wm8OS4c4mVBXEYuYTHRNF48x2D3LbIDQXdtscWSlF/McF83EQlJ1J0/Td84wqJJBfPQGs3cvBC6QyfWFJGdgjWbcDsdCBa6Gyc/HDeFVqvXk79mY/D1QkqlRD1vDLdijIwmJTKGKItForFOUOskRzCqfwBLS4tEZa0M0mmei6/ZSH4+ur/8A3TCeZebjICMgIyAjMCsICA7PLMC45MxyZ5X3+LgD7/7yW9WqWT+lp3Unv6Q0XF0NqKS07CU7eCd7mTaJonIRJjUPJ3uIKzxQ1oqzuN1jVH4zBep1pWKmxfXOt2olQpaB7whpbFFmVSk2dSIWp2mPi8DDh9hWiXrck28d2mY8crRS1N0FMWpUSgVXGnxUpyiRqdS0j/q43DNGIOO2Umnm41DtOphW66Bt6+OcX+J0aJYBT6Visw4DQevC7unv+L2XB3fPv4vMMtaKl6jkUPLFnH44HsSScFcN2tCMmHhFlquVc31UtL8WoOJvFVrubJ/NwZbLOmF86k5cRDfBMQct40yWiNIL12MY7APrcGM3mJhoK2NvtYGRgf6SZm3AOfICN0376WoN1kjyVu1npoTHzIy8GDK3HQ3rdEbyF+1QWKFDLNFUyOcntEHI0tJBSV4XGMzpswXjpCISFnjE8nOzCUv3EZWTR2GlhYUHznbPoMBr8kkbUUwPKqGQxehnQqPnp07iPn6ywhtMbnJCMgIyAjICMwOArLDMzs4fupnEdkee/7zTQ798F8+8b0arVbSShZTfXT/hLaE2WJJWPEU5wPFJCj7cSu09LjVtNsDNH4kOVIYr2Vh7ffoabolSqpQKsna8WX+qT5r2nvUqRVYDErMOgVxFrX0j0IZoKHby6IUAxol+AM+RrwKKlpcXG2fWJfGpofnFhnxeBQMOwNcaHVLLGRFcTp2V4XgOUx7Nw8OMOmUGLWgVSrQa6BnJMC6PAM3OkUE58FQ2s4SNdWtPkrSDLxxMTSbV6Sq+c6Vn6D9SCNpFrYhTeGMieE/4i3UXjg7W1NOOk9qyUKJYa6//RZ99Fy3nCWrGOhs//i5vpVsGHw6ZGRSKlqDkc7ae+tjMkqX0t/RwmBn28dbEMQh8fmFVB78gJH+vlnbmogu5a5cT0v5BRIKirlx6ug9To8QXBW4CqIFIdY62y1nXhk7I+MIb2xiNDaGRlsE5zoa8Xr9WExhbDKEE1NeMetkCMKpGvzql4nZunq2tyTPJyMgIyAj8EQjIDs8T/TxB7/5QCDAOz/+Ocdf+Unwg+aoZ0rhAhxDffS2Tp5nJoqfI5LSGO3vQa3SInKuIhLTORG2havdSham6sir+Md76jfyn36Zf2svYGQKvcnSVC2JGgdJVujDilKhQGAk0tCEk9I56KNt6Fb0QJAOiBfFIuXLG2SAxqACq1lyw+gYCkhzfH6RhZ+ds88RqhNPmx6tZkuhnuZ+PxY9pFjUdIz6udTgktLVxtvS5jw9kRY4VuOkfSg0k0Xa328W+SkYaWfRu6+GNsk4o8YSE/m5zUTNhdOzNudkE4loRXNlOaMDs+cQTLSeiMIEvF7arlfOqI5mvPmtsbEk5M+XhEWFPo5ID8tZsY66M8dm1dkRa0uaPivWSnVHUYkpJBbOo+bEEYTOUlLhPAxh4RKmgx13nK/ZPsyolHR0JjPOwUEGu9ruwTM2M5e1+fPIaunE0N8vOT6qWaC+dkVH4/72nxMeGzHb25HnkxGQEZAReKIRkB2eJ/r4g9+80OL5ybf/lqoPJ46q3D+byMH3B/wSLe6s1WEotczfup0rB97H75m+xos1MRnLpt/kQKOaFKuapIv/SF9L48emJxWWUJP9ZY7Vjs/otD5TSb6mHX/DOXobbxKTlcf5mGc41zBxxCZ4lCfv+VSREX8gwN6qh8s2pVdDSqSGkmQtfUM+LrQ5sT8kE7Qa+MOFCp7Z/3OuFC0hr/4Khra2GdVYdJaV8f2ay9j75l5TSqVWS8X85Xvfma3HYMJ5zGFWMpasoPL4QfxCWHcOWsnWndw49SFj9mHyV62nu6GOvilePIRiRmJ+ERZbHNeOH5SGizTVjIVL8LhctFSW3/OdDWX+2RijVmuxZWSSHBVHcmQ0xc1tmK9fn9HUI9nZaP/6T9CLMKrcZARkBGQEZARmDQHZ4Zk1KD/dE3m9Pn7y139L9bFbF5CpmskSQc7ydfj8TonhKeDz4xjql6h0e1ubQ66dSCgswu/2PZBuM5U9tz8XefFh0THEzV+JJiGHhrf/FcfgRzlugmVMpyNz02f4ac88ekfu1HeYtbA11UFM21HaKi99zB4l3kRnP/cbHB+Mp7zFiXOOS0I25hkkgoDjtXNzoZ0Mx7xYNRvz9RytG+NqaxCiR8EeyiT9lApYka6lNNLHuzcDRJrUrLe5WNZaQVJ3C4aGBoltK5g2kplJdWoiV3u7uHH5zKxHQMa1QaFg/panubL//TlfL7GwBJd9iN67HPhgcJlOn6J129GFmfB7XNJ3+ealiencpzPv3X3DbDFkL1nFpd33UngLUhLvJ0gmMNV+Vq3ayHK/Bu3goFTnoxkaQul0ovT5JDa4KZtSSc8LzxP7peen7Cp3kBGQEZARkBGYHgKywzM9vJ7Y3h6vjx//5d9w/cThoDAQl5OitVupu3Ca0YFe1BqddFEyhttIyMmmp62FtqsVQc11p5OSedt2UHV4P74JFOiDnVCl1lK0YQt15049kGpkTUhAtfiL/KzWQqxFTX68hiJfDYOX94/LUCXqCdIWLcOZ8cF2WwAAIABJREFUuZ5XKzz0jQSZtxassXf1UylhcbqeeHOAmi4/VZ0eihMV1HYEcM7dspIFMWHwfImen19wYp8i5S+ErQU9RBBJRJmUbM3X8ZvnX8N0l07PRJPYi4p43xZGzfmTOKagdA7akCA7ljy1i64b1xnqbGNsZO6K3Us276T66AGpkH+uWs7K9bRVXZG+03PRzJFR5K5YR9WR/ThHHn765kz3FJWYjNZkxmiJJCfChl6nJSqgJK3i6sf1PoI0Q+SoKnw+Amo1AaVSEs71hIVh//VfJWF+zkzNkMfLCMgIyAjICNyHgOzwyI9EUAi4PV5+/JfflhiTlFotiTn5hEcnoNKopTfXgvrW3t2Nx+fG1dfP2IgdgyWCzEVLuXp4Hx73nRuyGJ9SMJ/IuATGXKO0XK9mpENQ4X50Y1cqicnIQq3V43U6UPi8OL0+YhKTsQ/00VV7R4gyKOMn6JSxcKlUy33z0pl7eoh1Y3d8k5/V2/hmYTc9p95lpL+XMfv4xSjigpO48SX2DWXzVIERj1/JG5eH6RmZuyhIlFFJcZKexHAFbQNOOsb81LQFX5g+HdyMegWbcszo1H5GXF4O17qmpXM0nbWC6RtphO2pduLdrTxXV4+5tnbKYW1rVvODi8cYeQh1NMIYUXSvN5kZaG8lJj1biioKIo3yD96c0tZQOhhNYWQtXyOles5ls6VmEx4dQ/2Fk7O+jNC8yl+9gb7mRjruI0yY9cUe4oQRCYlkpeVgC7NKqzb1d2N32MkPj+HaYC/h5jCSw6KwxCcQX7aAlPy0h2idvJSMgIyAjMCTgYDs8DwZ5zzjXbpcXv71D/4Ih8NOQk4BPY319Le34HW5UKo16HQ6VDodOmMYkXFJaMxGScTQMTQkCR+O3pU2dtsYwQSlMxkR9LLCOWqtrcIaGYMlJpqWqqs47cNY4uIJ+L1odHpJBb6zTlDizs7FPjIxlbSShVy67xIq2NpyNj3LayOLeDG6lutv/3BC/FQaDWmrnuJ99xIaBwKYdUqeKjKhVisYGPGyZ5ZZ1VQKyInTUJSkpX84QKvdzaoMDXuvumgdmpsQT3yUICqA802zV4o1kwdyaZqejPK/JzI6ji85wNjQMOl0zoQE9uVmcOrw7pBTKadrb1RiGrmr13Lj1DHp+RffkeItO6k4tAecobHWTWZDwepNdNTVMDDHTHCCHbGvs4nhWWbOE3tLX7AYr9tDS+Xl6cL9WPfXRNooXLxcoqH+3G9/E5VMR/1Yn6dsvIyAjMCjiYDs8Dya5/LIWeXyeHjnR7+gr7Ge1ppKnFPoUAinISYtg4S8YnxeD42Xz2PvmbhIXG80Eh6fiM/tleh7hWL7XDfhRBVvfIpLux986y4Ymoxrv4K5t4prH/xyXFOEw5a18TmOjuVwoUP1cZ8os4r0KA0Oj5+8OB1vXpqdNCajVkFZmkESSTxdP0ZylJrCRC3nbzrpsM+NsyM2FWOG/FgFR+tnx9EM9VxjLbAlbpDIsQZuHnmfrJJFvOjwY54ipa1iw1rePHN4VlPZ1FrdLSd8ePyon6jtyluzCc/osFR30lB+nsi4RMyxcdSfnd3oiBDIzV+xhqsHdocKbdDjSp/aJRGXSEQkH1G5B2ZBGNaWkU1kfAI3Th4N2pZPQ0e1Wk3huq301F/jc3/0xyQkJ30atiXvQUZARkBG4JFDQHZ4HrkjeTQNmm4Nz+1dSCQBUTGkLSij8uBe/P7gCswfFgql256RLorecQrf43ML6W2sxzNBvZBw6IYWf523qyZ2zrYXG6nv9nK960GtmunuMS5cxcJkLbsr565GYzybwvSwPt/MexUjs0a2N929x0cqeS6hn96DP8He1y0Nj8vK5ethcYRVTqzDMpaayvd1AVqqZjdqkDq/jPjsPIktrLH8Ah7nvWcSm5mDwRxOY8V5MhcsR6lV0XD5PCWbnuLi+7Ob1pZQME+KpvY01E0X1mn3L922i8t734WAH73ZTP7KDYyODtN46SzuGdAyJxUvINwWTdWRfdO26XEdYI6LJ7O4jI7aauJz8vji7/5XWWz0cT1M2W4ZARmBRx4B2eF55I/o0TDQ5fLwk7/+P9ScPBKSQbFZeai0Wtqrr4Q0fq4Gzdu0g8aKC9i7O7HYYggoYLjn1oV6sqbUaMna9jKvdOXQPQlJQXyEiufmm/nZmWEc7gAiW8XnD+ALISATG6Zkdbae1y7NfkrUVPtdlqGn0+6moTcEw6eafIrPM6LV7DRV0HXxOIOdLR/31hpNbNz2HFEi9dHhJGp4BKXLJRWA+zUaHHo9Y5mZ/Me5w7Oq1yI0YEStiYgMCj2WxLxCmiou3kPPnLdyIwaTUbrM9re3UrB2M7VnTpBWuojBznbars2OWKbRYiVv1a0if5djdIZITz48b8VGBjpbGOpqR2hcpZcuoe7cacJibAhmtbrTx0NeX6s3kb96HRX757YGKWQDZ3lgZEoaKbnzuHHhJAG3iy3f+Cartmyc5VXk6WQEZARkBGQEbiMgOzzysxAUAk0NLfz4j/4Ae29o2iU2oX8Tk8jNy/cSBAS1+Bx2ikpKJbFwPs6hAfRhYZLCvL27h7CYaOlSer/a/G1TYjPzaC3+Mgdrx3cABJ2y1ahkRaYBq16Bx6cAVQC1QsGJ2jEa+6cX6YrQwYYiAx9WjdH7CTCkpUSpMGkDXOt4+A7Pt3KbaTrwC1zjpFFq9QY0BpHmB6KeKiYjm7ikVKnOq/rsCalmZ7i3G1+Q1NXBPGqFa7dINWmN5eel7kn5RRisEdTedeEXAplGSzix2fmYIiMZ7GwjMiYRp9MhOdft16uCWWrKPimlZQx3tTPQPncCnMIIa2IS2WUrJTpqg9FEX2cno709NF+7xbRYuGYLNy+eZGxkZEqbx+ugt4RTsGojlYf24HU755zCOyQjZ2mQSm+keMMWrh3eh2vMQUxmNt/6h++g191Ji52lpeRpZARkBGQEZAQ+QkB2eORHYUoEhAbPK//4Xcr3vTtl3/s7COFFsy2W8Nh4nPZBSajwUWpqjZYFTz9Hw+ULDLS1oFSqJHV1j8dFemkZo329kqL73U1rNJK+8bP8uDOLwQlequ8sMRKmV/LhDSd9w37CjUq67F6SI9QUJGrZVzm9KI3Qv2nud3IjNH9zxpBn2TRotCqutQfnbSmVkB+nJs9s52CTkaG7ZIPEZ0lWJVYTFOn68ap0HO4w0HsfC3GkCbYmOYkauETdkanrU6JTU0kuXsS1owcnrK2ZKRDWuASK1m3lxCu3iCyUajWLdr5Ixd53JoywWGLjJafoxunjJBcW01Vfi2NocKamSOOLtzxNzdFDuOeACOG2gbbEVFIXLKKrsYH2mkr842jhRKZlovJDT3N9SPtSqTVkL12NMdyC1+XhysFPb6QnOjkVQ2QkzRWXpRS2Rc+8wEu/+Wsh4SYPkhGQEZARkBEIDgHZ4QkOpye615Vzl3nj774dEqWvwRLOol0v0VpVTsPFs48kjmmlZXg9XlrvY4cSEYOiDdtovHQepUrJcF+f9PY5pXQJ5+Jf4HLTg+KfQicnP05HYoSSfVUP1trEhSlZlWvkZO0Y7UPBETNoVfDiEhM/OzW3KUsTHY4QfV+fa6K8dYz2wakjPFk2LWsj21HWHWN0eADPgs/zyxrDx9PnxinZ4thHV911PC4HemMYhmWf5Uc3om4Tk0t9d+X5ia17l9bKS1OSWCQXlUqRlIaLZ3DNoJZksgdURP8KVm9ksLtDIuEQzWiNYN6GbVQe2S9Rl0/UBDW1NS6RG6c/nLXvQHRqBrowq4TPXDW13kjptp1c+/DApN9/fXgkCXmF3Dwbelqb2INWZyB/9VoqDuyZqy194vMWrdpEQ+UlSf8rMaeAX/mL/0WE1fKJ2yUbICMgIyAj8GlGQHZ4Ps2nO8O9ebxejr23n2tnTtJwOTRF9ZxVm3FkrEI/1Eb74VdwTKBlM0NTZzQ8IiGZ5MKScTVMjOFW5m97Bo/TiWDmco4O44wp4f+e06BXK1mQ4Odan5KBUT9GrZKn55kYdfv58IaDEef4rGapUWoWp+m40e2homVqMoMlSVqirfB+5dR9ZwTEOIMVwJocHfYxqOxysTxJTbqygypvEh1DPloG7k3NS7KqedFygZvH9uIavcVOl7FgCQfCn8GnUJBpCVDor6b9zCHs3UJ76VaLyy7gVPJXqOm6o0iv18PL2SMM7v3epAxrBmMY2SvWUHVk76ymrt0Nh2AdzFqyAktkDBd3v3EPUsKpz1u5nrqzJxju65nwCDIXL5cc5qby2XFQMhctp6uxjpHeqWvOQn0u5q3fgdM5TEtlOc6RYSZiZItJTkMbHU/vjWpcTgcB751zvL22WqcnpXAeOmsEg10ddFQ9WM+ns4STUVLGteMHQzX5kR6XVFyKSqWkqfwiCpWKrb/+LTbu2vZI2ywbJyMgIyAj8GlAQHZ4Pg2nOAd7CAQC7Hn1TU7+8qc4Q3xjrlAoyVmxniO6NQx5tGyPaaVj/88Ysw/MgcUzmzKtdDH4AxKr1v1NSnFzORHOj1qjIyIxBUPuMhTuYUbryzHO28h3r4SxNN2A2xfgZF1wLGovLLTw3tVh9GpR4wOjrlvRk+xoFZFhGmranPjV8MI8La+WuxkNbtqZAXHXaKMONucaUWu9xAw3o1F46D7xDmNjDgxGMzE5hVRGraWmR8nIWAC10s/CZCXWE/+AvftO7l1sVgFxRWX0NVxjqKNJ0lMS+k13NyHUad38G+xusdA17CfDpmZndAMeazoD7/8TA50T16gkF5QQUARoHecCPWtgAJGJyRJJgd5koruxQRIVdQz1S0skF82X6ocuvvvahEvaklOxxCVw8/zpWTErb+VaWquuhhR5FQYYrVas0Yn4/B6GOlpxfkQ1fbdx+Ws2MdTTiSU6RhLeFRd1QYt+f9Nq9aQtWQEuDzqrmfpzp3CPOvB67jjp0ZnZ5KxYx9nXf0ZK0QLsna30Njfe+xxERJFVWsbVw3tnBaNHZhKlEoM5jIIV66k8dgDX6AhmWzS//u2/kamoH5lDkg2REZAR+DQjIDs8n+bTncHeHE433/md36G7Xgh9htbCIqJIWb2DPYNZVPUqyYjUsC22lZ4jr0z6Jjy01WY2yhIdS/aSFRJLlNBNmaqJ9CahLySK03M++9vUeuMl9rX3rwSfdrYiXUeYQUmcVSPdId+7MszAaICXl+vp7HeTGqGl1e6nocfNjbl7iT/hVlMilbygOojLHaDj6iW8Hidu550aHiGmGZ9fgs5kQW38/9l77+i4rutc/Js7vVcM2qD3Xgn2BpJgF4tkSbZjucWyHbfkJXbey4t/z15ZefZ7jp3EUVzi2Jb1YsmyRVKi2IvYO4neOwa9DQYYTG+/dS5YQGIAzAwGAEndvZb/oHHKPt+5gO6+e+/vE8DrZcE60I3eptoZmQCSIZlPr0WsUCGs9NO4NK5DGbcCHRc/AGlmJ6VihHxgNkvfUArL+ATdRA+KRVNFL6aJlSpo45PBFgjQeuMy1HHxSCnZgJYbl2hygtkIErSJqWCzOOhvqw+Je6lrNqK7rhrW8cA/IMRk5UMZEQXDYB84fFJu6EXnvbkJRQp3H0D1uRMzgtUnDyMIi0DGijXwstzora2G1TQBt8MBgVSOyMwc1BPxVQD5ZXsx0t+NnppHPXISlRaa2Bh0ksDqObK87XvgtDshkcnB4vFQfeoo1rz4Sez89EsgWVTGGAQYBBgEGAQWFwEm4FlcfJ/Z1S+fOoeTv3gDjiCpbrXxKYjd8iL+vVYKwzTipmglF/vCu2G48h7Gh/rB5vIQmZELjkAM04Aeo/qOZcOMiJAS6mDb5BPd8/N4pMvKx0j2p3CkdmYZz3yHWZkgwITNgx6jA6WpIjpTohJ7cajCBgEHsARG5jbfdgH9XMJn4dPx/dAf/reA5i1ksFipRkRmAQwdLRjr6/JrKSLyqU1KQ0xGFoxDg3RGoneRsz2EhjlrUxlqzp+AecxAk3JoE5Mh00RgoK0Jhp4uOiNCjDSmixVKxOYUYrC9FaM9Cw/IJOow5JTuROO1ixjr0/uF04NBupx8iCRyNN+YEvmUqsNoTaOOmnLwuHxYfARQRCAze+seVJ56P6C9ItKywWEBEVl5MBuNdFDoskz9QSA09emrN2CoqwPDnVNkB+qYOPD4AvS3NgW0z9M6OK6wBITooqv8Nk1HTqjU+RIpPE4XvvJPP2KyO0/rxTF+MQgwCDx3CDABz3N3pQs/EGFle/tf/g1VZ+ZnxnpyN3VcIrweNyKyV+F9WxHahmYGARophR2RY5AP3IN5pAdDhV9BXZ8DW+OssJz7Ff2VfKmNvDRnbtqOihOBi0LS/R0bduKyYDPaR52YsMzf2O/rfKsT2XA5vLjX43mseX+psZi+38EsCuxzP56zIX85/Zu+N6GA5gtEkIeH0y/QA4v80kyCs/R1m9Fefotm+CNGWNvUunhEJqcSpmz0NzfA43EjffVmGAZ6oK+6B8vEwhnaSM+QyTACZVQ0KBYbw53N6G95PBubtHIdJEoVeutq6b4RrlAMVUwMHYgR5kH75FSPVfKKtZCGaUhoBvJ7cPfonx7PclIUwuITEZ9bRH8QCOb3UxUVC75Iiv7WmXTcaas2gCcWwWoyQSiVouHSRbhc/rEBPi3PHk8geJj95MsVEEqUiMnIRH9rIy1e/KQpInT4+k//lSEreFoukPGDQYBB4LlHgAl4nvsrDvyAo6NG/OKv/hsM00Qe/V0lZ88rsEdk43KPABXzNOSnhPNxMN6A5kkZjtS5IeIB+5Nt4N37A13jbjWb4LHb4WWx/Coz89dHX+PIiyHp46kNsndAKFMgYeV6WKJK8PO7VFCuvLaai+PVToz6XxUX1D6BTErWcrB57AP0VF4PZNqyjJWpw6BNSqWFZBPyV8LtsqN9kZkBBRIpUkmWoqN1RoBFer7CElIQmZaBthtXMaxvDxkupLys8tRRmr2OlNipImMQlpCEvpYGTI4Og8sTISIlBd11tdClZcBqmcT4QB+cVhvM9/uOHjgj1UaACJi6HTboCHnH6Q9pHRyKzYEqSoeE4lV01sc2aUZ3bTkcPnp95juYTKtFVFo2Gq985HMoKV3kcngwGWYnfZhvj+X4uUoXSxMxuFxOcPk8uB0uOG12Oqgd6eyAeY5+xYKy3fizv/nL5XCb2ZNBgEGAQeBjhwAT8Hzsrnz+A1feqsChH/1jUIxq5Ou2tngrftaRBJtr/kxHSaIAlMuGm/erclQiCvFhPGSIxyGFGRyHCW4ODyx9BYy9ejgmJx++RJAXMo87NDVfpKwnPDkdrUHQ6iav2QSuSodJgRbv94RjyBS4T3IRsDNDgPcqbXD5x1Y9/0WGYMS6BB7iGt6Coa0mBKst7hJx+cWwWywYaJ7qkSHscCyKjba7ixusEfa+2NxCuhyr9eY1jPVPZXuIcXg85O/YR2dNFmIkc6SMiMRoTzci07PABoWexsfvRKYJhyYuAUK5ChwuRWdj/Nb7YbFofSF9fSUmBvqRVLwaJBAiJa3td6/TuM7XgzXX+bhiMbLXb0XFqQ8WAsNTMZfocMnCoxCVnAa7cRxd9ZWwmSdBgl/S/+dyzKSr9+V4+prN+NL3/u6pOBPjBIMAgwCDwPOOABPwPO83HMT5jr/zHi699Wu4gwwmdNn56Mt4Faeb3QiFwD2PAqLVPETLOcim2sB3T8I13AWZNhyGzjbofTCrBXpsbVwySFlKT1Ot31MlKg0oLhep63fgV33pGBgPPNCZvtnGNA6sdgq3O+cnTfDbyQUM5LKBP8uwYODdf1zAKkszlSMSIWt9Keounn3YVE+CncyNW9HdWIOJ/j5QFAdxhUUwdHXRfT6hNNKnQxjcSFAw2P54aVli8Wo6K9JTXxX0liRoogMOCuAKBKg9dxK2yWnNcU+sTBgSvd75Pzg8mEZRFAp2H8DkqAF8qRSD7U0Y6WiniTlCZYlFK8HicNFGyBFC8YchVI4FsI4yPBKJJeswMTqIvoYamMcCJ4x4sJ0iKhqf+s7fIikzIwAPmKEMAgwCDAIMAsEgwAQ8waD2HM8h71R//PkvceeD94I+JVFNV8fGQ527HlctCbjdG1yJ12wOCHiAXECBx2bhoKoR7af/AJc9+Jp/NoeDnK270XLrKi0G6I9FpKSDVXgQFpYYkQI7flsnhDHI3p3p+31yhQCH7tng8P9d1R93gxpDSgxfi+pE1/FfBTV/KSdJFGpEZ2Sj6X4j/oO9U1ZvxIi+HXabFVEpmeBy+fDCg8Yr50PuniYuEaqomIdkAA82IL0+cXkFqL8YvLZMVukOmhLaSTRu4A2qrGy+AxOhXaFUDrg9mHyi7G2+uf78nM3hQRmtQ0xWDgx6Pbqb6+DxgxHRn7WXagxdKul2QF9TEZItEwpL8Bc/+EdCLsgYgwCDAIMAg8AiIsAEPIsI7rO4tM3uxM++87fobVh4CROhbk4pewlvdKbBtrDkx6xQ5sfyUdjxJvob/c/MPLlYeHIGBBIxuirv+n1laWUH8eboCkw4PCBBYiiMhIUHCkU4XE5eapffxBzgi8ndaDn0i+V3Zl4P2MjZWobxwQEIpFLYTWb0NFQhZ9se9NRWQ5eTi976GmjiE2Hs6aabyUNtWaXb0d/cSDO0TTeSCSTZjeqzgZOAPFgnvrAEZoMBw52toXZ7ydejBALEZxaALeCh5foUU9yzYhSXh5wN2zHS247expkEDIGeI33jVnzpf/5toNOY8QwCDAIMAgwCASLABDwBAvY8DzeMGnHj7AVce/ctmjQgFEYatrvTX8PZ1hBFBT6c+lLGKJzlH2JE3zGrBspcZyF6JsP6Doz1+E/vm77/C/j3jiQ4QhjIURTwiWIRPii3LFqAGMidcijgC5lGdL/7o0CmLfnYvG17QDSBxkcGAacL0jAtJBoN6i+fQ0rJOlgnTWi7dQ0CmQxhcfFounY55D5GJKVBHReHhovnaW2m6YKbpNwte8sOtFy/Att9SuZAHdBl5IHisqGvLg906lM3XqxSIWXlBriddrTduwXL2JR46zNjFIW8nfvRePE07EGKMj84q0ShxOv/9BNEx+qemeMzjjIIMAgwCDyLCDABz7N4a4vk8/kjJ3DuN7+Ew24J2Q58kQjxOz+LPw3Eode4ON34MhFQHMVCEacT9e//JmAiAyJ4mbJ2M2rPHXtMVJE0imuTUzHY3PhYwzahoU574XP455akkOH0YKH1KRTsHhaq9R6Q0j2jeflyPXw2CXgm0fmHH4T8nKFaMCwlHZroGLTdvg6+RIKE/BX00uTfZqMBXL4ATrsNpEclbf1WDDTXYaw/9LTnBbsP0n0vEYnpcLudqL94Bs77Iq0CiQy5pTtQee4EHEEGPDG5RbCajBjpmElxHCosF2sdQggCFgsW4xjNKJdcvBrd9TV0Dx5hrpsYDG0/1WKdY/q6Bbv204yOD+54IXvqMvPxhe99F3KFbCHLMHMZBBgEGAQYBOZAgAl4mMeDRmB0xIg//PjHaJ9HbT0YuKRqLbDxdRxuEiKECZEZrrySYgfn1n/C0N/nl5skoBHJlZBroqDZsA+mpjsYa62Gy+GkxSKFMjliC0pw573/emw9wrwVs/fL+FljhF/7BDKIiI2+UMCD3UJBJmXD6gBO1ZoxuQw8BnSGpwDo/8P3F50WPBCMyFhC+ayOiocsMoIui3LYrHMuQeiWVdGxqD7zYaBb+TVel5ELQtbRcPk8hDIZ1NGxNOOf3WqBOiYeySVrYR4dhr6mim54D9RicwsQkZiGSaMBQ+2tMPR00tTRT7uJFEqkr9sC08ggBBI5KB4bbTevYtIwiqTiNehqqIYrRNnkpcIia8M2DHa1YqQrNCLJ5G/Nir0v4cDrXwCPx1mqYzD7MAgwCDAIfKwQYAKej9V1zzyszebCnQtXcPfMcfQ11cGzSOxJaZt34Yh7I7pGFy/k0copvBTZh/EbH8Dgh/p8dHYB+tM+hQ4TMDzhAZvtwpZoB3pdClgdXni8HmwSNqH2vUdN+0QdPnXtVoyGl+B3NdxFeXo0SiBZycXdTicSNCysTRTjUOUkTMHzMgTlJ4sFrEvkIsdeif4rR4Muxwpqcx+TSJlaXHYBuEIRbGYznTHora/2i0mMBEiELc3j9sBiHIVcGwl9TXlIsj0kg0F6bOrOn4bH4wLJ6KgidAhPS0fDpbOw3Rf4lIWFI6lkDQRiGUzDgzD0dcPQ1wObadwnRFxCfyxTwsPhIEwXSwuLul0OEO2X8MRUmEaGYBzsx9ATrHChwjsU60Sl54DD5dBN/nGFKzDa1UnrBBHTZeTAS7HQW1cdiq2WZI1IQnzBF0BfG9rSQsKMt+7FP0PZywfBYWKeJblLZhMGAQaBjxcCTMDz8brvx07rdDrxzk9/hqZrlx6+lC0WHDk7X0KNbC1O11qwmN+lU7RclNlOoP3GxTmPQrI7WbtewS/6MzExSwWfSAB8NbIe9cd+/3AteXgUTJu+jUutNkzaQn+SWDmwIYkPo5OCgM+C2eJBuJCF31da4VycisB5rzxZw0Fp+CiMH/0OphHyshr6c8/rBIDM9ZvR19aEieFheJyB0yWTOyfBiUSppgUuSQBUTcQ7F5ApIYFU+rpS1F86R4uehsUlgGJRNO21WKFB49VzsE48CmgIExphMSTld2FxSZBqwsDhctFZdQ+j+s6HMKzY9wpcTjtMw8OkGgyK6BjUnD72MOgkzILyyGi6hM7jcaPxSvAMcP5gH8wYQo2dt3Mvmq9e9KnpxRGIkLFhE3prqmBYhDLDYHyeb07Kmo00octi9B0JpDKUvvZFbNm3az43mJ8zCDAIMAgwCASIABPwBAjY8zS86lYl3vunf/RfnHABhyeiiOIwLew5B3C8TQzjItG2rUkSYhPrDow9neBJJNBX3oV1fEorQxkRTWuMDHW0ImX9TtQqV+BcE9vnqUhlyX8vNqBwHlQ6AAAgAElEQVTvxlk6i/DA5OER0Jd8B9fb5y6hChaqgwUCNPU74WUBFMWGze5BSoQAp+snQ8YGF4xvOiUXaWovEnnDsNz8EwzdjzORBbNmoHPS1mwCWyDEYGsDRsn+3oX1N4XFJ4EwqHWU3wrUFXo8XyxB1ubtaL11FRPDgyja9SIarp6F3WqFNjEFYrkSrXeuz+knCcJK9r8KQ68eUlUYnfFwWi2QaMLQVX4Hfc31iEzOgFSjRvPNqzP8jM7IAU/AR0eF/wyDQR02yEn5O/fT7HSeWfR8iIhnxvqtqCFjPMsU0QdwtujMXJgNozAOhL4PjLiRv20PPv0332JoqgO4E2YogwCDAIOAPwgwAY8/KD2nY6puV+Dd//192C3mJTuhKjoGrI1fwX8Fr8E4r68RCgo8FoUdOiMMp35JN69rYuPRX/DniJe4oXT2otsbhj/Ui2Zdi1BEfz7XCar6A/Q2VD0kLRCrNHCvfx1HWsXz+hHMgAPFApwst2F68ohN0dIoT4XJBSzsSvbAfeqfYRr3T7MolI6LpDIkr9mMlhsXH8ucBLMHXyRGbtkLuPP+OwFPJ30X6RtKMTEwhP62BroUlAh3tt68BtPoUADrUSjccwDlxw6BkGEQkg+SGSFGfi89bjfyt7+A5puXfX6YSF65HmwORWdpn0Yjzf1NVy/4zPA88DcmtxAum4Wm9H7aLTotD2arEUb94gT8RKfok9/+DuLTM0B+7xljEGAQYBBgEAgNAkzAExocn8lVbl28hiP//H/pL8pLZiwWdLkr4Enbgt/WSRa1OOpzOQ5o3X0w6tsgj0/Bj+tj6WOS9whSxeRPDPHZAgrWM/8K09AUkxQRZlRs+Tx+0xK2KJDtKxTgQrMNE6FhBV8UH0vi+EitfgOjPY9KsBZlo1kW1Sam0hTQ7XduwD4ZGFA8vgDK6FhaGJcEPDaLGU2XzwVc1kZENHO37YLL7QLF5mByeADGwQHEpOdi3DCE/qZ62CYnZoUlLq8IYpkaptE+aBJTUXHssM+xArEEGRu2ouLk+zN+zubykL99LxqunF+SLG0wd5yxvhT9zQ10r9FsxpNIkbluMypPHQ1miyWdE56SDYdpFGMDs59noQ6RMslVB1/B7k++tNClmPkMAgwCDAIMAvcRYAKej+mj4PEC7/38V7j1/h+XHAGik+Lc8DUcaVzc7lyZgILF4YFWArBAoXfCnxDncTg2pQoRdfPHjzW3p25/CScdJRgxu+FyezFhW1hp1fQdX8zj42SNHZbAXV2SeySC8J/KBiaP/xCO+834S7Lx/U1kGi0mJ4xQhUchJisXdRfPzsvQ9sg/FvJ27sNYTxdMw0MYC1FZEocvQmRKKjhcUlp2C8kr10EWpqWpsUmpm/eJ0rsp5rJStNy4BKUuDmyKQkfFnVlgpJC/Yy+qTn8Ir3fmQ6GIjIYuMxe1508u5TX4vRfRD/J4XeibQ6STw+cjb+se3Dt5ZOpLxFNscfklMPb3YnxwcUraHhydBIpf/O7/APl9Y4xBgEGAQYBBYOEIMAHPwjF8JldwuTx484c/QsPlpW92Tt16AO871qJr1P7UY/epdBucF35G0+gSI1/zI1Mz4Fz9GrrHOdBKKdT1OVDTGxre6AP5fJxrsMP0FEMTr+Fgu6oHI+ffmrNUKRSXS3o8NLFJtLaSSCKHQCElzU0YbG0BIZCwTxjR21jr11Z0Gdr6LTAbx6CvvufXHH8Gcfl8JJWsRW9DLc2cRiw2uwDhSSnweLywGA3Q11bCPDb1DMXmFcFpsaC/pWH+5SkS8LwwK7kCxeEhfc0GWlw12F6k+Z0IfoRUq0V0ajYar3405yKpazahv6MNpv7u4DdbgpkJ+SWwjhsw0NG6qLuRTPKeb/wNVm1ataj7MIszCDAIMAh8XBBgAp6Py00/cU6LzYmff+c76PPzZTFUMBGGqvi9X8QbzTGhWnLR1iE6NN9IbkfzB2/SDdWktyJ96wuwqZPxZosSlvs00a8UStA25sTdjuCjFLKXRARsSWTjQpsbhqVrqwoKP7WQhf0pZthv/BGjnS0BrRGZngu33QpDfw9cPvRzSJ9XeEIK+EIRwGWju64aHDYFnkhKBwl8gQSKqCi6NE2sUKDi+BE4/CzL5PD4iM9fAalKjf7WRoz19cI+TQyUaCyR9b0sD91D456FDe5B8ETK4sgcQqV294OZ2dIHzHBRqZngEDrjmnIkEXa4s8f80jYSCARIWb+Fbuqfy/J37UPtmeNwLRKtfEAXPG2wIiKKDky7quYmVRDJZEhbV4oKUtb2NGd5BCLklm5D/dlTNIveYlpUWib2f/UrSMrMWMxtmLUZBBgEGAQ+FggwAc/H4pofHZJ8cW6tb8aZ//o9uqpu003RS2nKiCgYS17HibbF0bAJ5VnCJWx8Pr4TrWcPwWwYBtFFSdz5WbzRrIPLA5TEC5ESzka3wY3aXjsMC6hD+8xqMYZNbgyMO1HT44Y7dFVyoYTksbVkAmB1HIU4Vw8s945itNe/r/PZ23bTtNI8Hh8urwvj/YNwO2yg+AKoIyJhM5kx2NFEa+0Q3Zm51OwJpbMrCIpqiSoM2sRkSJQqCGRymEZGIJCIQbFY9Hoko8TlCeFyO2CdMGGgtZHWzpluRXs+gZoLJ+EwT4LQRLvnCTYiktIQlZ4NsUqFgZZGmkyDZISmqL59W1LRatgsJjp7NJeFp2QhMjERA23tGGitW7Q7D3ThxKJVMI8bMdg6DyEBRaFo1z5UXrgAt9kY6DZLOj5vx16ahtxpXRymxumHEavCsPkzn8WmXWW0GDJjDAIMAgwCDALBIcAEPMHh9szO6mzvxn99/39hbJlKR9K27kO9bDXONC1toBXshcUoKRyQVqPl5DuITM9CdeLncbfLDq2EwupEIdg84HytBeML6OOJ4AO58XycaVrcL8bBYkAousm7/GzdFVoJG/viRjB+/ncw3ReVnGsvdUwsVFFxaL1zDSK5ChwOFyw24HI64La7YJ30LcQZrP/zzUtZuQH2SSP6WhpnZF1EMjk0sQkQq9RouHz+4VIk0Mot24vy477JBubak2SEhDI5FJE6aOOTcO/D92YO53CQXLQKQrEEDdcuwGWf/9kgYqphCUkgAqdE3LOnrhqWieULHnhCMbK37KAZ6PwxZZQOqth4tPmg3/Zn/lKNIUQRlWeOLZgW3V9/I9Oz8fK3/xqxMTp/pzDjGAQYBBgEGASeQIAJeD4GjwQhKOjt7kbN9duo/ugMhjvbl+3URHgxJm8lGiJ242LH092gTEBSCCh8ObkLDR+8iaRNe/H2eDEGJ1xI0XIQLuPiauvCv/JGyThIjeLgYuP9Grllu53HN94c7UK+2oksnhVeuwvf10egZ9yDKAXAZgHRSja6h9yQS9n4qtaAzL5GNAh5OH7Sxwv8E2fK27Ef9ZfPwrmElOi+YOUIBMjb/gLu+ShHmz4+f9d+1F8487B0Th4eibS1m3H78NtB31Z83go6e0OyPU+aOi4RSk042ipvwxtgFpYEUyKFiiZ1IL1nRCdoOUwdkwCVToeWG1f82l4gkSJlxTo6a/Y0W/6ug6g89f7Sld6xWCjZ9yJe+YsvP82wML4xCDAIMAg81QgwAc9TfT2hce72xes49/9+i7G+7iUvYZvtBHGFq9GdtA/H65/uTI9CxMLrYRXorbmF9oJv4UbbVFCSEcmDxeFF16hzwZeUp+MhXE7hXL0NJDhdbtsU7cbLykGsaKmHWyGHsLERZpUKownJ+B4y8H/tFfBaLZAPDcIQkwiZvg3CoSFwLBY079mFP944i/H+uWl7IzOyIBTL0H7v5pJ9KfeFK+nLIoxYxpEh9E0TmH0wlmRjEopWQqzSwuOw02KwUz07wKRxjGbsGpiFfCAsPpEuV7PNwmaXs3UX2u7egMU4JYw73aLTszFpHMH4wBQdejBG+pVWHvwUzUbH4fLoMr2hzjYY+rrhsi1+cE0yYK23r8Bi9D/LlLFhC3oI+cMT5YPBnH+x5iQXr6EzaAMdgfWuLcSfiIQU/OUbb4DLZcR5FoIjM5dBgEHg44sAE/A853dvsdrx+3/6CRqvPM6SRHoOhHIlzIaRGbS5SwIJi4W4vGLU6fbjSseS7Bj0Jt8osoHTfRuH3KXQj7rodVLDeZALKdzpXPiL484sAe7q7Rg2LX+08xcZdrzs6IKwpRHi1seZqGwZGXhr1W589uIh8Dt8X5pNp4O+IB/NY8No1LdhrL8PHpcTLpcDYYSCmcOBWKOlA29ldDSGWlvRU7+IKrR+3DrFZiN17UaM6rsx/AQBAykPi8svQndtFR00kL4bUl5GggciFEqyPIQprb+5DiNdjzKnESnpIEQFLocdJItEMi36yruwmad0g8j/l1+2DxUnDvns/Ulfv41u9LdOzAyG/DjSwyFipZrOELHYFLh8ASRKDWKy83Dv2CG/iR4C2e/BWMJcl71lNypOBFbyJ1YoEVeyBvVn5iZp8McnjkgMbUIKhtpa4LKFjgUkIj0LlMuNvvn6kvxx0s8xuqw8fPMn/0RnVhljEGAQYBBgEAgcASbgCRyzZ2aGvqsHR/71p/RXaFAsSDXhkIdpEZmcAp5AgLDoaPS1d6Ct4u6yUNpSFIWUbQfxO0MRxhbQ8L/YFxIlp6DTcHC77RH1dJQMyNaJcKZ+4aKtMQogK1qA21028CguEjVs1PbZMLHwWCpgaDbqvPhB30nIGh8vs/JIpRhbs4bO5AibmsCyzH5uL5sNl1yOscwMXAtXwW4ah8vjxkBzA2yTk/B6PDTDFZfDp/t1HEuQbZgPCEIDnLZxC+rPnITD8ahMkQQMCYUls+rckKBHFR0LTUw82Dwe2u9ep8+YtbmM1tYh2RuhVAaZNhIRKWlwOx0Y7uyge+iSCtdAKBXDYprEUHsTTfFNskGE2S13605Ukpf+EDOWkYxW/s4X0Hb7BiZGHidhmA+jQH4uVmmQXLwaVWc+DGQaPTZryw603SI4zi7cOt+idHncqg0wDPRCGx2Ptuo7mCB/B+cx8jfJ4wtzikJ8XhGU0XGg+HzUnfrgYfA635qh+LkuIxff/MmPwGYzGZ5Q4MmswSDAIPDxQ4AJeJ7jOz/xziFc+v1vsem117Fx73awKTbYbBYoivzv0X84q+5U4k8//AdYTcG/YAQLI3lZ7Mz7Cq51LX92I9AzvFgoxslaMywhkOCJVlDIieRheBKwu2woihPiv27b4F7iGjciBftmdh9yPzwEyu2Gh80GFQQLGsHSy+Wif2UJjhv60Vpb/tSUU852z6qoWMRk5aDqPgU0+R3J2rwdXo8XtRdPz1t6l711FyQqDXpqK6GMjvFJJU2CH/LME3IBp80O08gg7JMWiNVKqCJj4HF74fW4QHG598kMQvt7QYgBEgpKgiJbeIAbKZUjjGFO++wRedKKNbCbzUFl7whxgVAsR29DcJk/nkSG7PWlaL53A5NDgzQLny49B1KtBsNtHeiZY93cXftgdwMt50/QmUlZRBSkai0i4hLR2VCJ0Y4OxBeuoBn9Gq9eCnlA6vPZpCjseP3r2HZwb6B/opjxDAIMAgwCDAL3EWACnuf4Ubhy6hyuHfoTPvcPP0BEhGrWkw4MjuIXf/XNh6KJSwkJXyKBuuxL+HWT5uG2Ah5gC0EQsdjn2JHBh37ci/q+0DpbGMMFl8vGrfalT/GQMPjvcmwoNnbAJJTCwmJD5HUjwtCHyBvX5n3p94W5ISsLF+QCVNy5AbvFtNjXsqD1I9IyoY6Kx1hvFyKS09DTUI2x/l44fegFPblRwa4DaLlxGYkr1mB8oBdd1eVz+iLTRiB7UxkskyY6oErIKYRxaAgepw0ks6SvqSRh44LO8+RkeWQ0UkvWYXx4gM4okYBgYnSYLtGby0gmi2TmCOlI3va9YFFsdFXewYi+84lpLCQWrQRfJEHDleBEjfliMdLXbkYVYUILwlJWrcdQWzPGn+gDkqjUyC3bh+rTH2Dyvgjs9OW10bGQ6GJh7Oumg0KX0wXT0ADG+npgNxnpe3pgYbEJiE7LRndNOUYH5s8cBXGMh1MIAcXnvvc9Ro9nISAycxkEGAQ+9ggwAc9z/Ah0d3bj6H/8Cn/+vf8PfMItPItdOf0Rjr3xE7+ob0MNF08gRO7+z6DRHQMxzJC4jCBczycM0WgfnPslLNS+BLqeWkyhNF2IpgEXhkwujFrcUAg4iFFzUNVNsjOBrjg1/mA+Hyca7LDNz0Qc3AZ+zJIL2Bi3TRFKpEcBP+I3IeF08H0VkykpOCbn496NS37svrxDlJE6xOcVo/7KOdjv99zM55FaFw+5Nhzt5bdoEVJ45w9UyAt4QtEq9Dc3Iq6gGPbJSdSeCx7j+Xx88POI5HTEF62AxWCA2+2Gy25D07WL9I9J5sb7hO8iuZIWa+WJxeDx+TTL48RQP+ILV8FuNtHirGOD/Rgf6INMGw5VTDwaLpz21x2f49LXbMZAezOMAQYTpKwwu3Q7qk7NLKWTEt/ik9B1+7rPPQt3H0DthdNwWCzg8PlwezzwzpHdVMTEIHtjGW4ffgdCCSlbjAAp5ZMolXA7XXTf14h+YYyYIrUGq184iJ2vfoJ+rBhjEGAQYBBgEAgOASbgCQ63Z2LWrUs30Xz3Dl75xlfBmyXgsdkceOdf3kDtRz6oYP18cQsWDEVkNFJWrsP4UD8G21rgsFrhsJjB5vMRv+MzuDIejfL+p/u/8glhXCRpuJCJWBCwKQxMeOBiOcHzsnG+0Rrw9/m1CTyM2UnWaOHsb8Hey/R5cgHwa107Us+fBOWHFoyvPd18Puo3rcfl7masjEqEjU3B5rDBYrejurkW4/19oXA1ZGuQwCUqLQsNTxB9zLVB0oq1GO5ow8SI/6xq2sRUSFVqmqmNL5HC5XbDbV14T9icQFAU8sv20r/vLocDyshoJJWsQ9vda3TgQnpFBjtaaGY1630NH5IxcTmc6G+qndG3IlGHARSFmPQciJVKsNlc1F06g0nDyILuQyCRIWnFKtRdOPPYOgKRDDYLIX7w/TVBpFAgNrsQjVcfJ2khi4hlKujy8tHk416VMQlQhmmnAtZ5jCMUISI+GeGpGbAMD4InlcHr9cDQ200HfVbTOEjZHyG7cNvsaL17Y74lZ/ycZNSkSg3+7Lt/z2R2AkaPmcAgwCDAIDATASbgeU6fCqvNiV/9/XfBE4nw2b/7HxAKuDNOSr5BV92uxPGf/ZSmqn1gsdkFEGvCIBRJUX3uGM00FWqjm71j4qGIjPIpNMgXiZFQ9ip+3pX4TJS30S9UAsB8vwqtLFOMyh47hib8z1JFSIHVSSIcq7LAOX+CINRXQq+nkgDJKhaS+B5kso2IcZuQfe8qBAugR3ZJJKgqK0VMdx80tXV0EOglmQQ+n2Z0a3KaUdPWjJGutkU5U6CLkhf88cF+DHU8zlI31zpFe19CzbnjdNDur5F9BlobaerqpTKxSgVdZj6apgUE6ph4SNVh0MQl0FmVsJgEcNgcNF6/BDaXA112PmrPnZjXRUK2QEgWfDb9zzv7iQEsFnK37kF75S1MDg/RP1RExyCxqAQ91TUY7dfD7aOHSB0dA1K2R/qoSEg0nX6bJoMoJWQQM7M/2Vt3ou3OdVjH5xa9FcgVyC97AaCA8d4+9LXUwWaagN2HnhSbzUHu9j2oOPE+JAoF7DYbnPMQdBAfeXwBojJykVpUjG0vMn07gT46zHgGAQYBBgFfCDABz3P6XNy+eANHf/ojkHKUv/z5LyB6IuAhZSu3L91Ad1MbKs8dhXV8SiuDUPSSGv2Gi2eg0iXQ7G59jbUhRYnN4SIurwjySB3s4xOov/L4V9wHmyWv3YIjrDL0jPkfNITU0QUsFq9hI0rGw/V2/1+A9+WJcaXVAoN5maIdAH+Z48QnG85D0NcHymYDy+EISWO2UyIBl7zsuWbepUOtxnhyEqr5XJS312GoY/kCH0I6sGbrDnx09BBcfvTtkExEcsk6GAd70FNX7fcTwxUIkVO6A9XnSKZl6Xq1hCIJMrbuwmBrA3rra2b1Nyw+GdEZWeDwuOi4exujvXq/zxaqgUKZDCmrN8Dr9sLjdYHH5aOntQmJhSvhtFpR/uH7AB7PhErUkUgsKqb/jhEmyttH/vCYO/EFJTSxxGBbM0Z7OuFxuRAekwBxRBTa71yb13WxWgOhWIrxkUE452AqfLAQ6QUif+dsZhOkUjkqzpAPSL7vW6rWIHPjNqQVFkClDYMuTseUsc17I8wABgEGAQYB/xBgAh7/cHqmRnV36vHHn/wzRvUdSC5Zi898+7/RTfDTram2EYf/5SdQhkdisKsNE0NTFLVEVDGrdAeqTh2l/51Xthutt6/D7EMcMVhQCBuWNiUVjZfmbmqOTM9GVeJnca8rtKQAwfodyLwV8XzYnB7U9PpXmnYgX4zqXjvahpcvuNNIKLylrkPMxXNgBcnMFghGT451KBQYS07GbY4bl4NseF/I/uTZ37NtP3L6h3CYx8JIfxdcXu+UYK+PQI3slVm6Hf0NdRjr7wloa6Lvo4lNmBJeXWLjCkSIycwGi81G253Zy60kSjVYLC9MBsMSe/j4dgJSMgYvrVfktjvA5XIhCdNCk5CM5iuk98gDiseDKlqHiMQ0mg2QUIInF69Cy61rM+ithTI51Lo4hCel0pToPKEA9R+dgnVySiMplMbhcsHl8WG3WpFbtgeN1y7QGaEnTRERhU1/9jmUbN4A/hN/q0PpD7MWgwCDAIPAxxUBJuB5Dm/eYnXgZ3/918gv24F1O7ZDIHicsMDl8uDdf/8Fyo8fQWLRCoz29GJ8sI8OdnSZeSDN1LUfnaKR0cQmgYgBdlXfDRlSRAAxe8sONF2/DItx9pcpiUYDz9rXcahVHLK9l2IhUtnziQIpDpdPwu6eO1tDWNFKM4QwO7y40bZ0X/p94fD5DC++9dF/gmNaXiY1S0IC3pXzUH/Hd3P5YtwhKbGUqcLwWu5KxF67AXtYGFxiMU2t/VuvFfq6ise2JeyCqas20h8KgvndIC+/pG9tsK1pMY7j15qRaVkIT0xC/fkzcCxhlskv5/wYpI6Jo/9eEe0ioVwGY38fRro7MDky1T+UVLIGhu4ummWPGCUSQRsZDeNAP92LRLJAyqgYmCeMsN3PcPuxbVBDyPOSuWEbKk4coecTAV5CjACwEJudj4Jt25G3agUEvMc/TAW1GTOJQYBBgEGAQWAGAkzA8xw+FC6XCxePn8P63dvA58z8D6jT5cbvfvAjNFw5j/CEFPCFUujry6GMjkVS0Uq6xv1B7TuHw0HW1j10Db/bFbpMi0ytRcKK1Wi/dwumYd+N3vKICAyWfAsX2oKkO1vGuz2QJ8XZRhMm52l/2potQsegEx3DzlnasJfmEK+le/HqeBViL81s9l4aDx7t4uVwYCgsxH901sGwBKVUZfs+Sd47IXY6UXKrHJxpfRweiQS31q/C9dpKOB02jPZ0QRuXgLxVm1B56womhgf8ZnJ7cEKSsUhdtQHVZ4OjXQ7lfZAsEyFPqCc6Q8+gCcQSWvCVZE1IBmi6kayJQCqHxTQGsVgJbVo6XFYrnY0LdZnufNARIdSkkvVouX4B2oQUcAQCrH/xZQiFAiRmJIPr4+/0fGsyP2cQYBBgEGAQ8B8BJuDxH6vnYiTp3RkZNuLfv/U1mEaH6WwOyeL0N9cju3QHWu9coxu2p1vutj1ovX0NlvGxkGIgDw+nNUsqjk199XzS5OERaM7/Nsp7ljfzEcyhd+dIcE9vwdC4Z85ApjRdgI4RJzpGpiigl8t+md6HtaePAEEysYXa7/HcXLzRGzgtcTB+fPLg55BRVQXe6CjYZvOMJZwyGdxiMSZidGhTyqDj8nFzwoC7F0/Pq1/jy5/ozBy6ByUQUoRgzuXvHNKEX33xDDzPYJZnrjMSLSNSkjvW3wfT0BAM/XqaPU2bmILWW1f9hSck48i+OWV70NvUgE9959uQSKRQquUhWZtZhEGAQYBBgEFgfgSYgGd+jJ6bEaS4qlffg99997sw3O85IGVs2aW7aDpds2EUg+0tM85btOsAGm5cgmUstLX8FMVG7vYXUHnSd8Cj0EairvBvUN29uAGPiAO4KIBHUeBxPDCEoJQ/NYKPnEgOSKmU1eGF1elB04AdvcaZgc3LRSIcrbEsKxvdV1MdeP362+Auc7/Gg4dvdNVKvNF4D5NPiEcuxi9jREoGXkrORty5+bNbHqEQXcWFeLv+Dl0aFajxRGLkbNmJiuPvw+NZvn6t6X6rYxIQm5ULw1Avxvv6MWkYpimrnwcjpWPTMz8E/8LdB9Hf3IDJ0SHYrRbYTKZFYaJ8Ej+hWo38Lbux93OfBp9DilkZYxBgEGAQYBBYKgSYgGepkH4K9mmqbcbZ//cWOioeaU0QJqPifa9isK0RbXd9N1CrdPHQZWbDPDqCnsbagEt45jp61uYyjPb1YqCpbsYw8oXWsflbONq08Lr2/WkeqAUu/LqKR+9DXjdydHwkiK1I8HSAI5XD63CCbR5BNzcW5wfkGJzZWxzULWplFNYmCTFk8uBa60zWtk0pQrSOONAztnxZntWRFD6n6kVaVws01ZU+2dSCOnwQk6yxsbiXkoQPPzoKzxK9eO/fcQCrbt7zmeGZfgSHSoUPc9Nw69zxGQKd/hyVlI2GxSei+b7Qpz9zlmIMVySGNiYOHJEIQokKjbMwJy6FL4u5B/kAQTI8qqgYUsUINpcHLp9PEzh4PR5Yx01ouHo2pC6QXp2ItCxIFSpEp2di+8E9oKinW18spAAwizEIMAgwCDwFCDABz1NwCUvhwphhHB8dfh83D/1hRhkO0eoh6uLzWVRaNjTxCWi8fC4gvZG51iV19iK5An1N9TOGEfpX2Y6v4c1G6XyuzfvzL+eagfozGE3YjkqjHLu0fXB13oNtwgCWBzDkvopYRxuaP/wdJEoNotbvwe8HkjESgmzP1nQxnPtek7UAACAASURBVF4PqnvsGDPP7EeSioHtaVJcaDZhfBJQiCiA8sDhAiYWN7k1A7dNOuB7Y5ehqQgdScW8l0MGEF0eLhfW6GgcCpOhoeKmX7S/fq09zyDSU5OxfgsONHVCqJ+bftlYUIDfjPWhv2Xm8+qPL0R7x2m1oLPqnj/Dl3wMyYjk795PC37aJkIU8S/5KYLYkMWCWheD+LwS3Dv2XhALzD5FotDg8z/8P9DFRoPNpsAigs6MMQgwCDAIMAgsKQJMwLOkcC/fZtfOXcW5N3+JiSH/leB9eRtfUEyX8hjvMx8t9ETxxavBcrrQUXVnxlI8gQjafX+JX9UGz9JGMjmZUXzsFNeg4djbU2KnMQnQ37tOZ6rydr+MvrC1kE22g2cZQOOpP9FfeuXaCOjX/A2utyxcdFUmoJAZyUNaBA8nayfh8gAWp+exErbiBC5KxR1w2u1wDnURGicQEUK+JhL3vOmIY43SFMES2wBcXAnOGnRoGVqcjNC/5xmx8fDvAPfirO/rmXHK5Sgv3YShoT5cvjjFELiYRprGCWGHWhdLbzM5Nob9EjUir83NDNe4YS3evnMJ1om5BSpn851owKSvL0Xj1Qu02OdYr55mDHuaTBkRjfCUdHjcDvTW1SFj0xa03rkOY98U29nzajyhCLrcIiI9htabVxZ8TKI3RkghCLFF3pYdeOmrX2J0dRaMKrMAgwCDAINAcAgwAU9wuD1Ts1xuD07/6SgG2ltQf9G3yKe/B1LHxkGuiUR7+cL0Q0iZR1zeCnB5XFrRnSi0+7KYvBLok17EqSbf/Q4kmJi0+SYG4HGAbxZMwtFRjd6q67D40BKShUdCFh6F0bZmWC2TgHeKRppDxFELVmNAtwGVY2L0mDyYRyR9TgjlIgpZEXysV/bBNdINl0CJSY4SIucYal3xKFIZ0XXs15gcHX5sHYFYDJk2EqaRITidDrgdTnCEQkSkZIGTWILLphgYzG6MjHswvetCzAfCZWx42G7IWGz0TXrgcHhhtgPTwxjSSjBVXuOFhMdCaRwbr4/cQNS1hb/w+ftMkXFOqRQnM5Jx5drc2kyBrDnXWG1SKpSROvQ31WJieIgucty/+0WUlFeDe5/W+MF8D48HipTW8Xj4aPN6nD9/DA7r/BlRX/uHJ6UhZeU6WCeMAIvCYHM9enyUc4bqnEGvw2JBoYlAYvFKDLa3QRYZjoaLS3M3Qfscook523ahu65qQQEeTyhG5sYtKPv0pzHQpce98+eQuXEjVq1ZESIvmWUYBBgEGAQYBAJBgAl4AkHrGRxLKKj/+G+/gGFgEBwORbOwLdRyy/ai6foF2IMU6pOo1YjPX4nxoX501zyub+LLt5KXv4BhYSwON/MxMPEoMBLxWHg9dQgVVjUutfluAn4xwwOc+xdYjKNBHJsFkUIJTXwK2IkrcWw4HPoAeBvyorkYs3nRM+bCN3KM4NnGALUOTW/9EB6PB1yBAB6PG4rwKEg0Eei8e53+t7/GF4vBE0ugiU8HR5sAJ1cKt8eNBsQjj9cNa/UFiDQRcFsmoU5Mw5hXiDpXLC62e8FnAzYXsDqRi9XKMfTZxYhGL2L5Eqy9dAqC/v6HwZ+//ixoHI+HO5vW44/H/whChU6o1RfTFGFREGuU6G141DsmlimQkFmAA3YPZLW19Pbt69ejPUyJ3NYOuBQKvNNRj4H25qBdIz0jYpUKRNRTG5+CylPvB73WUkwkWjUUm4PMTWWoPvPhUmy57HuQEtuUNRtRdfKDoHwhJWv5ZXvw0tf+4qEGms3mhHnSDLVGEdSazCQGAQYBBgEGgYUhwAQ8C8PvqZ99/uhpnH/zF0jIW4Hh7k6M6jsW5DNFSA6270flmaMBfeUmTcECkRgRyemQacPRXVvlt8aKUheD9DWlMFrcuOnOwHU9QLI3u9I5UFa8BWlaMX6jT8Wkj3fkTyaOwXntTZgNU2KEwZpQKkPU9s/iZw0RfunlKPjA19J6MdHZiLGoYsTKAHdvHTru3YFpdAh8gQjyqCgkFa/BaI8e+qq7cDrs8Hq8QVEdk3ORl1O2QAgej083+1vNUwKiYrkCqetKUXH8MBJWlWI8fSf4Xg+GLV4k8YxoefcnIIrwDqsZ2vgkvJK/BjFnz4G1RIQBtJMUhfYd22AU8OHyAifPf4jJ0RHwRWK4HfaQB0Dx+SUwjQzQ2E+3iNR07Mtbg5ibt+ClKJzMTEL5pfOQasIg14ShtfwR4Ufwz5Ic6es2o+ajU3DZl7hJKwinlZGRCItPRfONS0HMfjanxOUUQSCVoun6xYAPQMp+P/Xt70CtUQY8l5nAIMAgwCDAILA4CDABz+Lg+lSs2lLbiPPvvIP28tvI3roTTdcuwTa5sEZkotUz0NaEka65AyfCfMThCeCFF1yBCOHJ6ZCqlRjtakdfU0PAtLeZW3agq+I2tImZECdkwu1yY7zxNobamul+m67cL+NK11Q52mMvsAoOPqOsQtulY7CaFnb2tO0v4k1DIYx+VDN9Is0C9vXfYnygDyRYcrvdiM8thN1qRVfVXRTs3I+Rzjb06jug1kYgsWglPG43LMZxDLTU0erw5N+hMIJPXMEKVJ/+EBSHB4lCCZvNDIrHg2ty8rG7kGm0+FL2SkTM08sSCr+eXMPD5cIWHY3J6Gi8bx3DYGcbyjbuQG1zLRorb4dsS9IbllG6DVUnZn7BJ6r3FIcLQl+cJFPColLBbDbRpB51F8/A7Vw4XXNUejYEYina790I2ZkWYyHyOxyWlAZVVCSaL1+C4znT6ZkLM/IBIJcILl84C4fN/x4rsVyF3V//K6zcuGoxroRZk0GAQYBBgEEgSASYgCdI4J6FaV36brz1939PZ2KSS9ag+uyJBbkdlpAEsVKDzvtfuTWxiYjNK0BX5R26D4IrJJS2coTFxUNAxBodLpqRyDoxhqFuPcb7un3uT1jixAo1vB433bRvHptZfpa+ZiP0dVWwTIzTaxJigQdGMhspZZ/AW4Ycnxo6B3O44F/+1wXV5JO9Mvd/Hv/ckuxXhufrmYPoOvofj33Bp8UHt+7EYFsrRDL5Y+WFHA4PLpcDiohoRKZmgCizD3W1QySRwu32oKvqDtxOZ1D3l7J6I0b07Rjr9Y3/9EXFShU+uWUfUk6emupbWQZz8/mwR0Whr6gIcLvwUVM1etoa6IyLy2ajAzR1dDxAeeFxujA20IuSDVvR2dGJoe7WeT0mAWhC8WrUXzg9Y2zGhq10QGoZN9I/I2WD6eu2weN2orehGgY/MJzLAbJ3xsZtKD92aF4/l3OALjMP4UmpGO5sg76mfDldWba9yd+6tDXraQbJgdYmv/yIL1iJ1//he+CTFDRjDAIMAgwCDAJPDQJMwPPUXEXoHWmsbsa7P/w+HXwIpXJ0LZAKN21dKSg2eem0gsXhQCxXo+HiWaSu3ww2nw/L6DBNDGAeHYVhoMfvA6Wu2ww2lwuXzQ6RXA4Wi6J1MYy9PZgcG6EbvElwZbeZ0d/omw5YER0D+4rXcLhFNGPfF/P4UNz7LfoW0BxOcblI2PMFvNE8xeo1lymEHHxeW4XGE2/PGJa/8wCEUikqThyGbY4eKNLHEpNTCI/bCw6PDYfVhu66yvm2nvFzwhRFmrBrz5+Gy48v9GGJKfhMRjHCL15ctoCHHMLLZqOvdDOUTc04nhyDIooPjhewwgMTh4PEkTGwvR6YI8LRzmYhq38ILWFq/OnoOzS7HWFDI9nMJ+nW+WIJ4vKKMTkyjL7mmdpPKes2wTlpQef9jBIh18javAMtt68guXgdbKZx+h6CZWkjwT3J7lWePAo7IclYBGNRHChidOA4vXCzPbCMjT+W2ZXIFRCrwuCBFw7zJBw2C6z3Kag5XB7S1m2mhTjFMiXKZxEFXgS3n8olBWIJIlIzwBNL0Xx1fmFanlCIgrK9KNq8DkmZGU/lmRinGAQYBBgEPo4IMAHPc3rrJAFy6tBRXH/7TaSt34yWW9d8Zk4COT6HI4BEqwGcTlBcPiZGBuiv7RRFTWU9ZmFam28PVaQOEWkZaLt5DS6nAywOGyK5El63G7KwcIhVakg14XBYzKg5d3zW5VI37cRx1jq0EtKtafb1zCHoP/glnH688M+2OOmDGd/8HZxtmVk29+ScnBge8mrfwGhP14zlOITxi6LgCIDyjVAoF+7Yh/ITRwIuBSRZpfyd+3H3g3fnuwb656VlL2BbeS0448HRLvu1ib+DiF4JwUomA8dqBfUAM4p6+Kx5eTxMJCdDXl+PsZxsnFKLkcQWIM7iwJBaibc/fJfOnBEjQTXBsbumCgOdLT69kGu10MQno+32dbqsLT5/BRQRkbh9+B16fERKOrQJyXTW1Gw0YLC1OaBeNrKGVKMF0eOpP38aNmvogh5tYjKkKi2kag0Mg73gcvg0+x7Rumopvw2L3YaE5HTwJRL0NtVDLJPTpaaOyUn0tjYhPjsXYLGhr6uEedyAxPwVqPORBfP3+p6HcUSoNDa7kH4WWm4+6mEiZZFeeOCc5fdYm5qGF7/6dSRnpT8PMDBnYBBgEGAQeOYRYAKeZ/4KfR+gqboZR//jpxjr6UXmxq2oOPk+2GwOTYVLWIjIF1yraXlfajl8AXg8HiymCehy8mkl8oYrs39FJToZc9EBkzKwuDXb8N5kEXruH43QLn8zuR0NR369oJvmiyTQvfAVvNWinFcM9MuZYxg69Ss6GxAqy9iwjX4J1QeapSOMUdv3ovnmFZ+03NP9I4HYF/d+EqmnzgQdvIbqvMGuQ+itKY8HA8WFuDQ2gIp7j+jTOSIRsjZvR9XxI7Mur42OhVCtRVf1XZpJjZSfNV45D9N0unCKon+WuX4Lmm5cxvhgX8DuRqZkICw+GdVnQ8d8lrphK4bbW+hMq30abbZQJkdcTiFYHD6GOhoxqu+k/SUfFYjIKCH0cNqs6Cy/A5fdAYfdCl1mDlw2Bwba/SvlChiAp2CCUKaALiUNg/pOmpLeaTbP8IrgRnHY6Kh4pBNGfk82vvAypA4nqrrbMdLXA8vYKF1mSzKLRbv2w2qaxLZXPgGVRvYUnJRxgUGAQYBBgEGACXies2eA0B0bhsfx9v/5AbpqK+iG/pSStXRPAvmyCy/gcrvB5XDpFxv6xcgLmI2j6GucWeITani0SekQqRRggQWvw43ItFQMdnRgfGSAZpKrO3sCVnPw5AI0jXTpa/hlk5Z2PU7FwYv862g4FxzF7PTzk9KW1pTXUDHggcWGGb08GgkbsSo2SnEXdSf9y6gEgu+aVz+HO0fehdNuDWQanZHQZeWh+txxugdmNguLTcAXYtKhue2bIMChUmE4Jwfaigpw75dABeTIUg3mcNC1eRN6ZWJMmifRVF8FfVsTKIqNpFXrYOzrxnBnu09vwuKTwONz0dvUiOiMbHC4Ajr48WWFe16kMyBEwDYYI6V15ONDw+XQ6NuExaVAKJNBX3PPL3e4QjHCE5Ix0Po4iQjJQha/8Craym9juL3Rr7WexUEZJWvxIlsCG7xoUUhhcDvR3tWG0T49bCYTzcyXWLwGHZW34bJaYbeYwRMIADYb21ZuxvqPLsOcmIgeXTRaOF60d7VjwjCM7V/6Gko2rGJERp/Fh4LxmUGAQeC5RYAJeJ6TqyWFVlfPXsDE8BgspjHcPvIneL0epK7ZCPOYEZOjQ7TiNwmIHhhh5GJRAJvDR0LxKrRcv4yJkcFFRYToeZgMozCPDiFj43Y0X79Af12WqcPh8jox2NwI9wI1WBJWbsQF6R409Dvw+UwTzOf+E6axhdFSE1BS1pWiP64McaO3cNS5GgNGN1xeD61VuiaOg2zrbcDpgP7WBdiCfAmeDXyS3SIMeSRTN52wwd/LytpUhrH+HroBezZTROnw58l5CL8xU1TWnJCAmoxU3O1qwQF1NKIvL60wqb/nfDiOzcZobi48SiX0EhEOn/sAHDYXmXnFUEkVOHN0qkTtSSPlgzmbd6Dmo5PI3bob1WePzVpGSEoF7YT5j02h9dY1+jkOxEivmi4rF2EJyRjpbF8QOQBFcRCTVQCuWIDWmwu/G3VsAsRyJSQqNeovnQ3kWM/M2JwNW/By1xAEffczdAIBLFFRaI6NxgDFhoTHQYphAkKrFe1qJSbZQILNhWaFDCsbWyBqa3t0Vj4fpthYVCbFwREZgW0v7XlmcGAcZRBgEGAQ+DggwAQ8z8kt9+h7cO3YSZQff58WrySUxurYRKjCI9Hih9ioRKVFQvFKmIYH0ddQSzcyh9IUkTpIlCrwRDKI5RLUnD8FoUIBq3GKDSuUJhCJoN77DVwcVGO7/QTab14GvI8CvWD2Iv0fJS99FnY2H3WHf4eE7S/DMzEMNouCVyiFsakCAz6a4IPZ68k5YoUK8QUrMD44gJ76qoCXFEhlyN60Ha13rsM40Dv7fIrC5s27sMLugbKxkdbh8QiFMCYn4SaXhatXz5NGLXxx96tIPnsOVJCscQEfYAET3EIhelavBMfuACEgcIiEGHPY8fb5o3DPku1KKVyDiYlRRKVmoO7iWbp3zJeR0qbMzWWgWGzUnD8BL4l8gzBSihkWG08HPibDCFpuBBawEHrxjLWbMD48iIGWZrgCzAD6cpmQK+gycgGPG+3TyrmCON6yTyGBJcn8KiIiYDeZYRzso3sFt+x5CWXnr4Dy9YGFzQZmo4Wf1kM2/XAegQCGV16C8uBucDmsZT834wCDAIMAgwCDwCMEmIDnOXgayHvWe7/4De6dfP/hV2byMpZbtgf1Vz+im5L9NU1sCmJzsgOiYp1rbYlSg8zN22AaHaEZ1kQaFeBhoa+h2l+XghoXnZGL8KItqP/gN3710igio2kq6IGWmSU8qth4pBStRmdNJQw9HTMblUlzfZAvu/ThKAqkjMhXuRlhHCvcfQCtt69hfGiQJnIIxEifRtqaTRjRd/jF8kb208QnoCQ9D1xw0DXcj+7BHpqemFhEUhr2peUj6fxHYAVJUhGI/yEZ++B+CJ05RaF/7Vr8svwqLGPDvpfnCZC3cSuM/T3weLzoniXIJNlKIo5KWNuCybo9uTlfIkPBjj24e/SwX4x6ZD5bIED6yk0Y6GhasKjwA380sQl0D89QVxv6Gha/zDUkd/zEIoRsgGgdcYVChMcmYI8kDNKhIVhkUlSopBg2TSBNqUXJyZnU5MH6Y8rIgOgH/xNcLkNJHSyGzDwGAQYBBoHFQoAJeBYL2SVc1+Vy480f/AgNV8gX+EeWvHIjRrraYRyYX39l+jyOQISczWVouXmVpoVeiEWnZdPiowuhhA5mf6LNE5NdQJcJzfcySvqc4gtKaM2c/pZGGHr1D7fkSSTIWLMJjdcvTfVqLCSwmeUgySXrIJDLwPKyaA2YieFHZYWZm7bDOm5ER8WtYGBAdGYu+CIx2u8uXOSSUGV/fs+rSLp4GWwfDd5BObgMk8aKi/H2WB86G2tm3T1nyy6YDaOQRURg0mCAcbCXLjubbvm79qGeCFNOIwhYyHEiUjIgUsjRfmdmSaHPdSkOsjZtxkhnFwbbmxey9cO58ogo6DJz0XH3OixPc5/WPKeNzynClshYhBtNEA4OPipbA+CUyeDhcMAnH4JCpTUlEGDk9S9Au31DSO6BWYRBgEGAQYBBILQIMAFPaPFc8tXI+/fVMxdx+j/emMG6poiMgiYuBa3T6FT9dVAWFoaE/FWoPn983oBhrjXj8ovoUixj/xylVP46tUjjkopXYbirCx6PA4lFq1B95jgkChUmjQZkb96JgfZmjHRNq9dfoB+E8S0urwAihXqq1M4LuvmdZJkiUzNBtD/sVjMMPXpEpWXh9pE/0P1YwRhprK89cxyOBVByT9+3oGgNdnl5kLW0PKKJDsaxZZwznp+P45QDFbdmLx3L37UfTVcvgOj2kNImiSYc8uho1J0/9ZDBLnfbHjrzZhkfW/BpxEol0lZvQi1dQudfRjZ9wxb6GRlq902xHahT5CNB4a4X0XTnBkz3P5JI1BoIRBK43S7S7Ae304aJgYFAl17S8VKVBjtWrEfJR5eXbF+XTAbbj74PmS5yyfZkNmIQYBBgEGAQ8B8BJuDxH6unciQhITj8q9/h5uGZL8USTRjNfEb6CwI18jU/Z/seVJ48Bq/HBV54NFzD/Y+RHvizZkrJBgzr2+buHfFnoUUaQ0rJ8rfvR/mJQyC0SoW7D9J6PS6nGxKlAv1NDdBXh1ZpfsW+VzDU0YzRvh7wBEK6b8pptz88ISmtI6U48rAIuqSqb45MxFywkIbzlFUbUHFidhrmYGAlVL2f4suhqnq8LNEllWIiKZH+eq5obAIngFLKYPwIdo5HJML54lycOT+LppNAgoJNpag4dfSxLci5HTYr+lsa6P+flIySbMxCs6BkLUIuYhkfR4+f4rKEXCF3yx403bhI00qHypS6WFrwdmygD3wuHxweFzarBVwS7HhcUMck4s7x90KXGQmV4/fXUUXHYF3uCqyoqodgeJaSxRDvSZazxMTA+c3XocxMWYTVmSUZBBgEGAQYBBaKABPwLBTBp2D+lbMXcOynP4Zr2kszcUuXmQcWPOiun710x5f7REtCGaVDWHwqABedhRBJlehoqEVv1SM9inmPTlG0qnztRyfhtAbGYDXv2iEYQPpV0tduoftbSABCjNT9E+Y6p92Bgt0Hcffon+AlX7dDaHk7XqCZtP5/9t4zOs7suhLdlQuVq4BCLOScM0ACBJjA3CS7qVa2ZTnNWLIte/xszw+P18x71rzxs70849FI1ki2bGsktaxWR2YwR5BEzjnnnIFKAN46FySIUAC+KhRANv0dL6/l1bhx36/oe+45Z+/ZiZ1HBrZaFr3Oh6XtQ82tK047qluNS0Kw30g5AJ8HD1eaEWV1dUYK7jXXIiYmCQXF5ZCOuO8i7kb4AZkMxYdy8YtL7zsclqI5/uFRaFoXASKaYv+oBDQ+vsP6pZw6j6bH990Q4REg9fR5lBdeApxgKKTLffi+XJRd+ggL6377O8FLJJUhNv8Ixvv70Fv7kiRD5+2H4LRMVK5zBHcyl7v6EothYGwC9nkHI7a0DLJdIEPZbK02lQqTv/FrMB7P46mo3XWg/Dg8AjwCPAJuRoB3eNwM6F4PZ7cv4tMf/xSPfv7jNVMrDJ6IysxBza2rsDtxiaKIQ8KJM7DPzmNqfIxpkFABcFrBKZRc/tjp7SWfPI/au9e31H9xelAOHYimlxjFVtNwr+4WlJTGWOz6m+odsqsRs1ny8XPoa6hCd617CRbSTr+N1pInmBza3dQgqt0JiE2Eb1QcHr/3Iw6ocWuiNhrxm4k5CHju8MwFmnAnNBjFpQ+wJBLhd2Mz4V1c8tqKly7JZCg5nI9fXPwF+0bWm8bHHwFR8ah/sJaOmVINU069g9mJEVgtFkhlctTcvgaZhxISmRRWqwUCCFmEcMGJ2hCKxIWm70P1jU0iTo6ORShCXP4RTA4MorehxuE+uJ2m41b0m6faN4ncA8agMHgFh8JiNqO7shRzU7vrqK9eEYklL1De7uLWZB15x8+joLMPirY2QKfD4syMY/a1nYCySV+qCZr5T38Cz3g+urML8PJD8gjwCPAIuAUB3uFxC4yvbpDG6ka89//+P5geHVpZBEVoonMPofbeDZinJp1aHLG7ReUegsYYgOKLv8CSzQKhRIaU42dQdvnDzccSi6GQKzDH0pheXiLT33oHldevwG57mbLl1IJcbEwaKQqVFo/f/5c1I/iERTMRzv7WesY8ZptzTL8tIrayoFCEJKSh/NZlWN2kqyOVK5Bw9BTKLn/g4s64ddN4GeEVHM4idZOD/azWxJ327976EoJKyiCyWNCRlYF/uneVUZmTs/At71BoG15vwcq2I4fxw8c3YJ/e+PsITkqHzWp1mEookcoglIih0uoRkrkPSwuLINpju9W6/LovEIAu6V3VFRjmWPeV9c6XMTc9g67yIhh8g9FRu71waNzB4xjp6liJTLrzbFePReKrgfEp6KwoRn9L425Ns+m4WWcuwEssRVVTNXq2YIzzj4nHF4NjMbS0iF6lDPtHp2Eo2jlRB5cN23U6TP7h78GYmcClOd+GR4BHgEeAR+AVIMA7PK8AdHdO+exuET7+u7+GZXaaDStVKFkaGdXtzLmYMkX1O+nnv4Tij99jej5UZB9HNQ2FVzak3Ig1GkSm7IdSo8XM5CikUhkGmmow1N2F4MQMCIRL6Kjc/gLnTkxoLH1AIBKOnkbpJ79YSTky0Eu1KQidlaUreG01b3ByBhR6Pervuld4MfX0BTQ8vIV5J51RrhipDEZE5xxkL/9DbU1uTWd7sYa4zBxkhcexl/cRmxmF1z+BlZxHsRjvnHoXGaUVkO5hDQVXbF60mzOZcCvED/fvXFvT1RgSBlNcCpqfPsDMqGs1IEKhiJFfCCUSdJQ/25LFzS+aSCq00Bi8YbPOQhdgQk91Jfs+p4dHMDfzQqdKuPKQ4BUSDr2vP5rdIDC6HW4U6fFQaxCTdwQtxU+BRRt0voFQeXpiwW7DcFsLxvqcY4Hcbk76O9XWScQS5Bw5jeOPnqE5LRWXOxvQ37K5I006X4AASq0B/17nB3Xt3lBqs9q1P/oW9OnxEInonHjjEeAR4BHgEXjdEOAdntftRJxYj8W6gJ/+zd+i9m7hSi8PtRYJx06j+EPHSvJchyd2r6prn8Jut4HYm0LTsqDQG0D/77y5qhxzA8vq5EnHTmOoqwMDjVTIvcTU2UkDZ8Fugc7fhKrrl2CzmLlO67Z2FKna9+6vMp2Umke34B0YDr/IKOa8mDmwYHmo1YjJP47yXYjERGbnwWazoKPsmdv2+2Igtac3onLy0fjoDmbGRt0+/uoBKd1pwWqBWCZfc6nX+wXi81kHEfLkKYRzcxBtIvC5q4vjMPh4Whq+11mDiYF+1joiO4996+bpKfQ31e34u818+0uovnkZ5pnlxwhHlnr6HdTdLYTFPM9SKpjYdwAAIABJREFUAJV6T2i8/bBgmQdFV3qbGyEVAsbIBAy0Ll/4UwpOofHRXcxPbz4uh+071USp0SE0M5uWiN6aCoYNaQD5hkWC0mqJxtqdln/qHag8lEho64Sxtg6QStGYlY4iywzaayowN7VRsFgilyMt9yjy5mwwVlTuWUob7XviwAGIfufXIJiZgUylgkyvdicc/Fg8AjwCPAI8AjtEgHd4dgjgq+zeUN2An337P2N2fIyl0ig0WsjVWkTl5jNHw9UIDwlhEltZ2cVfbtieQq1FzMEClF36AKEZ+2EzW9BTs47FTChEePo++IbH4OlHP91AprBXmNEehrvaoNQYoFDpUH2fO3mCWCpD8vGzaLx/BzNT7nUcPE3B8I9NQO3tayyC5i5jtVZnLqCzqozpL70q0xj9kHnqPCZ6u5EpVSL8zt3NVetf1SKJWSs4GD8QzDKngoyREBQ9wNzE2I5XRSxqCYdPoqrwEhY3Ib3wjYgGfWc9dY5rxGQqNXzDopgT1F75DL4hETCGx2KirxNNRXtHubwdGIkFp9BdXYGJwWXHcacmEIpw+Pg5nLr3eENEeS40FGURwXjaVIOBdSl2gbGJ+LpMD80eRXZW79NiMMCu14OyGm3f+Dr0sXw9z06/A74/jwCPAI+AOxHgHR53ormHY1mtNvz8O3+PysJLEAgEiNyfz2pWRns7MNDUAJvV9ZoZYi+jtLhSBw4PvbSmF5xC7d0biM45hMo71x1eZimdR+vji/Ee96e7bA/zcvpP8sm3mZAnvU7PTo07rQXkExGFBauNsbi529LfeheNj+9hZsy1tKn166FvIKHgDGxzs2h4tMwittsmU2ngFxEDy/wMBpsbVlLn4g8WoK+5AeN9PYjLPICv9I1CNjwMm1aLRYkEkulpCKmon8IFr9DMAQF4z1uHumf3EXfkOKRSOVpLijA9svMzkWt0iM46gJp717FgszncJTmnRHqwvXApXaOXoNDpEZGVy8gNlnZBANeVoxCIxEg+dgatzx5i2k0RRblajQs5x5B6+57jJUmlGEhOxlWY0fE82kPsisfzTyDv5t58+5thNXriGDx/7zfpzYg3HgEeAR4BHoHXCAHe4XmNDoPrUpYAXHnvAxR98B6rA6HidLWnF9rLnnIdYst2+oAg+EXEoe7e2voG6iSSSJB87C1QbhsJELaU7E1hsDMbiztYAErtonqmimufYHrkJaGDM+OYElNhnpvGSGuLM904tSVmrvjDJ1B//xamhgc59VnfiNKvRGIJKBJADk/coWMo/fQD2N0kMrrloohy/OR5dFeXQ+Pji8WFRVavQs5yGlGRPyfMUKq1uJB3HOHtXbgfGoj2wW6c9A+HTCiEsaR0uc7nFV3epyMjUZQYjcGxEUjEUnQ11sAUHccIHqZHd06pHZySyXSWuqhmbH52DZxBCWlYWLCht547ZXxISiZzIieH3BNJcemjW9eJxHLDM7LRXVOFoXb3/E78IuPwVb0/fMrLt1zibGQknoQGoLy+Cl4+fvjS8AzknZ3u2JZLYyxoNBh95214f/40hOSj8sYjwCPAI8Aj8NogwDs8r81RcF9Ic00jPvpf/xODbU2gAumkk2dRU3jJKfrprWaLOXAYfc2NmBrsY6lyHhod5teoyQshkMuQdvgUym98ikUnaK+579L1ltEHjrCLpFAgxPTYMKPXdcWWdVdi0fh4d9KH4g4dR2dFCWZdSKEiyunY/GNUo810kkQSGaQeHnj6y5/sCknBevx8giOh8vZGa/Ej5myRCOdYby972VYbvVFz66WzrNJ5wc8UiM62RkZs4BUUgdj4JOhVasS3d0FfUwuBG1P7uJ71cGYG/mWwnTkRVJNC3wmJvYZl7kP5Fecp2B3N6xcVDa+gcFZTZX2uRaXx8UF4Rg4aH951SsOHIkJVNy7DvoPoLVdsuLQjXZ7Q9Gy0lZfAMyCQkTwMdezM6fEMDMbb8ZmIfFTErfZLLsdQdBSLGHrVvzpmQLOfH2a/9mXoc9IhFou4wMe34RHgEeAR4BHYQwR4h2cPwXbHVPbFRfziu/+A0ovLookKjQ5ByenoqChGQn4BRno7MTUwiLGBHpenI42aJYEAPVVlCExIZuM/fu+fV+pNBCIREg6dwPTYEDrKS1yaJyAmCRofb/TX12JiZHBH6U1UL+Hp5w+ZWoslgQg+QSEs1W+nZAlKgwHBCamou3/LpT1u1UmpMzAmL2LTc8XURl/EHTyK2ltXMUM1XHtsxpAIlmJFKYMUoVFotZAp1RDJZAhNTkfFtYuwUSH+NnbmzOeR+6QEkqmp7Zq6/e9mLy9cjwjCw3V6OzG5hzDc3YHRrg63zBmSkQnL9Cz6G+vYeJ6BoTAGh6Lh4W3O43sFhTG2tO7aCs59dquhxtsXpphEQCRCS9FdWM1myFUaluK6sLiAyf4udNdyj1y9WCdFPU/tO4SsOw+dEmDdrX1yHZd0eKb+6PdhzEzk2oVvxyPAI8AjwCOwxwjwDs8eA77T6Wy2Bfzo2/8NTUXL+e3ETJR04iyES0I0P3vItEDIYZkdG0VL8UbmJLlKC6t5dtuoTPpbF1gtkF90AsYHe9D67OVYEoUCMflHUH3tkkvbMfgHwpSQjK6qMqaJI5JIGZuVK5EimUKBlBPn0NtQi8nhQSaSap6ZWqZI3qEpdZ4gfY/mJ+6N8ATEJ8I7MAKtpY9dTmcj2l6fcIoehKLx8V3GLLaXRix48fnH0FFTviFl0BSbDAr19NRVbJuu9sUzX0Dy0xJIJidhNRhg9vGBx8AAhBYLRG44w60wser1+DDMhNInd9c00/r6wz8yFvUP3OPohmfmYG58bIVSmVLdFiwW9NRzF7QlAoTO6lK31Bft5DvxDotEUEI6umvLMdi6UZeH0is9TSHwDg1fpq3uaMVAM7fIS0xWLn5lbB6yV5iW5go2o0ePQPf7vw2JhM9jcwU/vg+PAI8Aj8BeIMA7PHuBspvnuH3xGq59/3+uKYYOTcnCSE8Hu3wSWUBAahZkAiF6m+sxtIrNKOeLX2PsRm2lW9f76E1BUGu9oDOZ0Pz4Puan19LAZp77AsqvfeJ0eo1fdDx8I6IYrS6xyKl0nkwzpvTKFqKmW+AnlcuR+c5XUH75Q4dUtTuBXufjB7lWj4Gm5Zd5dxg5o6FpmWh6dB+D7c0uOXmr10Ev/yGpGRjubIOHVg+RUMgcyWkXNWSc2WPMgSMYaGvERF/vhm5pZ99lKVyTQwPoq6/Ggs3qcOis3MPI9AqAZ3s7bvt7obmlEZEBQfBW6RA1NgF9ZRWEmxT9O7NWR21nAwPxD/LFDSxpSr0BCYfPoPjjn+44PfAFWxsRDZADQBaZnc8oprnWlklVKsQSQUjhZUZe8GpMgJCUdNAjQGd1OWZWCR07Wg89PMiVShjDoqDQ6tFw/+bWyxYIkF9wFmeflAKvKY25ow3YlUpM/el/gFcGLzr6ar5LflYeAR4BHgFuCPAODzecXptWCwtL+OB//yOefvyvK2uiFJnP/Yf/i12GHl28jJ7aSvhHx6OnthyBiamQeqhACvGWpUXYpyah9fZD8Sf/um1xe3TeEVa701W1tnhYptcjbt8hlF/9yClcAmJiIVNo0ddYDfPsLCtwTyo4jaHWBvhGJ2Cst8ulFLmUU28ziuedprCt3ww5J3abFX31NU7tc7PGPhEx8I2IQf3dQljNO49AvZiHdFvUBi8W2RLLPBCSkoGmx3cw3r/REXHLRp4PYjAFIyg5DTWsrmTZoREIhDCGRSI0NQNtxU+g9fOHRC6DZXYeCpUalrl59NZXMudUJJWy6B6l96XEJuPR41trInNHv/wbKLhxF+LJSXcue3kskQidB/PwT8V3MDu2NiWQSDui9uWhuegexvq2Tg0VCsVYXLRvuj72jR87g8rrF1dqyVJOnEXj4wcbHhE2G8QUmwCb1eYwouJ+YByPSGlsYWnZjATEWfMOjoDBZELDo7WRtNXjyDyUeDfvOFLuuDea6uxanW2/JJNh7Hd+A8bjB53tyrfnEeAR4BHgEdhDBHiHZw/BdsdUFqsd//Rf/5KxY5G+BwmNnvjt30FW/n5WPD4za0HJ7fso/NH3YJmdYVNS2hu9NKt1Rgx3tiD17AVUXbu4ckndsC6xGJEZuUyPpLdhbS6+UCxBQsEJtBU9xMzkRvG/zfZIaWz+MQmou1e4Uguk8jKCIlNj/d2MOlrlaWT6PlxMrtGAyAlss/PQGL3w5Jc/5dLNqTY0R0zuUVQ46dhtNgmlA4lEIvRzTPFxarGrGsfmF7ALfT1Rhu+SSeUKUD1Z5vFzqLxzFebZaUZwEZKWifCUHNx7/0ewT02BUt90viZALIR5bBxilQrR+w9gamQYKoMRS3Y7Rro6WIrUenKJfYdOIEptgO/oGGRT05CNj0Ngt0OwtATB4iITNRUSIQX9r5NMb+MJ8Xh/YQ7NVY5r0IjlLzg5HSKRABazFTPDgxgf7MPs+EtNJrXRB7F5RzE/PcmoojczEhcl+mmqaSIGMp1/AOrv3eB8MrGHTqC/sYaRW4iEYjbOwibaPpwHdaIhEWRQWl5/UwPG+12jmQ9JzYJCSzVIlZgmZr515qHR4vdiM+FdtjUzmxPL3rOmowVH4PmH/45nZtszxPmJeAR4BHgEnEeAd3icx+yV9qB73dy8FS01dejr6ER4XDTCYiJXmIF6urpx7SfvoeXx/U21eCIyczHe143R3i6He0k6dgqjPd3oa6zH0uJaYUypQgHSWSm/+qlTOCQcPY320qeYnXh5YSRWscwLX8VodxtanxUh8egplF3ePrVN5xvAhE3byp6yV/LFxUW31Oys3xBpjMTlHV1OEXODXo4xNAJ6Hz80PXngFHbONl7W5DmNkY4O9DfXOtt9y/ZyDxXiDh2FQCiGUCJmZ2CZnkZAbAKjLNcYvNFS8QwjW1AUe6i0kKiUmGN04UKknLnAonNzk2MYamvGzNjISrompSyqvHzhoVIzpz3a0xtUv0S/A6NIAgkEkCwswr+hAR69fdvudVEsxnR0NBqDAvD+p+9t216mVDEGPIN/AALiktDbWIMFqxlL9iX4xcSh8dE9aLy8QYx+zQ7OVe3ljbD0LNTdvckYzbC4hI7KEg7aOy+XpjL6soiZQCSESCiCZW4OQ21NmBoZgnV2Ld31thta1UAikyMoNQu91WUwP38cWd3fLzwKGr8AJmjc11SPwXVCn87MRc6wwRQEv8gYlurYXf4M5lWpa2Hp2Tiv8ob/4411h07Ns8eNF+VyjH7+Xfh86a09npmfjkeAR4BHgEfAGQR4h8cZtF6ztiQ+SJfb1VZZXImf/8Wfw7oFQ5ZK74nglGzU3tnIEBaSnM7qSrpqKzfdLaPHvXUF9m1y7el1P+XUBUz09sDDU88YxVabSCyGV0gkJvq72at1+rl3UfzRy1S9DQsQi5k4ZFLBSdQ/uI3ZPWAn0/n6g/R4KG1rJ2YMCWdkEi1PH2GS6L532VSeXojJPcIYtEZ72tFb5zxr1volBqWkwtMvGH2tjRhqbgCJy4olMiQdPwtyTBof38ZIp2vMZpQa5hsdA0rP8/BQYHJkCP1NdZifociREIGxCZArVOiqKQc5EavFYKUeCvzq0XMIra7FklAAydi4Q8IDVm8RGYErciEaSp/AMrccAeVqprgkSOVKTAz0QOvvz0g9SAeLLDQ1C7QHIqJYbUknzjHBW6/AYFb7MuoGEVuV0ZvV6fkEhqO7vooRA7hiAbGJ0Pj6YtFmZ2x75unplWHob95BIeisrsDMxBisc647VqvXRil+Bv9gBCckoppEV81mGPxNCMs+gBDbIrKvu4cowhU8XOkzsX8flH/yLchkvNKoK/jxfXgEeAR4BPYKAd7h2Suk92AeevW+9otPcPMf/9eWs1E9T+Lxcyi7tExtvdpSTryDipufAlvoouhNgQiKTUElcwI217jRBZhgik5gOj7dNeWMLGEzI8ctIjMHGl9/DLY0oaduo8OVevo8pCodJno7GenBXhhFLWLyCjDU1ojhjjaXpqRLXub5L6D+4R1MDe6daKRE7gEqwA9KSIF5bgZNjzZRruewq7CMHBBNd93t6yvF9yQClFBwEr2NtRAsCRGclI66+4WwkJOyAyO8vEyB8ItJggBL7H/mp6YgkSsg91CwSFLJxfdXUiNpKmJWSwiLw4Ddglxvf2jEMuiGh6EtK8O8lxdsBgOqg/zxqK4Cww7YxXawXNaVnD8SBiXnfqyvizmAXsFhCExIZRGr1uIiVmPlTlMZvFiaKLEu9tVWw2oxcx5eqdUjPDsHVYWXQamWgXFJaKt4xtZP+1AYPFF7i1IiXdOw2m4hbM7YeFgtdojlEkbikX/gKI4U3tkRRf1287r776Nf+xUYv8hHd9yNKz8ejwCPAI+AuxHgHR53I/oKxxseGsMv/vvfbsvARjo6KafOouHuTczPrH3ljjt4HD31lZgaGtxyJ35xSViYn8dQe/Om7QIT0yEQCtBXV8WK/7mYb1QMAmISUX7lIxZpohQ6opj2DouGzscXC3YrZkZGGMPZXpl/ZDwkHh7o3KTeg8s6iDp7uKudCaLuhRGbllgmZfooVHDuFRyC4g/f27xua4tFmeKTYAwOR8W1T9ekOLL0xsMnUHn1E5ZWSMX+FCFsLSnC1NDArmzTOzwScqUGXVWlLLXtBVnCi8kkMhn8ouLhFREJ2/AQIk1haOpsR09nCyb6HKdwumuhGqMPIvbnYX56FnKFBywzM4zO3WqZ35Aa6q45aRyfsCgExCQwKvqmp/dBkd/tLDQ1E1MjAxjtXq7JIV0n38gYLNqsoMhrU9HukweQkyiVSrFgt8NmsSA+5xBOLUjgU1a23fJfm78Pf/5z8Pn651+b9fAL4RHgEeAR4BFwjADv8LxBX8bl9z7Avf/zD+wC8cKSTr4F8+Q0oy2muh2hSARKaYvcn8/qcBbtax0RT1MotH6+aCsu2hIZuVqDuIPHtiQZCIpPhEiuYLU7XI0uW74RsVAbvWGfn2d1Ek8//Dmicw+ho+wJTHHJGGhtYnvZK6Pi9SUI0VVZ7PKUdDlPO/0OKgov7kq9ES2MLtzEzkeOiEgswfToCMQSKaaGB9j/PU0Cr04aRVuy3v4So24e7+thDoZNCCzNzsIQFMLSyzpWnS8RPURmHWAXWLvVjNHuTtbPXUaMZ+RQ0TccEJ+ApQWw+h/r3AyWlgRM0HOoowXdVRWwzM8iNv8IpsdG0VOzeYqmu9bmFxEDjY8PehpqMDc+voGEwV3zOBxHKMT+C19G8afvb3ACiVxBrlRhaWEB5pkZyDVqFn1qWCWoS45H8ukLTNiUq26Ou/dDDzF+odE4HB6NhGdlEK97jHH3fDsdb0kux8jXvgKf88d3OhTfn0eAR4BHgEdglxHgHZ5dBnivhh8dncDlf/4xo79dMaEQeV/5LRZdsc6bMdBWD5+QSHYJbii6i6mBtbUkdLlNOfYW2stKmNjodpZy8m1U3b6CxeeUxOvbq/QGBKdlsboVumxZ57lRMYslEmS++6tQa3WYHhthFzCFQY+mxw8Ql3cElYWuCZ5ut5/N/h6RkQuBWIDmJw9dHQIR2Xkwz07t2sWb0tcyzr6LlqcPGGZ0sXWXCTU6eHl6QecfCKFMArFIDLFQyKimW8ufwuqg4J3OXiSWISI7F6WXP3CaRc3R2hU6PVJPnMf8zBQmhweei+EKIVcpoPTyxuK8GeoAE2Nx6yx/7pwKBEg+dgZ9TXUupyRyxTE4NYs5lWPdnVy7uK+dUIjIfQeYwCk9brwQ3mVRuPwTGOpqZcx2aqMflHo9qm5e2jXHe6ebIoa8A/sPYl9TOxTt7Tsdzv39hUJAKsXIsaPQ/9aXIRGL3T8HPyKPAI8AjwCPgFsR4B0et8K594MtLi5h3mrDh9/9PqpvXt1AVxuTdwITfe0IiEvBQHMdJgb6GL2tI8v4wtewODmBsuvcGNhMiSnwNPqhtbKEOTQ28xwrQl5tWe98GWK5DAtmC7rrqjDa07lCl70VWt4RMYhIz2aXN8/AEFRc/ZhFruIPH0fFVee1QFw9GRbhuPBVVFz7GObnBequjJV65gIaH97B3OS4K9059Yk/eAxzU5NoL3/Gqf1uN1pm9DvBLtcLbhIPJaY2crAphc6R+UclwTc6Cg0PbjNadTIiNSCWs+mRUfQ1uZe1bvUa1F4+CEvLQmXhqkeH3QZ51fhKTy8kHD6JBfM8qm9dYwQOJOo71tON3vqqlZZEJrIZfnu43C2nIrHSpOwDODY8BU2Ne3SwuO5tJDMDYnKeW1shmp9n3eb9/SGy2RgV+nhcLLpN/phVeiD3C+chFvGEBVyx5dvxCPAI8Ai8KgR4h+dVIe+Gee0Li3h25yHKbhayyIHN+tLZoEsNpa0tLi6gvbwEcflHUbVNZCTh0ElIVR6ouHaR1c+8MM/AYOj9g5gIKQmGWudnYJ6agtLgxQQa7TYbZqfG4aFWYW5iAk2PX+b/C8RimGKTGKuUQqWBUCrGsw/eW1Nw7giKoMRUloZFqWtUpE4XZtLqiMrKR+XNvbtQRu6n/VnRXsI9LW/9fuiSnnz0LZRd+YBTfYWrn4ZE5oGo/fmwL9jR+ODVs135xyZAIpGhs6rU1S251E/n44egpHRU3by8ElkSy2SMVEGlNaCl8ilmHWjBuDTZ8050xgkHj6GtomRPiSlWr3mZMe8tVldHDsNIZzu8g0PQsAf1ODvBbrO+MrkCyTkHcXzaCm1FxW5MsWHMRakUpQfzUNTZiJPBUQiuqsWiRIJ70WFo7u1ArH8wJubn8PR+IXQ+Afj6X/wFAkMC92Rt/CQ8AjwCPAI8Aq4jwDs8rmP3SntSYXLhBxdx/2f/4pD9iQqZJUoVeqrLmCBk8vG3UH//1pZpZXRZEomlqLt9BVarjWnG+MclMmKDvtYGaD29oFTp4aHVQCzzYIXYk4MDUPsYUX/nJoh62RSfiOJP3l9hWtL5BYBSVEY6Whhe5BxRzYUrFpKaCblai7ZnDzdEklwZb7s+FN2Jzj3CyAooVWgnFnvwGLt8N5c8hn2OW2qfq/MRy5YhIBBVNy65RFLg6rzr+9H31FH2jOnF7LWRKC2x/RGF9GpTeXoiIusAOkpLMDHU67ZlBSamMie+t+5lJMVtg3MciNXV5Reg6sYVVsvlaQrGeF8nOir31uHkuFxOzYiKPDwlHWfMgLF69yM9Vr0e1+MicP/uNWj0XoiJT4LNakNNVSmLYK82nZ8/vvDHf4boxChOe+Eb8QjwCPAI8Ai8OgR4h+fVYb+jmW32BXz3j/8E3Zvoq8TkH0V3VflK+hppsgw2N2J8i0te8pm3IVgSwTozBZlChZmJYdZnanSjMvrqxUfkHoKEqIMnp9Hf1sCEEV8Y1a6MdrVhvH/nl0u5UgnP4Aj4hkei9OIvd4Qfl85SuQfSzn9+OSJlt3Hp4rCNb2QcjEHBGGhrQWB8Evqb69HfWMfaklOl9fLB+MDO8Vk9eVj6PsiUatTfv+HyuolaWSyVwYvICQxGDLQ3Yby3x2E6FJEyeAaGMWY4Yt/yUKkgkXqg7l7h3hbvP9+t2uCJ0PT9a6I8L4Dw0GgQkZaL0X4S13XPJTosfT+GO5sxPTLiMt6udpTI5cyJkysU6KK00a5lLSShVLppfZ2rc72KfvQbCYlPwQWpBj4Vu0s+MR8QgL+X2NhvlIsFJqXjnW9+E8FhQVya8214BHgEeAR4BF4RArzD84qA3+m0NvsivvvHf4puB3o1NHbGuXdRef0ybJblHHR69af0tq4qx5Svcp0ecQcOQ6LUYHp4EHW314qEbrVenbcPTPFpqLmzto93eAQoHa7+rvvSq5Q6PfxiE9BS9GCnEHLqH51fAIVajfLLH3Fqv7qR1ugLuUINU0Iiau5ch2VullEp+8ckQudngmV+BiqtHkKBCDV3r62IWDo9kaMOAgHiDx1n2kej3c6LgRJBANV/zE5NMirwke4OGP1DoPb0QjvptQy81BPSm4KZMOjEwADGB7shgJBFO0h3xm6xuGU7rgySdOIs+uprMdK1UT9JLJYg4dhbEElEGGpuYQKermrOaHz8GHtgd3UZpl9BNEuqUCLhyEmMdLahq7rcFahe+z5CkRhhyWk4rDEi6tGTXVtv19Ej+NGTm5id4FZrR/WFX/mzP0cI7/Ds2pnwA/MI8AjwCLgDAd7hcQeKr2iMT//Pv+LeT34ELK0t4KYX0eSCM+yS/SJ9jEQbY3IPQSgWYbS9EwMdDWvSnaIOHMZwcyNTPRcoFWh5uDNhT71PIPzj4tFQdI8VUbvLKPKUcOwU6u4UutdB2GSBCo0WQalZaLjnXKTENzIWvhGRmOjrx/z0DAbb1r4Ya4zejDGLiCSSj59FwyMqsp9wF0xsHBIdJTrvsksfch5X5e2NsNT9IKa85qJ7mF4X3fNQ6xCbdwRjvd2YGOpHcHwKYwAj6mtaPxcNGM6L2WFDna8/0x9qefrY8UgCAaQeHtD5m+AfHouK686TYRAVeHBqOvoa6jHZ38tZb2qHW9vQnWimSYunkiPhiLvn36vxiPr7dEgMooqeQrgJO6RLaxEIMJqUiA/Mk2iu4a4DlFhwGp//3W9AqZS7NC3fiUeAR4BHgEdgbxDgHZ69wXlXZrn1yTUU/uA7Di9ZgfFp0Af4oe7ujRXHhogMRDIZtD4mBCckYqC9Gb21y0KYGec+j6rrF51Sa99qU1RDQPTB473u18vRGH0RmpqF9sriXS8QF0vliD9yAtU3L68hcnixd403aZyoodB5QqXVQSiTQiQQMVrv3vpa2LZx9ijyRqlzTU92R+gx5eQ51NwthH0de97qsyN2Mf/IWHjo1bCbrWgpeQrrzDSLCDoyIkegWi1KdxtoqmM6N6+j+UTHQSISMw2h7Sw27yj6Wxow4WTqpTEyCva5+V35zrdbM/1dIBTCLyqWCcP21L9MZ+PS97N+4oLEAAAgAElEQVTaxi88FhcCwhBS5L5Ij0Wvx6XYUDxx8mGDGAATC07iS7/770H/vvLGI8AjwCPAI/B6IsA7PK/nuXBaVWd7F378n/+cUU07suQTZzHW14NuB2kuVNQelXcYQ01NGGprQvLJs3j6wc8YqYA7zBSXBOv8LIbaW90x3IYxGGNbTj66qit2/bIZm1/AoiVVt67AukrfJjavAAKhALNTE5js7YZlbh5WmxmCxaVtX/pJsDMoMYXV2ZRd+QRYfMmK507A/KLiEBCXiO7aKgw6qEtQaPSI2n8ATU8eYp7EO4mdb2nJnUt4ZWPFHz2FtpIizE9uHzkzmIKh1BnQXeNcSlj0vnz0tzViash5UVd3AEOpXhnnv4BnH/7MHcN9ZsaI3X8YXx6ehEenezSPRlJT8MP+Fqc1lBQaHX7lv/wFohNiPjPY8QvlEeAR4BH4t4gA7/B8hk/dYrXhJ3/1t6i7f3PDLlReRgQnpLLIgc3B677BPxBa/wDMT0zAJyIKcxPjaHn2aE2BOemoUDub1QKRSIyJwT7OYoWepkB4BYahsejeriGs0BkQmZ2Dkc4O9DY4Lj4XikTsFXwnOjAGUwjCM7JZsX7tneuM6S7+yEn0NdZhtHNjfchWG6ZLdWhaNqutGu3pYnUXu20UEYvMykXljcuwr6Iup3nJmeupr2Z1W2+SaX39ERgTh5q7G38bjvap9wuAd0g4Gp2kcE49dQGd1c8w1rO9UO9u4Zty/C32O5+bmtqtKV6rcUOTUhEeEoWsqjroex0/9ji74OHMDHy/qQJTI078DoRiprv063/+n6DwkDg7Jd+eR4BHgEeAR2APEeAdnj0EezemuvnxJdz80Q9WUqeMwREwmoLQUV2KsPRs1NwpdDityssb0dkH0Fz6ZDktbNWrvkKrw9zkBFJOnEN/cwPkajXkKjVUek+UF17clvnJGBQG7/AoqD2NaHhwizlKu2XkzERmH2AvsyM9y6+9pNvjodbAOzQSVMcBCNDw8Bbbk6tGdRrkwIkgxMLSEgZaG5ymIKZ6j8iMXPQ01WCwtcnVpbjULyQ5A0pPI2Nte6Gx5OkfCBJ4rWcO85sR1XkBjlAsZbVRnVXFGOvp2hYz+k4oykMRIWdMoTfAPzKeETsQ45tldtaZ7m5pqwsMhlqlQ3f97jKYuWWxOxxEbfDC2exDSL15Z4cjre3edPQw/vHmJ5zYGNVGb/ZvKxFfLC0KEBQbhazD+ZBJxW5dEz8YjwCPAI8Aj4D7EOAdHvdh+UpGslis+Ls/+ENMjgwiPH0/RGIhJodHoPI0QAghqm9f2zRFiXQ7ovblM72WF0b0w8lnzmNxbhbjw0NMu+eFJR4+xS5Vm6XQGfxMCEhMgWV6GgMt9Yg5cBTD3W07Eu3kAipFTYISk9FTXwuf8ChQRGNmbJjR804O9oO99scloq28mLFoLS2uJXngMkdQWib0BiOanj5kkR7r3ByWVpFFCASCbQv2E4+dYXTUI13tXKZ0axuKdIWl7YPdbkVHeTGjw04+cZ5FBy3Tk26d63UZLCr3MPrqqzEztj1VNJFIBCamoZZ+L1yNajaef0s+YZHwjU2AZWYKbSVPYN0jx4coqaPzjqK7sgyTQy+Z87hu4bPUjsRjCwrOIq+kEtKxnelird83OTw/vEbkHpv/20C/GdLeCUnMQGvZU0wO9LK6HY2PLxIPH8eZr34JEonoswQpv1YeAR4BHoF/MwjwDs9n/Kit1kW89z/+DlarBUMtjUzkcWFhAXKlhqUvbVc0n3D4FFqe3IN5/qV2jik6HlTwbbNZUXX1JXOVQu/JoimN926saS/X6hCRno3ZiUkMNTdgdno5kiJXaRC1Pw+tz4owO+neC8rqYyMKZXrNp6jJWF+3w8Jzou4NSk7FxMAgRtqbnT717He+gvLrn8A6t/EF3ys0DB4qrcNaqRcTab394B+dgPoHzrG9Ob3QLToQyUB45n6Qo9tWUYqw5HRUFl58Y2p22Den0YCY9RYXlhCYkIyam1e2dUSpn8rLB8HJaai9xZ2OPenUeWBhgQlTiqUSSCVSQCxBe8ljxmK3F+YdGgH/6CRUsMv6m20UMf5WZCp0pe4XUm09fBD//PAazJuIApOQrUpnwPz0FNrLnmJ+3SOBSm/E6W9+C1n5+0jnecUWFoGSh88QHhOFefMMAoNMb/Yh8bvjEeAR4BF4TRHgHZ7X9GCcWVZnZw+KC2+i9PLHDi/km40lUygQe/AE6u5chXVVnY9CpUFw5n40P7oLu3WtjkpY5j5M9PZhrO9lmpB/VAIs5lmMOohcBMQlM9rs3vplNjh3Gb2sUhKWUChi9TS9tRUY3e6SKRQi9cQ5dsknnRhnLPWtd1F7++oKvpRKJ5bI4BkQCH1QCBQqNZoYjbPjaELK8XNoKX2CmdEhZ6Z1e1t6pfYMCIZvRBQ03r4o+tcfb8rG5vbJtxhQplTCQ6uDwTeQnePkYC+kMrlTrIFEWWwMi4B5egYKrZpF/LjWSJFDaopPYjVaXC3l1NtoenyP4bdkt8FCNMlOfldc59qsHYnDJhacQfVN+g2/fLTY6bivW38PtRahSWn44vA0FO3ujZDOB/ijPiUR79/8FPZVpCQvMCByl4neHgy1bf1Q4hMajt/89v8HT6OWdR0bncTYQD8u/fAfMNrTCS9TME795m8jKjH6dYOXXw+PAI8Aj8AbjwDv8LwhR3ztlx/jxg++y3k3YokUpvgULCza0F21lplKZjAgIjULtbc2pvcQfW97eQnMMy/ToEjrhSiYKY1stYnFUmR/7quouvGp26iLiQaWdFNMsUmwW8wY6WplKWwND7nl9NMltau6FGM93F/gSSw07a0LqCy8DMvMNFR6A8KzDjBHbm5mGu1lxVBotQhNzWRCn4MtjRvOIeXkecxNTaLp8c70jTgf8DYNJTI59n3hV1FVeBmTu1hj9WIZRN+t1Hk+F+Zcel4ytgSfsAhI5B6Qq7QY6mzBgtWGoPhkjPf3IyA2nkXVpjkwoPnFxEHj6c1e363zzus+RebkY3ZkFH1NtZwhTj52Do3F92GemIBAJIKHQgWLeR4LNivnMXbaUKn3ZI5aI8fvf6fz7VV/Yp9bXLBD5WlEaHwSErVGxNQ2wKOb+++Wy1qJjroxPQXvPyhkQrnrLTR9H6sBbC/dvraLHhMyz72Lz/32r0MgEuL2h5fx5NMPmEbVMmmKAMd+6xsouPA2xOJVYSAuC+Xb8AjwCPAI8AjsCAHe4dkRfK9P53vXbuH6D77Hagi4GOWi63wC0FFRzJp7aDQIiEmGV3AwBEsCNDy6i/H+jZcLY0g45HodusuX00oCohLgHRGJqttXseCADS44JRsikQDt5c9cqp1Zvxd6zZ4YGUB/XTVI5TwyOx+lH7+HeQepZo5w0JuCEBAVh5p1tRoUsfEKDofOxw8ikYilxg21t7AhjOHRUGsMaCsvgt4vEGGpmWh8eh8z66I5coUKicfPMMasyYG19RSUUhcYnwyBQISWZw82LI3S8qjuw76Hl+XwzFxMDPayWqfdMqptUhm8EJGxj712E7Oeh0qN6dGhZSenrRGTQ4Owzs2w2igyhVYPoUyGuNyj6C5/BqlWy+iiN4vKEclGZHYe6u7fcMhIuN3edD7+8IuLR+O9Wytr2K4P/d0vJp79hogFUePlhQW7DRKpBHUP72BufHzNEPSt0gV+vM+9bG4R2Qcw2t2J8T73OgJc9r8bbeh36B8RD9+oKOa4CoQizE+OwaBS4+DINIz1DVtOu6BSwarXwaN7a5ypXU9qClokAjyteIbxVU4/kRJovX2h9QuCWCxC3SoB5+32bAgIRsbps+hva8FYb88G9ki1lxGnvvH7yM7bv91Q/N95BHgEeAR4BNyIAO/wuBHMVzmUxWrH+9/5e9TeuwHrNmKXtM6o/QcZexqlaRiDwxCYnIbhjlYMNjfCbrFicRNdGCldRPNPoOLGp4jLO4rxoUGMdrdtSlctFouRfv5LmBoZQP29tRTBkfvymBNEdNibmXdIBGxWM8aJSW5hATF5R5lY6vTYEChKQelsFVc/5gy9TK1B4qETqLxxkV1UtT5+0PsHgnSJKGLUVVUOy/wswrMPYKK3G32NtVBrdQhKy2ZOUvKxt9BURBTAE2x+gUC4JpWIombewWEov/rRhtoRoUiCjHOfYyQR5uepMzSG3t+E/Wn7MTY7g0c3LzoUOOW8QY4NNV7eiMw5iNJP3+fYg3szep3X+vrBMyAIWqMv5ibH0V5BUUFuzviLmcIysxEUl4aBhhq0lD3d1BkMSk7H1EC/y2yA0bmHMdxBF1TnnQaFwQCRUITpkeXopkrvhbC0bAzQeN0dkHp4IDglg73wSz2UjMacBE7dYRQZSzxyCmVX3pz6HWJXJOe15vZViCml8XltIUVPItL34VfG5uHRsbmDPp6SjMagQKQ9eATpOqdzNebtBUfw84YKWKfHEZq6D1K5DOa5eciVSlhnZ9BVUw67xQLL7IzbtMlezJ/75V/DO1//lTW1Pu74HvgxeAR4BHgEeAQ2R4B3eN6gr2Nu3oaPfvgPKLu0/QVIZTDCKzAIo/197PW99tZ1WC3cagAyzr0L89Q0xof6OVEzU0pYYsEplJPA5ipLPHqa6fuM9nVvKvgYd+QExEIJLLOTaCstZgKpdXevM80Reg1OPfU2yi5vv9/V88YdOs4cPar/ocsoOVzE5kYv8C+MaoRiDx6DTKnCQFsTAqJiMdLVicC4JNQ/vIOx7nZE5x1hF1xyhOhSTzUxERk5aK8s3lQMNSAuCfb5eVDtRWRIBGQiMWKn5uBTXILmnH34ZU2xyxd3rp8yMbbFHixAT20V27c7TSyRgPZI0RtK7ZsaHdyRA0dF+RQdoRqf2juFG0g4KGqm8/VD/YPbsFMNjZNGzlnisVOsBuYFXbeTQ2xsLhQiLH0fNDoDlsRCdFaULhNpCMVIPn4aldc+3fEURAhCuFBqamdVyY7He10GIOp2nbcfumorNiyJKKnPpeci5e7DTZc7lJ2Ffx3vxcHgaMQVPYPYQU0OdZ6MikRvchI67XMYm5hEw+O7oH+nSDyYHlhesO/tBi4kYnzmm3+IlH2ZkErFvOOzGyDzY/II8AjwCKxDgHd43qBPwmqz473//h1U3byy7a4otSip4DQruK6/ewPTHKh7XwxKzhLRG5unONIZk2Ny8m2UP3+JpjocoViEmJwjqLj+CeLyj2F2cgKdlcvpdauNLnVk+gATFFoDFhYXUHvj8kqT1NNvM+ptu4N0us1AoAL1qJx8FmVpLSnC3MTmDHJiqRxewaEwJaRCqdWj+MOfIib/KMb6erBosbLLkVguw3B7K2LyjqC56AFmHYxHqV0ylQZJh47DoNYgrG8QQWUVENhsENqXHS2rToe6zHQ0WGbQVFnyvN5l26N0qUHamc+h5tblNWQVLg20qpOHUo3wfbksda2v1r2aMGEpWYBIiJ6GGvYCrw8IhDEkDAs2CzrKS10WlqUUTRIdpajdXhj7Xm9ecck5W72+1JPnMTs9he7qMsxz/R3uxQZ3OAelMwYlZ6Lh/kb9ME9TCL4UHIOQZxv/nXgx7YJajfJ9GbhZVYKvRiXB9OQZ+42tN6vBgMKEaJRXPIVPRAyan25MM93hVrbsTtpmXkFhSD54FIfPn+Kdnt0Emx+bR4BHgEeAqihnJ3veLMXBf+PHevXnH+H2j3+w7Ws1vfL7RESxi7orL+POwCxXqZB++vOszseUkASlVsfSRYiNiy5sGi8f+MUlobP8CaufWRKIYDPPwTY/j6jsPAx3dbB6IqLFZnUu9AL73CilbTlS4Zy4KQmpRh84jK7KUozT6zsXe667YopLQkhKJh7+7B8ZUYF/bNKy/kpFCcYcMNX5RcUiMioOPktCJDa1waOnZ/kF2ZEekFDIHJ+nmam4+fDmls4YlyVv1ibtrc+h4spHTtWsOBpLJJFCqdGxIu3AhFT0NjdgvHt7Fi1KV4o5cBBDHR0Yat1I8uBoLr+wWPhERUHt5YXp4WEWBeAiKroZBjrfAISkZqLp0W0WMdxNIyFe/7AYjAx0oqd6Z84gpcklHD6BsivcUzl3c2/uHFtA+lDH30KFg71Fpu/Dl6VaqMvKNo/ASCSoPnIIP7v2S6aL9HWhGtq6ug1LnAsLw8c6GdraW+EdFonmJ3vj8K5fiCk2Ad/467+GnBctdednxI/FI8AjwCOwAQHe4XmDPgryXK/9/APc/NH3X7tdkSCpb0gERns70VFWDEpdmRkfXXHMwtOzIdfpmVK9TKWFUqXEzMQYe8FvfOT4MsJS5Y6eQvkqrSBnNk56NKRDNDU2zNZkt1vgExwOiVyJsc5WzEytLTx3NDbVFBmDw9FUdJfpADky/6g4nAqLQ8wtbkxyNIbVaMTTtGTUD3RgsKMDlrlpVlu1sGBnqXzEzjU/NeFSZEOh0yEm9yga6KI/sf0eHe2JBC8D41PgZQrC+Ogw7HOzLD2OSx0M1Tn5RUazi7/OLwAeOg3mJiYxPzMN2/wcq4midVGKIb2+ewaEoK3kIewLdoSkZGPRbmPnNcfhfDb7Hvyi4uAbHYv24seYWEcw4cw3tFVbuVYPucEb/sHBrFat6ckDLKyjeXdlLhLaDcvIZml4b5qpDJ4IiE9G44PbG7YmU6gQEBmNUFMwDItAclU9ZENrad5HU5LxkX0GjeXPWP+47DycE8jhWV6xxkmyeHrifkwoKns6oFBp0V6x3H6vjVJmz//hf0TWwX3YireN9NYaKqpg8PWCidfy2etj4ufjEeAReAMQ4B2eN+AQX2xhaWkJl3/+Ee7++AdY2mM9kO1gpBQycggmBwe2a7ryd4VSg7nZzV/eScjTQ6tB67PHnMdc35CKpJUGL6ZLI5UqMNjVBtvkBHwiY1F9h9uFUkqO18m3UXf7GuY3KcyPzy/AF7uG4NHLMZpECxUKMRcQgKbwEEAqRZfditGpMXgRFbFYjm7LHJpbG1k9EqUmcjFKrYs7dIKl5PU31nDpsqENFZBTjQoxz7UVP1ohYOA0mFCI9DMXUHH1E8ZqRkbOEwm3eoWEQapQYNFmB0XgxBIxIwOgdEtTXDKWBAtMxHaCviFH0TFOC1hulHT8LBoe3tqUbMOJoTZtmnbuXUz292GAxHinJna8ZppIJJWCqOF7a6swPuDEt+SODe3yGPRtppw6i7bSZ1v+OyGRySBRKFGw7xBy7xdBaLViSSSCXa3G09QEfFK4tlYwMiEVb3uaoK+vh2R8HGZfX4zGxOAnjWXsO6OHF1Zj9Yos5sBR/Maf/UfGZunISEj60x+/h+rCa5Colcg8cx6HzpyEWCx8RSvmp+UR4BHgEfjsIcA7PJ+9M9tyxc8eFOOjv/4LTkxte7l177AoGPxNaHi48eXWlXWIxBIkHTuDcicY2raah6Im9ApPJib2K4ocOUGGkP72F9Be/BRjvZ0bphFJJDhw/BxOPimDeAepU3aVCpBIIJyeZnU/VIdQnp+Di1c+hGV2elsY/WMSQGr13iFhqCi8jOlh7s4nw0UqZdiovL0RlpyOkk9+uWnqJDkuUpWaRWqEELI0RF9K6wsLR3d1NcZ6naPCDohNAtU9tG7B6LctAM8bUGQv7mABJ3IPrmM6aucdFg6t0d+t9SHkaNrsVnRXlu1kaa9lX9+oWGj0nmh6ujkpweqFE3307wTHw7umFr3792HMQ4ZL5UUY699ISU1R2AOJ6fARS9E8N4OnlU8wMziAqJw8DDQSucarEwQmlsaz3/wDJGWmOKzleXDtJq7+4LuwPCdgkMnlMPgFIu8rX0P2QdIJ4o1HgEeAR4BHYDsEeIdnO4Q+Y38fHhzDd/7gm5gdG92zlROxwOz4KMwzW1+6k0+8heo7hVh0gU1r/WaojiH+6GmUX/rA7fuktBqKHjUV3eM0tsEUAt/wSNTdu7Fp+6MnL+DkvUfAc4ICTgNv08jq7Y1fhvujnNJ/lrYuxaMUuIQjJ9ie/GISsWizYgkCND64xXkpRBfsoVFDLPPA7NgYFDojygs/XLsnsRRBsYnQBwTAPDkOmUYLoUAEoViInroaTA4NMPFWZywq9yCIlaz5yQPMT04409VhW52vP7xDKQ1x9wvVw9OyYLGa0VNTteN1ewWFMvr0vSJY2PGCNxlAIpUh6cQ5ND2+g+nnWlZaH18Exqei4f4N2Dn+RsRiCQqOn0XijAVPlWLc55DaSk64lTS7nj9upJ99F3V3b2B+epmARSqVwycyBhP9PSyllmjnV7M37hYmRPX/1T/+I8jla6M24+NT+Kf/8n+jt37j9+MbHo3f+PZ/haendreWxY/LI8AjwCPwxiDAOzxvzFEub2R21oLv/emfYKC5ftd3JlEoEJmZCwiEkHrIWZoSCfb5R8dDolJBKpFjbnocY51dGOnpQNLJs6i5cYkJCrrDAmIS4KHRbqnj48o8UTkHmagoafBsZ0RfnXL6HdTdK4R5evOL/P6T53CurA7iLbRBtptr/d/NgYH4H9YJjPZsHS0h+m26YJLILF3kZCoVVHo9gpOy0PT4HmbGR7ad2hAYDP+oWNTcugYivCAR0NDMfZArNOhsrIJ9YgJeYdHwDQlDV20VRjpb141J6TrO86MYw8KhUunQXrUsdOsOC03PxuzEBGeyhJ3OGX/sNGZHBtHXUOf6ty8UIrngNCpJMJejQ7DTde9Wf5YO6aGAXKVExbWL7DccfeAIGu7egnnOOfIIuUaLgJBoSLRadNWUYm58c8bF9fuh327Csbcw3tvFHmwotS0oMRUCiYSlWErEYlA6GaWpNj26hyWOaaOu4JZ4/CwKvvKrUCpE0Go0lM3K7NZHl3Hjn77vUFBXJJPh2K9/A4fOnYJELMTi4hIs1gV0Nbeivb4eBZ87B7GIT3tz5Tz4PjwCPAJvHgK8w/OGnSlRU//zt/8bmp892lSZ3m1bFgqRcfZdVN24DN+IaHgGBsMyN4uemgpGWS2kFCiJFFKVEmFp+yEUCFBZeImJ+e3EiB7aYApkWkDBadko+eTnOxluTV/SZSHqYEqV46rLknj8DNqfPcbMJgQAJC6af/gMTt6667Z10kDzoaH4vmB+W8eMLpQx+QUbomGEoSkuBQ0P74CuReY5x+ei9TUhKCkFzY/uwbwqdY4cH3KEiACAUgwpfa2t5LFbWf+i8o7ANj2NjsqSDUKuroKZfPIcmh8/2BHpgTNz0++AIoCeASa0PHnMyBlcseRT51F966pbIqSuzO+OPjqfAJgSk1Fz8wqjcbfbrNB4GtFSUoQpJ+r71q8l8dgZND6641JNVnTuIVAumUrvCbFUhto71zEzNgKhUMwEmBMLTqO9/Bl7BNktC8vKwZLNArFcCb/wcMSlZqC1tgrlhdfZY9Fm5qExIDrnAJLy8lHz+CEmR0aYUO+SQICDX/46Ct45vVtL5sflEeAR4BH4TCHAOzyfqePittim6ka895ffxpSTNRrcRl/bitIqVF7eaNlGx0Kh1WHRtgDznGuXvRezUnQi7uBxDHa0sRfYUWJTc5FpzNF+PYNCofcPRIsTNLUaH1+YYhJRd/+mw9QySr87euQMjhRyZ2njchZUpP1RSgwqnzxgjuZqIydHrlRjvL8HhoAgBCWkoOL6RsHL6P2HoPE2wmZbYOKvow5otUnck2iVicZ6wUF0gYrNiTADjGfK+SjOZnslNrnwrDzYLPNouHeTCyTbtlF7eSMiKwflr4DSWeNnQnhyJsb6uzDW0435qXHYbTYEJqRA7+uP/pYm9t9mNklHJUetuvAKu4R/Fo3+DYg5cBh15DhPjIHIL+i/mWfnYDdzEz12tG+Njz+IKr7uzrUdwULrobRBIgFZbX6RsfDQaNBRXsKZHMTZhZBosSEgGB3lTyFTKCEQimDehABlw9gCARMyJnkBiry+MCJkyf+138Lh0ydYBIg3HgEeAR6Bf8sI8A7PG3j6dHn9l7/8K6Y+vxeWUHAazY/vw7JJhMCda/AKCoGHWotuNwtbvlhj3KFjaK4uh83J19yo3KPora/ErAMBV72fCV+PTYf/A27F2M7gNRsWhktBPqh5co+l1BH5AunhGINCmf9hs1jYfxtua0Ffk+MUPbFYzAgJKK2IInBklNITmJQMEoKcGh7GQEu9yxTWzuyHNJv0ASHwCY/E0qId7aUlmB4dXCGUcGYsh5djLx9EZOWi7LkILrUJTs2E1tOIoa52TPR0w0xiskIiWrDudLoN/SmNyuDrD4qaqTw90VVVhtDMHJZaSHUsdHHvrCzDQEvDmr5ERR2ZexAVlz9y+5r2YkByimPzjqC/qRHjAxtJBVxdg94vECGplJp5x6Hgr6vjruknFCI8fT8s81Poqal2y5COBkk5cZ5FW81bMFM6O7lcqcL+z38VwRER0Pt5wRRocnYIvj2PAI8Aj8AbgQDv8LwRx7h2EyPD43jvb/4GHc+1KHZ7ixHZOehvqMOsGwrKt1trXP4x9DfXs8jFbljikVNoK3/GcvqdsdD0LPZqT1o0dKldXEWb7GkKxq+FJsDvyRNnhuTcdj4gAKVJcbhX/BB6/wB4qHWou3ud9acLITmJ2ynJ05pTT72N7roqdnEkQcSZyTFM9vdvGnHgvECODVU6PSJzDjLHY7ynG3P0PS0tM+e504jWeXx4AGKAUWHPTU6jufwZAmPimOMjknlAqlRioqcDoz1djOKdaLzdbRqDEdEHCzDe17MSIdX6+CE0NQuD7S3oX1VDRjUv5IxTndxn0ULTsli6GLHsrf5t7GQvMpkH4o+fRsO9G7suHEsRlJC0bMhkctQ/vMNS8dxpcoUKQcnp7N+26RH3MsYRjbdUpmAU/n/wnb+HQiFx59L5sXgEeAR4BD4TCPAOz2fimJxb5NDQOL73B7+L6dFh5zq62JqckK6acpb3vpumMfojNC0DlQ5Ss9wxr9RDiZST51lNkLOXMiJq8I2KAYkyB0wAACAASURBVOyLGBnoRld5ycqS6HX7yJl3cfLW/V0rOLdqNHiWvx9DUjGevP8TlyIiYqkcRKVsDI2A2uDFNHCIeY8IMIhdbTeNhGjDM3LQWvwIU26+8L1YN9VSmeKTMTE2hMiUbAx0tTL2tMV1YqBiiYTVdChUOgTEJ2FiqI/hIpbIWV0XRcsG2hp3HAEiuvLkE+dQdfMy7GbzCrykCxWdcxBVNy7BbrGw/061Up4BwWh2ItVyN8/LmbE13n4ITExG7a2dpZytn1MqVzBNosobF7ddDjkUm9Wobdt5VYP002+j9uFtmHdAL79mPqEYUfvzoVArodR7o/rWJUwNDTqzJM5tKX3wW9/93zB6Gzj34RvyCPAI8Ai8KQjwDs+bcpLP92GnC/fwOL73rW9gdnJ813dHL59JJ99Gf0MNehtcE7LktEiBAGmn30F7dRnGu5zTcOE0PgCdnwmJBadQe7vQoZ4Ol3GIPpmKoKvvXGPF5QqtlqXgpabtx4nrt90iPrnZOhblcgxmZOCn3fUYbGnistwt22iN3pCpDQhKTEJz0QNMDvVvaC/x8GCX9eUanu1MCKlSAevsDIzBoQiIS4LNZoNSo4PdYkZb2dNNBSClcg8sLNixYFsWK3XW6JU7LDMHWFiETKlEV3XZsoApVxMKIRLLIBQJYTQFwS8+EQON9eitdz3FiepFSBeJCuLXW+S+fMzPTmFubBTG8ChgYQHtlSWwPtdi4brsV9mO6lKIzISK/4khkHNNihOLjtqXh6nhEQy0OmalVGi08AwOhX9kLKbGRtBeUuScUO66tSQfP4ua+zewsMpBdWK5a5qGZ+yHzjcAfc0NTASYRGUXdiGN8sWklC56/g//FL5BgZgYGoUpPAQGntLa1ePj+/EI8Ah8xhDgHZ7P2IFtt9zK4ip88nd/xeoulp6nA1ERrMrLiEX7ImYnRpd1KNbZauHN7eZY/ffofQdZetnQBhpiZ0bZvi1zJHIOobJwY+H99r25tyA2Mt/oBIx1d6OjrMilV/ysC1+FfH6W1e8HiqQIHRqFsrPTrZTUm+5IKETd0cO4XF+GofYW7hvfoqVCo2PpVF01FSsF3QKxGBGZ+6D3C0b9/UIWDdrMfMKjGaU1CbvaLGYodXpMDg2iq7qUaa+M9nViYqB/zWWPomIyhYpRFvtGRsNDrcfS0gJsRGm+tIT+tgZYZ+YwPbZ1FJOiNXKtDiHJGZjo6kJP8/ZU41xAIzrk6NzDqL1xBXb7cnqTT2Q0E4ec6O/ddghy4JIKzqDmzjWYHbEWEmXykZOQeChZIft4T9e2Y75ODYJT0mEMisBId/uuptZSYX7k/nxUPa89IwzUBiNzaqUqFYyBoehtqsXMyDDI+QlMSnlO/OB8qiSRmYSkZqKq8KLLjveLM4o+cJj9O9xTV+WQcnr9WUrkcmiNPvAKDkdfXTWmtvnuN/sWpAoVSAcJWIDOLwi573wO2YdyXqdPh18LjwCPAI/AriDAOzy7AuurG7SppgHv/81fYayvmy2C0j6IVGB6ZJAxQU0MDbAC6dVGLGIxuUdgs1pQT0xjHM0vJgHKXdDBcTS9KSEZIpGIFXTvtpGD6BkSBkCIvrpKp6YzBAbhcM4xpBQ9hXRsDMLnKUlODeKGxnXHj+HD0vuwzExhaUmwTCjBKQrjePKwjBzGINbftPySTsKsHgZPjHW1wScsCn0NtYwkgVKw5qcmViI+/lHx0Ph4s9Qxqg0io0u8bX5uxSF3NCMVonuaApmAbm9THWZHxxg7mcY3gNGcKxRqqL08IZLKMNDUwJxu5gw9NxKlhESM1JMXsCRaQndFMQZb1rJv7RRmQ2AowpNTYRUK0PLoLiJS90EkEaOztsoh293K2qQyxlY20tuNgW20nqJy8rG0uITOylJY511nMuOyV6IZp29/fnqtFg49hvhFxTLaZtLQGmpvXq6vcmDURuKhYDVgHVXlmHYzU6TGuMxmZp2fQR9pjS0uIja/AH0NNexbD8nMgVAgZM4zrXGovQmWuZe4xeYeQXdtFWYmnEu/1fsHwRSXyM5hp+yXCg3VquWh8tqnTNOKhHwXF2wr6YvrYSXnOO7QSUwN9rKaMp+oOJaGOdTZgpnxMSy6GPWkeUhKIOXYaew7VgCDp4bLZ8K34RHgEeAR+EwiwDs8n8lj23zRZrMdH//wRyi98hFTCFd7+SA4KQ01t69CLJYi8cRbKL/84ZoBSIiRXhsD41Lx7OOfcdLvoXqIzHe+iIHmRrSV7k4x/otFUu551P6DqLi2NwXbErkCVDyuUmvQUVPO+QvR+fgh5+AJ5D4ognTEuQsV50k4NrR6eqI2OwOC+XlMexlw5Zc/gX1drQrHoVgzEotcsNvQU1vJ6pviDx9HS/ETmKcmQE6eh0oDjZcvNEZvdhHtri5nRdj0Kt1EtNlOaM/4xybC4Gdi3+x2JtfpoPP0YVpA81OT7CIslMih1GoglntguL2Vpa/9/+y9B3Sc13UtvKcXDIBBGWDQe++dJAob2EWqWJJl2ZbtOLHlJE6xkz9OsV/i+Dkv+R0ndmwneu62JFu9UKTYQBIkSAIgQPTee+/AAFPx1rkgKYAYYCpASPruWlpe5txy7vk+zNxzz9l7b1XjCYSIzz+IyeFB6HUazI6MIDonD6Pd7RjtXJ9hI9asyJw8jPd2Ybi9xSqzVKGRCEpIRltZic2AdiKsMBn0mBzcPOtEpAjRe/ZBIqPSQSMrX6RAcnFuBsQQF527F52VZfAJDYfExQ3NJZdZGSI1Gitzd4c6IhZSV1fmA+3CLAbvBsdWbdKKTr4xsVCHRqOvqY6RS7j7+WPZaGJxPDHeEdhfr9eh9fpls99hck9vJB44gvLXX7JitQ+68EViJBceR+vNa9DMrATtxGooVbgyvTGDjUKwlGVJPXKCBS8KD2+4qnxgWFpEY8kVVsK4mhCBAqKYXfmYHB/DyKrgOCAhBWGp6ai7dI4RpTjSKOAKiktC1iOPIqcg25GpuLGcBzgPcB7YsR7gAp4d+2jsN6ys+Bbef+FH7ADAcALePui6U8YmTD/xBAP9k54KlTZQqVtYahYar15AwoGjaLl51SIrF/3Yx+YdwFh3B1w8vKHw9MB4Xy87cM4MDzpdqyIoIZWVqLSX37DfKVaO5PEEyDz1JGNpa6+4aZOQYXBCCj6j9IdH+XpMhpXLO7Wb1tsbPdERaJRLcOPc2w5leFjQk7UHFNRNjQzBxVWJ+stn19nr4kGYnzRoZqbA4wtZgGRroCV1dUN8/gE0lRSzrJI1jai1pUoPdltu1C5Cv7CIJa1mSzFT9+zyCAxC3J4DuPn6y4BpBWMUvWcvYy5cXXInEsvYvy/MTKC76rY127rfh3xCmI/F2VkMNNdCu7C+LNXchKnHH8eywbhpKahQImHg/6HWZoz3doLIK0JS0lnpoclowtRgH+iAXf7GSqCQdepJdNdWMw0dOqyTuLBufo69F0OtjTbty5bOkRm7MTMzgbG7+DTSzZHKXSAQiSGUSjA7NropBiYiaxcrbRvp6rBlWcTvO8KyWuM95BsJfCIi4Bsey95xytYMNNayAHd1o/cxID4FMjclo5oG1pbQUYluRHYuoz/vqCwDEViEZuyGVCJGI5WITq4EVj6R0fBUB7IAc3WLyMrDFOk5DfQ5/HdN8xJhy6Nf/xvk5O8mvg6ucR7gPMB54CPnAS7g+cg9UkCvN+D3P/wJqs+fRlh6DpYW5jDUsnIQSTnyKPRLGsxNTUAVHMJEO6kmnMQOg5Mz2IGWLxRgrKeT/RuVFPEEfFbOQocfwgXRgZZ+aKmMhBqpp4vlMvjFxGGivw/99dVO9SodyBIOHMFgUyPGHjhYOHWhu5OFZeyCi5sHRgZ7IZfK0FPzAeOaufWo5Efp6w91WCSenl6Cos25pVP27FETEoLSxFiUlBSxW2l7wf7r1+YjJC0DUz29mJ1czyZFAPXcT38B/XU1DGRvL620h38g6DnUXzrHsjY7uVFGijAWPauCGBcvb4SmZqHtxhXo7gLcQ5MzmfCutZmdB/fs5huA2Nx81F08u67szJx/6LAdv/cgdFoto4PWrBLopawM/UfMil6BoVCFhaH5+nphXIWXN9ThMfCLjUfZ6y+xsjqhVAr/iBhGQ0905mNmxGq36nmlEUva5XP3fWrLOpmnnsZobwc0ExMY79uY+ESmUCImNx/jPT1Q+gdgpLONfe9QWZ86Mo5l5yj4oeyXzF3JMnxLS/PQzlEQusywQhQ0Ulmxb3gUyt54mZlJosaBsQkAj4+FyVFIXFzRcPXimi3Qdyl9v1IJKn3f0uVSy62rjB3wXvMMCoW7jxrdd8o3LQu1xTeqsCh88dv/DJWvly3DuL6cBzgPcB740HiAC3g+NI/KekOJqe2Fv/8WOqvKELe3kNWd3zvs0K2oqzeBel0xPzEKzfT6WnxiXnP38YcqIorRE5MAIwHOh9oaIZLKwBcIzQKR6cc58eAx9NVVY6K/x6zBBEaXubrCoDfYhEmI3JWP+YlxRpG8HY0CvKicveCLRKg8/cqGS1LJSdq+w8iUK+Hb0wfXpu2xbyODluVy9KQmo0g3j4Et0PSw5Hs6AKcefwx3SC9mleq7pXHmPld4+yAyczdablxlh8ud2tQxCRAIhBh4AO/lEx4DdVQkuirK2TtPArQtt67ZvY2Y/EIMtTZg1soSJsogEIOeyWRkmabpVWVtwcnpCEnOQl9DJQQSCRbGJjDcsVbsdLWhhAXULW0thsgax5Dd08ODmLWDJp3YEr2CQqFU+7Fgj7BKXXXVWJpaW36adPA4+pvrEZaRhdnRUfQ31sAvIgZUvthXXw390gdYMbI5/djjaCu/DpFYjGW+ALqFBfa+yt084Rcbh7Zb1+AbEQulnx/662sgcXWDu9oPox0tWLibyVmzdz4fcqUny05q7uLeVn+ecvQkmq5dNks+Y40PzfUh7afPf/NbUCiI0IBrnAc4D3Ae+Oh5gAt4PnrPFDqdAd/78pdhWl5GWFoWmq9fhmbWPMjY0vbpptJNpVopnbCiEdA8PDOXkR+Y0+Whm8n4Y4/DpJlFe9lNTPZ1M4A7BVLE4LUaWE8HFD6fh5DULAglUsaOtJ1NIBQifv9hhlEydzChzI46IhqPRiQiomj97fh22npvrfKDB3CtpRpjvZ1WYbGcbSOVOUXtykfN+ffYbbejzSciCgKRhNGe79Tm4ecPT/8QdFTeWmeim68f1JHRDMjfcMkyJsncHsVyFwTExIOwPFXn3oFM4crm0y0uwLCkXRcM8kQixOzOh1FvYIdtVVA4BBIxhttXAhqJiwIJ+w6j+tJZxOcXwtXLC/NTY4y9bKc3D3UA1DFxaCq2nlzF3J4oa6z0C4A6PJoFKoTVM+r0CIxPYeVp490doL9vYvdz8/HH7Nggeqor1ulz0bOJyslHw5X1GkNK/yD4hkeipeQKkg8/gs6KWxbLhS35Xx0VjWXwMNJmHf7L0nz3PqfLql1PfgqPPvcsy9pxjfMA5wHOAx81D3ABz0ftiQLQ6fT4/Y9+AoFAjO6aSkxukG3Zqq17BQQjND0bsxPjaLt5FUQdGxCbBJ6AB4lSiYWBQQy0NSMoKRVKHzU7RFDAM9rTie47ZQwAH5qRDYWXD4x6LVOi76pcwSBtd6Pb2/Y7petu1SlTRuxkzwXFwLO8HHwn6HI4ujejXI6i/fkoOv3KQwl2yH4SyFQFhaDlpv2ZDIW7F7zCQlmmMGH/EfRX3cHUhA2aOY460obxdGgmRrLBlkarLwVsmJ51pXdtz9Ofw+LcNAw6PTRz05gbG2OXAEqfACzOTmK4sxULd4V/A+NTIZJK7uP2wBcgtfAo2ipuscCdAtKpwQGG16GmDo9iFNs3X/kN9LoPBFBttXO7+kfnFGCgvQELExMOL0n4I4/AQBALoclgRHvpdaYV5eUfzHR7SC+q5vzpNSVlqxcVi8VIOHAMNRfeW49d5PMZPpK0lnjgofnGlRW2RAda6vFH0XityOl6TCKJHPmf/iyOPf0JdsnENc4DnAc4D3zUPMAFPB+1JwrgelEJOu9UoPbimYe4Oz5Sj53C1FAfvAND0VVfBd4yEJacgbbKW5gZ7F85zPH54IvFrPQm/ZEnMd7dDu+QMHTduc2ohh9moxteol+mMpqy136z5nY3PC0bT3oFwuvWLfC3UCzQlv0vqVR4MYQIKm5Dp11bdmPLPI70peeZfPgU6i6ftUtE0TciCr7hMUxklMqOiCa5lMDyJtt1UxzZhzVjSeMn67FPoae2EoMW6KWtmc9SH7Gc/CHH3AMMgBRkBsQlMcaw0e4OxqhHxCSrcR9ESU8ioHSpQLpIRFKyusUUFGK4tQEzw44xflnagzM+D4xPxvzUhFV6R5ut50EXM8kZjNxlZmIE86Mj8A6OYHim3uoqeIaEYHZsBMNtG5f6xeYXMmINKhs21yhL7K72Z8+MsJO2NKFcDsMqSm0iBCG2vuaSq7ZMY7EvBdQRmbvwhX/4e0jEQov9uQ6cBzgPcB74MHqAC3g+jE/Ngs015bUofv1l9FSb/xHeri3T4Tcu/xAEUglqz68IhpKA5WBzI6aH19PkUvlcRE4u+mqqoJldYSnaCY2yDAt0IJqahtTFFarwCIhFEuSNTkFd8XB9vMY/fD4m8vPx6+5GDN0tX9pu//lFxcI7NJwB621tVA4Xk3cQdeffYVS/hDWDaRlzdzMXts631f2pFCp+/zHUnN8eunRL+/EODkdE1m50VZdjtGMtcYZU4c6opSlIqz234t/VLSAmCS5enuioKIXRAfpySzY6+jldjmSeeBK99VUO4/no73qgsR7TIwPwCglHcEIyJgf6mbiuNZgxYm9bmJlEb3XFfd0pR/dH4/2iE+ATEg6eQIBlHjDR041F7QIU7h4Q8oXoqLjpjGXYHD6hEazcLntfLry8PZw2LzcR5wHOA5wHdpoHuIBnpz0RB+0hPMyVc1dx7cWfsrKXndYY01FENKrPvfvAIYEPoUi4RoNip9gud3VHQHwy0zWaHOzH/PQEy0jF5+Tjcy094M3N7QhTJyLCcT0uBjXF7zuMFbBnQ0FJafCPjEX9lfP3RUZtmUckkSDl8EnoNEvobagyGxTbMt9W96UMYMqRU6h+/+2tXsrh+dVRMQyvU3flPMa61usD0QLEDiaSyVj5qMlBwgmHDX5gAkY24OsHz8CQlaxxUDhKX/+tQ8sQDX9HeQlcPL2ZVlnLjWJGR29NSz70CEY6WzHS0WpNd6v7UHaThHUnujqgmZsBZfUUSg9IFG5M64gYNZespCS3ZlHCcxEL3/P/8h2IueyONS7j+nAe4DzwIfUAF/B8SB/cZmaXXS/F+Z/9N2ZHhhm72k5q/jEJCElNh3ZuDtqFeRh4y9DOzMDVwwdChSvaSorMkh3spD3cs0UVHIbP+UfBt3JnZHlMUil6D+xDvUmH4jNvbFsZGN26R2fnM4HK+qvnbBIZffC5UlZQoVQhLHsXarZJaNaRdyvtrq7V6vIxR+bbqrGegWEMc9ZUcnHT9yKcaOwXNRhsqtsqU2yeN/7AUWbzUFszC0gEAgESDh5Dxbuv2fWOC8QSVhomc/XEeGcLAhJT0HWnnImtWtNIYyfxyCnUXXgPRr3OmiFW90k8dBztpTewtI2shJRZfe5/fQdRiTFW28l15DzAeYDzwIfNA1zA82F7YlbYazQuo7K0Cm////8E7aoacCuGbmkXscIViQeOovq9NxgeRqZQYFkggqdfANP+mRoaRFhqJqNb7bxTfl/JfUuNcmRyHg/pBYU4OTIDRYdtYoaOLLvRWJ2HB4pys3Gr6AwTgd2uRjTmiYUncOe9N5y0JA9Jh4+jhcDZO4AMYrNNJR08gf7mWkxZyWLoJAdt2TRBiWmQ0sVDqf2kE84yjkpco3fnQzM7g/6GWhhWESqQvo1HYCjaS4sZbb4tjfRwiGyio6wEUbv3YmqwF+M9XVZPQUF5ytFTK1lqp14oCZF+/BRqL71n856sNt5MR4lMjlNf+wZ27d3tyDTcWM4DnAc4D+xoD3ABz45+PPYbNz42idd+8ANGpaq38UBg/6qbj3TzUTPgdOvN4k07+kXFwT8+iZUKGXeI7RsZTMD6jIL9OFVaC+FDDi7nY2NxPS4c10+/Af2iDQBpvhBiIR86O30dlbMHy+CjvazErldHJJGuUJLfbQSiTj3yKGrvYnnsmnSbBkXm5DHMB4HbPwot7cTjK8Keiw+H9GK1D1VBEZC4u6G/vsqsa4OSM1iZ6UBDjU2uJxISk8mA/vpaJOw9jLmJcfTW39l0DhKWpe8i0sdx8fCGh9qPsa45s3kGBiMlpwDNNbcx1O5c2unN7AxOTMeXvvvPkEnFztwONxfnAc4DnAd2lAe4gGdHPQ7nGjMyNIn/+rMvYXFm+277N9uB3N0DMXn7UPP+O+v0LFaPk7l7IjbvABqLzkD7gMifcz3k+GyE48g7+jhOFd8kPnDHJ7RjhiVPTzRnZ6B8qAfdddXQ28jQJld6IPP4k5idGIFOu8RK0nRLi6zkcLSvFzCY3xfddEfk5DEgfOutazDq9TZbTyxs8fuPwGTQY7i9hanY0zypJx5Da8lVaGbs04+y2RA7B4Rn5DACue6qh0ObbqfZZod5+gfBKygEbXYGrs60heYKz9iNqcG+Ddka3VVquPn4oK+h1qalJXIF4vYdAH9ZgKmxIfTV3tk0oxK/t5BhaJaxDN3cPKSuCvTU3NlQXNkmY+52pqxa1u59ON7ajXG1L4pEJtSXXofBYPvflC3rkx7RE3/9TeQU5NgybMf11RsMuH72IsITEzHSP4iohFh4erlbtNNoMmF8fApeXl4QCix25zpwHuA88CH2ABfwfIgfniXTi94+i/M/+/GOypIkHTqBwcZaTGxSAkRMU6M9HZgbHbW0xYf+OelXHHriU9hdVYflpSUItVqIKNOzxdmeRbUaAq0WJpEIjRkpKOvpRGdNuc3+4AtFiMzKZSKWQ22NEIokDCgtI6V3owm+YZHgkS6HUIhlrRYzE2MYbG3A0uwso0J28/RBy60rmwawmxml8PSGT1gU+pvqEBCdAI/gIFYe5hMaiTKio97hzTskHOqIGNRftk9UdCdtLzxzF9PnoSBjJ7S0Rz6BrsrSDemnCcQfsysfbbdJX8g6soF7+yIcEHg8GB9gq1u9b6FUivj8gxhsa2F0+QKhCMYtCEAoa7RndwEK2vsg6+5mJgzm5OCF+lJopreerdInLBJ7P/0cdhV8uEradHojBAIeOhvbMTU1g7P/8wMsGw0wGo0IS8nAZ/7665BIRBu+yjT+7Z/+Ej0NNfj8//o2VD4cS91O+LvnbOA8sFUe4AKerfLsQ56XMDK//d4P0VhyGYYdlCXxi0mE3E2BjtulzEOkK6IKj8GyUc9u+fUGE0ITM3Hn/dfZ/9/pjS8QIjQpAzNjI/ANDICbh4phDQq0PPiV2x6AWLvfykdPYZRvgFwsg9RoxLUbVzHauxZHRMGEgQd4+QTAOzgETcUX1mBiSF0967FPYqi5Cd21FWaXlroowOMJAP4ySMCScFdhaTnQTE8xQdmx7g70Ndp2w772UClDysGjaC0rwdz4GKRyN3j4+mJudgbzEzs/4KWbecKB1F18z9pHt2P7pZ94As0lV6CZmXK+jUIhxGIpdDYIb1J5XVPxJSzNb8yCqAqNQFBsAoa72jDY0uQUu71Dw0AU3wp3T3TX3cF499bh82TuSuzNLURBdT1Eq1g1F2Jj8R8TPSt6ZTw+BAI+RBIZwOcxjKOzWfSonO6TX/9rRCbEOsWHWz1JTXk1yt5/H6Rz1N9Uyy5gdKt0jui7LSgxFfmfeBJRiYmQy9YGPktLOlQUX8e5F/4bi/MziMjag6f/8i/h7a3catO5+TkPcB54SB7gAp6H5PjtWHZifAqXXnsD5W+/Ciwvb8eSFtfw8A+Eq7cPemtXauZV4VEg0PvsyBDEcheYdAa4+voykDLV53/YGgVAZHdsTj4+2zEA8RaUEy75+OB2WiIq2xsRG5+K5qZauChc0Xr7JmOvUnh4w6TXYmZ8BAKBiGXLpDIXqELDMdLehpnJEWgmJxGWnQsejOgsXwk+rW10GCQMBNGe21o+Z24NV181QuLTUH/lw5clcXH3RFxBISpOv7qp+4RiCQw7WN+GjE89chKNRBRhA/6L8FZEa+wVHMoyyVMjAxhqabzvCzp4hiRlwTMwiNEqt9++yZjVCOzPvpGWTeDx+CxwNjzAeJZUeJyVSlJp5WaNMpKRWXmgCRuvrRVUtfadvtePvp+CEtLQVVUK/eIiliysbev8q/sTy+P+hHQk1TdDOjy8ZiqdWo2S7DQ0d7QgWB0Id5EIEiMgEgjRPD+O6pIrMNlRQrqZvYEJKfjCt74FpYebI9va0rEm0zKWdHpcP3MRt954cZ0I74OLK7xUkLkp8eSf/RkL5gwGEzqb23D74iX2ri8tfBBMUwnlwWefRWRcNIRC/pbug5uc8wDnge33ABfwbL/Pt3XFs6+8gSu//tka1fVtNWD1YjweqB5+tKsT4z0rt6be/iGQe3pZBA0/NJvtXHjXkUeRIJIi8mYZhE7U6TFIpSg9fhiXi06zH3vCEK1mivJQ+yNidz7qLp9jdN/3G58PucIdMqU7QhLSYTAZYNJq0XDtopOZpqxzmKvKB4Tpmh0bZhizlCMn0VF6HfM7HLOzenf+cUnwi4xBf2PtWj0WHo91Uyg94RkUCo+AQEjEEgx3tqK3rto6B21zLwpMMh99Gn0NdRhotJ4EICbvAKO/nx7ph0AoZpkRL/9AzM9NQ8ATQewixXBHKyZ6u0EEH4T3olIyajz2vzxQkKFUB2CwqQYjXR9kU2LzD6K37g7LJlrTqDTSOyQMvTUVmJ+yrxQsInMPxvu6MTMyaM2SdvdRqFR4NC0XqTfLAa12w3kWIiIgm5gAf/oDLNtoVCQuvF2zXgAAIABJREFUeLqg5kYxsGy02wZzAyNz8vGlf/wH8AV8DPX1wz8o0KnzOzIZBSvnX3sDd86cZsEx4QytDc491AGMAW9ysA+dlbdZRt5c8wwIwu4nnoFQLkdyWjKUnjs3+HPEl9xYzgMfRw9wAc9H+Kn3dfehvOgqSl970W6MhbPdExifAp/wCPTUVWOip5OJ6oVl7kFTcREM+g+Yupy97nbPR8xjdNA9GZeB2AuXnLc8n48rp06i6PTvodVpoVAqGbZgbnz0/jNOOHAMXXfKNqz/F4mlEMmk0C4sbAkmwZrNBsQmQh2bAL1mETOj/eDzJZgZ6MHkFh80rbHNmj6UlSA8mtLXnwXrVFpDB/ploxEydw924HZX+WBisA8DTfUwLGqQevRR1Fw8s067RSAWg1jACLc03NZs9SHOGjtt6aPw9kFUTj6qzr5pVUZYHR0LkViCvvq1ARLtR+6qZME46cnQwdRSU/qqEZCYBs3UJHt3qQXGJzNNrulh64MPVWgkQlMzUfkelcTaniEOSclkwY4ta1ra24Ofi6QyFBY+goKyOxCuCmRsmWc0MQGv62bR1eDcAJqeWWTOHnio/DHS24knv/onDy3oIe3bhooalh0c7GzHYEc7Ks68g8UZ+4JZIlmhUm9LjcpUJTIZjnz5T5HzIcM1Wdob9znngY+zB7iA5yP69Cn1PzYyiR999XloZncW05WL0guBCYkQSuVou3EFfuExkHso0UQ3lh+hJpbJcOqRp5Dz9hmn7cokFKLo+GGM6xdhMugw2tEJNy8fSBUKVF8+CxgMSNx/FJ13Snc0wxkdilOPnELT9UtQh8bAPcAf/Y31GOtqc5qvHJ2IshEiuXwdyyHZ6xMdxTBHdDinQIVunAlzRpowhIEJSs6ET1g4mq9fZsGol18Q/OISUH/53Bqz5J6eiNqzF8taPaTu7qg++xZ0W0x4sZlfkvYdRX9nE6Z6eyy6L2pXLib7BjAxsAK0d7TRJUF41m6Gx+iprURAXDK7HGmi0qO5Waump9LBlEOPoJKEdy00ymo9qOETkpKBGcpYDQ9YGm7xcw+/ACSlZaOvtwe9TTUMTE9N7uaGxzMLkHr9lsU5Nuvw/tH9uHLmzS3N0HoHhSL9yHHkHD4IpXJ7sx11pVW48NtfITApDbWX34dRo4F+lRaTQ86zNJjHQ0RGLr7wzW9AJpNY6s19znmA88CHwANcwLOFD4lgM6blZVDhBp/Pg9G0DAExXm1Dq75dg3d/+D32471TG5VfqaMT0HTtItJOfAINl89Dt7h5vf5O3Ys5u+jW/9QTz2HPO6dXFOFFIlBJGl+nA3+TMpYH56IgR69UQjQ7i4rjR7AskeLixXcwPzF2n2XKMzAEwQkp6KqpQEhSOlpKLkNrAxbjYfjVJzwKLh6e6KosY8xwD/Ogb27/XoHBiN13GLdff/E+2YNQJEbK0ZPorq7ARN/mQUH07r3orCqDYWmJHd7nx8exMDvJmKSY8K6rO6L35KOn+g4WpyYRmX8Q9RdPP4xHcX9NhacnQtN3of7SWYt2uKvVCCLslRMZ6nwjYyAQCDHY0sDW9/ALRHhGNoZamzHY+gE2aCPjhBIpEvYfQc25d8x28Y2IRmhqFuYmx6EKDsVkfy/qij7AjkVk52Ksp5NhCh1t9H7/iVyFWbkMl6V8TE9NsKBHFRCIPZPzCK6tt2sJo5sb9F5eqM9IQ8tIP6qLLwB3gym7JrQ0SChG3pPP4LEvfPZeNaKlEQ59rtWZ0Fpdg/d//lOM9HQgInMXtPPzrHR0O5vExRXH//jPsGt/AYfp2U7Hc2txHtgiD3ABzxY5dklnxJW3T2OguRFu3j5w9fKCWCpH/vGD4PP4W/oFSoHWu799Bdde/NkW7c4501IpVvKhY5joG4BHQABqztNhb2eQKzhnhzwk5RfikJEPr5ZWzCckoMzbHUEyV8S+exrCJcslfGNxsbgTHoSB0WEk+gVBK5HhWvFZzA4NwWRaW78v9/BEWHI6JG7uqLtwZo2Yp3P249xZqAQs6eBx1F06u4Zhybmr2D8bUXRnPP40xrra0d9Qd59hjKioFUovdNfctnryyMw9GOluRWROAQt+6TtAr1tEV80dzI2NQBUSDhcPL3RXWz+n1Yvb0FEoFCLtxBOoPn8aeitK0RL2HcJga7NTqKyJcY2ozskH00MfZFjk7p4ITc2AZnYGw21Nm7K20VbTjj2GmvPvmi1fIua3rju3YdRrGYYoLGMXWq5ewtJdhi/CGBLr16wTKPEVnio8H5cB3/Lb0CmV0Ht7w8TnQzo6CpEdpWzjSYloV3mgU6thwdPY4BDU4WHoulNulwaWDa8FaC8Hv/THyN2fB8EW3dnR5eCNC1dw8603sDA+jIXZD7J6cXsPQSKTY6yng1GnU6mkNeVptuzRXF+voFAEJ6YgOTcfiZlJoLI4a9uKfXzYMMTaqbl+nAc4D9jhAS7gscNp1gy5dq4IZ//7R9DfzVgQm5GL0hNSqRwnnv9TJGWnWDON3X3Kim+i6De/xPzUOLsd26nNLSAQ8bn7UXX2rR1tp73+o+dOwPbYmET0Dw2i/c4tRGXuxn6FCuHFm5fwdWdlokblhvKLZxhjlMLLB0k5ubh9iYKZjYHOpDFyr3zGXrs3G0dioVrNglOmjt93CJ0VZViat65kySmL2jAJBTf+0fGQubkygcvB5gYIRCKkHDmF+qL3rcbbpBw+iZabVxG/9yAGWxox3N66xgp1ZAwIO0CZo4fdguKToNcbWHBhqUnd3BBfcAh19I5qLQfw5uajwDckNRPLBiM6K29teJANS98Fd1812kqvYWEDUgIqaUsqPIaqs2+bNZ2CIQqw7zHCRWbnMnFjEh+lFpaRA83UNEY6Wyxt3eLnpHEVnbULTy8sw7XJsi83mtDg6YmbB/JR11SHobYmi6x1Fg2zo0N4xi784be/DYnI+dFOR2MT5K6uUPr44d+f/xKmBnrNWkgXht4hEYjclYvbb/0Oi7PbJ6jtFRCCz/zTPyI42DoSB53egOtnzmNiaABp+XsRlRhjh9e5IZwHOA840wNcwONMb66aq7a8Gr//l29Du4r2kj4mUGjWqafw1PN/uKU3P0bjMurv1GB+bglFv/wJZpxQorEVriKdl6TCE+iovMXKSz6yjRipVlGDx+Xuw7M9o5COmGcLIj+MpKfhxcl+BmTfKY1wSZmnnsJAUxN6ah3LRohlLojLP4iaC+/ulO2ts8PTLwgShQvmJsZBhz46cCrV/qDSqDtn3rSaQYwolokkgoIlnXYRHWU31qylUCgQmlOA+iLLpWRb7Sy+WIyUQyehmZlktMyaiXFI3F3hqQ5GZ9VtzI+PwDs0Ar7hURCKpTBoNQyrtJmI52qbCRei9A8Ajy9gTH1UwtbXUM2oqS01ohmOysnDUEsTC0qWH6DbJ9xV4sFjqD63/p2K2rWXaWTdI0WgtSgrGr0rH9Xvr5TA+UbGwU2lQtuta5ZMsepziVyBvEMncPjqTfAdwGaNpaXimtIF5Zfe25bMxoObC4xLxp98798gFgms2re1nSjYOfPLX8M/IgYGkxFV770Jwwb6ayQEm3jgCHprqzHZbxljZq0N1vSji4+v/fjHkIiFm3YnJrnFJT1KzpzFtZd/zQSdwzP3oODxTwA8E+IzUiC4y1JozbpcH84DnAec5wEu4HGeL+/PpDcYcealV3H9pV+YnZ3KM5746p8iYIspPzVLOvzfb/49hluaobeifGoLXGHVlH7xSfD2DUTdh1CHxaoNrupEN9DRadnw8/FD4bVbEG5wCGo6UgjxMtAhE+PK6VdhsAHzY6tNtvSXuCgQm7sP81NTxCiM4fZmm1Xu761HZTL+MfFovbVzySoisnZjZnQEs2Oj8I+MxZJmDgvTU1iYnrSZBczd1x8kNDlsBoviF5PEDuM7hbQhJDUDWs0iFibH4BsWhYn+PhgNOgTFJUOrXYSL0gMdFWXsQKdf1KwLPDZ6pwgDlfPks2i8dhlG7RLLtGjsoCKn4JMAJZ2VpWsuEiigTD70CKaGBjDc0oClu5lIyrRmnHoaDZfOsNK41S1mVwEG2poYJi4gIRl8vhB9dSsZH0ebm8oHhzPzkXW1BHw7WOPurU+4nbdSYlD2AOmFo/ZZO54C0+f+8duIcpIwqU5vRGnxDVz+xQuM1IMvEDCs62aZaRULlIPQVnbdWrOd1s/d1w9f+f5/wVvlzuzcqNWU1+C9F37IJAPo74I1Hh9yN3fIXd3w1F/9FSLjPxzirk5zHjcR54Ed4gEu4HHyg6ALx9s3ylD88m8x3G6+LIKyPETF/NiXv7ilQY9pGSi5cBXv/eBfrb59dbI7rJrOIyQUHj7+6CRRwo9wE8nkiM/Jx+Mj05CMjkK4qkZ99bZ13t44k5mEpsoyVgbZb4Muyla7zycsAi5Kb3RVlYHU2enmd3KoD6Md7ezwa0sjSmd1TDyarzmRttsWA6zoG707D2NdvZga3trsI2FHumsroaFAcge0qF0FDMuy+EAwwheI2C17e/kNxkZnT0s79gTqrl+AwcFS2/h9h1lpW0/N2jJAicINnv5B8I+NR19DDUY7VsoHKTNZ8e7r63CCvtFxcPX0wVBLHSJy8tF+4yo0c46XSxF736HoJMRX10Hs4HNdUqvxSy85Oh8Sxkskk+Hxr30DOXv32PPI14xZ0Gjx6g//C22lN6DVWF9uTeWT9F4S0+GyA8GjPRvg8wVMMDul8BiOf/opiETmMz3XL17F+z/+D2jNXGQRocYTf/V3yNm72x4TuDGcBzgPOOgBLuBx0IHmhpMS9G//5XtovnF5w9mJgjXv2S8gPTcb/lbWBdtq6pJWj198+zvo2OGBhLvKF34xiWguKbJ1ix+q/jJXNxQcewJxkzPwu1XK2NoebCapFFN79uA3XfUYbLW/7t+cY9gtKp9vNcCZCUPyeAyoS+VKcnclYnMLUXvhbRjuHjgIU5Gw7wi6aiox1Gwd6xTdtpMtsbn7WbZjfAeXMibtP4zR/h6MtDmO6djsZU0+fBKNV87BoNfviHc68cBxdFbcgmbWvqDG3CZWREf5TF9naXYaw52OU5DHFRSyjNtQWyPDua1uxLhGGkCEz3HxIir8VLRcW/8dQ2yKKUcfxbJpGe2l1xiDm6ON2OUez8hD3PmLjk7FxpvkclTkZqNhagxd9VVYdKKYsbUGxuUdxOHnPoPgUOtwLObmrSmrwrU3XmWXgUvzc9YuzfrxRWKkHTmJuqKz0D3wrG2ayIHOhLM7+vxXsWt//rqgh8orSy5ex/s//j60Zi5/pAo3HHv+q8g7vM8BC7ihnAc4D9jrAS7gsddzFsbV3K7Gey/8BJO9XRv2JNaZ/Gc/h+ikOETExzndkubaVlx58zUMNtZYjTVwuhFWTKjw8EJETi5qzNTdWzH8Q9WFDldBCamICAxFtNYE1dgYZL29EN697daEhuJ3Kle0ld+wWRSUaI6XecswLi1B/0Aw5abyRUzufgYsb75etOlhg8qCvIPDGE5DLCYNCj4GWuuZoKZhYR4DdymDyfG7Hv8Us3ViA6Dxgw+H7CBaYLGLC1yV3mi+eQVDVtANP6yH7BkUBO+QSLSWXNlSEyj4mxkawFDnWjKDLV10k8lTjpxEw5Xz63Rq7LGHyiC9Q8IY5odHVP2mZTQVn8eSA5iW1XaEZ+6Gu0qN/sZqjPV88H1L+LDhjhZMDfZDHZXAhI3HN8AJ8QQC0g7AspMCzrjsPHxqYoH9bTuzLUVG4kKwHypvXnFKFspW23zDo/HF7/5veHkqbR3K+r/1yxdR8rtf2zXWLyoOLt4qtDsJX2WXEQCIbvxT3/gGgkOD708xOT6F/s5uDPZ0o/ilX5ml2E89cgLP/MVfwMkwKHu3wY3jPPCx8wAX8GzBI9frjehqacO5X/2KCeht1ui2OzgtG5/9q6/BXenuVJ2DmvJaaLVL6Gtpxq03XmYq8Du1pR179C570s644d4OP1FdODGeZe85gNz33md4nvnYWPxGqEdXVblNJrj7+CIhvxBz0xOQKD3RW1GB0Z6VwzPhJrIefRo1F96DxNUV4alZaL5ZjIWpiTVr0O2lT1gk3Lx9odXMYbi1GQszU5DK5QhISsPsyAhGu9vXCB3STXZgYgpabxTfZW5bSyuuCotAaEw8jFoDI+kQq/zQdrMYU8OD8I+MxGhvz45laJO6uiJu/2G0XL8CzQasYDY9pE06S2UKhO/Ow0hrMyb6nSPk6YhtcQUH0VVdgSUHmLBI2NNd5Qe/2ARo5+e2FHvh6qVCeNYeaOdm0VFxiwX24Sk5cPP3gV6rg4u7N+ovn7ELL2SPH70CQ/DloFh4VDifdW8+OBhFkUGovFmMRSeU3tmyP75AfJd05/M2/1b1dPXh1f/zLxi2U1zY1VuFsPQc1F54zxaTnd6X6OOf+PrfIj49iWW+e9u6ceX1V9BXXwWjTr8hWyGVAOc9/VnkH963pYRFTt8wNyHngY+IB7iAx8kPcnx0Er///r+zlL21tJl8qRSpB48hMiMLOXlZTrWIMEVv/8r+WzWnGrPJZClHHkVj8fkdTa6wFb4ISkhBYUoOYt96h4GadV5eKMlKQ3l1OaYGe2GyMkiN3l0AnlDADufEfBeVux91F94D6Uh4+gdC7umJmrtMVIQLit97GHWXz0IgFEDmpgQxIKlDozAx0IfZ8WHMDFsnvEiH2k989svQLMyjf3gINTeKYNLrIXVTwj86AUe9/BFcVQXB4iJ0CgUmkhJwx6TH1UsPV2DT0rOUyF2RuP8QWm5dx/zkmKXuTvuc2NzokmR2dGP2PqcttslE6shYkE7WQHOd1ctJXd0gEktAIrgE1qey3aW5WfQ312N2dHsEkHc9/Vn2ni/OrdCcS2QySF3dGcEGEU8sM22UrW9UvrR/72HklVZCvAFWzxErSNenOiMVxS01GO1qd2Qqm8e6+fjhC9/5LlR+fpCKBVYHPkyq4Sc/sErfaSOj6HtrsKUe08ODNtttboBYIoXMwwN6zSI0s9NWzekXHYfEvYcx0NrIxHBJMHlxdtoq4o7dT34aj3/xOQgE1uv5WGUU14nzAOcBix7gAh6LLjLfgbI4y+BhdmoazXdq4OrpgQk68BVdRn9TtV2zxu4rxJPPfwUenm52jTc3qKWuBW/96D+ZeOJOboRhoFIr3T1mm51srJNsc/fzx770XOy5fG0Ng5PWzw+dyUlo4hlw6/RrFlcjfYq4fYVrSgLDUrPhERiMpTnSFOnB0tw4wzrca34x8Yx9S6/TY3Z4CPqlBUZDPDthG36B8D0JKZkIDgpHkM6AHrkcwxMjiFOqEN3UDJeu9SWds/HxOOMixJ2bW1smZtFxm3SQurkjelcBai9sb2AmV3oienc+Gi6f21RryZG9WTNW6ReAwPgkdFaWsUsIyg7f064xN57wXilHT2Jxbh7jvZ2Muc9WjIY1dlnqk3b8MfZ3sB2ilJZsocuGT0YkIuzGLUtd7fucz0drThbe6m3ZsFTPvoktj5J7eLDvj8C4RETExCJpV9qmg4iV7aXv/4BpV9nb6Lsm89Gn0NdQh9mxkXUZamvmjczJgyEwHcv6RQgH6sEPTUfdcjh8JXr4j5eip/zqhllAV29vVo5M+kqURXyQ0MPS+h7+gXj+3/4d3j6elrpyn3Me4DywBR7gAh4bnKo3mDA7PYv25ibcePVVuHp5s9Kc6dFhCPkiLC3OwWgGiG7VEjweEg4cwcGnPwmVvy/Gh0bug0MnJ6Ygc3GBSCiAUGibDkJ1RQ1e/c63zLLGWGXXNnWKyduHwZYmpjr/cWgCkRhPnPwk0ouumqWmnk1Lw8+mBpjui6Wm9PWDm48/euvWlk+KFQroNmHCEovF0Nn7vj5gFOmxfPHAKUQWFcHk6gr+wgKBNcybzuNhoCAfv2mqwORAn6XtPZzPeXwkHT6OuvPbXD7D5yM+vxAdFTcfisDkame7+fojKiMHRpMJEpkEjcVFmJtcWwa5uj9hGwKiElB13rzo51Y9SFVwOEwmA8QurghJSEXpmy9t1VI2zSuSynDs0CnkX7i88d+CTTOu72xQKnE2MwnX399en9+zxN3bF1/5zx9B5bMxpocwWy/98MdovHyBkUg40jwCguChDoRnQDBabl3B3Nio1dMFZe1Fd/ApVPTqWcbPUy7AnNaIkVkj5GIe/NyF2Bu4iLn3/gPz05Qh/OD7yysgGAHxyUzDiUqB7QmovQJD8Rc//gnkMpHVNnMdOQ9wHnCeB7iAxwpfkphYw51q1N24ifbKUmjn56FzktL8g8vTFzmB+AkJ8elvfAMKdxdcfO1tNJcUIyg+GekH9iEkOhxSsdii5T2dfWi6U42iX/zEZs0Qi5M7uUNQcjoMi4tWHfCdvLTTpkvYfwgTvd0Y7mhjJWJUqG3QaCBXKKC5G3iI5Qp4+PuDJxSiMCQOKZevrlt/LDEB10P9oVlYQAsRDGyS9SKa4MjsPUwPh249H0ojlqv0XdjjF4qw8xfAs6YMTyxGx4H9eLXiOqO13nGNAp5Dx1FHuifbSIGbePAIpgYGMdTetG1/s3RzvuEBjoBXADKOP46Ga5c2x/TQpc3+I6x0bGFyHETDq9cuYmqLglp1ZAw7hGrnZ1kgNjM8CINOi/lNgrLtfs8yD53AU6XV4G+RDlrpvlxcqLzpFGY5e3xDmlyf+9u/hVhsvkSLfsfO/Pp3KHnzFehtpK3fzB43tT8iMnahpeSKVfToYRk5aA15CpdatJtuc0+YCAk+Jpgq38JgTdn9vokHj6On+jbmJuwvbyWh5cI/+DLyjx+CeANaa3ueATeG8wDnAes8wAU8G/hJqzOit60NvR1d6K6rQ29DNebHqdxnLSjbOjfb3otKRFy8vdlt1vTQABNno0ZA96xHHseBx09BIt482zMyMon/+fqfb1v9vO27/GCEV2AQZG4e6G+sdWSahzeWz0fGiacw2tUJVUgweBIxdHOzEAlF0Bm0kMgU7JaXQK5D3W3w9PZDvioAAVXVTDhRPjgIg0KB9vQ0XBjqZPXhdKsYGJcEvVGPwcY6zE9MQrf0gdYNiT+GZ+zG/OwUum5vUdmMFR49eOQxFPQOQTI8DIEN2irLrq6oLMjFa++9woJDk8EEmAxWrLg9Xfzjkhgld39DzbYs6B8dxxigiEaeyg+txW85YpwqJBzxiSloqKnC+CZkCeknnkB98YU1GUPCbxHN+T1RY6Iap0DfJyQCcnd3zIyOwTc8gmEbKCAR8AXscGpN1tLSnnwjYkCaUC03ru7YMljyw8mIBMRev2FpO9Z9LhSCaOv59DfG52MxJASv+SpRd/3h6VgRE94X/+EbZnE89EtZcuEyLvz8f7ZEX8o7IAx+sbFouVEM3dJdkc8NPBlZ+Am8s5SN3qnNv19IVFQuBo5F86DiTWN5vBszjbcQmpKG5mtXsLRgG5X2g+bIPbxw6A/+CAVHDlr3zLlenAc4DzjNA1zAs4Ery66V4dIvXsD06NC23bRa+1QJdH74D/8YeYf3bjpkbGwSL333X9DXYB+myFp7nNHPLyqWaXTsZIrijfapUHpCu7TEShx9IyLRdqsEPL6A3W5TvbfJoIdQImHljnT4Y43Hg1dgMHz9gyGSK3BoQQf+4iJe1M9h8AGguGdAEAJjE6E3GNBUvKLrIZbJVvRv7pRjesQ5AF57n2P8rr3Y5+mD0OIS8GwpkRMI0JeXi165BP5CEYb0WpwtOgetZgVw/rAbgZPpOQ5aqS/kqL0RWbmITc2Cz/AIqmfG0dFYC838DAx3swN02UEZDBLbfLBR4EH0z5Tx4/GXsUyxo06HpU2EHRVe3sjfcwAFNY3oDAnGual+9NWbv3BIe+RJuMhdMDPcj9GBfpbBObj/GLQ6PfqnRgGBEDyRCI3FF9aIHJNdMjd3iKUyRrNO5Xplb/3OIVdR+WTyoRNoLrls1e2+Q4s5MDhj/1E81t4H6bDjhA1EV18aHYbxxXmEytwwBQMmF+bQVF2Jxen174MDZls9lH6H0o+cxKN/8Jl1Ac/09Cze+/mv0FRCQYL14qJWL363Y2BCGnwjotB49fymJEHegaFwyf8kLgx6oXPcMhMonwcQU7lSKsTuEB6iJOPQNhajo/KDrI+ttq58b8vx2Nf+xikCrvasz43hPPBx9gAX8Dzw9DUaLfrae3DplZfQuUMFOyUyF3zq7/4JSTkpG767i0tGvPHCC2govrgpjsPcBERjTAdzOqBsV5N7EiA0ES3X15d4bZcNtqwjlssRkpYJhZsno26WubhCJJNCKFOg4u3fwaDdvHRi9Vp0KNx1+CR2u3rjlyXnMDU0sM6UvGc+j8G2Zih91GguL4FvWCSWZqYx1NZsi9lb1jcoNR2fN8rg1mybPct0ay0UQrC0hMWAALwa4In6GzvjHSBc2UBDLea3kJKanj0FHqrgCLj6+qLz9i3szy5AeksH5lTeaPRww5VrFxjr2SMJmdAaDbjS0YS5yTHQ94BSpYJYJIZM4YZYiQIw6qHUGTEtFmJeLMKkXovxyXGMDvYxylyjycAooglQfyA0BnGNLZCMrmSPm/fvxculResOjr4R0SiMSkJsWyfDZvUnxqNVLsG+ylqIp6dh8PDAWGwsXultwpAFsdzoPXsZmQHRfBOdObGmERlCd20VFu5msS29pKTjND81gfGeTktdH+rnrt4++POwJLhXO3bhRCQml+OjcKOkCLqFecaEp9M6hoVxhmMKP/88jjzzifsUy4TV6Wrvg0zGR8npM6g4+679mFYbDIzevRcjHa2YGd2cWVIolyP4yHN4sS8UM4vWSzRQVWdeqAi52huovvCODZat70riu7uf/jQOPPEURCI+ZFKhQ/NxgzkPcB6w3gNcwLPKV611rbjw0m8Yoxn9oO7Uxg7ITz2LT/zBc6DSN3NtemoWNy8Xo/iXL8BkNKwrj6GMA926amamGf2sT1hIiBRVAAAgAElEQVQUIOCxOuu4vMPoqCrF4DaXlxFTW8ftG2ZvsHfMsxAIIeQBCfuPo7e+AtMjw/epbuVKDxbo0H8mk/U/qLQ3up1PPXwCDVcuYt7MjS2VVqkjYkDsavTs6GDZW1e17W4h3ShVaBS76V/NwuUTFo2vSJRQdHQ4ZNNCWBjKwoJQXl2GiYeYuZK7eyAqOxc1F7eWtCAiaw/4EgmmurowPrCiv0N6I6ey9yGhshp6hQLvR4cgQWtaKY3i8zEXFYUxpRu8NEsQzc1BuLgInl4P0eT6m34qgdK5u2MpIADTIhGWpGKMi0XwWVhE9M21ZZCawEC8GeyL4b5OzIyNwkPtD7VfEDIEUsSU3FzzXClIJRp11vh8XC7ci0uXTltkliPdqdi8/azEbbyvF4vTExC5yBGdvRft5cXwComEQbeEse5u6BbWZ/qIcj2uoJBhqwzaJYfeta0eLJLJULD/GPY1dUDa32/Xcka5HHf2F+D09QtYvIsfoe9rEw9mRVIlLi4wGozb4puAmAR8+d++D6mEj8GBfpS+dxF6ow4t14owv4oR0q6N2zDIJzway0YTxnrWMpHS76RfTBz7viJc2ezoAPwyDuCn/dGY1thGT05cQc8kAIvnvw+Ngxgxei/EYilUEVF4/jv/BJGQC3pseNxcV84DdnuAC3juuo5up87+/g1cf+mXm9Kv2u1pGwa6q/0gEIhYqRKpS8vdlBhsqmdaJ8vGlaxL0sFjeO7/+xoo9W6uLWr1+Ok/fBPTI0OIyT+IxgtnMD+zciAi4bSIrN0QyxQY7+tg/2skhXEeH0IRHy5KL/TU3sFE73pKYRu2YXNX2qvYxQU91c4X67PZGDMDlCo1wrL3sICj+3YZxvqce8Mck7sfsxNjK2V926QXYqtf0rNzcVjkhgGlApdb6zBwN8MUFJeCPzQIIe92XDRT7+GBwaQEtPNNuN3aAL1mAQKhGHMTIzDYUjJn6+bu9qcytrj8A+xvjkpat6p5B4chMCEV1e+/tW4Jn7Bw7I1LQ/aVkhXchkazLe8EsX6NRUZgRCFHwMQU3AeHIJ7Y/PJnPjoav8Qiwzla03gCwToRZP/YBLh6eEPspsBIaytC0zJQ8far68gUYvIOQDM5jr5tvoyxZl/m+tAlSEFuIXLrmyEdtK30VK9Uoi87C+UiE1pLrq4A5nk8RiBBvwOTQ0MY6mhmGCqpVA7vsEioo2KhX9Kg6sz6d8qWPVBg6qpSQ+njx3CI7dWl0C+uzSoJBAIoA4PgFRAG3eI8iJWu7dY1W5ZxSl/KkEZk7sZIdwe7rFxhSuVBFRoGNy8/dFWVwVPtD//Dn8alEU9U9tLntje1qxCPu9Wg+8LLtg9+YER4Zg6yjpxARv5ucJI8DruTm4DzgFUe4AKeu24iwdB3f/4LNF27tC1g4Y2eDv3QJOw/ynRRZsfH4RUUxn7oBCIhXKRytNy5Be3cHAKTUvHJv/w6VCrzdKA6gwHX3r+MhelppjQuFAtZPTWVRMndPTHa3Y7hjlb4hUdjUTPHtFjUMQmsVKqrqpwRJWx3I3Y6uvFuvnmFMeHttOYTFgmBVILxznaLN9n22K70D0RE5h4MNTdgsLXBnim2dAxld0Izd+FTC8tw6+7GaF4eXh/tQ0/lTfiEhOPZmHT41NVBODkJnhMCNqNCgZnISOgVLljm89HIM6C0qQpTA1v7brr7qBGamo2aC+9umT/dVL6IzslD9bnTMBjMH8Ay9h3BE229EN8tOdsyYxyYmIRyL2ck4ca1i0xk1Fkt+8nPoLX4EoQyKcYH+xlTHl2IeIdGoP7SGatEHp1li6PzuHr54Ojufcg+X2TdVFRDZTJhNCcbv+1thc6oR0B8PEx6oK2sGAkHjqLqzDvwj08Ckb1QtoDyFQMNNZjs6wERTHTVlEPp688IMGylUBbLXRBfcBAT/b1YnJ2FKiIaA/VVm7JAxu89xCib7wm+WrdR5/VShUYiID4Jwy2N0Gk1CE5Mh9FoRFPxhfuXJGHHn8MNYxJq+u0LeMja3aEShLf8BpPtjpHr5D/7eTz2+U87zwHcTJwHOA9Y9AAX8Nx1UU15NV7913926o+2Re+b6aDw8oE6PBqdlaVIOfYoFqbHYNAZGJ7IQ6WGR1AoFJ6emJuagqd/IJ756pdgjhC0o7EJt6/fgHZhERPdXQhMSAJMy+ipr8bwA9ouhEeJyMjDkmYWfXV3tuUWfSPfEDA7alcB6i+//9CfxTob+RIk7NuH4a5WTJgR1LTneT84RuHpzbBBDUXnnDGdU+co2HsYu0xCeFZVQ0Cle97emE5JxlsTg2itvMVY5ZLjUrFnbArK+nqnrk2T6d3dMRkTjTLBMq5fO+/0+e9NSAxgHn6BaC6x8oBqhyU0f0T2HogkEtx69bdmZ5C6ueGRPQeRU7T9t+bWbqkvPRUv9rVictC51OK7nvwMDAY9+w4gYg4iAIkrOIT20utYeEggfWt9Yq5f/pFHcaL0DgSUqTPTqERwWSCASS7HaHIitC4uGDYa8dZ7v7/f2zs4FEGJqYzNcHUwLhJLodd9UN7npg6Ai0IBr/AI9Nwuw5yN5dkhKVnQL2ruX7q4eqkQnJyOhisb/81F7S7AQEM1NLPOC3pt9bebjxph6TnQLiygu6oUS2YuzcKPfxYVvCSUdduOTxUJgC+kLmP6/f9yWC+O9IQKnnkO2fvzIBVzJW22PmuuP+cBezzABTyrAp7X/u1/Y3F22h4/Om2MuzoAsbvyMdTVhsGmOsi9VDAsLEBjxi668fzT7/8nq6F+sE1OzuLNn7yA5pJL9zEm5oz0i0mEX3gEY2ca69veEraNnJZ27DG03NxY8dppzrZzotRDp9BYcmlL6HAlrq6I3bMPNedP22nd1g375MlnkF5cwtjk7jU6qGlCQlAU6o+Sc2/D1VONP0rNgd/1ki0zhHA+Z9UeKL95ZUs0ckizg9jQ+uqsK9Gyd6MMJ7Q7HzXnNs4kBSWm4WkXb6jv3LF3mS0bZ3BzQ3FOBoqKLGN3bDUiKDEdU0N9jNXNuLwMgYCHrqpKjHW12jrVjuifXHAIj4/NQtG+gjOh4F2jVkOrdIOyqwe1acnse3rOZMDtxkrMjU5iWYj1hDMs+0MzWMagBMYkrOgTjW3MEidXekGqcIFPcBQTl11c1GDZaEBb2dq/X8oaNV65YJb1z4UCooRMNJWc35ayyw0fKJ8PwnhZyjRGPPN1vNKtwticbThLqRh4LmQYfW//l1PeKZFUjpCkDJz40h8gOCTQKXNyk3Ae4DywsQe4gOdewHO7Cq/+n+9iae7hBjxUoy2SyJiAX+35dzYtR5B5eODAZ7+EA48Umn3CtWXVePk732K3o6ub0EUB/7BoeAUFYbynGyPd7VsmpGrrH593SDj8ImPQWHxpW1niLNnpqvKBd0Ao6Nad9G9qL5yxqP1gaU5zn8vdlYjO24fqMw9HOX0jmynz9qXIVPiUl6/vwuOh/XAhLo30QMwX46CnD0IuXbZn+1aP0YSF4VaIH66VXTd7GWD1RGY6ylxdEZmdx/72JocHMNHVDp0DwpHEekhMZPeaZ0AIAuOTsGwwQKRQ4M7p1zc1N6PwETze3AnJyEMSlt3AurnkZPx4pBMT/T2OuHvTsVRaKBQJMdzehvkp+0Uft8xAKyeOy87FMzM6iKamMBMVhR4PN9wa7IK3WIowdSDOXj4DzeyMlbNZ180nMh5Y1mG0Yy2Yf/Xo5EPHodMuob++npFEEI2+Oa0ZosDvb6jGzAPixlK5HISrItzl9Kjj9NvW7cyxXrGFp/DaYh76p23P8jyXqMfYK//omAEAZK5uyHv600ycd9/JIxASBzbXOA9wHthSD3zsA56J8SnUlpYBy3yc+78/tIlOeCueDH0R+kUnQK5UovHKRZgsCDH6hsfg6b/5WwQGBWA12YvBYMAv/um76Ky5fV8YkOxVR8fCNzyaAbJJmZx+7HZC8woMAWW3FO5KtJZfx9KcYwJvztoTHU7V8YkQGIHehioY9TrGImWuXMJZa0bn7oNmYhT9zY3OmtLheULTsvCFedOGpATEJraoVkM2NcUA9oIHAM4OG2BmAiI36MxMx6uV1zA74tzDFgHr5a7ucHH3hG9MLPpqKjA9NmrxBtvd1x8BcYkMBzg10AsXDxV8w8PRVn6T0SiTsKg6PIYJ7IqkEnaAtHQjTWWOn4vPQmiZmWBzKxxrzZx8Pi4dLMDli6ehXxXMWTP049aHLxIh+cBRhKj8MdDVhq6edkwQLskJOLfNfElU/6HJaWi8uqLd9WCTKhQIS83G1OgwhokoZZOmDo+Cm68/2m/fhKuP74r+kV6P6Lz9GGhrwnRf7458rFSurXugjDD8qb/Eq/2+GJu1LcNDG0wNECN14FWMNNx2aL9Ru/LxxW/+HUQirpzNIUdygzkP2OCBj3XAs6DRo+jNt1Hx7uvQahZYGcvDavcCHYmLHKPdHZjotZLtiseDm0oN/6g4xOXmIq+w4P4WtPplvPnTn6Pi7VdW/k0sRubxJ7AwMQqTcRkdlTcfeoBHZhEYfs8nP4eGy+cxNz760FnyVr8DmSefQtMNIn+Y2vIDCq1LoOz4fYcxPTTIMnw7pamj4vA83wUuXd3APfHUHWCc0dUV7buyUdTVgK6mrSF6oKxbaHoOC2CIDpxoZaOy8yEQ8jHa3ck0QO612Nx90Om0mOjuZIyDuqVFzI+PI/nwI5gZGQIFRFVn37TJc3y+AAdOfAKHrt4A34FMk02LbtaZz4fOzw/vhPmj/MrOw5o5bZ9OmEip9kfUnn3s3Wl/oEzMCdNvOgUd9uMLDqOh+ALD5FC5l2nZxAIAoj6PzduH9jsVmLKSjTPt2OOQKZUwGk3QzkxhbLgXfAMffQ07r9ySHOMfnwxV9lHU/eZ79ysliBlxafcf4c3GZRgtVwWu8a+ID6hd+Tjm0Y6+Mz936PFJFa449pU/ZxgeMXFec43zAOeBLffAxzbgWVrS451f/AojnR2M9rlpCwHKlp5icFIa5EpPjPXYEOg8MClpDngFhyM0JRUh8YlwcXFB4+3bUHh44NpLv4CJaKcBuHl6YZnHh0dgMEgErbOi1JJ5Nn1OStLLWF5HYbrRJEq/AISkZmJpZhatpcWb4o1sMsQJnV08PRGSnInGqxecMJs1U/CQuO8wNPMzGO/pxeyYbTS21qxgbx+iMj+VfxguJkDEAwLLbjPRyR0R/AgEaD1UiJ+eJoC3jacYKx0ikSuQcuwkxru7mD4NMViN9XQjJrcAd858EMAQ5ob+rojpcHWjkkDC3DWX2FfqF5u1B8+OzEI2tHU02ZZcMR4fh3FfFZbFUgwopLh1+Rxmt5C225I9H4bPqTS5t74Kc5QdfAjNLTAEMakZGOpogzIoBAKRADwTSScJUHvxLMtWW9vodzI8O5cRypC+TVB0AipOv24zC5y1693rF/XIF6DpqmQiwB80wq2aIFco4B6eAO344DrijJBDz6BZkYlUNGN5pA1QRWBMHoZL3SKM2pjdkYmBpxP5cBlvxExNMSYHHc9oSVxckXnqSTzxhWdtdQnXn/MA5wE7PPCxDHg0Gj1e/v5/oO1WMbvxSj16CrWXzsLwEG5PxRIZInPy0HjNfNmBrc9U6uqG5GOPovHiWSzMTIMvELAyLHMt6eBx9NTexuyYc2rjBSIR8j79R5gbHULrrWvQ67SgfxNJpOx2+8EWlJwGd281uzWf6Lcyo2WrQxzo7xUYDKm78oEfWgcmtGIo+YoY9aSu7mgqvmTFiO3vQtoi2el7kDs5B7fOTvCMRvC2QR9ns50O5u7B/1QWbxktLlHehqZkYaijBf3Vt6G7u1/CmPD4PEbJS418E5GVh7qLziWdIGHgP5F4QO6gsKu9b8toRjpemhjE3OQo9NolhvkzUaZvB2X77N3bVo5LP/kkqs+8ueVBwWZ7SDv+BMQiEW6ffo3ZISUxWp3uodpkrc99E7KwlPo0VEtdGL32Fly9vSEIScSyexAk3TcwFnIMnXNi+Lstw2e4BEO3zt9nGY14/Ct4dSgEOuMyhHweE+meXTKCKh9sbVIh8Ml4PXjlL6/J6No6z+r+ftHxyH/qWWQX5ECrpQvJZYglIvA3EBN3ZC1uLOcBzgPAxzLgqbldhTe+969YuEvX6e7nh/C0HHTcvoWFqUmrwfIkhsgn1TBSvV4GU7emTAt9YcnclaxMjkThNmtiqRShu/LQetU5h1upqysS9x9DxbuvWny/SQuE1OSXNBoGSF2an2M2O9KyHv0kRrraQcECBVpGgwEKTy90VpZhrLsDCg9PKFS+oAOcUCxC/aX3t4TtzJE90NjA+FR4Bwajuewalma2l8iC9H6UPv5oLXu4dMRiqZyVsCxq5qEzQzcbnZKJMC81ghVuiLh6bVtwOxs915HMDPyso9bpwGkqAwpNzQRlLptvXl2HByB7YvMPsMTSaHcbe69lbm6oowsUJwaB7mp//LlfFFy3gO7bmr+V6oJcvFt7C3NOuhyxZk17+/hFxWNxfhbTQ/32TuHQOMJ/hSSlg0rKXJSeqLlwGiaDwaE5HRmccvgE+urrnJKVcMQOW8cqfNQQF34VbzcDWUES+Mj0qBwWQKNbxoLOAKlQiLklAxbvcg9kBIuR4KmDh27lck0vVeFX9SLW3xlNIQE+FbuIwTe/B5MTLkeJpTFp32H4R0XixhuvMUzfiT/8MmKSYpxhLjcH5wHOAw944GMX8Oj1Rvzm377HWMBWNwIGh6XvAk/AR9PVC+wWc6NGWZOw9Cwm7EbNpDeBfuT0hiXwTDyWNRKIKPARYHpsGP21VdBvcPihDEjiweOoOeccvAaPx2cMUDyBEL21lfe3IJbJIJbKMD81uW5b/jHx4AuE8AoKZcHbZH8v+urto+QlrIdIKkVfXdWadeIKCuHi6QWtVouJzhXdDlLE1msfHm5qo+cbu7cQi5NTGO/tYFmy7W4u3iqEJmeg4fL24yOEYjEOHzyJLs0cUv4fe+8d3VZ23ov+0CsBEGAFwd57E5sosYgS1TXSNJexHTuxc52Xl+I4Tpzc+7Kysu5bybp5973kLt/ELU4mnvF47JnRjEa9S1ShWMTee69gBYgOvLU3VUgJJAASYNHgW2v+GGGfvb/9ncNz9td+P18/qNRz0IpF6Gax0NbTCu3iHGaHB8FmcyhPCpHyAydR0txGEai2S7QqFf6VbcBEV7vbVCDN5rE5e7GonsVox/pEg/KQMPhHxmCip8MjpL0iXzlO5xQj49b2OME6lQo/5Vsw3OZ+fiW33TAKypJESw55AhFGOlox1d/lzumdmov8DVEY59tXsbS4sK3OjlMK78BBMcVHMR+yH593MzGrdR5cgMkAQuVs6M02zC9Zod9ANmctc4i4DPyXyD60ffIzt1qMZPVLvvEdWCxmFBw6ALnCPpm4Wxf1Tua1wBfQAl84h2ewbxA//+EPaCbHnsTvLcJYVycW1uEu4IlEyDj2BurOfwwjgXx+grbD5XIBFpuWkZFsCVsoQkRSKkj9/vTQIKaHBrA0P7OqT0UgkUKVnI6uh+45yHC4PCQdPIqeqkpopglyFQuZx1+jqGI+cgX666sx2bc2TClh2U49eAztFTefZcCc/bsQ+EgRlp4N7cwMhltfdphCU9Ih8gtA+xqoQc6u48lxoclpAIO5YYdvM7opE1MgEPtA6qdEf3MNZU3fKsnIzoeWwUKqMgwZrR20OZ5pMoEzQ/hA2DAT0s/UVGgFPMwwbPDTGzHhI8QM04ZkIwOBNbXbCptsEYtxOysFl29ccIvJyN8lCYDo5+bQ21i9JYAV6ylOsm2vlR5D7vVbbtmfy5Mwmag/UISzD24uI3TtEOGKxJD5BUGkkEMk9wOxU/vdG7RnUZWSQWHkNTPTtFdlvKcbZr194k93b4f0JTLAoO9br7hmAWXx6+iQFKB22ASdm7IzrmlgfzSPDZTEcqF4+L8wO+JGol0GAwQF88jXvoHYFG92xx33yjuH1wL2LPDKOTyktGxlCSz5f1K3TP4zmay48J/vofKTD9Z8GnwUgYjMzkZ/XS0WaKPpynQ4AzKlEoFRsVCEhtNyrOUx60tYagaF9JQHKTHa2YbuqvvPLiClb0HR8c96ABzN5eh3FpeLtLKT6K2+i9CsPJKwoWR9412d8AuPhtQ/ED01D9adhjhoBLq68+EdR8vR39lcHgKj40A4dAabHq/7MSDN16P9fViY2r7m67U2FRgdD3mICj3VlTDqNlfa55Thngwi0WgC9JBUfIgekrqr72FRPf1sCiaXC6sby6NW6iYPDcfxtDxE9Q2Cq1aDaTSCbYeh/Ok1Vj6fHv7JOEI8aeNywZl+rqsr+3b32KHSUvzswXXoNJvLypFsSlzhQQw11tIsn8QvEJqZqW3teSDZ2SNlx7H/6jY5PACWQkJwNswfDfdvw2ZxPuru7vtM5iPZdRIoYrFYtIxxcWYKZp0e2vkZWJ4AtJBxBN6fwxOCoGIRfq/F6SmM97Qvoy56UIheicWH0V1zD3o75aAeXHpXTU0cUokiCBajDuqRIQTHJmA49XdxtcN1jhxPblwuYiNPZYWAx4HPo59gste9mUPSX1T0jd/DqXe+5MlteOf2WuALbYFXyuGx2WyouvsIsxMTsNkstK+GHPjVIyPQaRcxMzJEP3RPe3fWuvO+QSEIikmg5QgDDcsROoK8lF5+AhazBYNNdS8hwqw1F+E6yDz+OtoqbtISLlLLrZ17nl0iH+SorAI037ziNoQp//BoJO4vRcP1i9BMTdJUORGRry9icgopbwZhzV5P0g6dQFdlBXSLa5PhEYAEX2UolLEJGOtqx2iHY1hgriwAkclJ6Lh/e8f94cXkFdKSKMJOvlUSEBuPkPgUcHg89DfUICIpA1UEtthsBpfLQ0hKJuRKFebGh9BTs9wY7y5hMpl486vfQcbla+DMu5f00F06ujLPQkoKPmSZ0OnAoXc0Jwl6ROXk08gJAzZYTWYIZL4049b1qMLR5U7/HhKfhNiEFEyOj2FudhozoyPQaxbWvD6poAhfJkhtQ26MLjut7fJA0iv1095Gt/MeOatGcHQC5FHRNAAw3FyPRbXzgCuEVJP8LZGAFekt7Hxw26NOLClzDE/NpP2L8+tUDDi791dxXMKZ76CTEw+zhYEoQwfMfCl+0y/HvM4zaIuu2lDKYyA7ko04jGC28izNEJKeTk/0ZCXsL0NUahqKjpdjfGQUQpEPpL5SsNkEkc4rXgt4LbBZC7xSDo/eYMK//uUPKakfAQ8gtdSOQAPWM2AKYZfuaIXFqEdAVBxF7Gq57mLJDIuL7OOn8PjCWbtR0ejcQphNZgzUufEwy2CAJxDA8ALhGtkrT+xDP/r+4TFoXAdJyi8sCmKFH/pfgNcl2RyRzBcEfpeU7pHSwJH2JlrC54zwxBLE5hSg+RZx8JaFLxCCyRVAGRsLJocPvtSH8kZ03b/7rE/Embk3M4aARyQWl6P1zjWY9LrNTOXStYmlR0C4OgyL87BxWdCMjoPF40HAE8Jis2C4owkzgwOIzt0H9XAf5kZHHM/PZNIsDMkKEB6YF4WULYLJQGFuMfbPLMKnxbGj6njR7R9h5vNRX1qMjy9+DLPZPb1h5D1is1ohlEqRfOA4qs/+ym0bJaAhhwtKkVFTD31wMPoC/NBt0aOnoxXTQ30vQbRLAoLwTuIeRD146DYdXJ1IHxiI8/EReHTjoquXbmq8X1g0lHEJWJiepOAQuoWFTUHYy1VhUCWmo5GUQHqQAJSAFkRk5cKo1WKsowWaFcGuTRnkFblYFhwKn7Jv4T8a+QiWsTG3ZMa8zj0gA5s1UYAPA19SDmGx/jrUwwNuBSFZSzfybS35+u+iueIOBfMJS05F7qFyyAP80NfeiZHuHrBYbOSXl0Aqk252i97rvRb4QlnglXJ4qu48wKf/9I8waDVuuYliXwWicvdBMz2J2bFhzI+PwWp1DW1HHhYJkUiCobYGuzqR8pmgmCT0VN9zi87OTEIOwnGFJRhubVoXySjz2Bm03LpCX7wEbpcgUClCQmmmjJCjOsqUraVLxuFTGO3pAIfDAclGkUi6dnYS8/1DWNIvQq/RIzA+HgFhkZgdH8FoVztMWi1sNs9F/XxVEZSz6EWwBWfsudkxpPeJlCIyOGzIA5SYGRmAXrsE04p+g4SCIox2tWFhev2INnHy95x6G7qFeUiCgjFYV42BFQASbDYbb535OmRmMyQTk1A8rqOw0q+K6IOCUJeegiWdFpXNtZizA4e+kb3KlaGQh4ah+9HzctSNzPPiNXE5e/FlAxM+bW30J6O/P0ZiY3DHsIDWqnurDvWkd/DNfeXIuOmefr+N6l9VXoaLD29CO7M1pYwKVThUSSnoenQfS24EEck6/gYl9zVvAYKaIiwS/pHRlAOHEBl70sna6H3druviTn8LZ9WJGJzZWWVs+yPZiG75OSb63Fu+5sjOBMSAIDyS7x0JuBBAJVJabzVbKKhSctFBnPrdb4DP4ziayvu71wJeC6ywwCvj8JjMFnzwzz9Cw5XzO+oGx+wtxXhnKzTTE3b1IozXJNo4UL+MqKYIJXDOFsyNOxHJ38ROffwCEJ1dgFbi0KxBPkcQ13hCESa625F++BS6qx64hS8nrrAYXKEYk10dmBsfhXGNRmImnw+FUgVlTAIMBj06Km7BZvXA4ZzJRMaJ1zHV3YWRVvuO6SZM7ZZL4wqKMN7ZjgX12j1jBOY0IiMHVrMJvQ01iMzMgTxIhfnxUbRWLKMSEofoyOHT2FtZCw4hDn0FxcLlwiyToSI2Clduu5iRtWMP0hiftO8A+uprMT/h3r9LoVSGr+wpRsLd1QGP8exsvDfVv4rzIygqHm/JgxHW0LStd62heB8+qry1bvmdOxVMP3QSw+2NULsRxIOUr5IS6J6q9fsZ3bUPkg0n5L3kndtb+5BmqrwCJBYfQpWkHPd67enJzKgAACAASURBVHPFbaeN0kM4SG//MaYGe7dTjVVrF33t91D+1tsQCLxlbjvmpngV2TUWeGUcnsH+QfzbX/0lNCuavXfCXSAHUPXoIBYn7Ts8hK+GzRdgorsDhGsjOjMPJrOJHrxJJsWTogiNREB0LIXhtifE2SFw0ouzaizNTGGsq8M96jwpuXJ2stDkdDC5HAzU1Th7icvj0o+/gdbbl2kmaaeJj8IfMYUHUHfuYwD2M4zB0fFQREZhsOExFqaWnzUWm0OJX/0iosAX+tCDFhFZUAi+lpKL8DvbmynwpJ0JmEJj0T78+hqJ4G/8MEWg1KOy8zE7OoThVUzv7tM+/9BJHO8ZAn9Fbw4Bh7hYlI8HNy6ARXq5ouOQogzH3rsPKYLedkrVoVKcv3eNZhE9Kf6RsVAlJsNiMqOz8g70i86VzTrWiYGsY2fQevcqRa/0pPDFEgrqEpqWDqPeCM34GCa2ASrbk3vc6NwE+IdT9Hs428nB3JLnsvcb1U8lY+PI9LsU3nynSGBMAr7yFz9AaETYTlHJq4fXArvGArvS4TGbCeKaBQIBBxarjbQj4PKHn+Lmf/wEVk9kADZxO4OTUiEQitBbU2l3Fhlpoo2Ow9LMLCT+QRhsqYU0IBhmgxHj3ctlLp4SwjOSUlxOy9aeAhu8uBaJQEdlF6DzwS0Yt+igRdDSGLBSh4+smXH0NBqunoftCfiC2+3BZIKWt1z+FOYVCE9uX2eDExI4cWVKJjrurk1Om/fmO6i9cBZm3cuwu+T5gsWKif7ncOSnj76BgvuP6OHZwuMBTCZYdnq+NqjyjrhspKQEP668Af3ixjJZxFEMTc7AQGOtRyHC/cIi8a2ACAQ0rOb6GUpOxExICGA0IXZgEMKBge0vhWIwcOlwCe5dvwCjznO9bgTsJan0CPofV1GEPHeuFRSXgIjUHOiWFmm58mhbMyUq9YSEJKYgtrAE073daN4GXi1P7Mldc0ac+n3c0MSic2LjAQl36fLSd48LFETyoHjwP7E4vv2IogRgRq4KR0xOPk5985vg8bwZHk/de++8r64FdoXDYzBawOUw0VhTj9HeXiiCQ/Dowqe01In0NIh8/TDc1oiRHUiKF5KQAgaTheE1SqVYPD4yD79Go+9Lc2rayxGRmYsWitrmWSHRx5j8fWi+vrUNyGvtijCTx+0tpiVYxgUNgpOSQOxj0unRePVzjxiDkKRGEPhuBtB53zkYbo8oss6khEw2vfwYeh9XURh0wnXkQ+u6l4V8DHkSKRrOn4XJtLpZn4BXpJUfR/VnH61aoaioHJlSPyzBBjXDRksFw/Vm+Le0gjs9DRsh0pVKKUQ1gaDebWIRCNBfWoKfX/qN683GDAZi8/bR+vnOBxt/JpKKyyhCl6MsAilFPF54ELnXbu4KM08nxKMnIQ4VNfc91t8QlpZFQTdWQvi7xTgMBrJOnMHjC5+Cy2ZDolJBlZCGpusXKYqmJyQgOg4x2fmYGR1G+73dcY89YYfAmDgIk0ph5PrA14eH62My1A15xuab0Z/DAF5LZoD/4GdQD/VtZiq3XUveR6//n38IuULuRW1zm1W9E33RLLDjHZ5r565gtL0V8lAV+mpqMdhSR8t0zAb3oDB5+ob7R0RDJPFFf6P9cixJYDBUiWlovb3s4KQeOobpgQGMdXoeOUsaGITEfYewODMJ3dISDPMz0OuWoB7Ynpc8iahHpmRipKudfmjMRtMzoAKrhxrr4/eWYG5yFBPdnZ5+FDY1P0FyC03OwnBLE6LzCtBy9xpsZhOFXadOD0HMs8MtwhEIkHHoFBpuXoJxRRSbzeaAyePRjBDhqCLiHxmDo2m5CO8dwKwyCMNBgci8X7mcWdhlMlK4F78e6sR4j+tlmKGpmeCRw3b1xvs7SCmrb2gYhprqMd3f49B6tKytrQf8Cfulrw4n2OIB/fm5+M1QJ6ac2JurqoWn74EsMAidD+9Ct+j+zEv0ngJMDQ1gYWKUqkaCPuQezXkoku8XGQ2Jrx8Fvaj57LeumuOVGC/2D4Cm+M9ROWCG0QKQNw5JpputOwOR7amRCbno/mgOwsZuYOyh54OOztxcH0UAvvLXf4P4VC8pqTP28o7xWmAtC+x4h+fiBx/jxr//5AUC0N1zQ0n0PaX8JLor72LphQOpKjkNcmUYuh7dg25huewmqfQwBRLYCiE8Osq4JGjUapoZINkliSIQLBaD6rTVwmSz4asIhFgZAnlQCDoq72Bp9jlnkbv1EctkICWHXQ/cx63ibh1XzucXEU17GkjWYckF3hy/0DDIglROHeD5QjFEcjmS0vfgQN8oxF1bi1DkDvvZBAI8LCrA2fOuHy4FPhLE7ytD/aWzm1Il/cgpsDk8NN24BOOS4z6RkPhkfIchgqjHsXO0KcXcdLHZxwfnc9Lw8NoFt5YRR+3ZC5FUSgFS1uMA28w2SAadZEpnhvvpND4BwYjZk4fGaxdhMbk/4xBfdACT7S0QKgIhC1ai5QtY2hackISHqm+ibWxnIbGtfI74bKAwgoXIjvcp1cJ2CCHIJUTUS4vzIKiMhCKBIETmn3oTidmpUPjJt0Mt75peC7wSFtjRDg9B0fnl//h/0XDj8q42to9/AGL2FKD1zg1YrGZKWkbKHHyV4Wi7denZ3oQSGS1na72zPimoJ42hSkhBYGwCaj9fXQLlyTXtzR0QHQ9yUG+9cx2UQdZNEhyXBB+FHP2tzZBKfEFgwfsblxHydoW4CPhA9sQTipF68Bhqzv3GqS2qktLwdaEC8hd6Spy6eAcMUmdn4eMlNboaH7usTdrBYzDbGOi5fwuGNdADHU3KZnOReuQETEta9NZVO+W0E2jyr+aWvITW5mit7fy9d38h3muoxOI6yIGu6Ed690hGvOvhHRiWPAMewhEIkVR8EA2Xz61SLTpnL3SaRYy2OT7osjhcpx0jLo+HxJJyNFz5HCTbSqD+Z0eGoF9coGTY0/07BwHMlXv1dCyby6ewyQSi3LQG2icZG/6lv8R73RJothdvY80tygRAWQwTkdpGTDVXY7Lveb/jRuyykWtISfeZ7/81glTB6GpsgZh8m1qb0Fv9CIHxCYhMSkfJ8TIwSP21V7wW8FrAZQvsaIfn3/7xn9F285Jdwk6Xd7rNFwRExiM4Lh5sHpfuZ1E9jYH66lVAAIrQCJAIMyFO3S4JT88C10eKrnu3tkuFZ+tGZuZDGhiI4fYmtxwMCLxwQn4JBlofIzw1i344BlubMbtD6rQ9afDguGTotQv0sLWWMFlsJOYWoshfhfC7FWDtQMQ6Z2w0nZ2FH3c3YH4D0L+EEyssPQuL05No22DgISg6Hr5KFc0iENLSUWfKUxkMFB05g6OVtbRvajeIJjoa7/JM6G+o25S6wXGJ8I+IAZPJQGdlxUuZ8E1N/sLFPIEQCUUH0XBltcNDhhHod1I6O9D0GKY1ABl4IjGyjr+Ojgd3MDPsuNSTcJcRMsm+JwTOXIEQvsEhlCNLJFNgtLMNk93t7tzilszF5HIRklcOVmAUanXhyDM8QPd1giJpX4K++nf4z0YWLO6LXbltn6nBPBTKBrFU+SkMeh2UiSlor9j67x/hm3rnv/0NwqOeI7ARgCaz2QImhwkOk0V7Tb3itYDXAhuzwI51eCpv3sGNDz/EzBaTfm3MjM5dJVEE0CiiyWAf3SgsNYvwi2GweXVkmsDSkqg74cOxmM1QJadjuLkeJoP7w2XkA+2rVKJjhzTws8USpJcdwePPP9oUszq5Q2KpL1RpGfRjRiKvysRkTA8PQeOAzNO5u7uzR0kDgyENUGKwae1sVlB0An5f5Aefjo410cAIohuLFN97kJ1+s5ZcTEjA3dgI3P7kfZenyig/icGOZixMjMH8AiohKU992u+03sTxBUVYnJmBdk5N+zb6ah45pUdcTiG+ptZCsAKe2qkLt3HQzfIDuHHjPIx65xHbCAcYKR0jJbTyoFAExsajp/oBJXcm2W9PS+L+Uoz19WBuePClpUh/j1iuQHdtJXQLC7C+UOJGgCxIuSKHL0Dd55/A/AJICOkvjUjLAYPNpDw/Ur9AtD+4iSU7nFekZIm8y60mE/rqqj29bafmZzLZ65Jrs0nJq0QCafE7uDXth7F5KxZ1VuyL4iJlsQLqhgfQzC4T0hLeIR9/f3BiC1BtTULdoPvLBZ3a1JNBBM1VzAUFI2EybFDJOIiTGSHvu4Thmucl3BlHT6H+0ssOsStruTo2ak8B9hw5iuy9eV5QAleN5x3vtYCTFtiRDs/tc5dQcfYjzI28/EFycl+7chiJBBII6LGuFkwPPo8eCiRS5LzxNaj7e2h9O0ckQV/VfYx2uZ8fQB4SiriCEoy2N2GwuX5H2JGUgdRd3FxPxdONZBw5ieY7N+zCN++IzXpICS5PgJSyoxhua4JOr4V2Yvylw3vZsTdQVl1vl5DULBJhNi4W3UH+CNcsIbiyCowdCOFNzGdUKHA7JxvXPv/AJWsSVDBCQFt/8SyMdiC6M46+Bu3sHPpqHtrl9iFQyqGpWRCKJWgloBIMJtLKDlNEMGdEFhyCryTnImoX8SP17duL95urMT817swW6Zj0Y6chEkthNpuoo0N6Gz3Vr2NPKWmgErG5BWi9d8tuuaFYLkdQbDIEpJfo0T2IpXLwxD7Qzs+AYQO4QhFi8ovR/eguZob6Vzl7BMY/Or8IPZUPwOQyodEuAev0cHEFYsQV7MP8xBiGWtxLeiyW+YHJZsCsM2BJ6xj8wS8+A7K9Z2DrvA8DWGDKQsAWS8GxGaFdWAJXLMY4MxBmsFHRb8WMdjUJtL+EiRORJoj0o1jgBkLP5GNMw0LL+MtjnX5Y3DSQgBG8kWyDZGEAVpMWLK4Yus770I6NQPOkf/bpUmnkG3HtIs32bYWQUs7Tf/hHiEvxghJshb29a3xxLbDjHJ4P/+0D9FRVQP0KZXZcebwI3HB4xh6MdbdDPbjcVEuQ3CIz8tB5/zosFiuMuiVkHj2N9vs3aRTSnUKiX8TxCopJhGFJg6Ed4PREZhfQevfx9uZNbZWgP/mpwlF/7XOPQdBuSkEPXywQS0A4SMBiIDg6ASMdLc/IXCNT03EiNB5h12++1DOlCw5Ga1Y6rj9+gOnBPkRk5eLrBhYknTsT2U4TE40fWzSY6HQtIECi8+mHT2NhahTd1Q9fymKlHz6Fyf5uegDuqlqOCPuFR0Ig9QWbw4XUPxCjHS1Qjww+e75I1pY0HTfduECzs+sJIajM3n8Qx/tGdk2Wx+Dnh/MpsWhYAbzi6DHOPH4GrbevwmIyuQ4Z7mhyJ39XhEZBFhyMnqr7a15BiE+Do+PAEYqXkSs5THC5fJgMBooSKpBJIBBLwYANJoMRVrMRBHRMGhCEqk9/7XQWlDjaCfsPYLK/B+Ndmy9vI5nI+KIymhG3GA0009L28B4Mc+p1rRO5Zy8+458Cm8GA0QwsmWwwW6w0G8JiAyYzA1qDjZZVrdVWyWICQg4TWqOV2mKniFQAvOPfhr5L7zlUifC+EaoGswcALFYuTgAKQlPSUfLWl5HgRWBzeF+8A7wW2KwFdozD0/SoGrAx8NlPf4xZJ2qjN7vxnXy9UOaLyIwcCnBg1ukhlCnQVnsfppnniGVBsfGQBoZgtKMZi1OTbt+O1D8IkTkFNNq9E4SUkQy1NmLmiRPoqk4kaqtMTEVfVeVLXDWuzvUqjOfw+EgqOYyBphpoZtT45sHTiL17D8wVvQtmsRhzMTEYVwXjV1c+gelJ1oMc8r6bUwzlvbUPi9tlIyuXi+bSInx4/bMNEeWSUiXSS+cfGkVLS7WzajBYLPD5YkTtLUTT5fOIKSjE/PgEWFw2dXLGujspRPjS/JzdMtPUg8fRX1+FRSdKJwlq4+sJGYiv2Hm2XeueLoWF4U5cFO5e+wxmJ0rSMo+/jvpLn266RHWjzxhxMFIOHKUcPwvT68OAB8clICx1D8wmPWrPrQ3kwhP6gCsWgsMTQCwPgCwoEI1XLmAZgNmxkPK22IJi+i4faHhOYUBAASLzCmDR6Sk4AJPFxGDTY8wMv9yLRzKLflHxkIeGYqixFuqh5SoBUrprXNJhemBtgATVnn3oVJ3Gw14DhY1+1YQgsH0jfh6aux9gdnztPkay7+yTb1Gibc3MDFgcNlgsNnVybTYrLVN0l+Scfhuvf+db4HLY7prSO4/XAl4LrGOBHeHwjA8N47e/eA9Djyth0XkGnWc3PgXKuESEpWag+cpFaDTzL20hOD4ZwbGJaK+4gaX5WbdvMTqnkDZfTw30YKDePo+Q2xddY0Imk4vE4gOYnxzDVF8XDHZKjtbTRaEKhTRYhV4SufcKtQDJ5IUmpyM4NAL7W7rg074iukwAHUpL8El/K81YvEieWVp6DOX1LXYb7PVKJYw+PjD4KcCwWOFXWbklFrdxuRjL3YNfDbVjontzcNqkjDS1/DglvSWHHKvZgOGWZsyMDIIrECH72Glo5mdorxvJuK4nmcdOo+XODRi1iw7tQNDa3sgtQvrdjXMAOVzEAwPGs7Pw7mg3zQCuJ2wuF8QBrL/82bY5PNKAYMhCVBhwsm+Gy+eDyWRB7wJyXML+Mgw21GBp4eX39lr2EfrKEUNKmrs7MNW/jBIWEBUH3xAV1P39mJ8apRmlmNy9GCNcZSODMD7RKSA6Fsq4ZPTUVMKomYdhReBC7KtAWHIGWu/deGlpLl+IgMITaBPtwcN+E7aoissDT6DjKQN8gNOxJox88N/X7RUTyf2QWFACK/FDrACby6EOp9lqQRell1imkNiMEELy3JOnse9Q8Wam8V7rtYDXAi5YYFsdHnKQICnzn/zd36Ov8u6u5dpxwd4uDSXRvdQDR1B39dya5RGZR19D7+MqWgPubiEQrqTplpTY1X7uOqeJu/UhyEChcYng+8jRWX0fNrPzTbBisQRx+w+gu/4RFsbcbyt373XL5mMyUfz6V3Dkxr1nzouNycRoURFG/GT4+Lfv2j0cBMUl4dtCP0hbnhPkWrhcaKOi8CDEH8097fSZ/WpoApT3tyZbMV5SgksL02h9dMct5iOHcwJSsKqRnsmkXCrh6dlov3sLhhVkrmstSoiFGSymw/JQkUwOAmFfFp2EjBvu2YNbDOHEJIbAQHwUE4L629fWHc2XSBCXvx+NV0n2Y3uE9PAQh3a8q81jCsQUFGOguQ4mF4lTicObXHoYYLMwPzaCqb4eRGXm4PGl531gBMkzIDIOkoBASjjMtAFz05MYaWu063wz2GyklZ1AR8W11U4bk4nQU3+AW/Nh6J4yuxP932N23czEKikDp40X0bMCoGDN+ZhPvB2rlZarkuwO4SeLzsxHnR2EP1f1It/t1//gDyDks1y91DveawGvBTZogW1zeK789hyG2lsx3NWGxYlxwOZc6n+D+9yVl7HYHJB695rP1uZPIS9OUppBYK7dLSw2G6EpmWBxOeip2jkRZ3LYZLDY6H/sHPrVU7vIg8OgCAtF16OtOYC7+354Yj5yyD5aehR5F68+d6pJdqfsAD7oeIzpXvt8FFyhGL9z+HVE3q0A50kf2WR+Hn6rmUR/3fNs4Nsn3kYOObyvUepklMuxEBUFv5rNZRAtYjHqy4px8dZlLLiJF+ZFe/vIFVAmpcFiMGGko/kZWbCj+0LgvpOLDtGSzLmJEbvDCWDBmaIjUA4Ogz84CP6k+8tUHem52d/H8vPx/kgnJnrXz66RHonOB7dpCeB2iCwoBARgYry7w2PLx+8rxcDjauidIJ1dqQQJ6mQcPI6umocQiqUIjo2nPWI1n//GLlQ2gbkm2SfSb7leuVVERja083PUgXoqfKEIAW/8AJ90czG14L5SLTEPEPKY4LNZmNGaoTG4b+6N3jCC5vzNNAtmPv8fMG4C9j3xwEEMVNdgaXFzz65CFYHv/eu/QMDjbHRL3uu8FvBawEULbJvD89t/fw+VH7zrorpfrOEcPh8ppcdQd+mTNTeecew02ituUiI7dwqbx0NMzj6wOWw037rizqndMldiyREMN1ZjcWb9RtzVi7GQeugwmq5ddIsOr8okOYeO483KejCfwjCzWCBlaeeUClTbKYN5um/fICUO7C1F9oNqkE7mO4kxuHJzReSeycQ3jryBxKpasOftl/aoM9LxOCwYhXXNEA4Nb9ikZqEQ1wvzcOMi+VvZfPBEERKBwPg4yuVj1ugg8JVB4CPDRG87ZocGXa7lJ70+4Rk5lFTYbHw5M5l74AiO945COGLfIdqwYbbwQqtMhmt5mbh56ey6CFfZp95Cxz3SI+H+II0z2/UNVlES0EkHjpkzc9kdw2Ag5+Sb6Hh4FwtT6/cIvXi9b0AgFFFx6K6soD8pwiPAABMzw4OwWjYO2S2SKxCRnoOWW89JvNMOnsDkUC8Eifvx8Xg0JhZNG94yuVDEAYqjmIg0tUOrNcNH04uOkDO42rm5eddTSsABBUcw2DGNgMtAlooBJteGFF8mjNWfYLShalN7DEvKgk6vwVTv5gBbSKn49/71JxAJuJvSx3ux1wJeCzhvgW1zeJoqa/Du3/0tbGaD89p+wUbyhCIklR5G3YW1HZ7IrHxKZNdT8xDzE6Nus1BAdBzi8vbj/of/sSOJXyVyf8QWFGGgpR762Wno9AZYVvASMdlscHg8GF4gz9zz2luou3DWIWKW2wy5wyci5Kv7Dr+GExWPwHxyEFdnZWEgLARXH96A2k5z9MothWfm4kBCBvrGRlBZdx/6F6L2cmUICtILUFhbD87s6j4zQ1AQbiRG487189i77wD2a82QNzpmurdnUhubjZ5Tx/H+jfPQvEg4SpAHpTIowiLhGxAMk1GH9kf3IRJJwGCzIJbIIVOpAAtAmscJ6tbM5AjmRkcglMnB4XFpVocQ4G6m7oegfoXEJaKRQN5aV5/QCCT4kTsPADvO0A5/hJ6p17E3H+cGOzHpAGEz+9SbtKTN5AJ3jztt4KsMBSlXnOp/nu1w5/ykzCzj6Bk037z0rMfG2fkj0nMxOzGE+XH3l92GpWeDJ5RgZmQAARFR0M7NYLDxMeQBAZgv+j7Ot63vUHFZQEoIDw2DBvKn8kwIalusPxNFQTqY689jom2ZR04ok2HhwF/jWodnHJ5oPxbKQ3WYNPFwu4eBCD8mBucAjcFMgCihlHJRMvUr6K0WMAQKTNZunkyUzRcgubgcLbcubQphUBEaju/9C8nweB0eZ/82vOO8FtisBbbF4SERmff/+X+j/uJn3r6dde4gVyhEUvEh1F8idlpbhIpAhCeloq3i+mafh2fXS/wDEZmdh4bLW0vA5soG+GIp/COjqcPHFwjR/fghlubnwQKDwi8rkzPQcPkzSixKoqNBMQkQyhXorX6wqYOrKzru9LEECvn1spPIuf78MDCZm4t/62vGzOj6aEZP90aauo0vkHSu3DdBl/pOWgGU9x/QTBBxdObDwjChkOLTytuU5JNIRlE53uoaAHfafuTfxmKBsU5XtdnXF+2F+fjwymfQLy0DBCjjkhAUl0h7G+bGhjE1PASJry9CklKxtLAADodLIc8lfv7oqXlEe3II/4a9LIw77mVQZDx8AgPQ9SSC/3TO/EMncKq+zS4HkjvW9eQcBBmPcB/9OtQPLfdvr7sUaZJPPXgUtec/9qRK684dtScfJr0BQ811HtGBvDv9wqPQW+McQMpzQlsW0o+eRMvtKzCvAB1wp5JihT+i9+RjaqAXo+3L/XckOKQ88z38ptcX8/q1y88ItPP/kbqI7iUJumbZ0BisABNI8GMgePASxltqYF5VLsZE2Jd/gF92yLBk3HzWdaUdhFwGvhUxjMHPfwaZMgw++94Gq78KBhYftqAkMLSzYJo0GKv4dENojevZPG7/QYw112Fx1pXqgtUzRufsxXf+9v8Cx4vQ5s7H2zuX1wLrWmDLHR6TyYzbn1/G9Xd/9oUjf3T5WWQwkHX8dVpSZtRqnl1OopMvHsgIqeRET9czdB+X13rhAjaHh5SDR6kTZdhEzfNm9XD2ejZfiJSSMoqgRRDcrGYr+GIRtPOzmB7sxfRgPwJUkQjLysFgYx3Guwki2fbXlju7P0+NY3M4KCw7hhA2H7MWM1LGJiGeX8D/Ziy5teSnpOQoSsamwNYuoSIzFTX1VZgdGVhFfuoXGonfD4iAtLUVNh4PVhI6Jk4Omw2TQIDRxHhwzBYENjZRqGgbg0EdIJZOB9aTTJ5WpcIv/QRgsjggZZlE+mqroH8RXGAFmQjpsSEcO3W0HM6zQniuYvP3w2I0o6fmeS+Zf3gUvqsIg6RpYxkuz2q99uxLoaGoS09CvM6MnzdVQT2yzB1mTwgpZ0LRQQw31VM+o+0S4vCQDIraQ/QHBIWOEqo6iZyZffJNmI0mevgd7+vBcIvnCJ/ZPD7SDx1H7XlCN/DcCQmIikF7/HdRNWhY860oFwNfVQ5gtvkhJWJlMhiwWMxYGunDwotZ1Sc3NyT/MIaVZajoM0HrPMaMw0cjRMZE+fynGG92rY/T4cRODCBw/n3VD2igxBUhjm1wfBKFvU/MLcCefXtA/s0rXgt4LbA1FthSh8dstuL25xdx7d9/CvM2lTNsjVndt0pcQQnl2iHlH2K/AMr7ERgVh9mJUbTffZ7RIeSkUdn5GKirwuyY4z4Avo8P/ciaDXp6MCREo/Njo2CwGBBKfeGrCoUsSIWqT97fXSSd5ANiff4hJ6zoCcVlYDOYsDFZmBsdhSI0FO23rkDjAmSs++7ozpuJxeWCw+HBYjYhJisXB4Mj8e69K1iYHHersjl7S+En9MGd2nt2Ge75Ygm+XXgIHKMJHXwOrEY91Ho9BCw2BhdnMdnVBi6Bi45JwJhhGS46QOCDQKEYqUOjkHR3g/TydJUW4+5AF+bVU1AlJsNqtVG45LH21pdKyZ5uMOPIKbTevAzjFpSUkSbzyJx8GBY1GG5toCr4+AXg1J79yLixfobErTfEDZN1FO/DECZ/RAAAIABJREFUZ13NUEXGwMzhYKipDnPjL79/SBY2MjsfPdXuLb3dyBaicwowMzKMWSczmK6sQbKZ2UdPo+76eSwQMB4HQjIuBBq+89E9WEj20uyZ8q+nakgCAuAbGoaB2tUgISTLE5x7CNqwQkzouRiat2J0xgITE1BJWSgItsAMBjiVv4C6zzVnNSIzHzWBZ1A9tPEepKf6czlAYgAHe+QL0Nz4ORamHNvY0T1w9ffM8hNoe0TKdx1TQbBYLLB4PFgMBhA49C/9xV8gKjEBTCaBUfCK1wJeC2ylBbbU4VFPzeCnf/VDh1wNW2mAnb5W6sFjEEp8YdIvYWlxnpYhkP6a6f5uzL1Q5y0NCkZ4Ri508zOY6uvFwuTYqgj6yr0mFZVDIBFjsKkBApEYEXl7MTs8BBabBZ1mEaNtzVhcI2q3021mV78VjlBgbAKUsUmYGR3AQH3trtyOp5T2DQxGfM5+VJ5fGxnQU2uTeX/njd+B0WLBh+d+teaza2/9lL0H8JWhCbA0GpCSvJ8+ugnNE2Z5LpeLoIRUyENUtJRMO/ucwPfpXITpfrijDZpJ9/dO2NOXoIQlFx9GT+1DzI0v996VHXsT5XfuP+ul8qSd3TG3QanEhfhwVN28TMsAxQo/hKVlgcsRQKuZwezoGA1sCRV+UASr0Fl51+3gKhvZR3TuXqgHB+w6ZhuZb+U1QomUEn8yOUIM1q/fIM+UyhGbmgGDVoP+us010zurtzIpnfY8zqwRFCOkrAKZDOKAYHDj9pOCNxj7H2O69TEYTNtLfFzOrKtKzcAdv3fQObnxFE9uOAdJUh0YFj2Ew1UYqKqAxQVaAmf0dHYM6R1ls7loqyC8RmtXCfCEQuScegtRKckY6elFckEuQsNCvFkdZw3tHee1gJstsKUOj85gxH/+/T9ioL4aBhdI3Ny8510zHSl/IfXuQ60tmB1eLhURko9k3j40EG6eNYSQkSrjk+lBqq/u0SrEJBaXh8DIGBAG8b7GGoh85DDptRSulEYYvyDC5PKQduAwde76ah85JI/8gpiFbjOx6CCGGuueOQxbuXeuWAw2g+0y7CuJrB/MKwGLz8btqkdQj6wmwBTJFAhKTIFuRk0zpi9KQmEJxjrbMO8iqtZmbMMTiZFQWIzRjlZMDfQhLmcf3gYPvP5+8N1AbrgZ3da71iyRoDkzFV02C5prH2BpbnWkm8PlgmTryLtGGhhEy28nezspW/1OkJi8Qkz19mDeA9mBnFNvY2F2Gmw2D3rtAqbam7DwBLZ95d5jcvaCJeDDqFmifEC6xZdRDPliH+g1rpVNrWdfgvqZXFKO+i3uyyRonx+yT2ByYWPflwAJA2/492Hk6i9hWqdXcCueLeLEROcWYXZ8FGPtjWsu6aMIQFhaJr76vT8Fn084fbzitYDXAtttgS11eEgspLOpHcTx+fR//gMW1VPbvf8dvz5fIkVS0SG03r5Mo2sxefuxoB7HdH8fwGTCuk4Jzp7XvoTmGxfodRy+gBImhiZn0qhr4/XtI/7bDqOTkg2JIoAeRoiEJqbDajXBXxWJufFh9DrJur4dum/1mtHZBZgdGcSMndKkrdbFHesRlnm+VAq9dhEjbc0vlWgS4Ia0QyfQeO1zj4EVrLUPISHiLDwA3fwsBhoeQxmXiJCwSBy7VwW2nYOyO+yxkTnMcjl0AQGwSCS4I+ah8XHltpQTbUT3F69JKTtGSWDdiWr5dI2gmHgowiLQW/0QLA4XBEVzYWoUQy2NzwhsZapQSBVBGGiotrsdEujyC49EZGYe5QoabHRPFponkSImIx8td7eOZsA/PAZRe0vxm4lYtE5srFzvYDQHAY9/hNnhQXfcfpfn8FH40/cCQX6LyttHM8Ezg73252EwkFR0ECe+/S3I5L7geUEJXLa39wKvBTxlgS11eJ5uYm5eh3/5sz+Bemh1FNZTm9zt8yYWH8RwaxNtgs06+QYsOj1ssNHeG3V/P3rr7Ddu5rz2FoaaG8BgshAUmwgmm4P6y2d3V0+Om26e1DcIsfv3g8XiwAIbhbDurX2EwJg4dD+69+ww4qbldvU04WnZMOq1GOskwA67W9h8PgjfSP3lT9e8x6QBO7XsKB5f+GTbnoOQxDQwWVwMNdcgYW8x3hlWgz+2NeV1ju4w6Yu6W7oPldX3YNbroVtYgNm0M7I1jnR/8XeuQIDEokNouOI59EnSY0lQItvuXKc9YX4hoQhLzYDZbIbNaoVZpwFBJe+ovLNKPZKlDIqNh9SfQKfr0X73JpJKDtEMoCOob4d2YDCQfOAwFkZHMdS2dmbC4TwuDthz6i10378DlP0xPmhxvW+FzwG+EzOG7o9+5OLK7hte8PVvA3oTjATO/t4taNcJ1BKy8ON/8n0UHy5znwLembwW8FrALRbYcoeHNBrfPHcZdz54F1qXSCPdst9dN4mPnz/i9xaj5txHIIe3PYfPoOnuZWhnZ2kEkfQezI0MYqSj9aW9CeQKJOYXQbswi457u6sZ2hM3SpmYioDQSArJarGaMd61+w/07rKTQCgGWyCCxaQDTyyF1D8I/WtEoN21pifnEcoI9HQGxFIpLVUb7+lYczkCIhCRlQOBjwQtt656Uq015yZR/YzDpzDQ+Bj7MvOx/wrpD9gZMpGVifdnRjDW1bYzFNqEFiEJaWDAiuH2l8saNzHtS5f6R8TAPyyS9nnYbFYKx04CTqR3KyI1C75hUWi5eYECxRCHm0BZB8ckUL1IL+VTniaxnz/lQyPk0ksLcxtTkcFAWMYeMC1Af6P9rNLGJl77KoI+llh2DHODvfTbpHrjz/HLHl/iN7gsp5LYYF387zRDu1USFJ8EHpsLnX4JquQ0DNU/pjD9BNjFkZR967/g2FfedDTM+7vXAl4LbLEFttzhsVhsuP7Jedz/7XuU+Mwra1tAFqREeHYuxtpbMNnTRQcSp4dEWVdK2uGT6K26D42dZmyvfVdbQB4ajuDYJIilvqg+/xGspo030r4qtiVofOGZWZgZGoKPwo8ewJpvXYPpCZfNbtvnsvNwAn11NVggHExOHFLIHuMKimAyGdFXU7ktW44vLAZf6IPTo2qIOzfH5O6uDRCOnQcHinH5xjkK976bhTTkJ5ccQt3V86uQHD21p5icQvqNs+cokuALXyiEbn6eZnWmhwcw1GQfjjokIRkiXwU6H97dkKoS/yAQR6+tYuuceTabjbTjp1F37mOKphiUmoOpuDdwf8iKWa1zdABsFuAvZqI83IrZz/5vmLbg+RNIfRGamAW9bg6zo4NgcTgUCGhhbAR9TpQ9kyBkydd/F4fffh0sLxLbhp5X70VeC3jKAlvu8JCNGE0mXHr/I1R88O/0ZeiVly0QGBuHiNRsDLY2UDjd9UQWEIjQlCw03bzkNaUDC8QVFFNOFlJbTvqYCPrdF1mi9uwFVyRC98M7W96/4gm7C31kiNlXhNHWJkwPuFYyy+byEZ65h0bdCXfTVopvsArJhSVIUy8g8t5zfp6t1OGltZhMtLx+BhVdjbSkdrcDzSgT0wCTEaOUg8vzQoJTycWH0Hj1/EvfOb/QCJo5sBrNaLx50aEy8YWlmB7qh3rQtWeaHNgJ8E1nxS0suREAwZHCyoRkivA22v6cV4r0JbHzvop7ahm6xtcPNGWEsrFHugjOwD2ou1uwOL01/b7pR06jt7EGi6PDz7dI+L4IHpuTZxWSrXvtT7+PjJxMR2by/u61gNcCW2iBbXF4rFYrPvhfP8bji4T8zCv2LJB2+BRmhwdgMhopio8jUcalwD8qEg2XP3c09Av9O18oRvzeUowPdFDgB4vJcYnCq2owLo+PzCOn8eizX78yW1QmpEAkkaGr6p7Le2Kx2YjfdwBjHa2YHVtx4HF5JtcuEMl8caTkGFI7uiHq7d2S7IOzGholEuiio9ERqsSFm59jadYx94izc2/1uNRDx9H+8A5MW0ikTHrDeh8/egkKnZBHE8LR9gd3MO8EbxoZT4A1pocGKCHwS0S6LxiTyeYiIDIK8pAwaKanMNhct6XmloWEIjIzFw0Xz66ClyelbqHlb6PCko3uKSMML7x+uQwgPZSNHGs9+m78FjBvnrvH2Y0zeXykHShH/SXyDd14IJbwmmUfP4O3v/ttUsnoFa8FvBbYIRbYFoeH9vF8dgl3P3wPGi9Sm91HgXycJ3q7IJL6ou+xc2zSJKom8Q9A+8OKLf1Q7JBn2SU1CBqWryocg3U1FALZsoUfVpcUdeNgEu21WW2wWpYPEb4hKkRk5WJxbBTdj6t21EF7o9uWh0VBIBRgpL3FpSm4QiFtZp8fH0d/vXN/by4tsMZgck9KDp5AaX0reNPLCII7URZTUvAL7RSGO9fPNu9E3Z/qlLTvIEYI9PikY2LmjewjKCoegXHxABgUnMBiMoJAS491tWPUDT1DpCE+MDoOwXGJ9H1FaAfmx8egmZ2mxNQrJTguCQKJDFPdrVjcYohzRWg4VEnplNh1sMm+oxVZfBIDgSW40LK6PDs/koM9/R+gZ4sdNGI7JnFUTryOuvNnYTZuDJTDLzQSCYVFiEpNQXpOxkYeI+81Xgt4LeAhC2yLw0P2QtjPm2oacOP9X2JkC1FjPGRHt05LIs1JxeWUhT0wJgHtlODMOSEfXXlYOFpvb129tnOa7bxRvgHBCElOA4nIERhZs3EZiceyDtQ3iVCSDOVuEiaLDUlAEGL3FEI9MoDex8s9KnF5xZge7gVXIKRN0xvtEdhJtghLzcTc2AgWXCTNVSWlgs3jo9+JOn137lcWrEL5weOInp6DsKUFLL0e7MVFMHaKA85kYjEmBvURKly7c5nyVu1G4QlFSCo5jLqLn3hEfaFEhvh9JWi+cYnSBbCYbIh85SD9ZPMTYzAZVh/sN6sEyfj4hUdBrgwF2RtBgJvo7YR6sB8MNuHbKUbbnRswbkHfyypHKzEJgeGx6Hpkn+D36VgSYBCc/CEu9nCxoFvm5wmQsPC2oh095/9js+bZ8PVZJ15Hw7ULsGyAM4ovEuPUn/4FcosKvJmdDd8B74VeC3jOAtvm8JAt6fVGnP3ZL1B7/hOn62M9Z4qdNXNUdj70i/MgaD9tFdcpKSgLTBo9JIfy9SQiMxcMBsPpzNDO2vnWayORK6BMygRXwAOLycLUyBAUQSrMTY5SHgyDTksKuMHmcJB94i0KAz7V37P1irq4ItGX9OeQckeDQYuprk6oUjIh8VeAJHnYPC7qSMmJ2YzMo6+h7srnuzvLw2ZDFRsP7dwCZseGVlmLwBELJVKa1WMxmRjv64ZWPU3fOwTRLS6/iPZ0EVtshQilvuD7SLDvS19FfmkJ2CwGTGYzjPNaGP/9V/CtrARjHcf7RR3NYjEWM9IhrakFc6PkjGw2+vJyMM/jgmGzYZHNggZWjM+pMdDWQjMJu1V4Ih/E5O1Fy033c9BQ6POyI+iueoiFLSSuXXkv5MEqROfuhdlmhc1gwkhnMyWT3iohgaDI7AL6juxrqIFRq3G4tF9YNHrT/wD3ew3wEQBvRmoxf+0n0M2pHV7riQEihR+U8YnoelCxoemjc/bim//tryEU8DZ0vfcirwW8FvCsBbbN4VnSG3Dh3ffRdOsatDO790PqqdsjVQTQTA0hHmWzucTPocIXSWGxGmFa0oGQaXZW3qFIP0+F1nqXHcN0fy8mh3rBF0gwNzXqKTVfuXnFCj/wRT6YnZhAYEw0/IJDYTVb0d9QBaPRgMT9B2E16jHS2YGZ4f4dvf/o3EKIpFKohwZeKPFiQhIQgIXJcaq/0FcOkhlpv+t8JnEnbJyUcHIFfPDFEgh8ZGAxWGBy2BjpasNISwNVkcPjw1cZitCkdJrN0szMgMNiwT86HjwfMUxLegikUvTVVWGie23oanfslxwGCQoUicrnvXYGaTlZ4HI4YLFWz76k00P3Dz+Cb03Nsx+0MTGwsljgqtVgWK1gGgxgWSywkCYBHg/zyckQ/snvQ/veR/A7f8Epx9XK44FhMtH5iCyFh+MnLD0lnGUymBTEwrikdcfWt30ONodHeWjcyb/D5gtoYCQoLhEjbQ20v2Y7JSZvHwU1mHWiJ8jdemYee50CfYy0NrqUAQ8988eo1oUiTbIE450fY25i+7inIvcUwLC4gNEO18ph6XuGL8DxP/wT7Pfy77j70fLO57WA2yywbQ6PemoGt89dRMeDO7QExRl8e7ftehdMJAkMhiIkAv31VbBZl1P+RIhDQ8RqsSAmtxCzI0OYWoHcQ8obkksPw2axgSMU0PKsweYaTPXv7MP5Tr4lhAspOrcAMNugHhmkiEEhiclouX3N7WqzuTxa++8sItB6CiSVHKQZqpnh1dmOF6/hicRILCpDf/UDzG0RGtJmDUd6sJRJGZRLaX5ilGZAjZp5sDg8mAw6+vdBJDIrD7ACY51N0L9Q3kNK2HhCIVgMDiIys9BReRcGrXsP+LTvIiYe0Vk5UAQrEZEYDR5fBH9/X5qFXUtmWrpgOXuRghjwJyagV6mg/cvvgQ3AsqSDbUkHy9wc2DIZbAxAGBUGkUIKdd8YOP/fjyDuWT+6b+XzMf61dyC5cxfirmXI+47CfHzYVIXFV7SvMv3Ia2i5foGWf21G2HwhIlIzIfELwHh/F6b7+ihR73YLAQkg5XR9tVsLq87h8pFy6Aiarl6E2UWYf65QjNC8Mky111DoZ09LUmk5rGYLlqbGsTAzjbnJCbokoSsIjIhG271bNJvvqpC/8W/97d/BP0Du6qXe8V4LeC2wRRbYNoeH7M9otGBhfgHVN26jo+oBRZ/Z7dCnG7lvpGdnZdO8UOyDyJx9GGx+jMU1SiQI+k5oUhqab16ih70XRSDzRdK+MnTcu4GY/GK03b9Jo1decd0CIpkMMXlFmOhpx3h3J9h8EVKKD6H+yqeuT7bOFTJlCGJz96P19hVo55xDw2JyODQjZdbpYDQslzqSrCCLxYJY4Y/I9GxUfvwrh3r6hoQhIi0TdZc+czh2JwzIOfNltFXchMZBr45cFY6w5Az01jzEgnpyTdUDY+MREpdEHZ6FmSlopiZh1Oko2eFGkfzI32jmoWPIO1QGuZ/M5bp+o8kCTWcvLDfugt/bD/07X4J/TopD8098dh3+v/iPNYFLtGFh0B0+BPH+XCzeq4bsgw/BWVxEfVkpPnlwDbqF5xljh4vtogHJpeXoq36Apc2gtDGZyDp6mmYB1EP9MG2g18NTJiNQ1zJlGLofbYyvZ6N6+YXFgMvjYrRrZwNaKEIjIJDJMDPYBy5fSAEgOCIJ+htqEL0nBx23b0G/Ae4xoa8CRV/+Gg6ePuHy3/hGbe69zmsBrwVct8C2OjxP1SVN4MT5qb5bgc7qasr5QJuONxBpcd0E23eFf3g0QlLSwGYyMdbdhZmxQegNRkQmpWNhbgrTPd12lZMFhyAiIwf1l9Y/cJNyHtIsGxAZC9IkOvykzGf7drzzVyaOgiQoGFajCVaGDSwmB2GpWbQufXHyeblFxuFTaK247ramYBLtzzh6BhO9HbBZgLGu9csqRFIZPdz4hUfQsiy+WISFuWkszc8jIi2bZj00M7MIiYtH5ScfOOxNCYyKAc9HisGG2p1/kwD4R8VD4qdAT9UDh/r6+AUiMjsPrTcurhvdF8oVIMEHkVgGX2UIJEFKCv6x6CIAAlGIoK8d/6MfoOhw6aYPQQTgZb5/FItd/VAU7YHIQY/A/OQM+D/4G3DsoL6ZfX2x+Md/CEXusuOk01ug+4d/gqy2Fo8OluHzW7ufYHStByLjyGk03r4K6ya4t/hiMaJz9qHl1mWHz91WD5AGBoOUebbdub6lS0dl5lIwlPkn2ZItXdyFxQKi4sAVijC8AgFO7OeP+PxijPd20nI8l4TBgFypQmRmDt747u+B96T6wqU5vIO9FvBaYMsssCMcnpW71emNmBgZR31FBQaaCXlgL5bmnYt2b5nV3LSQX0QMGGwW1L1dIP0WArk/mBYzOEIhuivv2eUC8Y+MQVhKBhqufO40dCbJAKSVH0fPo/tQj65f3uSmre26aUjTLSlrCI5PgklvhH5WDaHcj4JETHa3YXpkcNWeSAmDzWLGpLONwQwG+EIR9eENS/YbeikyX0cr4nLy0HDt4ktQs08VCIiMQVBcAi2lmR7sgVGvB5fPp5ketkBAnRsCWctksZBSfhKNDhxjNo+HtIMnUH/lM4eO0U65saS0M/3gcYostzjruMlZERaFsOR0TPb3YGFiDIszjokMZYFBUETE0KyAq8h8BCziy3/1t0jPdR80rclkAZvNcuhAmc0WTP/6HBSfngNL9xzgxMrlQn36FPy+TljgCQDKssz1jsLy3of42KKlnDGkLInAKq8pDBaoV76LhMFiI6P8BGaHBjE+0A39RrLdTCYSC0owPzWB0U7X+zw8bS6hxBcJxWVovnnZKdAAd+hDCHNjcvai4dp5GHU7m8SZOIT+4VHorlpN7Pu0tNTVMmLSQ1v6ze+i9ORxCASk2NQrXgt4LbCTLbDjHJ6nxrJYbJhVz6Ktrh61Vy5hZniAlvkQCF3ygmKwWBv7aG3B3SAwwKTvhsnmwGo22e3HEIjEiN9Xhs6Ht7H0QgkJSyBAwck3UXnuY3qwIDXHfmGREMpk8A0JpSgyGicObCu3yvORIHH/AbTeJlkJxwg6W2CmbVmC3BMff3/oZmdhXMFdIZRKkXroJFpuX4bGCT4UUhKRfKCc9vE409hNysuis/PBYNpgNVrQWf2AovCtFHFAIILCYqBbnIVucREzK5xTNocLoUyOyKwc6DTz6H5UCat5bbZyAocbmpYJsY8MrXZgzVkcLs1CkHmjsvMwOzqCkRWs6Ntyc1xc1CcwGFEZe9B5vwI6zZzDq7k8ISTBy4ceQiw63umY0De2YD/tE3KF6Z0chAKi4/Hl7/8ZQiPCHOrliQE6gwW6v/8nSBsbwXhSdjWbnQ3Rf/0e+LzVhzPihM8OjGFsahKaJS3UYxP08KoeHaalthM9XbSvjDhChGckICqa9gbaGAzYbFYszaoxPzkF7ax6RwenSHRfGhCM4PgENF4577LZ4wtL6HNAeHVW9lW6PJEHL6AlnKkZ6Lx/C0sLni1hDkvOhDRYib7HldDMOA46eHDbTk3tHxFFAU6GmuudGu9oEOm3zDv9Nk5962tgs54HEBxd5/3dawGvBbbHAjvW4VlpDoPBjLaGFoz29oLH50OhDEb97Vtoun5xe6y25qoM+KpUiMkuoP0UDAaLgquN93Ri7AlhH4HA9VH4Q+TnD8PCPEbamulsJGItEEtggxUyfxXCsnKgnVODyWBAv6SFQCzGcEsjJvvsl7mtVIk6hAwm+BIJrCYzWDwuYLEgtrAUrTevwaj/4jk8tFTNPxgh8YmwWQELzGivuPXMbMSBTthbAr1ej8meTmidcCjjCoox1dcNQrQ32tGGpYW1M5HJB47Qsrgl9TQUyjDE5O7H+EAXRpsbYDItk9wFxcSBJ5ZSuGTfkBB0Vd6j/84XSxFXsB/a2SkMtXfA6MThnpTh8cQidBES2hdE6CNBdM5+sPk8WK0mSg44OzK8w/6WnFNHFhSC8IwsDDc2QD26Ogu31gwSRQBUqRlOcVUpE5LA5Qsw2FhHeXpMRgNsdnrmVq4VkpSOr/3Xv4afQgaSOdwuWZicg+GXv4bi5m1o4uNh+8s/hTTQ1yl1SLTbYrHCarNRzjSS4epsbMFgdy8qfvkzEChms9UKNpMFvkRG312BEZGYm57AZBfpc+NTZwgWKwx6Hcxu5qFxahN2BhEHP7X8GOouuNZ/R8BgEvYfRMOVnd/jRr4vBCK5lQRjNlG+t56NSbYkMDoe/Y8frQocbfS+bMV1QTEJUMYnLWfA3JCN4nIFOPZH38P+w6Vbob53Da8FvBbYpAV2hcPzdI/kI0wO86S04/KHn+DRpx/uqAZbgUSKmLz9aLpzFVwm+9nHhjC4z40PY1GtRvzeImjn5yBXhaH23G/gHxIOv6gYkGgR+TgZF7SwMKwYoB8S18nqSGMmeakT5DbCdk34EDgCAcx6A4bbGykx3RdReEIxct94By03L2BmZBixe4vAZnOoU/GUVZtE5oOi4xGSkAb1SD9tdF9PSPlbYFQstLPTEPn6Y7K3m/bgPGtyZzAgDQhCeFommHw++mseUURCIkwmGyllR6Ee6IV6bAi+ISoEqMJpxoigSCUdOIypnm7o5mcRW1CMrscPoZlYhpFeT3z8AxCalAHj0iK6q1/W3y8iEqGJ6RhqeozpYeccBEdrbvfvXKEUqWWHaF+F3kFDOskQJ5YcRE/NI2gccaYwmcg4/Bqt7Sf3WeDrS6G8OwiS0xqyDE+7cw5BYx9dBr++AaaiQvgd3EdAvDYlg32D+PkPfwDt7IzdeQh6nm9IBIy6BfDFvjAbdBBIfNFdWQFYjNAszLtcHrgphV+4mPyNpx48jrY711w69AqkBLikEE1XL7hTHY/NFZtfhOmBbsyOeYaSIHFfKQZbGmlWbzcJyfKEJmdgoq+LEsIuzc9tuIyXJxLh1J/9BfL3791NJvDq6rXAF9YCu8rhWXmXTCYzHj+owc1f/gLTK2CZt/NOEnLD1IPH0FP7CHOjzyPmJMobW1AEkVSOgebHmBkeRFLRQfgGB2OkvR3jPe0U7WczUVBSYiUhh93UDIDJBZvJQNPty9AvzNPsESE51Ki/WHxH5HCTXFQONpdD7ctkMdG4IisYl18I45IB00P91PbEMYwpKKIcLnMTow4BCYRiCaILiigiWn99DYizQZ6Bie5OyrAeHJtI4ZFJn01gTCL6ah6scmIjs3IhlvvRfgkyvv3eTZhWOLmkp0csl6P11mVo5hyXbJEenpSyw1SXaTuOLY/HQ2r5CdRcOOsUT8t2/i25sjbJJqQeOIrmW1dgchC5JTxKs6MDGO9ZhmJ2JBmHXoNBr8VETwfNXmSWn0Dj1Qs002NPCDjI6e/9EHmQxVCoAAAgAElEQVTFBY6m3pLf5wbGIFT6g81ib9rZIQqT9+67//D/oM1OmeRaGyKluFHZBZD6BVES5ZWlmltihBcWiczMw+zEMOZGXYNBzjx2GvWXz63f37QdG7KzJiFZ9VEE0neRJ/qNIjJzYNBoMNnfvWEUw+0ylSI0EiwOGyHxyZRrivT06F4oL3ZGN4FMjrf//IdIy810Zrh3jNcCXgtsswV2rcND7EbQ8i9/9Bmu//RH22zG58vLlEqEp+1Bw//P3leHx5Vc2Z9mllpSi5mZJUuWZFkyyZZp7PFQkkkyySaZwGxms8FNspTfBiY8u5tNNjSbTJJhMpPMILCYmbnF0KzfVyWDZFHDa1n2vPo+/6WqW7dOPcnvvnvvOac+WNUnDpc3/yJuRRZnoWGBWAzfuCQ4uXvTbEB7VRk8/EOpUGlr2frqMWyYS7jtCAkmwjK2ovLccZAyJqIUr1ugxcLn86H09qU9HUKxDKQbnAQL4wOWvQiBy0di3j7UXj4PhZMKLv6B4PK5GGpptDmLQoJV8p/yWoMEd6TfhLzEDbQ0LjudBL3BiRmoubzxGKZWOx9hJSTlhqTnarS/F1PqIQy139OZ8YmOB2cO6KqdFxtdbpCA0tHDC0GJaSg9/vZacK7486jsnehrrsPogg8a908mhBZPffUb8A/ytXqfjbzw8qnzOPk/L1uUISFBT2BSOmounH7g7JsBSZvoB4Th1uV/T1bCPin/EG3Ot5amfD3v1Cs6Dg7OKkikcpSdXv3/Iqv84nIRGJ8KuasrOsnfzNsixlbZeoCLVP5B8A6PQcUZyzEiQrbPfu0rELD9Ow/wBtmtWQTMR+ChDnhmZvT43+/8E2NNiObDtvJMUvYw3tePoc7Vhf9s3Uvm5ALPsEgqfkdeAtdbbM5W/9djfWL+IbSVFy/KttlrX6WnD3xjE1FLdJFsFDa0xkcBYVrbcxi33vvbqsuJFklndSUmh9Yuj7PGD3uscfb2QWhGLnpqymnA6hoURtkbSdbFNzaJklA0Xb24YtZFJFcgPGMrLX8daG3EhA30uT5RcZgYGqD/Vhp8gQCHv/ZtpOVk2gOOB25To9HjF3//wqKgczWnCJNXaFYumq9dwoiZfVb2PCShH/eOjEHTtUsWbROfd5BqZBGq/4dhOLp6wi00hJLc2GuQjCYp2a6/eBZaO/UL2cv3O3bj8g6g4WoBtNOLe1sJyyVlZ1xGHoNklQ9/5VtIy2HL2ex9P6x9FgGmEHjIAx4tfvq5z2HM0i/yTKF3nx2hRIaYbbtQe+nsmr0E1rqgdPeCa3AIZA5O6GmswVDr2iQG1u71sK6TOjrTHikXbz9a1mcyI0PCxFljtu9Ff1M1hjs7mDBnsQ2itD47NUFZxVYaMkcnBCanU8Hah2mQbF1EVi5qLp6hmYW4nfsw2tMJsVyJhusFyzIhkvMRkhDSV9dVWYzRvns6StaenRBV9NRVYXps+R4WYpeUOO767IvY/tjuNSmkrfXjQa4jRAbHXn0Tl//ye7PKuxQqN3iGR1PmsI0wCFMjoTSvuXQOulnzCVyS9x2Z7xO778V4I5xpOR9kSidaSttasrZWlS1ncA0MhtzZFV2VpZTJb0MPDmdJAJP62FOov3oRmqlxiKQK+MbEwyM4CJjjYGaMVE1UUBIbgUgKz8godFdXgnzg2v3JTyI8JnxDH5d1jkWAReAeAg91wDM8OIL/+epXMNZvYQmSnZ4AIgaqndWir8FCATMz/CHN1t6RsVC6e6KnoRaDFpZjmLHFIzGFMNMl730c05MTqL98FoaZmVXFJpk8tIPKFX7J6RjpaENv/Tz73noOwhbnFRaFqvMrBzOktCtxz2OoPncCuofkS/UdDIlWFUxzaCm5TpkO/WIT0UT6olYgKiBfaCNydqK/vpoSVTAxUg4+icbrl1bN8JB9SLnLx7/6IkjZ5KM2SB/PG//9G5SeMI/pjJRbpuw/Qp9LN0L+IHek/WqkKJk8j4TogTDhTY2sX48hKWUSCgTobW4w+3oS9hxE9flTZuufmW3YThPn9bXyUXvlIjSrMEgysb1X6DyBy2h/F7rrqs0qw2ViX3NtcHgCqPz8EL1lOwrfewMqvwAMt7dA6eVLdYQEIh58gkIglogRGB5Cf28JwYfBaIJOq0d3axt8goNAEj41paWITU6ERCJ6JD9omIspO49F4GFD4KEOeGZmtfjD9/4f2kos71URyeRUP8VSsbHlLtgjJBy+UXEYHehHc6F9ygeIfoRvTMJD92V+fX8huIjethN9jU0AFwhN3UxpgWsvnMX48PqUcJH/KBNoc7P5wrDWYES0nohKOOlnIUKj5OU+IDmdMo+tRV2etPdx1N+4jBkzqLet8c2ea6K27qCK7iTLstoQSWQI2rSZand1VtxixCWJwgEhm7JQdX5tOvzo3Dw8982vPpIvRIWXruPoyz/FrAXinb5xyXD29sPUYD8Ubh6ovHAaLh7zf9NIj5pYJsVAazO6G2pgtLGv0ZzLJoyaJEtIqJsn1YPmLEFYZg76GmoxOWzefLOM2nmS3EWFsLQtaC0tpkyh9hyEOMc9OIxmVQea6zE9PmpzjypT/kZlbcOhF76IssvXcP2d1/HEV/8Jg709cHRyQkBkOBwVErO3MhqNNIvLDhYBFoGHC4GHOuAhUDdUNeDob351V+fGHPjJi8uWj3wKk2MjKHn/DZv+KLv4+CM8Mxu3jr9LWWvsNULSsmjNPKHSZMfyCCTuOQx1TxvVTCGDJxLBKzwGJqMePTXMZ92W84JkmEhNe815ovUwbberCk5Jh1d4LK699gf6lZJQX+tnNGgsuQbdGi+i7iFh8AqOwEhfD7pqq5YImIrlCmimJu3muy2GBVIFIrKy16QHdvDwgYsXEUUssmW7RWsJ6x4p2VlImLBoAocDotdCyu+OfPnrCIsLZWzvjWJIPTyK33372xhsM4/lbjm/PfyD4RWXSHvr2suK7tJU+0TFwi04FHUFZzE7bd/nj5AohGfsoELAhEjh/v6N5fxWefvD2dcfjTcvb5TrMMsPEtxFZOag7OT6aAg5eXrDIzgCZN+GG5fsSl1N+2zW0MXi8QV4/JvfQVp2BiqLynD9+HHkP/cJ+AU8mqQiZj0U7CQWgQ8hAg99wEPKK979/Z9Q/MGbZvHpSx2dsOszn0d6bjZNT5/4699Qee7UmiUqKz0bSg8vEJu9DTV2fXySDzyBihPvw2DY4DXSdkVhdeOkt4mwcN167/W7ZWwypTPCMrMtFhq09hgpB55A661CjPTYT+PGLSgM7oHB1MXu+mqEp29F/bUCjPWbr7lBGusJPat/fDLqr5zHxO2v1kSczzMiioprlq/TC5IlWLv4hUCsVKK/tnxVcojQtC0Y6+umelRMjYS8A6i/dmHFYDAsPRsJ23ciODICzioiOsrUzhvDjt5gxBv/+WuUnz4Kk8lok1N8vnDZv2VeQeGY1cxgtLfLJvtrLRbL5AjN2ore6ip4RcbepoSfXXWZf0wSwOeio7xkLfMb6ueEnTFkcw6qrWAis+UgDu7u8I1KpH1PzA8OyMfGyKwc2tNXffE0ZsbHl91GIJHhI//0r4hLSyAVsehu74JfIBvsMH8nrEUWgY2NwEMf8BB4yVfHP/3Hf6C7ZmVaWjKPfHHK+7svIn1HNgT8+ZQ0KWmrLKnA6T/8dkU639WukJQMuHj7o6OSmbKZlfaK2LwV6v4eDLWxJAULMZI6KKGZ0dAsRUTWNmi0s+i8dXPRCxnJuEwODaK7bvXnw9ZfVZLdidm6CyVH37LV1IrrSf9DVM52NJcUguju+ETHgCsQour0MWimJize18HVA2EZW2DSGTDQ0QxSnll55hi8I2JpY/6K2QyLd2JmAdE6iszahdlJNarOzfcqcThcCKUyaBdkBcIyctFbX8VoX0jsznw03biybMDj7OOPZ7/7z/AL9GPmoBvQSkVxGd566QeYGR+1m3ck80JKsKoKTtmd/jlh1z6UXzwHNx9feASHUdFf4wpN9y5evvCKikXj9YvQLqC2txsQDBom+mLRWTvQ3ViN4Q7mPgCY42LK/icolbdes3owaY4tMocvk8E9MARx2blIztkCJ6UDjKSvpvgWjv3218sKaxPihr/7f/8OZ2eluduw81gEWAQeQQQeiYCH3EtDdT3eeOmHKxIYCMRSJOcfxMFPfxxCweJGYsI6Sda/9ZMfYbTPsjpnJy9fqIJC0USbcO03SOqeiFyOdLZC/YBYwOx3OussO3r4ICgxBVPjI+DzhPRr/nDHUjpw0rwbkbEVBpMR9ZfOW7eZGascPb3hGxmP6oK1ezzMMLfsFL+EFBg0WvoyTwZXKKQioqSPx9rB4fEglkjBE4ug1+qhnRyHR2gkuDwReuvLrTVrt3Uq/0BaWtR8/TK8YxPhHhgKLmcOA22tGO/rAXlplrm4oqXoOkwGPWN+BCalUZHj+3s4JI5K5Hz0OWw7uAdcwgL1CI6BfjX++qMfrPlRiYmjE50cGIH2CubKEZfzKzR9K/oaSVA8Av+0TKibGlYMkON27ENbWTEm1SvTkTNxdnvZEEnlCExJg256imag12N4hkVAoXRFc8m1u2WLy+0rd1LBwc0Dk8MDmFQPreiayjcAuc9+CkmZ6RAKlv6eXT5dgOtvvwFXX39Kkd3f2gL34BDEZOdi667c9TgyuweLAIvABkbgkQl4jMY5lFy5gQt/+zNGujpgvO9Fh3yd+/wPfgSpRLDidZx44z2UnTwK3fQ0jCYD1e1Yazi4usMnMg61l8+uNdXmn5Nshm9sPBos1I+weeMNakAglSEuZw8mhroxNkC0j9pX9TQ4dTMmh9UYbLNMcNDc4/vHJdEsQ3+L9f0Nq+3l5O2LiKztGO5ux9TwIM1a2YPZisPhID5vP2VyM9gQSJmLm6XzUg4+ha6aciqPQYReW0quQeqohJOHDxw8vCjtbNPNKzDomNVLIcKlXqERqLty7+MGTyBA2qGnkffRpyCXiCw9ykMxX6834t3fvUJ7QIj4q70HYXVL2vM4Sk++u6S/zJq9CQMc+Vuhm52F/nZfHYfLR9yu/LsC0W6BoZiDCUNtSz+YEOKT+PyDKDtGWOmI3PXDOQiuHsGhECuc7E5VTRBK3HOAijFrp6dB9iaZ2DsZNNLrRj4UuPoHQ6FS0b/f5HeY/M1ZbkjkCux/8etIy05fFfyRkXHI5QrweHPo6e5DfVEFdh7JB/mbxg4WARaBDzcCj0zAc+caSXlb4bmLuPbGq3dLfARCMfK/9CKyd29f9bYNBhN6u3vg7KpCS00DKq5col+Jp0ZX1twg2YPY7fmU7Uc7Yz/SAuI4yfLE7tiHitPr03z6MPxqOHl6ISA+FZ1VpVD39dBsx0ojMnMbhrpJFsg+ZR2kl4uweJHnoKOyBJpJZhuvNx3+CHpqKjA62Ae50hmeoRHoaarFcFsro1clc3JG+OZclJ54m1G7TBjzi03C3JyJ1uuTALP67DHodFomTJtlgzDckd+/heKypJwuKW8/co8chsrVySw7D8uk8dEJ3DhbgKuvv4rZybU/ADF1rpBNGSBf/jtryzDStXY/D58vwBzmlvR1KVxU8ItPhn5mFhInJS2tmlKPQjs5BndSvnn2OHVZ4aiEZ1QCGm9cXHIER3dP+MXFo+qsPXpRmELMXDtcxO/ci6qLp2Gyo2ZOdO5ujA72Y6yrHXJnZ3hFxmDOoMfU1DTEYimEUjHG+/vpMzXQ2kQz1DE796C9pBhTo0vpyYOT0/HZ//g38C1ojCOhKWk1YwnVzH022HksAo82Ao9cwEOCltde/jUqzh6FyThf5hOaloUjX34BKpWzRbep0xtx8/wFVFy8gMGmesyswH7ln5iC2dERDLYz++J5v7Pka3LCnseg7urAcHszZqan1k1U0yLg1nmyiDAupZI+FB3qrl9Ytg5f6e0DF58AtBRetbt3RA/HOywalWbQF5vrjFAsR8qhJ1D89l+hv/2CT7SZIrZsQ/3lc9CZS+VLXhhuB4VEA4V8vV748k467SMycqDu6Vj2a7e5/tprXkT2Tgw01SIwKR1tJdcxus6shYn5h6gWi167ONNBviBv++TzyH/msL2O/kDszmh0+Pnzn8dIr/1IOFY6GFeuQEx6DtoqbmJyaOVSJ9K87heXAB6Xj5aSG5hUqyGQy+ARGAyBUIr+5npMDM+XoskdnCFUyAEeFzOjI9Dc/psukzsgMC0T1ctoWJHeLcL2N6VeP50ge1420bMaH+rH8DLZLCb25QuFiNv9GLQz0+CY9FB3d2GovQ18sRBSuRJTEyPLamc5h4RA6aBCa+limQlSwnrkxa8gNDqCCfdYGywCLAIfUgQeuYCHcOT/6ae/QEfZLdqT4OYXhMNf+iJcXS0LdhY+D1qdEWWFhbj+1tsYbmuE9r6XS4WrKzxDotB445LdHyOJwhGkcdstMAQiqRRd1RVr6q7Y3akHsIHcxRUOzq4Y7mqlL/ukZCJh9wHUFpyC5v6mYg4Hibv2oezqBWCdVNKDktNB7mp8oJd+xVR32/bCyJdKkbTvMEreeW1Rv47S0xv+ianoKL+FsVWYrWSOTvCLT4LC2QVjAwPorqtEeEYOSBA9O6aGSOaAyRE1hKSPR6enzdkbbnC5SNi9H003riEsI2vdmPfu4CB1USEoPgU1l85SFruFgy8QYsdnvoSdj+3ZcLDZ4pDeYMBrv/hvlJ85ZosZq9eSLE9oxlZoZ6fRXV2GyeEhzN0J2DkcuAWEgrAz1l0+Bx6Pj+DUDMicXTAzqsZwdycGW8wvX43ZvgeDbS2YGhumbI9iqRQGvYEKaS7XG2j1oR7wQiK6yuPzrSLpsZfrPjGJcPcLQMutmxgjHzEIxbtECqWXDw5/8UsIYYMde0HP2mUR+NAg8MgFPOTmKoor4OnnD6lcTBWTxSJm1M5HRybQUF2Lgj/9EerOe9kcpZsnPMIjUb+gtt/eTxD5okzoRkM3ZaHy3HxZxodpxOTuwIRaDScPX3B4XIhEEvAlEtw6+uYSFi2hTIbIbbtRcXR9SrT4YjGCk9Pg6OqFjtoyuHoFYGZqAj2NtdBOjJl9TUJHJUQ8Hg1EorK3o6+tGaNdHUvWE+a2iOxcTI+M0Dp58tKwsH+FfHGN2roT7RUlmJ2YgH9MIlwDAlFz6TwmhvqhcFbBaDLSbA/pdRi1MTgz+4AWTiSlMYEJmyiDF6Gdnp2ZRndVqYVWrJjO5yM4IRVOXj6ou3Ie0yuUuMbv2ocnvvQ8JOJHp5fHZDLhzf/5HYref9MK4BhawudDrnSCZ3A4ZE4umJkcB5fLxxyHA/3UBDprq2DQzNzdjDzHxG9rRljGVrh4+6KjuhzD7a0waLU2U3Bb44e91pAPQwFxqRhX90Ntp9JeS3wn/4eFZW7FRP8Aumsr6d8tiYMD0h97Bo5uLgiOCIWnr88jKeBrCU7sXBYBFgHbEXgkAx7bYVndws3L1/H+z1+i5AZkxOTmoa+1cd3/AxFJFQhLy0bVhQ9ZwEO/9B9A45ULVKBQJJPTMjby1VKznPgrh4OIzFzw+Dy0lJZAM2E/Wl3yPJCXJsIWpu7toi9MZDi4usE3NgFjvb3oqa9e8xF19PZGcGI6NNPTkDkpMT02itqC0yuuE4rE4AmFEErlCE5Nh7qjA3yJGFIHR5DSN8LMtFDbJCglHaMDvRjtsi3ztOZBGJxA+jRidu1F+Yn3IHN2RfjmLSg9/g6DOyxvyj04FDKlCzorSlfVwRJKZNjyzCeQ98SBR0aJfXpai198kZS0rd1HY/eLILTEYjGkcgWMOi1I9klnB4po/7gUKFzdMTbQQ8u+NLPT4MzRpIPVgdR6YLPSHkSOgQSK3hFR8A4OhaPKGad+9xuM9lrGSGqPMxASEKmzK5oLr1DzPB4PbsEReP5HP4Jc9uh8OLAHdqxNFgEWAcsQYAMey/Cis0mJ259/9GPUXbsAor7uoHJDw7ULVliybYnUyRnekfFour7+e9vmufWrXYPC4R0eieGOVnTXVVFGLnOH0pOwbEVS5iB7jsjsHeirr8XY4GIhUEI6QQLUmclJDLbUwysqDsSnvoYa9DXW3XWJlOulHXkWLcVX0V5aBIFIRNXEF/XarHIA8oLjoHLH1JiaUliTRu2FQpEkO+js44egpHQUv/+6PaFg1DZtHo+JR9X5UyB08EEpaag8c5wxjY+VnHX29QMpURxsbkRPQy1lgCR3YtTr76q8kywaoQiXyZV44uvfQHjMo9FvUHjxBo7+988xa0ftHUYfEoaMkfsM2ZwNkVgGcEzgmuYwMz39QP7O23IkLo+PuJ35OPiZv4NUIgSfz4N6aBxv/ecv0VR4lerQPegRu2s/mq+ex6xWi6CkTXjyxa9ApVKyWZ0HfTHs/iwCjxgCbMBj5YWqR8Zx6Z33MScQobXwGobam8x+IbVyyyXLXLz9IHFRoruyctHP+EolgsKjIVI4YmZiHJO9XRgZHIBhHdmsmDojseMeGITpsTFAJEZwQgqlHJ4ZszxLQ2r7/WKTUXfpDJPu3bXlFREHo04DF78AqnfRXHx9yT6EKCBqy3ZInJ3QdO0qdJoZeEfHYZyKys5T4oakZsKg11Ex2zv9Ckw6TMUdN21BR3UFRh9AM7q1ZyGiqODyMdrdjqicPMxOjmFyeBg9dYuff2vtr7ZOLBbDPSoBErkMhOZYLFfQ7ALRfuJwePAICqEsYSSYJMxgOQf2PpRfqA3GOfB58xS+6uFxvPGLX6C5yP5EH/a4MyZtugWHQOHkhpaSpb/TTO7DtK2w9C048vcvwEW1mD2wq6sbr//4x5ThUa9llr59+TNwweVx7xIJLZwTtnUXpvp7oB0fw2d/8kuo3ByZhoG1xyLAIsAiADbgsfEhmNXo0NnUhtqSYowPD6GvqQnq7jbwuDwaYIjlDhCIRRBJZFC4uELd242JwT4bd50v7YjbQbRSjtOX5jsjMf8xmvRovXUTmslxWuLkHhQKBzd3Gig8TExDpIwoYst2jPZ0wC0ojLIqNRVfw6wFfTALgaZseuMTGGw1v5HZnItyCwqFo4cHRBI5bQQmmhF9TfUrvkiQOnq+QEB1QcgQyeX0nIQid85ggHtQGAQiMSUWsMcgIn8OLm52s28Pn4lNt/BIeAeHU3HPjqoKDPd2Inn3QZSefB9ztxkZ7bX3HbsJOw+CKxOi9L03wReKQRikCLPdYFsTZQkUCsVwCQjCzo8/h/hNCfZ2h1H7Wr0er/38f+DoroJc6Yj+lhZUXjwLo7kMgCt5c5sN0BZxXEYPaqExgViMqJw9qL98hjKPPSyDaMQ9/a3vrJhtHBoaRcGbb6PoPftned2Cw5C4+yDtv+ttrAUWkH5EZOZArFAgPDkVqdnprGbOw/KAsX6yCDxkCLABD0MXRoIM0xzQ29mFjoYmEBrhtrpqRCYlIyQ2kr6kaTRGvP1fv0Tt5XOM7BqfdxA1508u6ivwi0um5TYdFbcWZXRI+Vt4WjZ662swOz0BgUSKOaMJIz1Lm+AZcY4BI45unlSYjtCUihWOVDTQlq+RPlHxFJu2MuYU3EkZU+r+I2i8cQWTQwM0M2PN8ImJp5S5/c218E1IpeV6yxEUWGP7/jWqwBD6Yt7bsHYvERP7MWnDMzQcQx1tMOjmcQ5ISKV9Tv1NtUxuY7UtubMLdjz3WWzevpWWDz1Mo6KwHG/95PvQTE+CA84S8WZrzkKC+7gde6leZ/lDqh9GxG3dIyLQfOPhyXSRvr0dz30OOfv3gHc7Y7fc/TVVN+DsX/9C6bztPTKf+iTiNyfhzGuvo/nmNYDDhcrHH1lPPYPkrRmQitieHXvfAWufReDDjAAb8Njx9kl99EKF54qiUrz5o//A7Ap6Pua6wheJIRJLEb4lF6XHljKPJe5+DE1FVzE9NrKoJIooWSt9fCFVOEIzPQOhXAaOwYSW4mvmbr2u8wQyByTm7UXZsbehv/2Ca40DAokEkVnbaXBHKFlJ7fr0iNoaU4vWyJUqhGZtwUBjw/xXSxsGYZZycPeCX2w8nL0CUHHuqN3Y0lIOPoHSo28vasB2cPeEV9g8tfrD9CU+PG0rNLoZdJQV24A+M0tJBnfbJz6NzJ05DyVpweS0Dj/59McxxcDvBkFU5KhE5Oat6G9rgrt/MHrrq+ERGo628pIlmWbC1EWy4ZWnjzJzGQxa4QrEiMndhcozHzBo1b6mIrO349mvfRUiMxhKK0oq8O7PfoLJ4X67OcUjzJVpmdj78Y/h5qkC1F+7QCnFD3/xC1C5Ku22L2uYRYBFgEXgDgJswLOOz0JFUTle+/6/2MQsRNh2yH9mpMyks64K6s62JSeIzNwBmbMjdAY9OstLMda3PBuPR2gEOAI++mrv+9K/QJxyHeFZslXE1h1Qt7diqMM2QdeQ9Cyo+7qhcvciXRZoLS1k5KXe1T8EYidHdJXfYgwmQmzgGRGJgdYWGG6XvDFl3D8uFTKVM1y9A3DlL7+9G/C4B4XDKyKKCuvqJsbRVlHC1JZ37RCKbsBEBQ9tHaTEyDUgBIScQaJQoPbieZiMelvN2rTe2ccf+57/ImKSE1b9om7TJnZeTAgKPnj5peWZDi3cmxBvhKRunhcCHR5CQHwKnH0DoJ2cxOz0KFpL7mVZI7bkYri7i+pEDTbUY7CjFbqZKQt3tO/0mB356CwrwYR60L4bmWGd/I0gJCYrDRffAHzsu9+FX4CfGdZIddkcim8U4djPfojZ5VguzbKy8iRCPZ37iefh7u6K2LQEzGr0MBiNEDAoGWGji+xyFgEWgQ8BAmzAs46XfPl0AU785y+g1y1WabfEBb/YJOi0WkwND0AzMwXDffX1RJ8ibs9+NF29SMvW/OISUbmMaKBc6YLA1E2oOnvy3vZ8PnwiouAREoHKkx9Aty7NrMufXurghMCUTWi4UgCxQgnt7BT0VgYA0bm7KePZspTVloC/ZC4XiXkHUHb6PQbilCoAACAASURBVJusrMdiQlRAnp3OqnKQl1Gf8ChUXjwNj8BwOHl6oKX4JrTTkwjZvAWT6mH01lYx4xafTzNH3pGxwJwRxe+8ZrPdpPxDVJxwbKAXk0ODNpU52uwMAKWHN5742rcQHhP20PYfkJLcU6+9g6tvvrpEx2oljEh/oMLFBVPqIWhnZuAeEgoHlSckjkrwxEI0X72ESfUQXc4XiODk7Y3xoQEEJW9Gf10txoZ6QcgAZI7OaCstokKTcpUbfGLi0FFyE2NDDz64uHN2qYs7gpNSUHX2wUgAkH4cB1cPkGCf0PATXaKqgpPQ3pZGuOOnSCrDtk9+FtsP7rHoWdTojPjZ5z8LtR1o6qVKJ+z90leQnp3OxK8ba4NFgEWARcAqBNiAxyrYrFt04m9v4fwff2Pd4tur5C4qpD3+EUwMDcGg1aDsxLsgdfKx2/eBT/RV57horyqHums+KxKelYueuqolJSSOKg8Qut2F/SxxO/dipLcTjm7eGGxtoL0SD2KQfh2ZgyP9Kmww6CnhAim1GmhpstgdLpeHuJ17UH3p3JLg0GJjyywgekCVZ08syz7EhH0mbLgFBMMrMhadlRUY6Zm/U2ffQPhFxWCoqwMDrY13seEKBEjYuR9zJiP6Oxqhm5rBaE8PTCbDmq6Q53BhOZyztx8Ck1LRVV1Bn9eoLdtQfvaoTdm14E2ZtA+r4dpFuzDYkZdJ7bRl2QWv8Ch84aWXIJE83D0IBhNQW1KOwtOnMNTaiJHe7hVpiyVSKSJy92BysBdSZxfa82PS62m/HdH8NGp10GnvkaksfHgcXd3hFRGL5uKriNq6C/VXzy96cZc5OSEsYxvKjq+PUPBaD7aAkIpsysDk6Ajay5jPfq4YUEpkcA0IoqK3DipnbNq+DZrpKcoUSMbF946h7OxxjCwQCo7augMf++o/mlXKdv++J954Bxdf+S3jbKMkSNv12Rewbd+utaBmf84iwCLAImA3BNiAx27QLjY8MjKGv/3kZ2hloDlUJJVjzmSAs18QPENDaRkCKRXpbaihQpcL9VoUKjf4xyWhuuDUIocUjk7wTU5DbcEp+CVsgsrbF6MDPWgruQnC9FZ17hRVvbb3IF+DjVotdJpZEPYwr9AokGyEnjDcSeWYGVNjdmoabaU3rdaMcA0OhZOrNxpvXmT8ODE79mK4tRH9rZYHY4w7s4LBtMMfQc3F00t6MwhF9v2016TnLCwzl6rMy1xcqG4RCarXYqfyDI+Gf2wiRvt70XC1gHriG5MAr9BodFaWQqOZAhHwrL88/zNrh0AoQlTOTgy0NtEeJ63G+mzpQh9IGRAJXMgzV3LsLbODKcK2t/Wjn8aeZx5/ZHRDDAagvaEeVUW3UHL0HWimJhZfF6FWz9qOnvoqjA/OlygKhEIYDAbzcONy6UcIk2kOo51d6Gm4l03kCYS0FI7oRjXd3BgkAXE796O9rAgTwwPWPrYWrSMMjaR0efPjTyEgJAABEWF0PZ+3mASD4Fd5q5KKYE8MD8LFLxAf+853zC5lu9+piqIKvP79f1nzd92iwwBU+HjPF19E9q5cS5ey81kEWARYBBhDgA14GINydUMj6jG8/nOiacEsQYBI7gCVjx8tRdBM3/dictul2B27odPq0HrzCvT6+V4H0sgfkZmL3rpqOPsFoKX4BkwGPXh8AeJ37UPpiXcZQSYqd+d8wLKMJo3KNxCBSZvA4QHqnh4olE5oryyjQQ6hbJY4OkIglkAzMQndrPV0sOQlPiQjBxwuB43XLhK5dEbORowo3TzgGhqOpmuXGLPJpCHCzkcyZbWXzlok0nrHB1J+BC4Hrcvc3505hP1O7uxMm9Fjc/NQevxd+sKqcHZFWGY2agrOwC04FLrJSdrAbusgDHOeUdG0FIqey8YhcVAibkc+LRHyjo7B5MAw+pvnhWDJC7hQJIZ2ZmoRycOdLYUSGQ79wzexKefRK9cxGEy4dPwsGkquo6O8lGaUyQhNy6K9LAPN1tO7S2UOUPoHoK+uFnNz97KHhH7ePTAEVedP2HirzC1P3v84qs+fpGV7tgyeQAShRAIXHz/a10T+ppG/t4Rchnx8IM+Zd1QcYnJy4e7liaDwMAgE3FW31OuNuHzqLOquX0Pk5gxs27/bolK2hcZJj+n7L/8M4wzIJhC7fKGIMoWSnqOEnfvw5AtfWPM8tuDLrmURYBFgEVgNATbgWcfno72tC3/5j3/DSOf6U0F7RcdBIpXRwIb+ZyQWI2nvYdoXU3/1wl1tG1LSE7Y5G1XnbH/hEMrliNuWR+OL0mMkgLoXaLiHhMM9IBQtt65DIJZCqXJHd0O1/cRRORz4xyXT4Kq9lLmyFI+wKDio3NB4nfnsEROPptzJBYFJaVa/QPKEQgQnptPyxtH+riUu+cUmQunuiZpL52DU6yiNuEdYBO11CErJxMz4MPqbGuDs4we+SIrBlnomjkVtkAwSFzx0VJtPGkEbvskDuUBhPiBxEybVg1B3tlNNndhte9BWVkiZ/JL2HQGfz8XMxBTqrhcsIpIQiCRQunki//kvIC41nrFzbTRDGp0JFTeKUXj8XUwPDMIjOh7V544x7qZU6YyQTZkYaG6gZZYbZTh7+cIzLAp1V86tShawkr88vhCByWkI27QJcoUDYtLSwJnTo6qoFO4+Pjj/xmvwDAyBd3AAfIIC4KJytujoeoMROp0BQgEPAgGpa7ZuEE25P/3wJTTduGx1Nv3Ozk7e/sg4eBjDfb1Ur8EjMhJbcrMemSyodQizq1gEWAQeJAJswLOO6JMvpq//16/RWVOGsd4eGG5nW9bDBUJ7HJ//GMqOvXN3O5FcgTnyn+UC4VKifUPKe1pv2a7LEJd/EB23CuEWGIah3m6MdbbCxdsPYZu3oq+tEb01VYv2tjcOpPHXMywCDQxmY7zCozE9NorxgV57u2+1/aS9h1Bx+pjVuioShQOisneh6sJJ6GamQZ4lGjQAIIQQRM9ntPceEyAJghw8fDGn16D22gXM6fXwDI2kz1p/G7Mvskl7DqKc9FAZzGNpi9u1H0KxGDUXz9Ig39HTG0FJm1B2/F5G08XHnwZo5EzO3j5UY4mURbr7BaH6whnwhAKIZXLs/NTnEZ6YAJXKEVwux+r7eVgWNtfWo7WtCzNqNdoryjHY3gStjRT7d87O4fFocDnQVIee+mrzSuPWEbiQTVnoba7DjKWU3RwOglIz8bl//Wfw+cs/I+T/BfI7RcgxH/QYHhrFO//1KzQVXbEquCP+k3K87Gc+jh2P5dOyRZJh5zz6vx4P+urY/VkEWATWQIANeNb5ESH/ufV296DqRiGKPnh7CZmAvdwhDeXxhFHs+L2A5/69FCpXBCanY6C53iqCgPvt+cYnwjCjwczEGHyjE1BdcBLxOw9gjmNCb10VhrvWL9OlcHNHZOY21F0rwOQgc7X40dv3oLXoOmYnx+11dWbbJTTNROFR4qSCb3gMhjtb0FNfg+S9j6Py3HGb2MycvX0puxYhLxDwRehprqPN0kHJ6ai+r/yILxDCLSiU9gHptPM9Niq/QASnbEbV+ZOYGR81+0xrTdx0+CMoP/XeIqp38qyTTA7pZ1s4SOlaVPYOqpnk5O1HpDXB4fDQUX4LkyPzbGJ3BuljI1mgmgvnoNPMl1OSjJKLrx/CklIxOTaCnL15D5246Fp4mvNzIrBM/o7VlVfg4uuv3+4dtL3fLyAlHdrxMfQ1MZcFNOc85sxRenjANTACTTfMz+QSUeKgmCQ8+fWvwcXZwZxtNsScocERvPXyL9FcdH1Nf0h/DvkgEpy6GR2VZXDy9MH2p59CUET4igHemkbZCSwCLAIsAnZAgA147ACqOSYNBiNqblWjtOAsuhtqMLbgC7k56y2dwxdLkJi3HyUfvLlsuYJIpkB0zk50Vpdj2ErdG++IOHgEh6K3uR7qjhaQ7Ideo0NfUw0NtohukCogEGNd3fCLjUNrSSHU3fYNekgDcFhGNjjgUlYopqmpyQt3/eXz0M3OUIX6BzHI1+GI7J10a6FUQl/0OypvITgpHcM9nVC6e6D6/GLSiuX8JIGKQa9b8QiEHY2oo88ZDUjac5g2qTeXXMPE7cb11c7u6O6BxL2HUfrBW7TB2tZBAhZCxjHU3kJLoBb6nXLoaQy0NS3RRyK0vgHxSai5eAaqgCBMjqiX/WLv4O6BwMR02odUdWaxEKaTpxdyPvYpZGzfuiG+yNuKo63rtVojrp06i4I//dYmQWVCSR2xdSfF+0720FbfmFxPghcqPnp65VI+0hcZmpIJ/ZwRfC4P/vEJSM3aDKXTwxPs3MFssF+NX734wpIPAaTXiJQ9E5HdoIQUBERHITg6EnJHBUou3YBXsD8CA83T/2HyflhbLAIsAiwCayHABjxrIWTHn5M2gjkA104X4OKrf8TkyDDjlKAL3Y/I2kZLUNqryijt8J3B4/ERtWM3OstvYXygz6oTSx0cQSiDmwqvQeHsAq+IaEyNjKCj4hZle5MpneEZEQXd1DQtWRGIRYjI3Ea/5vIlEvTUVFi171qLiP5H8sHH0XTzOka629eabtHP+UIhQtOzoZ2chsLdlbJZdVdVYnp8xCI7tk5WunvRl/+WyhJMEe2S2+VmhM7bLTAU3bWV0KxSesTh8mgzNclqkID4/szIcv4R8dup4WEMdrZCO7V2oEf6eggdMRPlhI6unghOz0TdxTNLXrKJ5odvdDwULm60b2khxXTMtnz0NtVipGv15yAgIQV8kRgczhyabi4mGeHw+Nj2ic8g/+nDtl7bI7PeYJjDzXMXcPb/fkc1ecwdPIEAxttlveTOCDNj/wbM7pDzEGrlyOydqLwvAF54VkL28tSXXwCfR0i6STvYw1vHNaPR4Tff+jamhgcp2Yt7cBjtVaR/24MDEREbDYGABx5vA9ThmfvAsfNYBFgEPtQIsAHPBrh+8sJQd6sCnW0tKDn6Li0BM+el0xrXE3bvQ93FAmgX9O0QtjTP8AhUnVsgQmqhcQcPT3gEhlG9HHMHKRGijd9e3ig//o7dvuzKnFwRsWUrLbkYbm8x1z2L5zm4eyIsbQsqzhyFniG6ZHOdII3VhAJaZ9Ci8folYM48JjqP4AiqxzTYXE8D1onhYbQWX4N21jZGqvv99otLxszUBIZv03fzpTIa9JLeHiJCOTNhfpkbny9EZO5O9NRVY+S+DGFwcjrGhwdAMnukWVwsl6OnoQaz42OI2LoD7YXXoFnjbjKe+gSMBiMqzh2DZnxs0VEI0xbJ8OQ/wwY8C4EhZW5H/++vuPza/5nFgugTnwSVtx+MRiO4PC5mhtVoKtoYNNQr/c7F7MhHy83rmJ1a/EyQ+SKZDLs/+wKy92w391d2Q8+jFQilVVCqnKHy8IBQQHqMSIDz8AZxGxpw1jkWARYBuyPABjx2h9j8DQxGI9rqm9BcVUtLRBaKOJpvZeWZSlcPuIVEoHFBHbqjuxcCE1LRXHQFU6PWZyYI61tkZi6qiN7PAgastfzm8XjwjoyFXm9AX0P1WtOt/jmhgnXxD0Qjg4QF9zsTnJIJiaMCdZfP3/1ybbXDVi6MyNiG1vKbi3paVjMVmrGVEhF4h0XTbBzRcFL5B6O5+MqqWSFL3XPy9kVgYipKj70DhaMLQrfmYnZ0FOPD/ZA7u6Hx2gWLTJLegaicXZTm/U5WgdBVx2zPR+nJdyCWKxCVvRMTA70QSKSou1qAmG270Xjz8prYSB2caDnbEv0Z8mIrEiP/ha8gi9UUWXRfJFP9/it/wZXX/nQv4OFw4OTlAze/APpcmeY4kLu4gjNnwNjwEDpKiyAk+j2mObNJJyx6SBie7OYbBImrCzpKi5dYjs/bh6f//gsQCgQM78qaYxFgEWARYBFgAgE24GECRYZtnHvvBC795RVGm7uJi0SwkejbNBfe+5Iau30v2iqL50uhbBik3MEjlARTly224hObAIWTCnWXz8EveROUTs7gCsTor6tBf7vtui3EIZ/IOJCm9aZCy/0z50CJ6Vux2dUbOj4PTeMjKC69DlJqRogZdDNTy5ogQqs+kbFoLLwCg8b2pm+yiYtvINwCg9B048qq/Th3HCLsU2M9nRgZ6L0bYIdmbcesegjddZXmHN2sOVyBCJseewrdVaVQBYWgo7wYo709kDu7wD9hE6Uj7ygvWTbIWGkDMWWP24GG6xcxPToCqaMSgYmbUXNxcaYyLm8/pkfVmDOa0Hrrpln+rjSJCI3mfe7L2HYgzyY7j+LixuoG/PnfvoOZ21kxv5hEiOUO6K0th8jJCSadHqOkZJYvBnTMZhDXBU8uH7E789FeeAWTY/cykmKFM/I++zyy81hhzXW5B3YTFgEWARYBKxBgAx4rQLP3ElJOcOPsRZRfPE9V6k3Ge/021u4dlJgGcOfQWlayqOQketsutJUU0TI6sVQGqYsr/Spu0K3cvL6cD3JnVwTEJ6Kl5AZmJ9fu6VhoI5IwZzXVYXZUjYjc3ai/cIqWJEXl5KH01FEYtTMgzFu2ZLzIV/7Q1M3gi2Xoq6vAEMMMcZ/Z9xTCLl1Fx5ZMXJ0aRYqjCm4DQ/j9SA8GbotYLjxzVNJm7HHxBI/DxRv9nWivLLL2apes8wyPglco0Q05i5nxldnjYrftBk8kRU9NGYY62+7aiSXMc8XXodXMwmQ0wWS8JwxpjZOOPr7wj0nERH8/eHwuDbq766oo9bCTtw8cPP3gGRyE3tpadFaVWrQF0RkKz8pF3aVz4PC4IMFz0/XLi54VElQRQcvWEtup1pPyDyHr8AH4+/lY5OeHYbJOP4e/vfxLNF69SNnvQjZnoeqs7XpeGwk7Qr4RujkXDVcLMDk8AKIdFJebh0OfeY5lJdtIF8X6wiLAIsAicB8CbMCzgR+JySkNfvONr2N6fIzS+nJ5HLSXzZMAmDMIsxCXL0RQfBJIYzoRx5xbUG5GVL4Tdx9Ey60bGO3rQUByOkRiKabGRtBTUw6RVAaeSIQZM0vdiJioV0QU6i6chWZ6+azGcn4Txq2AmDg0FN5AUEo62oquY3pyDEn7j4AnlcKk1YJjMKCUgT4fmdIVoRmZKD/xnjkQmjVHrlLhc7EZ8Lh6DeqEBPQHByHk4iVUZWXgaMFRygRG9IdSImIxatCjvrYC4SmbsU1jwpxOh9931kO9RiO9WY4smOQTFQPSb0LK1FYa8bsPoKO2ChO9XYsCBIW7O0h5HmHO0k5Pg8flQK/Xo7WE0G9PmF2uRwJZpZcPBlqbaI/Q1DIaJgqVGyK37cbUYD9mJsfRfqvQ0qOC6CuFZWxFd3UFHD29oG5rx3DPvQDOYoOrLNj+3Oex5+lDVqvZM+nLRrSl0xlReOEyhnt7MTsxSUsOx4f6N6KrVvskkssRuz0fMpkCSk9XZOzIAZ/Hs9oeu5BFgEWARYBFwP4IsAGP/TG2egfS0/PeH17FcGcHzcBMj40gMHET2ssLMdq7WOiSUBMrXD1BgpiJoV54BofDJTAIMMyho+oWfenWapcGSm6BIbT0ivQ2EBFJnWYWpBdCMzsNpZsH1XXpaahFf1MdFWzUrVF6RQQqu+vKMWFhiRwJGsI25WBydBgzo2r01FfRl0qeUEyV7j2CwjDHE6Cj3LZMiEAoQuyufSg99rbV93L/wuC4JHxieg6Szk6YBALM8XjgmEwYj4rCTRc5ukbUyPAOREjxLYDHw0BkOByG1HBsaEBXVib+WHQB0yPDjPkjdnBAVNYOVF84Dd3svIbM/cPB3QtRW3JR+sGb0C2TzSPEAERzB3w+xBI5ZE5KBCRuok38tE/LjJHx9HOoKTiF8cGVmf9IIC5WyBGUnIaOynLKCmXNcA0IBhEMJVpEVeeOW5yhNHfP7Z/6AvKfPmTu9A/tPCI4aTJxcOnUGZz+1c/tyj653iCTIP0T3/sBAoNZ+uX1xp7dj0WARYBFwFoE2IDHWuTsvM5omqNf1f/8wx+j/to9sTvCBhScmonh3g7weUI4urqBw+dDKJRipLcdArEUjq4eGFf3o724EDyRBHrNzCIa6oWuk5dY8rJISti4nDk0XL0EkUIBLp+Hsb4ezJnmKOUxUZwn2SGdRoeeusoFGQkefKKJyGUbbXJPyH8MNQWnrWIpI5SnhEmLrL/TB3DHVz5fgNg9B1Fz4RR0U+Znj5a7puitu9BRVYopBoIMZ/8APBOfiYDzBcAygcOsjw8lcRBMTIB/u9SPBkS3yxSHsjJR6+mGgmNv0aCWieHqFwSOgIfBlpX7n8Iyc9BbU46pMfP3JEQA0Tm70FR4FRNDK4u3CuUKRGzOxkhPN31WFmYVlzufV0QMglI24+qrvwdgHrvccnZI2WPSnkMoPfEOI2Wg9+9BAvDtn/4i9jx5kIlreuRtkHt//5W/4srfXnlkzkpoz5P3PIY9H3kKIhGb1XlkLpY9CIsAi8AjjwAb8GzAKx4ZHkXBW+9idmoS1ZfOLqGoJkGPX3QC9AY9htpa6Msd6bMgmiMk05P2xMdReeYYDXTi8vbRbEvjgqBpuRc5Jy9f+sK9kl6LzMkFM2MjULi6ITg5E+2VJXD1CYDc1ZWKPypcVGi9VYiQ9C2oPmefun1HlTu8ImNQd+W8TbcWn7cfdVcKKDuZrePJQx9DyqWr4FjYt3RnX5IRUqek4JXORkwM90IgldHg1WDQYrx/cRbPXF9VPgGY45ig7upcdgnpr4jP24vKcycs7otyD42AXOmMluKVVdjj9zyGzsoSjPZ0r+kyl8tHxpMfw80T78HAQMAXmZOHzooSSlJgj0F0jZ76xjcREMR+3V8LX9KL+MoPfmzz7+ta+6zXz/kiETYf+gj2PvsU1aBhB4sAiwCLAIvAw4MAG/BswLsqLy7Hmz/8ntW0wN7hUSB9MQOdHZA6OsDDPxBFR9/G3G2RP1uP7OTpAxdffwy2t0AzOU6b0ENSMyEUy6BwV6Hq3AnMWJA5sMSf5PzDuEX7b8zPBBDBS/+4VCokKXZwhInLxWR/L6aGB9BdX2PJ9ovmkrKvL+Qdhu/ZcxZRcd+/IckCDYWFQDSrAQxGCHRacE0mvMMzoq7Ycm2SgKQ0ej51b9eyZ+PxBIjfvR/V50+sWaJ4vwGlJ6EZDkRT8fUlWUOZyhX+kQkAj4uGq+fXLmPicCiL16bHn8HlV35t9T2QkkwX3wAYtBrKAEf7Rvp6rLa31sLEPQfx5Jeeh1DAX2vqh/rnGq0ef/3Zy2gpvgaNGeK0Dwoskrkj2cE7IqjL+UHmEJbLp178MmQS4YNyld2XRYBFgEWARcBKBNiAx0rg7Lms8NJNvPvT71tVFnbHL2d3bwSmZ6LhygUEpaSi4foVaO340kF6hwgbFmHNIoxrhIHLHsMvIQmk3K+nsmxN8yTbxRWLEZOzEy3FN+bxnONAJJfRUr2Q1AxKhGDtSEzJRLK3P8LOnKekCjYNDmdR0DTH56N1ey7+UngBRq0OBt0sLSc0J9Aj+jSEYECzQumfQCgE0d/prCY9M0OWuc3lInX/EZgMRpSf+YC+JIoVjjTwDd+cg+nJUfTUVq9YQnlns8DUTMwZDeByBZA7OaLy7HHL/Lg9m2hIEW2XrroKmPQmTI8Nm02qYNWGAIim0Gd+8GO4e7hYa+JDsW6+LNeAypvFaK+pRUtZMSaHBqBlILPKFIBCqQyEPjsoORWlx9+jpbnLDdIf9tkfvgSVmzNTW7N2WARYBFgEWATWEQE24FlHsNfaymg0ofpWJQr++md01zKngeLk6weBQIzB1sa1XNjwP+cIBEjIO4TpCTUmenrQ31K/xGe+VA4+j4vIrO0wGAzoqa3ESE/HonmEDCFp72EUv/tXi89Mgrus/UeQ2TMEx+pqcBnKnN3vyLS/P/qjIiEwGqEXCtDB5eDk239a09/o7fmUZc81IAQCkZCWGhLWPBKMeoVH0wChr7UOffV1iyjK1zR8e4LcwwOhyZtRduI9+ETHw8HNHWKZHD11NfAICkH1hTMw6lenNQ/PzMUsKWHj8NFZuVTIcW1fuAhNz4TcxQXVZ09Cr9OuvYShGXyhCBlHPkpLm8hzxo61ETAa56DTG1BVWIxbZ86gufja2ovsPEMic8D25/4OXoGBCIoIQ+n1IrRVVWFCPYS2Wzdo9lMgFsM3JgESRxd8/B9fAJ/PlrLZ+VpY8ywCLAIsAnZBgA147AKrdUavnLqAs7//FaWhZnLwhWIQvZ2KUx8wafaB2QrPyMFAczPcIyLQcPncIj+CUjMhFotgMM5hYqgP/U1LA6I7C7xjEuDi5YvKc6cB0/wLupt/MJz9/FF/pWDZ88mdnfGRnP1wGhyCqrjYqoDBIuBuZ350rq64vHkTrhUcx9Qa/Snxe/aDL5ait7qSsrQFJqVRxjutRgN1ZxvUne3QTFumlbTQZ0Kx7RufTPvConJ30ewZCV5IyQ9XLEX1iXdXpSXncnlIyD9Ie4isFVwN2ZSJ6ZFRDHW2UNHS9R4KZxU+9YMfwy+Q1eOxFPuTr7+Dglf+1y7EEub6wuFwEZSSgX2f+xT8/HzvLjPNATq9Hif/8gbqrl6E0sMLz37rm+hp60B4bAQ45m7AzmMRYBFgEWAR2FAIsAHPBrkOrVaPX3/7u+isXFk3xVpXiZ5ORFYuKs4cs9bExlnH4cDJ0wsKpTPA4aGzpvyubwpXD5D+pfqrywcryx0iJC0To92dUPfM97t4BIXDKyqWkgYQ/Z+xwUGMdLYiKjYFvi4ucNdz4F1VBfGgdfTJVgPJ4UDn4oK+6CgUzoyjuOgysEIZnVipRETaFgy0taGvsZr2J3DAgdGgt3r7+xcSsU+xRIKR7h44BYag8fJZyu7n5O5FxUPXEsv1CI6EV2Q0So+9ZblPXC4l46g5cwJGG0VRLd98foVc6YLnXvoJAgLYgMdSDCuLSvHOz17C5DK6TJbasna+zEmFI//4dcRtSlzWhMFgwpVzl6hQbvaOrdZuw65jEWARYBFgEdggmyd9JgAAIABJREFUCLABzwO+CKIDSj7iVxSV460ffx8z46N28YjQRZN+ntnJcbvYt7tRDgdKbz8EJaRA3d1JdWtGhgZgmp25u7VvTDymx0cxsgI72XI+ShSOiNy6gzLNdVWXUwrusf4eqllEqLBdfYOQHpmAqKvXIBwbA1ertYmgwGacOBxMBwfjtxwtemrvBXv32yXiiET4k0mB1fv3cPULhKOnN1S+gWgpK8RQi/klk6QELmr7HlSeOQoYTDAYVi+Bu3/vhLyDqDh3DHO36b1txtVCA0Tv5zM/+hn8WS0WC5EjSVETjv7fX3Hz7degewDZOeJw0r5DeOoLz1ONr5UG0UEjlPJ8PktOYfElswtYBFgEWAQ2GAJswPMAL0StHsP1E2cQmhAP9eAA3v/ZD+3WcB2YlIKZySkMrFLi9QChWHNron9B6LBrLpygL0zLDVLqNtrXhcG2ljXtLZzAEwgRmJwG7fQ0XH39UXnm+N0XcC6Pj8zt+dhXVA7utO001hY5tsJkvYsL3ggPQPmlMyua4/AEiNmeR3t5iB6OPYdnWBR8omNReeootAsC0NX25AtEiNmxG6S8jS+SUD91Wi2G2pvXdJUI4EZs2YnKs0fXnGvPCdufex57nj5MywXZYRkCWr0Rf/i3f0dz0cr05pZZNH82+ZCR9sTHcOiTz7B3Zz5s7EwWARYBFoGHGgE24HlA1zej0eP4H/+MsrNHIRCIaGnO7ISdsi9cLpL2HER1wWnozHwhfUCwLLutb3QcXANC0VJSiPGB5V/e3YPD4BYQTPV1rOnp4HC5iMrdCbFUjltH317kB9E8+pSOB1l7+4aARa9UomznNlTUlKGxomRFn4QSGQ16SJZnpSCRiQMRNrz0Jz6Gog/ehGF21iKTZG1QagZUfoEY6e2FwsUJBq0OHVVlgNGEsYF79NJ8sRiu/sHwjozGSHcnWktuWrQXk5MJnfbuz30RW/K2MWn2Q2WLfPB5++cvo6HoyrqeWxUYghdffhkSkWBd92U3YxFgEWARYBF4cAiwAc8DwF6rM+KD3/8R1ZfOY2pkeF08iMt/DO3lJZjote/XfsYPw+EgMjMH/Y0NGB1cXojTLSgU7oEhqL96AXqtxmoXxAoFeDw+pscWlxU6eHjgy96RcKhkjjnPaifJQg4HBrkcMz4+uOLuhIsrZDpEYikitu5Exen3bdrOnMWJ+YfQW1+NgdYmc6YvmqNQuUE7OwvdbSIFZ98AKmTr5OkLgVCA2osX4BbkD4/QSDRdv4wJ9TAlY3iQgzC17fvy15CanQEx++Js1VXo9Ua89p//jfJT65epkygc8MQ3v4v41ASrfGYXsQiwCLAIsAg8nAiwAc863xuhnj77zlFce+1VzEwyy8a22lEcPbwQnJSG2akJjHSTsq9mzM3ZRyuHaUjlbm5w9yMZnnkq2+jsHRgbHoJ+ZgpER8PJy4cSFeg11gc7q/lM9ti9NQ9brhcDM/d6hpg+p7n2TAIBxsNCYRRLcEFgRNGV88suJWWAhKGtpuCUuaatnucWEgGPoND5nhyGBk8gQFhmLgQCIbqqShGUshkVZ47CoLOs34chd5aYEcnkCEhIxVNf+QrkUhF4PLa0zRKsCU31qz/9pV2fTy6Pt4hAI3xLDj75zW9BKGDpxC25K3YuiwCLAIvAw44AG/Cs8w02VDXgtR99DxODA+u88/x2ju6e8AqPgUgmw9ToMC2j66mrpnSrc4RBYQMO8lU2LGsbKk6+B6FcDr/YJIx0tlGdGVK+1lVVBh0RFbXj8ImMwd9x5JA1WZ7BYNKtOS4XpKTt3aQYdNRUUlrm5YbUQQmJoxKkHLB8HejIY3buRW9tFUZ6Opk8LsDhUlIPImQbs20PuqrKMT7Ux+weNlgjPV6kHC8wIRkBUVGIS0+BgM83K/hRVzdDHOgHoYgPwSrN8za4t6GXGufm8Pb//A6F771hHz+5XCTvO4yJoSGMD/ZBOzmJtCNPI++xfPvsx1plEWARYBFgEdiwCLABj52vhtCb3mECItow189cwqlf/wLaB1ySQ16GBUIp4vLyMUvYx0RCjPf3oOnm1QfGfLXaVSSQHqTzJ+Hs7gOxk5Nd6LtX218olmL3rgNIKy6DcJi5MkSDoyMtT+NPTIBrMsEgkYCn0YA3NbXEHYNSiYG4OGjcVDhRW4rOiuUpzMVyBWVoG+poxnBnBzSTE3Z7yuUuKhC2NqWXN8qOv2e3fYhhj5BwzIGLgeY6u+5jrXGCu4ObB8LTt8ArMACxaclUqFKwjFil3mDC+I9/RQPoqYhwmAL86LbcoEBIAnwhcXbAo65pajQa8coPforay2ethXzFdUKJBO7h0Xj2G9/EnNGEmZlpyEjJKpcDpZMD4/uxBlkEWARYBFgENjYCbMBjp/sh2ZKiKzeh7u2jmROiWdLf3gbtzBTqr12yGxubpcfhC4UQSqTQaTWIztmNjvIijPUv3ytjqW0m5wcmbaK6HSovb/Q2N2JisJ9J82bZcvb2RUhEFHIGJ+Fa32DWmlUn8Xho2JGLm0M98HN0AQQC9E6Pw0/lgZi2Lsg6uyCYmaHZDa2nByriYlBw4zJmp+fJLTRTywcypHzRPzoeledP2u7jKhYI4cDmx59FX3sjOOCiteS6XbOEkdnbMTWipvThG32QcjdCve0Xl4TNe/ZQ0cqFQ6c3QvONf4e8YfFzZHBwgEalwmzWZojTkiHydAWPywWPxwWX+2iVzI0Mj+F//+mblBKe6eEdFYv8T38OYdFhjxxuTGPF2mMRYBFgEfgwIMAGPHa6ZfL18k8v/RzVF06DlL0IRCJoZx5so/VaR/WJjsfk0CAt/9hQg8NBRPYOjPd3gwQ+DRfPQt33YIIyHl+IhOwd2DY2A7eqKsthIoQDYjFMEgnGgoPx9lg3WmurF9nhCoVQ+QYgwTcEHkolOFweagd6UHHrJnSatXqIOEg+cAQ1F85Asw6aSxE5uyAUCDExMID2ymLL8bBghUAsRdjmTEpf3VJ0HaYVhFctMGnXqQKRBGFZW/HRF1+ESMRbtNdoWw/0x85Ader08j7weNAqldC7ukLnqoLBxxvOTx6AULjYjl0PYGfjFcUVeP37/wrt9NJspq1bZz71LHY8/hgclGw2x1Ys2fUsAiwCLAKPAgJswGOnW9RoDHj5H/4BAy31dtqBebNO3r5wdPVAezmzL64iiRw6zbTVX/+Jzol/chqkjkqIhWI0FV3FpJq5sjJLkQxOSsXHDCLI6ywrrSJkA/3paWgQ8zE5MYna9noqorrW4PL5Fr3cx+8+gMbL5zC7TgQLMqUS3hHxaLx5aa2jMPLz8OztcPcLQk9jLVqK5oksNtogPXLxu/Zh55NH4OyiXOQeye6M/dcf4HzpMrh6vVmuG6RSqA/uh8dHD9GepkdhFLx7Cqd/918w6LWMHyc8MxfPfftbEPAfEbAYR4g1yCLAIsAi8OFCgA147HTfsxoj/vi976GleGO+kC13bNKDELMjH+O9vWhiQBuDw+EhLD0TTt5+mBkfRXdtJSaGB2E0GMDjzX+pNt5+4TOHMIErFCEpbz9Kjr5lp1tb26xALMGOHfuRfeka+Bayws34++FvjiLU31qsH0M0gEjZGlPDNyYBPKEA7aXMBq4r+ecVHg2hWIL2VTSBmDobsSNROEIgkSA4JR1lhJCBQeyY8FMVEIzEbXnY/vgBCARLMzIajQ6mv/8WxD33NIbM2XfoqSNwe/bIIxHwNNfU44P//Q0lTGF6SB0cEJ+3D4c+9UmzyCOY3p+1xyLAIsAiwCKw8RBgAx473sm5907i9G//EyYzv+La0RWLTAclp0M7O4OeWut1Z0gZlpO7B1xDI9Fw+RykSmf4xSRD4ayE3MSBggsITByMmQzQGgwYHB1EX2szLftbSRzVPSQcQrEMXdWlFp2HyclSByd8Mn0bAi9ctMjseEwMav288cHJtxbRKhNx0IiM7Wi4UUD7u+4MktUhlLoGreVfvwUCAeLz5kkeNOtAjhGYkgEnXz+UvvuaRZjYMpnL5SE8Mwej/d3ob2Kgn8oWZ+5bm/74Mzj06U9QwoLlxkRdE0T//mMIJiwjkxhPSYHiu/+wol0Gj2BXUxUlZSh49VX6AYTpIXZQIuvJjyLvyGPgsszTTMPL2mMRYBFgEXhoEWADHjtdnc5gwHu/fQVF77/J6Nd7O7m7yKxQJkf8rr0ofvf1ZbcjJWYKF1eIFApMDQ9j9navCMnakCxMUBIpP3OCQa9D840rmJ2ab7Inw8nTG3/v4n+vWZvLhUkqpf0KEyoV2lVKDMwZ0DvQh6HuDrpmYmiQkGbDOyoOYqEILQyX3FmKKWmIfkbuBvey1Zvn5wQCTAQHY9pVhVOjg2iquXU32OEJhAhK3QxCuW0yGjHc0YaJgX5whXxKIuETGQuSTWotvobxgQGYTEaL3CRirEqVOxqLrlq0zprJbmFRCM/ahht/+R0MNgi/Wrq3UCZDZNaOdRFWNdc3maMTHv/atxC/KXHFJUPFVVD+5JfLMvGtto/Gywv40b9A6uxorjsbbp5GZ8Tv/vlf0Va6OMvJlKOeIRF4/KtfR2CQL1MmWTssAiwCLAIsAo8AAmzAY4dLNBgMuHD0NC7++XfQLEMvbIctGTVJ2Lfi9z6G6tPHoL8t8ki+qN956Sa9Pn5R8ZgY6oeTjz+6q8vh7OUNkYMSfKEA0yNjVAiUBCn3D4WzCi/6R8OheuVSFkLTbFAooHdyQou/z3wANNiPob4eBCduQu2Ni5gZH8OcyfjA2O6iM7biyaEpSNvbV8Re5+yM1+PD0HzzKmYm7gV9ZAGXL0D64x9B7aWzVGsmNH0LpoeHYZwzwaCZwXB3OzRj4/CNT4JhVoP2ypJF+8idXWDQ6qCZnlx2fx6fj5hteWi5VYgpO/c7kWzUjs9/A03Xz6HtViGjz+JqxvgiERLyDqDkgzfXbc/VNiK/F8n5j2HbgXyIRPxFUzUaPXQT05gpuoX/3959gEV55fsD/04fht6RKsWCdJFiwQKIWIJGjSmbmJi2ZrMp+0/+yeZms8ndze4m2exu6iabvkmMibEnqIhYULErIIogSBWkd5jOfc5roqLAFGZgIL/3ee5zn13e97znfM547/zmnPP7CQsuwDEnBzyNYUFsx5QpkL764i0JECxi8Hp2oqdHg/ee/R2uXDTs/Js+zUtkMkSmpCHtofshvclfn+fpHhIgARIggbErQAGPiedWq+3F4cy92P3xh+hubzVx68PXnNfkUDh7+0Ahl0NqJQNfKEFdaRGaayrg5OPPKkGi5sI5OHp6gW3LUnV3obO1ZcDtaD/3nNVsucvDH75n8vQejFYohMrZGUqHq4e/e6xlKHZ3QYtWi5yMLVCPwJZBdmZldvISzMkvhLS2/6x2GmtrHIyLxs596dD+FDjeOGj3iZMhkVij8uwpcPtvBjiLEpqUgpaaGtQUnedWC9nKT/Ti5ZB3d3JnIFpqqrkCrDderH9T5s7nQs7iw/vQ09F/YKT3JAxyo7OnLwKmz8aprd9Cq1Gbokm925g4fTba6q+grrRY72fMdaNvWBSWPfEE/Mb3XV3QarWo3ZwBu5yjsKqsBL/H8CK5Sg8PdK59CC4xYebq/rC0yz7iO7/biJzvv4G8s+9n0kpmC4mdHfg8Hrq72iE3YMufjaMT4lf8CnPTFsJKKhqWsdBLSIAESIAERo8ABTwmniv25Wbdv95HUc6Ba1u9TPyKYWvOiq3YSMTQKORQyuVwD5iMcRMnQaPtRenRw2hvNDx9tZOXLxKnzUTM3mzwDTz0f/PAj6UkYlvWj1DJDf8CaQpEOzc3rJ4UDb+jx/ttTiOVomjJIi7D2pHqUpScuJ5K2cnTB36R0Sg9cwztAwRMPzcqFEsRk3YHmmur0FJTBbfASWgqL0XTlcvwmjAFzj5+6GisR+3FC1CplPCeGAprJ2dcLi7gApDgGfNwdOM6bouhqS+JzBpT5qXg/P5Ms6QX1tVfO1cPOI8PQNmJHF23mv3vLMi86w9/RkRsxC3v6u0F6g+dgvMHH4Hf1ne1b9CO8XhonzIF6lXL4BAZBmHfhSOzj8kcL1Cp1Ni5fiPO79/DbVvlCcTwj4pC6r2/gmdQEHi9QE7mXuz891t6ZSdk20Mj59+Glb/9NZeVjfKymWPWqE0SIAESGN0CFPCYYf7kSjXyck5i3zdfmKWonhm6rH+TQiHYdy62bU/fi8e+pWk0V9NS83iISVqEZWeLIW5u1reJW79AisXYPXcG9qRvMroNUzwYEjcbd9U0QXql/0KoWokE7H/qY2Pxn8MZ11b9psxNQUd9ParO61dEUyyVcYEN28amkneitb7uWvfZFkQWSLr6B0EskaHmUiHkrS3XUndPXbICZ/ekQzXEALM/L9avSbMTcXb3j6bgNLgNoUiE8PlLcHrHFoOfNccDLHPc0rWPwsv31jMkbPW3ce9R8E6fgcOx4xDoMR+sEGnLX16Be4CnObo7om02N7Uie3s6RBIppqfOh5PT1Zo52t5efPXmW8jP3KFX/4Kmz0bSHaswMXSSXvfTTSRAAiRAAr88AQp4zDjnRWeLsfntv6OxcuBzHmZ8/Yg3bWVvD6FQAr+QcNjIbFB89iS8AiYiVSOG24mhp0w+mpqM7bu3QTWMB+VvRrV2dMbC5MWI+zGDRYH9miucnLAndCL2Z6Vf+7urXyCcfPxQxJ11Mu8VkbqUC3jMUahTZueACTMSkJ/xo9F1loY6+ilz5qNXrcHFE0ehVuoqzDrUtwFO3n7wCZmKqrOn0FxzvY6Ss+94JNxxN2Ykz7mWdv3mt7GYX6FUQfW7P8C64mpSjsGuXqEQHRMnQpmWCqfp0aM+Q5uu8bK/Nza04dOXXkD9pYv63A6JzAZLn30RsTOnjYmU3XoNmm4iARIgARIwSIACHoO4DLuZFRj88o03UXhgj2EPjoW7eXykrPwVfJvb4VVZDUlbG+R2dpB0dAxpZednmsroqUiXt+BSbt/D/CNBNzUxFSsKyyBu7L8Yan18HD4tP4fmqr5fcCfNmMOdY6jIN1+abRdff9i4uKH8tHmSCUQkL0FJ7lEu4cJIXSx9t3vABC75Q23xebN2Q2prj+A5iag8eRS+0XEoPLgP8vY22Di6IPmhRxEzeyakUvGgfVBpgI7X34HDYf234ans7dGSugAOq26DdAyfUWFbgrd9sR5HNq6DRq1fUVZ7d088+ubb8HDvW+DVrB8EapwESIAESGBUCVDAY8bpkitU+OzPf7HYavC6hs6yb3lNDAGP3wulQommynKDVlOSFi5D6v4jA6586Hr/YH/flZqIrB2bua1yI3fxYOvkhpRZcxG/s/+gVunigozIEGTv3HxLN6W2tpickIjcHdvMNgRHb3/YOTuhIu+UWd4xbckKFOzLgLzreg0hs7xIR6NWdo6YOGM28nYZbykQiq5/yebxYWVnB3f/ibhcdJbts4JIJoPflChcqShBS3UFHNw9MGH6HNQWFXJFUFNWLYVUMniww4ah7QUaNu2AVc6x6+nZ9UDTsjTn4WHAnbfDfkoQBLyxd1pFoVDjY5a2+oz+AXrwrHlY/fsXIBaPPQ89PhZ0CwmQAAmQgB4CFPDogWTsLW0dPfj300+hsarM2CZG9Lng2FlYJLKFWKXElXHjUC8RYu/Ozejp0F0w0dXPHylBYYjMPmyWMRxclIyM3T9wBVJH6vKcFIwZUdMRcfjYgGd4WHrtvIQZ2F9wElduyiQmFIkRmrgQuRnGf0m/eex8sRSsX9Vnz3B/cvGfAK1KieafahqZ2ip8QRrOHdgNjR7nUUz97hvbY3WfAmNn4mymcWeJXMcHIiA6DvVlJdxKkb2rO9d8R2MT7Fyc0QsetGol2uprUZF/1ZZdnhOCuQQRLFPh/c8/A4FA/y/dDYdOwO79jw0uQNrj5YWOJQvhsGAOpJKxk5GMZXDL2LAJh75bN2C69f4+Q1EL03DPU09QoVFz/gOjtkmABEhglAtQwGPGCeyWq/DB88+jpvBsv29hW3FY0UlLvFhx0fgFtyHtWB6EP9USUvr4YMdkf5SVXkBzVRWXFvnmixXNdPMNRKp3ACaczgXfDHWIusePxzo7MYpPHRkxOoFIhLnzb0PKwWM6s82pnZxwIjoSm3f0rRfDrNj5k9whrErcCOAfOhUOvr6Qt3dBIBbj/KFMBE6LQ31JMdpuSHJgSjR2PqjkSDa62loMbpZleGP/BvQJoHU1bufqCicvH5TnGr49kCV78A6OwLm96bBz84K2V4PWmmqDUmwnPvgYFq5aBpZAQt9LpQbaX3+Hq8lj6NXj7Y2OR9bAY1qIoY9a7P1VldX45m+vo770gkF9nDw7CQ/8/jmIhPrbG/QCupkESIAESGDUC1DAY+YprCyvxIHN27hf9zubm9Dd2swFOVIbW0xbtBy5WelmLwxp7BBDZs7FnfUdsLqhuKbS2RlyX19ccHfGvrzjaKzsu3rlFxGN+5x9YH/48IB1ZYztz8/PFc2bjW+OH+AsR+ISisWImD4bid1aWHV2QVZXh172RVejuRYc3tgvVo8nO3Yqduze2qe7LDtVxKLlqC8rRmtVJdqb6o0ejqOnD3zDo1F4MAuqni5MmjEPMgcHdDQ2cFXt1f3UATL6ZT89yIrIpj37P6gsOItT6Vu4YrCGXGELliA4Lh7Ht29Dee7Qkli4+gbCcdw4FB87pHcXhGIJJNa2mDg9AWeGmOUtbtmdWPHrhwxa4elWqMF77BlI6q5n3NPVeY1MhvapUeClpcJ+ciAEgrHzJb+poRXv/u5JdNQblu7eOzgMa197HVZWY2e1S9fngP5OAiRAAiRgmAAFPIZ5GXW3UqmFWqNGbV09vv3TK9CoVAibNx/Jq1Zh59dfoiArE11tI/PlfbABhcyYg3uLKiEcoABg7vwk7C87j+baaija27ksXaFxCVhV3QipAV/iDEFVuLggKy4K+7d9N2JZwaydXXD/wjtwuKIYlyvKMC06DnyJFEK1GgmZ+4HuvtvsNI6OOD89Fl9u++aWoYqtbWFlLUNgzExcOnkUrXU1hnBcu5etLIQtSEPpsUPobG4EC4D4AjGaqkqNak/XQ2x1KuGe+5GyYhmAXhzJOoDs774xaOtcRMpi3P3UkziStQ9Zn33MpezWao1b8fQJiQBPIEJl/uBJLKS2dnAY54lejZYLEFkR17yMH9DV3KBryIP+nRV5fYDb0ibQ2Y5Go0VPSyc6d2XBefNWCBR9i8b21wALqHt8fNC1bAkc5kyHRDIGCvLcNFC1pheZG7ai/nI5ig9n630uzNreHot/+/8QN2eGTnu6gQRIgARI4JcpQAHPMM47O6xccDIfUqkEE8ImcQXylGotCs/ko6b0EhqqKlGYsx/Krq5h7NXAr0pauBwphwbesqWVydAYGIBOz3H4+sgesAKAD4bEYVx2tkn73ysQgKXn5SsUKJo9C5sKT3MFOEfqEogl8PQPQG3ZJaiVCogkEogkVnALDMT9PQLYlF4PMpROTjiZmIATeSdRfT5/wC7L7B0wKSEJZ340vq6Qo4c3AmPjcSHnICZMnwWoVDi7LwNqPb5QG2rJDvSvfO4PiIyN4h5ltVMunivC1vfe0TudMEsy8MAL/wNWafLCmbNouFyDs9n7UFdWDKFQzCUQEIok6OlsQy874DHIJbGxRfDsJOTu6LuKduMjUntHhM9LQW1JMbramyFvboVaq4Gyn62Zhnqwdz/w+/+vM200c2rckA7bH9K5zIXQMS7WD5WDA1pnJ0C2fBFsXBzHdOpllrZbrQGO7dmLQ5s3cP/O9VmdjF12B1b++uExteJl6GeQ7icBEiABEhhYgAIeC/p0qFQqpK/bcHXFp6MFyptWCoa7q8lpd2IBW7HQUWRUbW2NrITpaJZ3YmlJNWTV1QZ1lT3PApr2adHQeHuCX1cPQXsHJJdrwNNq0bpyOUTdXeitqMKlgPEoKSqAoqsT7Y0N6GxqgFqlgkal5FbORqomD6sFMm/eIiTtPdDHi21BOj53FjZvW6/TJHrJChQd3ofOFuNW+1hWvajUZdzZk4ozJxAYPxOn07dyNqa+JNY2uPOFlxERG9mn6caGZnz/9jsozz3JBYMDXVa2dljw698ifl4CRKLrqxVsC2j5hYuQWskg7+mBrZMzsr74BLUlg5/rcPULgL2nF0qOHBzwnWHzF6G5rBSXS4pMzYHxUbFY88c/wsZackvbGk0vt9VNpdKg5cMv4ZBzZMBV05sfZln+Wp9YC5fIYJ3BlMkHNcIN9vSosH/rdhzeuB49HW2D9sZ/WjwefeUViMW6V9hGeFj0ehIgARIggREQoIBnBNAHe6VG2wu1WoMT2UeQl7UbtcXnIJJag+3U725vgdIMv9b31x8en4/AyGmY6jEeQS1t6NCo4VZXD2FrK4Q/BWLs4DRPqYS0vh5KOztobWyuZivT41dr9k6Fhwc6Zs8Cf0ow+NDCOmg8RA42UKu5nFhgFqwuh1gihpB/9QujUCgAq1iv7dVCq2H/uxddHR24XFYBhUKJrC8/Q2PFpWGf1aCIabi3VwrrwsJb3t0aFooL432ReTgT7XVXBuybras7WG2e/J1boTTyzI1b4ESoFXI0V1cjclEaCrJ2cf/Z1JfU2hqruIDn6grPjRdLx779sy+Rt2cH5P1k9GPn12bdeR+Sl6dBJBr8Cyr7xX/Xxm3Y+9kHAyf44PMRteh2nNubMeBqjVAiQWjiAuTu3G5qCq49mYMjUh5ai4QFibe0X7t1N0ReHtCWV8Jx41YI9EzkwX4IaL5jOVyXLzLobJBZBjhCjSpVvdj68Sc4tu17gH0YBris7Z2w4vkXEDGtbwA+Qt2m15IACZAACViYAAU8FjYhN3ansrwaLQ0NmBgagvq6elzML8DRTd+h5crlQf+fvymHZGVjB75YDIFQAK+ASZjo4YWw2kacdXbA+fpqTAichHnbd+oizl1wAAAYoElEQVRcBbq5T1qhEE333A23OxdzW/tMcbHvQ8ezc7D9nX/0+0XbFO8YqA0X/0A8Mj4U7Qo5POobIK2q4gI/paMjqiMicNFWii4hH0c2fweo+19xYedwYm6/Gye2rOcCvaFeEalpOGemLW2sb6FzU7H6+d/1u41IpVLj6N5s7PniE24V7ueLrQxFpaZh2YP39VnZGWiszCF7116cSN+OKxdvDSYdvXwwZU4yxAIR9n398YD/LtiKUvCcFJz+ceNQWQd8np0jWvva3/qkiua2sL33ORz3Z3M/WvAMSN/dERwMzTNPwGmck9n6PBoazjt+BhtfexXdnYOnw49dugqrfvPImN7yNxrmi/pIAiRAApYoQAGPJc7KAH1iSQGOHzqJxqpqKBXdKC/IQ3NVOZQ93WY5p9FfN9gv2S7efqi7dBGsUOPi2SmIzcgyWJGllta8/Bzs3Uz7ZY590f723Q+4g+jMazgudt4kdtEyNDXWcS7sPE7IxBAEqYBaGwn2ZmdB3tEGx3FesHcbh+Kj/Z9xYlnDWJByanvf9NXGjiFywVLk7/nxlpURkVQGrYZtA9Svkv1A7/cJj8LaV/8CqbT/7FhsK1fB6Vzs/Pg/aCgvBUtDzYKdpQ+thviGbWy6xqfp7UVJwUXs+eZLXDp1DCxhgm9YFJSKHsy7426EREdi3T/fQl5m+iBN8RA+fzEqz+ej9XKlrlca9XepjR3SnnoWcXOmX3u+PvsEHP/9EQQdHQa1yeo3tT/zJFxiwgx6bizenH8iD9/99WXIdZxtDIiOxyN/etmgz9ZY9KIxkQAJkAAJ3CpAAc8o+1Tc+B1eoVShsvgSqi+VIf9AFqoKcodtNCyl8tSEJCysaYL1xYs638uqxGslEmilUihcXdEdHwvXZSlmOZfQ2NCCT158gfuSPVwXKyKqvumsjI2zK3emSNHZAfazMytuGTh1Oo5uWTfgtr/QpEW4UlKIxoqhFat18PCGi58fSo5dL/zKaivJHJwQkrgQXU1NOLd/p148bGwyZyeou+RQKnu44NrFLwBJ963B1BlxEAoHX6Nj53J2ffEVHMd5Im3NfZCIjcsw1ljfjKwtW+Dg5IJ5SxeBbbsUCQVQqDR4/7nncPncwEkh2EDt3TzhPSUc5/bv0mvcht7k7DMej772BlxcHa89emX7Xrh8/gX4Bm5RbJqfDIfHH9BrFczQfo62+0vOXcB/X36Jy+I32MXqKf3u3XeN/nyNNhfqLwmQAAmQgP4CFPDob2XRdzbUt2L3+vUoPnqwzxYic3V6QnQ87uLJYJeX1+8rWO0ZlkJaMW4cVL4+4I1zg9DRAVahkyDg8yEQ8iDUI4Wvsf0/diAHP7z7T/S0Xz/sLBQKIZBIYGVjb3T6Z2P7Y+fmDu+QqSg/dWTQL27uARMhsrJC9bk82LuPg6KrizuXYugWNxe/QC5d9M/nmYQSKVhK5skz5qCxrBR2nl7Iz/hh0OHw+QKwfoclLsD01FRcqahAW2srqi4UYlpSEiaFTtKbo6mxBTa2tkNOp6xWa8ECN5YE4OeLnfXa+smXOJPxw6CH26XWNmCZ4fIzd+jdb71v5PHA1eJ5dM21LX7szFnXy28M+G/klraFQrSGhgIiEfgP3AWH8V56v34s39jQ1IL3Hn8cnTpSh7MtbSsfe4j7vy90kQAJkAAJkMCNAhTwjKHPg0KtwYVTZ5H59eeoLTpv1pFJbWywNDkN09IzbnlPj68vOh9cDaeoyejV8iAS8bkvqcN5sS+b3733AYqOZEMklMAvKhqeQRPg5umN8gvnkb3us+HsDrwmhwF8Hi7flJqaFTFlyQqcvX0R5uoFtUiMcb1ALZ8Ht17Arr0D7dYytPSqsfNARp8AbrABOLh5wD0oGNWF+bB1cuXezxfxUVWYj/qSiwhLXoy8jG3XmmBb7ViWt/aGKxDLrMHOvIwPn4qZS9MwztMTEsn15AJKlZpbWRnuOR1svGy+j+49gD2ff8zVIervYjVywuffhjO7Bk5dbeyHgq3mzX/oNwiODOECOxaQdVTXQfbinyBq1a8ga4+HB3pefh72nh7so/KLTVRw8xwoFCq8uXYtmgfYisgXCLhtm6GJqVj93DMYQ7VYjf040nMkQAIkQAI3CVDAMwY/EukbtqHlSg3yd26HRqM22whjkhcjRs2DV3EJxA1XD6arHRzQvDAV7r9aOuJfiBsbW9BaVwefoACuICTL8KbRaPDf1/+Bc/szzeZyc8NSO3uEzElGXsaPt6RqXp52J/y7lJC2tsDmUhm0YjHELS1gGboEcjl4P6UEbw8Lw5fqdlTkn9a73y7e4+E+YRK3pa6yIB/o1UIpv1oUNShuJlgBzJbKMvCFEniHhnEBj5WtLRKWLIatrR0EIkAiGj3V638+M7Tnqy9Rc+Ect8LV59cdgQBTU9NwJiMd2gESR+iNe9ON7DybSCoF2+rJVubi42djyslc2BYV6c5ayONBY2uL5pnT4bR2NRdM0nVdgGWt3L15O/J370RDVTn3GXX08IW9mwvGBU3izoax81xhcbHwGe9NdCRAAiRAAiRwiwAFPGPwQyGXq1FbW4sfP/wQTuO8cT47k6tVY470xNaOzoifOQ9zT52FsKcHzQ+vgfO86TrTDY8UO0tp/cVrfx/WgEcolSJ0znzk3rSFzD1gAu7xmwzPQzk6Oeri4/HfyiI0VJTovFffG9iqkqOnLzRKJepKi+AXHYfVzz4NsXj0BDk3j5Wdcasor8TxnbtxLjurz2qPxNYWYYmLcPqH7w3eIqiv6c/3LVl+HxL27AO/p2fQRxUODmifPQvC6CjYR4ZAaNzxJkO7Nyrvb2psw7HMPQgKC4VPkD8XGLIfMegiARIgARIgAV0CFPDoEhqlf2e/djc3t8LWzhon9h3kDs2X5p1B8+VqXC4sMNmoRBIrTEtbjunuPkBnJ6wipsApZILJ2jdHQ5lbdmDvfz+CsrvLHM3322ZQfAJ62tpwufDqwXpWUHP5vMWYvP+gXkUoVfb2OBgdgZ0ZW0zeZ9+QCEyamQD/SZMxKUz/czkm74gJG2SrAjVVl7Fn/XeoOpcH96CJcPTwQdnJw2ioqjDhm/pvatqMJCzsUsLuwoU+KzwaqZRLVd4eGQmeuxv4Hq5wmRUN/jBv+TQ7AL2ABEiABEiABCxIgAIeC5oMc3eFHe4uPV+M7974KzqbGm/JKmbo+0VSKwRGx+GeZ5+FtbUEzZcuw9rHAxIdxSQNfY+p7+/qVuGrv/0NpSePQGvGLX839lskkyFx6d1waG1HQWsdxjt5ID6vANK6Or2H1xIZiU8bKlFXrjsrnr6Nsu1AqWufxOzUWwtm6tuGJd/X3aPEqUPHUHjsCC4dPwzVT1v6hqPPwTEJWAYRnHKvJ/ZoSFsCxwfv5hJ20Nn64ZgFegcJkAAJkAAJABTw/MI+BSzbV8m5i8g9fAiFB/aivaneaIGg2Jm494UXYGstMbqNkXqwoa4JX/71VdSYcLVL11gmxyZglZIHQVsbRO3tELHaLAbUCqqPj8M3DZW4fME0K3Ts3Alb+fjN39+ElWTs7qVi9ZiaGlux9/tNKNifia7WZl1TZbK/T4tLQKLIBi6nz4Cn1aJx7hy4PP0I+CwrAV0kQAIkQAIkQALDIkABz7AwW95LWO2S3Jxj2P3pR2i9ctngDsrs7DFj1b1YsDIN/FH4U7Va04tNH36C49s2GDx2Yx+wsrPD8vhERLIthkZcpfOT8PXxfehsvJogYqiXq38gHnvzHdjbiofa1Kh4nm1zO3cmH4e2bEZVQR5U8sHP15hqUBPiZuCuHj4UMVNhmzwXMmdbUzVN7ZAACZAACZAACeghQAGPHkhj9Ra5XIWPXnwJtaUXwH7t79FR2E8okXBFJ2X2jghPXIDbHlwNqWT0HnDPPZaL71//E+SsMOgwXKxQZtLC5ZhZXAahXA7plSt6v1UjkyFvbgLWb/tG72d03egaOAFPv/X2qJ5DXWPs7+9yhQp7t/yA3MydaKoqN6YJg55hKcHvmJsKn+UpBj1HN5MACZAACZAACZhGgAIe0ziOylZY7ZLtX3yNoKgoyDs7ceDbdWiuqYRKLu8zHmsHJ0yImwm38f6or6yAZ0AAZixIhpV0dK8M5B0/g41v/FVnBXdTTq7E2ga+U8IR6e6D2Iw9ejetFYlwLGk2Nqdv1J3mWI9WWQrliJQ0rFz7METCX972KrbNraqiCgc2b0NxTrZZPwNsNXTlcy8hIjZCj5mhW0iABEiABEiABEwtQAGPqUVHWXtaLa4dnm6ob8be7zfidMYPUP8U9Ng4uSB5zaOInTcLYpEICqUSYpFwVG5ju3lqsnftRfp7/7ylNs5wTGHAtHjcqxTCtrBQ5+u6vbzQMSMeZd3t2LT1W53363ODzN4Jj7/9Pjw8XfS5fczew4L+c7kFOLTpe65Yr7zL9Kt9fIEQ8+5/BKmrbqezO2P2k0QDIwESIAESsGQBCngseXZGoG9N9c3Y9c0GXDqTA0VXD0LmJmP5Iw9DIhlb9S5UKjW+fefft9TGGS5yO1cPPO0ecLUwJQC5hwfUdnawKS7u0wW5pyc67/8VHGKj8O2776Egayc0PxUjHUpf2fa6kMRU3PP0k5CIx9bc6uuiVGpRmJuPi6dPQa5QouT4IXQ0GJ/EY6D38ng8zLzrAaTdfzcElKxA3+mh+0iABEiABEjAZAIU8JiMcuw0VFlRDSsrGWrKKiGRWWHyGKnNcuMM9ciV+PsjD6OtrnZEJs7BwwsrFi6H8+kzcLhcg5bUFIinhcP61Tchamu71qeGtQ/D/bZk7j/3yNX49JWXUXb6+JD7LJZKkbL2ScxMToJYzB9ye6OtAbayc3TvARz8bh2aqivN2n2xzBp3vfi/iIihLW1mhabGSYAESIAESGAAAQp46KPxixQ4fiAHW//1BhTDWHz0RmiBSISIOQtw+8UKqBwcIP7zixCL+Gh97R045hzhbu0OCIDysTVwmnK9kGvW1h3I/PQDaNQqaDUao+fOzsUNd73wxzFTaFQfCJYBnK3sKZVqHEzfgWPbN5llRefmvrBtoU+8+z5cXJ306SbdQwIkQAIkQAIkYGIBCnhMDErNWb6AQqHF9s8/x9HNpjkPY8yIWfKC1NvuRMzBHLQtTIH7HUvA4wEt5y+C9/l6KL29IF66CPZ+47j//uerpbkVh3btgbKrCye2fw+VQmHM62HFDtI//yIiY6KMen40PtTU0Ixv//UWGisuQdHTBUVnp97DkNrawT8yBtXnz3LnfAxJae0VHIbH33gDkjFc60hvSLqRBEiABEiABEZAgAKeEUCnV46sAEtL/N4zz6K2+PyIdYSt8Lh4+yEoOBwpjz4CG9n1wp8qtRoCgQD8GyOdG3rKMoz1KNX48PfP4/K5s0aNgb0/5raViJg1Ez6B/rCyGt0Z9/RBUCjU+Oafb6Ng3y59br96D48Pazt7TJgxG3c+/hjqrtQg//AJVF84h7pLxehqboJapRq0vaiFabj7yd9wc0oXCZAACZAACZDA8AtQwDP85vTGERYoKriA7998Ay01VSPcE8DRdzxWv/QyfP28De5L0dlifPXK/6Cn4/qZH0MakVrZwCc0Evf/8QVYScZ+wMNs8k6cwbEd6agvu4SettZBs7LxhUKEJy5EeMJshESHQii8GpSyrXEKpRp1NTUoyT+H/P1ZaKqq6LeOFdvOtvyZ5xERE2nI1NC9JEACJEACJEACJhSggMeEmNTU6BDY+e0WZH3xIXpZTu4Ruvh8IVwDgrBgzcMIiQqDUGh44oDOLiXefORBdDTWGTUKn5AIpD35FAL8fYx6frQ+xFZ66mprUFtRhdO7d6O6qACKji709mrgPSUcnhMnQ9kth39YKEKmTYWjs/2AQ+0FoFSoUX6xBHkHD6P09Am0N9RC2d0NK3sHzPvVGsy9LRUCgeHzO1p9qd8kQAIkQAIkYGkCFPBY2oxQf8wqwA6tb/zPpzi5faNZ36Orca/JYVj9h5fg4uao69YB/85Wqr7+35fQ3dZqVBvWDs5Y8ezvERH7y1196OqWY9+2nYBGDb5IgPikRDg6O0Cr1RocpGg0vVCq1Dh54CCqioph5+KM5BXLIJWIjJofeogESIAESIAESMA0AhTwmMaRWhlFAgcz9mH3x/9Gd7txgYIphjrrnjVIW30PhvLD/84NW7Dvi4+MrsvjFx6DtX/7M8SiX/bZkrLSSnj7ekIkun6Oaqhz3KNQQiwU0LmdoULS8yRAAiRAAiRgAgEKeEyASE2MLoGmxha899QTaG8wbivYUEdr4+yGB//yGvwChraVrKq8Cp+9+IJR47BzH4fURx5D3OzpQx0OPU8CJEACJEACJEACFi1AAY9FTw91zhwCcrkSmz78GKd3bDVH8zrbtHV2weNvvQ9X96HVZenpUePNRx9Ca13NoO/k8fkQiSQQyaQQiq3A5/MQt/xuzFuSAqHghpzXOntON5AACZAACZAACZDA6BOggGf0zRn12AQCmVvSsefTD6FWyofcmszeEW7+QWisLENnc6OO4EMAR09vJK95FHEJsUN6t1ypxLtPP4srJYX9t8PjQSAUInbpXZgQGQapTAZ2dF5sbQ0vH0+jEiUMqcP0MAmQAAmQAAmQAAmMgAAFPCOATq8ceYGKS5XY8OYbuFJSZHRnrB2c4Bs+FdNSFmBCaDDOHMrB2exslJ851qc2i0hqBTtXdwRMjYGdkyviUubCycmxT0FRYzrBMoRteP8/OL7t1gQMVvb2iEhahI6WFsy7cxX8h7h9zpj+0TMkQAIkQAIkQAIkYAkCFPBYwixQH0ZEgGU5W//XP6OjsV7v9/MFQtg4OSN45lzEL0zBOO++h927e1R47+kn0VxbDZVcDpfxAVj4yGPggYfwaRFDDnJu7Khaq8W6f7yN/Mwd3H/NFwig1WggtrJG7NIVWHLfvVBrNbCSmO4wvt5QdCMJkAAJkAAJkAAJWIgABTwWMhHUjeEXYGmEc/bsw+5PPkR3W4vODnhNCUfw9FmISZwDByd7CAX9ZzerrqpGwdGTOLnjByz57VOImBpu0kDn5442N7bh+3feRfHRA/CYMBnhc5PR3tQI38nBiJweAwmlQ9Y5p3QDCZAACZAACZDA2BeggGfszzGNcBABtVqDzE3bcXTbRnQOsNIjEIowPioGK596Cq6ubCua7oP+zU0tKDhxGgkLEvW635hJampoxVev/gndHe3wi4zBXY8/yr2LTzUujeGkZ0iABEiABEiABMaoAAU8Y3RiaVj6C7Dik+n//Rqnd2yDStE3iYHYSobIBUuQvGolnF2MLxKqf28Mu1Ou0KBX28sVyRSLKdIxTI/uJgESIAESIAES+CUIUMDzS5hlGqNOAblChW2ffIFT6VugUau4+2X2DohefDsW3r0KEjoHo9OQbiABEiABEiABEiABSxSggMcSZ4X6NCICrCDphrffRumJI7BxckHS/Q9hetIcCIX9n9UZkU7SS0mABEiABEiABEiABAwSoIDHIC66eawLsKBn19frMS05EUHBkyCgwpxjfcppfCRAAiRAAiRAAmNcgAKeMT7BNDzDBZQqDcQiWtUxXI6eIAESIAESIAESIAHLE6CAx/LmhHpEAiRAAiRAAiRAAiRAAiRgIgEKeEwESc2QAAmQAAmQAAmQAAmQAAlYngAFPJY3J9QjEiABEiABEiABEiABEiABEwlQwGMiSGqGBEiABEiABEiABEiABEjA8gQo4LG8OaEekQAJkAAJkAAJkAAJkAAJmEiAAh4TQVIzJEACJEACJEACJEACJEAClidAAY/lzQn1iARIgARIgARIgARIgARIwEQCFPCYCJKaIQESIAESIAESIAESIAESsDwBCngsb06oRyRAAiRAAiRAAiRAAiRAAiYSoIDHRJDUDAmQAAmQAAmQAAmQAAmQgOUJUMBjeXNCPSIBEiABEiABEiABEiABEjCRAAU8JoKkZkiABEiABEiABEiABEiABCxPgAIey5sT6hEJkAAJkAAJkAAJkAAJkICJBCjgMREkNUMCJEACJEACJEACJEACJGB5AhTwWN6cUI9IgARIgARIgARIgARIgARMJEABj4kgqRkSIAESIAESIAESIAESIAHLE6CAx/LmhHpEAiRAAiRAAiRAAiRAAiRgIgEKeEwESc2QAAmQAAmQAAmQAAmQAAlYngAFPJY3J9QjEiABEiABEiABEiABEiABEwlQwGMiSGqGBEiABEiABEiABEiABEjA8gQo4LG8OaEekQAJkAAJkAAJkAAJkAAJmEiAAh4TQVIzJEACJEACJEACJEACJEAClidAAY/lzQn1iARIgARIgARIgARIgARIwEQCFPCYCJKaIQESIAESIAESIAESIAESsDwBCngsb06oRyRAAiRAAiRAAiRAAiRAAiYS+D9m4cHirPHpswAAAABJRU5ErkJggg==",
"text/plain": [
"\n",
"\n",
"If you see this message, it means the renderer has not been properly enabled\n",
"for the frontend that you are using. For more information, see\n",
"https://altair-viz.github.io/user_guide/troubleshooting.html\n"
]
},
"execution_count": 25,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"ganador_por_municipio"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [],
"source": [
"# checkpoint\n",
"municipio_path = FIGURAS.joinpath(f\"ganador_por_municipio-{hoy}.html\")\n",
"municipio_path = str(municipio_path)\n",
"ganador_por_municipio.save(municipio_path)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Segunda visualización"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" seccion | \n",
" geometry | \n",
"
\n",
" \n",
" \n",
" \n",
" 0 | \n",
" 113 | \n",
" POLYGON ((624220.121241881 2218231.45630332, 6... | \n",
"
\n",
" \n",
" 1 | \n",
" 1319 | \n",
" POLYGON ((588649.611591479 2106827.2561998, 58... | \n",
"
\n",
" \n",
" 2 | \n",
" 114 | \n",
" POLYGON ((625131.004189697 2218154.0604571, 62... | \n",
"
\n",
" \n",
" 3 | \n",
" 115 | \n",
" POLYGON ((622838.703358738 2221492.84485929, 6... | \n",
"
\n",
" \n",
" 4 | \n",
" 502 | \n",
" POLYGON ((581656.828105251 2237838.39969905, 5... | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" seccion geometry\n",
"0 113 POLYGON ((624220.121241881 2218231.45630332, 6...\n",
"1 1319 POLYGON ((588649.611591479 2106827.2561998, 58...\n",
"2 114 POLYGON ((625131.004189697 2218154.0604571, 62...\n",
"3 115 POLYGON ((622838.703358738 2221492.84485929, 6...\n",
"4 502 POLYGON ((581656.828105251 2237838.39969905, 5..."
]
},
"execution_count": 27,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"secciones = gpd.read_file(DATOS_EXTERNOS / 'mapas_puebla' / 'SECCION.shp')\n",
"\n",
"secciones = secciones[['seccion', 'geometry']]\n",
"\n",
"secciones.head()"
]
},
{
"cell_type": "code",
"execution_count": 28,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" SECCION | \n",
" ALBERTO_JIMENEZ | \n",
" ENRIQUE_CARDENAS | \n",
" MIGUEL_BARBOSA | \n",
" NO_REGISTRADOS | \n",
" NULOS | \n",
" TOTAL_VOTOS | \n",
" LISTA_NOMINAL | \n",
" aj_porc | \n",
" ec_porc | \n",
" mb_porc | \n",
" no_reg_porc | \n",
" nulos_porc | \n",
" parti_porc | \n",
" abst_porc | \n",
" GANADOR | \n",
" PORC_GANADOR | \n",
" CVE_GANADOR | \n",
"
\n",
" \n",
" \n",
" \n",
" 0 | \n",
" 1 | \n",
" 161 | \n",
" 203 | \n",
" 283 | \n",
" 0 | \n",
" 17 | \n",
" 664 | \n",
" 2377 | \n",
" 24.25 | \n",
" 30.57 | \n",
" 42.62 | \n",
" 0.00 | \n",
" 2.56 | \n",
" 27.93 | \n",
" 72.07 | \n",
" MIGUEL_BARBOSA | \n",
" 42.62 | \n",
" 3 | \n",
"
\n",
" \n",
" 1 | \n",
" 10 | \n",
" 89 | \n",
" 211 | \n",
" 251 | \n",
" 0 | \n",
" 8 | \n",
" 559 | \n",
" 2494 | \n",
" 15.92 | \n",
" 37.75 | \n",
" 44.90 | \n",
" 0.00 | \n",
" 1.43 | \n",
" 22.41 | \n",
" 77.59 | \n",
" MIGUEL_BARBOSA | \n",
" 44.90 | \n",
" 3 | \n",
"
\n",
" \n",
" 2 | \n",
" 100 | \n",
" 22 | \n",
" 107 | \n",
" 328 | \n",
" 0 | \n",
" 9 | \n",
" 466 | \n",
" 1340 | \n",
" 4.72 | \n",
" 22.96 | \n",
" 70.39 | \n",
" 0.00 | \n",
" 1.93 | \n",
" 34.78 | \n",
" 65.22 | \n",
" MIGUEL_BARBOSA | \n",
" 70.39 | \n",
" 3 | \n",
"
\n",
" \n",
" 3 | \n",
" 1000 | \n",
" 48 | \n",
" 641 | \n",
" 208 | \n",
" 2 | \n",
" 13 | \n",
" 912 | \n",
" 1715 | \n",
" 5.26 | \n",
" 70.29 | \n",
" 22.81 | \n",
" 0.22 | \n",
" 1.43 | \n",
" 53.18 | \n",
" 46.82 | \n",
" ENRIQUE_CARDENAS | \n",
" 70.29 | \n",
" 2 | \n",
"
\n",
" \n",
" 4 | \n",
" 1001 | \n",
" 60 | \n",
" 259 | \n",
" 210 | \n",
" 0 | \n",
" 15 | \n",
" 544 | \n",
" 1420 | \n",
" 11.03 | \n",
" 47.61 | \n",
" 38.60 | \n",
" 0.00 | \n",
" 2.76 | \n",
" 38.31 | \n",
" 61.69 | \n",
" ENRIQUE_CARDENAS | \n",
" 47.61 | \n",
" 2 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" SECCION ALBERTO_JIMENEZ ENRIQUE_CARDENAS MIGUEL_BARBOSA NO_REGISTRADOS \\\n",
"0 1 161 203 283 0 \n",
"1 10 89 211 251 0 \n",
"2 100 22 107 328 0 \n",
"3 1000 48 641 208 2 \n",
"4 1001 60 259 210 0 \n",
"\n",
" NULOS TOTAL_VOTOS LISTA_NOMINAL aj_porc ec_porc mb_porc no_reg_porc \\\n",
"0 17 664 2377 24.25 30.57 42.62 0.00 \n",
"1 8 559 2494 15.92 37.75 44.90 0.00 \n",
"2 9 466 1340 4.72 22.96 70.39 0.00 \n",
"3 13 912 1715 5.26 70.29 22.81 0.22 \n",
"4 15 544 1420 11.03 47.61 38.60 0.00 \n",
"\n",
" nulos_porc parti_porc abst_porc GANADOR PORC_GANADOR \\\n",
"0 2.56 27.93 72.07 MIGUEL_BARBOSA 42.62 \n",
"1 1.43 22.41 77.59 MIGUEL_BARBOSA 44.90 \n",
"2 1.93 34.78 65.22 MIGUEL_BARBOSA 70.39 \n",
"3 1.43 53.18 46.82 ENRIQUE_CARDENAS 70.29 \n",
"4 2.76 38.31 61.69 ENRIQUE_CARDENAS 47.61 \n",
"\n",
" CVE_GANADOR \n",
"0 3 \n",
"1 3 \n",
"2 3 \n",
"3 2 \n",
"4 2 "
]
},
"execution_count": 28,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"secciones_datos = pd.read_csv(DATOS_EXTERNOS / 'elecciones_puebla_por_seccion_2019.csv')\n",
"\n",
"secciones_datos.head()"
]
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {},
"outputs": [],
"source": [
"secciones_con_datos = secciones.merge(secciones_datos, left_on = 'seccion', right_on = 'SECCION')"
]
},
{
"cell_type": "code",
"execution_count": 30,
"metadata": {},
"outputs": [],
"source": [
"secciones_con_datos = secciones_con_datos.rename(columns = {\n",
" \"ENRIQUE_CARDENAS\": \"Enrique Cárdenas Sánchez\",\n",
" \"ALBERTO_JIMENEZ\": \"Alberto Jiménez Merino\",\n",
" \"MIGUEL_BARBOSA\": \"Miguel Barbosa Huerta\",\n",
" \"NO_REGISTRADOS\": \"No registrados\",\n",
" \"NULOS\": \"Votos nulos\",\n",
" \"TOTAL_VOTOS\": \"Total de votos\",\n",
" \"GANADOR\": \"Ganador\",\n",
" \"PORC_GANADOR\": \"% del ganador\",\n",
" \"abst_porc\": \"% de abstencionismo\"\n",
"})"
]
},
{
"cell_type": "code",
"execution_count": 31,
"metadata": {},
"outputs": [],
"source": [
"secciones_con_datos['Ganador'] = secciones_con_datos['Ganador'].str.replace(\"_\", ' ').str.title()"
]
},
{
"cell_type": "code",
"execution_count": 32,
"metadata": {},
"outputs": [],
"source": [
"secciones_con_datos = secciones_con_datos[['Alberto Jiménez Merino', 'Enrique Cárdenas Sánchez', 'Miguel Barbosa Huerta', 'No registrados', 'Votos nulos', 'Total de votos', 'LISTA_NOMINAL', 'aj_porc', 'ec_porc', 'mb_porc', 'no_reg_porc', 'nulos_porc', 'parti_porc', \"% de abstencionismo\", 'Ganador','% del ganador', 'CVE_GANADOR', 'geometry',]]"
]
},
{
"cell_type": "code",
"execution_count": 33,
"metadata": {},
"outputs": [],
"source": [
"secciones_con_datos = secciones_con_datos.to_crs(epsg=4326)"
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {},
"outputs": [],
"source": [
"# centroides\n",
"secciones_con_datos['centroide_x'] = secciones_con_datos['geometry'].centroid.x\n",
"secciones_con_datos['centroide_y'] = secciones_con_datos['geometry'].centroid.y"
]
},
{
"cell_type": "code",
"execution_count": 35,
"metadata": {},
"outputs": [
{
"data": {
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\n",
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