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ahartikainen/Precipitation.ipynb

Last active August 3, 2020 11:04
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Homemade rain gauge
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Precipitation.ipynb
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Precipitation measurements\n",
"\n",
"Example of homemade rain gauge precipitation measurements with the help of kids toy-buckets and some bayesian mathematics.\n",
"\n",
"See https://en.wikipedia.org/wiki/Rain_gauge\n",
"\n",
"Measurements were done overnight between 24.-25.7.2020.\n",
"\n",
"## Weather station measurements\n",
"Espoo, Nuuksio, approximately 10 km from the measurement location\n",
"https://www.ilmatieteenlaitos.fi/havaintojen-lataus\n",
"\n",
"## Problem definition\n",
"\n",
"The aim is to estimate precipitation based on simple measurement setup.\n",
"Two buckets (blue and yellow) were left outside overnight to gather rain precipitation.\n",
"The diameter of the bucket was measured a few times with a tape measure.\n",
"At the morning next day, the buckets were weighted with and without the precipitated water.\n",
"Scale was tared between the measurements and the buckets were placed approximately center.\n",
"\n",
"Scale used for the weighting has approximately absolute accuracy of +/- 2 grams and the result is rounded to the closest 1 gram.\n",
"Tape measure results were inferred from the photograph and are given +/- 2 centimeter accuracy."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"import pystan\n",
"import numpy as np\n",
"import pandas as pd\n",
"import arviz as az"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Data"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Similar measurements are i.i.d which means that different measurements should not be paired.\n",
"Number of measurements between the differents objecs (blue, yellow or water, no-water) can differ,\n",
"but are the same in this example."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Weights (in grams)"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"weight_bucket = pd.DataFrame.from_dict({\n",
" \"blue\" : np.array([127, 128, 128]),\n",
" \"yellow\" : np.array([129, 129, 128]),\n",
"})\n",
"weight_bucket_water = pd.DataFrame.from_dict({\n",
" \"blue\" : np.array([170, 169, 169]),\n",
" \"yellow\" : np.array([168, 169, 168]),\n",
"})"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>blue</th>\n",
" <th>yellow</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>127</td>\n",
" <td>129</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>128</td>\n",
" <td>129</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>128</td>\n",
" <td>128</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" blue yellow\n",
"0 127 129\n",
"1 128 129\n",
"2 128 128"
]
},
"execution_count": 3,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"weight_bucket"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>blue</th>\n",
" <th>yellow</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>170</td>\n",
" <td>168</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>169</td>\n",
" <td>169</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>169</td>\n",
" <td>168</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" blue yellow\n",
"0 170 168\n",
"1 169 169\n",
"2 169 168"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"weight_bucket_water"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Lengths (in centimeters)"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"import matplotlib.pyplot as plt"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Geometry"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<matplotlib.legend.Legend at 0x295fb7e1f28>"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 360x360 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"fig, ax = plt.subplots(figsize=(5,5))\n",
"\n",
"# base circle\n",
"ax.add_artist(plt.Circle((-11,0), radius=14, color=\"blue\", alpha=1))\n",
"\n",
"# wedge\n",
"dx = (14**2 - 3**2)**0.5\n",
"dy = 3\n",
"dx_2 = dx + 4.0\n",
"dy_2 = 1.5\n",
"ax.add_artist(plt.Polygon([\n",
" (dx-11, dy),\n",
" (dx_2-11, dy_2),\n",
" (dx_2-11, -dy_2),\n",
" (dx-11, -dy),\n",
" \n",
"], alpha=1, color=\"skyblue\"))\n",
"\n",
"ax.add_artist(plt.Polygon([\n",
" (0-11, 0),\n",
" (dx-11, dy),\n",
" (dx-11, -dy), \n",
"], alpha=1, color=\"royalblue\"))\n",
"\n",
"ax.plot([dx-11, dx-11], [dy, -dy], color=\"y\", lw=1, marker='o', label=\"inner\")\n",
"ax.plot([dx_2-11, dx_2-11], [dy_2, -dy_2], color=\"red\", lw=1, marker='o', label=\"outer\")\n",
"ax.plot([dx-11, dx_2-11], [0, 0], color=\"cyan\", lw=1, marker='o', markeredgecolor=\"k\", label=\"length\")\n",
"\n",
"\n",
"\n",
"ax.set_xlim(-25,25)\n",
"ax.set_ylim(-25,25)\n",
"ax.axis(\"off\")\n",
"fig.legend()"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
"diameter_bucket = pd.DataFrame.from_dict({\n",
" \"blue\" : np.array([14.8-1.0]),\n",
" \"yellow\" : np.array([15.0-1.0]),\n",
"})\n",
"\n",
"radius_bucket = diameter_bucket / 2\n",
"\n",
"# \n",
"wedge_bucket_inner = pd.DataFrame.from_dict({\n",
" \"blue\" : np.array([6.0]),\n",
" \"yellow\" : np.array([6.0])\n",
"})\n",
"\n",
"wedge_bucket_outer = pd.DataFrame.from_dict({\n",
" \"blue\" : np.array([3.0]),\n",
" \"yellow\" : np.array([3.0])\n",
"})\n",
"\n",
"\n",
"wedge_bucket_lenght = pd.DataFrame.from_dict({\n",
" \"blue\" : np.array([4.0]),\n",
" \"yellow\" : np.array([4.0])\n",
"})"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
"circumference_bucket = 2 * np.pi * radius_bucket"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {},
"outputs": [
{
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"circumference_bucket"
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{
"cell_type": "code",
"execution_count": 10,
"metadata": {},
"outputs": [
{
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"source": [
"# radians\n",
"wedge_angle = 2 * np.pi * wedge_bucket_inner / circumference_bucket\n",
"wedge_angle"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {},
"outputs": [],
"source": [
"wedge_area_outside = wedge_bucket_outer * wedge_bucket_lenght + abs(wedge_bucket_inner - wedge_bucket_outer) * wedge_bucket_lenght\n",
"wedge_triangle_p = (radius_bucket * 2 + wedge_bucket_inner) / 2\n",
"wedge_area_inside = np.sqrt(wedge_triangle_p * (wedge_triangle_p - radius_bucket)**2 * (wedge_triangle_p - wedge_bucket_inner))"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [
{
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"wedge_area_outside"
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{
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{
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"metadata": {},
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"wedge_area_inside"
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{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [],
"source": [
"bucket_area_inside = np.pi * radius_bucket**2 - 0.5 * radius_bucket**2 * (wedge_angle - np.sin(wedge_angle)) + np.sqrt(wedge_triangle_p * (wedge_triangle_p - radius_bucket)**2 * (wedge_triangle_p - wedge_bucket_inner))"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {},
"outputs": [
{
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"metadata": {},
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"source": [
"bucket_area_inside"
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{
"cell_type": "code",
"execution_count": 16,
"metadata": {},
"outputs": [],
"source": [
"bucket_area = (bucket_area_inside + wedge_area_inside + wedge_area_outside) / 10_000 # m^2"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
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"source": [
"bucket_area "
]
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{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [
{
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"blue 41.666667\n",
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"execution_count": 18,
"metadata": {},
"output_type": "execute_result"
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],
"source": [
"weight_water = weight_bucket_water.mean() - weight_bucket.mean()\n",
"weight_water"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [],
"source": [
"# temp 15degC\n",
"density_water = 999 # kg / m^3"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"blue 0.000042\n",
"yellow 0.000040\n",
"dtype: float64"
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"execution_count": 20,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"volume_water = (weight_water / 1000) / density_water # m^3\n",
"volume_water"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"blue 0.041708\n",
"yellow 0.039706\n",
"dtype: float64"
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"execution_count": 21,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"volume_water_litre = volume_water * 1000\n",
"volume_water_litre"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [
{
"data": {
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"execution_count": 22,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"precipitation = volume_water_litre / bucket_area\n",
"precipitation"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Let's solve this with Stan and at some uncertainty"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"This kind of data use ragged structure, even when this example has same number of measurements for different groups (buckets).\n",
"\n",
"For ragged structure see https://mc-stan.org/docs/2_23/stan-users-guide/ragged-data-structs-section.html"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [],
"source": [
"model_code = \"\"\"\n",
"functions {\n",
" real bucket_area(real r, real d_i, real d_o, real d_l) {\n",
" real circle_area = pi() * square(r);\n",
" \n",
" real p = (r * 2 + d_i) / 2;\n",
" real segment_angle = 2 * pi() * d_i / (2 * pi() * r);\n",
" real segment_area = 0.5 * square(r) * (segment_angle - sin(segment_angle));\n",
" \n",
" real wedge_area = d_i * d_l + fabs(d_i - d_o) * d_l;\n",
" real area = circle_area - segment_area + wedge_area;\n",
" return area;\n",
" }\n",
"}\n",
"data {\n",
" int<lower=0> K; // # of buckets\n",
" \n",
" // Weigths\n",
" \n",
" int<lower=0> N_b; // # of observations for weight (bucket)\n",
" vector[N_b] w_b; // bucket weight observations (bucket) [g]\n",
" int s_b[K]; // bucket weight group sizes (bucket)\n",
"\n",
" int<lower=0> N_bw; // # of observations for weight (bucket + water)\n",
" vector[N_bw] w_bw; // bucket weight observations (bucket + water) [g]\n",
" int s_bw[K]; // bucket weight group sizes (bucket + water)\n",
" \n",
" // Lenghts\n",
" \n",
" int<lower=0> N_d; // # of observations for diameter\n",
" vector[N_d] d; // bucket diameter observations [cm]\n",
" int s_d[K]; // bucket diameter group sizes\n",
" \n",
" int<lower=0> N_di; // # of observations for inner length\n",
" vector[N_di] d_i; // bucket inner length observations [cm]\n",
" int s_di[K]; // bucket inner length group sizes\n",
" \n",
" int<lower=0> N_do; // # of observations for outer length\n",
" vector[N_do] d_o; // bucket outer length observations [cm]\n",
" int s_do[K]; // bucket inner length group sizes\n",
" \n",
" int<lower=0> N_dl; // # of observations for length\n",
" vector[N_dl] d_l; // bucket length observations [cm]\n",
" int s_dl[K]; // bucket length group sizes\n",
" \n",
"}\n",
"transformed data {\n",
" real scale_sd = sqrt(2); // estimated absolute error\n",
" real tape_measure_sd = sqrt(2); // estimated absolute error\n",
" real density_water = 999; // kg/m^3 for water at 15 degC \n",
" // real temperature between \n",
" // 15 degC (999 kg/m^3) and 25 degC (997 kg/m^3))\n",
"}\n",
"parameters {\n",
" // estimated true values\n",
" vector<lower=0>[K] weight_bucket;\n",
" vector<lower=0>[K] weight_bucket_water;\n",
" vector<lower=0>[K] diameter;\n",
" vector<lower=0>[K] d_inner;\n",
" vector<lower=0>[K] d_outer;\n",
" vector<lower=0>[K] d_length;\n",
"}\n",
"transformed parameters {\n",
" vector<lower=0>[K] radius = diameter ./ 2;\n",
" vector<lower=0>[K] weight_water = weight_bucket_water - weight_bucket;\n",
" vector<lower=0>[K] area;\n",
" for (k in 1:K) {\n",
" area[k] = bucket_area(radius[k], d_inner[k], d_outer[k], d_length[k]);\n",
" }\n",
"}\n",
"model {\n",
" int pos_b = 1;\n",
" int pos_bw = 1;\n",
" int pos_d = 1;\n",
" int pos_di = 1;\n",
" int pos_do = 1;\n",
" int pos_dl = 1;\n",
" \n",
" for (k in 1:K) {\n",
" segment(w_b, pos_b, s_b[k]) ~ normal(weight_bucket[k], scale_sd);\n",
" pos_b = pos_b + s_b[k];\n",
" \n",
" segment(w_bw, pos_bw, s_bw[k]) ~ normal(weight_bucket_water[k], scale_sd);\n",
" pos_bw = pos_bw + s_bw[k];\n",
" \n",
" segment(d, pos_d, s_d[k]) ~ normal(diameter[k], tape_measure_sd);\n",
" pos_d = pos_d + s_d[k];\n",
" \n",
" segment(d_i, pos_di, s_di[k]) ~ normal(d_inner[k], tape_measure_sd);\n",
" pos_di = pos_di + s_di[k];\n",
" \n",
" segment(d_o, pos_do, s_do[k]) ~ normal(d_outer[k], tape_measure_sd);\n",
" pos_do = pos_do + s_do[k];\n",
" \n",
" segment(d_l, pos_dl, s_dl[k]) ~ normal(d_length[k], tape_measure_sd);\n",
" pos_dl = pos_dl + s_dl[k];\n",
" }\n",
"}\n",
"generated quantities {\n",
" vector[K] precipitation;\n",
" for (k in 1:K) {\n",
" // results in mm of precipitation\n",
" // see https://en.wikipedia.org/wiki/Precipitation#Measurement\n",
" precipitation[k] = (weight_water[k] / density_water) / area[k] * 10000;\n",
" }\n",
" \n",
"}\n",
"\"\"\""
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"INFO:pystan:COMPILING THE C++ CODE FOR MODEL anon_model_011a8ab3fc4f653d878b91f91efbbafb NOW.\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Wall time: 1min 37s\n"
]
}
],
"source": [
"%time prec_model = pystan.StanModel(model_code=model_code)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Create pystan data"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {},
"outputs": [],
"source": [
"w_b = []\n",
"s_b = []\n",
"for g, ser in weight_bucket.iteritems():\n",
" s_b.append(len(ser))\n",
" w_b.extend(ser.values)\n",
"N_b = len(w_b)"
]
},
{
"cell_type": "code",
"execution_count": 26,
"metadata": {},
"outputs": [],
"source": [
"w_bw = []\n",
"s_bw = []\n",
"for g, ser in weight_bucket_water.iteritems():\n",
" s_bw.append(len(ser))\n",
" w_bw.extend(ser.values)\n",
"N_bw = len(w_bw)"
]
},
{
"cell_type": "code",
"execution_count": 27,
"metadata": {},
"outputs": [],
"source": [
"d = []\n",
"s_d = []\n",
"for g, ser in diameter_bucket.iteritems():\n",
" s_d.append(len(ser))\n",
" d.extend(ser.values)\n",
"N_d = len(d)"
]
},
{
"cell_type": "code",
"execution_count": 28,
"metadata": {},
"outputs": [],
"source": [
"d_i = []\n",
"s_di = []\n",
"for g, ser in wedge_bucket_inner.iteritems():\n",
" s_di.append(len(ser))\n",
" d_i.extend(ser.values)\n",
"N_di = len(d_i)"
]
},
{
"cell_type": "code",
"execution_count": 29,
"metadata": {},
"outputs": [],
"source": [
"d_o = []\n",
"s_do = []\n",
"for g, ser in wedge_bucket_outer.iteritems():\n",
" s_do.append(len(ser))\n",
" d_o.extend(ser.values)\n",
"N_do = len(d_o)"
]
},
{
"cell_type": "code",
"execution_count": 30,
"metadata": {},
"outputs": [],
"source": [
"d_l = []\n",
"s_dl = []\n",
"for g, ser in wedge_bucket_lenght.iteritems():\n",
" s_dl.append(len(ser))\n",
" d_l.extend(ser.values)\n",
"N_dl = len(d_l)"
]
},
{
"cell_type": "code",
"execution_count": 31,
"metadata": {},
"outputs": [],
"source": [
"prec_data = {\n",
" \"K\" : 2,\n",
" \"N_b\" : N_b,\n",
" \"w_b\" : w_b,\n",
" \"s_b\" : s_b,\n",
" \n",
" \"N_bw\" : N_bw,\n",
" \"w_bw\" : w_bw,\n",
" \"s_bw\" : s_bw,\n",
"\n",
" \"N_d\" : N_d,\n",
" \"d\" : d,\n",
" \"s_d\" : s_d,\n",
"\n",
" \"N_di\" : N_di,\n",
" \"d_i\" : d_i,\n",
" \"s_di\" : s_di,\n",
"\n",
" \"N_do\" : N_do,\n",
" \"d_o\" : d_o,\n",
" \"s_do\" : s_do,\n",
"\n",
" \"N_dl\" : N_dl,\n",
" \"d_l\" : d_l,\n",
" \"s_dl\" : s_dl,\n",
"}\n"
]
},
{
"cell_type": "code",
"execution_count": 32,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"{'K': 2,\n",
" 'N_b': 6,\n",
" 'w_b': [127, 128, 128, 129, 129, 128],\n",
" 's_b': [3, 3],\n",
" 'N_bw': 6,\n",
" 'w_bw': [170, 169, 169, 168, 169, 168],\n",
" 's_bw': [3, 3],\n",
" 'N_d': 2,\n",
" 'd': [13.8, 14.0],\n",
" 's_d': [1, 1],\n",
" 'N_di': 2,\n",
" 'd_i': [6.0, 6.0],\n",
" 's_di': [1, 1],\n",
" 'N_do': 2,\n",
" 'd_o': [3.0, 3.0],\n",
" 's_do': [1, 1],\n",
" 'N_dl': 2,\n",
" 'd_l': [4.0, 4.0],\n",
" 's_dl': [1, 1]}"
]
},
"execution_count": 32,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"prec_data"
]
},
{
"cell_type": "code",
"execution_count": 33,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Wall time: 8.56 s\n"
]
}
],
"source": [
"%time prec_fit = prec_model.sampling(data=prec_data)"
]
},
{
"cell_type": "code",
"execution_count": 34,
"metadata": {},
"outputs": [],
"source": [
"idata_prec = az.from_pystan(\n",
" posterior=prec_fit,\n",
" observed_data=[\"w_b\", \"w_bw\", \"d\", \"d_i\", \"d_o\", \"d_l\"],\n",
" constant_data=[\"s_b\", \"s_bw\", \"s_d\", \"s_di\", \"s_do\", \"s_dl\"],\n",
" coords={\"bucket_list\" : [\"blue\", \"yellow\"]},\n",
" dims={\n",
" \"weight_bucket\" : [\"bucket_list\"],\n",
" \"weight_bucket_water\" : [\"bucket_list\"],\n",
" \"weight_water\" : [\"bucket_list\"],\n",
" \"diameter\" : [\"bucket_list\"],\n",
" \"d_inner\" : [\"bucket_list\"],\n",
" \"d_outer\" : [\"bucket_list\"],\n",
" \"d_length\" : [\"bucket_list\"],\n",
" \"radius\" : [\"bucket_list\"],\n",
" \"area\" : [\"bucket_list\"],\n",
" \"precipitation\" : [\"bucket_list\"],\n",
" }\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 35,
"metadata": {},
"outputs": [
{
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"\n",
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"</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
"Dimensions: (bucket_list: 2, chain: 4, draw: 1000)\n",
"Coordinates:\n",
" * chain (chain) int32 0 1 2 3\n",
" * draw (draw) int32 0 1 2 3 4 5 6 ... 994 995 996 997 998 999\n",
" * bucket_list (bucket_list) &lt;U6 &#x27;blue&#x27; &#x27;yellow&#x27;\n",
"Data variables:\n",
" weight_bucket (chain, draw, bucket_list) float64 126.5 ... 130.1\n",
" weight_bucket_water (chain, draw, bucket_list) float64 168.9 ... 168.8\n",
" diameter (chain, draw, bucket_list) float64 15.64 ... 15.04\n",
" d_inner (chain, draw, bucket_list) float64 4.602 ... 5.235\n",
" d_outer (chain, draw, bucket_list) float64 0.7354 ... 2.06\n",
" d_length (chain, draw, bucket_list) float64 6.042 ... 2.066\n",
" radius (chain, draw, bucket_list) float64 7.822 7.986 ... 7.52\n",
" weight_water (chain, draw, bucket_list) float64 42.43 38.46 ... 38.7\n",
" area (chain, draw, bucket_list) float64 242.4 ... 193.5\n",
" precipitation (chain, draw, bucket_list) float64 1.752 ... 2.002\n",
"Attributes:\n",
" created_at: 2020-07-25T23:24:12.869879\n",
" arviz_version: 0.9.0\n",
" inference_library: pystan\n",
" inference_library_version: 2.22.1.0.dev0</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-b7e65874-bc30-414d-941d-039fc85ddcdb' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b7e65874-bc30-414d-941d-039fc85ddcdb' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>bucket_list</span>: 2</li><li><span class='xr-has-index'>chain</span>: 4</li><li><span class='xr-has-index'>draw</span>: 1000</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-0237f484-d819-4300-b693-67747c3f1f0e' class='xr-section-summary-in' type='checkbox' checked><label for='section-0237f484-d819-4300-b693-67747c3f1f0e' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>chain</span></div><div class='xr-var-dims'>(chain)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3</div><input id='attrs-ac945082-945c-4eeb-bf5e-63f124085661' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ac945082-945c-4eeb-bf5e-63f124085661' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-90ee5c3c-3e42-4eac-86b9-9850f80603ce' class='xr-var-data-in' type='checkbox'><label for='data-90ee5c3c-3e42-4eac-86b9-9850f80603ce' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1, 2, 3])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>draw</span></div><div class='xr-var-dims'>(draw)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 ... 995 996 997 998 999</div><input id='attrs-0b748108-f413-4c0e-b3b8-1b6732ef99ac' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-0b748108-f413-4c0e-b3b8-1b6732ef99ac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3b905f47-5a57-46da-9b03-6fc9e666b7cb' class='xr-var-data-in' type='checkbox'><label for='data-3b905f47-5a57-46da-9b03-6fc9e666b7cb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0, 1, 2, ..., 997, 998, 999])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>bucket_list</span></div><div class='xr-var-dims'>(bucket_list)</div><div class='xr-var-dtype'>&lt;U6</div><div class='xr-var-preview xr-preview'>&#x27;blue&#x27; &#x27;yellow&#x27;</div><input id='attrs-2d7005c4-e4c3-494a-ba70-81a40d8f2b31' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2d7005c4-e4c3-494a-ba70-81a40d8f2b31' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-02d052b3-61c5-46e5-ba5e-7a4133842a53' class='xr-var-data-in' type='checkbox'><label for='data-02d052b3-61c5-46e5-ba5e-7a4133842a53' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([&#x27;blue&#x27;, &#x27;yellow&#x27;], dtype=&#x27;&lt;U6&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-fe2429b9-6012-45ad-aa98-e9a9d9fa87a4' class='xr-section-summary-in' type='checkbox' checked><label for='section-fe2429b9-6012-45ad-aa98-e9a9d9fa87a4' class='xr-section-summary' >Data variables: <span>(10)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>weight_bucket</span></div><div class='xr-var-dims'>(chain, draw, bucket_list)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>126.5 129.2 128.2 ... 128.7 130.1</div><input id='attrs-1300da7d-6d80-4925-81b2-57b436f43b19' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1300da7d-6d80-4925-81b2-57b436f43b19' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-80dcc059-30f7-43be-ba30-7115d49432e2' class='xr-var-data-in' type='checkbox'><label for='data-80dcc059-30f7-43be-ba30-7115d49432e2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[126.46017157, 129.2429253 ],\n",
" [128.22788865, 128.39580949],\n",
" [128.12520314, 129.4558603 ],\n",
" ...,\n",
" [129.24918855, 129.49895081],\n",
" [125.92591915, 127.87024504],\n",
" [128.86989124, 128.72754302]],\n",
"\n",
" [[126.92529694, 127.95953531],\n",
" [127.85858057, 129.15367463],\n",
" [127.21615503, 129.74399279],\n",
" ...,\n",
" [127.34997063, 128.58530163],\n",
" [129.15715156, 127.91388715],\n",
" [128.7616176 , 128.89889644]],\n",
"\n",
" [[128.3014058 , 129.37081157],\n",
" [127.08640532, 127.75408408],\n",
" [127.72733645, 129.27756049],\n",
" ...,\n",
" [128.73350476, 128.02498915],\n",
" [126.60663718, 129.54696717],\n",
" [128.56355342, 127.51119993]],\n",
"\n",
" [[126.8651153 , 128.47304368],\n",
" [127.72790289, 127.98360391],\n",
" [128.67871882, 127.6359107 ],\n",
" ...,\n",
" [128.660392 , 130.27679805],\n",
" [126.79141323, 127.03391233],\n",
" [128.73482055, 130.10167344]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>weight_bucket_water</span></div><div class='xr-var-dims'>(chain, draw, bucket_list)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>168.9 167.7 170.2 ... 168.9 168.8</div><input id='attrs-f700926b-7bb0-4341-87af-c9b94d8eb6f4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-f700926b-7bb0-4341-87af-c9b94d8eb6f4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c48852e6-de80-49ca-84a4-e54d5be5fb37' class='xr-var-data-in' type='checkbox'><label for='data-c48852e6-de80-49ca-84a4-e54d5be5fb37' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[168.88797143, 167.70565618],\n",
" [170.19952115, 169.44211245],\n",
" [169.31438024, 170.28074829],\n",
" ...,\n",
" [170.72143688, 167.96053868],\n",
" [167.76381838, 169.49264646],\n",
" [170.35948225, 166.46709682]],\n",
"\n",
" [[169.46634708, 166.71544104],\n",
" [169.7743501 , 169.07630213],\n",
" [169.91485619, 169.32153608],\n",
" ...,\n",
" [169.11796042, 168.59202038],\n",
" [169.6978275 , 167.12294429],\n",
" [169.88262922, 168.44759468]],\n",
"\n",
" [[169.10900775, 167.43663089],\n",
" [169.65919973, 168.6148883 ],\n",
" [170.25685134, 169.04630867],\n",
" ...,\n",
" [168.33420652, 168.77360616],\n",
" [169.91674743, 167.87129984],\n",
" [169.70169697, 167.98036955]],\n",
"\n",
" [[169.2902039 , 166.4689755 ],\n",
" [168.62305799, 167.81484946],\n",
" [167.99900936, 167.59703124],\n",
" ...,\n",
" [168.5702333 , 169.00014849],\n",
" [169.85030341, 167.67729952],\n",
" [168.87639418, 168.80557118]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>diameter</span></div><div class='xr-var-dims'>(chain, draw, bucket_list)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>15.64 15.97 15.17 ... 14.0 15.04</div><input id='attrs-b8cd8879-3cdb-4af0-88e7-b24d0ee502cb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b8cd8879-3cdb-4af0-88e7-b24d0ee502cb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a4dbe6c8-d97a-4e80-b915-a119c65e8eba' class='xr-var-data-in' type='checkbox'><label for='data-a4dbe6c8-d97a-4e80-b915-a119c65e8eba' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[15.64363749, 15.97163663],\n",
" [15.16602492, 13.56554046],\n",
" [14.22269886, 11.87754526],\n",
" ...,\n",
" [14.15957049, 12.6812466 ],\n",
" [13.80092387, 15.30253646],\n",
" [13.98181475, 13.38220045]],\n",
"\n",
" [[15.94397702, 13.18931693],\n",
" [12.01966112, 15.68446634],\n",
" [13.1668162 , 15.33395004],\n",
" ...,\n",
" [15.79113529, 13.86507644],\n",
" [13.40730631, 14.95445111],\n",
" [15.08997306, 14.03324193]],\n",
"\n",
" [[12.70959739, 12.3503364 ],\n",
" [13.52316811, 16.16441038],\n",
" [13.58602208, 16.60943952],\n",
" ...,\n",
" [14.04039801, 14.76588866],\n",
" [13.53696483, 13.67346016],\n",
" [11.47468172, 13.02318331]],\n",
"\n",
" [[15.88802025, 12.85109287],\n",
" [15.40098737, 13.38085656],\n",
" [13.78338601, 12.08153254],\n",
" ...,\n",
" [14.14364602, 13.3386121 ],\n",
" [13.57812886, 13.58434004],\n",
" [14.00460966, 15.04065176]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>d_inner</span></div><div class='xr-var-dims'>(chain, draw, bucket_list)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.602 5.917 5.077 ... 5.631 5.235</div><input id='attrs-671cc4ac-a717-46d1-a17c-988893fc9aa2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-671cc4ac-a717-46d1-a17c-988893fc9aa2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-780fe316-a0d2-49f0-810e-cbbb7f8292a3' class='xr-var-data-in' type='checkbox'><label for='data-780fe316-a0d2-49f0-810e-cbbb7f8292a3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[4.60243789, 5.91741605],\n",
" [5.07735203, 4.18625026],\n",
" [6.60566488, 5.06017254],\n",
" ...,\n",
" [6.96791055, 4.34781255],\n",
" [4.11006985, 6.04416173],\n",
" [3.27973875, 7.92414518]],\n",
"\n",
" [[4.76549062, 5.95690024],\n",
" [6.06579733, 5.25937107],\n",
" [7.04314602, 6.03169288],\n",
" ...,\n",
" [4.99843541, 4.77879456],\n",
" [7.08854268, 5.0304518 ],\n",
" [4.74445837, 8.47582711]],\n",
"\n",
" [[5.53089678, 7.16813628],\n",
" [4.48269628, 5.69728218],\n",
" [4.79778355, 3.89129142],\n",
" ...,\n",
" [3.67362453, 6.05279752],\n",
" [6.98577225, 4.80548771],\n",
" [5.72571704, 5.81334823]],\n",
"\n",
" [[8.96147261, 4.81440116],\n",
" [6.26705375, 7.09497969],\n",
" [8.92350642, 6.57875078],\n",
" ...,\n",
" [5.07018346, 5.05638864],\n",
" [6.6709919 , 7.31074596],\n",
" [5.63115065, 5.23546046]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>d_outer</span></div><div class='xr-var-dims'>(chain, draw, bucket_list)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.7354 0.2936 4.27 ... 3.717 2.06</div><input id='attrs-d67ea36e-11e5-4b07-84c1-0d9098a28152' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d67ea36e-11e5-4b07-84c1-0d9098a28152' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-114cefab-aae8-436e-bbad-d1268ace73fb' class='xr-var-data-in' type='checkbox'><label for='data-114cefab-aae8-436e-bbad-d1268ace73fb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[0.73541225, 0.29364867],\n",
" [4.27035018, 0.50523232],\n",
" [2.70312578, 0.59735955],\n",
" ...,\n",
" [1.42663529, 3.81478425],\n",
" [1.9081409 , 2.76722266],\n",
" [4.06426732, 1.8079571 ]],\n",
"\n",
" [[4.45375813, 2.76519385],\n",
" [2.22756876, 4.25899493],\n",
" [3.33515978, 2.19752231],\n",
" ...,\n",
" [3.77784991, 4.46893448],\n",
" [2.20838697, 2.62094108],\n",
" [5.04813239, 2.63824574]],\n",
"\n",
" [[7.6273505 , 3.99514721],\n",
" [0.25916476, 3.26376853],\n",
" [0.24455499, 3.18241734],\n",
" ...,\n",
" [3.821276 , 5.63107288],\n",
" [3.23113753, 1.55262664],\n",
" [4.87363616, 2.66099273]],\n",
"\n",
" [[1.61949965, 2.36620023],\n",
" [4.35946195, 4.86668262],\n",
" [4.79120865, 3.09848683],\n",
" ...,\n",
" [3.11897156, 4.76987209],\n",
" [3.37522918, 3.12020967],\n",
" [3.71654606, 2.05981159]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>d_length</span></div><div class='xr-var-dims'>(chain, draw, bucket_list)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.042 3.376 4.118 ... 6.292 2.066</div><input id='attrs-72b2bd9e-89b3-4a51-a9f3-56ff7a50107b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-72b2bd9e-89b3-4a51-a9f3-56ff7a50107b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2cd6752a-f8fe-4a1d-b845-02328345c364' class='xr-var-data-in' type='checkbox'><label for='data-2cd6752a-f8fe-4a1d-b845-02328345c364' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[6.04155968, 3.3762284 ],\n",
" [4.11779864, 2.23790214],\n",
" [4.46455429, 2.76878284],\n",
" ...,\n",
" [5.2083658 , 5.04972345],\n",
" [3.27615167, 2.93300526],\n",
" [5.76952482, 3.08431973]],\n",
"\n",
" [[5.35251918, 4.03315724],\n",
" [2.719931 , 3.33619557],\n",
" [4.37791577, 3.68823338],\n",
" ...,\n",
" [4.43371452, 1.60464804],\n",
" [4.17096584, 6.09415054],\n",
" [5.63988748, 3.74838256]],\n",
"\n",
" [[3.72832429, 4.40659426],\n",
" [1.83982906, 4.07049726],\n",
" [1.745289 , 7.13334192],\n",
" ...,\n",
" [5.26619076, 4.59949201],\n",
" [3.87701633, 2.267158 ],\n",
" [4.03959811, 6.72489153]],\n",
"\n",
" [[6.35680709, 2.8878839 ],\n",
" [5.19677291, 5.24667788],\n",
" [5.52944121, 4.97821846],\n",
" ...,\n",
" [4.64952206, 2.83988616],\n",
" [2.08710405, 5.43615052],\n",
" [6.29235806, 2.0662708 ]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>radius</span></div><div class='xr-var-dims'>(chain, draw, bucket_list)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>7.822 7.986 7.583 ... 7.002 7.52</div><input id='attrs-cb8e8029-8b33-4d4f-abaa-d7d405619272' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cb8e8029-8b33-4d4f-abaa-d7d405619272' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e5de897e-de2e-4474-b964-a9203c42fb95' class='xr-var-data-in' type='checkbox'><label for='data-e5de897e-de2e-4474-b964-a9203c42fb95' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[7.82181875, 7.98581832],\n",
" [7.58301246, 6.78277023],\n",
" [7.11134943, 5.93877263],\n",
" ...,\n",
" [7.07978524, 6.3406233 ],\n",
" [6.90046193, 7.65126823],\n",
" [6.99090738, 6.69110023]],\n",
"\n",
" [[7.97198851, 6.59465847],\n",
" [6.00983056, 7.84223317],\n",
" [6.5834081 , 7.66697502],\n",
" ...,\n",
" [7.89556765, 6.93253822],\n",
" [6.70365315, 7.47722555],\n",
" [7.54498653, 7.01662097]],\n",
"\n",
" [[6.3547987 , 6.1751682 ],\n",
" [6.76158406, 8.08220519],\n",
" [6.79301104, 8.30471976],\n",
" ...,\n",
" [7.02019901, 7.38294433],\n",
" [6.76848241, 6.83673008],\n",
" [5.73734086, 6.51159166]],\n",
"\n",
" [[7.94401013, 6.42554644],\n",
" [7.70049369, 6.69042828],\n",
" [6.891693 , 6.04076627],\n",
" ...,\n",
" [7.07182301, 6.66930605],\n",
" [6.78906443, 6.79217002],\n",
" [7.00230483, 7.52032588]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>weight_water</span></div><div class='xr-var-dims'>(chain, draw, bucket_list)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>42.43 38.46 41.97 ... 40.14 38.7</div><input id='attrs-d2f38e4e-50b2-4acb-8c09-b9d6a96a1111' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d2f38e4e-50b2-4acb-8c09-b9d6a96a1111' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-394e6bd0-81ee-4b9b-848b-f31765d666fd' class='xr-var-data-in' type='checkbox'><label for='data-394e6bd0-81ee-4b9b-848b-f31765d666fd' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[42.42779986, 38.46273088],\n",
" [41.97163251, 41.04630297],\n",
" [41.1891771 , 40.82488799],\n",
" ...,\n",
" [41.47224833, 38.46158787],\n",
" [41.83789923, 41.62240142],\n",
" [41.48959101, 37.7395538 ]],\n",
"\n",
" [[42.54105015, 38.75590573],\n",
" [41.91576953, 39.92262751],\n",
" [42.69870117, 39.5775433 ],\n",
" ...,\n",
" [41.76798979, 40.00671874],\n",
" [40.54067594, 39.20905713],\n",
" [41.12101162, 39.54869824]],\n",
"\n",
" [[40.80760195, 38.06581932],\n",
" [42.57279441, 40.86080422],\n",
" [42.52951488, 39.76874818],\n",
" ...,\n",
" [39.60070176, 40.74861701],\n",
" [43.31011025, 38.32433267],\n",
" [41.13814356, 40.46916962]],\n",
"\n",
" [[42.42508861, 37.99593183],\n",
" [40.8951551 , 39.83124554],\n",
" [39.32029054, 39.96112054],\n",
" ...,\n",
" [39.9098413 , 38.72335045],\n",
" [43.05889018, 40.64338719],\n",
" [40.14157363, 38.70389774]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>area</span></div><div class='xr-var-dims'>(chain, draw, bucket_list)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>242.4 237.2 203.5 ... 199.5 193.5</div><input id='attrs-bd8d7de7-965e-4825-b080-d6a58a7d3407' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bd8d7de7-965e-4825-b080-d6a58a7d3407' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a303b825-45b2-45b3-9a40-7519610d06c5' class='xr-var-data-in' type='checkbox'><label for='data-a303b825-45b2-45b3-9a40-7519610d06c5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[242.35324341, 237.21177439],\n",
" [203.47216178, 161.25387514],\n",
" [202.55393995, 135.41474077],\n",
" ...,\n",
" [218.82601643, 149.89485354],\n",
" [169.44659578, 208.92270785],\n",
" [176.57134436, 178.17994204]],\n",
"\n",
" [[225.72106701, 170.95992168],\n",
" [137.46565896, 212.58213849],\n",
" [179.05193892, 218.74589532],\n",
" ...,\n",
" [222.12830736, 157.86968858],\n",
" [186.91430502, 219.59628224],\n",
" [206.1553258 , 201.60007217]],\n",
"\n",
" [[153.1694473 , 160.72051441],\n",
" [158.56248151, 236.45169999],\n",
" [159.96759109, 248.90028025],\n",
" ...,\n",
" [174.37078458, 198.60082888],\n",
" [181.58515116, 163.79073169],\n",
" [127.38986119, 191.08356311]],\n",
"\n",
" [[294.81185668, 149.27538102],\n",
" [226.19379722, 185.33466541],\n",
" [213.50266781, 161.01397398],\n",
" ...,\n",
" [188.26243023, 153.34063401],\n",
" [162.12995828, 202.93178693],\n",
" [199.46263849, 193.50126025]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>precipitation</span></div><div class='xr-var-dims'>(chain, draw, bucket_list)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1.752 1.623 2.065 ... 2.015 2.002</div><input id='attrs-05a79b49-135f-4cc5-b9ec-6e1a13faebe9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-05a79b49-135f-4cc5-b9ec-6e1a13faebe9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ef0d331d-ab27-412b-ae2c-c84be60774c3' class='xr-var-data-in' type='checkbox'><label for='data-ef0d331d-ab27-412b-ae2c-c84be60774c3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[1.75241187, 1.62307424],\n",
" [2.0648351 , 2.54799398],\n",
" [2.0355273 , 3.01782166],\n",
" ...,\n",
" [1.89711273, 2.56847297],\n",
" [2.47156214, 1.99423346],\n",
" [2.35208733, 2.12017866]],\n",
"\n",
" [[1.88656001, 2.26922778],\n",
" [3.05223338, 1.87986584],\n",
" [2.38709745, 1.81110418],\n",
" ...,\n",
" [1.88223645, 2.53669757],\n",
" [2.17111565, 1.78729371],\n",
" [1.99665828, 1.96370399]],\n",
"\n",
" [[2.66687979, 2.3708189 ],\n",
" [2.68760992, 1.7298123 ],\n",
" [2.6612945 , 1.59937774],\n",
" ...,\n",
" [2.27333622, 2.05383868],\n",
" [2.38750049, 2.34217742],\n",
" [3.23254319, 2.11999811]],\n",
"\n",
" [[1.44049689, 2.54790613],\n",
" [1.80977956, 2.15130378],\n",
" [1.8435203 , 2.48432609],\n",
" ...,\n",
" [2.12202674, 2.5278435 ],\n",
" [2.65848413, 2.00481511],\n",
" [2.01450034, 2.0021906 ]]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-97b4ba6d-2f0f-49b5-8140-275700a349e3' class='xr-section-summary-in' type='checkbox' checked><label for='section-97b4ba6d-2f0f-49b5-8140-275700a349e3' class='xr-section-summary' >Attributes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>created_at :</span></dt><dd>2020-07-25T23:24:12.869879</dd><dt><span>arviz_version :</span></dt><dd>0.9.0</dd><dt><span>inference_library :</span></dt><dd>pystan</dd><dt><span>inference_library_version :</span></dt><dd>2.22.1.0.dev0</dd></dl></div></li></ul></div></div><br></div>\n",
" </ul>\n",
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"</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
"Dimensions: (chain: 4, draw: 1000)\n",
"Coordinates:\n",
" * chain (chain) int32 0 1 2 3\n",
" * draw (draw) int32 0 1 2 3 4 5 6 7 ... 993 994 995 996 997 998 999\n",
"Data variables:\n",
" accept_stat (chain, draw) float64 0.8527 0.8469 0.9443 ... 0.8662 0.9113\n",
" stepsize (chain, draw) float64 0.4164 0.4164 0.4164 ... 0.29 0.29 0.29\n",
" treedepth (chain, draw) int64 3 3 3 3 3 2 3 3 3 3 ... 4 4 4 4 4 4 4 3 4 4\n",
" n_leapfrog (chain, draw) int64 7 15 7 7 7 3 7 7 ... 15 15 15 15 15 15 15\n",
" diverging (chain, draw) bool False False False ... False False False\n",
" energy (chain, draw) float64 -16.89 -15.93 -19.82 ... -20.77 -22.21\n",
" lp (chain, draw) float64 21.25 24.62 24.1 ... 27.82 28.0 26.87\n",
"Attributes:\n",
" created_at: 2020-07-25T23:24:12.896864\n",
" arviz_version: 0.9.0\n",
" inference_library: pystan\n",
" inference_library_version: 2.22.1.0.dev0</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-1d9b7a66-6e72-4f69-83d4-66f3c214b597' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-1d9b7a66-6e72-4f69-83d4-66f3c214b597' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>chain</span>: 4</li><li><span class='xr-has-index'>draw</span>: 1000</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-b416b92a-a4c2-4cb1-9fe0-30a52dcb0ff9' class='xr-section-summary-in' type='checkbox' checked><label for='section-b416b92a-a4c2-4cb1-9fe0-30a52dcb0ff9' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>chain</span></div><div class='xr-var-dims'>(chain)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3</div><input id='attrs-2cde2f18-3d13-4e93-ac77-b21fe5115ff8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2cde2f18-3d13-4e93-ac77-b21fe5115ff8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-87a97fbb-d3f1-4594-b902-f5f6953572d9' class='xr-var-data-in' type='checkbox'><label for='data-87a97fbb-d3f1-4594-b902-f5f6953572d9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1, 2, 3])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>draw</span></div><div class='xr-var-dims'>(draw)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 ... 995 996 997 998 999</div><input id='attrs-b0ea0f01-6e05-46a2-be23-ad07836d14c4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b0ea0f01-6e05-46a2-be23-ad07836d14c4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-37067b5e-df14-4a50-99ab-d83d689f577c' class='xr-var-data-in' type='checkbox'><label for='data-37067b5e-df14-4a50-99ab-d83d689f577c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 0, 1, 2, ..., 997, 998, 999])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9bb62ca7-74cf-496c-b722-e2cce38a5e41' class='xr-section-summary-in' type='checkbox' checked><label for='section-9bb62ca7-74cf-496c-b722-e2cce38a5e41' class='xr-section-summary' >Data variables: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>accept_stat</span></div><div class='xr-var-dims'>(chain, draw)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.8527 0.8469 ... 0.8662 0.9113</div><input id='attrs-ef4d05d1-e1e5-4163-92a7-17ad9e2ba58c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ef4d05d1-e1e5-4163-92a7-17ad9e2ba58c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b8b01f3a-5ec4-4add-b98d-f5dfc9e39ec0' class='xr-var-data-in' type='checkbox'><label for='data-b8b01f3a-5ec4-4add-b98d-f5dfc9e39ec0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[0.85271733, 0.8469101 , 0.94425321, ..., 0.87957847, 0.85050562,\n",
" 0.97717177],\n",
" [0.9827055 , 0.88961265, 0.97822849, ..., 0.92382495, 0.79170043,\n",
" 0.99664715],\n",
" [0.9432422 , 0.68613048, 0.90729219, ..., 0.99158586, 0.9908004 ,\n",
" 0.94773097],\n",
" [0.90284451, 0.99832012, 0.93089601, ..., 0.92457082, 0.86623349,\n",
" 0.91131315]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>stepsize</span></div><div class='xr-var-dims'>(chain, draw)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.4164 0.4164 0.4164 ... 0.29 0.29</div><input id='attrs-e16107e6-df10-4f99-82b4-c5273ec26a81' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e16107e6-df10-4f99-82b4-c5273ec26a81' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ff9284a2-2d87-4b94-b8cc-4dcbe15d6760' class='xr-var-data-in' type='checkbox'><label for='data-ff9284a2-2d87-4b94-b8cc-4dcbe15d6760' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[0.41637246, 0.41637246, 0.41637246, ..., 0.41637246, 0.41637246,\n",
" 0.41637246],\n",
" [0.3691858 , 0.3691858 , 0.3691858 , ..., 0.3691858 , 0.3691858 ,\n",
" 0.3691858 ],\n",
" [0.42992222, 0.42992222, 0.42992222, ..., 0.42992222, 0.42992222,\n",
" 0.42992222],\n",
" [0.29000821, 0.29000821, 0.29000821, ..., 0.29000821, 0.29000821,\n",
" 0.29000821]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>treedepth</span></div><div class='xr-var-dims'>(chain, draw)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>3 3 3 3 3 2 3 3 ... 4 4 4 4 4 3 4 4</div><input id='attrs-33d2c0f0-041a-4678-a55b-4b33efd0aa42' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-33d2c0f0-041a-4678-a55b-4b33efd0aa42' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a8b509aa-fb1c-46bd-b4d5-d7dcd130bc18' class='xr-var-data-in' type='checkbox'><label for='data-a8b509aa-fb1c-46bd-b4d5-d7dcd130bc18' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[3, 3, 3, ..., 3, 3, 3],\n",
" [4, 3, 3, ..., 3, 3, 3],\n",
" [3, 3, 3, ..., 3, 3, 3],\n",
" [3, 3, 3, ..., 3, 4, 4]], dtype=int64)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>n_leapfrog</span></div><div class='xr-var-dims'>(chain, draw)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>7 15 7 7 7 3 ... 15 15 15 15 15 15</div><input id='attrs-2596ba40-afd4-4ff0-a288-f46f5ddac712' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2596ba40-afd4-4ff0-a288-f46f5ddac712' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ae7c42a2-d78a-4e75-8b01-9746a2e74135' class='xr-var-data-in' type='checkbox'><label for='data-ae7c42a2-d78a-4e75-8b01-9746a2e74135' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[ 7, 15, 7, ..., 7, 7, 7],\n",
" [15, 7, 7, ..., 7, 15, 7],\n",
" [ 7, 7, 7, ..., 7, 7, 7],\n",
" [ 7, 15, 7, ..., 15, 15, 15]], dtype=int64)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>diverging</span></div><div class='xr-var-dims'>(chain, draw)</div><div class='xr-var-dtype'>bool</div><div class='xr-var-preview xr-preview'>False False False ... False False</div><input id='attrs-b9ecbea3-f788-41d6-9fe2-4c74a085a4fc' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b9ecbea3-f788-41d6-9fe2-4c74a085a4fc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bd2bbf7d-4cb2-4cd5-856f-40505336a304' class='xr-var-data-in' type='checkbox'><label for='data-bd2bbf7d-4cb2-4cd5-856f-40505336a304' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[False, False, False, ..., False, False, False],\n",
" [False, False, False, ..., False, False, False],\n",
" [False, False, False, ..., False, False, False],\n",
" [False, False, False, ..., False, False, False]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>energy</span></div><div class='xr-var-dims'>(chain, draw)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-16.89 -15.93 ... -20.77 -22.21</div><input id='attrs-00b7ecd4-58a0-4331-b9d9-0fcf22d3f390' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-00b7ecd4-58a0-4331-b9d9-0fcf22d3f390' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f31ff198-541f-45ab-9869-db698faad205' class='xr-var-data-in' type='checkbox'><label for='data-f31ff198-541f-45ab-9869-db698faad205' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[-16.8942959 , -15.92746785, -19.8212506 , ..., -21.54839538,\n",
" -16.84269366, -18.02584927],\n",
" [-19.61338849, -20.60547637, -26.43276686, ..., -21.23723865,\n",
" -18.43931035, -23.76501034],\n",
" [-19.75865491, -19.72136188, -15.76386219, ..., -21.83281309,\n",
" -25.33008669, -22.32072464],\n",
" [-19.6634746 , -19.92700678, -23.75528359, ..., -21.17132238,\n",
" -20.76851942, -22.21019657]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lp</span></div><div class='xr-var-dims'>(chain, draw)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>21.25 24.62 24.1 ... 28.0 26.87</div><input id='attrs-1db4d718-d107-4caf-a941-940dcc0d0235' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1db4d718-d107-4caf-a941-940dcc0d0235' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8dac803d-3991-47a2-a2e4-0184138fa20f' class='xr-var-data-in' type='checkbox'><label for='data-8dac803d-3991-47a2-a2e4-0184138fa20f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[21.24544312, 24.62067372, 24.10052511, ..., 26.13155835,\n",
" 24.11867133, 23.66474751],\n",
" [28.09663741, 28.99676912, 30.06711902, ..., 28.68887536,\n",
" 27.78115922, 28.71393687],\n",
" [25.90443557, 23.89489267, 19.80747794, ..., 28.02870313,\n",
" 28.04337862, 27.49166448],\n",
" [23.25869355, 30.70230117, 26.4097178 , ..., 27.82029136,\n",
" 28.00099024, 26.8684723 ]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c9274c54-23eb-423c-a903-2363dda92774' class='xr-section-summary-in' type='checkbox' checked><label for='section-c9274c54-23eb-423c-a903-2363dda92774' class='xr-section-summary' >Attributes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>created_at :</span></dt><dd>2020-07-25T23:24:12.896864</dd><dt><span>arviz_version :</span></dt><dd>0.9.0</dd><dt><span>inference_library :</span></dt><dd>pystan</dd><dt><span>inference_library_version :</span></dt><dd>2.22.1.0.dev0</dd></dl></div></li></ul></div></div><br></div>\n",
" </ul>\n",
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" <input id=\"idata_observed_data493c6572-5304-44e4-8520-9b07b09fc322\" class=\"xr-section-summary-in\" type=\"checkbox\">\n",
" <label for=\"idata_observed_data493c6572-5304-44e4-8520-9b07b09fc322\" class = \"xr-section-summary\">observed_data</label>\n",
" <div class=\"xr-section-inline-details\"></div>\n",
" <div class=\"xr-section-details\">\n",
" <ul id=\"xr-dataset-coord-list\" class=\"xr-var-list\">\n",
" <div style=\"padding-left:2rem;\"><div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
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".xr-wrap {\n",
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".xr-header {\n",
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"\n",
".xr-header > div,\n",
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"\n",
".xr-obj-type,\n",
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"\n",
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"\n",
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"\n",
".xr-section-item input {\n",
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"\n",
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"\n",
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"\n",
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".xr-section-inline-details {\n",
" padding-top: 4px;\n",
" padding-bottom: 4px;\n",
"}\n",
"\n",
".xr-section-inline-details {\n",
" grid-column: 2 / -1;\n",
"}\n",
"\n",
".xr-section-details {\n",
" display: none;\n",
" grid-column: 1 / -1;\n",
" margin-bottom: 5px;\n",
"}\n",
"\n",
".xr-section-summary-in:checked ~ .xr-section-details {\n",
" display: contents;\n",
"}\n",
"\n",
".xr-array-wrap {\n",
" grid-column: 1 / -1;\n",
" display: grid;\n",
" grid-template-columns: 20px auto;\n",
"}\n",
"\n",
".xr-array-wrap > label {\n",
" grid-column: 1;\n",
" vertical-align: top;\n",
"}\n",
"\n",
".xr-preview {\n",
" color: var(--xr-font-color3);\n",
"}\n",
"\n",
".xr-array-preview,\n",
".xr-array-data {\n",
" padding: 0 5px !important;\n",
" grid-column: 2;\n",
"}\n",
"\n",
".xr-array-data,\n",
".xr-array-in:checked ~ .xr-array-preview {\n",
" display: none;\n",
"}\n",
"\n",
".xr-array-in:checked ~ .xr-array-data,\n",
".xr-array-preview {\n",
" display: inline-block;\n",
"}\n",
"\n",
".xr-dim-list {\n",
" display: inline-block !important;\n",
" list-style: none;\n",
" padding: 0 !important;\n",
" margin: 0;\n",
"}\n",
"\n",
".xr-dim-list li {\n",
" display: inline-block;\n",
" padding: 0;\n",
" margin: 0;\n",
"}\n",
"\n",
".xr-dim-list:before {\n",
" content: '(';\n",
"}\n",
"\n",
".xr-dim-list:after {\n",
" content: ')';\n",
"}\n",
"\n",
".xr-dim-list li:not(:last-child):after {\n",
" content: ',';\n",
" padding-right: 5px;\n",
"}\n",
"\n",
".xr-has-index {\n",
" font-weight: bold;\n",
"}\n",
"\n",
".xr-var-list,\n",
".xr-var-item {\n",
" display: contents;\n",
"}\n",
"\n",
".xr-var-item > div,\n",
".xr-var-item label,\n",
".xr-var-item > .xr-var-name span {\n",
" background-color: var(--xr-background-color-row-even);\n",
" margin-bottom: 0;\n",
"}\n",
"\n",
".xr-var-item > .xr-var-name:hover span {\n",
" padding-right: 5px;\n",
"}\n",
"\n",
".xr-var-list > li:nth-child(odd) > div,\n",
".xr-var-list > li:nth-child(odd) > label,\n",
".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
" background-color: var(--xr-background-color-row-odd);\n",
"}\n",
"\n",
".xr-var-name {\n",
" grid-column: 1;\n",
"}\n",
"\n",
".xr-var-dims {\n",
" grid-column: 2;\n",
"}\n",
"\n",
".xr-var-dtype {\n",
" grid-column: 3;\n",
" text-align: right;\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-var-preview {\n",
" grid-column: 4;\n",
"}\n",
"\n",
".xr-var-name,\n",
".xr-var-dims,\n",
".xr-var-dtype,\n",
".xr-preview,\n",
".xr-attrs dt {\n",
" white-space: nowrap;\n",
" overflow: hidden;\n",
" text-overflow: ellipsis;\n",
" padding-right: 10px;\n",
"}\n",
"\n",
".xr-var-name:hover,\n",
".xr-var-dims:hover,\n",
".xr-var-dtype:hover,\n",
".xr-attrs dt:hover {\n",
" overflow: visible;\n",
" width: auto;\n",
" z-index: 1;\n",
"}\n",
"\n",
".xr-var-attrs,\n",
".xr-var-data {\n",
" display: none;\n",
" background-color: var(--xr-background-color) !important;\n",
" padding-bottom: 5px !important;\n",
"}\n",
"\n",
".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
".xr-var-data-in:checked ~ .xr-var-data {\n",
" display: block;\n",
"}\n",
"\n",
".xr-var-data > table {\n",
" float: right;\n",
"}\n",
"\n",
".xr-var-name span,\n",
".xr-var-data,\n",
".xr-attrs {\n",
" padding-left: 25px !important;\n",
"}\n",
"\n",
".xr-attrs,\n",
".xr-var-attrs,\n",
".xr-var-data {\n",
" grid-column: 1 / -1;\n",
"}\n",
"\n",
"dl.xr-attrs {\n",
" padding: 0;\n",
" margin: 0;\n",
" display: grid;\n",
" grid-template-columns: 125px auto;\n",
"}\n",
"\n",
".xr-attrs dt, dd {\n",
" padding: 0;\n",
" margin: 0;\n",
" float: left;\n",
" padding-right: 10px;\n",
" width: auto;\n",
"}\n",
"\n",
".xr-attrs dt {\n",
" font-weight: normal;\n",
" grid-column: 1;\n",
"}\n",
"\n",
".xr-attrs dt:hover span {\n",
" display: inline-block;\n",
" background: var(--xr-background-color);\n",
" padding-right: 10px;\n",
"}\n",
"\n",
".xr-attrs dd {\n",
" grid-column: 2;\n",
" white-space: pre-wrap;\n",
" word-break: break-all;\n",
"}\n",
"\n",
".xr-icon-database,\n",
".xr-icon-file-text2 {\n",
" display: inline-block;\n",
" vertical-align: middle;\n",
" width: 1em;\n",
" height: 1.5em !important;\n",
" stroke-width: 0;\n",
" stroke: currentColor;\n",
" fill: currentColor;\n",
"}\n",
"</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
"Dimensions: (d_dim_0: 2, d_i_dim_0: 2, d_l_dim_0: 2, d_o_dim_0: 2, w_b_dim_0: 6, w_bw_dim_0: 6)\n",
"Coordinates:\n",
" * w_b_dim_0 (w_b_dim_0) int32 0 1 2 3 4 5\n",
" * w_bw_dim_0 (w_bw_dim_0) int32 0 1 2 3 4 5\n",
" * d_dim_0 (d_dim_0) int32 0 1\n",
" * d_i_dim_0 (d_i_dim_0) int32 0 1\n",
" * d_o_dim_0 (d_o_dim_0) int32 0 1\n",
" * d_l_dim_0 (d_l_dim_0) int32 0 1\n",
"Data variables:\n",
" w_b (w_b_dim_0) int32 127 128 128 129 129 128\n",
" w_bw (w_bw_dim_0) int32 170 169 169 168 169 168\n",
" d (d_dim_0) float64 13.8 14.0\n",
" d_i (d_i_dim_0) float64 6.0 6.0\n",
" d_o (d_o_dim_0) float64 3.0 3.0\n",
" d_l (d_l_dim_0) float64 4.0 4.0\n",
"Attributes:\n",
" created_at: 2020-07-25T23:24:12.844139\n",
" arviz_version: 0.9.0\n",
" inference_library: pystan\n",
" inference_library_version: 2.22.1.0.dev0</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-514094a3-ab5d-453f-8510-8a643e53ffb2' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-514094a3-ab5d-453f-8510-8a643e53ffb2' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>d_dim_0</span>: 2</li><li><span class='xr-has-index'>d_i_dim_0</span>: 2</li><li><span class='xr-has-index'>d_l_dim_0</span>: 2</li><li><span class='xr-has-index'>d_o_dim_0</span>: 2</li><li><span class='xr-has-index'>w_b_dim_0</span>: 6</li><li><span class='xr-has-index'>w_bw_dim_0</span>: 6</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-2e2d0802-2b90-44c3-96a1-08a09aed3dfc' class='xr-section-summary-in' type='checkbox' checked><label for='section-2e2d0802-2b90-44c3-96a1-08a09aed3dfc' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>w_b_dim_0</span></div><div class='xr-var-dims'>(w_b_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5</div><input id='attrs-50aa540d-a3f4-4951-8936-82420c45ffb8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-50aa540d-a3f4-4951-8936-82420c45ffb8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0af8d199-5a56-4eaf-b781-61d827b1a31e' class='xr-var-data-in' type='checkbox'><label for='data-0af8d199-5a56-4eaf-b781-61d827b1a31e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1, 2, 3, 4, 5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>w_bw_dim_0</span></div><div class='xr-var-dims'>(w_bw_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5</div><input id='attrs-bf9f9cde-fe47-40b4-9c09-6bb1e75e0745' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-bf9f9cde-fe47-40b4-9c09-6bb1e75e0745' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-92ae60e4-10ad-4863-9ccb-d98998318764' class='xr-var-data-in' type='checkbox'><label for='data-92ae60e4-10ad-4863-9ccb-d98998318764' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1, 2, 3, 4, 5])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>d_dim_0</span></div><div class='xr-var-dims'>(d_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1</div><input id='attrs-339cc332-0359-4680-8e92-89c1cfa1b251' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-339cc332-0359-4680-8e92-89c1cfa1b251' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-124e0aed-93ff-4df2-af1f-893d7225c907' class='xr-var-data-in' type='checkbox'><label for='data-124e0aed-93ff-4df2-af1f-893d7225c907' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>d_i_dim_0</span></div><div class='xr-var-dims'>(d_i_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1</div><input id='attrs-fc7ccca4-7849-4ceb-b877-072a254c887f' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fc7ccca4-7849-4ceb-b877-072a254c887f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9b2e8b88-699d-42e9-9b72-00deae4008bc' class='xr-var-data-in' type='checkbox'><label for='data-9b2e8b88-699d-42e9-9b72-00deae4008bc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>d_o_dim_0</span></div><div class='xr-var-dims'>(d_o_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1</div><input id='attrs-edad9421-4ca0-4d21-991d-396e43399010' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-edad9421-4ca0-4d21-991d-396e43399010' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8135f6a8-c831-4f08-912d-b8920110bb5d' class='xr-var-data-in' type='checkbox'><label for='data-8135f6a8-c831-4f08-912d-b8920110bb5d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>d_l_dim_0</span></div><div class='xr-var-dims'>(d_l_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1</div><input id='attrs-ccc1f629-8db5-4978-9b2c-e552490d4f3a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ccc1f629-8db5-4978-9b2c-e552490d4f3a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f6d4a69b-6256-44ba-a4d6-067d995a64d9' class='xr-var-data-in' type='checkbox'><label for='data-f6d4a69b-6256-44ba-a4d6-067d995a64d9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-4598f3dc-3349-4fd7-aee4-7410773492b5' class='xr-section-summary-in' type='checkbox' checked><label for='section-4598f3dc-3349-4fd7-aee4-7410773492b5' class='xr-section-summary' >Data variables: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>w_b</span></div><div class='xr-var-dims'>(w_b_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>127 128 128 129 129 128</div><input id='attrs-941cc88d-1ab4-4b0a-acaa-459d4aaa761a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-941cc88d-1ab4-4b0a-acaa-459d4aaa761a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-edbf2968-3c4f-4339-ba1b-62ae693724ee' class='xr-var-data-in' type='checkbox'><label for='data-edbf2968-3c4f-4339-ba1b-62ae693724ee' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([127, 128, 128, 129, 129, 128])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>w_bw</span></div><div class='xr-var-dims'>(w_bw_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>170 169 169 168 169 168</div><input id='attrs-d1d58b7b-d3f2-44fc-970c-c99214964694' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d1d58b7b-d3f2-44fc-970c-c99214964694' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b7789902-22cb-411e-8ed5-599cce064ba5' class='xr-var-data-in' type='checkbox'><label for='data-b7789902-22cb-411e-8ed5-599cce064ba5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([170, 169, 169, 168, 169, 168])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>d</span></div><div class='xr-var-dims'>(d_dim_0)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>13.8 14.0</div><input id='attrs-9e7de83a-c3de-426c-a1ca-1643b3edaa09' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9e7de83a-c3de-426c-a1ca-1643b3edaa09' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f03c596a-1972-4b5c-bd07-ca030c3da715' class='xr-var-data-in' type='checkbox'><label for='data-f03c596a-1972-4b5c-bd07-ca030c3da715' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([13.8, 14. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>d_i</span></div><div class='xr-var-dims'>(d_i_dim_0)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.0 6.0</div><input id='attrs-69b34eeb-e963-4911-ad9c-ac039d4e7eb2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-69b34eeb-e963-4911-ad9c-ac039d4e7eb2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2ac90e3a-1793-45e4-ad88-a2e356b5abe1' class='xr-var-data-in' type='checkbox'><label for='data-2ac90e3a-1793-45e4-ad88-a2e356b5abe1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([6., 6.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>d_o</span></div><div class='xr-var-dims'>(d_o_dim_0)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>3.0 3.0</div><input id='attrs-df25ed5c-dd03-4ba4-b230-bce3f5a2f355' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-df25ed5c-dd03-4ba4-b230-bce3f5a2f355' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-beb771e1-435d-40cd-8e89-35d419dc4f6a' class='xr-var-data-in' type='checkbox'><label for='data-beb771e1-435d-40cd-8e89-35d419dc4f6a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([3., 3.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>d_l</span></div><div class='xr-var-dims'>(d_l_dim_0)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>4.0 4.0</div><input id='attrs-709ee4a8-a0f1-47be-8224-5941f4bbcf84' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-709ee4a8-a0f1-47be-8224-5941f4bbcf84' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-62338958-3f54-43df-a204-1738b1f96c24' class='xr-var-data-in' type='checkbox'><label for='data-62338958-3f54-43df-a204-1738b1f96c24' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([4., 4.])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-855cb703-60ce-4d4d-b0fb-0b3f54d8455a' class='xr-section-summary-in' type='checkbox' checked><label for='section-855cb703-60ce-4d4d-b0fb-0b3f54d8455a' class='xr-section-summary' >Attributes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>created_at :</span></dt><dd>2020-07-25T23:24:12.844139</dd><dt><span>arviz_version :</span></dt><dd>0.9.0</dd><dt><span>inference_library :</span></dt><dd>pystan</dd><dt><span>inference_library_version :</span></dt><dd>2.22.1.0.dev0</dd></dl></div></li></ul></div></div><br></div>\n",
" </ul>\n",
" </div>\n",
" </li>\n",
" \n",
" <li class = \"xr-section-item\">\n",
" <input id=\"idata_constant_dataa95015d4-dd37-4c3c-999a-2ce2e2905cb6\" class=\"xr-section-summary-in\" type=\"checkbox\">\n",
" <label for=\"idata_constant_dataa95015d4-dd37-4c3c-999a-2ce2e2905cb6\" class = \"xr-section-summary\">constant_data</label>\n",
" <div class=\"xr-section-inline-details\"></div>\n",
" <div class=\"xr-section-details\">\n",
" <ul id=\"xr-dataset-coord-list\" class=\"xr-var-list\">\n",
" <div style=\"padding-left:2rem;\"><div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
"<defs>\n",
"<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
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"</symbol>\n",
"</defs>\n",
"</svg>\n",
"<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
" *\n",
" */\n",
"\n",
":root {\n",
" --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
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" --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
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" --xr-border-color: #1F1F1F;\n",
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"\n",
".xr-wrap {\n",
" display: block;\n",
" min-width: 300px;\n",
" max-width: 700px;\n",
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"\n",
".xr-text-repr-fallback {\n",
" /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
" display: none;\n",
"}\n",
"\n",
".xr-header {\n",
" padding-top: 6px;\n",
" padding-bottom: 6px;\n",
" margin-bottom: 4px;\n",
" border-bottom: solid 1px var(--xr-border-color);\n",
"}\n",
"\n",
".xr-header > div,\n",
".xr-header > ul {\n",
" display: inline;\n",
" margin-top: 0;\n",
" margin-bottom: 0;\n",
"}\n",
"\n",
".xr-obj-type,\n",
".xr-array-name {\n",
" margin-left: 2px;\n",
" margin-right: 10px;\n",
"}\n",
"\n",
".xr-obj-type {\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-sections {\n",
" padding-left: 0 !important;\n",
" display: grid;\n",
" grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
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"\n",
".xr-section-item {\n",
" display: contents;\n",
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"\n",
".xr-section-item input {\n",
" display: none;\n",
"}\n",
"\n",
".xr-section-item input + label {\n",
" color: var(--xr-disabled-color);\n",
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"\n",
".xr-section-item input:enabled + label {\n",
" cursor: pointer;\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-section-item input:enabled + label:hover {\n",
" color: var(--xr-font-color0);\n",
"}\n",
"\n",
".xr-section-summary {\n",
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" color: var(--xr-font-color2);\n",
" font-weight: 500;\n",
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"\n",
".xr-section-summary > span {\n",
" display: inline-block;\n",
" padding-left: 0.5em;\n",
"}\n",
"\n",
".xr-section-summary-in:disabled + label {\n",
" color: var(--xr-font-color2);\n",
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"\n",
".xr-section-summary-in + label:before {\n",
" display: inline-block;\n",
" content: '►';\n",
" font-size: 11px;\n",
" width: 15px;\n",
" text-align: center;\n",
"}\n",
"\n",
".xr-section-summary-in:disabled + label:before {\n",
" color: var(--xr-disabled-color);\n",
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"\n",
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" content: '▼';\n",
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"\n",
".xr-section-summary-in:checked + label > span {\n",
" display: none;\n",
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"\n",
".xr-section-summary,\n",
".xr-section-inline-details {\n",
" padding-top: 4px;\n",
" padding-bottom: 4px;\n",
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"\n",
".xr-section-inline-details {\n",
" grid-column: 2 / -1;\n",
"}\n",
"\n",
".xr-section-details {\n",
" display: none;\n",
" grid-column: 1 / -1;\n",
" margin-bottom: 5px;\n",
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"\n",
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"\n",
".xr-array-wrap {\n",
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" display: grid;\n",
" grid-template-columns: 20px auto;\n",
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" grid-column: 1;\n",
" vertical-align: top;\n",
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"\n",
".xr-preview {\n",
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"\n",
".xr-array-preview,\n",
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" padding: 0 5px !important;\n",
" grid-column: 2;\n",
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" display: none;\n",
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"\n",
".xr-array-in:checked ~ .xr-array-data,\n",
".xr-array-preview {\n",
" display: inline-block;\n",
"}\n",
"\n",
".xr-dim-list {\n",
" display: inline-block !important;\n",
" list-style: none;\n",
" padding: 0 !important;\n",
" margin: 0;\n",
"}\n",
"\n",
".xr-dim-list li {\n",
" display: inline-block;\n",
" padding: 0;\n",
" margin: 0;\n",
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"\n",
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" content: '(';\n",
"}\n",
"\n",
".xr-dim-list:after {\n",
" content: ')';\n",
"}\n",
"\n",
".xr-dim-list li:not(:last-child):after {\n",
" content: ',';\n",
" padding-right: 5px;\n",
"}\n",
"\n",
".xr-has-index {\n",
" font-weight: bold;\n",
"}\n",
"\n",
".xr-var-list,\n",
".xr-var-item {\n",
" display: contents;\n",
"}\n",
"\n",
".xr-var-item > div,\n",
".xr-var-item label,\n",
".xr-var-item > .xr-var-name span {\n",
" background-color: var(--xr-background-color-row-even);\n",
" margin-bottom: 0;\n",
"}\n",
"\n",
".xr-var-item > .xr-var-name:hover span {\n",
" padding-right: 5px;\n",
"}\n",
"\n",
".xr-var-list > li:nth-child(odd) > div,\n",
".xr-var-list > li:nth-child(odd) > label,\n",
".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
" background-color: var(--xr-background-color-row-odd);\n",
"}\n",
"\n",
".xr-var-name {\n",
" grid-column: 1;\n",
"}\n",
"\n",
".xr-var-dims {\n",
" grid-column: 2;\n",
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"\n",
".xr-var-dtype {\n",
" grid-column: 3;\n",
" text-align: right;\n",
" color: var(--xr-font-color2);\n",
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"\n",
".xr-var-preview {\n",
" grid-column: 4;\n",
"}\n",
"\n",
".xr-var-name,\n",
".xr-var-dims,\n",
".xr-var-dtype,\n",
".xr-preview,\n",
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" white-space: nowrap;\n",
" overflow: hidden;\n",
" text-overflow: ellipsis;\n",
" padding-right: 10px;\n",
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"\n",
".xr-var-name:hover,\n",
".xr-var-dims:hover,\n",
".xr-var-dtype:hover,\n",
".xr-attrs dt:hover {\n",
" overflow: visible;\n",
" width: auto;\n",
" z-index: 1;\n",
"}\n",
"\n",
".xr-var-attrs,\n",
".xr-var-data {\n",
" display: none;\n",
" background-color: var(--xr-background-color) !important;\n",
" padding-bottom: 5px !important;\n",
"}\n",
"\n",
".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
".xr-var-data-in:checked ~ .xr-var-data {\n",
" display: block;\n",
"}\n",
"\n",
".xr-var-data > table {\n",
" float: right;\n",
"}\n",
"\n",
".xr-var-name span,\n",
".xr-var-data,\n",
".xr-attrs {\n",
" padding-left: 25px !important;\n",
"}\n",
"\n",
".xr-attrs,\n",
".xr-var-attrs,\n",
".xr-var-data {\n",
" grid-column: 1 / -1;\n",
"}\n",
"\n",
"dl.xr-attrs {\n",
" padding: 0;\n",
" margin: 0;\n",
" display: grid;\n",
" grid-template-columns: 125px auto;\n",
"}\n",
"\n",
".xr-attrs dt, dd {\n",
" padding: 0;\n",
" margin: 0;\n",
" float: left;\n",
" padding-right: 10px;\n",
" width: auto;\n",
"}\n",
"\n",
".xr-attrs dt {\n",
" font-weight: normal;\n",
" grid-column: 1;\n",
"}\n",
"\n",
".xr-attrs dt:hover span {\n",
" display: inline-block;\n",
" background: var(--xr-background-color);\n",
" padding-right: 10px;\n",
"}\n",
"\n",
".xr-attrs dd {\n",
" grid-column: 2;\n",
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"\n",
".xr-icon-database,\n",
".xr-icon-file-text2 {\n",
" display: inline-block;\n",
" vertical-align: middle;\n",
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" height: 1.5em !important;\n",
" stroke-width: 0;\n",
" stroke: currentColor;\n",
" fill: currentColor;\n",
"}\n",
"</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
"Dimensions: (s_b_dim_0: 2, s_bw_dim_0: 2, s_d_dim_0: 2, s_di_dim_0: 2, s_dl_dim_0: 2, s_do_dim_0: 2)\n",
"Coordinates:\n",
" * s_b_dim_0 (s_b_dim_0) int32 0 1\n",
" * s_bw_dim_0 (s_bw_dim_0) int32 0 1\n",
" * s_d_dim_0 (s_d_dim_0) int32 0 1\n",
" * s_di_dim_0 (s_di_dim_0) int32 0 1\n",
" * s_do_dim_0 (s_do_dim_0) int32 0 1\n",
" * s_dl_dim_0 (s_dl_dim_0) int32 0 1\n",
"Data variables:\n",
" s_b (s_b_dim_0) int32 3 3\n",
" s_bw (s_bw_dim_0) int32 3 3\n",
" s_d (s_d_dim_0) int32 1 1\n",
" s_di (s_di_dim_0) int32 1 1\n",
" s_do (s_do_dim_0) int32 1 1\n",
" s_dl (s_dl_dim_0) int32 1 1\n",
"Attributes:\n",
" created_at: 2020-07-25T23:24:12.850164\n",
" arviz_version: 0.9.0\n",
" inference_library: pystan\n",
" inference_library_version: 2.22.1.0.dev0</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-14926dc3-e248-418f-8607-9423c6a349ac' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-14926dc3-e248-418f-8607-9423c6a349ac' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>s_b_dim_0</span>: 2</li><li><span class='xr-has-index'>s_bw_dim_0</span>: 2</li><li><span class='xr-has-index'>s_d_dim_0</span>: 2</li><li><span class='xr-has-index'>s_di_dim_0</span>: 2</li><li><span class='xr-has-index'>s_dl_dim_0</span>: 2</li><li><span class='xr-has-index'>s_do_dim_0</span>: 2</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-c8129c53-d1cb-4e30-bf3c-b5cafdab6dde' class='xr-section-summary-in' type='checkbox' checked><label for='section-c8129c53-d1cb-4e30-bf3c-b5cafdab6dde' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>s_b_dim_0</span></div><div class='xr-var-dims'>(s_b_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1</div><input id='attrs-c6dffc89-b854-4743-86c9-c542f47fa98a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c6dffc89-b854-4743-86c9-c542f47fa98a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4fa8c5ee-aa26-4001-80d7-90e19aa7bb39' class='xr-var-data-in' type='checkbox'><label for='data-4fa8c5ee-aa26-4001-80d7-90e19aa7bb39' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>s_bw_dim_0</span></div><div class='xr-var-dims'>(s_bw_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1</div><input id='attrs-20b5f5bf-5536-44b0-8bd3-7c69621ee2b7' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-20b5f5bf-5536-44b0-8bd3-7c69621ee2b7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f164835f-0709-4d08-87ca-0df8f48cb8d1' class='xr-var-data-in' type='checkbox'><label for='data-f164835f-0709-4d08-87ca-0df8f48cb8d1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>s_d_dim_0</span></div><div class='xr-var-dims'>(s_d_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1</div><input id='attrs-107cdbdb-a7ba-470a-906b-469353e6fcd9' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-107cdbdb-a7ba-470a-906b-469353e6fcd9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-826c8125-908a-4772-9037-b01400458919' class='xr-var-data-in' type='checkbox'><label for='data-826c8125-908a-4772-9037-b01400458919' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>s_di_dim_0</span></div><div class='xr-var-dims'>(s_di_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1</div><input id='attrs-08430dce-67b1-4fc5-8bb2-2629e5e9a041' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-08430dce-67b1-4fc5-8bb2-2629e5e9a041' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4545d5ed-a05c-4bfb-9e84-212bd17b4e93' class='xr-var-data-in' type='checkbox'><label for='data-4545d5ed-a05c-4bfb-9e84-212bd17b4e93' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>s_do_dim_0</span></div><div class='xr-var-dims'>(s_do_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1</div><input id='attrs-98132522-1e9a-414c-9234-dbd4e4a9e1d1' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-98132522-1e9a-414c-9234-dbd4e4a9e1d1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0dbf9523-8842-480c-92ec-98ee0b7bd924' class='xr-var-data-in' type='checkbox'><label for='data-0dbf9523-8842-480c-92ec-98ee0b7bd924' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>s_dl_dim_0</span></div><div class='xr-var-dims'>(s_dl_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>0 1</div><input id='attrs-b66084fd-832b-4ef9-b0f9-20393eea8606' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-b66084fd-832b-4ef9-b0f9-20393eea8606' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cc09e044-2594-421b-b7fb-d748d3fdef17' class='xr-var-data-in' type='checkbox'><label for='data-cc09e044-2594-421b-b7fb-d748d3fdef17' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([0, 1])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8df8d2d7-bf57-4fc6-a02f-5e1669f0202a' class='xr-section-summary-in' type='checkbox' checked><label for='section-8df8d2d7-bf57-4fc6-a02f-5e1669f0202a' class='xr-section-summary' >Data variables: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>s_b</span></div><div class='xr-var-dims'>(s_b_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>3 3</div><input id='attrs-64fe9458-9c93-443c-9a30-ba02dc08aee6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-64fe9458-9c93-443c-9a30-ba02dc08aee6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8b2a305b-173c-4bd8-8794-e4080aa0124f' class='xr-var-data-in' type='checkbox'><label for='data-8b2a305b-173c-4bd8-8794-e4080aa0124f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([3, 3])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s_bw</span></div><div class='xr-var-dims'>(s_bw_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>3 3</div><input id='attrs-502646f3-b04f-4656-9132-7d3ed168ed57' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-502646f3-b04f-4656-9132-7d3ed168ed57' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0cac8f1d-323f-4f69-885b-3b49604300b5' class='xr-var-data-in' type='checkbox'><label for='data-0cac8f1d-323f-4f69-885b-3b49604300b5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([3, 3])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s_d</span></div><div class='xr-var-dims'>(s_d_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-55bffeb5-e55c-44c5-86a7-65f42129eb64' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-55bffeb5-e55c-44c5-86a7-65f42129eb64' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6f82b7e8-81a2-413a-8246-f95487f13f95' class='xr-var-data-in' type='checkbox'><label for='data-6f82b7e8-81a2-413a-8246-f95487f13f95' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s_di</span></div><div class='xr-var-dims'>(s_di_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-c5ded3b8-c193-4973-a2a8-49547d0e41b5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c5ded3b8-c193-4973-a2a8-49547d0e41b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-88e0dcc1-3843-4526-8f9f-a5fe0605fc51' class='xr-var-data-in' type='checkbox'><label for='data-88e0dcc1-3843-4526-8f9f-a5fe0605fc51' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s_do</span></div><div class='xr-var-dims'>(s_do_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-2f7ccc96-d6bb-4ab8-8963-a6c607d7c2a2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-2f7ccc96-d6bb-4ab8-8963-a6c607d7c2a2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7277394e-051e-43ba-9d5b-446038f790ba' class='xr-var-data-in' type='checkbox'><label for='data-7277394e-051e-43ba-9d5b-446038f790ba' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1, 1])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>s_dl</span></div><div class='xr-var-dims'>(s_dl_dim_0)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>1 1</div><input id='attrs-a71b45c9-50f6-452b-aa06-932781623ddb' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a71b45c9-50f6-452b-aa06-932781623ddb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5ce64158-361d-469c-bae9-3a72ac3d758f' class='xr-var-data-in' type='checkbox'><label for='data-5ce64158-361d-469c-bae9-3a72ac3d758f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1, 1])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-521a2cff-02d2-45d7-9b9c-39b62c91715b' class='xr-section-summary-in' type='checkbox' checked><label for='section-521a2cff-02d2-45d7-9b9c-39b62c91715b' class='xr-section-summary' >Attributes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>created_at :</span></dt><dd>2020-07-25T23:24:12.850164</dd><dt><span>arviz_version :</span></dt><dd>0.9.0</dd><dt><span>inference_library :</span></dt><dd>pystan</dd><dt><span>inference_library_version :</span></dt><dd>2.22.1.0.dev0</dd></dl></div></li></ul></div></div><br></div>\n",
" </ul>\n",
" </div>\n",
" </li>\n",
" \n",
" </ul>\n",
" </div>\n",
" <style> /* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
" *\n",
" */\n",
"\n",
":root {\n",
" --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
" --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
" --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
" --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
" --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
" --xr-background-color: var(--jp-layout-color0, white);\n",
" --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
" --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
"}\n",
"\n",
"html[theme=dark],\n",
"body.vscode-dark {\n",
" --xr-font-color0: rgba(255, 255, 255, 1);\n",
" --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
" --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
" --xr-border-color: #1F1F1F;\n",
" --xr-disabled-color: #515151;\n",
" --xr-background-color: #111111;\n",
" --xr-background-color-row-even: #111111;\n",
" --xr-background-color-row-odd: #313131;\n",
"}\n",
"\n",
".xr-wrap {\n",
" display: block;\n",
" min-width: 300px;\n",
" max-width: 700px;\n",
"}\n",
"\n",
".xr-text-repr-fallback {\n",
" /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
" display: none;\n",
"}\n",
"\n",
".xr-header {\n",
" padding-top: 6px;\n",
" padding-bottom: 6px;\n",
" margin-bottom: 4px;\n",
" border-bottom: solid 1px var(--xr-border-color);\n",
"}\n",
"\n",
".xr-header > div,\n",
".xr-header > ul {\n",
" display: inline;\n",
" margin-top: 0;\n",
" margin-bottom: 0;\n",
"}\n",
"\n",
".xr-obj-type,\n",
".xr-array-name {\n",
" margin-left: 2px;\n",
" margin-right: 10px;\n",
"}\n",
"\n",
".xr-obj-type {\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-sections {\n",
" padding-left: 0 !important;\n",
" display: grid;\n",
" grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
"}\n",
"\n",
".xr-section-item {\n",
" display: contents;\n",
"}\n",
"\n",
".xr-section-item input {\n",
" display: none;\n",
"}\n",
"\n",
".xr-section-item input + label {\n",
" color: var(--xr-disabled-color);\n",
"}\n",
"\n",
".xr-section-item input:enabled + label {\n",
" cursor: pointer;\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-section-item input:enabled + label:hover {\n",
" color: var(--xr-font-color0);\n",
"}\n",
"\n",
".xr-section-summary {\n",
" grid-column: 1;\n",
" color: var(--xr-font-color2);\n",
" font-weight: 500;\n",
"}\n",
"\n",
".xr-section-summary > span {\n",
" display: inline-block;\n",
" padding-left: 0.5em;\n",
"}\n",
"\n",
".xr-section-summary-in:disabled + label {\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-section-summary-in + label:before {\n",
" display: inline-block;\n",
" content: '►';\n",
" font-size: 11px;\n",
" width: 15px;\n",
" text-align: center;\n",
"}\n",
"\n",
".xr-section-summary-in:disabled + label:before {\n",
" color: var(--xr-disabled-color);\n",
"}\n",
"\n",
".xr-section-summary-in:checked + label:before {\n",
" content: '▼';\n",
"}\n",
"\n",
".xr-section-summary-in:checked + label > span {\n",
" display: none;\n",
"}\n",
"\n",
".xr-section-summary,\n",
".xr-section-inline-details {\n",
" padding-top: 4px;\n",
" padding-bottom: 4px;\n",
"}\n",
"\n",
".xr-section-inline-details {\n",
" grid-column: 2 / -1;\n",
"}\n",
"\n",
".xr-section-details {\n",
" display: none;\n",
" grid-column: 1 / -1;\n",
" margin-bottom: 5px;\n",
"}\n",
"\n",
".xr-section-summary-in:checked ~ .xr-section-details {\n",
" display: contents;\n",
"}\n",
"\n",
".xr-array-wrap {\n",
" grid-column: 1 / -1;\n",
" display: grid;\n",
" grid-template-columns: 20px auto;\n",
"}\n",
"\n",
".xr-array-wrap > label {\n",
" grid-column: 1;\n",
" vertical-align: top;\n",
"}\n",
"\n",
".xr-preview {\n",
" color: var(--xr-font-color3);\n",
"}\n",
"\n",
".xr-array-preview,\n",
".xr-array-data {\n",
" padding: 0 5px !important;\n",
" grid-column: 2;\n",
"}\n",
"\n",
".xr-array-data,\n",
".xr-array-in:checked ~ .xr-array-preview {\n",
" display: none;\n",
"}\n",
"\n",
".xr-array-in:checked ~ .xr-array-data,\n",
".xr-array-preview {\n",
" display: inline-block;\n",
"}\n",
"\n",
".xr-dim-list {\n",
" display: inline-block !important;\n",
" list-style: none;\n",
" padding: 0 !important;\n",
" margin: 0;\n",
"}\n",
"\n",
".xr-dim-list li {\n",
" display: inline-block;\n",
" padding: 0;\n",
" margin: 0;\n",
"}\n",
"\n",
".xr-dim-list:before {\n",
" content: '(';\n",
"}\n",
"\n",
".xr-dim-list:after {\n",
" content: ')';\n",
"}\n",
"\n",
".xr-dim-list li:not(:last-child):after {\n",
" content: ',';\n",
" padding-right: 5px;\n",
"}\n",
"\n",
".xr-has-index {\n",
" font-weight: bold;\n",
"}\n",
"\n",
".xr-var-list,\n",
".xr-var-item {\n",
" display: contents;\n",
"}\n",
"\n",
".xr-var-item > div,\n",
".xr-var-item label,\n",
".xr-var-item > .xr-var-name span {\n",
" background-color: var(--xr-background-color-row-even);\n",
" margin-bottom: 0;\n",
"}\n",
"\n",
".xr-var-item > .xr-var-name:hover span {\n",
" padding-right: 5px;\n",
"}\n",
"\n",
".xr-var-list > li:nth-child(odd) > div,\n",
".xr-var-list > li:nth-child(odd) > label,\n",
".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
" background-color: var(--xr-background-color-row-odd);\n",
"}\n",
"\n",
".xr-var-name {\n",
" grid-column: 1;\n",
"}\n",
"\n",
".xr-var-dims {\n",
" grid-column: 2;\n",
"}\n",
"\n",
".xr-var-dtype {\n",
" grid-column: 3;\n",
" text-align: right;\n",
" color: var(--xr-font-color2);\n",
"}\n",
"\n",
".xr-var-preview {\n",
" grid-column: 4;\n",
"}\n",
"\n",
".xr-var-name,\n",
".xr-var-dims,\n",
".xr-var-dtype,\n",
".xr-preview,\n",
".xr-attrs dt {\n",
" white-space: nowrap;\n",
" overflow: hidden;\n",
" text-overflow: ellipsis;\n",
" padding-right: 10px;\n",
"}\n",
"\n",
".xr-var-name:hover,\n",
".xr-var-dims:hover,\n",
".xr-var-dtype:hover,\n",
".xr-attrs dt:hover {\n",
" overflow: visible;\n",
" width: auto;\n",
" z-index: 1;\n",
"}\n",
"\n",
".xr-var-attrs,\n",
".xr-var-data {\n",
" display: none;\n",
" background-color: var(--xr-background-color) !important;\n",
" padding-bottom: 5px !important;\n",
"}\n",
"\n",
".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
".xr-var-data-in:checked ~ .xr-var-data {\n",
" display: block;\n",
"}\n",
"\n",
".xr-var-data > table {\n",
" float: right;\n",
"}\n",
"\n",
".xr-var-name span,\n",
".xr-var-data,\n",
".xr-attrs {\n",
" padding-left: 25px !important;\n",
"}\n",
"\n",
".xr-attrs,\n",
".xr-var-attrs,\n",
".xr-var-data {\n",
" grid-column: 1 / -1;\n",
"}\n",
"\n",
"dl.xr-attrs {\n",
" padding: 0;\n",
" margin: 0;\n",
" display: grid;\n",
" grid-template-columns: 125px auto;\n",
"}\n",
"\n",
".xr-attrs dt, dd {\n",
" padding: 0;\n",
" margin: 0;\n",
" float: left;\n",
" padding-right: 10px;\n",
" width: auto;\n",
"}\n",
"\n",
".xr-attrs dt {\n",
" font-weight: normal;\n",
" grid-column: 1;\n",
"}\n",
"\n",
".xr-attrs dt:hover span {\n",
" display: inline-block;\n",
" background: var(--xr-background-color);\n",
" padding-right: 10px;\n",
"}\n",
"\n",
".xr-attrs dd {\n",
" grid-column: 2;\n",
" white-space: pre-wrap;\n",
" word-break: break-all;\n",
"}\n",
"\n",
".xr-icon-database,\n",
".xr-icon-file-text2 {\n",
" display: inline-block;\n",
" vertical-align: middle;\n",
" width: 1em;\n",
" height: 1.5em !important;\n",
" stroke-width: 0;\n",
" stroke: currentColor;\n",
" fill: currentColor;\n",
"}\n",
".xr-wrap{width:700px!important;} </style>"
],
"text/plain": [
"Inference data with groups:\n",
"\t> posterior\n",
"\t> sample_stats\n",
"\t> observed_data\n",
"\t> constant_data"
]
},
"execution_count": 35,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"idata_prec"
]
},
{
"cell_type": "code",
"execution_count": 36,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
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"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
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" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>mean</th>\n",
" <th>sd</th>\n",
" <th>hdi_3%</th>\n",
" <th>hdi_97%</th>\n",
" <th>mcse_mean</th>\n",
" <th>mcse_sd</th>\n",
" <th>ess_mean</th>\n",
" <th>ess_sd</th>\n",
" <th>ess_bulk</th>\n",
" <th>ess_tail</th>\n",
" <th>r_hat</th>\n",
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" <tbody>\n",
" <tr>\n",
" <th>weight_bucket[0]</th>\n",
" <td>127.664</td>\n",
" <td>0.829</td>\n",
" <td>126.176</td>\n",
" <td>129.271</td>\n",
" <td>0.011</td>\n",
" <td>0.008</td>\n",
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" <td>5638.0</td>\n",
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" <td>128.681</td>\n",
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" <th>weight_bucket_water[0]</th>\n",
" <td>169.337</td>\n",
" <td>0.820</td>\n",
" <td>167.894</td>\n",
" <td>170.943</td>\n",
" <td>0.011</td>\n",
" <td>0.008</td>\n",
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" <td>5573.0</td>\n",
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" <th>weight_bucket_water[1]</th>\n",
" <td>168.330</td>\n",
" <td>0.842</td>\n",
" <td>166.829</td>\n",
" <td>169.975</td>\n",
" <td>0.010</td>\n",
" <td>0.007</td>\n",
" <td>6872.0</td>\n",
" <td>6872.0</td>\n",
" <td>6870.0</td>\n",
" <td>2555.0</td>\n",
" <td>1.0</td>\n",
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" <tr>\n",
" <th>diameter[0]</th>\n",
" <td>13.815</td>\n",
" <td>1.400</td>\n",
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" <td>0.016</td>\n",
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" <td>3917.0</td>\n",
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" <td>13.987</td>\n",
" <td>1.401</td>\n",
" <td>11.417</td>\n",
" <td>16.609</td>\n",
" <td>0.021</td>\n",
" <td>0.015</td>\n",
" <td>4272.0</td>\n",
" <td>4272.0</td>\n",
" <td>4304.0</td>\n",
" <td>2772.0</td>\n",
" <td>1.0</td>\n",
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" <tr>\n",
" <th>d_inner[0]</th>\n",
" <td>6.015</td>\n",
" <td>1.403</td>\n",
" <td>3.551</td>\n",
" <td>8.758</td>\n",
" <td>0.023</td>\n",
" <td>0.016</td>\n",
" <td>3881.0</td>\n",
" <td>3881.0</td>\n",
" <td>3861.0</td>\n",
" <td>2048.0</td>\n",
" <td>1.0</td>\n",
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" <tr>\n",
" <th>d_inner[1]</th>\n",
" <td>5.983</td>\n",
" <td>1.386</td>\n",
" <td>3.309</td>\n",
" <td>8.516</td>\n",
" <td>0.022</td>\n",
" <td>0.016</td>\n",
" <td>3882.0</td>\n",
" <td>3882.0</td>\n",
" <td>3862.0</td>\n",
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" <tr>\n",
" <th>d_outer[0]</th>\n",
" <td>3.028</td>\n",
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" <td>0.333</td>\n",
" <td>5.376</td>\n",
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" <td>3001.0</td>\n",
" <td>2666.0</td>\n",
" <td>1032.0</td>\n",
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" <th>d_outer[1]</th>\n",
" <td>3.044</td>\n",
" <td>1.359</td>\n",
" <td>0.588</td>\n",
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" <td>4.027</td>\n",
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" <td>6.662</td>\n",
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" <td>2453.0</td>\n",
" <td>2341.0</td>\n",
" <td>945.0</td>\n",
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" <th>radius[0]</th>\n",
" <td>6.908</td>\n",
" <td>0.700</td>\n",
" <td>5.584</td>\n",
" <td>8.188</td>\n",
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" <td>6.994</td>\n",
" <td>0.701</td>\n",
" <td>5.709</td>\n",
" <td>8.305</td>\n",
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" <td>0.008</td>\n",
" <td>4272.0</td>\n",
" <td>4272.0</td>\n",
" <td>4304.0</td>\n",
" <td>2772.0</td>\n",
" <td>1.0</td>\n",
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" <tr>\n",
" <th>weight_water[0]</th>\n",
" <td>41.673</td>\n",
" <td>1.160</td>\n",
" <td>39.633</td>\n",
" <td>44.037</td>\n",
" <td>0.015</td>\n",
" <td>0.011</td>\n",
" <td>5606.0</td>\n",
" <td>5606.0</td>\n",
" <td>5583.0</td>\n",
" <td>2915.0</td>\n",
" <td>1.0</td>\n",
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" <tr>\n",
" <th>weight_water[1]</th>\n",
" <td>39.649</td>\n",
" <td>1.179</td>\n",
" <td>37.562</td>\n",
" <td>41.971</td>\n",
" <td>0.015</td>\n",
" <td>0.011</td>\n",
" <td>6096.0</td>\n",
" <td>6096.0</td>\n",
" <td>6082.0</td>\n",
" <td>3081.0</td>\n",
" <td>1.0</td>\n",
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" <tr>\n",
" <th>area[0]</th>\n",
" <td>185.115</td>\n",
" <td>34.589</td>\n",
" <td>118.173</td>\n",
" <td>246.503</td>\n",
" <td>0.548</td>\n",
" <td>0.387</td>\n",
" <td>3990.0</td>\n",
" <td>3990.0</td>\n",
" <td>3892.0</td>\n",
" <td>2707.0</td>\n",
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" <tr>\n",
" <th>area[1]</th>\n",
" <td>188.589</td>\n",
" <td>34.877</td>\n",
" <td>122.648</td>\n",
" <td>251.227</td>\n",
" <td>0.546</td>\n",
" <td>0.386</td>\n",
" <td>4081.0</td>\n",
" <td>4081.0</td>\n",
" <td>3944.0</td>\n",
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" <td>1.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>precipitation[0]</th>\n",
" <td>2.337</td>\n",
" <td>0.467</td>\n",
" <td>1.521</td>\n",
" <td>3.221</td>\n",
" <td>0.008</td>\n",
" <td>0.006</td>\n",
" <td>3405.0</td>\n",
" <td>3087.0</td>\n",
" <td>3832.0</td>\n",
" <td>2574.0</td>\n",
" <td>1.0</td>\n",
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" <tr>\n",
" <th>precipitation[1]</th>\n",
" <td>2.181</td>\n",
" <td>0.433</td>\n",
" <td>1.502</td>\n",
" <td>3.037</td>\n",
" <td>0.008</td>\n",
" <td>0.006</td>\n",
" <td>3269.0</td>\n",
" <td>2885.0</td>\n",
" <td>3848.0</td>\n",
" <td>3069.0</td>\n",
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],
"text/plain": [
" mean sd hdi_3% hdi_97% mcse_mean mcse_sd \\\n",
"weight_bucket[0] 127.664 0.829 126.176 129.271 0.011 0.008 \n",
"weight_bucket[1] 128.681 0.832 127.131 130.252 0.012 0.008 \n",
"weight_bucket_water[0] 169.337 0.820 167.894 170.943 0.011 0.008 \n",
"weight_bucket_water[1] 168.330 0.842 166.829 169.975 0.010 0.007 \n",
"diameter[0] 13.815 1.400 11.167 16.377 0.022 0.016 \n",
"diameter[1] 13.987 1.401 11.417 16.609 0.021 0.015 \n",
"d_inner[0] 6.015 1.403 3.551 8.758 0.023 0.016 \n",
"d_inner[1] 5.983 1.386 3.309 8.516 0.022 0.016 \n",
"d_outer[0] 3.028 1.344 0.333 5.376 0.025 0.017 \n",
"d_outer[1] 3.044 1.359 0.588 5.642 0.028 0.019 \n",
"d_length[0] 4.027 1.371 1.504 6.573 0.025 0.018 \n",
"d_length[1] 4.002 1.405 1.406 6.662 0.028 0.020 \n",
"radius[0] 6.908 0.700 5.584 8.188 0.011 0.008 \n",
"radius[1] 6.994 0.701 5.709 8.305 0.011 0.008 \n",
"weight_water[0] 41.673 1.160 39.633 44.037 0.015 0.011 \n",
"weight_water[1] 39.649 1.179 37.562 41.971 0.015 0.011 \n",
"area[0] 185.115 34.589 118.173 246.503 0.548 0.387 \n",
"area[1] 188.589 34.877 122.648 251.227 0.546 0.386 \n",
"precipitation[0] 2.337 0.467 1.521 3.221 0.008 0.006 \n",
"precipitation[1] 2.181 0.433 1.502 3.037 0.008 0.006 \n",
"\n",
" ess_mean ess_sd ess_bulk ess_tail r_hat \n",
"weight_bucket[0] 5617.0 5617.0 5638.0 2910.0 1.0 \n",
"weight_bucket[1] 4811.0 4808.0 4822.0 3073.0 1.0 \n",
"weight_bucket_water[0] 5590.0 5589.0 5573.0 3174.0 1.0 \n",
"weight_bucket_water[1] 6872.0 6872.0 6870.0 2555.0 1.0 \n",
"diameter[0] 3938.0 3938.0 3917.0 2400.0 1.0 \n",
"diameter[1] 4272.0 4272.0 4304.0 2772.0 1.0 \n",
"d_inner[0] 3881.0 3881.0 3861.0 2048.0 1.0 \n",
"d_inner[1] 3882.0 3882.0 3862.0 2396.0 1.0 \n",
"d_outer[0] 3001.0 3001.0 2666.0 1032.0 1.0 \n",
"d_outer[1] 2429.0 2429.0 1932.0 745.0 1.0 \n",
"d_length[0] 2968.0 2968.0 2888.0 1447.0 1.0 \n",
"d_length[1] 2453.0 2453.0 2341.0 945.0 1.0 \n",
"radius[0] 3938.0 3938.0 3917.0 2400.0 1.0 \n",
"radius[1] 4272.0 4272.0 4304.0 2772.0 1.0 \n",
"weight_water[0] 5606.0 5606.0 5583.0 2915.0 1.0 \n",
"weight_water[1] 6096.0 6096.0 6082.0 3081.0 1.0 \n",
"area[0] 3990.0 3990.0 3892.0 2707.0 1.0 \n",
"area[1] 4081.0 4081.0 3944.0 2891.0 1.0 \n",
"precipitation[0] 3405.0 3087.0 3832.0 2574.0 1.0 \n",
"precipitation[1] 3269.0 2885.0 3848.0 3069.0 1.0 "
]
},
"execution_count": 36,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"az.summary(idata_prec)"
]
},
{
"cell_type": "code",
"execution_count": 37,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([[<matplotlib.axes._subplots.AxesSubplot object at 0x00000295FD8CBA90>,\n",
" <matplotlib.axes._subplots.AxesSubplot object at 0x00000295FD8B2470>]],\n",
" dtype=object)"
]
},
"execution_count": 37,
"metadata": {},
"output_type": "execute_result"
},
{
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\n",
"text/plain": [
"<Figure size 864x144 with 2 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"# blue line --> blue bucket\n",
"# orange line --> yellow bucket\n",
"az.plot_trace(idata_prec.posterior.weight_water, compact=True)"
]
},
{
"cell_type": "code",
"execution_count": 38,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([[<matplotlib.axes._subplots.AxesSubplot object at 0x00000295FD817198>,\n",
" <matplotlib.axes._subplots.AxesSubplot object at 0x00000295FDE11B00>]],\n",
" dtype=object)"
]
},
"execution_count": 38,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 864x144 with 2 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"az.plot_trace(idata_prec.posterior.area, compact=True)"
]
},
{
"cell_type": "code",
"execution_count": 39,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([[<matplotlib.axes._subplots.AxesSubplot object at 0x00000295FDEC31D0>,\n",
" <matplotlib.axes._subplots.AxesSubplot object at 0x00000295FDEF6F60>]],\n",
" dtype=object)"
]
},
"execution_count": 39,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 864x144 with 2 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"az.plot_trace(idata_prec.posterior.precipitation, compact=True)"
]
},
{
"cell_type": "code",
"execution_count": 40,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array([<matplotlib.axes._subplots.AxesSubplot object at 0x00000295FDFB2470>,\n",
" <matplotlib.axes._subplots.AxesSubplot object at 0x00000295FEFB6978>,\n",
" <matplotlib.axes._subplots.AxesSubplot object at 0x00000295FEFEDFD0>,\n",
" <matplotlib.axes._subplots.AxesSubplot object at 0x00000295FF023978>,\n",
" <matplotlib.axes._subplots.AxesSubplot object at 0x00000295FF05A550>,\n",
" <matplotlib.axes._subplots.AxesSubplot object at 0x00000295FF0909B0>],\n",
" dtype=object)"
]
},
"execution_count": 40,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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Bw621GQDGmB9w33Q/ifuiQERERMrIWptljHkX+K0x5jFr7SnPqnuAFOAzz2i0G4AJ1tr/etbPN8YcBT42xnS31v5SzEPeBrQBhllrF3uWzTHGNACeNcb8x1qbjbt4fnWe7w0D/gk8YoxpZ62N9Sw7ZK3dWqqTFxER8T26hxfxcRrRLuK9Pi/weRoQDnQu7Q6NMSG4R9B9Abg8r6oHAAb3k/fBpd23iIiIFOodIBQYD+BpBzMB+K+1Ng24FMgAZuTkZU9unuv5fkly82AgPk+RPcfHQBTQ0fN5ERBjjGlhjKkLdAU+Arbzv5Huw9FodhERkZLQPbyIj1OhXcR7HS7ic5My7LMO4I/7qXdmgZ8HgNrn6iEnIiIiJWOtPQh8A9zrWTQWdz7OaRtTHwgCTpI/Lyd61tctweHqAAmFLD+UZz3AYsCFe9T6UOAYsAF3YX2YZwReT1RoFxERKQndw4v4OLWOEfFeDYBdBT4DxFP4v90zuG/Ucxlj6hTYJgX3jfVbwH8phLXWVZpgRUREpEhvAws8fVTvAZZZa7d41iXjzuFFTWh2sATHOQq0K2R5wzzHwlqbYoz5Bfeo9ePAYmutNcYsBN7EXXz3R4V2ERGRktA9vIiPU6FdxHtdDzyf5/M43KPdNgHdC9l+L2e/knZl3g/W2lPGmGVAN2CdErKIiEjFs9YuNMZsBV4GBgI35Vn9PfAHINJau6CMh1oCjDXGDLTWLs+z/EbcI+Tz9ltfhLudzXHcN+85y+oBDwH7rbVxZYxHRETEl+geXsTHqdAu4r3u8rwCtgYYCdwJTPaMQits+2nA+8aYV4CZuBPxxEK2ewRYCvxgjPkP7lfM6+F+RdzfWvt4eZ+IiIiI8C/gNeAIMCNnobV2sTFmKjDdGPMy8BPukWsxwOXAH6y124t5jCnAw8CXxpgngAO4i/qXAPd4JkLNsRB4FGiMZ+S6tTbJGLMZuIgiRs2JiIhIkXQPL+Lj1MdJxHtdg/vG+FvgZuBZ4JlzbP8hMAkYA3yHO7GPLriRtXYd0Af36+Ov455s7TWgC+7kLSIiIuXvC8+fU6y16QXW3QxMBq7D3c99Ou6+qzs4u99rkay1p3BPmDYX94i6b3DftN9irX2nwObLgCzgcJ42NuAuwIPaxoiIiJSU7uFFfJyx1jodg4iIiIhItWaMuQv3BKht1ZJFRERERKT6UesYEREREZEKYozpCLQC/gJ8rSK7iIiIiEj1pBHtIiIiIiIVxBizGBgArAButNYedDYiERERERGpCOcrtKsKLyIiUrEKnRnJQcr9IiIiFacy8r5yuYiISMUqNJ9rMlQRERERERERERERkTJQoV1EREREREREREREpAxUaBcRERERERERERERKQMV2kVEREREREREREREykCFdhERERERERERERGRMlChXURERERERERERESkDFRoFxEREREREREREREpAxXaRURERERERERERETKQIV2EREREREREREREZEyUKFdRERERERERERERKQMApwOQKqObJdl7Z6jLN2RxOET6RxPy6RuWBCt64fTr2VdOjeJdDpEERERn3UyPYslsUn8Gn+cuMSTBPgZQoP8ad8ogr4t6tKlSST+fsbpMEVEREQESMvIZuOBFDYdPMGeI6dIScvkVHoWNQL9CAsKoHGtEFrUC6Nzk0haRYVhjK7jRLydsdaea/05V4pvOJOZzQfL9/Desl0kn8ogwM8QFRFMZEggianpHD2VAUDnJjWZOKAFY3o0wU838iIixeVt/8FU7q9iklLTeW/ZLj5dvY/U9CwC/Q0t6oUBkHomi4TjZwBoUiuE2wbGcEOfpkTUCHQyZBERX1YZeV+5XMRLuVyWRbGJfLkunoXbEknLzAYgMiSQOmFBhAb5k57lIvVMJomp6eSU7OqFBzGwdT1GdmrIkLZRhAVr3KyIwwrN5yq0yzktjk3kia82EZ+SxrB2UVzXqylD2kURnuc/6kmp6czZlMCnq/ex7VAqfWJq87cxXWhdP8LByEVEqgwV2qXUvt+UwONf/sqJtEwu69KICf1j6NY0kuAA/9xtEk+cYeWuZD5ZtY+f9hwlKiKYZ0d1ZmSnhg5GLiLis1RoF/FB1lq+33SI1xbsYNuhVOqFBzGyU0OGt69PlyaR1K9Z46zvnMnMZm/yadbvO8bq3UdZsj2Jo6cyCAvy5+ruTbi5XzM6NVZnARGHqNAuxZftsry2YAdvLNxBm/rhTL6qEwNa1zvnd6y1fLH2AM/N3sqZzGxeG9edSzs3qqSIRUSqLBXapcSyXZZJ327i41X76NIkkldu6FasB9zr9h3jia82sTXhBNd0b8zfxnQhNEgjokREKpEK7SI+5sCx0/z5600sjk2iVVQYDwxvzVVdGxPgX7JpE7OyXazZc4wZ6w4wc+NBzmS6GNYuiocvbkv3prUqKHoRKYIK7VI8GVkuHpy6jh82H+bantE8O6ozIUH+5/+iR1JqOnd/tJZf9qfwxOUduHNQywqMVkSkylOhXUokK9vFo19s4JtfDnLXoBb8/tL2BJbgRi0z28U/F+/k1fnb6dCoJu/e2pvGtUIqMGIREclDhXYRH/LD5kM88tkvWOCxke24tX9MucyZc/x0Jh+v3su7y3aRcjqTsb2i+dPlHagdFlT2oEWkOFRol/PLyHLxwKfrmLvlMH++ogN3XNiiVBNunMnM5ref/cKcTYf40+XtuXtwqwqIVkSkWlChXYrN5bI8OG09szYm8NjIdtw/rHWp97VoWyIPTl1PSJA/n955AW0aqOWbiEglUKFdxAdYa/nnkp38/ftYujWtxZvje9C0Tmi5H+dkehZvLYrj3aW7qBkSyHOjOnNZF3UWEKkEKrTLublclvs/XcecTYf4y9WdmDAgpkz7y3ZZHpq6nlm/JvDy9d0Y0zO6fAIVEaleVGiXYnt5biyvL4zj8cvac++Qsj/Ejj2Uys3/WY21MPUuFdtFRCqBCu0i1Zy1lr/O3sq7y3ZzVbfGvHhdV2oEFr9LQGlsO3SC30/fyMYDx7mhd1OeuqqjJkwVqViF5vOSNYSSau21BTuYs+kQT1zeocxFdgB/P8PLN3RjQKu6/H76RlbsPFL2IEVERHzU95sSeH1hHGN7RXPP4PJpy9auYQRT7+qHMTD+3dXsPnKqXPYrIiIi4qteW7CDd5ftZkL/5rw+rnuFF9kB2jesyYz7BnD/sFZ8/vN+rv3nCvYfPV3hxxWR/DSiXQCYu/kQd3/0M9f2jOYfY7uWql1MUVLPZDLqreUcT8ti9sMXUj/i7Nm0RUR8mEa0y3ntSz7NZa8tpU2DCKbd3a/cb9jiEk9y/b9XEhkSyJf3DVB/TxGRiqMR7SLV2Icr9jDp282M7RXNC9d2xa8c+rGX1LIdSdz/yToC/P3418296NuiTqXHIOIDNKJdCnfg2Gke+XwDXaMjeW5053ItsgNE1Ajk7Zt6cTI9k4en/kK2S9d9IiIixWWt5Q8zNuJnDG/f1LNCRkW1rh/Ou7f2Ij4ljbs/WsuZzOxyP4aIiIhIdfbjjiM8PXMLl3RswPMOFdkBBrWJ4uv7B1IrNJBb/rOaJduTHIlDxBep0O7jXC7L76dvxFrLWzdWzM07uF9Nf/qazqzclcw/F8dVyDFERESqo6k/7WflrmT+eHkHGtcKqbDj9Gpeh5fGdmPNnmNM/nZzhR1HREREpLrZc+QU93+6jlZRYbxyQ3f8HSqy52gZFc4X9/SnZVQ4d324lvlbDjsaj4ivUKHdx32yei8rdibzxBUdK2QG7Lyu792UK7s24vUFcew4nFqhxxIREakODh0/w99mb6V/y7qM79u0wo93VbfG/N/QVkxbs58v1x2o8OOJiIiIVHUZWS7u/3QdxsB7t/Yh3EsmIa0bHszUuy6gQ6MI/u+Tdazcmex0SCLVngrtPuzAsdP8dfY2BreNqpSbd4DJV3ciLNifx6ZvVAsZERGR83hpbizpWS7+NqZLubd2K8ojl7Slb4s6PPHVJrbrwbiIiIjIOb25cAebD57ghWu70qxuxQ5gLKlaoUF8eHtfmtcN5e7/rmXLwRNOhyRSranQ7sOenbkVoFJv3uuFBzPpqk78sj+FKSv2VMoxRUREqqJth04wY90Bbu3fnJh6YZV23AB/P94c34OwYH8envYLGVmuSju2iIiISFWyYX8Kby3eyZieTRjZqaHT4RQqp9geXiOACR/8RMLxNKdDEqm2VGj3UT/uOML3mw9x/7BWNKnAfq+FuaZ7Y4a2i+KVedtJSk2v1GOLiIhUFS/M2UZ4cAAPDG9d6ceuX7MGfxvTla0JJ3hj4Y5KP76IiIiIt8vIcvG7LzZQP8I9oNCbNa4VwpTb+nI6PYt7PvpZE9+LVBAV2n1QZraLyd9tplmdUO4c1LLSj2+M4ckrO3ImM5uX58VW+vFFRES83cqdySyKTeKB4a2pFRrkSAyXdGzAmJ5NeHvxTjbsT3EkBhERERFv9f7y3exIPMlzozsTGRLodDjn1a5hBK/c0J2NB47zxy9/xVq18xUpbyq0+6CpP+0jLvEkT17ZkRqB/o7E0CoqnAkDYpi2Zj+bDx53JAYRERFv9fqCHTSoGcyt/WMcjWPSVZ2oHxHMY9M3qIWMiIiIiMfBlDRem7+DSzo2YHj7Bk6HU2wjOjXkkUva8tX6eD5Zvc/pcESqHRXafUxaRjZvLIyjb4s6XNyhvqOxPDS8DbVCAnlm5hY9SRUREfFYt+8YK3clc9eglo49EM8RGRLIs6M6s/3wSd5dtsvRWERERES8xTMzt2CxPHVlR6dDKbEHhrVmcNsonpm5RRPfi5QzFdp9zIcr95CUms5jI9tV2gSoRYkMDeThi9qwatdRfow74mgsIiIi3uLtRTupFRrI+L7NnA4FgIs6NOCyzg15fcEO9iafcjocEREREUf9tPsoczYd4v6hrWlaJ9TpcErMz8/w0thuRNQI4MFP16tfu0g5UqHdh5w4k8k/F+9kaLso+sTUcTocAMZf0IwmtUL4x9ztGtUuIiI+L/ZQKvO3HmZC/xjCggOcDifXpKs6Eejvx5+/3qR8LSIiIj7LWsvzc7bSoGawI3PelZeoiGBeur47sYdTefEHzZ0nUl5UaPchH/y4h+NpmfxuRDunQ8kVHODPQxe1ZsP+FOZvTXQ6HBEREUe9u2wXIYH+TBwQ43Qo+TSMrMHvRrRl2Y4jzN1y2OlwRERERBwxb8th1u1L4TcXtyUkyNkWf2U1pG0UN/drxvvLd/Pz3mNOhyNSLajQ7iNOZ2TxwYrdXNyhPp2bRDodTj7X9owmpm4oL82NxeXSKDkREfFNR09l8O2Gg1zbqwm1w4KcDucsN/drTtsG4Tw3a6teMRYRERGfk+2yvPhDLC2jwhjbK9rpcMrF45d1oHFkCL+fvkHXdyLlQIV2H/HZmv2knM7kvqGtnA7lLAH+fjx8cRu2HUpl3laNkhMREd/0xdr9ZGS5uLV/jNOhFCrA34+nruzEvqOneX/5bqfDEREREalU3204yI7Ek/xuRDsC/KtHOS08OIC/jenCzqRTvLFwh9PhiFR51eO/DHJOmdku3lu2mz4xtenV3Dt6sxd0VdfGNKsTytuL4tT7VUREfE62y/Lx6r1c0KIObRtEOB1OkS5sU49LOjbgzYVxJKWmOx2OiIiISKXIdlneWLiD9g0juLRTQ6fDKVeD20YxpkcT3lm6i7jEk06HI1KlqdDuA77bcJD4lDSvHM2eI8Dfj3uHtGLDgeMsj0t2OhwREZFKtWR7IvuPpnFL/+ZOh3Jef7q8A+lZLt5aFOd0KCIiIiKVYvavCexMOsWDw9vg52ecDqfc/fHyDoQE+vPUN5r4XqQsVGiv5qy1vLtsN20bhDOsXX2nwzmna3s1oWHNGry5SK8riYiIb/l41T7qRwQzsgqMkGpRL4zre0fzyeq97D962ulwRERERCqUyzOavU39cC7r7P3XaqURFRHMY5e2Z8XOZL7dcNDpcESqLBXaq7k1e46xNeEEtw1sgTHe/dQ1OMCfuwa3ZNWuo6zfpxmvRUTENySeOMPi2ETG9o4msIr0+3zoojYYY3htgR6Oi4iISPU2d8thth8+yQPDW1fL0ew5buzbjC5NIvnr7JqNvZYAACAASURBVK2czshyOhyRKqlq3M1JqX24Yg+RIYGM6t7E6VCKZVyfpkTUCOD95XucDkVERKRSfLU+HpeFMT2jnQ6l2BpFhjChf3O+XHeAHYdTnQ5HREREpMK8u2wXzeqEcmXXxk6HUqH8/QyTrurI4RPp/HvJLqfDEamSVGivxhKOp/H95kPc0KcpIUH+TodTLGHBAYzr05TZvyaQcDyt0G1iY2O5//776dChA6GhobRs2ZKHH36YlJSU8+7/3nvvpX379oSHh1O7dm0GDx7M/Pnzi9z+1KlTREdHY4xh06ZNpT4vERGRwlhrmbHuAD2b1aJVVLjT4ZTIfUNbExoUwEtzt+cuK0uO/uyzzxgzZgyNGjXCGMOUKVMK3W7evHkMHDiQyMhIGjRowOjRo4mNjS2v0xIRERHJ9fPeo/y89xh3XNgC/yo8mn3UqFEYY3jzzTfzLV+7di0TJ06kXbt2+Pn58ebkR7iyayP+vXQnB1MKr8kATJw4EWNMoT9Tp06t6NMR8VoqtFdjn6zah8tabunn/ROr5XVr/xistXy0cm+h6+fNm8fy5cu57777mD17Nn/+85/54osvGDFiBC6X65z7TktL44EHHuCrr77i448/pl69elx22WWsWrWq0O2fe+45srL0ypSIiFSMTfEn2H74JNf2qjqj2XPUCQvizkEt+H7zITbsdxfSy5Kjp0+fzp49e7jyyiuL3Obnn3/miiuuoEmTJnzxxRe8/fbb7Nq1i0suuYQTJ06U6/mJiIiIvLt0N5EhgYztXfWu1XLMnTu3yJrH8uXL+fHHH+nTpw8NG7r7zz9+WXtcFv7+/bYi9/nkk0+ycuXKfD+33norAQEBXHzxxRVyHiJVgTnPbMKaariKysx20f9vC+jetBbvTejjdDgldu9HP7NqdzIrH7/orNH4ycnJ1KlTJ1/P+blz5zJy5EgWL17MkCFDin2c7OxsWrRowahRo3j99dfzrYuLi6N79+784x//4L777uPXX3+lc+fOZTsxEZGzedvQGOX+SjT52818+tM+1jxxMZEhgU6HU2In07MY/PdFdGpck4/uuKBMOdrlcuHn58fJkyeJiIjggw8+YOLEifm2efzxx5kyZQoHDhwgICAAgI0bN9KtWzdmz57NZZddViHnKSJSjioj7yuXi5SDvcmnGPqPxfzf0FY8NrK90+GUSmZmJl27duV3v/sdd955J2+88QYPPPBA7vqc6y+A3r1707lzZ6ZMmcLfv9/G24t3MvuhQXRsXLNYx+rUqRPNmjVjzpw5FXIuIl6m0HyuEe3V1IKtiWz77AWWvXgns2bNomPHjoSGhnLFFVdw9OhR4uLiGDZsGGFhYfTu3ZuNGzfmftflcvH888/TunVrgoODadu2LR9++GG+/c+aNYtLLrmE+vXrU7NmTfr168fcuXPzbTN58mTq1avH+vXr6devH6GhofTo0YNly5adN/7bL2xByulMvloff9a6unXrnjWxa48ePQBITEws9u8IwN/fn1q1apGRkXHWut/85jfceeedtG9fNROqiIh4r4kTJ9Krd2/++/mXHPngfhrVjawyOTqv8OAA/m9oK5btOMKKnUfKlKNzbvLOJTMzk9DQ0NwiO0CtWrUAdxseERERkZKYOHEivXv3LrRu8tL0pRz+9I9MGtPL66/JivLaa68REhLCbbfdVuj6oq6/7hnSisiQQP4xt3jt+TZu3MiWLVsYP358qWMVqQ5UaK+mPl+7nxqBfhxLTOCpp57i2Wef5Z133mHFihXcfffdjBs3jnHjxjF9+nSysrIYN25c7g3qgw8+yLPPPsvdd9/NrFmzGD16NLfffjszZ87M3f/u3bu56qqr+Oijj5gxYwYDBgzgsssuY/ny5fniOH36NBMmTOCee+5hxowZBAcHM3r0aE6fPp27jcvlIisrK99Pj+gIOjYM5b2lO8jMzCQ7O/uc57tixQoAOnbseN7fjbWWrKwskpOTeeWVV9ixYwe33357vm1mz57NqlWrmDRp0nn3JyIiUhq7du8lfv6HPPj7P1epHF3wZ3yfaOpHBPPGgrhCz7MkOfp8br75Zg4ePMgLL7zAsWPH2L9/P4888gjt27fnoosuKvP+RURExPfs27fvrLrJ7Xfexbt/eZj+I65mRhW5JitYNzl06BDPPPMMr776arEGNOQVGRLIvUNasXBbImv3HD3v9tOmTaNGjRqMGjWqRMcRqXastef6kSooISXNtnh8pu118Sjr7+9v4+Lictc99thjFrAffvhh7rJZs2ZZwG7ZssXu2LHDGmPslClT8u3zlltusb179y70eNnZ2TYzM9OOGDHC3nbbbbnLJ02aZAG7YMGC3GXr16+3gJ0zZ07usgkTJljcrzcW+TNkyJAiz/fUqVO2ffv259wmr6lTp+buNywszH7zzTf51qenp9vWrVvbt956y1pr7aJFiyxgf/3112LtX0SkhM6Xiyv7RyrBhAkTrPHzt20eeN+mZWRZa6t2jn536U7b/A8z7do9R/Mdv6Q52lprU1NTLWA/+OCDQtfPmzfP1qpVK/f47du3t3v37i32/kVEHKZcLuJFJkyYUGTdpO4Vv7Xr9rqvbarKNVnBeMaOHZv7GbBvvPFGkb+LXr162QkTJuR+Pp2eZXs/O8+O/dcK63K5ivyetda2bNnSjhkz5pzbiFQzhebg/713K9XGjHUHcFmIqRtGSkwMrVq1yl3XunVrAIYPH37Wsvj4eHbu3Imfnx+jR4/ONwnoRRddxNSpU8nOzsbf358DBw7wxBNPMH/+fBISEnKf6g4cODBfLIGBgQwdOjT3c85otgMHDuQumzx5cr4eYTkysrK548O1tIoK56Wb+hV6rtZa7rjjDhITE5k1a1axfj8jR45kzZo1HDlyhE8++YRx48Yxe/bs3DhffvllatSowT333FOs/YmIiJSUy2UJjKzPlRf2oEagey6SqpSj84qIiKBpi2a8tSiOtxbF8f5E99wwpcnR57N582ZuvPFGxowZw4033sipU6d4/vnnufzyy1mxYgU1axavh6iIiIhIjpgCdZOcv/e44EK6N3W3qKsq12Q5Vq5cyfTp09m6dWuxfw8FhQT589Dw1jz5zWaW7jjCkLZRhW63evVqdu3axQsvvFDqY4lUFyq0VzPWWj5fu59+LetQ41BAbt/SHEFBQQD5lucsO3PmDEeOHCE7O5vIyMhC95+QkEDjxo25+uqrSU1N5emnn6Z169aEhYXx1FNPndV/tWbNmvleUcp7rBzNmjUjOrrwGbzvOl6T1xbswEQ2LHT9H/7wB7766ivmzZtHy5YtC92moNq1a9O7d28ALr30Ug4ePMhTTz3F0qVLSUpK4rnnnmPKlCmkpqYCcPLkSQBSU1M5deoUYWFhxTqOiIhIURJT0yE4jCu6NspdVtVydA5jDP7+/tw+sAUvzdvO5oPH6dQ4slQ5+nyefPJJ2rRpw3/+85/cZYMGDSI6Opr33nuPRx55pFyOIyIiIr6jYN1k33H3HG63DumYO/dMVbkmy/Gb3/yGe+65h8jISFJSUnKXp6Wlcfz48SJjL+iGPs14Z9kuXvxhG4Na18PP7+z5H6dNm0ZERARXXHFFsfYpUp2p0F7NrN17jL3Jp3loeBu+W1Hy79epU4eAgACWL19eaA+v+vXrExcXx/r165kzZw6XXnpp7rq0tLRSxXz77befNWlIQSNm92bPpjX5lr3yyiv84x//YNq0aQwaNKhUxwb3JG3Tpk0D3E+nT548yXXXXXfWdgMGDOCiiy5i/vz5pT6WiIgIwIFjp/Ezhgvb1Cv2d7w1Rw8ZMoTFixdz64AY3lm6i7cX7aR14pJyydEFbdu2jWHDhuVbVrt2bZo3b87OnTvL7TgiIiLiu1bEJQNwWZdGha739msygNjYWH766SdeffXVfNv8/ve/549//GO+kfjnEhTgx28vbssjn29gzqZD+QaJgLt3/BdffMGoUaMICQkp/gmJVFMqtFczX66LJyTQn0s7N+S7Unx/+PDhZGdnc/z4cS655JJCt8lJDMHBwbnL9u7dy/Lly+natWuJj3m+V6BenhvL2vg0TmdkERrk/r/sp59+yqOPPspLL73E9ddfX+Jj5rDWsnLlSlq0aAG4XwdbtGhRvm1++eUXfvvb3/L+++/Ts2fPUh9LREQEICPLRXxKGpEhgQQH+Bf7e96Yo+F/rylHhgRyS//mvPj2f0ie+VKZc3Rhmjdvzvr16/MtS05OZs+ePcTExJTrsURERMT3HDmZzuaDxwFy2/sV5O3XZAAzZ848q5g+bNgwHnroIcaMGVOiY1/TvQn/WrKTl+bFMrJTAwL8//dwYenSpcTHxzN+/PgS7VOkulKhvRo5k5nNrI0HGdmpAWHBpfuftl27dtx7772MGzeO3//+9/Tu3ZszZ86wefNmtm/fznvvvUf79u2Jjo7m0Ucf5ZlnniE1NZVJkybRpEmTUh0zJibmnDfHv63XkrH/Wsl3Gw5yQ59mLFmyhIkTJzJixAj69+/PqlWrcreNjo7OfZ3q6aef5umnn85NLsuWLeOll15izJgxNGvWjOTkZD788ENWrVrFd9+5H0uEh4fn642WV58+fejcuXOpzlFERCTHip1HyMy21A8pWa72xhx9Vozs58isV2netX+JcjTAli1b2LJlS+5r0mvXriU8PJyoqCiGDBkCwL333suoUaOYOHEi48eP59SpU7zwwgsEBQVx0003leocRURERHJ86Znz7lyqwjXZhRdeWOjyNm3a5F5XASQlJbFkyRIAjh07xt69e5k+fTpA7pv+/n6GBY9dRET/cXwztDXX9vpfC5tp06ZRt27dIh84iPgaFdqrkcWxiZw4k8Xonufu23U+b731Fm3btuXdd9/lqaeeombNmnTs2JE77rgDcD+R/fLLL7n//vu57rrriI6O5oknnmDx4sVs2rSpPE4ln97Na9O2QTifrN7HDX2asWjRIjIzM/nhhx/44Ycf8m07adIkJk+eDLhfYcrOzs5d17RpUwICAvjTn/5EUlISUVFRdO/enR9//JH+/fuXe9wiIiKFmbflMAF+hvCAwBJ/19tydEHrVy0HVxZ7N6w4K7eeK0cDfP755/zlL3/J/fzWW2/x1ltv5XsN+pprruGzzz7jxRdfZOzYsdSoUYPevXuzePFiGjduXKHnJiIiItWbtZZpa/YTUzeU5PNs6+3XZMW1efNmxo4dm/t5165dudddOZO3Ariys6kXFshbi+IY1aMJ/n6GrKwsZsyYwXXXXUdAgMqLIgAm7z+cQpznOZ54k7v/u5b1+1NY+fjwfK/yVAcfrtjDpG838+0DA+kaXev8XxARqTrOnlHIWcr9FcjlsvT72wJ6x9Tm7Zt6OR1OhUg4nsbgvy/ihj5NeXZUF6fDERHxNpWR95XLRUphzZ6jjP3XSv5+XVeu793U6XC8zpxfE7jvk3W8Nq4713Qv3ch8kWqk0HxevaqxPizldAaLYhO5ulvjaldkBxjdswkhgf58unqf06GIiIiU2oYDKSSmpnNJxwZOh1JhGkWGMKZHNF+sPUDyyXSnwxEREREpls/W7Cc8OIAripgE1deN7NSQtg3CeWNhHK7z9dcR8VHVryLro+ZsOkRmtmVUNX2qWLNGIFd3a8y3Gw5y4kym0+GIiIiUyrwth/H3MwxvV30L7QB3DmpBepaLj1fpAbmIiIh4vxNnMpm1MYGrujUq9Zx31Z2fn+HB4W2ISzzJnE2HnA5HxCup0F5NzNqYQEzdUDo3qel0KBXmxguacTojm2/WxzsdioiISKnM3XKYC1rUITK05P3Zq5I2DSIY2i6Kj1bt4Uxm9vm/ICIiIuKg7zYcJC0zmxv6NHM6FK92eZdGtIwK442FOzSqXaQQKrRXA0dOprNi5xGu6NoIY7yt1W/56RodSecmNflk9T7OM7eAiIiI19mVdJK4xJOMqMZtY/K6a1BLjpzM4Gs9IBcREREv99ma/bRvGEG36EinQ/Fq/n6GB4e3ZtuhVOZtPex0OCJeR4X2amDOpkO4LFzZtbHToVQoYww3XdCcbYdSWbfvmNPhiIiIlMjCbYkAXOwjhfYBrerSsVFN3vtxt0Y8iYiIiNfacvAEGw8c54Y+Tav14MXyclXXxsTUDeX1BTs0CFKkABXaq4GZGw7SKiqM9g0jnA6lwl3drTHhwQHq+SoiIlXOothE2jYIJ7p2qNOhVApjDHcNbkFc4kmWbE9yOhwRERGRQn2+dj9B/n7Vds678hbg78f/DWvN5oMnWBSb6HQ4Il5FhfYq7vCJM/y05yhXdm3sE09ew4IDGNWjMbN+TSDldIbT4YiIiBTLqfQsftp9lKHt6jsdSqW6smtjGtaswTtLdzkdioiIiMhZzmRm89X6eEZ2bkjtsCCnw6kyRvdoQnTtEF5bEKdR7SJ5qNBexf2w+RDWwpVdGzkdSqUZ37cZGVkuvlLPVxERqSKWxx0hM9sytF2U06FUqkB/PyYOjGHlrmQ2xR93OhwRERGRfBZuS+R4WiZje0U7HUqVEujvx/3DWrNhfwpLdxxxOhwRr6FCexU3d/NhWkaF0aZB9W8bk6NT40i6Rkcy7af9enIqIiJVwqLYJMKDA+jdvI7ToVS68X2bERbkz3vLNKpdREREvMuX6+KpHxHMwNb1nA6lyrm2ZzSNI2uoV7tIHiq0V2HHT2eyalcyIzo2dDqUSjeuTzNiD6eybl+K06GIiIick7WWxbGJXNi6HkEBvnfpFRkSyPV9mjJzYwIJx9OcDkdEREQEgKOnMlgcm8g13Rvj71f9W/GWt6AAP+4b2oqf9x5j5c5kp8MR8Qq+d7dXjSyKTSTLZRnRqYHToVS6q7s3JjTIn2k/aVJUERHxbrGHU0k4foZh7X2rbUxetw9sQba1fKLJzEVERMRLzNx4kCyXZXQPtY0prbG9m9KgZjCvLtjhdCgiXkGF9ips3pbDREUE0z26ltOhVLrw4ACu7taYmRsTSD2T6XQ4IiIiRVocmwTAkLa+NRFqXk3rhHJxhwZ8+tM+zmRmOx2OiIiICDPWxdO+YQQdG9d0OpQqq0agP/cOacVPu4+yepdGtYuo0F5FncnMZnFsIhd3aICfj77iNK5vM9Iys/nml4NOhyIiIlKkZTuSaNcggoaRNZwOxVG3DYjh6KkMvt2gvC0iIiLO2pl0kg37Uxjdo4nToVR54/s2o154MG8sjHM6FBHHqdBeRa3cmcypjGyfbBuTo1t0JB0a1WSq2seIiIiXSsvIZs2eYwxqowm2+reqS9sG4UxZvkcTZomIiIijvl4fjzFwTXcV2suqRqA/9wxuyY9xR/h571GnwxFxlArtVdTcLYcIC/JnQKu6TofiGGMM4/s2ZfPBE/x64LjT4YiIiJzlpz1HychycaEK7RhjmDigBVsSTrBmzzGnwxEREREf5XJZvlofz4Wt6/n8G4fl5aZ+zagTFsTrCzSqXXybCu1VkMtlmbclkaHt6xMc4O90OI66pnsTagT6MXWNRrWLiIj3+XFHEkH+flzQwncfjOc1ukcTIkMCmbJit9OhiIiIiI9au/cYB46lqW1MOQoNCuDOQS1Ysj2JDftTnA5HxDEqtFdB6/encORkOiM6+m7bmByRIYFc0aUx36yP51R6ltPhiIiI5LNsxxF6x9QmJMi3H4znCAnyZ1zfpvyw+TDxKWlOhyMiIiI+6Kv1BwgJ9Gdkp4ZOh1Kt3No/hlqhgbyxcIfToYg4RoX2KmjulkME+BmGtqvvdCheYXzfppzKyGbmRk2uJiIi3iMx9QzbDqUyqE2U06F4lVv6Ncday0cr9zodioiIiPiYM5nZzNyYwKWdGxIWHOB0ONVKeHAAtw9swfytiWyKV3tf8U0qtFcx1lrmbj5M/1Z1iQwJdDocr9CreW1a1w9n6k/7nQ5FREQk1/K4IwCaCLWA6NqhjOjYkGlr9pGWke10OCIiIuJDFm5LJPVMltrGVJAJA2KIqBHAmwvVq118kwrtVczOpJPsPnJKbWPycE+K2oxf9qewNeGE0+GIiIgA7rYxdcKC6NioptOheJ3bBsaQcjqTb36JdzoUERER8SFfrounfkQwA1trIERFiAwJ5LaBLfh+8yFiD6U6HY5IpVOhvYqZu+UwABer0J7PmB5NCPL3Y9pPmhRVREScZ61l1c5k+resi5+fcTocr9O3RR3aN4zgo1V7sdY6HY6IiIj4gKOnMlgcm8g13Rvjr+uzCnP7wBjCgvzVq118kgrtVcz8LYfp0iSSRpEhTofiVWqHBXFp54Z8tT6eM5l6DV1ERJy1/2gaB4+foV/LOk6H4pWMMdzUrzmbD57gl/0pTocjIiIiPuC7DQfJcllG94h2OpRqrVZoEBMGxDDr1wTiEjWqXXyLCu1VyLFTGfyyP4Vh7TUJamHG923GiTNZzP41welQRETEx63c5e7P3r9VXYcj8V6jezQhLMifj1ZpUlQRERGpeF+uj6d9wwg6NlZbv4p2x4UtqBHgz1uLdjodikilUqG9Clm6IwmXhWHtopwOxSv1a1mHFvXCmKr2MSIi4rBVu45SLzyIVlHhTofitcKDAxjdswkzNyZw7FSG0+GIiIhINbYz6SQb9qdoEtRKUjc8mFv6N+ebX+LZlXTS6XBEKo0K7VXIktgkaocG0jW6ltOheCVjDDf0acqaPcf0epKIiDjGWsuqXclc0LIuxqj/57nc3K85GVkupv98wOlQREREpBr7en08fgZGqdBeae4a1JLgAH9eX6Be7eI7VGivIlwuy5LtSQxpG6VJO87hul7RBPobpv203+lQRETER+1NPk3C8TP0b6m2MefTvmFN+sTU5uPVe3G5NCmqiIiIlD+Xy/LV+ngGtq5Hg5o1nA7HZ0RFBDNhQAzfbDjI9sMaDCm+QYX2KuLX+OMkn8pgaDv1Zz+XeuHBXNKxATPWHSA9S5OiiohI5Vu1KxmAfiq0F8vN/ZqzN/k0P8YdcToUERERqYbW7j3GgWNpahvjgHsGtyQsKIBX5m13OhSRSqFCexWxKDYRY2BwW/VnP59xfZpx7HQmP2w+7HQoIiLig1btSqZeeDCtosKcDqVKuLRzQ+qGBWlSVBEREakQX60/QEigPyM7NXQ6FJ9TOyyIOy5swZxNh9gUf9zpcEQqnArtVcTi2CS6RdeiTliQ06F4vQtb16NpnRA+0Q27iIhUMmstK3cl069lHfVnL6bgAH9u6NOUBVsPczAlzelwREREpBo5k5nNzI0JXNq5IWHBAU6H45PuGNSCyJBAXtaodvEBKrRXAckn09lwIIWh7TSavTj8/Aw3XdCc1buPqg+YiIhUqj3Jpzl8Ip3+rdQ2piTG922GBab+tM/pUERERKQaWbgtkdQzWWob46CaNQK5e3BLFm5LZN2+Y06HI1KhVGivApbtOIK1MEz92Yvt+t5NCQrw42ONahcRkUq0cqf6s5dG0zqhDGtXn2lr9pOZ7XI6HBEREakmvlwXT/2IYAa2rud0KD5t4oAY6oYF8fJcjWqX6k2F9ipgcWwidcOC6NIk0ulQqow6YUFc2aURX66L52R6ltPhiIiIj1i1K5moiGBa1lN/9pK6pV9zklLTmas5VkRERKQcJJ9MZ3FsItd0b4y/n1r6OSksOID7hrbix7gjuQNTRKojFdq9XLbLsmR7EkPaRuGnxFAiN/dvzsn0LL5eH+90KCIi4gOstazalUz/lnXVn70UBreNIrp2CB+t2uN0KCIiIlINzNyYQJbLMrpHtNOhCHBzv+Y0qBnMy/NisdY6HY5IhVCh3cttPJDCsdOZDFF/9hLr0bQWnRrX5ONVe/UfcRERqXC7jpwiMTVdbWNKyd8zx8qqXUeJS9QcKyIiIlI2X66Pp33DCDo2rul0KALUCPTngeFtWLPnGEt3HHE6HJEKoUK7l1sUm4SfgcFtVGgvKWMMt/RrzrZDqazdqwk3RESkYq3aldOfvY7DkVRd1/eOJsjfj49XaVJUERERKb2dSSfZsD+FMT01Cao3uaF3U5rUCuGluRrVLtWTCu1ebklsIt2b1qJ2WJDToVRJV3dvTESNAD5aqUlRRUSkYq3adZQGNYNpof7spVY3PJjLuzRkxs8HSMvIdjocERERqaK+Xh+Pn4FruqvQ7k2CAvx4+KI2bDxwnPlbE50OR6TcqdDuxZJPprMx/jhD29V3OpQqKzQogLG9mjJnUwJJqelOhyMiItVUTn/2furPXmbj+zYjNT2L2b8mOB2KiIiIVEEul+Wr9fEMbF2PBjVrOB2OFDCmZxNa1AvjHz/Eku3SqHapXlRo92LLdyZjrXtyMCm9m/o1IzPb8vna/U6HIiIi1dTe5NMkpabTJ0ZtY8qqb4s6tKgXxmdrlLdFRESk5FbvPsqBY2lc21OToHqjAH8/fjeiHbGHU5n+s673pHpRod2LLdueRGRIIF2aRDodSpXWKiqcC1vX45NVe8nKdjkdjoiIVEM5c4Go0F52xhhu6NOUn/YcJS7xpNPhiIiISBUzY90BwoMDGNmpodOhSBEu79KQHs1q8dLc7ZzOyHI6HJFyo0K7l7LW8mPcEQa2rou/n15BL6sJA2I4ePwM328+5HQoIiJSDf289yg1awTQpn6406FUC9f2jCbAz+htNBERESmRU572c1d0aURIkL/T4UgRjDE8cXkHElPTeW/ZbqfDESk3KrR7qZ1JJ0k4foYLW6ttTHm4qH19mtcN5T8/6j/gIiJS/tbuOUbP5rXx08PxchEVEczFHRow4+cDZGTpbTQREREpnu83HeJ0RjbX9lLbGG/XO6YOIzs14N9LdmpOPak2VGj3Ust2HAFgUJt6DkdSPfj5GW4bEMP6fSms23fM6XBERKQaSTmdwY7Ek/RuXtvpUKqVG/o2JflUBgu2Hv5/9u47PKoybQP4fWYmvRcS0nshEAIklAChSxNZRRDsCCrYcZAGrwAAIABJREFUXUXFgmJZRRbbCq6fiw1UQEBBuiAtgVASIBDSeyW912nfHygri/Rk3in377pyrUzOZO4hyzlnnvOc5xUdhYiIiAzEhuQS+DpbY6A/z8sMwUsTw9Gh0uDjPVmioxB1CRba9VR8djX8Xazh42wtOorRmBHjAztLBb5iVzsREXWhPy7gRvtxPntXGhHSAx4OlljDRVGJiIjoGhTXtiIxrwbTo70hSbzL0BAE9rDFvYN9sfZ4MdfmIaPAQrse6lRpcCSvBnEhHBvTlWwsFJg10Ac7Us+hrL5NdBwiIjISSQV1UMgk9PNxFB3FqMhlEmbE+CA+uwolda2i4xAREZGe+/lkKQDgjv5egpPQ9Xh6bAiszeRYsiNDdBSim8ZCux46UVSH1k41hnNsTJd7cKg/tFotvk0sEB2FiIiMRFJhHXp72nPBrW5wV8z5+arrk0oEJyEiIiJ9ptVqsfFECWIDXTgZwMC42Fpg/qgg7EmvwJG8GtFxiG4KC+16KD67CnKZhNggF9FRjI63kzUm9fHAmqNFaO1UiY5DREQGrlOlQUpxPcfGdBNvJ2vEhfTA+qRiqDVa0XGIiIhITyUV1qGwppWLoBqoucMD4OFgiXe3p0PDcz4yYCy066GE7Gr093GEvaWZ6ChGac5wfzS2q7Axmd1xRER0c86WNaBDpUEMF9zqNrMG+qCsoR3x2VWioxAREZGe2pBUAmtzOSb16Sk6Ct0ASzM5nh8fhtMlDdhyukx0HKIbxkK7nqlr6cTp0gaOjelGA3ydEOXjiK8PFfBKKRER3ZTkwvMLocb4sdDeXcb1coezjTnWHuOiqERERHSptk41tp0px+RID9hYKETHoRt0R38v9PKwxz93ZaJdqRYdh+iGsNCuZw7n1kCrBRdC7UaSJGHOMH/kVbfgt4xK0XGIiMiAJRXUwcfZCm72lqKjGC1zhQx3DvDCnvQKVDV1iI5DREREembX2XNo7lDhzgEcG2PI5DIJr07uhZK6Nnx7uEB0HKIbwkK7nonProKdpQJR3g6ioxi1WyM94O1khX/vz4FWy652IiK6flqtFkmFdYjhfPZuN3OgL1QaLX46wbFvREREdLENySXwdrLC4ACekxm64SGuGBPuhuV7c1DdzAYLMjwstOsRrVaL+OxqDA1ygULOX013UshlmDciECeK6nE0v1Z0HCIiMkBFta2obu5ANMfGdLtgN1sM9HfCuuPFvEBOREREF5TVt+FQbjWmDfCGTCaJjkNd4JXJvdCmVOPD3VmioxBdN1Zz9Uh+dQtK69swnGNjdGJGjA9cbc3x7/25oqMQEZEBSir4fT47F0LViZkDfZFX3YJjvEBOREREv/v5ZCm0WuDOAV6io1AXCXazxX1D/LD2WBEyzjWKjkN0XVho1yMJOdUAgBFcCFUnLM3keGhYAA5kVSG1tEF0HCIiMjBJhXWws1Qg1M1OdBSTcGukB+wsFFiXxEVRiYiI6PxUgI3JJRgU4Aw/FxvRcagLPTsuBHaWZnhnazrvZiSDwkK7HjmYVQ0fZyseIHTo/lg/2Fko8O8D7GonIqLrk1xYiwG+TrxNWUeszOWYEuWJ7WfK0dSuFB2HiIiIBDtRVI+86hZM5yKoRsfR2hzPjgtBQk419mZUio5DdM1YaNcTSrUGR/JqEMexMTplb2mG+2L9sONMOfKrW0THISIiA9HQqkRWRTNiOJ9dp2YO9EG7UoOtp8tFRyEiIiLB1h0vgpWZHJMie4qOQt3gviF+COxhg39sS0enSiM6DtE1YaFdT5wqrkdzhwpxwRwbo2tzhgVAIZfhi4PsaiciomuTXHR+Tng057PrVJS3A0LdbfEjx8cQERGZtKZ2JbaklGNqlCfsLM1Ex6FuYCaX4bVbeyGvugXfHSkUHYfomrDQrifis6ogk4ChQSy061oPOwvcFeONjcmlqGhsFx2HiIgMQFJBHeQyCf18HEVHMSmSJOGuGB+cLKpHdkWT6DhEREQkyC8pZWhTqjFrkI/oKNSNRoe5IS7EFR/vyUJdS6foOERXxUK7nojPqUZfb0c4WPNKrAjzRgRBrdXii4N5oqMQEZEBSCqsQ29Pe1ibK0RHMTm39/eCQiaxq52IiMiErTlWhPCedmx6MHKSJOG1WyPQ3KHCJ79li45DdFUstOuBhlYlUorrMSKE3eyi+Dhb4/Z+XvjuSCEq2dVORERX0KnSIKW4HtGczy6Eq60FxvZyw08nSqFUc14nERGRqUktbUBqaSPuHuQLSeKi9MYurKcd7h7ki9VHCpFTyTsaSb+x0K4HEvOqodECcaFcCFWkZ8aGQKXR4rP9nNVORESXd7asAR0qDWL8nEVHMVl3xfigpqUTezMqRUchIiIiHVtzrAgWChlu7+clOgrpyHO3hMLaTI5/bEsXHYXoilho1wMHs6tha6HgLU+C+bpYY0a0N344WoTyhjbRcYiISE8lF9YBAGK4EKowI0N7wM3OAus5PoaIiMiktHSosPlUGW7t68HRuybExdYCT40Nxr7MKhzIqhIdh+iyWGjXAwnZ1RgS6AIzOX8doj05JhhaaLFiX47oKEREpKeSCurg7WQFd3tL0VFMlkIuw53R3tiXWcWRb0RERCZk2+lyNHeocPcgX9FRSMceHOoPPxdrvLM1DSqODyQ9xcquYIU1LSiqbUUc57PrBW8na8wc6IN1x4tRUtcqOg4REekZrVaLpMI6xHA+u3Azor2h1mix8USp6ChERESkI2uOFyHYzZbnYibIQiHHy5N6IbuyGWuO865G0k8stAsWn10NACy065EnRgdDkiQs38uudiIiulhRbSuqmzsQ7c/57KIF9rDFQH8nrE8qhlarFR2HiIiIulnGuUacLKrHrIE+XATVRE3o7Y4hgc748NdMNLQpRcchugQL7YLFZ1fBy9EKAa42oqPQ7zwcrHDPIF+sTy5BYU2L6DhERKRHkgp+n8/OLiq9MCPGB3nVLRfm5hMREZHxWnusGOZyGaYN8BYdhQSRJAmLpkSgvk2J5XuzRcchugQL7QKp1BoczqlBXIgrr8bqmcdHBUEhk/DJb9xxExHRfyUV1sHOQoFQdzvRUQjArZEesDGX40cuikpERGTUWjtV2Jhcgol9esLZxlx0HBKot6cDZkR745vDBcivZnMk6RcW2gVKKWlAU4cKwzk2Ru+42VvigVg/bDpZiqyKJtFxiIhITyQX1qK/nxPkMl4g1wc2FgpM6euJrafL0dKhEh2HiIiIusmmk2Vo6lDhgVg/0VFIDywYHwZzuQzvbU8XHYXoIiy0CxSfXQVJAoYFsdCujx4fFQwbCwWW7swQHYWIiPRAQ6sSWRXNHBujZ+4a6I3WTjW2nS4XHYWIiIi6gVarxarEAvTysEc0z8MI55sjHx8djF/TKnA4t1p0HKILWGgXKCG7GpFeDnDibU96ycnGHI+NCsKe9Eocy68VHYeIiAQ7UcT57PpogK8TAnvYcHwMERGRkUourEPGuSY8EOvHsbt0wdzhAfBytMLbW9Oh1mhFxyECwEK7MI3tSpwsrseIkB6io9AVPDQ0AO72FliyIx1aLXfcRESmLKmwFnKZhH6+jqKj0J9IkoS7YnyQVFiH3Kpm0XGIiIioi61KLISdpQJ/6+cpOgrpEUszORZOCkd6eSM2JLPhgvQDC+2CJObWQK3RIo7z2fWalbkcfx8XihNF9dh1tkJ0HCIiEiipoA4RHvawNleIjkL/Y9oAL8hlEtYnlYiOQkRERF2oqqkDO1LLMT3am+dgdIkpfT0Q7eeEf+7KQjPX6yE9wEK7IPHZVbAxl6O/L28/13fTo70R7GaLpbsyoFJrRMchIiIBlGoNUkrqORdUT7nZWWJ0mBs2nijhsZqIiMiIrD1WBKVai/uHcBFUupQkSXh9SgSqmzvw2b4c0XGIWGgXJT67GrFBLjBX8Feg7xRyGV6cEIa8qhasT2anHBGRKTpb1oh2pQYx/iy066u7YrxR1dSB/ZlVoqMQERFRF1CpNfjhWBHiQlwR2MNWdBzSU1E+jpjW3wsrE/JRXNsqOg6ZOFZ5BSisaUFhTSviOJ/dYNwS4Y5oPyd8tDsLrZ28HYmIyNQkFZxfFDvGz1lwErqc0eFucLU156KoRERERmJPeiXKG9pxH7vZ6SpemBgGmQQs2ZkhOgqZOBbaBTiYXQ0AnM9uQCRJwiuTw1HZ1IEvDuaJjkNERDqWXFgHL0cr9HSwFB2FLsNMLsO0Ad7Ym1GJqqYO0XGIiIjoJq0+UgBPB0uMDXcTHYX0nIeDFeaPDMK20+U4/nuDDJEILLQLEJ9VBS9HKwS42oiOQtch2s8Zt/b1wOcHclFW3yY6DhER6YhWq0VSYR3HxhiAGdHeUGm02HSyVHQUIiIiugnZFU04lFODe4f4QSFn6Yqubt6IILjZWeD9HRnQarWi45CJ4t5Kx5RqDRJzazAi1BWSJImOQ9dp4cRwaLTAUt6ORERkMopr21DV1IEYLoSq90Lc7dDf1xE/JhXzAxYREZEB++pQPiwUMtw9yFd0FDIQVuZyPD02BEmFddiXWSk6DpkoFtp1LKW4Hk0dKs5nN1A+ztZ4NC4Qm06V4URRneg4RESkA0mF528/jeZ8doMwM8YH2ZXNOFVcLzoKERER3YDalk78dKIU0wZ4w9nGXHQcMiAzB/rAz8Ua/9yVBY2GTRekeyy069jB7GrIJGBokIvoKHSDHht1/nakt7akccdNRGQCkgrrYGehQFhPO9FR6Brc2tcDVmZyLopKRERkoL4/UogOlQZzh/uLjkIGxkwuw3O3hCK9vBFbTpeJjkMmiIV2HYvPrkJfb0c4WvOqrKGysVDgxYnhOFVcj80pnAFLRGTskgvq0M/XEXIZR74ZAjtLM0yO9MCWlHK0dqpExyEiIqLr0KFSY9WRQowM7YFgNzY50PW7ra8nwnva4aPdWVCqNaLjkIlhoV2HGlqVSCmux4gQV9FR6CZN6++Fvt4OeH9HJj/EExEZsYY2JbIqmxDDsTEG5a4YbzR3qLDjzDnRUYiIiOg6bEkpR1VTB+YODxAdhQyUTCbhhQlhKKhpxfqkEtFxyMSw0K5Dh3OrodECI0I5n93QyWQSXp8SgXON7fh8f67oOERE1E1OFNVBqwUG+nMhVEMyKMAZ/i7WHB9DRERkQLRaLb5MyEeouy3i2KBIN2FMuBsG+Drik9+y0K5Ui45DJoSFdh06mF0NOwsFonwcRUehLhDj74ypUZ74/GAeimtbRcchIqJukFxQB7lMQj9fHrsNiSRJmBHjg6P5tSiobhEdh4iIiK5BYl4N0ssbMXd4ACSJI/voxkmShBcnhqOisQOrEgtExyETwkK7jmi1WhzMqkJskAvM5PxrNxYvTw6HXJLwj23poqMQEVE3SCqsRYSHPazNFaKj0HW6c4A3ZBKwPpld7URERIbgq4R8uNiY42/9vERHISMwJNAFI0J74LP9uWhsV4qOQyaCFV8dKahpRWl9G+I4NsaoeDhY4ckxwdh59hwO5VSLjkNERF1IqdbgVHE9ov04NsYQ9XSwxMjQHtiQXAK1Ris6DhEREV1BfnULfsuoxL1D/GBpJhcdh4zEixPCUN+qxMqDeaKjkIlgoV1H4rOrAIALoRqhucMD4OtsjTe3nOWK1kRERiStrBHtSg1iOJ/dYN0V44OKxg4c/P08jIiIiPTTf+LzYCaX4b4hvqKjkBHp4+WAWyM9sDIhH9XNHaLjkAlgoV1HDmZVwdfZGn4uNqKjUBezNJPjtVt7IauiGd8dKRQdh4iIukhSYR0AIMbPWXASulFje7nD2cYc67koKhERkd6qbGrHhuQS3DnAG252lqLjkJF5bnwoOlQafLYvV3QUMgEstOtAp0qDxNwarpptxG6JcEdciCs+3J2FGl4lJSIyCsmFtfBytEJPB37gM1TmChlu7+eF3WkVqG3pFB2HiIiI/sI3hwqgVGvw6IhA0VHICAX1sMX0Ad747kghzjW0i45DRo6Fdh04WVSHlk414kI4n91YSZKEN26LQFunGst+zRQdh4iIbpJWq0VSQR3HxhiBmQN9oFRr8fPJUtFRiIiI6H80tSux+kghJvXpiQBXTgCg7vHkmGBotFp8foBd7dS9WGjXgfjsashlEmKDXERHoW4U7GaH2UP9sfZ4Mc6UNIiOQ0REN6Gkrg2VTR2I4UKoBi+spx2ivB2wPqkYWi0XRSUiItInPxwtQlO7CvNHBomOQkbMx9ka0wZ4Yc2xIlQ2squdug8L7ToQn12Ffj6OcLAyEx2FutnT40LgYmOOxVvO8sM8EZEBSyqsBQBEcz67UZgR44OMc004U8oL4URERPqiQ6XGlwn5GBbsgr7ejqLjkJF7YnQwVBotvjiYJzoKGTEW2rtZXUsnTpc2cD67ibC3NMOLE8KRXFiHzafKRMchIqIblFRQBzsLBcJ62omOQl3gtihPWChk+JGLohIREemNTSdLUdnUwW520gk/Fxv8rZ8nvjtaiKomrq1H3YOF9m4Wn1MNrRacz25Cpkd7o6+3A97dno7mDpXoOEREdAOSC+vQz9cRcpkkOgp1AQcrM0zq0xObT5WhXakWHYeIiMjkqTVa/N/BPPT2tMfwYDYmkm48OToYnSoNVsazq526Bwvt3Wx/RiWcrM3Qz4e3QZkKmUzC4qm9UdnUgRX7ckTHISKi69TQpkRmRRNiODbGqNw10AdN7SrsTD0nOgoREZHJ2512DnlVLZg/MgiSxMYG0o3AHraYGuWJVYmFqGlmVzt1PRbau5FGo8WBrCqMCO3BjjgTM8DXCXcO8MaX8fnIr24RHYeIiK5DcmEttFpgYAAXQjUmQwJc4ONsxfExREREgmm1Wvx7fy58na0xqU9P0XHIxDw5Jhjtv68PQNTVWGjvRmdKG1DT0onRYW6io5AAL00Mg7lChne2pomOQkRE1+FYfh3M5BL6+7DQbkxkMgkzon1wOLcGxbWtouMQERGZrPjsaqSUNOCxUUFQyFmWIt0KdrPDrZEe+PZwAepaOkXHISPDPVo32pdZCUkCRoRyPrspcrO3xNNjg/FbRiX2ZVSKjkNERNfoWH4NIr0cYGUuFx2Futid0d6QJGB9conoKERERCZr+d4ceDhYYtoAL9FRyEQ9PTYELZ1qfHWIXe3UtVho70b7MqvQz8cRzjbmoqOQILOHBiDQ1QZvb01Dp0ojOg4REV1Fu1KNM6UNGBjA+ezGyMvRCsODXbE+qRgqNY/LREREunYkrwbHCmoxb0QgLBRsaiAxQt3tMDmyJ745VICGVqXoOGREWGjvJjXNHThdUo9RoRwbY8rMFTIsui0CedUt+OYwr5QSEem7k0X1UKq1GMxCu9G6b4gfyhvasSe9QnQUIiIik7N8bw5cbS0wa5Cv6Chk4p4cHYKmDhW72qlLsdDeTQ5mV0GrBUaHc2yMqRsd5oax4W74ZE82KhvbRcchIqIrOF5QC0kCov1YaDdWY8Pd4OVohVWJhaKjEBERmZQTRXVIyKnGoyMCYGnGbnYSK8LTHuMj3PHVoXw0trOrnboGC+3dZF9GFVxtzdHH00F0FNIDi6ZEQKnW4v2dmaKjEBHRFRzLr0WYux0crMxER6FuopDLcM9gXxzOrUF2RZPoOERERCZj+d4cOFmb4d7BfqKjEAE4P6u9qV2Fbw8ViI5CRoKF9m6g1mhxMLsKI0PdIJNJouOQHvB3tcHcuABsPFGCE0V1ouMQEdFfUKk1OFFUx7ExJmDWQB+Yy2VYfYRd7URERLqQWtqAvRmVmDs8ADYWCtFxiAAAfbwcMDbcDV8eykdLh0p0HDICLLR3g1PF9ahvVWJUGMfG0H89MToYbnYWWPzLWWg0WtFxiIjof5wta0Rrp5oLoZoAF1sLTInywMbkEjTxVmEiIqJut2JfDuwsFXhgqL/oKEQXeWJMMOpblfj+KBsw6Oax0N4N9mdWQiYBI0JYaKf/srVQ4OXJ4Thd0oANySWi4xAR0f84XlALABjkz0K7KXgg1h8tnWr8fLJUdBQiIiKjlnGuETtSz2H2UH/YW3I8H+mXAb5OGB7sii8O5qNdqRYdhwwcC+3dYF9mJaL9nOBgzQMIXez2fl4Y4OuIpbsyuNgGEZGeOZpfC38Xa7jZW4qOQjrQz8cRUd4O+PZwAbRa3mlGRETUXT7anQU7CwXmDg8QHYXoLz05JhjVzR1Yd7xYdBQycCy0d7HKpnakljZiVJib6CikhyRJwptT+6CmpRP/2pMtOg4REf1Oo9EiqaAWA9nNblLuj/VHblULDufWiI5CRERklFJLG7DrbAXmDA+Ao7W56DhEf2lwgDMG+jvh8wO56FCxq51uHAvtXexAZhUAcD47XVaktwNmDfTBN4cLkFPZJDoOEREByK1qRl2rkvPZTcyUvh5wsjbDqsQC0VGIiIiM0oe7s+BgZYa5cexmJ/0lSRKeGhOC8oZ2/HSCYwXpxrHQ3sX2ZlTC3d4CER72oqOQHlswPgxW5nK8uSWNt6sTEemBo/mcz26KLM3kmDnQF7vTKlBS1yo6DhERkVE5UVSHvRmVeHREIGezk96LC3FFlLcDPtufA5VaIzoOGSgW2rtQu1KNA1lVGNfLHZIkiY5DeszF1gLPjA1BfHY19v9+FwQREYlzvKAWbnYW8HOxFh2FdOyBWD/IJAlfJRSIjkJERGRUPtqdBRcbc8we6i86CtFVSZKEJ8eEoLi2Db+klImOQwaKhfYulJhbg9ZONW6JcBcdhQzAA7H+CHC1wTvb0qDk1VIiIqGO59diYIAzL5SbIE9HK9wW5Ym1x4vQ0MqFyomIiLrCsfxaxGdXY/7IINhYKETHIbomY8PdEN7TDiv25UCt4fQBun4stHehX9MqYGMuR2yQi+goZADMFTK8PCkcuVUtWHOsSHQcIiKTVVLXirKGdo6NMWGPxAWitVON744Wio5CRERk8LRaLT74NRM97Cxw3xA/0XGIrplMJuHJMcHIrWrBjtRy0XHIALHQ3kU0Gi32pFdgZFgPWCjkouOQgbglwh2xgS74aHcWu+iIiAQ5mvf7fHYuhGqyIjztMSK0B74+VIB2pVp0HCIiIoN2OLcGR/Nr8cSoIFiZsz5ChmVSHw8E9bDB8r050LCrna4TC+1d5HRpA6qaOjg2hq6LJEl4bUov1Lcp8enebNFxiIhM0uHcGjjbmCPM3U50FBJo3ohAVDd3YNPJUtFRiIiIDNYf3eweDpaYNchXdByi6yaXSXhidDAyzjXht4xK0XHIwLDQ3kV2p52DXCZhdJib6ChdZtOmTejbty8sLCwQEBCADz/88IrbP/vss5AkCQsWLLjo8YyMDAwePBgODg6YNWsWmpubL/r+wYMH4eXldcnjf+Wbb76BJEl/ue3ixYvh6up64c8FBQWQJOnCl42NDYKCgnDvvfciPj7+kufPnj0bMTExV83Q1Xp7OuCuaB98m1iA/OoWnb8+EZEp02q1SMytRmygC2Qyw5/PzmP3jRsa5ILenvb4Ij6P3UtEREQ3aH9WFU4U1ePJMcGwNDPNbnaejxm+qVGe8HG2wvK92dBqeV5I146F9i6yO60CA/2d4GhtLjpKlzh06BCmTZuGQYMGYcuWLZgzZw5eeuklfPzxx3+5fVpaGr766ivY29tf8r3Zs2cjODgYP/74I9LS0vDuu+9e+J5Go8Gzzz6L9957D7a2tt3yXpYtW4bExERs374dixYtQk1NDUaMGIE333yzW17vRjw/PhRmchne254uOgoRkUkprDk/n90Y1lfhsfvmSJKEeSODkFfVgj3pFd32OkRERMZKq9Xio91Z8HaywoxoH9FxhOD5mHFQyGV4fFQwUkoaEJ9dLToOGRAW2rtAYU0LsiqacUtET9FRusxbb72F4cOHY+XKlRg/fjwWLVqEp556Cm+99RY6Ozsv2f7pp5/GM888Aycnp4seb25uxtGjR/Hxxx9jwoQJePXVV7F79+4L3//yyy9hZmaG+++/v9veS1hYGIYMGYKRI0di9uzZ2LlzJxYtWoTFixdj//793fa618PN3hKPjwrCr2kVOJzLnTgRka4c+n2fO9QICu08dt+8yX16wtvJCl8czOu21yAiIjJWu9MqcLqkAU+PDYG5wjTLTTwfMx7TBnjBw8ESy/fmiI5CBsQ093xdbHfa+a6n8UY0n/3UqVMYN27cRY+NHz8edXV1SExMvOjxDRs2ID09HQsXLrzk5/xxILGysgIAWFtbX3issbERixYtwieffAJJ0u3t+m+88QY8PT3x+eef6/R1r+ThuEB4OVrhna3pUPOWdSIinTicW4Oe9pYIcLURHeWm8dh98xRyGeYOD0BSYR2SC2u77XWIiIiMjVqjxQe/ZiHA1QbT+nuJjiMMz8eMh4VCjnkjAnGsoBZH8mpExyEDwUJ7F/g1rQLhPe3g42wtOkqXaW9vh7n5xWNwLCwsAADp6f8db9LW1obnn38eS5YsgY3NpUUKZ2dnBAQE4NNPP0VtbS2++OKLC7O73n77bYwbNw5Dhgy57nxqtRoqleqiL41Gc83Pl8vlGDNmDI4cOXLdr91dLM3keHFiGNLKG7HxRInoOERERk+j0eJIbg2GBrno/ENKd+Cxu2vMHOgDR2szrNiX262vQ0REZEw2nSxFZkUTnh8fCoXcdEtNPB8zLrMG+cLV1oJd7XTNFKIDGLq6lk4kFdTiidHBoqN0qeDgYBw/fvyix44dOwYAqK39b4fXe++9Bw8PD9x3332X/VkrVqzAjBkz8MorryAkJAQrVqxATk4OvvzyS5w+ffqG8jk6Ov7l4y4u137rv7e3Nyoq9GsG69QoT3xzuAD/3JWJWyM9YGPBf6JERN0lq7IJNS2dGBrsevWNDQCP3V3D2lyBh4cHYNmvWThT0oBIb4dufT0iIiJD16FS48PdWYj0csDkPh6i4wjF8zHjYmkmx6MjAvDu9gycKKrlsWs2AAAgAElEQVTDAF+nqz+JTJrpXmbsInszKqHRAuN6Gc/YGACYP38+Nm/ejP/85z+oq6vDrl278MEHHwA4fwUTAPLz87Fs2TJ8/PHHV+wEnDRpEiorK5GZmYn09HT4+vriueeew9///nd4e3tjxYoV8PX1ha+vLz777LNrynfw4EEcP378oq9HHnnkut6jPq4cLUkSFk2JQFVTBz4/wE46IqLudCjn/C2gxrAQKsBjd1d6YKg/7C0V+NfebJ28HhERkSH7/kgRSuvb8OLEMMhkhn+X4M3g+ZjxuXew3/m7HdnVTteA7bI3aXdaBdztLRDpZVzdTnPmzEFKSgoee+wxPProo7C2tsb777+Pp556Cu7u5y8qLFy4EJMmTUJ4eDjq6+sBnF/5uqOjA/X19XBwcLhw0LC2tkZoaCgAYM+ePUhJScG6deuQkpKCRYsW4fDhwwCA2NhYDB8+HH379r1ivv79+1+ysvbWrVuv6z2WlpZeeC/6ZICvE6ZGeeKLg3mYNcgXXo5WoiMRERmlxNxq+LtYG81+lsfurmNvaYY5wwPw8Z5snC1rQG9P4zrPIyIi6ipN7Uos35eDYcEuiAvpITqOcDwfMz42FgrMHRaAD3ZnIbW0AX2MrP5HXYsd7TehrVONA1lVGNfL3eiu2srlcixfvhxVVVU4ffo0KioqLsz/+uN/MzMz8dNPP8HJyenCV3FxMZYvXw4nJyeUlpZe8nNVKhWeffZZLF26FFZWVti/fz/GjBmD8PBwhIeHY+zYsThw4EC3vz+VSoW9e/ciNja221/rRrw0KRwAsHRnhuAkRETGSaXW4GheLWKDjGNsDMBjd1d7aGgA7CwU+HgPu9qJiIgu5z/x+aht6cSLE8JFR9ELPB8zTg8M9YedhQKf7WdXO10ZO9pvwr7MSrQp1bg10nhnkP2x0weAzz77DEOHDkV4+PkD6MqVK9Hc3HzR9rNmzcLIkSPx2GOPoUePS69mf/7553BycsLMmTMvPNba2nrhv1taWnRyG9Jbb72FsrIyzJ8/v9tf60Z4OVrh4bgArNiXi9lD/dGfc8CIiLpUalkjmjpUGGokY2P+jMfuruFgbYZHRgTiw91ZSC6sQ7Qfj8VERER/Vt3cgZXxeZgc2RNRPn89+9tU8XzMuDhYmeHBof5YsT8HWRVNCHW3Ex2J9BQL7Tdh25lyuNqaY1CAs+goXe7IkSNISEhAv3790NjYiDVr1mDXrl1ISEi4sM0fK17/maWlJXx8fDBq1KhLvldXV4c333wTu3btuvDYiBEj8OKLL+Krr74CAOzduxdLlizp0veSmZkJV1dXdHZ2Ij8/H2vXrsXOnTuxePFijBw5sktfqys9NioYPyaV4O2tadj42NArzm4jIqLrczi3GoDxzGcHeOzuDnOHB2BVYiHe35GBdfOG8FhMRET0J8v35qBDpcGC8WGio+gNno8Zr7nDA/D1oXx8sicbK+4dIDoO6SkW2m9QW6cae9MrMW2AFxRy45vAY2ZmhnXr1mHx4sWQyWSIi4vDoUOHEBkZecM/84033sDUqVMxYMB/d0j9+/fH0qVL8eqrrwIAli1bhqioqJvO/2cLFiwAcP7A5eHhgdjYWBw8eBBxcXFd+jpdzdZCgQXjQ/HSxjPYeroct0V5io5ERGQ0DufUILynHVxtLURH6TI8dnc9GwsFnhkXgkWbUrEvsxJjwk1nHikREdGVFFS34PujhbgrxgeBPWyv/gQTwfMx4+VkY445wwPw6d4cPM41fOgypKvcWmJaSwlfh+1nyvH49yfwwyODMdSI5ruSflFrtLjt0wQ0tCnx2/MjYWkmFx2JiLqevrXIGv2xv0OlRt/Fv+Kewb5447beouOQnlOqNbjlwwOwUMix/Zk4yI1sXR4i0jld7ESM/lhO4s1fnYyD2VXY/8IouNlZio5DpBMNbUrEvb8XgwJcsPLBS+9MIJPyl8dz42vF1pFtp8+PjRkcYDy3nJP+kcskvDalF0rr2/BlQr7oOERERuFkUT06VBpeKKdrYiaXYcGEMGRWNOHnk5cuTkZERGRqjuXXYufZc5g/MohFdjIpDlZmeCQuEHvSK3CquF50HNJDLLTfgNZOFX7LqMDEPj3Z1UTdbmiQK26JcMdn+3JQ2dQuOg4RkcE7nFsDmQSjXGOFusfkPh7o6+2Aj3ZnoV2pFh2HiIhIGI1Gi39sS0NPe0s8EhcoOg6Rzj00PABO1mb4cHeW6Cikh1hovwH7MqrQrtTg1kjOzCbdeGVyL3SoNPjwV+7IiYhuVkJ2FSK9HeFgZSY6ChkImUzCSxPDUVrfhu+OFIqOQ0REJMyW02VIKWnACxPCYGXO0aZkemwtFJg/MggHs6pwvKBWdBzSMyy034BtZ8rgamvBTjjSmQBXGzwQ6491ScVIK2sUHYeIyGDVt3biVHE9Rob2EB2FDMywYFfEhbhi+b4c1Ld2io5DRESkc+1KNZbuzEQfL3vc0d9LdBwiYR6I9YerrQU++DVTdBTSMyy0X6fWThX2ZlRiEsfGkI49MzYEDlZmeGvrWVxlEWMiIrqMhJxqaLRgoZ1uyCuTe6GxTYmPeKswERGZoC8T8lFa34ZXJ0dAxnoImTArczmeGB2EI3m1OJxTLToO6REW2q/T3ozK82Nj+nqIjkImxsHaDM+PD8ORvFr8klImOg4RkUE6kFkFByszRHk7iI5CBqiXhz3uG+KH1UcKkXGOd5gREZHpqG7uwL/352JcL3fEBrmIjkMk3N2DfOHhYIn3d2ZAo2EzJJ3HQvt12n6mHK62Fhjoz7ExpHv3DPJFlLcD3t6ajoY2peg4REQGRavV4kBWFYaHuEIh5ykQ3ZjnbgmFg5UZ3tjMO8yIiMh0/HNnJtqVarw8OVx0FCK9YGkmx/Pjw5BS0oCtZ8pFxyE9wU+Z1+GPsTGTIzk2hsSQyyT8445I1LZ0cBYYEdF1yjjXhMqmDo6NoZviaG2OBRPCcDS/Fj+fLBUdh4iIqNulFNfjx+RizBkegKAetqLjEOmNO/p7IcLDHu/vyEC7Ui06DukBFtqvw+60ivNjYyI5NobE6ePlgAdi/bH6SCFOl9SLjkNEZDAOZFUB4Hx2unmzBvpigK8j3tqahurmDtFxiIiIuo1Go8Xrv5yFq60FnhoTLDoOkV6RyyS8emsvlNa3YVVigeg4pAdYaL8OG5JL4OVoxbExJNxz40PhamuBV39OhZqzwIiIrsn+zEqE97SDu72l6Chk4OQyCe/f2RctHSq8vTVNdBwiIqJus/FECVKK67FwYjjsLM1ExyHSO8OCXTE6rAc+3ZuDupZO0XFIMBbar9G5hnYcyqnGnQO8uLo2CWdvaYbXbu2FM6UN+P5ooeg4RER6r6FNiaSCOowOdxMdhYxEiLsdnhgdjM2nyrA3o0J0HCIioi7X2K7E+zszMMDXEXf09xIdh0hvvTy5F1o6VPjX3mzRUUgwFtqv0aZTpdBogTsGeIuOQgQAmBrliWHBLvjnzkxUNLaLjkNEpNcOZlVBpdFiXC8W2qnrPD4qGKHutnjt51Q0d6hExyEiIupSn+zJRk1LJ96c2ocNh0RXEOpuh5kDfbE6sRAF1S2i45BALLRfA61Wi43JJYj2c0KAq43oOEQAAEmS8M7tkVBqNFi48TS0Wo6QISK6nN/SK+BsY45+Pk6io5ARMVfI8N60vihvbMc/d2aIjkNERNRlsiua8O3hAswa6INIbwfRcYj03t9vCYG5Qob3eU5o0lhovwappY3IrmzGtAG8VYr0S4CrDV6cEI59mVVYn1wiOg4RkV5SqTXYl1mFUWE9IGc3FnWxaD8nPBjrj1VHCpFUUCs6DhER0U3TaLR4bVMqrM3lWDA+THQcIoPgZmeJx0YGYUfqORzKqRYdhwRhof0abDxRAnOFDFMiPUVHIbrE7KH+GBzgjLe3pKGsvk10HCIivXOiqB4NbUqM6+UuOgoZqRcmhMHL0QrPrjuFxnal6DhEREQ35cekYhzNr8XLk3vBxdZCdBwig/HIiED4uVhj0eZUdKjUouOQACy0X0WnSoNfUspwSy93OFhzhW3SPzKZhH9Oj4Jaq8VLHCFDRHSJ39IrYCaXEBfiKjoKGSkbCwU+mdUf5Q3tePmnMzwWExGRwapsase729MxKMAZM2N8RMchMiiWZnK8ObU38qpasDI+X3QcEoCF9qs4kFWF2pZOjo0hvebrYo1XJvdCfHY1fjhWJDoOEZFe2ZNegSGBLrCz5AVz6j7Rfk54fnwotp0ux7rjxaLjEBER3ZA3f0lDu0qD96ZFcgFUohswKswNk/r0xKd7s1Fc2yo6DukYC+1XsTG5BK625hgR2kN0FKIrunewL4YHu+If29JRVMOdORERAORWNSO3qgVjw91ERyETMH9EEIYHu2LxlrPIrmgSHYeIiOi67E6rwLYz5Xh6TDCCetiKjkNksBZNiYBMkvDmljTRUUjHWGi/grqWTvyWUYGpUV4wk/OvivSbJEl4f3pfyCUJT689iU6VRnQkIiLhdqaeAwBM7OMhOAmZAplMwoczo2BrocCTP5xEu5KzOYmIyDA0tSuxaFMqwtzt8OiIINFxiAyap6MVnhkbgj3pFdidViE6DukQq8dXsPV0GZRqLe6M5tgYMgxejlZ4f3pfnCqux9KdGaLjEBEJtyO1HP19HdHTwVJ0FDIRbnaW+OCufsisaMJbW9nFREREhuGfuzJR0dSOJXdGwlzBUhHRzZozPAAhbrZY/MtZtHWy+cJUcO95GVqtFmuOFSO8px0iPOxFxyG6ZpMjPfBgrB9WJuTj17PnRMchIhKmuLYVqaWNmMxudtKxkaE9MG9kIH44WoQNySWi4xAREV1RfHYVViUW4sFYf/T3dRIdh8gomMllePv2Piitb8OyXzNFxyEdYaH9MlJKGpBW3oh7B/tCkrgACBmWV27thUgvBzz3YwpyKjkjlohM047UcgDAxD49BSchU/TC+DAMDXLBKz+fwZmSBtFxiIiI/lJtSyee/zEFwW62eGliuOg4REZlSKAL7hvii68O5eNYfq3oOKQDLLRfxg9HC2FlJsff+nNsDBkeC4Ucn98fDUszGR5ZlYyGNqXoSEREOrcj9Rz6eNnDx9ladBQyQQq5DJ/e3R89bC0wb3USKpvaRUciIiK6iFarxUsbT6O+VYl/zeoPK3O56EhERuflSb3g42SNBetT0NKhEh2HuhkL7X+hsV2JLSnlmBrlCXtLM9FxiG6Il6MV/n1fNErqWvHkDyegVHNxVCIyHeUNbThZVI9JHBtDArnYWuD/7o9GXasSc79J4ocrIiLSKz8cK8LutAq8ODEMEZ4cmUvUHWwsFPjn9L4ormvFezvSRcehbsZC+1/YdLIUbUo17h3iKzoK0U0Z6O+Md27vg/jsarz68xlotVrRkYiIdGJryvmxMbdGstBOYvXxcsDye/rjbFkDnl5zEipe+CYiIj2QU9mEt7emIS7EFXOGBYiOQ2TUBge6YM6wAHx3pAgJ2dWi41A3YqH9f2i1Wnx/pAh9vOzR19tRdByimzZzoC+eHhOMH5NK8Mlv2aLjEBHpxKZTpYjycYS/q43oKEQY28sdb/6tD37LqMSbW9J44ZuIiITqUKnxzNpTsDZX4IMZUZDJuC4dUXd7YUIYAnvY4MUNKWhs53hfY8VC+/9IzKtBZkUTHoj1Fx2FqMv8/ZZQTI/2xsd7svFlQr7oOERE3SqnsglnyxrxtyhP0VGILrh/iB/mjQzE6iOF+E98nug4RERkwt7emoazZY14/86+cLO3FB2HyCRYmsnxwYwonGtsx+LNZ9l4YaRYaP8f3xwqgLONOabywzkZEUmSsGRaJCb27om3t6bh+6OFoiMREXWbX06VQSYBU6I4Nob0y0sTwjGlrwfe3Z6BTSdLRcchIiITtD6pGN8dKcK8EYG4JcJddBwik9Lf1wlPjw3BTydL8WNSseg41A1YaP+T4tpW7EmvwN2DfGBpxtW2ybgo5DL86+7+GBPuhld/TsWqxALRkYiIupxWq8WmU2UYFuwKNzt2aJF+kckkLJsRhdhAFzy/PgU7U8+JjkRERCbkTEkDXt2UiqFBLnhhQpjoOEQm6akxIRge7IrXN59FWlmj6DjUxVho/5PVRwohSRLuG+InOgpRtzBXyPDZvQMwrpc7Xt98Fsv3ZvN2JSIyKieL61FU28o700hvWZrJsfLBGER5O+CpNSewL7NSdCQiIjIB5xra8fCq4+hha4FP7+4PhZzlICIR5DIJH8/qB0drMzz+fTLntRsZ7ll/19yhwtpjRZjQ2x0eDlai4xB1G0szOf593wDc0d8Ly37Nwhu/nIVKrREdi4ioS2xILoGlmQwT+vQUHYXosmwsFPj6oUEI62mH+auTkZhbIzoSEREZsZYOFeZ+exzN7SqsfDAGLrYWoiMRmTRXWwssv2cAiuva8NKG02yANCIstP9u3fFiNLar8HBcoOgoRN3OTC7DBzOi8EhcAFYlFuLR1clo7lCJjkVEdFPaOtXYcqoMkyM9YG9pJjoO0RU5WJlh1ZzB8HOxxtxvjyO5sFZ0JCIiMkJKtQZPrTmJ9PJGLL9nAHp52IuOREQABvo746WJYdiReg5fHyoQHYe6CAvtOH/g+SohHwP9nTDA10l0HCKdkMkkvHprBN65vQ8OZFVh6qcJnA9GRAZt+5lyNHWoMDPGR3QUomvibGOO7+YOhru9JR748hiO5rGznYiIuo5Go8UL61OwN6MSb/2tD0aHu4mORER/8kjc+UWJ392ejkM51aLjUBdgoR3nP5iX1rfh0RFBoqMQ6dx9Q/zw3dzBaO5Q4fbPDuG7I4W8bYmIDNK6pGIEuNpgUICz6ChE18zN3hJrHx2Cng6WePDrY0jI5ocsIiK6eVqtFou3nMWmU2V4YUIY16Ij0kOSJOHDu6IQ1MMW879LRk5lk+hIdJNMvtCu1WrxxcE8BPWwwVhe3SUTFRvkgu3PxCE20AWvbUrFkz+c5IIcRGRQ8qtbcCy/FjNivCFJkug4RNfF3d4S6+bFwt/FBnO+PY7f0itERyIiIgOm1Wqx+JezWJVYiHkjAvH4KDYVEukrO0szfDk7BhYKGR765jhqmjtER6KbYPKF9gNZVThb1ohHRwRCJuMHczJdrrYW+Hr2QCycFI6dZ89h0sfx2JvBD/pEZBjWHi+CXCZh+gBv0VGIboirrQXWPjoE4T3tMG91MrafKRcdiYiIDJBGo8Xrm8/i28RCPDoiEAsnhbMJgUjPeTtZ4z8PxKCysQOPrk5Gu1ItOhLdIJMutGu1WnzyWza8HK1wR39+MCeSySTMHxmE9fNjYW0ux5xvkvDE9ydQ2dguOhoR0WW1daqx7ngxxke4w83eUnQcohvmaG2O7x4ejCgfRzz5wwmsPVYkOhIRERkQpVqD5348hdVHCjFvZCBeZpGdyGD093XCRzP7IbmwDi9sOM2RvgbKpAvtCTnVOFlUj8dGBcFcYdJ/FUQXGeDrhG1Px2HB+FDsTq/A2A8P4LsjhVBruKMnIv2z+VQp6luVeHCov+goRDfN3tIMq+cOQlxIDyz86Qw+/S2bH7SIiOiqmjtUeGRVEjadKsOLE8OwcCKL7ESGZnKkB16cGIYtKWX4x7Z0ngMaIOkqvzSj/Y1qtVrM+DwRpfVt2P/CKFgo5KIjEemlvKpmvPpzKhLzahDmboeFk8IxKqwHT9qIuo6+/WMyqGO/VqvFpE/iAQA7nonjvomMhlKtwUsbTuOnk6V4INYPb9zWG3KOOSQyBrr4h2xQx3K6efnVLXh0VRLyqlvwzu19cPcgX9GRiOgG/bHGwreJhXhmbAj+fkuo6Ej01/7yeK7QdQp9kZBTjaTCOrz9t94sshNdQWAPW/zwyGBsP3MOS3dl4KFvjmNIoDNentQLUT6OouMRkYk7ll+LjHNNWDItkkV2MipmchmWzYhCDzsL/N/BPFQ3d+Cjmf143kpERBfZl1GJp9eehEImYfXcQRga5Co6EhHdBEmS8MZtvdHaqcYnv2XDxkKOR0dwQWNDYZId7RqNFn9bcQi1LZ3Yu2AkP7AQXaNOlQZrjhXhk9+yUdvSiYm9e+LpsSGI8LQXHY3IkOlbddigjv3zVycjMa8GR14eCytzHs/JOK2Mz8M729IxJNAZXzwQA3tLM9GRiOjGsaOduoRWq8Vn+3Ox7NdM9Oppj/+7Pxo+ztaiYxFRF1FrtHh67UlsO12Ot2/vg/uH+ImORBdjR/sftqeW40xpA5bNiGKRneg6mCtkeHCoP6YN8MJ/4vPxdUI+dp49hwm93fH02BD09nQQHZGITEhOZRN2pZ3DE6OCWWQno/ZwXCBcbS2wYH0KZv7fEXz70EAu/EtEZMKqmzvw0obT+C2jElOjPPH+nX15LkRkZOQyCR/d1Q/tnWos2pQKS4UMM2J8RMeiqzC5jnalWoPxHx2EuVyG7c/EcdYl0U1oaFXiy0P5+PpQPpraVRgf4Y5nxrHgTnSd9O1AZDDH/ud/TMH2M+U4tHAMnG3MRcch6nYHsqrw2HfJcLQyw5ezB6KXB+8oIzJA7Ginm7I3owIvbjiDxnYlXp4UjtlD/Tk+j8iItSvVePjbJCTkVLOzXb/85Y7X5Artq48UYtGmVKx8IAbjItxFxyEyCg1tSnx9KB9fJvy34P702BD08WLBnega6NsnI4M49hfXtmLUsv14MNYfr98WIToOkc6kljbg4W+T0NSuxKf39MeYcJ7PEhkYFtrphtS1dOLNLWex6VQZwtzt8Mnd/RDekxdciUxBu1KNJ384gT3plXhpYjgeG8WZ7XqAhfaGViVGLduHUHc7rH10CK/6EnWxhjYlvjlUgC8T8tDYrsItEe54hgV3oqvRt4ORQRz7X9+cijXHinDwxdHwcLASHYdIp841tOPhVceRVtaI126NwEPD2M1IZEBYaKfrotVqse1MOd7YfBYNbUo8PioIT4wJ5hhcIhOjVGvw/I8p+CWlDE+MDsKC8WE8/xPrL//yZbpMkJOTg3nz5iEqKgpyuRyjRo26pucVFBRAkqRLvmbNmnVhG7Vajffffx9xcXFwcXGBi4sLxo8fj+PHj1/Y5uPfstDQpsTrt0Xw/4xEXeiNN95AZGQkfNxd8NodAyDf8gpGKbJxNK8GUz5NwMPfJiG1tOGS561fvx5Tp06Fl5cXbG1tER0djTVr1ly0TXl5OV544QVERUXB1tYWPj4+ePDBB1FWVqart0dEOnA95wglda1Ye6wY06O90VFXcdVzBCJj09PBEn0rfkX9d8/g4bG9YWlti+joGKxbt+6anp+WloaxY8fC2toanp6eeP3116FWqy+7/bPPPgtJkrBgwYKuegtERCZnw4YNGDp0KFxcXGBpaYmwsDC888476OzsvGi7+vp6zJkzB87OzrCxtYVv1DDMW7ENno5W2PLUcDw3PuyyRfaamhrMmzcPPXv2hJWVFcLDw7Fq1SpdvD0i6mZmchk+mtkPdw/ywYp9uVj8y1moNVps2rQJkiQhJibmss/VaDSIjo6GJEnYunWrDlObHp0uhnr27Fls374dQ4YMueRgci2WLVuGYcOGXfizq6vrhf9ua2vDkiVL8NBDD+Hll1+GJElYvnw5hg8fjsOHD8PeOxSrEgsxa5Av50cTdbHGxkbMnj0bERERkMvl2LBhA/7zj7/j2+/XoME9Gv+Jz8OUTyswrpcbnhkbikjv8/8GP/zwQwQEBOCjjz6Cq6srtm/fjnvuuQfV1dV46qmnAADJycn4+eef8fDDD2Pw4MGoqKjA4sWLMXToUKSmpsLW1lbkWyeiLnI95wgf7s6CJAFPjQlBZ30FgCufIxAZo7aWZrzyzHykttphx9lK1JUlYdasWZDL5Zg+ffpln1dXV4dx48YhIiICmzdvRm5uLp5//nloNBq88847l2yflpaGr776Cvb2HE9ARHQzampqMHr0aLzwwgtwdHTEsWPHsHjxYpw7dw7Lly+/sN3MmTNxJjUVE+YuxIHCFlQfWgvrzYvx7ZKzcHa6/L64sbERI0aMgK2tLT799FO4uroiLS3thmovRKSf5DIJ794RCTtLM3xxMA/FVQ3Y94/n4O5+5VGCK1euRGlpqY5Smjadjo7RaDSQyc430U+fPh3V1dXYv3//VZ9XUFCAgIAAbNmyBVOmTPnLbdRqNRobG+Hk5HThsc7OToSGhmL06NFoj52H1LIG7F8wCi62Fl3yfojo8oYNGwYXFxf88ssvaGxX4ttDBViZkI+GNuWFgruHpfKSYtg999yDxMRE5OfnAzjf0WFrawuF4r/XBbOyshAWFoZvvvkGDz74oE7fF1E30LdbrITcbn6t5wgZ5xox6ZN4PBoXiJcn97qmcwQiY7f5VCle2ngapateQHSoD/bv3nHZbd977z0sXboUhYWFF4rnS5cuvVDs+d+C+rhx4xAbG4vVq1dj+vTpWLZsWbe+FyITwNExdMGrr76KFStWoK6uDpIk4dChwxg+fBjC5yxFW48I3N7PE3OinTAkKgJvvfXWFe8sWrhwITZs2IAzZ87Ayopj9YiM3deH8vHcy4sgKz2DW4b0RU5mOpKSki7Zrq6uDqGhoViyZAkefvhhfm7qOuJHx/zxAbo7yOXyi4rsAGBubo7evXsjJbsIiXk1eHlSLxbZiXTExcXlQveEvaUZnhobgoSXRmPB+FAcL6jDbcsT8NLWfJwuqb/oef3790dlZeWFPzs6Ol5UZAeA0NBQWFtbX7QdERm2az1HWLozE3YWCi4ARPQnf+vnhY2PDYWZjT2O51VhfVLxZbfdsWMHJkyYcFFBfdasWWhra8OBAwcu2nbDhg1IT0/HwoULuy07EZEp+/NnplPF9Xji058AmRzBUYOw8bFYfDyrP/qG+KNv377Ytm3bFX/W119/jblz57LITmQixvrI0ZG8CfZjHsHejEq0K/96DOCiRYswbEmUrfAAACAASURBVNgwjB07VscJTZNOC+0366GHHoJcLoeHhweee+45tLW1XXH7jo4OHE9KRrHGCYMCnDFroI+OkhKZJpVKhfr6enz//ff49ddfMX/+/Iu+b2dphifH/LfgnlRYh6nLD2HON8eRUny+4H748GFERERc8XVOnz6N1tbWq25HRMZlX2Yl9mZU4vHRwXC0Nr/oe9d7jkBkLP449p7atxWteScQPWEGXthwGi//dPovP3BlZGQgPDz8osd8fX1hbW2NjIyMC4+1tbXh+eefx5IlS2BjY9Pt74OIyFSo1Wq0trYiISEB//rXv3DfQw/j7+tO/T979x0nRX3/cfz1uc414ICjdxAsSBF7AYldY4sFjcaSGGONNbaoEI0aS4y/oCaxYYnRxI4NRcGCYpem0ns7uON6v/3+/pi9Yzmul233fj4e+9jbmdmd7+dmdz+zn/nOdzj54blk5xcRHx/H65cfxj4DM2qek5iYyI8//ljva65atYqsrCy6dOnCcccdR0JCAj169OCaa67R0DEiUeraa6/lrMlnMmPKuTjnWLG1iPd/2LLTMgsWLOCpp57SGYlBFNQx2lsqMTGRyy67jKOOOor09HTmzJnDX/7yF1asWMHrr79e7/PuvPNOsnNy6H/q0dx96ihiYsLt7HyR6DFv3jwOPPBAAOLi4pg2bRonn3xynctWF9zPO2gQz3y+hsc+WclJD89lD7ead19/nSeffLLe9fh8Pn7/+98zfPhwjjrqqHaJRUTCT2lFFbe/vpihPVK48ODBNdNbuo8gEg3qyr2//s1F/PX9pTwyZwXfrc1l2tnjGJa543om27dvp0uXLru8VteuXdm+fXvN47vvvpvevXtzzjnntH8gIiIdSEpKCmVlZQCMPvxEZnc+mtjFm7l04lAG7Xc0Z77zDxYvXsSoUaMA78DnokWLKCgoqPc1N2/eDMAf/vAHJk+ezLvvvsv8+fO5+eabiYuL4957723/wEQkaGbPns3MmTNZunQpvXp1ZtLInszctpaLnvmayw8fxtVH7kZsjHHFFVdw2WWXMWzYMFavXh3qZncIEVFo7927904XB5k4cSI9e/bk0ksv5fvvv2fMmDG7POett97irrvuovPEX/OHMw9naA9dMFGkPY0aNYqvvvqK3Nxc3nrrLS6//HLS09M566yz6n1OWlI8lx0+jF8dOJAHXv6UP1/8R5KG7c+82FEcuLmAEb3SdnnOTTfdxOeff85HH31EfHx8e4YkImHk4dnLWZtTzPMX7U9C3I4T8lqyjyASLerLvX846yz2G5zBNf+dz4nTPuWuU0Zx8ti+Nc8z27XziXOuZvqqVau4//77+fDDD+tcVkREWu7Djz7hpS9W8J83P2Thx88zOiGJt198ml6dkygvH8LgwYO5+OKLeeqpp0hPT+fGG28kLy+vwd8+Pp8PgD333JPHHnsMgEmTJlFQUMBdd93FlClTSE5ODkp8ItK+KisrufLKK/njH/9Ir169AOiUEMvQHqkcMb4/02YvZ/76XCbELmPJkiXMmDEjxC3uWCJq6JhAp512GgDffvvtLvO++uorzjjzTDqPO44jzriAiw/TOK4i7S0lJYXx48dzxBFH8OCDD3Luuedyww03NOm5FcUFvHjnpYwaMZTb7n+Uucu3ccxDH3P589+yPKuwZrlHHnmE++67j6effpr999+/vUIRkTCzZHMB//hoBaeM7ctBQ7s3unxD+wgi0aSh3DtxRCZvX3koe/XpzFUvfs81L35PXnEFXbt2JTc3d5fXysvLq+npfuONN3LssccycuRIcnNzyc3NxefzUVZWRm5uLs7pOosiIs1VWeXjP1+u5apZebyyMY0Tzvktd9/3AN/N/C9F2zYA3nXmXnjhBbZs2cLIkSPp06cPK1eu5Fe/+hU9e/as97UzMrxhZg4//PCdpk+aNImysjJWrFjRfoGJSFA99thj5Obmct5559Xsp5WXl+PzVXHTEQO488SRzFuexWVXXcM5F1+Jz+cjNzeX/Px8AIqKiho8Q0ZaJyJ6tNelundN7V42S5cu5fjjj6fz0LFkHHMJfz1jNLEaMkYk6MaNG8dTTz1FRUVFg70viouLOeGEEygvL+ejjz4iMzOT3x1RzmOfrOSpuat5e+EmTh7Tl+HFi7niiiu49957OfPMM4MYiYiEUlllFb9/4Ts6d4rnluN3b9Jz6ttHEIl2tXNvr85JPH/R/vzfh8t5ePZy5q7YRq+BQ3caix1g3bp1FBUV1YzdvmTJEubPn88rr7yy03LTpk1j2rRprFu3jn79+gUtLhGRSOac470ftnDvuz+xYmsR+wzsysO/HMe+gzJYtCiJG/DOJBo61OsguN9++7F8+XKWLl1KXFwcQ4cO5YQTTuCAAw6odx1Dhw4lISFhl+nVB0abetF5EQl/S5YsYf369TW92QN17dqVZ599lqfOOZRD79nKA3+6hQf+dMtOy0yePJmhQ4eyfPnyYDW5Q4nYQvtLL70EwD777FMzbdOmTRx99NEkZvTBjriKu04bQ7+uOj1KJBTmzp1Lv379GiyyV1ZWcvrpp7Ns2TLmzp1LZmYmAF2SE7j+6JFcePBg/vXxSh79zxus/8+tjD36TM688NJghSAiYeD+mUv4aXMBT54/nu6piU16Tl37CCIdQV25Ny42hmuO3I0jd+/Jtf/7nqXJu7Fsxmts2JpD3x5eD8gXX3yRTp06MWHCBAAef/xxCgsLd3rtyZMnM2HCBC655BJ69OgRvKBERCLY16tzuPudn/hmzXaG9kjhn+fuw1F79KzpDDB37lwABg8evNPzzIwRI0YAsGzZMmbNmtXg8A8JCQkceeSRfPjhhztN/+CDD0hOTmbYsGFtGZaIhNDll1++y/Xw7rnnHlatWsU///lPdt99d7p168aMd97niU9X8vnKbEb2Suf0PVK5/KLzueuuu5g0aVKIWh/9glpoLy4u5u233wZgw4YN5Ofn1/wYPu6442rGDBs2bBgTJkzgiSeeAGDKlCkUFBRw8MEHk56ezscff8x9993Hqaeeyt577w14Fwg59thjydqWQ8ox53FirzIyS9Yyb95aEhMTGTt2bDBDFekw1qxZwwUXXMDZZ5/NkCFDKCws5NVXX+WFF17g0Ucf3Wm5oUOH8uSTT/KrX/0KgEsvvZS3336bhx56iJycHObNm1ez/NixY+mWmsjJg+GeGXeTOWAIWZn7cODV/2DS7pmcMrYvew8bUNPzQ0QiW137CFMfeoJps5dz4VmnMGmkd7p0S/YRRKJNS3PvjCsO4a5+Sfz5ghnsceCRXHf99WSSx5QpU7jmmmtIT08HYPz48busMykpif79+zNx4sRghSkiErGWZxXwl3eX8P4PW8hMS+TuU0cx/daLWOiOxLd2T2JjY5k7dy4PPPAAZ5555k6/ae644w5GjhxJ9+7dWbhwIXfccQeTJ0/myCOPrFnmmWee4cILL2TFihUMHDgQgNtuu41DDjmECy64gLPOOosFCxZwzz33cOutt5KY2LTOCiIS/oYNG7bLwbPp06ezbdu2nfbTTjjmCI4/2vHqdxu47fXF/N8i76LJe+21l4bibUdBLbRnZWVx+umn7zSt+vGqVasYNGgQ4PVyraqqqllm5MiR3H///Tz++OOUlJQwYMAArr/+em65ZcfpD1u2bGH+/PkAFL80lSdegif88wYOHKir64q0ky5dutCnTx/uvPNONm/eTJcuXdhjjz146623OO6442qWc85RVVVVc6EegPfeew+A3//+97u8bvV3whdffEF+Xh75eXmw6joAnvXfRh72c1598TlG9kpv1xhFpP3VtY8w5arfAHDBvb+pmdaSfQSRaNPS3JsYF8vU0/dn74y3ufiSS7n98vNITE7jgt9eytSpU0MVjohI1NicV8rfZi3lv1+vIyUhjuuPHsEFBw8iOSGOH/bbj+nTp7N69Wri4uIYMmQId999N7/73e92eo3s7Gyuuuoqtm3bRv/+/bnuuuu49tprd1rG5/NRVVW10zUz9ttvP2bMmMFNN93E888/T2ZmJrfccgs33XRTUGIXkfBjZpw6rh/7DsrgokfeYSnw9w+Xs+9hpfTqnBTq5kUla+RiRhFzpaM12UWc+shndEqI5dVLD6ZHmo7YikSrrPxSnvh0Fc/NW0NReRU/G5nJrw8ZzIFDu2lMZolE4famDXnuzy4s4+RH5lJS7uP1yw+mb5dOoW6SSNSp8jme/3It989cQlFZJecfNIjLJw2jS/KuY/yKSJsKRt4PeS7vaPKKK/jHxyt4au4qqnyOcw/wvlMzUvSdKiLhobLKx1NzV/PA+0uIj4nhhmNHcvZ+A4jRdS1bqs5/XFQU2rcVlnHao5+RV1LBS5ccxNAeqaFukogEQW5xOc98vobpn60mp6ic3Xqmct5BgzhlbF+SEyL2EhTS8YTbnk1Ic39ucTm/fPwLlmUV8uJvD2DsgK6hbI5I1MspKue+mUt44au1pCbE8etDB3PhIYNJT6r/Gisi0ioqtEeR4vJKnpq7mn9+tIKCskpOHN2H644aQf8MXStORMLTmuwibn51IXOXZ7PfoAzuOHkvRvRKC3WzIlF0Ftq3FZZx9mPzWJtTzL9/sz/7DMwIdZNEJMhKK6qYMX8j0z9bzeKN+aQnxXHquH6ctk8/9urbOdTNE2mMCu1+gUX2f567D4ePyAxVU0Q6nJ825/Pg+0uZuXgLnTvF89vDhnDeQYNITdSBa5E2pkJ7FCiv9PHCV2v5+4fL2VpQxs9GZnLd0SPYvbeGtBSR8Oec43/frOfPb/1IQWkFv9x/IFcfuZvOwmme6Cu0by0o45ePe0X2J8/fl4OGdg91k0QkhJxzfLNmO9M/W817i7dQXuVj997pnLZPP04a04fuqRpSSsKSCu14Fw27+NlvWLe9hH+duw8TVWQXCYlFG/L46/tL+fCnLNKS4pi8b39+deAg9c4UaTsqtEewKp/j9e838OCspazLKWG/wRn84egRjB+kDn8iEnm2F5Xz4Kyl/PuLtaQkxHLVEbtx7oEDiY+NCXXTIkF0FdqXZxVw/lNfsa2wTEV2EdlFbnE5MxZs4qVv1jN/XS4xBgcM6caxo3pz9J49yUzThT8kbHToQrtzjhkLNnHTywvolBDLtLPHccCQbsFsgojU4ft1uTzx6SreXrgJ5xxH79mL8w4axH6DMjSWp0jrqNAegZxzvP/DFh54bylLthSwZ590rj96BBN266FrRIlIxFu6pYA73vyBT5ZtY1C3ZK4+cjd+vncf7fM1LHoK7Z8u28al//6GhLhYnjhvPKP7dwl1k0QkjC3dUsCb8zfy1sJNrNhahBnsOzCDw0dmMnFED0b2StMOsoRSuL35gpb7l24p4E8zfuDT5dsYO6ALj/xyHL0768KnIuFkY24Jz85bw/NfrCWvpIL+GZ04ZWw/Th3bl0HdU0LdPJFIpEJ7BPH5HO/9sJm/f7icxRvzGdI9hWuO2o3j9uqtApSIRBXnHLOXZHHvu0v4aXMBI3qmcc1Ru3HUHj1VL6lb5BfaK6t8/G3WMh6es5zhmak8cd6+Oo1VRJpl2ZYC3l64mXcXb+bHTfkAZKYlMmG3HhwyvDv7Dc5QoU+CLdz2Wtot9zvnWL+9hG/WbOd/36xj7vJs0pPiuPaoEfxy/wHE6RRFkbBVUl7Fu4s38cq3G/h0+Tacg30GduWYPXtxxB49Gayiu0hTqdAeAap8jjcXbOTh2ctZuqWQQd2SuXTiME4d11f7KyIS1Xw+x5sLN/G395eyclsRo/p25uIJQzhmz176/ttZZBfaf9yUz82vLuS7tbmcMb4fU07ck+QEXZxJRFpuS34pHy3dykdLtvLJsq3kl1YC0D+jE/sN6sb+gzPYf0gGAzKSdQRX2lO4vbnaNPc/NGsZz32xBvAKdYVl3uesb5dOnDG+P+ccMIBuun6CSETZlFfCa99t5PXvN/DT5gIAhvZI4YjdezJhtx6MG9iVpPjYELdSJGyp0B7GKqp8vPrdBh6ds4JV24oYnpnK5ZOGcfyo3iowiUiHUlnl45VvN/DInOWszi6mX9dOXHjwYM7Ytz+piarHEqmF9pyich6ZvZynPltN507x3P7zPThpTN9QN0tEokyVz/Hjpny+WJXDl6uy+XJVDtuLKwCvx/ve/bqwd7/O/lsXXY1b2lJUF9rfXriJT5ZtAyAxLobhPVPZs09n9u7bWadci0SB9duL+eDHLGb9uIV5K7OpqHIkxMYwZkAXDhjSjf0GZTCqX2c6d4oPdVNFwoUK7WEou7CMF75ax3Pz1rApr5Q9+6RzxaRhHLVHL+2viEiHVuVzzPpxC499vJKv12wnPSmOU8f1Y/J+/RnZKz3UzQulyCq0r8sp5t9frOWZz1dTUlHFmeP7c8MxI+mq4paIBIHP51ixtZAvVuXwzZrtzF+fy8qtRTXz+3XtxOh+XRjlL77v2UdFBGmxcPv1ph/nItIiBaUVfL16O5+vzGbeymwWbcjD5/9GGdQtmVH9ujCqbzrDe6YxrEcqfbt0UgFLOiIV2sOEc46FG/J4+rM1zFiwkfJKHwcP68avDxnM4SMydUariEgt363dzpNzVzNz0WbKq3yM6d+Fyfv254TRfTpiL/fwL7Sv317MnCVbmbl4M58u93q/nbB3H37/s2EMy0wLZlNERHZRUFrBwg15LFyfx4L1eSzYkMu6nJKa+b07JzGiVxojeqYxolcau/VMY1hmqk6fl8aE2684/TgXkTaRX1rB92tza3Lnwg15bMjdkTc7xccyNDOFgd1S6NelE327dqJvwH1akg5gS1RSoT3ENuaW8Pr3G3ntuw0s2VJAckIsvxjXj/MOGqi6g4hIE+QUlfPKt+t58at1LMsqJCEuhgm79eDYvXrxs917dpROiOFRaH9u3hp8zuEcFJZVkpVfyursYn7clE9WQRngjY986th+nLFvf/p20UUJRSR85RSVs2B9Lj9uKmDplgJ+2lzAiqxCyqt8AMQY9OnSiYHdkhnYLYWBGf77bsn069qJ1MQ49ZaRcHsD6Me5iLSbnKJylmcV7rhtLWRdTjEbcksor/TttGxaUhw9UhPplppAtxT/fWoi3QMfpySQkZJAl+QEYtU7XiKDCu0hsH57MbN/yuLthZuZtyq75oLOJ4/pw0lj+5KuA3siIs3mnOPbtbm8uWAj7y7azKa8UuJjjYOGdufQ4d05ZHh3RvRMi9aaR3gU2kf88R3KAnai05Li6NulE3v0SWdU384cOrwHQ3ukBG0jTJkyhalTpwZlXSKR7vbbb2fKlCmhbkbYq6zysTq7iCWbC1m6pYA12UWszi5mTXZRzbjv1ZITYumZnkTP9ET/fRKZad7fvTon0S3FKyqkJ6kgH8XCbcNG/Y9z5X6JJB0l9/p8jm1FZWzYXsKG3BI2bC9hY24J2UXlZBeWk11URnZhOTnF5dT188UMuiYn0DU5nm4piWSkJNA1ZUchvltqAj1SE+nZOYle6UmkdLzTmyV8qNAeBCXlVcxfn8tHS7fy4Y9ZLNniXbh5SPcUThrTl5PH9mFgt5QQtzL0tE8kEt4iaT/Q53N8vz6XdxdtZtYPW1i5zRt6t3tqIgcN7ca4Ad7Qu3v07kynhKg467/OfB70PczPbpxU83dKYpyGVBCRqBMXG8OwzDSGZaZxPL13mpdXUsHa7GJWZxexMbeELfllbCkoJSu/lO/W5rI5v3SXHn0A8bFGRkoCGSleT76MlJ1783VL9YoK1fPUU15ERCJJTIyRmZZEZloSYwd0rXe5Kp9je7FXfN9WWEZ2UTnbi8rJLionp6iMnKJycorKWbmtkJw13t++OkqOaYlx9OycRO/O3kHuXulJ3mP/ge7enZPISElQLhWJAD6fY932Yn7YmM/Xa7bz9ZrtLN6QR6XPERdj7Dsogz8evzuHj8xkSPfgdeoTEelIYmKMcQO6Mm5AV24+bnc25JYwd/k2/y2bN+Zv9JYzGJaZyshe6QzunsKQHikM7p7CwIwU0jtFfh0j6IX2bqmJwV6liEjY6NwpnlH9OjOqX+c65zvnyC+pZEtBKZvzSmt68GUXlZNT3aOvqJw12cVkF5ZRVF5V5+skxMX4C/D+4nxNj77EgOkJdPcX6JMTYiM+oYmISPSLjTG6pybSPTWRETQ+lrLP58gvrSC7qJys/DI255ewOa+MLflent2UX8qyLdvIKijdpSCfEBtDz86J9E7vRK/OXgG+V7pXhK9+3CM1kbjYmHaKVkQCFZZVsja7mLU5xazLKWbltsKa4RuL/fvECXExjO7Xmd8cOoTxA7uy7+CMjjJWsIhIWOnbpRNnjO/PGeP745xjc34pizbks3BDHos25PHduu3MWLBxpzMVE+Ni6JGWSGaat6/XuVM8aUnxpCbFkZYYR2pSHKmJcSQnxBIXG0N8jBEXG0NcrJHgv4+LiSE+1ogxwwwS42LpkRa8WnRYXQxVRESap7SiqqYIv62obKdifHah15Mvu3DH45KKugvzMQYpCXGkJMaRnBhLSoKXvFL8SSw5IZaEuBjiY2NIiIshIXbH3/GxMSTE2k6P42NjSKz524gPeE7tJFjzd6wRHxNDTMcbYzfcAlbuF5EOp8rn2FpQxub8UjbnldQU4TfnlbIpz7uv66yzGPMOondJTqBLcjxdAv5OS4onKT6GpLhYOiXE1vydlBDr3cd7eTMuJqYmBwbmwzh/bo2LMWJjTAfEo4eGjgEqqnwUlFZSUFpBQWkl+f77vJIKthWWsa2gnK2FZWwrKPPuC8vIrTUEY5fkeEb2SmNkr3Tvvnc6u/dOIzFOZ82LiESC0ooq/4HTItblFJNVUMbWgjKyCkrZWlBGQWklhaWVFJZX1jl0YFOMH9iVly45qG0b7gmPMdpFRCR0issrd/SQLypjm78YX1haSVF5JcVlVd59eRWFZZUUB0yrqHJUVPoor/JuLU10jYmNMeJirKZIX32kOj4uJmB6zC6FiHh/4T4u1itGeBfe9i6+7XMOn/POGPDVelzl826+6r+d1wNy52kOn88x7exx7NW37rMRWiHcKifK/SIidXDOsb24gk3+QvxmfyF+e3E5ucUV5JVUkFtcQW5JOblFFRSUVbbp+mvyXIz5C/I79+TaUaivnu7lRy+v7pxTG3r+jufYLvm23nVWT6vzOd76A5Nd7WMGFji39ryAx84HVQG5uzo/7/S3f74vYFlfzbQd86v3D7z5O/YRqvz7Dz7n6Nc1mX0HZbTpdtw1wnbRprn8k2VbefXbDTX7Tz5X3//P/z/0Ocoqqyir9FFe6Qu4r6KswkdZla/OoRIDpSTE0j0tkR7+M1i6pyXQp0snBmakMCAjmQEZyXROVk91EZGOwOdzFFdUUeg/QFtcXkWlz0dFlaOyylHh81FR6aPS56io8lFZ5eV7HHRLTeBnu/dsj2aFxxjtIiISOskJcSRnxNE/I7lVr1NdoK6ocl7hvdJHRZV3K/cX4yuq3E6Pyyu9hFfp8//tc1QGLFedFKsTY4V/2Yqq6gRa97LllT6Kyqv8idV7Lng/zM2MGMN/2ljg3zvmxZoR4y9CJMZ5f8eaV/CPMa8XoTfNSI6Oi7aIiEgLmFVfLyWBPfs0ftDVOUdZpY/SiipKK3yUVFRRWlFVc19aUUV5pZfrqnNqZZWPCn9+rP7hWFlrekWVl4N3/MCs/ZwdfxdWVvpzr39awA/Qup5f13j2HdlJY/q0R6E94mzJL+PL1Tk1+0bm358K3MeKjQn423+qfkpKHAmxMSTGx5IY553BUX2fkhBHWlIcaUnx/vs40pPiSU+Kp3taAskJKlWIiIgnJsZITfSGjenVOSnUzWmQerSLiIiElnq0i4hIWPD5vOJ+YOG/7uL8zgcBKn07z6tdxK+q2tF7uXaSCfw5uuu8nadUF3GrD4LHBRwU3+kAec00dvztP7BePT8m4KB6jBkxMTsXj2PMSEmMa49xXSOuR7uIiIjsQkPHiIiIhCEV2kVERDoOFdpFREQiX535PCbYrRARERERERERERERiSYqtIuIiIiIiIiIiIiItIIK7SIiIiIiIiIiIiIiraBCu4iIiIiIiIiIiIhIK6jQLiIiIiIiIiIiIiLSCiq0i4iIiIiIiIiIiIi0ggrtIiIiIiIiIiIiIiKtoEK7iIiIiIiIiIiIiEgrqNAuIiIiIiIiIiIiItIKKrSLiIiIiIiIiIiIiLSCOefqnTl16tR3ge7Ba05Q9QE2hroRQaR4o1dHihUUb7TriPEuuP32248JdUOq+XP/3kT3doj295nii1zRHBsovkgXzfEFM7Zt7Z33p06duhzIbc91hEA0vv8UU2SItpiiLR5QTJEi2mKqO5875zrkbcqUKS7UbVC8ilexKl7Fq3hD3YZIapfiU3zRHl80x6b4Iv8WzfFFW2zRFo9iipybYgr/W7TFo5gi5xaNMdV109AxIiIiIiIiIiIiIiKt0JEL7VND3YAgU7zRqyPFCoo32ine8BCu7Worii+yRXN80RwbKL5IF83xRVts0RYPKKZIoZjCX7TFA4opUkRjTLtocIx2ERERERERERERERFpWEfu0S4iIiIiIiIiIiIi0moqtIuIiIiIiIiIiIiItIIK7SIiIiIiIiIiIiIirRB1hXYzO8zM3jCzDWbmzOz8RpYf5F+u9u2YIDW5xczsJjP7yszyzWyrmc0ws72a8LxRZvaRmZX4/0+3mZkFo82t0ZJ4I3z7XmZmC/zx5pvZ52Z2fCPPichtC82PN5K3bV3M7GZ/+6c1slzEbuNATYk3krexmU2po92bG3lOULZtc/NkMNvWFqJ5PyDa83405/loz+kdKYdHe76Otvwczvm4NRr7zNWzfZyZPRzKdjekCTGlmtnfzWy9f9ssMbOrQ9nmxjQhpp5mNt3MNppZsZm9a2bDQ9nm5qjr+8I8U/wxlZjZHDPbROsohwAAIABJREFUM5TtbI56YjrVzGb6902cmU0MYRObrXZMZhZvZn/xvzeLzGyTmT1vZgNC3damqmc73WFmP/lj2m5mH5jZQaFsZ3M0ln/N7F/++dcFu20tVc92ml5HbpoXyna2tbhQN6AdpAKLgGf8t6Y6Bpgf8DinLRvVTiYCjwBfAQb8CZhlZns45+psv5mlA+8DHwP7AiOA6UAR8ED7N7lVJtLMeANE4vZdD9wALMM7KHYe8JqZ7eOcW1B74QjfttDMeANE4rbdiZkdAFwENBRnNGxjoOnxBojUbbwE73urWlV9CwZ52zYrT0bg+y6a9wMmEt15fyLRm+ejPad3iBwe7fk6ivNzuObj1mjsM9e71vLjgRnAf4PayuZpLKa/AkcA5wKrgMOAx8xsm3Pu2RC1uTH1xgQsBF4DfMDJQB5wDTvyXlFomtw0DXxf/AG4Fjgf77N3G/C+mY1wzhUEtZHN1EBMKcBnwHM0b98y5OqJKRkYB/wZ+B7ojPf99q6Z7e2cqwx6Q5uhge20BLgM7/uhE3A1XkzDnXNbgtvK5mks/5rZaXg5aWMw29UajcQ0C++7vFp5UBoVLM65qL0BhcD5jSwzCHDA+FC3tw3iTcXbcfx5A8tcAuQDnQKm/RHYAFioY2iHeKNm+/rjyQEujvZt28R4o2Lb4u3YrAAmAXOAaQ0sG/HbuJnxRuw2BqYAi5qxfEi2bRPzZMS+76J9PyDa83605/loz+nRlsOjPV9Ha36OlHzcRrE29Jl7DFgS6ja2Jia8g+hTa83/qKH3ajjeqmMCdvN/jkYHzIsBsoDfhLqdjcRQ5/cF3kHyTcAtAct2Agrqe2+Gy60p34FAd/82mxjq9rZVTAHL7uGPbVSo292GMaX7Yzo61O1uTUzAQH8O2h1YDVwX6ja3Jia8g9dvhrqN7XmLuqFjWuEVM8sys7n+o0WRKA0vOW9vYJkDgU+ccyUB02YCffB2miNJU+KtFtHb18xizWwyXtHhs3oWi5pt28R4q0X0tgX+BbzknPuwCctGwzZuTrzVInUbDzHvlPNVZvaCmQ1pYNlw3rbh3La2FInvs2jP+1GZ56M9p0dxDo/2fB3N+Tla8nGdGvvMmVkaMBmv2B4R6onpU+DnZtbfv8xBwBjg3dC0snnqiCnRP6u0ehnnnA8oAw4Jfgubpb7vi8FAL+C96gn+z9LHQLgP4dGS78Bw15yY0v33TdnnCqUmxWRmCcBv8Q6cfh+MhrVCvTGZWRzwH+BO59yPQW9ZyzW2nQ7x7z8sNbPHzCwzmI1rb9E4dExzFQLXAXOBSuBE4EUzO88591xIW9Z8D+F9iXzewDK98E5hC7QlYN6qdmhXe2lKvBG9fc1sFF58SXixnOKcW1jP4hG/bZsZb0RvWwAzuwgYxs6nTTUkordxC+KN5G38Bd4psz8BmXi94T4zsz2dc9l1LB/O2zac29YWIvl9Fu15P6ryfLTn9GjO4dGer6M8P0dTPt5JMz5zZ+EVdZ8OYvNapJGYrgT+Aaw1s+qhLa5wzr0Z/JY2XX0xmVk8sAa4y/8ZLMQb6qIfuw79EzYa+b7o5b+vPUzHFqBve7arNVrwHRj2mhOTvyj9ADDDOVf7+y9sNCUmMzsBeAFveJxNwJEujIeNaUJMU4Fs59yjwWtV6zQhpneBV/Dy6SDgTuBD/zBhZUFpZDvr8IV259w2dh5v72sz6443tli47SjWy8z+infk+xDnXL3jDvq52k+vZ3rYamq8UbB9l+D11OgC/AJ42swmOucW1bN8pG/bJscb6dvWzEYAdwGHOueaMyZZRG7jlsQbydvYOfdO4GPzLvCyEm9szr/W97Raj8Np24Zz21olUt9n0Z73ozTPR3tOj8ocHu35OtrzcxTm40BN/cxdBLzmnNsa7Aa2QEMxXQEcjHdgZw3eGO33m9lq51w492qvNyYz+wXwBJCNN1TaLOCdel8pxJrxfVHXZyjcPj9Aq77jw1ZzYvL3mH4O7/15YhCa1yLNiGk23uetO95333/N7EDn3KYgNLNZGovJzCbgHSgeE+SmtVhTtpNz7oWAhwvN7Bu87/Tj8QrwEU9Dx9TtCyCSrvb9IF5PhUnOuZWNLL6ZHUeaq1WfphG2R/oCNTPeukTM9nXOlTvnljvnvnbO3YTXs+/qehaP+G3bzHjrEjHbFu/U5O7AIjOr9PfMmQBc6n+cWMdzInkbtyTeukTSNq7hnCsEFlN/28N524Zz29pLWL/Poj3vR2uej/acHsU5PNrzdYfKzxGej3fSlM+cmY3BuxBqRAwbU19MZtYJuBv4g3NuhnNugXNuGl7P1etC2ebGNLSdnHPfOOeqi/C9nXPHAN0IozMnamnw+wLvgAHU/RkKq89PgLb6DgwnTYopYFiSvYGf1XOWT7hoUkzOuSL/522ec+7XQAXwm9A1u0GNfZ6OwTu7ZVPA/IHAX8wsXM88aPbnyTm3Ee9MsrDfh2iqDt+jvR5j8E4zCXtm9hDemHsTnXM/NeEpn+N9MJOcc9XjwR2Jd/Xi1e3TyrbTgnjrEjHbtw4x7BjPr7aI3rb1aCjeukTStn0N+LrWtKeAZXhHges6AhzJ27gl8dYlkrZxDTNLAkbi9bKoSzhv23BuW3sJ2/dZtOf9Dpbnoz2nR0sOj/Z83aHyc4Tn48bU9Zn7LV67ZwW9NW2jOqZ4/632GU5VRF7nwV22k3MuD8DMhuMdGLk1BO1qisa+L5biHaw6EvgKaj5zhwLXB6+ZzdJW34HhpNGY/EMXvQDshbfPtTm4TWy2lm6n5u6LBFNjMW0F/l1r/ky8gyPhevC02dvJf0ZcXyJgH6LJXBhckbUtb3gXFxnjvxUDt/n/HuCffzfwQcDy5wFn413BdwTeEfFy4OpQx9KEWB/Gu7jDJLyjxtW31IBlasfbGS/5VX+pnup/jWtDHU87xRvJ2/cevJ2SQcAof2w+4Nho27YtjDdit20D/4M57HxF7qjaxi2IN2K3MXA/3tH7wcD+wJv+bTUw1NuW5ufJiHrftSC+iHmfEeV5v4XxRcT2I8pzegvii4jt1kC8c4jifN2E+CJm+xHG+biVcTX4mfMvkwzkAbeEur1tEZP/fbkImOjfnucDJXjjtIe8/S2M6XTgcGAIcBLeQZGXQ93uZsZY+/viBv9n5lT/Z+gFvANVaaFuaytiysDbl5yINwTOb/yPe4W6rS2JCa/D7WvABmAcO+9zdQp1W1sYUzreWN/7AwOAfYAn8S4uvHeo29qSmOqZvxq4LtTtbMV2SsXLywf6vxcn4h3gXh9J3xGNxhzqBrTDRqz+8qt9m+6fPx1YHbD8ecAPQJE/IXwNnBPqOJoYa11xOmBKwDI7xeufNgrvyt+leEeNbgcs1PG0R7wRvn2n441VVQZk4fVEOToat21L4o3kbdvA/2CnxBpt27i58UbyNmbHj4pyvJ3Yl4E9wmHb0sw8GWnvu+bGF0nvs3riipq835L4ImX7EeU5vbnxRcp2ayDeOURxvm4svkjafoRxPm5lXA1+5vzLXIB3sdo+oW5vW8SEVwR8yr8dS/AucHtduG2bZsZ0JbDO//5cA9wBJIS63c2Msfb3hQFT/J+dUuAjYK9Qt7OVMZ1PI/sn4X5j52LnoHriccD5oW5rC2NKBl71f9+X+e9fB/YPdTtbGlM981cT2YX2Tni98rMCvvemA/1D3c62vJk/WBERERERERERERERaYFIG89MRERERERERERERCSsqNAuIiIiIiIiIiIiItIKKrSLiIiIiIiIiIiIiLSCCu0iIiIiIiIiIiIiIq2gQruIiIiIiIiIiIiISCuo0C4iIiIiIiIiIiIi0goqtIuIiIiIiIiIiIiItIIK7SIiIiIiIiIiIiIiraBCu4iIiIiIiIiIiIhIK6jQLiIiIiIiIiIiIiLSCiq0i4iIiIiIiIiIiIi0ggrtIiIiIiIiIiIiIiKtoEK7iIiIiIiIiIiIiEgrqNAuIiIiIiIiIiIiItIKKrSLiIiIiIiIiIiIiLSCCu0iIiIiIiIiIiIiIq2gQruIiIiIiIiIiIiISCuo0C7SDsxsipm5Fj53jpl92oTlTjaza1qyjvZiZoP8sQ8JdVtERERERERERESCRYV2kfbxOHBgO6/jZCCsCu3AIOB2QIV2ERERERERERHpMOJC3QCRaOScWw+sD3U7ooGZxQLmnKsMdVtERERERERERETqoh7t0mGZ2Xgzc2Z2SMC0K/zT7gyYNtw/7Tj/48Fm9m8z22pmZWb2vZmdUuu1dxk6xsx6mNl/zCzfzLab2VNmdqL/tSfW0b4jzOxbMys2s0VmdnLAvOnAeUBf//Odma1uYtyLzOzxgMedzazKzNbXWm6umf034PHlZva5meWYWa6ZzTOz4wPmTwRm+x++H9CuiQHLXGRm882s1My2mdkTZpZRa73OzP5sZjea2SqgHBjVlNhEREQ6CjNLDHUbREREpOWUy0Wijwrt0pF9C+QCkwKmTQJK6phWBXxiZv2BL4DRwNXAif7XednMTmxkfa8AxwI3AZOBCuDv9Sw7FHgI+CtwKrAJeMnMhvnn3wG8DWzFG6LmQOCUOl6nLh/Wim8iUIZXtN8NwMxSgH3ZUTgHb1iYx4HTgTOBr4E3zexY//xvgcv8f18Z0K5v/a95D/AIMAvv/3Y9cAzwjr/XeqDzgeOB6/z3G5sYm4iISMQws2Fm9qyZrTKzEjNbaWaPmlnXWstNN7P1ZnagmX1mZiXAvf553f3P2eDvAPCTmf221vN7mNk/zWyp/wD+OjN73sz6BjFcERGRqKNcLiKBNHSMdFjOOZ+ZfQwcDvzJzGKACcCjwJVmluqcK/TP/9o5V2BmfwMMmOCcy/a/1Ex/Af5PwBt1rcvMjgIOAc50zv034HlvAAPqeEp34DDn3DL/87/FK7afAdzlnFthZluBcufcvGaGPhu4wswGOufW+OObBezu/3spcCgQT0Ch3Tl3XUA8McAHwG7A74B3nHP5ZvaDf5EfA9tlZoPwCutTnXN/Cpi+FPgU+DnwWkAbDTjKOVfSzNhEREQiSR+8oeauArbjXePkZryD6bWv9dIZeAG4379MiZmlA3OBTsAUYBVwNPComSU656oP6GcApXgH+7f613stMNfMRjrnStsrQBERkSinXC4iNVRol45uNnCPmSUBewBd8I4qX4xXbH4Hr8f3k/7lj8FLmHlmFvj5mQncZ2bpzrn8OtZzAF6v+FdrTX8Jr8hc27LqIjuAcy7LzLKouyjfXB8BPrxe7U/575/EK+RPAv7pv9/knPup+klmtg8wFa+new+8YjjAkias80i8M2j+Xev/9gWQDxzGzoX2d1VkFxGRaOec+xj4uPqxmX0GLMc7i26sc+67gMVTgXOcc68HLH8rMBAYFbDfMMvMugC3m9mjzrlK59wS4PcBz4vF+1G/Fu9su9r7JyIiItIEyuUiEkhDx0hH9yGQCByE15t7vnNuC14v68PNbE+gJzt6dmcCv8Ib9iXwdp9/frd61tMb2O6cq6g1fUs9y+fUMa0MSGosoMY453KA+XjxdQf2wotvNt5BBfD+FzW92f099j/AO4p+Bd7/a1/g3Sa2KdN/v5xd/3fp7Pp/29TMsERERCKOmSWY2c3+U8RL8PLiJ/7ZI2otXgm8WWvaMXgHrVeZWVz1Da8DQDe8TgTV67rEf52UQv9rra1nPSIiItJEyuUiEkg92qWjWwhsw+vBPRav8I7//gxgHd7FOOf6p2fjJc2/1PN69Y0lvgnoambxtYrtPVve9FaZjTfO+uF4MS3Aa2OmmR2M97/4Z8Dyx+Cd5naGc67moqlmltzE9VUPs3MU3ul09c2v5upYRkREJNrcjXcA+0/AZ0AB0A/vui61D2RnOeeqak3LBIbh/aivSzfwLvYO/B/etV+ux8vFMcC8OtYjIiIiTadcLiI1VGiXDs0558zsI7yhTXbHu1gneIX2u/GGNfnCOVfsn/4u3jhri5s5tMk8IBbvgqX/DZh+eiuaX4Y3jltLzAauwRsiZ45zzgFZZrYYb3iYWHYcdACoLqjXJH//hVMPxhuPLrBN1NGu9/GGqxngnHu/hW0WERGJNpOBZ5xzd1ZPMLPUepat6yB0NpBFwKnktVQP7zYZ+MA5d23AegY3v7kiIiJSi3K5iNRQoV3EKyg/jDeGevUpXt/iFdkPxzsyXe024EvgYzObBqwGuuINvzLEOXdhXStwzr1nZp8C//IP17IcOA0Y7V/E14J2/wBkmNklwNdAqXNuYROf+zFevD8DLguYPhu4HFjrnFsZMH0W3qlpz5jZA3hD4UzFO1UtcAiqpf7lLjSzHLzC+xL/xVv/AkwzsxF448SXAv3xDnI87pybjYiISMeSzK492C5oxvPfxetFt9Y5l9XIempfQ6Y56xEREZG6KZeLSA0V2kV2jEX+dfWFTJ1zPjP7GDgxYD7OubVmNh7vauB34V0UNBtYBDzdyHpOBf6ON+xMFfAGcCswHchrQbsfx7vI6l14F3FdAwxqyhOdc/lm9g2wHzv3XP8Qr9A+u9byi83sl3gHHd4AVgA34g0pMzFguWwzuxy4Aa+YHot3sGKOc+5mM/sRr7B/Gd7R/HV4Y78vQ0REpON5FzjPzBbiHYQ/Fe86KE31IN5QcJ+Y2YN4vd5SgJHAoc65kwLWc4OZ3YzXYWAS3gF/ERERaR3lchGpYd6IESISCmb2MHA+kOGcK2tkcREREYki/rPcpgFH+ye9DfwN7wf0Bc656f7lpgNHOOf61fEaXfHOuDsZ6Avk4v1If9k59zf/Mp3wxnQ9DW8c14/wes+tBKY656a0S4AiIiJRTrlcRAKp0C4SJGZ2Pt4FRRcDCXi9wS8D7nPO3RjCpomIiIiIiIiIiEgraOgYkeApAq4ChgKJwCrgZuC+tlqBmcUC1sAiPudcS8aDFxERERERERERkXqoR7tIFDGz1cDABhbRKWUiIiIiIiIiIiJtTD3aRaLLz/F6y9dnY7AaIiIiIiIiIiIi0lGoR7uIiIiIiIiIiIiISCvEhLoBItJ8ZjbIzJz/AqvV06b7h44RERGRCGFmU/w5vd4zTc1son+ZiUFsmoiIiLQh/Y4XiX4qtIuIiIiIiIiIiIiItIIK7SIiIiIiIiIiIiIiraBCu0iQmNlp/tPERtcxb46Zfe7/O87MbjKzn8yszMw2mtkDZpbUgnX2NrNnzGyb/7UWmNk5AfN7mJmv1rSf+9v5XMC0ZDMrN7NLmx+5iIiINMHuZjbbzIrNbJOZ/cnM6t1XN7PVZja9junOzKbUmjbazN4ws+1mVmJmc83s0LYPQUREJLrod7yINIcK7SLB8xqwEbg4cKKZjQAmAP/0T3oO+CPwPHA8cDfwa+DfzVmZmaUAHwHHAjcDJwMLgWfN7LcAzrmtwCJgUsBTJwElwOEB0w4F4oHZzWmDiIiINNlrwCy8fP08cCtwW2tf1MzGAZ8BGcBFwC+AbGCWme3T2tcXERGJcvodLyJNVu9Fl0SkbTnnKs3sMeBqM7veOVfkn3UxkAu86O9ddiZwnnPuGf/8WWaWAzxnZmOcc983cZUXAMOBw51zc/zT3jGznsCdZvaEc64KL+meGPC8w4FHgWvMbIRzbol/2mbn3I8tCl5EREQa85hz7h7/3++ZWTpwrZn9rZWvex+wFpjknCsHMLOZeD/Qb8X7AS8iIiJ10O94EWkO9WgXCa5/AcnAWQD+08jOA55xzpUAxwDlwMv+U8/izCwOeM///MOasa7DgA0Bybnac0APYA//49nAIDMbbGbdgL2BZ4Gl7DhCPgkdBRcREWlP/631+AUgFdirpS9oZp3wetv9D/AF7FcYXu/55uxXiIiIdFT6HS8iTaJCu0gQOec2Aq8Dv/NPOh3vVO7q080ygQSgEKgIuGX553drxuoygE11TN8cMB9gDuDDO9o9EdgOzMdLyIf7e9SNQwlaRESkPW2p53HfVrxmBhCL13O9otbtcqBrQ+PAi4iIiH7Hi0jTaegYkeB7BPjAPy7qxcAnzrkf/POygVK8sdTqsrEZ68kBRtQxvVfAunDO5ZrZ93hHu/OAOc45Z2YfAtPwknYsStAiIiLtqSewstZjgA3Uvc9eivejvoaZZdRaJhfvR/jDwDPUwTnna0ljRUREOhj9jheRRqnQLhJkzrkPzexH4K/AwcAvA2a/C9wAdHbOfdDKVX0EnG5mBzvn5gZMPxvvyHrgOG2z8U6Dy8P7MV49rTtwJbDOObe8le0RERGR+p0B3BPweDJez7hFwJg6ll/DrsPKnBD4wDlXZGafAKOBb1VUFxERaRn9jheRplChXSQ0/gE8BGwDXq6e6JybY2b/AV4ys78CX+L1RBsEHAfc4Jxb2sR1TAd+D7xiZrcA6/F2Bo4ELvZfQKXah8C1QB/8R7ydc1vNbDHwM+rpBSciIiJt5iL/MC5fAUcDvwGm+Hus1bX8C8CTZvYg8CZeMf38Opa7BvgYmGlmT+Cdjt4d73TyWOfcjW0diIiISJTS73gRaZDGZBQJjf/576c758pqzTsHmAKchjcO3Et446guY9fxW+vlvxr6BLwLsNzjf63RwLnOuX/VWvwToBLYEnD6G3iJG3S6mYiISHs7Ce9H9Bt4+wJ3Anc0sPzTwO3AqcAMvOL8KbUXcs59C+yLd6r5/+HtFzwEjMIrwIuIiEjT6He8iDTInHOhboNIh2NmF+FdOGU3ncolIiIiIiIiEt70O15EGqNCu0gQmdkewFC85DzPOXdqiJskIiIiIiIiIvXQ73gRaSoV2kWCyMzmAAcBnwFnO+eac/VxEREREREREQki/Y4XkaZSoV1EREREREREREREpBXiGpmvKryIiEj7slA3oBblfhERkfYTjLyvXC4iItK+6sznMcFuhYiIiIiIiIiIiIhINFGhXURERERERERERESkFVRoFxERERERERERERFpBRXaRURERERERERERERaQYV2EREREREREREREZFWUKFdRERERERERERERKQVVGgXEREREREREREREWkFFdpFRERERERERERERFpBhXYRERERERERERERkVaIC3UDRKTlqnyObYVlFJZVUlpRRZfkBLqnJpAYFxvqpomIiESMvJIK8oorKCqvpFd6El1TEkLdJBEREWki5xy5xRXklXi5PDbGSIqLpVtqAmlJ8aFunoh0ICq0i0SQ4vJKPl22jdlLtvLtmu2syi6ivNK3y3LDM1PZf0gGk0ZmcujwHsTH6uQVERGRQIs35vG/r9fz8bKtrNxatNO8rsnxHDysO6eM7cthuymPioiIhJPc4nI+WbaNr1fn8P36PFZuLaSgtLLOZdOT4hjSI5Ux/bswdkAXDh3egwwdUBeRdmLOuYbmNzhTRILjp835PPv5Gl7/fiOFZZWkJsax76CuDO+ZxoCMZNKS4kiIjSG3pIIt+aV8tzaXr1fnUFReRbeUBE4f35/fTRhCl2TtUIiEIQt1A2pR7peotjyrgPtmLmHm4i0kxcew/+BuHDCkG5lpiSTFx7Ipr4QlmwuY9eMWthdX0K9rJ646YjdOGduX2Jhw+7iKSAQKxheJcrlEHeccnyzbxn++XMsHP2ZRXuUjOSGW0f26MLxnKgO7pdA1OZ7khDh8zlFcXsW2wjI2bC9hyZYCFm3Io7i8CjMY3a8LJ43pw4mj+9AtNTHUoYlIZKozn6vQLhLGlmcV8OD7y3hr4SYS42I4fu/enDauH+MHZZAQ13DvuvJKHx8t3crL36xn5g+bSUuM44pJw7ng4EHEqWeeSDgJt8qdcr9EJeccz85bw51v/UhibAy/PnQwFxw8mM6d6j6lvLzSx+wlWfz9w2Us2pDP7r3T+duZYxjRKy3ILReRKKNCu0gzOOeYuXgzf/9wOYs35tMtJYETx/Th56P7sHffzk3+bVvlcyzckMdHS7Yyc/FmftiUT1yMceLoPlw8Yajyu4g0lwrtIpGisKySv72/lKc+W01SXAy/PmQwFx4yuMU90n/anM9f3vmJ2Uu2MqZ/Fx44YzRDe6S2catFpIVUaBdpZ6UVVVz94ve8s2gzE0f04L7TRtMjrWk92JxzvL1wM7e/sYj80kpuOnYk5x80CLNw++iKSIRQoV2kiX7YmM/UGYv5YlUOg7uncMmEoZw8tm+jnc6aYsnmAv7z5Vpe/GodJRVVTBqZye8mDGXfQV2V40WkKVRoF4kEnyzbyh9eWsCmvFLO3n8A1x01os3GkJsxfyO3vr6I0ooqHjxjDMeO6t0mrysirRJue/LK/RJVCkor+M3TX/Pl6hxuOnYkFx06pEU/oLcVlnHjywuY9WMWv9x/AFNP3FNniIlIS6jQLtKIKp/j4dnLeeiDZaQnxXHtUSOYvG//dsm724vKeXbeGqZ/tpqconIOHtaNqSfuybBM9XAXkQap0C4SzkorqrjnnZ+Y/tlqhmWm8pdf7M0+A7u2+Xqy8kv53XPf8N26XG48ZiS/PaxlBQcRaTPh9gFU7peoUVBawTmPf8Gijfn89YzRnDSmb6tezznHvTOX8OicFRyxeybTzh5HUnxsG7VWRDoIFdpFGpBVUMrl//6OL1fncOLoPvzppD2Dcq2xkvIqXvhqLX+btYyiskouPGQwV/5sOKmJce2+bhGJSCq0i4Sr9duLueS5b1m4IY/zDxrEjceObNcf7qUVVVz7v/m8tWATFx82hBuPHaliu0johNuHT7lfokJ5pY9fP/0Vn63I5h/n7MORe/Rss9d+9vPV3PbGYg4b3oN//WofEuNUbBeRJlOhXaQeSzYXcOH0r8gpKufPp+zFKWP7Bv13anZhGfe+u4QXv15Hz/REbj1hD07Yu09Q2yAiEUGFdpFw9PmKbC57/lsqKn389cwxbVoIaIjP57j9jcU8O28NvzlkMLccv7uK7SKhEW4fPOV+iXjOOa7933xe+XYD9562N2eM79/m63jhy7Xc+MqUgaE8AAAgAElEQVRCjtg9k0d+uU+bjBcrIh2CCu0idfh8RTYXPfM1KYmxPHHevuzVt3NI2/Pt2u3c9voiFm3I58TRfbjj5L3qvYC6iHRIKrSLhJvXvtvA9S/NZ2C3FP517j4MCfIFSp1zTJ3xA9M/W82lE4fyh2NGBnX9IgKo0C7S5h7/ZCV3vvUjVx+xG78/Yni7refZeWu49bVF/GJcP+4/fW8dsBaRplChXaSWz1dkc8H0LxmQkczTF+5H786dQt0kACqrfDw6ZwV/+2AZvdKTePDMMew3OCPUzRKR8FBnPlfXG5EQeXTOCq568Xv2GdiVly85KOhFdgAz4/af78FZ+w3gkTkreHbemqC3QUREpC19s2Y797zzE0fv2ZMrfzasXdd17gEDueqI4bz87Xoenr28XdclIiISjb5clcOF07+if9dknr/ogLApsgPExcZwxc+G89LvDiQu1pj8r8+5b+ZPVFT5Qt00EQlT6tEuEmTOOR54bynTZi/nxNF9uO/0vUM+tmtllY+Ln/2G2Uuy+Ne54zkiSMPXiAigHu0ibWZ7UTnH/98nxMYab15xaFBO8XbOcc1/5/PqdxuYdvZYjeMqIo1Rj3YRvxVbCzn1kc/olprAi789kB5piaFuUr0Kyyr504zF/Pfr9Rw0tBsPnz2Orintf5FWEQlbGjpGJNT+n737jo6yTNsAfk3NpPcekkmFBAg1lIQuHaUrZZWqgn1XV7fogqu4637uWrHr0lSUolKiICC9QwiQkJDee+9lZt7vDyQr0iHJM+X6ncM5MhOSaziYJ+8993vfkiThtdgkfHYoE3MG+OO1qT0glxtHja2hRYdZHx9DZlk9tjwZg2ABHfZEFso4vgn8D89+MllPfhWHnYlF2PxYNCL9nDrt6zbr9Jj76XEkFdZgyxMxCPW077SvTUQmh4V2IgAV9S2Y9sFh1DXp8P0TMejiYiM60i3ZdDoPf/32PLydNPhsXn+e+USWi6NjiER77+c0fHYoEwuitfjHNOMpsgOAjVqJjx+6tMxt6brTqG/WiY5ERER0y344X4jt5wrx9KjQTi2yA4CVUoH35/aFjVqBpV+cRh3PUCIiouvS6Q147IvTKKxuwifz+ptMkR0AZvbzw9dLBqG+WY9pHxzBnqRi0ZGIyIiw0E7USb44lo03d6VgRl8/LL8vwigXpvk4WWPlnD5IL63Dnzafw03ueCEiIjIKZXXNeOn7BPT0dcTSEcFCMng5avDunD7ILKvHX749zzOUiIjoOt7enYrjmRX457Se6BfgLDrObevr74xtT8VA62aDh9eewicH0nnuExEAFtqJOsUP5wvxty0JuKebB16f0dMoi+yXRYe44bmxXbH9XCE2nc4THYeIiOimXt1+AXVNOvz7/l5QKcT9eBsd7IZnx4Rh29kCbI7LF5aDiIjIWB1IKcX7+9LwQH8/zOjnJzrOHfN2tMbGJdGY2MMb//ghGStik2AwsNhOZOlYaCfqYEfSyvD7r+PRz98ZK+f2FVoAuFVLhwdjUJALlm9NRFZZveg4RERE13UkrQxb4guwdEQwunqJn5P62IgQDAx0wfItCTxDiYiIfqWivgXPbohHmIc9/j65h+g4d81arcB7c/pgQbQWnx/KxHMbz0KnN4iORUQCGX/Fj8iEJRfV4NF1p6F1s8Hn86NgrVaIjnRLFHIZ3nygN1QKOZ75Jp4/LBARkVFq0Rnw0pYE+LvY4HFBI2N+SyGX4a1ZvaH85QzVs7uNiIgIALB8ayKqG1vxzpzeJnNtfDNyuQzL74vA8+O64rsz+Sy2E1k4FtqJOkhFfQseXnMKtlYKrFk0AI42KtGRbouPkzVem9YDZ3Or8PGBDNFxiIiIrvLZoQxklNbj71O6Q6Myngt2HydrvDKlO87mVmHV4UzRcYiIiITbkVCIbWcL8PSoUHTzchAdp13JZDI8MTIEfxrfDVviC/DsBhbbiSwVC+1EHaBVb8ATX8ahpLYZHz/UH96O1qIj3ZF7I30wqac33tmditTiWtFxiIiI2pTUNGHlz2kYE+GJkV09RMe5yuRePhgd7oF//3QR2eUcIUNERJaruqEVL32fgO4+DsKWlneGx0YE40/ju2HrWRbbiSwVC+1EHeC12CQczSjHP6f1RO8uTqLj3JW/T+kOO40Sf+QtcEREZET+/dNFtOoNeHFiuOgo1ySTybBiak+o5HL8efN5SBJHyBARkWV6c9dFVNS34F8zIk1iZ9nd+HWx/Q8bznKEHJGFMe/vcEQCfHMyB6uPZOHhIYEmvUX9Mjc7K/x9cneczavGumPZouMQEREhIb8aG0/nYUG0Flo3W9FxrsvLUYO/TgrH0YxyfH0yV3QcIiKiTpdUWIN1x7Lxu4EB6OHrKDpOp3hsRDD+PKEbtp0twPKtCXyznciCsNBO1I5OZ1fipe8TMDTUDX+e0E10nHZzb6Q3hoW54z8/paCkpkl0HCIismCSJOG12CQ4Wavw5KhQ0XFuanZUFwwOcsU/YpNQVM0zlIiILIckSVi+NRGO1io8NzZMdJxOtXR4MJYMD8IXx3Lwwb500XGIqJOw0E7UTirrW/DkV3HwcbLGyjl9oTSjW+JkMhlemdwdLXoDXo1NEh2HiIgs2IHUMhzNKMcz94TC0dr4F43LZDL8c3pPtBoMeOl7jpAhIiLLsSOhCCcyK/DHcV3hZKMWHafT/WlcN0zr44s3dl7E92fyRcchok5gPpVAIoEkScLzm86hrK4Z78/tC0cb47/wv11aN1s8PiIY284W4FBqmeg4RERkgQwGCf+3Ixl+ztaYOzBAdJxbpnWzxXNjumJ3Ugl2JhaJjkNERNThdHoD3vjpIkI97DA7yl90HCHkchn+NSMSAwNd8MLmc4jLqRQdiYg6GAvtRO1g1eEs7E4qxl8mhJv13Lmlw4OhdbXBsi0JaNbpRcchIiIL80NCIRILavDsmDColab1Y+zCGC26ednj1e1JaGzhGUpEROZt0+k8ZJTW44/jukIhl4mOI4xaKcdHD/aDl4MGj649jfyqRtGRiKgDmdYVCpEROp9XjX/+mITR4Z5YGKMVHadDaVQKvDKlBzLK6vHJ/gzRcYiIyIK06g34z08p6Oppjym9fUXHuW1KhRwvT+6O/KpGfLSfs1qJiMh8NbXq8fbuVPTxd8LYCE/RcYRztlXj8/n90dyqx+NfnGbTGpEZY6Gd6C7UNrXiyfVxcLOzwhszIyGTmf879cPC3DEp0hsr96Yhp7xBdBwiIrIQm07nIbPMtDvjBgW54t5Ib3y0Px25FTxDiYjIPH1xLBtFNU14YVw3i7hGvhWhnvZ44/5InM2rxort3HtGZK5YaCe6C3/7PgG5FQ14d04fONsa/3KXoqIiTJkyBf7+/tBoNPD29sb999+P1NTUqz72008/RVhYGKysrBAeHo4vvvii7bm/TYqAUi7Dq7EXrvl1PvnkE/To0QMajQaenp6YNWtWh70mIiIyf5c641LQ198Jo8M9RMe5Za+++ipGjx4NBwcHyGQyZGVl4cVJ4ZDLZFjxyxkqSRJWrlyJ7t27w8bGBlqtFk899RSqqqqu+FwymeyqX4MGDRLxsoiIiK6rqVWPjw9kYHCQKwYHu4qO0+Guddb/1uWz/rlZo1Hw9kz8c/49mDR74VVnfW5uLmbMmAEHBwc4Ojpi9uzZKCkp6aRXQkTtgYV2ojv04/lCfB9fgGfuCUOU1kV0nFvS0NAAZ2dnvPrqq9ixYwfeeustXLx4EaNGjbrikF+/fj2WLFmC6dOnY9u2bRg/fjzmzZuH7777DgDg5ajBE6NCsOtCMQ6nXbkY9aWXXsILL7yABQsWYOfOnXjvvffg5ubWqa+TiIjMy5ojWSiuacafxptWZ9zHH38MnU6HkSNHtj3m7WiNJ0eFYGdiMQ6klOK9997D008/jZkzZyI2NhZ/+ctf8NVXX2H+/PlXfb7nnnsOR48ebfv1+eefd+bLISIiuqkNp3JRWtuMp+4JER2lU1zrrP+tK8767dsROWk+dm7djAfmPNj2MTqdDhMmTEBSUhJWrVqFzz77DKdOncKECROg13PUDJGpkEmSdKPnb/gkkaUqr2vG2LcOwMfJGt89Hg2lwnTfs0pNTUVYWBg2b96M6dOnAwC6du2KgQMHYu3atW0fN336dKSkpCAhIQHApU6FMW/th41Kidinh0CpkCMxMRGRkZHYsWMHxowZI+T1EJkgY6sa8uwno1LT1Iph/7cXvbs4YfXCAaLj3BaDwQC5XI7t27fjvvvuQ2ZmJrRaLZp1eox96wAUchnqN/wZfn6+2Lx5c9ufe/fdd/GHP/wBNTU1sLW1BXCpo/29997Dk08+KerlEFH76Ixzn2c5CdGiM2DEG3vh42SNjUsHm9Sb43fqemf9rw0aNAi+vv876/MqGzBg7nMo3PkJqqqq4Ohgj/Xr1+PBBx9EcnIyQkNDAQDnzp1Dr169sHHjRsycObOzXxoR3dg1v8GZbnWQqAMtWLAA/fv3R2xsLCIiImBjY4NJkyahoqICaWlp6DUgBmdevQ+Znz2FC4kJbX/OYDDg9ddfR0hICKysrBAWFoY1a9Zc8bljY2MxZswYeHh4wMHBAYMGDcJPP/10xce8/PLLcHNzw5kzZzBo0CDY2NigT58+OHjwYLu/VlfXS7fztbS0ALjU9Z6amorRo0df8XFjx45FYmJi261wGpUCL04Mx8XiWqw/mQsAWLNmDYKDg1lkJyKiW3azM7ffoCE4t2IyTr69BOfOnWv7c6Zw5srl1/5R20qpwPL7IpBRWo+iqjo4Ojpe8byTkxMkScJNGmKIiIiMyndn8lBQ3YQnR4VcUWS/2Vk/cuRI2Nraon///mZz1v9aa2vrFWe9n7MNZsV0AyQJH+xLAwDEx8cjICCgrcgOAJGRkfD09ERsbOxd5ySizsFCO9F15OTkYNmyZVixYgU++eQTHDlyBI8++igmTJmBRv9BWPL3lVDKJMyePbvtQvipp57CihUr8OijjyI2NhbTpk3DokWLsH379rbPm5mZifvuuw/r1q3D5s2bER0djQkTJuDw4cNXfP2GhgbMnz8fS5YswebNm2FlZYVp06ahoeF/y9MMBgN0Ot0Nf13rNjODwYDW1lZkZ2fjmWeeQUBAACZNmgQAaG5uhiRJUKuvnDlvZWUFAEhOTm57bFx3LwwKcsGbP11EdUMrjh8/jp49e7b9IGNlZYXRo0cjKYnLXoiI6Pqud+be/8AsNPgNxLin/gWViZ651zOqmyeGh7lDFzISGzZswA8//IDa2lqcOXMGr7/+OhYsWAA7O7sr/szLL78MpVIJNzc3LFq0CBUVFXfy101ERNTuDAYJnxzIQA9fBwwPc7/q+eud9bNnz8bs2bOxadMm6HQ6szrrL3v44YevOut3fvUxuo+YjM+OFeJ8XjWampquugYHLl2H83qayIRc7pa5zi8iizR//nxJoVBIaWlpbY89//zzEgApYPrz0r3vHpRadXopNjZWAiBduHBBSk1NlWQymbR69eorPtdDDz0k9e/f/5pfR6/XS62trdLYsWOlhQsXtj2+fPlyCYC0Z8+etsfOnDkjAZB+/PHHK3Li0q2h1/01fPjwq77ukiVL2p4PCgqSUlJSrnjexcVFevbZZ694bOnSpRIA6csvv7zi8cT8ainwz9ulv29NlMLCwiQ7OzspPDxc+vbbb6WtW7dKkZGRkr+/v9TY2Hidv20ii3ezs7izfxF1qhuduXOe/5cU8KftUmJ+tcmeuZIkSdu2bZMASJmZmVc8nlxYIwX+ebs0Zv6zklwub/s8U6dOlVpaWq76e9q0aZO0f/9+6T//+Y/k5OQk9e3bV9LpdDf8+yUio8OznMzSz8nFUsCftkvfxeVd9dyNzvo1a9a0PWaOZ/1l//rXv64660ur66UBr+2Sxr21X3rzrXcktVotlZWVtf2Z/Px8SaFQSKGhodf8nEQk1DXPYGWHVO+JzIBWq0VwcHDb70NCLi1zkfn0wBv3R0KpkLc9lp+fj/T0dMjlckybNg06na7tz91zzz1Yv3499Ho9FAoF8vLy8OKLL2L37t0oLCxse7c+Jibmiq+vUqkwYsSItt9HREQAAPLy8toee/nll286q9Xe3v6qx/76179i8eLFyM7Oxr///W+MHTsWx44dg6enJwBg6dKleOeddxATE4ORI0dix44dWLduHQBAoVBc8bkifBwwK8ofa49mQdeqR319PTZv3ozw8HAAQPfu3REWFoYvv/wSixcvvmFWIiKyTNc7c+NafTC+rxcifBygrDPNM/dGunrZo0dTArZ/9QH++NdluHfMSKSnp+Nvf/sbFi9efMWulNWrV7f997BhwxAeHo6JEydi27ZtmDp16m19XSIiovb2+cFMeDpYYWJP72s+f72zftSoUVc9Zk5nPQCsX78er7zyClasWIGYmJi2s/7ZJ5fiH395A4vXnMKQqIHQaDRYvHgx3n33XRgMBixZsgTA1dfgRGS8WGgnug4nJ6crfp9S2ggAeHJ8JLp5OQBA261dTU1NKCsrg16vv2rO6mWFhYXw8fHB5MmTUVtbi1deeQUhISGwtbXFsmXLUFJScsXHOzg4XDHv7ddf6zJ/f3/4+fnd8HVcawGNv78//P39ERUVhbFjxyIgIADvv/8+XnnlFQDAiy++iNTUVMyYMQMA4OLigpdffhnPP/98WzH+154bG4btZwtQBA08PT3biuwAEBQUBK1WiwsXLtwwJxERWa7fnrmXz7wGmQbPjA694jFTO3NvxGAw4PDaN+AyYArqu92HYcP6YtiwYfDx8cH48ePx+9//Hn379r3mnx0/fjzs7OwQFxfHQjsREQmVXFSDQ2lleGF8V6iV155QfL2z/tePm+tZ/9RTT+GZZ57BX/7yFwC46qyf1scXq08X4I33P8OyPz6FgIAAAMDUqVMxceJE1NTU3NbXJCJxWGgnugUNLTpsic8HACwaEnTNj3FxcYFSqcThw4evuRDFw8MDaWlpOHPmDH788UeMHz++7bnGxsY7yrVo0aKrlsH81vDhw7Fv377rPu/g4IDg4GBkZGS0PWZjY4MNGzaguLgYpaWlCAkJwfbt26FWq695we9mZ4UnR4XguW+9oKkrvep5SZJuaUkMERERADQ0X+pcG9fdE+HeDlc9b6pn7m+VlZWhoqIc80cORuz5QizKrkS/AGf06dMHAJCenn7dQvvlC/3bveAnIiJqb/89lAlrlQJzB/i32+c0p7O+vLwcvXv3vuLxX5/1f7t3CvZeLMGuOl/k5OQiLS0VDg4O8PPzQ48ePXDvvffe9mshIjFYaCe6BSt/TkNlQysAQKW4dsF41KhR0Ov1qK6uxpgxY675MZcP/MuLRQEgOzsbhw8fRmRk5G3nao9b28rKynDx4kVMmDDhquc8PT3h6ekJg8GAjz76CDNnzoSDw9UFDwCYH63Fmz1jkJKwBwkJiejRozuASz84ZGdno1evXrf4qoiIyNLtT7n0pu1jI0Ku+bypnrm/5e7uDhsbG7g1F8DDsTtei72AzY9F4/Tp0wAu3WZ/PTt27EBdXR369et3W1+TiIioPVU1tGBLfAFm9PODk83VyzzvlLmd9XFxcbj//vvbHv/1We9iq8ZfJ4Tjhc3n8N3ZQsyKujTWZv/+/UhOTsamTZtu85UQkSgstBPdRFpJLT49mIH+Ac7YeYOP69q1K5YuXYrZs2fjhRdeQP/+/dHU1ITExESkpKTgs88+Q7du3eDn54fnnnsOr776Kmpra7F8+XL4+vreUTatVnvDi/Df+s9//oPMzEwMGzYMHh4eyMzMxFtvvQUrK6u2+W8AsH37dmRnZyM8PBwlJSX49NNPkZycfNW7+0qlEsuWLcOyZcugUSnw6u8X4aGfv8T4+6bg7Tdeh0KhwLJlyxAWFoZZs2bd0WskIiLLUlHfgkNpZQCAMM9rX8yawpkLXLpALi0tbbuY/vHHH+Hu7o6IiAhERERAJpPh0Ucfxcp338HkBTrsT3DFM8VHsenTNzFw4MC2Ivonn3yCU6dOYfTo0XBzc0NcXBxWrFiBAQMGYNKkSXf0eoiIiNrDptN5aNYZ8ODAgHb9vOZ21r/11luwsbFpm9G+fPnyK876+/v74W9//TP+nB0K1e8GIvncGbz22mt46aWX0K1btzt6PUTU+VhoJ7oBSZLwt+8TYa1SYFKk9w0L7QDw/vvvIywsDJ9++imWLVsGBwcHREREtC0BtbKywrfffosnnngCM2fOhJ+fH1588UXs27cPCQkJHf56evXqhdjYWHzzzTeora2Fn58fRowYgWXLll0xi06pVOLjjz9GWloaNBoNxo0bh1WrVl31A4ter4fBYGj7/Yz+/vjwiX8jcfO7WLx4MQwGA0aPHo133nkHKpWqw18fERGZvk8PZqBZZ7jpxxn7mQsAy5cvx/79+9t+//jjj7c9/vLLLwMAXn/9dbi5uWHdunUoy8jCJ7aOeHDmZPzjtdfabpUPDg7GmjVrsHnzZtTU1MDLywvz5s3Dq6++ygVpREQkjMEg4cvjOegX4IwIn2vf+Xw3zPGs/+c//wl3d3fce++9WLFiRdtZL5PJEGTdiJ+2vo0HNjUgvFtXvP3223jkkUc65XUQUfuQXd7IfB03fJLI3G2Jz8czX8djxdQeeHBQ+75Db672XSzBglUnsfy+CCyMCRQdh8gUGNuAZZ79JEx5XTOG/t9ejOrmgZVzrz2b3JztTS7BwtUn+XMHkXnrjHOfZzl1ioOppXjo8xN4e1ZvTO1zZ13kdKXlWxKw7lg2fnxmGLp63d6YGiLqVNc8z7mdkOg6appa8er2JET6OWJOOy51MXfDw9wRHeyK935OQ21Tq+g4RERkQj49mInGVj2euSdUdBQhRnR1R5TWGe/sSUVji150HCIiohv64lg2XGzVmNDTS3QUs/H70WGws1JiRewF3KQxloiMEAvtRNfx9q5UlNc3Y8XUHlDIja3h1HjJZDL8ZUI4Kupb8PH+DNFxiIjIRJTXNWPt0SzcF+mD0OvMZjd3MpkML4zvhtLaZqw6kik6DhER0XWV1DRhd1IJ7u/nByslx5i1F2dbNX4/OgwHU8uw72Kp6DhEdJtYaCe6huzyeqw7loVZ/bsg0s9JdByT09PPEZN7+eCzQxkoqm4SHYeIiEzAJwcy0NSqx9MW2s1+WZTWBfd088BH+9JR3cA7w4iIyDhtisuD3iBhVlQX0VHMzkODAxDgaoM3dl6EwcCudiJTwkI70TX8386LUMrl+MOYMNFRTNbz47pCb5Dw9u4U0VGIiMjIldY2Y83RLEzu5YMQDzvRcYT747iuqG3W4aMD6aKjEBERXUWSJGw8lYcorTOC3HlutzeVQo4/jA7DhcIa/JBQKDoOEd0GFtqJfuNMTiVizxXikaGB8HTQiI5jsrq42ODBQQHYcCoXqcW1ouMQEZER+3BfOlr1Ep4ZzTe4ASDc2wFTevlg1eFMFNfwzjAiIjIuJ7MqkVlWjwf6s5u9o9zXywddPe3x5k8p0OkNouMQ0S1ioZ3oVyRJwj9+SIKbnRqPDg8WHcfkPTUqFLZqJf6146LoKEREZKSKa5rwxfFsTOvji0A3W9FxjMazY7pCp5fw7p5U0VGIiIiu8M3JXNhZKTEp0lt0FLOlkMvw7NgwZJTV49u4fNFxiOgWsdBO9Cu7LhTjZFZl26ZvujsutmosHRGM3UnFOJFZIToOEREZoff3psFgkPD0KMuezf5b/q42mDvQH9+czEVWWb3oOERERACAumYdfjhfiPt6ecNGzWvmjjQ2whO9/Bzxzp5UNOv0ouMQ0S1goZ3oF616A17fkYwgd1vM5kKXdrMoJhAe9lb4986LkCQuciEiov/Jr2rE1ydycX9/P/i72oiOY3SeHBUClUKON3dx3wkRERmHHQlFaGzVY2Y/P9FRzJ5MJsPz47ohv6oR64/niI5DRLeAhXaiX3x9MhcZpfX48/huUCr4v0Z7sVYr8OSoEJzIqsCB1DLRcYiIyIis/DkNEiQ8yW72a/Kw12DREC22ni1AYkG16DhERET4/kw+/F1s0NffWXQUixAT4orBQa5YuTcNDS060XGI6CZYTSQC0NCiwzu7UzFA64IxEZ6i45id2VH+8HWyxn9+Ylc7ERFdklvRgI2nctvOCLq2R4cFw9FahTd2ct8JERGJVVzThCPpZZja2wcymUx0HIsgk8nwx3FdUVbXglWHs0THIaKbYKGdCMAXx7JRVteMF8Z35Q8MHUCtlOOZ0aE4l1eNnYnFouMQEZEReHdPKuRyGZ4YGSI6ilFztFbh8RHB2HexFMcyykXHISIiC7btbAEMEjClj6/oKBalX4AzRnZ1x2cHM9jVTmTkWGgni1ffrMNH+zMwNNQN/bUuouOYrel9fBHkbos3d12E3sCudiIiS5ZZVo9vz+TjdwP94eWoER3H6M2P1sLTwQr/tyOZd4YREZEw38fnI9LPEcHudqKjWJwnR4WgsqEVX5/IFR2FiG6AhXayeGuPZqOivgV/GBMmOopZUyrk+MPoMKQU12Hb2QLRcYiISKB396RCpZDhsRHBoqOYBI1Kgd+PDkNcThV2J5WIjkNERBYoraQWCfk1mNKb3ewi9AtwwYBAF3x6MAMtOoPoOER0HSy0k0Wrb9bhkwPpGNHVnctcOsGknt4I93bAW7tT0KrnDwdERJYoraQWW+LzMW+wFh727Ga/Vff380Ogmy3+vZN3hhERUef7/kwB5DLgvl7eoqNYrCdGhqCwugnfn8kXHYWIroOFdrJo60/koLKhFU/fEyo6ikWQy2V4bkwYsssbsOl0nug4REQkwNu7U6FRKbBkWJDoKCZFqZDjubFhuFhcywtsIiLqVJIk4fv4fMSEuPFNcoGGhbqhu48DPtyfzjfdiYwUC+1ksVp0Bnx+KBODglzYzd6J7gn3QO8uTmYymdQAACAASURBVFj5cxpveSMisjDJRTWIPV+IhTFauNpZiY5jcib28EZ3Hwe8vYd3hhERUec5nV2JvMpGTOMSVKFksktL5DPL6rEjoUh0HCK6BhbayWJtic9HYXUTlg7nfNjOJJPJ8MzoUORXNWJzHLvaiYgsydu7UmGnVuKRoexmvxNyuQx/HNsVuRWN2HCKy9CIiKhzfHcmHxqVHGO7e4mOYvHGdfdCkJst3t+bxgXpREaIhXaySAaDhI8PZCDc2wHDw9xFx7E4I8Lc0cvPEe/vTWNHHhGRhUjIr8aOxCIsGhIIJxu16Dgm69JeGSe8tycNTa160XGIiMjMtegMiD1fiLERXrCzUoqOY/EUchmWjgjGhcIa7E8pFR2HiH6DhXaySLuTipFWUoelw4Mgk8lEx7E4l7va8yob8V0c58wSEVmCt3enwEGjxKIhgaKjmDSZTIY/juuKopomfHk8R3QcIiIycwdSSlHV0IqpfXxER6FfTO3tC29HDT7Ymy46ChH9BgvtZHEkScJH+9PRxcUak3pyY7ooI7t6INLPESvZ1U5EZPbO5lZhd1IJHh0WBEdrleg4Ji862A3Rwa74cF8a6pt1ouMQEZEZ236uAE42KgwN5Z3gxkKtlOORoUE4kVWBMzmVouMQ0a+w0E4W52RWJeJyqvDI0CAoFfxfQBSZTIanR4Uip6IB359hVzsRkTl7c1cKnG1UWBDDbvb28tzYriira8HqI1mioxARkZlqatVjd1IJxkV4QcVrZ6PyQFQX2Fsp8fmhTNFRiOhX+J2SLM6H+9LgaqvG/f26iI5i8e4J90B3Hwes3JsGHbvaiYjM0unsCuxPKcWS4cGc7dqO+gU4Y1Q3D3y8Px3Vja2i4xARkRk6mFqGumYdJkbyTnBjY2elxJyB/vgxoQj5VY2i4xDRL1hoJ4uSXFSDvRdLsSBaC2u1QnQciyeTyfD0PaHILm/AlvgC0XGIiKgDvLkrBW52aswbHCA6itl5dkwYapp0+PxghugoRERkhn44XwgnGxWig11FR6FrmB+tBQCs4d1tREaDhXayKJ8fzIS1SoGHeLFvNMZGeCLc+1JXu94giY5DRETt6FhGOQ6nlWPp8GDYqNnN3t56+DpiYk8vfH4oExX1LaLjEBGRGWnW6bH7QjHGRnhybIyR8nWyxvgeXlh/Igd13NlCZBT43ZIsRnldM7acLcCMfr5wslGLjkO/uDSrPQSZZfX44Xyh6DhERNROJEnCm7tS4GFvhQcH8Q3ujvKH0WFoaNXj4/3poqMQEZEZOZhShtpmHSb25NgYY/bwkEDUNumw8VSu6ChEBBbayYJ8fTIXLToD5g/Wio5CvzGuuxeC3G3x4b50SBK72omIzMHR9HKcyKzAEyNDoFFxXFtHCfW0x7TevlhzNAslNU2i4xARkZn44XwhHK1ViAlxEx2FbqCPvzP6+jth1eEs3iFOZARYaCeL0Ko3YN3RbAwNdUOop73oOPQbcrkMS4cH40JhDfanlIqOQ0REd+lyN7u3owazorh8vKM9MzoUOr2E9/emiY5CRERmoFmnxy6OjTEZDw8NQk5FA3YnFYuOQmTx+B2TLMLOxCIU1TRhwS/LQsj4TO3tC29HDT7Yx1vfiYhM3cHUMpzKrmQ3eycJcLXF/f274KsTOcirbBAdh4iITNyh1F/GxkRybIwpGBvhCV8na3x+MFN0FCKLx0I7WYR1R7PRxcUaI7p6iI5C16FWyvHw0CCcyKzA6ewK0XGIiOgOXe5m93WyxgP92c3eWZ4cFQIZZHh/L9+wJiKiuxN7vhAOGiVigjk2xhQoFXIsjNHiRFYFzuVViY5DZNFYaCezl15ah+OZFZgzwB8KuUx0HLqBOQO6wNlGhQ9YJCAiMln7LpYiPrcKT40KgVrJHzU7i6+TNWZFdcHGU7nIrWBXOxER3ZnLY2PGRHjxHDchs6K6wM5KiVWHs0RHIbJo/K5JZu/rEzlQymWY2c9PdBS6CRu1EguiA7EnuQTJRTWi4xAR0W263M3excUaM3judrrHRwZDLpdh5c+c1U5ERHfmcFoZapt0mBTpJToK3QZ7jQoz+/lh+7kCFHM5OpEwLLSTWWvW6bHpdB7GRHjCw14jOg7dgvnRAbBVK/AhZ7UTEZmcXReKcT6/Gk+PCuXyNAG8Ha0xd4A/NsXlIbu8XnQcIiIyQT+cL4K9RokhIe6io9BtWhCthc4g4Ytj2aKjEFksXgGRWduZWIzKhlbMGeAvOgrdIicbNeYO9Me2swXIKeet70REpsJgkPDW7lRoXW0wrY+v6DgW6/ERwVDKZXiPXe1ERHSbWvWGS2Njwj05NsYEad1scU83T3x5PAdNrXrRcYgsEr9zkllbfzwHXVysMSSES1xMycNDg6CQy/Dfw9yaTkRkKnYmFiGpsAbPjA6Fkt3swng4aPDgoAB8G5eHzDJ2tRMR0a07nlGB6sZWjO/BsTGmalGMFhX1LdgaXyA6CpFF4lUQma2M0joczSjH7Ch/yLkE1aR4OmgwuZcvNpzKRXVDq+g4RER0E5e62VMQ5G6Lyb3YzS7a0uHBUCvleHdPqugoRERkQnYmFsFapcCwMI6NMVWDg13Rzcse/z2cCUmSRMchsjgstJPZ+vpkLpRyGe7vz2VspmjxkEA0tOjx1Ykc0VGIiOgmYs8XIqW4Dr8fHQYF39wWzt3eCvMGa7ElPh9pJXWi4xARkQkwGCTsTCzCiK7u0KgUouPQHZLJZFgUE4jkoloczSgXHYfI4rDQTmbp8hLU0eFcgmqqInwcEBPiitVHMtGiM4iOQ0RE16E3SHh7dwrCPO1wb09v0XHoF0uGBUGjUrCrnYiIbsmZ3CqU1DZzbIwZmNzbBy62avz3UJboKEQWh4V2Mks/JRajor4FcwZyCaope3hoEIprmhF7nvPliIiM1Y8JhUgvrccz94RxVJsRcbWzwvxoLbadK0BKca3oOEREZOR+SiyCSiHDyG4eoqPQXdKoFPjdQH/sSS5Gdjn3tRB1JhbaySytP5EDXydrDOUSVJM2PNQdIR52+Owg58sRERkjSZKw8uc0BLvbYgI74IzOo0ODYKNS4B12tRMR0Q1IkoQdiUWIDnaDg0YlOg61gwcHBUAhk2H1kSzRUYgsCgvtZHbyqxpxJL0cs6K6sLPOxMnlMiweEojEghocy6gQHYeIiH5jT1IJkotq8fiIEJ65RsjZVo2FMYGIPVeI5KIa0XGIiMhIJRfVIru8gWNjzIingwb3Rnpj46k81Da1io5DZDFYaCezszX+0piRqb19BSeh9jCtjy9cbdX47GCG6ChERPQrkiRh5d40+DlbY3JvH9Fx6DoeHhoIeysl3tnNrnYiIrq2nYlFkMmAMRGeoqNQO1o0JBB1zTpsPJUnOgqRxWChnczOlvh89PF3gr+rjego1A40KgUeHBSAPcklSC+tEx2HiIh+cSS9HPG5VVg6PBgqBX+kNFZONmosiNHix4QiXCzirHYiIrrajoQiRAW4wM3OSnQUakeRfk7oF+CM1UeyoDdwFCtRZ+BVEZmVi0W1SC6qxZRe7KwzJw8NDoBaKcd/D2WKjkJERL9Y+XMaPOytMLOfn+godBOLYgJhq1bgvZ/Z1U5ERFfKKqtHclEtxnFsjFlaFBOInIoG/JxcIjoKkUVgoZ3Mypb4fCjkMkyKZKHdnLjZWWFqbx98G5eP6gbOlyMiEu10diWOZpTj0WFB0KgUouPQTTjbqjEvWovY84VIK2FXOxER/c/OxCIAwLjuHBtjjsZ194SPo4ZNa0SdhIV2MhuSJGFLfAFiQtzgbs9b3szN/GgtGlv12HAqV3QUIiKL9/7eNDjbqDB3oL/oKHSLHh4SCI1SgZU/p4mOQkRERmRnYhF6+DrAz5mjV82RUiHHvGgtjmaUI6mQi9GJOhoL7WQ2TmdXIr+qEVO5kM0sdfdxxACtC9Ye43w5IiKREguq8XNyCRYPCYSNWik6Dt0iVzsrzBscgK1nC5DBnSdERASguKYJcTlVGN+dY2PM2eyoLrBWKbDqMLvaiToaC+1kNrbEF8BKKcdY/pBgtuZHa5Fb0cj5ckREAn1yIAN2Vko8NFgrOgrdpoeHBkGtlOP9vemioxARkRH46ZexMeM5n92sOdmoMb2vL76PL0BZXbPoOERmjYV2MgutegNizxdidIQn7KzYXWeuxnb3hLejBmuOZImOQkRkkQqqGrH9XCFmRXWBo7VKdBy6Te72VvjdwAB8H5+P7PJ60XGIiEiwnYnFCHK3RYiHvego1MEWxmjRojPgq+M5oqMQmTUW2sksHEotQ0V9C6b29hUdhTqQSiHHg4MCcCitDKnFXOZGRNTZVv/yRufCGK3QHHTnlgwLgkIuwwfsaicismhVDS04mlHOsTEWIsTDHsPD3LHuWDZadAbRcYjMFgvtZBa2xOfD0VqF4WHuoqNQB5sd1QVqpRxrjmaJjkJEZFHqmnVYfzwHE3p4cWGaCfNw0GDuAH9sjstDbkWD6DhERCTI7qQS6A0Sx8ZYkIUxWpTWNiP2fIHoKERmi4V2MnkNLTr8dKEYE3t6Q63kP2lz52pnhcm9fLD5dD6qG1tFxyEishjfnMxFbbMOjwwNEh2F7tKS4UGQy2T4cD+72omILNXOxCL4OGrQ09dRdBTqJMNC3RHsbov/HsqCJEmi4xCZJVYlyeTtulCMhhY9pvT2ER2FOsmCaC0aW/XYeCpXdBQiIoug0xvw30OZGKB1Qa8uTqLj0F3ydrTGA1F+2HgqF/lVjaLjEBFRJ6tv1uFASinGdveCTCYTHYc6iVwuw8KYQJzPr8bp7ErRcYjMEgvtZPK2xhfA21GDAVoX0VGok/TwdUT/AGesPZoNvYHvxBMRdbQdiUXIr2rE4qGBoqNQO3lsRAgA4KN97GonIrI0+1NK0awzYBzns1uc6X194aBR4r+HM0VHITJLLLSTSauob8H+lFJM7uUDuZzvxFuS+dFa5FQ0YN/FEtFRiIjMmiRJ+PRgJrSuNhgd7ik6DrUTXydrzOznh29O5qK4pkl0HCIi6kQ/JhTB1VaNAYFsVrM0Nmol5gz0x46EIuRVclcLUXtjoZ1M2g/nC6EzSJjMsTEWZ3wPL3g6WGH1kSzRUYiIzNqp7Eqcza3C4iGBUPBNbbPy2PAQ6CUJnx3MEB2FiIg6SVOrHj8nFWNsd0+e6xZq3mAtZDIZ1h3NFh2FyOyw0E4mbWt8AUI97BDh7SA6CnUylUKOBwcG4GBqGdJK6kTHISIyW58dzICTjQoz+3URHYXamb+rDSb38sGXx3NQWd8iOg4REXWCw2llqG/Rc2yMBfN1ssb47l5YfyIHDS060XGIzAoL7WSy8iobcCKrAlN6+3CBi4WaM9AfaoUca49miY5CRGSW8qsasetCMeYM8Ie1WiE6DnWAx0YEo6FFj1W8Q4yIyCL8mFAEe40S0cFuoqOQQIuGaFHTpMPmuHzRUYjMCgvtZLK2nS0EAEzu5Ss4CYniZmeFe3t5Y9PpPNQ0tYqOQ0Rkdr46fumW4t8N9BechDpKmKc9xkZ4YvXhTNQ1s6uNiMicteoN2J1UjNHhnlArWQ6yZH39nRHp54hVhzNhMEii4xCZDX5nJZO1JT4fff2d4O9qIzoKCbQgWouGFj02n84THYWIyKw06/T4+kQu7gn3hJ8zz1pz9sTIENQ06fDlMc5qJSIyZ8czKlDV0IrxPTg2xtLJZDIsiglERmk99qeWio5DZDZYaCeTdLGoFslFtZjSm93sli7Szwm9uzhh3bFsSBLfiSciai8/nC9EeX0L5g/Wio5CHaxXFycMDXXDpwcz0dSqFx2HiIg6yI8JhbBWKTA8zF10FDICE3t6w8PeCqsOZ4mOQmQ2WGgnk7QlPh8KuQyTIr1FRyEjMG9wADJK63E4rVx0FCIis7HmSDaC3G0RE+IqOgp1gsdHhKCsrhkbT+WKjkJERB1Ab5CwM7EYI7u5Q6Pi3hUC1Eo5HhoUgAMppUgrqRUdh8gssNBOJkeSJGyJL8CQEDe42VmJjkNGYGJPb7jYqrkUlYionZzLq0J8bhXmDQrgwnELMSjIBX39nfDR/gy06g2i4xARUTuLy6lEWV0zxvdgsxr9z9yB/lAr5exqJ2onLLSTyTmdXYn8qkZM6e0jOgoZCY1KgVlRXbA7qRj5VY2i4xARmby1R7Nho1Zgej8/0VGok8hkMjwxMgT5VY3YGl8gOg4REbWzH88XQa2QY2RXjo2h/3G1s8LU3j7YHJeHqoYW0XGITB4L7WRytsQXQKOSY2x3LnCh//ndQH8A4CI3IqK7VFHfgq1nCzC9ry8cNCrRcagTjermgW5e9vhgXxoMBu49ISIyF5IkYWdiEYaGusGeZzv9xsKYQDS1GrD+BMfHEd0tFtrJpLTqDYg9X4jR4Z6ws1KKjkNGxM/ZBveEe+Kbk7lo1nGRGxHRndpwKhctOgPmcQmqxbnc1Z5eWo+diUWi4xARUTs5n1+N/KpGjO/BZjW6Wri3A6KDXbH2aBbHxxHdJRbayaQcSi1DRX0LpvT2FR2FjNC8wQEor2/BD+cLRUchIjJJeoOEdUezMSjIBWGe9qLjkAATe3pD62qD9/elQZLY1U5EZA52JBRBIZdhdLin6ChkpBbGBKKwuolvtBPdJRbayaRsic+Ho7UKw8M4V46uFhPshiB3W6w5wvExRER34kBKKfKrGvHQIK3oKCSIQi7DYyOCkZBfgwOpZaLjEBHRXZIkCTsSijA4yBXOtmrRcchIjermgQBXG/z3UKboKEQmjYV2MhkNLTr8dKEYE3t6Q63kP126mlwuw0ODAhCfW4XzedWi4xARmZyvTuTAzU6NMRHseLNk0/r4wdtRg/f3pomOQkREdymluA4ZZfUYx7ExdAMKuQzzB2sRl1OF+Nwq0XGITBarlWQydl0oRkOLHlN7+4iOQkZsRj8/2KgVWHs0S3QUIiKTUlTdhJ+TS3B//y58Q9vCqZVyPDosCCcyK3Ayq0J0HCIiugs7EoogkwHj+CY63cT9/f1gZ6XE5+xqJ7pjvIoik7E1vgDejhpEaV1ERyEj5qBRYWofX2w9W4DK+hbRcYiITMbGU7nQGyTMjuoiOgoZgdlR/nCxVbOrnYjIxP2YUIh+/s7wcNCIjkJGzl6jwpwBXRB7rgA55Q2i4xCZJBbaySRU1Ldgf0opJvfygVwuEx2HjNy8wQFo1hmw4VSu6ChERCZBb5Dw9clcDAlxQ4Crreg4ZASs1QosHhKIfRdLkZDPcWxERKYoq6weyUW1GM+xMXSLHh4aBKVcjo8PpIuOQmSSWGgnk/DD+ULoDBKm9PYVHYVMQDcvBwwIdMEXx7OhN0ii4xARGb0DqZeWoM4Z4C86ChmRBwcFwN5KiQ/38WKbiMgU7UgsAgAW2umWeTpoMKOfLzaezkNJTZPoOEQmh4V2Mglb4vMR6mGHcG970VHIRMwbHIDcikbsTykRHYWIyOitP84lqHQ1R2sV5kUH4IeEQqSX1omOQ0REt+nH84Xo6esIP2cb0VHIhCwZFgyd3sBZ7UR3gIV2Mnp5lQ04mVWJKb19IJNxbAzdmnHdveBhb4W1R7NFRyEiMmrFNU3Yk1yCmf24BJWutjAmEFZKOT5iVzsRkUnJKW/A2bxqTIr0Fh2FTIzWzRaTIn3wxbFsVDe0io5DZFJ4NUVGb9vZQgDg2Bi6LSqFHHMH+mPfxVJkldWLjkNEZLQ2nOQSVLo+NzsrzI7yx3dn8pFXycVoRESmYvv5AgDApJ4stNPte2x4MOpb9Fh7NEt0FCKTwkI7Gb0t8fno6++ELi683Y1uz9wB/lDKZfjiGLvaiYiu5fIS1JgQV2jduASVru3RYUGQyYBPD2SIjkJERLdo+9lC9O7C62i6MxE+DhjZ1R2rjmShsUUvOg6RyWChnYxaclENkotqMbUPu9np9nk4aDC+hxc2nMrlDwdERNdw8JclqHMHBIiOQkbMx8ka0/v44euTuSitbRYdh4iIbiKjtA4XCmtwL8fG0F14fGQIKupb8PXJHNFRiEwGC+1k1LbGF0Ahl2Eib3ejOzRvsBY1TTpsPZsvOgoRkdFZfyIHrrZcgko3t3REMFq5GI2IyCRsP3dp/Crns9PdiNK6IErrjE8PZKBFZxAdh8gksNBORstgkLAlvgBDQtzgZmclOg6ZqCitM7p52WPNkWxIkiQ6DhGR0SiuacLupBLM7O/HJah0U4FcjEZEZDK2nyvAAK0LvB2tRUchE/f4yBAUVDfh+3g2rhHdCl5VkdGKy6lEflUjpvbxER2FTJhMJsNDgwNwobAGcTmVouMQERmNjacuLUGdE+UvOgqZiMdHBKOuWYfVR7JERyEioutIKa5FSnEd7u3Fbna6eyPC3BHh7YCP9qdDb2DjGtHNsNBORmtLfAE0KjnGRHiJjkImbmpvX9hrlFh7lEtRiYiAS3eNrT/BJah0e8K9HTA63AOrjmSivlknOg4REV3D9rMFkMuACT1YaKe7J5PJ8NiIYGSU1uOnxCLRcYiMHgvtZJRa9QbEni/EmAgv2FkpRcchE2drpcTMfn744Xwhl7gREQE4mFaG/KpGzBnAbna6PU+MDEFVQyu+PM43r4mIjI0kSdh+rhCDglzhbs/xq9Q+Jvb0htbVBh/sS+c4VqKbYKGdjNKBlFJU1LdgSi+OjaH28dCgALTqJXzDjelERFh//NIS1LG8a4xuUx9/Z8SEuOLTg5loatWLjkNERL+SWFCDjLJ63BvJ62hqPwq5DEuGB+N8fjUOpJaJjkNk1FhoJ6P0bVw+XGzVGN7VXXQUMhNB7nYYGuqGL4/noFXPjelEZLlKapqwK6kYM/txCSrdmSdGhqC0thkbT+eJjkJERL+y/VwhFHIZxvfgG+nUvqb39YWPowbv7kllVzvRDfDqioxOdUMrdiUVY3IvH6gU/CdK7WdBtBaF1U3YydlyRGTBNp7Og94gYTbHxtAdGhzkir7+TvhoXzrfvCYiMhKXxsYUYEiIG1xs1aLjkJmxUirw2IhgnM6uxNH0ctFxiIwWq5hkdGLPF6JFZ8CMvn6io5CZGdnVA1pXG3x+KFN0FCIiIS4tQc1BdLArArkEle6QTCbDEyNDkF/ViC3xBaLjEBERgDO5VcirbMS9kVyCSh3j/v5d4OlghXf2pIqOQmS0WGgno/NtXB5CPezQw9dBdBQyM3K5DAtjAnEmpwpxOZWi4xARdbpDaWXIq+QSVLp7o7p5INzbAR/sS4PewFvIiYhE+/5MPqyUco6NoQ6jUSmwdHgwjmdW4FgGu9qJroWFdjIq2eX1OJVdiel9/SCTyUTHITM0s58fHDRKdrUTkUX66ngOXGzVGNvdU3QUMnGXutqDkVFaz5FsRESCtegM2Ha2AGMiPGGvUYmOQ2ZszgB/uNlZ4V12tRNdEwvtZFS+jcuHTAZM7cMt6dQxbK2UmDPAHzsSipBf1Sg6DhFRpyn+1RJUK6VCdBwyAxN6eCPI3Rbv703jYjQiIoEOpJSisqEV0/v6io5CZu5SV3sQjqSX42RWheg4REaHhXYyGpIk4bsz+YgJdoO3o7XoOGTG5kVrAQBrj2QJzUFE1Jk2nMyF3iBhLsfGUDtRyGV4bHgwEgtqsO9iqeg4REQW67sz+XC1VWNoqLvoKGQB5g70h6utml3tRNfAQjsZjdPZlcipaOC78NThfJ2sMb6HF746kYP6Zp3oOEREHU7/yxLUoaFu0HIJKrWjqX184etkjZXsaiciEqK6sRW7kopxXy8fqBQs8VDHs1Er8ciwIBxMLePuM6Lf4HdhMhqb4/Jho1ZgXHcub6GOt3hIIGqbdNh0Ok90FCKiDrc3uQQF1U343UB2s1P7UinkWDI8CKezK3Esg7eQExF1th0JhWjRGTCtDxvWqPM8NCgAzjYqvMeudqIrsNBORqGpVY/t5wowvocXbK2UouOQBejr74w+/k5YdTgTBgM78IjIvH15PBse9la4J5xLUKn9PdC/C9zsrPDBvjTRUYiILM63cfkIcrNFpJ+j6ChkQWytlHh4aBD2XizFubwq0XGIjAYL7WQUdicVo7ZJhxl9/URHIQuyeEggssob8HNyiegoREQdJreiAftSSjE7qgtvKacOoVEp8MjQQBxMLcPZXF5sExF1lvyqRhzPrMC0Pr6QyWSi45CFmTc4AI7WKry7h2+0E13Gqy0yCt+czIWvkzUGBbmKjkIWZHx3L/g4avD5oUzRUYiIOszXJ3MgAzCLS1CpA/1u0KWL7ZV7ebFNRNRZvj+TD+DSvgyizmavUWHxkEDsTipGQn616DhERoGFdhIup7wBB1PLMCuqCxRyvgtPnUepkGN+tBZHM8qRWMAfDIjI/LToDPjmZB5GdfOAr5O16DhkxuyslFgQrcWuC8VILqoRHYeIyOxJkoTvzuQjSuuMLi42ouOQhZofrYW9Ron3fuasdiKAhXYyAl+fzIFcdmm+J1Fnmx3lDxu1Av89lCU6ChFRu9t1oRhldc343cAA0VHIAiyM0cJWrcAHe9NFRyEiMnuJBTVIK6nDtD4cv0riOFqrsCgmEDsTi9m8RgQW2kmwVr0BG07lYVQ3T3g5akTHIQvkaKPCzH5+2Ha2ACW1TaLjEBG1qy+PZ8PXyRrDwtxFRyEL4GSjxoODArD9XAGyyupFxyEiMmubTudBrZBjUk9v0VHIwi0aEgh7jRJv72ZXOxEL7STUnqRLnXZzB7KbncRZGBOIVoMB645mi45CRNRu0krqcCS9HHMGcDQbdZ7FQwOhVMjx4T52tRMRdZSmVj2+O5OPcT284GijEh2HLJyjtQoPDwnCrguc1U7EQjsJ9dWJXPg4ajA8zEN0FLJggW62GB3uibVHs1HfrBMdh4ioXaw5kgW1Qo7ZXIJKncjDXoM5UV2wOS4PeZUNouMQEZmlny4Uo7qxFbM4fpWMxMIhWjholHh7rwX5cgAAIABJREFUd4roKERCsdBOwuRWNOBgailmRfmz046EWzo8GNWNrfj6ZK7oKEREd626sRWb4/JwXy8fuNlZiY5DFmbpiGDIZTJ8wK52IqIOseFkLvycrREd7Co6ChEAwEGjwiNDg7A7qQRnc6tExyEShoV2EubrkzmQAXggistbSLx+Ac4YoHXB5wcz0Ko3iI5DRHRXNp7KRUOLHgtjtKKjkAXydrTGA1F+2HgqF/lVjaLjEBGZldyKBhxKK8MD/btAzoY1MiILYrRwslGxq50sGgvtJMT/lqB6wNvRWnQcIgDAYyOCUVDdhK3xBaKjEBHdMb1Bwtqj2YjSOqOHr6PoOGShHhsRAgD4cF+a4CREROZl46lcyGTAzH5sWCPjYv9LV/vei6U4k1MpOg6RECy0kxB7kkpQWtuMOZwbS0ZkRFd3dPOyx8cH0mEwSKLjEBHdkb3JJcipaMCC6EDRUciC+TpZY2a/LthwMg+F1exqJyJqD3qDhI2n8zA8zB0+TmxYI+MzP1oLZxsV3t6dKjoKkRAstJMQX53IgbejBsPD3EVHIWojk8mwZHgQUorrsPdiieg4RER3ZPWRLHg7ajC2u6foKGThHh8RDIMk4SPOaiciahcHUktRWN3EJahktOyslHh0WDD2p5TidDa72snysNBOnS6tpA4HUkoxZ4A/lAr+EyTjcm+kD3ydrPHRfhYFiMj0pBTX4lBaGR4cFAAVz1gSrIuLDWb09cP6k7kormkSHYeIyOR9cyIXrrZq3BPON9PJeM0bHAAXWzVntZNF4hUYdbrVRzKhVsoxdyDHxpDxUSnkeHhoIE5mVeJ0doXoOEREt2X1kSxYKeUczUZG44mRIdAbJHzIrnYiortSVteM3UnFmN7XF2olSzlkvGytlFgyLAgHU8t4TU0Wh9+dqVNVNbRg8+l8TO3tAzc7K9FxiK5pVlQXONuo8OG+DNFRiIhuWXVDK76Ny8PU3r5wsVWLjkMEAPB3tcH0/2fvvsOjqNo2gN+bzW7apvfeGyUh9N67AgpIEZBiAUQUsWFBAQuoNKkqCoiFIiKK9F5C6CQhpFfSe+/Zne+PaD55aQFJZrN7/64rV3Ayu7knQp6ZZ86cE+SI7ZduIYej2omIHtmea2moUwkY34nTxpD6m9LNFVYKOVYd5VztpF3YaKdmteNyKiprlZjegwu0kfoylOtianc3HIvKRmRGidhxiIga5ZdLt1BVq8LU7m5iRyG6zZx+XqhTCfjmDG9gExE9CkEQsONyKtq7mMHLxljsOEQPZCjXxczenjgXn4dLSRzVTtqDjXZqNrVKFbadT0Y3D0v425uIHYfovqZ3d4exni7WnuAdeCJSf1W1SmwOTkIvbyu0cmCNJfXiZmWEUe0c8PPFFOSWVosdh4ioxQmOz0dibjkmd3UVOwpRo03u6gorhR5WHeVc7aQ92GinZvNXeAYyiqvwQi+OZif1Z2oow/QebjgYkYXoLI5qJyL1tudaOnJLqzG7j6fYUYju6pV+XqipU+HbM5yrnYjoYW0LSYaFkRzD29qLHYWo0QzkUszu64mQxHxcSMwXOw5Rs2CjnZqFIAj45nQifGwV6OdrI3YcokaZ0dMdCj1drD0RL3YUIqJ7UqoEfHMmAYFOpujmaSl2HKK78rBWYGSgA366cAt5ZRzVTkTUWOlFlTgWlY3xnZyhL5OKHYfooUzq4gIbY45qJ+3BRjs1i1OxuYjOKsXM3p7Q0ZGIHYeoUcwM5Zja3RUHbmQiLrtU7DhERHd14EYmUvIrMLuvJyQS1lhSX3MHeKO6TomvT3FUOxFRY/18IQVAfcOSqKXRl9WPar+YVIDzCXlixyFqcmy0U7P45nQC7E31MSLQQewoRA/lhZ4eMJBJOaqdiNSSIAjYeCoBHtZGGNzKTuw4RPflaa3A00FO2HYhBVnFVWLHISJSe9V1Suy8nIoB/rZwMjcUOw7RI5nY2QW2JnpYfTQOgiCIHYeoSbHRTk3uakohLiQW4Pme7pDratdfub179yIgIAB6enpwd3fHypUr77v/vHnzIJFI8Oabb962PTo6Gl26dIGpqSkmTJiAsrKy275+5swZODo63rH9brZu3QqJRHLXfRctWgQrK6uG/05OToZEImn4MDIygqenJyZNmoSzZ8/e8fpp06ahY8eOD8zQkpgbyfFcNzfsC89AfM6Df75ERM3pTFweIjNLMEvDnhhj/dRc8wZ6Q6USsO4kFxsnInqQAzcykV9eg+e6ae4iqKz5mk9fJsXLfb1wKbkA5xM4VztpNu3qepIoVh+LhZVCjme17FG34OBgjB49Gp07d8a+ffswY8YMvPPOO1i9evVd94+MjMTmzZthYmJyx9emTZsGLy8v7Nq1C5GRkfjss88avqZSqTBv3jwsXboUCoWiSY5l+fLlCAkJwYEDB7Bw4ULk5+ejd+/eWLx4cZN8P3XzYi936OtKse4EmwJEpF42noqHnYk+RgVpzhNjrJ+azdnCEOM7OWPHpVSkFlSIHYeISK1tC0mBh5URenhaPXjnFog1X3uM7+QMe1N9rDoay1HtpNHYaKcmdSW5AGfj8jCztycM5bpix2lWS5YsQc+ePfHdd99h8ODBWLhwIebOnYslS5agpqbmjv1fffVVvPbaazA3N79te1lZGS5evIjVq1djyJAheP/993H06NGGr3///feQyWSYMmVKkx2Lr68vunbtij59+mDatGk4dOgQFi5ciEWLFuHUqVNN9n3VhaVCD1O6ueLPsAwk5HJUOxGph2u36p8Ye6GXO/R0NWdxNNZPzTe3vzekOhKsPsYb2ERE9xKRXozrt4owuaurRj219m+s+dpDXybFy/28cCWlEGfjOFc7aS422qlJrfp7NPukrto1mh0AQkNDMXDgwNu2DR48GIWFhQgJCblt++7duxEVFYUFCxbc8T7/nGAYGBgAAAwNDRu2lZSUYOHChfjqq6+afQG8jz76CA4ODvj666+b9fuK5aXeHtCXSbGSq6UTkZrYcDIBpgYyTOisWTWW9VPz2ZnqY0pXV/x+PY3TshER3cO2kGQYyKQY08FJ7ChNhjVfu4zr6ARHMwOs4Kh20mBstFOTuZRUgOD4fMzqo32j2QGgqqoKcrn8tm16enoAgKioqIZtlZWVeOONN7Bs2TIYGRnd8T4WFhZwd3fH2rVrUVBQgG+//bZhTrePP/4YAwcORNeuXR86n1KpRF1d3W0fKpWq0a+XSqXo378/Lly48NDfuyWyUujh+Z7u2B+eiYj0YrHjEJGWC08rwrGobMzo4Q6FnmbVWNZP7TCrryf0ZVKsOsYb2ERE/6uoogZ/hGbgqSBHmBrIxI7TZFjztYuerhSvDvBCWGoRjkZmix2HqElo1pUZqZVVR2NhpdDDpC6au3DL/Xh5eeHy5cu3bbt06RIAoKCgoGHb0qVLYW9vj8mTJ9/zvdavX49nnnkG7733Hry9vbF+/XrEx8fj+++/R3h4+CPlMzMzu+t2S0vLRr+Hk5MTsrO1p0C+0MsD20JSsPxIDLZO7yx2HCLSYiuPxsLMUIYZPd3EjvLYsX5qByuFHmb0cMe6k/GY07cErRzunG+XiEhb/XzxFqrrVJjW3U3sKE2KNV/7jGnvhK9PJ2LFkVgM9LfV2GmRSHtxRDs1iQuJ+QhJzMfsvp4wkGvOvLEPY9asWfjjjz+wadMmFBYW4vDhw1ixYgWA+jvbAJCUlITly5dj9erV932MbdiwYcjJyUFMTAyioqLg4uKC+fPn4/XXX4eTkxPWr18PFxcXuLi4YMOGDY3Kd+bMGVy+fPm2jxdffPGhjlHbHvcyNZBhdl9PnIrJxaWkgge/gIioCVxJLsCpmFzM7O0JY33NG+XG+qk9XuzlAWN9Xaw8GiN2FCIitVFdp8TW88no7WMNXztjseM0KdZ87aMr1cH8QT6IyS7FvvAMseMQPXYc0U5NYtXRWNgY62FSF82aN/ZhzJgxA2FhYZg9ezZeeuklGBoa4vPPP8fcuXNha2sLAFiwYAGGDRsGPz8/FBUVAahfEb26uhpFRUUwNTVtOJkwNDSEj48PAODYsWMICwvDzp07ERYWhoULF+L8+fMAgG7duqFnz54ICAi4b76goKA7Vlz/66+/HuoY09PTG45FW0zt5obN55LwxaFo/DqrW7PP80dEtOJI/fonU7tr5hNjrJ/aw9RQhpm9PbD8SCyu3SpEexfzB7+IiEjD/RGagdzSaqwc5y52lCbHmq+dnmhrjw2nErDyaCyGt7WHTMoxwKQ5+LeZHrvzCXm4mFSA2X/PvamtpFIp1q1bh9zcXISHhyM7O7thXrh/PsfExGDPnj0wNzdv+EhNTcW6detgbm6O9PT0O963rq4O8+bNwxdffAEDAwOcOnUK/fv3h5+fH/z8/DBgwACcPn26yY+vrq4OJ06cQLdu3Zr8e6kTA7kUrw7wxpWUQpyMyRE7DhFpmfPxeQhJzMfLfb00dv0T1k/tMr2HOyyM5Fh5hHO1ExEJgoDvzybBz84YPb2sxI7T5FjztZOOjgRvDvZBSn4Fdl9NEzsO0WOlmVdoJBpBEPD5wWjYmehjYmftHc3+b/+cDADAhg0b0L17d/j5+QEAvvvuO5SVld22/4QJE9CnTx/Mnj0b1tbWd7zf119/DXNzc4wfP75hW0VFRcOfy8vLm+XxtCVLliAjIwOzZs1q8u+lbsZ1dMa3ZxLx5eFY9PWx4bxyRNQsBEHAiqOxsDPRx7Na8MQY66d2MNLTxct9PfHJ/iiEJOSjm2fj570lItI0Z+LyEJNdiuXPBGrVk7Os+dqnv58N2ruYYc3xODwd5KjVgzRJs7DRTo/VX+GZCEsrxpdjA7T+F+WFCxdw7tw5tGvXDiUlJdi+fTsOHz6Mc+fONezzz0ro/6avrw9nZ2f07dv3jq8VFhZi8eLFOHz4cMO23r174+2338bmzZsBACdOnMCyZcse67HExMTAysoKNTU1SEpKwo4dO3Do0CEsWrQIffr0eazfqyWQ69bPKzdvZyj2hWdgVDtHsSMRkRY4FZuLqymF+OSpNhpdY1k/tc/krq7YdDYRXx6Oxm+zu2tVc4mI6N82nUmErYkeRgY6iB2lWbDmay+JRII3h/ji2U0X8fPFW3i+p+ZPlUTagY12emyq65T44nA0/OyMMbq9k9hxRCeTybBz504sWrQIOjo66NWrF4KDg9G2bdtHfs+PPvoII0eORPv27Ru2BQUF4YsvvsD7778PAFi+fDkCAwP/c/5/e/PNNwHUn9DY29ujW7duOHPmDHr16vVYv09LMjLQAV+fTsDyIzEY0tpOo5teRCQ+QRCw8kgsnMwNMK6js9hxmhTrp/bRl0kxb6AP3t1zA4cisjCsrb3YkYiIml1kRgnOxefh7aG+kOtqxyy/rPnarbunFXp6WWHDyXiM7+QMhR5blNTySR7wuAyXR6ZG+/5cEj7+KxLbZnRGb587H98i0jTn4vIw+fuLeHeYH2b28RQ7DrVc6jZ0k7VfDe0Ly8Dc7dfxxdgAjW+0k3aqU6owfM1Z1NSpcOT1PlrTZCKt1Bx1n7W8BZq/KxSHIrIQsmAATA1lYschahahqUV4an0w3hjkg7kDvMWOQ/Qw7lrPeQZLj0VeWTVWH4tFbx9rNtlJa/T0tkJ/PxusOxGP/LJqseMQkYaqqlXi80P1T4yN4RNjpKF0pTp4d5g/kvMr8MvFFLHjEBE1q6ziKuwLy8C4js5sspNWaedshkGtbPHt2UQUVdSIHYfoP2OjnR6LLw5Fo6pWiY9GtBI7ClGzem+4HypqlfjqeJzYUYhIQ209n4y0wkp88EQrSLn4Mmmwvr7W6O5pia+Ox6G4slbsOEREzWZLcBKUKgEzenCeatI+bwz2QVl1Hb45kyh2FKL/jI12+s9CU4uw60oaZvRwh6e1Quw4RM3Ky8YYz3Z2wc8XbyE+p1TsOESkYfLLqrH+RDz6+9mgp7eV2HGImpREIsF7w/1RWFGLjacSxI5DRNQsCstr8NOFFDwZ4AAXS0Ox4xA1Oz87E4wMdMCW4CRkl1SJHYfoP2Gjnf4TlUrAh39EwMZYj/NpkdaaN9AbhjIpPjsQLXYUItIwq4/FoaJWifeG+4kdhahZtHE0xdNBjtgcnIT0okqx4xARNbkt55NRXqPEnH5eYkchEs0bg3yhVAlYeSRW7ChE/wkb7fSf7LqSivC0Yrw33J8rRJPWslTo4ZX+XjgRnYOzcblixyEiDRGfU4pfLt3CpC4u8LIxFjsOUbN5c4gvAGDF4RiRkxARNa3SqlpsDU7CkNa28LVjrSft5WJpiKnd3LDraiqiMkvEjkP0yNhop0dWXFGLLw7HoJObOUa1cxA7DpGopnZ3g7OFAT7dH4U6pUrsOESkAT47EA1DmRSv8Ykx0jKOZgaY0cMde66nIyy1SOw4RERN5scLKSipqsMr/Vjrieb294aJvgyfHYiCIAhixyF6JGy00yNbeTQGRRU1WDyyDSQSLs5G2k1fJsV7w/wRnVWKHy+kiB2HiFq4s3G5OBGdg1f6e8FSoSd2HKJmN6efJ6wUeli07yZUKl5sE5Hmqaipw3dnk9DHxxptnUzFjkMkOlNDGV4d4I2zcXk4HcsnxallYqOdHkloahF+vJCCyV1d0crBROw4RGphaBs79PK2wsojscgtrRY7DhG1UDV1Kiz68yZcLAwxtbub2HGIRGGsL8OCYX64fqsIe66nix2HiOix234pFQXlNZjbn3OzE/1jSldXuFoa4rMDfFKcWiY22umhVdcp8fbuMNgY6zfMoUlEgEQiweKRrVFVp8TSg1FixyGiFmpzcBIScsuxaGQr6MukYschEs3oIEcEuZhh2cFolFbVih2HiOixqa5T4tszCejqYYGObhZixyFSG3JdHSwY6ofY7DL8ejVN7DhED42Ndnpo608mIDa7DJ+NbgMTfZnYcYjUioe1Ai/28sCea+m4lFQgdhwiamEyiyux5ngcBvrbor+frdhxiESloyPBohGtkV9ejbUn4sWOQ0T02Oy+mobskmrM7c+52Yn+19A2dujoao4VR2JRVl0ndhyih8JGOz2UqMwSbDgZj6eDHNkAILqHV/p7wcFUHx/+EcHH3YjooXyyPwpKlYCPRrQSOwqRWgh0NsO4Ds7YfC4J8TllYschIvrPaupU2HAyAe2czdDd01LsOERqRyKR4P0n/JFXVo31J3mjnVoWNtqp0eqUKry9OxxmhjJ8+CQbAET3YijXxYcjWnFhVCJ6KOfi8rA/PBNz+nnB2cJQ7DhEauOtob4wkEuxeN9NCAIXRiWilm3n5VtIL6rE/EE+kEgkYschUktBLuYY094J351NREIub7RTy8FGOzXaprNJuJFejCWj2sDcSC52HCK1NqT1/y+MmlNSJXYcIlJzNXUqfPhnBFwtDfFSbw+x4xCpFSuFHl4f6IOzcXk4EpktdhwiokdWVavE2hPx6OxmgV7eVmLHIVJrC4b5QV8mxaI/eaOdWg422qlR4nPKsOpYLIa2tsPwtvZixyFSe/8sjFqtVGHxvkix4xCRmtscnITE3HIsGtmaC6AS3cWUbq7wszPGh39EoIQLoxJRC/VjSApySqvxxmCOZid6EGtjPbwxqP5G+8GILLHjEDUKG+30QLVKFV7fGQojuRRLnmotdhyiFsPDWoG5/byw/0YmjnEEHhHdw638Cqw+FovBrWzRz9dG7DhEakkm1cEXYwOQW1qNpQeixY5DRPTQyqrrsPF0Anp5W6GLB+dmJ2qMyV1d4W9vgo//ikQ5F0alFoCNdnqgr47F4UZ6MZaObgsbY32x4xC1KDP7eMLX1hgL/4jgiulEdAdBEPD+3hvQ1dHB4lG8mU10PwFOZnihlwe2X7qFkIR8seMQET2UrcFJKCivwRuDfcWOQtRi6Ep18PGo1sgsrsLaE1wYldQfG+10X1eSC7DhVDye6eCEoW04ZQzRw5Lr6mDpmLbIKqnC8sMxYschIjWz51o6zsbl4Z1hfrA3NRA7DpHae32gD1wtDfHunnBU1ijFjkNE1CjFFbX45kwiBvrbop2zmdhxiFqUjm4WGNvBCd+fS0R8DhdGJfXGRjvdU2lVLV7fFQpHcwN8NJKj7IgeVXsXczzX1RU/hCTj2q1CseMQkZrIK6vGx/sj0dHVHJM6u4gdh6hFMJBLsXR0WyT/PeUSEVFLsOlsIkqr6vDGYB+xoxC1SP8sjLpwbwRUKi6MSuqLjXa6pyX7IpFeWIlV49pBoacrdhyiFu2toX6wM9HHu7/dQE2dSuw4RKQGluyLREW1EktHt4WODhdEI2qs7p5WmNjZGZvOJiI8rUjsOERE95VXVo3NwUl4MsAe/vYmYschapGsFHp4d5g/QhLz8culW2LHIbonNtrprg5FZOLXq2l4ua8XOrpZiB2HqMVT6Oni41FtEJNdiq9PJ4gdh4hEdjI6B3+GZWBOPy942xqLHYeoxVkwzB9WCj289Ws4qmo5hQwRqa/Vx2JRU6fC64M4mp3ov5jY2Rk9vayw9EAU0gorxI5DdFdstNMdUgsq8PbucAQ4meK1gd5ixyHSGANb2eLJAHusPRGHqMwSseMQkUjKquvw/u834G2jwOy+nmLHIWqRTA1k+GJsAGKyS7HsYLTYcYiI7io+pxTbL6ViUhcXeForxI5D1KJJJBIsHd0WAPDunhsQBE4hQ+qHjXa6TXWdEnN+uQYBwLqJ7SGT8q8I0eO0ZFQbmBrI8MauMNQqOYUMkTZafjgGmSVVWDYmAHJd1lmiR9XX1wbTe7hh6/lknIjOFjsOEdEdlh2MhqFMilcHcAAb0ePgbGGId4f742xcHnZeThU7DtEdeHVHt/lsfxTC04qx/JlAuFgaih2HSONYGMnxyVNtEZlZgvUn48WOQ0TN7NqtQvwQkoznurqig6u52HGIWrx3hvrBz84Yb/0ajpzSKrHjEBE1OJ+Qh2NROXi5nxcsFXpixyHSGM92dkE3D0t8sj8K6UWVYschug0b7dTgr/AM/BCSghd6umNIazux4xBprKFt7PBUOwesOxGPiPRiseMQUTOpqVNhwW/hsDPRx1tD/cSOQ6QR9GVSrJ0YhLLqOryxKwwqFR8jJyLxqVQCPt0fBUczA0zv4SZ2HCKNoqMjwRdjA6ASBE4hQ2qHjXYCACTmlmHBbzfQ3sUM7wzjxT9RU1s0sjUsjOR489cw1NRxChkibbDuZDxis8vwyVNtoNDTFTsOkcbwtjXGwidb4WxcHjYHJ4kdh4gIe0PTcTOjBG8P9YW+TCp2HCKN42xhiAXD/HAmNhc/XkgROw5RAzbaCRU1dXj552uQSSVY9yznZSdqDmaGciwd3RbRWaVYczxO7DhE1MQi0oux/mQ8Rgc5YoC/rdhxiDTOpC4uGNTKFl8cikFYapHYcYhIi1XVKvHl4RgEOJliRICD2HGINNaUrq7o52uNT/ZHISqzROw4RADYaNd6KpWA13eGIja7FKsnBMHBzEDsSERaY4C/LcZ2cMKGU/G4klwgdhwiaiLVdUq8sSsMlkZyfDSitdhxiDSSRCLBF2MCYG2sh9k/XUV+WbXYkYhIS206k4jM4iq8N9wfOjoSseMQaSyJRIIvnwmEib4Mr26/jsoapdiRiNho13Yrj8bi8M1svP9EK/TxsRY7DpHW+WhEKziZG+K1HaEoqaoVOw4RNYE1x+MQk12Kz8cEwNRQJnYcIo1lbiTH15M7IK+8Bq/uuI46JadmI6LmlVpQgfWn4jGsjR26eliKHYdI41kp9LBqfCDic8vw7p5wztdOomOjXYvtvZ6OdSfjMaGTM2ZwgRYiURjry/DVhHbIKqnC+79H8MSASMOEphZh46kEjOvohH5+NmLHIdJ4bZ1M8cmoNgiOz8cn+6PEjkNEWmbJX5HQkUiw8MlWYkch0hq9vK0xf6AP9oZm4PtzXKuFxMVGu5a6fqsQb/8Wji7uFlgyqg0kEj7SRiSWIBdzzB/kg31hGdhzLV3sOET0mFTVKvHGrlDYmujjA15wEzWbcZ2c8XxPd2w9n4zNvOAmomZyIjobRyOz8eoAb07JStTM5vTzwpDWtlh6MBrn4/PEjkNajI12LZReVIkXt12FnYk+Nk7uALku/xoQiW1WH090cbfAh39EIDmvXOw4RPQYrDgSg4Tccnw+JgAm+pwyhqg5vTfcH0Na2+Lj/ZE4cjNL7DhEpOGqapX46M+b8LJRYEYPd7HjEGkdHR0JVoxrB3crI8z55RpSCyrEjkRaih1WLVNQXoPnvr+I6lolvpvaERZGcrEjEREAqY4Eq8a3g65UB6/tuI6aOs4rS9SSBcfnYdPZJEzq4oLeXAOFqNlJdSRYPT4IAY6meHXHdYSlFokdiYg02MZTCUgtqMSSka05kI1IJAo9XXw7pQPqVAJm/niVi6OSKFgBtEhFTR1mbL2M1MJKfDe1I3xsjcWORET/4mBmgGWj2yIsrRhLD3JeWaKWqrC8Bm/sCoOHtRE+eIJTxhCJxUAuxXdTO8FKoYfnf7jC0W1E1CRS8sux8XQCRgQ6oLuXldhxiLSah7UCX01oh6isErzxayiUKq6BRs2LjXYtUatUYfZP1xCeVoS1E4PQhSugE6mlYW3tMa27G7YEJ+PPsAyx4xDRQxIEAe/9fgP55dVYMyEIBnKp2JGItJq1sR62Tu+Emjolpnx/EVnFVWJHIiINIggCPvrzJmQ6EnzwhL/YcYgIQH8/W7w7zA8HbmRh8b6bEAQ226n5sNGuBVQqAW/9GobTsbn47Om2GNLaTuxIRHQf7w33R0dXcyz4LRxx2aVixyGih/DrlTQcjMjCm4N90cbRVOw4RATAy8YYW6Z3Rl5ZDSZuuoDsEjbbiejx2H01DadicvHGYF/YmuiLHYeI/vZSb0+81NsD20JSsPZEvNhxSIuw0a7hBEHAkr8isTc0A28N8cWEzi5iRyJ8UHCLAAAgAElEQVSiB5Dr6mD9pPYwlOti5k9XUVpVK3YkImqEpLxyLNp3E908LPFiLw+x4xDRv3RwNccPMzohp6QKE7+9gBw224noP8osrsSSvyLR2c0C07q7iR2HiP7HgqF+GN3eESuPxuLniylixyEtwUa7BhMEAcsORmPr+WTM6OGOl/t6ih2JiBrJ1kQf654NQkp+Bd7eHc7H3YjUXE2dCvN2hkIm1cGKcYHQ0ZGIHYmI/kcHVwv8MKMzskqqMGHTBeSUstlORI9GEAQs+O0G6pQCvnwmgHWfSA3p6Ejw+ZgA9PezwcK9ETh4I1PsSKQF2GjXYCuPxuKbM4mY3NUFC5/0h0TC4k/UknT1sMSCoX44GJGFr08nih2HiO7jswNRCEstwrLRbeFgZiB2HCK6h45uFtg6vTOyiqsw4dsLSC+qFDsSEbVAu66k4nRsLhYM84OrpZHYcYjoHmRSHax/tj3aOZvh1R3XceRmltiRSMOx0a6h1hyPw9oT8ZjQyRlLRrZhk52ohXqhlztGBDrg80PR2B/OO/BE6mh/eCa2nk/G9B5uGNbWXuw4RPQAnd3rm+25pdUYvSEYUZklYkciohYkvagSn/wVha4eFpjS1VXsOET0AAZyKbZM74zWDqZ4+edrvK6mJsVGuwbacCoeK4/GYmwHJ3z2dFs+xkbUgkkkEnw5NgAdXM3x+q5QXE0pFDsSEf1LYm4Z3vktHEEuZnh3mL/YcYiokTq7W2D3rO6QQIJxX4cgJCFf7EhE1ALUTxkTDqUg4MuxnCqOqKUwNZDhx+c7o52zGeZuv4Y/QtPFjkQaio12DSIIAtYcj8MXh2Iwqp0DPh/DueKINIG+TIpNz3WEg6k+Xtx2BSn55WJHIiIAlTVKvPzzNehKJVj3bHvIdXlaRdSS+NoZY8/L3WFnqo+pmy9hX1iG2JGISM1tCU7G2bg8vDvcH84WhmLHIaKHYKwvww8zOqOLuyXm7QzFr1dSxY5EGohXhBpCEAR8cTgGK4/GYnR7R6x4JhBSNtmJNIaFkRxbpneGIAiYvuUyCstrxI5EpPU+/CMCMdmlWD2+HRw5LztRi+RgZoDds7r/PcLtOtadiINKxQXIiehO4WlFWHowCgP9bTG5i4vYcYjoERjp6WLztE7o6WWFt3aH47uziRAE1n16fNho1wCCIGDxvkhsPJWASV1csHxsIHSl/F9LpGncrYyw6bmOSCuqxIvbrqCyRil2JCKt9fPFFPx6NQ2v9PNCX18bseMQ0X9gaijDtuc746l2Dlh+JBazfrqK0qpasWMRkRoprarF3O3XYa3Qw/JnArgGGlELZiCvf2J8WBs7fLI/Cov3RULJm+z0mLAb28IpVQLe+/0Gtp5PxvM93fHJU204XQyRBuvoZoFV49rh2q1CzPzpKqrr2Gwnam7nE/Lw0R830dfXGvMG+ogdh4geA32ZFKvGt8OHT7bC8egcPLU+GAm5ZWLHIiI1oFIJePPXMKQVVuKriUEwM5SLHYmI/iN9mRTrn22PF3q6Y+v5ZMz+6SoHstFjIXnAIxK8paPG6pQqvLU7HL9fT8fc/l6YP8iHd9aJtMSuy6l4+7dwDGlti3XPtoeMT7G0ZOr2i5u1/z6S8srx1Ppg2Bjr4beXu8NEXyZ2JCJ6zEIS8jHnl2uoqVNh+TOBGNrGTuxIpFmao+6zlj9G60/G48vDMfjgCX+80MtD7DhE9JhtCU7Ckr8iEehkhu+mdoSVQk/sSNQy3LWeszOjJnbv3o3u3bvD0tIS+vr68PX1xSeffIKamv+fh/nUqVOQSCQNHzJdKVZPCELK50/iyIpXH9hkz8/Px8yZM2FnZwcDAwP4+flh27ZtTX1oRNQExnVyxkjTNHz7XCc4eLW5bWT75cuXMX36dHh5ecHQ0BC+vr5YvHgxqqqqRExM1Lzi4+Mxc+ZMBAYGQiqVom/fvnfdb8OGDXjiiSdgaWkJiUSCU6dO3XW/HTt2ILBdELwdrRC14lmYXPwGZQW5TXcARPSfKZVKfP755+jVqxcsLS1haWmJwYMH4/Lly/d8jUqlwivjBuP6h4NhlB2KWT9dxXu/30BljfK28/B/f+jp8YKcSB00pvZnZmbirbfeQmBgIBQKBZydnTF16lRkZNy+GPI/1+emZhZ4ZVArFG+bg8xTP992fU5E6qGx9T45Ofmudfzw2nfx9eQOiM4qwah1wfjml98xceJEuLm5QSKRYNGiReIcGLVIumIHoHr5+fno168f3nrrLZiZmeHSpUtYtGgRsrKysG7dOgBA+/btERISgsqaOnxxOAaht4owylsP33w0F8OGDbvv+5eUlKB3795QKBRYu3YtrKysEBkZyRMFohaqqqoKf236HKYWViipqsVL267i68kdYCCXYufOnUhISMA777wDb29vhIeHY+HChQgPD8dvv/0mdnSiZnHz5k0cOHAAXbt2vW+t27ZtGyQSCYYMGYLt27ffdZ8///wTEydOhE+/sbAd8wxe7GiOrWs+x5NPPokrV65AR4fjFojUUWVlJZYtW4bp06fj3XffhUQiwbp169CzZ0+cP38eHTp0uOM13333HdLT0wEAC4b5I1rmgW/OJOJiYj5+/vMoPKwVt+0/YsQI9OjRo1mOh4jurzG1/+rVq/j999/xwgsvoEuXLsjOzsaiRYvQvXt3REREQKGo/zeen5+PgE49kOY8EL7WlhjhUIHPPl6C7OzshutzIlIPD1vvly9fflvttrKygpeXHXbP6o6ZP17FgjU/QpETgcEDBmDHjh3NfTjUwnHqGDX2/vvvY/369SgsLGwYrZ5XVo0ZWy/jZkYJlj7dFsknt+Pdd99FamoqHBwc7vleCxYswO7du3Hjxg0YGBg01yEQURP5+OOPceTIEXh6euLsxWtQPbUU7ZzN8P3UTlBWFMPa2vq2/b/99lvMnDkTycnJcHV1FSk13QOnjmkCKpWqoQE+duxY5OXl3XW0+j/7RUREoG3btjh58uQdI+AmTJiA05fDoffMl/h8TFuM7+SCP//8E6NGjUJkZCT8/f2b4YiI6GEplUqUlJTA3Ny8YVtNTQ18fHzQr18/bNmy5bb9CwsL4ePjg2XLluGFF17Avn378OSTT+JcXB7m7wpFUUUt3h7qixk93KGjI8GlS5fQpUsX7NixA+PHj2/uw6OWi1PHNJHG1P6ioiIoFAro6v7/mMPY2Fj4+vpi69atmDp1KgAgp7QKT68/j1qlCn+80gP2pgZ3vT4nIvE1tt4nJyfD3d29ob7fTUF5Deb+fBXBiQV4tosLvn2xH1555RWOaqe74dQxLY2lpeVtd+JT8ssxduN5xGaX4tspHTCukzN27NiBPn363LfJDgBbtmzB888/zyY7kQa4desWvvjiC3z11VcAAHMjOTY82x43M0owduN5VOgY3vGaoKAgAEBOTk6zZiUSS2NHmTdmv5tpBSisk2FWH0+M7+QCADAzMwMAPGDAAhGJSCqV3nbRDQByuRytW7e+az1cuHAhevTogQEDBty2vae3FQ7N643ePtb4ZH8Uxn0TgsTcMuzYsQNGRkYYMWJEkx4HETVOY2q6mZnZbU12APDx8YGhoWHD74WSqlrM2HoZBeU12DytE+xN66+h//f6nIjUw8PW+/uxMJJj2wtdMbuvJ365eAulVXUorqh9nHFJw7HRrmaUSiUqKipw7tw5rFmzBrNnz4ZEIsGNtGKM2XgeRZW1+OXFrhjgb4u4uDhcv34dEydOvO97JiUlIScnB2ZmZhg+fDjkcjmsra0xf/58nigQtUBvvPEGxo0bh/bt2zdsG9bWHj+/0AX55TUYuS4Y5+LybnvN+fPnoaOjA19f3+aOS9SifX06Adn23VGbHgn7nIsoKSlBbGwsPvjgA/Tr1w+tWrUSOyIRPYTq6mpcvXr1jn+74eHh2LJlC5YvX37X11kYybHpuQ5Y/kwgYrNLMXT1GWz9aTtGjhwFQ8M7b3ATUcsRHh6OiooKtGrVCpU1Sryw9QqiM0uxYXJ7+Nsp7np9TkTq7V71HgCmT58OqVQKe3t7zJ8/H5WVlbd9XaojwTtD/fD15PZQqgT8fDEFv11N4wAbahQ22tWMkZERjIyM0KtXL/Tp0wdffvklzsblYsK3IdDTlWL3rO5o71J/p2779u2QyWQYM2bMfd8zKysLAPD222/D0dERhw4dwnvvvYeNGzfigw8+aPJjIqLH5+TJkzh8+DA+/fTTO77Wyc0Cf77SA7Ymenhu80V8fToBKpWArKwsfPrpp5gyZQpMTExESE3UMv1y8RaWHYzG+NGjsHXLFsycOROmpqbw9fWFUqnEnj17xI5IRA/p008/RWFhIV544YXbts+dOxdz5syBl5fXPV8rkUgwtoMTjs3vAx8hDYW5WUg0CUBUZklTxyaiJqJSqfDaa6/B29sbvfsNwKyfruJySgFWjW+Hfr42d70+JyL1d7d6r6enhzlz5uD777/H8ePHMXPmTGzcuBETJky463sMbWMPEwMZrI318MavYZi7/TpHt9MDcTFUNXP+/HlUVFTg0qVLWLJkCZ6YMB1xXuPhZaPADzM6w9ZEv2HfHTt2YPDgwbCwsLjve6pUKgBA69atsWnTJgBA//79UVpais8++wyLFi3iSByiFqCurg6vvvoqPvjgA9jZ2d11H1dLI+x5uQfe3h2GZQejERybhfit70ChUGDVqlXNnJio5doXloH3995AP19rjLQuwOinZ+O1117DsGHDGhZOe/rpp3Hs2DFIpVKx4xJRI+zfvx+ffvopVqxYcdsTXjt27EBMTAz27dvXqPexMdGHU8E1KEzMUGXbFk+uPYdp3d0wb6A3jPVlTRWfiJrAu+++i5CQEBw+dgKzfwnDufg8LBvdFiMC66dm/d/r81deeQUbNmwQOTUR3c+96r29vf1tixn37dsXtra2ePnllxEaGop27drd8V46EmBMByfY9vXFqqOxuJZSiM/HBqCXt/Ud+xIBHNGudtq3b4+ePXti3rzXMfyl93Do123wMyrHrlndbmuyh4WFISoq6oHTxgBoaMT369fvtu39+/dHdXU1EhISHu9BEFGT2LRpE4qKijB16lQUFRWhqKgINTU1UCqVKCoqQm1t/d11hZ4u1j/bHktGtsLeVe/h8vVwvLVqa8Oc0kR0f79fT8O8naHo5GaBDZM64J2338LIkSPx+eefo2/fvhg/fjz27t2LU6dO4Y8//hA7LhE1wuXLlzF+/HjMnDkT8+bNa9heW1uLt956C++88w5UKhWKiopQUlI/Qr28vBylpaV3vFddXR327NmDCePG4tQ7AzG+kzM2BydhwIrT+DMsg4+WE7UQGzZswJdffomNm77H+psSnE/Iw/JnAjGhs0vDPv9cn8+fPx9r1qzBxo0bef1MpMbuVe/vZezYsQCAa9eu3XMfHYkEc/p54bfZ3aEvl2LK95fw9u4wjm6nu2KjXQ1V1NRhzi/XcCrfCADwckcTmPzP6JgdO3bAwMAAo0aNeuD7eXp6Qi6X37H9n4uAxi4YR0TiiomJQVpaGuzs7GBubg5zc3Ns374doaGhMDc3x86dOxv2lUgkuLbrK9QmXUKXl5bh85BSvLjtKjKLK+/zHYjo4I1MvL4zDF3cLbB5WicYyKWIjo6+Y4SLr68vDAwMeLFN1ALExsbiiSeewIABA7B27drbvlZeXo60tDTMnz+/obYGBgYCACZMmNCwmPi/HT9+HLm5uZg4cSLMDOX47Om22PtyD9ia6OPV7dcx4dsLuJFW3CzHRkSP5rfffsPcuXPxweJPsT3PCddvFWL1hCCM7eB0z9f8sz5SUlJSc8Ukoodwv3p/L/+sudCYtRcCnc1w4NVeeLmvJ367lo6Bq07jUETWf8pMmodTx6iZjKJKvPDDFURnlWCAeSF+AuB7l7kid+7ciREjRkChUDzwPeVyOQYNGoQTJ07ctv348eMwNDS871yURKQ+XnnlFTz11FO3bVu2bBmSkpLwzTffwN/fv2H70qVLsXbtWuzatQujnnoam4OTsPJoLAatPIN3hvri2S6ukOpwISeif/xz8/mHkGSMGjYIX00Igr6sfkoYV1fXO0a5REVFobKyEm5ubs2clIgeRmZmJoYMGQJPT09s3779jqmeFAoFTp48edu2rKwsTJw4EZ999hn69+9/x3tu374ddnZ26Nu3b8O2QGcz7J3TA79cuoVVR2MxYt05PB3kiDeH+MLRzKBJjo2IHs2pU6cwadIkjJ/6Ig5LO6GiqAo/TO+M7l5W931dcHAwAMDd3b05YhLRQ3hQvb+X3bt3AwA6dOjQqP31ZVK8PdQPw9va4+3d4Zj101UMamWLhU+0goslp2QmNtrVxtChQ+ET1A0H02WoVQF9TAvw2w9fY/z48fD09Lxt3wsXLiApKQkrV66863tt27YNM2bMQEJCAlxdXQEAH374IXr27Inp06dj4sSJCA8Px7Jly7Bw4ULo6ek1+fER0X/n5eV1x42xrVu3Ii8v77aL/V9++QXvvfcepk2bBkdHR1y5fAkBcmBpT338FFmFhX/cxI8XUvD2ED8M8Ldp1N17opamoqICBw4cAACkp6ejpKSk4UR6+PDhDWuTXLlyBYmJSfj+8BUAgGfdLfTXS0REGNCxY0cAwKxZs/D666/DwcGhYY72JUuWwM3NDcOHDxfh6IioMSorKzFs2DAUFhZi3bp1CA8Pb/ianp4egoKCoKure1sNBYDk5GQAQNu2bdGlS5fbvlZdXY29e/di2rRpdzwVKtWRYEpXV4xq54CNpxLw/bkk7L+RiRk93DGrjwfMDO98wpSIHp/G1P6oqCg89dRTsHPxxFmVN8zTovHBE/7QyYtHgqS44dp76NChGDhwIFq3bg2pVIrg4GCsWLHirtfnRCSuxtR7AFi0aBFKS0vRo0cPmJiY4MyZM/jyyy8xevRoBAQENLwmJSUFly9fBgDU1NQgMjISu3fvhpGREYYNGwYAaONoij9e6YFNZxOx9ng8Bq46jRd7uePlvl4w0mOrVasJgnC/D2oGdUqVMGTSy4LMykXQkesLxiamQlBQkLBmzRqhpqbmjv1fe+01wdTUVKiqqrrr+23ZskUAICQlJd22/dChQ0JQUJAgl8sFJycnYcmSJYJSqWyKQyKiZjJ16lShQ4cOd2wDcNePzZs3C/vDM4S+X54UXN/5S3hm43nhakqBSOnpbw+qxc39oRGSkpLu+e/g3/Xx2clT7rrP1KlTG/ZRqVTChg0bhLZt2wqGhoaCg4ODMG7cOCEhIaH5D4yIGu1+vwdcXV0f+Lp9+/bd8bXff/9dACCEhIQ88PunFVYI83ZcF9wW/CW0/vCQsOJIjFBUcee5PWkd1vIm0pja//W3391zn3/X/g8++EBo3bq1YGRkJJia3v/6nIjE1dh6v337dqFDhw6CiYmJIJPJBE9PT2HhwoV39Nb+6ak19twhs6hSeG37NcH1nb+ELp8eE36/liYolaomPGJSE3etwRLh/ov1cCWfJpZTWoXXd4YiOD4fo9o54NOn20LBu19E1MRqlSrsuJyKr47FIa+sGv39bDCnnyc6uFqIHU0bqdsjBVpT+xNyy/DStitIzq/Awif8MbW7G5/wIKLHLjqrBF8di8PBiCwY6+vixV4emNrdDaYGsge/mDRRcxQaranlD+P6rULM3xWG5PxyvNzXE68P9IGulOuVEdHjcSW5AIv23UREegn87Izx1hBf9PfjE+Qa7K7/Y9loF9GpmBy8+WsYyqrrsGRkGzzT0Yn/AImoWZVX12FLcBI2ByejoLwGnd0tMKefF3p7W/H3UfNRtx+0VtT+Y5HZeH1nKGS6Olj/bHt087QUOxIRabibGcVYfSwORyOzYSSXYkJnF8zo6c453LUPG+3NrKKmDiuOxGJzcBLsTPSxanw7dPVg3Seix0+pEvBXeAZWHo1FSn4F2ruY4a0hfrzW0ExstKuLwvIafLw/EnuupcPbRoH1k9rDx9ZY7FhEpMUqauqw41IqNp1NRGZxFfztTTC9uxtGtnNoWBCSmgwb7c2oTqnCmhPxWHsiDq0dTPDNlI5schFRs7qZUYxNZxKxLzwTADAiwB7P9/RAWydTkZNRM2GjvZmoVAL+CEvHl4dikFFchcldXfDOUD8Y6/NpEiJqWrVKFX69koY1x+OQVVKFTm7mmNXHE/18baCjo26Xf/SI2GgXmyAI2BeeicV/3kRxZS1m9fHEK/292MQiIrVRU6fC3tB0bD6XhOisUpgbyjC+kwumdHNlM7LpqNuZlsbW/pT8cszbGYrrt4owpr0TPn26DWswEYkmvagSW84lYfulWyivUSLQyRSTurpiRIADDOT83aTB2GhvBpeSCvDJ/kiEpxWjraMpPhzRCp3cOEUiETWvqloltl+6he/OJiG9qBI+tgq81NsTIwMdINfl1FUtHBvtYorPKcWn+6NwMiYXgU6mWDYmAP72JmLHIiK6K0EQcDGpAFuDk3EkMgsAMLiVHaZ2d0NXDwtOK/N4qdsPU+Nqf61She/PJWH1sVjIpDr47Om2GBHoIHYsIiIAQElVLX6/lo6fLqQgLqcMJvq6GN3eCWM7OKG1gwlrruZho70JRaQXY83xOByJzIadiT7eHuqLp9o5cgQpEYmqVqnC/vBMfH06AdFZpbA21sP4js6Y2MWFA9paLjbaxZBRVInVx2Kx+2oaDOW6mDfQG9N7uEPKQk9ELURaYQV+unALOy7fQlFFLTysjTCuozNGt3eEjbG+2PE0gboVBI2q/VdTCvH+7zcQnVWKQa1ssXhkazjwZJaI1JAgCLiUVICfLt7CoYhM1CoF+NoaY0wHR4xq5whbE9ZcDcFG+2MmCAJCEvOx8VQCzsblwVhPFy/29sCLvTz4dAgRqRVBEHA6Nhc/hqTgREwOJAD6+9lgUhdX9PK24gLNLQsb7c0pr6wa355JxNbzyYAATO7qijn9PGGp0BM7GhHRI6mqVeLPsAzsupyKKymFkOpIMMDPBuM7OaOPjzVPCh4dG+1NIKe0CquPxWH7pVuwM9HH4pGtMbi1ndixiIgapaiiBvvCM7HnWhqu3yqCjgTo6W2NMe0dMaiVLQzlumJHpEfHRvtjUl2nxKGILGwJTkZoahGsFHp4vqc7JnV1gQnnYSciNZdWWIHtl25h5+VU5JXVwEohx4hAB4wOckIbRz7R1gKw0d4cYrJKsfV8Mn67loZapQqjg5wwb6A3nC0MxY5GRPTYxOeU4dcrqfjtWhryympga6KHp4OcMDLQAf72xjwpeDjq9sNq0bU/v6wa35xJxLaQZNQqBUzr7obXB/lAocemFBG1TIm5ZdhzLR2/X09HelEl9GU66ONjjWFt7NHf34YNxZaHjfb/KDmvHNsv3cKvV9NQUF4DV0tDvNjLA2M7OHHtFSJqcWrqVDgZk4Pfr6XjRHQOapQqeNkoMLyNHQa3tuM0cuqLjfamUlZdh7/CMrDjcipCU4sg19XBmPZOeL6nO7xsFGLHIyJqMrVKFU5E52Dn5VScjs2FUiXA09oIIwIdMCLQAZ7W/B3YCOp21tQia39eWTU2n0vC1vPJqKpVYlQ7R7w6wBvuVkZiRyMieixUqvr1Uw5GZOJQRBZySqshl+qgh5clhrWxx8BWtrAwkosdkx6MjfZHUFRRg4MRWfgzNAMhifmQ6kgwyN8Wk7q6oIenFedgJyKNUFxRi/03MrE3NB1XkgugEgBHMwMMbm2LAX626OhmzhuK6oON9sepqlaJs3F5OBSRhYMRmaioUcLHVvH3vMVOPMklIq1TUF6DgxGZ2BeWgYtJBRAEoJW9CUYEOmBQK1t4WhvxTvzdqdsPpcXUfkEQcCWlED9dSMGBG5moUwl4MsABrw3wgpeNsdjxiIiajEol4Hpq4d/XIllIK6yEjgQIcDJDHx9r9PG1RqCTGdeFUk9stDdSSVUtTkbnYF9YBk7H5qJWKcDdyghPtXPE+E7OsDPlugVEpLnyy6pxLCobR25m42x8HmrqVJDr6qCDizl6eFmiu5cVAhxNOYWreNho/6+yS6pwLi4PRyKzcCY2D5W1Spjo62JYG3uM7+yMIGczNpGIiFD/+/Kv8Pqme2hqEQDAxcIQ/f1s0M/PBl3cLXgn/v+pW+FQ+9qfUVSJwzezsPNyKqKzSmGsp4sxHZwwuasrnyQjIq0jCAJuZpTgSGQ2zsTmIiytCIIAmBrI0NPbCn28rdHN0xJO5ga8VlEPbLTfR2pBBY5HZeNYVA4uJOajTiXAzkQfTwbYY1Q7R85bTERaqby6DpeSChAcn4fghHxEZZYAAIz1dNHZ3QLtnM0Q4GyGQCdTmBly4G8zYaP9YQiCgKySKlxJLkRIYj4uJOQjMa8cAGBnoo/BrW0xuJUdunhYQKahd48WLVqExYsXix2DSCt99NFHWLRokdgxHov0okqciM7ByegcBMfnofrvO/FBzmbo4mGJrh4WaO+i1Y/AqdvVotrVfkEQEJdThiM3s3AkMhvhacUAgNYOJpjS1RUj2zmo3cKArKFEzUuT6uZ/VVheg3PxeTgdm4szsbnIKa0GUH8N09HNHJ3d6+uuj60x5LqaeR2j5tho/5fiilqEJOYhOD4fwQl5SMytv+b2tDbCoFZ2GOhvg/Yu5i1iahjWfqKmx3pfr6C8BiEJ9b83LyTmN/zuBOoHuAU4maKdsxla2ZvAy1YBa4Ueb1I+fnf9garXValI/mmqx2aXISK9GKGpRQhLLWo4KVX8fYdoYmcXdPO05EIEREQPwdHMAFO6umJKV1dU1SoRkpCP8wl5uJBYgHUn4rDmOKCrI4GvnTECnMwQ4GSKACdTeNkooKertc13rVZSVYvozFJcSSnAtZRCXE0pRGFFLQAgyMUM7wz1w+DWtlwDgIjoLsyN5A1rpQiCgJjsUlxKKsDl5EJcTirAX+GZAAC5VAd+9sZo42iKto71dausogIAABFrSURBVNfdygiWRnJe61CTEAQBiXnlCL1VhOuphbiWUoTorBKoBMBQLkVndws829kF/f1s4MEaT0R0TxZGcjwRYI8nAuwB1F8/RaQVIyytGGGpRbiWUthQ74H6p9y8bRTw+teHm6URHM0NNHbwsFi0qtFeVatERlElUgsrEZddirjsMsTmlCI+uwyl1XUN+3lYG6GnlxUCnEwR5GKO1g4mnPOIiOgx0JdJ0e/v6WOA+hOCK8kFuJJciBvpxThwIxPbL90CAOhI6u/Ge1rXnwh4/n1C4GFlBFMDGZsALUR5dR3Kq+tQpxKgVAmoUwmoVapQVFGLgvJq5JfXoKCsBmmFlUjKK0diXjnyyqobXu9hbYSB/vUL//T1tYGtCedjJSJqLIlEAj87E/jZmeC5bm4QBAFphZUITS1CRHoxbqQXY19YBn65eKvhNSb6unC3rq+3HlZGcLYwhK2JPuxM9WFnog8DOW+C0/0pVQJySquQkl+B2OxSxGSVIja7FNFZpSitqr/uNtbTRTsXM7w6wBs9vKwQ6GTGJyyIiB6Rib4M3b2s0N3LqmFbbmk1YrJKEZ9TiricsvonhCOzseNyasM+OhLAwcwArpaGcLEwgouFIZzMDWBvWl/3bU302Yh/SC1+6phapQqFFTUoqqhFYXkNCitqUVRR/zm7pArpRZXILK5ERlEVCsprbnutpZEc3rYKeNsYw8dWAW9bY/jbm8DUQCbS0RARaTdBEHCroALhacWIyylDQk4Z4nPKkJRXjhqlqmE/A5kUDmb6cDCrPwmwNzWAg5k+rBR6MDeSw8JQDnNDOYz1dVvCo8bqFvCx1v5P90di09mkB+5npdCDh5UR3K2M4G5tBC9rBdq7mnNxcSKiJiYIAlILKpGYV4bE3PK/b3qWISm3HBnFVXfsb6Kv23DxbWYoh7mhDGYGMpgaymFmIIOZoQwKPV0YynVhIJfCQC6Foaz+s56uDm+Ut8CpY1LyyxGZUQKlUH/T/J8b56VVdSiuqEFRZS2K/nX9nVVchTrV/0cw0deFr50xfGyNGwazeVkrWsI5GhGRxskvq0ZCbjlS8suRWlCBlIIKpORX4FZBxR19U4kEsFboNTTe7U0NYGuiD2tjPVgq5LA0ksNSoQdLI7k2TgWrHnO0f/RHBGqUAgRBgEoQoBJQ/1n1/38W/v6sVAmorlOhqlb594cKlQ1/rv/vfzde/pexnm59E8as/i+D4z+fzQ3gbaOApULvcR8eERE1gTqlCqmFlYjPKUNKfjkyiqrqb6IWVyGzqBK5ZdW4WzmT6khgbiiDiYEMRn9f8BvJpTCU68JQLq3/0NOFoUwKua4OpDoSyKT1n3V1JPWfpZL/a+/eY+S66gOOf3+zL9uxk9hEwRTHIaglpU1QRIJa3IQYUAVtFEpFpQIVlf8oQgXRCjVKeVWxJSihjxBE+hCoqiuVlLY0pTiV3DaNkrZApZAKhSgP1DYBEj/S2PFj7V3PPk7/OHfW4/HOznrnztzZne9HOpqde6/XZ3/n3Pu799wXI7Uao7Xgja9+GZvLH/gdtKPMUnP/o99/iScPnjgnnqO1GpduGGPLReO87KIJNl805mOCJGkAna7PcuDYNIdPTHPo+DSHTpz9+fDJMwuDrMenZhbNw60i8uPiapFzwkgEIyP5s1Z8rwULg/ERudQiCPL0AAjO+R4BQdAYwz9netO8KH5pkK/iG6kFEUU9arkOtWChPj911RZ+7aZXlx3WVTfQvvcbz7B73xOLzovIjyS4ZP0Yl22c4JWX5uPtbZvXs23zBq5++SZefrHPBpak1eDk9MzCsfah49McPJ5z/sET0xw6PsXB49MLdya12jgxujD4vuWicTatyyfeN64bZePEKJvW5bJxIk9fPz7C+EiN8dFgfGSEsdFgfKTG2GgtTx+pXfAJ2VSMKafGz8X0Hl2VPxgD7Ts+86/MzCdqxQ5TLWJh56kWFDs3sTB/YrTGurGRotRYv/BzLhvGR/JVFMXVi40D980bxr2tUZKGRH12nsMn8p1LR0/XOXa6ztFT+U6no6frHJ+aYao+x6kzs0zN5M/T9TlOF9Oar7payn0f3MHrt28uu/qDduQ58HezSZIGy3xxdfOxqXxn8dk8O8v0TM63UzNzTNfn8qPEUmJuLn/ON77Pw9z8PPOJ4iA5Hyk3DpbnWw+ci2VS0/JnD67zAq0H2+d8b7q46+zn2Wlz84mdV1/OR3/ux8sO16obaD96qs7hE9MLJ80bZdPE2Gq5e1CSVJJTZ2Y5MlnnxVNnODJZ58hkfhzokck6R4ppR0/VmTwzy8npGU5OL/94+0K0nr9tN7x9w5Wb+eqv7yj9/2dQBtolSRo09dl5Zubmm54jPp8/587eHj07P8/2LRvYMF76600G7ejU3C9JUu+suoF2SZJWKqX8tJI88D7L5HQegJ+enaM+O099Li0cj8/MzRfT8mfzkHU695ee+3/QdKdb051stYBXXLKed12/rRd/mgPtkiQNIAfaJUkaHg60S5K0+i2az311rCRJkiRJkiRJXXCgXZIkSZIkSZKkLjjQLkmSJEmSJElSFxxolyRJkiRJkiSpCw60S5IkSZIkSZLUBQfaJUmSJEmSJEnqggPtkiRJkiRJkiR1wYF2SZIkSZIkSZK64EC7JEmSJEmSJEldcKBdkiRJkiRJkqQuREqp7cw9e/bsBy7rX3V64keAA1VXQuewTQaT7TJ4bJPBVHa7vHjHHXe8vcTf15U1kvsbXId6w7j2hnHtDePaG8Z15Xqe99dYLl+M/a98xrRcxrN8xrRcxrN7i+fzlNKaLrt3705V18Fim6yGYrsMXrFNBrPYLqun2FbGdTUV42pcV1MxrpYqi/3PmA56MZ7GdNCL8exd8dExkiRJkiRJkiR1YRgG2vdUXQGdxzYZTLbL4LFNBpPtsnrYVr1hXHvDuPaGce0N46oq2f/KZ0zLZTzLZ0zLZTx7ZMlntEuSJEmSJEmSpKUNwxXtkiRJkiRJkiT1jAPtkiRJkiRJkiR1wYF2SZIkSZIkSZK6sOoH2iPiQxHxWEScKMq3IuKWlmVeExH3RcSxiDgdEf8VEa+tqs7DoFO7RMTGiPhCRDwXEVMR8XREfKTKOg+biPh4RKSIuKdpWkTE7og4ULTLQxHxk1XWc5i0tklEjEXEZ4t16VREHIyIeyNie9V1HRaLrSct879YzL+t33UbRhHxpoj4ekQ8X8R9V8v8jtuwiJgo8s+LxXr19YjY1tc/ZMAsI657i+nN5T9bljGuLSLiYxHxSLEf9H8RsS8irmlZxj57gZYZV/vsBVrGvrt9VT1jfi+fub1c5vRymcvLZx4fHKt+oB14Dvht4PXADcCDwNci4nUAEXEV8A3gGeAtwDXAJ4HJSmo7PJZsF+Au4BbgfcBrgU8Dd0bE+yqo69CJiJ8G3g881jLrduC3gA8DbwBeAP4lIjb1t4bDp02bbCCvQ58uPn8BuALYHxGjfa/kkFliPWnM/yXyenKgn/UachuBx4HfBKYWmb+cbdjdwLuA9wA3ARcD90fESA/rPeg6xRXgAeAVTeXnW+Yb1/PtBP4Y2EHeB50FHoiILU3L2Gcv3E46xxXssxeq0767fVW9ZH4vn7m9XDsxp5dpJ+byspnHB0VKac0V4CjwgeLne4EvV10ny3nt8jiwp2X+w8A9VddzrRfgEuB/yAntoUbMgQAOAp9oWnY9cLLRbpb+tkmbZX8CSMC1Vdd7LZdObQJcCTxPPlH4LHBb1XUetkI+Yb6r6XvHbVjRrnXgV5qWuQKYB95W9d80CKU1rsW0vcD9S/wb47q82G4E5oBbi+/22R7EtZhmny0ntkeBD9hXLf0s5vfex7SY5nayu5ia03sYz2KafbT7uJrHKyhr4Yr2BRExEhHvJq+k34yIGnAr8ERE7C9uSXkkIn652poOl9Z2KSb/B3BrRFxRLLMDuA7YX00th8oXga+mlB5smX4VsBX458aElNIU8G/kM83qnXZtspiLi8+XelgfLdEmxd0EfwV8KqX0ZN9rpnaWsw27HhhrWeaHwJO4nevkxoh4ISK+FxFfiojLm+YZ1+XZRL6btLH9ts+WozWuDfbZFVpk392+qirZ/3rH7eTKmdPLZS4vkXm8Wmvi0QMRcS3wLWAd+WztL6aUvhsRW8kd6+PA7wAfJV+d+OWIOJVSur+qOg+Ddu1SzP4N4E+BH0TEbDHtw7ZJb0XE+4EfJT+yp9XW4vNwy/TDwCt7Wa9h1qFNWpcdB/4Q2JdSeq7XdRtWy2iTPcCRlNKf9K9WWoblbMO2kq+WeXGRZbaidvYD95Efw/cq4FPAgxFxfUrpDMZ1uT4PfIe8bwT22bK0xhXssyuyxDFV4wDbvqoquK3sDbeT3TGnl8tcXgLz+GBYEwPtwNPkq6EvJT9P6C8iYif5NgmAf0gp3VX8/J2IuAH4EOCgbm8t2i4ppcfJz4X6GeAdwPeBNwF/EBHPppS8qr0HIuJq4HeBm1JK9SUWTa3/dJFpKsEFtEnjKuq/JK9P7+hD9YZSpzaJiJuBXeRtmwbTSrZhbueWkFL6StPX70bEo+TcfQv5AKgd41qIiLuAG4EbU0pzLbPtsyvULq722RVrd0zVYF9Vlex/JXI7uXLm9HKZy0tlHh8Aa+LRMSmlekrpv1NK304pfYx8Juwj5DMxs8ATLf/kSWB7n6s5dNq1S0SsBz4D3J5S2pdSeiyldA/wFeC2Kuu8xr0RuAx4PCJmizsJbgY+WPx8pFiu9Wzl5Zx/5lPlWLJNImICznlUyeuAt6aUjrT9jepWp/Xk7eQX8Rxsmn8l8NmI8C6Dah0qPpfahh0CRsht3G4ZdZBSOkB+4dKPFZOM6xIi4nPkl0q9JaX0v02z7LNdWCKu57HPLs8Sx1T2VVXJ/tcHbieXx5xeLnN5uczjg2FNDLQvogZMFFcjPgJc3TL/NeQzYeqvGjBBfu7TGPm2lGZzrN0+OQi+BlxLPsPZKN8mn+C4DvgeeeP6s41/EBHryG+b/mbrL1MpOrVJPSLGgL8mD7K/OaV0qM3vUjk6tcnd5LZonn8A+Bzw1grqq7OeofM27FFgpmWZbeSX2rqdW6aIuIx8m+nBYpJxbSMiPg+8l3wA+VTLbPvsCnWI62LL22dXprHvbl9Vlex/feB2sjNzernM5X1hHq/Aqn90TETcCfwj8EPyCxTeC+wk304C8HvA30TEvwMPAm8G3g28s++VHSJLtUtK6UREPAzcGRGT5JMeNwO/CtxeTY3XvpTSMeBY87SIOAUcLR7nQ0TcDXwiIp4iD7x/kvxsr3v7XN2h0KlNiivZ/xZ4A/nFzql49wTA8eIFJirRctYTWs7oR8QMcCil9HR/ajm8ImIj+fn5kHcct0fEdeT2+UGnbVhK6XhE/Bnw+xHxAvlOnruAx4AH+vvXDI6l4lqU3cDfkQ9sXkW+K+0F4O/BuLYTEX9EftfDO4GXmrbfkymlyZRSss9euE5xLfrzbuyzF6TDvrt9VT1lfi+fub1c5vRymcvLZx4fICmlVV2AveSB2jPkle4B4G0ty+wid6Qpcid5T9X1XuulU7uQb1n5c+D5ol2eIj82Jqqu+zAV4CHgnqbvQU5oB4Fp4GHgmqrrOUyluU3IOxSpTdlVdV2HpbSuJ4vMfxa4rep6DkMh7ywutj7sLeZ33IaRXw70BfLO42lgH3BF1X/boMYVWA/8U5HL60Vu39saM+O6aFzbbb93Ny1jny05rvbZFcd1L0vvu9tXLT0r5vf+xtTt5IriaU7vYzztoyuKqXl8QEoUwZQkSZIkSZIkSSvg87AlSZIkSZIkSeqCA+2SJEmSJEmSJHXBgXZJkiRJkiRJkrrgQLskSZIkSZIkSV1woF2SJEmSJEmSpC440C5JkiRJkiRJUhccaJckSZIkSZIkqQsOtEuSJEmSJEmS1AUH2iVJkiRJkiRJ6sL/A/fVOgqBB/cXAAAAAElFTkSuQmCC\n",
"text/plain": [
"<Figure size 1490.4x662.4 with 6 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"az.plot_posterior(idata_prec, var_names=[\"precipitation\", \"weight_water\", \"area\"], round_to=3)"
]
},
{
"cell_type": "code",
"execution_count": 41,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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9c5KkvUdOas+jd5bMSvDfm3RTI82NnqT3R0vUm9B7rCTjGP3O1hvnLQioNsq7A6gX5Sya8sfVpHG42NwQfo9rrf7g294CsLgKK3FB4Lg5Mtrj1rW2ZBAgbcCm3BLFLY5RNmdje9invVEfriKQprRu3LUqdfzRx/t2dJXMdgSAxVRsvF2KYGe5C3iLLUYulRG+b2iioFVJJcHh/UMTQUB6Jmel/IJhyftu09riaHv3Og38/HzwXfH5IycLgujhc8jmrHYPJPceX0hWd9r3dqxsC87BzR9vLqG/fdRiVYGph+9rLIIDAAAAgPSaOshujFkl6VlJvyepz3/cWjst6dcir31M0oik2yS9voSHWTPlZgj0dHbo/p4N2jMwLitp1pXkesHsbOj927vX6aVj54L3WatU2QfRG1p/PXJGT780KmulFa3pysP3j04G/Qkl7yZQmn2XulFS6mZNsff77/VvTBV2HZasa3VDFcvEA8BSquRmbNpFU9HAbNx7dmOImgAAIABJREFUoqXc9w9NaN+QF3Du3bRaTj4QLkmu9VpnxJWUj47hBQGF0BwXVzq+1I38tAGbcksUP7D1Ru3Oz8nRHvZpb9SHS+u6tnhp3aRrFRdACR9/9PFwtiN9ZwHUQqnxdqHBzlJzY7H9x723kqDz4NiUHnz6FWVz3hz4/OCEnvhM+YucBsem9PyRk8F3mEzGeC2v8iXr7+/ZEPRjv21tu34yMS3JWwwQPq+470TZhDlgIQsd0r536lJWjvE+GxhJs7nS2e++aleBqRe0kAEAAACA8jR1kF3S05L2Wmu/b4zpK/Haq/P/P7XIx1Q3KrlZs3PLBu0dnAgyxX2uVZD99tC2jfqr4dP6m3ygfUUZPcD9G1q7B8b1tb8ZDR6/MpOc6RjWsbJNjuP1OZek1oxJte99CcGU8HEVu1mTFIwJv/fJF98sWHwgzWV++MdYbtnIper/SDYD0Pwq+VuPK8celyUet59oj/SnDh0v2Hf0BvbUpWziOOz/d1wlk133dusPvv268tOCXDt3098/lp+cvFBQMnbXd0Y0cmo6FFAonMfCxxgtxV6sDUup69qxsk2OMVJC//So+7Zs0L6hiQX3b/VL66YJFhQLLCR9rog+vr17nQ6fOE/fWQA1U+73oEpLuycFKpP2n/Ref0HUweHT2t69LtU83T86mc8696Rd5BQ91/7RyaDtlZF09+Y1uq59hYykrvWrNHUpq6NnLuqJ74wEc7Cj+FZYO7ds0LGzF/XqCe8rd/g7ZNz+H7/7lsTz2z0wHlyP6GePNHNu+HeQyZfAz+XS/Xto1v7pzbp4AAAAAAAWS9MG2Y0xj0i6RdIXU7y2TV65+O9YaycW+9hqIa5PeVLgOK6soM/PZt89ML91/XOHx7V5bbv+euRMEGCXpDtu+pD6Ryd19MzFxJ6wUdGS88Yo1c2vXQdG5Lpen/NN131Q9/zyGvWPTgbHnvS+vYMTc8EUxyuXGw34FCszX5jdMf9GS1yGv5F0z9+7Xl+66+aipYnj7B4YT9UHeKHIZgCWh0r/1sP9TF1r52WJlyrB3rejS/uHJvT8kZOazZdo9YPWHSvbvDLms3NlzIvdNN8/VLgAzK9k4t+g/2o+0N7imKAdyRee6df7M5FFY1KQhee7v6dwLvSzA2dyVq0ZE7QlibuO/nUqFYQP5jBrZRyjT37kupLXP5pVX2q+S1JOsKDYa5M+V8Q9vnltOwu4ANRMmmxnf7z2q5ZUUto9KVCZtP/oe/0+4eFjOHzifNGKIz5v4Zbkx9nDi5z8ufvi5ZmCeUnyFqz5Y/yeR3rnBaN/+OY7ms15fdWfNxMFvdl9t29Ypb7PdBV8HggvyvMZeQu9wtc8uv+489w9MK6vfMsrPud/v/ID7WkXRPi/A/87cnd+wUCp98UtFlyseWypFzs36+IBAAAAAFgsTRlkN8ZslvSvJH3CWpst8doWSX8h6RpJny3yukclPSpJGzcWz9KrN8X6lEcDFnFlBaM3N3Zu2aBvHj4ZZDT4fjIxrc/93/8/e+8eHMV17/t+V/fMCEkM0lggCSEECBsZS9iOeBgS29ixvWuzC8cOxMFxKrtysrGdc1x1ynVP3ZtTieFyyc2+O/ece7f3rvIpY7NzUmeXwRiDweZu58Q4mIfDQ0gxRgKLh0DSoLcYSYMkNDPd6/7Rvdas7umehzQSGK9PlR+aRz9metbq9fv+ft/fn6HZoixHLvZx0V0hSBqcYoGE6tkzLIL0S49UAkisdBRhQSkKw6L+Us8NXOq5AQJDOHersDzR0o+YZnw2BMBjVcUZB9LEz2Jxqd/xnDoGRkEQt4unAI5e7MXPVy+0HH+qyoH61hA272/k+xyL6nj94AW8+uSirAdfZDWDRDIxvi5zx3h/6+HRqCWwHtOtVeJ2wdnSjzWqY/P+Rmh6vK9rJKpj0/5G6LpRyf2zb8/H9mNXoOmGjTkAS/U7Ex6aOgaxq86a/CU6mVSV+qGqCvSYbmRtIZ4gkA4zcqy3S3sagnyejGgUexqCjrbozLo+nV7k4ntBKT45140jF3tTzkHsuYkkRGViy5vqtW6JEPbHJ2rFLJHcqXxd5o07gWTjkF0UTtftA0hfqHTav13Qfr8+iJhmHAObL0XxPVmCgJG4BagEeGJxCV42E3vb+ofx5hGjJdebR1rw1lHDPcznUfDoPbP4mjFizmO/+f4SPu6faR/AJ+e6eW92miCvG1TPKbAclzjHURp/DxP62RpPTJhj+3c6P3tC9seNnXjhoYq0RXoRcZ6+Vb3Yb/W+GBOx6ZdIJBKJRCKRSCSSbyJ3pMgOYBWAmQAaSTxTXgXwKCHk5wDyKaVjpsC+E8ASAI9RSvvdNkgpfQuG/TyWLVvmHE24DXDKdk/Vp1x8j5OtoJN1+tZnaixCLyOWQq/QqREwYaJwc1eY2/xVlfotgYSfP1qJps4hx+eS2S6yygyG0T+e4rV9RrWDvcqBVUuyYMwsf06C2MQ+R6dgg32/XwYH8ePtJ3gFIztuj0LgNffDBSXhs0g3IHeipZ/b4bPzO3axD3VXr2c9+CKrGSSSifF1mTvGa5t7vMU6bSqC64iTcC/uh5iiBftQiPkvNr5FYjoOftXDX8NEeZ1SeFQFoBQxncI2DYEAuN9WQceSqcTe5SsriyztRdjx27cHANuPXcFT1aV8e33hMcvzfeExvHHoEgJ5PngUgqhGoSqE95t160UuiiTMKp6a50thJFHtcREYRLKREMXEnvrWEH75wVlHNxv7ayUSSfb5uswbt4rJrOy1r4nExCdFISAwxvaOgVHUt4Zc95+pUGk/J/bejoFR7DzVxoVpQgBCYRHf3dZFYvIxADwwt5CP8X9o6rK8ls17kZiO7qGblufY+9n2/+ngBf6YogCaw9rPpxLeo51hn/9ZwgCBMccyd64FRfmW9/XY5lu3hOw1NbMBIKlI77ZOdpo/3a6zTOfbiVyvtyrZWc7xEolEIpFIJBKJRJI+d6rIvg/Aadtj/x3ARRgV7hFCiBfAuwBqYAjsXfia45btvrKyCF7TchewVvc5Wfd6VcIr9Nz6hTOhepNZhZgKVsFNYARyjl3sswj6Ry/24a/uK7EEEvy5Xvzr3z2EHSfb8J/e+4Jb+t50ER1YUOq3H59H3dVQQl2FTsGtjAEknDfrv+vP8Vh64gbyfEkF/qXzAvjpqvnYZvaQZ6IKE+fZOWk6xYYVc0EAbo3MPgsmkCcLyIlJATleBZGoDhiH6dpLfqLcTtUMsje8RDJ5ZPJbt1T3KcTy3DLhfSsri7jgTAjQMTCK5q4w1tWW8z6uWw80GdV6qoIHywt4j1ZGS+8NeEwhnNgqCQEkjPMEQI5XsQjsgLXXORNImrvCIMIWVIXgu/cW46BZoSeimxX6gBHA//R8t+X5Q809OHi+Gx5F2CIhqCkrcO1FLookHrMXbEynIIiL/RTA+/VB3ubFjWwlRKXjZvN1Rs4jEsntwXh/i5NZ2eu0JhLH1c1rq9HYMYj364PYeaoNexqCSfefrlCZrAc7a+EVF/uNueqxqmIcPN+dVBh2mhfYvtxcXBRCsGF5BZo6ziKmG33Va8oK+HavDYxaerM7FbGvmB/AL9YsTmqPz6zv7YJ7JKbjq66w5X2DIxFe5Q5YrezFhGy2NrUfEvubtdrSdIocr3Wd7PY5ObV+sSdni/NtqhY5mV6vE5nb5XwnkUgkEolEIpFIJFNDVkR2U7BeAeAKpbQjG9ucCJTSAQAD4mOEkGEA1ymljWYF+24AywE8DYASQkrNlw5SSken9ICzhFu2+9J5Aex8cWVCT3an94RGItj50qqEnuxOQYLQSMRi98dQCPCdu2diTc1s3leX/ffjxk4cu9jHLQZFuoduJgQSxH57Irvq2vh57DjZxqvhASSINCJMKDnTPsBF+2hMx2fNPfjTVz2WwJGqEN5rz63ykH02249dsQR1FBJPZBDPiVV1UABN1wbxZXDQIpC/8vjdrpaP9sBfY8cg+sJj+OxCLzTNGhh68/Bl9AzdxIblFdw6cbyBlvFWM2QzuCN7w0skk0+q37rY+oIH/HVqqf6uuxqyOHmAEFBQxHQjwM2SrXK8CtbVllsC7pv3Nzru97llc1FWmGsJyqu2SnZi7AqVs6bjZ99ZYDmPf/i383jraAu3zKUAdp5qg0IId18hADYsn4v1teU49FV3giuLz6sgPBrFhm3HExxcACCmmQKBMK9pmjGnbl5bjV11bSiZMQ1VpX7HCkXRcte+dVZ5n6yybum8ADavrbbMhcnaq7iRjpvN1xU5j0gktwcT+S1OZmWv05rInnz2xqFLiGnJ95/p/a+9jYrYAooJ068fvMDXT5RSzPTnpCUMOx0/q24nAEpm5KB/OALNTIb77r3FAADDCY5CB7B5/1koisJbawGG+G53gmF80T6A5q6w61zF/q4q9eNESz/Co1Gjkl2nxrxsW1vWtw3gdGsIHlVBxV15lir1hrYQcryq5fXra8vx/ul2RDUKr1lRX98asiSG34zq2Hb4Mh6YW4iVlUWun1Oy1i/2XuypWuSM53odb7KznO8kEolEIpFIJBKJZOrIViW7BuBPAP4GwC0X2dOgHMAz5v/X2577dwB+P6VHkyWSZbu7iSdO73F67d6GILdDZ0IzAeIVhgoxKqpNqz+3/uBVpX5exaeYFY6MDcsr0NY/jD80deGvq42ch//6x2bHc9V0IyjV3BXmIvzRi30oL5yW8FpVMaoXKY0LJX88J1QhEuDTr3oSLNh1Srlg4dQbUQyg2O2Gtz5Tw8//nY3xBIfmrjDvx8vs4+0COQukAHGLenuQpqljkNshehSC51dUYJ0p4G/Y9mcuEJ0JnkVb/zB+f/xqRoGWiQrk2Q7uyN7wEkl2SPbbTvXcj946btqgAx7VGLuIWX3NEJOGAFiC8lT4byRqTSx649ClhGA9gZGkxMa2Ey39lsA2azdSlO/DR2c6oFHgUs8N/O8fNqKxYxDra8vR3BXGm6bLCABoFNDMecfeE7amzOgfO3/mdFzqucGfm1+Uh5ceXejq3OJRDYt30TJXIeBOKFs+bDTF90F8dqEXO19ciVcevzuxQlGA0vjclUxAEYP7bG452dJvVMUnsRF2Y2VlkaubzdcdOY9IJLcHE/ktTmYbo3TWRKn275QUy+Ysdu7s/9nagDmeRKI6dACfX7K2gFo6L4BXn1zE108saXd9bXlSYVjcl9vxv/HjpQCMnuTv1wdx8Hy3JekYMFuB6dbMM1Uh2PjwAvzu8yuW5DLASBpjrV3sVeDi/QX774+3nzDdaoC198/GvzV2cSHdmAYpbzcmzs1APLH66MU+HGruwc9XLwQAPFZVjG4z2XjpvAB+9cHZhPn7j+e68cdz3ZhmVrW/8vjdrp+TvfVLY8cg5hTmWpIJUrXIcVrrpXPdjyfZWc53EolEIpFIJBKJRDJ1ZEVkp5TqhJCLAEqysb3JgFL6mPD/V2G63N1JjCfbPZ331LeGsPt0e7xvrmhxqyp4YnExPmvuQVSnvPo7VY9CFliakePhNn8AuBjy5pEWvH2sxbHPH2CIGisri7D1oybL48GBmwmvVQmw5ZklPMhlf8+s6TkJ/f6AuK193dXr+Omq+WjqHEKuV02wZ1xZWcTt2wkBnlhs/AxYFWFzVxi76tqhmZ8Psztm9vFzCnN5EEzs3y6KJHbLSjHYo+kUZYW58Qob22f2h6aujHsHTlQgz3Zwh1s9g95Roo9EMpWkEmmT/e73NAR5ID2mA0/dOwsPzi1EeDRqEbEJ4sJsc1fYsb85AOgwfteMQJ7PUsH97INlyMvx4FJ3GL94/wxar49A0yk8CsFzy+ZaEpYUQiDG+KMaxc6TbdjbEER5Ya77B8L6mMAI5IdGIqhvDeFq/7DlZS89uhBNHYMJyVRPLC5BsT8H1WUF2LS/kW+MwHBzefXJRUkrw50qFK2HR7HBTKByE1AcXWmEqnixdUk69wZL5wUc3WzuBCZTnJNIJOkzkd/iZLYxSmfbqV5jr0pnYrN4X+9RFWi6ztc4PpVgy/dq8HFjJz6/1Oc4xrvt1y0BQFUVfNE+gH/69GJCwpXTdk609PMKfdZWhc15HsVYE4nzua5T+HO9eG7ZXLxzss3yGSgE3P6dJWbvFarAxfuLEy39PImbUuDAl53Y+kwNb+FVY7aVYa9JxifnunG4ucfilna+02gTluy9LOnPXnEvfk7NXWGjup9SyzqYOenkeBPXauzztW/HnoAwGXOsnO8kEolEIpFIJBKJZOrIZk/2XwH4LSHkLKU00d9bMiWMJ9s91XtOtPRbbNSrZ8/A2WuDhsCr6RiNamZQ3wi6hEYiKfe5xxZsAYD/9N4Xltc4CezlhdMwzaviZw9XYum8AEpmTAMwmHRfMc04JlY52Nhhff2iEj/6bkSgO1jfMzF7+7ErPEimKgRUowAhCOT5eACFVYF8YlZGKMSs9DeFcOOcjMAVMcVi0brfIqBoRuNFFqCyW1YCRgWMPXhi9ECGRWj/6+pS/P74VR50uzYwivrWkOt37iSQs8fTDWhmM7jDKjS1NJI4JBKJO2Iw2x5UTpUYY89KK/bn4JXH78Ybhy5xu3gC4OF7ZnInkz0NQcv75xXlobV/BBRxUZvxWXOPZfsdA6OobxtIqDyLaBTvnGzjLirMOlclsAjt7Bxb+qyCuYg45HsUwivRdGGff3VfCV54qCKhbckTi0vw9t8uA2CM3WJVvKoQi5tLssrwpfMCWFMzG382hRWm+zPBAQAfg5ONq+JzRCGImfvTKRAejWaUODXeFiG3O5MpzkkkkvSZ6G9xMseodLad7DWWsZjEE2vF+/pIzLrAiZjrlDU1s3H8cr/FwSSTYxMTmXefbscngmtXxJbgxdqPsIRg+/zy01XzcbylHyUzpuGxqmJs/rARujDJise3pyFoJBorBN+9txiPVxUbSXBR4zPoC4/FEw9s9xf2BDvNXEf+5vtL+GNVpX7sbQji3VNtsBXNJ8DWo+Jne6Kln1vI26vuAaPVjNM6RfyctnzUxO9HdI1CJ5QnHdjXaixJzWk7m/c38jW1/bPIJnK+k0gkEolEIpFIJJKpI5si+2sAigB8QQi5BqAbttailNIVWdyfxIbdfi4TOzpmW+tUuWYPvGxYXoHm7ib+d1F+PEBir0502s/rBy8kWM87BT7EPr+AUdnIqrK3fNSExo5BPFZVjE+/6nateGfHFB6N4o1Dl3BtYNTueIg/X+53tABWzQgJIXExJ6YZKgiFEQja8qFRIbF0XoBXgfDPgiYGe5i9Iqved61AMSteRCt5e3DNraJl6zNL8Nq+s9CpIe48VV2KiqJ87KprQ1PHIN49ZVR4ugkt9u87kOfDj94+wf/e+WLqqotsBneY+MfEtHSSOCQSSSJiMNs+VtvHnzPtA/jlB2d5ItC62nLsro8n9qwze5xeGxjl1vFeoVVIfWsI79fHRXavSvDSowst1eds//WtIXx6XmjhAaO3e7JYOhuTAWM8fvGRSlzuG8aVvmFc7bsBSsEFDoZQuJ64PUqxtyGIatO2l53ny6b1rL3HK7OkFT+7MdPNZO39s3k7k9BIBFu+V4PGjkHH+bW+NYQtHzZy4UBRCDxmFaCqKth9uh0xPV7x5jauLp0X78l+M6qhzrTQJTDcTHhyxTfcNvZOTSCQSL5u3Km/RfH+l/UaB+KV7JqmG/8V1h0qMebjLR81IWYmlP501XyeYJXumq6+NYQ3D1/G2eBAwppKp8CZ9gGeZOvWv31PQxB94TFsN93EvOoQZvpzeJsVxs++PZ8fB5t71tTMxgsPVfDXbDIF5U+/6uHrOZ1a7z2abInPipnwZv9Ml84LoLqsAJvNti1OczlBfO0oPh8ejXKXlr0NQew42WZ5/onFJSmTzaMxa+sblfWsN5PjiHBPw6r299jWWontxRLPNZvcqb8xiUQikUgkEolEIrndyKbI3mj+I7kFOPUAFMWMrc/UWAIf9vf+6K3jPCCzuz5oEVKdBNOqUj9OtPQjkOfD5v3Wr91eKS7uZ8Nbx3mFnQKjEuJSd9gSDCqdkYP/+MQiNHYMYodpQagAuNI3jJtRI8gRienYebINOV4FtRUBLigARkUChAALAfD2sSvQzX5/YmBFtDS0QwE8v6KCWxWyqhSxT2HUrJBYOi9gEVrYK1SVQDHtIRViCOy/P34VY1HdqFYBLN/LutpyLsQAyavH3YInogit65TbNIrHlczC3f59s2AR+9z3NgQnrYegE9LyUCLJDqGRCA9A2yvJRUeO3afb8UezAu69ujbsevnbRoD6xZV83GfOHTFNh6IQ1MwpwIKZ+Xj94AWsqZmN0EiE92MnAJ5bNpePdSxIvvVAE59L7GNwKltY07WVb/94Sz/Od4W5Fe8PlpZbxm5VVfBAeQHqW0OOFvaaDuww5xTWQzeQ57OIHDtfWoU3D1/Glb5hvHn4Mh6vKuZtSDavrebnte+LDi7oMxtZt6Qmu528plM8cV8JHphbiGsDo3j3VBt0CoxFjYD9339/iWtbFydLXQpw9wAgUeCQSCSSbyqZ9sZmCcl94THM9OdY3KhE2GOs17iqGHbw4tppy0fG3KQoBC8+vAC76tr4vbamU7x1tAWUGuukLU/H13RubiT1rSFs2PbnhJZRIp+c68aRi738Ht+pf/jehiBfawFGJXhfeAyqYl3/bD92BU9VlwIAP7a6q9d54rHYYsWeyPxZcw9PPLO36/ruvcWu38ULD1XwqvbdZtKbuGW+xrNl1DV1DvHvhYn1m8z5WlUIHqsqTnotrKwsgtej8O/Ha9r7h0YiPJFCp8Y9zfracldXILG9mKIYa/OJrJMyvX6nensSiUQikUgkEolE8k0hayI7pfTfZWtbksyx9ACM6fi4sZP/rVOKzfvjFdeM+tYQ9jYE0Xht0LVnLMMumLK/3zh0KSF48t7pdh6Aqikr4CLEtsOXucAOAJWz8vGzhyvNXrZxnlhs2POy42OVlXbxnlXC220Xn1pcgln+HOw+3Z4Q4LE7whNTkXdwiufVCSyoIwbG2D4VEhcsWCUhC9ywHbJADLMiZiJITI9/LwAsSRKs2nE8QQ67KE0AXgkOWHsmuyHuW7R8BlKLX9lGWh5KJNkhVcIKc+QQ54OYbowB4pjw4+0nLGKurlGcCQ7iTNAYo49e7MOK+QFe4a4qhi1IfWsIoRGjNQdFXDheX1sOj6okjOVuKAR46ZFK/O7PRhsMCvB9A0YbkzmFuZaA/K66NksylhOi5StLIGNtQp5bNhf+HA+3373UcwOfmG1BfGbrD3ZebFviNt2SmlZWFlns5AHgswu9vIKeubxQAO/XB11FHdHxQ8Reva8AXzs3EBn4l0gk2capkjvZ+GJPSAaM8XnnS6tcx2Q2T7JWWuI8Kq4rth5osgjbQNzJKxLTuQDP1nivH7xgaUnC9pdqChXnI6f7ATaP2Jnlz8HWZ2q4SxbMc2JJaOzYxqLxRNxka4VPznXHk5EVwtu9eBRYXGLssLlgXW05qssK8Nq+s5b1G6XOa5Q1NbMtf4sJfzGdYtP+RhCzKt3pWmBJhnsbgqBAQqsv3hLAnIPd7rMmup4R50IAGbuMpdp2Jr8HiUQikUgkEolEIpHEyWYlOwCAGKplOYC5AM5QSt0bokqyRiDPZ7Hiq549A8cv93OrXBYMYQvm+tYQfvT2CcdgSioBli3yA3k+nGkfMKrBhahGTKO8ChIwgvyqQlBSMC1hW7vq2mzWeUaAhNkZsmBEx8Aor2oXt+v1KFgwM98isDxWVYwXHqrAutpynGjpx5n2AcvxiDjZxIv0hsfwyw/OWmx+q0r92Hb4Mj493w2dgldjLp0XMAQkYZuaDt4PHgCau8KWCkxNNyyKywpzHSsfnMSFVIKDPYgDGCIZq+ZkFZ5ihWYy7DbJ680q+6lEWh5KJBPHaWxg/VjFSitVsVrZir1F3cRcO6euhuBRCZ5YXILPLvRi56k27Kprx7cXFvHxjwnHNWUFAKWm5SocK80ZKgF+/ewSVJX68bvPrzgfByH4QrDF3dMQTCk+8O2rChfYed9Usw+8E0z0YIF1No4zcVuBMf91DIzy4wGs4/jOl1Zh60dNfB7TNGMOeOXxu/Hcsrnc2lbTjKQEp/E/kOeDQgioKfQrBPCoCkApYrohACgAfN703EDStSaebPFbBv4lEkkyxjsO2ZOTnYRrcfsdA6OWBDTA6mZlJ1l7FiB+X/urD85izCaw29tllcyYhubuMD/eYxf7cLKlH88tm4tqM5k5kOeDR0HCXPdAeQGKZ0zD4Qu9lhZUgHF/TwG+Jgjk+Yx5LKqDbcarEkubk837G6Hr1DKXsCQ5CuDdU22oLitATVmBa4sW8TFNpzDz8EBB0NwVBgDLfYqYjDAW1aEQYMGs6Qn3CuKfzz5Yhv7hCKpnz0BoJGKZfwFjbeZUae+WFOe2DrEnK6yvLcd6c/3pdE1msp6xi+riXPjoPbPG5TLmtG2WYOlWgS+RSCQSiUQikUgkkuRkVWQnhPwHGL3ZS2GsdZcDaCCE7AVwhFL6ejb3J4kTGolYgvr+XC+2PlPD7WsVhVgCPPb+cgTA/eUFqJlTkNAzVkQMeNuDG8mCKTGd4lpo1PL45d5hx6q7d0+14b3T7aiePQMbllfwKng7BMBfV5fiwzMdlseaOga5cPTK43fzfr9aEuHGCVUB/vRVNw9YiTb6M/05vOcfC86tqZlt9icmPBDnVeP99pidr6XqAsDu0+3Y8r0aHthiff2cxAUAaQkO9iCOXVjLRLRgNsliMGYi4oqsSnRHfjaSyYaNDW7i5dJ5Abz48AK8eaSFv6e6rID/v713+2NVxfisuSfBthUwEq5Ot17ngWCdUhy52Gd5jaYZzisxs20HAeAxRX72t0KM4767xM/dUbYdvpwgePBt6hSfnOvGn85348VHKtF0LbGFiZjsxB8D8IOl5fisucc2ANVUAAAgAElEQVRii5sKnRoiBQush0ejaOocQlG+D1f6htHUOYSdp9qw+3Q7F0WYVTCrQNv8dDV+vP1EQvXbutryeJKUQrhFv/idsblFp4b17caHF8Cf67UkWaWyNxZJR9ieKvFbBv4lEokbExmH2FwmCtd1V69btiFu36MQqCqxOHKpKsE1WwIVI1l7FvH4d59u53OnVzVcU2rKCrDlw0ae3Pry6oV4efVCvH7wAo5d7DPWHkLyF3NU2fhwJT76sgPXBm4CAHwqweanqwEY1ehiOyrxvN4nQbMlFvC9B8qQl+PBe6fboWlG8ltzV5hXcW99Jm6TztY+qxfN4i4vGgVe23cWgPOa0KMS6BqFmAvAplvNrCpXibFu9CjEWENq1JKAp1HDTUZEFXqxKwDuKfHjJ5VFrtfHysoix/uAdNtSiffrTtXpE52n7Ne23Ya+e+im5fWN1wYdr8N0tv3OxpWyNZdEIpFIJBKJRCKRTICsieyEkP8VwK8B/BbAIQB/Ep7+DMCPAEiRfZJgfd7ExbFYdSD2v2X9w8X+cgoBNiyvcO3bzhAD3nYytRF3ej2LXcXth88mVHQwdAAfnulIeI71sBV75r34SCXePnYlZeU6AaAoBN+9txiz/DnYKVQvsgB/c1cYu+riQTGdGvbIR03xyKcSrJgfwFhMx4blFfx7EK0jLeesUzR1DOKRe2bhT1/1JO3rB2BcgoMour9x6FLG2xDfP5GgpqxKdEd+NpKpJJl46c/1puzd7pR0Ex6NYt8X19A1FO+xen04mvQ4vB4Fa2pm4/jlPl4Bfk/xdHzVHQbMgLlGgYa2AdRWBBz7jruhUViSBRiq6ZgibsNwXAEOX+hNSAhLBQHQ2DHI50+3vrhMFBED+6wC7TffX8I/10CeD3sbgtxKX3R02Sn0aGeVa+J3SUDhz/XyBLM9DUGLMJ+OE0k6wvZUid8y8C+RSNyYyDjE5rLXD17AUSZcR61uIeL2NZ1iwwpjjO8z+4h/1tyDd0+1YW9DMOGezWnscqoeZgldBMBzy+byZC2x1RTb7qtPLkLd1esJcyCbE7bb1zmE4JOmLv64qhBe+c62YdjfG++hFNj3RQdWzA9AMxPnYhq1tMHyKEBtRQCnzPYrRy/2QVWsn63TUkshwPMrKjAjx4ODX/XgsimSq4pRwS5WlWvme0Rrfqe2XgBw96x8rKgsQk1ZAbYeaOKuXdcGRrGnIZj8+nBItHvknllo7gonTXh1ul9njmXZwn5t223oNyyvwPnORp7gePbaIH68/URaawen380rj98tW3NJJBKJRCKRSCQSyTjJZiX7KwA2U0r/b0KIanuuGcCiLO5LYsOtz5vY/1YMMLD+csz2nMKwPQcMscDeUz2Q5+P/FSs/3FDMsvY0HXqT4rYfxaECgQkygBGc2bS/EZRSeFQFBPFAVkIFPYn38qM6xYNzC0373fj2vJ64jXAysT6iUTS0DZjieSPa+ofhz/UiPBq17NdjOPlCVRXsNu3Y2fNjUR294TH+WbPq9qpS/4QFh/GIFmJgcCJBTft73ayPv4nIik3JVJJsHEind7u9Xyn7+6nq0oS+tW48dV8Jfr56IZq7wlyU1ihw3rSLFYnpFG8dbXEN3mdQeI6aOQX4UmgxoioEtRWFqLsaylhgB4x5Y1ddOwDgYnc4dV9cF4tb9hmKrVx2nWrDr59dwkXz3fVBbsu7+3Q71tWWu4o5P95+wiLGRE1Bnwn5dgGHkc4csbKyCB7FcG1RFTJp4vdEe9hKJJI7l2wk4eR640tWHcB7p9sNO3SPgs1rqxOswMWE1YNm2yinezY2drEK8OauMLYeaEpaPVxTVuDoYMXcuQDD4r0nPIbDF3q5+ArEXcNEojHdMm/GdIrX9p3F9x4oS5qoVtca4s8TYrVTj+ngAjtDS2OxVzlrOnrDY5bWX+we4JOmLseEuHS4K9+HOYW5qCr188979+l2vHuqDYQQEAIQc60lXh8nWvoTPgMKo1/8J+e6QQDkeJ0TXsdzv56pU1U6NvRVpX68fvACPr/Ul9GxuP1uZGsuiUQikUgkEolEIhkf2RTZSwHUuzynA0hsyC3JKk6L42QBqKXzAnhgbiEPEo1Fdfzqg7OugRdmR7h5bTW3CjxuBhrsoohOgRXzA2hoG8jIdlchwOyCadzq0O01OjUqzilN3ledPSf2nnd8tfCgDuDAmQ5c6A5Dp0bV4xOLS/Dy6oU40dKfVjU8O+eYTvHmkRbel55b+pvOAWWFubg2MIp3T7VZjovCqJD52XcW8AqUrQea8M7GlRkLDk6BnXW15ZY+826vY4+LQT970DGToKbdatrJ+vibiqzYlEwlycRL8blAno+7aABIOfaw9hJ7G4J491Sba5uOZx8sw+vPfwsA8PrBC2kds+vQm4HArhJgYCTKs61UAjxxb3GC9WqmaDo1nE+I8/N3F09HS++NhHPwqcRSXW5v5aJRw42GudD8YGk5drIe7Tp1rUD7pdnnlwsliCd0sR7tbP87X1rl+v0nnWeI+SESl5MWmEgrDBn4l0gkTkwkCUdMRBJhFdzRmI7QSMR1+6nu2exOIgoh0Cm1iKErK4t4X3QmoIriLXM0YbbuIITfM295uhofN3ZyFy0niEMCmk6B/V90OL/BhCWCERi9z6/03UhLSE/Glb4bCRbvN6Mar+h3azkmPu70mtNXQzjdGuLriLLC3HjSMo0nV9uz25gDnJszDoWxLt76UVNCK7VM79fTdaqyz5OpbOiXzgtwd4NM1g4yeU0ikUgkEolEIpFIsks2RfZLAFYD+NThuUcBnMviviRp4iaW2AMF6djvsqAPq2j/x08u8B6wTtS3DUA3ozsKgCXlBWjqGISmG1buf7NkNvZ/0cH3q5hi9sKZ+a4VDfk+FcMRw0hQ0xJ7AIsY8SgCXU/9OoUQSzKAmDSgUWCmPwcA8EX7gGVbThWUj9wzM6HvMAWgm1aNlFJ4PQrvi7i3IWipymeb03SKps6hBCcCZklo/y6dcBLIxUoadgxu/d9PtPTj2sCoJeiXLOjItuX2nHg9itbHsnJbBr0ktxfs+hP7tooB/lRJMWWFuXhicQn+aPZptfOHpi7eP7Qo3+f4GgLgmQfLcODLTt6j3YlMYv8aBVqvj/C/WeWa4jKPZQKFUTFnx+dR8Nv19+O3H5+3VAA+UF6ADcsreBsSNreKrVwAo5c9Gx/X15ZjL+vRblriin1Y2bberw/yz8ujGEldFPF2KoyIRrHHtJ0XSSVsn2jpR0wz7hs0Lfn4LVthSCSSycLezijdeygmaDtVMysEltZbTttKds/m5CQCSqEoBASUO2Px+dX0W68pK4BHVfj4TiG0iDJt3cUEgOrZMxJEdraeUBWCtffPxoEvOxOSnd3m0pl+H0LDUZ5MTGH0Pk82O/qnqQjf1BIev3tWPnweBV2DN6EqBL03EnvSs7k/meAtrhErZ+bjcu+w1SrffBFzx+oLjzlugyWlid8TS3CYkeNxbClGAbN12SB21wex88WV/HrI5H49VeW7U2sXNk+m085rPGuHW5m8NpGkO4lEIpFIJBKJRCK5HcmmyP46gP9GCIkAeN98rJgQ8ncA/hcAL2ZxX5IMsIsl9sX75rXVeG3fWdd+dwwWdGKW6Sxoo7uUKlr7AgILZubjXOcQKCg0SpGf48HLj1bieEs/cjwKvmgfwKfnux2zNBhMYAdcKh6IIczo1PiHUMqL7Zxe71MJCnK9yPN5LMKLnV11bXjftHS37A/Ajx+qgD/Hg6bOIVTPnoHjQtWn+DpFIdj48AL4c71YWVmE5q4wt553O5dcrwqPQngvxY6BUbz67l94L3qfSvDcsrmWCgsgHsAQBfKxqI5//vSCY6DHycZ9L6ueURV+DKmCjumIKey9LKgkK7fjyIpNyVSRzm/VMi7YAvxs7LAHS8XtJjP9GIvq+MWeLxHI86LOZj3LIATIy/Fg7f2zsS9F5R2DCQwUxrjrVMknwp7TdIrywmkomp6DkhnT8Mm57kwK5DlM2OgfjqAo34crfcPweRRsO3wZ9a3x8/SqBKsqiyxzKXOL2fJ0NT5r7uGtXHw2O9fNa6uxq64NjR2D2HmyDe/XB7Hl6XgClUKIZf797r0l+M33l6C+NYS9DcEEIWM86QWZVPLJVhgSyTeTqRTTMk3mEccwIN4aSgHwnbtn4tUnFyVNHGLn5dSLe4/DOOtRiaXPujgWR2I6dpxsg0cVM24pasoKeNsoPqmZ1ucs2VnEoxBsfaaGJ2xtPdAETafwCIK7rlN4VAIdRr91kek+D/rDiWJ4srmwvDDPscVLT3gMw2MxVzcbwOj/fm1gFIE8H5bMKUB9a8h1LapT4HLvsHPLL4C7Y4lOMAyFgK+hdpxsQ1PHIHd1IYRgwcx80BSL4GhMx+sHL/DrIpP7dbf5ks3J9pZhmc6T2V47TObvVibdSSQSiUQikUgkkjuRrInslNLthJAAgM0A/g/z4X8DMAJgC6V0R7b2JcmcZEHu0EgkqcCuKgQvCuJwOpbpdnQKi0ii6cA7Zl8+FhxJVqmYDn91XwkGRiKWSkFq/ktRiOMxRzRqVlckBpVENB3QHI6OUqNik/XLFXvpMmZN9+H6cASaTvH741d5lbgortgxgkgEB893w6Mq+O7iYhy+0IsdJ6228hGNYsfJNuxpCPJAhRjA8KgKr7anALqGxgBYq3SAxAAQQbx6RtN0PL/CsLZnr//lB2cT7OaBzMQUWbktkdw60vmt2ts7gBBoms6D1f/wb+d5OwtVCO6nEtiBeIVcMnQKS//WdKicNR0LZubjUHMPtDT6wosEB26ibziCDcsrcNBFZBdFfDsEhlj/h6YubF5bjS0fNSXMB4xvzS3E20dbLAKE6Bby1t8u44Fuu2X/1gNNuClYHEdiOnbVtQmfO7XMeZ819/Bq93c2rsS2w5ctDgPVZQXpf0gmbuO3U3BetsKQSL55TLWYlmkyj93pa+uBJj5GpRLYf/TWcUQ0CpUAv352CV54qMLyvOgkwiGEt/2obw1h9+n2hNeIondMo/i4sRM/XTXfmCsAPvFoujHmi+sahQBbn6nhx/LGoUu8Up9SintK/Nj18nw+PgNImAuimu7sye4CAfCVILATIUdg6GYsrW24Jdk5QV0O7cn7SlDsz8FOofUWW1tufHgBhsZieL8+yN2zrBulKe9F2L6PXexD3dXrvG1aumsXp/nS0e3AxN4/fiqZ7N+tTLqTSCQSiUQikUgkdyLZrGQHpfS/EELeBLAKwEwA1wEcp5QOZnM/ksyxB7kDeT68cegSVlYWWWz6CAGKp+egKzzG36vrFP5cr6VaI8erWIL8E4EC3BI9U5bPDyAS01EyYxoeqyrGpn1nHbc/zaNYquBTsWJ+ANdHoq6BFya0KApBIM+wO2SV33ZEi8RI1KgSb78+klRgF5MONE3HzajGrXmdzs+tKl3TdJQ69Li3V+nYA0AAeGWFqhAupovBRQB473Q73hX6+WYqpsjKbYnk1hDI80ExI+JMNBdtx4H4uLCnIQgCQ4xt7Bh0DFbHdIpN+87i6QfKUrqiTCaXem7gat8wn1MyPZZIVMeh5h5XC/rCXC8GRqOO22UPRWI6Pm7sdKyoY1wfibpW+LE5xcmFZn1tueM8UzxjGnzdYT72PnLPLJ4ooOkUexuCfHx/YG4hr9RXYCTapYtdRHeySHZyzJnqhCppRyuR3FqyIaZl8jseTzKPOIZVlfrT2teehiC/B9YosGnfWS6eA/FWGgymWYttNfYK27DDitl1AJ9f6sPxy/0Jc4WmGzbmbPssyU0U+1dWFsGjEEQ1w9GrY2AUACxruZdXL8SnX3Xzfuv2tUIqHPTqW8LNqAZ/jse4pwGFR1WwetEsFPtz8FR1KW+xMp7DIwQoM9dRFMDNqI7N+xuhU5qRCG2fL+3tCth14tQ/fiqZbBFcJt1JJBKJRCKRSCSSO5GsieyEkL8F8P9RSvsB/NH23F0A1lJK/0e29ifJDKeKDTEQvnltNTbtOwudAj03xizvVRRiWQRzi/kPziYIERkUQFihRsW3U8++ZHzRPgAC4Oy1QRw81+0qjKQjsKuK0Q9xw/IKvPBQBXacbMMvP0gU7QmAJxeX4E9f9UDTKbYeaEJVqT/hvEtn5KB7yNobUAewq66d96pnPFhegMaOIcTMitCNDy/A749f5UGINTWzcfxyP3Rb4EVVAFD3qnRVIegctAbNVALHKh17X0vus0/iZsInWvotgcGoZog3bmL9ePpkSiSSyaW+NYStB5qgUwqiGLaxO062YVdde0KgHgBvleE121PENOdKdc3mWHKrYJX1xKzoFtt8lPpz0HtjjLt72KGAxdbdzvWRKAAj0Qpwt6Kvnj0DJ69cdxTEfR4FlTPzLUlcXIihwKb9jQCAFx6qSAh4M/t40S3ApxL8fPVC/Hz1Qkui1NGLvby3r5g0tfHhBcjxZh7kTlXhliw4P5UJVdKOViK59UxUTMv0dzzRZJ50xyh7ew2dwjLWWe7BVQWg1NJuqb41hF11VocWVQF03biX3/K00Q7kTHDQmKeoUTHvpMkTACUzcrCkvBBVpX6L+0ljxyCv/I7pwM5ThuuVWIW9tyEILc18aUVovZWsDYvi8tz8ojy09o9kvEZUFaQ8xmMX+3hveo9C8Dc1pYY1PqV4t649wclMAaCqBJpG+brRqxJQSiFO2R5zvnzraIvl/SxJeiIitP06WVzqx9lrxnfu1D9+qphsEVy6mEkkEolEIpFIJJI7kWxWsv93GBXsiQ2pgQXm81Jkn0KcKs6WzgvgjUOX4n0Aozrv3c0COJTGgySEAE/fP5tb1Vos5m37cwuspIMOpBTYHygvwKrKIuz74hq3PWfWim62vukez4r5AfxizWIARrBsx8k2fNzY6fhaFrRilebsM1xfW24Ro1ZWFjkKTk629ec6h/jjlBrOAWJSRGgkgo0PL8D2Y1cQ0ykUArz0SCWeqi5NCFSIAYyOgVHsPBUP5hHT2jJVUINV4lAAMS3eh3BlZVFCsM9+NulWN4rPS1FeIpk6RDGUCC4iMZ3iNdMNhAnt2w5f5ok1EY2iJzwGj6q42qCL5HoV5E/zoM+hx+tESGbZDhiPlwdycU+JHwTAhe4wrvaPAAC6wmPwqAT3z57BA9r2914fTn2803M8CLvY4eoU+N2fr/Le6g3tIUSiOuYU5qJ2XgDrasvR3BXGwfPd0Gn8fBiaTrF5fyOqSv2WakRVIVhfW471teWWucE+/jPYPHBtYBQ7zVYjMZ1i+7Er2PjwAjR1DmFNzey0x9hkInp9awgdA6PwmC4sqYLzkznGSztaieTWM1Ex7Xb9Ha+rLcd75r0+AH6/z7AnNTd2DFraK71x6JJFNCYAnl9uzLe94TEcau5BY0fcAI4CePGRSgyNxdBnuox91tyDmCkQdw2NoetcNw6e6+Z27U5zo04NlxWxCvuRe2alfd5srlSJcTz/8vkVSwIbYCR8bfleDfb9JWhp3QUAQ6NRntxFkd76TCXAiw9X4q2jLY6vv3tWPi71DlvON6ZT69rLlpz81H0leHBuIf/ORKeeTfvjidXMHaCpI/E+gQivEfuru83L4vPimtzuFNTc3XTLK7ynQgSXLmYSiUQikUgkEonkTiObIrs9uV+kCMBQFvclEXATKUVhU6xcCOT5eEBCh2FNy2wEGcvmBVDfNgBNCFZ4BDvClZVFUBVYMv7dAibjrm638WVwkNsjMjwqMfqH2wI9rPiakPRc9xraBtDcFeYV/smCPwTWc2KfIQA8VlWM7qGbWFVZhO3HrqRzWoBw/ATxqnQnq2DW81js6ecEC2DUt4YMa8uYDoUk2kky7NcQq2RgnwXrQ/jOxpV48ZFKbDvSYlRUqobok4xUwoxdgLefs6xClEjSI13h0l5BpWk6T5zRKbjACwCfnu+2vLfYn4PVi2bhk3Pd9s0mMBrVEdWiE5oD7pmVj5b+Eei6UZVOdZpWcP5q/wgX1u1oGkXJjGlovDb+Tjap+s1GYjr2/SWIuqshfu5DXWFc7L2B6rICbPmoiZ+H0XrEWq2n6RSvH7yANTWzocNsqwKguSvM5wAAPAGuvjWEvQ1B9ITHUOzP4YIOYLQyUYTkKM0U2nVKUXf1OgCk1V/WrcJNHMc9qoINK+ZivbB/O5NdaS7taCWS24PxiGmiWOnzKIhEdRASb82U7H2pxpVsJPcsnRfAuy+twt4Go++601gn3r+PRQ1XqeqyAn5/7VUJv+/3ehQ+J7glr13uG8bbf7vMch5bP2qyrIlStUdhaxeWIDwW1Q2reZcqefYe+1MaBQ582QFNeBMhwFOLS/Dy6oUAgNVVxQgNR3Cxd5i/JjQSxcuPViI8FkNDawjnhV7ublCAJ6M5UTlrOi4J+0iHx6uKLa0B/v77SwAAL/2P0wlzcFPHIHrCYwnbUEznAbbYFK89nRqfW443fg0muzZZqzG2VmdJGRNlIte6FMElEolEIpFIJBKJJDMmJLITQp4B8Izw0CZCSK/tZdMAPAKgbiL7kjjjtnAXhc1IVMem/Y3Qzeqy55aW8ypvhQBNpqWgVyWIacZrCvN8CRXXMZ1i0/5GNHYMYn1tOTYsr8A7J9ucD0wgW53lnLYT0yieebAsoWKcVXIQpFfRrukUHzd2phTYAeNzmuXPsWz3d8da0Hp9hFd1NF4bdA1aJWNeUR7+nx8+CAB449AldAyMWgTq0EiE91PccbINm/adhUaNINmvn12SIKCnU5Hgdg29s3ElD+JRGPvf2xDEnoYgAONz/dl3FmTcJzOQ58Mbhy5hZWWRowAP4LasXpJIbmeSJVY5CQDiuNDcFcZrZrsQANBNq1LAOnYSAvhzPNhdH3Q9DgKgIM+LAdNWnVm369RZHJ93Vx6GIzH030h0RwFgCdI7uYCMBwokbS8CTMyZhWGv5AOMOcver91JHKEwkpuOXeyLOw1oxhxMqdFzFpQiplN4FGKM0cKks+t0O75bVWxUPJoJCqppPawQEndiiaXfX9ZtPhHHcU0zKvaTjdmTXaEq7Wglkq8n9nnsp6vm84Qg1prJ7fecalzJVnIPEy/XuSQSseevDYxy1zDRJQYAFs+eAZ9HwaISP9aZziRRF4EdMJLd6ltDFseSmjkFCYnHIgqMROQH5xairjVkzDGEQCEUmm7MMYeae5LOc25PBW292yk1HGM+aerC749f5edt39bbx64Y9vlpzq06NfqtJyPTufp3n19BW/8wYnp8zmvuCuOPDomDO0+2Ydn8xO+YrTE1LXHdAoCvmdg16HZt2h9v6hjkovuehuCErtFsXutyHpVIJBKJRCKRSCSS5Ey0kr0YwBLh74UASm2vicDo0f5/TnBfEgfcFu6isAnExYlITEdveMxSxbj7dDsP1L/wUAXW1ZbjzcOXHfen6RQ7T7bhvbo2lM6YlrUq9fFCgaQVlZT/K/V2kvXQZSgEeHBuIXrCY4ZwZEaK7JUUGk0M/Igtzt0CQi89alSB/OjtE+b3Q+AxK03tlYOb9jfGKxMpsGnfWV596tQmgL3PXn1jT8hg1vAAcL4zbkChqgqvfmGi0PZjV/BUdWnafTIDeT7uFuBRFaxeNMvx/GQVokSSGZbfcRrCqTgusP9uNpOxfN747y7Hq8QD5uZvPpnY7fUoeH7ZXLx5xOhhSgF8q6IQoZGopQc5o/W6c7X5ZJNMYJ8xLdEKPhuiO6PPtKwXRXGnbTvtjn32zHIXSHRyAQxBXhQNiE6xYUUF5hTm8nE4GjMqRJngno7g7VThlmnl+FRUmstKPInk60eC6Ng5xBO0Uo1PyRI6kwmdmZBO+yPR1UN0ENEpLMlsAPD9b8WFeq8n3obFvrYS+74z4bO6rIA7TokQADOn+1CQ58OT9xbjraMtPInLPnfb7d4nwtX+ET7vuzGeRDlK3Ou6KZB2+xqGeB8SjenYdviy6zpSh5EsJ87/RvI2AQHl11ljxyA8qoKYZlxfCgwr+Y6BUdS3hlznPIurkELQeG2Q329NJAFtKq51iUQikUgkEolEIpHEmZDITil9G8DbAEAIOQTg31NKv8rGgUnSw23hLgqbZ9oHLMH2mf4cbF5bjY8bOzHNq+JT04pP0ynKCnMBAOc73KsjjKoMayXDzOk+9A9H0rJmT0WmYsZwJHmVQ7qbOt7Sj8dMG2S39+jUuTrRiaoSPy50h6HTeKWiRyGorShM2EbpjBz8xycWoarUj1/s+ZIHjGIaxV/dV4wHzP6BYuWgPVilU/BKc6egSH1rCD96+wTf9nt1bdiwvCIeqIvq0GFUTx6/3I/v3luMmLkPAuAHS41ewO/VtfPHNZ1iT0MwZeCFCR5vHLpkEQIPnuuGVyV4fkWFpSpIViFKJJkhzgWZCqeA0YNdtFAVf4uvH7yAzy/18XmCKQBOvdFXL5qF42ZlF6PuaghKdk93UrFbwasKQemMHFyzVe+Nl/NdYagKsGJ+vC2LnVTzYCZTLQFACEFNWQH/jpnTgSi4j1fwzrRyXFaaSyQSJ+xrmjU1s1F39Xpa45NbQie7F85Gck8q8dLu6vHE4hKL3bl9TP/d51fwwkMVWDovgJ0vruRJsDVlBdj8YSNipgjuM/u+7zjZhs37G6HpFF6V4LGqYsz056CmrABNHYO42B3Gqash9N6IoPdGBC29N7KWHHaruBaKtzNTbW1VgtdHoGnpC+wiBEby8Kfn3dd8DGo6hlEK+LxKwvxptOQy7OsDeV4E8nz47EIvdp5q4xXpTnOe2Jf9/fogzl4znMMUYEIJaOlc66mq1CfbcUYikUgkEolEIpFI7iSy1pOdUvp4trYlSR97sBqApXKDVT181tyDqGYEZWrKCizVxB7FEGRYRv6Gt47zwE669N2IAMhO//VbFRA6ExwEwfh79NoxhBSCsoK4OKPrFGNmxYIorHSHx3DqSj+2fNiYUJU405/DLeIZYs90hu/yl/YAACAASURBVFcl3P7XKSiy7fBly+tjumE5n2MGjD5u7OTWxDGd4tOveizXBqt83/pMDbeppwDerw8m7b/rdNy8Gh7x5A7x/bIKUSLJDCeBIVMxQZwz3jh0CYE8H0IjEVTPnoE/X+4HKLW4g9jHaoUAhy/0OlaVjS8MPrnM9PvQF46kfB3V6bgEdkPcdp7TNN3oW1tbEXCs/ls6L4AGFwHejTyfirKCabgr34cvgoOG+EAIdJ1C0ym2fNgIEIKYZk3CckqusJMqIJ/pmC3HeInk681kWEk7JeAkG5/sx+CU0MnuhV95/O60knuSnVcq8dL+/GNVxaAA/vRVD6hTyxRbZnJZYa7lvEXnKXtbl4hG8cm5buR4jfvzFx6qwE/+5aRle193gd2OXU9Pp6+7iGpmBqqqgscWzUJL740EJzKneZvCuDZXVxXz+yJ7yyudxqvkxSQ51mpL/G4B63U2pzA3XgVPgO/cPROvPrkoaTuCZNdwqkS2dKrUp8JxRiKRSCQSiUQikUjuFLImsgMAIcQPo0f7Ihi92C1QSv+3bO5PYiAKI2zRrBCCrc/UxCskXlqFPQ1BEBg92MVKi+dXVKCsMBfh0SjeOnI5Y4Fd5FbFc+7K8+K62QN4ImR6/KmSCjSbOKMDOHttEB6FYEHxdB6QoRQJfeUBI9hSU1ZgSZwAYKl66Q2PYaY/B+trywEY1ezMepBZFbr1G2SVrqGRCF59chGOX+7nVeqUUjy3vCIhMPTCQxVo6hjEjpNtlp6EqYKf7Ljf2Wgc9+7T7VzAl8EbiWTiiMJlOsKpE/WtITz/1vG0bWQtYyAFYuOsKrsV3Fc6A0fCfSlfN94zur+8AMUzpjla0XpUgkCeD//4yQXH9y4q8eM/r1nMRZYZOR6LGO+12c0DwEhEQ0vfMIIDo9jydDWaOgbx7qk2/v0Yr6e87QdzIUkleN9OtrGyR6xEcuuZzDHBPh65jU/JjiGZy1cmYx2rWBZF/GTipWt7JIXgueUVGB6LWe71a+YU4Cf/chJF+T4c+LITmk6R4zXOBYiL7oDZzsU2LdvdatbUzMbRi6nntKng7ln5COT7UJfC/UsBUFk8HaAUlbOmo3JmfkrbeTdUwZ7fjkcx1sWsAn3z/rNwcpmnAIjDNtqujyQ4JGxeW21JHGaI35OiEN6WjV2nABKuM/F6TSawp/u7S3atp1OlLh1nJBKJRCKRSCQSiSR9siayE0IWAvgcQB6AfAC9AO4y9xECMAhAiuyTiDWjnmLz/kbeo3vb4cvcEo9Z/AIAUQjWmRUS/+V/NjtuVwFQNN2H0GgEseTO7LeM3BwPkAWRPRmqWV1wRAhgjSepgFkur1hwV0orx6XzAtYg3bK5qC4r4EG/33x/ScJ7ROtBZlVYVeK3vOauPC9uRDRLL3RWpS72cl7nUqG+rrYce0wx30kkdwsEMYFkXW051tWW39LgjZtYI0UcyZ3AeCuFf/vx+Yz6tFoCy+YDxOG525EjkyxGNHYMYoFDOxMCYOv3atDYMciTmuzP94bH0NwVtiQ5VRTl4+PGTqypmc2rHFmyE4MFzUMjEZQV5lqD/cSY82MaTduFpL41hNcPXhi3bWw2x9PbSeyXSL7J3A5W0smOYem8AHdoWlMz23L/mWwsErcZieqW++F0xpv61hDePHwZPUM3UTxjGhdf2Zj7h6YuAMZY/PDdMx2TayNRnSeiRjUKhQBPLC5xdTXRKXC4uQdn2gcAJBeap5JLvcNYke9L+hoFgKIA+T4VG5ZX4IWHKvDLD85aXkMAVNyVh9brIyn36baeIgA2PrwAVaV+7GkIYsepNkeBnW/H4bHuoTFsMq36gfg8u3ltNXf3ctpvUb4PPeExy3UKwHKd7aprwyP3zEKxP8d13QVk73dnT0IJ5PkSkrkB6TgjkUgkEolEIpFIJOmSzUr2fwRwGsBzAIYB/A2AMwA2APi/zP9KJon61hCuDYyCkLiCrpv9st+vD1rse8UgREyjaO4K4+PGTtdtE4Wg90ZqS92E98EIJE1FsGdo1Hp8d+V78cOlc/HRlx2ONr8KASpn5ifYBLqhEuDXzy5BaCSCo6al+kRQVcXoj1vit9gdKmZZKIVRqbioxI/61pARiNEo3jnZxl/nFvRbOi+AEy393HowGtNRMmMaIFjh/3DZXAyNxUAAS0CnqtSPHy6fm/C4nVQVDk6BIAAJAgmzwZ9qYTtZEoAUcSTfVOpbQ6hrTV515p+mInwzebZVtod8p97vt5pUPdMBw9qWuZWIUACHmntw+EKv5XGPCsQ04/k/nuvm7iPTzMrGqlI/QiMRnjxXVpiLlx+txPZjV7hYT2Dt5coq3hVzDkvHhYTBxkMmFCkksz6x2R5PJyIwyOQpiSR73EorafZbDuT5XI+hvjXEE1Trrl4HAKF3dtzpK9l5EUKgmxbvye5jRfvvDdv+LIi38XtuHUBfeIyvxSgFLnS7WJ0T4znWOkqjwCfnuuE1jyvBcR7AqRTV4pmyuNRvfA6ajq+6wuO2nb/S577GUmCsOc53hXEmOIgzwbP41+NX0R0es7xu4ax8LJg13SKyO82/HpVAgbGutYvkFMC2oy1460jLuJ1pWHsrhqoq3DKePUrM420LjSIW06HDEOed5k+fR0EkarzmTHAQwCB8qpH4zhDnLQDoGBi1tPEa7+/OzXFBrnskEolEIpFIJBKJZHxkU2RfAWAjALY69lFKNQA7CCEzAfwTgG9ncX8SE6tNvNFzjuoUPq8CAiM4lAxW6eFmMehUPSFo+a5QTF01hV30efSeWWjpG3bto7tsXgDPfqs8oWLCjedXGBUWO062pXXudht5+98PlBc49l8nAJ5/qMKwKwRQXVYAn0fBzaj1O9SpUQVhFxncgo+PVRXjUHMPohqFqhD87vMr3LqQBXTsgogY6HEiWYWDUwDWTSC5FcL2iZZ+LhxFovFjuR2qsySSqcBJdDzR0p9SyR4em3o7k2XzAhMSEXwqSRhrx8P0HBU3zPOfaK/bc51DCdb6bk4xrLJxT0OQu5qIvdU3PrwA249dgaYb4/vmtdV8bAUxZh9VVVBV6ueVfG7ClHhNsPGQwhBEnPrEJhOvsz2ejlfYk8lTEkl2maiV9HiTXlLZuTPsY8/HjZ2OTl/p2L2ncx/L9um23CIAuodusuEYFIZbiROUGudpeQzA6kWz8ODcQgTyfHjryGVc7U9d2W0n3bnwq64wF4a/90AZRiIamjqH0Dt0M6O5NFmCNjX3I+LUY/1y7zCu2M71ycUl6B66aYrTxue7YdlcrKstx+sHL+DzS32J1vpJEvUIgHtL/a493p3WdD9YaqyROgZGeSKgVyX47Q8eAAC8fvACjplJ2QSJ8+c7G1fi9YMXLGvvqEZ5MgdLko9pxtqegkA3xfUNK+ZaXGjG83tia7hffXCWr4fkukcikUgkEolEIpFIxkc2RfZpAIYopToh5DqAMuG5RgAPpLMRQsjfAThCKb2YxWO7oxGDPpQCT91XjAfmFvIA9G6hkl0BAFsFQK5XRVWpH8vnBxx759mDCx6VYE5BblrWfbcKJwtGkesjUWz5qCmtbanEELvrW0PY8mFiT0Q7RPjACIy+vDkexSISRWK6o8Du9SioLivA1gNNGIvqIGaA60RLP7qGrAE5nQKBvLgVY7Lg44mWfp4soekUTMsRAyrZFERYoHJPQ5BbR4sCidgv/lYI24E8H7+mdcQ/x6mozpIVlZJbjZvouLKyCDnexKQekVQJRpPBRKv0siGwA9lNMOgIjaZdmU8I0BMeiycGmb3VAUOAb+ocgk4NO2JKKUIjhrDBHE0Mu2Idrx+8gFefXOQoju042catcL2q0ZqkxkzycusTm0q8zvZ4Ol5hTyZPSSTZZ7xW0hNJerH/lkMjEe6IJGIfe9bUzMbxy/3Qafw++M3Dl/GguVZys8iuKvUnjDduY9rKyiJ4FCQI7WxJ8GVwMKG1x5zCaegYvAlKrY4tTvMsgXGvuquuDXk+Na3Py066cyG/P6bGeiod55ZMSdfpzF5BzpzIBkYiltdUlxXwvvTid50OFIZ7gEc12qk4Pa+Q+Hfk9RhuZKLTCwBzAQh+HExApwBvW8BYOi+AV59chJNXrvM1uqoY3/GP3jpu+a6M0zfn/JjO11VvHLo0oUr0+tYQdp9u58fPqvMlEolEIpFIJBKJRJIZ2RTZLwCYZ/7/XwD8nBDybwA0AH8HILnqGee/AphBCOkFcAzAUfOfLyil43V5u6NZWVkEj6rwirPPmnvw8uqFfJG988WV2NsQBAWw3uy//tq+szxg8sm5bhy52ItH75nluH0KwD/Ng7vyfIjpOjoGbt7WAns6BPK8uNST3uWkUWDz/rOYP3N6WgEqe7CsqXOIB0QAI0lhwcx8XoHBeOq+Ery8eiG2Hb7MRS5qBrgevWdmgsiuAFxMAVIHH9k1Ir5fDBJOhsC816y83NMQxDsbVzr2i9+8tnrKbUdDIxEeNFRI/HO0izgAHPsUjhdZUSm5HXATHVkf2837GxN6hRvF04QHu1UCQPj7dsKeGJYtsrnNVNuyOKYQw17e6T06jJ6vipndZR/T2bivU+DoxT7UXb1uadUBGOOS2FM2qlHsONmGaV73SlEgtXg90WpXJ9IV9sRkpltpbS2RSKxMJOkl3d+y29jDxjkKY+1z8Fw3crzu92IWlxeH7QLWe8RdL38bv3j/jGMrKieb946BmzypyZ/j4Y4kTmN9+/URi/uWQoBpXhUjkcl3l3HtdZ6Gs5cb451PdQq8eaQl4fHGjkHeJiDZfQkBMK8oL8EJQKPAHH+OqwMapcCGFRUoK8y1uBqIe9I0Y72ztyGIxmuD/F5EXGeILJ0XwJanq3mCm6IoONTck3Kt+e6pNuzmVe6JbQ0ySVoRW808tmiW5VqXSCQSiUQikUgkEkl6ZFNkfxfAgwD+FcAmAP8TwBCMGLAHwE/T3M5d5nYeMf/5zzD6vYcJIccBHKWU/iaLx/21Z+m8AH6wtBw7WZ9VnVoW2fagNFtAMyiMzPjuISPYw7L4xSV++GYM4ZuxST6TqWNRiR+nr4bSDvLEXHrruiEGvsSqCALgu1XF+KJ9IOE9FEBzV5j34RVp7BhMeMznVRAejeIn/3ISa2pmJw0+2q8RAqByVj4esr0mm4KIUyD1lcfvtvSLj5jJANkWYlKR6rOaLBt7WVEpuR0I5DmLsvWtIXzc2JlQAUYALJlTgLPX4tasNXMKsGF5BX53rMVRULiVTKbsn6moQMx/3FK6FBhj+f1zCnjFvkqMz5dVPuo64HZWBMCBLzsR042+6z9dNd8ypti/S7E9BuNES79jReFY1L1SFEhP8BpvtetE2HGyDZv3N0KnlI/dUz3HSCQSZ9i4ETH7nouOTE7Y3X/e2RhPHE6Gfex54aEKNHUMYod5HwwgpUV2MocowLk/+29/8AA2bDuekKjGMPPTeCIuE9V/f/yqq8AOJFqp63TqRHZXKFCU70X/cDTjt2Y7P48AjsI3AVBWOI2L5wRA3w1nq/5rAzehKs7JgxSAP8fDBXbWlov1VWft2nafbkfUNqH6kiSEhEYioMxhQdPRM5Qo8tudBDQK6OZ56tRoE6Mi8z7tFocxVcFnzT04eL5bJgFLJBKJRCKRSCQSSYZkTWSnlP6/wv+fIITUAPhrALkA/kQpbUxzOxRGJfxfAPwzABBCngLwKwB/BeApAFJkt7G+thx7Xfqs2hGr2xg6Bc4EB+FRjEBUQ2vItTfdnUB1WQGWz59Yn99kuAW9PCrBZy5VCp+c68aVPmexKtfnAWxBrL+uLuXVHEcv9uHvv78Em9dW4+PGzgRbQsC4Rt4/3Y6IZgTxLvUOo6VvmFeZA0grcOmGPRDqJsAE8nw8WMQs71MJMdm2WE8noWAyBHFZUSm51YiVXvb+3aL1Ka/AgiECb1hegabORujm+PFlcBDN3U1YMqcAuM1E9smE0PRF/Htm5eMffvAATrT044O/XHNM1FLM7wAAGtoGENONirSCXC9yvPHgt6bpCUK4YV9LuJijU2D7sSuoKMpHaCSCjoFRaLY3KQpJGHdWVhY59uolBK5jFBuTk1W63wrqW0MWJ4aIkOB1OxyfRPJNR3RM0XSKrQeaHPujA87uP4DRrzoS07HXvH9N97e9rracv1encUenQJ7P0bVIvA+MRHVL8s762vKEe0T2no0PL3CtSl82P4BAng+fNfcgplEQQnCpO5y0TYsb14fde55nG6c5ggLjEtizjUclWFdr9EhnCRzs+/V5Fbzy+D2GpbopiN9I0volWRX8tiMt+JfPje9VTLoI5Pn4nLvjZFvC+xYU5WNPQxCAtUK8vjWEawOj8JhzvNejYFVlEb68NsiT+RQCPLG4BH/6qocfm0cBQOJJ8YQAG5ZXYJ3Qpz0dxLXQtYFRvHuqTSYBSyQSiUQikUgkEsk4yGYluwVKaTuAt8fzXkLIYsQr2R8BMAdAE4A3YFjH3/FkKiomEw2dtrW41J9gVw4YFdsNrSFc7LlzBXYCo3Lg2W+VT5rI7sY0j4JwkuDOaNT63F35Xvxw6VxUFOVbbCIBJFTD/7dDF9E1NAadUpxs6UdTx6Al4LJ0XgDPLZtrqeJhwZS9DUHsrg/yxIv3T7djy/dq0hZP3Kq+na7J0EjEIuA5WSims+2JkkrYnwxBfLLt6CWSVHOHWOll79/NHlcAfOeemVhTM5uPAc1dYYsrBwVwM6qjborH0GyS61UTxtxUUACzpvvQeyP5uEUAtIZGsachiJqyAlTOzHcU2SmlaOwYxN6GIBeGKYAjF/vw7INluKfEzz9/ZnWsEuDFRyrhz/UikOeziMqaTrHJbAejKoaoLlr8b32mJuG6WDovgJ0vrcJvPz5vmRNfeqQybeHrVo5f4jV/oqXf1r83MangdiXbyWQSye1KaCQCndKUleROyY4AXBMgU/2GxHswJoyGR6MJzhfsveJ9ILHZclNY+7MH8nyWcXHrMzX4uLGT9+VmnG4NARRQFICY4/NUr0XGQ7r93G8FG7+zgCcLrqstB4GRTC0K4CwJ2f59ZAIFeJW6U1uu+taQZS3FON8VxvmuMN4/3Y6dL61KcMvyKATPr6hAdVkBth5o4pl8BMY19vPVC/Hz1Qstrd/2NgT5eo7qFGWFueOaN0T3rnST9eVcJZFIJBKJRCKRSCRWsiayE0KCAI7A7KGebuW6w3Z6AMwAUG9u7xUAxyiliYrwHUq6AWz7Itepd6CT1eHWA01JKybu5Ap2wIhdhEej+OAv18a9DWb1mGnv32QCOwCMxTQsLvWjO3wTg6NRDIxE8fvjV/HOxpV49sEy7Puig7/2wbmFlp6CQaGPYMTsqbvHVuXDq3gEe0OvR+GBTvH9m/ad5UHEVCJKsh7P9vetrCziFZrpiNe3ymJ9MvoJs+1Olh295JtNOteUW/KI/fFXn1xkES7++dML4z6uyeqRPhEUAtzMUGBn71tfW45tR1qSnhNrw8Kq2oyqc6vlK4Ex/hLztXa+aB/AT1bNx56GIPrCYyAKAdEoVFXBU9Wllu+WiUSExEX1mA4oiAvsv352CV54qAKAc5B8dVUxaisCaOocwpqa2agq9fMkIAAWIft2aXvhdI+T4zUsfBWFOCYV3I7I+UDyTSLdJEa31zk9lu5vSLwvrW8NWazdI7bxzC7Kbz3QxPe7vrYc62vLXcfF0EgErz65CMcv90Ec3lmFspakDQhgVCtrevpzp0KM421oC5nbvj1hdvnZtIvfdrQFB77swLWBm8a6RSVY91I5mrvCeI0nnRE8ff/sjLc936F/O5u77dft0nkB7HxxJV774KzjWjqiUWz9qAmbn662XC8xUyQPjUQSkh3FezH79cys6VUHh5pMSXfNI+cqiUQikUgkEolEIkkkm5Xs/wij6nwrgCJCSAjA/8/eu4dHVeb5vp93VSWBYG4GQhJCwIAgJrQ2eIFuFe3WOU0f1Ba1be3TM71nFNzH2fP0c2bv3f10t4xDT/eZmb3nOZ7ej2cUne7eZ44iclFbZ+hRvIAol5AMSCKGSyAXciOhcoGEVKrWe/5YtVattWrVJUkBCbyf54mYqlWrVqrWet/1/r6/3/f3KRHRHTggpUylqXcI8AGZkZ+MyO9XDakEsONZKJp2v5om+MYNRRTlZDn2tb2u3TOYn4iJKJCMl2QCiRth+/8Mn0AHwmFJhk/w7cUlHGzpZWqGzzOokuXXGE7xM+8eCNI94KyQNM+B62fmWCKNJuD6mTn80Y0zPXu4g7PXJEQFEncVjxmY2eKqvjCLVlIRUdx9/U73DlHTFEhaSZSKeH05LdYvZj/hiSRUKa4MUjmn4l1/bjHBHDfAmFfciVk+gWcfby8m4vxRdE0WHQPefVkTIYGXd49u/oDouO3XBFJKhCaoLMnlsVvLWVic41n9lj81g8c37ImpIAyHnd/tE7cb+9jb2MOhll7HnGB/pelaEC/5zut+wqyyM6xpo9tPlLYXXsLWpeq/ns5qPjUfKK4mUr0PNK3l3W2QvF4br+rdvd1onS/s94HmOGvOkcsqCmN6dNsr2/c29rD+wcV81NBFV/8FMv2aw/3Fpwn0OH3YU12qaQLuXTSTtSvmsbexhwMTpCpeA7z+BMNFJ73vJWVsovGLO0+w40inLalBOhKVE+HToKo0j+UVhfxuzylrHSyI2revXTEv7hpn1U2lHOlo8Nz3odY+Ht+wh28vLnG0zjrY0ss9C4viJjt6IiJHJkT8bUZBKmseNVcpFAqFQqFQKBQKRSzp7Mn+D8A/AET6sd8B3AX8J+BvgSHgmhT2UyqEmI8h2N8F/HdgrhDiS4zK9p1Syk3pOu6JSCqiYrxgktlPN6xL3v+iE7+Go9fbyqoS9jX2WEF7TRjPz5s+zSEQm4Efv08wf8Y1V1x1+2jjOxK4bW4BKxYW0dY7xMb9hkVfMCx5OxK0ibfPVAX2eNgrFPw+47zw+zQruLfr2BnrXADjOzW/Py8Ly1efXGYFBe2Bx+fur+Rnbx2OCX6Z7+8WFNy/v/rkMsN2/kALr+9vTtgrczTi9Xgryu3HCbEBV6/tLkXASPVnV6SbZOeUaQdq2o26r2OAQy29fHCkE11CVka076wdMQqBfaIyFoEdItV3Y/jbTdvXdasqqW/rY/OBFg6fNvrav/rkMh5ZWhbTy7V3aMSyprXvJ14Fnfl9fnz0TGSeEAiM+wH7a+z3D8MjOpuqmxNbMoeNP9pM3LqUQnYyvM75i5kcZZLuaj41HyiuNlK5TmuaAlYCUPWps1bvdvt498JHxynIzozpbe117wuMy/nCfM6dgDQS0vFpgifvuM5q4+FOXDKP9/ENe4zqY59gyex8apoC45pPpYQZOVmW0J/h0Tv9clCSP4XTNuH7UnOy+/yYxXypwx9VFgPRdTUAkXufj4+eYe2KeXFfX5CdmXD/9rWjyftfdPLJsTNWn/dkc+vexh5C4ciaPzx6sTvemifZWkjNVQqFQqFQKBQKhUIRy8XqyT4EXIj8DGPEhZsTvsKGlPI4cBz4LYAQ4j7gZ8DTwFrgihbZUxEV4y1yfZqwbA/BsBr87q1lzMqfGl0IC4HACPB8Y2ERM3KyWL3EsNXbVN1Mll8D4OzgCCe7z6UksGdOkKDOxaSmKcCPVy4CYNOBFvRwtH/ueDHt570IS2joGGBhcU50o8i/dnH79f3NhCPVkn9t66fuFlRe3HmCTyLCvD34Z++VbufuhUU0dAw4elZ6VT4unVNgBH10mfYKB7e9Z6rijrvnob0a0y6KXA77w4tlR6+4ekl0TtU0BXhswx6rr/obB1q4Z2ERO4+eIRQ2ro+wlA6bWTO4rEV60ZqkuwrtakAC36os5onby3nho+PWOBkc0Xl+x1FWVpWQ4RMOUX3E5fmb4RM8estsK0HCC9OuNlFi0bKKQvyaMWdLoL693yFOuS2ZfZGx0/68W+Qa6xg23uSmyzWOpruaT80HisnKxUxQTHSd2e/b9Ej7pgyf0dt6dcTGPVk/97EkDG2tbbXmxmA4mnUV0iWv7D7JprXLE7ZQ2rhmuZWQWn0qEHcN4RORhLYklvF+n2DzgRZCusSvCe5eWERgMEhNU8BKvr0cjmQDF1Ixr7t4HO86N+bX6kSFcvvnZt77BEM6L+08wYY/vsV6rqYpwNbaVsv5zHQe8/rs430f9j7vXnOr/VobjYOYm3hrnlTWQmquUigUCoVCoVAoFIpY0tmT/c8xqs/vBGYABzFs4v8LRk/17hT34wOW2PZ1B3At0Af8S2SfVzzJKjziLXLXP1hl9Z8DI+BkD8j/9M3DjET6velhyYdfdqFLyeaaVu5eMIP6tr6kFoUZPkFp3lSazkZ71H17cUlcG77pOZkxFuijJcsnGL7EIv6s/Cm0912wPkuJEfB75p75zMydwunAUNre66ZZeRxs7fN8LqxLfv7WYe5dNJNQxFYyrEtH0G5rbatVCRPSoa6tj189tNjah11Q+fDLLqSUMYFHswrIPD9MPmzo4oMjndb+g7a2A+4AoiPoownaRhH0SYXRiuGOQKerGtMerL2cfd9VgEqRTuKJn1trWy2BHSAUNtxOTLySpCSGZWruHf5Rt9i4mvHZ+s3aP7O3D7ZRnDuF/uEQfp9GKKSjA58e76b61Fn++oEqPm7oorYlQPdAMKYK8M++fh0/+faipO/vHle8guSP3jKb1/YZjixSlzxy22wrGc/Lkhm8bZe9KkXHkgSVaDxPJuJdjnH0YlTzqflAMdm42AmKia4zu9gNWPfGpflTrWPI9GsEQzpCCAqyM1lYnDMu54uapgBbalrjzoW6lNZY5baOt8/HZkJqvP1oAr6xaCZFOVkxDidu5s+4hi87BizR//0vOtE04eh5fkNxziV3JOu/xCJ77hR/2t5TEG2vognv/vHvfdHJsl/t4Ds3z+K+ymJHaxcjL02gIdGEM/ldAGvvquDlAwoIxAAAIABJREFUTxodDgZ2l5pkLeFM14TVS8roHhjm44aupA5idtxrnq21rext7OF071BKayE1VykUCoVCoVAoFAqFk3RWsv8ao4L9n4C/l1K2jnE/fcBUoAPYDTyHIawfllLVz5nECzovLM7B7zOCSj5N8NwDVY6A+OYDLQ7bOz0itgZDetze3m5CYcnp3iEERpXFmjsrqG2O3wNwvAI7cMkFdoD2vgs8cFMpbx9ss3rxFWRn8tq+5rQK7AAd/RcSVj3oEj440ulZbQjOnvHu392Ciq5Lw1JeYAX/HnvpM0K68dgTt5fTNTDMji86IzaEzkCgJgQrq0qoPnU2JvBpJn9srW1lS00rG/c3szXFoE8qjFYMd4v+7mpMr+2U/aFisuMVoE3UsdN8zmuU/fUHR+k5P/4x3P1+i0py+KL9ympDYhKOjOPzZ0zj2Jnz1uMSeHFXo1Vxubgsj89b+6w5ODAYZO2KeTzy4mee+61v7x/T8XjdL6xeUsbmAy2GbbEmPKvj3Q4ibuzjcTCks/6deo50DHi6hXiRynh+OVxGUkFV8ykUFz9BMd515iV2a8S20rjz+hl8+GUXYV2y/l2jNcdYrltzDD3U0suILRPZfb+uCcHA0Ah7G3ss22+7dbwmDEt6u5uIF7qEHV90cuf105Mem1s8N+/z7cRzqprILCrO4cSZcw6BWsr4f0M6RX0JDAyNRBPiIrbs7ihER/8wL+5qpKY54Pgu9cjG/ogY/pvPTlltd3w+wX2VxZQXTuPZt+us1mx2l5oXPjqesCVcSJfWvYRPE4QjCRvDI4Zgnsz5y1zzBEeMY9p8oIWwLvH7NMPVyNViRqFQKBQKhUKhUCgUiUmnyP4fMSrPHwT+dyFEHUYP9V3ALillV4r7+U+R7U+k68CEED8Ffgm8IKX888hjAvgrYA1QAOwDnpFS1qfrfS8WiYLOZo82ACkl2+varR6G22pbHVa0uozawY4m8GIu8M1fdnzZNS5bvomKLuH3EYEdDOHk528dJn9qRtrfq2tg2BLQhSaQuozp0RiWcF3BVG6vKGS1SxBZvaSMNyKCSYZPsHpJmeO1pqBiVrNrWjSg8+LOE5Z7QVgax/L0inl8cuyMZUOIlITCEiFgSXk+9W19cfsGWlU64ahF/V++cZA1d83jidvLx/U5jVYMdwdowbsa0x4QVYKJYrLjJXysXlLG5ppWRkI6QhiVVlISd7wx6eiP9i7XgIqia8Y93ku4YgV2EwkOgd393EhYMjN3ChLDwUSXcKill0MtvXHt+FdWlVj/7w6eJ+qvat4vmAKPNQ6LiOwinCkYXvs2+whn+AQb1yx3OJeY59ohmxuLXRiIJ2ilMp5fLpeRVFDVfIqrnYuZoGgfh565Z77jOftaRwD33TiTm2bnO8as77+ylwsjUUHcHD+euWd+zBi5rdYQ7L2Sjcx9OXpzY8yhWmT+1DRBOCwt8VMTWOsz+ximS8mzbx3mqTsruHZapmN+dSOBXcdSMoGzEML4PPw+DV3XLav5RO8zUTnRfZ6bZ+dzwGZ7fynZ8EkjUoJPM6rS3YkLdlrODqJh2MzbkVKSMzWDR5aWsdHmHLOttpXS/Kn84sEqz3VHqi3hJMY5pUV6xUtgS00rD0fWgPFiBUvnFLBuVSXr3q4jrEvCkRvAUFhn8aw8qmblxawzFQqFQqFQKBQKhUIRn7SJ7FLKl4CXAIQQczAE97uAXwALhBBHpZRJfU6llL+1/y6EyJBSjoz1uIQQy4CngM9dT/1X4C+BHwINwDrgfSHEQinlhI7+Jwo6u4Peu48ZNrSvPrnMU0hfsWAGRTlZbNzfPKYghmR8fe8mOu6AiS6NXvXpRkp4ZKkRFNl8oIWQ9O7TfvzMeZoDQzEiurEPaf3b0DHgEDa8qtlnRSw1u/qdlsRd/Rc8xemtta28caCF/acC7D8VINOvsfEp76pC8zw0g5Knegb56ZuHAcYltI+lejCRdfJErZJUKMaDV4A2Xq/u071DvL4/sR2tiaYJ7r2hiMYz5y5L0Hsi4tdI2mLFCxn5sVcXvv9FJ1ocy4FZ+VOsPrvgDJ6vW1VpVUp6Jd7ZBZ51b9exsDjHEqkMtxKjv+zQSJjKklx+t+eUY19ba1utKr1gWFqVcuZ4/PyOo+w+1m39HQLw+TQOtvTyf39wLG5leyrjuXIZmZxczD7diolDuhwdvBJ7Et2buceFtSvmORInn99x1CGwgyFQusePmqYAj7+816oy3nKgxUoiMp9f/059zL7AWA/4gUdvK+dY5wD7TwUcz5nrM/d7hqXhaOLFuKvNI2uHuxfMoGL6NP5Q38GpnsHkr5uABEO64zO9WHittSBqEW+cGs4NinOy6BiIJi4sqyjknc/bHItGu/07YCS6RxKXNx9oIaTLUfc9f/KO6yzxX2IkPmb6Ne66fgbvW+5jRjV7y9nBhAlqgcEgupSOeVuX8HlrHw2dA57rzNGg5gCFQqFQKBQKhUJxNZHOSnY7+a4fAcxK9cVCiK8Bz2L0Y88WQgxiWMb/Qkq5ZxT7yQNeBf4MQ0Q3HxfAj4C/lVJujTz2J0AX8ASRZIGJSqKgs1fQ21xcP7ykjNddYroZ0FFG/JeXDL9GVWkem6qbLbcBo4LCqJ6wfz3uYIkZBDSFnpAOz751GAmOAM7qJWVsjQR57OfNY7eWc6j1sLX/x241RHC3OL23sceqdgAjAJaoX9+rTy7jL9846Ajw/WZ347irxeNVD44loDORqyQVirESL0DrlXBiVvEFR/SYpCI7mjD63b68+6QS2G2MRWA3KcrJIisjmoxk/njR3neB//ZvDWT6NVYsmGGJPsERne117QkT7zQh0COTvK7H9gwWmrDaxXxyrNu6LzD35db9u23iwtI5Bfzo3gVW+xCfJrh7YREfN3RZLUcg/viarBpc2bJPPlTy2tXFeB0dvM6XZPdmiWzkzX3ZEcCjt8yOOc69jT0O+/eRsLTey3TwcFu624Vw06bbq52GeZ/d0DGQ0hpLAFkZGsW5U8YsjEsMET/V9l9XO744/daT0X0+yF3XT+fz033cvWAG18/MIey6F/hKWR6P3VpunaPm+WomNprn9rZIP3Qvty37eW224TLXhk/ecR05UzOs1+0y3cc0wZaIa5HEuHfzSlBzt9NaVJLL5619jrl/PEkzag5QKBQKhUKhUCgUVxNpE9mFED/GqFz/GpAL9GD0VP97DMv4f09xP/cB/4JRXf7fgE5gJvAI8LEQ4n+VUu5I8bA2AFuklB8KIdbZHr8OKAbeMx+QUg4JIXZFjn9Ci+ypBJ3Lr80mw+fsq7Z0TgF/853Fjh5wHzd0efYELM7NorN/OMYaUYkrY8fLShCMz/VPvzaX9e/GVsssLc/n+pk5bKputsQcs4/6Cx8dt3o9ul9nfqX2QIl53pi2mCZP3F5Oc895/lDfwbcqix2V5nbhellFIT5X1ebAUPyq/qVzClhz1zyrgh2MSvz//m8NZGWkN+gy1oCOqpJUXKmkKnzYE7M+Pd5tjfF2IcG0lpcYooJi/AigsjTPSn7aUtNKOGyMQ9+qLOatg22O7c2PPRjS2XEkKqDoQGVJriVyeyXerX+winWReT8zI3o/YN5HvFff4bB6FyK2v/GmAy2EIhPLRw1d/PTNw5a1svueZG9jDzuOdDoq5MYzvipb9smFSl5TjAav8yWVezO3CLm3sYe23iFrX4JoJwx/xCKkpinA0jkFvLavme117VSW5JIRcf8CyPAJh9g54lof3XfjTIpysqwe1hl+zaoAtuMT8MPlc9la28qm6paUqtNvnVtAXnYmHzWk2l1NMR5um1vAd75axvp362NaASQjrEs+PdGDrkv+ta6DP82dErPNzNwpPPf7OqvNynMPVAFQVZoXFbdtVe1+TYAQMc4vXu0KTBt6exsFcw5u6x1i4/5mq9L96/On86N7F8S4eLnbZIHhkJOO9ZCaAxQKhUKhUCgUCsXVRrp7sn8C/Bj4REp5ZIz7+SXwe+BRKR25/+uFEFuBXwFJRXYhxFPAfOAHHk8XR/51p/p3MoqK+8tJompeU2z0+zQeu202VaV5Vm/UJ24vt6xiT/cOsXGft02w2b9PE/DNRTN5esU8wFg4v3uojSMdE9pRf0ISt+BRwp7GHoY97CjzsjMB+MYNM5EYlY+VpXmWNbAQIq7o5RZJTLbWthKMVE+8+uQyAMse+Hd7TnFfZXFcu87Hbi3nVds58/Luk/QPhzz7WIJxvn3c0OWoqklHlYSbsQZ0JnOVpLJiVKSLpXMKWFlVwp4TPSCN/rKOvp8yDTa2CgcSeO73dWxcs5xfPbSYh5eUWQlQZwYS98+13xkJIGdqRsJxzD7vezkbFGRnOtxM1txZYVXImds+Zms3MhKWbNzXzLbaVkeQ3gz4N3QMoEX6vfs1waO3zFb9Xa8iVPKaYjTEa2+S6r2ZY92jCfw+zUpYWreqkrq2PrbUtLJxfzNba1v54fK5ll37J8e6efquCgaGQzE92ZdVFJLhE1YicoZPMCMni9VLyli9pCymnZI92TUsjZ7eo8lJS9UafW5hNk09g57zcabteK8kTDeV0fxluVk++ofDcZ+fPzPHSireVN3M56f7EjoOaJGbIB1nwmEwpLMnssa203J20NFm5edvHUZKY1323P3GvOmoag9LTN+y4RGd53cc5Uf3LmBvZH1oPzT3uGpfDwAO1zIvgT1eUnK61kNqDlAoFAqFQqFQKBRXG+nsyT431W0jdu3PAhuklB2upxcDz7oEdpMNwFsp7H8hhhh/p5QymGBT93vE1RGEEGuANQDl5WPvKe1FOsQy0/K37nSftRgPhXQEePZqNUXUTdUtCSsTzaf2NvZQkJ1JW+8QXyqBPSVuKssjy695Bs7mFmZbdpA6UHe6L+bE82vwcUOXVUmT6RNsXLPcISgnighVFF3D3z38lRjLd7cYDXg+9vyOo9a5ZD6+ekkZm6pbLAEurEfFlnjV42tXzGPXsTPWe8QT/8fDeAI6k7FKUlkxTh4u5tyRLmqaAqx/tx49IrCv+kqJo5JaKBeTi0IwLPmLjbWEdcmyikL+UN8RY3OcDJ9PcLCll7beoYRCtr1Hu/13wBIazMpOt8AOWBX3dmv74IhuVMjLaG9ZMO45wrrEpxnVe3Z3FMWVz2ROXpsoTIZ5I10kam8CRi/rrbWtcZM57fe1YV3y2G2zmZU/1drXCx8dJxSO3uP+od657Kxv7+ef/+x2z2N79JbZdA0M0zcYpKYp4LjftVcR24V7k4s1Z9qt5N0OY4kEdvu6Y7Ixlo8ykcAOxoLfvPdJpZK9Yvo0ms4Oont8xll+LeYxdzK63Y2mvq2PXz60mJqmAFsOtDASlkZLnsg2Eth9rJvqU2f54fK5jmMTwLpVlZ4tEsx5eN2qSrbXtbOyqiRGYLev7YI2Md9cC6VjvFZzgEKhUCgUCoVCobjauFg92ZOhAX8FvAu4RfZeYF6c182PPJ+M5cB0oE6YXoHgA+4SQjwNVEYeKwZabK8rIra6HQAp5QYMkZ9bbrklbaGTdIhlNU0BHn85tgehDuyzZcDbK3xNYX9JeT7VNhE4J8vHgCsw8f4Xnbyv+vuNmpm5U+IGbdyBLq+42JLyAsd3Y/aKLMjOdPTYjce0TF/MuRRPjLY/VpCdaZ2Tpt2gTxMcaunldO8QT95xHa/sPmkJ7ea5tdXWVzBe78yC7EyHNeELHx33DMCY56d9+4nStzfdFeTj7SUfDDmDZIqJxcWaO9KJ/XwSSE52n3c8n0o/WcXYON17ASDGHj4RGkYS1dBImLbAkDU/bzrQwqY1y5O63Hjda5jV7qYtrU8TrH8wKpDb242YVskiMg95JW2ZlX51bX0xx+I+rr2NPQwMjVDf3s/KqhIlyl8BTMbktYnEZJg30on7fDETh+1tKrYcaGGjx/jmvq91i/HLKgrx+6L23N+qLHYI4lMzfFZPdXs1sL06Piyj9+nBkdi1lFclcypkZ/oYCoY91wqpuMdImXorr8kqsF8szg+HHIJzMkK6jGkfAMb31HzW+7ONGLrE7F9inOMv7TxBSI/UrwuBkNLa1lxb1bf3x7x2U3UzC4tzWDqngG225Dezx7vpWFZ96qy1nf0eQEaOWwc+PW6I+elO1lVzgEKhUCgUCoVCobiauFwiO0Td39xsBv5PIUQ/Rj/1C0KIKRg92X8J/M8U9v0WcMD12G+BYxgV7kcxxP37gGqAyHvcCfyXUf4d42K8fcvMrPR41W8nzpx3CKVtvUO8tq/Zqm73+zT8GoR1Y+F+LknmvyJ13vuiE79P4BPeInoyqk8F8PuEFdQRAg629LLz6JmIwJFY/Hrs1lihIp4Y7e6na1WdC6N6o7H7vGX5nukzxJePG7p4/4tI310BW2paY3oJ2t83nl2hJpxijv05s69mVobmsCX2ukYuRUAn3RXk4+0lb35GZsWLqmhXjAW7SCE0weetTmH0ild4JgiJLHF9Gvgi7UF8mqCp53xMwD8UlmytbbXGALPv8MqqEgKDwWhizoh3Yo7dljakG/a2dW19jt7rS+cUWFbJBdmZrH+3PiZpy68ZlsUSY16IV4Hq1Wv2k2PdAEpoVyiuUrzGBYgmmrrHkpSSLCPiZTisU144jV89tJhN1c3Ut/ez40gnHzd0gRCGEK8J7rmhKLo2C0tnJbEmOG1bSw2P6Ih4K1oSi+WDwXDcxXAq864QqYvsVwuptrZxJ7Zl+gR3LyyyHMTc+4iXpCCJtlhzs/bOCurb+9l9rNvan09Abpaf7760x+Ekp0fmdl2X6Bjfa4ZfY2VVCZ+d6HFse6i1j++/spd1qyrZfKAlum+fZlSoe8QV3Gu78muzaT47mPa+6aqVlUKhUCgUCoVCobgauZwiezx+DBRiiOn/UwhxDrgm8tzGyPMJkVL24qp4F0KcB85KKesivz8P/EwI8SWG6P5z4BzwWpr+jpSwixumCF7TFEhpYWoX6NyYQQZJVCg92TPIa/uaHZZ04bDO924rp+50H5+3xlqWK6KMpSdxKCyZcU0mZ855dy2YlunjfNA7sUECN8+OOg3oEqejQJyD0YTRU9dLpIgX/HAL1NY56dM42X3eEcAbCUvq2/r48MtO6xDCOuh6rGNCPOzBHl1K1r1dZ1VbOOzwI39mMBRrS3w5gjfjTYpJ1/7MoPLzO45awbt097lXXNm4x4J1qyrZVN3MYTUPXHRypvhYVJzLgaaAY2y9oTiH2ddms+NIZ4xoEtbhuhnZ3FZRiMAQ0L0wLXBf2nnCSowy+w5n+jWCI7pVvbbv5FnuXjCD6TlZPLykjGUVhY77A10a7+OuILXPF1693h+19W8Ph+OPS+b45z7ftte1K5FdobhKsVfm2pHAwNCI52sSJVnubeyxEpLCEta9Xcf6B6vInZpBOCKm2vthh3TJh192GRXsEeHTFOANRVzy+v5mtEjSk9m5yZ34KjCSm5+84zpe+fSkVZHvxqwqHsu8m+XXHL3gLyeTXez/069fx0++vYiapgA/f/NwjN37aCjOzeIvvrmAJ24vp6YpQPWps1ZSsekG5m7VZrrHBAaDni5ez75d53jNSEhne1275SomgEeWlvHwkjK22Xqym8lvbseHNXfN80ySGw+qlZVCoVAoFAqFQqG4WplwIruUcgj4vhDiF8CtQAnQDlRLKb9M41v9PTAVeAEoAPYBfySlvKQNx02xbGttK1tqWtm4v5mtCfpb23FnpS+elUflrDyqSvOob+uzLF19muBkz6C1OLfHeYQmqCzN4w1bJrwilrEGwIC4AjsQV2A3CZyP/9p4CCBnakbM4/GCH26xzV4VZFbr2MnwiUilY+wbC2lUUiQL1hhiTtTyXtejFUruKm0NHMHMyykmj6f3e7r3t3ROAT+6dwHVp86mNUimuPJ5bV8zz751GF0a1/NzD1Sl3JdUMTbsc8jAhTD7TwViKhi/7BjgWNc5HriplN8faosRLI6fOU9r7xDrVlWSERkj7WT6NSpL8/j+K3tjhJf69n4rMefT491WqwlTiDeF9G8ummk9ZhJ0Vcjb8RK3zP7tycYlc/xzn3crq0o8t1coFFc2NU0BR2WuW7h9ZfdJ7qssTjkR2XTc8GnCEiPDupHYad5TQjQh2UrulJJHI25QEqPy2GyTZK2h3FZSEv7oxpncNDs/RiS1u0F5MdZ5d2iCCOwwcQT2sR7GWwdPc19lMQ0dAykL7PHWhl8py49ptWJ3C3ML7ABP3nFd3OQys52LvV2LWeVuXwOYrjFezg5ej3slyY2HdCciKxQKhUKhUCgUCsVkYcKJ7CYRQT1torqU8m7X7xJ4LvJzWTGrd0Ph0S1M3QLduvsrHa8xLV3beofYuN+76k3XpWWNp4jP5fh0BNAUp89fPDSIK2p4BT8AT+Hd/HEL7LfNLeDHKxcB8EZ1s0NotwKUkcCjV9W8/bH1D1YZ1em6JDMjesxePdy9bIkvhyVhvODVWI9lvL3kL2UvesWVQU1TgGffOhztLxuWbKpu9qwoBpiaoU2oQP5kRRJb6ehVqRnSJe983m71cnUzPKKzqbqZ5+6vpL7NcB2oKs2zBB1znHczNcNHQ8cA5ddms0cT6K4537RiXrtiHh8fPROzjwRuyDGMZlxavaTMSAzL8que7ArFVc7exh5HZe69i2by4Zdd1mO69LaMd+NOKjWrh3UprQRP9/C6dE4B/97cazkmVZbmWa21NBEV6U28xu+PG7q4e2GRQ2B/bV8zOxII7ONJ4h0t+dkZnLswEpskO8lJRxV9R/8w39uwh6LcKZ7Pe31P8d5yek6W43dzTVXTFKCtd4gMn9FSxUQjNjnaniRink+rl5RZ72sK6l5CeTxnB/fj6W6zle5EZIVCoVAoFAqFQqGYLEwIkV0IceNotpdSfnGxjuVyMdaF6cNLyhyLba+q5JqmAJtrjKoyM8hvLu11CfVtfXH3n6zvt+LiITGSIG4syaGt7wJfmZWHBEdvP3vQRxPw9fnTY/rsmnidY8mqDgKDQes9BLBiYZH1/Ka1X+PFnSfo6r/AzNwp7DjSadluvrTzBLuOnXGI94DVZ9O0Rdy0dnlK9vUQtSUuyM60nB/Mc3rNnRX85NuL0vCpO6lpCrC1thWBIQbZExDs24zHHtHc1kx6GIvQrsR1RarsbezBnVOV5dcc7hF2lMCePlKdS72q3Kx9YPRjPdJex8Y1ywGsMQqc47ymCeZcm82ps4O8/0Un733RaWznoZhn+IQ1Dm98ahnbalvZdKCFcNiomDOD+6mSbFzzGjfdY/hE6+060Y5HobjScN+nrl0xj7sXFjnaBaWyPnLf2+ZMzbDuN82kTfd8d6i1z7LrNu+PTZcN3WPw9hqlQ2HpONYfLp/Lhk8aiTeL3jrXEPbdAr4XxblZlF+bzf5IC6mx0Ds4Ytjfx5GHC7Mz6Bn0tuSfyKSrin4kLDkdGPJ87r4bZ1IxfRov7mq0HvNpRisXO5k+wcOu+fK1fc1sqm6mvr0fXZf4fRp/dKPR/92sSref1/b5UZfGlJ3hM9oWhMLGnPnwkrIJNyepxF+FQqFQKBQKhUJxtTIhRHagjtQS+c3IgO/iHs6lJ9WFqT2z3QwSZfo1crP8rH+n3lrA28W+ho4BwpEogF8TlORNdVRIn+69EPe4lMB+edElfNFu2BbuivTV3XfS6O0nBDx4Uyl/qO9gOCKEVZbkOqqrt9W2OpIwvM6xRMkdBdmZDjvNguxMa997G3t4esU8K5HDrH6UwAeRnsJ2e3fACliGdMmzb9fxxtrlPHPP/ISfgT2ItKyi0BLq7Y6dL+5qpLxwWlorIGuaAjy+YY9VbbK5ppWNTy1zfL6mU8R47BEncg/DiRbAU6ROvO9uWUUhma4qqoMtvTz3QBXb69odSTyK8ZE7xY9EMnAhflsQgZHMZhcJUkluGwlLyzrWPUa5rWn/4b0Gxzju/oJvnVvAT1YuiqmCM91wzHnhhY+OpzwWJBvXkiV4pWNcTOf4NZHHaYXCi8k4f3vdp47F1jpR4vLC4hzrPQ619PL+F0aCaDisU9fWx6z8qYDz/jcVNEDTjCp5XUJwRDcE9jg7yfQJfrJyEQ0dA/zszcNJ36trYJjO/uFxV20nSuKajAL7paKz/wJ3LyzC7xOEwhIBlOROodW2hhYCnnugynGOvravmZ++edixr3BY56bZ+axdMc/zvLbPj2BM2cY8bzwQDOlsrW1lW23rhJuTVOKvQqFQKBQKhUKhuBpJm8guhFgHvCKlbPN4rgR4Skq5HkBKGRZC3AM0RDa5J13HMZlJtjC1B3lNu0NdGsKlPbMejAW4KWyue7vOYQ08WgvysVCck0XXueEJ06NvtBTnZNExMJz2/XrVjyQKmLkf3vFll5UwISX8y+F25s+4hiMdA5bYXNscID87k49sbQDeONDCPQuLKMrJsiqyzQDsulWVVuUOOIWUwGDQOj4BbK9rB3AkeJhV6ouKczjUargi6NIINgmc9vWaJqwAX1g3RKJUz/nMSDVlvL7R2+va0yqy723scbRRsAtB9uPyawK/TyMcHps94kTtYahEpcmL13cHWMHcjWuW8+Mthzh+5jxgJL1sr2t39PdExFZoKUZH/4VQ3Oc0AbfMKWD+zBwGh0NWD3a/Jnjyjut4+ZPGGMcBOxJDdPEao565Z77jWvX7Yvu3mwjg+pk5Ca1lxzIWbKtttcZqr3EtmXvPeMfFdI9fE3WcVii8mMzzt9daKNH6yCuZwC3Wg7M10rpVlQDcvbCIXcfOMBIyHJa21LQ6KoXd9+wC0FzVy7fNLeA7Xy2LaW0khIgRtG8syaGsIBuIWoovLM5J6XOJ9os37rcT9Q3XXK5livFz+HQfdaejrXYkOAR2MD5zuztcTVOAX39wNGZfPk04kkjcFGRnogmB9GhrAMa5sD+ScK3mJIVCoVAoFAqFQqG4/KSzkv2vgD8AMSI7UBr+OD8pAAAgAElEQVR5fr35gJRyp9f/X8mMt6rEkdkuJZomEBgLcHfVmy6N3oDv1XekZEOYCk/fVUFtcyAlq8KOAaPawq/F9jGcDHxldj4dCXoojhX3J1GUk8mcwmmcuxCic+ACM3OmkOnXLLHazVAw5BBeRsIyJtDm9f2EwpL3I3/P5ppWnru/0lModwdlTSHEPO92H+vms+Pdjip1ezUFRBMJZEQwWreq0jrfv3FDkXUcXp+HG7ew0T0wHPc1K6tKkuxtdCyrKHT0TbQLQfbjCuuSx26bzaz8qWO6tidqD0MlKk1e3N+du+Jp3apKmm3JVrqET4518+nxbh64qZRpWX427m++jH/BlUdxbhZdA8NWwpLEGKsPNAUcSVbXF13DwHCIp+6s4OXdJ9F1Y65HSsfYL4CinKy4Y5QdewKUGwlsqWm13E7sjNWto6YpwOYDLdZY7fPFHlcy957xjovpHr8m6jitUHhxJc3f8dZOplvT5gMthGwOXhBNKDOdkl746Lj1eQRDusPS3Uw0besdYuP+ZuszkzgTQ8FIHl1SXkC17T47LzuTurY+BMY4YY5rA0MjMQnQX7QPWO5UYCQj3Xn9jFGL4UvmFPA3Dy1m/Tv1nmO7iCRxjcda/mpDE8b3HYqT3ZbqUlZinJsv7TzBjoirl5tHb5mdMGlk/bv1hHWJTxNcX3SNZ0LF8a5zgOmGIyynsXj7nOiuFpPhGBUKhUKhUCgUCoUiHukU2eM3eYMy4Kpe6Y+3qqSmKcDp3iFHxawZGPIK5ACOIJBpSRuvsuG2ucaxHDgV8Owd6BNwX2UxOVMzUg7a6NK7j+FkwRSX04VfA/fuugaCdA0EAaOy4btLZ9DYfR5Bn+f3NCt/akJ7/1QYCelsr2uPCcAC1mPDIzrbalv55UOLefXJZTy/46hlI22PP/k0gbC9ThNQfm02TT2DEaFdEhgMWts/vWIeOyMV9hkefQvduIWN6TlZVmW9JuDeRTMZGglTWZJLYDBITVMgqfiTahBn6ZwCNq5ZHtOT3eu4vASqVJmoPQyVqDR5cX939mvUvP69kp90CW8dbGNRcc6kdSGZqPg0gRACLTKym5+v+3M+0jHAkY4BY842XyvguQcXG4lzkSQlCVSW5rF6TZnnGAXO+w73sSwtz6f6VMCySfaya398wx5GwhKfxqjcOvY29ljnlwAeWeo9Psar4vNyWbncyUuJxmklDigmGhNx/h7LdWKOYcMjRqX5+gereOL2csfj5hAaL6HMrDA3Pw+zwtxMFA0MBnnmnvnUNAXYWttqfWZVpXm8gSvZLCLS29kRsZuHaBJrW+8Q+yL31YkIjuic7D6f0mdhp7I0j6VzClh3fyUP/+NnMc+Hde+EW0V8dAmP3zKbutN9MYkLqToDaAK6B4b5XmTu9GJKhkZlaV7c9itmgowEdF1yNCKmJyKsS9a/W8/C4lhXmsngajEZjlGhUCgUCoVCoVAoEjEukV0I8SfAn0R+lcA/CiH6XZtNARYD7yXYzxlG4WonpSwa5aFedsZTVeK2pv7ebeUxwfTywmlsqm6mvr2fcDjWXm5mbhbfuXkWr+xujBF6NQErFhaxrKKQrbWt1J/u4/NWp8gblrC11qh2m5KhxbXsvpT4BAntdMdDbXPAsExOE9dOy+CWOddytHOAUz3edv1hXXomS5gIID9OpYImoGLGNZzsPmfZWPp9gm8sNC6VD7/stL73DL/msIU2A7ANHQOISCaGBDZVN1vn2Y/uXcC+xh5HH2cwqjFWLylzBCa/VVnMK5EKTHdw1xSuRyN0uy0/t9nea+2KeUBsBX484Wa0QZx4IlC6hfGJ2MNwoor/VyOpihP27dzXjf0aXVlVwr6TxvVv9he1X9mJbGgVybl2Wia954OOhDUzOconoDh/KqcDQwn3Ee2+aswNgcEgMyL2wmD0/zUTmLxcNGqaAjy/46g1V2sCFs/KY2buFGbkZFFZmsfnp/sIjhhHeail15GktLW21RrvQzrcWp7HlAwfK6tKHO1GUqlCT5ZMZWe043S847gY45fXOK3EAcVEZKLN32O9TvY29lhjWEiXrHu7zurPbgqREG1NZE8os1esa8Jow5EzNcNh6W6/R3V/Znsbe2KSoDIzNB67tZy6tsPWvbZ9k5GQzs/fOjyqqueTZ5KLqG7qIpbkDVfJXJ0oiz+dnB8Ose7+Sh75x88c7/fATaUMBsO8f6QzxjnORBNGMvt7CVzQbptbQH52Js/9vo6QLvH7NFYsmOFo5WWfP0WkNRwYn8F9N86ks/9CTBJAvLYsMDlcLSbDMSoUCoVCoVAoFApFIsZbyT4ImKn6AugDzrq2CQLbgf8nwX5e4ApvHTeeqhK3NXVp/tSYxecTt5db1R3balvZuK/ZEeDv6B/m5U8aYwI/AqNiuyA706oKMQMF7kDCzqNneHhJGd+qLOatg15dAS4tF0tgB+g+F0y+0Sg4e36E977oRBPJt41Hoj/3gZtKef57X7UqcexVjTVNAWbkGFbF9kCOGag0z0XTntAkpBtCy9I5BTR0DHDttEw6+qN96v2asPZlBibN4KUeaWdgt4o3Ga2g7N7eHTi224AmCs6kO4gzEYXxdHM1/I0TnVTFCa/tzOo8d1UwYA3wAnjw5tKUxnSveUERy7XZGQTOe88hYQk3luQmFdnt+DTBzoYuDjRFKxM1n7Dmbfe5UdMU4PGXoxXsAtCEYHlFIb/bc8ra/ofL5/Ly7pOEdcl7X3TycUMXG9csZ+mcAtxTVW1zL1JKqk8Zt3judiPpErhHM04nuzYuxfilxAHFRGUizd9jvU6WVRTis7Wd0qW0xhVzTeWzCZWVpXmeFeu6lLyy+yTrH6wiMBiM65Lh/szs7/HI0jKqSvOoa+uLOw96te9KhNsdqjg3i2UVhbz7ubfbjInZ4mNT9dXR1iWdtx13XT+dXce6PZ+z7oNcqv60LD/vft6W8LstzZsS06PdTW1zr3VOgpEIYrbQer26hV9EnBrcayp3YvHjL++1kiQFRmwgXmzBK/4w0dxXJqLzhkKhUCgUCoVCoVCMhnGJ7FLKzcBmACHEb4FfSCnjl+LG389z4zmOycB4gs6jWXyaAaLK0ryYagovUfreG2fy9Ip57G3s4UKkoi0siQmwA5wODPHdlz6zqjeuFDJ8Iq6tX7oxbc7t30uqNoSAw3rdzruft/OD5XNjAoSm2GKeOxufiooQ9m1/9uZhhkdiv9j603387b8eiamw92mCJeX5bK1tdezrp5H9SEAQtYpPJaCTatDHftw1TQHaeofwR/pmJro+VBBHMRlJVZzw2g6cLg/rVlVabiUjker1sC6ZluW32ln4hNFD26tVhhLYU+PEmfOOCkv7x6Zh9FK/da6zr288ZlyTydnBYIz1r65LNlU3e54bL+084fz+RFRkstsk17f3o9smo5GwtPaxekkZm2sM9wNNE0gpjerQEZ0Nu04kPSfHKvAVZGeiCeNTSzZOTwSBW80rCkVyxnqdLJ1TwPoHqxw91M17RLcQ6baIHxgaYcMnjda8FY5Uwpv7SVZN736P+rY+nvt9nTV3ejHWimvzdR39w7zzebtjXPZiJKTz0s4TVkW7whv3egvgk+PeAruJO+FQE3C0cyDGBW7GNZmcsSVkJxPYNYFDYHcT1iXPRpwa7POnPSHafGzjU06nokRrJy9HsHS7r4xXtJ9ozhsKhUKhUCgUCoVCMVrS1pNdSvkf0rUvACFEAVAFzAa2SykDQogpQFBKOSll3tEGneNZ/ybbR01TgMBgkG8ummllyMfjwkgYMALbdiSQN9VP31DI8fiVJrBrgksmsFu43k5KmFd0DcdtffcyfSLGmh0M8cYriKfrMkZgqGkKsP6dektsCYaMPutedrebD7R4Bn4+bzVaB9gpzs2i+7wh+uw/FWDLgRY2rlkOGNU1lrikCU73DvHavuaEVY8Ar+1rZt3bdYR1SVaGsQ0kDhw52ij4NB67bbajN7o76KOCOIrJSKrihNd2dhEyGNJ59q3DjmQrDcNi16j0iz6+YsEMPviikytsuL9kyDj/b/7+6r5mfJpAg6Sf8Zk4riq6xLKM1QSOCrUPjjjn/WgSl8QXEcztbQPMOSLDJxzWyWYgf2BohFd2nzSEdqCpZ9CyoE+nsFzTFLAcVXxxnFDs4/pEELjVvKJQJCfV68RLrHvi9nJPodG8r7O7GQUjPdaXVRTy/Vf2WgK7wEgO1SPJQqkm5ZhOTuverktYWQ5GglqqNvGO12lQnBdtIWKOf2ZikxcSeN/WC36y4CV6X0ykhBtLcviifcDx2GjQJbT1xQro8eZmL2YVTKW9d8j6vsx2XvZWXmB899siycvu9Ysd92OpnMfmPtt6h9KanJaulikTyXlDoVAoFAqFQqFQKEZL2kR2ACHELcBqoAyjF7sDKeV3U9iHH/gV8AwwFSOWcCsQALYCB4C/St9RT0ziWf+O5nV+n2ZVJ8Zj97Fu9pzoJndKRsxzM3Km0Dc0+l6Bk4VLHewxcX8dEshw+ch7CewAZyMWxJqIBAx1iZRGwOZQSy8/e/MwqyP9b7//yl7LncD+XiZmMLOtd8gKHgoMd4MLI2F2H+v2DOB9pSzfkbxhVj8ChGxZGOGwZGNETEoU2KxpCjgCmMERna21rWyrbU0YtHG0UQjrzLK1UYgX9FFBHMVkI1VxIt52dutcu0gggK9fP50f3buAho4Bo3o4Ir4W5WRNuuD9RMdMjrL3WU/Xfr8+3/ge36/v4PUDLTGJFH6/RjhsCNFum+SFxTlsqzWSo+xJShANzH//lb3oUhIpMDcEdtv7pjKmplLpZu+zLKWMcW7xGtcngsCt5hWFIjnJrpNEYl2i1xZkZ1r38ro0frePJQKYU5jNtyqL+d2eU1ZSzsDQCD/4p31UluSSMzXDcwxx35+C2X4j1h3sm4tm8vHRM54uMIkI69Dmah/yjRuKmJGTxcZ9zXHn4nTN0ZqAhTNzOHKR+7tPzdBYPCsvxpXlYiIEVgKzAG4ozuFo17lRz79DwVDyjTzQhPHT1jvkSPh47JbZ/PKhxdQ0BfiLjbWctlXBdw0MxzgQebU2GA2O2IAm8Pui9wTjTU6bCI4yCoVCoVAoFAqFQnG5SZvILoT4jxi91buBYxi92MfCL4GngD8HPgLsPtVvA09zFYjsyRat9oC1ub27cjEU1lk8K4+ZuVOsntw7XJUPEkOEPzs44nh/Adx7QxGnes4TutSV3pMQ0/JdjFG4H21wyxQ3wOibvqm6mfdsff2WlOfH2L9n+gQPRwR4e+V4hk8YdsBh4/+fjvT8++xEjyMQlekTfHtxCT9YPtcRSDQDSJWleYagHjZrJg3MqhwRx/53b2MPuq20RNOMHoPJgjaJqhjHEvSZaD0KFQqTVEU8r+omU4QcGBrh5U8aLWEgw69ZY8j6d+vRpUSLVA8vLM5h84GWuMk+VwPpTsIa765mFUylsiSXuxcW8XFDlzXeS6CyJJe/234kRrzwa4L1D1Z5VoGaJDu37GOpmdxlVsKPRmBPpdItWWW617j+zD3z1XitUFwBjFWsCwwGrSQmLfK7OZYER3R0oPnsIL/57JTVuz0ny2+1Qfok0p97Skbs2OS+P/VpgsdunU2u7fVguICsXTHPqjAfLe754Z6FRXHbQ6Wbv/nO4kvS231oRL+kAjvALXMKONBkvKdk9Gstk7PnR0Z9T/D0XRX0D4fYVN2CdJ1DZjI0OCvi/ZrRTsa8DoZHdH7+1mGAcVWJO5KSdcljt81mVv7UtKx3JoKjjEKhUCgUCoVCoVBcbtJZyf6fgd8AT0spx5bybfDHwE+klL8VQvhcz50AKsax70lDokWrPWBt9Eo1qr4y/Ro/XD4XTURtBj9v7SPD18+jt8zmnoVFfHLsjFHVqAmkLj37tIMRjPjNZ6dYtbgkpj+dF2PtQ3g5SaeAcsf86dxeUUhBdibrfl8XNzFhzrXZNJ0dHNd7ZdrEjZqmAPtPnnXY+Id16ej1q2FUp69dMc96zbMRgR2MSnTNrKQXxr9L5xTwzRuKLCEHjOr6tw62cdt1hTx3f6W1j7A0RPsMv0bY4+/2RYSeeJUYVjA0pKOJqCi0tbY1YdAmUYXvaIM+6bI7VCguN15tEsCoRpYY1+M3byiyxgO71a4gWj1898KiSWlHmy7GOz+Mdaz3CaMiEnCMv22BIXrODVMxfRpHO6NCgQBe2X0yxsr4miwfP/32jdb3aSbhgbe1bLwkI/f4vOorJfScD7KyqiTlMTJV8SyZa8NkDuarJC6FIjFjvb6XVRSSlRF9nVnJvm5VJdvr2vn0eLdlJf/+F51k+gSLSnJj9uM1NsW7P31+x1FrGwE8estsAD78smt8H0KE+rY+Vi8pw+cTFz3R+c1/b6X73PBFfY/LRU1zfFHfbCEgpURoyT/nePcE8dq+lBdOIzAYdAjsmoD1D1YB8MJHxznY0stIJGFZAI/dWs7qJWVsjTh56TJqbx8cR5W4+9pyu9aMB9UyRaFQKBQKhUKhUCjSK7IXARvHKbAD5GOI6V5kAm7h/Yok0aLVHrDWbUGBCyM6L+8+ia47bV2DYclr+5rJyjBs5+ra+thS00ooiXwSDOm8fchbYDfNzaXr36uVXce6ubEk17Be9wjUXJPl43+7fQ4bPmn0eHVqzMqfwt0Li1gdCY7UNAV47KXPErYDAOO72XXsDGsjFerbaludVonCSNKQGLbrZhBn7Yp5ntaX2+vaWVZR6AgcSbACRXZMgf2J28vjHl+8cz1Vi+yxiDVulN2hYrLidjXxshm19+D0Iblpdr41hpzuHXJYhxZkZ/L9V/YyPKJf9eP6eMjPzqDpbPLt3AlqErhpdj7LKgrZdeyM9T1IjKo2e/WkKRJ4Wd8OBsM893vD5tjv00BKQrr0TCJKZtO8blWlZZn81sE2NAHVp86ysDgnpXFyNOJZosr6yRrMV0lcCkVyxnp9219XkJ3J+nfrHXNg9amzjvksGDbGQTsCPMcm9zEB1vxoognoHhjm77YfcYzFcwuzyZuawczcKVRMn8bLu0+mbFMugYaOgUviJFZ9iavL04kv8jWaicZuwTucYH0kgVVfKeH6mTmc7h1KaM2fKJG8ougakJLjZ847Hv/5W4dZc2eFZ5KG1z1Whk9Y67tXn1zG+nfqOdTa5zjgtt4hapoCo54/LvbcqVqmKBQKhUKhUCgUiquddIrs24HbgQ/GuZ864EFgh8dzK4Hace5/0hBv0WoGrL1EEDOAI2Q0+G4G6EdCOoHBILPypxIKR+1fkUZQwisbX8aJKijxJZYXdzUy/ZpMz+d++u0b+biha1TVkRrRHr4+DX79+BIAqxpxa21rQoHd3gM4OBIVjt2HUJo3hTPngjH9+ZbOKWDjU8t4aecJR0XlyqoSFhbnOM5BM0BpCjkCoxrTrJZNhte5Pt6gzWheP5krJBVXL27xbvWSMktMD4Z01r1dhy6lowenz6dxuneI1/Y1W2KEXxN877ZyKkvz2F7XbvWytaMJyM/OBClj2osonAgByysKnQHylF8rON1r9Od99cllbK1tNZLiwnrMfGz2GX4lklxnnw6kNFxKJDgSpUZCOi/tPMHQSJiVVSU8cXt50iSjwGDQYZns3i5e+xq7UO8O8I+1snsyBvNVEpdCkRqjvb7t48gz98x3OLOYax4vwXLBzBwe+moZ2+vaKZyWmdCdw35M5v7tQ3FYOl1HTE71DBqJUL5+GrunpSyw+zV4eEmZo1rezayCqZx29XEfC5PRhQyM4y4tmMqsvCmOJIGFxTk0dA6kvNba29jDD5bP5f36DoRwrnmFMOzmp2b42HfyLMNxFlwjIZ3W3tjvQpeGy4zdyev9+g7+/t++jFm/C3C4KyydU0DVrDznPYSAjfub2VrbmnKiVjxnI4VCoVAoFAqFQqFQpJdxiexCiBttv74AbBBCZADvA73u7aWUX6Sw278BtgohpgKbMdb/NwshHgLWAg+M55ivBMyA9bbaVs++uQLIdFeth3WEEBRkZ1oCqSkomtt1Dwzz4ZedlnCbrP+cL/K8EPCVWXkcHIOgMJFIR7Cp+1xsD0UBNPec54Mjyfs0+jTBU3dcR/9wiM0HWhiJfLcCeL++g1cilTA+TbCkPN9zH0ZQT7Bkdr7V/1AHCrKNBICHl5SxJbJvCbT3XbBEttUeFoI3zc6nYvo06tv7LVEGcFQ3+jTBc/dXAkalu327ycBkrZBUXN24xTsB1tguRDTJyuzBKYDNB1p4fX8zmut5CTz3+zprPjETZ8wetquXlPHPe06l1D7kakdKqG/v5zs3l7K3scdIYvKYTAXg9wlrnAfQpWTjvma2RQLpv3poMVWlecZY61LZb56dz+/2nEKP2N36kFblnt8nkOCohNQATROWIPTJsW6ae87TPxxyuBm4k4zc/Y01Ea36tCd6JKqYtwf4L1Vl90SxaFdJXApF+vEaR5ZVFOLXjDHVpwnr2l93fyWPv7zXugbNe12zqjgY0hO6c5hjSUF2JsKtxibAHIOPd52LeS4708dgMOx4zLQMXzqngJVVJVa/eDt+zUiOTYfInpvtp29wvAZ0lxZzrXY6MBTzGYy253pH/zCP/ONnnms/LfJeuzy+AzuJ2sKEdEldWx+/emgxf/uvRxxONHYkcKi1j8df3svGp4z5cPWSMjbXGG2zNE2gR+7T4iW4uc9b5aCiUCgUCoVCoVAoFJeO8Vay10FMMvZfAetc25lr4qRW71LKt4UQTwB/D/xp5OFXgNPAD6SU/zbOY74iMAPWq5eUsa22lU3VzYR1o+LZ7OlmLqZzs/xs+KSRkC5Z/24961ZV8vCSMiSG4ApYFY2aJphfNI2K6dOYkZPFxv3NcYV2XWIt/Ce7wA6pCewZLkEk1f2+uKvRsthPRFiXDAyHIm4D0fcJ6fDSrkbrGEO6pKbJ2+JRAlKXDEdEN4khipi9eZfOKWDjmuU8v+Oo1asyrEtK86eydE4Br+1rZntdO5Ulufxuz6m4ARp7daOURiBpW6SP4L7GHqunpFfgZyIIH25UlYdisuEW71YvKWP1kjKHba69B+fexh5Cuoz0+ZRWP9IMv0b3wHBMwtZz91dayTI/ev3flcA+CrzEEZOinEzmFk5j/swcAF7b12w9Z/VftbmPuCvJwbip6jkftJIshO15gdET/sJImNbeC4AxB3x9/nT6h0Yc1XFmC5NE7iNuO2azKm/pnIKYylGIOudsrW1N2vLmYlV2TySBQSVxKRTppaYpwPM7jloVweY4sqyiEKtflojedZvOTNtqWx33+qmMRe6xZGl5NIF1PFwYiRXYszKMeRzgidvLae45zx/qO7h5dj7/cridkbBECEFXf3p6qMcT2HOn+Ll5dj6fnuhJuQL/UjHeo5maoTFks/v3cu0BYy6uaY6pFxg1W2paeXhJGX+o73A8nqEJRlyfbTDiNLN2xTz2Nvbw3P1Gyx/7/ZyXG5HXHKccVBQKhUKhUCgUCoXi0jFekf2etByFDSHEKmCLlPINIcQCYDpwFmiQMsXSgasIc8G8uaaVsK6jaZpD2HxtXzMbPmm0hPLhkaiFcGZEeNlW22oFqvSw5ETXOVoDg6xbVWkJOJoWKy6bFZBXE6MV2O2k+srX9jWz9q4KfD7hENrdr5cSbp1bENNPUQN8Po369n7rNf5IRU9NU4CXdp6gs/8CyysKqT511lFd99q+Zn765mHAKRIFPQI0boFPRLbTpdHz8rV9sbaGE0n4SJWapoAVmH3YI2lAobhcxBPvzH8XFuc4bLwPtfRac4G9H+myikK21bbG7N9MzKlpCvC2EtjTxplzQboGghxs7eNPvzbXcxstMmaDMdb6fcZYKzHG+MwMjZVVJew7aYzhfp9AgJVE4e4Pi4Qf3buAho4BDrUejj4so3PLh192sXbFPM/jSda+xgz+I6XltmK66LjH+ktR2T3RBAaVxKVQpE6qFbrmeGgKj9tqI601gHDYWfFrb71hOoUUZGdaCbA+25hrxz2WzJ+ZQ21LL6GwxKfBgqKcUVdQg7MY/ra5BaxYWERBdqbVEgrgd3tOMTyi09QzaI3TI2GZsHo6HfRfCCWt4E6E+ZlOxBWiXWD3oigni87+YePYR7HG1YQxzh9s6XWsFc2Es29VFjsq2d0Cu8mOI5183NAV4wizsDjHcrAz3Yh0KT3nuJqmAKd7hxI61CRioiZDKxQKhUKhUCgUCsVEZVwiu5RyZ7oOxMbbQJcQ4v8Ffiul/OwivMcVxd7GnrhBJUNQj24rBNaiPBjSWf9OPfVtfY5AiMQQ4+vb+li3qpLtde10DwyPKYikGD0S2LCrEZ8vce17ZobGT1YucvRMN6sVZ1+bzev7jepIATx6y2wAvrdhjxX8OdTax3duLrVEtqVzCuL2gNSlYTfvDrzYBb6GjgEr6GP+HcMjRjDTDNJMNOEjGTVNAR5/ea/V03jLgRY2rlk+oY9ZcXWRSLwznzNFiWFXcPndz9vZtHau9fo3bC0qMnzRxJzndxydkMHyiUqy1iNWtXpIZ09jj2drlifvuM75vUZe5Le51ZiPS0DXJU/dWUF9e79nFb0O/POeUzz/va8CWG4lr+w+SSjy5rouYwL1yQLt7nkAjHG+rXfIcsJxj/Xma7bWtqbk8DIWlEW7QjGxSFW4S5aMab+P1AQsnpXHkfZ+Xt/fjF8TMcKiff6zhOqI8LmlphVTD9WBho6BmGN0W9BXleaxRbQiMKrKM/3aqD8LnybwCSMpShOC73y1jIXFOQ5L+0eWlsX07p4sXMpjvvP66RxsDjAwHE6+cQp0pOAS4PcZLm66a/F8/cwcDrX0Ou4BJEY1+8anllHbHEjqgiAlVjsv+9y5dE6Bw40IKdE0gUA65jhHC5dIK7DK0jwreSPZ+mUyJkMrFAqFQqFQKBQKxeVmvJXsF4N5wH8A/hj4z0KI/cBvgE1Syv7LevY/b0wAACAASURBVGQTFHcwuSA7kxc+Os7p3iFHpbkAHriplH+t62AkEqA65LJ5NwMDEnh9fzM+n2YJjHamX5Pp2X98MpOOnuxuZhVMpS0wNOr96hiuAl6YLQGqIkGTuxcWsevYGev7/9G9CwDYVtvqsJHe29gTU4n/1sE2fvXQYiuAUlmS6ynQaEBdW5+nNaEp4q1/tx49YkFNpDewxOgBXVmaZ1kexhM+JmLlxN7GHssCGYzA10RPDFAoTMxrqq13yKr6s6NL5/n86C2z6R4wKriKcrJo6Bhg/bv1MeL81U5SEX0U+yrKnUJm54BDTBHAwHDUxtcMrBvuMcb+Tat2c0wPS3hl90nWP1jFvsaeGOt/MMb7HyyfyxO3l1ttAMoLpxnJeLokM8M7UJ8s0O5O9LBXjiYSuc32Im7Hk3QwmSzaJ+Lcp1Ckk9GMJ8mSMc01TzCkowlBUe4UDp/us1ofPXbbbGblT41paeHobSag/nSfY30TDkuH05fjGG0W9HVtfVZicygsY9ZRqfDUHddZY2840srrrutnWMcTDOl0DwyjCUhmoDUR12MXYz1lYk9Ky/QJVlaV8NmJnsQvShOzCqZSWZLL3QuL2FTd7PjuhcByk3H/7eGIe8L1M3M4GHFBMM88TcAd86fz2YkedCnx2xxh3HOne72/blWl1b4FsNb+5vUTjhyL1RJOCNY/WGXN/15MtmRohUKhUCgUCoVCoZgIpE1kF0LoxF9TS6AfOAT8Wkr5Zrz9SClPYfR1/yshxDcwBPf/C3heCLEN+I2U8qN0HfeVgLtfqrmY9vs0q4e4KZz/6+F2wjI2ACAgxp48LCHsIbAD9JwLelbfTWa8/hSNaNKBHYFh57ukPJ9T3ec54xHg8gn49fe+SkPHgBW48/uM6pTB4RBvH2pjLA0QvnnDTACee6fesuK1B1rMYIj9nNha28rxTm8ngnVv17GwOIelcwrImZphBccEWD2bfZqg/nRfTP9Lrwp1H5KqWXl83mo4JIyEJT9/y7Anjnes46mcuJgCxbKKQjL80UQTs7pXoZjouKuZzOo+oQnDIjwyHrl7e/o1AUIQChsB2bBHwPiqZ4wKgoj8xz7u37OwiKdXzGNrbSuvRyq/zSQ3s/WLWUkZjMzlZo/XZRWF+DQRrUSXksBgkI1rlrO1tpXPjndzqsdpK/zSzhNs+ONbrN+fuL3c0VbAa0wPjug8v+MoP7p3QcpjbDKR+1IE8ieDRbuqGlRcDaR6vadic710TgHrVlVaAvXOo2fwa8ISJd1tfSxRfkS3hM2QHptkrImoKGk/RrdbWPfAMEI4B3IBfKUsj/q2PsK6kQz7jRtm8mFDl2NdZdI/HCIwGESX0fdrPHPOsU1n/wUWzExuRT/jmizOng9OiPXY/BnTuHZaJm29Q5zuvXBR7h00AbfMKWA4pLO8opDtde3Yu8nNLcym+ezguD+P6TmZ6DqcPR9d33X0XaAtMMQHRzojiRe249IElaV5+F3J6eZ6cfOBFkK6cd/1vdtnU2VLPg4MBrmxJJf69n5WVpV4zskQf1513O/5NMf1YG/lpUvpWPN5oVxgFAqFQqFQKBQKhWL0pLOS/f+I/PQD7wBngCLgfiAH+CfgTmCLEOJPpJT/X7IdSik/BD4UQpQCrwPfB54QQjQDvwb+h5QylGgfVwtmMNms2NClEQz63m3lNJ8dtKqTvarbwOjtPRzSU67IMPdy29wC2nqjldqney+M8y+5PMRLGIhXv2lUFEqqTwXQPPxuhYBffGexI8i/va6dlVUlVgVBce4U3qhpIXB+xNpnMoSAD7/stKoZwRBAAoNBnrlnvmNb830f37An7vcORtXF+nfqWXd/JcsqCsnKiPbXvXvBDCSw8+gZDp/us/pfxquuCIZ0hBAsryikoXPAOhft9shex+oQdELOlgeJBPSLLVAsnVPAxqeWqZ7sikmH/ZoKhSWLy3KpnJXHwxGbcXtvT4iOf0ZldMSCXMqLZuc9mRlNcpR9bpHWf6LUtfXxxO3lNHQMOOagsIS/3X6EzU9/jaVzCnj0ltm8tq/Z0RbmmXvms/7BKkf1ZUF2JttqWwH4h+/ezM/fPOwQaT440klNU8BRbS7AEvRN3MLUp8e7qT51dlRjbCKR+2IG8idTZbiqGlRcDaRyvXvZXLvHJRO7QG2udUpt1etuHl5SRt3pPqvi3cQUx2fmTgHg44aumApi+7H7NMHHR884XMIgqrc+eUcFOVMzrOP46ZuHeW1fc8zxCLD6wYvI69191lNdj02kVl4nzpzn+JnzF/U9QjrUNPcS1p0uApowEnlvnp0fk1xmx+zElcwh4Oy5YMx8bX7v4Yhdux1dN5LcbirLo9pmCW86Hphbm4kaZsuW//HhMSuBWQB7TvSw/sGqmHWSide8uq221dqH+3oA2FTdYrXycreF8dr/ZHGBUSgUCoVCoVAoFIqJQjpF9lLgUynl467HfyKEeB0okFLeG+m1/l+BpCK7EGIFRiX7w8AI8ALwFvC/AH8N3Ao8kb4/YfLjDmStXlJGQ8eApwW4nawMH9/5ahmHWg/HPOeLY1coJQxcCNHRPzzpqx3HU/Hg9VopYf/JHura+ugeGObjhi5CuqT61FkWFufwfn0HL+5qHPV7SQkh1/vp/z977x4d1XXn+X72qZIEAiFkgUBCCBDYGEvYDmAMiWOb2MnE3Th2cNw47jWZnrSNc5dnejL33p5eK2mzuCSZ7kzPzPWde32XX5Ob231t4sYQv6bdHeMABjdPsWwjGYuHQEII9KL0AAlJVWffP87ZW+ecOlUqiUI8vD9rORFVp845dapq77N/39/v+8MJ1oWxN4Vt8IKSyTS0XdBJBJ82d/P9l/ewad1KXntqhRbgth1pRbjVrOAEgL5287SkisZgZdGvPj7J/QtLaO25FAiChVeCF+Xn6uvo7f8+koBuqiGvPNeTYGUYJiiSHj7TTX1rr04U2XKoWbucKCycYL93TLuex/VrgZHmFpXE8H7t2aTnDp6K8fTfHtSF8znR4epO1RZmRWUxbzyzUruWbHi3TlfR/f3B06xaWEJ9a69vfFW9Wb0JWJvdnrHBvunPbzvKx8c7sj7GXqlA/vVWGW6qBg3XEldqvs/k9+69n1Nrir0NndSf601yPyrKz8VyLdzVWmekRExV4eu9J5bAyspifvXPpxiK20QjgrXLK3wJld5zb+nqZ9N+v2iuEqk+be7m0+Zuls8t4kxXP/XnehE4/buD1eynz/ex+eDp4X7wEmSWStEtUicIj5byqRPouRSn51Jm+ezjdb+QlOQAfG3BNIon5fLWJy0pXzcxx2IwYZPI4AKN5uNwEiUEvf1DnAhJMpCBv3/3eStA0tpc4iQ+P/d2LbUt3TopcqRk480HT+tjRCLJvwedjBdoC5OKL/u6x2AwGAwGg8FgMBhGSzZF9n+NU2kexv8DvA78GHgDeDzVToQQc4B/5f43F9gBrAO2SikH3M0+FELsIQOh/stGWCBrb0PniNbu3grrF7Yfo8Vj85cu2/9aqqC41ggL9AwM2by08wQfuAGWbCBwBBpl/+cNkoaJ77lRi18+djtbDzXzmqfCRvUbf3bVAt0D2A5Ua0ic78pIlUWDCckHn7eSE7XIdQOMluX0AvS+1tszWglJlruvTAR0I1BcWa43wcowTDqRFBzLce/QLoDK6ZOueBWaYRghoKqsEHDG1bCAu3euiFrwxPIKqsoKtb2/+l0W5efy8kcnfDa18YRk2+etWKrvift/Rfm57G3o1P3cIXyMXTqniB8/eAsHTp2/ImNsukD+WMW+660y3FQNGq4VxsMZKN3+ghXjb9Y0M+T2UldVyq89tQJwekwnbKeV0frVVT7b7OD6x+vu9cCiGWw70qrXQwLY424Dzn2wgKTzVOeu3D+U29P3lpZTd6bbl0y6/1SM/W4lsyUgGrH41m0l1J/r1dXqHwXGeluiLb4vV6heNreIhs6LdPRefp/25q5LTvId2RHQJ+dGuDCYyMKe/EhgYCiRVmAH6B8KV9dvdu99xvIeH72zjPc+O0vclhklTwcTPcJI2JJN+5p4s6YZpCRuy7TJxqpljAC+tzQ54STYFgbQSXpmzjEYDAaDwWAwGAyGyyebInsUuBX4Xchzi3C0M4BBIJ2neAPQAvwap//6yRTb1QH7x3SmNzjBQJYKXCkrOS8zp+Tx6J2ztMC+cGYBnRcHUwYaFs0cuT+gITUS2PZ5a2bW8AxXwIRtH7EE0pY+K9/1q6vY8G6dFkTuv2V60uv+oHqm/n5srmkO7TeuvjOXQgJSsb7wwF3wezaSjWfQGtRbpanOI5WA7g2kGoHiynG9CVYGP6lE0r0NnQzF/b/tnIhgUl42bwkMYXjnUCnhL99y3GPUHPx/bz9Gc4q2K3EbyqZOJNY36PtdvrTzhK6MCyIB2/NRWwJdFZoTGQ72B6vjw6o4x2uMvRyx73pMvDJVg4Zrgas934dVjKt7X1s6SapbDzVTNnUig674LqXU96Rh40ZwPJhWkOdz+Y5YgpIpE4BhkVySOsknbDx8fV9TqAuYOu9EwuaO2VM52pp+7bT69lLy86K86bkvHwv7PVbl2WA0ZzJSQvdoBXbl9BJ02AljrO97an4Ojef7xpxEUHumO6myPh1hArvAadt2yLXBV2sodZ+m/g77TXqdwCRQ7SbuBVHzzOv7mrTrWF6OSZ41GAwGg8FgMBgMhmyQzYj6b4C/EkJEGe7JPh14BNiIU80OsAT4Is1+Hgb+UUqZdl0vpTwKrLrck74RCeuz6rUAj9tOpYZlCdp6B/j1nlN8s8oRXrceag4VVsERfO+7ZfoNLbKrgE7EAokYVeAkSCrLxkz3KIE/XDwcdFMVPeBUQjx1zzzqzvb4qlTfONCkg3ODcZuGjuSq1Lc+aWH5vGKevLuCTU+v4KWdJ2jtucTauyqShJWN79b5KnQiVrjdu/c1Ww4182ZNsxbMU9l4Bq1B1y6fzayAGB8m7oQFUp9dtYCaxpipzMgy16NgZfCTSiSNWMJX/fT4stlUlRWmFAuCLCiZzMn2CyP2NR2t3eyNjCWgf8gvMtgBof3JuyuoaYyx9VAzm/Y3+YSFiCA0Aam1J1yUV/1+oxEBQviSmJbOKWLTupX6XiGsOt47H4znmHo5Yp+pDDcYxsa1MN8HK8ZVuxNw7ok3HzzNhu9Uh55n2Ljx7KoFvvEAnP7Vg0O2dldaOLOAnfVtDCUkORFBdVmh7x5z/eoqn119cDxUCVJvHGiitqXHt26wBPoc9zV0+nqFB6u6Oy8O8vwTX+GxJeVJ995j5es3T0OQXDmfbSwBDyyaweHmLs71DIz8AkYW5AHtYnAlfehLp0y4vHWtEL77qVG/HMjLsfiLhxYB6LV6wpZEIhZIScKWKX+Tsb5BnxNYbUs3P/3tYSQk2c0DrH+7Vp/r4JBJnjUYDAaDwWAwGAyGbJBNkf3f4VSp/xz4G8/jA8ArwJ+7/94HfJhqJ1LKf8jiOX3pqGmMpeyzunROEWuWlPuqRIIWwpsPng7d75yb8pman8O2I9mzOVdc4fjJqHjkzjJOdlxkxpQJxPoGOTDGyggBiBQRpIjlPJxJPOadT1vY/KOv8pj7ufX2D/Hq7pPYUvLrPadYv7pKV6lGLMHFQJVI5bRJnOq8mNQP8v3aszow+NGxdgbjNvWtddpyHtw+6w9X8f1X9jIUdwKSPwvYvQdR3zN1vulEjmBA97EQMT5M3PEGUlVlE2Bsza8ARrC6MfD+jlSF3lP3zNNjSW4gGeaNA0181tyddlyuLpvCyY6LvnYSYaSqygaYGLXov4yKvavN9Mm53Fo6hc4LA3x+NjxIbwGRiJOwZQlBxU35PqEFnLlg/du1evxV/1WVFfKcW3EWCYy/3t9l/bleX3KEd04VAu5fWML9C0uS+hp7vxcvbD9+zbhWXK7YZyrDDYbRcy3N995z+eR0l3aASthO5XrYeaYaN4LjQdhrN3ynmvdrz/JQdanPKWQwbuuq34gryqt7Z0VNY4xY3yDrH64CHJFUVRR7x9wkJ7HCCb72LA9Vl+rzrZpVeNkie8QSVJVO4eVd6S3MBTCnOJ9vV83k13tOhbqejcQ9C6ax61g7AymStJOOKaC0cIKvNVkqUq2V0q0dLQEPLprBwVPnOd83lPo8cBLWLofKaZN48NYSXtl9UidYqMr0T053MRRwI/MK4tGI4PFls333X961elF+LnUt3VowD/tNrqgsJmI5TjdCOOt41Qrm7w80YVkW8YSt7/Nszz2blSZx2mAwGAwGg8FgMBgMmZM1kV1KOQj8OyHE/wYsBmYC54DDUsrznu12ZOuYhmS2HGr2WdGlCpZXlRUmBaO8fd0UArjVtbdtPE8ollMkR2IMWoklYOGMq2tBLwRMyo2wYPpk3v20xa3M7HaqJ8aIsrGMiOSe9ksqijK2NZQSbY+pPiNbSi0w17V0+6rHG9ov6NfmRgTP3DefZ+6bzy/fP+I7pgrmjVQxuHROEZueHn3QNRORY6wB3RWVxUQjlrYLVYkh14pAdKNhBKvrg0x6WAdbNHzj1hIAphXk6W2evLuC2pbulAH+3IjgttIpvPNpS0aJQum4kgL7TZNy6e4bHLHSPsiC6ZPIiVgZzUnnLw6y+1gHEcsRNILOJzdNyuGVH9xF/bleLdT884nO0H3Fbcnz247y4wdv0Z9fsI9qcGz2BuXBSZ6qKp1C3dkedh/rcEQp6fR1/+hYe9rko2uhilVxLYl9BsOXiWtpvvdWte861u4bm8LOc6RxwztHPrtqge9x5eKh2i6psVCI4QrluC11MhQ49+ZtvQPsPNquRczXnlrBmiXlbDnUTF1Lt088rSqdwi5PRfmDi2Ywb/pF2lwnqYUzC7Qb02NLynnz4OkRe3en42mdSJd+u4glWHfvfBbOLOBEx0VOdlykof3CqOb3Xcc6EGIUTl0SzqRJwLtcbDmcXPaT3/oT0MqKJtLacwnpJk5kas1v4SRP27bEsgST8yJ098f53eetTMixeODWEj7wtAO7eUYBSyqKeMnTpz0aEax1XYNqW7p9jnNe1L+9ycOqKj1I/ble1FtISEh4vjNxG90vZihu66SCwbiNJZykkWvl924wGAwGg8FgMBgM1zNZb8DqCuo7s71fw8jUNMZ4s6bZ95g3WK4EloEhp+r5qXvmUTAxRz//yekuhBC+ykQJI4oNtmoeNwZsCV9cZft5KeHCQIJPAqLS5QhIKpBx783Tk3rlngyxcE9FTtTSVQnqMwsKzGuWlDNr6kTiCUdktgR8bcE0n1jzFw8tYu1L/0zchqiFDhJmIqxcyaDrWPa9dE4R31tazqZ9Tbqyqa13AEs49SFXWyAyGMabTHtYe5NqBhNSj00CRzBQtrgdvantXgcTMmmsvBY5f3Fw1K9ZMH0Sv/zeHWx8ty6j7VUsO27DopmTKZgQ9SUzxS4OUX+ul1jfILZ0qtlsKUMFeYCPj3dw4NT5pM/vTFe/duxINV4qq3lwvg8HTp3XFYlh/VyDSRnXmrB9pcW+TJJSDAbD1Wc0Y5NXmPe2D0o3RwaTTb2V8kX5uT57bVtKndQaFGcH4zYb362jrqVbi57KTQzg13tOAc49+j0LpvGqW/mcl2PR1HmR9W/XameZ155awaZ1K9nb0Mmnp7uS1hELSiZz4dJQSmv2u+YW0dBxMSML84QttWPKWJH6f0ZPWEV6Jg5nQjjbpTrtX318kkm5EZ8tvQTOxPqJWo69/e/r2zJKqLujvJC1d1Ww4Z1aHN1a0t0/3ALn0pDNtII8cqLD67M3DjQhEb73sWphCb/47mJfYseWQ81Jc35NY4zntx3NKHn4/dqz/utC+LWLRJxK9jUZOI0ZDAaDwWAwGAwGg2F0XJbILoT4A2C3lLLH/Tstxgr+ygZ29zZ0EnfLyQVwe3kh6x+u8gWSVL/1uC15dfdJ3nhmJYDPYn68uVas4oNk0i8w6TUM2/+pSgXvfgTQfiEz8ad86gQWlRVqm8y4LXl5VwMPLpqhqyWGEpL/5e8/4dtVM31iuVdgB9wKeOdvKdHBmssRVlTPzFSVGNkk+Lt5bEk5Ww81a5v8nUfbtZ3n+tVVJnBk+FKRaQ9rlVQTtIOVOM4Yqo+nJZy2FmNxJ7meOd5+kbUv7eGr80efpHPkXC93lhf6HpPAc2/X8rNH/D2E16+uYkd9Gx8eaSUhh4PitnR6pKqKdiBl+5d0qHFdiUHeXuyQOinjWqpizZSx3FNlmpRiMBjGl1S/59GMTWG/73RzZFiyafB4yonEEoKO3oHQ6mdbkuQAMxR3xvPZN+Xr10jpVH6rOfjSkM1Luxp0fvNg3NYOVkX5uew42u7bZ8QSnGy/kNKlxXKvQabrF5WsermMZQ8WEHabkcm+Rjrl420XUj4Xt3GSEAIXMWIJHr69lI+Otvts5mvPdFM9q5u4LVOeW3WZM/8PJwBDcOsd9W36O57q+xhs+2YJ0iYPP1Rd6nNIuGtuEQdOxZIs6r+31G9JbzAYDAaDwWAwGAyG7HG5lezvASuA/e7fEmctF4YEIpd5vOuaKx3YVTbaqn/22rsqWDqniNf3NfF+7VmKJ+X6tk/YUvdiH8pQYB+L8Hw9cltpAUdS9NhNx2I3sQHQrgHey2WlqGCcNXUC53oGfM81d13ibKBKxZbQ1TdIXo7FJXffpzr7ePGjBn50b6V2JghWRLR09RN1jx0M1ow2eKmqeza8Uztq8SeTfYedf9jvRgVOW7r62bS/SVv0x/pGX8FqMFzPZGr1HRRflfsF+IPatgTxJRjnw4jbko88AevREFbhn6qH8JN3V/D6viYt3oBblcdwRfuaJeUZtX8JosbSx5aU85inag2c3ustXf03RHuNsd5TZZqUYjAYxo9srZHCft/p5siRkk2VQ4iqNN9R35bxWkgCu491kBO1iFqCeEKGi8qBfb2+rwlIbkMiGFkQt9WBr3GmTc6lM8Ok49GSSrz3EirCS8m/XDmXm2cU8Df/VK8fTkho6x3QTmJhPPfWYZ7+eiV5OZZOAE5I/+cVT0i9hlLuW5GIxZmufmoaYyydU5TU9q2kII8/e+CWlL8F9f18v/YsD1WXsnBmgfM7GrKxcdbt6ezms41xiTEYDAaDwWAwGAxfRi5XZJ8HnPX8bUjDeAR2bdvWVQkb3q2jqfMiL3r6wXmJWEIHmqyQ3uGh+w9so/qWSzm6mI4Ssa/VOFBOxBrTuVXPcioZnt92NElgF8DSiqlJFQYALV2XiFgwc0qez/4xYUumTIjSc2nYlnAgbvMnK+cmfa51Z3v4uz+9G/CL4cqSMBqxWLt8No+5VecjBUKCz3sDoJanTyVc/vd5NFae3ip8dV5b3Kp2YxVv+DIyFjtd5QZxtLWXgyFj0rU6Nl9vRCxBUX5u6GfjtZG3BFTclE9jZ59T0R63Q237PzndpYPxYYSNpc+uWuB7PGoJohGLRMJOCvCPlvEIqKc6xt6GTj3PDg5lPgddS/3nDQaDQ7bWSKkq09PNkSMlm6qx2nZF0wcXzeDDL9pCBe9oRLBqYQltPZf4rLnbWZMlbB5YNIOjrb2c6uxLeZygeB+3JZani9dI8/L14EAzKTdC/1CCjisksEOywD5r6gTumnsTb3/SkvYa2q7T14rK4tAEh0UzC5LcChQJCa/uPsnGR6rZUd9Ga88l5k2bxLuftuj1tWUJevuH+D9/f8x1RoCEbbNpXxNv1jSz4eEq6s7499/aM8DG9+pYOLMgo3YxgK/dQaxvcNwEb+MSYzAYDAaDwWAwGL6sXJbILqVsDPvbEM6VDuzubej0BVeG4jb/WHcudNuIJdj4SLUWKQn0Ys8EZat3oDFGS6x/VK/t7h/i1pkFGfXCuxp0eWwCR0NBXjS0gl3gBFdqGpPFLMC1gye0v+KsqRPp8VyntXdVJPXgA8cyEEgSw3VgMGEza+rEEftTBvcRZrcJkognMcOyuCyhZrRWnl6utV7CBsPVYCxW31sONSeNVdci9948bczV5VebW0oms+GdWlcsceZdcKrOqkqn+Ma2b1fN1MlTKrYf7Cf7weet7KxvY9O6laGfd6qx1Pt4wpasXT4bAWw+eJrf7G9ia0hf2JEYj4B6umMU5efq767t/jsTzJxhMFx7ZGuNlOr3fTntMNS5DcZthBDcv7CE+xeW8KvdDRxvv+jbdu2y2axZUs6WQ80cOdfrJDNZgu31baGuYd42U7Vnun0irgBun1UY6pISxEnkLeLgKKzix5uIJegbTIzNWl7A4lmFFE7MGfX9wJmuS5wdQWAHZ47dWd9GS1c/T98zj5d3NWBL57x31Lfp5GKBs2wOXueE7Tgd/O7zVsBpH/DonWXUnummoeMiUjqt2hKu7bwt8bUJeO7tWuzATiWjSzq5mpXkxiXGYDAYDAaDwWAwfFm53Ep2H0KIPOCHwDJgNvCslPKYEGIt8JmU8kg2j3e9caUDuysqi8mJCG0zFwzaKwSw9q7ZOut9b0MnMkRgF8D86ZOSAkiKhC1565OWMZ3rma5LnOHSmF4bxMIJQmQzptQU6yNqOcJ32mMLvxhSd7aHwfiwaCUE3DqjgKNtFzLueaj68ypOdFzkR/dWUne2h4eqS/Xn5u3B9+idZb7PUwU5bOn0KY/gt4kfKRCSid3mn6ycyytusChhO30IxyLUQPrgaqrfTTCQZAI5BkPmqN942KgUHIOuJhYw+6Z8Hr2zbMzzzXhxZ3khBRNz2O3pt+tNJLOl5Ce/Paz/vetYB4/eWcbNMwooys/1JU9ZwLSCPHKjTmsQL0Ou5WzYmJdqLA0+rmzk47Ycc0B8PALq6Y4R6xvUc7AlGFWrkMudM4wlrsGQXbK1RvL+NsFpkZFuf2GuTWEC/frVVbq9x4Z367BtO2mNELUEVWWFPteQJ5ZX0N47oIVXL5aAry2Yxo8fdOzA//ofjvhEdkl4G5IwJHCwMaZbYrX8PgAAIABJREFUQ4mA41QqJuVFuDiQyOgYl0NEOC2dxnpv8cTyCv7jdxcD6DZonRcG+DzD1l5hy7mwe539p2LsPxUjJyKGXQSkJC6H55rFswqZMWUCBxtjnL84PO8IAa09/rXtO5+2BNzenHWZWnd78y7UOtHCaT925GwPCdvZviWDROZgUtr61VXjWsluXGIMBoPBYDAYDAbDl5WsiexCiFuAD4BCoAa4Hyhwn/468IfAD7J1vOuVKykGLp1TxKZ1K9lyqBkBrHFtwSuKJ/HGgSbqzvYg3Z7c3t5s3goNSwieumceBRNznL7b79aN6hxc9/hxE2juKC9k7V0Vvv7gwfMZ07lIWLu8IqmqJMiyOUV8dqZbBxQeqi5lz4lObDd4IiVpq/UFkBNxqmJ2HG0nkXD2c+/N0/ng81anwj1uU3e2RwfhILkHn9cmcEVlsa9voECydnmF/j6obdIFQjKx2wwmZ4y22sLLaK08s1VBaYQSw41EJmKBwvsbVxVZUjrJWRseruLlj06ktbUdC4tmFvBFa++oTFNsnIB6Xo7Fj+6tTNn+5GoxtzhfX6dP3Kq1vBwrY4eAdz5t4eePLtZtPcAJsOfmOPN0dVkhz3n6toMzZ6QKXqer4gx7/HIC4uMRUE93jKsV0DeWuAbDlSEbyS9a4I5Yjjhqy5S/0zBRUo3Fwdd423uE9eWOug5hsb5Bn2tI2dSJSXNBxF0s5UQt3719wcSctOuWkdZYtoQ7Z08lLydCVekUXtnVkNQKTAAP3jaDtp5L5EUtDpyKpdhbZmSSkAzhLcnKp06guWtYlJ45JY+ELWkPsZKvLivUfyt79JrGGE+8vCfUISAdEeGI9gV50ZT3FN59KnE9Ipyq9s/P9oSuDdd9vZKK4kl82jycTOcV2AX4xO+i/Fw2vFPLUEISscCyLL0OXP9wFeA4Dr1Z08ym/U1sCSQy1zTG2HqoGQk6cU599waHbNa/XYstU3//s41xiTEYDAaDwWAwGAxfVrJZyf7fgCbgYeAC4F0h7wR+mcVjGVLgDVDVNMZ0Bcfb/+aelIJL2KK4pjHG89uOMuSJnFgCpubncP5iaiv1sqkTONt9aVQiSrDv3WhYe5cTaPHa83kpnBilqz8e8kqHYIBHkRMRrFlSzpol5fzRS3tSnt/5i4OhlQLr365NW0ESsQRPu8kMShiYXpCnAyUAHx1rZ3DIxgZ2H+tgz4lONj5SrQX1YA8+xdI5RXxvaTmb9jXhFmBQ5trEe7cZSdTOxG5TJWfY0hGGLtfiM9OATDYqKI1QYriRCBMLVPA2JyKS7MXVb3zLoWY6egeQQElBni8Zx1t1rbBwAvSV0yaNWvA+2nbBNzfk51j0DY0cnVcJPAUTc3jy7go9tl1JLAGV0yaRG7VSVsoVTIhQODHH95gSzetautl88DQJt1I8nSjyfu3Z4XE0UNnoTWYSwO3lhax/uCrtWJVqLA0+frkB8fEIqKc7xtUK6BtLXIPh2iT424T0CaDB7b1jcbrWRQj/uuUOz7hc0xgLTf558+BpPR9v+E510rqhpjHGma5+cqIW8bhz7+8V3KOWYPXtpbz32dm064uDjY5ofuDUeZbOKWJ/QESXOH3Ra890hwrfoyUTgR3cSnb8FutnewZ87WDO9QzoRIIgYX3Jl84p4jfrVmqhubqskNqWburSJEgLHIH9F25V/ImOi3wQsn70InFaft2/sIS2nktJ+55bnM+6e+f71mSqJcyv95xy2gwADyyawTP3zfd95o8vm+1b+wXns70NncQTzndyYMhm66Fm/T37/it7dcLHmwdPs+E71Z7kyeF2YeM5TxlnMYPBYDAYDAaDwfBlJJsi+9eBx6WUXUKISOC5VqA0i8caESHEs8AzwFz3oTrg51LK/+E+Pxn4K+C7QDFOgsCLUsr/fTzP80qRSkBMtfANivNhfcWRsGD6ZPZfHA7YTM6LcMG1GYwIeHbVzboKJFPdfKwCO0BtSzc1jTEa2i+EPt9zKe6zdA9SPDmPc70DxAORJvWvpXOK+Nkj1fzlW4dD93G8/SLPvXWYnz262FdlvnBmAVsPNWuRJWIJFpVO4fCZbmc/UlIwMYdnVy3g9X1NvmqD6rJCYn2OeP9+7VltPRy3Jevfrk0KMoXx2JJyth5qTlvhpz7zmsYYP/3tYR3kybR/pVfgKMrPve4sCY1QYriRCH6f3zjQpN09BhOSF3ee4JUfLEuy0n2zplkHaSMCqsoKWTqniCfvrqCp8yK/OXia7r4hX+/rj461Uzlt0qidQoJjfSYCu8KW8Pr+Jh5eXOprizIaZhbk0X5xMO2co8T1U+f7aOi4SNQS5EREaKVc76UEhwPBdls6FY+/+O5i1riVZb39QykTEqKW4KHqUg6cOs/gkOMm81B1qR6bW7r6tf2vqm7L5jh1uQHx8QioZ3rvMl4YS1yD4drE+9uMuJXsauwM+50Gf8tqLB6pdZFy+lLbecflVMk/Xqex4H28WgckbEeE//7dTpW1qkSPCHjqnnn8es8pbCnTrmvU45eGbHovhScZZ9J6ZbTz+6yiiZzrvhQ6v0Yswc8eqWZ7fZtP0E7Yku5+f+J2qmOmuk8Prl+9rjBhRCOOpb9KQl+1sITtX7Rh2xIhwivuARIJ6WwXyCLPjQjW3TufWN8gNW6CQ6xvUCfKVRRP0p/tR8faeea++fpcvet0tf4Kvr+i/FyEcHzrJbD54Gl9b+FNhB9KSGJ9g77v6Mb36sw8ZTAYDAaDwWAwGAzjQDZF9kvAxBTPzQK6snisTGgG/gI4hlN896+At4QQS6WUnwH/FXgQ+JfASeBe4BUhRIeU8u/G+VyzzuUIiFsONYda3UajFgtmFPiqIi54+vhZlmDhzAJ/ECqFjXu2ON7ayx+/ujepZ62Xmybl0hFiPQjwWXM30YhICibFE5Lntx3lxw/eoisTUgntCYkWv2G4CsErsqjgxh+/upfBIafCoCg/l5rGmK/q/dKQzXNvOYK3qkbdc6JTP2/L1L14vWRa4ReshHhjfxM/e3RxaIV8quNcDWE6GxWMRigx3EisqCwmagnXdlQwY8oEYFgA/v0Xbby+r0kHoKMRi0UzC3zB6OBY9us9p/Rc4B0jB4fscbdtl8CZWD8vftRAxHLG7EhEsGT2VGoaYyTcKvCKm/JT2tyf6x1IuX8BLCot4HjbBU60X9TvNZ6QPHF3BafP9/l6rSuCM0/UGrZy946PFcWT/JVtQzaWay+sxtvn3LlAtWnxflZrl8/2JUEZrh7GEtdguDYJ/jYhuTI43fZqG9WKKZ2gu3BmQcYtjhRbDzlJbV7b7+A6IJ5wLObPdPVrwTch4a1PzoyYwOzmFeht0rWrGok5xann0jByPH3Gg3zj1hKdgLz9i1Zd/Z4TEdS1jNxz3oK0fclV8uCZrn6fK0zl9MmcaPc76CQSzhwbT9hELQFuxbdlOe3SfvXxSb1uzXHXh6rHvaoMV/tGSoom5SbtL54YTnD3thnwrsczWaerpAFv4kLClvp7lxMdbg2m2shk+h01GAwGg8FgMBgMBkP2yKbI/gHwEyHENhy7eAAphMgD/i3wD1k81ohIKd8OPPRTIcT/BKwEPgO+CvydlHK7+/wpIcSfAncD173IPlYBsaYxxps1zaGVBItmFlBdVkhuiirCoYTkpZ0nePkHy3wL/Oe3HWWXawV4uQTF8IG4HVqxoOwGoxGLzhQCO+6+4gmZ9H4lsOtYB/saOtm0buWIQrstJVsONesAWir3gPWrq3xCyveWlidVfahLOxS3ifUNsvGRal+l+0ifpbdS9dlVC9JuG6yE8Ips13pAJhsVmEYoMdxQCHeEFI6t6YdftOnxxbYlL390YrhfZ9wOtVNN2E6C0eyb8hmMOwK7BSwuL+TI2R4StsyoHYh3rI4IR4zOtI2IW7SVkoRHjDjQGNMHsiU0d/WnrfILY3JehJXzpzG9II8vzvX65gMbx4L2sSXlTrV5QOSIWAAC23Us2fhIdehYogSGvQ2doS1G6lq69fsaVE4Eqq9vwmZWoOXHtUCqFjRfBowlrsFwbRLWFiPT7b2V0AdOnU9Kng3udzRjQCpRdW9Dp28dIIRTvfy7unO+15/rGfBt450jVZ/1VQtL+GlIm5fRkhsRfLtq5qiS6e6cPZXmWD9SJq+pBOjK8Tee+aqu6JfAb/Y3pd2vJWDxrEKOnOtl0/4mNh88zePLZlNVVkhdSzdtvQPsPNruiNwRy+f8snzeTTS0X/CdjxK7JarvunQTCR2HMa/jwBrXwl211dlxtJ1EwnFJONlxgYQNtF/U+/buT33GqdbjmazT1XfGex3VtkvnFLHp6RW+nuyZJnsYDAaDwWAwGAwGgyG7ZFNk/3PgY+A4juAugfVAFZALrMnisUaFa1//ODAZ+Gf34d3Aw0KIV6WUp4UQXwXuBP7mKp1mxmQS2B6rgKh6v4XxWXM39a113L+wJLT/OcCHR1p1lYE6z4eqS9nT0JlkyZ4pEQuWVhQxELeZN22Sz+ZwZWUxR872uNWb8I1bZ7DjaLtjFWkJ7rtleka99lIxmHDEc3X9vOLK3OJ8Tp/v01XnAkasSggKKR29A+TlWEnOAd5ACsCqW50+gGvvqkj7WY62z3iwEsJ5j5lVy98ImACU4UZBjd0SR5SN9Q3yMzdBJ2E7QV9VleYVwC2gsmQyJ9sv6N7hHx/vSApWr3+4Sh9n075Gmrsu+Y6vKugsIVhSMZUDruOJAKpnFXL4THfG1rPfXDSDD4+0ZtQvNijGj2WeuTCQ4IPPW4lYaDcAfX2EY/0atAqua+mmvXeAHfVt2j3gqXvmEesb5PV9TcT6Bn1tNIC0Y3PwrEumTCC3tTerThs1jTGfeHA5Y99o5xqDwWC41gkK4amSZ0cibJ2WSlQtys/1J3ZJWP/2YVIsxYDkeU/iiNyxvtRJxVELhAhvfRLkDxaX0jsQbjUfxBLwnTvK+Me6c7o91urbS3n3s7PYtiQaEeyob2PbkVZ9Df+j2w/99X1NWG7GQDQiSEh/WxmBs76qcu8hbOmsy17bFy7MJxI2TyyvoGzqRH19t3rc2QROxTdC6ARjy3KO7xWvvZ9xTWNMfwdUX3UJSWtL774TCdu3v7D1eCbr9GD7g+8tLR9VW6/rkS9z8p7BYDAYDAaDwWC4fsmayO4K1XcA/zPwAHACpw/7ZuC/Sik7s3WsTBFCLAb2ABNwquu/K6VUKf5/BrwINAkhVCTh30op3xvv8xwNowlsj2XxvaKyGMu1xFPMnJJHa88AEnSgIlWloC2djP/6c726+loI0gaLRiJhw6GmLmwpqWvp0QKRJaBnIK6rNy3LAoYrFKSUlBTkkeuKyAK4dWYBrb2XOH9xKPUBAwic6/7fPjzqe7zxfB+/eHSxT0TZEtIH3RswCF6yaQV5vPbUCra4/dtV8MsSTtV7/blennvrsBabjpyrS1tlPto2AaoS4qWdJ/jwizZkhtXyBoPh2iIsgL90ThELZxaw8d06XbUugBlT8ui4OIh0BfRfPnY7AM9vO8rHxzuwJcQTNotnFVI9q1BXc6lx7NPTXUkie8KGb902g/sXlrDhnVo91kUjgpIpE4ic7cEOCe4vKJnM8bYL+t9RSzCtIC9pfrkpP4ebJudROW1SyiSvMKKW4Cse0T8dCRseuK2EaQV5vFnTTDzutPb45HSXTh7zjqc/+e1h7eoStyWv7D6JdO1kvYkMUUuw6taStGPzY0vKedOdA3Iigh/dN58f3TdfV6ldLjWNMb7/8h59vptrmtn09NiF8ctpSXOlMUF6g8EwFoLzaCbJs0FSrdNSiapBYVyCtlP3usiM1HqrKD+XhTMLyMuxfC20LOEIwz+6bz4v7jwRmngcdAl7+5MWIhGRtJ3aNmINn6MAOi8OaucbKSWT8qKsvWu2r1pdOeioVlzgtERRVu0bvlNNU+fFpOr522cV0t47oPuSp0IlJwcTyNQ17+0fou5sDw9Vl/qOk7Al37ptBs/cNz/0s/XOdeC03vnGrSVJ291eXuhLRgwK6qnaFYy0RhtJiL+R5juTvGcwGAwGg8FgMBiuV7ImsgshfgZ8BPxSSvlctvZ7mdTjVKdPBR4D/l8hxP1SylocC/uvAd8BGnF6sv9nIcQpKeU/BnckhFgHrAOoqMisX/XlkGrRnK3AdrCiTe17RWXxsD25LcnNsfizB27RvdUlToAhVd9bCWw+eJpNiabhgM0ICoEFLJvrvIeBuM2Zrv6kHurenuSWcIIpUUuw/+R5XYUdT9h8eKR1+HBC6Kp2cCoMfv7dxdSf6+UnGdgpqoBNQV6UtS/t0eeg35Z0gmNeS/ZgMCQYMPiTlXMd62TpnI+qSFCf4aZ9w9etrqWbNw6c9lVzjvSZj6VNwNI5Rbz8g2WjCtTcSEEdg+FKMl5zR7pgrLcvqwTaegeIWoLHl1dQVVaoq7MrbspnjyWQCUcodtxLeinIi/Lq7pO6ZcX61VV8+EVrUvLUZ81dtPZc8o2VQwnJB5+3YoXE6wVQlJ9DxHLs1i1XjK4uKyTH05bEErBs7k08c998AHYcbU+yUA2bZqKufXtdS3dGIjvA9II8fvHdxVSXFfKc6wLwweet7KxvY9O6lT5b4c0HT/te663A855P3Jb8/os2nzPAisripHF007qVSfPHFreC7k3XInesFeh7Gzp9FYyXK4yPtSXNlcYE6Q03AuO95rheuNL3nmE93cOSZ9ORbp0WViX96emu0MRlAeTmDLvIpBLIFXUt3Tx5d4VO3H3jQBMJ29nvzvo2Vi0sYefRdr19RMC86ZOZN20Sk3IjPpcw1UoreD6SkHYuQlBVOoW9DZ1OIp0QbD54mrg9fL+gkp1t6bbiOnme+2+ZrhO3pZTUtXRTNnWi75gS2J/h3D2/ZDK/fOx2n5Oa93vy/Vf2MhS32XfyPBVF/uP0DyV8c7v3tUX5ub5tbVsyrSCPiOVPIF8ZENWzRToh/kab767l5D2DwWAwGAwGg8FgSEc27eIfBX4C2EKIT4FdOKL7x1LKtiweJ2OklIM49vUAB4UQdwH/Xgjxb4C/Ah6XUr7rPv+ZEOJO4H8FkkR2KeXLwMsAy5Yty0ZhWUrSLZqzEdgOVrS9cfA0lhDEE7YOiKy9a7avx9uO+jZdPZiwZZLAPmVClJ5LjiFAJlaEXoQlOHgqhopVRAJqzL03T+MjT093WzrBoYTEVwGpnlMkbMmZWL/+dzzh2KArUfw//dMXdPUlV7TPLc5n3b3ztd3vereHepCIJejtH9J9BlUgJJgUoYJIA0M2r+4+iXRfu+E71b5gUHVZIXk5w5+thKR+7RJ8AR/1Wq8tcZjQn0lQMlPngxstqGMwXEnGc+4I+w0HW4AInHFSWchveLdOC9ZBsVoCg0M2L33UoB+/NGRT19LN2rsq+KQpxudnhwX8cz0Dum9scF9hzicSfOK3lJJtn7ey61g7G75Tzfb6Nj480oot4Xeft/LBkVbmT5vED786l96BOMdae6lp6kJKqQVsdRwBPHXPPJ68u4K//ocjGV/DiwNxXth+nDNd/b7xdyghdQWe6qM7Gmt625Y8cNsM7pg9Na19fKqkusGE5PV9TWw51DymMXdFZbEvceFyhfGxtqS50pggveFGYDznjeuFK3HvOdL98VjGuaL8XMcCHZlynFUJVH9/8LSeRyzPpBmNOtbg1W4S3IrKYl75wTJe39fEGweaqDvbkzT/tPcO6HPe29CJ7RGABxOSlz86oZOOle35jvo2TrRdICciuLO8kE9cx5sgTvW6QEqJEMI3NyZsyX//+KRe+yVsScJ9bijutK557akV/MWWz/SabTBus82TFK0StH/4tXkjXl91Po/cWcY7n7boOb+p86K+tsHvibJ7V8c+0XHRt7+HqktDX7t+dZVbbT+8bW6OxWNLyhHgs61/ZfdJegbiVJcV6vXYlZ57brT57lpN3jMYDAaDwWAwGAyGkcimXfxiIUQR8HXPf88CESHEMWCXlPLpbB1vjFhAHpDj/pcIPJ9wt7mqhC2a1eMrKotZv7qK92vP8lB1aVYq2uIJicARXAbjNs+5Vew5USeQAI6teTqUwJ4pXgEmKCR7/x0RMCEnkvT6hFP64H9QOtbE8YTj1Rt82rIERfm5WhT/D//i1tCK9nX3zmfhzAL2NnT6eqiDU8Fx64wCjrb2krAlL37UgCVIGfDz9lpUorl0/xXrG/QFdCzh9PQtmJjj6yXos31k2FqypjHG91/Z6xPI8nKc81CJBJkEJUdbGXSjBXUMhhuZYE9PpNTV1B29A76K8KCSI3DGvKBA/tq+Jj3e/OjeSv6x7pwv8UoAc4rD3U7SoY4zOGSzvb6NY629vmNLCcfbL3K8vYEf3VtJXk5E27NjO+1BlMgvgVd3n+SbVTPZ05B5t5q3PmnBEsnJXhKnV/2BU+dZv7qKM139RCP+/rbeakQB3DW3iJqmLj3u76hv05a0P/3tYZ2AlWocVZ+drvZLs20mYtGmdSuz1pNd7fNaG/tNkN5gGD/G09Uo2/eer+9rYr3rVqLunWHk5Kd01DTG2Phene5Nvn51VVLl+ks7T+jkMV9Sm4Qn7/b3E//jV/cyMGQTcV1Znry7gljfIIfPJIvhO+rbdFuTFZXFRNR6yEXNxwJnrqpr6dZJV4MJqVvKBFGuXvfdMp2Sgjyqygq1u5kiXXJ1UX4u9ed6OZEmKRqc9VHd2Z6UzjRe5pdMZvm8Yk52XNTnnbClXi8HvyfB/XnXh9+6bQZP3u24RQS/Y+/XnmUgYL2vPtN6j0OQOv7rruiukhLUZ3aluNHmu2s1ec9gMBgMBoPBYDAYRiKblexIKWPAO8A7Qohc4EHgP+BYsd8MjJvILoT4a+B/AKeBAuBJ4H7gD6WUPUKIncBfCyEu4NjF3wf8wD3fq0pw0VyUn6uDPlFLgFt1fuDU+bT9udPt31vRFo0IBMPWgEpUHozbbD3UzNI5RVSXFWIBdop9ZoKSLJRYkAkJSVp7RC+2eoE6SODYq28v1f3NcyOCTetW8uidZT6LxDk35QP4rrfltQSUcKztgs/CPV3AL9Y36BNepOc1vf1Dvkp3W0pe3X2SN54ZtiRWto9v1jSTSPiDKN7KDLXv4Hl49z84lHyOo60MqmmMueKSlXQ+BoPh2iPM/lb9veVQc+hrBE5S0jduLUFAaA905c5RMDGH//JHd/oSfiIWfLtqZlJv1UyRjDzuv7yrwRektyVaYFfEbclLO09Qd7Yn6fVq3gsTB2wJMsXjg3HbaafiVs9/67YZgJOIVl1WyMb36vTc/RcPLWLLoWbdBmQoIdnqXvPNB0/r+SASCR9H1WcXNgfUNMZ0v3Z13JHG8WtRFM82JkhvMIwP4+1qpCvEZeoK8bBzDBsLahpjPpcqdX8Mo+/B7sV3T29LX7/1msYYT7y8J6UgHY0IJOhzfWH7cb2vuC1Z/3YtC2cW+NaIMLzsUW5dapxfu2y2r9Ja4zqBnem65Hs47KxyIoKvzJ5KTWOMbZ+3kpfj9Dy/f2GJ774glTCekLDhnVoSgYQCAUQiAjshsXHE65yoxUPVpRw4dV6/b8WimQUcb7+gr92Jtgv85LeH9brSwplHz3T1U11W6NjTD9kI4SRXr6gs5s2DpxlKSCIWCOEkIORELd2GBpKTEifkRLAsf+W++kzrWsKTEtS19H5m2fpdBL/PN+J892W4TzEYDAaDwWAwGAw3HtnsyT4Fp8e5qmJfBlwAPgb+HMc+fjyZCfx/7v93A58BD0kp/8l9/gkcy/jXgJtwhPbngP9rnM8zieCi2ZdZ75Rwp61oy2T/3oo2VZUQVhze3jvA0397kN9/0RYqsKcS3lUl47erZvLrPad0wMK2beJ28rbgBFlKCyfQnEHgJxWpkgAqbsrn7U9a9L4GE5Ith5p5/omvMHPKBF7a1YCU0Hi+j+feOqwrTIYS0l9pQnLlvaryCAv4eQM2Qgif7fyru0/y1D3zfPtXlRjez1QA998ynWkFedq+X51LkOB5eCvpbUjqLTiayiBvQDVqCZ5YXjHqakjTy91gGH+CQUvv397A89q7Knz913cda0/Zfx0AAZ+c7qKlq58ffnUur+w+ScKWWJZF70A8o4q0MDJ5TZj9fBgfHGlNmtcAVi1MnUCgziHs/KWEuBxOSLtj9lTtHAJoFxTvGPdmjZMQpSxxAT0XCOB7S8PHUTVePraknMeWlPsSJbxiTcRN5Lqc+4IbCROkNxiuPOPpaqQqxG0psUIqxFO9JlUSwN6GTmzPxGBZQo+tmVYGh7VrCrvnVtt9erorSWCPCMe2HZxK9N/sb2Kr2xKkKD/X1//clsMtr9Qasbd/SCezBe/x1ywp540Dp33rDkHyOs+LWo8VF+RSWTyJqfm5fHikVQv5g0M2Ww418/v64S5wEUswb9qkpPZdisEUSQWWEHzjthIkUFKQp9cTC2cW8Py2o+xy24RZwOo7ylhRWczz247y8fEOX+KyJWDxrEKOnO3hN/ubyI1a/MnKufo+ZuN7dbz21Ao2fKea92vPUlU6hV99fNLdQfK5rVlSTkfvADvcdjXK2UZKp8e8+k4EX6ls8Ly3SnbImm6spPo+m/nOYDAYDAaDwWAwGK4+2axkPw8MAG/jiNs/klLWZXH/o0JK+ScjPH8O+NfjczajJ7ho1pn1biV7sIrYK14CIwqZ3v2/sP14aM9xS8Dvv2hNEsW9SJwgkdpXTWMMKZ2edf/lj+5k6Zwivlk1ky2HmunoHeDDL8IrIiMCvrZgGruOdyQ9nw0azyfbFu8/eZ6axhgFE3N80RJbDgdUwhIPIm5VgxJh7rl5mu7TG8SbMBHs725LmVRhGfEE+oJ28LkRoe37AR5bUj4skEUEf7Rstk+Er2mM8X7tWS0UWQJfVQ1kZjWovlstXf06oJqwJWVTJ45Y9R7sDW96uRsM40uquUH9veE71b7+oS9sP47NxwxrAAAgAElEQVTtWrAPxYf7rx9v7eVkx0XaLwyPIdLjNBKxBLY7tsVdQTliiaS5JdfjojIepBIUSgryRhTzw573VeO5VXJhyUNbDjWz9VAza5aU872l5bqaXc0d3nHXO64rwsZLJeav+9uDPrEmISHqzlnGXcRgMIwH42lVveVQs65uFsike9kw0iUBqHNXrZo2PlLtc5BS9+yquj2sPcf3X96j5zLVNmrNknLtXqUs2ZXLiL8BicPPHl3Mk3dX8ML242xzLeSH4raeP9T8JcAn8Ko13Avbj+t7fAG8X3tWV04vnVPEU/fM46WPGnxtq9Ilv6n2MB29g3T0Jl9jIeCj+jafDf0Dt5Zw/8KS0PZb4KzvIpHhynt1HvGE7SRwu+L1miXlei59qLqUfW5rs2hE0Ns/xPPbjlJVOoUDp87rz9Vyr0vVrEIOn+nGlo7Dzh43iUJdz62Hmtniun/tOeE8p+Zj9b3wzrmCYYcAAaxdPptZUyf6vhPBNdiqhSWUFOQNJyraktyc7P0uTKsug8FgMBgMBoPBYLh2yabIfgBYAnwTp+/5RNcy/hMp0+XNG0Yind1vMDDgtZPPjVqsX13lE1DC0MGmIRub4V5yq24tYdsIlr3S/W8gbnPkXK8j5oZUmWz1BMjCSEj46Fh6gT1iwbxpk33VEpaABxfN0JWWEQu+cesMdtS3pe0RCHC87QLff2UvP/zqXJ8dYE5EaOHpWGuvz07+ttICZhXls/Nou050SCWwK4IJE8pqODdqUVU6RVdrADx1zzxfpY03KDWU8FdEKEeCVFaYqpejEthzQ4KgI1kNBr9bmdjE1zTGtL2x+h6qY5gAkcEwfvh+v24/9rgtk+YJb8JL0C5180GnEi7XFYNfd8XiIF6HDxs41trLkoqpHDgV820fJrDnRByB3nKFeikdK9nbSqewsrKYX318ksGEHHNlvMJyqwKFgLbeAVYtLNGivwC+fvO0EechLwlbsuGd2qQ519uvdnNNMxseriIvxy+qeyvTw8bBVONlTWOMD4/45+WIgI2PVI841xsMBkO2GC+r6prGGG/WNA+31/Ako6YjXRJAunNXf6dLCt1yqNk3l6lxWonh6piSYfv5oMgetRznk7BzFe7rJI6Q/LUUybzeynkJ7DrWwYFT53V/+V/vOZXsxpLmmqVziBEAQoS6jdW1dIfOzxHhJBIAviRj4f6nks68iQXqfkWtfuK21NX6u4518KN7KymYmONzEADHlWfQdR+rben2rVe8n4OUEiGGLeq9LbjC1qkRazjBWa2rVL/1TetWsvVQM5sPnubDI636u/LNqplZ/13caP3XDQaDwWAwGAwGg+FGImsiu5RypRBiIrACpwf7auDnQFwI8c/ATinlL7N1vC8b6ex+U9nJe3vHhgWJvNV33sqNWN8gRfm51LV0E7FIW8kucIIynzZ3ex7zV5l4exR68fYqz4Qn7nLsyf/opT0+Qaerb1BbGSdsxwZ41cISfvXxSRraLqTtIz8Yt3nZtYq3BFROm8QP76nkybsrAPhpoDLji3O9HDnbS8QipV16Okv0J++u8NkJ723o9FW9FEzM0duuqCwmx620AUd0OtPVT01jzCe0pxNodIBugT9AF9bXLwzvdythS13NkSpwFBT3YVggMgEig2F8CQq14G2D4fxCBwMJL17x4UxXP7/Z36RfL0GLxQh/n1LhRtjVIwdOxTI+z8eXzUbgWKnbrgj+p1+bpwPVG75TTW1Lt+OG4rGuBZhbnM+ds6f6kqHSoSr1Pvi8lZ31bb5K/q0petSnmqvUtVRz7sCQzX/6py984stQ3CbWN5iUKKfataQi1Xjp2Bx73g/D1ZAGg8EwnoyHVfXehk7i7k2+wJkvMjnmSEkAmd77KgHYu5/g2K3aRq1ZUs6aQGuPrYeadRKzFynx9VAPmyPU+J8qmTfWN5gkbqt7bkCvH1Ix56Z8mmJ9SOn0hBeQNkE52C7LArYHKtu91+SJ5c6aZ+O7dT5XG5WQHXH36U0sCN6vBNP068728Hd/enfS8bx94hM2LK0oJC8nwkPVpSycWeD/HFzHMpUQXtMYY/PB00nrVO/37YXtx/XaJm5L/vKtw/z80cWUTZ1I3Ja+hLhnVy0YldNXJtyI/dcNBoPBYDAYDAaD4UYhm5XsSCn7ge3AdrdH+yrg3wPfBv4FYET2K4Cv8tBjJy+E8FUJeIWUdFa0werHb946nebzfRw51+s77rdum0H/UILdxzp8gYlglYm30gLgrrlF3DKjwOkF/24dQ3Eby8LX83dKXoSegYTveErQ/tkj1Tp5IBqxksScNw40Ud/a65x/1OL+W6bze7fSPSx0pHv7STjRfpGN79Vpu8Xg9mrbuLuvdJXfqSzRU7UCCKu02fT0CrYeaqbd7Q/o7deYrodvUX6ub79BgT1T2/ag0PPYCD3YveI++PvVmwCRwTC+BKvSkZKE7VRxqdi7LYf7uHoDv8+uWkBNY4ytnkC/qsDeeqiZNndMiiecCvSn75nHf//45IgOIkGibhuMvQ2dxO3hFh2v7GrgV/98injC79AScRXvYFuS5fOK+dXuBo63X0x5rKBQPpRwEsLU3LclILIvmD6J5ZXFVJcVsvG9uqRkMUugz00lIXT1Dfn24R3/VDDfazOsKt2DVeipxssVlcXk5TjOM5ZbTWcEdoPBcKMSvA9dE9JeIxVjTQIIrquCzkxVZYW+7edPdxJ0veO34rWnViT1EvfeG6c610zul/V84LFP9+5XvQdhCapKpzBv2iRfQtrp831O33ec1/7B4lL2NnRScVM+SyqKeHlXg2/ejHhcv1SrsP0pEuokUJAX9bW98mLbkieWV2gL+4K8qK/XeiSwLlQ8VF0aerxpBXm+f9c0dSGl1JX9wc9ByuGEcHX/4X2fuO1X1PctuJa1pVOdv/GR6tB1XCoh/XJaZ5n+6waDwWAwGAwGg8FwbZI1kV0IMRP4uue/apx1cx3wArArW8cy+EllJ1+Un8vG9+pCBdx01t2+6mU3wnHUY9EOMCHH4pn75gM4/fG8VRrCX+MR6xvUlYACuHlGAb/4rmMf6K3qrj/Xy/u1Z6kqncJLrjWgYkHJZC1QxPoGtTXuma5+Nu1r8m3bcWFAiyGJhM0ds6fyzH3z9TWpa+nm/cNnOR8QQwDtAKCuh7fnnnpecby1lxe2H/cFUEZriZ5ppU2wX2PYfoOBm1StAkZzjqMVxoOByceXzfZV+5sAkcEwfqSaG1q6+rXtu4UzRqcK/AZ//6odhGoh8c3bZjCtII+K4km6J3sYUyZE6bkUB5wA9rzifCqnT+aZ++brMcESAtstW0tIsF3h2lstji1ZPKuQkikTKPEE1Z+8u4JY3yB/80/1SceOWAJpS6JRC1tKXXUXsfDNi97xPici+OX37vCNV2p+ClrV1p/rTXI9mTkljwcWzUhyO9nr9plVDKVxnAkbL02yksFguF65WhW8oz2u95gtXf1s8ji6qCpxbwV5MEE3uK8fP3gLB06d1wlv31taHpq0mqnLVNh5euck9brgdXth+3Hf61VVNzitXJQAf65ngEe/Us66r1dqt6+8HGddUdfSjQSdcJdKZBc4VedDAYHdEsNJBlVuAttg3MYKrB1lQGAXApbNKdIW+0G887ejkSdXl3s/B++6OJjIEbZ+8jq06evnCvVh90mphHTTOstgMBgMBoPBYDAYbjyyWcneAgwCh4DfAX8JfCyl7MriMQwpSGUn7xWxvc+ns+4OCqUfuuKuYuaUPP7sgVt8QRxvdUAi4Q8arKgsJmoJ3SvvzZpmHVzynvfSOUU8eXcFP/3t4aQK8h9+bV5o0AKG++jhBm7OePoFqqp6b3BjzZJyqsoK+UlAFFFYwl+J//iy2Uigo3dAWxECHGyMceBUjJyIYNO6lSydU6Tf61BCZtw3MiyQ5g20AbR09RN1K0hSWa0HAzfeCk0vo7VtH40wbgQgg+HaImxuUEK5dwzY4ulH6g38Bl8fbE/y4ZFWR6wXIm37DyWwgxMs9wrYarx76p55vLr7JLYtiUaGXVkinkr24fYkTg/YLR5njxWVxbrHuj4WUF02hapZhVSXFbKjvk0nLFmWlXSearz3CiA1jTEtBKiquOA1Cb71P3vgltAK8xWVxeR4ztGyUjvOpMJbFR9M9PqyMxYRz2AwXHmuVgXvWI/rHWeD8yU4orOaM0cav1MlrHnH71TnOdKYlu7aBJ9T9/9hleVB23nlCgbD1uphc9rmGufaRCOCr8yeqkV3CVSVTmHfyfNJx3tg0Qyd/KzuJ0ASEeh2MOoVFrC4vJAjZ3v0NQoTwZfOKWLTupVpk8xTrVHSrV3U9e/tHyJqCV9f+dyAU40inZBuWmcZDAaDwWAwGAwGw41HNkX2B4A9UspLI25pyAqZBJNTBV/SBRSCFRyvBSrFz/UM+Co2glUaOVGLovxcX/Do8WWzdeWkV4QPisl7Gzpp6x3wHW/5XKdy4fltR5OCFs+uWuDrH/x64FzvX1iSMnj1o3srecmt0FBEBDx1zzz2NnRSf65XCyuqMnxHfRtDCal70YNT/bHlUPPwNXSbE9uge/yOJjjos+v3iEvRiMXa5bNTWrZnGri50kL4eFSrGyHFYMiMsN9KWIX7mzXNOsAesUTSGK5YUVmsnUkkwwFxpJNYpCrRpft8MHAPkEhI3xzgHZuVS4nX3UT1VN34bp0rsLuHJDkhYNO6lby08wTbPm/Fdrc5fKabI2d7+HtO+3rHJhI2W91euyoor87jMY8l8Uj9eVdUFjPBFVyEgHVfr0xp4a7OUfVkV5V8ow24B9u6pKqMvFHIZMy/HBHPYDBcWa5WBe/lHjfVPfNrTzntnDYfPE3Cdua/lq5+ahpj+rjBeVfNeT/57eEkC/q9DZ1atB8cGq6Y//4re/X8sOnp0Y9pwbFzw8NVPPd2rbZ9Fzhz/urbS31W8jOmTODwmW7XhUxS19KddE+wdI7T1krt/8WdJ3zHPtFxkU1Pr/DN3baE33/RxjP3zfclJkctwf0LS/jg81Zfy6ncHIuqWYX6XAaHht1fLOFvmeJdf6RKMk+3Lg5LeP7jV/f6WsVELcFT98yjYGJOyvko3XrMJCMbDAaDwWAwGAwGw41H1kR2KeX2bO3LMDKXG0xOF7D2Plcf6MOuCAaqgpaFqtd6TtRiw8NVSBxrwERiOODgfQ+WAIlAun3Wo24vvpyI4NGvlPuCHMFeht7A1W9cS8cgYUG2gok5PgHojvJC1t5V4bMu9FYYxvoGdZXEzvo2n0Wi8BwnnnDOM56QvL6vyVdpmQnBSlFlk5xI2MyaOjFtQkWmgRtvZb/339cDRkgxGDIj3W/FG1B+Yftx4m5rEIGTnLThnVptm66cOhTBMVYFwr3VZYCu/npl90kd0Af/+O0d7waHbN440MSMKRP45HQXO4+2E0/Y7DnRycZHqqmeVegT2dVcEEwIeOa++ew42q6r52yJr7pdEYlYbD54mrgttVX9SJVnYf15Rxs0DwbzU4kB6fBdt7jNpn1NbD3UnLJNyPVMpmO+seE1GK5drlYFbzaOGybAqsfWLCnnxZ0n+P0XbWza38TmmmaQkrid3AIkTLRVY5W357eN0wN8q9uaBZxxXiXuZjpfhI2dsb5BpBwW2OcU57Pu3vk8eXcFy+cV67YoPQNxohFn3eadK4Pvqf5crz7/th5/nn1bzyWWzili/cNVrH1pj64Ct6UcTvJzE5MRjsj+0bH2JFt9cJKWh+I2wrM2s6Vk/du1Ppt+7xo2zM0r1XUKJnyvqCzWc4q/F7ukYGJO2n2PdE8wHsnIBoPBYDAYDAaDwWAYP7JZyW4YRy4nmJwuYB187rEl5bpqEZxqB6TfsrymMcbWQ83aYvelnSd8QaHn3q51xHNL8MTyCt2j9oXtx/V7UFaBAPGEzfeXV1A2dWKSjbFi/eqq0KDFg4tm+CzdFWFBtvpzvT6xKDdq8caBJr91oeUI/+o16pj/x7aj+nU5EcEaNwikjnNpyHn/o7EADjtXZZPsTU7IBtezUG2EFIMhMzL9rQTHR8mwKB106th6qNk3bloCFs9yEpTCqrf/+NW9JGyJEHDrjAKWuKKEV8BWlWw2w1bwXlQgfeMj1fo8oxHB48tmMyUvynq3Ki8vZ7giUCUNgCMkWB4bWnDaniwunzrcDkVKLEsgkL5EMBUkT9ef1xswH0vi0lgC7uoz89oVeyv8rtS4fjVcRMb6PTY2vAbDtcPVquAdj+Nu/6JNJ5KpHuRh9/9hoq0aq/Y2dOr1liWcHuDB1LB9DZ1a7M7EwSRs7PRaxtsSGjv7tDuZmsPVnJoTcdZtEnQSs9fNpbd/iBc/agBg17EO7r15mu/4a+8arjDf+Ei1b35S71klJicSdmh/c4U3kXv927XDgr0t9fkoR5qBIWf95K1yD0OtX73X1JsgsX51lU7AUwRbiqXCCOkGg8FgMBgMBoPB8OXBiOzXKZcTTPYGXQaGbJ+AEgzISPAdJ1glV9MY4/uv7NWi+t8fSK4k14GnhKS9d0CLEEGRQGEJQVVZIbUt3by08wS/r2/zPS+B2ha/CANOsGRaQR4RtwoeYEd9GzWNsdAg296GTl8l+wFPZbol0AGWYFXg3oZOHdyBYUt6cIIq61f7rRgz7c2uCLNyziQ4OBrhPCzwlulxrjZGSDF82clU6BxrCwlVLacQnr+T6sGlY8de3+oE6WF4HNlyqHk44UjCsbYL/Py7i/XcseVQMx29A1okTkfclrxfe5YND/ur5f/opT16rFUWu8FEpceXzaaqrFA7rEigtWeA80fbibo90YPzG5A0nj67akHK/ryjGX+zIVSHzTVCEFqNny1h/GolZ10rrVAMBsPlcbWExyt53L0NnT6nFssSTm9xWyaNVysqi7Esge3J+Pp21UwtEIeNc28ePM1QwqncPt5+Ub/O62CSaiwOjp1F+bnsbehk/eoq3q89y+5jHTpB6/ltR3moutQnYMcTUic8q0pyr5tLkN3HO5xrEGibUtMYI9Y3yFP3zGNPQyczpkwIPb909/Pez7Cp8yIvu+2+opHh87HEcM/0uJ1c5e4llasADCdIxPoGdXKAagmw8ZHqjL5Lpq2VwWAwGAwGg8FgMHx5MCL7dUZYZd1oF/CqcnDQDdpsPngacKrQdYXDkGPJV11WyGNLylMeZ29Dpw5KAMQDMRcLiESEDhD97vNWPvi8VVccvvbUCrYcanYCJHEby+11t+Gd2lB7X4USfdT18PbT9QpCCXu4928wyLaispgct5ojyNcWTOPHD96SMmilrh84vQVf39ekg0lBK8bHl80edYAleK6ZvH40Fd5F+blYYtiVoCg/97qpbDdCiuHLzGiEztG2kPA+v7nGsamNWE7Sk+KxJeU66K97s7tjzos7T+iKvpyIIDiEJ2ypA/kjjfFh7D7WwYFT5/V7/ulvD/vEDSHQ7zPsfS+cWcDz245qYSGRsHlg0Qz6hxI8VF3qEwSe33Y0qT+uukZh+850/M2mUB2cax5YNENb7Ya1Zbnc410tF5HL+R4bDIYbi6B4Od5ipnfdEesbpCg/l7wcZ91kuSJsun7gVaVTfG1P3vnU6YMelthb0xjj8WWzqT3TrXuSe5EkJ0t78Y6d3nWSOtaBU+cZHLKxcebXj493+J1q3CRh7368bi4icDz1WgEUTMzR1ysoZkM3O462s+npFUlJxSPNVzWNMX695xRSOknM9y8sYZtypEH63NeULX269iLe/u85UaeS3ZsgsXRO0ahbulzPbmEGg8FgMBgMBoPBYBg9RmS/jghbtGfab87L0jlFPL5sNq/va3Ky9RPSVw2xfnWVtvTb+F5d2uMEheqoBZZl6YqCjY9UU9vSzSb3WOC3UHx21QKWzinyCflbDjWnFV9yoxZrlpT7rofr9gs4FRTRgM279xp6gzmLZhb4gl1q/6kEdu/1e21fE+AIRz996zAAT95dMSxgI/W5jpaxBA0zrQipaYyx8b06bNceWQX1ricLdiOkGL6sjFboHMtvZemcIjY8PDwPbHi3jtqWbm1Lu2ndSl/Q3umTCtuOtOpxOGwMlziB/D0n/JV/ipyIYNXCEr3tzqPtxOM2KDEf/3sO7uGBRTN8riLe9/36vibeONBEbtQiGhHEE874t6O+jbgt2XfyPLUt3VSXFbLxvTpdgQ/D/XHTXdNMx99sCtXBYz5z33yeuW++b+7wtmXJ9vHG00XEjPkGgyG4Dlq/usonHF+OmJnJfXdQME7neuXdh3ffa++q4NPmw/o5Kf2V02q95X2v0YilXVciEYv7b5nO779oJW47r32zpjmtbTxAXUu3by5Qc3rtmW4+a+72raMEJFVtqzH49X1NOkk3N8fiT1bOpe5sD1WlU/j1nlNJ80OYRT4krwODyW0DbnV9cD3m3Z+UkmkFeb556dtVM3nn0xakRNvSh+FzvHGv6bSCPKrLCkM/y9F8r0xbK4PBYDAYDAaDwWD4cmFE9uuIbC7a1ywp9/U694oXEG45G8bSOUVsenoFWw8109Y7QElBHlWeAAU4gZ2I5a9yD1qoqwBGTWOMN2uag4fhjnKn56838OEVD4IsqZjKghkFVJcV6vcEwxUSQji9d5XboerZ+8CiGTxz3/wRr+uaJeX85sBpLRRJCc+9XQvAxvfqtK1gWO/4kRhrBUSm1X7e75FA6mtqLNgNhmuf8fqtxvoG9TwQZkvrHV/eONCkg/QKbysOcHqgt/Y41vC2LZOeV6/xjr9Bp5Lge672VNgrahqdth/ecfD1ff8/e/cfHMd533n+8/QAkEmHohDaEklBhEQrohVQd1mClqDEsS1Hzi1zdBxTVumHK4n3QkvOqq7KW1t3m5XXPB0vyaZ2t1LautOVLWtTvruQlE4iZa2VU2JTkSXLEfhjULZJSCZFwwQIkqJEaEjRJk0A08/9MdONnp7umZ7BDKZn8H5VqSgAg5meBvB8u5/v8/0+E3r42UNlj3XdQocV7z0WkgdziYbgceUuTlc8X0nH30b+/OJeM9yxpdmv1wq04gUWn/B90AuHTzfkvijpdXc4Yey9bjA5nuS5//Kzt+iFw6djE9Ph95rPu7r31jVafdUSv4Jekr77+hm/K0vUe9+5b6Jkf/WujKPZ4vE/ub+wULjLMXKKCXypEO8++mvR3byiFunef9safzyOWmwQ7JAW7BsWtd1KcHGbVWGf92D3mux4TifPXVJXxlE+Xzhnd20o7EvvbT/z/x067Ve5V7oHq1TlP9/Kc+6pAAAAAGBxIcneRpoxWb5nZFJPHzyh2byVMUa9S3u0buWyml7Hm4gITyIFPxdOvgRbqAcny4fHpsr2+evKGG379EBJW0jvfDjGyA1lRFwr7T+e08hETs8Uq+q9inI/KR/4HkfSLX3Ltf7a5dpSpRIk+J4/+eGr9d3Xz/ifyxf3DA5WWFRLzEQJTqxNx1RyVDquao+L+j1KU/IEQLyF+lv1xomohVjBsTtc9S0V2rY/+Ntr9Tc/+JnfVv4PfuPakmTCx37tg/pOYPyUCl1Vvv7yT/XfXndVyXvbMzKpj/1aocosWK2Xuzhd0hr2u6+f0feOviNZq1nXqivj6HODfRo9WdqtxGNtoR2utbYkaVL2OM1VsldK7iYZfxv986v2mklfL2nSOg0V5bTiBRan8PXrpvWrdOD4u/O+L0q6iDmcMHaMqr5u1HM/dMeN/vYknyruyR4ee8Pv1euKdd/jr2kmb5VxCq/tJZvDx5Adz5Xtrz54/VU6OJ4rWUg2nbf63V+/Rv/4k7fluoXq9Lh7jqhFunHjcdT2Zr1Le/TSkbf19nu/1D0fWVO23UqU4AJwv7LfMbr31jX+PVt2PKc9gYXjUrJ7MC+eVer4Us+CLu6pAAAAAGBxIcneRpo1OT+wenlZe/io16k00VCSGC5OUJw6d6k8+SKVTBZFtX4MJ87vWHe1hsemdOStC2WVBls/eoO+9spY5PubdSXjun5yqFCtXvrcRoUk/htvXdChk+e1O1CpWc2XPv4hvVRs1ygV2hLOd8IvO57TqXOX1OUU2hm7kn5wrLSSo1bhn1ul6kcmgoD0q/VvdT6TxN5CrOAepZ64ifE7b75Gf/Z7N2vNivf7VXTffO2431Z20/pVWrdymV55852SbiRW0ndeP6Pvvn5GV3QX4sEj3x71X6MnY/zuJENrV8QuBPCey6vAd8Ibx6qwuKqn+Bqjp87ryf0T/h7yRlL/iqU6PnXRf2w4mWCM0Sc/fLW+lKDzSdS5XcixttrrtVvSmla8wOIUdf1a637ZUZIuYg5XP4ertqNibbXnjhufw+9VkrZ/e9TfimXWlT714Q/qN0KL0jzDY1Ol9ztGGpk4V9apRZLWfuD9evDB2+vqxBI1HkulCfG7N17n3/d593FHzoxq3cplGuzvja12d6TI18m7VquvWlKWpA/ur+4tHE8i7mdUKTZWu64KHlvwYwAAAABA5yHJ3maaMTkfbAsc3iPPE9yH0Nunz6vCkApVfl6ixLXShUszevrgibLXslJJFXlw0uTyjKvRU+e1/TPrC0l/16orY/Ty0Xf04htn5JhCO8NgReWyJd0llYxBmcIsi6wt7GFoJW396A36xqs/89siOkb6jeuu0oHjubKW+cGJraiJlMH+Xj314G9q98ikjORXVNQ74Rfef/GWvit16OT5eSUS4iaIwr9HtN4FOlPUQqZwYiCO93UrlYxxnqG1K9SVccoS7SdzF/WZ/+NVXX3l++QWq8SnZ1w98erP5FqrA8ff1bbNA9qyoU9G0tsXLmtvse2t93rTxVbAM4Hnnslbf0GYN57t2Dqk3SOTeiY7qXy+sLeq67r+4icrlSTPP3J9r/7gn/WVnYPgYrOeLkcPfOxDZS3qg/FK1uq7r5/Ry0fe1q4Hbm/rcbPdkta04gUWr/D1ayPui2pZxBz3epWut+tdIO19f1Q7dfxCdxoAACAASURBVEm6etkVsW3q/cT1rCunuCjsu6HuMZ6/H31LnxpYqYfuuFHZ8Zwee+lYbLcW771cuDSjR/ce1cCqKysm3qfzVjv2TeipAyf0yQ9fHRlrvOf9+ss/Lelws/H6Xt14zbKS9zMzW7gPPXXukrLjuZIk/cysK8cxcl3rLxz3EvnVznPUzyguNiZZmBZ338z9FgAAAAB0HpLsqLiCP9jG3asWnHULiY7gxMXhU6XteF8bm/JbFIblXetPVAytXVGYEMkXEjFPHzyhgd9frns+cp2f2Nm1f6KYRC/sc25taUVlsPrBqND+d8Oaq/SjyfOBCRdXT+6fUE+Xo09++Go/oeNa6cB4zk/uZJxC5UOwAkPG+C3nwxMpUZNt9U74hfdfXH/tch05c2FeiYQkyZN2q2IEkFx4+4lwkrqWCmevEi0o75ZXsr9++kLx/86ry5mrKvP3eA8dx7bNA3rpJ2+XxAzHGG1av0r7fvaun8QvLKiKXhC2fvVyf4/bv/mn41LEcTlG+vi6q0sWiHm8z71w+LQ2rV+l+29bE7lgKtwNZSZvtXtksq0nzdstaU0rXgCNNt9kfaXr7UY9d1BcTPZEVcJ/7+g7kd1njk9d1OefGNa2zQNlHcO81w92wzry1gX9x384Iqmwb/qXPrZWy5Z0q3dpj1/lH+wyIxXuHV9840zJfurBWDPY36tLM/mS4zo4ntPBYiv48KK6XfsnSrqPee/15LlLerJ431jLorGon1FcbAwvEN89MhnZSSB83yypoXu/AwAAAADSgSR7yrRihXvUhHVU9WPGMX4SxLW2ZOIi3I33mivf5yeIMxlHn7jpg/rekbcjWw4HWxeGKxW3bR4oqcTY+tEbtGxJd8n5iWrdODw2pWwxee4Wj9mrVL962RW6ojvQljBQ5Xj3xuuUuzg9N1GWLzQhjtqPOKngz1SKroqXovdf3LKhb16/D0mSJ+1WxQggueAYEEx0J/lbDyfoH917tGSv1j0jk8pHb6PqG1i9XL87sFK9S3v8yvDwceQuTvsdTPKuLan6WrdymfaMTMpKWr96eVl1uTS3N/z0rKsfHDvrxxTHSLdcu1xvvHWhUOUeqn4LCj7HvrEpjZ46ry0b+kqqBAf7e7X9M+v11eJxSlLGkZ7JTsYuxGoH7Zi0ZnsTAGGtrBJu5mKlkirujKPPDfbprlBnmaj3Hhwns+M5yVoZFeLWhjW9mnj3ot5677KkQix+4fDpkvuBPSOT2j0yWZYUfuHw6ZLjGz39nr58501l942HT53XUwdO+PHStdL6lcu0/trlZZ1xJGnT+lX6/ptn/Y+tVcn910N33KjhsSnN5qOr4Qf7e7Vz34QcYyRbfr9Zq7jYOLR2hboco+niAvFnspNlP4+htSvK7pvD55f7LQAAAADoDCTZU6SVFcXhCetw4jWYBPES4MGJiy0b+vR0dtKfXHrw4x/Sgx//UFniPqoVnw3tGRhsCZ+7OK1tmwdK9vVNUk0uqWRCStb6CX4vef3o3qN69c2zJVXsXlVIsCWhV8ley/5+nnALeFmrWTe6ijRuMmc+vwNJkiftVsUIILngGBBMdCf5Ww/vk/qDY2f9Vu+5i9N658Llsu8Jb99xz0fW+FXiXmV41HHEbbURHt+jHlPSxj1wHD1djrZ9ekCSYqvfPOH2tjv3RT8unPgPdltp50lzktYA2lmruzI1c7FStedO8t6Hix3Girud6OPrrtbQ2hX6/BPDfizetH6VDhx/1//Y27olHN/CyfBN61dF3jf+5Wdv0friVizevd2hk+d15MyFyCr8YEeZgVVX6puvHS+7Xql0z+ItlnOtleMYbds8kPjnELdAI65j2d0br9POfROFLWny5bHfW5QXvG8On1/utwAAAACgM5BkT5E0VRRHTWJ4SRAvuRA02N+rXV8stPE7e+Gydo8UVvWHqwDjqreDlerffO24pmfnktrenvG1VJNHtUkMT558+c6bdOD4u5qeKbSU3/6Z9WXV8UNrV+jIWxf8CaKk+/t5wj9TSRXfRzMSHdWesx2rGAEkFxwDopLUlb5vx9YhPbr3qH5w7GwhAT071+q9yzHqyhjN5q0yRvrf/uAWrVu5TF9/+ac6894vSxLsURPY3kT68NhU2XEmeS+eobUrStq4G0m/deMHSqru46rfgs8RbG+bdJzOjucKlX4z9S3EAgDMXxruoRp5DR+OmZWeu9Le4d5zxN3Xha//g9cIUqFK21uw7H0uanuV7HguMvntLUwLXkfEHeNgf6/uv23uuuFTAysjF97F3bMEz4ORVe7idOJzXesCjS0b+rR7ZLJiwjxq25larsEAAAAAAO2BJHuKpKmiOCpJ/dhLx9S7tMdvHbgnosrvmeykv9/fMwdPaNcDt0dWXAQnGMKTJWtWvL8kqe21jK/1vIQnpKISJXETNcHvHR6bqjnJ7wm3eAxW1KepgoEqRmBxqPVvfbC/11+Q5LV69yrS8q7VPbeu0bVXLSkZQx//o40lzxG1/YjXmv37b56VkXRFt+NXyCeZfA7HEb9izLXq6XZKEuxS9fjqxQOv4j1qz9i48+N1W3Ft7QuxAADz18x7qIVuQ19r0jfqvUc9R1y3rLj7H6/FvKTSvb2kkmS4932V7qmC1xGVjjFJp7K4z9f7O1BtgUZcK/4kC5QrnV8AAAAAQGcgyZ4iaaso9iYCgpMgTiDBEp6IGB6b8qu1pcJ+5lETFVETKsHHhCvXcxenq7ZJrPecJZnsqDZpU+n1k1TUA0CaBcexcKv38D6kUUpasc+6evyVn/oV41Khanx6xi1pq1opqRAVR6IqxuLeQ6U4cteGwl63tYzTXsxKQxcaAFiMmnUP1Yo29LVW5Ue998deOlb2HA/dcWNNxx5sMZ93y+/poo6jUrI5yTHWe269GF7LYj1PtRb0/rZfjtHdG6/z95MnYQ4AAAAAkEiyp04rb9jjksWl+91aZRwja8ursYfWrlB3sfW7JHVnTFlCOsnEUVxLw6jzkmTyK0kSvpZEeZJFA+Hvr1RRDwDtYt3KZZHjYaUxNLgtiGul8amL/n7mVpIjyXFM4kR1XBypFj9riSPBrU6qxZA0daEBgMWqGfdQrWhDX09MCb/3uOr2WhYhNDq2VTrGjGN06twlZcdzNZ/fRiyE2LKhT6b4b9w98HTeaue+Ce2O6OQGAAAAAFi8SLJDUuUJivAkS1yVwGB/YV92b8/2qArH3qU9ckwhtRI3YVNLNUqSFn9JkvC1JsqTvj4AtLskSejw16XSrh3e3u6vvnm2kFg3hX3TN61fpdzF6bIK+UqT+Y2e+K80jieND2nqQgMAaIxGxZtaEtyNiClRnbRqTUQ3O7aFt2nZtb++BPZ87sXCMX7Lhr6Sr3s/f6/7Tj1bhwEAAAAAOhtJdkiqPEERnAQxUsX9ZitVkWTHc9r+/KjybqEaftvmgbqeJ6ja5FeSiZf5TM5QwQig01UbI8Nf3z0yqT0jk2XtVcN7sob3Ta/U7j2o0RP/lcbxpPGBtrEA0HkaEW/qqbQOx5R6tsYKPke9rdmbHdsG+3sLbenz9S9Yns+9WLUYH14IkM9zvwcAAAAAKEWSHZKSTVB4SZN62+R5ExlWkrVWuYvT8z7uapNfSd5XI/dcJ8kCIC3qmZSPUm2MDH/dSLHtVSuNl7VM5jdy4r/SOM5CKgBY3OYbb+bb9aoR7dAXKpbVc90x32Obz71Yktf2fv53bejjfg8AAAAAUIYkOyRVn6BoRFv0ViQrkky8NHrPdQBotUZMynuqjaNRbWl3j0yWtFednnX16N6j+vKdN5W0mk+LuHGchVQAgPmY7/1Pvfdg4YR3s2NZvdcdjWqP34i2+tW66HANAAAAAAAII8ne4WrdAzDuMY1IkDdjgqdRSfBa91xPel4bVUkKALVoxMKooFpa14bbq3ptYF9986wOHH93Xgn/WjViDGZiHQBQSTO7XiW9BwsegxS9B3szY9l8rjtaGWeb/drcCwIAAABAZyPJ3sEWspKxludp5ARDoxNJYVETW0nPayPPf9RzM2EDIE4zO4eEx7Ztmwe0/fnRyMn8uzb06dG9R/Xqm2dlNb9xutZxr5ljMAAAUvO7XiW5Bwsfw10b+vz7o8szrvaMTDY9/rG9SjmuQwAAAACg85Fk72DNrmSMstDJ32ZP6ERNbD320rFE57VZCwCYsAFQTTNbw4bHthcOn44d6wb7e/XlO2/SgePvzmucrmfcCx/nnpFJFicBABqq2Qt+per3YOFjsJK6Mo6mi///9MET2rKhr2H3IVGxlO1Vyi3E7wYAAAAAoLVIsnewha4oiEuCVEq8zzcpvxATOuGJraTntVnnnwkbAEnUUjlXy1gcHts2rV9VMYleyzgddxz1jHvB48xkHD198IRmXcviJABAw6Shgjt8DHdt6JMk7do3ISsp79qG3C9UW/C2GLZXSXK95D2md2lPy383AAAAAADNRZK9gy10RUFUEkSK3hNQalxFdi17BTdC0vParPOfhsk8AJ2j1rE4amxbt3JZxbEuaSeUuOOoZ9wLHufJc5f05P6Jli1OYosPAOhMaajgjjuGPSOTDb1f6ISFvvOJx0mul6K21MldnCb+AwAAAECHIsne4RayoiAqCRKcjJmedfXo3qP68p03abC/NzYpP59JqoVqpZ70vDbj/KdhMg9A+2lklXh4bKs21iWZ1K50HPWOe95xZcdzDU82JMUWHwDQ2dJQwR0VlyvFzXqSzfNZ6JuGxWbzjcdJrpfCj8ldnNZDd9zY6LcCAAAAAEgJkuxomLjJnJ4ux59sePXNszpw/F3t2DpUNlHTu7Rn3omITqiwSCINk3kA2kejq8Qb9dpB1Y5jPuNeKxcnLZa4BABIl7i4WW+yud5YmpbFZvONx0mul+g4BgAAAACLC0l2NFRcFcWje4/q1TfPympuUuOhO24smahpRCKCiQ0AKNeMKvFGvHZQs4+jVYuTiEsAgDSZzz1XPbE0LYvN5huPk1yn0HEMAAAAABYXkuxousH+Xn35zpt04Pi7ZZMa4Yma+SYimNgAgHLNrBKf72sv1HG0CnEJAJAmC734Ky2LzRoRj5Ncp3TitQwAAAAAIJqx1rb6GJrCGPOQpAclXV/81KikP7fW/l3gMTdJ+itJn5TUI+knkj5vrX2j0nNv3LjRHjx4sBmHnWrz3UsvyfenYb8+AI1jjMlaaze2+jjSoNWxo5VjMGM7gKSIG3NaHTfQuRb6moDrADQbsQMAAABAK3RyJfukpH8j6U1JjqQ/lvQtY8ygtfbHxpgbJP1A0v+tQpL9nKQPS/p5i4431Rqxl95iWfnPJBKANKo2vjZzz9SFGtsZfwEAqG6hrwlaeY/HtQEAAAAAoFk6NslurX0u9KmvGGP+VNLtkn4s6S8kfcda+68DjxlbqONrN2nZSy/tmpmkAoBmavdxnvEXAIDGaPdrAg/XBgAAAACAZnJafQALwRiTMcbcK+lXJP2TMcaR9GlJrxtj/t4Y844x5oAx5p7WHml6eXvpZYxaupde2kVNSAFAO2j3cZ7xFwCAxmj3awIP1wYAAAAAgGbq2Ep2STLG3CLpNUnvU6EN/GettYeMMStVSLg/LOmrkv5MhZbxO4wxv7DWPt+qY06rwf5e7dg6RKu9KrwJqZlZt60npAAsPu0+zjP+AgDQGO1+TeDh2gAAAAAA0EzGWtvqY2gaY0yPpDWSrpJ0l6QvSvqEpHclnZS0y1p7f+DxOyX1Wms3RTzXA5IekKQ1a9YMjo+PN/340Z7Y9w+YY4zJWms3tvo4WoXYsbAYf4H2R9wgbgCNxLXB4rDYYwcAAACA1ujoJHuYMWavpHFJfyrpF5L+V2vtnwe+/lVJ91prByo9z8aNG+3BgwebeqyNwIQCgFZjwmtOu8SOViBeAfAQN+YQNxYHYiAwf8QOAAAAAK3Q0e3iIziSrrDWThtjDkhaF/r6TSok4dtedjynzz8xrOlZVz1djnZsHWLSBgCQOsQrAMBiRQwEAAAAAKB9Oa0+gGYxxvyVMea3jTHXG2NuMcb8exVaxe8oPuQ/SLrHGPOAMeZGY8wXJd0r6bEWHXJDDY9NaXrWlWulmVlXw2NTrT4kAADKEK8AAIsVMRAAAAAAgPbVyZXsKyX9bfHf85J+LGmTtfYfJMla+63inocPS/rPkt6U9EfW2r9r0fE21NDaFerpcjQz66q7y9HQ2hWtPiQAAMoQrwAAixUxEAAAAACA9tWxSXZr7RcSPOabkr7Z7GNphcH+Xu3YOsT+fgCAVCNeAQAWK2IgAAAAAADtq2OT7ChM2rTzRE12PMeEEwC0mXrG7naPVwAA1IsYWBn3hAAAAACAtCLJjlTKjuf0+SeGNT3rqqfL0Y6tQ0yqAEDKMXYDAIBG4boCAAAAAJBmTqsPAIgyPDal6VlXrpVmZl0Nj021+pAAAFUwdgMAgEbhugIAAAAAkGYk2ZFKQ2tXqKfLUcZI3V2OhtauaPUhAQCqYOwGAACNwnUFAAAAACDNaBePVBrs79WOrUPsv9ch2EsRaH9J/o4ZuwEA6GwLeV3PdQUAAAAAIM1IsiO1Bvt7mUjpAOylCLS/Wv6OGbsBAOhMrbiu57oCAAAAAJBWtIsH0FTspQi0P/6OAQAA1wMAAAAAAMwhyQ6gqdhLEWh//B0DAACuBwAAAAAAmEO7eABNxV6KQPvj7xgAAHA9AAAAAADAHJLsAJqOvRSB9sffMQAA4HoAAAAAAIAC2sUDAAAAAAAAAAAAAJAQSXYAAAAAAAAAAAAAABIiyQ4AAAAAAAAAAAAAQEIk2QEAAAAAAAAAAAAASIgkOwAAAAAAAAAAAAAACZFkBwAAAAAAAAAAAAAgIWOtbfUxtB1jzDuSxlt9HG3sA5LOtvogOgjns7E4n421zlq7rNUHkQbF2PEL8ftVD/4u68N5qw/nrT6NOm/91toPNuB52l5K7zn4+0iG85QM5ykZzlN1xA4AAAAAC44kOxacMea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