{
"cells": [
{
"cell_type": "markdown",
"id": "3a9c10b5",
"metadata": {},
"source": [
"# ARMA, ARIMA, SARIMA\n",
"\n",
""
]
},
{
"cell_type": "markdown",
"id": "b1359e9e",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"## Overview\n",
"\n",
"- In the previous four lessons, we learned about stationarity, smoothing, trend, seasonality, and autocorrelation, and you built two different kinds of models: \n",
"\n",
"> **MA models**: The current value of the series depends linearly on the series' mean and a set of prior (observed) white noise error terms.\n",
"\n",
"> **AR models**: The current value of the series depends linearly on its own previous values and on a stochastic term (an imperfectly predictable term).\n",
" \n",
"- In this lesson we will review these concepts and combine the AR and MA models into three more complicated ones: ARMA, ARIMA, and SARIMA."
]
},
{
"cell_type": "markdown",
"id": "29644aac",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"In particular, we will cover:\n",
"\n",
"1. Autoregressive Moving Average (ARMA) models.\n",
"2. Autoregressive Integrated Moving Average (ARIMA) models.\n",
"3. SARIMA models (ARIMA model for data with seasonality).\n",
"4. Selecting the best model."
]
},
{
"cell_type": "code",
"execution_count": 1,
"id": "c765c6ff",
"metadata": {},
"outputs": [],
"source": [
"import sys\n",
"\n",
"# Install dependencies if the notebook is running in Colab\n",
"if 'google.colab' in sys.modules:\n",
" !pip install -U -qq tsa-course pmdarima"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "876fd91c",
"metadata": {
"slideshow": {
"slide_type": "skip"
}
},
"outputs": [],
"source": [
"# Imports\n",
"import warnings\n",
"from statsmodels.tools.sm_exceptions import ConvergenceWarning, ValueWarning\n",
"warnings.simplefilter('ignore', ConvergenceWarning)\n",
"warnings.simplefilter('ignore', ValueWarning)\n",
"import time\n",
"from itertools import product\n",
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"import pandas as pd\n",
"import statsmodels as ss\n",
"import seaborn as sns\n",
"from tqdm.notebook import tqdm\n",
"from scipy import stats\n",
"from scipy.fft import fft\n",
"from statsmodels.tsa.arima.model import ARIMA\n",
"from statsmodels.graphics.tsaplots import month_plot, plot_acf, plot_pacf\n",
"from statsmodels.graphics.gofplots import qqplot\n",
"from statsmodels.tsa.stattools import adfuller, acf, pacf\n",
"from statsmodels.tsa.seasonal import STL, seasonal_decompose\n",
"from statsmodels.tsa.statespace.sarimax import SARIMAX\n",
"from statsmodels.tools.eval_measures import mse\n",
"from statsmodels.tsa.statespace.tools import diff\n",
"import pmdarima as pm\n",
"from tsa_course.lecture1 import fft_analysis\n",
"np.random.seed(0) "
]
},
{
"cell_type": "markdown",
"id": "891afa5a",
"metadata": {
"slideshow": {
"slide_type": "-"
}
},
"source": [
"---"
]
},
{
"cell_type": "markdown",
"id": "161403b8",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"## ARMA\n",
"\n",
"The ARMA model (also known as the *Box-Jenkins* approach) combines two models:\n",
"\n",
"- An autoregressive (AR) model of order $p$.\n",
"- A moving average (MA) model of order $q$."
]
},
{
"cell_type": "markdown",
"id": "f1bd5a33",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"- When we have autocorrelation between outcomes and their ancestors, there will be a pattern in the time series. \n",
"- This relationship can be modeled using an ARMA model. \n",
"- It allows us to predict the future with a confidence level proportional to the strength of the relationship and the proximity to known values (prediction weakens the further out we go)."
]
},
{
"cell_type": "markdown",
"id": "e2f1bf76",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"**📝 Note**\n",
"\n",
"- ARMA models assume the time series is assumed to be stationary.\n",
"- A good rule of thumb is to have at least 100 observations when fitting an ARMA model."
]
},
{
"cell_type": "markdown",
"id": "dd8fdaab",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"### Load data\n",
"\n",
"- In the following, we'll look at the monthly average temperatures between 1907-1972."
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "fb49cacb",
"metadata": {},
"outputs": [],
"source": [
"# load data and convert to datetime\n",
"monthly_temp = pd.read_csv('https://zenodo.org/records/10951538/files/arima_temp.csv?download=1', \n",
" skipfooter=2, \n",
" header=0, \n",
" index_col=0, \n",
" names=['month', 'temp'],\n",
" engine='python')\n",
"monthly_temp.index = pd.to_datetime(monthly_temp.index)"
]
},
{
"cell_type": "markdown",
"id": "6a82c7bb",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- This is how the data looks like."
]
},
{
"cell_type": "code",
"execution_count": 4,
"id": "3c4bb8d6",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"monthly_temp['temp'].plot(grid=True, figsize=(14, 4), title=\"Monthly temperatures\");"
]
},
{
"cell_type": "markdown",
"id": "7ce3d3f6",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- Compute the annual mean and plot it on top of the actual data."
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "d8fb376b",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/tmp/ipykernel_43210/1777206218.py:2: FutureWarning: 'A' is deprecated and will be removed in a future version, please use 'YE' instead.\n",
" annual_temp = monthly_temp.resample('A').mean()\n"
]
},
{
"data": {
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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Compute annual mean \n",
"annual_temp = monthly_temp.resample('A').mean()\n",
"annual_temp.index.name = 'year'\n",
"\n",
"plt.figure(figsize=(14, 4))\n",
"plt.plot(monthly_temp, label=\"Monthly Temperatures\")\n",
"plt.plot(annual_temp, label=\"Annual Mean\")\n",
"plt.grid(); plt.legend();"
]
},
{
"cell_type": "markdown",
"id": "fa2864f2",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- This gives us an indication that the mean is rather constant over the years.\n",
"- We can extract further information abouth the underlying trend and seasonality by performing a seasonal decomposition.\n",
"- We can use both the `seasonal_decompose` and the `STL` methods."
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "ede88e24",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"decomposition = STL(endog=monthly_temp['temp'], period=12, seasonal=13, robust=True).fit()\n",
"seasonal, trend, resid = decomposition.seasonal, decomposition.trend, decomposition.resid\n",
"\n",
"fig, axs = plt.subplots(2,2, sharex=True, figsize=(18,6))\n",
"axs[0,0].plot(monthly_temp['temp'])\n",
"axs[0,0].set_title('Original')\n",
"axs[0,1].plot(seasonal)\n",
"axs[0,1].set_title('Seasonal')\n",
"axs[1,0].plot(trend)\n",
"axs[1,0].set_title('Trend')\n",
"axs[1,1].plot(resid)\n",
"axs[1,1].set_title('Residual')\n",
"plt.tight_layout()"
]
},
{
"cell_type": "markdown",
"id": "182382d8",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- The seasonality is well defined.\n",
"- It doesn't seem to be a strong, time-varying trend in the data.\n",
" - We can assume the trend is constant.\n",
" \n",
"---"
]
},
{
"cell_type": "markdown",
"id": "582719b2",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"## ARMA modeling stages"
]
},
{
"cell_type": "markdown",
"id": "cc8dd1f8",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"There are three stages in building an ARMA model:\n",
"\n",
"1. Model identification.\n",
"2. Model estimation.\n",
"3. Model evaluation."
]
},
{
"cell_type": "markdown",
"id": "e540001a",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"### Model identification\n",
"\n",
"- Model identification consists in finding the orders $p$ and $q$ AR and MA components.\n",
"- Before performing model identification we need to:\n",
" 1. Determine if the time series is stationary.\n",
" 2. Determine if the time series has seasonal component."
]
},
{
"cell_type": "markdown",
"id": "8379b793",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"#### Determine stationarity\n",
"\n",
"- We will use tools we already know (ADF test).\n",
"- We can also look at the rolling mean and std."
]
},
{
"cell_type": "markdown",
"id": "afd5d254",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
" \n",
"
⚠ Attention! ⚠
\n",
" \n",
"\n",
"- Before we continue, let's consider the following result"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "5cabd23f",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"p-value: 0.0\n"
]
}
],
"source": [
"sinusoid = np.sin(np.arange(200))\n",
"_, pvalue, _, _, _, _ = adfuller(sinusoid)\n",
"print(f'p-value: {pvalue}')"
]
},
{
"cell_type": "markdown",
"id": "358801b3",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- Periodic signals, by their nature, have means and variances that repeat over the period of the cycle. \n",
"- This implies that their statistical properties are functions of time within each period. \n",
"- For instance, the mean of a periodic signal over one cycle may be constant.\n",
"- However, when considering any point in time relative to the cycle, the instantaneous mean of the signal can vary. \n",
"- Similarly, the variance can fluctuate within the cycle."
]
},
{
"cell_type": "markdown",
"id": "2e422ae5",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- The ADF test specifically looks for a *unit root* (more on this later on).\n",
"- A unit root indicates that shocks to the time series have a permanent effect, causing drifts in the level of the series. \n",
"- A sinusoidal function, by contrast, is inherently *mean-reverting* within its cycles.\n",
"- After a peak a sinusoid reverts to its mean and any \"shock\" in terms of phase shift or amplitude change does not alter its oscillatory nature."
]
},
{
"cell_type": "markdown",
"id": "f32104f4",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- It's crucial to note that the ADF test's conclusion of stationarity for a sinusoid does not imply that the sinusoid is stationary. \n",
"- The test's conclusion is about the absence of a unit root.\n",
"- This does not imply that the mean and variance are constant within the periodic fluctuations.\n",
"\n",
"---"
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "6274b2e2",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [],
"source": [
"def adftest(series, plots=True):\n",
" out = adfuller(series, autolag='AIC')\n",
" print(f'ADF Statistic: {out[0]:.2f}')\n",
" print(f'p-value: {out[1]:.3f}')\n",
" print(f\"Critical Values: {[f'{k}: {r:.2f}' for r,k in zip(out[4].values(), out[4].keys())]}\\n\")\n",
" \n",
" if plots:\n",
" # Compute rolling statistics\n",
" rolmean = series.rolling(window=12).mean()\n",
" rolstd = series.rolling(window=12).std()\n",
"\n",
" # Plot rolling statistics:\n",
" plt.figure(figsize=(14, 4))\n",
" plt.plot(series, color='tab:blue',label='Original')\n",
" plt.plot(rolmean, color='tab:red', label='Rolling Mean')\n",
" plt.plot(rolstd, color='black', label = 'Rolling Std')\n",
" plt.legend(loc='best')\n",
" plt.title('Rolling Mean and Standard Deviation')\n",
" plt.grid(); "
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "f3f6a774",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"ADF Statistic: -6.48\n",
"p-value: 0.000\n",
"Critical Values: ['1%: -3.44', '5%: -2.87', '10%: -2.57']\n",
"\n"
]
},
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# run ADF on monthly temperatures\n",
"adftest(monthly_temp.temp)"
]
},
{
"cell_type": "markdown",
"id": "2445ddc5",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"- The p-value indicates that the time series is stationary...\n",
"- ... even if it clearly has a periodic component.\n",
"- The rolling mean and rolling standard deviation seem globally constant along the time series...\n",
"- ... even if they change locally within the period."
]
},
{
"cell_type": "markdown",
"id": "5b6eebcf",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"#### Determine seasonality\n",
"\n",
"We can determine if seasonality is present by using the following tools:\n",
"- Autocorrelation plot.\n",
"- Seasonal subseries plot (month plot).\n",
"- Fourier Transform."
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "4fbe86d4",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"ADF Statistic: -7.88\n",
"p-value: 0.000\n",
"Critical Values: ['1%: -3.54', '5%: -2.91', '10%: -2.59']\n",
"\n"
]
}
],
"source": [
"# run ADF on annual means\n",
"adftest(annual_temp.temp, plots=False) # no point in plotting the rolling mean/std here"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "eb89fb4d",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/tmp/ipykernel_43210/2070533820.py:2: FutureWarning: 'M' is deprecated and will be removed in a future version, please use 'ME' instead.\n",
" dates = pd.date_range(start='2010-01-01', periods=60, freq='M') # Monthly data for 5 years\n"
]
},
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Generate synthetic time series data\n",
"dates = pd.date_range(start='2010-01-01', periods=60, freq='M') # Monthly data for 5 years\n",
"seas = 12 # change this and see how the plots change\n",
"data = np.sin(np.arange(60)*2*np.pi/seas) + np.random.normal(loc=0, scale=0.2, size=60) # Seasonal data with noise\n",
"series = pd.Series(data, index=dates)\n",
"fig, axes = plt.subplots(1,3,figsize=(16,4))\n",
"series.plot(ax=axes[0], title=\"Original time series\")\n",
"\n",
"# ACF Plot\n",
"plot_acf(series, lags=36, ax=axes[1]);\n",
"\n",
"# Convert series to a DataFrame and add a column for the month\n",
"df = series.to_frame(name='Value')\n",
"df['Month'] = df.index.month\n",
"\n",
"# Seasonal Subseries Plot\n",
"month_plot(df['Value'], ax=axes[2]); axes[2].set_title(\"Seasonal Subseries Plot\");"
]
},
{
"cell_type": "markdown",
"id": "c22d5f4b",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- Let's look at the real data now."
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "bd29772c",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_, ax = plt.subplots(1,1, figsize=(7,3))\n",
"month_plot(monthly_temp, ax=ax)\n",
"plt.tight_layout();"
]
},
{
"cell_type": "markdown",
"id": "bbefaf89",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- Notice that a `violinplot` can give a very similar information to the `month_plot`."
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "b54fc42c",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_, ax = plt.subplots(1,1, figsize=(8,3))\n",
"sns.violinplot(x=monthly_temp.index.month, y=monthly_temp.temp, ax=ax) # notice the indexing on the x by month\n",
"plt.grid();"
]
},
{
"cell_type": "markdown",
"id": "15abe7b6",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- Finally, to obtain the numerical value of the main periodicity we can use the Foruier Transfrom (more on this later).\n",
"- Here, we'll use the function we defined in the first lecture."
]
},
{
"cell_type": "code",
"execution_count": 17,
"id": "acb6e287",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Dominant period: 12.0\n"
]
}
],
"source": [
"dominant_period, _, _ = fft_analysis(monthly_temp['temp'].values)\n",
"print(f\"Dominant period: {np.round(dominant_period)}\")"
]
},
{
"cell_type": "markdown",
"id": "6be82b4d",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"#### Remove the main seasonality\n",
"\n",
"- In this case, it is clear that the main seasonality is $L=12$.\n",
"- We can remove it with a seasonal differencing."
]
},
{
"cell_type": "code",
"execution_count": 18,
"id": "82bdfd49",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [],
"source": [
"monthly_temp['Seasonally_Differenced'] = monthly_temp['temp'].diff(12)"
]
},
{
"cell_type": "code",
"execution_count": 19,
"id": "47b49089",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"outputs": [
{
"data": {
"text/html": [
"
\n",
"\n",
"
\n",
" \n",
"
\n",
"
\n",
"
temp
\n",
"
Seasonally_Differenced
\n",
"
\n",
"
\n",
"
month
\n",
"
\n",
"
\n",
"
\n",
" \n",
" \n",
"
\n",
"
1908-01-01
\n",
"
35.6
\n",
"
2.3
\n",
"
\n",
"
\n",
"
1908-02-01
\n",
"
35.2
\n",
"
-10.8
\n",
"
\n",
"
\n",
"
1908-03-01
\n",
"
48.1
\n",
"
5.1
\n",
"
\n",
"
\n",
"
1908-04-01
\n",
"
50.0
\n",
"
-5.0
\n",
"
\n",
"
\n",
"
1908-05-01
\n",
"
46.8
\n",
"
-5.0
\n",
"
\n",
"
\n",
"
...
\n",
"
...
\n",
"
...
\n",
"
\n",
"
\n",
"
1972-08-01
\n",
"
75.6
\n",
"
-4.9
\n",
"
\n",
"
\n",
"
1972-09-01
\n",
"
64.1
\n",
"
-1.7
\n",
"
\n",
"
\n",
"
1972-10-01
\n",
"
51.7
\n",
"
0.6
\n",
"
\n",
"
\n",
"
1972-11-01
\n",
"
40.3
\n",
"
-1.5
\n",
"
\n",
"
\n",
"
1972-12-01
\n",
"
30.3
\n",
"
-0.3
\n",
"
\n",
" \n",
"
\n",
"
780 rows × 2 columns
\n",
"
"
],
"text/plain": [
" temp Seasonally_Differenced\n",
"month \n",
"1908-01-01 35.6 2.3\n",
"1908-02-01 35.2 -10.8\n",
"1908-03-01 48.1 5.1\n",
"1908-04-01 50.0 -5.0\n",
"1908-05-01 46.8 -5.0\n",
"... ... ...\n",
"1972-08-01 75.6 -4.9\n",
"1972-09-01 64.1 -1.7\n",
"1972-10-01 51.7 0.6\n",
"1972-11-01 40.3 -1.5\n",
"1972-12-01 30.3 -0.3\n",
"\n",
"[780 rows x 2 columns]"
]
},
"execution_count": 19,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# Drop nan\n",
"monthly_temp_clean = monthly_temp.dropna()\n",
"monthly_temp_clean "
]
},
{
"cell_type": "markdown",
"id": "acb32161",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"**⚙ Try it yourself**\n",
"\n",
"- Try redoing the previous plots on the differenced data!"
]
},
{
"cell_type": "markdown",
"id": "04716ecb",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"#### Identifying $p$ and $q$\n",
"\n",
"As we learned in the previous lesson, we will identify the AR order $p$ and the MA order $q$ with:\n",
"\n",
"- Autocorrelation function (ACF) plot.\n",
"- Partial autocorrelation function (PACF) plot."
]
},
{
"cell_type": "markdown",
"id": "630c52dd",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"**AR($p$)**\n",
"\n",
"- The order of the AR model is identified as follows:\n",
" - Plot 95% confidence interval on the PACF (done automatically by statsmodels).\n",
" - Choose lag $p$ such that the partial autocorrelation becomes insignificant for $p+1$ and beyond."
]
},
{
"cell_type": "markdown",
"id": "574acdb0",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"- If a process depends on previous values of itself then it is an AR process. \n",
"- If it depends on previous errors than it is an MA process.\n",
"- An AR process propagates shocks infinitely.\n",
"- AR processes will exhibit exponential decay in ACF and a cut-off in PACF."
]
},
{
"cell_type": "code",
"execution_count": 20,
"id": "f4d912f3",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_, ax = plt.subplots(1, 1, figsize=(5, 3))\n",
"plot_pacf(monthly_temp_clean['Seasonally_Differenced'], lags=20, ax=ax); "
]
},
{
"cell_type": "markdown",
"id": "b6d10515",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- It looks like the PACF becomes zero at lag 2.\n",
"- However there is a non-zero partial autocorrelation at lag 3.\n",
"- The optimal value might be $p=1$, $p=2$, or $p=3$.\n",
"- Note that there are high partial autocorrelations at higher lags, especially 12. \n",
" - This is an effect from seasonality and seasonal differencing. \n",
" - It should not be accounted when chosing $p$."
]
},
{
"cell_type": "markdown",
"id": "b596f17f",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"**MA($q$)**\n",
"\n",
"- The order of the MA model is identified as follows:\n",
" - Plot 95% confidence interval on the ACF (done automatically by statsmodels).\n",
" - Choose lag $q$ such that ACF becomes statistically zero for $q+1$ and beyond."
]
},
{
"cell_type": "markdown",
"id": "33cc00a6",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"- MA models do not propagate shocks infinitely; they die after $q$ lags.\n",
"- MA processes will exhibit exponential decay in PACF and a cut-off in ACF"
]
},
{
"cell_type": "code",
"execution_count": 21,
"id": "62f74b94",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"data": {
"image/png": 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N2bNnY86cOejduzdWr14NDw8PrF271mR9lUoFV1dXw5Keno7CwkI89dRTknoKhUJSz9XV1Zy7QURErZzZwrK0tBQnTpxAWFiYpDwsLAwpKSl1amPDhg0YOXIkPD09JeU3btyAp6cnunbtinHjxiEjI6PWdkpKSqDX6yULERFRXZktLK9evYqKigq4uLhIyl1cXKDVamW312g02L17N+bMmSMp9/X1RVxcHHbu3ImtW7fC3t4eQ4YMQXZ2do1txcbGQqVSGRYPD4+G7RQREbVKZp/go1AoJK+FEEZlpsTFxaF9+/aYMGGCpDw4OBhPPvkk+vXrh6FDh+KLL75Ar1698N5779XYVkxMDHQ6nWHJy8tr0L4QEVHrZGOuhtVqNaytrY1Gkfn5+UajzTsJIbBx40ZERkbCzs6u1rpWVlYYOHBgrSNLpVIJpVJZ984TERFVY7aRpZ2dHQIDA5GUlCQpT0pKQmhoaK3bJicn49y5c5g9e7bszxFCIDMzE25ubnfVXyIiopqYbWQJANHR0YiMjERQUBBCQkKwfv165ObmYu7cuQBunx69ePEiNm/eLNluw4YNGDx4MPz9/Y3aXL58OYKDg9GzZ0/o9Xq8++67yMzMxAcffGDOXSEiolbMrGEZERGBgoICrFixAhqNBv7+/khMTDTMbtVoNEbXXOp0OiQkJOCdd94x2ea1a9fw9NNPQ6vVQqVSoX///jh8+DAGDRpkzl0hIqJWTCGEEM3diaam1+uhUqmg0+ng5OTUoDZulZbD75/fAQB+WhEORzuzHncQEZEZ1DUPeG9YIiIiGQxLIiIiGQxLIiIiGQxLIiIiGQxLIiIiGQxLIiIiGQxLIiIiGQxLIiIiGQxLIiIiGQxLIiIiGQxLIiIiGQxLIiIiGQxLIiIiGQxLIiIiGQxLIiIiGQxLIiIiGQxLIiIiGQxLIiIiGWYPyzVr1sDb2xv29vYIDAzEkSNHaqx76NAhKBQKo+Xnn3+W1EtISICfnx+USiX8/Pywfft2c+8GERG1YmYNy/j4eCxYsACvvPIKMjIyMHToUIwZMwa5ubm1bpeVlQWNRmNYevbsaViXmpqKiIgIREZG4uTJk4iMjMTUqVNx7Ngxc+4KERG1YgohhDBX44MHD8aAAQOwdu1aQ1nv3r0xYcIExMbGGtU/dOgQHnzwQRQWFqJ9+/Ym24yIiIBer8fu3bsNZaNHj0aHDh2wdevWOvVLr9dDpVJBp9PBycmpfjv1p1ul5fD753cAgJ9WhMPRzqZB7RARUfOpax6YbWRZWlqKEydOICwsTFIeFhaGlJSUWrft378/3Nzc8NBDD+HgwYOSdampqUZthoeH19pmSUkJ9Hq9ZCEiIqors4Xl1atXUVFRARcXF0m5i4sLtFqtyW3c3Nywfv16JCQk4Ouvv4aPjw8eeughHD582FBHq9XWq00AiI2NhUqlMiweHh53sWdERNTamP3coUKhkLwWQhiVVfHx8YGPj4/hdUhICPLy8vDmm2/igQceaFCbABATE4Po6GjDa71ez8AkIqI6M9vIUq1Ww9ra2mjEl5+fbzQyrE1wcDCys7MNr11dXevdplKphJOTk2QhIiKqK7OFpZ2dHQIDA5GUlCQpT0pKQmhoaJ3bycjIgJubm+F1SEiIUZt79+6tV5tERET1YdbTsNHR0YiMjERQUBBCQkKwfv165ObmYu7cuQBunx69ePEiNm/eDABYvXo1vLy80KdPH5SWluKzzz5DQkICEhISDG2+8MILeOCBB7Bq1So8+uij2LFjB/bt24ejR4+ac1eIiKgVM2tYRkREoKCgACtWrIBGo4G/vz8SExPh6ekJANBoNJJrLktLS7Fw4UJcvHgRDg4O6NOnD3bt2oWxY8ca6oSGhmLbtm149dVXsWTJEvTo0QPx8fEYPHiwOXeFiIhaMbNeZ2mpeJ0lEREBFnCdJRER0b2CYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCTD7GG5Zs0aeHt7w97eHoGBgThy5EiNdb/++muMGjUKnTt3hpOTE0JCQvDdd99J6sTFxUGhUBgtxcXF5t4VIiJqpcwalvHx8ViwYAFeeeUVZGRkYOjQoRgzZgxyc3NN1j98+DBGjRqFxMREnDhxAg8++CDGjx+PjIwMST0nJydoNBrJYm9vb85dISKiVszGnI2//fbbmD17NubMmQMAWL16Nb777jusXbsWsbGxRvVXr14teb1y5Urs2LED3377Lfr3728oVygUcHV1NWfXiYiIDMw2siwtLcWJEycQFhYmKQ8LC0NKSkqd2qisrMT169fRsWNHSfmNGzfg6emJrl27Yty4cUYjTyIiosZktrC8evUqKioq4OLiIil3cXGBVqutUxtvvfUWbt68ialTpxrKfH19ERcXh507d2Lr1q2wt7fHkCFDkJ2dXWM7JSUl0Ov1koWIiKiuzHoaFrh9yrQ6IYRRmSlbt27FsmXLsGPHDjg7OxvKg4ODERwcbHg9ZMgQDBgwAO+99x7effddk23FxsZi+fLlDdwDIiJq7cw2slSr1bC2tjYaRebn5xuNNu8UHx+P2bNn44svvsDIkSNrrWtlZYWBAwfWOrKMiYmBTqczLHl5eXXfESIiavXMFpZ2dnYIDAxEUlKSpDwpKQmhoaE1brd161bMmjULn3/+OR5++GHZnyOEQGZmJtzc3Gqso1Qq4eTkJFmIiIjqyqynYaOjoxEZGYmgoCCEhIRg/fr1yM3Nxdy5cwHcHvFdvHgRmzdvBnA7KGfMmIF33nkHwcHBhlGpg4MDVCoVAGD58uUIDg5Gz549odfr8e677yIzMxMffPCBOXfFLHKu3sQX6Xm4UFiErh0cMDXIA97qNs3dLSIiuoNZwzIiIgIFBQVYsWIFNBoN/P39kZiYCE9PTwCARqORXHP54Ycfory8HPPmzcO8efMM5TNnzkRcXBwA4Nq1a3j66aeh1WqhUqnQv39/HD58GIMGDTLnrjS6L9Lz8HLCKSgUCsP3uB8m/4pVkwIwJcijubtHRETVKIQQork70dT0ej1UKhV0Ol2DT8neKi2H3z9v313opxXhcLSr+3FHztWbeOitQ6g08c5bKYADLw2HF0eYRERmV9c84L1hm8EX6Xk1zghWKBSIT+cEJCIiS8KwbAYXCotQ04BeCIELhUVN3CMiIqoNw7IZdO3gUOvIsmsHhybuERER1YZh2QymBnnUOrKM4AQfIiKLwrBsBt7qNlg1KQBW1QaX1goFrBTAqkkBnNxDRGRhzH67OzJtSpAH/Ls4Ycw7RwEAT93vhScHezZbUPKaTyKimjEsm5Fnp7/CKHpUr3pdftKYeM0nEVHteBq2lcu5ehMvJ5xCpQAqKoXkz0UJp3D+6s3m7iIRUbNjWLZyvOaTiEgew7KV4zWfRETy+J1lC3e3E3MM13yaCExe80lEdBvDsgVrjIk5U4M88GHyrybX8ZpPopbBUmazW0o/zIFh2UJVn5hjGBX++eeihFMY6NWxTpehVF3zuaiqLdy+5lNA8JpPalaVlQKlFZUoq6hEaXklyioEyioqUVJ+u6y8QkDgrzMid54cMfXlwp1fOdwLT5HYf/Yy1hz6FQrc3h8FgHXJv+LZ4fdhhK+zzNaN9w4c+Dm/hn70wAhfZ1Mnr+qkts18Xduhnb1twxquJ4ZlC2WYmFPD6dP49DwsGu1bp7Ys7ZpPajmqh4/hmM3EemkZUCmEJARLyyvvCMbb5VQ7ja4Iaw79CiH+eo+r/lxz6Bzu69wWrir7Zu7Hr7ivczuz9KMpPyEMSzMrLqvAjZLyar9I/vo03SqtMNTT6ophb2uN2wPFP3/BVPsk3P4QCkNZlvZ6rRNzftbocS7/+h3lpvsoAJRW+8U0PsAdJeWV+FmrN9pW0idI+3nxWhGSfrqMfH0xnJ3sMcrPBV3am/7OsyU9GE400/ijtn+vv+qYDiNTtaX/drX/LLkRWEv697uXHcq6YhjJ3UkB4GBWPh4f1K3V9MOcGJZm9sfNUvxecMvkuuKyv8Ly94JbsLe1rnO7bZW1/9O1s7fFleuldW6vel/+uFlar74AwKGsfKw/8pvkFEzCDxfwjwe6Y1gvuVNBRNQQV26U1HgoJ/5c3xL7odEV4VDWFVy5UYLObZUY7tMZbqrmnWzIsGyhhvt0xrenLplcJwA86NN0AaXRFWH9kd9MnoL58PBv8HFxapJTQUQt0d0EQ+e2ylpHdJ3bKhuzq03SD1MH3t+eutTsB968zrKFclM54B8PdEf1+wlYKQCFAvjHA92bNJyqTsGYUnUKhoiMHcrKx0tfnsR/Tl1C2m8F+M+pS3jpy5NI/qVu/2eG+3SudURXn4Nmja4IW7/PxbsHsrH1+1xodHW/xrqx+lH9wLtSQPLnh4d/g1ZXXOc+NTazh+WaNWvg7e0Ne3t7BAYG4siRI7XWT05ORmBgIOzt7dG9e3esW7fOqE5CQgL8/PygVCrh5+eH7du3m6v7Fm1YL2fETuxreD3a3xVvT/lbkx99WcqpIKKWpDGCobEOmu82tBuvH5Z74G3WsIyPj8eCBQvwyiuvICMjA0OHDsWYMWOQm5trsn5OTg7Gjh2LoUOHIiMjA4sXL8bzzz+PhIQEQ53U1FREREQgMjISJ0+eRGRkJKZOnYpjx46Zc1cslovTXx/CKYEezXK6s+oUjClNeSqoyt0cIRM1lcYKhrs9aG6s0VxjHLxb8oG3Wb+zfPvttzF79mzMmTMHALB69Wp89913WLt2LWJjY43qr1u3Dt26dcPq1asBAL1790Z6ejrefPNNTJo0ydDGqFGjEBMTAwCIiYlBcnIyVq9eja1bt5pzd6gGlvT9qaV+30GWp7knkTRmMNx50FyfCXqNOZP1bvoBWM53sKaYLSxLS0tx4sQJvPzyy5LysLAwpKSkmNwmNTUVYWFhkrLw8HBs2LABZWVlsLW1RWpqKl588UWjOlUBWx+3SsthU1pe7+2qtjX19zsVlVZIZppWV1KtvKSGOnIao427baeDox3+HuqNjf/NMXzIrRS3P/B/D/VGe0fbGt+DxqTVF9c60cirUxvJf2ZqvY5kX8EnKeeNDqr+HuqN+3uqm6QPHRxtaw2GDvX4f3M3/38v64trDe3L+uIm6QcAhPToVOuBd2iPTpK+3Coth41VTePzuqnt93d1ClHTxXp36dKlS+jSpQv++9//IjQ01FC+cuVKbNq0CVlZWUbb9OrVC7NmzcLixYsNZSkpKRgyZAguXboENzc32NnZIS4uDtOnTzfU+fzzz/HUU0+hpMT0kVhJSYlknV6vh4eHBzwWfAErpWNj7C4REbVAlSW3kLd6KnQ6HZycnGqsZ/YJPnc+/qnqHqb1qX9neX3bjI2NhUqlMiweHrzfKRER1Z3ZTsOq1WpYW1tDq9VKyvPz8+Hi4mJyG1dXV5P1bWxs0KlTp1rr1NQmcPt7zejoaMPrqpHl9688VOuRRGPQXCtG7h+mb0pAf9Hqi7F4+48m7wyjUACxE/vKnkL98kQe9pzWGu5xW52V4vaEgymBtR8oNUY/quQW3MTSb38CAIT7uWC4rzNcG3AauKSsAnO3/AAAWPfEACjr+T0Q25Bal/wrvj//R43/xoO8OmLusB6y7RzJvoJP/nve5FcP9TmVe1lfjMPZV1BwoxSd2trhgZ6dm/zrgqPZV7ExJUdyWroh+9LUeru3g9Nd3htWr9fDbbV8PbOFpZ2dHQIDA5GUlISJEycaypOSkvDoo4+a3CYkJATffvutpGzv3r0ICgqCra2toU5SUpLke8u9e/dKTvXeSalUQqk0/mLY0c4GjnbmvS+Dg511vb/kbo1Sfy2o9fublF8LZCcZjOztgt2ntSbXCQCjervK/ls0Rj+AvyYaVUk6exl7z16+64lGStu7/zy19jZcnOxr/Td2cbKXbVOjK8InKeclbVQdpG1MyYF/F1WdZ6Z7dmqDyE7Nex/mkX4u8O+iwsGsfMOEpwd9nC3+ZiKN8Tu8vI7bm/U0bHR0ND7++GNs3LgRZ8+exYsvvojc3FzMnTsXwO0R34wZMwz1586di99//x3R0dE4e/YsNm7ciA0bNmDhwoWGOi+88AL27t2LVatW4eeff8aqVauwb98+LFiwwJy7QmbWGDMDq1/rVXWNV32v9WqMflSfil/FUi6spsa5gN6SrwdsKFeVPR4f1A3Pj+iJxwd1s/igbGpmHVZFRESgoKAAK1asgEajgb+/PxITE+Hp6QkA0Gg0kmsuvb29kZiYiBdffBEffPAB3N3d8e677xouGwGA0NBQbNu2Da+++iqWLFmCHj16ID4+HoMHDzbnrpCZNdaU8WG9nOHj4tTgI+TG6EdruKl0S1Z1UPXh4d+MTjs25UEVtSxmvzfss88+i2effdbkuri4OKOyYcOG4Ycffqi1zcmTJ2Py5MmN0T2yEI15rWbVEXJz9YO/SC2fJRxUUcvCe8OSRWiMU6iW0g9Lu6MRmXY3px0b856s1DLwqSNmZmOlgJ2NFVDtWZS3n1n559+FkLxuze72aN9S+mFJdzSqotX/9T3plyfyMLK3S7M/8qihLGFfGuNULrUsDEszc3ayh3M9poELIaR3oBGi2t+lD4CuXlb9tcl2a/l5NdUzrJI8NFgY/Zzqfa3Pzzalp0tbDO1Vt6nq5jzAuM+5bYOnzN/n3BZLHvbDa7t+ggIKCAjDL9JXH/arsd2aHjJdVO0h4d3VbeBgZ/1n/WrbGg7EjD8L/zl1Ca/v/tlQvue0FntOa/HyGF+M7esm+z5Wra/eDzeVPRzsrCUHgLfrVvv5d2wPAEVlf90tpZ29DaysFCgrrzR5uY8pd84y3nNai92ntc1yO0NLObijpsGwtDAKhQLS+yvc3a2cqHn8/X5vjPB1Rnx6Hi4UFqFrBwdEBHnAS13/SwR+0ugMf//02O94YrAnvOvYTs7Vm3h998+SMKr6++u7f0aYn2ud+1T9tmDdOjk2aMp+9Tb83J0MbZRVVKKsohKl5ZUo/fPPsgohKcstuGlyljHQfM9NvZvvx6llYVgSmYmXug0Wjfa9qza+SM/DywmnDK8/OXoeG4/mYNWkAEwJkr8T1RfpebfvbmVi+KhQKBCfnlfnPp4vuGn4+9tJv9QrtOXYWlvB1toKjnY110n66TKsoECFiRG4FYDMC4WY1/O+2wUmRqp3FlnaVx81nVlo9J/TRPt9Nz+mrndhVdo03bQbhiWRhcq5ehMvJ5ySjAor/vwlsijhFAZ6dZQdFV4oLKr59LgQuFBYt8eX3W1oN4YLhUU1BooA8MfNMji34ylQMg/OhiWyUIZRoQlVo0I5XTs41NpG1w7yE2NqCu1KcTu0z1+9WfPGjagx9oWooRiWRBaqMUaFU4M8am0joj6nck2oa2g3hsbYF6KGYlgSWajGGEl5q9tg1aQAWCkAayuF5M9VkwLqNLmnsU7l3q3G2BeihuJ3lkQWamqQBz5M/tXkuvqMpKYEeWCgV8cGz8w1hHYNk4Sa8vTn3e4LUUMxLIksVNVIalHCKSgUCsNzW4UQ9R5J3c3M3MYK7cbSGLOMieqLYUlkwSxhJNWYoU3UUjEsiSycJYykLCG0iZoTw5KI6sQSQpuouXA2LBERkQyGJRERkQyGJRERkQyGJRERkQyzhmVhYSEiIyOhUqmgUqkQGRmJa9eu1Vi/rKwMixYtQt++fdGmTRu4u7tjxowZuHRJ+iDd4cOH//koq7+WadOmmXNXiIioFTNrWE6fPh2ZmZnYs2cP9uzZg8zMTERGRtZY/9atW/jhhx+wZMkS/PDDD/j666/xyy+/4JFHHjGqGxUVBY1GY1g+/PBDc+4KERG1Yma7dOTs2bPYs2cP0tLSMHjwYADARx99hJCQEGRlZcHHx8doG5VKhaSkJEnZe++9h0GDBiE3Nxfduv31kFVHR0e4urqaq/tEREQGZhtZpqamQqVSGYISAIKDg6FSqZCSklLndnQ6HRQKBdq3by8p37JlC9RqNfr06YOFCxfi+vXrjdV1IiIiCbONLLVaLZydnY3KnZ2dodVq69RGcXExXn75ZUyfPh1OTk6G8ieeeALe3t5wdXXF6dOnERMTg5MnTxqNSquUlJSgpKTE8Fqv19dzb4iIqDWr98hy2bJlRpNr7lzS09MBwOTjharuKymnrKwM06ZNQ2VlJdasWSNZFxUVhZEjR8Lf3x/Tpk3DV199hX379uGHH34w2VZsbKxhkpFKpYKHB597R0REdVfvkeX8+fNlZ556eXnh1KlTuHz5stG6K1euwMXFpdbty8rKMHXqVOTk5ODAgQOSUaUpAwYMgK2tLbKzszFgwACj9TExMYiOjja81uv1DEwiIqqzeoelWq2GWq2WrRcSEgKdTofvv/8egwYNAgAcO3YMOp0OoaGhNW5XFZTZ2dk4ePAgOnXqJPuzzpw5g7KyMri5uZlcr1QqoVQqZdshIiIyxWwTfHr37o3Ro0cjKioKaWlpSEtLQ1RUFMaNGyeZCevr64vt27cDAMrLyzF58mSkp6djy5YtqKiogFarhVarRWlpKQDg119/xYoVK5Ceno7z588jMTERU6ZMQf/+/TFkyBBz7Q4REbViZr3OcsuWLejbty/CwsIQFhaGgIAAfPrpp5I6WVlZ0Ol0AIALFy5g586duHDhAv72t7/Bzc3NsFTNoLWzs8P+/fsRHh4OHx8fPP/88wgLC8O+fftgbW1tzt0hIqJWyqyP6OrYsSM+++yzWusIIQx/9/Lykrw2xcPDA8nJyY3SPyIiorrgvWGJiIhkMCyJiIhkMCyJiIhkMCyJiIhkMCyJiIhkMCyJiIhkMCyJiIhkMCyJiIhkMCyJiIhkMCyJiIhkMCyJiIhkMCyJiIhkMCyJiIhkMCyJiIhkMCyJiIhkMCyJiIhkMCyJiIhkMCyJiIhkmDUsCwsLERkZCZVKBZVKhcjISFy7dq3WbWbNmgWFQiFZgoODJXVKSkrw3HPPQa1Wo02bNnjkkUdw4cIFM+4JERG1ZmYNy+nTpyMzMxN79uzBnj17kJmZicjISNntRo8eDY1GY1gSExMl6xcsWIDt27dj27ZtOHr0KG7cuIFx48ahoqLCXLtCRI3gfMFNw9/fTvoFOVdv1lKbyHIohBDCHA2fPXsWfn5+SEtLw+DBgwEAaWlpCAkJwc8//wwfHx+T282aNQvXrl3DN998Y3K9TqdD586d8emnnyIiIgIAcOnSJXh4eCAxMRHh4eGyfdPr9VCpVNDpdHBycmrYDhJRvXyRnoeXE06h8s/fONYKBQQEVk0KwJQgj+btHLVadc0Ds40sU1NToVKpDEEJAMHBwVCpVEhJSal120OHDsHZ2Rm9evVCVFQU8vPzDetOnDiBsrIyhIWFGcrc3d3h7+8v2y4RNY+cqzclQQkAFUKgUgCLEk7hPEeYZOHMFpZarRbOzs5G5c7OztBqtTVuN2bMGGzZsgUHDhzAW2+9hePHj2PEiBEoKSkxtGtnZ4cOHTpItnNxcamx3ZKSEuj1eslCRE3ni/Q8KBQKk+sUCgXi0/OauEdE9VPvsFy2bJnRBJw7l/T0dAAw+Z9DCFHjfxoAiIiIwMMPPwx/f3+MHz8eu3fvxi+//IJdu3bV2q/a2o2NjTVMMlKpVPDw4CkfoqZ0obAINX3jI4TAhcKiJu4RUf3Y1HeD+fPnY9q0abXW8fLywqlTp3D58mWjdVeuXIGLi0udf56bmxs8PT2RnZ0NAHB1dUVpaSkKCwslo8v8/HyEhoaabCMmJgbR0dGG13q9noFJ1IS6dnC4fTBrIjAVCgW6dnBohl4R1V29w1KtVkOtVsvWCwkJgU6nw/fff49BgwYBAI4dOwadTldjqJlSUFCAvLw8uLm5AQACAwNha2uLpKQkTJ06FQCg0Whw+vRpvPHGGybbUCqVUCqVdf6ZRNS4pgZ54MPkX02uE0IgghN8yMKZ7TvL3r17Y/To0YiKikJaWhrS0tIQFRWFcePGSWbC+vr6Yvv27QCAGzduYOHChUhNTcX58+dx6NAhjB8/Hmq1GhMnTgQAqFQqzJ49Gy+99BL279+PjIwMPPnkk+jbty9Gjhxprt0horvgrW6DVZMCYKUArK0Ukj9XTQqAl7pNc3eRqFb1HlnWx5YtW/D8888bZq4+8sgjeP/99yV1srKyoNPpAADW1tb48ccfsXnzZly7dg1ubm548MEHER8fj3bt2hm2+fe//w0bGxtMnToVRUVFeOihhxAXFwdra2tz7g4R3YUpQR4Y6NUR8el5uFBYhK4dHBAR5MGgpBbBbNdZWjJeZ0lERIAFXGdJRER0r2BYEhERyWBYEhERyWBYEhERyWBYEhERyWBYEhERyWBYEhERyWBYEhERyWBYEhERyWBYEhERyWBYEhERyWBYEhERyWBYEhERyWBYEhERyWBYEhERyWBYEhERyWBYEhERyWBYEhERyTBrWBYWFiIyMhIqlQoqlQqRkZG4du1ardsoFAqTy7/+9S9DneHDhxutnzZtmjl3hYiIWjEbczY+ffp0XLhwAXv27AEAPP3004iMjMS3335b4zYajUbyevfu3Zg9ezYmTZokKY+KisKKFSsMrx0cHBqx50RERH8xW1iePXsWe/bsQVpaGgYPHgwA+OijjxASEoKsrCz4+PiY3M7V1VXyeseOHXjwwQfRvXt3Sbmjo6NRXSIiInMw22nY1NRUqFQqQ1ACQHBwMFQqFVJSUurUxuXLl7Fr1y7Mnj3baN2WLVugVqvRp08fLFy4ENevX6+xnZKSEuj1eslCRERUV2YbWWq1Wjg7OxuVOzs7Q6vV1qmNTZs2oV27dnjsscck5U888QS8vb3h6uqK06dPIyYmBidPnkRSUpLJdmJjY7F8+fL67wQREREaMLJctmxZjZNwqpb09HQAtyfr3EkIYbLclI0bN+KJJ56Avb29pDwqKgojR46Ev78/pk2bhq+++gr79u3DDz/8YLKdmJgY6HQ6w5KXl1fPvSYiotas3iPL+fPny8489fLywqlTp3D58mWjdVeuXIGLi4vszzly5AiysrIQHx8vW3fAgAGwtbVFdnY2BgwYYLReqVRCqVTKtkNERGRKvcNSrVZDrVbL1gsJCYFOp8P333+PQYMGAQCOHTsGnU6H0NBQ2e03bNiAwMBA9OvXT7bumTNnUFZWBjc3N/kdICIiqiezTfDp3bs3Ro8ejaioKKSlpSEtLQ1RUVEYN26cZCasr68vtm/fLtlWr9fjyy+/xJw5c4za/fXXX7FixQqkp6fj/PnzSExMxJQpU9C/f38MGTLEXLtDREStmFlvSrBlyxb07dsXYWFhCAsLQ0BAAD799FNJnaysLOh0OknZtm3bIITA448/btSmnZ0d9u/fj/DwcPj4+OD5559HWFgY9u3bB2tra3PuDhERtVIKIYRo7k40Nb1eD5VKBZ1OBycnp+buDhERNZO65gHvDUtERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCTDrGH5f//3fwgNDYWjoyPat29fp22EEFi2bBnc3d3h4OCA4cOH48yZM5I6JSUleO6556BWq9GmTRs88sgjuHDhghn2gIiIyMxhWVpaiilTpuCZZ56p8zZvvPEG3n77bbz//vs4fvw4XF1dMWrUKFy/ft1QZ8GCBdi+fTu2bduGo0eP4saNGxg3bhwqKirMsRtERNTaiSbwySefCJVKJVuvsrJSuLq6itdff91QVlxcLFQqlVi3bp0QQohr164JW1tbsW3bNkOdixcvCisrK7Fnz5469Uen0wkAQqfT1W9HiIjonlLXPLBp7rCuLicnB1qtFmFhYYYypVKJYcOGISUlBf/4xz9w4sQJlJWVSeq4u7vD398fKSkpCA8PN2q3pKQEJSUlhtc6nQ4AoNfrzbg3RERk6apyQAhRaz2LCkutVgsAcHFxkZS7uLjg999/N9Sxs7NDhw4djOpUbX+n2NhYLF++3Kjcw8OjMbpNREQt3PXr16FSqWpcX++wXLZsmcngqe748eMICgqqb9MGCoVC8loIYVR2p9rqxMTEIDo62vC6srISf/zxBzp16iTbbm30ej08PDyQl5cHJyenBrdDUnxfzYPvq3nwfTWPpnpfhRC4fv063N3da61X77CcP38+pk2bVmsdLy+v+jYLAHB1dQVwe/To5uZmKM/PzzeMNl1dXVFaWorCwkLJ6DI/Px+hoaEm21UqlVAqlZKyus7OrQsnJyf+JzEDvq/mwffVPPi+mkdTvK+1jSir1Dss1Wo11Gp1gzokx9vbG66urkhKSkL//v0B3J5Rm5ycjFWrVgEAAgMDYWtri6SkJEydOhUAoNFocPr0abzxxhtm6RcREbVuZv3OMjc3F3/88Qdyc3NRUVGBzMxMAMB9992Htm3bAgB8fX0RGxuLiRMnQqFQYMGCBVi5ciV69uyJnj17YuXKlXB0dMT06dMB3D4CmD17Nl566SV06tQJHTt2xMKFC9G3b1+MHDnSnLtDREStlFnD8p///Cc2bdpkeF01Wjx48CCGDx8OAMjKyjLMTgWA//mf/0FRURGeffZZFBYWYvDgwdi7dy/atWtnqPPvf/8bNjY2mDp1KoqKivDQQw8hLi4O1tbW5twdI0qlEkuXLjU6xUt3h++refB9NQ++r+Zhae+rQsjNlyUiImrleG9YIiIiGQxLIiIiGQxLIiIiGQxLIiIiGQzLBlqzZg28vb1hb2+PwMBAHDlypLm71OItW7YMCoVCslTdqILq5vDhwxg/fjzc3d2hUCjwzTffSNaLOjwCj4zJva+zZs0y+uwGBwc3T2dbkNjYWAwcOBDt2rWDs7MzJkyYgKysLEkdS/nMMiwbID4+HgsWLMArr7yCjIwMDB06FGPGjEFubm5zd63F69OnDzQajWH58ccfm7tLLcrNmzfRr18/vP/++ybX1+UReGRM7n0FgNGjR0s+u4mJiU3Yw5YpOTkZ8+bNQ1paGpKSklBeXo6wsDDcvHnTUMdiPrNmfvrJPWnQoEFi7ty5kjJfX1/x8ssvN1OP7g1Lly4V/fr1a+5u3DMAiO3btxte1+UReCTvzvdVCCFmzpwpHn300Wbpz70kPz9fABDJyclCCMv6zHJkWU+lpaU4ceKE5BFhABAWFoaUlJRm6tW9Izs7G+7u7vD29sa0adPw22+/NXeX7hlyj8Cju3Po0CE4OzujV69eiIqKQn5+fnN3qcWpukFNx44dAVjWZ5ZhWU9Xr15FRUWFyceI1fSIMKqbwYMHY/Pmzfjuu+/w0UcfQavVIjQ0FAUFBc3dtXtCbY/A42f37owZMwZbtmzBgQMH8NZbb+H48eMYMWKE5Dm6VDshBKKjo3H//ffD398fgGV9Zi3qeZYtSUMeI0a1GzNmjOHvffv2RUhICHr06IFNmzZJHrFGd4ef3cYXERFh+Lu/vz+CgoLg6emJXbt24bHHHmvGnrUc8+fPx6lTp3D06FGjdZbwmeXIsp7UajWsra2NjmqqP0aMGkebNm3Qt29fZGdnN3dX7gnVH4FXHT+7jc/NzQ2enp787NbRc889h507d+LgwYPo2rWrodySPrMMy3qys7NDYGAgkpKSJOVJSUk1Pk+TGqakpARnz56VPNuUGq76I/CqVD0Cj5/dxlVQUIC8vDx+dmUIITB//nx8/fXXOHDgALy9vSXrLekzy9OwDRAdHY3IyEgEBQUhJCQE69evR25uLubOndvcXWvRFi5ciPHjx6Nbt27Iz8/Ha6+9Br1ej5kzZzZ311qMGzdu4Ny5c4bXOTk5yMzMRMeOHdGtWzfZR+CRabW9rx07dsSyZcswadIkuLm54fz581i8eDHUajUmTpzYjL22fPPmzcPnn3+OHTt2oF27doYRpEqlgoODQ50e29hkmnTu7T3kgw8+EJ6ensLOzk4MGDDAMNWZGi4iIkK4ubkJW1tb4e7uLh577DFx5syZ5u5Wi3Lw4EEBwGiZOXOmEOL2VPylS5cKV1dXoVQqxQMPPCB+/PHH5u10C1Db+3rr1i0RFhYmOnfuLGxtbUW3bt3EzJkzRW5ubnN32+KZek8BiE8++cRQx1I+s3xEFxERkQx+Z0lERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCSDYUlERCTj/wFm03yXrLJIowAAAABJRU5ErkJggg==",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_, ax = plt.subplots(1, 1, figsize=(5, 3))\n",
"plot_acf(monthly_temp_clean['Seasonally_Differenced'], lags=20, ax=ax); "
]
},
{
"cell_type": "markdown",
"id": "600f369b",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"- Also in this case there are non-zero autocorrelations at lags 1 and 3.\n",
"- So, the values to try are $q=1$, $q=2$, or $q=3$."
]
},
{
"cell_type": "markdown",
"id": "39cc4f12",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"### Model estimation\n",
"\n",
"- Once the orders $p$ and $q$ are identified is necessary to estimate the parameters $\\phi_1, \\dots, \\phi_p$ or the AR part the the parameters $\\theta_1, \\dots, \\theta_q$ of the MA part.\n",
"- Estimating the parameters of an ARMA model is a complicated, nonlinear problem.\n",
"- Nonlinear least squares and maximum likelihood estimation (MLE) are common approaches.\n",
"- Many modern software programs will fit the ARMA model for us."
]
},
{
"cell_type": "markdown",
"id": "c247d4ab",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- We split the data in two parts:\n",
" - the training set, that will be used to fit the model's parameters.\n",
" - the test set, that will be used later on to evaluate the prediction performance of the model on unseen data."
]
},
{
"cell_type": "code",
"execution_count": 22,
"id": "5444a7eb",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"train = monthly_temp_clean['Seasonally_Differenced'][:-36]\n",
"test = monthly_temp_clean['Seasonally_Differenced'][-36:]\n",
"\n",
"plt.figure(figsize=(12,3))\n",
"plt.plot(train)\n",
"plt.plot(test);"
]
},
{
"cell_type": "code",
"execution_count": 23,
"id": "56bfc35c",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
" SARIMAX Results \n",
"==================================================================================\n",
"Dep. Variable: Seasonally_Differenced No. Observations: 744\n",
"Model: ARIMA(3, 0, 3) Log Likelihood -2248.119\n",
"Date: Mon, 22 Apr 2024 AIC 4512.238\n",
"Time: 23:39:50 BIC 4549.134\n",
"Sample: 01-01-1908 HQIC 4526.460\n",
" - 12-01-1969 \n",
"Covariance Type: opg \n",
"==============================================================================\n",
" coef std err z P>|z| [0.025 0.975]\n",
"------------------------------------------------------------------------------\n",
"const 0.0644 0.245 0.263 0.793 -0.416 0.544\n",
"ar.L1 -0.0891 0.137 -0.648 0.517 -0.358 0.180\n",
"ar.L2 -0.8305 0.023 -35.754 0.000 -0.876 -0.785\n",
"ar.L3 0.0521 0.120 0.435 0.664 -0.183 0.287\n",
"ma.L1 0.2842 0.136 2.092 0.036 0.018 0.551\n",
"ma.L2 0.9966 0.012 84.858 0.000 0.974 1.020\n",
"ma.L3 0.2394 0.136 1.759 0.079 -0.027 0.506\n",
"sigma2 24.3189 1.008 24.134 0.000 22.344 26.294\n",
"===================================================================================\n",
"Ljung-Box (L1) (Q): 0.03 Jarque-Bera (JB): 56.84\n",
"Prob(Q): 0.86 Prob(JB): 0.00\n",
"Heteroskedasticity (H): 0.77 Skew: 0.12\n",
"Prob(H) (two-sided): 0.04 Kurtosis: 4.33\n",
"===================================================================================\n",
"\n",
"Warnings:\n",
"[1] Covariance matrix calculated using the outer product of gradients (complex-step).\n"
]
}
],
"source": [
"model = ARIMA(train, order=(3, 0, 3)) # ARIMA with d=0 is equivalent to ARMA\n",
"fit_model = model.fit()\n",
"\n",
"print(fit_model.summary())"
]
},
{
"cell_type": "markdown",
"id": "a9b97156",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"### ARMA Model Validation\n",
"\n",
"- How do you know if your ARMA model is any good?\n",
"- We can check the resiudals, i.e., what the model was not able to fit.\n",
"- The residuals should approximate a Gaussian distribution (aka white noise).\n",
"- Otherwise, we might need to select a better model."
]
},
{
"cell_type": "code",
"execution_count": 24,
"id": "faa16519",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"residuals = fit_model.resid\n",
"\n",
"plt.figure(figsize=(10,3))\n",
"plt.plot(residuals)\n",
"plt.title(\"Residuals\");"
]
},
{
"cell_type": "markdown",
"id": "8556296b",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"**🤔 How to test if the residuals look like noise?**\n",
"\n",
"- We will use both visual inspection and statistical tests.\n",
"- Visual inspection:\n",
" - ACF plot.\n",
" - Histogram.\n",
" - QQ plot.\n",
"- Statistical tests:\n",
" - Normality.\n",
" - Autocorrelation.\n",
" - Heteroskedasticity."
]
},
{
"cell_type": "markdown",
"id": "d1a6bcbf",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"#### Visual inspection \n",
"\n",
"**ACF plot**\n",
"\n",
"- Checks for any autocorrelation in the residuals. \n",
"- White noise should show no significant autocorrelation at all lags."
]
},
{
"cell_type": "code",
"execution_count": 25,
"id": "44968129",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"_, ax = plt.subplots(1, 1, figsize=(5, 3))\n",
"plot_acf(residuals, lags=10, ax=ax)\n",
"plt.title('ACF of Residuals')\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"id": "a9fbd7cf",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"**Histogram and QQ-Plot**\n",
"- Assess the normality of the residuals. \n",
"- White noise should ideally follow a normal distribution."
]
},
{
"cell_type": "code",
"execution_count": 26,
"id": "ae456d1e",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# QQ-Plot\n",
"_, ax = plt.subplots(1, 1, figsize=(6, 6))\n",
"qqplot(residuals, line='s', ax=ax)\n",
"plt.title('QQ-Plot of Residuals')\n",
"plt.show()"
]
},
{
"cell_type": "markdown",
"id": "f565b04c",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- The plots are conveniently summarized in the function ``plot_diagnostics()`` that can be called on the fit model."
]
},
{
"cell_type": "code",
"execution_count": 28,
"id": "a74e8c82",
"metadata": {
"run_control": {
"marked": false
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"fit_model.plot_diagnostics(figsize=(10, 8))\n",
"plt.tight_layout();"
]
},
{
"cell_type": "markdown",
"id": "afc7e90a",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"#### Statistical tests\n",
"\n",
"**Normality: Jarque-Bera and Shapiro-Wilk tests**\n",
"\n",
"> $H_0$: the residuals are normally distributed."
]
},
{
"cell_type": "code",
"execution_count": 29,
"id": "8f631975",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Normality (Jarque-Bera) p-value:0.000\n"
]
}
],
"source": [
"norm_val, norm_p, skew, kurtosis = fit_model.test_normality('jarquebera')[0]\n",
"print('Normality (Jarque-Bera) p-value:{:.3f}'.format(norm_p))"
]
},
{
"cell_type": "code",
"execution_count": 30,
"id": "7dedecb4",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Normality (Shapiro-Wilk) p-value: 0.000\n"
]
}
],
"source": [
"shapiro_test = stats.shapiro(residuals)\n",
"print(f'Normality (Shapiro-Wilk) p-value: {shapiro_test.pvalue:.3f}')"
]
},
{
"cell_type": "markdown",
"id": "46c53679",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- The small p-values allow us to reject $H_0$.\n",
"- Conclusion: the residuals are **not** normally distributed."
]
},
{
"cell_type": "markdown",
"id": "bc01ae3f",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"**📝 Note**\n",
"- For reference, let's see what these tests say about data that are actually normally distributed.\n",
"- Try executing the cell below multiple times and see how much the results changes each time.\n",
"- These tests start to be reliable only for large sample sizes ($N>5000$)."
]
},
{
"cell_type": "code",
"execution_count": 31,
"id": "0cf35b8e",
"metadata": {
"slideshow": {
"slide_type": "-"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Normality (Jarque-Bera) p-value: 0.811\n",
"Normality (Shapiro-Wilk) p-value: 0.938\n"
]
}
],
"source": [
"# generate random normal data\n",
"normal_data = np.random.normal(loc=0, scale=1, size=1000)\n",
"\n",
"jb_test = stats.jarque_bera(normal_data)\n",
"print(f'Normality (Jarque-Bera) p-value: {jb_test.pvalue:.3f}')\n",
"\n",
"shapiro_test = stats.shapiro(normal_data)\n",
"print(f'Normality (Shapiro-Wilk) p-value: {shapiro_test.pvalue:.3f}')"
]
},
{
"cell_type": "markdown",
"id": "029b461e",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"**Autocorrelation: Ljung-Box test**\n",
"\n",
"> $H_0$: the residuals are independently distributed (no autocorrelation).\n",
"\n",
"- There is a $p$-value for each lag. \n",
"- Here we just take the mean, but one might also want to look at the at largest lag (`pval[-1]`).\n",
"- It is also not always obvious to select how many lags should be used in the test..."
]
},
{
"cell_type": "code",
"execution_count": 32,
"id": "051d0cad",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Ljung-Box p-value: 0.343\n"
]
}
],
"source": [
"statistic, pval = fit_model.test_serial_correlation(method='ljungbox', lags=10)[0]\n",
"print(f'Ljung-Box p-value: {pval.mean():.3f}') "
]
},
{
"cell_type": "markdown",
"id": "651bd6f5",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"**Autocorrelation: Durbin Watson test**\n",
"\n",
"- Tests autocorrelation in the residuals.\n",
"- We want something between 1-3.\n",
"- 2 is ideal (no serial correlation)."
]
},
{
"cell_type": "code",
"execution_count": 33,
"id": "7b5a5d59",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Durbin-Watson: d=2.01\n"
]
}
],
"source": [
"durbin_watson = ss.stats.stattools.durbin_watson(fit_model.filter_results.standardized_forecasts_error[0, fit_model.loglikelihood_burn:])\n",
"print('Durbin-Watson: d={:.2f}'.format(durbin_watson))"
]
},
{
"cell_type": "markdown",
"id": "06ce2c37",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"**Heteroskedasticity test**\n",
"\n",
"- Tests for change in variance between residuals.\n",
"> $H_0$: no heteroskedasticity. \n",
"- $H_0$ indicates different things based on the alternative $H_A$:\n",
" - $H_A$: Increasing, $H_0$ the variance is not decreasing throughout the series.\n",
" - $H_A$: Decreasing, $H_0$ the variance is not increasing throughout the series.\n",
" - $H_A$: Two-sided (default), $H_0$ the variance is not changing throughout the series."
]
},
{
"cell_type": "code",
"execution_count": 34,
"id": "95c321d0",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"H_a: Increasing - pvalue:0.980\n"
]
}
],
"source": [
"_, pval = fit_model.test_heteroskedasticity('breakvar', alternative='increasing')[0]\n",
"print(f'H_a: Increasing - pvalue:{pval:.3f}')"
]
},
{
"cell_type": "code",
"execution_count": 35,
"id": "2fb27a9f",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"H_a: Decreasing - pvalue:0.020\n"
]
}
],
"source": [
"_, pval = fit_model.test_heteroskedasticity('breakvar', alternative='decreasing')[0]\n",
"print(f'H_a: Decreasing - pvalue:{pval:.3f}')"
]
},
{
"cell_type": "code",
"execution_count": 36,
"id": "48a38d2a",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"H_a: Two-sided - pvalue:0.040\n"
]
}
],
"source": [
"_, pval = fit_model.test_heteroskedasticity('breakvar', alternative='two-sided')[0]\n",
"print(f'H_a: Two-sided - pvalue:{pval:.3f}')"
]
},
{
"cell_type": "markdown",
"id": "c163a9f7",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"**Summary of our tests**\n",
"\n",
"Independence:\n",
"- ✅ ACF plot.\n",
"- ✅ Ljung-Box test.\n",
"- ✅ Durbin Watson test.\n",
"\n",
"Normality:\n",
"- ✅ Histogram/Density plot.\n",
"- 🤔 QQ-plot\n",
"- ❌ Jarque-Bera (reliable for large sample size).\n",
"- ❌ Shapiro-Wilk (reliable for large sample size).\n",
"\n",
"Heteroskedasticity\n",
"- ❌ Heteroskedasticity test."
]
},
{
"cell_type": "markdown",
"id": "256fb547",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"- The tests are a bit inconclusive.\n",
"- There is no strong evidence that the model is either very good or very bad.\n",
"- It is probably wise to try other canidate models, e.g., `ARMA(2,0,2)`, and repeat the tests."
]
},
{
"cell_type": "markdown",
"id": "48502c62",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"### ARMA Model Predictions\n",
"\n",
"- Once the model is fit, we can use it to predict the test data.\n",
"- The predictions come in a form of a distribution.\n",
"- In other words, ARMA performs a *probabilistic forecasting*.\n",
"- The mean (mode) of this distribution correspond to the most likely value and correspond to our forecast\n",
"- The rest of the distribution can be used to compute confidence intervals."
]
},
{
"cell_type": "code",
"execution_count": 37,
"id": "0110ffa8",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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OPvlkcnNz2bBhQ+V9JicnM336dDp27MiaNWu4/vrrSU5O5q677gLgyiuvZMiQIUydOhWj0ciqVaswm82MGDGC559/ngceeICNGzcCkJSU1Hx/NNHiaLqu69FeRFOUlpaSmppKSUkJKSkp0V5Oy1OxD4pWgtGuMpYiLZQN1e7kyAa9Wipfhcpgqh5g8jurAkx6MKiE//DgkqapwJIWDDAZTId8bqz9Md2FqlSz3Ugw2prl12w1An6VjWZJBYM52qsRQgghhGh2LpeL7du3k5OTg81WbV/Tc4QhR5oRzPW9rgHM9qNf15JYvwUHTZo0iXfffbfGmsePH0/v3r359NNPWb9+PVqw5+6///1v7r77bkpKSjAYDIwaNYqSkhJWrlxZedsHHniAJUuWMGPGjMrv7dmzh+zsbDZu3EhWVhbt2rXj5Zdf5rrrrqvXGp966ik+/PBDli9fDkBKSgovvfQSV1999WHXnT59OrfddhvFxcUN+juI+FPnc47wxV8kI0rUzZWvyq8MpuYJQgGYU1T5l7tANUQX9RfwQeGKmg3fqweXQsEkU0LV53UFlxrCkq56h1XsheQeTb8/UaVitxoQYEqCxC5gaw+mhu0ECSGEEEK0SI8e4Vih15lw5cdVXz/VE7wVtV+368lwzTdVXz8/ECpqGaA0paTBSxw9ejRTp06t/DoxMZFbbrmF4cOHVwahAEaOHEl5eTl79uyhS5cuAAwbNqzGfa1YsYK5c+fWmom0detWiouLcbvdnH766XWu55NPPuH5559ny5YtlJeX4/P5agQT7rjjDq677jreeecdxo4dy8UXX0yPHrJ/L8JPekSJ2nlLoeQ3lUFjzWi+x9UMKkjizFW9qUT9uQ+q7CR7FiRmq0tCZ/W1rZ0KGJlTgoEoS3iCUKCCXZZUKN+uMrJEeHjLVS8ugxkCbihaBXkLoXitCjbK80MIIYQQIqYlJibSs2fPyktWVha6rtcIQgGEipSqfz8xsebJx0AgwLnnnsuqVatqXDZv3sypp56K3W7nSBYvXsxll13G+PHj+frrr1m5ciX33XdfjUboU6ZMYe3atUyYMIE5c+bQv39/Pv/886b+GYQ4jGREicP5KqBoDXhKIKFT8z++OQ3ceeArU4ETcXS6Do7dKogXqWbyR2JOVdk7FXshpVfzP35Lo+tQvlU9BxLVWTEsbcDnUMEpx3awtoOEbBVklLI9IYQQQrQ2f99X988OPeH6ty1HuO4huRm3rWn8muqhf//+fPrppzUCUosWLSI5OZlOneo+9ho6dCiffvop3bp1w2Q6fH+/V69e2O12Zs+eXWtp3sKFC+natSv33Xdf5fd27tx52PV69+5N7969uf3227n88st58803ufDCC7FYLPj9/sb8ykIcRjKiRE1+jyoFcuep0rhDovXNwmRXDbBd+Ue/rlA8hWqbWdKj8/iapoJRjh0qk0c0jStPTSe0ta/6nqaBOQkSO6uglDsfCpbAwYVqoqX83eOH3xPs1SaEEEKIRrMk1n0x2xpwXXv9rhsmN998M7t37+bPf/4zGzZs4Msvv+Sf//wnd9xxBwZD3Yfnt9xyC4WFhVx++eUsXbqUbdu2MXPmTCZPnozf78dms3H33Xdz11138fbbb7N161YWL17MG2+8AUDPnj3ZtWsXH3zwAVu3buXFF1+ske3kdDr505/+xLx589i5cycLFy5k2bJl9OvXD4Bu3bpRXl7O7Nmzyc/Pp6JCKiFE40kgSlQJ+KF0g8qssXc8/OxAczInqQwbOVirn4p9avtFs8G7JVU1Sq/YE701tAR+D5RtVmfy6mr+brSCPVNlLAa8UPyrCkgV/aoCuIdOOBSxw1sOBcvUxV0Y7dUIIYQQopl16tSJb7/9lqVLlzJo0CBuvPFGrr32Wv7xj38c8XYdO3Zk4cKF+P1+zjrrLI455hhuvfVWUlNTKwNY999/P3/961954IEH6NevH5deeil5eXkAnH/++dx+++386U9/YvDgwSxatIj777+/8v6NRiMFBQVcddVV9O7dm0suuYTx48fz4IMPAjBixAhuvPFGLr30Utq1a8eTTz4Zob+QaA1kap5QdB3KNkHxOrB3iP7EuoAPXAcgY7gqPRJ185arIITRpgJ4UV1LGfjd0G64lFU2VukWFVhK7NywPl6+cnAXqwCyLVi2Z20HRkvElioayFsGRatVNptmVCWVST0hqVt0SmqFEEKIOHCkCV5CiPCTqXmi+Th2QskGsLWNfhAKggdlOjj3SyDqaFwHVO8gWzM2la+LORk8RSqrLm1AtFcTfzwlqjeUJa3hzeRNSeoS8KhSzYpclaWW0EUFl83JEVmyqCdvaTAIVagy2TRDcCjEGvAUQErv6JXWCiGEEEII0YykNE+A84DqC2VOjq3R8OZUcO1X/aJE7fweFUS0xFD2kbWNKqv0NHzEbaumB6BsG/idKoDUWAYL2DqojCp0KF4TLNtbBa6DUrYXDd5SKFwZDEJVK3s2p6gyaNd+yF+qtr+UIwshhBBCiBZOAlGtXcAP5dvU5005+I0EU5KaGuaWpuV1cuepgI85hradKQn8LhUgE/Xn3A8Vu2o2KG8KzaAyq5K6gClBbY/8RZC/WGWs+d3heRxxZJ4SFYTyFldlQlVnMEFCZ1WmV7QailZKEFcIIYQQQrRoUprX2rkPqgld9sxor+Rwmqb6Hjn3qgO1aEzwi2V6QAUUTNboNpavjbUtOPdAYraUG9WH360alButkSmNNSWqS8CrSicLD4ApRW0fW4fYC0K3FJ5iFVzyloC905FfwyypahtV7AN3kSrVS8gGQwNLNEXz8ZapMlhLuvTEE0IIIYRoAAlEtWZ6ABw71Bn5WG2Ua04Dd4HKJpCARk3uAhVIDFcGTTiZElQZkmOn2oYSRDwyxw7VJyghO7KPYzCr/xc9EOxPtFb1pLJmQmInsLSVwEe4eIqCQajS4BTSejwHDCZVUukpVqWU7gJI6SVBjljjc6iTAI6dKmvXlALJPVVg12CO9uqEEEIIIWJejEYfRLNwBbOhYjGQEWK0qubLroMSiDqUc6/6GKsHPrYMqNgbnN7WNtqriV2eIlUea2nbfJltobI9Sxr4KlT2WsUutZ0Su6jXBKNMpWk0d6EKJPkc9Q9CVWdJC2ZH7VYZNyl9glmhMZb52Nr4KtRrmmOHmlZqTVevc55iKF6tBkck94qNwRFCCCGEEDFMAlGtlR5QZ3M1Q+wGMkLMKVCxBxK7ySj6EG8pOHNjOzhntIHuh/IdYGkjWVG1CfihbIsKtkYrIGxKUJeAL1i2twJMyeqAOqlrdNYUz9wFwSBUBdizGv9/bzCrDBtPERT+Aq5QdlRSWJcr6sHvUgGo8h3gK1FZnonZVdvWkqZ647nyVOAwMQeScsBkj+KihRBCCCFilwSiWit3vjp7Gw9nbs3JahS9pzA2e1lFgzNXHRzFcjYbgDUDnPvA3QVs7aK9mtjjylUHuLHwf20wqW2k6+q5VrpOZeXEw2tErHDlq3K8gFNNxwsHS3owO2qn2i6pfYJZVpIdFXF+t3qtLd+qGshbUiGhS+3BRYNJbXOfA0o3qEESyb2CwUjZVkIIIYQQ1cneUWuk61UTzQxxkGGkGdWOfEVutFcSG/wucOyJj74xocbbjh0qC09U8TmhdLPKmoilrERNUyV6ekD1kPJVRHtF8cF1UGVCBVwq+BBOBosqzcMPBSug+FcV8BCR4fcEp0z+rLLR0FXJqiXt6BlupkR1Xb8bCpZDYbBPmIh9Aa8KOMrUSiGEECLiJBDVGrnz1aj4eOrbY0lVZ5i95dFeSfS58sBXCuY4mXRmy1BZBa6D0V5JbCnfrsquLDH6PLR1UA3USzaqEkJRN1eeCkLpnshlt4UChLZ26n8nf4nKptP1yDxeaxTwqibkoQBUwFM1+bMhJZaapl73bO1UJtvBn6Fsq7p/ERsCfjX10HlA9ejLXwZ5C+DgT5C/UGU2eoqivUohhIhbr732GtnZ2RgMBp5//nmmTJnC4MGDj3ibSZMmccEFFzTL+lq7WPhbSyCqtdF1cOxSn0diTHykmBLB71BBtNYs4Ffbz5gQPz2XDBaV1ebYLgGNEFe++nvYMmJ3O2qayuxxbFcHaqJ2zgNQuAp0nwreRZrRqgYA6F6VcVO8RrLWmirgU0G9/CXqb+p3QUInFfhrSlmd0Vo1Sa94tbpvCcg3P11XzxHXQdXnq3A1HFwAB39UQcfiNeA5qLa1ta2agli+Aw4ukoCUELHO71HP7+a6+D0NWl5ZWRm33XYbXbt2xW63M2LECJYtW1bjOpMmTULTtBqXk046qcZ17rjjDtq0aUOXLl344IMPavzso48+4txzz63XejweD08++SSDBg0iISGBjIwMRo4cyZtvvonXG76TJaWlpfzpT3/i7rvvZu/evdxwww3ceeedzJ49O2yPEU3dunXj+eefr/f1582bh6ZpFBcXR2xN8Uh6RLU27gLVl8baJtoraThjompanpDdekfMu/PVNoyFnkINYW2rDtjdeeEvW4o3AR+Ub1EHR6bEaK/myAwWte3KNqlebfH2fxdpzv3qQBW9efu1aZrqv2ZyBfsXBSfr2TJjN7AZiwJ+9ZpUvl1ltRmtqs+TIcy7RpZU9Vx3H4SCQjV4I6m7NDOPFL8reNDoUGWRngJVCu13AboKDBptKqvYaj38OWMwg6mzuk35juB+R+dgeWYMDwgRorXxe6BgKfiasVrClARtT6j38KTrrruO3377jXfeeYeOHTvy7rvvMnbsWNatW0enTp0qrzdu3DjefPPNyq8tlqr7/+qrr3j//feZOXMmmzdv5pprruGMM86gbdu2FBcXc99999UrwOPxeDjrrLNYvXo1Dz30ECNHjiQlJYXFixfz9NNPM2TIkKNmLNXXrl278Hq9TJgwgaysqv3+pCQZuNIUuq7j9/sxmVpGCEcyoloTXVdlB3ogPkezW1LVAVdrPTup62qHWDOE/0Ap0gxmteby7SoQ05o596p+Z/HSvN2cpP7nStZLaWx1FftUOR5Eb1sabSow73cFs6N+UwfP4sj0gAoiFi6D/KXgLVYBclv7yL22GkzqMcwpULoRCkKlldI7r0kCXvAUq+dj6UaVxZT3oyqxK1yuArV+twoEJnRUGWr2TNXvy2g7cuDWZIfEzipgVb5DZU9JhlRs0fXgJaACywFf8OJVQQq/R21/v1vKmFsi3aeCUAaLOlkW6YvBoh5Pr99+rNPp5NNPP+XJJ5/k1FNPpWfPnkyZMoWcnBymTp1a47pWq5XMzMzKS5s2VQkD69evZ9SoUQwbNozLL7+clJQUtm1Tmep33XUXN998M126dDnqep5//nkWLFjA7NmzueWWWxg8eDDdu3fniiuuYMmSJfTq1QsAt9vNX/7yF9q3b4/NZuPkk0+ukcUVyu6ZPXs2w4YNIyEhgREjRrBx40YApk+fzsCBAwHo3r07mqaxY8eOw0rz/H4/d9xxB2lpabRt25a77roL/ZDnqa7rPPnkk3Tv3h273c6gQYP45JNP6r2WkP/9738MGzYMm81GRkYGF110UeXPPB4Pd911F506dSIxMZETTzyRefPmHfXvWZ2mabz++utceOGFJCQk0KtXL/73v/8BsGPHDkaPHg1Aeno6mqYxadKkBv1+M2bMYNiwYVitVt544w00TWPDhg011vDss8/SrVu3ymDVtddeS05ODna7nT59+vDCCy806HdqDnF2NCuaxFMIrn3x1RuqOoNZ7Ui48lrnJC9vMbj2x2c2GwQn6OWqaY0JnY5+/ZbI51ANyi3J8RVMtLZTQdDS9ZA+OLaaq0dDxV7VMFwzqP/raNI0FQjzu6Bsc7XsqA6SHXUoXVdZSeU71GuRwaSCEs35XDQlqMwadwEULFOBxOSe6kSLOLKAH/zBTCefA9yFKuMp4FTBB00Dgw1MNvX31MKUOW2yBzOkKoL/O3vB3kkypBrK71bPP295MAAbAPSqYFKNr4Ofhy56tZ8RCH4MHbDq1YJMevDbtfzM2kZNHLVm1DubRRxBKOMQQDOp11HNpPYPNFNw0FAzvQcZrc13gj1Q/9I8n8+H3+/HZqu5Nrvdzk8//VTje/PmzaN9+/akpaVx2mmn8cgjj9C+vcq0HjRoEK+99hpFRUVs27YNp9NJz549+emnn/jll18OC2rV5b333mPs2LEMGTLksJ+ZzWbMZrVvd9ddd/Hpp5/y1ltv0bVrV5588knOOusstmzZUiNAdt999/HMM8/Qrl07brzxRiZPnszChQu59NJLyc7OZuzYsSxdupTs7GzatTv8hN0zzzzDtGnTeOONN+jfvz/PPPMMn3/+OWPGjKm8zj/+8Q8+++wzpk6dSq9evViwYAG///3vadeuHaeddtpR1wLwzTffcNFFF3Hffffxzjvv4PF4+Oabbypve80117Bjxw4++OADOnbsyOeff864ceNYs2ZNZXCuPh588EGefPJJnnrqKV566SWuvPJKdu7cSXZ2Np9++ikTJ05k48aNpKSkYLfbG/T73XXXXTz99NN0796dtLQ0/vOf//Dee+/x0EMPVV7n/fff54orrkDTNAKBAJ07d+ajjz4iIyODRYsWccMNN5CVlcUll1xS798p0uLoSEg0ia5DxW4VxY/HbKgQSwo490Fy9/j+PRqjIled5YvX39tgUjsL5duCmQetLJih66phsa9MHXzGk8p+UbvBlKwCHa01yFGxJxiEMsVWUN9oU9ke7nwV4EjqDsk94vf1Ipx0XQV+HDtVEAEN7O2jNzU21Mw84FH/T+58FYxK7NL6XhePRA+o7eZzqKwnbxH4nVU9WoxWMNrBnNE8fzdTgrpIQKphvOUqA7Fil5pIaDBQWZChaUC195IaXwc/r/xxtZ8deju04PcMwW8fejtdncir2K2yEhM6q/0Qc1rrfS9rKF1X+y+eYrU9PUXquRDaFpoh2DbDWBWYMlrBYA0GiK3BAFXwZ5UBq2pBrBa2LZKTkxk+fDgPPfQQ/fr1o0OHDvz3v/+tkX0EMH78eC6++GK6du3K9u3buf/++xkzZgwrVqzAarVy1lln8fvf/57jjz8eu93OW2+9RWJiIjfddBPTp09n6tSpvPTSS2RkZPDaa68xYMCAWtezefNmRo0aVfti9QDoARzlZUydOpXp015n/FljAQP/ee1VZs2axRtvvMHf/va3yps88sgjlcGSe+65hwkTJuByubDb7bRtq/aP2rVrR2Zm7W0dnn/+ee69914mTpwIwCuvvMKMGTMqf+5wOHj22WeZM2cOw4cPB1SG1U8//cSrr75aI1BT11psNhuPPPIIl112GQ8++GDl9QcNGgTA1q1b+e9//8uePXvo2LEjAHfeeSfff/89b775Jo8++mjtf69aTJo0icsvvxyARx99lJdeeomlS5cybty4ygBeKNjY0N/vX//6F2eccUbl11deeSUvv/xyZSBq06ZNrFixgrfffhtQgcXqv29OTg6LFi3io48+kkCUiAJPkTqLH+2z901lSg7uuBe0rqwaX4Xa6bWkRXslTWNtC469aicmMc6CMU3lPqgOhG3t43Nny2BSB8+hflGt6fkX4titglAGS2xmJmoG9f/lc0LZxmrZUc3YvyqW6Lp67yvfCa5gGZw1I3YGdRgsqvTLU6KambvyVEDKGsNDDJqDrqv/3fJtKnNN96u/ldGmAge2KG+/WgNSnasmLIqqbVixT5089DnUicTEzk0bANAUpiT1GuAthZJ1ULZFPdcSOqt9EwnaHy7gV1OaPcXquegtBp9LZR2akoMDHYKvVXqwNFL3By8+8LjUR92v/vaaVpWhVtlmIhS4MqqgldEW/GitClYZTOAJVAZL0PW4eY185513mDx5Mp06dcJoNDJ06FCuuOIKfvnll8rrXHrppZWfH3PMMQwbNoyuXbtWZvIATJkyhSlTplReb8qUKYwdOxaz2czDDz/MmjVr+Prrr7nqqqtYsWJFrWvRdV3FZ0Pbo/Liq8w23Lp5LV6vl5EnDlbPWzTMaJwwbCjr1/4a7LenTgYce0y/YDaqgaxgsCkvL69eZYIlJSXk5uZWBmAATCYTw4YNqyzPW7duHS6Xq0YABlQp3aFZXccee2zl56GeVKG1rFq1iuuvv77Wdfzyyy/ouk7v3r1rfN/tdlcG0+qr+hoSExNJTk4mLy+vzus35PcbNmxYja8vu+wy/va3v7F48WJOOukk3nvvPQYPHkz//v0rr/PKK6/w+uuvs3PnTpxOJx6PJ2w9wMJFAlGtRcVu9WIR72+0mqbemCr2qhTrOHkjajJXnho1nXj0F/eYphnVDnz5NlU61FrS4wNetdOrGeL7OWhKVBkJJevVTn1rKidy7FLTtYzW2D/YNNnBmK1eNwqWqeBGUvfWlW3jKVKB34q9aifbmhG7zz1LqurF5sqDggJIzIGkHPVa2dp4y4INwnepA6RYzp6tEZDaDs49wYBUl/g/adRYAa/K8HPsVoMAAn6wpsVOOwXNoLaNJU2VM7vzVbDMnKL2Ke0d1M+iFSyLBQGvCo57ioJBxLJgNn6C6pdW13RYzQjGBpTDhgJWAX9VsMpXqjIfA75D+udp4DeDPxO8DjD5VIDK764KqsSoHj16MH/+fBwOB6WlpWRlZXHppZeSk5NT522ysrLo2rUrmzdvrvXnGzZs4L333mPlypVMmzaNU089lXbt2nHJJZcwefJkSktLSUlJqQraoQJOvXv1ZP3634L9PkPlrdUy2jChB0MDmtFS1RIFXQWxNCDgVhfArHmDjeI1NL+a3hvwONRzyx+cwBcKTjaiLXUgoLbrN998U6OxO6ieWtWFygpB9WuqfvtQGVxdj2E0GlmxYgXGQ/5/G9pYvfoaQusIraGux4b6/X6JiTWHG2VlZTF69Gjef/99TjrpJP773//yxz/+sfLnH330EbfffjvPPPMMw4cPJzk5maeeeoolS5Y06HeKNAlEtQaeInXGLpbKSJrCkgaefHVWqzUcCAe86oDKnNQyAm/WNiow6sqFxK7RXk3zcOxSZQEJnaO9kqazZoBjjzqj3Oa41hFMdOwMBqHs8XOAqRlU/yNfORSvVWe0U/q2/NdMT4l6vjl3qx1ha9v4mE6nGVX5q68CSjepoFRKr+AJl1ZwUOx3qdeV8m3gd6i+dPGw3UACUqB+d1eeeq30FKkDWEub2Mk+rI3Rpl4j9YAKgJZtBMdWsLQNZkllxM//YFP5Xeo9wl2g+nj6gn28TInq7xCJYLBmVJf6vry5A1BuqHo9DHhUzzi/M5hZFfxZ9UsMSUxMJDExkaKiImbMmMGTTz5Z53ULCgrYvXt3jWlzIbquc8MNN/DMM8+QlJSE3+/H6/WCHsDrVsNKAt4K8Bpq9mIDrrhsIn+//yFWrvqNIUMH17hfn8+H2+2mZ8/uWCwWflr4M1d0yQZNw+v1sfyXldz2l1uqhg9BVUllZU82goMCnKp3H6jXBm+5On7xu9Wa/C5Sk2xkZWWx+OdFnHrySNA0fP4AK1asYOjQoQD0798fq9XKrl27apSpNdSxxx7L7Nmzueaaaw772ZAhQ/D7/eTl5XHKKac0+jGOJjQF0e/3V36vqb/flVdeyd13383ll1/O1q1bueyyyyp/9uOPPzJixAhuvvnmyu9t3bq1Cb9BZEggqjVw7FZplLYW8oZqtKkdHtfBln9QBer39BSpiT8tgWZQ2TTl29W4+VjeUQ0Hb6nqDWUOY/PcaLNnBpuXJ0PagJYRIK2NrlcFoUwJ8XlQaUqCBJsqh/WWQmo/1dempW0zb3kwA2q3OqiytgVbHGYUmRJUiZenAApWQMKBlt3MPOBTJT/lW1XzcWs62OI087e1BaR0HbwlwfK7vSqYY05S+yrx9F6nGdTzy5KqghueYijcr1477R1VBpC1TcwFNpos1HvNdVC1DvA51PuCKUn9zrE2UEUzqPVpWrUglgUI/q/p3mD2TqhfmCkmAlMzZsxA13X69OnDli1b+Nvf/kafPn0qgyLl5eVMmTKFiRMnkpWVxY4dO/j73/9ORkYGF1544WH395/XXqN9u3acd8548LsZeeJxTJkyhcU/zeG7GbPo368Pack2lYUUzHIKvd/fdutf+Oa7WZw+7lwemvIPTh45guTkJJav+IUnnnqON177N4MHH8tNf7yOv91zH23apNMluzNPPv08FRVOrr3mqsN/wcoeYcHtYDCp7aIFg5ehbVUZENPVezQ6t95yA48/8QS9unemX5++PPvi/1FcXKzW7veQnGjjzr/ewe23307A7+fkU06htLSURYsWkZSUxNVXX12vbfDPf/6T008/nR49enDZZZfh8/n47rvvuOuuu+jduzdXXnklV111Fc888wxDhgwhPz+fOXPmMHDgQM4+++wGbO1aBCd6ds3uiKZpfP2/Lzj7nPOw2+0kJydz5513qt8vEODkk09u0O930UUXcdNNN3HTTTcxevToGllVPXv25O2332bGjBnk5OTwzjvvsGzZsiNm4kVDRF9lFixYwFNPPcWKFSvIzc3l888/54ILLqj8ua7rPPjgg5WTAE488UT+7//+r84ma6IRPMUtKxsqxJSkfq+krrGbth8OekAdWBnM8bVjdzSWdBUgrdirGs+3VLoOpVvVWTtbC+qJFZo2Vr412PcjTg8cj0TX1cFkyVp1VjieAwEGk+rN4i5UwY2kIpVtE6ulag0R8Kv3gtJNqoTE2kZNEYxnmqayEMzVmpkn9WhZ73ehCbjl21QGhsmuAnAt4WC/RkBqWzAglR3sIZUW7dU1XcAfLGnbozJ9A171+pjYJf4D3AaLKgfVdZUVVLYl+D7XRm0/a4Z6P4hHtTUb91eojJZQ38d4fP5pmvqfxBf8xqGTFcMYmPK7G3yTkpIS7r33Xvbs2UObNm2YOHEijzzySGUZl9FoZM2aNbz99tsUFxdXllx9+MEHJCclqmB98Pc5sH8vjz72KIvmzVCBQ13nhGHH8tfbbmHCBZfQvl073pr2Wp3vE1arlVnff8VzL7zMq/+Zxp1330dCQgL9+vbhL3+6iWOOUf2FHn/0XwQCAf4w6TrKysoZdtxQZnzzBenpjWhLEAoeYgz+zbXK9f31r7eTe+Agk667BYPBwOSrr+TC8ydQUlKqMmPReOiBv9G+bRqPPfYo227YQVpaGkOHDObv995TSwln7UaNGsXHH3/MQw89xOOPP05KSgqnnnpq5c/ffPNNHn74Yf7617+yd+9e2rZty/Dhw48ehApN+AytIeCtyvrSg5lPfhf4yujUIZUH77+He/5+H9dcez1XXXUV06dP56GHHqJ9+/Y89thjbNu2Tf1+Q4fy97///ai/V0pKCueeey4ff/wx06ZNq/GzG2+8kVWrVnHppZeiaRqXX345N998M999991R77c5aXqoI1gEfPfddyxcuJChQ4cyceLEwwJRTzzxBI888gjTp0+nd+/ePPzwwyxYsICNGzeSnJxcr8coLS0lNTWVkpISVQ8raipao95EW1pj6IBPvZFmnKRq+lsqdwEcXBRspNnCMoc8RYAGGSNabvq7M1f16ImlBsnh5ClSO4Btj4/N5t2NpevqALJkrdpBN7eg9xa/C5wH1MFWar/4PknhLYXSzcFJWEmx37ursTwlKvPE1iHYzLxdfB/we4qhbLsqn9SMwdKfGMu+CCdfhXovN1riOyDld1eV37kLggHTVtDkO9QzyedQQSh7piqjtbQNTomLYUdrNm60x81ricsD2wtM5HTNxhYaWOD3QOHyYFPtOoR6JB3WE8lUlV1V2SOpHkxJ0PaEprUlCAXJKoNlwYAG1QMbetXadb3aNMjg1Mk42W5NVuNvVO1zoGZ/q0ODjFq1j438W+mHbpvQ16G+ZNUDntSyLq3m5wGf+n8zN6z3VLS4XC62b99OTk4ONlvN1/lwxV8i+s4/fvx4xo8fX+vPdF3n+eef57777qucCPDWW2/RoUMH3n///RoNt0QjeUqC2VAtcOfcEHwDceW27EBUxT71YtcSgxjmNNWQtmIvpPSM9mrCz+9WZ1MN5pa5/UAd+FfsU/2i2g5rGQckuq5KKUvWBptI1++kSNww2tSBsHN/sJF5b9WrLdYPqKoL+FXwqXST6kVhz2w5mUK1qWxmfhAKlkJCFxWUsqTHV482X4UKYjh2BNsFxHAD+XCqkSG1VQXg4ikg5S1TrxcVu1RA1JgQfM614OBhdQaz+l/V26osDccO1VDfkl6VJRVL7xOVzcYLVfCpvs3G45HRAm2GqWbn9VWteXdVYMqg3gM1U7CU7AgZU5rpyK+71YNHtQWbagQwoGZgBWoELkKZXIZWEnSqTWUwp+pDpRp/W98hQaHqwSBDte0a+rra/R4W+Dt0Ox1pGzUx2NXKRe1dZPv27ezfv58zzzyz8ntWq5XTTjuNRYsW1RmIcrvduN1VqZGlpaURX2vcqtijdtLjvUyhLpZUdWY/2RG/qdJH4i1TE0usadFeSWRomtopcuyAhKyWtw0dO9WBY0vLRjyUPVOVWZZugLRj4zO1P0TXVfCwZJ06QIyTs1YNphlUHxdPCRT/qj6m9o6P56CnGMo2q8bWlhSwtYABAPWhGYPN553g2K7KRs1JYMtSB8mW9NgNxvk96r2sbGsws6utyshrbQ4LSIV6SMVgQEoPqFJe595gMKNC7XMltJDyycYI9U8yJanMBm8xFK1UAR5bMEvK2jZ8ATq92gGx7qfGAXKNjAx/1fe9pc3XbDxWGC1AU7OTqgemAsH4VChrqlpJWShYEfBVfV5rgKmu4EXwowQwwqPeQargZMZDg1ShbSqBpqiJWiBq//79AHToUDMy36FDB3bu3Fnn7R577DEefPDBiK6tRfCWqkCUpQWVyxzKmAiuQpUiHg8HUA3lPKDSjWNl7HEkmFPVhKuKPZDSJ9qrCR9PsSrtaokNTg8Vms5WvgNMKfHb80sPqABHyQYV/DW10CBUdZZUVRZbsQN8JWqqnj0z2quqXcCngrtlW1R5YULH1pORUZ3JDqbOasfaW6b+Z8s2q4wMe0d1IGxJj42/jR5QmTTlW1UzZHNKy+gj1FSVASlHzYCUtW3VRCrNHPzc3LzvIQGvKr+r2K0+oqv/p5Z6QrOxDCYV4LFmqO1YsUu9PlnSghP32gBaHYGkakGkgC/Y58Yb/Bi8hPoCBQLUCJLofmoGPg4Ry83GY1Vl/6JQ0/NgMCrgBTxUZkxp2lGCTHWUY4noOFKQCqptS9lW0RT1VyntkA2v6/ph36vu3nvv5Y477qj8urS0lOzsFp5x0BiOPcEGyS04iKFpwYOoPeqNvyUd8Pvdascmnhsk14emqdLR8p1qkldLyEDRA+rMv9/denbejVZ1kFm2UR0Qx9vvXRmEWq8OIFpiYLsuBovKcnAfVL02kntBUvfYOoPuLoSyTSozw5zast/X6kszqoNeS5o6aPWVQ+nGYKZpSjA7I0OVQDd32aWuq7Kg8m2qdNdoCb5Hx1H5Z3MwJaqLz6H+VuXB0dqasWosusEEBqvq5WO0q9dag7laoMpU8/PG8jnUya+KXepEisGsXscNcVT6GS2h7RjwqZPARb+CMfj6qfurlWDVorJMyFAtIFKt502oXKx6/5san4uwqyswhX5IWZeIa9UDVSJqohaIysxUZ133799PVlZW5ffz8vIOy5Kqzmq1YrW20H4r4eItU2ezWmrj1uosqeDKVztOLalZsvugKmFIaAVlJ+YU8OxSmVFp/aO9mqZz5qrgqL2VlZ5YUlX2Q8k6MB2vzvjHAz2geg2Vbmh9QagQTVOlUr5yKF6rXk9T+kY/EB7wqiB1+RY1Vt3eSrOgjsZgOiQoVab+nwmWP4cypcypkQ9KectUdmTFLnUQbm8vwYyjCQUyQmpkxvjV89JbfPiEqMrSoVDAygwGuzpBZ7RXy6iqJWgVyu7wFqtgYcVe8JerBtYJHSVo2BgGk3oPsbYJZjQhAaOWIBSYEkKEXdT26HJycsjMzGTWrFkMGTIEAI/Hw/z583niiSeitayWoWJvyy/pCjFY1M6uK6/lBKICfhWUMdpazw6MpY0KniZ2ju8JZT6nyqwx2lrnwZetgzoALVkP6YNjvwF2wK+ySMo2qQP1eAmeRYopCRJsKqDoLYPUvipTMRpnf1356rnkzFWv7fGWZRctBpM6CWVJr8rQKPlNBSssacGgVBsVlArn+4vfpTKxy7ephs7Wdi13GmqkGUzUa/dcD1SVcek+lYXrqwB3MIBVvXQolGEVClqFmsS7C1TA15IGVimbDBsJmIefBqBzhPwyIUQY6UfK5gyTiL5SlpeXs2XLlsqvt2/fzqpVq2jTpg1dunThtttu49FHH6VXr1706tWLRx99lISEBK644opILqtl85arIEZLnJRXF3OyaqiZlNMyppN5CsCd37qauZqTwFOksh/SB0Z7NY3n2KHKiBK7RHsl0aFp6kDXsVMFFFN6RXtFtdN19Rwr36YC97b2ctAcYjCpgLC7EApWQFKR2o7NNd3M7wk2496qDqYTpaSr0WpkaHhVUKr4V5URY06DhE4qYGVObXwAIuBTwcLyrep/xpIGtlb6+tfcNANolqOf9NCrNesNBa08JUBAba/WMLlQxD2jAdDB4/Fit7WAfX0hYlxFRQUAZnPkWjVENBC1fPlyRo8eXfl1qLfT1VdfzfTp07nrrrtwOp3cfPPNFBUVceKJJzJz5kySk2NoDGq8cYayoVrRjqA5RR1MugtUSnm8c+xVH2OpR0tzsLZRTVtjcYJQfbgL1AG0rW3rPqtsMKvsorJNwQbKMdb82ltarXRIVwfjcvb6cNY2KkOsfLMqE07tp7ZrJLkOqgw1V556HrWGhvHNJfS8tLZVZY7eUihcpfo3WdJVANmSrt5P6/P6peuqhLxsq5rSZbKr1+7WksUbT0IlfJikwkjELZMBEix+DuYXYjabMLTm/SwRnwJ+9R7pj+19Tl3XqaioIC8vj7S0NIzGyL1xaHpz5F1FUGlpKampqZSUlJCSEsclPeHgc8DBRcEmpi28yfWhnLlqjHWbofEdBPCUQP4i1aehNWZoOPZAUldIGxRf2zHgV42eXXktIxgaDq481WS37fEqIBVtfhc4dgdLh5yqkXNrfI41VGjymcEMyb0hsWv4Sy79LijbpgK5oMrwJAuqefjdKijld6qMYksb1ejc0kYFAmt7HfYUQ9l2cO5W28maIcFcIUTEeXyw/aBGQJeG4SIO6X7AEDfVO2lpaWRmZtY6RC5c8RfZc2hJKnJVU8uEVjhF0JwG7jzVpDWeewy59quDstZUlledta3KbkvoEl89v5x7VTDUnnX067YW1naqaXvphmC/qChl+AX84MqFsi2qdMia3jr654WLZlDBVU+JKuvylEBq7/A0ddd1FbAs26Sya6wZrbNZfDQZrWAM9t/yu1SJtDNXlWtVZkq1UeXTvgpV+u/YEZwKmiFlXUKIZmMxQa9MHY/PjzSLEnHHU6TeS9P7RnslR2U2myOaCRUigaiWwlehdg7rm1bf0pjs6oDGdTB+A1E+p8rYMLeybLbqTHbVI6t8pzoIiof/ZZ8DSjerA2jJCqiiaSow59itMvxS+jTv9qzsA7VVZfRI6VDTWFLV37BiB/hK1FS9ppRd+pzBkfXbVIZVgmybqDPaqgJLPid4CtUJLpNdvR57y1WZpq2tNI8XQkSFQQNbK+tcIVqIgB/MgE1O4ITIUVNL4cwFX6nKJGmtzEkqAyOxa3wGBNx5qkSitTa6DrFmgGsvuLNjP3NF11VJka+0dWYiHo3BpA5Yyzar8ryETs3zuN5SKN+uJjHqugqIxeNrQqwxWNT/ufugKkVN7gVJ3RuW7abrKvOzdJPqqyaN4mOTyV61XXwV6gSBwaren+LhBIEQQgghYprsmbcEPqdqvtuUyTctgTlVZT54CuOvtC3gUyUPpsTWvQ1BnZHXA2rymrVNbGdJuPOhYqcqQ2vt260upgTVf6Zkveo5E8n+dYf2gbK1k9KhcNM09frqK4fitapfUErf+m1XX4UqkXTsUEEtCWrEB1OCugghhBBChEkMH+GJenPmqnT51lzSBSrjQQOcB6K9koZz51eNvhYqK8q5V/1dYlXAqw6qQTI6jsbaFvwOKFmnesuEW8CnAlD5i1UfI6NFleFJECpyTEkqw825HwqWqWzUumaf6AHV+y1/iXrOWIOlXRKEEkIIIYRolSQQFe/8LjVpyNJKe0MdypwaLFOsiPZK6k/XVQmRwSjlQyFGK6Cp8io9EO3V1M6xW5UYWaVXSr3Ys1TT8NJNdQcsGirU7LpwuboE3CrLJl77xMUbgwkSOwMBKFgBxb8dHmj0lqvgYMFyCHjU9pEAoRBCCCFEqyZHvfHOuV9NMWrtfYVCTEng2a16j8RLKYG3WB1MW9KjvZLYYmun/r9deU1rihwJ3jLVBNucIsHD+tKMYOugyuYsqU1/zfKWqvty7A42Ru8o2yJarG3B5ILyzWq7pPZVr2cVe1Xg0VeqyvkkACWEEEIIIZBAVHzzu1XGiDlZsqFCNE1l0zj3QkLn+Pi7VOxTZV5ykFaTwawCC+XbVdaRIfJjROtF11UQyudQ5V+i/ow2NVQg1C/K2qbh9+F3qX5q5dulD1QsMdrUa67zgCrVs7RR2akme3AiXhy8FgshhBBCiGYhpXnxzLVfZdNIX6GazGkqI8pbHO2VHJ3PobIGZBvWzpqhMqJcMdT3y3VAZeHI+PLGsaSpwGvJOhVUqq/qfaBKflMBZ+kDFVs0IyR0VI3IXblgb6+ypSQIJYQQQgghqpFAVLzye1RGgCkxtqeKRYPRqnqRuPKivZKjcx4Af7nKDhGHM5jAaFb/6wFftFejnndlm1V2lgRAGs/eAVwHoXTD0XuAhfpAFSyDwhWqD1RCtsoEFbHJkqqyowyWaK9ECCGEEELEIIlgxCvXfvAUSV+huphTVKaR3xPtldQt4IWKXWCS0sojsrQF90H1Px8tuq6y1xw7VADFmhG9tbQEmkEFo8q3Q/mOuq/nKYHi1WramqdANTy3ZkjwXQghhBBCiDgmPaLiUWU2VIIckNXFnKx6L4UOXmORKw88xaqURdTNYFLZR+XbVLNrg7l5HtfnBF+ZCoa4D6oG5T5HsNQoRvpVxTOjVZXplW1Uz9fqpY5+Fzh2qiCV9IESQgghhBCiRZFAVDxyHVA9kBI7R3slsUszqkvF/tgMROkBqNitgioS1Dg6axuV4ebMjdyESL9LBZu8pSrw5CkJ9jDSwWhXgV/pdxNe5hTwVah+UaZhYLCCcx+UbQVvkWp4bZPsMyGEEEIIIVoSCUTFm4BXlQeZEiWAcTSWNHAfUMGFWOsn4y5UJV5ykF0/mlEFgsq3q6woo7Xp9+l3B7OcytS28BSr7Bt0lX1jSlABMMk6jCxbBxWULVmvXt+c+8GcCAldJOgnhBBCCCFECySBqHjjOgCufEjsFO2VxD5TgspscRfEXiDKuRcISDPfhrC0UVPTnLmQ1K3ht/d7VNDJWwbu/GDgyaH6PxmtwcBTugSempumqaxFx061HRI6qnJMIYQQQgghRIske/vxJOBTPVNMdsmGqi9Tosq2SMhWk85igbdMBVOk0XzDaAYVUCzfBvbMo/cMCviqAk+ufNXc3++AgB+MFjWp0JIlz6VYYDA3LrgohBBCCCGEiDsSiIonrgMqkyMWex7FKnNqsCl4UeyUwTn3q0bY1Zszi/qxpINjl+oXldyj5s8C/qrAk6dQPVd8FaD7VOaZKQHMHSTbRgghhBBCCCGiSI7I4kUoG8polQPphjCYVemV60BsBKL8bqjYBZaUaK8kPmkaWFLVc8HWAfRg8MldBJ58NdUu4FXb3ZgAtvbyfBFCCCGEEEKIGCJHaPHClRfMhsqM9krijyUFKvaAOQlsmeFpdN1Yrjw1lS1BJh42mjlVBfMKlwcDTx7QTMEeTxkqCCWEEEIIIYQQIiZJICoeBPzBRr5mye5oDHMKBAqgcAWY0yCxmypvNNmbdx0Bv+pXZbRLQ+ym0DSVDeV3qal20vBdCCGEEEIIIeKGRDXigTtPZdJINlTjWduq/kKeYihaBeXbIbErJGSphubNwVMAroOyHcPBaDt6s3IhhBBCCCGEEDFHAlGxLpQNZTBJNlRTaQaVQWNJB28JFP+qJrAldQV7RzWRLVJ0HRx7VTaPbEchhBBCCCGEEK2UHBHHOvdBcB4Ae4dor6Tl0DSwpKleQ74yKFmnml8ndFYXS2r4H9NbAu5csLQJ/30LIYQQQgghhBBxQgJRsUwPVMuGkgbMYadpqn+UOQV85VC2WTXBtncKBqTS1XXCwblfTcyzNXNfKiGEEEII0Sw+W+ukbYKB03KiOBhHCCHigASiYpnrILgOqBH0IrJMSeriq1D9oyp2g60jJGar/lJNCUj5nGpqnyUtbMsVQgghhBCxY9keD3d8U4LFCMtuaU+qTQbTCCFEXeQVMlaFsqE0g2RDNSdTAiR2VkEj527I/xkKl6vySD3QuPt054G3DEwR7EElhBBCCCGi5o3lDgA8fvhhizvKqxFCiNgmgahY5c4H136VjRNhWwp8+AN6xB8nrhhtkNBJ/f2d+6FgCRQsBWeuaiBfXwGf6j9lTghfmZ8QQgghhIgZu4t9zNxcFXz6eoMriqsRQojYJ4GoWKTrKhsKwGCJ6EN9td7J2Dfy+dt3JRF9nLhltEJCR1Ue6S6A/KUqKFWxFwLeo9/efRA8xWBOi/RKhRBCCCFEFLz1SwUBHXq2NQLw4w43Ja5GZtILIUQrIIGoWOTOV1k41oyIP9QnvzkB+Gytix93SBpxnQxmsGeqi7cECpbBwZ/BsQv8ntpvo+uqN5TBqBrOCyGEEEKIFqXcHeDDX9X+9H2jU+jbzoQvADM2SVaUEELURQJRsUbXVXADXWXjRFCJK8CinVVBlPtnluLySYneERlMKjsqoSP4nVC4AvIXqfI7/yE7HJ4i1Wze0iYqSxVCCCGEEJH18W9Oyjw63dsYOS3Hwjl9bQB8vVECUUIIURcJRMUadwG4cpulN9ScrW68AchJN5KZZGBHsZ9/Ly6P+OO2CJoRbBmQ0FmV6BX+AgcXQtlWNXkPguV7/ogHFIUQQgghRPPzB3Smr1D7fdccl4hB05jQRwWiFu7wUFgh5XlCCFEbCUTFEl0Hx27Q/apZdoR9F0wZPrevjX+engLAK0scbC3wRfyxWwzNANY2kNhFfV28WgWkStaDc5+avieEEEIIIVqcOVvd7Cz2k2rTmDhA7bvntDExoL0Jvw7fS3meEELUSgJRscTvBHceWNIj/lAVngDzt6ueUGf1tjGut5XR3a14/PCPWaXoupToNYimqaBTQheVLVWyAXwOMCdFe2VCCCGEECICpgWzoS4flECCpeqwakKwPO8bKc8TQohaSSAqpujqohkj/kjzt3tw+yA71Uj/9iY0TeNfY5OxmeDnXR6+WCdvnI2iaWBJhaQukNQ12qsRQgghhBARsPaAl593eTBqcNWQhBo/C/WJ+nmXh4MOfzSWJ4QQMU0CUa1UqCxvfG8rmqYBkJ1m4i8jVAbPw3PLKHZKXbsQQgghhBCHejOYDTW+j42OKTVPIndJMzEo00xAh+83yVRqIYQ4lASiWiG3T2fO1qqyvOquPz6R3hkmCioCPLGgLBrLE0IIIYQQImYddPj533onAJOHJdR6nVB53tcbnM22LiGEiBcSiGqFFu50U+7R6ZBkYEhHc42fmY0aD5+hGpf/d7WTFXs90ViiEEIIIYQQMem9VU48fhjS0czQjpZar3N2cHre0t1e8sqlPE8IIaqTQFQrFEoRPquXDUOwLK+6E7ItXDLQDsB9M0vx+qVxuRBCCCGEEC6fzrsrVVne5ONqz4YC6JxqZEhHMzrwrTQtF0KIGiQQ1cr4Ajqztqg3w3G9rXVe795RyaTbNTYc9FXWwAshhBBCCNGafbXeSX5FgKxkA+MOaXFxqHMqy/MkECWEENVJIKqVWbrbQ5FTJ92ucUJ27anEAOl2A38flQzAcwvL2VMiKcVCCCGEEKL10nWdacETtFcPTcBsPLyyoLpQed7yvV5yy2RfWgghQiQQ1cqEyvLO6GnDZDjym+fvjrFzYrYZp1dnyuzS5lieEEIIIYQQMWnxbg/r83zYzRqXHVt3WV5IVrKR4zurfqzfSFaUEEJUkkBUKxLQdb7fpN4Exx8llRhA0zQeOTMVswF+2OJmxmZ5AxVCCCGEEK3TG8tVNtTEATbS7PU7jAqV530jfaKEEKKSBKJakZX7vOQ5AiRbNEZ0rbssr7qebU3ccEIiAFN+KMXhCURyiUIIIYQQQsScHUU+Zm9RlQXXHJdY79uN721DQ+2HS6sLIYRQJBDVioSyocb0sGI1Hbksr7o/D0+iS5qR3LIAzy8sj9TyhBBCCCGEiEnTf6lAB0Z3t9Kjranet2ufZOTEYF9WKc8TQggl6oGoKVOmoGlajUtmZma0l9Xi6Lpe2R/qaBM+DmUza/xrbAoA05ZXsC7PG/b1CSGEEEIIEYtK3QE+/tUJwORhR+8NdagJleV5zrCuSwgh4lXUA1EAAwYMIDc3t/KyZs2aaC+pxVmX52N3iR+bCU7LqV9ZXnWjuluZ0MeGX4e/zygloOsRWKUQQgghhBCx5aNfnTi8Or3amji5nu0tqhvf24pBg1/3+9hZ5IvACoUQIr7ERCDKZDKRmZlZeWnXrl20l9TihMryTsuxkmBp3GZ/YEwySRaNVble3l8lZ3RiTbk7wOZ82bkRQgghhAgXX0DnzRUOQGVDaVr921uEZCQaGdElWJ4nTcuFECI2AlGbN2+mY8eO5OTkcNlll7Ft27ZoL6nFaWxZXnUdko3ceUoSAE8sKOOgQxouxpI7vi3hjGn5zN3mjvZShBBCCCFahB+2uNlbGiDdrnFhf3uj7ydUnve19IkSQojoB6JOPPFE3n77bWbMmMF//vMf9u/fz4gRIygoKKj1+m63m9LS0hoXcWRbCnxsLvBhNqhG5U3xhyEJDOxgosyt8/CcsjCtUDRViStQOcnlpUXl6FI6KYQQQgjRZNOWq2yoKwcnYDM3PBsqZFxvG0ZNtcvYVigZ7EKI1i3qgajx48czceJEBg4cyNixY/nmm28AeOutt2q9/mOPPUZqamrlJTs7uzmXG5dmBMvyRnS1kGpr2iY3GjQePSsVgwZfrnfx0w7JvokFc7e68QdjT7/s87J8rzSUF0IIIYRoijX7vSzd48VkgD8MbniT8urS7QZGdpPpeUIIATEQiDpUYmIiAwcOZPPmzbX+/N5776WkpKTysnv37mZeYfwJ9YdqSlledQMzzVw1VL0Z3z+rFJevntk3y9+H6VdC/tawrENUmblFbeOE4Jm6V5c4orkcIYQQQoi4F8qGOqevjQ7Jxibf3zlSnieEEEAMBqLcbjfr168nKyur1p9brVZSUlJqXETddpf4WHPAh0GDM3o2rSyvur+enET7RAPbi/xMXVx+9Bus/gwWvQ6lubD8v2FbhwCXT2feNg8Aj56Zggb8sNUtjcuFEEIIIRrpQJm/MmB07bDEsNznWb1smA2wMd8n+2lCiFYt6oGoO++8k/nz57N9+3aWLFnC7373O0pLS7n66qujvbQWYUawSfnxnc1kJDb9TE5IstXAP09XQcCpSxxHrnXfNBfm/1/V121zwrYOAT/v9FDh1clMMnBefxtn9VYBx9eWSVaUEEIIIURjvLuqAm9A7UMPzDSH5T5TbQZO6ab2077eIBOohRCtV9QDUXv27OHyyy+nT58+XHTRRVgsFhYvXkzXrl2jvbQWIVSWNz5MZXnVnd3HyqjuFjx++MfM0tobZO9aATMfA3Q49nz40yw4/sqwr6U1m7lZbeOxPa0YNI0/nqDO2n2x1klumUw2FEIIIYRoCJdX571VFQBMPi482VAh5/RT++TfbHTJcBkhRKsV9UDUBx98wL59+/B4POzdu5dPP/2U/v37R3tZLUJeuZ8VwabVZ0UgEKVpGv8am4LVBIt2efhy3SH17oU74ZsHIOCDnqfBqX8CQ/iysgQEdJ1ZW1XW25m91DYe0tHCidlmvAF4c7lkRQkhhBBCNMQX65wUOnU6pRg4o1f4WluAOnFoMcKWAj8bpTxPCNFKRT0QJSJn5mY3OjA4y0xWGBos1qZLmom/jEgC4OG5ZZS4AlU/TO0I3UdA5yFw5r1VQSi/D7YthJLciKypNVm5z0u+I0CyReOkLpbK7994gtom76921twmIq78tMPN+6sq+Hytk+82upi7zc3Pu9ysyvWw8aCXnUU+8sr9lLgCePy6nFkVQgghmkjXdaatUNlQ1xyXiMmghfX+U6wGTstRwS2ZnieEaK1M0V6AiJyqaXnhPZNzqOuPT+TztU62FPh5Yn4Zj56Vqn5gNKsAlM8DpqogCT88CRt/gOMug5E3RHRtLd2sLSobalR3KxZj1Y7SqO4W+mSY2Jjv4/3VFdx0YlK0ligaaUuBj99/VNSg2xg0sJs07GYNqwnsZg1b8GubqebnVd87/HppdgMjulgwG8O78y2EEELEuoU7PWzK95Fo1rjkWHtEHuOcvjZmbXHz9QYXd5ychKbJ+60QonWRQFQLVewM8PMuNUltXATK8qqzGDUeOTOVS/9byFerC7jZ/BWdR12uMqA0A5gPefweJ6tA1IZZMPxaKddrglB/qEPTxjVN44YTEvnrtyVMW17B5OMSsZpkJyeezN+ugoyZSQZ6ZZhw+XScXr3aR9XDwunTCQQToQI6OLw6Dm/TM6P+dkoStwyXAKZouHyHnySrAZu85ggh4tC05Sob6uKBdlKskSkeOb2HFasJthf5WZvn45gO4WmG3ly8fp0Kr06qTYprhBCNI4GoFmrWFhd+Hfq2M9EtPfKb+cRsC5cPMHL+5mfo/Nt6/ORjHHNb7VfOGQ62VHAUwK5l0O2kiK+vJdpS4GNboR+zQWVEHercfjae/rGM3LIAn691ctmghCisUjTWzztVIHnysERuOKHuRqm6ruMNgNOr464erDokYOU65GfuYBDL5VO3Dd1+f7mf3w74+GqDSwJRosFW7PVw+QeFnNzVyrTfpUd7OUII0SBbC3zM2eZGAyYdF7n9piSrgTHdrXy3yc03G1xxFYjSdZ1JnxSxZLeHp8encsGAyGSNCSFaNglEtVAzNqlsikhnQ1UK+HnQ/xIWw3rKdDsztdOZWNd1jWboezqs+gzWfS+BqEaatUVlQ53UxVLrGTuLUePaYYk8PLeM15Y6uORYOwZJ/Y4LvoDOkt0qEDWiWu+v2miahsVIjdLMpihyBhj2ch4bDvrYXewjO03eJkT9+AM6988qxeOHudvcFFQEaJsgZ8uFEPFj+i8qG+r0ntaIn8id0NfGd5tUed5dp8ZPed53m9wsDJ4su+PbEjQNzu8vwSghRMPIHmILVO4OsGCHCkSNj3B/KAB0Hea9iGXHT/g1Ezd47+D+Ve3ZW+qv+zb9xquP234GZ0nk19gCzdpcc1pebS471k6KVWNbkb+yn5SIfWv2eynz6KTaNPq1b95AULrdwLDO6sys/M+Ihnh/tZN1eWoClA7M2yb/P0KI+FHiCvDJb04AJkcwGypkTHcrdrPG7hI/a/bHx/Q8r1/nqQVlAHRJMxLQ4fZvSvhqvTPKKxNCxBsJRLVAc7e58fghJ91I74xmOIhd8hb89hWgoY27D3/HwVR4dab8UFr3bdr1gHY9IeCFTbMjv8YWJq/cz8p9XgDO6Fl3sDHJauAPQ9TO1CtLHDJVLU4sCvZ3OynbgjHM03rq44yeKrgpgShRX4UVAZ7+UR2c5KSrvn9ztsr/jxAifnyw2onTq9O3nYnhR8lGDocEiyrPA/h6Q3wEcj781cn2Ij9tEwx8fXVbfneMnYAOt31dIhMAhRANIoGoFuj7YFneWb1tkU/z/fVLWPq2+nz0rRh6ncbDZ6ZgMqiD2FAz7Vr1G6c+HtgY2TW2QLO3utGBQZlmMpOP3Oz96qEJWIywcp+X5Xu9zbNA0SSh/lAjukZ+R7g2oeDm0t0eip2BqKxBxJenfiyjxKXTr72Jp89Wk1Pnb3fj8UvwWwgR+3wBnbd+cQAweVhCs5XJndtPnfj5ZqMr5k8WOjwBnl9UDsBfRiSSYjXwxLgULhpgw6/DX74qrpzYLYQQRyOBqBbG5dWZuy1UltcM/aES26qeTydeDQPPA6B3hrmyufKUH0pxeOo4kO17Blz+Hzjz3sivs4WZGSzLO3RaXm3aJxmZeIyq3X9liSOi6xJN5/bpLNurAlEjuzZDaW0tuqab6J1hwq9T+XoiRF1+zfXywWp1Nv9fY1MY0tFMRoKBco/Osj2eKK9OCCGO7vtNLvaVBchIMHBev+brdzQqx0qiWWNvaYCVubF9snDa8gryHQG6pBm5PDgAx2jQeGp8Khf2V8GoP/2vmBlHOgkthBBBEohqYX7c4abCq9Mx2cCxmc1QltfjZLjidTjhqhrf/vPwJDqnGtlXFuCFheW139aWrEr0RIOUuwMs3BnqD1W/QMUNxyeioTKpNuXH9o5Oa7dynxe3D9olGujR5sjZbpEUyor6QcrzxBEEdJ0HfihFBy7sb+P4zhYMmsboHur/Z7b8/wgh4sC05apJ+ZWD7dhMzVcSbzNrjA2+3369PnYDOAUVAV5dqk5m3nlKUo0BKUaDxtNnp3J+Pxu+ANzyZTGzJBglhDgKCUS1MN8FU2IjWpZ3cCuU7q/6Oj0bDnksu1njobEpALyxvIJ1eUcJfrgd4I+PRo3RtmCHB48fuqYZ6dW2fsHGnDYmxgUb17+2tCKSyxNNtCgYZBzRxRLVCTqhbLt529y4fbFdLiCi55PfnKzK9ZJo1rh3VHLl908PBaK2umO+3CReBHSdOVtd7C87wiAQIUSDrdzn4Zd9XixGuHJw5JuUH+qcvqqC4duNLgIx+nr5fz+XU+7ROaaDqXK91RkNGs9MSOXcvioYdfOXxczeIsEoIUTdJBDVgnj9emX2wrhIleUV74Uv7oKP/wyFu4541dE9rJzdx4pfh/tmltb95vrTK/DG72D7oggsuOUJnWU6s5e1QYGKULnkl+uc5MqBTMwKNSqPVn+okGMzzbRPNODw6vy8S8qrxOFKXAGemK8yXm8bmUT7pKoMvpO7WjAbYGexn22F8noTDi8sLGfyp8Wc+3YBeeXyNxUiXELZUOf2s9V4HWsup+ZYSbZo7C8PsCIGe3nuLvbxzkr1N7rntGQMdex7mgwaz52TyoQ+NrwBuOnLYubK0AohRB0kENWCLN7todStk5FgYFgnc/gfwFGoglDOIrCnQWKbo97kgTEpJFk0Vu6r6iFyGM0APjes+z68622BvH6d2VtDZXkNCzYO6WjhxGwz3gC8uVx6RcUihyfAqmCPiBHNMLHnSAyaxunBcoFZclZT1OK5heUUVATo2dbIpENGnSdZDZwU/B+W6XlNN2erixcWqdftg44At/yvGK80gheiyXLL/Hy7Ub3HTT4uMSprsJq0yizkWJw89+xP5XgD6gTDyd2O3BLCZNB4/pxUxve24vHDH78oYp70mhRC1EICUS3Id8E30jN6WcM/8t3tgC/vgdJcSMmC858Aa9JRb5aZbOSvp6jrPT6/jIOOWs7i9g9Oz9u5VAW7RJ2W7VHBxrYJBoZ2bHiw8cYT1LZ4f7WTEpdMQ4s1y/Z48QUgO9VIdloz9Hg7ijN7qmDnD1vcMVsuIKJjfZ6Xt39RZ8innJ6C2Xj4e86YauV5ovF2Fvm47esSACb0sZFs0Vi2x8sj88qivDIh4t/bv1Tg1+GkbAsDOkTgJG49hcrdvtnowh+InffbtQe8fLFOHV/cfVryUa6tmI0aL56bxlm9VDDqhs+LWLBd3geEEDVJIKqF8Ad0ZkaqLM/ngW/uh/wtYE+HC56sVzZUyB+GJHBMBxOlbp1H59ay45zeBTL7gx6ADTPDuPCWJzQt7/QejQs2jupuoU+GiXKPznurpFdUrAmVwEU7GypkeFcLCWaNA+UBftsvPdyEous6//yhlIAOZ/ex1nmGfEx39f1lezwS+G4kp1fnxi+LKXXrDOlo5rlzUnl2QioA01dU8PnaOjKNhRBH5fTqvL9a7QtNHtb8vaGqO7mblVSbxkFHgGV7Yqc878kFZejAuX1tDMysf6DObNR46bw0zuipglHXf17ETzskGCWEqCKBqBZixV4v+Y4AKVaN4eE8iA34YeajsGcVmO1w/mOQ1qlBd2EyaDxyZioa8Pk6V+3jvENZUetmgGRe1ErX9coSqdBEs4bSNI0/nqhSz99cUYFLmlDHlNA0xGj3hwqxmTROy1FrkfI8EfLVBhdL93ixmeC+0Sl1Xq9ruomebY34deRseCPous59M0tYn+cjI8HAv89Pw2LUOKOXjT8NV6/j984oOfowECFErT79zUmJS6dLmrFywEK0WIwaZwVbLny9ITYCzIt2upm/3YPJoCblNZTFqPF/56cxtocVtw+u/ayociCLEEJIIKqF+D44LW9sT2uNkapN5qmAkn1gMMM5D0H73o26m0FZZiYeYwdUs+zD9BoNJisU7YQDG5qy4hZrbZ6PvaUB7GaNU45So38k5/a10THZwEFHgC/kbHrMKHYGWHtAZR2FNZjcRGOD5XmztsjOo1B9zB4JZrb+aXgSnVKO3Nj39B7q/0f6RDXcOysr+GytC6MGL52XSlZy1d/69pFJnJpjweWDG78olowzIRoooOu8uUL1XbvmuITwt7RohAnB8rzvNrnxRbk8T9d1Hp+vXuuvHJxA1/TGtQsIBaPGdFfBqMmfFvHzLnk/EEJIIKpF0HWdGcFJameFuyzPlgwXPacyobKHNumuzu6jgidzt9UyztuaCD1OUZ+v+65Jj9NSzQxu41O6WbCZG7/DZDZqTB6mzqa/ttQhvX9ixOLdHnSgZ1tjVKb21GVMDytGDTYc9LG7WMrzWruXfnZwoDxA1zQj1x1/9Ma+oSyDudvcMdX3JNat2OvhX3PUQeA9pyUzvEvNkw9Gg8YL56TROdXIrmI/t31dIq/lQjTAgu0ethb6SbZoXBw8URptI7pYSLdrFFQEWLI7utNqv93o5tf9PhLNGn8e3rQm7laTxr8vSOO0YPB88qfFUf/9hBDRJ4GoFmDN/qpMmdOakClTQ/Geqs+tiU0OQgEM72LFaoK9pQE25ddyQHvsBTD8OjjhD01+rJYolJHS0Gl5tbnsWDspVo1tRX7Vd8rvhYpCKNwFuWthx2LY8AOs/hyWvqMy40J++Rjeuw6mXQpTJ6gm9rqcjW+qqv5Q0S0POFS63cCwzqovhGRFtW5bC3y8sUxlEPzz9GRspqMHxId2MpNq0yh26azcJyVk9ZFX7ufmL4vxBVRz8uuOr713TbrdwCvnp2E1qUDfi4tkGqoQ9TUtmA11ybF2kqyxcThkNmqMC5XnrY9eObzXr/PUAhUIv/6ERDISm35yzGbSePXCdE7pZsHp1bnmkyKWSjBKiFYtNl55RZN8H8yUGd29aZkylbYsgHcmwYoPwtqvyW7WKg+y59Q2yjWrPxx/BSS1C9tjthS7i32sz/Nh0KoaAB9V3uaawaQF/4ZZT8BX/yDpq9u5bqAKHr2yxIG+4P/g9d/Bu5Pg4z/D//6ueoPNfwkWvwkVRVX36yqBgm1QfhC8TjXtcNPc8P/SrcyincFAVIz0h6ruDCnPa/V0XWfK7FK8AZXlNKZH/QLiJoPGqByZnldfXr/On/5XzIHyAD3bGnliXAqaVvf7+jGZZh45UzUvf2FhOXO2Si83IY5mc76PBds9GDSYNDS6TcoPdU4/9dr6/WYXXn90shw/+NXJjmI/GQkGrgtjE3ebSeM/wWBURTAYtby2vrFCiFZBAlFxTtd1vt+odjzDMi1vz2qY8YjKcCne2/T7O0RonLf0C2mYUADg+M5m2iTU8bQtO1Dz67Xf1AwmrfoE1s+A7Ytg3xqu7OfFYoRVuV5y3QmABtYkSMmCdr1UFlzPU2HABDBWC470PVNNTrx0Khx3mfrekrdUY3vRKHnlfjYX+NBQI6RjTag5/tLdHoqdkv3WGs3c4ubHHR4sRnhgTP1GeIfI6379PTG/jKV7vCRZNF65IL1emRq/O8bO7wfb0YHbvi5hZ5GU0ApxJKFsqDN7WclOa1zvo0g5MdtCRoKBIqfOol3NH6RxeAK8sKgcgL+MSAx7tpjNrPHahemM6GLB4dWZ9EkRK/ZKMEqI1ii2Xn1Fg20u8LGtyI/FCKPrmylTl4Nb4et/qDKt7iNh9G1whDOxjRFa44q9XoqdAdLstbzBbZqn+kSNuR1SMsP6+PFq5mZ1ABfKTDlM2UF46/eQNRDOexTMNmibo4JJ1iSwJqt+X6HPrcm0bdOW3x3j4/3VTh4sv4BX/3QtGOqRft2mi7oApGfD2u9UKef6mTBgfJh+49YlVJY3oIOp9ueEq0xtvyjpmm6id4aJTfk+5m5zc+GA2OinIZqHy6vzr9mlAPzxhMQGN609LUf1GduY72N3iY/sVNn1qM3XG5y8vlyVQT99dio929b/7/TA6SmszfOxcp+XP35RzOe/b4s9HBnSQrQwRc4AnwUHtUw+rmm9jyLBZNAY19vKu6ucfL3BxWk5zVuuP215BfkO1QfwskGRyRazmzXemJgebFzu4eqPi3jnknSGdIy9E3FCiMiRjKg49/0mFaA4pZuV5KactSjZB1/eDR4HdBwI4/5Rv6BEA3VONdInw0RAh/l1jfP+7SvYtQw2zAr748ejImeAZcHU5TN71bFD8usXVRlJ5mCw6tjz4cKn4ewpcPpfYeQNMOwKGHgu9B4F1kSuPz4RDZixLcDGgkZkulgS1H1aEsEvZ7Qaq7Isr7ZpeX4fvHctfHYHbFsYtX5coayoWVuk9Ke1mbqknL2lATqlGLj5pIaP8E6zGziuk+ozJllRtduU7+Wu71Sw78YTExuc4Wwxakw9P42MBAMbDvq4d0bJ4UNBhBC8v7oCtw+O6WDi+GD/w1hzTl91smfGJheeZizPK6gI8OpSlS3211OSwjuF+xB2s8YbF6VxYraZco/OVR8VsTpX+ggK0ZpIICrOfbcpNC2vCWdMKorgi7tVs+q23eHcR8AUuTMwo6tNUapV/3Hq47rvpQk26sDNr0Pfdia61JZC7nXBb1+rzwdPbNB957QxMS74v/PaskY2uj32PLj6XRX4Eo0SSr8f3jX4vCvZpxrHAxzYoJ6be1bB1/fD21fD6s/A42zWNZ4RDILO3+bB7ZMD3NZiV7GPqUvUa8M/Rqc0Osvm9GBPKekTdbhSd4AbPy+mwqszoouFO09peLAPIDPZyMvnpWHU4It1Lt76peLoNxKiFfH6dd4OPi8mD0s8Yv+1aDq+s5l2iQZK3To/7Wi+18yXfy6n3KNzTAcT5/QN8xTuWiRYDEybmM4Jnc2UeXR+/1Ehv0owSohWQwJRcWxnkWpgbdSOULJVH9sWQsleVQZ3/uOqfCuCQs2252+vY5x3j1NUhk1pLuz9NaJriQehDJQze9YRHNwwC9xlqrdTzkkNvv8/nqhS079c5yK3rBF9nkxWsKc2/HYCUI3od5f4MRnghM5mNSBgzrPw/nVq23Y8Bia9p/pxWZPUc3X+yzDtEvhxKpTnN8s6j8000z7RgMOrV5YSipbvoTllePxwcldLZdC6MU4Pvn4t3uXB4ZETDCG6rnPntyVsK/KTlWzgpfPSMBkaf3B8UhcL945SZbwPzy2rzKYVQsC3G10cKA/QLtHQLIGWxjIaNCb0CU7P29A8Wci7i328u1IF6e45LRlDMwXpEoPBqGGdzJS5VTDqt/0SjBKiNZBAVBwLleWd1MVCem19ZerrmHNgzB1w/hOQlBGm1dUtNM67yKmzqrYzH2Yb9BqlPl/3fcTXE8tcXp3529WBxBm9atlp0gOw6lP1+eCLGlVOOTjLwknZFnwBmLa8CeO/dR12LoONsxt/H61QKBtqcJaZRIsBNs+F3b+AZoCsAepKyR1UaeU1H8KoWyGtsyqjXfmxypZqBgZNY6yU57Uqc7e5mbXFjckAU8YeeXrb0fRoY6RLmhGPH37aKcGRkKlLHMzc7MZihKkXpNG2rmEUDXDtsATO6WvDF4Cbvywmr1wGSQih6zpvBPdxrhqSENGys3AIBcpmbXbjaoYs5Gd+KscbgFO6WTi5W/P2pUqyGpj+u3SGdjRT6ta58qNC1h6QYJQQLZ0EouLY95vDOC3vmHNU4+lmYDJonNrtKOO8Q+V5WxaAp/WWFyzc6cbp1clKNnBMh1rK8natgKJdYE6AfuMa/TihrKj3VzkpcTUyW2HHYtVnbP5L4G5CQKuVqdEfyl0OC/6tfnD8lZDaseaVLXZVAvmH6XDuozDkYmjfu+rnKz5QgUB/ZKZmhTIvf9jiJiD9Z5rG61TB2xjl9lU1KJ98XEKDGmfXRtO0qul5W6Q8D+CnHW6e/lFNp5pyegqDs8LTqFfTNJ4Yl0LvDBMHHQFu/rK4WfvMCBGLftnn5df9PixGuGJwZJpwh9PQTmYykwyUeXR+rKunapj8dsDLF+vUMcXdp0ZnMEqS1cBbF6czOMtMiUvnyg8LWZcnwSghWjIJRMWp/WV+Vu7zogFn1dXA+mi2LgRHQVjXVV9HHeed2V8Fxnwu2Dyv+RYWY0LT8s7sZas9G2HDTPVxwDiwNn76y6gcC30yTDi8Ou+uamTgr+sJapu5SquytCJg2R4Pf/iokEU74/9gVtf1av2hLLB4uspwSusMQy+t+4aaQZVhnnJT1fcqimHxmzDjEZh+BSx/X22LMBre1UKCWeNAeYA1+2VEfKPpAfjfffDdv8BZEu3V1OqN5Q62F/lpn2jgzyPCU659euh1f5sEMveW+vnLV8UEdLh4oJ3LB4V3EmWixcCrF6SRbNFYvtfLo3PLwnr/QsSbacGJlBf2t4cl8zDSDJrGhL7NU5735AL1+nBePxvHZEavgXuy1cDbl6QzKMtMcTAYteGgBKOEaKli/5VY1GpGMBtqaCcz7ZMaMd3OUQDfPwTTr1QZNc3stBwrBg02HPSxr7SWsgFNg/7jIesYSGjT7OuLBf6AXpkxdkZd/aHG3gVn/h0GNaxJ+aE0TavMinpzRUXj0sANRjjxGvX5yo/DHgQB+H6Tiys/LOTHHZ7KTIJ4trXQz0FHAKsJhpp3qumHAKP+AqYGZkcYTXD87yEhHRz5sOh1mHYpzH2uqvF5E9lMGqflqHX9IOV5DfPLx7D1J/X5gY2Quwa2zIf3JsP2n6O7tkPklvl56WeV1fj3UclNm8hazQmdLSSaNQ46AvzWigOZLp/OTV8UUehUTYEfamLZY11y2ph4doLq3zf9lwo+X9u8Aw6EiBV7SvyVw30mD4v9bKiQUCDqhy1uXN7IBO8X7nSzYLsHs4FGD0oIpxSrgbcvTufYTBNFTp0rPyxiU74Eo4RoiSQQFadC/aHG1dY3qD5W/Bf8HmjXE9KapySvujYJBoZ0VGdd6pyeN/RSuPjFRjXgbglW7vOSXxEg2apxYnYdQQmjGfqOhdSsJj/euX1tdEw2kO8INP6ApdepkNFD9S9a8WGT11TdOysruOmLYjzBuOUv+7zsKo7vg9lQVtcJHU1YF7ygMmV6jYYuwxp+Z9YkOOEPMOm/cMY9kNETfG5Y8xW8OwnWzwzLmkO9ymZJeVX9LXsffpqqMqCKdkFmP7jk/6BNVzW19Kv74IenY6ak9ZG5ZTi9Osd3NnN+//A19LWaNE4JBjJnb229gcwHfyjl1/0+0mwaUy9Iw9bISYT1cUYvG38erk4y3DujREpdRKv09i8OAroautCnXfQyfhpqSJaZTilqSMi8CJTnBXSdx+epbKgrByfUPpk5ClJtBt65pA3HdDBRUBHgig+K2Jwf3/t7QojDSSAqDhVUBFiyW5XzNGqKUflBdXAKcNI1KvsoCkLT8+bWVZ4Xo2N1m0voQH9MdyvmQ5tq+jwQCG8DWrNR49rj1QHLf5Y6ap9oeDSaQf1PAaz+HBxNb6St6zrP/FjG/bNK0YHLB9k5KRiY+2p9fB/MVpXlmaHnKSr7r3q5XWOYLNDvTLj8VbjoOeg+Uk027FotuFW6XwWpGmFMdyvGYDbj7jgPBEacrsOSt+Dn19XXJ/wB0ruoz9v3hsteVX2+0GDdt2pS4p5V0VotoIKjX29wYdDgwQhk6hy1LLuF+/DXCv77qxMNePHcNLJTI3/gd9vIJE7NseDywY1fFDe+D6AQccjhCfDfX9XJtXjKhgKVrR6anheJ/Z1vN7pYc8BHolnjT8Mb394hElJtBt69pA3925vIrwhw+YeFbCmQfQ4hWhIJRMWhH7a4COgwoL2J7MacvVj+X/B7oeNAyB4a/gXW0+jgAcnCXZ4jl4I5S2DN/8IeeIlluq4zM1h+eWZtWW+rPoW3/xD2CXWXHWsn1aaxrcjf+IyXnOHQoZ/q77Xi/SatxxfQufv70soyodtHJvHomSlcNED9Tb5Y50KP014z/oDOz5WBKDscdxlMej98kys1DToPgnMegms+qFni+sNTqmzv5zegPL9Bd5tmNzCsszqjPFOyouqm67B4mgpEAYy4TgWiqjNZVOBx4rOQkgllB1Sz/yi91nn9OlNmq7PjfxiSQP/24c8cGN3digasOeDjQFnreU0H+DXXy/2zVMnyX09J4tSc5plMZTRovHhOGp1Tjewq9nPb1yWtvkeXaD0+/c1JmVune7qRUd2bdxpcOJzTV/WPm7PNTYUnfEFkr1/n6QWqxcENJySSkdiINh8RlmY38N6lbejX3kS+I8DlHxSyVYJRQrQYEoiKQ6E69/F9GlEyUZYHv32jPj9xUlSzjvq1M5GVbMDp1Vm8q45x3npAZQnMfV5NiGslthb62V7kx2KksidPJb9P9RIq3a8CimGUaDHwhyHqjOErSxyNC/JoGgyfrBpudzy20WtxenX++HkxH61xYtDgsbNSuHVkEpqmcVZvGxYjbC7wseFgfO6UrM/zUeLSSbboDAw1B21oX6j6sqdWfe4uV/87rlJY9h5MvxxmPAp5m+p9d6HpebM2SyCqVroOC19Tf1+Ak2+CYVfUff1Og+CK1+GYc+GMu1W/tSh4e2UFm/J9tLFr3HFyZHqFtEs0MijrKGXZ8WDPKvjsDvjwJti35qhXL6wIcNOXRXj8MLaHlZtPat7sgzS7gVcuSMNqUn/3FxfFRhmoEJG0rdDHC8H/9WuGJWKIw0z7gZkmuqQZcXp15oTxNfODX53sKPaTkWDguuNjN1Ms3W7gvUva0LedmgJ6+QeFbCuMz/0+IURNEoiKM6XuAAt3hMryGhGIWv4+BLzQaTBkDwnv4hpI07TKs1N1lmloBuh5qvp8/ffNtLLoCzWjH9HVQtKhjYK3/qjKK+3p0HtM2B/76qEJWIywKtfL0j2NDHRlD4Xfv1m17RqosCLAFR8WMnurG6sJXr0gjcsHVe0opdoMjA7+73wZp+V5i3Z5GKZt4HvL3Zj2rW6+B7YmwVVvw9lTVFZkwA8bf4APboRPboXdvxz1Ls4MTupctsdDsVPKfA6zZT78EuyRdtqfYejFR7+NJQHG3K5K9kJWfKAmKfojv9OdV+7n+Z/U2fG7T0sm1Ra53YPQ9LzZ8Vie5yyBz+9UQag9q1Tj+U9uhdlP1zmgwR/QufXrYvaWBuiWZuSZCalROSA+poOZR85UQennF5YzpxX36RIt3/4yP3/4qJCCigAD2pu4+JjwTqZsLtXL874J0/Q8hyfAC4vU6/1fRiSSaIntw8E2CSozqk+GiTxHgGs+KcIZoebtQojmE9uvPOIwc7e68QagRxsjPds2oizPkgBGC5x0dfgX1wjVx3nXmX3Tb5z6uHVhRCaxxaJQpkko86SGVZ+qjwPPjUgGTbtEI78L7rC9uqSRZ801rdFZHbtLfPzu/QJW7vOSatN4/9I2lQ2yqzu/v1rjV+udcVlmsmSng4fNb9LJt0cFgpqTwaiChL97AS57BfqMBYNJZXbUo1SvS5qJPhkm/HqcZ7VESs9T1dTP0bfDoAsbdx+l++HnabD0bfjoFijYHt41HuKJBWWUeXQGZZq5eGBkD9hCfaJ+2nmUsuxYZEtWwSiDCQaeDwPOVt9f+y28cw0c3HLYTZ79qZwfd3iwmzVeuTAtokG+o/ndMXZ+P1ht39u+LmFnkWQWiJan2BngDx8Vsbc0QE66kbcuTo/oUIBIOyc4PW/ONjfl7qaf/HljeQX5jgBd04xcNih2s6Gqa5tg4L1L08lKNrCz2M9zP5VFe0lCiCaSQFScaVJZHsDIG2Dyh6oUJAaM6GLBYlSjdbcU1NEvpH0vNYkt4IWNc5p3gVFwoMzPqlyViXRGz0P6GeSug/3rwGCGgedFbA3XH5+Ihtrp2XiwCeV/Pg+s+gwW/F+9rr4uz8vEdwvZVuinY7KBT69sy3Gdag+2jeluJcmisbc0wIq98TUJyuvX6bP3K/oaduOzpMCI66O3mPa94ay/q/5UJ10DvUfX62ZnBLOiZm2RrApAlRGHejtpBjj9ThUsbqyUTDjzXrClwMHNKmPtlw8j0j9qxV4Pn/7mQgP+dUZKxLN1+rc3kZmkyrJ/rqssO1YU7FATDb3BSaKaAcb+TWUVjr5VbeeJz0N6V7DYIb3mFNqZm13832IV0H/8rBT6xsDErgdOT2FIRzOlbp0/flEsmQWiRXF4Akz6pIjNBT4yk9T0tVjsf9QQ/dubyEk34vY1PZO0oCJQeZLxzlOSsBw6DCeGZSQaeeTMFABeX17B6tz42vcTQtQkgag44vTqzAtmH4yrrYF1fVXvFxNlCRYDw7uoQMMRpyj1D2ZFtYLyvFCT8MFZZtonHbLztDqYDdVnDCS2IVJy2pgY30cFGl5b1oReIoU7YMHLKhh1lIyORTvdXPp+IXmOAH0yTHz2+7ZHzPqzmTXOCk6N/HKds/FrjIJ1W/dxi/YJAIZTboiN52RShmqmbQweKJfnw0+v1Bn4GBsMks7f5sEdb1kt4RbwqwbwMx6tFowKw85979Fw5RvQ7UTVD+6nV1VJWMm+pt93kD+g80Cwgfalx9or+zdFkqZpsT89r3iv2p7vXasmGq7+oupn7XurQGFIp2Phitfg/CfUhEqAgJ+DS77i7m8KALjmuITKLM5osxg1pp6fRkaCgQ0Hfdw7oyRuhz4IUZ3Hr3PjF8WsyvWSZtN455I2dE6N7yAUqNfMUFbU100sz3vp53IcXp2BHUxM6NuEY4koGdPDxnn9bAR0uPv7Erx+ee0SIl5JICqOzN/uxuWDzqlGBnRoYFneqk8hd21kFtZElQck247w5hoqHcrbBPlbm2ll0RHKMAn14ankKITN89Xngy6K+Dr+eIJqVvzlOhf7ShuZhdG+N/Q4BdBVr5s6fL3ByaRPiijz6JzQ2cxHV7QhM/noO4/n91MHdt9sdMXVzkjikqkkam62WvtiCAVZY0nAD5/eDr98VOd2OzbTTPtEAw6vzqJYz2qJpIAfZj0O62eo3lD714f3/hPbwrmPwpi/gtmuyic/vBk84Qm+/ne1k7V5PlKsGn87NTks91kflWXZW2Ns8mXZAZj9DLxzdbBkVoceJ0POSUe+ndEMaZ0qv3Sv/IJ2S57jv/ydKzts4++jmu9vWx+ZyUZePi8No6amj771S0W0lyREk/gDOnd8U1JZBjvtd+n0ymhEC4sYFQpEzd/uprSR5Xm7in28t1I91+8ZlRyXzdsB/nl6Cul2jQ0Hfby6VAYvCBGvJBAVR74PluWN62VFa8ibR/Fe+HEqfPxnKNwZodU13phg0+nle7yUuOp4c7WnQs5wFYw6UP/pXvGmzB1g0U51UH/moVlvCemqp8+JV6tyxQgblGXmpGwLvgBMW96EN/qTJgGaarJey2S26Ssc/Pl/JXj8ML63lbcvaVPvHiojulrISDBQ5NT5aUecBEN2LKFn0SJ8uoH1A25RpT6xxmBUkw8Blr8H2xcffhVNq8yK+qG1luf5fTDjEdg4W/3Nxv0DOh4T/sfRNDhmgpqs1/FYGHalKgNroiJngKd/VH027jwlibYJzfe/OKKrFasJ9pYG2JgfA32K9ADMfxneugrWfqO+7nqC6qE24V/QNqf+d6XrvLfJSoGeTF/Dbh4uuR/zgufVxMoYclIXC/cGA2QPzy1j2Z44eQ1tKr9P9fL67WvVZP7966Bod9XPdyyG7x5SZZkiLui6zpTZZXy9wYXZAK9ckMbQjhGaQhslvTNM9GxrxOOHH7Y0LpP0mR/L8QbglG4WRna1Hv0GMaptgoF/jlElei8uKmdLQQy8hwghGiwGj4BEbTx+ndnBN54GT8tb+k7VTnWbrhFYXdNkp6k3V78OC7Yf4c315D/C5I9gwPjmW1wzm79dNaPvnm6kR5tDMoI0DbIGqEBUM/njiWrE+H9XO+sOEh5N2xzoc7r6/Odpld/WdZ0n5pcxZXYZOnDVkARePi8Nm6n+QVaToSpd/cv18VGe59v8IwBv+sfRv3+fKK/mCHqPhmMvUJ/PfEw1zz5EqIn8D1vccdkwvkn8Xvj+X7B5ngqQj/8n9BoV2cdMzYKJz8KQiVXf278eNjWud95TC8oodun0a2/iisHN27DWbtYY2SWGpudpBnAUVE2V/d2LcP7jNacY1tO0FRX8a/cwzvI+zcGuZ6Khw5qv4J1JsGkexNBz5dphCZzT14YvADd/WUxeefh7kDVUQNdZuc/Dcz+V8d6qivBkzB3cqnoVfvxneOUc+O8NMOdZ1WQ+fxsc2KCup+uw5C3YPFeVZX4vAal48NzCct5ZWYEGPDshldNy4jfIUhdVnqdOQHzdiGnBvx3wVk4Zvvu02MrQbIzz+9sY3d2Kx69K9FrdPogQLYAEouLEwp0eyjw67RINDO3UgB4eRbuqJnKdNCkiawuHUFbUESdwpXaEhLTmWVCUzAxNy+tlq5n1pjd9SkpjjMqx0LedCYdX591VTSjdOPFqdaC3cyns+w2vX+ev35YwNdgw82+nJPHg2GSMhoaniZ/XXwVDZm52U+GJzt+pIZb0+hM3e/7CB7aLyUmP8d4VJ98IHfqCuwy+e1A1n69mRBcLiWaNA+UB1uxvRWckfR74dgps/UkNDpjwL1W+1Rw0Q1UWndelgoTfPwzf/UtNc6unNfu9/He1Ct7+a2wKpkY895oqqn2i3OWq7LQkt+p7I66FC59Wwb5GZrYt3e3h0bkqy+yW0R1pd/49cNGzqol5RaEKXi76Txh+gfDQNI0nx6XQJ8PEQUeAm78sxhOFMmeHJ8D3m1z87bsSTvi/g1z4biEvLHJw38xSXlvagPceRwFsW6hOelQvky3dX9WiwO8BSyJkD4VhV8CEB9WJOlAnfMbcWVVSvikUkHo4JjPKBby5wsGLi9S+xL/OSOHcfrHRiy0SQifeftzhbvDJwSfmq9el8/vZOKZD9IcmNJWmaTx8ZgqJZo0Ve728s1LKi4WINxKIihMzgmV5Z/WyNqyme+m7KoiRM1wdUMaoMT3Um+u8bW78gXrsBDsKI7yi5ufx65WBuBr9oXRdjW+f9wJUFDfrmjRN448nqKyoN1dUNH7UelonNc4e8C96g+s+K+KztS6MGjw5PoVbhic1rNy0miFZZrJTjVR4dX6IhcyKo1i4y8u3gZMY1DW10b9zszFZYPwDanLbgY3w09QaP7aaNE7rrsofWtX0vILtsGsFGC1w7sNH7x8UKQaTyjbUDCoz671ray2jPFRA13ngh1J04ML+No7vHJ0SllAg6pe9XgormimI7HXC8vdh+pWw9G11CUnrrIITjXSgzM/N/yvGr6uDvUlDg1lmnQfD5f9RAXmzrSpDNEYkWAy8ckEayRaN5Xu9lYG0SNtT4uftXxxc9XEhQ17K48Yvivl4jZP8igBJFo0Ts9XB8mPzy/h8bS0Zrz437P5Fbc9v/gnTLoU3Loav74dl76oTHyFZ/WDQhWoS5R+mwx+/VEHHEdepoFP1gRHteqjg1OWvBQPMuso6fHcyLH4zon8T0TBfrHXy4OwyQOfOkXb+cKy55oANn0cFgMPUUy/aerY10bedCW8AZmyu/3vuTzvc/LjDg9kAfz0lKYIrbF6dUozcEywvfnJ+OXtKop/RKRqmxBVg1mZX448vRFxrOV38WjBfQGdm8A1nfJ8GlOUV7lS9S6BZy7ka47hOZpKtGoVOndX7vXXX9ntd8OXdsH8dXPNhRCfHNbcluz2UuXUyEg0Mrj65atdyFQQo3A3Dr2v2dZ3T18ZTC8rYVxbgs9+cjS/hOeEPeMqLuavgfObne7CZ4N/np1UGIRtL0zTO72/j5Z8d/G+di/Ni8WyorsOvn0PfMyt7gI2Il/4MKZnq4O1/98KeVeCpAEvV/8DYnja+3ehm1mY3d54S/+n+9dKhD5zzkOoL1YTARZMZTeq1vdtJMPNxKNoJX/0d+p8Np9wE1sRab/bpb05W7vOSaNYqewRFQ8cUI/3am1if52PedjcXDYjgc9fngTX/g+X/BWeR+l6brtB9RFju3uPXufl/xeQ7AvRtZ+Kxs1JqBppNFrWtBl2oArshq79Q/0+Z/cKyjsbKaWPiuXNSue6zYqb/UsGgLDMXhnl7+AM6q3K9zNnqZvZWNxsO1syi7JJm5PQeVsb2tHJ8ZwsWo8ZDc0p5Y3kF9313kBxPEYOzkyCjh7pByT74/M5DHkWDtt3U37RDtdLnhDZw2p8btuB2PVW2Y95mFbDctrDqsUXDBPwqg3TzXBUU0gNwyo1Vf89Nc2HFB+r7Ab/6WPm5H864RwV0ATbMgrkv4A/4Odvn5xxrAJMWgBWoy/h/Qq/T1HW3/aSy2Qwm9VwfMAG6HBebvRnr6Zy+NjYcLOfrDS4uGXj0/bFAsA0CwJWDE+iSFoZDP59bnYwp2atez+xpwUuqGrBhbL6MqysH2/nfeifL9ni5b2YJ03+XHvsn+QSgmudf/XER24v8HNPBxNQL0shOldBEayJbOw4s2+Oh0KmTZtM4oSFnrpe8DejQfWSj+lw0J7NR49RuVr7Z6GLuVnfdgSizTTUaDfhh4ywYemnzLjSCZgXL8sb2sNYsUVv1qfo4YFydB5aRZDZqXHt8Ig/NKeM/yxxceqy9USV0u/xtuOrAX9hR7CfdrjFtYjpDwtRM9Px+dl7+2cG87W6KnAHS7TG2k7llPsx/mcCKj9lQ8CRgZniXOGqk2u1EOHsKdDn+sCbZY7pbMWqwMd/HrmJfeHZyY5HXqTIxQ5PRuh4f3fVU16EPXP6KKkda+Qms+xb2/KKGGyS1q3HVEleAJ+arptm3jUyifVJ0y0NP72FlfZ6P2VsiGIhaPwMWvQGOfPV1akc4cZLqg2YIz+//6NwyVuz1kmzVeOWCNBIsdbwGVQ9C5W+FBS+rQPWx56kTDVF4jQ8Z29PGn4cn8tLPDu6dUUKfdib6t2/aAWW5O8CPOzzM3upm7jY3BdUy3wwaDOtkZkwPK2N72ujRxlh1AKnrsG0h/9CWcVXKWrLcO7D86Keo6+mkn3+fuk56F2jTTQUUM/tC+75qkIclzP3O2vdSgef8bSrIFbLyEzWA44Q/qNJLcThXmWr+/+sXUJZX82fO0mqfl8DBzXXfj7da9o8eAG8FRsBY265I9VYGoYBTwAdbFqhLcgcYcDb0GwfJ7Wq5g9g2oY+Np38sZ+EOT732d77d6GLNAR+JZo0/DQ/D68vqL2Dha+CrIyPrgqdUsA9U8Pa3r2sGquxpqs2GPQ3SuzZ58IZB03j8rFTGT89n/nYPX6xzhT2I3qr8+qXa30nOhJQO6mJPV2XLYbRmv5drPikiP/ie8NsBH+e+VcCL56Zxagvs8SZq10KPGFqWGZuq+gaZa33XrUP2UNi/Vu1wx4ExPVQgas5WN389UmZF/3FwYD2s+x6GXBL2F8do0HW9srSpRlle4a5geYEGx14YncUBlx1r58VF5Wwv8jNri7vBDfN/2+9l0qdF5DsCdE418tbv0umRHr7t1ivDVJlZ8d1GV7M3Xj4it0M1yQV2ZI3FlW+mW5qRTikx3h/qUD1Prfm1roOmkWY3cHxnC4t3e5i1xc21w1rg24qnQmWEFe+Fic/F5kGnyaqyoHJGwA9PQFo2JGYcdrXnF5aTXxGgZ1sjk46L/vPk9B5WXv7ZwYLtbrx+vWHvcfVVsk8FoZLaq6BBv7NUNlmYfL7WyfRfVH+S5yak0i29nved0Bb6jIUNM9XO/9afVNZOj1Oi9r5228gkVu/3smC7hxu/KOarq9rWe4ppyO4SH3O2uvlhi5sluz14qlXLJFs1TsuxcnoPK6O6W2s/iM5dBz/+G/avQwO6AmiQr6cwb5eBE0t86qy5wQi/n3b47SMlo3vV5z5PVXbdpjmq3PL438fma0O07F0NX95bFbCwp6mMpPRste2qD8/JOQlSM0Ezqp9phqqPmqHG33Vjyoncrj9HqUfjxC52Hh+fhtlkqrqNqdr+Sc/T4C9zVND3t29Uz9SyA6rEcslbcOU0aNOlef4eYZLTxsSA9ibW5vn4fpOLywfV/Tru9es8tUCdeLjhhEQyEhu431GWp4JJnYdUBWGT26ltmtQesvqrfnvOYtU6wlmitnNIwU7YsaTu+7/w6aqs4k3z4JcPq4JUoaCVPVUFQjL71SyhraZHWxO3jkjiqR/LeXB2Kad0szT8d20tfG41gOHgFsjfovZrzn+i6j1n90rYuqDmbYwWSG6vgrgTHqwK9pfkqtsltWvQSZ1529zc/GUxFV6d/u1NPHJmClN+KGP1fi9Xf1zEnackcdNJiQ1rRSPiUkwcMfz73//mqaeeIjc3lwEDBvD8889zyimnRHtZMSGg63wf7A81rlcDI8THTFBBmzCd8Y20Ud2taMDaPB/7y/xkJtex7t6j1YF94U416SbKJQ3h8NsBH7llARLMWs2SrdWfqY/dR1RlYkRBosXAH4Yk8PLPDqYucXBWL2u9U59/2uHmj58X4/Cq6Vxvn2Og3a8vQ95GuOT/wpYif34/G+vzyvlyfRPKByNhyVuqgW5qRz4wnw/4GNE1jrKhDqXramexcCeMvQs0jTN6WVUgarOba4dFL6MjItzl8OU9qhzYkqi+jmWdB8EVr6udzdBz1OuE8nw2+DJ5OxgwmXJ6SmSCPg00KMtM2wQDBRUBlu3xNL1kVQ+oflnJ7SEr2HB8yMXqQGbA2apELozW53m5d4ZqEv/n4YmM7dmAIH1CGpx5D/Q7E+Y8p8pcvp2iejqO+ova6W9mRoPGi+ekce7bBewq9nPb1yW8MTHtiAcEoZK72VvdzN7iZmN+zZK7bmlGTu+pgk/Hd7Yc+f8u4IdZj0PxHhVQGDAesgZSmt6b339lZkO+n+4fF/HplW2jm/lqssD5j6nM8+2LVLnYxtkqsHjC71W/sdZGD6is0aRgALx9bxXwTesOgydC79Prfv6lZKrLUewq9vH7LzwcdHfg+M5mHr6oDWbzEf6fQv+3GT3Uc+rkP6qsqN++UUM4qgcOty6EjByVMRnjJvS1sTavnG82HDkQ9cGvTnYW+8lIMHDd8fXYL9J11QNx20IVGA9lqQ27Ug1zAOgyDC57Bdr1Ojxgfujkuu7D1etcZaCqWAWrnEXqY0J61XVL9qr9wrpUD1rtWaVORncepKacpmRywwmJfL3Rxfo8Hw/OLuOl89KO/vu2FlsWBLfnFjXE6tABSGUHqp5/fc8AkxlKD6jvl+erAQ/Fe9T3zNXe4xa+qu5bM6jnfXIHdUkJfuw37rCTPh+vqeCe70vx63ByVwtTL0gj2WrgwyvaMOWHUj741clTP5azer+XZ85OJdkaYxUOIqyiHoj68MMPue222/j3v//NyJEjefXVVxk/fjzr1q2jS5f4OksRCatzvewvD5Bo1hjZrRE76HEShAJom2BgUJaZVble5m5z1/3mak2Cnqeonb7137eIQFSoB9hpORZspuAbu6sU1s9Unw+eWMctm8+koQm8ttTB6lwvS/d4OTH76Ad0X65zcue3JXgDasLaKxemkaKXq23nccDmBdB7VFjWd24/O4/PL2fpbi/7Sv10jIWMo4Nbq4KJp/2FBXPVp3EdiCrYDoteVzsymf1g4Hmc0dPKQ3PKWLbHQ7EzQFqslUY2lqsMvrhL7Rxbk+HCp2K+zBlQZyurlyfNfxl901zm2ifj10dydh8bJzfm/SQCDJrG6O5WPvnNyZyt7sYHooKlXCyeDgXbILM/XPySOlCyJsGgC8K5bECVOd74RTEuH5yaY+G2kY1sApw9FK58QzXYXvEBbP9Z9QWc9H7YA2f1kWY3MPWCNCa+V8DcbW5eWFjO7SfXzFIuqyy5U+X0hc6qA1Cjpvo+ju1pY0wPa82Su9q4Her3NJrVPsvJf1QHTcMnV5aWpgDTL/Zz0bsFbCv0c+2nRbx3aRvsRwpCRFr73mpYQd4mdcJh+88qu23jDyqz7djzo7e25uR1qn2V1Z+rA9Ir31DPO7NdNXxP7hCWDL+8cj+//6iIg8E+bK9flN7w7W+yqgPtvmeoXlXVg/UzHwNvhXo+Dpig2lpE4flXH+f0tfHkgnIW7fKQ7/DXmv3j8AR4YaE6cXLryCQS6yoXBvUcXPq2et6VVpskiqYmiFbPGjNZ634fPHQ7t81Rl/roc7q6bvVAVfUAVvUM3x1L1HNtQ3AfObk95k6D+U+fY7jiYBe+2tCO8/vbGnZiIJ4F/Crz9+BWleV0cIvq7RnKIDuwoWqCOqgS8Xa9VJZnu57qPTKkx0h1CfH7oPygmjzqKq158lgPqP5rAZ/KnivLA9aonxnM6uRP6KpznuXA9k3YS9O5y5hBRocszjuuK+ayTCATmzWRx8elMjjLzAM/lDJzs5vz3y7g1QvT6ZUR9XCFiJCob9lnn32Wa6+9luuuU02Yn3/+eWbMmMHUqVN57LHHory66Ps+WJY3poe1KkBxNAteVi8wfcbGVSAKVJlGqJnpkc7y0G+cCmZsnAOn3KzeGOPYrC1V5ZeV1n6r0p8zekCnQVFaWZWMRCMXD7Tz3ionryxxHDUQ9foyBw8Hpy+d09fGM2enYjVpQIrKUFgyHZa8qYKKYfg/7ZRi5ITOZpbu8fL1Bhc3nBDlzBw9APOeVx97nkpB+2FsOKh6ZJxUjyBezMroDiOvh59ehfn/B+370KVDH/pkmNiY72POtgg3nW4uzhL4/G9qp86WAhc+o6ZpxRufB8oOoPlc3FT2b7pYVjJk5N3RXlUNp/eoCkT9Y0wj7iD3N/W/GDqbbklUfc0C/rCW4FWn6zp3flvCzmI/nVIMvHBOWqN651UyWVTgpfcYmPucKimK4kHwMR3MPHpmKn/9toQXFjkYlGWmV1sTP2x1M2erm8W7PHirnVRPtmqMylGNxk/LsdYvGB3wq/5Bi6ersrbBF6nvdx+pLofITDYy/eJ0fvdeIb/s8/Lnr4p55YI0TE35u4dD+95w7iMqILV4ujpI7jiw6ufBMuYWp+yA6he09puqTFFzgspsCWWE1SPLqT5KXAGu+riIXcV+uqQZefvi9AaXjB6mem8iZwlkDVDDYXb/oi62FOh7pqouqF5GGAO6pJk4NtPEr/t9fL/Jze+HHL6//PqyCvIrAnRLM3LZsYe8J/vcKnARChKZbaqXnqtUBYS7DIPuJ6uSyepZS5FUz6w4QLUKMJhg7yoVZCnLgw0z6cxMFlhhjPtp/jHTyAnZFlIMHnWM0NKeg/vWqODSwa2qf92hPbvyt1ZlkOUMV++LGT3UfkxiRv3/HkYTpGapy6Em/KsqE7IsmEFVul999Psqg1a+gE7ulg1ku7ZwTmh3vwD4Nvi5wQQ3fwcGI5cNSuBEz8+8s7SIVcXtueadTO4dl82EWBxEdDS6rrLJ4vwYNZKiGojyeDysWLGCe+65p8b3zzzzTBYtWlTrbdxuN2531Yj20tLSWq/XEujVy/Lq25MnbxOs+gzQoEO/uKt9H93DyjM/lbNwpwe3Tw8GLmqRPUSVXpTlqTM4MTYOuyF2FfvYcNCHUVONnyv1Pl3t3GX0jJk30OuPT+T9VU7mbnOz4aCXvu0Ob2Qb0HUem1fGf5apEqBrjkvg/jHJNUs7Bk9UmUJFu1VJQ/9xYVnfef3sLN3j5ct1zugHotbPgNy16qzwqbeweJealte3nSn+excMuQT2/aYyUL57EC57lTN6WdmY7+OHLa74D0RVFKtpXAXbVEnXRU/X/6xurDFZcJz9ONP/8yZ/9H/IBMPP8PVNMO4fMZNNenI3C2YDbCvys63QR/c29dw18Tjh59fVwTC6OpgaNBGGXlyzKXgEzNnqZtYWNxYjvHJBevjKxNp2U33Iqpe47FoBO36GkyaHvxH3EUw8xs6qXC/vrKzg+s+K8R9SdZOTrqbcnd7TyrBORym5O9SOpfDTVFXiC6rP0qALj/pe1zvDzOsXpfP7jwr5YYubB2aV8siZKbExJat9bzjvUdVzpXop/bwX1MHIsCujWmIfNvlbYek7at8rVOKT2hEGXaT6r4W54b7Tq3PdZ0VsOOijXaKBdy9JD/+QhZRMuOAJdRC97ntY953KAln1ibqMvg0Gnhfex2yic/ra+XV/GV9vcB0WiMp3+HltqQOAO09NUs9NVylsX6zet3cuA1syXPOBes4ZjDDiOvW6WctQkpiT2a/q/cvrVPtae1fDntXopQcIWDuzvyTA4/PKeDTwojpZ0WmQmrzYaZD6f42F14wj0XWoKKyW5bQVhl2uMphA9ZBd81XV9U1WtZ/SrqcKOKVVKzvtOLBmcDycQmV5SRkqmHsIp1fnz18Vs6vkerpp+7muTxknpBYFg1bB4JUtpcYJ6Zxtn/KAfwMED4nKZtrZ/2MW7Tt1xtCmizppEyv8XpXBHArChQJxoY/9x8Ho26O9ypgV1UBUfn4+fr+fDh1q9kHo0KED+/fvr/U2jz32GA8++GBzLC/qNhz0sbPYj9UEo7rX88zokrfUxz6nx10QCmBAexMdkgwcKA+wZLen7skJmgGGX6s+9ji5eRcZZjOD0/JOyLbUPIuc3E7tGMSQbukmxvex8u1GN68tdfDshLQaP/f4df72bQlfrlcB1HtPS+aGExIOP0iwJsJxl6nJK0vfVv+vYRj3e3YfG1Nml7I2z8eWAh89/7+9+46Pqsz6AP6703tJIwkJCb1I70WliVhBQSwodtfuqlvZta+uurr67toL9oqComtDBWxUEZTeIbQASSZt+sx93j/OTAqkZ3rO9/OJyDCZuckzc+fec09Jj+MurnAMHZRndANMmVheRH1kkmpaXmMkCZjyF+Dd6ymNf/HDmDL8Xjy9wonvdjcTRE4GShW9Hg1pwIx/J9zV8NZ6aqUbz7vOxUZLPzyjexaKysPAh7cBo6+i92GcR5mbtQqMytfgx30+LNnlbXkgaucyKgcC6GBv7HUxuXrvDwo8FMr2vGqYEQOyIzyqXFIA4bdPMEAZUhWHgJ0/AONvq182EWV3TzJj81E/1h70QykBI/I0NcGnFq9TXSW7gR+fp8wTgE5ARl0O9J/W4hPDkfka/OccG25aVI53fnUj16LELWPaWBYZDXWDTa4yyhiSg1S+1ncqMOLSpOhD1ChnGfWFAaiJ9eCZlIEYhQx8f1Dg5kXlWHOAJlK+Mcse3cmslmxg9JU01GDfGlq7vasoOBN2bBcggnEv0z6rtw7/XFaFVft9OFodrBece3qFE06/wKSscpzlWQ4s/IkCNfV6A1lCQxxCkwP7nxPbHyBS1HrK4OoyHAAgyUE8fCCAS95z4J1f3bjXvgla9zHKHgqXp5kyKSCVPzRiF0JbRQ5SuWH1MWr6bkyj2w9vokb61ceoN5PfXf/78gbVBqI6D6DP78wedMHa1jnhqmDKXDKuWejAukN+aJT5uPPcARjZUGJFwFf/77kDALUOouIQUHUMZskNs2c3sGs3gkdzoawbiFpwJ+ByALZcwNqZ9q220J/mTu3LipaD9B6pLK4NmlUWU6AvnMEb8NLxVGMqj7T9+TuAuJfmATjhJFUI0ejVrblz5+LOO++s+XtlZSXy81NzSskXoWyoUwu1Tdd2hx3ZSj0KJAV9iCYhKdQv5L3f3Fiy29v0CM8+U2K3YVEU7g91emub0cfJ9SNN+HybF59s8eCPp9T2Yqr2Ur+UH/f5oFIA/zrT2nRmzMDzaPx1ZTGVIUagn0aaQYFTC7VYstuLTza7cWdT0xejzWCjYE0os2HFPvqgHZsKgSiAegqcdS/wwa3A3pUYkLsAnUyn4Ui1jOVFPkzslhyv5wZpTcB5/6IryEmewbCrNIB5a+jK+Kwpw6DIe4ECG9uX0vuv35mxK71owqTuWvy4z4dvd3lx7YgmMirqljn1nUpNa/tMqTkJiYU317mw20ENgCMyDr0pShUw4ffA0v+joO9nd1P/q16TgJ7jAWN6VJ9eo6ST/zUH/BiSq25fOdSvH9GgkXBfkUHnU0mervX76TN763DfaWbc+00VHv+hGlkmBS4ckEBDKsIMacAF/6WLhPtWU6bN1sVAn3BAqoFyl0TicgAb/0dlokMvotu6DKfsrl4T608SjDBZCPz5iwos2e2FTgW8MtOOvlkRDvo2RqGksrSuo+lzoG6G5cpX6Fg7syeV7fWaVL/HTozkWZUYkqvGukN+fLHdgyuGGgEhsM8RwNvrKSP9wYyvoPh+Ue03pXejQHa3cQ03G08FCiXGdFHikkF6vPurG9Pkx/HpuUegKf6VgnHFWyjQs+0bysqvG4ja9SNlFbUnYyrgpc+pcFPvsn2UuVRdQs/rLKEBNuGg4KQ7a4OAQT+VhYZJCspsyuxGwaa6WU32LsC437VtG2OgqDyAKz5wYI8jCKtOwssz7BiR18jx7/Fl6KfcCCB0PSbgw/e/7sV73+9CtlwMg1OFyYd8GJIb+p7SPYCnAnDsO/FxrZ2BK96s/fv2JZQ5Fg5YSYra/lcqTW1GV8ALvHU1UH2UglHHKxhZG4jSmigwpTXXNmm3ZNf+GQ70sgbFNRCVkZEBpVJ5QvbT0aNHT8iSCtNqtdBqk/gEpxW+CvWHanFZ3srX6M/epyX1COGJ3UOBqF1e3Dup8aBkKihzyfj5oB8AMCXcVPHIVlrLIbOALsPit3GNGJSjxuh8DVbu92Hez07cPcmCY84grvrQgY1HAjCoJTx3ng3jmwoiAvQhPeJS4LunqExvQMuviDdlej8dluz2YtEWD+442RT714+3mmrxw88rSThcFcRuRxAKCRiVKoEogK4Ij78VWPZfKNQGnNZDi7fXu/H1Dk/yBaKqjtIV8P5n09915jadICcSIQTu+7YSfpn6ME3qHtrHTL2LTiYNaQkRhAJo+x4INbyv8MgNBzx2fg/8Mh847zEqHZEU1JA1hhxuGf9ZTv1w7jzZFJuJPgUjapuZ//I+TXAs3kxBnXHX0VXxKDJqFJgQifdzuNdhj1Mpe62dQd4rhhpxuErG86ucmPtlJTKNysTc72T3BaY/QifANQGpz4GtXwFn3gN0T8Ap0cd2Ab8uoF6cQT8FYgZMp89tSaqdoBYlQgj8Y0kVPtrsgUoBPDe9iZPYaKsbhBIyfb4r1DRRbun/AT88T0Hh/mcD2SdFLrgjBP3uAx7K0FWHLux5KoHDmwG/G3fYK7DkSDlUvwSAKjewZyU+MdwAv9wTp3bVIHfwBMCzm/o9xXn6cqzNnWDGkl1ebKtQ4YmiXvjr+NDxtN9D+8+Dv9YP5Pvc1GpADlIPpXAZX94gClzUXdfqY5QpF85cqi6hAFN1CU1jnHgHMOBcuq/LUTu0pi5JQZ+/dbPU0rvSZ5oxVOpmzkrK/kIbi/24coEDJU4ZnS0KvD4rre0VCioNTh3WC7mF3fC7jxzYXRbEi++W4b7JFlwySA/pomcoY7jiEJVFh/+/4tCJPce+f4bWAwAg0ZqGf/8FI2k/DdDv3FtFrwWFitYhHFiyZFPgqa7ZLzX7Y7h8Mt5fL6Mww4eJGc3evcOIayBKo9Fg2LBh+Prrr3H++efX3P71119j+vQOMm2kEbvLAthWEoBKAZzWowU7ocOb6OAmibOhwk4u0ECjBIrKg9hVFmx65+VzAb99DBz8DZj2cNJd3fl2lweyAPplqZBnDaXUrl9Aa2mwJ2QgCgBuGGXEyv0+utrUV0/13+VBpBsUeHWmHQNzWnjV8qSzqUnowPMitnan9dBCr5awrzyIX4v9GJwTw4NXOQgsuJ1SrSfdWTPGenkoG2pAthqWVBtFe9LZVJ5h64zTdnvx9no3vtnpxYOniyZHvieUymJg4Z30p6SgkfEpYPFOL37Y64NGCdwzqU5QTZIoE6quHd9RH42x18WlSXaBXYXuaUrsKgvih71enNOnTjalswxY9l9gV6gcaP2Hcfuc+89P1ajwCPTJVOGi4xsAR5NaR6XaA88Ddn5HGW3Fm2vLNACgdC9wZAsFNuKQoVGPkGmYSOXh2rXK6AbMeT2iJ8N/OdWEo9VBLNzkwU2LyvHexWkY1NLPn1gLB6QOb6aA1OFN9QeRbP0GkP2AIZ1OkI1pNPUqVqWzcpB6CP26gDINwzr1ofI7RexOGZ5Z6cSraymr5/EzrZjYPUFOxiUFMPVvwKk3U2bbxs8pE2PLV/TVcwIFFwEqywwFjOD3hL7cFFjyuSmjrPNAum/xFspUDd8n/Gf4JPnUm2unJ5cVAZ/+jW4GcKoagAvAr/TPxrIVAHriz6eagU6DgAv+E5vfTYKxaBV4cIoF131UjpdWO3FObx36Z6tpX5o/tLaRd5jbQdmmxVsoqFS3lE9rpmme4Slw5YeAJU80/uTO0tr/t+fTxQJTRijAlEn/b0g7sZROb036ao/v9nhx08flcPoF+map8NpMOzqZ218y2CNdhUVz0vHHzyvw1Q4v/ra4EusP+/HAlBzoGip1FjK9z8LkIO1vw8Eqn5OCvUo1BZlMx0WHzv83VTY0tE6tUOaS8fovTryxzgWHW+CkLBcmjEjtJIvWiHtp3p133ok5c+Zg+PDhGDNmDF588UUUFRXhhhtuiPemxVW4SfmYLpqWpcKHe0P1nZr0VzyMGuoX8sNeH5bu8jYdiJIkYM3b9IF96LeEmC7XGjXT8sLBxupjwI5l9P+DZsRno1pgfFcN+mSqsPVYAOe/VQpZAAU2JV6fZUehvRW7FZWG+jFEkFGjwJQeWnyyxYNFmz2xDUT9+hH1QKkuqdfzankRrXPKlOXVJUk1+5yxXTTIUrtR6tRgQ3EgcU8I6yo/CCz8A6VgWzsnbPC3taq8Mu7/hoZ5XD/SiIKm3pfeajqo9lbRVeIz7o5LVu3k7lrsKnNhya5QIEoIGmbw/TO0bZKCmrWGS4RibGdpAG+uo5PjuyeZ2zclr61MGXRCOngmBU7rpv1v+pyCdEv+j7Koek0Euo6NfePhQxuAH56lBq6SgiYAhntWRvj4RJIkPHKGFcecMn7Y68PVCxxYeGla06/3eMvpR42xq0vqZ9useZNKhepSKGlgQka32qv1ADWcFqBglTGdTpbaOyFy1Wt0PAXUrtvgmbS9MfTWOhce/4GyDu+dbMZ5iTj8Qm+lrPXBFwDFm4CNn9GxW91j0CPbgc/uafwx0vJrA1FBP3BsZ+P3DdQOaYLOAmT1poCKWoflhxQ44NKgX74V37p74fnifpjeV4f+nZLg8zfKpvTU4ezeOny2zYM/f1mBRXPSGx+qYM2loF3djKkD64HirfT5U1mneseaDRSOrg0q1QSZQoEmTZ2SbWN6QpfQRdKHG93465cVCMjAuAINnj/PFtGsYbNWgefPs+H51U489n015m9wY8tRP547z157MT9MUtQfnKBQ1gaJhaCL4EKmYFNDwf6snu3a1v0VAcxb48J7v7ngCdBtXSzAxQN1kAXQmtkeqSzun9QXXXQRSktL8cADD+Dw4cPo378/Pv/8cxQUJHdz2PYKB6LObGlZ3vBL6Q014rIoblXsTOquxQ97fViy24vrmpp+ptbTFajNX9CkkyQKRLn9At/voYOL03uG1vm3Tyhqnzuw3TvBaJIkCdePNOKOzyogC2BAJxVeucCOzPZOg6s6Rk3a22l6Xx0+2eLBp1s9uGtijE4Yq49Rk0mAskr0VgBUYlDTH6ogBQNRdWgdu/A/7T34QIzE1zuvSfxAlKOIglDOUgq8nP/vE6+KJal/Lq3CoSoZXWxK3DiqmT5GWhP1M/vmX3Qy9N711BS779SYZplO6q7Di2tcWLrbi2BFMZTL/o+yQwHK/Dntz/UzgGLsoaVVCArKuhxXkAAZGseXHdg6A2mFQNleYM9y+lJpqZF0r0nUFyaazWzLDwI/vVSbuabW07GJpeFWC5GiUUp4broNF71bhk1HA7j8AwcWXJqW+NNJj9/X5A8DzNmAq5SyAN3ltc1y9bb69/3xBaD8QP3bdFY66c3oCkz9e+3t+9fRuoezrMIlXuUHAQjAlkd/73M69bI56Wzq2WjOiuAP2zL/2+rG3V9TAP22MUZcNSzO02+bI0lATn/6OvXm+u8vg50ybNT6UNBIX+f/dUBWn9r7pnelrP569w39qdLVDzKmdQEufq7mrzt+ceLeb6qQcUSBEpcMtQL4wykJ1Lw/zu47zYyf9nmx+WgAL61x4qbRzfxujs+YCnipz1PdoL+5E03IZADoOPfZlU48Fgogn9dPh3+daYUmCtEWSZJw4ygTBnRS49ZPy7HhSADnvlGC/55rwymFLfxcliQKQEXB5qN+vLDKif9t9dRMmu3fSYUbRhlxZpdqKHU6IB4XsRKUJETdGcHJp7KyElarFRUVFbBYojuuOeoCTuDoDzjoNmLcS5WQAKy+ObP9J/dJaJ8jgPEvlUClAH65NavpcqZDG2ligVoHXLMg8cfOhize4cHvPipHZ4sCP16fCSngBV69mOr/z74/MftG1OEPCtzySTk0SgkPT7XA1J6rHu4K4IsHgKPbgSvfaXdvHl9QYOQzR1HuEXjrQjtObumHU3t88QBdEc3uB8z6b80Vlr2OACa8VAKNEvj1tk7Qq1P4A2jHMvo9ALhH9xc88Lup8d2exggB7Fha2y8grYCCUOHJNUnuuz1eXPEB9UF4/5I0jMpvYQC0+hiw+OHaspxek6jXRYTHsTfGHxQY9vRRVHoF1vZ8Cen7l1Jm4agrKAsqjhOBwr9TlQJYfHVG2ybGxUrpHird274UqDhItxnSgKvfr/0d1m363l7eamD1m5QRKgdC5a1nA6OvoOeNkaPVQcx4uwwHKoIYlK3GOxfbWzboJVEFA7R/cpXRhcbwuHoA+OqfFIhyltG/y4Haf8vsAVzyYu3f37i8ftBKbaCTsIrD1NvozDpZO0F/RCbYtsX3e7y4ZoEDfhm4bLAe/5hi4fKVFjhaHcSoZ48hfDJ35TAD7puc5OdDEbZgoxt/+LwCGiXwxZUZ6B7PicopJigL3PtNJd5aT2Vw14804i/jTTFpzXCgIogbP3Zgw5EAFBLwx1NMuHGUMeb7DSEEVu734flVTny3p3YC4MkFGtwwyohxBRraJk8JoLECGaNjun3REKn4C78TE9BXO6l59Yg8dfNBqEgeTCaQArsK3dKU2F0WxI97fTirdxOZYTkn0RW98gM0zvv43icJqqYsr6eOdlDbvqEglCWbyikSnFop4YXzI9ToWGemq78+J7BuPjCmfY1QNUoJZ/XW4Z1f3Vi0xRP9QNS+NRSEkRTAxNvrpfmG+0MNyVWndhAKAHpOgLdoA7SbPsKd7qdx8MBJ6JyXF++tOlHlYQq4yEEqeTnv8ahdHYu1Sq+Mv35ZAQC4apih5UEogK74nvcYsPY9yu7bvoT6ZVzyYkyCUWqlhPFdtfh0qwfvWS7HzYVu4JQbaDpQHAVkgQeXVAEArhhqSOwgFEDZFWO6AqOvoobK25fS+oWDUHIQeOdaCpr3nEBX/tsT5AsGqCxQDtCY+1NuoG2IsSyTEq9fYMcF75Ti12I/bv6kHC+db2+8FCfRKVWUIdxQlvDUv9X+v5ABd2VtJtXxZSbWXDpWdJWGeg+5gAoqMUXAF2rIG1r/OAWhfjnkw/Ufl8MvA+f00eH+0zgI1VJZJiVGhQbImDQSbh3D2VDHm3GSDou2uPH9Hh/mflWB9y5JS54elgnM4xe47X/lWLzDCwlUSntlDLMY86xKfHBpOu79uhLvb3DjX99X49fDfjx+ljUmg0SCssDXO714bpUTvx6mc3eFBJzVW4cbRhqpJxlrUoIfTXVMX26nE9cWTcv79O9AeiEw7JKkn/B0vEndtNhd5sK3uzxNB6IkCeh7BrDiZSrPS4JAVFAW+HYnlV+e3kNLB4nrF9A/Djo/rlf+40JS0EnTZ/fQ72HQjHZP85reT493fnXjy20e/GOKBTpVlA46Aj5qpAwAg847oXTop3BZXpcEKOWJAe2EG7Bj20b0DOyA/6sHgCuejkvz6xPUHcFtzUV1/1n4ardAScEFuD5FglAA8OCSKhyuklFoU1Kz2tZSKGmaZd4g4MuHqKwr2kEoOUjT4MoP4LQet+LTrR58WmTEzVclRunDu7+6saM0ALtewm1jk+gkT5JosmVWr/q3H9pIpSZl+6isXW8DepwC9JwE5PZv/vNHCGpsHx4lbrDR9Ey9DSgcGYUfpOW6p6swb6Yds98rw7LdPvx9cSUePSPFgxqSItRU13biNCegfm8pn4tKkZ1lFOBqqMlvjO0oCeDqDx1w+wVOKdTgibOt8em/lsSuHGbAyv0+/PEUE9INSZwFGCWSJOGfp1tx+islWH3Aj7fXuzFniCHem5XUHG4Z1yxw4JdDfmiUwH/OseHMps7VokSnkvDomVYMzlXj3m8q8dUOL3a8WYoXzrOjZ0Z0whzegMDCTW68tNqJ3Y4gAECrAmb11+O6Ec305GT18N4qwRxzCaw5SC/qqc0FovavA/auBNYtoGbdKWZSaErKd7t9kJurIO07hQ7GDm0I9T1IbGsP+lHmFrDqJIzM19AVzSGz6Ap1EgTSoqLbOKBTb7pi+/O77X64EXlq5JgVqPIJLNvtbf4b2qrqCK2fMR0YdVW9f5JD6bpA6veHqqFUY+2gv8IhTMh07gR+eK7574kmbzXw4/PAKxfRSHLQQcRl+2fiDyXT8fBP/poG1Mlu6S4v5m9wQwLw2FnW9mXg5fSnkcQn1xkcUl1SfxpQJBzbCbx/E7CcLiRM0u+AQgK2HgvgQEUwss/VBhUeGU/8SNlQd4wztWx4SKLL7Q/MeILGi+uslI264VNg4R1UHr7rx8a/9+h26qv24e+Bvatrb+97etyDUGFDczV46lwbFBIwf4MbT/5UHe9NShwaA/XDyxuUEEGoAxVBzJlfhnKPwJBcNV44zxaVvjKp7oxeOuz4Q6eYZqMkmzyrEn8+lS4kPPpdFQ5Vxv/zJVntLw9g5tul+OWQHxathLcvSotLEKquSwYZMH92GnLMCuwuC+K8N0vx+TZPRJ+j0ivjuVXVOPmFY5j7VSV2O4Kw6iTcOsaIn67PxIOnWzkI1UopcESVWhbvEhAABmWr0dnSxFVJIWjCCQD0PysuTSWjbXieBiaNhBKXjN+K/U3f2ZQJdBsL9J4MoJmgVQJYvIN2jpO7a6FSSHQF+qSzgAufjv/Y7XiRJGD01fT/GxZRv5p2UEgSpvWlfmGfbIlioNaeD1z2Cl11Pi5zZHtJAKUuGXq1lPiNuyNo3En5uN1/M2Qh0VpuXxb7jQgGqGfN65cBv8ynhqOhiZQPLKGxv+rQJ+B931Tix71RDFbGQIVHxl+/opK8a4YbMCIvAoFPrak2m00OAl8+CLxzHbB3VfsfO+ADVswD3r+Ryse0ZmDKX2AuHIDhnem9sjSaAeQWemp5NRxugR7pSswenCJX0BVKIG8w9f+69kNg+qN0AURrokCjMb32vo4iCj5VHwO+fhR470bg4Hoq4ao4FK+foFlTeurw4BTKgPzvcifeXp8aweZUUuIM4vL5ZSiultErQ4VXZ9phSOaeXnGWtCWoMTRniAFDc9Wo9gnctbgSSd4mOS42HvFjxttl2F0WRK5ZgQWXpkfmeCMCBudo8Onl6RjTRQOnX+CmReV4eFkVAnL71vlIVRAPL6vC2OeO4dHvqnHMKSPHrMBdE8346fpM/OEUc+IPx0hQvMdPMF/uojfL1F7NlPHsX0vZP0o1MHx2DLYs9jRKCad2pZ3bkl0tOCE5636aFGNLwJ40dQghavtD9YjvFYSE02U4lXsE/cCat9r9cNP60u/3m51eVHnldj9eo1TaBksiwv2hRuSpO9RV3nybCkfSh+Gp4Hk4kjaETnpjRQgabf7ONcB3T1FJnr2AJhKNuRofbHDh7fWUNfTiDDtmnKRDUAA3LSrHrtJAsw+fqB5YUokj1TK62ZX44ylRKNP2VAC+asqe+WQuZboFfM1+W4MObwTe/R2NipeDQPdTgcterZnSF86G/XZXZK9mttaesgBe/4UCGHdNtNBFg1SjUAIFI4DT/gRcuwCY9gjQqc40r7XzgfduAF65GNjyFQBBF3zmvE6lyAls9mADbhtLFwfu/roSX++I7+uJ1aryyrjyQwd2O4LobFHgjVl22PR8SsKiS6mQ8OgZVmiUwJLdXnyyhfcJrfHDXi8ueqcMx5wy+mSqsPCy9KiVv7VVhlGJNy+04/rQxPUXVjsxZ74Dpa7WnwPsKg3gL19U4JQXj+GF1U5U+wR6Zajw77Os+O53mbh2hLF9g5oYB6ISSYXbjxWhwSZN9ocSAlj5Gv3/gHPrjxRNMRO70QnJ0pYEopKkB8T2kgD2lQehUYICbT+/A/y2CPClXnllq0lSbaPyA79RQKod+mWp0CNdCV8Q+GpHhLMrdv8E/LqQTqQbsbyITtTHdZD+UHVN6aHFfwIzcb9xbmwbgX/xAPC/uwHHfupZM/F24NKXgcJR2HgkgL8vptHgt48zYWI3LR6easXwzmpUegWuXehAuTuKAcso+WanBws2eqCQqCRPF42m+IY04MJnqYcdAKz7APjgVvo9t0bQD3zxIGXaGOzAWfcBZ99Xb2Lh5O70+bd8nw8uX/zW45/LquCXgfFdNZjQrQO8h5VqKq+r+1kqSYBSA0DQYJALn6ELPpbsuG1ma9wxzoQLB+ghC+DWT8ux9mAbg6csYjwBgesWlmPjkQDSDQq8dWEass2cTcBio2eGCreEGrrf/20lytoQoOiIFm5y46oPHXD6BcZ20WD+7MR936oUEuZOMOPZ6TYY1RJWFPlwzuslWH+4Zfv/dYd8uP4jB06bV4L3N7jhC9IF5XkzbPjyqnTM7K/vUBeXo4kDUQnkm62lCMhA7wxF01N59q0BijfTweGwS2K3gXEQPvjfcCSAo9UtrOcu2Q1sWRzFrWqfcDbUyQVaGGUnsPotYNl/gCNb4rxlCaLzQODch6g/TTsn+EiShOmh8rxFmyMY6PO5gKX/Ab57GtjwSYN3CcgCq4o6WH+oOk7roYMMBZbtDcITCKVFH/iVAunR1HkAvW6GXQJc/iYwYBqgUMLhlnH9xw74glQSe2soU0KrkvD8eTZ0tiiwxxHETYvK4Q8mT7p+uVvG376i4Nq1ww0Y1jmKrzWVhppSn/MgNX4/tgN47/rW7W+VamDi7yn76bJXgR6nnnCXHulK5FspgPzjvvgEDpbv8+LrnV4oJcqG6rAm/wG47iPKgLrgv0B233hvUatIkoSHTrdgYjctPAHg2oWOpM58THYBWeC2T8trJry9foEdXRN9CiVLOTeMMqJPpgplboEHllTGe3MSmhACz6ysxp2fVSAgA9P76vDaLDssSZAJdFZvHT6ek45udiUOV8m48J0yvPtrw2XaQggs3eXFRe+W4vy3yvDVDi8EgNN6aLHg0jR8MDsdk3voeNpihCX+q6gD+XIz9cSZ2qOZk++f36Y/B06v38shBWUalRiU3Yp+IaV7aCz1kn8Dnqoob13bhPtDnd5TC2z6DAh4aIR83pA4b1kC6TqGRldHQLg876d9PhxzRqg55eo3AGcJYMmh3l4N2HjEjyqfgEUroV9WxzvQHpCtQieTAi6/wIoiHwXuFt7RaOCuTXxuyg7dvbz2tv7T6KR53HU1PbuCoZOfg5UyCmxKPHG2td7BRIZRiZdn2GFUS1he5MN93yZP74j7v63EUaeM7mlK3HlyjCandhtLgeLOg2m4wNr3Gs9e9FQB3zxG09nCuo4BpvyldorhcSRJwuRQeV6LyrIjLCgLPLCEPj8uHWxIuNKDmNPoqRdekh6Aq5USnplmxaBsNRxugSs+dLT8whaLGCEE5n5VicU7vNAogZdm2Hi8OYsLjZJK9BQS8PFmD5bEuQw8UQVlgXu+qcJj39PAh+tHGvHkOdakygbqmaHCosvTMbWnFr4gMPerSvzli4qaC6T+oMBHm9w487VSXLXAgVX7qX/orAF6fHNNBl6eYY/uBb4OjgNRCcLpDeD7HQ4AwJm9mnnBT/0bXeUfdlEMtiz+JrbmhCStEEjvRidF25dEd8Pa4HBVEL8VByABmNxNBfz6Mf3D4JlJe5AfVUE/ZQC2Q4FdhcE5asgC+GxrBA42SnYD6z6k/59wG/WHakC4P9ToLpoOOYpaIUk4rQf9br7e4QGsOfQP3z8LHNnavgeXg8CmL4A3L6eg4A/P1QZClKoTyoae+LEaP+z1Qa+W8ML5tgYnn/XNUuM/51ohAXh7vRtvJMEkvcU7PPhoM5XkPR6tkrzGmDKB8x+jUtoz7244e3HXD8BbV1EQ6scXWlV+PKnOfr/ZqakR9sEGN7YeC8CilXD7uA46PCLFGDQKzJtpQ6FNiQMVQVz1oSO6fQNZPS6fjNs+rcAHG9xQSMDT02wY0wFL1lniGJSjxjXDaQDFXYsreX9wHE+o2feb61yQANwzyYy5E8xJmRFk1irw/Hk2/PlUExQS8P4GNy58pxQvrXZiwkvHcMdnFdh6LACjWsJ1Iwz4/vpMPHamFT3SO/hFqBjgQFSCOFrlxcDOZnSzAX0ymlkWcyfqe2JIa/p+KWJSqDzvx70+eAPNnJBIEtBvKv3/li+jvGWt902oLG9oZzUyi5cD1Uepj02vyfHdsETkdwNvXgks+guNeG+H6f0oK2pRextTChlY+n/0Z/dTgMJRjd51Rbgsr0vHvZISbsb/zU4v5MEXAN3GAbIf+Px+aiLeFkVrqRzs28dowpclBxh7LaBo+IBh8Q4PnlnpBAA8MtWCPpmNX4E/rYcOfx1PWUX3f1uF7/fEf2pbYxxuGX8L9bv63UgjhuTG4XWmUAIjLgXSu9betvY9akL++f3AZ/cCrjLKpjnnQcqsaaFR+RoY1BKOOmVsOhK7Uqoqr4zHf6Crv78fZ0KagQ+TUkWGUYnXZ9mRYVBg09EAbvy4HL4kKsNNVnvKAjj/rTJ8utUDlQJ47EwrTu/Jg1pY/N15shldbEocqpLxr1DWD6Pji0vnU3maRgk8M92Gq4cbm//GBCZJEm4abcLrs+yw6yX8VhzAQ8uqcLBSRoZRgT+dasLyGzPx94kW5CRo76tUxEdYCaJrhhEfXDcEn89WQGos2uzvmKmj/bNVyDAq4PQLrDnQgn4hvafQCdKRbVSql0DCZXlTemiB9QvoxgHTakeks1pqfW0/khWvtOuhzu6tg0IC1h3yo6i8HSe1WxbTxC+1Djj15kbv5g3UvlY7Yn+osDFdNDCGggm/HQlQOZY1F6g6Aix+hAJ6LeUoAj75G/DxnygrTWMETr6B+gz1HN9gRuHusgD+8FkFAOCqYQZM79d8IOR3Iw24oD81N775k3LsTNB+Mvd+U4kSp4ye6arEydopKwKWvwysmAfs/A6QFDTV9ZKXgNz+rXoorUrCKYX03vk2huV5z650osQlo6tdiTlDDDF7XhYbBXYVXplph0Et4cd9Pvzli4qkKcNNRt/s9GDaG6XYVhJAplGB9y5Ow8z+LQ9IMxZNerWER6ZSifib61wtO8dIcfsrApj5dinWHvTDopXw5oVpOKt36gSOTynU4tPLMzAiT42e6So8dLoFP16fiZtHmxrMlmfRxb/xBKNTNRKEEjLwwW00DarqSGw3Ks4UklSTFdWi8jyDDSgcTf+/OXGyoiq9MlaGsmTOte8FDm+iLI4B0+K7YYls1BV0Mrt3JXB4c5sfJsukxLhQQKjN43oDPjrJDm+XOavRu6475IcnAGQYFejZgVN7tSoJ47vR7/3rHV5Aa6IpaUo1rena91r+YBXF9D0KJTBoBnDFW8DQCxsN4jp9Mq7/qBxVPoGReWr8bULL+ieFmxuPyFOjyitwzQIHHAk2Se/L7R58ssUDZbgkr7HPjViz51O2rloHZPYELnqOstXaGGiv7RMVm4sw+8sDmPczZc/9faI5qfpgsJYbmKPGs9NtUErAR5s9nAkRBUFZ4N8/VOHahbQPHpGnxmdXpGN4Xse9MMMS09gCLS4aQMHRv3xZ2zuoI9rrCGDmW2XYXRZErlmBDy9Nw6j81HvP5lmV+GB2Or6+JgOXDjYkzjFUB8SBqGSx60egZCewfx2gSp3IdEuF+4W0qGE5APQ7g/7c+g0QTIyMhmW7vfDLQPc0JTqn6YGuY4Hek+uNLWfHsefTdC2AsizaIdy0/OPN7pZfAQ/4KBMHoJPp6Y/S9gya2eS3LS+i1+nYLprGMxw7iLrleQCAzB7A+Nvo/1e+ClQWN/yNAR9QXGeSZOFIYPRVwKWvAONvAfTWRp9TCIE/f1GJHaUBZBkVeHqaDepWBBVokp4deVYl9pUHE6qEp8wl465QSd4No4wYlJNAzX4lCeh/DvC7RcDFzwNZPdv1cOGpqb8Vt2Jqajs88l01fEFgXIGmJgjGUtOEblo8cgZlQjy3yonXf3HGeYtSR7lbxtULHHhqBf1OrxxmwDsXpSHLxOUuLDH9baIZWUYFdpcF8dTyjhmYrvDQ+/aoU0bvDBUWXpaOXhkJdHzBUhIHopKBkIFVr9P/D5nZ5AlYqjq5QAO1AtjjCGJ3WQsCSwWjAL0dgADKD0R9+1pi8Q46ET+9pw7I6A6c+yBw2p/ivFVJYOQcyhw7sA7Y/0ubH2ZqLx00SmBnaRBbjjXyGvI6gb2rgeXzgA9/D7xwLvDhHUA4cJXZncrLmpnox/2hak3spoVSAraVBGrLIk86Cxg8Azj7Hyc0FocQNGjgzSuAj/8MuMpr/23kHApONuPlNS58ts0DtQJ47jxbm06A0g0KzJthg1EtYeV+H+79OjEm6d3zTSVKXHSgeNvYBCnJO55SHZHhC1mmVk5NbYfV+334bBs1fr9rornDB5A7glkDDPjjKfQeuu+bKnyxrWO2P4ikjUf8OPeNUny3xwedCvi/s624b7KlVRcCGIs1q06BB6ZQYPqF1U5sOtLIFNgUFZAFbvmkHLvLgsgxK/DmhXZkc58kFgMciEoGO76nXkcaIzD4gnhvTVyYtAqMDKWHtqg8T6kCZjwOXP0+kF4Y3Y1rAW9AYFnoRGpKzzpX2iV+CzbLkg30P5v+f8UrtUGh1j6MVlGT5bBo83EnHOsXAO/8DnhxOvDJX4Gf3wYObQhNYhOAy9Hi53H5ZKw7RAcxHbk/VJhNX/veDQdjIUnAqbcAXUfXv/PhTcAHtwJfPkglyGo9UHGwVc+3osiLR76rAgDcPcncrrG7vTPVeGoaTdJ79zc3Xl0b30l6n2314H9ba0vytB0gnTycDRvNPlGyEPjHEsoyu2igHn2z+CpwR3HzaCMuG6yHAPD7/5Vj9X7uEdNWCza6MfPtUuyvCKKLTYmFl6XjvJO4HxRLDmf00uGs3loEZCrRC8jxv/AUKw8uqaqZLPzSDDtnL7KY4bPgRCcH62RDXQDoWtbnJBVN7NbK8rz0rg2PFI+Dlft9qPYJ5Bn8GLLn9cbLkVjDRlwGqLQUjPW1sYRCCFxSUIZZymUYsOFJyN466dfVJVT6KmSawtZ3KjD5j8Cc14BrF7SqfHLNQT8CMtDZokC+lT/MgVBzfgBf72wk46B0D/DfSRSEKt5MPYZGXwVc/gaQc1KLn+dwVRC3fFKBoABmnKSLSLPpSd11+PtE2u8+uLSqJqAcayXOIO7+mhqv3zzaiAHZibFvi7bJPWqnpkard8fCTR5sOBKASSPhDycnaJYZiwpJknD/aRac3lMLXxC4dqED20s6VjZEe/mCAnd/XYk/fF4Bb4CO1T69PB39OKDLksx9ky2w6iRsPBLAvDXxvfAUK2+tc+G1X+hnffJsK/p34vcti52O20U3WexYBjj2UZPfwU33pUl1k7pr8eDSKqze70O1V4ZJ28I4qpBpzLspM7ob2ISvQ9Py/pC5EtLad4Gd39NJNpd/tIwxnYJC5k4t/x45SNPVDm0ADv0GHNqIU11lOFUNQABbN0xBn+Fj6L59TgOyegG5AwBTRrs2dfk+uqI+rkDL5T0hU3po8cCSKqw54IfDLcOur/PedTmAD28P/UUC+p0JjLmK1rwVvAGBGz8uR6lLRt8sFR463Rqx3/81ww3YURLA+xvcuPWTciy8LB09M2L38SkEneiVuQX6ZKpwS6KW5EXBSVkqdDIpcKRaxqr9PozvGtneTU6fjH+FMuhuGWNEhpGDxx2NUiHhv+fYcOn8Mqw96Mec+Q58MDsNXWx8iNyc4qogblpUjl9CWcC3jzPhtrFGKPizjyWhLJMSd000409fVOKJn6pwek8tuqal7n5g+T4v7v2GsoH/dIoJZ/TqeD2IWXxxRlSi2/gZ/Tn0QgpGdWDd0lToalfCLwM/7mth+vyRbcBrlwIL7qCgRBzIQuDrnV4AAqc7Q+s5cBoHoVqruSBUwAf43bV/3/QZ8N71wPdPU+DPVQYo1Nij64NnA9PwxWFL7X0zugO9JrY7CAXQBzvA/aHqyrep0CdTBVk0kNFosNMUwt6nAZe8CJz2x1YHoQDggSWVWH/YD6tOwgvn2aBXR+79JUkS/nG6BSPz1KjyCVyz0IEyV+wm6f1vqwdfbPdCpaCSvI40zU2SpJryvBaVZbfSC6ucOOqU0cWmxFXDjBF/fJYcdGoJL8+wo3eGCkeqZcx+34FDldFvkJ/MVu334Zw3SvHLIRrz/spMG24fZ+IgFEtqF/TX45RCDbwB4K9fVUBOgN6Q0bC7LIAbF5UjKIDz+ulw02j+/GOxx4GoRDf9YeqlMvD8eG9JQgiX57X4hMTWmYITFYeAd64FPr+fyoBi6LdiP45UyzhNvRHG6iLqe9PvzJhuQ0pxlQGr3wTcFcCelcBPLwEf3AY8fy5NSQzL6Q+oDUDBSGDMNcDM/wNu+BQHT38S/wpcjNf3ZER8ElqFR8bGI9SQewwHouqpKc/b0UB53uAZwNS/UTP4Npi/wYW317shAfi/c2xRyWTQKGmSXr5ViaLyIG742BGTSXrHnEHcE7piecsYU4dMm59cp09UJBvGH6wM4oU1VOo7d7y5Q/TcYo2z66lJb6FNiQMVQVz2fhmOOTkYdTwhBOb97MTs98pQ4pTRJ1OFTy9Px6TunE3Bkp8kSfjn6Rbo1RJW7ffjvV/dzX9TkqnwyLh2gQMVHoEhuWo8ckbkMsgZaw0ORCU6lZZO0rQcqQZqG9cu3e1t2VUKrQmY9V+gx3j6+87vgLevBb74B1C2L4pbWuvrUIPm201f0Q39zuzw2W1tJgeB924CVr4KvHQ+8OnfgLXvAoc3ArKf+jyFpXcFrl8ETH8EGHEp0HkgoNJgTBcNMowKlHsEftwb2QyLlft9EAC6pynRiSeO1DOlB52kfLcnsr1+NhT7cddiCtTccbKpJlgdDWkGBV6ZaYdZI2H1AT/uXhzdSXpCCNy1uBIOt0C/LBVu7qBXLMcVaKFVAQcqgthR2oKpqS30r++q4A0AI/PUOKNX9F43LHlkmZR4++I0dLYosNsRxJz5DpS7Y5f9mOhcPhm//18F/rGkqiaT4qPL0lFgT93yJdbx5NtUNRM1H15WheKq1AlI+4MCNy8qx25HELlmBV483wYdX4RhccKBqERVWUwn3ayekfkaGNUSjjllbCxu4QmJvQtw1r3A7JeA7qcAEMCOpTQlzV0R1e0FaFJYN+kQ+rt/ASABgzi7rc0USgrMhtnygH5nAKf9Cbj8TWDC7bX/Jkl0/+MoFRLO7UNBkROm57XTilDJ6NgCPqk93oBs6vXj8oua31N7OdxyKDMJOK27FreMiX6gpmeGCv+dZoNCAt7f4Ma8n6PX0PSTLR58tcMLdagkr6OOQNerJYztQu+pb3ZGJnj8yyEfFm3xQAJwzyQLXw1mNTpblHj7ojRkGRXYeiyAKz5woMrLwai9jgDOf6sMn2zxQKUA7ptsxpNnWyNaBs1YorhyqAGDc6gc/66vo3vRKZb+saQKP+7zwaCW8PJMOzK5LyKLIw5EJaJgAFj4ByolKyuK99YkFI1SwsmFVPK0pLXTqzK6A2ffT31ouo0D+k4B9Nbaf3eVRXBLyZ6yAHaUBnC1KpQN1XUMlQuythsyC7jwGeCaD6nh+2l/piwzW+cW992a3o8CUYt3euHyRe4EY3lRuFE5l+UdT5IknBYqz1vc2PS8VgjKArd9Wo6DlTIKbUr8+2xrzHqTTOymrZmk989lVViyK7IBTQA4Wl1bknfrWFOHn0AVyT5RQgg88C01KL9ggB79O8gEQtZyhXYV3r4oDXa9hF+L/bhmgSOinxXJ5tudHpz7Rim2lQSQaVTg3YvTcOUwIwdwWcpSKiT860wL1Aq6APLmuuSfovfGL068sc4FCcCT51g7/HEFiz8ORCWibd8ClYcBdyVgjt+kt0RVU57X1hOSzB7AOf8AJt5Re1vpHuCVi4GvHwXKD0ZgK8nXoav3JouF+hV18MmHESFJQHZfwJjW5ocYlK1GgU0Jt1/UrFF7Ha0OYntJABKAUfkciGpIuDzv250tLK1twhM/VuOHvT7o1RKeP98Gqy62H2dXDzPgkoF6yAK47dOKiI58F0Lgb19VosIj0L+TCjeO6pgleXWF9/u/HPK3u1H8J1s8WH/YD4Nawp9O4TJp1rCeGSq8OSsNZi2V4l7/cTm8ESwrTgZBWeCJH6pwzcJyVHkFhndW47Mr0jEijz/jWOrrlaHGraEptfd8U4VHv6tK2ublP+z14v7QBZg/jzdhak/u6cbijwNRiSYYAH5+l/5/2MXU2JrVE+4B82uxv32NROuWbe1dBcgBYMtXwJtXAN/8ixqct9PXocyPiiFXAtfMB/IGt/sxWftJkoTpfelD+JMtkclmWRHKhuqXpYJdz7vWhozpooFJI+GoU8ZvxW0P3Cze4cEzK6nJ9CNTLeiTGfurepIk4f4pFozO16DaJ3DNgnKURmiS3kebPfhmF5Xk/bsDl+TV1dmirJm8+N2etgeP3X6BR7+jg/GbRhuRZeKyBNa4/tlqvHaBHQa1hB/2+nDLJ+Xwx2BIQSIod8u4ZqED/11B+9orhxrwzsVp/J5hHcqtY4z4/Vi6GPTcKidu/aQCHn9y7QN2lQZwc2hC3oyTdLhhJF/cYomBz5YSzbalQNVRwJAGDDg33luTkLJMSgzoRI0xl7W2PK8xwy6mcq+CkYCQgc1fUkDq28epX1cblDiD+PkAnWxP6aEDNIYWl46x6JvWj4K83+3xwhGBZrThQNRYLstrlFYlYXzX8PS8tr13d5UGcOdn1Nvt6mEGTO8Xv2C9RinhufNsKLApsb+CJum1N2PiSFUQ94VK8m4fZ0LvOATZElXd6Xlt9dIaJw5VyehsUeDa4Xwwzpo3rLMGL8+wQauiLOc7P6tAUE6uE9HW2nTEj3PfKMWy3T7oVMCTZ1tx32kWaDgozjoYSZJwx8lmuiikAD7b5sHs98siduEp2srdMq5d6EClV2BYZzUensoT8lji4EBUIgl4gXUf0f8Pnw2oOW2yMRPrTM+LmOy+NGFt1tNAlxHULH7T58AHt7apcfySXV4Mlbbh4vTtyDXzWy3R9EhX4aQsFQIy8Pm29mdFhftDhZsqs4ZNCfWJaktJpNMn44aPy1HtExiZp8bcCeZIb16r2fUKzAtN0ltzwN+upqZCCMz9qhKVXoGB2SpczyV59YTL877b421TVsqRqiCeW0XZHX8Zb4aOmyyzFhpboMXz0+1QK4BPt3ow96vKpC3Rac7CTW7MeLsU+yuC6GJTYuFl6Tj/JM7OZx3bzP56vHGhHRathF8O+XH+W6XYGcEprtHgDwrctKgcexxBdLYo8MJ5Nmh5Qh5LIHx2nEjWvws4SwFjOtD/nHhvTUILn5B8v8cHX6TT5HP6Aec9Csz6L5A/jPo6hcv4hACqj7XoYRbv8GKu+l084rwP+O2jyG4ji4hwNs2ize52Pc7+igCKyoNQKYAReZzB0pQJ3bRQSsD2kgD2OVp+ECeEwJ+/qMSO0gA6mRR4epotYUrWeqSr8PR0mqT3wQY3XlrTtqamCzZ5sGS3Fxol8O+zbFApEuPnSxSDc9RI00uo8gr8fLD1kxf/9UMV3H6BobnqmsmZjLXUxO5a/Odcep/P3+DGA0uqUmaSFgD4ggL3flOJOz+rgDcATOimwaeXp3NDY8ZCxnTRYuFl6ehiU6KoPIiZb5diRVEEL4hHkBAC931bieVFPhjVEl6eYUcGT8hjCYYDUYlk74/057ALARWX9zRlYLYaGQYFqn0CPx+IzCj4E+T0B85/DBh6Ye1tu38EXrsMWPofoKrxgJTLJ6N83yYMV2yHUKiAHhOis42sXc7tq4MEYPUBPw5Vtr3f2Ip99BoclKOGScu71abY9AqMDDVzb01W1MtrXPhsmwdqBfDsdFvC9SkZ31WLeyZRhtbDy6rwbSsnAx6uCuL+b6kk746TTeiZoYr4NiY7pULChG5tm563odiPBRtpTe6ZbObSBNYmZ/XW4bEzadrua2tdePyH6jhvUWQcqQrikvfK8PovFES/bawRr8y0x3wIBGOJrke6Ch9dlo6huWpUeAQun+/Ago3tu5gZDW+sc+Ht9W5IAP5zrhV9OaDMEhB/wiSSmS8BZ84F+p0R7y1JeApJwvhudDIbiXHeTZLqvE2K1gKyH9iwCHj9MmDZf4HqkhO+5fu9PlwmfUl/6TWxXRPeWPTkmJUYmU8fzp+2o2l5bVkeB5BborY8r2W/8xVFXjwSajB9z2QLhnVOzN/zFUMNmD1IDwGapLf1WMsasgsh8NcvK1DlFRico8Z1I7gkrzGnhScvtmK/L4TAA0soyHd+Px0G5yTm64clh5n99XhwigUA8MxKJ55ZkdzBqNX7fTjnjVKsPeiHWSth3gwb7jzZDAUHaxlrULpBgXcuSsPZvXXwy8AfPq/AEz8mTobk93tqJ+T9dby55nOTsUTDgahEIklA/mBAyVHrlpjUjXasSyLZJ6o5E28HZjwB5A6kgNRvHwOvXwp8/zSVVYas2noQZytWAQCkwTNjt32s1ab3DZXnbWnbFS0hBJaHMqLGcCCqRab0pEDUmgP+ZhvFH64K4pZPKmqmvVw2OHF7lUiShPtPs2BsFw2cfoFrFjhQ0oLJnh9scOO7PT5olMDjZ1m5JK8JpxRqoFIAu8uC2FPWstLOL7Z7seaAHzoV8Ofx8e8rxpLfZUMM+HuoR91jP1TjlZ+dcd6i1hNC4NW1Tsx+vwzHnDL6ZKrw6eXpmMwnrYw1S6eW8NQ0K24aTReO/rvciTs+q2j3wJL22lkawM2flEMWwAX99fjdSENct4expnAgiiWtU7rWnpC0ptdMu+UNBmY+CZz/OJXvBf3A+oXA5/cDAAKyQOe9n0EtBVGZ3h/I6hW7bWOtdmZvHdQKYPPRAHaUtP51tKssiKNOGRolMDRBM3USTb5VhT6ZKsii6YxGb0Dgxo/LUeqS0S9LhX+envjTXtRKCc9Ot6HQpsTBSmqu3tSB6cHKIP6xhK5c/vEUM3qkc0leU8xaBUaFSjtbchHCExD45zL6/V4/0ogcc2KVdLLkdd1II24fZwIAPLCkCu/92rbecPHg8sm4/X8VuP/bKgRkYHpfHRZemoZCO+9/GGsphSThz6ea8chUC5QS8PFmD+bML0N5BCYxt4XDLeOaBQ5UeQVG5Knx0OmWhD9mYh0bB6JY0rJoFRiR1/ITkoiSJCB/KHDBf4Dz/gVk9wOGXUzbsq0CM8Q3AADjyAtiu12s1ex6BcZ3pQydT9qQFbUiVJY3vLMGOp5G0mLh8rxvmijPu//bSqw/7IdVJ+GF82xJM+XMFp6kp5Xw80E/5n5V0WDKfk1Jno8aaF8znK9ctkR4WEVLyrJf+dmJAxVBdDIpcP1ILnlkkfX7sUb8bgS9b+d+VdnuwRfRJoTA0l1eTHuzFIu2eKBSAPdMMuP/zrHCoOFTAsba4uJBBrw2i6bnrj7gx4y3SrE3lhfIQcMGbvy4HPvKg8izKvH8eXaekMcSHn/qsKQ2qY2NayNGkoAuw4FZTwFdx2BFkRdzvyjDO8HJcKizoOw+Lj7bxVplWj8qRVi0xdPqGv+f9tFrb1wBZ0O1xpRQ+cd3e3zwNJAxNH+DC+/8Gmq0eY4N+bbkulLfPV2FZ6fboJSAhZs8eGH1iaU77/3mxg97fdCqgMfOtELJJXktMjkUiFq134cqb+NXno9WB/HsSvq9/2W8mU+0WcRJkoS5E8y4bDD1hrvzswp8taPt/Qajaf1hHy55z4GrFjiwszSIDCP1ubl6uJGzJhhrp1MKtVhwWRo6WxTY7Qji/LdKozdM6ThCCNz7dSVW7qcJefNm2JBu4M87lvj4VcqS2sQ6JyROX3xSYQEAkoSV+/24ekE5SgMG9Lb6YDzrz4CCy0CSwWndtTCoJRSVB7H+cMsaTAOALERNRtQYDkS1yoBsFbJNCrj8ombqYNiGYj/uWlw7QS48KS3ZnFKoxb2TqY/Mo99VY3GdE9QDFUE8GCrJ+9MpZnTnkrwWK7Sr0C1NiYAM/LC38QP9J36sRrVPYGC2Cuf14743LDokScIDUyyYcZIOQQHc+kk5vtuTOCPd95QFcPOicpz3ZhlW7qdedNePNOLbazJqJpgyxtqvV4YaH12WjoHZKjjcArPfL8Onbew/2hqvrnXh3d/owt1T06zoncm9hlly4EAUS2rd05ToYlPCFwR+3BebKw8NWbXfh6sWOOD2C4zvqsEpV/wRmoKhcdse1joGjQKnhxpoL2rF9LzNRwOo8AiYNBIGZvMHf2tIkoTTQuV5i+uU5zncMm742AFfkAKEt4xJ7nKqy4caMWeIAQLA7f+rwOajfggh8JcvK+D0CwzvrMZVw7gkr7XCWVGNlXZuOuLH+7/RCcA9kyw8AYxFlUKS8K8zrTirtxa+IHD9Rw6s2h+/YxIAOOYM4u6vKzHllRJ8ts0DCdS8eNl1mZg7wQyrjk8BGIu0LJMS712chtN70r7g1k8r8MyK6qhN1Fu224sHl9JFrb9NMGNSd77owpIHfwqxpCZJUk153tI4leet3u/DVR9SEOrUrhq8cL6dewUlofD0vP9t9SAgt+yAIZzJMzJPw5PO2mBKTzpg+manF7IQCMoCt31ajoOVMgptSvz7bGtKBBDumWTGyQUauPwC1y104KkVTvy0zwcdl+S1WbhP1LLdXgSPe78KIfDg0ioIAGf31mF4Hmd9sOhTKST83zk2TOqmhScAXP2hA+sPxz4YVe2V8eSPVRj/YgneXOdCQKY2Bl9clY7Hz7Ii18KZ2oxFk0GjwHPTbbg21PfxsR+q8ZcvK+EPRjYYtaMkgFtDE/IuHKDHtSP4ohZLLhyIYkkvXJ63dLc3alccGrPmgA9XfuiAyy9wSqEGL3IQKmmdXKiBXS+hxCnXlNs1Z3nofmO5LK9NRudrYNJIOOaU8VuxH//+sRo/7PVBr5bwwvm2lLlir1ZKeGa6Dd3sNEnviR+rAQB/PtWMrmlcktcWwztrYNZKKHOLE8ppv97pxYoiKkH66wRTnLaQdUSa0NTMsV00cPoFLp/vwOajLS/3bg9/UOCNX5yY8FIJ/rPcCZdfYFCOGu9dnIZXLrCjD5frMBYzSoWEuyZZ8I8pFigkYP4GN6780IEKT2TaiJS5ZFyz0IEqn8DIPDUe5Al5LAmlxlE+69BG5WtgUEs4Ui1j09HYTan4+YAPV35QG4R6iYNQSU2tlHB271DT8s3Nl+f5gwKr93Mgqj20KqlmYuE/llTVNJZ+9AxLyvU4sOoUeHmmHRYt7SNG5qlxJZfktZlaWfvaqTuswhcU+GeoTOHaEUbkWznQx2JLp5bw0gwbhuaqUekVmDPfgZ2l0Ts2EULgs60eTJlXgnu+qUKJS0ZXuxLPTrfh48vSMLoLfz4xFi9zhhgwb4YdRrWEn/b5MPPtUuyvaN/+wBcUuHGRA0XlQeSHJuRplHz+wZIPB6JY0tOppJqJZbGanrf2oA9XfOCA0y9wckEoCJUko+VZ46b3o/K8L7d74PE3nV33W7EfTr+AXS+hTyaf7LbVlFCfqLUHKWvg6mEGTAuVSaaabmkqvHVhGq4aZsBT59pSouwwnsJ9or6ts99/4xcX9pbTRLCbRiV3fzGWvIwaBV69wI6TslQodcm47P0y7C+PfDBqRZEX571Zhps/Ka953f9jigWLr87AWb11nCHBWAKY2F2L+bPTkG1SYGdpEOe/Wdbmsl0hBO5eXIlV+/0waSTMm2lDGk/IY0mKX7ksJYT7hcQiEFU3CDWuQIOXZnAQKlUM66xGZ4sC1T6Bpbubfi0tD/WHGtNFwwGFdpjYXYvwhbyReWrMnWCO7wZF2cAcNe6dbEEnM/dpaa/xXbVQSMDWYwEcrAyi1CXjP8tDZY+nmGDS8iEOix+rToE3L0xDz3QViqtlzH7fgcNVwYg89pajflz5YRkuec+BX4v9MKol3DHOhO+uy8CcIQaoOTuCsYRyUic1PpqTjn5ZKpS4ZFz8bhm+3N7y4Thh83524f0Nbigk4KlpNvTKSK3scdax8FEaSwkTQw3Lfz3sR6krMvXXDfnlEAWhqn0CY7to8PIMO/QchEoZCknCuaFsnEXNjNwN94ca00Ub9e1KZVadAtePMmJknhpPT7PxCRRrsTSDAkNz6SB8yS4v/u+nalR5BfplqTCzf2pm1bHkkmZQ4O2L7CiwKbG/IohL3y9DibPtwaiDlUH84fNynPVaKZbt9kGlAC4fYsCy32Xg9+NMMGr4sJ6xRJVjVmL+JWmYGBpocOPH5XhptbPF/W2X7vLin8uo9PzvE8015z6MJSv+xGIpIdusRL8sFQRoilI0rDvkwxXzKQg1posG82ZyECoVTe9LfaKW7PI22lTS4xdYezDUH4r7b7Tbn081Y/7sdGSZOEuItc7kUGnnm+tceHu9CwBw9yQzTyJkCSPLpMTbF6Uh16zA7rIgLpvvQLm7dRfMyt0y/rm0EhNfOoYFGz01EyG/uSYDD0yxINPI+07GkoFJq8BLM2y4fIgBAsBDy6pw19eVzU5r3l7ix62f0oS8SwbqcTX3mGQpgANRLGVEszxv/WEfLp9P0ylG52swb4aNg1Apqk+mCr0yVPAFga92NJw2/cshH3xBoJNJgW5pfALAWLyE+0RtLwlAFsDUnlrOUmQJJ89KwagMowJbjwVwxYcOVHmbD0Z5/ALPr6rGqS8ew4trXPAFadroojnpeGa6DYV27k/IWLJRKSTcf5oZd08yQwLw9no3rlnQ+D6h1CXjmgXlqPYJjMpX4/4pPCGPpQYORLGUEQ5Efb/XC3+wZWmuLfHrYT/mhIJQo/LVeGWmDQZOf09ZkiTVZEV90sj0vJ9C/aHGFWj4YICxOOqZrkKelYLBagXwtxTvMcaSV9c0Fd6+0A67XsKvh/24ZoED7kaGYgRlgfkbXJj48jE88l01Kr0CfTJVePUCO9692I5BOdwXhrFkJkkSrhluxAvn04Xt7/b4MOudMhyqrF+66w0I3PCxA/srgiiw8YQ8llriejZdWFgISZLqff31r3+N5yaxJDYoW400vYQqr8DPB9s2jeJ4vx3247L5ZajyCozMU+PVmXYOQnUA00KBqOVFPhytPrGfR21/KC7LYyyeJEnC2b3p/XrNCCMKOEOEJbDemWq8MSsNZo2E1Qf8uP5jB7yB2mCUEAJLdnlw1mul+PMXlThcJaOzRYF/n2XFZ1ekY2I3LV/8YCyFnN5Th/cvTkNmKFvy/LdKsbGYpggLIXDX15VYc8APs0bCvJl22PV8DsJSR9xfzQ888AAOHz5c83XXXXfFe5NYklIqJEwINe5bGoHyvA3FxwWhLuAgVEeRb1NhaK4asgD+t7V+VlSVV8Zvh+kggUuAGIu/O0424d2L7fjzqaZ4bwpjzRqQTccTerWE7/f4cOun5fAHBdYd8uGid8tw9YJybCsJwKqT8PcJZnx7bSZm9tdz3zPGUtTAHDU+uiwdvTJUOFIt48J3y/DtTg9eXuPCB6EJeU9Pt6FHOl9oYakl7mfVZrMZ2dnZNV8mEx9IsrYLT5BY0s6G5RuK/bj0/TJUegVGhIJQPI2mY5nej7IsFm2pH4hac8CHoAAKbMqakiDGWPzoVBLGdNFCwZkiLEkMz9Pg5Rk2aJTA4h1eTH2lBOe/VYbVB/zQKIHrRxrx/e8ycd1II3Qqfl0zluryrEp8eGkaTinUwOUXuO6j8poJeXdPMmN8V77wyVJP3M+sH330UaSnp2Pw4MF46KGH4PNFpqSKdUyndtVCKQE7S4PYXx5o02NsDGVCVXoFhnemcjwOQnU8Z/XWQSlRj7C9jtrX0vJ9PC2PMcZY+4wr0OK56TaoFMBuRxAKCZg1QI9l12Vi7gQzrDo+7mCsI7FoFXhlph2XDNRDFoAAMHuQHlcO5Ql5LDXFNcfv97//PYYOHQq73Y7Vq1dj7ty52LNnD15++eVGv8fr9cLrrc12qaysjMWmsiRh1SkwrLMaqw/4sWS3F1cMbd1LfOMRPy6dX4YKj8Cwzmq8doEdJi0fDHZEmUYlxhVq8P0eHz7Z4sFtYylb86dQf6ixBRyIYowx1naTe+gwb6Yd3+z04rLBevTO5CbkjHVkaqWEf061YEiuGgcrg7hljIn7wrGUFfEz7Pvuu++EBuTHf/38888AgDvuuAPjx4/HwIEDce211+L555/HvHnzUFpa2ujjP/zww7BarTVf+fn5kf4RWJILT89b0so+UZuO+HHZ+xSEGprLQSgGTO+rBwB8vNkNIQTKXDK2HKXsqNGcEcUYY6ydxnfV4h9TLByEYowBoCEcFw404I6TzVDzhDyWwiKeEXXLLbfg4osvbvI+hYWFDd4+evRoAMDOnTuRnp7e4H3mzp2LO++8s+bvlZWVHIxKFkIA3qOA0gioo9cLbHJ3HR75rhorinxw+eQWNRjffJR6QpV7BIbkqvH6LDvMHITq8E7vqYVWBewuC2LT0QCKymmCXu8MFTKN3B+KMcYYY4wxxlor4oGojIwMZGRktOl7161bBwDIyclp9D5arRZaLTdsS0ruYkBlALxlUQ1E9UinJtIHKoL4aZ8PU3rqmrz/ljpBqME5HIRitcxaBU7rrsNn2zz4ZLMbLj+N2R7DZXmMMcYYY4wx1iZxO9tesWIFnnzySaxfvx579uzB/Pnzcf3112PatGno0qVLvDaLRYu7GFDqAXN3QKUFgp7mv6eNJEnCpBZOz9t6jIJQDrfAoBw13rjQDgsHoVgd00LT8z7Z4sFP3KicMcYYY4wxxtolbmfcWq0W77//PiZMmIB+/frhnnvuwXXXXYd33303XpvEosVzFFBoAPsgwNAF0GQAvvKoPuXEUJ+oZbu9EEI0eJ+tx/yY/V4ZytwCg7LVeGMWB6HYiSZ01cKslVBcLWNPaLLRqHwORDHGGGOMMcZYW8Rtat7QoUOxcuXKeD09ixVvCQAFYBsI6EIlm4ZcwH2QekZFaRLEmHwNdCrgcJWMLccC6JdVvwnotjpBqIHZKrxxoZ1HJbMGaVUSzuqlw/sb3ACAAZ3U/FphjDHGGGOMsTbisykWPT4HIIKAbQCg71R7uyYdUJmAQHXUnlqnljCugLKilh43PW97iR+z33egzC0woJMKb16YxoEF1qTp/Wr7jHF/KMYYY4wxxhhrOz77ZtHhK6c+UNYBlAFVl0oP6HMAX0VUN2FSqDzv2zqBqB0lAcx+z4FSl4z+nVR46yIOQrHmjcrXINtEr5NTCjkQxRhjjDHGGGNtFbfSPJbC/FVAwEk9oYz5Dd9H1wmo3g3IAUARnZfhxFDD8nWH/ChzyShzy7jk/TKUuGSclKXCW5wJxVpIqZDw8kw7th4LcKNyxhhjjDHGGGsHDkSxyApUU6aTrT81Jm+MJg1QWwF/BaBNj8qm5FqU6JOpwtZjAbyy1on3fnOjxCmjX5YKb1+UBpueg1Cs5fp3UqN/J3Xzd2SMMcYYY4wx1ig+E2eRE3ABXgdg7QeYujXdiFyhBAx5gN8Z1U0Kl+c9vcLJQSjGGGOMMcYYYyzO+GycRUbQA3hKAEsfwNy9ZdPwtBmASkvfGyWTQuV5ANA3FISycxCKMcYYY4wxxhiLCy7NY+0X9AKeo4ClF2DuCUgtDPSoLYAmA/AeA/TZUdm0IblqnFyggS8o8Px5dg5CMcYYY4wxxhhjccSBKNY+sg9wFwPmHoClN5XctZQkAYbOgPsgIETLsqhaSamQ8NZFaRF/XMYYY4wxxhhjjLUep4ewtpMDgOsQYOwKWPu2bfqdNh1QmYFAVeS3jzHGGGOMMcYYYwmFA1GsbeQA4DoIGAsB20mAoo3TxJQ6KsvzVUZ08xhjjDHGGGOMMZZ4OBDFWk8EAfchmnpn6w8oNe17PF0nKsuTA5HZPsYYY4wxxhhjjCUkDkSx1hEylePpsgHbAECpbf57mqNJA9RWwF/R/sdijDHGGGOMMcZYwuJAFGs5ISgIpc0E7AMBlT4yj6tQUnaV3xmZx2OMMcYYY4wxxlhC4kAUaxkhaLqdNi0UhDJG9vF1mYBKCwTckX1cxhhjjDHGGGOMJQwORLGWcR+m8jnbQEBtjvzjq8yUacXleYwxxhhjjDHGWMriQBRrnrsYUBkA+yBAY43Oc0gSoM8Fgj7qQ8UYY4wxxhhjjLGUw4Eo1jTPUUChAWyDAI09us+lTadsq0B1dJ+HMcYYY4wxxhhjccGBKNY4bwkABWVC6TKi/3xKHaDPAXyV0X8uxhhjjDHGGGOMxRwHoljDvGVUImcfCOiyYve8uixAAiAHYvecjDHGGGOMMcYYiwkORLET+coB2QfYBlCGUixp0gC1HfCXx/Z5GWOMMcYYY4wxFnUciGL1+SuBgAuw9QcMebF/foWSntfvjP1zs8YJAYggZarJPiDoAQJu6ucVcMV76xhjjDHGGGOMJQlVvDeAJRB/NfVnsg0ADF3itx26DEClp0CHSh+/7UhGQgAiEJo8KOhPIQOQj7tNAAiG7h/+dyD0n1qSVHuTJAGSAoAESMrQnwog6KbHUJti9VMyxhhjjDHGGEtSHIhiJOCkkjzrSYCpKwUd4kVlBrQZNLGPA1EtJwTg2k9TDiUFKOExFCwKB5EkJSCpav9UqEJ/qkO3KWrvB0Xt36GgbLXjb5MUQNUuoGobB6IYY4wxxhhjjDWLA1GMyqy8ZYClD2DuFt8gFEDPr88FnAco00biCtIW8VcAKguQNqQ2GFUTMFLWBqQizZhPATB/FaA2R/7xGWOMMcYYY4ylDD7DZ4D7CGDqAVh6JU7QR5tOQY1Adby3JHn4KykopE2j7CSVAVDqAKWGspmiFWBUmwFTIeB1hEr+WMQImdZVBOO9JYwxxhhjjDEWEQkSdWBx468EVCYKJCRKEAqgAIo+h3pWseYFnIBSD+iz4/P8hjwKfvl5vSLKcxQI+gDnQfp/ORDvLWKMMcYYY4yxdkmgyAOLOSEAn4OCUInY30fXCZDAJ98t4XNQ4E5tic/zq4yAsRDwl3NWVKQE3AAEDQ/IGAGorYC7GHAdonJaxhhjjDHGGEtC3COqI/NXACorZbMkIo0d0KRRcEObEe+tSVyyD4AC0HeO73YYOgPOInpdaWzx3ZZkJwTgPUYls/ocKqvU5QDeEurH5SkG5CCgtVMQkDHGGGOMMcaSBGdEdVRCBnwVlA2lMsR7axqmUFKQzO+M95YkNm8ZoMuk3lDxpDLQ68lXwVlR7eVzUOP5usMDFEpA3wlIGwZkjKXplgEXBf/4d84YY4wxxhhLEhyI6qh85ZRxZIhzFk1ztOmASh8qU2InEEHKiDJ0SYweX4bOlA3lc8R7S5KXHAD81YClR8PZTpJEQUf7QCBzLGDtR4FlZxHgLeXG5owxxhhjjLGElgBnrizmRBAIVFG2hVIX761pmsoMaDOp3IudyFdO5Yu6zHhvCVHqAFM3wF9FwRHWep6jgCG3ZaWWagtg6Q1kjgPShgIKLfWQ8hwBZH/0t5W1nhC0Pp4SzmJjjDHGGGMdEgeiOiKvA9CkU8+ZRCdJgD6XJodxYKM+IShzxlgAKNTx3ppa+hzK2OGsqNYLOCmzzdwDULSihZ9KT2WRmWOB9BGA2g64j3Bj80QjBOA+BCgNgFJL/b6C3nhvFWOMMcYYYzHFzco7GjkABN1UzqPUxHtrWkabTpkf/ipAY4331iSOQBWgNgO6rHhvSX1KLWVFla2lMj1JGe8tSg5CUJaMpQ+95ttCoabySF024CsFnOHG5gFAawNUCTgds6MQAnAfBNQ2wD4IUGiAqu1A9T7qrxbvHm+MMcYYY4zFCGdEdTS+UppAp0+CbKgwpZa2118V7y1JLL4KKt9KxGbzumwqGfRyVlSL+UopGGHq2v7HUigpQJk2FMgYQ4HBgIeCHr5yLgmLNSEAVzgINZgCtCoDYBtIawSJgoZcTskYY4wxxjoADkR1JHIACPrppLQ1ZT+JQJdFZXpyIN5bkhiCHspoM+TGe0saptSEgh8uXrOWkH0UKDL3oDK7SKlpbD6AyvZs/QEBbmweS0KmIJTWDqQNqZ/VKSkAYz6QMZImhLoOU4CZMcYYY4yxFMaBqI7EW0Lj33Wd4r0lraex05e/PN5bkhi8ZYA2B1AncKmiPpuaqPvK4r0lic99lAIR+igGFtVmwNIr1EdqGDc2jwUh0+9Ym06ZUGpLw/dTWwD7ECrZk/0UuOIALmOMMcYYS1EciOooZB9lPxi7UtlOslEo6UQ94Ir3lsSfHKATXGNnynhJVAo1lZkFvXxS3RR/FZWfmrtThky0qfTU4L5uY3PPUW5sHmk1mVDpFGBqLAgVplDSJNOMkTQp1HUQCFTHZltZ24ggZbDx/o0xxhhjrFU4ENVReEqoz5IuM95b0nbaDECpAwLueG9JfPnKaB01bWxoHUu6UAaetyTeW5KYhEzZbaZu1DcolsKNzTNGARmjKRvLV069ivwcAGkXEQwFoTJDmVDmln+vxg6kDwdsJ9E6uIt5YmiiETLt05wHaich+srjvVWMMcYYY0mDA1EdQTjLwVgYm4yLaFGbAW1Wxy7PEzKtpyE/OTLbFCrAVEgZA1z+dSJvCQUVjQXx2wZJUdvYPHMsYO5JrzHXwfhtUzILB6F0nYC0wYC6DZMKFWrA0htIH0nlt679HIBPBOHAsWs/oNBRwDBzDGAbBMjBUMN5X7y3kjHGGGMs4SVZx2rWJt4SQN+FMoqSnT6HTgKEnNxBtbbyV9KJqS4r3lvSctos6k3mLaW+UYwEPRScM/eg0rx4k6TaXmyGXKD0F9p3pMJ+I1ZEEHAdAHQ5VI7X3omWukwKwFftAqp3AQENrUcil+SmIiHoAoivkt4facNojZUa+ndzN0CXAVTuAlxFlLmrTed1YowxxhhrRAc8k+9gAm5AUgGmgtQ4KNamAyoz9dXpiHwVgKFLYgQuWkqhpN5kIsjZAnW5jwL6fECXgME5jR2w9gWCPiDgjPfWJAc5QJlQ+tzIBKHClDrA2o/6eSl1FIgPeiPz2KxpQoTKVYsASFRmmTmWMhjDQagwtQVIG0RZUkotfQ/3NGSMMcYYaxAHolKdt4SafGvs8d6SyFBqKSuqIwaiAtWAypicWUW6TFo3D/eKAkAntyojYOmeuAFifQ6V6XlLuBlzc+oGoWwRDEKFSRKtR/pIGgDgOUYlYix6fBUUTBKCAosZYynzqamLAJKC+q6lj6LSSn9lqMdXMHbbzRhjjDGWBDgQlcoCTjpoNqZINlSYLot+no7Wc8hbTie6bek5E2+SItQHSXA2hwgC/gqaktfcJLV4kiQqGzTk00Q9IeK9RYkpHIQy5ocyofTRey6VAbANpH5ekEI9iTrYfjDa/FVAdRG9T239Q33TurduXVX62iw2jZ2amvsro7fNrH1EkI6XvCVUWus6yD3ZGGOMsSjjHlGpzFsKmHvFfhpXtIX72PgrOk7/mqCXStwMneO9JW2nzQT0nQH3weT+OdrLc4zK8Yxd4r0lzVOoAEvf0EnaseTqTRYLdYNQtgFUOhdtkoKeT2MFKndQ1o7GSl+s7QLVlGWmNFBZqjGfshbbSpLo/aK20RpV7wJ8B6hfnkIdsc1mrSREqD+fh4JNIkDvKYU+lHGcDwgfva+9pdT7Kxbva8YYY6yD4UBUqvJX0QF1MpzstpZCSVkajl86TiDKV0ZTuJK5xFKSKCvKc5hOBDriwX3ATY32zT2S52RUbaJgVNnPtF9Rm+O9RYlB9gPuQ/SatvWPfd82tYV6FmnsQNWO2kl9Cv5Yb5WAMxSA0gHm3hSAiuRrXKkBLD0ooFG1kzJuVAZAk5ZamcqJSAhA9tLnTdAT6lGooPeqUg8YO1EAV2Wk4yWljtZECOrF6Cqi95Uc4IAUY4wxFmFRLc176KGHMHbsWBgMBthstgbvU1RUhHPPPRdGoxEZGRm47bbb4PNxQ+N2EQLwOugEKVVPGrXpdODYEZrBygEaDW7IS/4TF206oOvcMXtFCUFZRcZCyg5LJvpOdJLudXDDeYCCUK6DgKEwPkGoMIWS+hZljKTXlOsgZfaw5gXcVNoYcAKm7lSCZ+sXvc9MjQ2wD6GJe5Iy1HTeE53n6qhkH5VAeo7Q2roOUOa0pKBsXPsQWuesU4CsUwH7ALpYp02ncsrw56skAdo06veWMYaCUr5yejxeM8YYYywionrp1OfzYdasWRgzZgzmzZt3wr8Hg0GcffbZyMzMxI8//ojS0lJcccUVEELgqaeeiuampTZ/JWUxGPPjvSXRozbTiZfncOQbAycafzllPSRb8KIhkkQTHD2H6EQwmv10Eo2/HFBZKHCQjAFFU1fKiHLtDQVFO2iLQdkHuA4Dxm6A7aQTp6fFg8ZO09qqd1PWjb861Euvg65RU4IeCoQrVPSaNhbErnxdoaTPZW0aULULcO6jNeK1aj05EMp0cof6DgrKMlXqAG0W/Y6VhtpsJ4Wy9c8RDkhp7ICvC/UO8xyicj4tZ0i1W03fwTp/1utF2NDtdf693m3H/bvAibcpDZwxyhhjCSSqe+T7778fAPDaa681+O+LFy/G5s2bsX//fuTm5gIA/v3vf+PKK6/EQw89BIslgRv5Jioh6ITXOrB9/S2SgT6HrioLOXUP4oUA/E4gvU/qHEBp7BTIqN4LqPLivTWxIQcAXxWQPjR535cKJWDtDQQqAc/R5Jze2F5BL01BM3cDrCclVnmlQk2T2jRpQOU22jdqszpWsLcpQQ/1/JGUFHwydqEgQzyojNRTTNcJqNpO2Tva9OQcRBELIlgn6OShz0VJSeV1GhugSaffafgr0p+VkkTro0mrE5A6SNvFAamWEYIukvorQMUYAoAE1FyTkWr/lKTjbkPotuNvr3tB5/jvk068i6eYnlZjo9dJMl4QShQiSBc8Ak76u0JJ70lJFfpShm5Tpe7xOWOs3eJ6ZrtixQr079+/JggFAFOnToXX68XatWsxceLEE77H6/XC662dulVZyZNo6vGXA2prx2gGrU0HVGbK0kjVRr3+SuoFo02hJtHhXlHuQ3QQk6yBmdbwHAUMOVQeksxUBgrAlP1M4+1T9X3XkEQOQtWly6SM0apd1CA7oKGT5Y560iX7akuB9Z0BU2Fi9GeSJCp51dgA517KZvNXcJ+vunzlgK8SUNRpJm4ooICdyggojbHNSGw0ICWH2gVwQOoEcoDWMeCkYxlrP/r91QSKpIb/v8GAVGPBpsZuq3u7AHwO2oe7D1NQWmWgzzBFAmS1JgM5AASq6OIoEKq8KKSgk+ylQLHso/sJD2UOimAoc61OJltNkIoDVwlDBOkYJ+ihtZQDdIyjUAGSmt4j4b8zFkFxfUUVFxejU6dO9W6z2+3QaDQoLi5u8Hsefvjhmkwrdhwh00GbfXDHuAqu1FJWVNWO1D0h9lfQgVuqrafGBujz6EQ51QNRAScdWJl7psaHuC4DsPQBHOtDTX87wMlX0EN9Z8w96P2Y6Ouo1NF2autkR+mzO9YJl+wHvCX0uajPCfVmS8CAnFJLmWzazFDT+UOAxpzcgynaK+AMBQpMlDmmtYcynbSJsX51A1LefMpo44BUfUEPBX7kIO2HrH3in6Gpy6Qvc3faN7gOUJBayIDGQhc2E+H1lUiCXgo+BdwULFJbaC01aXTR+/hAsBAUgJIDgPCH/jzu70EvTa0MDxCQ/ccFruQ6DyiFploeF7hSqBJnf5BsZH+doFM4w1QCFDrad+k6UZDW7wSCTrpfwFm7fmGSMhSgUoWCVGoKWvGasFZo9dH0fffd12wgaM2aNRg+fHiLHk9q4AUrhGjwdgCYO3cu7rzzzpq/V1ZWIj8/hXshtYbPQR/4HSEbKkzfCajeSTvWRM1QaKuAK/ShkKIlUMYugDvUXFmVoiUpQtCBrqUPnaCkCmMXytar2gkY8+iAJFUFPZTRZuoJWPsmfhAqTJIoAKO2ABXbAdc++v9UDdqHyQE6yZQDFHwzdQ0FoBL8Krs2DVAPo22u3AE4i6h3VEcKagS9NNBBoQbMvUIDVxL4s0GSKDCvTQ8FpPZR38qOGpASgj7PfeW0hrpsKsPXZiTWflNlAFRdaNt8DsB9hDK0XfspMKy2xW8ARSIIuCj4FPRQsEdtBUw9KDiutjbdb02SQhk0agAtCDo2Grjy195eM/XSWxu4CrpCveEkCm4mUqA6UdSdGip7gaCPblNqQutqATShfaxSX39yaF1yMPR799VZA1/odeKktQh4AFEVClSFst8kRW2AKhykUqgT/7OYxVSrPxluueUWXHzxxU3ep7CwsEWPlZ2djVWrVtW7zeFwwO/3n5ApFabVaqHVduAPiMaIIO0Q0vp0rA9QtS2UJl9BB4SpxOegE/5UPXHUWGkaUdW21A1E+UrpBNPUNd5bElmSArD0opMO9xHAkNv89ySjoId+PnMvugqcSCdTLaUyAvaB9H6r2k4ZN/rs1DsYlAP0fgv6KYBj6pp8TcAVqlDz9HS6wOIsogP3ZAiktUc4eCiClClr6hq//l1tUS8gVUoBKfchACLUQyrFj8lEkI7BAlWA0kTZv4ZcOj5L5MCApKA106bTa85bQhfHvKUU7FCb6WQ9ld97AAVOw8En2R/qvZYWupBho99DtH4HbQ1chTO1/KGelf4qIHgMHTYwVdNHLxR4EkG6PZy1rg2VgasMoYCTvuVlzQollUY3tj5Crg1OBesErALu2kBV0AcIZyjAGA5USfUDVIpQCWCqv99YPa0+qs7IyEBGRmRO+MeMGYOHHnoIhw8fRk5ODgBqYK7VajFs2LCIPEeH4S2jAx59Try3JLYUSrqq5fgFQAoFomQ//ZnsPYWaY8ynq5D+quiNTY8X2U9XidJPSr3SSiBU/tUXKFlDQdNUKyUKuAHPMSqbsvRp29StRKFQUm8rjRWo2EKlRPpOqZOx4SunE2F9NmArDPVZSuL1UpsA2yD6OSq3hxrPZ6ReGbMQgK+MSkD0nQBTt+QLHtZVLyBVUCcghVCGVIoFpGQfHXvKftr/2wbTOibj61SlB1T5VFHgK6fghusg4DxAJ+waW+rsL4E6zcarKZCgMgK6zoA+k4JPidrMvW7gSm2icx5zLwp41ASmjqV2YEr2H5clJoeCRVr6WXXZVGpak+Wkj+7noaSg94ZSBzRUmCIEbXPdbCrZR9vvrw6V//lre4zVBKrCpX9q2ncq1MmXfS+Hs/v8oSyy6tRNLmijqF7eLSoqQllZGYqKihAMBrF+/XoAQI8ePWAymXD66aejX79+mDNnDh577DGUlZXhj3/8I6677jqemNca4dRV24DUK09rCW067WwDLor2pwJfGfUMSaVyroaozZQBULGFsqJS4SAhzH2EDmr1KZotBNDJh7UvUPYL9RdIlYBbwEVXxS296SuZgxp1adOB9OFU+lW9m/aXyZR5cjzZT+8zpZ56Ixq7JGfWWkPCpZUaO00Yrd5FPSB1manxM/orKYCttgPpw2g/mQo/F3BcQKoLZbalUkAq4AS8DjoB1WVSZrMuMzWOPyUF7RPDmczeEgpIeY/RiaTaEsoQSsLPBNlPJ8J1m42bulGQO5kDbZJEP8sJgalq6rPaUGCqsTK0RBIuU6wJOoUuUCvUdLylsdHng8pYJ8spAX8mSaJgblMZWOG+VbK39s/wGgZctH6yr7Z/mKSo00BdU9urKtbkQJ0+Z/5QwC3cR0sK9TYLBU5VZkCbnXrVO+0kCREOPUbelVdeiddff/2E25cuXYoJEyYAoGDVTTfdhCVLlkCv12P27Nl4/PHHW1x+V1lZCavVioqKiuQPXgWcwNEf6EOuNR8I7mLaGaWPTJ0DudYqXUu9GVIhI0wEqXwmfUTH6PcVcALHltOBXapcKfCH+itkjEq9TKHjCQFUbKam2IbOyb8PCjjpKr+lD5UfJmt2RlOEoEa9lVvpIE+fnVzrJkITsAJOwJAPWHrSCWIq85RQM3NPcZ2SoSQ8GQ646eReqacTfWOX5D0Bbikh6GdO5oCUkEPBw0oKYOuzKWNbm5aa+8i6hKgNaLj20+9BoQplDiX4xZearBMXNflWW2jtGms2noqEODEwFaim3w0kQKULTeCMURBHyLX9r2p6YYX+rHtKrgg1Zg/3LdNYawNOKkNqBH5bQg6Gsqm8teWHNX3MwmV/4f5iIjRlVXNcoKoNv6ua/mX+OtMgj2vYrlCHmuera8seVUZ6TqW2znZoU+eCZkik4i9RDUTFQocPRIWvCGeMTI0gTFu5DgGlq+lEONkPirxltFPLGNsxDhIAytCo2EBXVhPtak5rCZlKn2z9KZDREQR9VB7rPkLNy5NVOAhl7Ut9TpJ9X9IcXwUFo1wH6SpdMpTUhJvHqyz0/tLnptwBXqPkAAUznHvo5FKS6HhBZUr816rspxNASUHBQ1PX1CvHbk5NQCpcsiclfkBKDlCGdtBDQQxDAZXfdbS1Cwv6qBed6xDgPUrl92oT/W4SIZgvBJU4Hd9sPJxd2Vyz8Y5ACApg+KsiH5iqNyXwuKbrYZIUmv6npteMUhfKZgplNNUNnig0oe1I8P17vAj5xEyqoJsC5kFnnSBVKJsMUmjKXyhDS1LRxX/ZX/sV7q8Vvq+kBpTq2lJHtem4AFP4/zvW+ypS8ZcE2GuydvGW0NUNbVa8tyS+tOmU9uivSu6sGiHoAMI2uOMEoQAKIDqL6KBAY4v31rSPt4RS3Y0F8d6S2FFqAGs/SvkP//zJJlANeMs7ThAKoH1l2lA6OaneSYE4bWZiBoPDJ/FBLwUxTD0Se6JaNChU1OsrPO3LcxTwHKFAoqSgdUy03i4iSGWuQR81sDZ1o2yMRNrGWJEkKmHTZoR6SO0F3IcBhEr5FAn0mR9w02tMyLTN1v6hKY4JHDSLBaWGgjq6bDpW8xyj7FJ3Ma2vxtb2gL4QAORQJkYQgAiVIsmhLBq59raa20X9/4dMJ8uxajaejCSJ1khlpPMnc6+GA1PeuqV8Rtr/Hp/BVLf5NhDqa1QnS0YTmkinMp4YYKpp1N2xAhgRJSlCWYkNZCbWTA2sE6gKekLlflWhIJULgJICTeEyR5WhfoApnNnE76Go4EBUMgt66Y1m6so7MqWWghmVW5M7EBWopqkz+oanRqYslQEwFQKOX+lkKllPUoKhEbn2wR3vgF1tCfWLWksBjWTIrgnzh0aOW/sB5h7J+/prC4Wa+mBpbKHsqP2hUr0EOyn2HKUyINtAOsHqSGt0PKWGPiP0nYBgL8pY8RylL2cZnTBpLHTyFK/fkxCAv5zKmLRZgK1bak5rbIuagFR6nQyp4tor8ZKi9kp8uDwn/Gc0f3/hC2G+cvr80ucBxs40xbGjH2MeT5JC/aIsVF7qLQVchylLyltCwSBIqB9EkkOT7esWokh1/i7R+kqK0PtWQV/hv0uhvytDTZtrXhfh14mytowr0QLSiaylgSkRrA0w1ZTIGeuUYB0fYFLzGsSTJNU2UT9eTQN1X22GFH82xQUHopKZtyRUo5+E2QfRoMukHhqyP3lrp33l9CGYTCfxkWLoTFeI/eXJ21fJc5RKF3QdLJAYps+hcqmKTaErSknwEeOvohI160mAuXvHPHCUJDoAV5uBiq2Unai1xb/vkpDpPSVkCpaZuiV+T5ZYU2rpfafPqc1icR8JnRCX0QG22hLbQR7+ajox11gB+9BQ77gk/UyOJklBWUbaDFqroJvKSAIe+v/wFKmgG0C43CfcrFdCbenIccGqcFCipeRAKGjopNeKpW9of5DEF4ViSaEO9czKps8TbwllKkKqvzbhqV81wSYlagNNitp/Q1N/5/WIusYCUyIYCjB1vDKslNOSBuosJpLgLIE1KOihDyZjAUdxwzR2+vJVJOdUgqCHbkbJBAAAGpFJREFUDlQMHbTXl1IHmLrTBDa1Nfle174Kukpm6Z582x4pkkRr6K+kciFDXuIeOAs51PvES/28TN0Sd1tjRWWkbD6NDajaTpltuk7xeT0HqgFPKV1gMPeiE/aOvj7NUenpy5BLzVx9ZZRp4y2lq/rKUL+YaAXzgp7Q8+gou9DYJXUm2UaTpGj8mEUO1pnGFO5h4q+dMlUTsAqVnghnbcAqnGwjoYFAVejw3+eg59DYgPQ+lL3Gwd62U5vpy9Q13lvCIiUcmGKMRRwHopKVp4QaO2vT470liUNS0Imv4xcASRiI8pZR4121Ld5bEj/6HCq/8TmS67UtgnRF2TYo/lkk8aZQ0RX1gJN6LOgSrH9deAKSr4JeY9aTKLOUgxxEoaTMMLWVSvWc+6kELFaTzeQAZUEplBTMMHXteGWukaAy0JchL1R66qB+RL7SULN3Pe2rIrGu4TUDqMTa2DW5S+QTiUIJ6mHSzDoJ+cRAVc2Xj7LlZHdo6pQfEG4AggLNhjzqDZcMGayMMcZSBn/qJKOAi2rEzYV88nQ8bTplpQRcyXUlNnwFM5EzSGJBqaUTz7Jf6Aptsown9xyj5qXGLvHeksSgNlEwquxnKlVIlAlL4SwbtRmwD6L3Gwc5GqbLANTDgcrtQPUe2p9q06L7nP5KCpjoQiWeyRSMTmRqE30Z8ug94CsLBaVCvaWU4aBUK98LQg41IvdQCYupO5WZdeTPsHiRFLR+za1huDeK8NP6qUy8XowxxuKCA1HJyFtKB3zJ2kcnmtRmSi33HEquQFQ4A4j7fdFJqCYN8DqSo8Qy6KEDenMP7oNSl74TYO4NlG+obeYZL0EPZZEqNYClD2Aq4FT7llDqqGxRYw81Mj9AAddIZ07IAcBTDCh0lFVo7MLvpWiQpNrSIUMXakztLQPch+gzKOgD1IbQKPom3q/HZxXaBoReF0ly4aAjC/dGAfdGYYwxFl8ciEo2gWo6OeDMi8YZcgDXvlCPhCTo1SNkaoRoPYkP5AE6SDZ1A0p/DjWHTODfiRCUUWDqTqUNrD5TV8qIcu0NZfvF+P0o+ylbDaB+eqZCyrRjLScpAGM+BScqt1DvL11G5AJ5vnLAVwkY8wBzT16fWDl+6pe/sjYo5S2l4KAqHJSqExQMOCmoq7ZwViFjjDHG2owDUcnGW0ZZBtx/oXGadDpI9lcmx0mNv5L6sSRaL5140mdTk2JvaWL/XvzlgMrScaetNUehBKy9gWA1TRHSx6gRvwiGSoZ8oZKhblwy1F4aK5A2jHrYVe2g8uf2/E5lH013UxmB9KE0Kp4D8fEhKeizUmOjYK2/gkpY3QcpkCuCtE4BVyirsDfdj7MKGWOMMdZGHIhKJv5KQGnkbKjmKDXUfLhya3IEonyVVP7CV5VrKdSUTVO6hq7MJ2ITVTkA+KroJJpPyBqnMtT2i/KVR/c9KQSVGAWqKEPN1p2a8XKAIzIUagpCaKxARahUT5/dujI6IahhdsADGAoAS4/E6SHGQkGp0ARaU1cKtntLqaeUIYN6U3JbAMYYY4y1UwKe3bEGCUE9c2wnUdNR1jRdJl21l/2J3Wsk4KQTdX12vLck8eg6UTaUr5T+P9F4jlEZqL5zvLck8ekyqDeTYz2VFkdjAlu40bU6lLmjz03s936ykiTKbFOZgcptgLMI0NpaNi0y6KFSVrUFSA+tUTKUT3dUCmWod2E6lR9LCs4qZIwxxlhEcCAqWfgr6ODdkB/vLUkO4Su6vorEbnjtddBVZ84IOJFCRb+bktWJlxUVcNIJmblnYm1XIgv3oanaSf2AItX7K+ACvCU0LdPan/aRKn1kHps1Tm0C7IMpw61qO70ndJ0aDiwJmdZIDlBAw9ydswiTDWcVMsYYYyyC+AwqGQhBARX7oOSaBBdPkoKaqDrWxXtLGhf0hraTM2oapc2i6WveksTJGhOCmvVa+vB4+daQFIClFw1ccBe3/3Uv+yi7RlIBph7Us4YDurGlUFJQSW2lRubO/fR+rZvxFnDROmkzAHsvmq7GWTWMMcYYYx0aB6KSgc9BV505YNE62gxAqacToUQM4PkcVHrG/TYap1ACxkJqaiz7mh4pHiu+0tr+Kax1lDrA2hcoWUODF7RprX8MOUCBSRGkBtemrm17HBY5ugxAPQKo3A5U76ZsKbWldmKhpS9g7hadkkzGGGOMMZZ0uDlDohMyNd41d+eD+NZSmyijxlce7y05kQhS/ypDPvdIaY4ui3rSeErivSW0ZgEPYOnJ5V9tpbFTMCrgAgLuln9fuLzLfRjQpAHpI4G0IRyEShRKHQ1dSBsKyDJlR6lttE62fvz5xRhjjDHGanBGVKLzlQGadEAXo7HnqcaQA7iK6CQ2kQI+vnI6IddlxntLEp+koLIrTzGVM8ZjuqCQgaCbpkcZ8vj92F6GPOoXVbmNMj2b6rMlBPXI81VQKWRaPwpMcm+uxCMpqBeY2kJrpsuhKaaMMcYYY4zVwUfyiUwOAH4XkN6PD+bbSpNOfWP8ldEdG98aQgD+aiCtF0/1ailtJk2ncx+MTYlq0EuBp6AHCProBFupo/425l7cuLe9wo3eA1XUL8qY1/D9AtWAp5QCG/ZBFMCKRyCStY7Gljj7W8YYY4wxlnA4EJXIfGWUMZMoTZqTkVJDAYzKrYlzYhSoouCYrlO8tyR5SBJgLAA8hyk4FMkyHxGkoFMgFHgSAlBpqb+YPo9G0yuNNOVLqeNGy5Gi1ADWfoDfSWWXdadbBj10m1JLTeFNBTxljTHGGGOMsRTBgahEJQcoE8PWjbNm2kuXCVTvov4ymrT4l+j5yql5L/cYah1tOqDrDLiLKDOmLYQAZG9t4EkEQ9lO+lAWRzr1FlMZKfjEmU/RpbZQv6iytUDASc3oPcco2GcqoEb1iRJAZowxxhhjjEUEB6ISlbeEmjRz1kz7adIA20Ca5uTcD2isNG48HpktATdleei5x1CrhYMTnkP0e2xJIE8OhErs3FRuB9DvX2kAjFkU5FAZAZWJS77iRZ8DWHoB5RsBSUUZoKZuNPWSs88YY4wxxhhLORyISkSyn06gTV05IyMSJAkw5lNgz3UQqN5DDcw1dsrIiCVfGaDPp2AYaz2NnXpEVe8DVMdlRQkR6ukUCjzJQWpordRTppMmjUoiVUZAZYh/ZhwjkgSYulNDeLWVgu+832OMMcYYYyxlcSAqEXlLqB+OLiveW5JalFrA3I0yMFz7geq9gK+Ixr+rTNF/ftlPfxpj0Gw7VYV7RbkPUQN6AAi4ANkHQKKgk0pPfcE0ltoSO272n9gUKirRY4wxxhhjjKU8DkQlIoWWeqNwxkZ0qPRUCqTPBZxFlB3ldVApUDT7NvkcNP1Nm9H8fVnjNHbKKnMV1U6y06aFMp2MVHbHJV2MMcYYY4wxlpA4EJVwJAqQcLAi+tQmwNaPSr2cewHXAcBXSsGiSPcLEjIQ8AC2fA4wRoKlF2DsQiV23MyfMcYYY4wxxpIGB6ISikQ9UkyFnNERSxoroB5Ik9iq9wLugxQs0mZELsjhr6Dn0XK5ZUQotdxcnDHGGGOMMcaSEAeiEonKQBk6sW6gzSjwpw01tPbmU0NzdzGgVFOja0U73yr+Kprcx72KGGOMMcYYY4x1YByISjQchIovSaIm8Zp0wHsUqNoNuA9TE2xtWtvK6vzV1LdI1yny28sYY4wxxhhjjCURDkQx1hCFkqbraTMpEFW9mybtqczULLs1pZO+csDcg3pSMcYYY4wxxhhjHRgHohhrikIFGPMpm8l9CKjeRdPa1Dbq+dScoIceQ58T9U1ljDHGGGOMMcYSHQeiGGsJpYaayOs6Aa6DgHMPUL2P+ko1lenkc9D3aOwx21TGGGOMMcYYYyxRcSCKsdZQ6QFLD8CQAziL6MvnoICUylD/vnIAkIOAIZ+nIDLGGGOMMcYYY+BAFGNtozIC1r6APhdw7qP+Ud4yQJcBKHV0H185NTjXZsR1UxljjDHGGGOMsUTBgSjG2kNjBTQDAUMeleq5D9Dt2nQg6KJglYLfZowxxhhjjDHGGMCBKMYiQ5tGfaC8eUD1Hpq0p7IAuqx4bxljjDHGGGOMMZYwOBDFWKRIEqDLpGwoz1EAorZMjzHGGGOMMcYYYxyIYiziJAWgz473VjDGGGOMMcYYYwlHEe8NYIwxxhhjjDHGGGMdAweiGGOMMcYYY4wxxlhMcCCKMcYYY4wxxhhjjMUEB6IYY4wxxhhjjDHGWExwIIoxxhhjjDHGGGOMxQQHohhjjDHGGGOMMcZYTHAgijHGGGOMMcYYY4zFBAeiGGOMMcYYY4wxxlhMRDUQ9dBDD2Hs2LEwGAyw2WwN3keSpBO+nn/++WhuFmOMMcYYY4wxxhiLA1U0H9zn82HWrFkYM2YM5s2b1+j9Xn31VZxxxhk1f7dardHcLMYYY4wxxhhjjDEWB1ENRN1///0AgNdee63J+9lsNmRnZ0dzUxhjjDHGGGOMMcZYnCVEj6hbbrkFGRkZGDFiBJ5//nnIshzvTWKMMcYYY4wxxhhjERbVjKiW+Mc//oHJkydDr9fj22+/xR/+8AeUlJTgrrvuavD+Xq8XXq+35u8VFRUAgMrKyphsL2OMMcYYY4wxxlhHE467CCHa90Cile69914BoMmvNWvW1PueV199VVit1hY9/uOPPy4sFku7np+/+Iu/+Iu/+Iu/+Iu/+Iu/+Iu/+Iu/+Iu/Iv+1f//+1oaS6pGEaF0oq6SkBCUlJU3ep7CwEDqdrubvr732Gm6//XaUl5c3+/g//fQTTj75ZBQXF6NTp04n/PvxGVGyLKOsrAzp6emQJKnlP0gCqqysRH5+Pvbv3w+LxRLvzWHtwGuZenhNUw+vaWrgdUxNvK6ph9c0dfBapiZe19QSrfUUQqCqqgq5ublQKNre6anVpXkZGRnIyMho8xM2Z926ddDpdLDZbA3+u1arhVarrXdbY/dNVhaLhd/8KYLXMvXwmqYeXtPUwOuYmnhdUw+vaergtUxNvK6pJRrrabVa2/0YUe0RVVRUhLKyMhQVFSEYDGL9+vUAgB49esBkMuHTTz9FcXExxowZA71ej6VLl+Lvf/87fve7350QbGKMMcYYY4wxxhhjyS2qgah77rkHr7/+es3fhwwZAgBYunQpJkyYALVajWeffRZ33nknZFlGt27d8MADD+Dmm2+O5mYxxhhjjDHGGGOMsTiIaiDqtddew2uvvdbov59xxhk444wzorkJSUWr1eLee+/lbLAUwGuZenhNUw+vaWrgdUxNvK6ph9c0dfBapiZe19SS6OvZ6mbljDHGGGOMMcYYY4y1RdvbnDPGGGOMMcYYY4wx1gociGKMMcYYY4wxxhhjMcGBKMYYY4wxxhhjjDEWExyIYowxxhhjjDHGGGMxwYGoZnz//fc499xzkZubC0mS8PHHH9f79yNHjuDKK69Ebm4uDAYDzjjjDOzYsaPm3/fu3QtJkhr8+uCDD2ru53A4MGfOHFitVlitVsyZMwfl5eXNbt+GDRswfvx46PV6dO7cGQ888ADq9p8/fPgwZs+ejd69e0OhUOD2229v768kaSX7Wi5btqzB5966dWu7fzfJLNnXFQCeeeYZ9O3bF3q9Hr1798Ybb7zRrt9JMovVej700EMYO3YsDAYDbDZbi7eP97ktl+xryfvcEyX7mgK8vz1eLNZ07969uOaaa9C1a1fo9Xp0794d9957L3w+X7Pbx/vc1kn29eT97omSfU0B3u8eL1afpdOmTUOXLl2g0+mQk5ODOXPm4NChQ81uX6z2uxyIaobT6cSgQYPw9NNPn/BvQgicd9552L17NxYtWoR169ahoKAAp512GpxOJwAgPz8fhw8frvd1//33w2g04swzz6x5rNmzZ2P9+vX48ssv8eWXX2L9+vWYM2dOk9tWWVmJKVOmIDc3F2vWrMFTTz2Fxx9/HE888UTNfbxeLzIzM/H3v/8dgwYNitBvJTkl+1qGbdu2rd429OzZs52/meSW7Ov63HPPYe7cubjvvvuwadMm3H///bj55pvx6aefRug3lFxitZ4+nw+zZs3CjTfe2OJt431u6yT7WobxPrdWsq8p729PFIs13bp1K2RZxgsvvIBNmzbhySefxPPPP4+//e1vTW4b73NbL9nXM4z3u7WSfU15v3uiWH2WTpw4EfPnz8e2bduwYMEC7Nq1CxdccEGT2xbT/a5gLQZAfPTRRzV/37ZtmwAgNm7cWHNbIBAQaWlp4qWXXmr0cQYPHiyuvvrqmr9v3rxZABArV66suW3FihUCgNi6dWujj/Pss88Kq9UqPB5PzW0PP/ywyM3NFbIsn3D/8ePHi9///vfN/ZgdQjKu5dKlSwUA4XA4WvOjdijJuK5jxowRf/zjH+t93+9//3sxbty45n/gFBet9azr1VdfFVartUXbw/vctkvGteR9btOScU15f9u0WKxp2L/+9S/RtWvXJu/D+9z2Scb15P1u05JxTXm/27RYrumiRYuEJEnC5/M1ep9Y7nc5I6odvF4vAECn09XcplQqodFo8OOPPzb4PWvXrsX69etxzTXX1Ny2YsUKWK1WjBo1qua20aNHw2q1Yvny5Y0+/4oVKzB+/Hhotdqa26ZOnYpDhw5h7969bf2xOqRkWsshQ4YgJycHkydPxtKlS1v1c3Y0ybCuXq+33vYBgF6vx+rVq+H3+1v+w3YAkVrPtuJ9buQk01ryPrdlkmFNeX/bOtFc04qKCqSlpTV5H97nRlYyrSfvd1smGdaU97utE601LSsrw9tvv42xY8dCrVY3er9Y7nc5ENUOffr0QUFBAebOnQuHwwGfz4dHHnkExcXFOHz4cIPfM2/ePPTt2xdjx46tua24uBhZWVkn3DcrKwvFxcWNPn9xcTE6depU77bw35v6PnaiZFjLnJwcvPjii1iwYAEWLlyI3r17Y/Lkyfj+++9b/fN2FMmwrlOnTsXLL7+MtWvXQgiBn3/+Ga+88gr8fj9KSkpa/TOnskitZ1vxPjdykmEteZ/bOsmwpry/bZ1oremuXbvw1FNP4YYbbmjy+XmfG1nJsJ68322dZFhT3u+2TqTX9C9/+QuMRiPS09NRVFSERYsWNfn8sdzvciCqHdRqNRYsWIDt27cjLS0NBoMBy5Ytw5lnngmlUnnC/d1uN955550Go5WSJJ1wmxCi5vaTTjoJJpMJJpOpXu3n8d8nQo3EGno81rhkWMvevXvjuuuuw9ChQzFmzBg8++yzOPvss/H444+3/QdPccmwrnfffTfOPPNMjB49Gmq1GtOnT8eVV14JAA1uY0cWyfVsDu9zoysZ1pL3ua2TDGvK+9vWicaaHjp0CGeccQZmzZqFa6+9tuZ23udGXzKsJ+93WycZ1pT3u60T6TX905/+hHXr1mHx4sVQKpW4/PLLa9Yo3vtdVUQfrQMaNmwY1q9fj4qKCvh8PmRmZmLUqFEYPnz4Cff98MMP4XK5cPnll9e7PTs7G0eOHDnh/seOHauJQH7++ec16Yt6vb7m+46PTB49ehQATohksuYl41qOHj0ab731Vit+yo4n0ddVr9fjlVdewQsvvIAjR47UXA00m83IyMho50+feiKxni3B+9zoS8a15H1u0xJ9TXl/23qRXNNDhw5h4sSJGDNmDF588cV6/8b73NhIxvXk/W7TEn1Neb/bepFc04yMDGRkZKBXr17o27cv8vPzsXLlSowZMybu+13OiIoQq9WKzMxM7NixAz///DOmT59+wn3mzZuHadOmITMzs97tY8aMQUVFBVavXl1z26pVq1BRUVGTYldQUIAePXqgR48e6Ny5c833ff/99/VGay5evBi5ubkoLCyMwk/ZMSTTWq5btw45OTnt+XE7jERfV7Vajby8PCiVSrz33ns455xzoFDwLrox7VnPluB9buwk01ryPrdlEn1NeX/beu1d04MHD2LChAkYOnQoXn311RN+37zPja1kWk/e77ZMoq8p73dbL9KfpeHMpnAfqrjvd9vU4rwDqaqqEuvWrRPr1q0TAMQTTzwh1q1bJ/bt2yeEEGL+/Pli6dKlYteuXeLjjz8WBQUFYsaMGSc8zo4dO4QkSeKLL75o8HnOOOMMMXDgQLFixQqxYsUKMWDAAHHOOec0uW3l5eWiU6dO4pJLLhEbNmwQCxcuFBaLRTz++OP17hfe/mHDhonZs2eLdevWiU2bNrXxN5K8kn0tn3zySfHRRx+J7du3i40bN4q//vWvAoBYsGBBO34ryS/Z13Xbtm3izTffFNu3bxerVq0SF110kUhLSxN79uxp+y8licVqPfft2yfWrVsn7r//fmEymWqes6qqqtFt431u6yT7WvI+90TJvqa8vz1RLNb04MGDokePHmLSpEniwIED4vDhwzVfTeF9busl+3ryfvdEyb6mvN89USzWdNWqVeKpp54S69atE3v37hVLliwRJ598sujevXu9iXjHi+V+lwNRzQiPET3+64orrhBCCPGf//xH5OXlCbVaLbp06SLuuusu4fV6T3icuXPniry8PBEMBht8ntLSUnHppZcKs9kszGazuPTSS1s0uvS3334Tp5xyitBqtSI7O1vcd999J4xWbGj7CwoKWvurSHrJvpaPPvqo6N69u9DpdMJut4uTTz5ZfPbZZ236XaSSZF/XzZs3i8GDBwu9Xi8sFouYPn262Lp1a5t+F6kgVut5xRVXNPg8S5cubXL7eJ/bcsm+lrzPPVGyrynvb08UizV99dVXG3yOllwP531u6yT7evJ+90TJvqa83z1RLNb0t99+ExMnThRpaWlCq9WKwsJCccMNN4gDBw40u32x2u9KoQdijDHGGGOMMcYYYyyquDCTMcYYY4wxxhhjjMUEB6IYY4wxxhhjjDHGWExwIIoxxhhjjDHGGGOMxQQHohhjjDHGGGOMMcZYTHAgijHGGGOMMcYYY4zFBAeiGGOMMcYYY4wxxlhMcCCKMcYYY4wxxhhjjMUEB6IYY4wxxhhjjDHGWExwIIoxxhhjjDHGGGOMxQQHohhjjDHGGGOMMcZYTHAgijHGGGOMMcYYY4zFBAeiGGOMMcYYY4wxxlhM/D9u3TfbGdG9EwAAAABJRU5ErkJggg==",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"pred_summary = fit_model.get_prediction(test.index[0], test.index[-1]).summary_frame()\n",
"\n",
"plt.figure(figsize=(12, 4))\n",
"plt.plot(test.index, test, label='Ground Truth')\n",
"plt.plot(test.index, pred_summary['mean'], label='Forecast', linestyle='--')\n",
"plt.fill_between(test.index, pred_summary['mean_ci_lower'], pred_summary['mean_ci_upper'], \n",
" color='orange', alpha=0.2, label='95% Confidence Interval')\n",
"plt.legend()\n",
"plt.tight_layout();"
]
},
{
"cell_type": "markdown",
"id": "6118ffea",
"metadata": {},
"source": [
"---"
]
},
{
"cell_type": "markdown",
"id": "c7616f2b",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"## ARIMA Model"
]
},
{
"cell_type": "markdown",
"id": "625fea66",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- ARIMA stands for Auto Regressive Integrated Moving Average. \n",
"- ARIMA models have three components:\n",
" - AR model.\n",
" - Integrated component (more on this shortly).\n",
" - MA model."
]
},
{
"cell_type": "markdown",
"id": "8ff28871",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- The ARIMA model is denoted ARIMA($p, d, q$).\n",
" - $p$ is the order of the AR model.\n",
" - $d$ is the number of times to difference the data.\n",
" - $q$ is the order of the MA model.\n",
" - $p$, $d$, and $q$ are nonnegative integers."
]
},
{
"cell_type": "markdown",
"id": "84b7fbad",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- As we saw previously, differencing nonstationary time series data one or more times can make it stationary. \n",
"- That’s the role of the integrated (I) component of ARIMA.\n",
"- $d$ is the number of times to perform a lag 1 difference on the data.\n",
" - $d=0$: no differencing. \n",
" - $d=1$: difference once. \n",
" - $d=2$: difference twice. "
]
},
{
"cell_type": "markdown",
"id": "5a1e605e",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- The ARMA model is suitable for stationary time series where the mean and variance do not change over time.\n",
"- The ARIMA model effectively models non-stationary time series by differencing the data.\n",
"- In practice, ARIMA makes the time series stationary before applying the ARMA model.\n",
"- Let's see it with an example."
]
},
{
"cell_type": "code",
"execution_count": 38,
"id": "aad033b6",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [],
"source": [
"# Generate synthetic stationary data with an ARMA(1,1) process\n",
"n = 250\n",
"ar_coeff = np.array([1, -0.7]) # The first value refers to lag 0 and is always 1. In addition, AR coeff are negated.\n",
"ma_coeff = np.array([1, 0.7]) # The first value refers to lag 0 and is always 1\n",
"arma_data = ss.tsa.arima_process.ArmaProcess(ar_coeff, ma_coeff).generate_sample(nsample=n, burnin=1000)"
]
},
{
"cell_type": "code",
"execution_count": 39,
"id": "c750e386",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"data": {
"image/png": 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dq+ijf//+yMnJ0fTRv39/eWYIACQkJKBHjx6Ka/bSpUtx+eWX45xzzmnUdl133XWK3/v164eGhgb5Gmn0t8edd97ZqPURBEGcCfz1r3/Fp59+ijfffBMDBw7ULA/l+33lypW48sorFTMkzGYzbr/99oiMMdLXScB7nevTpw/69++vuM5dffXVmog+ALjiiivQpk0b+feGhgb88MMPuPHGG5GUlKTo45prrkFDQwPWrFmj6EPvOgZA3pe//vorqqqq8PDDD4cc38QTyrFavXo1rrjiCkU2sMlk0lw7CaKpkFhLEGHStm1bJCUl4dChQwHbHT58GElJScjIyFC8npubG3QdZWVlAKCZ0mixWJCZmRnSOJOSkpCQkKB4zWq1oqGhQf593bp1GDlyJADggw8+wC+//IL169fjqaeeAgDU19eHtK5wYBe79u3bAwCOHj2Kyy67DMePH8fbb7+Nn376CevXr5ezikIZQyy2gyAIglDSrVs3LF++HFlZWZg4cSK6deuGbt264e23347qeo8cOQKr1aq53jYWlv86aNAgxMXFKX4WLVqEU6dOKdonJSUhLS1N00dlZSXi4+M1fRQVFWn60Lu2W61WxfWrtLS0SQVR1OtgRWbYOsrKymCxWDT7MVi8AkEQxJnKc889h+effx4vvPACHnnkEd02oXy/l5WVIScnR9NO77XGoL7/igTFxcXYunWr5hqXmpoKSZI01zn1PXBZWRncbjdmzpyp6eOaa64BgKDXSvV1jGXCN/ZaGeqx0rsu0rWSiDSUWUsQYWI2m3H55ZcjPz8fx44d070YHDt2DBs3bsTo0aMVebWA1mmrB7tQFBcXo0OHDvLrbrdbFnIjwcKFCxEXF4f//e9/CmH3q6++itg61CxevBiCIMi5P1999RVqa2vxxRdfyBm2ALB58+aQ+4zFdhAEQRBaLrvsMlx22WXweDzYsGEDZs6cicmTJyM7Oxt33HFHxNd3/PhxbNy4EcOGDQt55kkwmFvm888/V1yXjNC7rrdt2xaZmZnIz8/XfU9qamrY42rXrh2OHTsW9vtCJTMzE263G+Xl5QrBtqioKGrrJAiCOF157rnnMH36dEyfPh1PPvlkk/rKzMzU/a6N1Pfv4sWLAXgLbkaKtm3bIjExUbcAF1vOo75WtmnTBmazGePHj8fEiRN1++jatWtYY2IZ+NG+VrKHujx0rSQiDYm1BNEIpk2bhqVLl+Lhhx/Gl19+qRBkPR4P/vjHP0KSJLl4R7gwIXPRokU4//zz5dc///xzuN3upg2eQxAEWCwWxfjr6+sxd+7ciK2DZ86cOVi6dCnGjRsnTzFhF272ZBTwTtX54IMPNO9XP9lkNPd2EARBEIExm8246KKL0KtXL3z66af47bffcMcdd2hcME2hvr4e9913H9xuN6ZOndrk/hhXX301LBYLDhw4EFJ0kR7XXnstFi5cCI/Hg4suuigi4xo9ejTmzp2LPXv2oGfPnhHpk2fYsGF45ZVXsGjRIvzxj3+UX1+4cGHE10UQBHE68/e//x3Tp0/H008/rSmC1Rguv/xyLF68GMXFxbJD0+PxYNGiRU3ue8uWLXjxxRfRpUuXiE7Vv/baa/Hiiy8iMzMzbFEV8M5Kufzyy7Fp0yb069cP8fHxTR7TxRdfDJvNhvfffx933HFHo6IQgjFs2DAsWbIEp06dkgVpURTx2WefRXxdxJkNibUE0QguueQSvPXWW5g8eTIuvfRSPPLII+jUqROOHj2Kd999F2vXrsVbb72Fiy++uFH9n3vuubjzzjvx+uuvw2w244orrsCOHTvw+uuvw2azwWSKTILJmDFj8MYbb2DcuHF44IEHUFZWhtdee00hnDaG+vp6OWOovr4eBw8exFdffYX//e9/cmVOxlVXXYX4+HjceeedmDp1KhoaGjBr1ixUVFRo+u3bty+++OILzJo1CwMHDoTJZMIFF1wQte0gCIIgvCxduhS1tbWorq4G4K1c/fnnnwMArrnmGrka8ooVKzBmzBh06tQJDQ0NsuNmxIgRALyO0s6dO+Prr7/GlVdeiYyMDLRt2xZdunQJuP6jR49izZo1EEURdrsdmzZtwkcffYQjR47g9ddfl6NwIkGXLl3wt7/9DU899RQOHjyIUaNGoU2bNiguLsa6deuQnJyM5557LmAfd9xxBz799FNcc801eOyxx3DhhRciLi4Ox44dw8qVK3H99dfjxhtvDGtcf/vb37B06VIMHToUTz75JPr27YvKykrk5+djypQp6NWrV1M2G6NGjcIll1yCxx9/HFVVVRg4cCAKCgrw73//GwAi9rcHQRDE6czrr7+OZ555BqNGjcKYMWM0uaqDBw8Ou8+nn34aixcvxhVXXIFnnnkGSUlJePfdd1FbWxtWPxs3boTNZoPL5cKJEyfwww8/YO7cucjKysI333wTEUGUMXnyZPz3v//F0KFD8ac//Qn9+vWDKIo4evQovv/+ezz++ONBH1a+/fbbuPTSS3HZZZfhj3/8I7p06YLq6mrs378f33zzDVasWBHWmFJSUvD666/jvvvuw4gRI3D//fcjOzsb+/fvx5YtW/DOO+80ZZMBAE899RS++eYbXHnllXjqqaeQmJiI999/Xz5WdK0kIgWJtQTRSCZNmoRBgwbh9ddfx+OPP46ysjJkZGTg0ksvxc8//4whQ4Y0qf85c+YgNzcXs2fPxptvvon+/fvjP//5D0aNGoX09PSIbMMVV1yBjz76CC+//DLGjh2LDh064P7770dWVhbuvffeRvd78OBBefuTk5ORnZ2N888/H5999hluuukmxUWsV69e+O9//4unn34aN910EzIzMzFu3DhMmTIFo0ePVvT72GOPYceOHXjyySdht9shSRIkSYradhAEQRBe/vjHPyoKbHz22Weyi+TQoUPo0qUL+vfvj++//x7PPvssioqKkJKSgj59+mDx4sUKMXX27Nn485//jOuuuw4OhwMTJkzAxx9/HHD9M2fOxMyZM2E2m5GWloazzjoLY8eOxf3334/evXtHfHunTZuG3r174+2338aCBQvgcDiQk5ODQYMG4aGHHgr6frPZjMWLF+Ptt9/G3LlzMWPGDFgsFnTs2BHDhg1D3759wx5Thw4dsG7dOjz77LN46aWXUFZWhnbt2uHSSy+NSF6vyWTCN998g8cffxwvvfQSnE4nLrnkEsybNw+DBw+O2N8eBEEQpzPffPMNACA/P1836qYxxbz69OmD5cuX4/HHH8eECRPQpk0bjB8/HjfffDMeeOCBkPsZNWoUAMg57n379sXLL7+Me+65p1HxO4FITk7GTz/9hJdeegn/+te/cOjQISQmJqJTp04YMWJE0IewANC7d2/89ttv+Pvf/46nn34aJSUlSE9PR/fu3eXc2nC599570b59e7z88su47777IEkSunTpggkTJjSqPzXnnXceli1bhieeeAJ33XWXfKyGDRuGv/zlL7DZbBFZD0EIUjRKAxIEERV+/fVXXHLJJfj0008xbty4WA+HIAiCIIhWzvz58/G73/0Ov/zyS6NnDBEEQRBEa2bkyJE4fPgw9u7dG+uhEK0EctYSRAtl2bJlKCgowMCBA5GYmIgtW7bgpZdeQvfu3XHTTTfFengEQRAEQbQyFixYgOPHj6Nv374wmUxYs2YNXn31VQwdOpSEWoIgCIIAMGXKFAwYMAB5eXkoLy/Hp59+imXLlmH27NmxHhrRiiCxliBaKGlpafj+++/x1ltvobq6Gm3btsXo0aMxY8YMJCQkxHp4BEEQBEG0MlJTU7Fw4UI8//zzqK2tRW5uLu6++248//zzsR4aQRAEQbQIPB4PnnnmGRQVFUEQBPTu3Rtz587F73//+1gPjWhFUAwCQRAEQRAEQRAEQRAEQRBEC4BK1REEQRAEQRAEQRAEQRAEQbQASKwlCIIgCIIgCIIgCIIgCIJoAZBYSxAEQRAEQRAEQRAEQRAE0QJotQXGRFHEiRMnkJqaCkEQYj0cgiAIopUhSRKqq6vRvn17mEynz7NPuj4SBEEQ0eR0vT4CdI0kCIIgokuo18hWK9aeOHECeXl5sR4GQRAE0copLCxEx44dYz2MkKHrI0EQBNEcnG7XR4CukQRBEETzEOwa2WrF2tTUVADeHZCWlhbj0RAEQRCtjaqqKuTl5cnXm9MFuj4SBEEQ0eR0vT4CdI0kCIIgokuo18hWK9ayaStpaWl0oSUIgiCixuk2TZKujwRBEERzcLpdHwG6RhIEQRDNQ7Br5OkVIkQQBEEQBEEQBEEQBEEQBNFKIbGWIAiCIAiCIAiCIAiCIAiiBUBiLUEQBEEQBEEQBEEQBEEQRAuAxFqCIAiCIAiCIAiCIAiCIIgWAIm1BEEQBEEQBEEQBEEQBEEQLQASawmCIAiCIAiCIAiCIAiCIFoAJNYSBEEQBEEQBEEQBEEQBEG0AEisJQiCIAiCIAiCIFoVM2bMgCAImDx5cqyHQhAEQRBhQWItQRAEQRAEQRAE0WpYv349/vWvf6Ffv36xHgpBEARBhA2JtQRBEARBEARBEESroKamBr/73e/wwQcfoE2bNrEeDkEQBEGEDYm1BEEQxBmDJEkoqW6I9TAIgiAIgogSEydOxJgxYzBixIigbR0OB6qqqhQ/BEEQBBFrSKwlCIIgzhiWbCvCsFdWYc4vh2I9FIIgCIJoEcxbcwQ3vvcLymudsR5Kk1m4cCF+++03zJgxI6T2M2bMgM1mk3/y8vKiPEKCIGJNea0TN733C+avPRrroRCEISTWEgRBEGcE9noXpn+zA/UuDyrrXLEeDkEQBEG0COavPYpNRyvxy/5TsR5KkygsLMRjjz2GefPmISEhIaT3TJs2DXa7Xf4pLCyM8igJgog1Gw6X47ejlfh8I33eiZaLJdYDIAiCIIjm4OX83SitduCsdsl4+PJusR4OQRAEQbQI7PXeB5inu7N248aNKCkpwcCBA+XXPB4PfvzxR7zzzjtwOBwwm82K91itVlit1uYeKkEQMUSUJACAR5RiPBKCMIbEWoIgCKLVs/5wuTzV6cUb+8JqMQd5B0EQBEGcGTCxtqzGEeORNI0rr7wS27ZtU7x2zz33oFevXvjLX/6iEWoJgjgzYRqtRyKxlmi5kFhLEARBtGocbg+mfeG9ebv9gjwMPiszxiMiCIIgiJaB2yOixuEGAJSd5s7a1NRU9OnTR/FacnIyMjMzNa8TBHHm4nfWxnggBBEAyqwlCIIgWjX/XH0Q+0tq0DYlHtOu6RXr4RAEQRBEi6GqwS3/v6zm9BZrCYIgQoE5a0WKQSBaMGGJtbNmzUK/fv2QlpaGtLQ0DBkyBEuXLpWXS5KE6dOno3379khMTMTw4cOxY8cORR8OhwOTJk1C27ZtkZycjOuuuw7Hjh1TtKmoqMD48ePlqpzjx49HZWVl47eSIAiCOCM5UFqDd1bsBwA8M/ZcpCfFx3hEBEEQBNFyqKzzC7Rltad3DIIeq1atwltvvRXrYRAE0YKQmLOWYhCIFkxYYm3Hjh3x0ksvYcOGDdiwYQOuuOIKXH/99bIg+8orr+CNN97AO++8g/Xr1yMnJwdXXXUVqqur5T4mT56ML7/8EgsXLsTPP/+MmpoaXHvttfB4PHKbcePGYfPmzcjPz0d+fj42b96M8ePHR2iTCYIgiDMBSZLw5Bfb4PSIGNajHcb2y431kAiCIAiiRcHyaoHTPwaBIAgiFFgMAjlriZZMWJm1Y8eOVfz+wgsvYNasWVizZg169+6Nt956C0899RRuuukmAMAnn3yC7OxszJ8/Hw8++CDsdjtmz56NuXPnYsSIEQCAefPmIS8vD8uXL8fVV1+NXbt2IT8/H2vWrMFFF10EAPjggw8wZMgQ7NmzBz179ozEdhMEQRCtnM82HMPaQ+VIjDPj+Rv6QBCEWA+JIAiCIJqVXw+cws/7TuFPV/VAnFnr01GItRSDQBDEGYDoy6olZy3Rkml0Zq3H48HChQtRW1uLIUOG4NChQygqKsLIkSPlNlarFcOGDcOvv/4KANi4cSNcLpeiTfv27dGnTx+5TUFBAWw2myzUAsDgwYNhs9nkNgRBEAQRiFM1DrywZBcAYMpVPZCXkRTjEREEQRBE8zPug7V4b9UBzPxhn+5yXqy117vgooo7BEG0cmRnLYm1RAsmbLF227ZtSElJgdVqxUMPPYQvv/wSvXv3RlFREQAgOztb0T47O1teVlRUhPj4eLRp0yZgm6ysLM16s7Ky5DZ6OBwOVFVVKX4IgiCIM5O//28n7PUunNs+Dfdc0iXWwyEIgiCIiLCnqBr/WV8oZy6GytLt+vdRvFgLABUUhUAQRCtHkguMxXYcBBGIsGIQAKBnz57YvHkzKisr8d///hcTJkzA6tWr5eXqaaaSJAWdeqpuo9c+WD8zZszAc889F+pmEARBEK2UVXtK8PXmEzAJwIyb+sKiM+2TIAiCIE5Hpn2xFb8drUSnzCQMPiszYFte0N1XUqN7P2WvU4q1p2qcyEpLiNyACYIgWhjMUeuhzFqiBRP2HWx8fDzOPvtsXHDBBZgxYwbOO+88vP3228jJyQEAjfu1pKREdtvm5OTA6XSioqIiYJvi4mLNektLSzWuXZ5p06bBbrfLP4WFheFuGkEQBHGaU+/04OmvtgMA7r64K/p1TI/tgMJkxowZGDRoEFJTU5GVlYUbbrgBe/bsUbS5++67IQiC4mfw4MExGjFBEATRnBRXOQAAO08En0VY7XArft9bXKNpU6ly1pbVOpowOoIgiJYP02gps5ZoyTTZbiRJEhwOB7p27YqcnBwsW7ZMXuZ0OrF69WpcfPHFAICBAwciLi5O0ebkyZPYvn273GbIkCGw2+1Yt26d3Gbt2rWw2+1yGz2sVivS0tIUPwRBEMSZxds/7MOxinq0tyXg8ZE9Yj2csFm9ejUmTpyINWvWYNmyZXC73Rg5ciRqa2sV7UaNGoWTJ0/KP0uWLInRiAmCIIjmpKrBK64eKNUKr2rKVQXDftpXqmmjjkGgImMEQbR25MxactYSLZiwYhCefPJJjB49Gnl5eaiursbChQuxatUq5OfnQxAETJ48GS+++CK6d++O7t2748UXX0RSUhLGjRsHALDZbLj33nvx+OOPIzMzExkZGXjiiSfQt29fjBgxAgBwzjnnYNSoUbj//vvxz3/+EwDwwAMP4Nprr0XPnj0jvPkEQRBEa2F3URU+/OkgAOBv1/dBsjXspJ+Yk5+fr/h9zpw5yMrKwsaNGzF06FD5davVKs9oIQiCIM4MRFFCjc8tu78kuFhbpsqf/Xn/Kdx32VmK1zRiLWXWEgTRymERMeSsJVoyYd3JFhcXY/z48Th58iRsNhv69euH/Px8XHXVVQCAqVOnor6+Hg8//DAqKipw0UUX4fvvv0dqaqrcx5tvvgmLxYLbbrsN9fX1uPLKK/Hxxx/DbDbLbT799FM8+uijGDlyJADguuuuwzvvvBOJ7SUIgiBaIaIo4ckvtsEtSrj63GyM6G0cm3M6YbfbAQAZGRmK11etWoWsrCykp6dj2LBheOGFF3SLcxIEQRCthxqnWy6Mc6C0NnBjAOU+4dViEuAWJWw4XAGPKMFs8ufWsszadqlWlFY7UFZDMQgEQbRuWFYtZdYSLZmwxNrZs2cHXC4IAqZPn47p06cbtklISMDMmTMxc+ZMwzYZGRmYN29eOEMjCIIgzmAWri/Eb0crkRxvxvTrzo31cCKCJEmYMmUKLr30UvTp00d+ffTo0bj11lvRuXNnHDp0CH/9619xxRVXYOPGjbBarZp+HA4HHA7/zXdVVfCcQ4IgCKLlUcW5YE/VOGCvc8GWFGfYvtyXP3vx2W2x6UgFqh1u7DpZhT4dbHIb5qzt2jbZJ9aSs5YgiNYN02gpBoFoyVCJbIIgCOK0prTagZeW7gIAPD6yJ3JtiTEeUWR45JFHsHXrVixYsEDx+u23344xY8agT58+GDt2LJYuXYq9e/fi22+/1e1nxowZsNls8k9eXl5zDJ8gCIKIMFX1yoJh+4Pk1rJIg3YpVgzs0gYAsO5QuaINE2u7tUtRvIcgCKK1IlIMAnEaQGItQRAEcVrz/Lc7UdXgRp8OaZhwcZdYDyciTJo0CYsXL8bKlSvRsWPHgG1zc3PRuXNn7Nu3T3f5tGnTYLfb5Z/CwsJoDJkgCIKIMtUNynzZA0Fya1mBscyUeAzq4o3TUYu1lfXeNt3aJQMAymopBoEgiNaNJDtrYzsOggjE6Vd9hSAIgiB8/Li3FF9vPgGTAMy4sZ8ih+90RJIkTJo0CV9++SVWrVqFrl27Bn1PWVkZCgsLkZubq7vcarXqxiMQBEEQpxdVDUpn7YEgzlqWWZuRHI+Bnb3O2vWHyyFJEgRBgMPtQYPLq1Z0a5eC1AQLEuPMhv0RBEG0BshZS5wOkFhLEARBnJbUONyY9sU2AMBdQ7qgb0dbkHe0fCZOnIj58+fj66+/RmpqKoqKigAANpsNiYmJqKmpwfTp03HzzTcjNzcXhw8fxpNPPom2bdvixhtvjPHoCYIgiGiidtbuD+KsLePE2n4dbYi3mFBW68Sna4/i9kF5cgSCIADDerTDtulXR2fgBEEQLQgWVUsFxoiWDMUgEARBEKclLy/djeOV9ejYJhF/vrpnrIcTEWbNmgW73Y7hw4cjNzdX/lm0aBEAwGw2Y9u2bbj++uvRo0cPTJgwAT169EBBQQFSU1NjPHqCIAgimrACYxnJ8QBCd9ZmJsfDajFjxDlZAICnv9qOv361Xe4vLSEOptN8ZgpBEESoiJyjloqMES0VctYSBEEQpx0FB8owd80RAMDLN/dDsrV1XM6kINOxEhMT8d133zXTaAiCIIiWRLUvBmFAXjp+2F2Co+V1aHB5kGAQXSCLtSneKJxXbjkPZ7dLwT9W7Mc3W07gxgEdAAC2xLhmGD1BEETLgP972yNJMIEeVhEtD3LWEgRBEKcVdU43/vLfrQCAOy/shEvObhvjEREEQRBE9DhaVocVu4tR5YtB6JblzZcVJeBIWZ3ueyRJwqkab7GwTJ8TN8VqwWMjeiDFakGt04NlO4u9y1Pim2ErCIIgWga8mVak3FqihUJiLUEQBHFa8eKSXThaXof2tgQ8eU2vWA+HIAiCIKLGrwdOYeirK/GHjzfgp32nAABpCRZ0a5cCwDi3ts7pgcPtLR7GYhMAwGwS0D8vHQDkGSoXd8uM1vAJgiBaHMoYhBgOhCACQGItQRAEcdrw3Y4izFtzFADw8i39kJpAUzcJgiCI1smhU7W4+6P18u+7i6oBAKkJcTg7yyvWGuXWsggEq8WEpHhlTML5ndsAgCzmXt4zK7IDJwiCaMHwzloPOWuJFgqJtQRBEMRpwYnKekz93Bt/8ODQs3BZ93YxHhFBEARBRI81B8vg9GhtX2mJwZ21ZVxxMUFQ5jEO9Im1AJCeFIcBndqAIAjiTEGRWUsFxogWSuuoyEIQBEG0ajyihMmLNsNe70K/jjY8PrJnrIdEEARBEFHleEW97uup1jikZHlnlhg5a4+U1QLwFxfj6Z+XDkEAJAkY2r0dzCYqrkMQxJmDMgaBxFqiZULOWoIgCKLF8/7qA1h3qBzJ8Wb8444BiLfQ5YsgCIJo3Zyo9Iq1fTvYFK+nJcahW7tkAF6xVk9sWLDOGxl0WXdtEU5bYhx6ZqcCAK7oRREIBEGcWVAMAnE6QHe7BEEQRItmf0k13l6+DwAw/bpz0aVtcoxHRBAEQRDR55hPrB18Vobi9dQECzplJCHOLKDBJeKEXenA3V1UhTUHy2E2Cfj94M66fb9ySz9MG90LY89rH53BEwRBtFDIWUucDpBYSxAEQbRYPKKEqZ9vhdMjYnjPdrhlYMdYD4kgCIIgosL0xTtwyUsrcNwn0rIYhIu6ZirapSXGwWI2oUum9+GlOrf23wVHAAAje2ejfXqi7rr6dUzHg8O6UQQCQRBnHBI5a4nTABJrCYIgiBbLx78exm9HK5FiteDFG/tqiqQQBEEQRGtAFCV8vvEYjlfWY27BEXhECUVVDQCAczukIcXqLzWSmuD9/9lZ+kXG1h0qBwB6wEkQBKED76alAmNES4XEWoIgCKJFcrSsDq99twcAMO2aXobuIIIgCII43SmsqEONww0A+HxjIY5X1MMjSrCYBGSlJqBjG+81UBCAlHivWNutnVesPVBaq+irtNoBAOiUkdRcwycIgjht4PVZUYzdOAgiECTWEgRBEC0OSZLwl/9uRb3Lg8FnZeDOQZ1iPSSCIAiCiBo7T1TJ/z9V48THvx4GAOSmJ8BsEpDnE15TrBaYfNEFzFl7gHPWOtwe2OtdAIB2qdbmGHqLYdasWejXrx/S0tKQlpaGIUOGYOnSpbEeFkEQLQw+szaaMQjfbDmBEW+sxr7i6qitg2i9kFhLEARBtDgWrCtEwcEyJMSZ8PLN/eQbU4IgCIJojew86RVr48ze6928td7c2fY2r6M2r41XrE1LiJPf43fW+sXaUzVOuR9bor/tmUDHjh3x0ksvYcOGDdiwYQOuuOIKXH/99dixY0esh0YQRAtCkponBmHp9pPYX1KDX/afito6iNYLibUEQRBEi+JEZT1eXLILAPDEyJ7o7CugQhAEQRCtlR0+Z+3dF3eBIABOt3dubgdf/EFehvdfllcLAGe1814fy2qdqKj1irQsAqFdivWMy3kfO3YsrrnmGvTo0QM9evTACy+8gJSUFKxZsybWQyMIogWhiEGIorOWRSx4KBaXaAQk1hIEQRAtBkmS8NSX21DjcGNAp3Tcc0nXWA+JIAiCIKIOi0G4+twcXNa9nfx6R19ee7+O6QD8bloASLZa0N6WAMDvri3xFSU70yIQ1Hg8HixcuBC1tbUYMmSIYTuHw4GqqirFD0EQrRuxmZy1bD0iFTEjGgGJtQRBEESL4avNx7FyTynizSa8cnM/mCn+gCAIgmjllNU4UFTVAEEAeuWmYdyFefIyVlxzYOc2+N+kS/HyLf0U7+3my63d78utLa3xOWvPULF227ZtSElJgdVqxUMPPYQvv/wSvXv3Nmw/Y8YM2Gw2+ScvL8+wLUEQrYNmc9ZK0V8H0XohsZYgCIJoEZRWO/DcNzsBAI9eeTa6Z6fGeEQEQRAEEXkOltZg7pojWLG7GA0uj5xX2yUzGSlWC648J1sWW7u09UcB9elgQ4rVouhLnVsrxyCkJkR9O1oiPXv2xObNm7FmzRr88Y9/xIQJE7Bz507D9tOmTYPdbpd/CgsLm3G0BEHEAj6zlkUVRHM90SxiRrReLMGbEARBEET0eXbxdlTWudA7Nw0PDusW6+EQBEEQRFT403+2YEthJQDg+v7t0T8vHQDQI9srvMaZTfjgrguwpbASF3XNCNjX2WpnbfWZ7ayNj4/H2WefDQC44IILsH79erz99tv45z//qdvearXCaj1z9tWyncU4Wl6Hey+lmCnizEURgxBVZy3FIBCNh8RagiAIIubkbz+JJduKYDYJeOWWfogz08QPgiAIomXiESWYBDS6gFdheZ38/w2HK5CWEAcAOIvLo+2fly6LuIHolJEEADhR6c2qPdPFWjWSJMHhcMR6GC2Gp7/ahuIqB0b2zkae79xpqbg9IiYt2IR+HdPxx+HReYi/cN1RSADuvLBTVPonWia8dhrNzFrWsyeK7l2i9UJiLUEQBBFTKuucePqrHQCAh4adhT4dbDEeEUEQBEHos/NEFW547xc8cNlZeOLqnvLrLo+ID386BKvFhEu7t0UPgygfUZRQWeeUfz9eWY8dJ+wAgK5c5EGoMFGWZdXKmbUpZ55Y++STT2L06NHIy8tDdXU1Fi5ciFWrViE/Pz/WQ2sx1Dk8AAB7vQstPZ13d1E1lm4vwtpD5VERaxtcHjz11XYAwI0DOiAhzhzxdRCBkSSp0Q+9mgLvrKXMWqKlQmItQRAEEVOmL96BUzUOdGuXjElXdI/1cAiCIAjCkO93FsHpFvHBTwdx/2VnwZbkdcUu2XYSL+fvBgAIArD6icvRKVPrXKxucMs38KkJFlQ3uLHJF4nQrV3jxdqKOidcHvGMdtYWFxdj/PjxOHnyJGw2G/r164f8/HxcddVVsR5ai8HtO/kc7pZv9bPXuwAANQ3uqPTv8oiyq9LlEUmsbWYe+PcGnKpx4POHLoapmQsKS83lrGUxCCTWEo2AxFqCIAgiZizddhJfbT4BkwC8eut59IcyQRAE0aLZccJbDMzhFvHZxkLcMKADbIlx2FdcI7eRJODgqRpdsbbC56pNijejT3sbCg6WycJB17YpmvbBaJMUD5PgdXCV1zplsTbrDBRrZ8+eHeshtHhYPqfD5YnxSIDFW06gR3YKeuWk6S6v8om1To8Ip1tEvCWyEVm8SBfNIlOEFkmS8P3OYgDAqVoHspq5IKLCWRtFsZatJ5qCMNF6oVBAgiAIIiacqnHI088eGtYN53dqE+MREQRBEERgdvrEWgB4OX83Lnh+OV5auhtHuBxawC/KqmGvt0mKR/dsvzibnhSHjOT4sMdjNgnI9EUeHCytlR2Tbc/AGAQiOGILcdbuLa7Gows24YnPthi2qeYctXXOyLtrFWItOR+blVgL5YrM2mjGIIjRXwfReiGxliAIgmh2JEnCk19sQ3mtE71yUvHYCIo/IAiCIFo2lXVOHK+sBwCkWC1webw34Mt3FeNIWS0AyO6/ilqXQR/e19OT4tA9yy/WNiavlsHyaXee9ArJqVYLEuNppgqhxR+DEFtnbUWt0/ev/ucEAKoa/MtqHFEQa5spt5TQ4ubU0lgImfzxjqbrla2HTi+iMZBYSxAEQTQ7X246ju93FiPOLOCN2/rDaqGbSoIgCKJlw1y1eRmJ+OCuC3DPJV0AAEfL63CgxBuDMCAvHUBoztqzs/xFyM5qRAQCo60v8oCN70zMqyWCw0/3bnDF1lnLBDKnx3gcVZyzttYReXGZd3TSLPXmpbliCIyQmkmoZ11TDALRGEisJQiCIJqVk/Z6PLt4BwDgsSu7o3d7/awygiAIgmhJsLzac3NtGNItE8+OPRdtU+IhSUCt0ysmnRdUrOWctVwMwlmNKC7GYM7aTYUVAIDc9ObNfyROD3gHY6ydtW6usJcRLLMWAGqjEYNAztqYoXDWxkDI5IX6AKdgk5FAmbVE4yGxliAIgmg2JEnC1M+3orrBjfM62vDQsG6xHhJBEATRiimrcUTsRpnFDJzLPWTkiyNlp1nR3uYVSo1jEPzO2szkeLRJigMAnNWUGIRUf2YtAHTnHLsEweA/B7HOrGVCqSvAOPgYhNpoxCB4oifWSiT+BoTf9607BkG7vmBIkoSJ83/D019ti9KoiNMFEmsJgiCIZmP+uqP4ad8pWC0mvH5bf1jMdBkiCIIgosPag2UY+PxyvPrdnrDfW93gwrQvtmLD4XL5tW3H7QCAczvwYq1fGO2cmYw2viJhRs7a8lom1sZBEATcekEeOmcm4aKzMsMeI6NtirIw2dlZjY9UIFovCrE21jEIHuasNRaxqhUxCNF21kau38cWbsLw11ah3hlb93JLxhPjGAR+ldF0VbO+w1lHabUD3249iXlrjpLof4ZDd8kEQRBEs3C0rA4vfLsLADB1VC+6mSQIgiCiyi/7TwEAPttQGFQQqKh1Yr8vd9b7nmNYsK4QU/+7FZIk4aS9HvtLaiAIwIC8NnK7nrxYm5GE9CQm1gYrMOZt9+Q152D1ny9HRnK8bvtQUGfUdqfrK6EDL5A1uFpGDILTIxoKUnwMQk0UMmt58TqSguHXm0/gSFkdvt9ZFLE+WxueGBcYk5rZWRtO1ALveqf4hDMbEmsJgiCIqOMRJTzx2RbUOT24qGsG7rm4S6yHRBAEQbRyjpTXAQDKap3YcqwyYNsJc9bh6rd+xEl7PQB/Pu3B0lr8drQSq/aUAgD656XL7lkAOCfX77Lt0jYZGUysrQ1cYKwp4qwajVibTTEIhBaxJcUgcGNxGwhSfIGxuihk1opRzqyNtXu5JRPzzNpmKzDmc9aGsY18nnQkhew3lu3FlEWbya17GkFiLUEQBBF15vxyCOsOlyMp3ozXbj0PJpMQ6yERBEEQrZwjZXXy/1fsLjFs1+DyYNtxOzyiJOe+snxaAPh8YyFW7fG+//KeWYr3np2VAnZJ65yZhHRfBm1FnROSJEGSJKw/XI4a3zRuvsBYpGAFxgAgMzk+okIw0XpwK8Ta2DpreRHKaSAcVzfwztooxCDwztoo6Fex3sctGV68jIV2GK0YhB/3lipmaLC+wxFdG1zRcdb+c/UBfLHpOI5X1kesTyK6kFhLEARBRJX9JdV4xZcX+PSY3sjLSIrxiAiCIIgzgaPlfrH2h13GYu2RsjpZMCirdcLh9mBfcbW8/JstJ/HL/jIAwPCe7RTvTYgz47y8dAgC0Ke9TXbdOtwi6l0erDlYjlvfL8B9n6yHJEmKAmORgnfWUsQQYQQvkDXEOrNW9K/fZTBHnI9BiEpmbZTdnbF2L7dkWpKzNpyIgkAcq6jDXR+twyPzf/OvR2T/huOsjY5Yyz5ngXKiiZZFWGLtjBkzMGjQIKSmpiIrKws33HAD9uxRBvbffffdEARB8TN48GBFG4fDgUmTJqFt27ZITk7Gddddh2PHjinaVFRUYPz48bDZbLDZbBg/fjwqKysbt5UEQRBETHB7REz5zxY43SKG9miHOy/Mi/WQCIIgiDOAqgaXXMxLELxO2eKqBt22B0r9TqiyGgf2FdfALUpIS7Dg7KwU1DjcqHG40TYlHn3a2zTvnz1hEJY8ehm6tE1GcrwZ8b7imRV1Luwp8jp01xwsR8GBMjkGIZJirS0xDnFmr723ezaJtYQ+vLsv1q5PNycYOXXUMlGUFG7a2ihn1kZqarik2Menr1jrESXcM2cd/v6/nVHqnxMkY5JZ6/9/pPKK2fXmVI0/Aof1HI57l3eaixE6hURR4vJzT9/z8kwjLLF29erVmDhxItasWYNly5bB7XZj5MiRqK2tVbQbNWoUTp48Kf8sWbJEsXzy5Mn48ssvsXDhQvz888+oqanBtddeC4/H/yU8btw4bN68Gfn5+cjPz8fmzZsxfvz4JmwqQRAE0dy8t+oAth6zIy3Bgldu7gdBoPgDgiAIIvoc9UUgtE2JRyffjA7eactzgJu2Wl7rlCMQzm1vw7//cCFuHNABggCMu7CTboxPRnK8nF0rCII/CqHWiTIuu/bl7/bIjsb05MjFIAiCgLa+KITuWZRXS+jDC6SxFhJ5oVTP6VfrdCumqkfFWavILY1Qn3zURIyLuDWFYxV1WLmnFAvWHY1K/7w+H8nibqGicNZGSCxmbmFeDJXkGITQ+4lGZq07yOeNaJlYwmmcn5+v+H3OnDnIysrCxo0bMXToUPl1q9WKnJwc3T7sdjtmz56NuXPnYsSIEQCAefPmIS8vD8uXL8fVV1+NXbt2IT8/H2vWrMFFF10EAPjggw8wZMgQ7NmzBz179gxrIwmCIIjmZ/txO/7xwz4AwN+u74McW0KMR0QQBEGcKbC82k4ZSZB8v5fV6Bf9OnjKbzwpq3Wi2lfYqHf7NLRPT8Sbt/f35q2H+LwxIzkeJdUOVNQ5FS6rLYWVAACLSUCqNazbsKB0z07FSXsDBnRKj2i/RHQ4VlEHq8WsKQ4XTXiBqiHGQiIvQrl0hGO+uBjgFW8jjajIrI28KBZrQbwp+IXHwPvlpL0eFpMp7PPYLUZnqn+oKGMQIrN+j84+ExtVYMy/b9wRcsEqCvqRWHva0KTMWrvdDgDIyMhQvL5q1SpkZWWhR48euP/++1FS4s+I2rhxI1wuF0aOHCm/1r59e/Tp0we//vorAKCgoAA2m00WagFg8ODBsNlschuCIAii5dLg8uDx/2yBW5Qw6twcXN+/fayHRBAEQZxBHCn3CrCdM5ORmewVEspr9cVadQzCzhPMWZsmv242CSHPDmHO2vJaJ07VOAAAbbiCYulJcRGfafLW7f3xxcMXo1/H9Ij2S0SeOqcbV7/5I25875dmXa+nBQmJSmetdix8cTEAqIlCDEI0clNbi1jL9kcgDbvB5cHVb/6I6975OewYCUVecAxiEKJRYIyJoHqF68I5vxxRiEFwiZEXgFsiq/aU4Mb3flEUeTudabRYK0kSpkyZgksvvRR9+vSRXx89ejQ+/fRTrFixAq+//jrWr1+PK664Ag6H9w+VoqIixMfHo02bNor+srOzUVRUJLfJylJWWgWArKwsuY0ah8OBqqoqxQ9BEAQRG15csgt7iqvRNiUez9/Yh+IPCIIgiCbj9ohYvbcUVSohR4+jnLM201f0q8wnnPJIkoSDpX5nbXmtE/tKvMXFeuY0LlKA5dFW1rnkdT56ZXc5VzY9gnm1jIzkeJzfqU3whkTMqahzodbpafaq7Mop+rEVbIJl1lbVK520dVGIQeDdjpHSC93ctpzOYi07PoGEzKp6F6oa3Dhpbwg7RkIhaMZgN0lRdNa69Zy1jcysjZSQ7eE+b+4YOJmbi683n8Cmo5VYudu4oOjpRKPF2kceeQRbt27FggULFK/ffvvtGDNmDPr06YOxY8di6dKl2Lt3L7799tuA/UmSpLiZ17uxV7fhmTFjhlyMzGazIS+PitgQBEHEgu92FOHfBUcAAK/dep6co0cQBEEQTeF/W09iwkfr8Er+7qBtWQxC58wkZKb4xFodZ21JtUNRyOhIWR0q6ly+9yY3apxtfOJwRZ0/s7ZvBxtuu8B7f5KRHHmxljh9YIKeJDVvXicv/DTEuMBYsMzaqnq1szZ0sfbwqVrMWLILJdX6BQXlMUhaUa2pKJy1p3FmrTylP8B+4UX2cN2aLclZGzlXtejrW/sQIJzzi8+sVX8/bD9ux44T9kaMLbCTvbXg1hHMT2caJdZOmjQJixcvxsqVK9GxY8eAbXNzc9G5c2fs2+fNLczJyYHT6URFRYWiXUlJCbKzs+U2xcXFmr5KS0vlNmqmTZsGu90u/xQWFjZm0wiCIIgmcKKyHlM/3woAuP+yrhjeUztLgiAIgiA+/uUQnv/fzrCmz+4u8jpe9xUHn+J4pIzFICTJ4qieWMuKi1l8gbQl1V4nbEZyPFIamSvbhiswdsrXX2aKFVOu6oHrzmuPPw7r1qh+idaBK0Yut5bkrOUFOqeOA7Xa4RVrk+PNAMLLrP3418P4548H8eVvxwOPIQqCIe8YjkbObnPBhEdJguF3NH8ehyt4Kp21sc2sjZRQH8hZG1YMgks/z7fe6cG1M3/GmH/8HHbmtOJcbyVCph7sXIrUMY01YYm1kiThkUcewRdffIEVK1aga9euQd9TVlaGwsJC5ObmAgAGDhyIuLg4LFu2TG5z8uRJbN++HRdffDEAYMiQIbDb7Vi3bp3cZu3atbDb7XIbNVarFWlpaYofgiAIovnwiBImL9oMe70LfTvY8Oere8V6SARBEEQLZfo3O/Hhz4ewem9pyO854Zs2XlwV2DFXVuPACbu3zdlZqfIMj/JabQzCIZ+o26eDTfF6XpvEkMelhsUgnLA3oNbpvalumxKPzBQr/nHnAFzeix5knsnEqrgSb350tChnrXEMQm6693NYF0Zmba3PhVsbxI2rdEBG1l3pXf/p76wFjCMiXApnbRMya2Mi1vJjiUyfbB/wjnm278Kp6eU02K+8+F/dEN6DAMWxasUFxvSKvJ3OhCXWTpw4EfPmzcP8+fORmpqKoqIiFBUVob7e+4dTTU0NnnjiCRQUFODw4cNYtWoVxo4di7Zt2+LGG28EANhsNtx77714/PHH8cMPP2DTpk34/e9/j759+2LEiBEAgHPOOQejRo3C/fffjzVr1mDNmjW4//77ce2116Jnz54R3gUEQRBEJHh35X6sO1SO5Hgz/nHnAMRbmlTDkiAIgmil8E66345UBGiphIm1RVUNAcWVrce900TPapsMW2Kc31lbo3XWHqvw9tm3gw0mLm0tLyMp5HGpYevb43MCx1tMjXbpEq0PXixpzingvJDY0MIza1mBsVxbAoDwYhCYwOUMIkrxY4iUttN6nLXBnadORSGs8HZgKP1HEymKzlrA/7lmfYfzMIB31vJj48NA9T4zoY6ttUQE6OFphJO5JRPWnfSsWbNgt9sxfPhw5Obmyj+LFi0CAJjNZmzbtg3XX389evTogQkTJqBHjx4oKChAaqo/oP/NN9/EDTfcgNtuuw2XXHIJkpKS8M0338BsNsttPv30U/Tt2xcjR47EyJEj0a9fP8ydOzdCm00QBEFEknWHyvHW8r0AgL/f0Add2zYu5+9MZ8aMGRg0aBBSU1ORlZWFG264AXv27FG0kSQJ06dPR/v27ZGYmIjhw4djx44dMRoxQRBE+PDCy86T1SG/j4m1DS5RU4CIZ2uhV6zt19Hrlg2UWcvE2s6ZSbIjFmiaWNutXQoA4Gi5Nze3bXI8FdokZHixxNOMLjde+Il18StepHbpjKXK5xzMSfOKtQ63qCjeFQg5tzJIe35/RC63lBNro1AUrbkI5YFCk5y1YYilp2oceObr7Y3KajUi2sfeo3bWhhODwLnejRzI4cYg8GML9XN0OiKpRPLTnbAe8QZ7IpCYmIjvvvsuaD8JCQmYOXMmZs6cadgmIyMD8+bNC2d4BEEQRAw4VePApAW/QZSAGwd0wE3nB84yJ4xZvXo1Jk6ciEGDBsHtduOpp57CyJEjsXPnTiQnewXwV155BW+88QY+/vhj9OjRA88//zyuuuoq7NmzR/FglCAIoqVSw03h3FxYEbCIMMPtEVHExR8UVzfA5suGVbP1WCUAoF/HdABAZjKLQXBCFCUcq6jHows34d5Lu+JYhVdQ7ZCeiIzkeFnQ7dQEsbZHdioEwX+j3jaVCm0SftxNKMzUFDwtKgbBP5hABcaYsxYAap0e2BKDe81Y38EKKfGLI1dgrHXEIPDbYbRr9MTJUPEo8m4Dt1263Vu4uKbBjTdu7x/WeozgP3aREmv5c5rtm0Zl1nIPL4wcsfXOcMVa7vPWSlynepzRMQgEQRAEweMRJTy2cBOKqxw4OysFz9/QJ9ZDOq3Jz8/H3XffjXPPPRfnnXce5syZg6NHj2Ljxo0AvA9N33rrLTz11FO46aab0KdPH3zyySeoq6vD/PnzYzx6giCI0GDFgwDgVI0Th8vqgr6nqKpBMVW5yK6fWytJErYc8zqwzsvzOmvbJHtFXY8ooarBhVV7S7C5sBKf/HoYx33O2o5t/IXIACCvTePF2sR4M7pm+meYZHL9EoRbZ7p086zXL9jEusBYsOr0LJMzIzke8WavZBGqU5W5QoOJUvy+j9RhaC0xCIoCYEbOWgNRMRTC+Qw0+ITJhgg+YIhKXjEvQHuUYm04DwMU8RIGDuC6cMVahTjeep21bDNJrCUIgiDOeN7+YR9+2V+GxDgzZv3ufCRTJl9Esdu9gkNGRgYA4NChQygqKsLIkSPlNlarFcOGDcOvv/4akzESBEGES42qOMr6w+VB33OiUinOFhkUGTtpb8CpGgfMJgG9c71irdViRmqC9/p0qsaJyjqvWLzrZBVKqr1Fxzq0SZQLkQFNc9YCQK9c/0wHvl+CUAonsSkw5vSIYeeMRhJPkMxa5vxNiDMjyeqNSgxZrPVtl168Ao8YgiAZLrwIGU5RtJaGMlNWvw1/3MI9j/n9Hew89MdaRO58VYigUc2sheLfUOBd724jZ22YMQjKgn7BB+OMcUxKYxGj4KwtLK/D//13K/aX1ESsz1AhsZYgCIJoFD/tK8XMFfsAAC/d3Bfds2kKfiSRJAlTpkzBpZdeij59vI7loqIiAEB2draibXZ2trxMjcPhQFVVleKHIAgilqiLBW06Whn0PSyvllFs4KzdXOjtq0d2KhLj/fUwmLu1vNYv1tb63ElJ8Wa0SfIXIjMJQG56AprCOTlp/nWTWEtwuPjp0s2YWasWpcItUhRJ+LHoCUNMbDGZBCTHex+0hFpkTBb3QhQB+fU1FT7iwukRT1vRyygrlYcX/cLNrA1n3zMnaCQFOL6rSH0MlMKqt1OpiTEIomI/+V+vD9O1zbvqg41lc2El+k7/Du+vPhDWOloCcgxCBGcsfL7xGBauL8TCdUcj1meokFhLEARBhM2pGgf+tGgLJAn43UWdcH3/DrEeUqvjkUcewdatW7FgwQLNMnW2Y6C8xxkzZsBms8k/eXl5URkvQRBEqKhFF3u9tvCXmuMqsdbIWfvFb8cBAEPOylS8zgTT8loH7PUuxbKObRIhCIIs1ubaEhFnbtptUq9cv1jbNoViEM50PKKEW9//FVP+s1nhKm3OQjjq6c/hFimKJEqnn45Y61tsEgSk+GZthTr1m21nMDGaF8IiFoOgEsLqTtMoBLdi3wQvMBZ2Zi0vHgbZ+aGK7+GgcPZGw1mrKjAWzjr4iBKjzNqmxCAEKzC27VglHG4RG49UhLWOloDsaI7gucJczLEoykhiLUEQBBEWkiRh6udbcarGgR7ZKfjrtb1jPaRWx6RJk7B48WKsXLkSHTv6C7bl5OQAgMZFW1JSonHbMqZNmwa73S7/FBYWRm/gBEEQIVCtikFQF0upanDhxSW7FNMOmbOWCZ/FOmJtYXkdfthdDAAYd1EnxTImxJ6qcWrE4Q7pid6+fYXAmhqBAAC9cigGgfBzorIe6w9X4JstJxQut0gKUMFQazSxEB8YwTJrmUBoNkGOQQjZWcsya4NsnycKgp3aKR3qmFsavJhqdIo2Taz1/z+YsBaNolH84Y6Yq1pHrG1MgTFFvITEi6zNE4MgRzechrmvYhSctcwd35z54gwSawmCIIiw+HfBEazYXYJ4iwn/uHMAEuLMwd9EhIQkSXjkkUfwxRdfYMWKFejatatiedeuXZGTk4Nly5bJrzmdTqxevRoXX3yxbp9WqxVpaWmKH4IgiFjCBAyrxXsror7x/PCnQ/jXjwcx4o3VsmjDxNoBndoAAIqrHJp+5605AkkCLuveFmdnpSiWMZG3vNap46z1irMje2fjyl5ZeGDoWU3aPm+fibIjMJOctc3CjBkzMGjQIKSmpiIrKws33HAD9uzZE+thAfCLJS6PpBBLmjOzVr2uphYZa0phJt5drCceyTEInLM21MxaT4hOzFCm+oeLW+VeDtcB2VJwh+D+5iMe1NsdjMY5ayP3cMGocFdT8OhEDTQ1s5bfZH6c6gecwXCFca6H+vlpiXhkcTxyfbKHEpEqRBcOJNYSBEEQIbO7qAovLNkFAHjqmnPQK4eEv0gyceJEzJs3D/Pnz0dqaiqKiopQVFSE+nqvSCEIAiZPnowXX3wRX375JbZv3467774bSUlJGDduXIxHTxAEERrVDV6xtJ3PyVqvEo2OlNXK///Nl2fLCoyd7xNr9WIQvtlyAgAwfnBnzTLmrC2rcciZtYyObbzO2uy0BMy+exAu75UV3gbpIAgC7hrSGb1z09A/L73J/RHBWb16NSZOnIg1a9Zg2bJlcLvdGDlyJGpra4O/OcrwghTvaI2mWLv9uB1DX1mJb7eeBKAV3XhRKFxe+HYnBs/4AWU12ocmoRBqZq3ZJCDJlz1dG6JA5ZKF8SAxCApnbUhdB6X1OGu5fRNCZm24Oqo7hP7VY4lsZm0UXNU6kQViI6bl8w9RjFz44T4E4IVkV5CDJY85BuJkU2H7OZKuYPY90pwP1hhUtpsgCIIIiQaXB48u2ASnW8SVvbJw1xDtzTDRNGbNmgUAGD58uOL1OXPm4O677wYATJ06FfX19Xj44YdRUVGBiy66CN9//z1SU6nAG0EQpwc1vhiEdqlWHKuoR4PqxpMXWeb8cgjnd0rHsYo6AMCATukAvNnp24/b0SsnFRZfvuypWm+8Qe/22geJmclWuY3aWdvBJ9ZGmqmjemHqqF5R6ZvQkp+fr/h9zpw5yMrKwsaNGzF06NAYjcqLwhXHOcmjKQD8tO8UjpbXYfmuYozpl6txyjU0wVn7wU+HAACfFBzBlKt6hP3+YJm1TCgyC4L8+faEaJdjwlQwsZYXViPlmtNk1jpOU2etGFzI5vdvuK5XMYT+5b49UcisNXCsNgVFFrUqszacKfSKAmMGDuCmZdaG6KxtxuKHkUJ21kYhBiEWRmMSawmCIIiQeOHbXdhbXIN2qVa8cks/w4JWROMJ5WZBEARMnz4d06dPj/6ACIIgokC1z23WLoU5a5U3nkV2v2t26fYi7CmuRq3TA5MA9M9Lh8UkwC1KuHbmz3h4eDdMHdULDrdHvqlKtcZp1slcvKVVDlT6xFrWT+eM5MhvJBFz7HY7ACAjIyPGI1FPYfa7LaM51ditcoSp3WZNcdYyzI38WzBYZq0cg2ASYPKtI9RdJWfWBs3m5ISwiIm1ym1pFc7aKBQY08t3NR5L5J2NUgt21joVznu+f/8v4RYH1BubEdEQPMNBkiTUONxITdBex4PB9ldknbWRd+uGCsUgEARBEEH5YVcx5q45AgB447bz5KraBEEQBBEuvLMW0Iq1fB6tR5SwxDeNu0ObRCTEmXH1uTny8t1F1Yo+ASAlQetHybElAAAOl9XKN8Ov3toPfxrRA306UKRPa0OSJEyZMgWXXnop+vTpY9jO4XCgqqpK8RMNlGItL8ZEr8gXE2WMppFHosCYxdw4sVYxLVsvs9b3klkQwFYRqqjmzwcOUmAsDHdnqKjdiHVOpVhb63Dj5fzd2H7cHpkVRolQxFT+uIX70CEUMVjddySdnvxwI5dZq91nYiOET/4hilGusvq8CoZCrA0WDxKFKIFweCl/Nwb8bRm2HQv/MyJFw1nLHnpRZi1BEATR0iipbsCfP98KALj/sq64rHu7GI+IIAiCOJ1hbjMm1vIxCKIoodiXR3ueL+v1+53FAIAumV4H7Lu/Ox8z7xwAwJ9/W+0Ta5PjzTCbtAJSdqpXrC2p9grBZpOAG/p3wGMjutNMkVbII488gq1bt2LBggUB282YMQM2m03+ycvLi8p4jGMQorI6AH4nntvAmRiuO0+PuEaLtfoZvgwmFJlMXnet+j2BcMtibWgOQiB6MQjqomg/7C7BrFUH8I8f9kVkfdGCF9ONdg0vhocr7IVT3E0WPKOUWct/BmscboyfvRbz1x4Nu089gZutJhz3rlEMQqQya4M7mbXra062H7fDLUrYXRT+g7No5Buz8zwWu4PEWoIgCMIQUZTwxGdbUV7rxDm5aXji6p6xHhJBEARxmsPE2iyfgMqLV2W1TrhFCYIAXNwtE4DfPdu1rT+uID3JO0WSibSsTz1XLQBkpSlnhNgS40ikbaVMmjQJixcvxsqVK9GxY8eAbadNmwa73S7/FBYWRmVMvPDBi6SRrHCvWadH5azVFBiLgLPW1Dg5IdTMWpMgyFELoTrb3CFm1ipzUyMk1qrWqS6KVuf7nlLPJmhpuEPYN8rM2ibEIARz1sqZtZH7rPDD5bdvw+Fy/LTvFOb5ZhOGg0enGJgs1oYxdP5zaVSIrb4JmbWhPsSIVYGxpmQUR2PsslhLBcYIgiCIlsQnBYfx495SWC0m/OOO/rBazLEeEkEQBHGao45BcIsSXB4RcWaT7Kptm2LFObnKeILOmX6xluXZMbG2yuewNcq5S4gzo01SHCrqvO1sieHn4REtG0mSMGnSJHz55ZdYtWoVunbtGvQ9VqsVVmv0o508BkJLNAuMydPHDWMQGicY8i5UPWetKEpYtKEQAzqlo1eOfsRIqJm1Zi6zNlT9hRV6CjbdW+mEDK3vYARz1jIxqaUXb1IUyzLY8c4mZNZ6DETIQG3DXYckSXCLEuLM2gcKksJZ6/8/i8hpzOdSz1nbGFcwn1nL7xu+/3DFfmVmbWgPMWJ1jvpjL8L/UIqNPFcC0ZRzoqmQs5YgCILQZXdRFWYs3Q0AeHrMOeienRrjEREEQRCtgSqVWAv4bz5ZcbGctAT0yE5RvK9r2yT5/ylWr+eExSAwAZi9rkd2WoL8fxJrWx8TJ07EvHnzMH/+fKSmpqKoqAhFRUWor6+P9dACxCBEUaxVFRjTxiA0TqHknX8WHSFs5Z4STPtiG0a99ZNhH6E6a82CELUYhGZx1jqUolo0pmlHg5Ccte7QowzUKGMQQhtLuE7LqZ9vxUUv/oDyWqdmmVFxOXbONCafVNQRRKOXWRv9AmMxc9b6xudshFjsaYQ4Hgw2jljsDxJrCYIgCA0NLg8eW7AZTreIK3pl4feDO8d6SARBEEQrocbhFVgzkuLB4mVZbm2Rz1mbnZaArm2TFfmzXThnbZov7qDG4YYkSbLDNtUgBoH1ySCxtvUxa9Ys2O12DB8+HLm5ufLPokWLYj20mIi1LpVDTuOsbeRUfIVYq5MPzXKhAX88iRqlm1G7D9hyk0kA04PDFWudwQqMxSCz1iMLj1EMK44AoRRfa0oMgkKEDLLvGytwrz1UjvJaJ/aX1GiW8V3xx97p8X4mGjPlXRlZoFxPqOeXKEqKhwz8vlE4a8PNrOWPVbB4EOb+jtEDBTa+xjlrvf9GNLPWrRTemxMSawmCIAgNLy3djT3F1WibEo9XbulHuX4EQRBEyNz3yXqMeutH3RtKl0eUHX2pCRYkxnnjdZiAxWIQcm0JsFrM6JzpddOaTQLyMvzOWhZ3IEreXEjmsE0ziEEAvG5dBsu8JVoPkiTp/tx9992xHppCdOE/F00RRIIJQB6VS1AtNjQ2s5Z3/ukV88tIjpf/b1TRPVgMAltsNvkza0MVS0IVe/jF0YpBqHHqi7VNFZPKa50Y/upKvLFsb5P6MSLczNqwnbUSL2wGfq+/UF7jBGG9sSkLjHHnorvxLkq+H7coGkYtBEL9gIHfN3wmbtNiEEJznMcioxXgH2g0/hiEasptcHnw497SgJEwLg/FIBAEQRAthJV7SvDxr4cBAK/eeh7apkQ/y40gCIJoHdjrXVi+qwS7i6rx64FTmuW80ywlwYLEeKVYK8cg2LzCao8sbwRPxzaJiuzBhDiT7OqraXD7C4wFikGwkbOWiA1GQktjBZFf95/CBc8vR/72IsM2LjFKMQjc+/SGz2/T5sJK3T6CxSDIzlpBkA0DoQpo7L1BYxB4wTBCrjn1PnaqBPGmCFE8W49V4nBZHb7fYXz8mwJ/vhqZgBWZtWHuv+Zw1rpFY5GNXyV/+rFtakwMgjqzVlSsI7T+HKrPpEJk5c7nJsUgBCswJmrf05yw74NgBQL1kB9MhTj2D386iLs+Wof5a48GHU8sdgeJtQRBEITMqRoH/vzZVgDA3Rd3weU9s2I8IoIgCOJ0gp9y+tM+rVjL4goS4kyIM5uQwJy1OjEIAOTcWj4CAQAEQUBKgj+3NpQYBIWzlsRaohnhdYdIOGt/OXAKZbVO/Ly/1LCNuqq6el2NLTDmMCiAJK9XIdZW6PahV9RJb7lJ8Lt3Q9Vu/Jm1QQqMcaJVpGIQ2DrjfQ+W1CKdUbG3cGH7rDGCVii4QigwppiuH2asgzuE/uW2jSw45RcdjTOR1f9n+7UxKRXqfFlJsY7Q+lB/Jo0cwPVO/XiRUMYWtMBYFHJfw0F+oNGIzNpwC4yd8D0cLq5yGLZxUWYtQRAEEWskScJfPt+KUzUO9MxOxf+N7hXrIREEQRCnGftLquX//7xfK9b6HbBesdQoBoEJq2PPa4/euWm488I8TV9MmK1qcKOa9RtIrLX5Z4qkkVhLNCO8mNUQgcxa5sAL9H6/I5EJUJGPQdBzIPKixpZC/RiEYM5aJnSZTYIs1oYcgxCiWGskhDUFJjBZ40y6Y1CLSRW1zkYJxUxACuYebnB5GtW/MrNW//1uRQ5qeOsQw4hBaKyz1hPAWWsYg9CEKe+BnLWhnrvqz6RSZOWctWEeV1cYx4qtM1YFxvznduOdtaE6o5k4H+hBgIMyawmCIIhYM3fNEfywuwTxFhPevrO/7HYiCIIgiFDhnbX7S2pw0l6vWM7EWia0shiEBlms9TpcstO8wmr37FQseewyjOqTq1lXqk/wVTprjUXYrFQ+szbesB1BRBqFszYSYq3srDR+v0vObtUXMBoiUGBMb/z8a0VVDXK0CQ8vPOlVfWdjNQkCTAJz1gbfV5IkcWJTaGI2axsJ2Haxv6EDOWu3HqvEwOeX4W//2xn2elwh5PKW1zpx0Ys/YNKCTQH72nHCrvmedoewb5qSWcu7O4NpcmqHeOjrMBZ5jYRUVxNiEPgHMm5RatTDgEBiLf9/SQrvYYuR6KvbtpkLjG08Uo6Sav93BDs3gj2I0CPcvF1ZrA3QnjJrCYIgiJiy44Qdz/9vFwDg/0b1Qq+ctBiPiCAIgjgd2FJYictfW4X87ScBAPtUlbd/VkUhsEJgLFvWH4MgQhQlVPmWhyKmpsoxCG6534AxCJRZS8QIt0FmbePFWk/Q96vFKnXbRjtrFZm1gWMQAGDXySpNG17Y0s+s9f5rNglgNcxCcbaptzGQO09R5CpCrjkmnib4nLVqF6PICWH7imsgSsDOE9r9EwyWreoKcPwPlNbAXu/CpqOVhm32l9RgzD9+xrBXVile94jBhVheZG9KZm2wfd94Z63x+4yKf/ljEBrhrFVFO/CbFbqzVvkAJZDIqlfA03BsLbTA2P6SGtw8qwCPcg8U/LnO4X8/sSGH7awNsC45szY6iSMBIbGWIAjiDKfW4cak+Zvg9IgYcU4W7rmkS6yHRBAEQcSYj34+hNe/3xO03fPf7sShU7V4aN5vAPzO2gu7ZgAA1hwsV7RnDlgm1vIxCDVOt3yDG0h0ZbA2NQ43apizNkCBsYykeMSZvcoPibVEc8KLNXURyKwNJbPUSKz1GVWb4KwNLDarRR699QSLQWD7SxGDEMK+Uu/PQPuH7y9SM5zZ+tn3mloE4o8JW1bfiOMQirOW7XdngDbLdxXrtnEr9o3+znEFcVgHwsgxqgfbT25VDmwwjLKaAaWzViHWGrjQQ0EhrHoi5KxV9KFcVhfGeaOMrAisOkaqCF4osNgjPjM21IgPPTxhCs3OEFyz/gJj5KwlCIIgmpm/fr0dB0/VIteWgFdvOU+uuksQBEGcmTS4PHj+252YuWK/ZnqsmniL/3ai1uHG8Upv+5vP7wAA2F2kdI3VqLJlebG2qt7rjrVaTCFF8bDIg1BjEEwmAee2tyHOLKBL26Sg/RNEpOBdd3xBrcaIQoBf1AnorPX4RS5+Xaz4VWPFh2AxCGqRR28bFWJtwAJjXAxCI5y1gfI5FRmjkXLWisxZy8RalbOWcw2yZeE4JBkuOWvTeNzMAR1InDtSVqf7eigREeHkoKoJZ983Nq4ikLPWqMBYZDNrwx8371oHlKKj1lkbepExt0pIDgQ7Hs3hrNXLl/YXGIt+Zi178GQkDEuSJC+L1HdEOJBYSxAEcQbz343H8MVvx2ESgLfvGIA2yZThRxAEcaZzorJevrlUV0n+evNxfPjTQdnh1DHdL3p+v7MIkgRkJsdj8FmZALyxCAdKa/C7D9dgzcEy2OuVcQVyZq3Tg6p6781nqMW/+BgEtQhsxNx7L8TKJ4Yr8msJItoYCaOeRggSQGiZtXJWLROtfL/HMbG2kdN6ebFWb7vUrwUTdPUya5lQxDtr+V31rx8PYMm2k9p+VX2F6qyNlGuObWuCxaw7Ht5Zy9o2zlnrE7kCHMRQzpEjZbW6r7tD2Df8vg13/ykE2KDOWl6wDO2k5bOL1eefpIoo0HN5N0aoVLiFJUkj0IbSp9rhzP/qUR3HemdjM2sDv4/tm+Zw1nrkfFptLEpj1u8v4Bdae2eQh1788WgO8VpN8PlFBEEQRKvkYGkN/vr1dgDA5BE95CmrBEEQxJkNc8cCQEmVv/CHJEl4bOFmAEBaQhxuG5SnmBL9n/XHAADdslKQ1yYJSfFm1Dk9ePbrHfhlfxnSEuKQleotHJaT5hVLE3hnrS93Ni2ECATAH6VQ3eCW3xssPiE1IS6g+5YgooGR8NDUGAT11Ghl30ohgjnDLL4okEY7axWZuzrrVYlKwYqQ6WbWshgEgcus9b3neGU9XlyyG5nJ8bimr7LwoFqICpTpyjvlImWaY8KolWXWimrxzT/FnLVtTByFnFkbyFkruwZDc9aKogQTE8b5/NUQMmvDPY/DiUEIp+0L3+7Ej3tP4bM/DjF8j/pY87tQzqxtxPngVhUYg2Y9EkwIPHvRoToX+HNUvY/rGuusDXF/N4eTVC4e59Ee40DxHUaE4greeaIK//zxAKZc1SNogTGXIoc47OE0GXLWEgRBnIE0uDx4ZP4m1Dk9GHJWJiZefnash0QQBEE0Ew0uD2odxjd6xyv8Ym1pjd9Zy2dtvpS/G/VOD2q51woOlgEA+rS3wWQS0D07FQDw835vkbET9gac9FWGz/UV+9KLQQjdWettV1Xvkp21gTJrCSJWGIkHTS0wFkh4UWd2sjFYTF4JoLHaQySctXpFnfT6EATIAiJ7jX131enEB2gKjAUoohaOCBgqsrPWIAaBdzkzob1RMQjcdH2jHFdHkFxjUZQUD+ZcarGRtTPYNXpT10NF7UINtW0wofF/W09iT3E1dhz3x+9ooihU6+M/m3KGaRMzaz0eMaTPgRpNZm2AQm+NzawNlgUrRwnEIAZBkiT/91aYYi3vmA50/D5dewRfbz6BLzcdl/e30bqaksscCUisJQiCOAN5aelu7DxZhYzkeLx1R395ihlBEATRupEkCdf84ydc8foqTeVpBn8DX1rtF2tZLiwAlNc6MXfNYY27x2ox4d7LugIAevnEWsaJynpZrM2xJQIAEuO9tyP1Tg+qfP2nheh8ZS7a4uoGrjAZuWaJloeRyNTUzNqAmaxyDIJSgGJF9sIp1qS3bm/f2j6CiWPq9+kWGPO9ZDYJMKsyawPlioZVYMwgt7QpsPXJYq3aZSxpnbX1Lk/Yx8IVgvjGXJqipL+vTqjyyF0Kd2PwiIOmiLUKMTgcZ20QoZGNSVEETy3Oqh2vinMxuDPTCGUOr44oHMIx1oq1+v0D4Yn8yjzdwCKoP0ogvIJujUH9QEldpC0cQo3WqPQ9FK53emRx3thZ2/ioj0hAYi1BEMQZRv72Inz862EAwOu3nYfsNMrtIwiCaK1IkoQdJ+zyTUdVgxsHS2tRXOXAycoG3ffwztoShVjrUrTbeaIKtQ7lDeODQ89Ch3SvENszRynWllY7cLTcO+1W7axtaJSz1ivWsu2wmAQkxNHtDdHyMBKzgolPRvin7waPQVALIXJmbSO1B4UQFsQ1y6/f6DW3KGnEFTkGgcuslYtzsanTOtuuzawNLmYDkZvizPpM8BVeVO8Lj8d/LOTK9ZJWpAuGSxFBoP9evk890Xp/SY2yT659SJm1Bu0B4NCpWhw6pZ+HC6jzgg2bafoO5qxlnwtFET/VtgcSUZ2+c7vJzlpR1GbWhtCl2mXOj00tsoYj1oYjgja2oFtjUGfW8sc3UISJbl8BIiN42N8ZDS6P/3vU4KGOk8RagiAIork4WlaHP3++BQDwwNCzcHnPrBiPiCAIgogmr32/B2P+8TM+8T2kq6xzystO1Th033PMwFlb1aB00VY3uOUpyR3SE3FR1ww8OKybvLyXSqwFIBcYY2JtUzJrmVjLnMApCRYIAs0UIVoeRmJtYzNrHUGyFgGdAmMsBqHJmbWBBQz1tuq53DRxBQbZriZBkD/TTGNi4qQoad3BmszaUJ21EVKl2PFg32vq9fudtaLi2IWbW+tUCLEGztpwxVoDp6yhWGvg1nR5RNzw7i+48b1fDPe/0oUahrM2mFjrW19DACFZvTp++9i+lHTOrWC4VRm+6veHFoOgyqwNIFSHF4MQuuCtFIij7KxlhfI83v3Fny/hxiDwH/1A42YzhBxuMazMWopBIAiCIKJGg8uDh+dvRHWDGwM7t8Gfr+4Z6yERBEEQUUSSJLy78gAA4JXv9gAAKur87lgjsVaRWRvAWVvd4JZzI9/73flY9OAQJHOZsWpnLSPeYkJGcjwAIDHeJ9Y6Paiq98UghJlZy0SJYMXFCCJWGAlSTS3yFTAGQTPF2Pt6nKmpztrA0981btJQxFqDglbeGATf65KkaRtsXYGcx6EIkuHC1scc/kbjEyWlGFUfrlgbgqjFC8B654larFX0qZhSrj8Gpbjrf73O6YG93oXKOpfsYlQT6pR171hE3f/rj8nbl7IInrGTVr08WLRDVYML6w6V6wq56rgGjbO2UZm1xud6fVgFxkIXQaPxuQhlXbzbHAg/BiHUWBP2ULjB5Y9BMBJinYp87rCGExFIrCUIgjhDeP7bndh+vAptkuIw884B8jQ4giAIonWy44S/yMqAvHQAQEWt31lbWuNUvwVuj4iiKn88glFmLeC96an13TAmW82avjJTrLi4WyY6ZSTh/E7p8uu5tgTZLZeo66wNLwaBkWKlvFqiZWIUdxBdZ61SiGDuR0uTM2uN80ABrVCiN8ZAhcD4Ps2CcQyCXt/q351u423kD0mkhBh1gTGNs5ZbES/MhVtkLFAEgV7/eg7Xijrl97+RCB5KDILaWctQx+To9R/MsRhqW17sazA4nwC9GAT//x0B3gcAf5y3Ebf9swD//e24ZhkviHokSSsKh5JZ6zI+X7SZtaE7TxWCdLD9zS1u7PdTqKgjLvhz0Bmms9YToiNY11lr8P1MmbUEQRBE1Plq03HMW3MUAPDm7f3R3pcnSBAEQbRevtlyQv4/uynib9BPVWudtcXVDsWNTmm1QxZ1anyRB+1SrQB8zlrfzTjvqOWZf/9grP7zcJydlSK/lsNlpetn1oYagxCn+p2ctUTLxEioaezU2mBZi4BflGGFgpgeYfE9rG+s9sALWnpuwVAKjAWKK+D3ickEmHxiLXudj0zQOGk1mbUBYhC490aqkJK6wFgg5y8veofrrOW3S51zqte/nkCnfsll5Kw12DUuA9Gc74ddM9SE494MNbOWX6/CWetRn4/GY1GIczq79Zf9ZQCAf/ywT7NMLSqrRxqK2Of0qGIQeAFStR11rtCdteFM5xfF0Ns2FfW+V4rT4cYghHZOVTfoZNYarMsZxGkdbUisJQiCaOVsP27HX/67FQAw6YqzMZxyagmCIFo9kiThf1tPyr+zrNpgMQgsAiE7zSvIOj2inDPLbnLa+/Jmy2ud8s1MUryxUCoIguIhIcurBYCE+MY7a1NUAnGoWbcE0dwYFhhrorM2mNOQ/z8TM+JMwTNr650e/OOHfdhdVKVZxrv/9LRQTbEwVRtJ0k4R5wVgflgmQYBZUI43sLNWDPi70bJICTGsH6uvwJhaJOXX08Dtx3Aza42EUh7+OLl0BF31cXIaOGX1zhNJkgyFLBfnZq41mKofzr73hCg08uNxBMysNT4miocGAT4frFAmT7CieaFoj2pnrShqjzNzmhuJ9HoYbaMezZpZqxiXOrM2vHWH4sB2ukX5c1fv8miiYtS4DL6XmgsSawmCIFoxZTUOPDh3IxxuEcN7tsPkET1iPSSCIAiiGXC4RbnwFuAv7MXHIOiKtZXem9CubZNl8ZNFIbDpg0x45d1gyfHaGAQehVjL/V+OQWhEZq1arL2wa0ZI7yOI5sZIDGiMGCKKfqEsVKehR5JkgSyUAmNvLd+LN5btxai3ftIs4x2b+q7ZwM5avW02EsnMJgEmWaz19R/A7ab+PVAMAi+e6e1GUZSw62RVWMXHmIhq5Kzl9w0vKNaFGYMQSmatUrAU8euBUzhSViu/pj4uRkJZKMeY305nKM5aSf//eihE0ACNeWGNd9YGij1QL+eFZr3zlAmlQGDRVxQljbgXUgyCbxvizdrMYyags2tmOGJmWOJ4szprledxOKKypq8QRGY+d5/9veFdt4FYSwXGCIIgiGjg9oh4ZP4mHK+sR9e2yXj7jgGKPzIIgiCI1os6A7GyzgVJkpQxCDqZtScqvXm1HdKTkOWLKzASaxlWi0meWm1EBwNnrT8GQeSctaE5ZPlrWrd2ybj30rNCeh9BNDdGgl+4U32B0IQ67zKl0CAXGDMHLzC2/nC54bJwC4yphRBefJMdqAaiiEkQdGIQjKdKB3PaKsYZpCDROyv3Y/TbP+HdlfsN+9D0qcqsZREUeuvhBcWwM2u54+4yEJp4Uf1AaS3GfbAWD3/6GzcWdZ/6x0DvPAmUxavMrDWKQQgcpWHUdySctYEeHvB96EVjdGuXLP+ffxiqXo9b1GbWhiL6s31nZQXqJGWfgHEeciAUbvQgIm9zOmv5c84lSlAWkwtv3cEevgBAFZe7X8UJt4ZOXE/gfO5oQ2ItQRBEK+XFJbtRcLAMyfFm/Gv8QNhCdCoRBEEQpz8NbuXNv1uUUONwq8RarbP2pN17A5prS0C7FG8UQolPrGU3N+1SrbBwQqlRXi2PMgaBc9byMQhyZm3o16uHhnXDkLMy8dlDF9MDSaLFYuysDb+vQEKUsm998ShOzqwNTfgKtH49AUPjdg0gjrHPvzIrVOmsZc+B/DEIoTtrAwlawXJT31i2FwDwuu/fUPBn1vplFqPMVb4IVlMya40Eaf44nfAJi/x3vqYQnMF+1RMZXSrHslFmrbFYy/8/sAimFPACZDRzY+JjJdT9a522nFgb5EEEc3kDwPbjyogQTexIkMJmevhjNLTObPb/xHjvuaX3GXW49c8jxfEJ8oBIsc4oC5SK7yiPGLKLWrevMJ21fMFUo33CO/MjlWsdDiTWEgRBtEK++O0YPvrlEADg9dv6o3t2aoxHRBAEQTQnzKmVarXI7rXKOhcqarnMWr0CY1Xe17JtCcjy5dYyZ22N7+YmNcGiEFSTgkQgAEo3rZ6zttbhRrXvxj7UzFoA+L/RvbDggcHISI4P+T0E0dwYZ9aGr9bygkzAGAR+6rNHksdgNiljBfQIlIepmGKu56wN4ijkl7PPv9MgBsEk+AUyNv5ALkG1OGvkOgWU4lkgt2Xv3DTDPtTI7keL/ztRESnAxyBw+zHszFpORDJ01rq0ommgeAP+GLiCZNaqhULRQKytcehvF3/eBxIERVGZb9woZ61q/2jiCcLIrOWXbz9uVyxTi93qoYbiUlVnHqsfuAD+z4z6uH+79SR6P/MdPt94zLBfwLv9gVy+ioiKMAXTcFFn1vLHKtADI0aRvUGO2hBDEJn56IPqEJy1RoUPm4uwxNoZM2Zg0KBBSE1NRVZWFm644Qbs2bNH0UaSJEyfPh3t27dHYmIihg8fjh07dijaOBwOTJo0CW3btkVycjKuu+46HDumPKkqKiowfvx42Gw22Gw2jB8/HpWVlY3bSoIgiDOIbcfsmPbFNgDegmKj+uTEeEQEQRBEc8OcWgnxZrRJ8gqZlXUuhbO21unRTL8trvLGIGSnWjlnrfe1almsjUMqF1WQHKC4GCMhzowLu2QgJy0B3dqlKF4HvDfX7P4qlQqFEa0Moxv9cKf6Akoh1SgGwaPKzHSLfrE2Xo5BCCB8BRJrg8UgBIg9UC+XhSeuTya6mARvcUKTqsCYK0D+ZjjOWqVwqVy266TfNdkjOwWhoo5BAIydofx+VH8Pl1Y7QhYmjc4BfnYFE035Y6HdV9yyAPvG249x/ATvRjRy1roV4mEg4TDwucTjMhBrgzlcjWIQ9J6j8G23n7AbLnOr4i/01qsH2754i/Yz6lGLtarP6MT5v8EjSnjisy2afjUPMQI8JApF9IwUvGjv0jhrA4u1lXVODHt1Je781xpfX4Hd4IBSoOWbGGfWnkZi7erVqzFx4kSsWbMGy5Ytg9vtxsiRI1Fb6w+qfuWVV/DGG2/gnXfewfr165GTk4OrrroK1dXVcpvJkyfjyy+/xMKFC/Hzzz+jpqYG1157LTxcJsS4ceOwefNm5OfnIz8/H5s3b8b48eMjsMkEQRCtl1M1Djw4dwMcbhFX9MrCn6igGEEQxBkJq3icEGdCepLXqVpZ71SItYA2CoGJtTm2BOT4HLAn7D6x1uG90UlNsCjFWmtwZy0ALHhgMFZPHS5PfQag+D/gdRTxQgdBtAaMRI/GCAChxCCoxTQPJ9ayAmOBdJiQxVq9GIQgIhUbsyD4RSmFUCgpHcCyE9i3WoWzVpNRqxIgA2yHwlmret+6Q/7M3nCOkG4MgsJZ62/Lu2nrORfsrpNVuPDF5XjSZ7wItB7v/0N31gbKolVGKxg7cAFtDEK4mbWiSjQuqW7A0bI6TbtgYjwPf84q3ecqF7CqC/53V5Bzm9/Xh0/VKpYphXBRc96EEnmifqCi56wNllnbJkk7MyVYjrRR25P2etz3yQas3FMSfPCNQB174FY8hAj8yTtpb4DDLeJgaQ0AVQyCkbOWE2uV49Dfl/w+jkEKAsJ6bJ2fn6/4fc6cOcjKysLGjRsxdOhQSJKEt956C0899RRuuukmAMAnn3yC7OxszJ8/Hw8++CDsdjtmz56NuXPnYsSIEQCAefPmIS8vD8uXL8fVV1+NXbt2IT8/H2vWrMFFF10EAPjggw8wZMgQ7NmzBz179ozEthMEQbQqXB4REz/9DSfsDTirbTLevL2/XJSBIAiCOLNgQkBinFnOLK+oc6GiznuzEmcW4PJIKK1xINeWgHWHy3Fex3Q58iA7LQEd2yQBAI5VePMOZWet1YJUq/+GMJTMWoDlTyqF2ESVMBtOXi1BnC4YTSdulFjrCkGs1bhbRVnAsJiamlkbOAaBvWYxCQpHL0OOYxAETqzlnZDefwWfo1aOQWDOWkXbwGJeqJm+6n7WHioz7HPXySo8/p8teOLqHriiV7Zun2y71GPgRSGnwlnrFzX3ldRAkoBdRcpMVB6XQWQBD3+can398+tXH38jF6HeMVafH0ZibU0IzlqPBNwyqwCl1Q5seHqE4noSTIw3Gj//GdFk1gYQgF0GkRXB2qqXecTgjl492PGJl2MQtONmDzidBseLn7mit9y7HuOx8ON8e/k+rD1UjuW7inH4pTFBxx8u/PeiSxRVBccCq9vs89PgFiFJkuJ4SZL3/BYE5X0wn1OrGIfB/nAGEe+jTZMya+12r/U7IyMDAHDo0CEUFRVh5MiRchur1Yphw4bh119/BQBs3LgRLpdL0aZ9+/bo06eP3KagoAA2m00WagFg8ODBsNlschs1DocDVVVVih+CIIgziReX7MLaQ+VIsVrwr7uooBhBEERrZ9PRClz/7i+6ldt5sZbFIJysrJdvPrq29Va1Lq12YOL83zDug7V47psdECWvqNo2xYq8DG8hsGPlXseTUQxCKJm1RphNgkLYSKMIBKIVEllnLecaNBBV1WIt76yNt/gza/eXVOPy11bhsw2FqnUEyqzlBQyddfvWE6fjDvS+x++cZW0cOjEIZkHprGX98IJOsMzaQKIzf0z4IUqShPWHK/ztVOO//98bsPNkFf7w8QZNn2xsFpMJcWZB835+uA6DAmMsy7bOaZxj6wyQyarXv15mrXq7nAaObb1TVL2fwy8wphRFCyvqUO/yaGZ+qB9yBMp4bnRmre8FSZIMBVC5L4MIDkmSNM5a9VAbl1mrjdBI1HHWFpb7Xckd2/gLePrfq3bWhlZ4j3d/M3G/rMahyettLGpnrUc0/myrYdvvESW4PKFlBFcZiLVG7nRngM9Lc9BosVaSJEyZMgWXXnop+vTpAwAoKioCAGRnK58wZWdny8uKiooQHx+PNm3aBGyTlZWlWWdWVpbcRs2MGTPkfFubzYa8vLzGbhpBEMRpx/c7ijDnl8MAgNdvOw9nZ1FBMYIgiNbO4i0nsKWwEovWF2qWsZt/a5xZjkE45Ju2GW8xoVOG1zX75Bfb8N2OYgDAfzZ4a0i0S7HCbBJkZ21ZrdNbAKyBj0EI31lrBBsLQM5aonUSLLNWFCUcOlUbUsVxpyKPU98BqJcpKscgmPx5mM99sxOHTtXiz59vNVyHmmDOWiZ+xesUSQL8ApzFJMiCpp6rk4m0bJIY2zfqQk6KvsOY7i2qBENGg0tEea1fNFQLXWymgR5MXIszC/L4ldumP1WfF2sbfPtenWPLoxSsjZy1/teZ8MtnqbLN8o9TX5jSjUHQOGs5xzDXj3GBMaW4y1ahETjVERoBjid/zvIiY7BYDnbsNU7ZIDEIRmI/4N3PjXPWqj473Fs0mbXcwt1F/shRvbWoz5FAwiO/XR044fdUjfczceUbq3HtzJ+xpbAywJaEhlKcFRVuWr3cXx7F8XZ7QnIPV9XrxyCEUmAsFjEIjRZrH3nkEWzduhULFizQLFPbjfUsyGrUbfTaB+pn2rRpsNvt8k9hofaPVoIgiNbISXs9pv7X+0f2/Zd1xdXnUkExgiCIM4EKn6Cwv6RGs4xl1ibGmWFTibVtkuKQmewtHlZW69S8NzvNu8yWGCc7XQ+U1sg3h5rM2hAKjAXiz1f7I87KdcZDEKHy448/YuzYsWjfvj0EQcBXX30V6yEBMBYDmFD04pJduPy1VfjXjweD9qV2veqJEpqiXpx4JGfASsYCRMjOWj2x1qMWnNQiiiiPgzlrFYKmrz0TaVmklxyDYBAr4P09sNPWqC0vpNlVgk44jjomJppNAuJMOrmjnMDG78d6Jz+F3ys01jr1XYCA0kXqMhifw8UXGPP3xZqzbbbqRFEEiktQt/W258RXlaN3xe5ifLdDabgzcm9qj2foIiMvXgYqgmckoqq3KVgMgifAeShKktbBG4azVi4wppdZG6911u4trta049F8LkQJTreIb7eelP+OYBh9J+zzraPSF6W0ZPvJoNsTDEUsiEfUOKmNHK+sPaPB6QlJHDeKQTD6ngiWYRxtGiXWTpo0CYsXL8bKlSvRsWNH+fWcHK9AoHa/lpSUyG7bnJwcOJ1OVFRUBGxTXFysWW9paanGtcuwWq1IS0tT/BAEQbR2PKKEyQs3o7LOhb4dbPjz1b1iPSSCIAiimSj33TTtL6nR3FAzp1ZCnEmOQfCLtfEKx8xT15wDPuI8Oy1B/n+ez/XKqqMLglec5R2wSSEWGDNiZO9spPjcubzLliDCpba2Fueddx7eeeedWA9FQTBn7Yc/HwIAvJS/O2hfaiFVr2+t81GShcI4ucCYpHjoEiqhFhhjRZKMMkK9GdbaqACRWw744xDYJoXjrA0Ug6Bw1nJvUxchCkus5SIgzL79zAtSvIDkMHCCstcDxSAohNUQnLV8HAEbTyCx1kiUZDjdxsIY309pjQN/+HgDHpy7USEY8+JhIGE1nKxVfr1KAVg9Vmh+lyRJ4yYPFv8Q6Dx0exrprPUoPzt6x4E5a/nx7uHEWr18bO34RHy16Tgmzv8Nby3fa9iWf6DAC8IAUFKlLE4aiBqHG/fMWaeJW1EUC/RIQcV6Hl7IbXCJIRWjMyowFoqzNpTjF2nCEmslScIjjzyCL774AitWrEDXrl0Vy7t27YqcnBwsW7ZMfs3pdGL16tW4+OKLAQADBw5EXFycos3Jkyexfft2uc2QIUNgt9uxbt06uc3atWtht9vlNgRBEATwzor9WHuoHMnxZsy8c4Ai948gCIJo3TBHTI3DjaKqBsUyB5dZm+4TVkt8xcPaJMVj3EWdMHlEd3z/p6G4f+hZ6OLLsAVUYm0bJtZ6b9RS4i0wmQRFtmxKE521giDgh8eH4XcXdcL/jaaHjkTjGT16NJ5//nm52HVLwUgMUL+eYAn+4EMtKukV4tETLpjYwNyskgT5IUmoiKIy1zOQ+5D9Tapx+coOX5MsxPJCiEflAJadwL5+lAW7tCKU8vfQpnvz61dPlQ5PrPWu32IW5LgJo/Hy+7FeR6x1ukVDIZZ3/Om5AiVJUom1fM6xdwzstEmI0xasCjuzli8MxS07WubPUuUFVGXshLGwqpe9bAT/udDLQGawB5v8A0pR0n/AocbYWWv8eePXEQw5s9Z3TPRc2XqZtXuLAjtr9ZzQ+0u9M3JKa5Siq8L1zEV17FXN4ClW/c0RiPWHy7FyT6kc2ae3Lrco6jjjQzveDW6PNu5C56NTbSDWGkUu8JEerGhZcxLWt/PEiRMxf/58fP3110hNTZUdtDabDYmJiRAEAZMnT8aLL76I7t27o3v37njxxReRlJSEcePGyW3vvfdePP7448jMzERGRgaeeOIJ9O3bFyNGjAAAnHPOORg1ahTuv/9+/POf/wQAPPDAA7j22mvRs2dP/cERBEGcYfy4txRv/eB9Gvr8jX0UN9oEQRBE64ePDNhfUoNcm98ty/IOE7jMWkZGcjzaplgxeUQP+bVeOak4WOp13ubYeGett8+dJ7zOWubEUxQYa2JmLeAViF+4sW+T+yGIloiRI1Aj1sYFf+jOZ50C+k46tcihyKw1+zNr+ezpUFA7VXWdtUysNXDWMtHJYhL8EQei9v0mn5DLUhDlGIRAjsYwYhD4RYFiEIzcfWz7GJIkyfvdbBJg8W0bLzjqidsAUMdFHvDxBXUuD9LM2nPCpRBHtX2q3dd8pIKck6x21rqZiKucwh9aZi0vQusL0kYFzCLlrFUWGAvurLWYTPJ7PKqHEN52WpFXUUSMf8Cg83lTjzQU0Z+da7Kzll8Hc9bGKzNrPaIkz5rx/h784Y3bI+FEpTd7OZBLmnfW7lM5a8MRa9mx54V5QF2YTtIZZyBnLR8j4tE6+HXO26p642gRjyjBYlZGrqofjOm1iSZhWbBmzZoFu92O4cOHIzc3V/5ZtGiR3Gbq1KmYPHkyHn74YVxwwQU4fvw4vv/+e6Sm+ovdvPnmm7jhhhtw22234ZJLLkFSUhK++eYbmM3+J4mffvop+vbti5EjR2LkyJHo168f5s6dG4FNJgiCOP05VlGHxxZugiQBd16YhxsHdAz+JoIgCKJVwYu1+4qVrhd/DIIZ6b4YBEabZK1A0zPbHyHGO2tZkbGdJ5lYG6f4FwCS45sWg0AQscLhcKCqqkrxEw2MptCqxQlrCM5atRCn56zVZn36pwnHmfxu1hTuoYtaSNFdtyt096FRZi0fg2CRxVptIR8m1qrdt4qp00HEvUDOPP6Y8LtLPVXaaCZ2sir+hV91nMkkizqBnMCMehcvNCpFKDWSpBQW9QQt9TlSxzlrPRqxVunUVI9R79TViLUGMQg8TgNRNqCzVnN8QxPvGgLkKrPt5kU3kRPajd4X6FzTCsJap6aRUK/Xp15xPvaZTlA5a10eMeg5pt2vIorsXrFV8wDGyFlbrIxbKg4jBoF9ZutV3zHBnLVu0RtPcc+cdXhnxT7FMnVBuVBiEKod+s5ati41mhzj5jXWhuesDcX2KwgCpk+fjunTpxu2SUhIwMyZMzFz5kzDNhkZGZg3b144wyMIgjgjaHB58PCnv6GizoV+HW14duy5sR4SQRAE0czUOz2KG599qimKcoGxeK2z9spe2hoQPXP8xgpWYAzwO2tZ3qCeszY5As5agogFM2bMwHPPPRf19RiJdGpRNTGEBx96bi9Nv2qnn0eSBTULF4OQxK2vqsElC0FGqF29eiK0LAqbtXm0gH9fmBXOWq2D0DgGgRfimlBgzCCPkrnv4swCXKocTX6c6u89fl1mM++sDRwbAXgLJDH4fayXWxtM0FT3AagjDvxuUgCwxikzazWil66z1lgYc7kNxFqdInKAUgBTH8+wnLWKGIRAzlq/s5tfj+ZzZfCQQa9f/cxa5fhCKVDF+mRuZ1HHWZugOl6BxFZ1vxaTALfoza8+ycTaAJ9p/uGMvd6F0mq/QMtnEAeDjVXrrOXiPNza6AiXR8Sag2VYuacUK/eU4qFh3eTvL3WMiDoKMJwCY96xhCLWNq9aS+GGBEEQpxnPfbMDW4/Z0SYpDu/97vygf1gTBEEQrY+KOmUF5wMlBs5aixnpiX5nbZ8OaRjes52mv16cWJujk1nL8Iu1nLO2iQXGCCJWTJs2DXa7Xf4pLCwM/qZGYCTSqY2f1hBqD6iFOL1cVj0XoFpEVQsPgaYI+9fdCGdtALFMLh7GC3YsU9S3K2RBV45B4AUs5brVLtNAYi0/LL3M2ozkeM34+cxLdd4v387rrA2cWcujyKzlBLJaHUFMvU26MQiuQCK1tz3bZHbOOWVnbXCBKtTMWh4mhkqSdrq7Xj96YwkUJcCvN3BmrfffOC5ewiNJWmEuiPAvSfoPENg41e9nvx4orUFJtX6EQGBnrff/6gJj2n2m3l6JE3r9+cQsxiCQ8N6g+q45YVeOOxQ3vncd3rEGcta6DDJr+QdYLGeX79M7DlHjgFefK5IkyWIt+2wr2ut8jkIRwqMJibUEQRCnEYvWH8WCdYUQBOAfdw6Qp6cSrYcff/wRY8eORfv27SEIAr766ivF8rvvvhuCICh+Bg8eHJvBEgQRMdYfLsfGI+Uht+cjEABgb0m1YhacXGAs3qRw1j44tBsEQZu51ikjCR3SE2FLjFNcW9TXGX8MApdZ28QCYwQRK6xWK9LS0hQ/0cAo91TtJLSG8ABeLcTpTnvWKSjExCOLHIOgn9WqcIialN8VGmetzmYxUTXeoi2S5B2b3zmrds3y/2dCLotDYOvity2YszZggTF+nVwzth/a+OJj+D4r6gJMo+bWZZhZa+DM0yswpn6d4XKrtzF4DAKPOgaBCXhuLgOVJ1AMAhMO+e1yGuxzdu4EEryCulkDHE9edOS7MRKfFTEIOpm1oUyrZ+PVcyOrm4uihMo6J0a//RPu/Nca3W1QO2v1HOf+AmPs4UVgkZnvg7lyT9ob5HUFcuo36MSe8FnNRfbQcmvZWBtcouLvFMWDDI+kUyBQVBzzrcfs8v/VTupg506d0x+V0C7FCjV6cTJqIZuctQRBEIQuG49U4K9f7wAAPDGyJy7rrnVGEac/tbW1OO+88/DOO+8Ythk1ahROnjwp/yxZsqQZR0gQRKSpd3pw6/sFuHlWAQrLvdWzax1ufLahEMcq6nTfw8TazpleMbWyzqUQEvjM2oQ4M6aO6okHh56Fa/vl6vZnMgn49tFLsXzKMIWTJTHejN8P7iT/zopZKmIQSKwlWgg1NTXYvHkzNm/eDAA4dOgQNm/ejKNHj8Z0XEZRm2rxKSEkZ602j1bTr45gw16L861DgrKQFMtq5d1y6iJaGvEmlAJjATJrTYLSNcsvZ45adWatK4BTVe1MVAtwRmNXOGsblGItL/pUcjMaNO5S7jhYTAKXWatfWIuHj0Hg9786BkFPVHTp9KkW1ZXj9AmM6gJjBpm1eiIlE2SZ+KcsFKW/z9l5GygOIJycWKP+g/XJfrWYTIo2wWIQ9BzMrG+9casjRD2ihOOV9XC6RRRW1Accq1xgTOdc18usVa/b6HeWT8z+ztB7P/92h44Tlt8vrEhZMPjPAH+c1I5sPWct/95tnFirKTCmzghW/c5c6oIA2JK0uf2653kID6eiCf1lRRAEcRqwp6gaf/h4PZxuESPOycYfh3WL9ZCIKDF69GiMHj06YBur1YqcnJxmGhFBEJHC5REVUy8ZZbX+HLh/FxzGU2N6Y+rnW/HttpOwmARMuLgL/nptbwDAxiPlmL54J/p1tAEA2tsSUe/0oKTagcLyOnl6XwMn1gLAw8PPDjo+dSEyxvM39MWjV3bHjuNVuLBrBgAgjWIQiBbIhg0bcPnll8u/T5kyBQAwYcIEfPzxxzEalbGzVpSU06VDibbSiHV6MQg6U6OZeBHnE6lEUenCY9P/eTenuvJ5eDEI2gJbgF8E8zprtf3Iy5mzVtVG6azVF6YSLCY43WLAavL8tnsU+0E5VVop1vofiKn3O1u3SfAKzWbfwN0e/fXw1Lk8kCQJgiAo9nEdF4NworIe1/zjJ1zSra3ivXriaGBnrXcZOyWZgMfOK6PYCsU63X5nbQVcyunsQWIQAgmuwcTZQJm1Rus16tNsEiAIXheufgyCuh/jhyJaF66om1nLzi2nW5SPt9469IrzqaMMmFs+nMJoLJ/4GCcWq0Vq/ng3qJa5PaKif3UsghHqYmD+bQj8IMMtiorjsu24vrO2weUJ6Cjm+48zmXS/Z/Uza/W/u5oLctYSBEG0cI6W1WH87LWw17swsHMb/OPO/rLbgDgzWbVqFbKystCjRw/cf//9KCkpMWzbXJWuCYIIzFebjuPcZ77DdzuKNMv4rMiF6wrx3Y4ifLvtJADvDcTsnw/JU3MXbz6BbcftmL/O6xTMSIlHXobXXVvIuXDrVWJtU8lKTcDlvbLkojoJcWa0TYmHxSQgM1k7pZAgYsHw4cMh+Sqx8z+xFGoBbTYtwy1KilxI5lQMhJ7bTY16Si+fWcsEWEk1VVsWazk3p1oACafAmJ470Pu7d2wWwxgE77+aAmMSE2uVU6f11s1mB+gJ2fJ7uXXym2EPkFlbWe931upFTQD+Am5xJq1YbSRUejjRzajA2PrD5aisc2H5rmLlevXE2gCZtWw9bH/6C4xJmvF62+n14e0/IV4bdRFMrA0kuKpzQ7XHN8B2GQjU2sxav6hu5iI2ghWTYmNRFCYz2Gce0etcV6+3qsFY7Of7Y2ItP3Z2nPmZLy5R+0BCMxZuPSxCgZ+xEyj+QS3kqtuG7qz198k/DFIXptNmTivF6J0nq7jCanyfYtCHDLxIrzeDQe9zRAXGCIIgCENKqx34/ey1KKl2oFdOKj6aMIiyAc9wRo8ejU8//RQrVqzA66+/jvXr1+OKK66Aw+HQbT9jxgzYbDb5Jy8vr5lHTBCtnxW7i3HZKytQcKDMsM3KPSVwekT8uv+UZhkTBwCg2uHGg3M3AgAmDOmMNF/cQImvGEhpjfezzu4ZMpLi0YmJteX+Gyc2XTkxikUoP/nDhZh330W6UwoJgvBjJDJ5RElRVV3Pea9G7ZrUE8fUohcfg2CR4wn0M2sVYopKnGhMgTEj0csoBoG1F1SZtaxfVwDxk+0L9reykXCoLf7EOWvlGATv95ois7bW/12tzmZlYo9FJTLz7sFArlK23xXOWu5YlFQ5NMsBfdFPXRiKR51Zy5y1TOxUnzvq6fzedfrEWp1cYqdbfxvZuI2K7QFNc9YaRV4Yic8mQVAUrwsWg6DOk+XbhOSsFSEXuDIar1v12dFz1vLXdLWYydat7NP/Oxv7US4GIZCzVo363NMTayvrnNribAoXrL6b1sV9R8mveZTOWqdbxN7ianmZv09tDIKm+CD3sEovG1zv3NLsmwDnXzQgsZYgCKKF4nSLePjTjThaXodOGUn49x8upBtiArfffjvGjBmDPn36YOzYsVi6dCn27t2Lb7/9Vrd9c1W6Jogzmb9+tQOF5fW48wP9oiGAf9phSbX2wQov1rIbsZy0BEy5qiey0hIU7ytVvb9Ncjzy2iQCUN6AsRiEaIq157a3YfBZmVHrnyBaC0aFkdweCXUOv7AWinErUEEguV8dwYYJDXGcU1VSiJReIUnprFX2q3ZsBiq6FGforPWLtUzY1I1B8CkVcoExXxPeAWck7qlzWI3GyNAVa3Wdtf7vavU+dqmcl3rbH0isZd/Z/D7mYxBKqvWnnOtNzw/krHXLYq3394Q45b5S9xcos5a5PPn3NMlZqxFng48l2HqNHJeCwlkracR37bR6b/9xFhNYegEbn15OrEY8lCTZvQ5oP8f8WJmAzgvnbj2x1i1qttsos9ZsEuQHNbzIGqywGo96zCdVMQhbj1Wi/9+W4amvtile5x+w8N8vikxeVTEx72uS5rVdJ6s1Y2lweXTEWf1sb4tJUAju/LrUBMrzbQ7InkUQBNFC+fv/dmL94QqkWi2Yc88g+YadIHhyc3PRuXNn7Nu3T3e51WqF1UpTlAmiudh+3I4+HWya19m0w+Iq7Q03EweG92yH2RMGobiqAWmJcUixWpCdZsX+khr5Rl0t1mYkxSHJF01wTDcGgbwZBBFrjNxqoiSh1ukX5IyybXlCcVbq5VgygVLprPW30cusVYua7LvKYhJ0BSm2LoBzB6pFLy6z1qQj1jKRjAlp6qgEZQasvlAVLAZBI+Bx3QTOrOVjEPSFYibSsnHzYwiUeclErAaDGITiKv0ZVHoiU6ACY/7MWqUw6PToC4+BYhCYcBhSDIJBJi5PMHE2oLPWwNFrJNaaBH8Mh0eUNDEKWtc2E+NNsJgEuDz+aBH1eSiK2gJjoqiMQdATa0Nx1sZbTDAJ3uPiLcoV2j4zmwTEmbXnJL/d6mgUNeox13HfXQDw6nd7AAAL1hVixk39/OvgXbDcuelWidHqlD+XKGrE5BrfPlQ7azUPYAyctWaTSffvIr3vXsqsJQiCIDQsXHcUc9ccgSAAb93RH93apcR6SEQLpaysDIWFhcjN1a/wThBE9OHFlrkFR+T/l1Q34F8/HkBJVYN8o63nrGUiiS0xDmaTgPbpiUjxCbBZqd4Hdez9+s5aFoOgddZGKrOWIIjGoxaZ/M48SSHIBaiHJaMW4gJFEfDr18+s9bez62TWelSiE/v+ybElBF23oVgr+kUvs04MAlvOhFx1G2cgZ61PXGHT8w1jEAyctbyg1sZXcJFfB19gTFvozfu7WXbWMiHQL44G0nrqdZy1vHCu96DPu149sTaAs1adWatyIavFX90YBF//TPSKVIExTWRGkFgERf8hOmvZKkyCIIuDol6BsQCZtXLEBcus1SvopxqOyBUYAwI7a/15z2zMkkp09S53ekSNSK15iOD7Pc4kwGLSyn/8fgvmHFWfVw0qB/dxgwxb3g3fYOCsdXl08nd1nLWs6JlTFa2gcUIHOH7sAYWiPcUgEARBEMHYeKQCz3y9AwAwZUQPXHlOdoxHRDQnNTU12Lx5MzZv3gwAOHToEDZv3oyjR4+ipqYGTzzxBAoKCnD48GGsWrUKY8eORdu2bXHjjTfGduAEcYZir3cpbuAXbzkh/0H/l8+34sUlu3Hje7/Ky0uqHJqbXzsn1qrJSrXK76t1uFHrVAo1mclW5GV4YxCOV9bLNxxMcCGxliBij/om38oJmXxmbSgFbDTOWl1HmHGBMSYESVA5axu0zlqo2rDs7FyfWKunXchTuZngpGrDZ9bqFhhjzlufSMuEbdZvoAxYti/8ztpQc0y9v9c43f48cNlZ6++jos64wFgwZ62RK4+5U5loz4vxtYoYBH1nrd42BhRrZTeoT9iOU7qQgxVq4vtg7+X3J4sTSI5XXntCEWvVwpz6c2MUJwIYFxgzOtaC4H8gIEqSThyAuh/fNHqzX/Rkfek9kNArcKVw1nq07me2Dqsq75nv3mIS5M+wyyNpHKHq9bLPBB87olju8T+QCXRsAMCpelDUoPquOF6hL9byDxQUzlpVfIYmwsGjjXlg6+SPV73LY/hQyL8u//eOnrNWf4YCFRgjCIIgfBRXNeCP8zbC6REx6twcTLz87FgPiWhmNmzYgAEDBmDAgAEAgClTpmDAgAF45plnYDabsW3bNlx//fXo0aMHJkyYgB49eqCgoACpqakxHjlBnJkcLfO6WVN9Tth6l0cuCrNyTykApdvE6REVGbWA31mblqAVa9sxsba6AadqtDfrbZLjkGtLlKdlMvcVc58kxpNYSxCxRi1CWLnCTHxmbaBp3gxNkS8dkUFP9GAvWTiBSgrirAWAI2W1uPy1VZjzyyFZMMy1JcrjV6N11uqLmsoYBH6591/ZWWtiTmC2LVoXrvp3f5aq/v7UuvC8/7LvYqvFhKR47RR//rtblFSZm5woBvjjJjxiYCEsSSUs88eXHQtJkgydtfqZtcYxCGyfsP2pcdZqjpe2D1YoK9VXAFPhkPSNP89X+FIek0+kCyQIBos9CCSWhZ5Z6/3XJAh+17aokwVt4PK1mPyOXPYa+5d/sKDeTFGVWasnqKszl/UeUJjNAuK4Y8a2m32ujdzIFrNJdtWrYcJnMDFSLWirC9kZPSTgj029U98Z79YRnl2i1vHMHiYFjUHQiOV+sT1kZ20Yeb7RgDJrCYIgWggOtwcPzduIkmoHemSn4LXbzpP/UCXOHIYPH6475Yzx3XffNeNoCIJYsbsYf//fLrx6Sz9c0CVDs/xIeS0AoEdOKjYXVsIjSqh1uJFitaBjm0S5sBhPSbUD6b4ptkAQZy1XYIxNQWZ5dYDX/WU2CejQJhFHyupQWF6H7LQE+cYzQaeQBkEQzUsgZy0foxLKNFu1IKIn1qkFG754kpxZq3L/sSnaarfce6sO4NCpWjz3zU4M7NwGgN9ZG6jAmF+s1V9uNvnFMn4cHpWzVs4V9b3OizRGxZTkGAQD8Ug7Nd77O/suTkuMk92TfFveWcvGYjb5hGE2zdoniFlkZ21gRynbTyznlN//zG1b43Ar4jKUY9D2y86ReItJpyCdUpiz+lyGRs5XPQHvpN17Xevoi+DRi0G477KzIAD4ef8pfLnpeEgFxoLFHgTKdA41BkHOrDVBkZms3o9Grl6v6KkvxFstJjS4RN/v6m1B+Jm1OkK/RZE9K8rjTowzo9rh1u4zbvo/Gzfg/duhvNbp60eC1RKKs9Y4BqGa2zZBdfuqFlbVY2NjUOMtoKZ8ncWE8GOpd3l0CsLp7wcjZ63aKa8eN0DOWoIgiDMSSZLwzFc7sOloJdISLPjX+AvkvEKCIAgidjy7eAcOnarFLe8X6C4/4nPWds5Ikqd9MtdR+/RE3feoHVKBxNpsn7O2lBNr+3SwoW2KFRnJ8chM9i5nubWPLtyEj34+JL+fnLUEEXvUIpR/+riIOkeYBcZUYqqe+KUWHvip9XFmv1NVLwZBLQryldNZocMcOQbB2Fkbx4nCeuO1GBQYkzgxDfA6IPk2/PZqnLVMuIpnmZ7K5SxWwMiFxwTrtASLvH6jzFr1Mn67vP+q3ZGBxVqPL5eUb8aEfKPiYoC+yMTE2lSdewm3KpbBqsr3VY9Tz0BwwjdbhLln9cTajOQ43DywIzJ9cRIOlWgdb9ZKUcGctQEza0OMQZDPL0H5sEArausLxbqZtaJyX6qPI1sH+9sA0D504TON1WItvw18Zq2Ly3S1su8Ude4rN24+BoF3PrNtNxIj2Xi0mbX+74pDp2rl/8epji0vyioKGKqc6dqHL9oc2wbZWetv63CJ2v1tcO7EmUy6zlq9z6dGwG9erZbEWoIgiJbAvLVHsWhDIUwCMHPc+ejSNjnWQyIIgiCgFFD3l1RrlrMYhE6ZSfJDNiYIGE0JLFHdeFf5buDSErU31sxZW1zVgFJfDEJ7WyKWPHYp8h+7TL6JYrm1xVUOvLBkl/z+BJ2bEoIgmhe1CMKcXaIIRQ51CFqt7CBkn329HE/1ay6uCBGft6l01rogipImszbb9x0EACcqlZm1IcUgqKcj+8Zv4py1egIsE2n5SWaiqCw4pCfuAP4cWF78nltwGOc++x2+3nxcs5+ZHsQEayNnLZ8hCyiFMb9Ya/L9q9w2I9c077JWXzNYDEKJQQQC3z8PE/RTEnTEWjYeSbl+48xa5fslScIJu3c8nXyCn15mLRPs2Hmgdu7G6UzJ14qz2oJTRhjHIKhFUe+/guAXXT060+2Nip15M2uVjnCPKmtWL7NWlCRdZ+2moxV44N8bcPBUjbxM/dnho04sJhOXWeuPQWAPKAyzWs3KAmMd0hPk7ZDFWoPvnwQDsZb//UCpf/xOt7Lgl9PIWauOQdAU7dMeFzmzVuWs1XzPGBw/Q2etzsYHE/CjDYm1BEEQMWbdoXI8t9hbUGzqqF4Y1qNdjEdEEARBMPhZDp+uPapZzmIQOmcmyTfG7IZefWPPnLfF1frO2rQABcbqnB7ZudIu1Yqs1ARZyAWAa/rmIk11Yx5vMVGcDkG0AIwya92iqPieCM1Z622THCCXVRuDoHXWipI/t5T9Xut0a8RaM/cdwsQKJuCG4qw1Eo+807K1Bcb4TFv1+kVJKd5oxDzRPyUcUMYg/NVXvPexhZs1+1mSnbX+WQ7q+AU+95fBi1BMaJJjEMz67ks18VwxKbVrmrmc1dcMnkAFxpLjA4i1LDIiLrCzVi16ldU64XSLEASgfbr/GsT6Y/2w48/OdYdKrI3XiegxOp7+5QGctWEWkzMJfve2RwpBrJXjBEzygwR1Zm28QqxVjsMjSrJzG/ALgQvXFeL7ncVYvPmEvCxe5Urnt8Ek+PetNyaARR7pfx/wjlJeIM+1JcrjlaM6DJy1zLWrFi95UfZASa1iGS/k8iJ7g8JZ62/jNCowptq3LHpBLQAHi0HwZ/fqZ9bqPQiIdWYtibUEQRAx5ERlPR7+dCPcooRr++XiwaFnxXpIBEEQBAd/c/XFb8c1U0JlZ21GMpJ9wm61gVjbv1M6AK2zNlAMQrLVIosyO05UAfAXHeO5rHs7bJ1+NQZ1aSO/xgQLgiBii/om31/tXfk9YWQcPFpWh8O+hzVMBEnyCXF60+A1MQhctiQTeiRo3X/2ehcaVDEIaoEmNcEif9cFctaqiyQx2DrNJsEfccCNQ17OnLW8WOyLCpC300CQYeKSS2d8CXEmjYOQrdPOFXtkrkNJ8opmemKgXuamPwaBCXrGU8xNAmCWHbxa5yITzgPHIOg4a93GzlpNZq1asDMQsgvL6/Dmsr3Y6bsOZaVaZaHXu536Yq3aWcv2h55YGzyzNoCz1q2/TC3isV8VMQg6rmb14ZbFeO4hA9tX2qJ6kuZvBY8oKXJd2fnEjjHvsGfnr+ys5R5wCIKAOIsg9yFn1uoUxAP8x8PMxTcAXnc8O0ZqIV0Nc6Kydnw0CnuNd9YCagctL6waFRgTNeeyW5TkBy7sYTQraqbIwXV7gmYt8/uBd9bGmf3uah6JE/D56JjmhMRagiCIGNHg8hYUO1XjxDm5aXjlln4Q1InsBEEQREypdvhvruz1LsUNlcPtwUnf9NTOOjEINQ1Ksfb8Tl4hlWXPMqo4gUAP5mLbGUCsZbCCLwB0p/oRBNH8qAVMXuSqaghcYGz94XIMfXUlrn/3FzjdIpw+sSLZauysVYuUvNBo4Zy1akGjql5byEotUmalWmWRVU/bUWeSBnLWsmhLpbPW+y8Tac3c38aiqBRpPGpxx/d7UrzfCagWzZLjLTqZtd5/2bFITbAoRGK3qMw01Yug8AtqvhgE38ap3Zc8FpMJzOzoESVNcTd2LVHnnAP+73ddZ60reGYtG47fWSspljOYzvanRZvx9g/7cNdH6wB4M9ktOq5rJq4xgUst1rJzTp1r6l2X/vFUr0MPoxgE48xadYExlVgbIAbBH5+gHCfvmNd+tlyKzwvbH+xf/tizzw57UMDETrZeRWatqHXW8uc871Tn97mes9Yos5b1zcbKzzhi4z7se3Atv87lZDtDyqyVNMfKu33e11J9fx/pxiA4tftbU9iQ+97hnbXsoZf6O9MruHv/z9obOY+jBf0FRxAEEQMkScJf/rsVW4/Z0SYpDv8aP1C+WBAEQRAtB95ZCwAVtf5q4HuKqiFJQHpSHDKT4xVirST5q7y3tyVg8FkZ6JWTBkB5493g8sjOFFuSvljLxNka3417u5RAYq2/qBk5awmiZcCEAiaM8c409rAG0ApLheV1uO+TDQC8D4uqG1whOWvV7khe2DDLjlHtVG2nR9TEIKidtdlpCXIfTFxzuD34+/924tf9p2RBQ10kSR4bV5Vdz1nrUTtrBZWzNoTMWn6Wglp8TrZatC483+9sWxPjzAohki9AJQj+DE9FDAIr5GRWOWuZEKYn1nLCnygFyqz1PuDji3LJIpOus9Ynqhlk1vJj0TprVcfLdzw2HKlQvN4+PVFxbNj2B8usZcevcc5a45gQo4x4owxegXPW6sYgGKw7zmzSuKbVzlpR0ua/VtYri9Ox/cFc0PU6Yi0bGy80sjEA3mPG+rFyD2f5obN9Gmc2KZy1ObYEeT3qPGE1zLXLxhpn9kcqMFG2vFb5ELqe+9zx31FGmbUuj8jtY8G/fR6lQMycufzxcri0zlrD7F6ToPj+TZIdyapsXO58MnItRxtSBgiCIGLA+6sP4uvNJ2A2CXh33PmKipwEQRBEy0CS/NMWBcHrcqmscyEvw7t809FKAED/vHQIgqCIQah3eeQbpmVThiEp3oyNvpvdEs5Zy4QakwCkGDy047NpgWDOWr9Ym0BiLUG0CPxirQn2eqWwwhcdUgtE89cdlafmA14BwaFyt+lm1qoEPPYeXiAVJWhcpy6PqHF3qsXarFSrQuQCgIIDZZj98yFsLqwMXmCMi0HgCzyp9wFbxtVEgodzGarfB/j3RYrVArNJgEeUUONwy9/NgFes1Sv+xLYf8LpizSpnLduH8WaT31nLjUXONDUzZ61+rimPQrDm1hFnFuDySKhzeSBJkvyAr0vbJOwt9k431yuixpBjEPSctaIy/sKqcugaZbzm2hJw0u5/0NjelqAUtH3D0GbWsin0Hnk7ATalXzm1PFjsQWOctVoXtd9Z63/ooBW9NWPRe8igOra8CKg+LhV1SrHW4VFmr7LPncUk6Jzzys8EX2DMLX+3mBXvkT9b3LgtXGZt+/QEbWatUQyCyllr9rlTXR63LJ7aVWI0H3egiCzgYxA8ys+Px+zfFpfH7YtG8LnEWQxCiAXGtE5bv/PdGsc7a5XOcv84PZo26u/LaEPOWoIgiGZm+c5ivPLdbgDA9LG9cfHZbWM8IoIgiNbBT/tKcfs/CzTZaY2l1ukXXDv7HqpV1PmdtZsLKwF4xVoACmcti0AwCd4/9AVBQFaqV3QtqmqQb2yYUJOaEGdYDIwv4gKEE4NAYi1BtASYkMA+kwncNFzeva8WeIrtyunvvAs3KYDbSy088CILM0OKkqRx/7ncojYGQS3WpiX4CzP51l2jE/0SpyqSxOBFE95Vql7OxqmMQZAU22ZYTMlskr+PqxvcCpElOd6snerv+5WJSvFmQTnF3+PPrI23mOSoAz4nVXbWyoXRlFEJesfJYlI5a30CUZukePk9DreIat9+5b/f2fHXy6ytluMctLM1PKpCaexcdHm80+e12Z3ef3NtyutQ+/RElaCtdDzGq8Ratv/8Yr1J4cz19qE+nsq+AmbWGoi1LEqA4Rdrlc5u9XmuKTDGnbdqIZ6NkxdrnarjUsn97QDoxSDoZ8t6P6fKBwHMeep0+8VMtVjrH7f/vIzznZMmwTtDR+2sNYpBsKoya/nc1waXx/ejny0LKL+PmAgqikpnv8vjL5aWyGVOs/eyzzMbg1P1PaA+fobxK2als9Yof5uNM95i0n2o1ByQWEsQBNGMbD9ux2MLN0GSgN9d1Anjh3SJ9ZAIgiBaDfPXHsXaQ+WKqspNgblqLSYBOb4bVV6s3XTU65Qd4Mui9Yu1Hlm8SI63yHnkuekJyElLgNMt4ncfrkH+9pM4UOotGqRXXIxx98VdMLJ3NgQBaJtiDdlZa9WZZkoQRPMiKrIPfQKWIrOWc9aqtIBTtUqBh//+YVPc9QQs9ZReWWThBCpJ0oozDr0YBJ3MWrXIyjJSFVO5DZy1vEtQ7VDk+zTLoqdfuHKptsso49RsEuTv4xqHW5E1rueslfNWOXesWoiUp5tb/GIdPx4+ixcA4kxqQU9HrDUrhSB2nJhYC3inkzPhq22K/3XZEajjrD3kK0Z3dlaKZpmRs5Ztv5Gztt6lXE/79EQIggC2m/z70OestShdoP4CY/79ZFaJtUYCm1GkBo9arNPrB/CLzybB7zTVKyCnddb6RU8mxLPzz++sNWvaMyrrjGIQfJ8dp99Zy597es5aPrOWiZaJcfquXr2s3ey0BFjMJvkYOYI4a60qZy2f++pwi/JDJEHwP0zmnalKZ63PYa1x9fsfFCTKDyL8Ai578MD2k1qcVz9k0sYi+MfOC9t+h7r+bIQEiylgRnc0oRgEgiCIZmLXySr8fvZa1Do9GHxWBqZfd26sh0QQBNGqOFFZDwAorKgL0jI0mOMtLTFOvnlmN1zltU65oEb/jukA/A6N6gY3ah3aatxxZhPm3DMIv/9wLbYfr8JD836TlwUSa3NtifjXXRegtNqhKRKi15ahvnkhCKL54UUJJgzEc9ORlZm1SgFCnQPJvn8sJsEvMug4K40KjPECqXpsgNdZWx/EWduOj0GQM2t1xFpWYMxgerlhDIIqs5YvvutQCYZGzloLJ9bWOtyKrHGLLx6Bhzlv+Sn8TIgUJaXzMt5s8js9eXefxy+KAYCZuS8DCGEWlWDNhKwkqxnxFhOcbhF1Lo98TPgHdf7MYmW/VQ0uOWqnV06qZp1qsZZ3ebs8okboZ+Nmxc4YHdITfdtggtMjwiN5nbmuIJm17Hwwsen+3OlmVFDMajGhxqF/rvvHbrxM7/wSuBgEt+jPrGXRDIEKjFkMhHj+AalaTKysD+Ks9QnyZpWI7RF1Mmu5+IJgzlreyc4cuezhsxynEMRZy1y07HvEpHLWsplCtsQ4+bx0KOIO/P2y7wi9PGKXx1eAkXN7u9QxCG5tDAKgPT9Dzaxlf7epxXX2WUyIM8vHw2j/RAt63E4QBNEM7Cuuxu8/XIvKOhfOy0vHv+66IODNNkEQBBE+LE+vsDwyYm21HFFgQZtkr1jLnG1bfBEIZ7VLlguDpfiqs9c63Kh2eN+brMoMPCc3DZ89NAS3DuyIdK6gWFpicA9Fu1QrMpLjA7bhi7aU1TgCtCQIojngRQPmqLVwRYp416faJFlWo++s5Qtg6WWWMuFBnoLOCUF82opa0HB5JE1mrbpwU8c2SXJkC8u9Ze9p4LbFapRZG0SsZZoJHwvD2qnHohYWmcvUbBLkB2XVDW5FniYTFnnY6t2yWMuKhPkdnYoYBK4AkrxuVVZrnEnpBtUTa/l9wBcYs1pMsnO2zuGW9y9fXDLZqp+1edA3WyM7zSpft3h48Q9QO2tFjQDOdpVaDGOxCLLg6VFGVKjFWrZtbN/rO2v1xXhrEGetJGmdsYp+uePNujAJftHVwzmnmVBo5Nrmxx0os1Z9XCprVZm1KtFRdtaqXN3BMmtdOmKtsnCX/73sWLBjx44R23dGzlHWNxsz705tcHnk4mm2xDiFiOsfg9ZZqykO6PHnUScwZ60oyvtdnVkb1FmrFtvl42dSOmsN4mRYrENCnFn+LqIYBIIgiFZGYXkdxn24FmW1TvTpkIZ/33Mh0nQypAiCIIjG43SLKPWJk0cjJNay6clpCXFo4xNWmUNrkyqvFvC7aGudfmetWqwFgLPapeDVW8/D/ZedJb8WyFnbWE6phB6CIJof/gY/QRZrlVOdGbzwKkkSynzfN5nJSme/Nc4s51fqFhhTiUeKzFoImnYMb4ExpQjChJwLu2Tgb9efi/M7pStzZCV9Zy0TgoyqtCtEL66J2lnL/9/hVgoyhs5aLrO2xuFWxEc43aI2R1d21ipdoSyb1+3hnLV8Zq1CrPWLQYBfWGMuZ7V4xNbjd9aCE2vNSPY5FOuc/jzQtpyzNtG3XC1a7S/xZrZ3a5ciRzHwuD3KrFCLySQL+E6PqDle7HjUcGJtTlqC/ODQwglZ/Fj8mbXKKfSyWC8Impx2I2HfGqCYGhDYVQso3d16BcZ4Zy0Tr9UfKzd3bvHv48fJG3HUx6VaJXarYxCYCOnNlfZnS3skSTGFn//X6RG5c9bo4Yf/AcSIc7JxydmZ+P1FnQEg9AJjcdrvEb9YK8Lu+15KT4yTX+e/C/ioDhanoXbcuzhhlkU6uNx+EZ59nhtcokLAZvtJ/TBBI7ZzgnfblHiMOCcbNw7ooHDx8jhkZ63/89HczlqKQSAIgogiDS4PHpq3EaXVDvTKScXcP1wkO7AIgiCIyFFc1SA7gIqrHGhweZpcYMtfpMUixyCwis5HyrzupZ7Z/mmm7ObaG4Pge6+OWMu49YKOePW7PQCAIlUhoUgQyGlEEETzwAuKCRa/61JPrOU/sjUOtyyOdGiTiLJap/ywKDHe78xVT9/1vsaJXA1u//RlQYDAV5pXFyLziJrvDebKHdilDe7y1VowqZx/TETlt9UoZ5QJbiaBc5XqTNvm18Gmy2udtcbuR/bwrKbBpZhxoO8eleTtB/yim1d49YpDvFirLh7G+vUuZ7miftcm/y+P11nr2xbJvx8T4kyy46/G4T9+vLM2Kc6f68nDCmx2a5eiO4vPI4qKgmv/z957x9tR1/n/r5k57faa25KbXghJgJBACi20QKTKqiAaQQFBLMsiukZ3JbgK35+uyAriYllBimADV6WvCmIoIRAgoSSB9OTm5vZ+2szvjzmfmfd8ZuaUW0/ufT8fjzxyzzkzn/lMOXNmXvP6vN4iWieaMIU/d/E1A4mkbm37P3z+JNSUhq14Cst1aDjFWrH+srOWimbyd8BP2M/krPUrLiaQH4IAwllr70eR/WqKd3HfzNqg5sy6FfMD9kMYWbj2QuxTW6x1CrKaoiCRKgJIs5gBEoOQsJcjCvZRIdNcd3vemZOK8eDVy63P5DxhX7FWEtxplEA0kURPqn+lBUFLnKcPfWghvqjlrJVc8QkDiYAQa+08ZttZa98/0wcHxeGAec0Vk2IQXMK/vX0VRcHPrlgKAPja7950fC4YSNgxCAKOQWAYhhknGIaBr//+LWw90IXKohD+58oTPIcjMQzDMEOnqcspdu5r7x9ymyJLsjQSRHmhMwbhUGp5daRCNs1IFC4aMVTVi5qSiCXmzpzkLgQzWC5d2ggA+NjSKcPWJsMwgyMXZy0VA9pSwmxhSCPnH/OcVBDUXBXpKdZwYlHFnQhBNLNWnjeW0F1ZkLSokECuVi+LqGIdAX+3ZEBVPIcX2zEJ9jyWszbLzFpNVaxza080gQ7irI0nDZfrTo5BsHJniRAp1jGkqZZjlQpyCUno1Sz3rXBfwgUtJqXrhiVwhQOaFYPQSvJ2nc5aIWg51+X9lLN2dk2xtR6UuBSDoCrO7FK3YAprpAhgRvnQbHTqrBUCJM2DDclD7WnBKykGIV1mLWDv7+e3HcYv/rHTXqcMwqgzsxapPioOh2zC5ayVnZ9ukdl21trfERoL4YUQIu3MWnPb9hNnLf0/oevkO5OKliAxCGI5puM7tS+8spRVt/Qn5wn7Z9a6xVoagyBiRsoLQ54xCAmHs9Y/s1a8FyF53GLeEpL/302KMorRqvQYBfydtfJ3Qt6XAvu7qFoPJkb7+Tc7axmGYUaIu/6yA79/fT80VcGdH1+MhvKCzDMxDMMwg0IUFxPsbevzrISdC10OZ615QyCGITd3mZELNSVErI3YYm2vJdamv9x+9sun4X/+sROfOWnGkPpKueWiBVi9oBYrZ1UPW5sMwwwORz5oQDg2FYf4KaAuSRFjUlkUshy5HSSz1svdabdDXYJygTHaN8ndlrTFWlFci84rkAsgySIqjTgwDFM4kYVZTaMxCF7D1Imz1icGwc+1G9DsAmPd0YRjSHucZNYGNcUUb6UYhJBm7yexHJpZK6IkqFAas4ajq1YfaB+9hvAHNGeBMbF+NLO2jWSPVxfRAmPeztodGZ21BhEsTdGSZvDGpX4ahoGelGsxpKkOlzLgnVkrCrQBxFkrZZWqXjEIPvtTuDXF5zf+ejNaemJYMasKR9WVuh4wuNbZ8/hyup9F2yHf+A7iYFUUx3u2e9UUTGPwj2aoLAphf0e/bwxCQBJrdd3pjgXsftP95RCKyT6U56VYYq31QMHdZ0Vxu6M1hRYY09GZOi+VFQQskXOAfFfp/rEyZz3ysoXoXkBiL2JWNIJmOYfFqCfAFnH7ZGetvP+S9j6iiO+IfB6lBcaSutk2O2sZhmHGAX/YvB/ff2YbAGD9hQtw0my+YWYYhhlJDkoxAnvbM+fWJnUD2w51O4aEUqzM2gK3s1ZU264ppQVfbCdXNjEIAFBbGsG6NfNRWxpJO10uRIIazpxfazmvGIYZO6iT9EOL6nFUXQlWzavxcdbafwtnbVVx2HKaifNPJKhZ7s60mbVS1qSqIrOzVhJMvJy1VO+gw/ftzxWHk4+KZQmyPYSWSF1wnmKtT4ExV5Ei4kC0YxCkzFqSyyrn6spFwlQiRNoxCMTVnKbAmNhecctRChcaicPQDVv0DgdVFKZidcRxEAna6wTYYq1u2NsvntSxp9X87ZtVU+Qp1iaIOC22MS00lUza+0f0qzfNSBHa/zhxHwus3GQrF5WIi7Kz1i8GIWg7a9t6Y9aDjF0tvY62gx5OYrHOArEIVXbWCrHWpzCeo8CYT2YtdQv7uX0riswHv9Gk7iiMFrW+o3YMgugHbd9cT3ubUoGc7gtBkjzAkAlqmZ21NLIlSp21AbvomOWsLQhZ5w0ag0D3q+WsTcrbVyf7286RtRzrAdV6aCVGPQVUxfoeyM5aWSun5x1KZmet5hnXMhqwWMswDDPMbNzVhq/8xsy/ueaUGVi7fNoY94hhGGb8I2e+ihtWAHjm7UNY9b2/4l8e2Ywt+zut9+/8y3as/sHz+MPmA55tdvs4a3ujCSszjYqstKCNmDeTs5ZhmPGNEH1UVcHpR9XgyRtOxcLJZQ6xNuDhiGtNOSqri+yhxcLZHwlq0DwEQ4FVId4SVGxXINXHZHGml1RUFw97YpKIBDidtXT4Pl0fh6DrlUmrEFepQ1xKLcMjdkF2UMrOYCo00lgasd1EG7phC1wArLxzK/9TcxZycmTWaqo1X9xDrA2JeSUh2NNZS4us6YajwFiBFIMQSTkLi1LvCzEXMLM9f//aPpz23b8ioRsoCmmoK424nNRim1F3Kd0O8aSXaGlnhHr9nnkV6aKiqVzkju7fTJm1VvYyyazd2dJjfS7ijuKSk1yGtmtl1qp2NECSxiCkliWEuSfeOojrH9xkCZIBTXVn1tKIBC29WFteELK2R0I3IOuj4pijTnS3s5bGIJAsXQ/h0ZpXcYu17gJj7v4GSLuOzFoiynaktk1ZQZBEr5ACY6ThgbgpUrsya4kzu4DkMVvHFIleENdXQU213pMza11FBH0cxn7Z3wOkwJjicZ4aDfjqkWEYZhjZ1dKLz/7yVcSSOs5ZUIt1a+aPdZcYhmEmBCIGYU5NMbY392BPmy3WPvb6fuxq7cOu1j78ffthvPpvZwMAtqey/bYd6vZsk2bWigJjPdEE9qeWVRTSLEEAsMVa3bBvsFmsZZiJjexUFFDnaUVRCIe7ow73pTiHVBaFXM7agqCGoOoUAx3LlLIfabSBGMIP2GKYiAPoI4V75Hn9Mmvp8H3rc8UpxOm+zlp3Zq2Yls5vxyDIYq23s1YjYm1PNOEQr2jOpxAV/WIQaGZtnIh5QmiiQ91todfprBXL8nItOnJ7pQJjQpSl+xww43Z6Y0nLUSj68etX9+JA6qHlqqNqLIFJFA+zpiUxCKoUVRB3uY6TMIizttjj98wWtHXEkk4xkbatG8I9aQt+sn4oC3h2Zq09LP6Dw73W53tTv/O0+FswobgiCBwxCKk2FYW6YD1Eat3Mpv/cg68BsEfJBDXFjiCRnbUk3sSvwKcoNB1L6J5Zz6Jt6mymbmTaR1pgjDprqZPYOv94uKyzKTBGv6c0EoVm0wohu6wwaI1IEmKnYRiu/RH1yEaO6/axURAiDw/EdzVgC7NiGSHyXm80fYGxuO4+jwHwzf6mBcbEcTLKxlp21jIMwwwXHX0xfObejWjvi+PYKWW449LFriwmhmEYZmQQMQjLZlYCAPaSAmMtJPOvpSdm3dwId0Y7cV1RqLO2tCBo3VgKcbdGii4oDGnWNIdS/aFFMRiGmXgI0UB2tlHnaWXqYZDTWWvHIAihTogiBSF7aK6c/Qi4HYnUEefMrHWKYdSdZsUgWAKN3WFFsYU2WnxLoGnOQmYOMdbKrFU9xVrqvBWIPueUWZs693YPOJ21NKPWLwbB7azVHYJgwMq51B3t0jZlt7RXtjAdNu8uMGb2XxwHllibEg1pzE2CCNDf+fBC3HnZYuszOQohSQqs2TEIths0oTvXwxmD4P49o1ER8jYA4Mi4pSJdVs5aWUBNGtjZYou1trPWLVj6tUuFarp/7e+MiJcw8N0n37PmE+KdpioQxmHZNe0oPuaTWVteYIu1Xlm7srM2kfRy1pLMWiLGBjwe4PgN/wfczlrPGASPbRpwFBjTre+X6aw13++XMoopA/EkOc7Mtg3DPk8VWDEIdixLQFWsOAzxIN101joL+Ql8M2tdBca8H3qJ72IkSOIlOAaBYRjmyCOaSOKz92/CBy29mFxegJ9esZSzAhmGYYZIa08Uf3zjgOcwX8GTW5pwzg+ex1upeIMTppti7T6SWUvFWsAWYUVF4c7+GLygmbWaqqAsdZP1XlNKrCWVuQFTwChK3WA3dZlibVGIxVqGGU3uvvtuzJgxA5FIBEuWLMHf//73Me2P5STUZMHDvhWvLDLFWt2wh2m39ZrnraqikDXkWGgFkaDmKI4kI1xkVmZtUjhrFc/MWiHq9kTtIkdCkIx6OGsBEJHR7XjVFGcBNT/xKJ1YSzVGKzNTilvwy6yVnbUdJLM2ntCt4d4BIhQBGTJrrZgD1coL9nLWBq0YBKdjz9tZq5Lh7nAUGJNjEMQxMCn1u1NFio3Fk4Yl2teWRBxmETnHNaEbaWMQxPEU0uz9K44LL7HWEjyJ+5gKtDS/Vgz9F/PJDzDcRb2cx2dCNxzOWiHWWpm1AWdWsrXOjsxae93TZda+f7gHv3ttnzWfMxvW31mbKbO2XDhrk95ireiT7eYkmbWp5dLMWiEUm45ft0vUb/i/mAewv7+ex6jmLoaoqYq1TwYSSUs8LS8I2u/H/R9S9MeTtvufRFf0k6JeYj0SZLuLacU1XDig+kZfyMKqn2htZ38794WIcYgE7IfwXGCMYRjmCMMwDKz73Vt4ZWcbSsIB/M+VJziqgzMMwzCD4/vPbMMXf/U6/vnhzb7T3P/SLrxHYgyOri8FYF7Mi4t1cbMrEDcWlrO2N7OzFrDdb0Ks9SoKJgSCQ0Ks5RgEhhk1HnnkEdxwww34xje+gddffx2nnHIK1qxZgz179oxZn6yMTsUteAhE0SFzeud5q6rYzqwVmJXRvR1ltI2wJGQENOfQc1kM6yHDi4XGRl25FMfw/bgUgyC5Jj3FWDIMnYoguocTWQjM8tBy2bErmgmqqnXe7okmHKMnYkndcjtT9ygAl6uUCpFROtReiJtE4JGFSiGsCbHJy2FIi6zRZYQDJAahVzhrzQm/ef4C/Pv5R2P5zEqHe9evkJQ8/D2p2+5WsQ+t9SFiKi20ZccgeBUYs52JosAYFYgDxJlJi7upJAJC4BbfnTmyZmYtiUFo7zOH2ZM8Ya9CWkndwEA8iduffg+v7+0wl6/YDySSVKROLWt3q3eRUk2ljtzUvhWuTVUlmbV+zlrzOiKaSLqc4oB9zNEHGXb77szaeMI+ZuV+AXC5cikhzeme945BsMVpug1sZ60zBkG8f6hrAB/97w345Yu7rPmokCv6FSHmJvowCpAya4mLVjxID2q221ZGjkGQBW9rXazsb3dUg+iL10Ol0YDFWoZhmCHyg2e24fev74emKvjRJ47HvLqSse4SwzDMuODXG/cCAP781kFs98mVpRWAwwEVUyoKrdd98STiSZ0U5XFe6AtnrSiOIUMzawHbESPEYdlZC9jVssWFPscgMMzocfvtt+Oqq67C1Vdfjfnz5+OOO+5AY2MjfvzjH49Zn+gQaQp1eIlMbMAWGcTw98qikMs9Fgl6CzMCq+CSJGRoiuKIMLCctVbuo3k+DQVUSyylw5DltgBTJHU5a1XFFZUgoOKR6rEO4m+FiLW+ztqku13AFGCKw+b5urM/bp3zAZHLaot7tH+y2EiFSO8YBHuZMSKaAe4YBK/9pKnOGIRo3BaIClKjMkRmrRCwjm4oxVUnz3AUukqQbE9ZjApJYq1nZi0R/5KSYG0Yhl1gzGOkiGg+odvuYzl6gWajim2dk7OWRHLsbLXF2r5YEu19ccdyvYb7Jw0Df9/egh/+ZQf+/OZBAICi0H1kb7+wZmexehHwOG6dmbXCdZvBWesTgyCOdZWI+LR9gO4vw5HFqpFjTjj05bxbSjCQEpbTOGtDAfc21VQFkYAoJGYXGCsvCFkRBi/vbMPGXe24b8Mua76S1LVUfyxp9Us+RwE0BsFZtE4uMBYKqK4HUgK/SA23s9bpkhbQAmNeD5VGAxZrGYZhhsAjG/fgh3/ZAQC49cMLcercSWPcI4ZhmPHDnFr74de3//yO5zRCUD1lTjX+86PHOvLFeqMJtKVcSZqqYGplYWoeEYNg/t/Z5x2DID4XYq0QVITjJp2zVsDOWoYZHWKxGDZt2oTVq1c73l+9ejU2bNgwRr2CVTTM5UwlQlVVUcg1fWsqBqG6OGyJFIKCoGYJdV7Dre3K9s75hMikEoHQnE7EIKREEM0eni/0Cbn/1G3mJdYC8BSUdSLWWlmQRAPRPZaXTWYtFccCqp1Z29EXhyG1L9yINAbBMAzEfHNnnWJtyGPbyxEKlqArCXpUnwyS7UwLjIWDqlVATKxiQdAtSlGHpZ+DUgjPNPdVCHmWUzNgC/PuzFqkzawVgraue2fW0mVHE0k7O5REQAj8Yi3E8dk9kEAsoSOoKaguNr8ze9v6HK5m78xa3bpWEKiKM4ZDdhSnE2vpcUH/V0kmtH8MgtlvvwJjdl6yvV1dmbUB+/izjjuy7i9sb8Fx33oGf3zjgO3s93TWOmNSvLpMxWmBptqFvVp7o9axTTNrBcJ1G1AVq3DYQCLpKOYnF5qzYxB0xzElFxgLaqq/s9Yl/HvH0XhFRwBUrNWsB0ejbKwFXz0yDMMMkue2HcbXH90CAPjSGbNx6QlTx7hHDMMw4wuR2QgAL+9s9ZxG5NHefMECzK4pBgAUhTR0DSTQE01YF9yVRSFr+GHXQByJpI6+mPmZV4GxWEK38tOEO7acuN8AoKbU7awtlpy0XsNGGYYZflpaWpBMJlFbW+t4v7a2Fk1NTZ7zRKNRRKP2eaarq2vY++XrrCWiQQURa01XnGo9aKosClkih4AWGPNybNqOROd8QmQSS7aGmQtnbcx2rMmuR3l4uVgdvxgEcxoFgOHoo1hGQUizRGM/MddalnDWSuIWFWgdzlqSWSuoKAxa53pxbqcuVMOw2xMCpyWkJg3EkinXsaYiRpyNcl9sV65zeDUVHkWep5+zNhzQHGI+4BwuLggSQdh2xHrHIBSGNCszVrhbPTNrhTgWcBcYk7cp4BS0RR9kN2/YEmupqOzMJQbs48AwDGx4v9US+sT8gmlVRSgrCKKlJ4Z97f3Wtg6RIluURNKwCoQJVOKsjZNoCDuL1VtspbEOSck1TZ214oGADHXWeom1QvwW+8bcrs6IiyBxKluZrqrttP7HjhZ09sex4f0Wa194OWvFusbTxSB4uJU1xRZUm7vM82coYMYUyE7Z3tR1VkBTrAcOA7EkxJKCmoqgqjoiTsT5Lp40yPdKteYXD9KDmttZG9QU8ziWXLB+zlrbne7cF3axPzsShmMQGIZhjgC2HujE9Q9sQlI3cMniyfiXs+eOdZcYhmHGFYZhWGIFYF44y66qWEJHV+qiXbhsAPuGsjeaQIuoqF4UQmmB+X5Xf9xykAHmjbvsoqHDZoVYu3hquWMar3xyeZioGIrLMMzooEgil2EYrvcEt912G8rKyqx/jY2Nw94f3XCLj/LrSslZ2zWQsIRA7xgEzRbqPLIxxdBoeT4hAIr/Zedir4ez1u6vO7fS7K+Hs1ZRpGnsz+iIBc8CY5aQSGIQFCHW2gXQXPOR7RBUVZewSGPKxPmeioq6QTNX3Zm1zhgED2etFINgF4AzUtvALWTKRdZogbFC6bfEq5CS6J8pwno/FBD9KUwJXUldt/aH+F54OXRFHICuG2kLjGlEcLddns4+CLdqLKFb34eA6n4gIJb9g2e34xM/exmv7+lIbQ/nuk+vKsKUigIAZjFRRwwCEavpA4UBKUJDVRTLZZkkcQK0r14ENZpZK/pNxHciAMuoin194ldgTM6sdTprnQXG4kmdrLtifS4eRCeShsP1614X57p6DfOnhcsEprPWnFcUUy0rCEJRFJezli5LfNYfTzrcwvKDIDFdLGE7awMkn7bLEYPgPC8FyXFLobnClIBfDILlcrcfjOV9DMLzzz+PCy64AA0NDVAUBY899pjj8yuvvDKVT2P/W758uWOaaDSKL37xi6iurkZRUREuvPBC7Nu3zzFNe3s71q5da/1wrl27Fh0dHTmvIMMwzHCzv6Mfn/7FRvTGklg5qwr/75+O8b0JYBiGYQZHdzThKtDRKQ1jFGJuQFWsqALAvqHsiSbQ2mMPJRbTdA3ELcFAIA+R3JbKpW0oi1jOpI8smYLqYttNW+vlrHXFILCzlmFGg+rqamia5nLRNjc3u9y2gnXr1qGzs9P6t3fv3mHvl1wcSECFKppZm9B169xWHA4gEtQ8YxBoPqXfMuX5xDxWZm3SKdZaMQhezlq/GAQyfF/+zBLyiMhhZYEXBBxCn0Anzku5vRgp+mOuuzuzVlFMYUpTFUd0wFF1pdbfQrijomLSMBCXIgCokCqWHQ6oluBK3XhyXqsl2qXet4fZ230KaIoUg2A7awslJ63srqbLopmrsrNUiMYFIXubyUXcHJmykouTxiB4FxhzbyO/GIRYwhnXIAuIYtk//L/tjvdlh/j0qkJLrN3b3meL7FK+qhB5qRAuUBRbdI0ndSsqIxRIL5Fpanpnrbzf6fe+MBRwuIzlgnl0epV8d/wyax37XVMhNE8h1iZ197wUa78knVEdFBr7QN8T21Ysq7zAvL7yyqAFzGPCmY1sZ+nK7YtrtW7y0JyKvd2pc0hI8xdr5U3rtx3kBz+3P7MNtz+zzTsGId+dtb29vTj22GNx1113+U5z7rnn4uDBg9a/xx9/3PH5DTfcgEcffRQPP/wwXnjhBfT09OD8889HMml/gS6//HJs3rwZTz75JJ588kls3rwZa9euzbW7DMMww0pnfxyf/sUraO6OYm5tMX78ySUZf9QZhmGY3GlLOWILQxrKUjcBsqAqIhAqi0KOmz5LrB1IWEV6qotDKLXaSTics4A7CmFzqmL04qkV1nuRoIa1y6dZr2s8Mmvpe2UFQc+CLAzDDD+hUAhLlizBM88843j/mWeewcqVKz3nCYfDKC0tdfwbbmhBJQoVccoLg45iXOIhU1VqxIAsVpnOWv8YBNkxKy9Tjh8QwosQMb2yP+Vh+bQNufCXJdZqTlELsEctOJy1RMz1ctYqlrPWFkzldU8Q8UdAY2lmTSqyxCKvGARdtwU2IVRqxIEcI7mo1lB3snxaCMn839lHIZDSfaIRd6muO4spyWKtp7OWDOG2hnlLLkXRD/G7mEjaYq3YVDS3My4dO7phWNEVXs7aADkOfTNrNVugTFKx1lVgzMyglZGP48bKQtSXmWLtoa6ovW+kGARxj5bQvZy1tsuSOsP9ClYJqNNUbHPruCSZ+bZ4bq9jQUhzCNfZOGtpnq6VWeuIQbCPGbHu4vim0RSyo9TZjjm9l3OUxj4IVFVxnZPEdZrf9gtqir08UhBPUxXXvbT9YD3hmF98B8Q5JBRQrQgXeZ3kdckURxNP6ugeiOOH/7cdP/y/7daorAh5cOUxiGFEyfnqcc2aNVizZk3aacLhMOrq6jw/6+zsxM9//nPcf//9OOusswAADzzwABobG/Hss8/inHPOwTvvvIMnn3wSL730EpYtWwYA+OlPf4oVK1bgvffew7x583LtNsMwzJCJJXRcd/8mbDvUg5qSMH7x6ROtHyaGYRhmeGnrs/MaVUVBZ3/c5axtTbnPqoqdDlcrBiGWsATdquIwikL2hb7srO2QioxtTg2/PK6x3PH+VafMwONvHURNadgzv++aU2agojCIgKZixcwqz6GHDMOMDDfeeCPWrl2LpUuXYsWKFfjJT36CPXv24LrrrhuzPgmxRBamqKhWVhCEpihIpFx0QigQ8QguZ21ItcQXeQQCYDs+/Zy1NA8TcIvBIQ+Bxk9s1nV3lqzLWZv6OJpIWqJZaUHQcuVRx1pSEqbMv83/qduNTguYFebldS4JB3C42/wNmDmpGEFNQSxpt0PzXeM6cVdaRcJssdmKQSBD7eNkveNEMKT9t5y1SbdYS4s3ORyUmuKKQSjwyKy1naH+DkrxuoBsM7HZxLKp6CviJEKWWGs7rr3EWhqpIW8DQZgMa6f7V3ZvJ3Udj7910LUMWQBsrCxAe695PRAlomdYeshgifpJt7NWVRQEU9PSGCRZOFQUOArUaaricmNax2VAc7h1AVM8FN+PQirWJt3RTqJ9wN5vuoezNkgERloUT8zblxLXs3bWJpwOYVWxi2l5xSAEVHfcQX25KZ77xSAESKZuIqkjaa2nU2BXFXf2v1g/4doVRWKDmuIS8kM+D7H8Mp2pKC6OKQA41DlgrQ+NpBhNRuRR/9/+9jfU1NSgvLwcp512Gr7zne+gpqYGALBp0ybE43FHlc6GhgYsXLgQGzZswDnnnIMXX3wRZWVlllALAMuXL0dZWRk2bNjgKdaORjg8wzATF8Mw8K+/exMvftCKopCG/7nyBExO/SgxDMMww08byZoV18eyWNvSLSIOnIW/RPRATzRpZ9YWhxBUxYW+W6ylzlrDMCxn7XFSTm1xOIAnbzjFN/6mqjiMa0+blc0qMgwzzFx66aVobW3Ft771LRw8eBALFy7E448/jmnTpmWeeYSgAhyFpheUFZguU+GEEzEIVUXmg6gCSQCJBDWICj2ezloPYRCwxVMhsAn3meza9HLWylXURRtx3T2c2xKFJVFLnHcVJSWkisI9RA3zyvjVZGdt0O2sFW5Cuq2o8DZzUpFZNCuWtEQy6gCl7uCAJLgmiSAdojEI1NlLhqMDsH5vZGct7VNAUxyCNs0mdTlrPUQwOwZB9xx2T5dXaMUg6K4HCLRIWEK3xT/AFKiyKTCWJH2QBbGwZguUVDyUzZ4J3fARa50TTq0sRG/UjCqKJZKOPGG6bOs4Mdzub1Wxj2nqupWF5tJI0HHtEVDtByViXcSxFyGF/+Ie8SeFoQDCmrkfDMOOEKAEpO9OQnKhAnbxN2cBLjv7VaxPQteh6c72KHYsgThGkWrLFpgDqse5QFVc54zGVCyF10MFQOwbO2c7oXln1gY097EvtouVZWu53DV3DELA3ucUOffXmp70qZ08tO9OHfNmDIL5Xt5n1mZizZo1ePDBB/GXv/wF3//+97Fx40acccYZlpDa1NSEUCiEiooKx3y0SmdTU5Ml7lJqamp8K3mORjg8wzATl9uf2YZHX98PTVXwo08cj4WTy8a6SwzDMOMaIVZUFIWsUQxuZ23KNVski7V2gTExTXVx2Cow1j2QcEUqdPbbF+kHOwfQ3B2FpipY2OA+33NOOcPkL9dffz127dqFaDSKTZs24dRTTx3T/lhOQum8IdxvAFBCIgF0HXYMgp+zlri9vAoZ+TlmLcFGOGuTuud0oYDqdgL7OGsHPAQn2R0otoE47xaHA1DJMHhnZm2qi2T5ot9WZm3AnVkrnLVU6KHiS11pxBJmrMxaKtYSl6MQ/KgQmanAWEwSKoUQKGIFvKIpzIxTsd6G41jJSawlzlo5gkBku06vLkqtiwFDikEQArM55N7pjtUNA73pCowRQVvO7RU4M2v11LLdjs2kbuCdpm7XMmS365SKQuu9aMJ2qMqOcJpZKxcRpZm1dN/Ly5JHUdJ9Zjtr7eNSdlRT8Zg6awG4HhoDtpiokQcqSSnig2a/0qJ4XtszF2etVxG8oBQtYfZRcWXTNlYWpraBt8QYUBVrWzhEexKPIKYLB1TQ7gY1JVW8zJ3HLLuu/QqM+W0Hmv3dLo2wAswMXq/s7dFg2MXaSy+9FOeddx4WLlyICy64AE888QS2bduGP//5z2nnk6t0el0Ep6vkORrh8AzDTEweenkP7vzLDgDAdy5eiFXz3A+TGIZhmOFFRBxUUrFWypVt7ckQgxC1YxCqi0NSgTFnWx2kbVGBen59ia9LhGEYJhu8hvUD9tBy8RkVDeyIFyHWujNrqcBG0XXDcvrJTkjLtefKrPWKQXCuh5e7DgB6vcRaycErRA6RQSnOxV7Di8W0VNxWJWdtJI2zloqah7rskbeKotiZtak+U0cfzQ8Vrlg6xJ/mogaJWCaIS0JlUBKqxf9UrNNU1RGDQLNJXTEIHmItFY3lXFPBzRcswJ++eLJ1/0IjE6wYBMvFqbv6qRuGdax6FRijURHxREowlo8nIgqKTRbwyKxNJO0iZY2V9ghGKsiFUoWmvLJfw0Eps5Y4oOWoDlMsdor3iuJ2BYuHvHR9xXxim4vjqcDDWUv74xZrndchYrsA1JVuL0e8R4+/uCV6qi4h0plZ6y/WimM36eH+9opB0DxiEBorUmKtTwxCUFOtc1Yiabuw5QJjAdUUZmnev9iGctshTXU9aJKzogV+hR7pA6WOPvf+iAQ16zgdZa12+MVamfr6ekybNg3bt5sV/erq6hCLxdDe3u6YjlbprKurw6FDh1xtHT582LeS52iEwzMMM/G4/6Xd+PqjbwEAvnjGbFx24tQx7hHDMMzEoI24ZkstZ63ThUIjDihCoOiJ2gXGqorCjgJj6WIQNu5qA+DOq2UYhskVP7FEuBUFlnBpGI6HVYA7pqAgqBGBzWz/UNcAdrX0oo84CGVXoGqJteZr2+2ZOQZBdteJj6lDWF4XTRIshbO2JJVJKYu5gC3cUrHYjkFwCrIJ4iruI4KZH0KIE8JukKyTEOw0kiNLi2d5DbVPkLzguJT1StfdILmjdFsHSQwCddYGNNNFSLXMgpBHgSiSW5xIOt2XgkhQw8LJZQ7x2MqstWIQbPHRyp0lmbW9Q82stVywScslqnmIgPRYml5VZK8nEVAbyiOONmMJHVFaYIxMK9YhqesuZ62qwOWs9RKQxYMFuy+2KCqOVfu4tD+Ti9UBtiNerHePl7NWdnWnyayNJZzRE17O2oQ0r7wuZv+dmbUOp6u0TQFvsXZqZSaxVnHELtDCZ/LyAKAw7PyeAN5xLa73NPc5BfAuQEiXF5diEASRgOaKcxktRlysbW1txd69e1FfXw8AWLJkCYLBoKNK58GDB7FlyxarSueKFSvQ2dmJV155xZrm5ZdfRmdnp28lT4ZhmOHmN6/uxb8/tgUAcOXK6bjx7Llj3COGYZiJQ1uq0ENlUdgSHDr6nRfSVsRBkdNZ64hBSIm11SVhp7M26rxJEjEIfbEEHn19PwBg1VweScEwzNBIemSwArYAJqC5oW0kvgXwKjCm2cV6UiLEJXdvwId++Hcc6hqwlic7a4VYktFZ6xGD4Oes7U8Tg0AFaMAe9i0enNHoB0HSGqJPYxDM/0XuqFeBMSHG0fiAfzp+CgDgk8tNs4Udg2A7a8Vi7Bxbe7k0m9RRYEyIpGT5dDi62ba9TanD0emstQU2KsppKXdhIdnvsigl+g+YwqDoSkC2RJNlmX3RrRgEIRTbxxLpJ3EhC8HPS6ylzkS/zFoaWWA5gBV3gTHq0p5ZbYu1dJ3qy0zHrSXWJp0RFZ4FxjyK4Klk26fLZ5XFWqcLPnMMAhUHxbEptq1XDEJA/u7ohitv1TqOE3ZRvKDqjisw4zG8s4xpP4Rr3CtXOeghYIuoAkp9SkT3Wo7osyVk67pDRKbHi5iGOsvF+nq5aP2ctXIMgp/zPLOz1h5lMNpibc4Fxnp6erBjxw7r9c6dO7F582ZUVlaisrIS69evxz/90z+hvr4eu3btwte//nVUV1fjwx/+MACgrKwMV111Fb785S+jqqoKlZWVuOmmm7Bo0SKcddZZAID58+fj3HPPxTXXXIN77rkHAPDZz34W559/vmdxMYZhmOHmuW2Hse73pqP2mlNm4Osfms8ZhQzDMBIbdrTgoVf24JYLF7iiCCj9sSQu/9lLOK6xHDdfsCCrtts88mhdmbUZnLUHOwesm5CqopDlPDILjJltVReH0dITtaoA/+61/ejsj2NaVSFOP4rFWoZhhoZvDILkSKUCqji3CWetLIxEgprthky5Kvd39AMAdh7uBQAUhTSXcFdTap6nFcUpNnkNL5aFCdmRJvrrVSRJFmuFA7Urdd6VYxCoQ9Zre4m/xflcxCB4ZdbSuIBvXbQAaxbW4eQ51eZ6BWyRS7SrKgqShi3GUrctFXJixHFqFXgiAmBcdwqVdHvRTFk5s5bud9lBWRAKWAJmxKvokiQ+y9vNOS1ZTkqUE7c21KUtHMJiHelQ/aKQV2YtEbT9MmuJKKiT/SsXvaJRFFOJs5ZuSyEKhlKFuqJxXXI9kxiENM5aGnlgifeq250qu9Opg1UuMOaMQXCLpAWp7RcKqOiPJx1RKAKrOB/5jtrfCed60e0VyOCs9Y5BcPbVdtYS8VRTPL/79JxRFNJc+1wmoCkkBoGsE3nfXHbKWRvSXO/JUSChgOouMCZiECRd1a/QIxWQOzycteEAjUHIc2ftq6++isWLF2Px4sUAgBtvvBGLFy/GN7/5TWiahrfeegsXXXQR5s6diyuuuAJz587Fiy++iJKSEquNH/zgB7j44ovxsY99DCeddBIKCwvxxz/+EZpmb/wHH3wQixYtwurVq7F69Wocc8wxuP/++4dhlRmGYdKzZX8nPvfAJiR0Ax9ePJmFWoZhGB8u/9nL+NObB/H5h15LO91vNu3F63s68It/7Mq6ba8CY3JRMKsIT7G3s3ZniylalIQDiAQ1SyDojSUtcVbk4nX0x6DrBn7xwk4AwKdXTve96WUYhskWOyvReest3/dTYVDOrFUlJxstMJbQDUt8BICDnaZoWxwOuESWulJT6JJPbV7OWtn16OusjacRa0mRJMA+h4scUNt5awshuocT2cqsJQ5GwNyGQvyzYxBsQbEoHMBZR9dawpI17DvVZ1VRrG0h3JU0b9WRWUsFQSIyC6HLEjk1ZwyCmM4rDzRAikLphl3cS7xXFE7vrBX9oEKk13B3s017uLc7BsFeH9lZK8TisEc0htmuWEfDldsrcBYYswVp+RgThAMqJqdEWXMZ9nSTywucbaZ11tqF6NwxCO7MWk3ziEGQMms14r4V+19ss0hAcwyrl7eF5awVQriHWOvlrNUlJ7SXMOpVYCyh657fJ4EQvGNSDEKIHGsBj3ZlUXtSif/Detq/EHGC0+OAxmZYxz7NrBUxCJJYG9RUd4ExEd/hk1kru4/pQ4x2D2dtOKh6xrWMBjk7a1etWpVWUX7qqacythGJRHDnnXfizjvv9J2msrISDzzwQK7dYxiGGRIfHO7Blb/YiL5YEifPrsb/90/HsFDLMAyTgZc+aEv7+dsHuqy/0xWMpdDMRnEDSJ21hmGgRQgaRbKz1rx4F04z4SYTOYkAcCAlaEytLMTrezrQ0RfHlgOd+KClF0UhDR9Z2pixjwzDMJmwC2aln064DONJw3pYVU0eREWCGqIJHWrKEWjnpuqOKIKDnWYMQnEk4BJZ6stMAUw+BXs5a2XXo1duJeCdWesukuTjrCUd0Q1zG1nFrzwLjKWEQ9LfhG4gpCq2uzHo70ezhvanphXOWsAuQOU1JFvOrBWC3MZd7Vh481NYt+YoV94nFdTSOmvJMmxnrdtJ6JXFK/ZJf1x3veealmbWSm5LWjArobtFZcCdQysQ8+q6YRUYk+cVglo0oTuc034PRMMBFQ3ldoExuk6uGISEbu27cMDOclYU2zmqexYYo5m12ccg0IJYSd35sCISchf5on0vcsUguMVBsT2pQOgqCOexj73E2qRu+IqUABCUnLVWDAJpP6gqruXJ54ZsxVoqZNN4hstObMSetj609kZx7sI6AM7MWrG95PNU2MNZG7IiPZz7W3atC+gIBTmzVlGcDymSziZHnJzFWoZhmPHKjuZufPynL6OlJ4r59aX48SePd11sMAzDMDaFIc1yM+1t60NjqsCEzI7mHuvvaEL3LUBBaSNCrHDEULG2J5qwbp7lGAThrBX+gtqUmyygqSgKaeiNJbG/3RRrRQXjjr44/vbeYQDAyXOqXVmPDMMwg4EW0kmHEATae2PWPBWF9rktElTR2W8KeIrizM2krsGmlFhb5OGsrbWctc73s3LWSq9FG3KhNPpZQBZr+52ZtVT0SeoGNFVxuT4Be9sIUS1CBFkhMAnButBjqL5AiFNiWluspUWmiMvPq8CYpjoE3WhCxws7Wu1laGIYu71cv8xa6i5N6nasg+gCHQouDwE3l+WOQfAS5QBnLq1u5QJLnyV1Ky7INbzc556IZi1nyqyNOcRa1fXQwJ5ec4i1ug4snVaBV3e345wFta42vYR00/1pi9Dezlrh2PYvMCaiDagYb4t3dryCojjzjO3tQxzxqWNTbFuvAmNiezrEdclZK+8bVTGPZfn77oxQ8HLWEre1blhipKvAmE/Oq6CmJIJMmNm0YnlOZ+1Fx03GRcdNdkxPj33bWStHHiiuzNqAFcvhXL7sWhdQl7ScWRsOqFCI+z7vYxAYhmHGI+81deOyn7yEw91RHFVXggeuOhEl0pNUhmEYxoZWtwaAZ94+5DvddiLWehXUkBmIJy0RuLLYjkGgYu2ulj4A5lBf+eZcLoIihv4CtkggnLtTqwpTr6N4/K2DAIBV8zirlmGY4UHOmxScNd8UnT6xbGrqc1MROJyKdymNBBzCnnjIJRyWQvhI6IbD3Wc5a8MBlwNOuBJdYm3QQ6z1cdLKr9MVGPN31jpjEABbdNU9tpfob8wSa53OWsB2OKZ7GBi0HI3m71AkoNoxCHFb8BNQITJKM2ulnUkdkuIzRSHuZxIvQIdtaxotXmQXixKCE/0tk4UquiwqRPql9wSIwGgJ4pIwSMU9eR1lAdZaByJ2+WfW2mIw/T7Y+azONsMB1TFiRjcMPHTNcmy55Rwr9ojGIFiOayIsaqpiudmTHs5aRVHczlqP3NdQQHUUepMLjA3EzHnFQxR5O9HXcgxCusxaGo8hO2vDAc1xPAiBOtfMWirAx0lkglOsdQvYcluys/bKldNRVhDEuQvqHMuiowGSPvEwAq8CYw3lBY71ThuDIAmrvpm15IGMXMRWnEvk89howWItwzATnu2HuvHxn76Elp4YFjSU4lfXLE9bKIdhGIYx8wHpzc+z73iLtbtb+1yO2Exs3tsBwLzJKQkHPMXaJ7aYwupJs6tc88uu2Boi1tIoBAA4qq4E82pLEE8aeLepGwCwat6kjH1kGIbJBnlou+COy47DPWuX4N/PPxqA7Zpr7vLO4haZpUJAoEWOaJGvpq6UszbkdtZWp0YhyI5GWfDwctbK/Ref96XNrDVfJ12Zte4YBLGdkpbrk8YgmP9bBdFIf4Xo0+dRYExGiD5C2C2OBIizVgyFd8cvJHXJvSltV/oQkgpdtMCan7PWEqKJFVDM54hB8Fgv0Y9+4gz1ixnSyHBvOWqCFn4ShdLk0YV+BaTEdPGkf2YtdbhasSCqfYy5hrcHTUfjbZcswrWnzsSChlKEAqrjt532T7i7aWatGWlAnbXuGAS5cJ3pxnWuX1BTHcXd5AJjAwnnQwK/hxqA/aBFOGO9Hl7LESLm/nK3RV33IeImplDx3SvLmEZbxBJ28Te6bb3cwqIf4nxywbH1js/XX7gAm/7tLMycZBeJC6qK1U4saSCepl+AHRkB2MdndXEYf/j8yVgyrQKaquDo+lKPAmPewmrcRxwOkCznjl6ns1acZyz3OztrGYZhRo8DHf341P+8grbeGI6ZUoaHrl6OCin7kGFGk+effx4XXHABGhoaoCgKHnvsMcfnhmFg/fr1aGhoQEFBAVatWoWtW7eOTWeZCY2IKRAIoVPmjX0djtdew/4oz207jE/9/BUAwIkzKqEoinVjPxA3HTSGYeBPb5pi7fnHNLjakJ21taW26CHnz5VGgvjy6rnW63m1JZb7jGEYZqjIrjhBcTiAcxbUuUSe5m5TbJWzuIVgJES7IBEd6HnVKjAmZdZWFAYt0UN2ysmuzZBH/qXstBWL7/fIrKWCGWC7ZbtS/RTOWqqbJF3OWncMgld/xfBm4S4t9Mh2tdZLEnaKw0Frvwh3psNVmPqMCn1hTXNFAgjHsJzDGiRiYcJy1koxCEIwJA8/xXLpuoS9xFrJWeuXV0vbTOiGNZzbikGgublJZ4ExgV9mrXg/ltAtQUyelroXqXhoO0W9M24/fuJUrPMp9EznEds/RNybNBYgqRtW1IFAVRQPUdntIg1qqkMo14jomCTxCpGAO6tYfp2Vs1b0P9UN3XDHIABAORFrA9Y6O5dNt3e6GAQgFVHh5axV3S57sV2fvOFUPPb5k7BkWqWr7YCmOq7FgppqxZCYDmvbzexFIRXmyTTz6krw2+tW4M2bV2PZzCqPYyeDs9Yn0mEgnnQVfBPnGXFMjLJWy2ItwzATl/beGD71P6/gYOcAZtcU475Pn4iyQo4+YMaW3t5eHHvssbjrrrs8P//ud7+L22+/HXfddRc2btyIuro6nH322eju9hbKGGakEGKtuO7t7I975nm9vqfD8bo76i6oQfn5CzsRS+o4fd4k3P2JJQCAknDAcoJ19sfx1v5O7GnrQySo4oyj3JEFxSFZrHXHIAhKIgGcfXQtjm0sBwCsOopdtQzDDB/pnG0UW6w1nbWVslgbcBbZoQJKDzmvCmGxOBxwOOJosTL3sHN34R5ZtJL7bxcYSxeDYL4WQmV3ugJjsrOWOlxlgcWRGyqctalog3RirSSkmc5a82+rwBgRf8Q2pusYCqgOoRywHcOubWSJlLZrUR5i7iXWiveoYOWdWesUk/3yasWyzL4YLvey+IxmicqCtJ+oJtYnltRtZ23A+1iJJ+2CVyrJ65XXLZuaIXRfCocqLQalqYojc9irwJgsYAY193Ef1BSHaB6Ujj0RAyKOu3TOWlms9cKrOJ/XA58Kcs8q9ru8j2j8htf5RyWCtsitNftnTxvQ3Fm4oh/VxWEcl7p28oLu14Cmej688Dsv0ugJ+bhWFMUSghVFcQi24niUnbV+cRBim8nHBzD2MQhcOYFhmAlJXyyBq+7biB3NPagvi+CXnzmRHbVMXrBmzRqsWbPG8zPDMHDHHXfgG9/4Bi655BIAwH333Yfa2lo89NBDuPbaa0ezq8wER4i1M6qL8P7hXiR1A72xpCuCYGdLr+O1VzEayntNXQCAL545x4o/UFUFpZEgOvvj6OqP48GX9gAAzjyq1uWiBYCisPPGzyHWSjEIJZEgFEXBXR9fjIde2YPrTp2Vtn8MwzC54DWs3wshWgix1hWDEHQ6a6nI0eUxYqEorDmECZorKTsVZfHIHE7ubE8WOcT6eIq1iuKYR7diEJwFxmibQkyxhnzTAmMeBdE0RUESBsmsNWcsTBuD4GynJExiEFLzB0mfrJgB4h4OBVSXGCkcki5HKRliTcWigKogoRtmka3UtFEvZy1xXXtlxor2RQyCl3tSQLNl5SJu1IEq+imvS8YYBFLoS56W5uWK7wN11rpiELIQaxVFQUhTEUvq9vYP2EP2NSIGxxK6I2YCcAqVAtkZDZjbIZIus1bkKKceeLgyUWmBsWDAatMP4Y61tplBoiNI084YBOf3TZBMGkhourW+XoQCKhKxpMNZS/tHYx/sdUp/LhPQa7GQZh/DsWwya6krN8PxEA6o9sMWH7FWOHnl75EsBJdEAuiJJmAYtptdHEeyW3ekYWctwzATjoF4Elff9ype29OBsoIg7vvMiY6KowyTr+zcuRNNTU1YvXq19V44HMZpp52GDRs2jGHPmImIKNDVUF5gXdjTTFl7uqjjdU8aZ21HXwyHUnmNc2qKHZ8J4fZnf9+JR17dC8AcIulFQFMdw2RpDMJFx022PptSUWDdaDZWFuJfzz2KR1gwDDOsZOusFWJKa6rAWLl0LhLnLeHgo+15xcsUh4OOaaizVtaNA5JwFdRUt5vVxzHoVWBMCFZ25qtcYCyY6oddaV24+rxiENxOYLezdkBk1qZx1soiYnEkkDYGQYg0VAylw+AFQheSRSW7sJZzKLvoe5DGIHhk1gonZiRVld69PvYQbvraCyuSwrCFKzmuIq4bSKT64c4C9ZaOqADnl1nrVcBMI/mwcsRDNmIt4I4TCJECYzRiwuuBgqp4iJCezlpnDEJQVR3idr903Mmua/q9EeJlNs5a6/gmjlfaX3p+EHEYuWbW0r7EkknrQYkrBkHaJpkePAkKyCingKaSbGQ9o7OWZtYGfaYR0ONH9F0WVu2HJekd41VFIev8JEYzWOeoURZr2VnLMMyEYiCexGfv34QN77eiKKThF58+AXNrS8a6WwyTFU1NTQCA2tpax/u1tbXYvXu35zzRaBTRqC2WdXV1jVwHmQlFW0qErSoKobQgiJaeKDr74pgsPfxq7TFF3cnlBdjf0Z82s3bboR5r2hIpW1aItQ9vNIXaL505ByfPqfZtqzgcwEDcXDZ1lJ1+VA3evPkcvLq7DY0VhVmtK8MwzGCxxKk0QhpAhEExrFqKJrCdtbZzUFVM8c3rQVlxWHMIrs4YBGdfFMUUORI6KdSUoQK8aKM35TotDGmWKCY7NhO6WXxKfF5aYMsQmqpAT9ruQSGI0MXLwnEkqDnaBoC+eCK1fXIQa8N2DIJwhVLxRgg7ot/iwaSfKCq/H7SEMFucEo7OqFh3w7l8VbGdz8Jd6CdAi/UZyMJZS9dLLEts4wCJa7CctS7hOVOBMf/MWo24HS3RTKExCN65o5kIB1T0RO3vWChg56vSzNo+j1xlVfFywboF3GBAdWx/Gl1hxiuIAmP299LRJlmGHYPgf4xaESKkqJV3DILtrA36OWsdBd28jw2xrQfiuvXdCzliBRR3Zm2Gc5mgSIqPEP2MJ9Nn6QKSszaNE5muA2A/IHE7a9Nn1grKC0MwYJ5TxzoGgZ21DMNMGGIJHZ9/8DU8v+0wCoIa7v3MiTh+asVYd4thckZ2VxiG4Vv997bbbkNZWZn1r7GxcTS6yEwA2lJVcyuKQihL3XjLgoFhGJZYO63KFEblAg4UEYFwVJ37IRp1kaxZWIcbzpyTtn8iHqGyKORZ6XzlrGo0VrJYyzDMyELFqXTILkBZLCuQYhBobuPhHucIBsBdaJE+tJL1EVVRXBXg3UOfVdc8gC0u0wgc2R2o64aVKypPK7tvkx7FlDxjEIjASPuRzlnrLjBmxyAMJJyCLGCLUv3SPvF3mXq7UeNJO7OWCoJU+BOuVLqdLWetjwBt9U8UGEuXWUv2Z0zkxlqiujuuwbUuAe/j1y4wZmTlrNXJwwu7wJjsrPXfh45le8R3BEmMgNi2XoW8TGetu8CYvGuDmuI4puTCZXaBMc2a3jk/iUFIOU3lOCYqanp9d7wLjNnXRGIZ8vckQQrG+R0bYltHE3a+rTNXWXUJmtk7a6lYqzi+D7k4azOJw56ZtZKu6pdZWxgKOJZVURi0zAFhy1mb2hdcYIxhGGb4iSd1fOlXr+P/3m1GOKDi51csxQnT3ZUrGSafqaurA2A7bAXNzc0ut61g3bp16OzstP7t3bt3xPvJTAyos1Zc2MpibXc0YQ3tFGJtbzqx9pBZKG+uh1grKqPPry/F9z92rG/+mqAodVNE82oZhmFGG68hzF5YsQIp8Ud2FwrBjgp3JUKs7XaLtXJ+eHWx7cSTxRZVURwCTcijwJi7cJL5vxCXS4gAJc7P1B0oinAVhwPWcGjabkpz9dxe8rK9nLWWWJtLZm3EI7OW9E3O5RXiYKZiW/JrU5yys0PtYet2NrBwu9J1LfDY517tWwXG0ohatF15WdQpKmIQZCE0k0AdS9q5sPJ2tjJeJZFObN9gwCkI5hqDYM+nOdYpXQyCorgza4Oa4jruQ3IMAokISei6R4ExqRgW+VtkEIvrIQF9sDI4Z21KrJW2O3Uy++n4YltHE0lrOXT7e7mN0z0UcKxXyOmOtWMQDDuKw+eYpUJvuoxfs7/OQmaAfR4RJKyHIdL+Dai47jS7VkE4oFnXtFYxx9Ti5TZHGhZrGYYZ9yR1Azf++g08ubUJIU3FTz61FCtn+w+dZZh8ZcaMGairq8MzzzxjvReLxfDcc89h5cqVnvOEw2GUlpY6/jHMcCAKjFUWha0L2y5JrBWu2uJwwBqCS2MQBuJJfPFXr+NHf90BANjWZMYgzPOIp7n2tFn49EnT8YsrT0BhKHOSlxAqaF4twzDMaOPn6JJxFTaShCiRd0mFnaIcxNqFk8usv+XROKpiDx8Wy05X1Z6+FuIyja6xckM12x1o59U6+6URUYr+T4Upub9embWiH4XpnLWa87OicMASsYTQSAVPsR7CPWnFIPiIVbJIGbKGfetWHqjDWUsESyuGwZFxmopB8HPWSv1LG4NA+kwjF2g78aRdfMyvWJqMiHqIJ0hmbUCe1xbWLZHOJ7sXSJ/pSpH7GA7QzFr7b6+HxF4xCJrqPu7lzFpVcRZkkwuMyccAzSIWAuTUyiLHNA5XumYfG+YybJcodc5WFAV95xEkdJ0M//dx1gaFWGvHIMgPbuR5M53LBIWSO5Z+HxLJTM5a9zbxI0xiNIIeMQimO9m/79ecOtP6W1MVItY6nbVJzqxlGIYZPnTdwFd/+yb++MYBBDUFP/7k8Tht7qSx7hbD+NLT04MdO3ZYr3fu3InNmzejsrISU6dOxQ033IBbb70Vc+bMwZw5c3DrrbeisLAQl19++Rj2mpmItFpirb+zVhTKqSoOWTedNAbhV6/swR/fOIAn3lLw6ZOm491UDMI8D2ft/PpS3HzBgqz7J4SN2hJ21jIMM3YIASRTgbFMYu1HlzSiqTOKj59oxxkVp4TPljQxCL++dgUOd0cxv95+WCv3RFEUh8AW9hBrvaITKOmctQkSg1AsibVyHqRw2DpiECSdKRzULAFJzCfck34uVMA5lD8SVE2XpOSsDXm4fkXbwnHoV53ez1kbSzhFSjrUXTNSYm3S7TRcNLkMJeEAls/0Hg0YsJy1IgbB/xijHwlRVYjgQgwT2wAAQgH5eEwfgxBP6ognfDJryT6mWaUqWb7I8QVyyKyVsm5DAdu9aTprzb97PTNrPZy1qttZG9TszNqgpkAhInPSoAXGvIt8CWGcrtf0aqeztjBMYxac2bdJXfcpMEactdY8zu2RTWatEJmjJLOWThtQVdd3P2uxlojQZvG31LFCs4t9ROSisNPNnA5HZm3AXWCMiqxeonUkqOG3163Afz79Hj63ahYe3rjHeh8YuxgEFmsZhhm3GIaBm/93K3732j5oqoI7P74YZ873HirOMPnCq6++itNPP916feONNwIArrjiCtx777346le/iv7+flx//fVob2/HsmXL8PTTT6OkhAvlMaNLe0qsrSr2F2tbUs7aqqKQ5RwRztpoIol7nvsAgHkj/8RbTegaSEBTFcyc5HSdDIYidtYyDJMHCAdZpugWWeSRBavp1UX4/seOdbxXnM5ZmxJFT5zhFvpkvUJVJDedpkmCjeJyt8qCDRVrhdBKRTrhbpSzdK0YBOGs9YpBkJYdCdpisshBjaZEsfTOWnsdi8Pm75Yl1qYyax3OWk2ItWbfrRgEn33pymqlzlri7LOckJpqrW/cw2nYWFmI1755dpoIAuGsdefdyiiKgqCmIJ407BgEKbNW5PYCbheyXx+EiBtL6r6ZteJ1goi1Zl6v/Tn9foTTCO6OZUvLCZF8Vdp+X9Qdg6AqbqGQRifQ9RPO2oCVh5t6UJA0rG0mRE9N7hP5Hovv0FQpL98r79l+iGF/J+jXwBGDEPBz1tLMWu9j1nbWJi33t8jlTegGAkSg9ivS5YecxWt9Hxz5uN5tFUoRCumgMQhWZi1RVunffi7dpdMr8fBnVwAA5u4x76nEfqL5waMJi7UMw4xbvv/0Ntz/0m4oCnD7x47FuQvrx7pLDJORVatWwUgzzEZRFKxfvx7r168fvU4xjAfCWVtRmMZZK3Jti8PWjbxwuDz62n40dQ1Y097xf9sAmEN1sy0uko4zjqrBhvdbcdo8Hk3BMMzYka2zVnb0ZeMuFOfVKHHvCeQYhHTLUhXFIXyFAqrkbHX3XRZQS8LuGATNcqQZ1rlf7pflvk1KMQikfVnoptmkSd2wIhCA9AXGqOgjtp1oWmxDr8xa0X6mAmOyeEgzay1nrargshOm4oXtLVjQUIrNezsc83g5OzOtj+WszTBcXFNNsVaIqkKrDFiiLxFrs8ysFaJuLJE5s9aRoaoo1vER1IYns5bGd9ACYl7OWq/M2oBHZi111tpCqvlZQjcwIBW2C0ptLp9ZBU1VHCOGCkMB1JSE0Zx6yFLskVlLvzte7tgKUmBMnldgGMSx7SfWUmctdT2rCqAb1r6kYm2mB08CR4GxgGp9PxK6neHs169CqThZOiKOGAS3WJsgf2fjCv7EsmlYOq3S2mey+3+0YLGWYZhxyU+f/wB3pTIQ/+OihbjouMlj3COGYZjxQyyhW0Naq4pCKJXE2mgiiR3NPWjpNgXd6mK3s/aZtw8BAGZWF+GDll7sbesHAKxZWDcsfbzk+Cn48OLJLjcYwzDMaGIVlspwLsoUg+BFOkFWdrBS3Jm1zhiEUMDpdPQSmmXBptgjBoG6X3tS7saikOysNf8XorZhZdaSadI5a5NOsTaS5mFf0OGsFWKtcNa6xVo7y9U5vN9P8AnK0QEOsdYWwj5/+mx8/vTZnm1l61qk02abi2w6QnVrXa0YAiv7lsYgZFtgLLOzlvZTt9yZ9jEWIJEFQOaCUnYfnfs6HFCt/gRUW4z1dtZ6F86SF00za+1sWFsQFNssYk3jXvf/umyxa/nTqgotsZa6SAPSdyepG9Z3gn4PSklGtPhueR07UY/CdRRHgTHDLaTbbmIFMamPmRBO54RuIKjKBcbSP8RybJOcnLV2RIVAuIuz7bumKji6wY6NEbPoo5xZywXGGIYZd/zyxV34zuPvAAC+cs48fHL5tDHuEcMwzNiy/VA3Ovvinp/tbu3FAy/tduSqZaK9z7xkF4UYZGft+v/divN++ALu3bATAFBVFLZujEVm7b52U5y9jOQvAsMn1gJuQYJhGGa0oYWl0uESa7XMIwyKw253naAwzVByuSuK4iwwFtQUUDNbVs7aiL/gpOsG+lLnfprPaU7rdMJZomYGZy0t8tRv5dWqaV1/1KEnMjHlGAQ6Ta4CuhxDYGXWJg3PeAe6fGuZGVyEXu1br9PEINBlC7elnRnrdOh69TPk0y+rwFhSt0VtaTvZwrruEJanVZnDzKdXFzmdtcEsxVqHC9pcD5r5Ko6FHs/MWvd3khZ8s9aPiLWuPFnDjkEI+0Rk+D2kmVxeYP1d5OWsJcvwcrTSv0XESPoCc5nEWuqsdRcJpG1nevAkUBTFdhwHFIewnymzNkSE91wya8XfTmetfX2bbd4uhbqcRxMWaxmGGVfc/9JufPMPWwEA1502C9evmjXGPWIYhhlbdrf24uwfPI/P3v+q5+f/8ad38G+PbbGcrtnQlopAKC8IQlUVl1j7q1f2AgDaUwIxLTDWM5CAYRjY194HwIwrEDf58+tLMa1q6Hm1DMMw+YIY/p5p6LAsImQjWMnFuqz3w4G0y3PFIKiKqwK8I7PWQyxxOWvDbmctzd0UgpIrBiHVdFLKrFXTiEO0AFpC1y1nbUGGrFMqIlqZtal2RHEth7NWEijp/CWp9aguJtmhsngqhMyE7ivWerk7s0XuXyYhKkgyQwFbtBfCnO0u9nCdZoh+GIjTHFLZXWoLaHQ7XHzcZDx742n43GmzHMvLNgqJfkesPGHNFhnFenlpbKqiuNbJM7NWKjBmrk/quE7SAmNO963AT9esK7PF2uIwzXaVBOGkYecd+zQmRiyli8HwLTCW+s5EE7rDWSu+F0EPN3mmuA2KcNIHVNXOLs7CWQvY7lo5WkIm7BGDoHvEIGiqO3s7G8YqBoHFWoZhxg2/3bQP//7YFgDAtafNxL+eO49dVQzDTHh2tZqi6HuHuj0/39nSAwDY09aXdZtdKVG2LJWZ5pdZK6CZtT3RBDr74+hN3eBMqSjEslQBnA8No6uWYRgmH0hkIUoAXk7GLDJrfaIOisLpxS65J6riFNjCmuYQSz2dtVL36LBsy5VH3IFWDIJcYEy41lLbSfcQpuRlhQOqp7O2MJQ+5ZFuUzmzVrhNAw63pv8++ce6M/DK1890OCRDUgyCJY7SGATZSZuhcFs6ZGE3m8xagDhrJfcknU7ul3+BMfN94Zw2p/Vep4TuzF9VFAWza4qhqoqjD9lEgABA2FEUz/y7psQsKjqpOOzaljTbVFE8hHJNdTtrSYEx2fWa0A0MpARuEb8hf8/97kUbyiPW317OWtGPpGE4smS9EA9C0jle/R4CWM7aeNIhpMvf4UCG84EfhZbQrToK7omM6nRtWfNmOB7oKATx/aUxCNnGhPihWs7aQc0+aDizlmGYccETbx3EV3/7BgDg0ydNx9fOPYqFWoZhGNgX8R19ccSTuuOGyzAMHOw0i3wdIsW+MtGTalMIBUK09RNrq4vszNq+WNIShquLQ4gENfz7+UdjybRKfPqk6TmsGcMwTP4TlTIt/ZDFsawyayVnbUhTEUvqafNqAe8CYy5nLZnGS2iW+1tFHKaifUtw0nX0pYaiF0kFwGTXmpcDVe6LOdzdFsz6SAxCOtJl1ooIADrcXxa46D4pjQRRGgkiHKR5mdL0NLNWiJSSkClraLlk1sqiaKZ5xfrEfDJrrXZV1eUI9Y1BSK1jH4lQcDmMNXsfi/xQeZlOZ23uBcZEfu2pcybhF58+AcdOKcfTW5sc05cVBDEQN3NiVa8CYx7O2qDDWesRgyA7a6Ud6rdL6suoyO92c1tZzrp3DAJFxEulc2X7fSSO34GEbg3z14jTXric/b6PmShJPcwvCGmOgntxn2J0lMKQtwAuQ7Oi7WPN/tzvmMsWOVd7tGCxlmGYI57nth3Glx5+HboBfGzpFPz7eUezUMswDJOih7hdWntiqCuz3RxdAwnrJre5O3exVggF1FlrGAZCAdWRgVtVHHaICu81mS7fyRVmXt20qiJ8jmNrGIYZh2Q7RF92N2YjWMmRApNKwtjf0e/ruBXIl8mK4lyeXGDMy5EmC0fVxWHrb3eRJPt3w89Za8UgGG5hil7XW4WcVHu4sxBaMzlrqUNP/CZZMQgeBcayyawtSCPW0sxay0mYwUmbk7PWNYw/u8xaIZSJvsjzaZp3dqsXYptQHUuelkZW+LkcHZm1WcYghDyySlVVwenzaqy/KWUFQRzqSom1qpez1qvomIKFDWVorCzAWfNrHH1N6nZmrXhQIH+P/dyup8ypxpyaYkytLHQ4tm33ru0Q1T0KjHmRPrM2e2etqij43KpZ2Ly3A/PqSlzz53KM3nDWHDz79iEsm1GJ5tS2jydJ1m+a86I4V2R6cBX0KE6nGwZae6KoKg5bmbWDFWttZy2LtQzDMFnzys42XHv/q4gnDZy3qB63XXJMxkwwhmGYiUQvEWsPd0cdYu3Bzn7rb3EDkw1dA87sQSHWJnUDh3uirmJlVcUhhAOa5foSYu0UMnyUYRhmKHznO9/Bn//8Z2zevBmhUAgdHR1j3SUAsItfhdILUK4h94Nw1lanxNrBOWttgVUeBp+Ns3ZSiS3WysPFdcOwfouKJEHVLkKG1P9uYcrLdenlrM0kiFMXn+2sNV+L3y0qgMrr7eWOjnjkZcqv40nbtehylA4hBiFnZ63mFKaFxuVdaEtals/x6BV54JfDm0g6YxCc87nzZzPhVVjKuVy3WCvwc9bS70ZQM6MaygqDeP4rp1sPDTQi1trF7bydtX76aiSo4el/ORUA8MsXd7v6LDZr0uGsdbZRGNLQF0tm5UD1O65ogTHhRlUVBZ9cOQ1X+MyfyzF6+rwaSzwXDtiErtvbLY0wX+jjVpahArn4zrX1xrDk28/ivy47DkfXl6amG1wKrD1CgDNrGYZhsuL5bYfxmXs3YiCu44yjavCDS48bdBYNwzDMeIWKtS09TkH2YIftppVjEB5+ZQ/O+P7fsKul19WmKGZRksooLAhq1g3b7lZn9q2iABWF5vBYkaMo8nMnV7BYyzDM8BCLxfDRj34Un/vc58a6Kw6yddZm4+KUkZ21Iq8zo1grNU1jEIQzjQogXkYIub80BkGTiiQlkoaVUy73TQghwv2mW0WOvJcVlgpJJXXD2saZBHHvzFqngEmH+8vrWE7EPoHTWSu5UYU4lbQdpfK2lF/nJtbmllkrxDzhrBXiozxfQFVd/fBz1oY1TZrO/1hJ6P6FpWjzg4tB8BBrpT5TsVZR3KKyJq03XWfF5+FBnyzWZumsFW0qijOvV37QkaQ5v1Jbj3x2BU6YXoH7r1pmfp5m//sJucLFHE3oMCwh3T2do8DYIO+3hegaTxoYsOJh/Pd1Q+qBfg15EOQF3U/ycXrHs9ut7/ZgdQL5gdJowc5ahmGOSO5/aTdu/sMW6AawYmYV7v7E8Vk/hWUYhplIiKIuAHBYEmsPEGdtc1cUhmFYNyS/2bQPHxzuxeNbDuL6VbOlNs1sWiEUKIqCsoIgWnpiLnGXFvkojgTQ3hfHu8JZy2ItwzDDxC233AIAuPfee8e2IxIDgxRrZRHMCz+xVn5fxu2stZ2T4npazeCspSJjJKg6Rk8IvUQjw4ctZ61U/Iy6bw3DsIr40PZpX4QoZou8tlhbmNFZ65VZa762RMQ0MQhlHmJtJKvMWrtIVCZnbS5CmJczNB2alFkrli07F0XxL4pftmjQVVTNSzS1RWu//FXqrM1arCXfEa/7wEbpGqPU4aw1r10CqmIJ6UHN6Sj3E6jpcSHiPfwKjKUTa72WI/YFzXL2KzC2aEoZfnPdSjKv/7L8Rp4KsTSaSNoRJB59psse7ChWegz1pjKs02V5/9t5R+O8RfVYlXLmZtMuFX81VcHOll48seUggKHEIJj/cwwCwzBMBu7+2w5898n3AAAfXTIF3/7wwqyzjRiGYfKVLfs7seH9FnzmpBmDHqrlhRyDQGnqtN20saSOjr44KopMd9S+dtMhP+LXNgAAaj9JREFUu3V/l6tN21lrX0qWpsRa4aydV1uCC49rwJyaYmua4nAQQL/Vj8kcg8AwzDjHctaGMuSJSgJJOEOxLMAtyl68eDLe2NeBi45ryKmPiqJYwmJIihkw/3b3hfZXiJihgCnWWgXGiODU5+Ospbm2dJQxbZ9qLKJ/dm6ojv6U8FOQyVkb8BJr/cVGWdwpL8xNrLUza/2dtUPJrHVnw2YYLp5qO5YUBcac79vtKtbnYp/4CZd+ArXXcuNJw/We1+t0OaaOZVFnrcdy59aWOF47nLWwHaw0R1chzfitMxW3hVhrFRiT5slmdwa9nLXkQYdXjrMXfsdOOpFS3EMPxHXP4n5ebQxW9KTbszt1HZnuIVZlUQhnzq/N2C7dH42VhVi7fBoqikLQdQN3/XUH7v7b+wAG76y1YhBYrGUYhvHGMAz859Pv4Ud/NU+4XzpjNv7l7LlcTIxhmHHBf/zpbby8sw1zakpw+lHpXQS50JMmBuFAhzP64FD3ACqKQogmklaG7ZYDna42u6XMWsC+CdrZajprK4qC+PzpTkeuXPSGYxAYhhlLotEoolH7vNjV5X44NVTkTEs/5CHMXuKTTImUWbu4sRx/+uIpGefzctYK4UssNxdnrTj/C9FJOCktQdUw7AJjPpm1NJtTbp+KLGI70qH1/TFTfMwk1jqctRE/sdbfQVhWEIIM3a8hOQZBOGsTuu/wf3kZmfI5HdO6lpchBiH1eTzhFP/kdsS2VRXFchP6C5cKFMUuMObprFVt96a8DK/X2Rz7gJRZ6/FwoygcQGNlAfa2maOIqFhLi06JM0BQUx0PCeT9KaC7SOxXq8CYtF7Z3KZ6PSCg3wsx/D5TgTG/YyedSBkOZt438nuDFT3pcWZvt6Ebrhxit6LgPy5eCMA0Hdz11x3WsTlYkdmOQeDMWoZhGBe6buCWP75tCbXr1hyFG1fPY6GWYZhxQ3PKbbq/oz/DlLnRk8ZZSwuMAXaRsf3t9vu7W/vQNRB3TNcddWbWAkSsPZwSawvdN7VyMRx21jIMk47169dbuY5+/1599dVBt3/bbbehrKzM+tfY2DiMvTfJOrNWEkezGWpMXaohTc16VIbcNC0w5u2s9RBvfJy1oj06XzJpxyDIbmDqIKTDjB3DrsmyvDJr++KZXXqAlFkbNvss61u5OmsL0jprhaNUt6IH5NGAQykw5hVfkH562VnrHYMg1oMeg35CsELyjgF3LAJgP4igzlp3ETLqrB1EZq3PsT+vttT6m4q1MY8cU7k4ml9RNS9RtMAnszabe1W6/VyZtQbSOl4pg3PWpsRa4qz1ikEIDINYG/TYbukya7OFnvfoMTtJyrodqrN2lLVadtYyDJP/JHUDX/vdm/jNpn0AgP+4eCHWLp82xr1iGIYZXjr6YgCA1p7YsLabtsBYKgZBVBQWRcb2tTtF3LcPdGH5zCrrtYhBoOKrEF63pYqHlXuItctnVuIv7zYDAKqLww6xl2EYRuYLX/gCLrvssrTTTJ8+fdDtr1u3DjfeeKP1uqura9gFWyuzNoPr0yFWZZnZGdRURIIqBuJ6TqKH21nrLjBGtS8vsYd+Lou1Vu4myZUVMQiFUmat0G9kZy0VMR0FxixnrTljImlgIJadIE6FRH9nbW6ZtTTeQhb3xPYwCyqZfZT3raxf5eL+kwXUzJm1KbE2IcUg+Dpr7ffSuV3Dmmq16e2sTe/UlF8PV4ExADiqrgTPvnMIgPNBgRCOA5I4T48HPzex12a2CoxJOzS7zFryoEaTnbW6Nfw+U1N+YmS6Bz+0wJiqOF3rfm0MWvRMieH0ez48zlqf4ncBzTo/ppsuEzTOZTRhsZZhmLwmltDxL7/ejD+/eRCqAvznR4/FJcdPGetuMQzDDCu6bqCz33SvyoLqUHGKtbYQbBiG5axdNLkML+9sQ7OPWLtVFmuFs5bc+MyoLgIAK/utwsOB9NlTZ+HUuZPw9NZDWDy1fCirxTDMBKC6uhrV1dUj1n44HEY4nL7S+FBIJHVLFMokJFIxJJeiucXhIAbi0YxiMEV2+ymKLWR4FRjLJN6UWjEITqFXiHTdZHSGy1krhhiTbE6zfbIssvhIqn9C4OoeSFi/bXIerox3gTFJ8KTCmSS8ZcqsdWe/2pm1oiK97BqVnbW5FG+SxadMzmo7jkB3LMuVH+sRhZFO6AoGVIgsAS9RN5MzW+5Dtsd/2CHWeh//8+rs3Fq6r+JJt7M2IDtrfdZZLkxG++IuMJZxNTwfEFg5qWkKjMn4ifVpnbUkBsHru+/VRqY4hkx9THpst6GQLv6jrMA8PwKDF5mp+380YbGWYZi8ZSCexPUPvoa/vNuMoKbgzo8vxrkL68e6WwzDMMNO90DCGl7V2muLtYZhDDnuxS8GoaMvbrkNjm0sx8s726wYhL2p4mKiuMjW/Z1Sf80bb+qsnTWp2DGNVwwCABxVV4qj6ko9P2MYhhkse/bsQVtbG/bs2YNkMonNmzcDAGbPno3i4uL0M48QAylRDMgis1bJXawCzNzalp5oRjGY4hWDkK7AmOy8lPtrOWstsdY5jF5E6Wiq4naWElHK0N3v03YA21l7XGM5fv/afjz7ziHsajHjd06cUeG/0jD3gaIACuy8X3lbhBxDqp2flWfKrJXWTYhwA/GkJexF5BiENHEAmZD3S6Z5AySWAbC3saI4HY9WbqqS/hgQULFs8M5akj+bZeHocBYxCEcRsZbuH8sJTEVITZXcxP7rrIoLJJhD+cW1mrydsnPWUnev8/un63Zhq0wiqZ8Yma7wHHXWFqYRhZ2i9uAF1pCm2g8uAuqwRBqm609pJGhd2w42s1bMNtpiLWfWMgyTl/RGE/j0LzbiL+82IxJU8bMrTmChlmGYcUtHv+14bek2/27uHsCyW/8P3/7T20NquzdqF43o7I9bNygHUq7aqqIQGisLAcAVg3DijEoAwGt72mGQi1TLWRtxO2sFFUXeYi3DMMxI8M1vfhOLFy/GzTffjJ6eHixevBiLFy8eUqbtUBHFxRQls4OMFhjLzVlrnodzGU4s6yOqYgtuluDqcNamd0sKsVY4T8Vvg1ilrn7zN6MwpLnEGVoojDprHcsnfwtn7TkL6gAAb+3vRHc0gUklYSxuTC/WFocD+MaH5uOb5x/tKlQm8BLOAHO7eEVNRLLIrBVFOQG3s1Z20ubi/pMzQLPOrBV5rT7uafE33VXpYhDo8erlcpQdv5qquI6DwcSAZBODMJ1cm9CYKZHbS793wVS/RFfSuYlpf9MdA9kVGHNvezuz1o4HyeS6HpSzNmA/UBBipNfk9LswBK3WIWbnMhog2zZlaHTJUOIbgNGPQWCxlmGYvKOzL45P/vxlvPhBK4rDAdz36RNx2txJY90thmGYEaOjzx4i2pJy1r6+pwPN3VH88c0DObW1YUcL1v3+TUskoDEIgO3cFYJsQ3kBalNFGA51i89MZ+0li6egMKRhV2sfXtjRYrUhbjzpcNYpFQWOGwKvGASGYZiR4t5774VhGK5/q1atGrM+DZDiYpkcZFQ4y9ZZCNjn4VyED6/MWjGM3BoKLQ0PT9eGEETWX7gA/3HxQpww3XzQJ8QR4ayVIxAAMsRYyqyly3c6a83+1ZZGsGSaLc6uPro2qwiBq0+ZiStPmmG9domGHsIZAJQVBj33YboCY0LgpCNcMhUYG5KzNkMMguhfNGEel3RRdLlCPHQUGEsjoDoKjGXhrPVyiFLRNGuxVrO3pd88QU21HiLQ40UI1lSElIXSdGItPTaoW1oWBHN31jpdzQkagzBoZ63/fBErBkG3xdoRdNbSdZVd5oNFNgtQSolYO9h+i3UfZWMti7UMw+QX+9r78JH/3oDX93SgrCCIB69ehmUkJ5FhGGY80tFvi7XC+SEiCw51RS3hNRtu+ePb+NUre/Hntw7CMAz0xMybRHHzdbjbKdY2VhagvswsDrY/JdKKz45uKMXHlprFdn7y/AcAzBscMYRNVNMGzJvEqVWF1muvAmMMwzATif54doWvAKcYks7FKCPiaHKLQXCKMYoCLGgoRVBTrDxxKrB5CU5eztqj6kqxdvk0InqZ69GV+o0r9BCUqYNQiEXpBC8qdq5ZWGf9fS75OxfSxSDQbVDuUVwMcFazl12lQpgS0UFBTXGtW7o4gEy4MmszxiCY0wtNnIrPjkxSqUCc17IodJt5OVwzrTNgC5EhLfuh8XRZ6QTev355FZ7451Mc+bVCxPOK+xDrnU6gpturkowkkt3O2axKOsFYJ47zzM5p7/6mm8+KQYjrSJmNvcX0YSgwBkhibQ5FEdMxt7YEP7r8ePz2uhWuz4bFWZuaLckxCAzDTFTeOdiFi3+0Adube1BbGsYj1y7HsY3lY90thmGYEaejzx6aJ6IKaL7snra+rNpp7YnivUPdAIDdrb3oiyUtJ0BjhSmkigJme1NtNlYUYuakotRnMRzs7LeWPaWiAFedPAOqAvx9ewvea+p2OISKpKreM6vtXEh21jIMM9ERD9qyiShwiLWDiEHIRaylWoyimKLdsY3lePPmc3DDWXMBZOGs9RBrZYQu0+UxGsOexu2slcUiqhNSgWfNonqEAyrqSiOOIpi5kK7AGN0nXsXFgPTOWiH29aTW38tJOKTM2hwjFGQx2SlUEtFZKnLlNS/FGYPgIdZm4R4W7+VScCqcRQwCYMYyza83s/LvuPQ4nH9MPT6xbKqrL3JebLrMWrrtakvtIoWDyawNBdzHHB16L8T1TM5xzae/2RYYS1fIbLjEWrp9coluycR5x9RjacrRT6HnpnRxCemgudqjCYu1DMPkBZt2t+PSe15ES08UR9WV4LHPn8QFaBiGmTDQGAQAaOuN4XCPLdbubu3Nqp2Xd7ZZf+9p67MiEFQFlutVFFoQUQdTKgtRFA5gSoXprv3Lu80AgJJwAGUFQTRWFuKUOWYUzUsftFo3nYUhzTXkUoi+gNNpwjAMMxGxnLVZRBQMJrMTIJm1g4xBoH/TfjryTLMsMJZuOQBQ5CHWUlHKzub0b4c6ayeXF+DPXzoZv/3cirTOz3TIAhhtx8s9LJNNZm1vSrSX82oBt5CZTZSDV//o8vyQHdt+MQiWYEg+T7d9nTEI3sI+bSvdMHuvbeRHKIsCYzIXL56Muy4/3jOzOCCJ1NnGINSWRjzfB7LNrCXHnChUJh5iGNnHIPiJstk4a3WDxmP4i+nm52m7kRa6ruFhFGv9KCW1FQZbYIxjEBiGmbC8sL0Fa3/+MroGElg6rQKPXLvCGpLLMAwzEZDF2paeKFqycNYOxJO46Tdv4Ncb9wIwxVTB7tY+ywVbFApY59WmTrOI2N62VAxCSqSdW2sOD/zdpn0AgJk1xdZQxOlVdgGy7qh/9qDIDVMVswIvwzDMRCaXGAQqYOXkrB1UDIL33xQvEcv5uf23n5ApO9kKQ/6ZtUnDrrbudtZSN55z28yuKcGUikIMFlmY8otBKCvwfgDpFGv92wK8s4hl4TIXQUlRFMcyMkUoyOKjn3taTDeYGAS/6egQfU9nrVTgLhuyKTCWiYCHOJ9dgTH7sxoi1rq2cRZqbcDa3vY+oW7OpOH9EENmMJm19MFQX+qhQjpnrVdxuFxwFGYb5D7LhVJHDMIgH+iws5ZhmInI01ub8Jl7N6IvlsQpc6rxy6tO9L3gYxiGOVJp7Yli4642GD6P5Tv6Y47XLT1Rh7N2l4+z9sktTfjtpn1Y9+hb2LK/Ey++b4u1e9v60Bs1L7yLwgHUl5k3Ewc7+2EYBvamnLWNleZNrhBrX9vTAQBYNsMeTlabmrepa8By1hZH/MXa8sJQTu4ghmGY8chALIfMWod7NPvb9KNSOZxza4szTGlDxRY/4YWKTF7ijTIIZ21x2D8GQKfDvT0KoAlyKb6WDfKq+RYYyyKzVhYaZeHOzzU6lCHmtL+ZhN50QmI60dKc17/tYBYOV7/tKr+Xi9uSLiuX74yjXx4ida4FxmgMgrxq2Yi1tSVhHFVXglNJQW3RfkI3LEdnLs5amg+du1jr3/ZQIhAAp6ieS1HEweIsMDbEGIR8z6x9/vnnccEFF6ChoQGKouCxxx5zfG4YBtavX4+GhgYUFBRg1apV2Lp1q2OaaDSKL37xi6iurkZRUREuvPBC7Nu3zzFNe3s71q5di7KyMpSVlWHt2rXo6OjIeQUZhslffv/aPnzuwdcQS+o4d0EdfnbFUs8n7gzDMEc6X/7NG/jof7+IN/Z1en7udtbGHJm1u1u9nbV/e8+MLEjqBr7w0GvY3txjfdbaG8OhLtNFWxTWiFg7gLbemHVRPrlcOGudN/onkuyvupRr5FDXALpTYm2Jh7N2ybQKnLeoHp87bZZnfxmGYSYSwlmbzdDuwWbWXnTcZPzja2fgmlNmZj0P1XwG66wdiNuFL0t9M2uziEEgQogdg5BOrB1ev5ksgPnFIJR4PKAEpMxaqW+ys9hPaKZ9yFVQcmSuZohBCAbk7Zq+HYfbO62zNrMDN5MgLZyqOWXWUqF8kCK+V7+szNqA//ak89URZ62iKA5hO5vdGdBUPP6lU/CLK08g7Zv/x0XVL2QWSlUfsTbdMaUoinW+6YuJ6CwvMT0lZA/BVSv3xSvDebhxFBgbZGatHYOQ52Jtb28vjj32WNx1112en3/3u9/F7bffjrvuugsbN25EXV0dzj77bHR3d1vT3HDDDXj00Ufx8MMP44UXXkBPTw/OP/98JJP2Cf/yyy/H5s2b8eSTT+LJJ5/E5s2bsXbt2kGsIsMw+cj9L+7Cjb9+A0ndwEeWTMFdly8e9iflDMMw+cKW/V0A/LNnRYExcQ3c0hPNKNYmdQPPbTsMwLz43ZWa5rjGcisv9p2D5nKLw84YhL3tZgRCbWnYGsIpnLWiHyd4iLVNnQNWtEKJR8xBUFPxo08cj2tOzV40YBiGGa/kEoNAhZhcr4knlxfkNDTZL7PW2R/6t1s2EA/uAP9CQbKw4yXWiuWYhZS8Cxw5YxCG935B3m45i7Uh/8xaWeCUIxwEdPPmKijRZWYSet2Ztd5Cr5zdKi/H1S4tMOYjcHpl4lJsgTQHsVazt/2gYxC8ROohZNaabdrzZfu9VKV4AdEHKtZmGrFE16UgS2ctYAvkwtnuvX/cyxgM1MHt930YTsqGxVlr/j/aMQg5W9jWrFmDNWvWeH5mGAbuuOMOfOMb38All1wCALjvvvtQW1uLhx56CNdeey06Ozvx85//HPfffz/OOussAMADDzyAxsZGPPvsszjnnHPwzjvv4Mknn8RLL72EZcuWAQB++tOfYsWKFXjvvfcwb968wa4vwzB5wI/+ugPfe+o9AMCVK6fjm+cfzcNlGYYZt/TFEmhJRRp09sc9p+lIvd9YUYg9bX3Y3dqHaMK+QN/f0Y94UnfcOLy5rwPtfXGUhAP48SeX4PEtB3F0fSnOXViHq+97FW29MbydEmuLwgHUEWft3lQGbiPJ+ZtdUwxFMQsozKstQRmpfC3y2Jq7ouiO+lf1ZhiGYWz6Y9kXGHM4awdZLCtbnJm1mWMQvEQO8eAuHS5nrVdmrVeBMVdmrf33cDtraReLQppUkMhelt9vHnUHytvJFYPg0/chOWsd8QLpt01A9Rdr6bzib0cMQprt7iww5ueszZBZK2IQcti/w5FZ63SQZx+DQKkhMQhmO3abgzWiir7Ek7ZAmMnVSteFftfk/S4TCWqOhy9pnbWDdKcKQg6xdjQKjNHM2kGKteQcNZoM65lu586daGpqwurVq633wuEwTjvtNGzYsAEAsGnTJsTjccc0DQ0NWLhwoTXNiy++iLKyMkuoBYDly5ejrKzMmoZhmCMPXTfwnT+/bQm1XzpjNm6+gIVahmGObDr749h6wDveALALeQFAZ5+3WCven11jRhEIR2xRSEM4oCKpGzjQ0e+Y52/vma7ak+dU4+Q51bj1w4vwyeXTUF0cxtRUDi0Va0UMQk80YbUv8moB86J5Wuo1zasFYAm93dEEmlPRCl6ZtQzDMIzNwCCdtYMVnrKFijF++k+mYes9A4MQa9Nk1lKxVtbIqONwuAUe2sfp1UWOZdHP/H7zVNUeRi7vN1ng9Ou7qmYvuMpQIS5drqzZH3/HclBz/+1XgEyGCnC+mbVkfq97PyuzNgdXeSiLrNxMeDl+xfcjXayEGBEFAFVFkljriEEYrEBo/h9LZB+DQI8F+oAo0yElC+RefbYya4cag6CN3HfZC2o8GGpm7SinIAyvWNvU1AQAqK2tdbxfW1trfdbU1IRQKISKioq009TU1Ljar6mpsaaRiUaj6OrqcvxjGCZ/GIgn8cWHX8dP/74TAPCND83HjavnDamaJMMwTD5ww8Ov47wfvuAr2O5psyMMOnycte2pi/5Zk8wCXe82mdcxNaURS3jdJUUhbNzVBgCOghSCaVXmPCI+oSQcQFE4YDmGxLyNFQWO+U6aXQ0AWL2gzvF+cThguYp2pHJx2VnLMAzjzW837cO6379pPVTLRpSgQsJwu0dlvIZby2Ry1i6eWp5xObIo5xmDkFqObhjWiBJZ9Bxs8bVsoNtielWRc7lUrE3zm1dfFoGqwIogEsjiqa+zlgqGOd4bBTMU7qK4YxB8+pBjDAIVpbPJrPU6nmyxNvv9q6mK7cgd5JB6zUPstiIZ0qxzS48t1rpjO+z5ButJEm3GaAxChmNDVYCqohAiQRVV5FjM5KyVt7nXwyI5z3ew0ONjsPssF6hTPjFIZ6z4To52gbERucqWxRfDMDIKMvI0XtOna+e2227DLbfcMojeMgwz0nT0xXDNL1/Fxl3tCGoKvveRY3Hx4slj3S2GYZhhYdshU7x8r6kbCxrKXJ9TsdYrBkHXDev9Oanc2IG4eXE+qTiMkkgA25t7sK/dKda29Zo3CqJAGIU6ZgH7Brm+rABdA914Y68pLE+Rpvv384/G1afMxIxq5w0rYObb9hxOWEXMStlZyzAM48nftx/GHzYfsISabGIQqBAz0s7abAqMBTKIgBcdNxmqouD4qRWuz6w2pPm8BE86xFg4kQuDzukceb7DLPDQLk6vLvT9zC+zFgD+58oT0NoTQ3Wx02Epi31ZFRgbwcxaWUhVfAR5MZ14S1OVtCJdKIsYhGCGuIbBZNaK6ROxJMKDdNZ6id25xiCka3OwzlpxTDgyazM0pSgKHrl2OQbiOn7+wk67rYyZtc7jslaKdQCIs3bIYq09fzYjDoYKPef0ZhHd4oU4XPV8LzCWjro604Uhu1+bm5stt21dXR1isRja29vTTnPo0CFX+4cPH3a5dgXr1q1DZ2en9W/v3r1DXh+GYYbO3rY+XPLjDdi4qx0lkQDu+8yJLNQyDDNuMAwDrb1mHu2hrqjnNHtIUTEvsbY7mrCKOqyaN8lxITupJIwpKffrvnZnDILIF/Oqwj1TEluFWCviDIRT40RSRAww3V9eQi2d9/3DKWcti7UMwzCeiIJD4tyefzEI9G9v8UXziQOg7128eDKmVhW6PhMsmlyGaVWFKC8MYtmMSqycVeW7nKRhoM8n41d1OGuHV+BR0zhrFUVJFW8Djq53P4wVzJpUjBOl+CDALfb5FxjL3h0rE3CItemPG7k/Xnmt9H270FYGxy45Xv3EZqdz1/35YDJr6bKHI7NWbB9xSAxWrKXbYLCDSMUxQfXBbI6N2TUlWDi5LKOTmUIfgJREAp4FZIfLWUuPs9GIQaAPJMT5JVfE90DXM0w4zAzrr8CMGTNQV1eHZ555xnovFovhueeew8qVKwEAS5YsQTAYdExz8OBBbNmyxZpmxYoV6OzsxCuvvGJN8/LLL6Ozs9OaRiYcDqO0tNTxj2GYseXNfR348N3/wAeHe9FQFsFvr1uJlbOqx7pbDMMww0ZfLGm5YA+lslxlMjlrRV5tQVBDTUnEiiIAhFhr3gjLYm1Xqi0vh+viqRUOx21xKiewodyuWDyzugjTfYRZL2pLzHnFjUNx2H0xzzAMwwA1JU5nWq5i7XALkjJqhhGtQPZ5pekoLwzhua+cjs3fXI1Hrl2BqmK3Y0+st64b6PfJ+KWLH+4K8nS7ez2s/MtNp2HrLedk5Y6WcRcYy8JZm+O2djhDM2XWSp/TRVGBMegSazOJwORBg29mrbuAGaW+zLxmmVzhHi2UDnGsDFb488qs1bIUqQF39IXZJo1BGNx3Rz4OFMX/u5pp/kz1YWiRvIYy7+0/EjEIkRF+KCWTTVFEL6xc7XyPQejp6cGOHTus1zt37sTmzZtRWVmJqVOn4oYbbsCtt96KOXPmYM6cObj11ltRWFiIyy+/HABQVlaGq666Cl/+8pdRVVWFyspK3HTTTVi0aBHOOussAMD8+fNx7rnn4pprrsE999wDAPjsZz+L888/H/PmzRuO9WYYZoT567vNuP7B19AfT+Lo+lL84tMnWC4DhmGY8UJLj+2mbe7OLNZ2eYi1Iq+2PFUEYc3COivnsLo4ZN247CcxCEndQHfU31mrqQouXzbVKuhoOWtL7Yvw0+a5s27TUVvmPIefMN1/6CvDMMxERr7mjWQh9I1VgTE/Hc7prB25/tgxCEB/zPxdK5S210gK2TQT1OsB5lCWJ4t9fkJzpmJu6QjkIKrLx5VfDILY32K3ZyreFXTEIGR21nr1U7i0F032dzB78c9nzsHrezowv35wZj16bMtD/bP5HlZ5irVDj0GQ58s1y3iwztr6cu/79ZGIQRgNZy1l0DEIJFd7NMlZrH311Vdx+umnW69vvPFGAMAVV1yBe++9F1/96lfR39+P66+/Hu3t7Vi2bBmefvpplJSUWPP84Ac/QCAQwMc+9jH09/fjzDPPxL333gtNs3fWgw8+iC996UtYvXo1AODCCy/EXXfdNegVZRhm9Pjtpn3419+9iaRu4JQ51fjxJ5dwIRqGYcYltMCEVwyCrhvYSxyxns7a1HtlKdH17KPr8K+/ewsAEE8anjEItAq3X47eZSc0WmKtcCvVE8H19HnuYq7pqCPiw9JpFVa+LsMwDONEFmvzLQbBmVmbhbM2xxzVXLBiEHQd/alhyrK4Tfsy3Jm19LfVS3gbCoqiIKgpiCdNkcdP+KVaeK7O2iHFIPgI8mJ/i2Mj0/6nx2vQ59h1ZCB7HHOaquAEKZopGy47cSouO3FqzvNZ/XIc5yKrN/vM2tM8irzSfTLYGARZFM3kjnX1IYcHADR6osGjDoLZhupqdzA4nLWjLtYONgbB/N8wsqvHNVzkrJ6sWrUKRhpFWVEUrF+/HuvXr/edJhKJ4M4778Sdd97pO01lZSUeeOCBXLvHMMwYYhgG7nn+A/y/J94FAFyyeDL+v48cM+i8H4ZhmHwg3YVZK3HWNnW6nbXN3VHEErZrx0usFcOyhOhaWRTCybOr8cKOFqxeUGsNDWzujmIgnkQkqKFrwGwnElR9b/6qisP43KpZuG/DLpy7wKwrIBwTBUHNM18vHXRY78eHcGPEMAwz3hlUDALNZR3ha2cq0Ppm1g7B7ZlTX8gQ4z6rwJhze+mkivtwO2tprvxIiDBBTUU8aa6XXx7rUFzM1KmYSVSVhTa6KEc7qemULEXLbAqM5SIejiaax3pnU2DsiX8+BU9tbcJ1p81yfeZ01g6yX9KMuTtrsy88F3bEIPg4ayUBf7AEHM7a0dUI+mJDi0EAzJFtI/nwisJWN4ZhhgVdN3Dr4+/gZ6nKk589dSa+du5ROT8FZBiGGS503cBTW5tw/LSKQcew/Mef3sb/vnEAf/7SyagpcbdBnbXN3QMuYVdEIJQVBNHZH0dfLIlYQne4UIRYW0RGIPzsiqU43B1FY2UhDMNAQVBDfzyJg50DmFFdZIm1pR5FIChfPWceblo9z7rQXDajCucdU48Tp1fm7GhorLSLyHxoUX1O8zIMw0wkaqRq6gWhzKIEFQCG2z0qQ6/O/bSXoeSo5oJo24xBSIm1krOWRhUMt8Aj58EPN6bgl3IM+/zuOguMDaZ9MW+GzFpJLHbGYXhlt5qvM8Ug0GuabDJrR0vsyoag6j7OVUus9e/n/PpS3+gFZ4Gxwa2rS6zN2XGdfWYtfYhQ75NZm63LOhNj4axdPLUcr+/pwHnHDO7alW4/fRSTENjuxjDMkIkndXz5N29YQu3XP3QUvv6h+SzUMgwzpjy37TA+9+BrWP+/WwfdxrPvHMLh7ig27Wr3/Jw6a+NJA+19TudsW6/5+cxJdg6e7K7t9RBrI0HNEkcVRSFRCKb429Xvn1dLURTFNbT2R5cfjytWTk87nxcLJ5fhex85Br/73MpBFVphGIaZKBSGAo6ImmxECSqcZRLHhorqcP75xSDYf4+kE9JRYMwnBkHECADDv22+/7FjAQDfPP/oYW1XQMUpPxF+KM5aKoIGM8wrbzu674Me7tjsC4xldtZqWRxzY4HTgeoc6j/YY204MmtlJ22uX8ERy6wd4r4bi8zaX1x5Au649Dh840OD+47TfTiaubXsrGUYZkj0xRL43AOv4blthxFQFXz3I8fgkuOnjHW3GIZhsLPFHNp4qMu78Fc2dKTE1yafNlp7Y47Xh7oGHJWBu1PZsmUFQZREAugeSKCzP45JZIisyJ8tDvlflk2pKMD25h7LAWQ7a0f3Uu6jSxtHdXkMwzBHKrWlEXQP9ADI98xan/6MkrNWCCHOGATnb1uCOGuHO6rgouMmY9W8Gis3frgJUXHKJ8IhF2FNhopfGZ21acRaL2etJdYGsm/Xz40a8IgbyAccWbqpvy88tgG90QSWDiJDF3AK6INdVdn0NJTCc5keANAYhMm+mbXOiIjBQrfNaIm15YUhXLx48qDnp+fC5Chaa1msZRhm0Oxo7sbnH3wd7x3qRiSo4sefXJJzwRqGYZiRoiXleh2I6xmm9CapG5Yo6lU8DAAO9zjfP9Q14BgWR12z5YVBS6yl9MTczlqZySln7X4h1qbayOSsZRiGYcaG2tIwdjSnxNosRiNQEWS4c1llcs+sHTnxWOh8um5gIOWslWMjygtH9rdupIRawBk94Oes9RNNs8FRYCzDEHVZSKXaLRX3xHRit2fMrM2iwNhoZSDnipdQfsXK6YMagWS1o2X+fuXSL6/XucyfSRwXRWgBoC5DZu1Q9x09VkY7s3aw0NMfO2sZhsl7frdpH/7tsS3ojydRXRzGPWuXYMm0irHuFsMwjIUl1iYGV/21qz8OcU3m585tlcTaZknUtYqHhQMoKwhiL/otoVUgBN3isP/N+ZQKMxLBikEYEEXJWKxlGIbJR2pJznm+OWup3uKnJSmKAlUxMxpHy1kbTT1cLZBGmhw/tQJfPnsuZk4qHrF+jBSOGISRcNbmMK8sulKXssNhqkoxCBnjFTJHeORrgbHAELZ9Nm0O1gjujkEYirM2/bz0WjbTMTp0Z21mp3m+4YhBGJz/Y1CwWMswTE7ouoFv/elt3LthFwDgpNlV+MGlx3kW3mEYhhlLWlPFv4RTJ1c6iKja1Okn1prLmFJRgH3t/S5RtydqLrsoJdYCXpm19jR+2Jm1krN2lGMQGIZhmOyoKc1NrA2MqlibnfNPUxXoSWNE61AI8Sep0xgE5/ZSFAVfPHPOiPVhJMkms1YdgpDpjBfI3gELyFEX7iiDwcUgZC4wlk9i7Ug4fqnbeawKjGk5bO82KdLLsz1RYGyILvvAGBQYGyqOGAR21jIMk4/Ekzq+8ps38NjmA1AU4IYz5+ILZ8zOqx9chmEYge2sHdxj8PY+++LVz1krlrGgodQUa7tlsdYUVYvTiLXCfVucRnhtTDlr97QJZy3HIDAMw+QztaV2NrlcMMuL0SwwRq/c04m15mfGiDprqVhrxyAcGSJONlDXadgvIoBs3qHEIGgZYhDk/aj6xCCIPohDI6cYBJ8+aDlk644mYt0CqjJsecjOAmODa0PeRkNx1mb6/s6rK8FGn0K6Vhup7TTkGARyHGTzECsfUBRg6bQKqIoy5AJrucBiLcMwWdEfS+L6Bzfhr++ZhcS+/7FjcdFxgw/qZhhmcKxfvx633HKL473a2lo0NTWNUY/yl5aU67V/kM7azj5bVPUSaxNJHe2paY6uL8NTWw+5sm2Fa5aKtR19fjEI/pdl06pMsba5O4q+WAJd/eY8pRyDwDAMk5fU5uyszezAHC6oKJVOexiuoc/psGIQdAN9cfO3bTyJtcEsnIRDcXdSYT+YYd50MQiaRwEw0ZdMYm12ztr8FGtH4hinAvpgM2vl7gwlszbTvF9ZfRSKw0F8OE0RrlPmVGPlrCpcdsLQCs0GsnCa5xuKouC3n1s56stlsZZhmIx09MVw1X2vYtPudkSCKu7+xPE446jase4Ww0xYFixYgGeffdZ6rWnj56ZmuDAMwyr+NZBIwjCMnB0THf22s7Y3lkT3QNyREduWct6qiulKAIBmSdTtHrBds6W+MQipAmMh/8uy8sIQSiMBdA0ksKetjzhr+VKOYRgmHxHO2oCqZBS7AKfLcaSdtVnHIFhDn0dOXBNt64ZhPVw9Uhx32eDMrM1cYCzXYea5iKDpYhBoLm1AyqzNdDzSdv0iPIaSyzuSBLIUpHOBiuaDNWLSzGhgqPEY6ectKwzia2uOSjtNbWkED12zPKc+eCG2s6L4fx8YE77CZxgmLbtaevHZ+1/FtkM9KI0E8D9XnoCl0yvHulsMM6EJBAKoq6sb627kNT3RBGKp+APDAKIJPedsrPZep6h6qGvAIdaKvNrKohAayiOpaeQCY2YbReEAygtCAPxjENJl1gLA9OoivLmvE7tb+0hmLTtrGYZh8pFpVUUIaopvdXUZKsaMtIhBtZt02qA6Gs5aEoMgxNrC8eSsDYyss5Y6FTMJvbIgSUViRx+szFoxXwYRmJ21nm0Cg3fWinb0pKnW5tqMow95tL3FsRQOqMMWOzFeYbGWYRhfnn37EP7l15vRPZBAbWkYv/zMMss9xjDM2LF9+3Y0NDQgHA5j2bJluPXWWzFz5kzPaaPRKKJRW0Ds6uoarW6OKSICQRCN5y7WdkiialNnFLNr7HOgyKutLg5bw10P90SR1A3rIlnEIJRkUWAsXQwCAEytLMSb+zqxp7UPXSnHLmfWMgzD5CfVxWH89rqV1rk/E06xdmTFSjVLMUn0KZBBrBsKwt2ZNID++PgTa7PKrKWu0xy3NRVSM80ri65U26WfCZetENMCOcUg+GTW5mmBMSEiD6fbdzhiEABzO8VTYm2uWam5ZNaOJuKBwpFSXGwsYd8xwzAukrqB7z/9Hq7+5avoHkjg+Knl+MPnT2ahlmHygGXLluGXv/wlnnrqKfz0pz9FU1MTVq5cidbWVs/pb7vtNpSVlVn/GhuHljV1pCCEVIG4AcyFzj6n4Cvn1orquRWFIVQVhaAq5vmztddeNnXNihv2Lr8YhHD6C9fpVUUAgF2tvegWMQhpipIxDMNMFHbt2oWrrroKM2bMQEFBAWbNmoWbb74ZsVjmKucjybGN5ZheXZTVtFSM8RtKPlxQ3Sedu00ITdoQK8CnQwh3um6gL+WsHU9CTjaZtX4O12wI5CCCpnfWutsRx2QuBcb8IhMcovIIHk+5ItZ7OB9IDEeBMcB5Tsg9s1b1/HusEcdBZIQfSI0H+AqfYRgHHX0xfOnhzXh+22EAwJUrp+PrH5o/4heNDMNkx5o1a6y/Fy1ahBUrVmDWrFm47777cOONN7qmX7duneP9rq6uCSHYtnQ7xdqBQYi17VIhsCYfsbayOISApqK6OIzm7iiau6KoKTGdtj2keJiIZaDOWsMw0BvLXGAMAKamioztaSMxCOysZRiGwbvvvgtd13HPPfdg9uzZ2LJlC6655hr09vbiP//zP8e6e1lRFA6gKKQhFFBHPAZBQXZiktDdRtKZJ1y+8aSOaOp3sjBNhvuRRjaZtUPJc80lmzSdWOtw1ooYhNTkoRwcu37C7nBFAww3YvsNp4BM9wn9ruVKtg54zz7kqbNWHB/jqYjgSDF+zoIMwwyZfe19+NT/vIIPDvciElRx2yWL8OHFU8a6WwzDpKGoqAiLFi3C9u3bPT8Ph8MIh8Oj3Kuxp6XX6aYajLNWxCDUlUbQ1DXgcta2C7G20MyirS2NoLk7ikNdA1g4uQwA0DNgC7EJ3bwJFa5Y0S9RPCJjZm3KWfvB4V50p0RgzqxlGIYBzj33XJx77rnW65kzZ+K9997Dj3/84yNGrI0ENfz2cysR1NQRz5h0ZNZmUWBsJIeti2WIB5fA+CowFnDEIGR21uYqylGhNNN+0lQFmqogmbrwoLqqV26uMghnbdBHkHaIhyMYq5ErVgzCMPaJbi9lCBrwULKM8zWzdlKJeU9SUzLx7k1yhcVahmEAAO82deGK/3kFh7qiqC+L4OdXnICjG0rHulsMw2QgGo3inXfewSmnnDLWXckrhsNZK2IQ5tWVoKlrAE2dkrM29XlFkRBrw3hrv11kLKkblkhcHAlAN8ybI5E3C9jOW0XJnNE3LeWs3d/Rb71XwjEIDMMwnnR2dqKyMn1R3HzLdZ9fPzrX3k5x0H86UWhqRMXalJglHm4qChAJjp8RfSIWQFXS5bnaf+eeWZsaxq8qWRVsChCxlk5PxdSg1eeUWJvB6S3iHVTFPwYhXzNr87rAmDJ4wTVfnbULGkrxs08t5XjFLBg/Z0GGYQbNP3a04KP//SIOdUUxt7YYv79+JQu1DJOn3HTTTXjuueewc+dOvPzyy/jIRz6Crq4uXHHFFWPdtbxiODJrRQyCOB/ube93ft5rfl5ZaLpba1JFxoQDVwixgJlHKyILeqIJJJKmy9Zy3oYCGW+yakrCjhvYcEAdV7l+DMMww8X777+PO++8E9ddd13a6SZqrnu2mbVnza/F1MrCERVWhJglfjMLgtq4qhIvhM9wwH+9hhaDoLraSAcVU6kYSIti2Zm15utghrZLI0HctHou1q3xj86j65VrsayRRMQfDKegGXSItYNvx+GszbGdobhyRxJFUXDW0bVorCwc667kPSzWMswEJpHU8V/Pbsfan7+M7oEETphegd9cuxL1ZQVj3TWGYXzYt28fPv7xj2PevHm45JJLEAqF8NJLL2HatGlj3bW8QhZro3E95zY6Us7ZE2eYzqz3m3sQT9rtWAXGhLM2lVPb3G2KtaJwWEhTEQ5oDhesuCntjZoicqYIBMC8wJ1WaReq8XOvMAzDjBfWr18PRVHS/nv11Vcd8xw4cADnnnsuPvrRj+Lqq69O2/66devQ2dlp/du7d+9Irk7ekK2z9uYLFuC5r6wa0cgd4SSlYu14Qoi16dzCfoW+smpfzS6qwJqeiKl+hc2EcKlmGYMAAF84Yw6uOXWm7+f5Kh6KvgxvZq33Ns6VoWyzXLKMmfyEx84xzARlZ0svbvz1Zry+pwMA8LGlU/CtixayS4th8pyHH354rLtwRNDaM7TM2qRuWHEFCxvKUBIOoDuawPuHe1AUCqC6OIz2lJhbSWIQADsGwSoulhJpg5qKwpCGvlgSXf0JlBeGrGmKwtmdey9a3IDvPvkeAKC+PJLTOjEMwxxpfOELX8Bll12Wdprp06dbfx84cACnn346VqxYgZ/85CcZ25+oue7ZZtYC6Z23w9MXs/2B1EPV8VZ4KBgw188vrxYYXWctjWKgu5a+L9oUD5KHo5hpME/FQ1H0LVPUQy7QfTGUr89Qsoyp6J9PmbVM9rBYyzATDF03cP9Lu3HbE+9gIK6jJBzALRctwCXHcyExhmHGD8L1Gg6oiCb0tJm1PdEEikLO4Ymd/XYRsIrCII6qL8HGXe144KXd+NUre3HBMfW2s5YUGAPcMQhUiC2NBE2xNlVkTLhvi7Nw1gLA9atm47S5k/DAS3tw2txJWc3DMAxzpFJdXY3q6uqspt2/fz9OP/10LFmyBL/4xS+gDqNTbryhDEEEGm5kkXG8OWtDWThrNR+HazYIETRbATToEXdg/m2/L9q69rSZaCgvwMWLJ+fUJy/yVTxcNrMS5x1TjzUL64atTSpMj5mzNk8za5nsYbGWYSYQBzr68dXfvokXdrQAAE6aXYXvfuRYTC7n2AOGYcYXwhU7qSSMfe39lmNH5t2mLpz/wxfwyeXTsP7CBdb7IgKhJBxAQFMxv74UG3e146GX90A3gI272l3O2hrZWSvyaMO2I6W0IICmLqArJQaL6tfZxCAIFjSU4bZLFmU9PcMwzHjnwIEDWLVqFaZOnYr//M//xOHDh63P6uqGT4QZL1DtZqzjQ+X80kzFNo80aGatH+pQnLUiczXLUNOQzxB9mrMq2ppSUYjPrZqVU3/8yFfxsDAUwI8uP35Y23QI00P4ggWGINbma+wEkz0s1jLMBOHR1/fhm3/Yiu6BBCJBFevWzMfa5dPy6skmwzDMcCEcq9XFpljrF4OwaXc7ErqBV3e3Od7vSImpZaniYaJCd6qAMvZ32MXGZGdta28U8aROXLP2DVpJKvdPOGtt9y1fkjEMwwyWp59+Gjt27MCOHTswZYpztJhhGGPUq/wln5y18r3IuItBEGJtls7aXO/NApazNsvMWoezlvRhhMW9iSQeOqImhtAOPRZy/Z46xXEeZXAkwnuNYcY58aSOb/5hC/7lkTfQPZDAcY3lePxLp+CKldNZqGUYZlyS1A1LnK0uNoVUvxiEpk4zsqC9N+54XzhrhRArxFqZgqBm3VhWFoYQUBUYhlngrNsj4qA0lV8rnL+5xiAwDMMwbq688koYhuH5j3GTbYGx0WC8xyAI4S4yQs7aUI6ZtQFHZi1x1hLlNjgC4h5d7ngXa6k4OpRnIUOJx3CK44PvAzN28J0Bw4xjtuzvxL/+7k1sPdAFAPjnM+fgi2fMdlSoZBiGGW+IaAEAqCoyown8xNqDKbFWiLOCDw73AgAaUkW85tWWQFVsZ61ARCAA5s1WTUkYBzoHcKgragmx1DUrinSIGISeaDI1zfi6OWUYhmHyl1wKjI008vILQ+NLoggFsnDW+jhcs8Fy1mYZgxD0iUFwiHtZtpULAY9M3PGKWD9FGVqBvqE5a6mDmu/9j0TG15mQYRgApijxw//bjnue/wBJ3UB5YRDf+8ixOPvo2rHuGsMwzIgjRFJNVVCeijHI5KztjSURS+jWTZV4yLWgoQyAOSxzbm0J3m3qRmFIQ1/MbK+iyFkheUpFIQ50DmD7oW4rs7YkQp21IgZBdtYOvdIywzAMw2QDFX6GIiYNB5OKw47XkXHmrBXXAOJhrRfUQZnrkPX6sojj/0zQzFrHcolAOyLOWp9iZuMRsS2H+iDEKeLnOm9+ZgQz2cNiLcOMMw529uO6+zfhjX2dAIDzFtVj/YULMKkknGFOhmGY8YHlaA1p1k2fiEV44q2DeHlnG/7tvPkIaCoOdtrZsx19MdSkcme37DfPoQsn2/EH3/vIsdi8rwPvN/fg3g27ANgxCYLF08rxyq42bNrdbuXdFoWoszYVgyAKjHnk2jIMwzDMiOJw1o5dNwCgsbIAk0rCONxtFuccbwXGzllQh6+cM4BzFvibZtQh5LnOrinBo9evRGNlYVbTBwNUqLffdzoxRzqzdtibzyvEug51Mw6lUNlEip0Yr4zzrwnDTCw27mrDBXe+gDf2daK8MIj//uQS/OgTx7NQyzDMhEJECxSHA5ZYOxDXkdQNrHv0Ldy7YRc2vN8KwzCsGAQAaO8zBdT+WBLvH+4BYDtrAWDRlDKsXT4NU8kNUVWRU6w9YVolAPN8LJy1xZ7OWi4wxjAMw4wNah4VGFMUBSdOr7RejzextjAUwOdPn43ZNSW+0zidtbnvj8VTK1BdnN39niMGwUckHgknplM8HN8ylNjGQ3Wt0zSKXGvNTKSCbuOV8f0tYZgJgq4b+NnfP8DlP30JLT0xHFVXgj9+4WScu7BurLvGMAwz6tCs2IJURlx/PInNe9vRkRJk97T1oTuasOIMAKA9lVv7blMXdMMsTlbj8bCLirUVkli7dHoFAOD9w73Y09YHQCowZmXWOmMQWKxlGIZhRgtHZm0eKAInzrDF2vEWg5ANVEwb6QLQQZ8YhKBmu0FHog8TaVh+YNictURwzTmzlsXaI508ODUzDDMU3j/cg8t/9hK+/ed3EE8aOO+Yevw+h6EwDMMw+YyuG/jtpn1Wtmw2ULequOmLxpP467uHrWn2tfe72hRFxkRe7dENZZ6uiKlV9vm1UopBKC8MYW5tMQDg79tbAEhireSs7SUuYIZhGIYZDfIpsxYATiDOWpEdP5EQ4uhoiJghR4Ex+33N6sPIbP/AKArSY41wESsY2nr6FYDLhokkjo9X+M6AYY5QDMPAz/6+E9996l3EkwYKghr+7fz5uPzEqXlx0cUwDDMc/Pa1ffjqb99EQVDDO/9xblbz2DmwARSE7Mzav21rtqbZ297niEAA7BiErQdSebUNpfCiscLfWQsAS6dXYtuhHut1Udg/s1aItrQIGcMwDMOMJPRWYaxjEABgXp0dEbC7tXcMezI2CNfkaDggg5q3aCoctzSuYDihIvB4Fw/Fug6nszbnzNoRziBmRp6J99iKYcYB/bEkbnhkM77zuOmmPX3eJDx1w6n4xLJpLNQyDJPXdPbF8fVH38Jre9qzmv711HT98aQlwmbCjhbQEA6YYu2etj5s2d9lTWM6a/sd87X3xWAYBl7b3QHAmVdLKQhpVjZcpYdYe0IqCkFQW2pXaBbO2u5Unm1nSrQtS1MlmmEYhmGGE2dm7Rh2JIWmKqgtNX9XT5xRNca9GX1G01kb0LyLVonrk5G6HtEmUMErOwZhiJm1QyjK5nTWsux3JMI2DoY5wtjX3odr79+ErQe6oKkKvnn+0fjUChZpGYY5MvjfN/bjoZf3oLkrip9dsTTj9OLmAQBefL8VZx3tX01ZIAqMmTEI5gXq3jZTmC0JB9AdTWBfm9tZ29EXxxv7OvHeoW6EAipWzPK/YTxxRgWe3NKEo+rcBUM+tKgeb+ztRELXsWRaBZZOs8VbO7PWFGlZrGUYhmFGm3xz1gLAH794MjbtasfZWfzOjzdG11nrHYNQVxbBf112HOrLCkZkuYEh5K8eaQSsAmNDa2coRcKcsRND6wczNrBYyzBHEC++34rPP/Qa2npjqCwK4e5PHI/lMyfe02eGYY5cdraYRbdaeqJZTd/aG7P+fm7b4azEWkcMglSoZMWsKjz99iG09sbwwWFzqGVBUEN/PIn23hjuf3E3AOD8Y+o9XbOC/7psMTr64pjkUYAsHNCw/sIFnvOJuIOeWALRRNIqcMZiLcMwDDNaODNrx7AjhJqSCNYsqh/rbowJQj8N5GqfHAQhnxgEALjouMkjtlyH8DhCUQv5goiSGGo2r+ZwwOeYWauxs/ZIh/cawxwBGIaB+zbswid//jLaemNY0FCKP37xZBZqGYY54tjTZgqk7X2xDFOatBGx9m/bmmEYRsZ5vAqMCY5uKEVpSjB9dVcbADsrb2dLL/745gEAwNrl09IuI6ipnkJtJoRYaxjA/vZ+8j6LtQzDMMzooOahs3YiI0S90XfWjt6+d2SojvNjbrhiENRhctaO99iJ8QqLtQyT5zR3DeBzD7yGm/93K5K6gYuPa8Bvr1uJyeUjM0SFYRhmJNnTZjpr23uzE2ups3ZvW781fzq8CowJGisK0VhpFgg7kIpBODpVSOzV3e2IJXTMry/FcY3lWfUvV8IBzY5mSIm1JZEAX0gzDMMwo4aSZ5m1Ex0rBmEURMxgYGxEU2eG6vg+6IQwPdS1HJKzdgJt7/EKi7UMk6cYhoFfb9yLs25/Dk9ubUJAVfBv583HDy49ziU+MAzDHAkYhmGJrV0DCcSTesZ5WqW4BBFdkI7eWMpZG9IQCUhibWUhplTYD7tKIwGcNb/GMc2pc6pHNAdc5PDuTW0LjkBgGIZhRhN1CCIQM/xoY+SsHc1dH5xABcZmTirCrElFOFO6vsyVoRRlcziZx/n2Hq9wZi3D5CF7Wvvw9Uffwgs7WgAAx0wpw//3T8dgfn3pGPeMYRhm8BzujmIgbgu0fpmvFBGDMLe2GNsO9WB/R3/a6QGpwFjI+Vy6sbIAjRWF1uuPnzjVVUxj8dQKjCSlBUE0d0ext53FWoZhGGb0odoNFykee4RgHhiFLFdHZu0YOWvHu3gYCWp49sbThvzdos7aXLcZnXy8b+/xCou1DJNHJHUD927Yhf986j30x5MIB1R8efVcfOakGaMSOM8wDDOSyBEG7X2xtGLtQNwuwLWwoQzbDvXgQBZiLY1BkDNra0siKAzblz9rV0xzFV44flp5xmUMhfKUOLurxXQJs1jLMAzDjCZUQ2IdZ+wZK2ftaIp4E83pORwPQeh2ylVYVxQFNSVhdPTHUcrXmUckw67+rF+/HoqiOP7V1dVZnxuGgfXr16OhoQEFBQVYtWoVtm7d6mgjGo3ii1/8Iqqrq1FUVIQLL7wQ+/btG+6uMkxe0doTxRX/8wr+409voz+exPKZlXjqhlPx2VNnsVDLMMy4YHerJNZmyK0VebVBTcHcVBGwXMTaonAABUSsrSoKQVUVnLeoHpqq4OMnNmJKRSHKC+2L2LKCIGpKItmt0CCpLTXb336ox1omwzAMw4wWCscg5BWikNRoZIsGHAXGRnxxFs4MVb63zQbV4azNff6HrlmO31y7AsVh9mgeiYzIt2TBggU4ePCg9e+tt96yPvvud7+L22+/HXfddRc2btyIuro6nH322eju7ramueGGG/Doo4/i4YcfxgsvvICenh6cf/75SCaTI9FdhhlzXt/TjvPvfAEv7GhBQVDDrR9ehIeuXo7p1UVj3TWGYZhhw8tZm462HvPzyqKQVVTxQMeAa7p4UsevN+61MmB7iFhLHSTVxaaLd15dCd5avxrfvngRADjctzNG4bwrxNpdreysZRiGYUYflQuM5RVWgbFREDFFDIKijG4EBhWiWavNDrrNBlMMbnZNMY4doYK5zMgzIhJ7IBBwuGkFhmHgjjvuwDe+8Q1ccsklAID77rsPtbW1eOihh3Dttdeis7MTP//5z3H//ffjrLPOAgA88MADaGxsxLPPPotzzjlnJLrMMGNCLKHjp3//AHc8uw3xpIGZ1UX477VLMLe2ZKy7xjAMMyz8Y0cLPjjcg08un2aJqYK23njaeVt7zeJilUVhNJSbAueBTrez9tHX9uOrv3sTIU3Ftu+sccQgUGjkQmHI+xJo5iiItXVlZj90w3zNYi3DMAwzmnBmbX4hniuPhrNWPMQebUc1zeNlZ212qOR44O/pxGNEviXbt29HQ0MDZsyYgcsuuwwffPABAGDnzp1oamrC6tWrrWnD4TBOO+00bNiwAQCwadMmxONxxzQNDQ1YuHChNQ3DjAde3dWG8+/8O7731HuIJw2cu6AOf/jCSSzUMgwzrvjEz17Gv/9hK367aR92p8RaIaJmdNamYhCqikJoSDlrmzoHkBQqZ4o39nUAAGJJHdFEEr1WgTFnXm11cch3WecsqIWiANefPjvLNRs8wlkr4CwxhmEYZjRROQYhrxD7QB1VsXbEF+VgomXWDgc0+oC32cRj2J21y5Ytwy9/+UvMnTsXhw4dwre//W2sXLkSW7duRVNTEwCgtrbWMU9tbS12794NAGhqakIoFEJFRYVrGjG/F9FoFNFo1Hrd1dU1XKvEMMNKZ18c/+/Jd/GrV/YAMIf3/vv583HxcZP5iRnDMOOWHzyzDe19ppP22MYy/GNHa8bMWiHWVhaFUFMSgaYqSOgGDndHUVdmC55VRbYIu2l3O2JJHUB6Z63MXZcfj67+OKqK/acZLuoksZadtQzDMMxowgXG8gttFDNrg4GxcdZSsZGFx+zQFN5mE5lhF2vXrFlj/b1o0SKsWLECs2bNwn333Yfly5cDcFu4DcPIKFJlmua2227DLbfcMoSeM8zIYhgG/vjmQXzrj2+jpcd8sPCxpVOwbs18VBT5u70YhmGOVAbidtb8gU4za/bYxnKcNLsa/9jRirYMztpWItZqqoK60gj2d/Rjf0e/Q6zt7LfjFP76brP1d1FKrD1hegU27mrHpSc0+i4rqKmjItQCcPQdYLGWYRiGGV0UsAiUT4h9MBr7QmTWjnoMgqPAGB9z2UCd1uyAn3iMeFhIUVERFi1ahO3bt1s5trJDtrm52XLb1tXVIRaLob293XcaL9atW4fOzk7r3969e4d5TRhm8Oxp7cMVv9iIL/3qdbT0RDFzUhEe/uxyfPcjx7JQyzDMuKV7IOF67+YLjracsJmcta2pB1sivkDk1h6Ucms7iFj7l5RYGwqo1lC/B65ehpe/fiZm1+RHzIwcg8BiLcMwDDOacGZtfnFUXSlCmopFk8tGfFni2mi0RXpN4wcEueIoMMYxvxOOEd/l0WgU77zzDurr6zFjxgzU1dXhmWeesT6PxWJ47rnnsHLlSgDAkiVLEAwGHdMcPHgQW7ZssabxIhwOo7S01PGPYcaaroE4/t8T7+KsHzyH57cdRkhT8S9nzcUT/3wKls+sGuvuMQzDjChdA7aIqijAx0+ciuOnVqCiMCXW9rkLjH3zD1tw3g//js7+OIlBMB2vIrf2QIdTrKXtvH+4F4AzAiEc0FwC6VgSCWooL7QFWhZrGYZhmNHE6dgbw44wAIB5dSV47Ztn49/Omz/iywqkVL/R1ugDHIOQM+ysndgMewzCTTfdhAsuuABTp05Fc3Mzvv3tb6OrqwtXXHEFFEXBDTfcgFtvvRVz5szBnDlzcOutt6KwsBCXX345AKCsrAxXXXUVvvzlL6OqqgqVlZW46aabsGjRIpx11lnD3V2GGRF03cCvNu7B95/eZokNK2dV4T8uXohZk4rHuHcMwzCjg3DWTi4vwGOfP8ly1FYKZ60Ug9DRF8MDL+2GbgDPbTvsiEEAqFg74Jiv0yNOQS4ulm/UlUbQkRKZWaxlGIZhRhOqlbEIlB/IOfsjRXDMYhC4wFiucGbtxGbYzwj79u3Dxz/+cbS0tGDSpElYvnw5XnrpJUybNg0A8NWvfhX9/f24/vrr0d7ejmXLluHpp59GSYk9NPEHP/gBAoEAPvaxj6G/vx9nnnkm7r33Xmhaft94MQwAvHOwC+t+/xY27+0AAMycVISvr5mPM+fX8DAjhmHGFfGkjpaeqFX8S6YrFU9QEgk4inuVp5y1bVIMwvPbW6Ab5t+v7GzFoVTObVWxU6zdeqDTkWUvYhCOnVKGN/Z1AnBe4OYjtaURvNvUDYDFWoZhGGZ0ofckrAFNLEJjFIMQUBWURAKIJnQUhUZHmD7S4aJsE5th/5Y8/PDDaT9XFAXr16/H+vXrfaeJRCK48847ceeddw5z7xhm5OiLJfBf/7cdP/v7TiR1A8XhAL68ei4+uXyalQ3EMAwzXjAMA4vWP4WBuI4X/vV0TKkodE0jnLWlkhgpnLLdAwnEk7p1jvwbKQ72xzcOorM/jlBAxfx6M9ro1DnVCGoKNu5qx1Nbm3DuwnoAdvbtty5aiIt+9A8AwK7WvuFc3WGnjsQyyNuHYRiGYUYS6qpkM8nEQlxzjbb2p6oK7r9qGaLxJApCbMLLBlXhGISJDCtIDDNEdN3An988iNU/eB73PPcBkrqBNQvr8OyNp+HTJ81goZZhmHGJoiiWW/ZQV9RzGpFZWxpxPhsuKwhaWWkiCkDXDTy37bA1TWfKLXva3EnW0MBpVUW49tRZAID1//s2+mNJJHUDXSJuoaIA933mRIQDKq49beZwrOaIUVtmirUl4QC7JRiGYYaBCy+8EFOnTkUkEkF9fT3Wrl2LAwcOjHW38hL6q8Mi0MRCjFaqHIMi18c1lmMZ123JGs75ndiw/5xhBolhGPj79hZ876n38NZ+c9htQ1kE37poIc46unaMe8cwDDPy1JZEsLetH4e6Bjw/7x4QMQhO56imKigrCKKjL46WnigmlYTx1v5OtPbGUBwOoLo4ZDljz1tU75j3C2fMxq9f3YumrgG8ursNCxrsysllBUGcNncSXv/m2SjM8yF2wlnLrlqGYZjh4fTTT8fXv/511NfXY//+/bjpppvwkY98BBs2bBjrruUdKscgTFimVBTi/qtORH1ZwVh3hckALTCW7/FezPCT33cyDJOnvL6nHd998j28+EErAKAopOGaU2fimlNmomiUwuEZhmHGmtqU4Ogn1nb1p2IQIu7z4tzaEryysw2v7GzD/PpSPPvOIQDAKXOqUV4YxK7WPoQCKs6cX+OYLxLUcFxjOZ5++xDeb+7B5FSObUk4YI1kyHehFgCmVpqxETWl4QxTMgzDMNnwL//yL9bf06ZNw9e+9jVcfPHFiMfjCAb5wRiF6j4qq7UTjlPmTBrrLjBZQN20/D2deOT/3QzD5BF72/rw7T+/jae2mqJCSFPxyeXT8PnTZ6GqmG+4GYaZWAih0S8Gwc9ZCwBnHlWDV3a24f/ebcYVK6fjyS1NAIBzFtShOBzAr17Zi3MX1HnOO6umGHj7EN4/3ItjGssBAGWFR9aN+MpZVfjGh+Zj2czKse4KwzDMuKOtrQ0PPvggVq5cmVaojUajiEbt37Curq7R6N6Y48ysHcOOMAzjC3XTcrLixIPFWobJAsMw8PDGvfj2n95GbywJVQH+6fgp+Oez5ngW1WEYhpkIZHTWWgXG3JcbZ86vxW1PvIuX3m/Flv2d2N7cg4Cq4PSjalBWEMSj16/E3NoSz3ZnTSoGALx/uAcdfWZxsfIjTKxVVQXXnJrfuboMwzBHGv/6r/+Ku+66C319fVi+fDn+9Kc/pZ3+tttuwy233DJKvcsfVCL8cGYtw+QnDmctf08nHKzPM0wG9nf04zP3bsS637+F3lgSJ0yvwFM3nIrvffRYFmoZhpnQ1GUQa9M5a2dNKsK0qkLEkjq++YctAIAVs6pQlspwXTy1wjdWZtakIgBCrDWXUVE4+oUyGIZhmJFl/fr1UBQl7b9XX33Vmv4rX/kKXn/9dTz99NPQNA2f+tSnYBiGb/vr1q1DZ2en9W/v3r2jsVpjDmfWMkz+o3GBsQkNO2sZxoe9bX146JU9+MU/dmIgriMUUPGV1fPwmZNn8MmSYRgGNAYhU2atW6xVFAVnHFWDX/xjF17b0wEAOHdhXVbLnVVTnFpuFHvb+gHAEnkZhmGY8cMXvvAFXHbZZWmnmT59uvV3dXU1qqurMXfuXMyfPx+NjY146aWXsGLFCs95w+EwwuGJF2VG72TYsccw+YnKztoJDYu1DEMwDAN/fa8Z923Yjee3H4Z4EH/ijEp8++KFvkNyGYZhJiJ2DIJ3Zm2X5az1vty49IRG/O/mA2jtjWFyeQHWLKzParmlkSBqSsJo7o5i0552AEdeDALDMAyTGSG+DgbhqKWZtIyJ4sisZRGIYfIRTWGxdiLDYi3DANB1A09tbcKdf9mBtw/ahQVOnl2NtSumYfXRtXwhwzAMIyHE2p5oAj3RBIql2IJuK7PWW0g9qq4Um/79bCR1Awpyq3Q7a1IxmrujeG23KdZyDALDMMzE5ZVXXsErr7yCk08+GRUVFfjggw/wzW9+E7NmzfJ11U5k6M8tDxhkmPyEFhXjkb0TDxZrmQlNUjfwpzcP4K6/7MD25h4AQFFIw+XLpuITy6ZhenXRGPeQYRgmfykOB1AcDqAnmkBz1wCKU4W/BJmctYLBXIDOqinCix+0oidqCsIcg8AwDDNxKSgowO9//3vcfPPN6O3tRX19Pc4991w8/PDDEzLmIBMqO/YYJu/RSCVAjatNTThYrGUmJPGkjsde34+7//Y+drb0AjDFhE+vnI5PnzQDFUXs0GIYJr+5++678b3vfQ8HDx7EggULcMcdd+CUU04Z9X7UlIbRcziBpq4BzCRira4blpDqlVk7VGZLwjA7axmGYSYuixYtwl/+8pex7sYRAxcYY5j8hwq0/FBl4sFiLTOhiCaS+O2mffjx397HvnazKE1FYRBXnTwDn1o5fUQEBYZhmOHmkUcewQ033IC7774bJ510Eu655x6sWbMGb7/9NqZOnTqqfaktieCDw71olnJre2IJK/c7k7N2MJx1dC2+/8w2K2qBM2sZhmEYJjuo7sNRbwyTn1CBlmMQJh5spmYmBIZh4MktB3Hm95/DNx7dgn3t/aguDuPrHzoKL/zrGfjCGXNYqGUY5ojh9ttvx1VXXYWrr74a8+fPxx133IHGxkb8+Mc/HvW+1Jaaw0sPdQ043u/qNyMQQpqKSFAb9uVOqSjETz+11HpdVxYZ9mUwDMMwzHhEcWTWsgjEMPkIFWg1/p5OONhZy4xrkrqB/3vnEH70t/fxxt4OAKawcN1ps/DxE6eOiIDAMAwzksRiMWzatAlf+9rXHO+vXr0aGzZscE0fjUYdlbC7urpc0wyF2pRI2iSJtXZxsZG71Fg+swqPff4kbDvUjaPrS0dsOQzDMAwznuAYBIbJf6hAm0sRXmZ8wGItMy5p7h7Aw6/sxcOv7MGBTlNAiARVfPaUmbhu1SwUhvjQZxjmyKSlpQXJZBK1tbWO92tra9HU1OSa/rbbbsMtt9wyYv2pKTHFWjkGQThrS0Z41MJxjeU4rrF8RJfBMAzDMOMJLjDGMPmPw1nLYu2EgxUrZlzR3DWA//q/7fjNpn2IJXQAZibtpSdMxdWnzEB1MVeDZRhmfCBnzBmG4Zk7t27dOtx4443W666uLjQ2Ng5bP6qLzcJerb1OsdZy1o5AXi3DMAzDMINHdWTWjl0/GIbxhwq0/FBl4sF3UMy44GBnPx5+ZS9+9vcP0BtLAgAWTy3Hp1ZMw5qF9Rx3wDDMuKG6uhqaprlctM3NzS63LQCEw2GEwyP3oKqyyBRr23vjjve7BkbHWcswDMMwTG4o7KxlmLxHZWfthIbFWuaI5q19nbjn+ffx+FsHoaeqjh/XWI6vrTkKy2ZUcnVThmHGHaFQCEuWLMEzzzyDD3/4w9b7zzzzDC666KJR748Qa1t7Y9Z7hmHg96/tBwBMLi8Y9T4xDMMwDOOPo8AYlxxnmLyEZtZygbGJB4u1zBGHrhv427Zm/OT5D/DSB23W+yfOqMTa5dNw3qJ6DuBmGGZcc+ONN2Lt2rVYunQpVqxYgZ/85CfYs2cPrrvuulHvi+Ws7YtZUQx/fPMgXtjRglBAxedWzRr1PjEMwzAM4w9n1jJM/uOIQeCHKhMOFmuZI4aBeBKPvr4fP/v7B3j/cC8AIKAquPDYBlx9ykwc3cCVwBmGmRhceumlaG1txbe+9S0cPHgQCxcuxOOPP45p06aNel8qCk2xNqkb6OpPoKwwiP96dhsA4Iunz8b06qJR7xPDMAzDMP44M2tZrGWYfIQLjE1sWKxl8p623hjuf3E37n9pF1p6zGG2JeEAPr5sKq5cOR0NPMSWYZgJyPXXX4/rr79+rLuBSFBDUUhDbyyJtr4YygqD2NfeDwC4ePHkMe4dwzAMwzAyzszaMewIwzC+cIGxiQ2LtUxe8v7hHvztvcN4btthvPRBK2IJHYCZffjpk6bj0hMauWgNwzBMnlBZHEJvWz/aeqOoL4sgmjpnlxfyeZphGIZh8g0q0LIIxDD5CceVTGxYrGXyhlhCx5Nbm/DLDbvw6u52x2fHTCnD1afMxIcW1iGgcWALwzBMPlFZFMbetn609cbR2R8HYLoBisN8mcEwDMMw+YbKzlqGyXs4BmFiw3dRzJhzqGsAD768B796ZQ8Od0cBmFm0K2ZV4bS5k3Da3EmYXVPMeUoMwzB5SmXKQdvWG0VHnynWlhcE+bzNMAzDMHmIwpm1DJP3BKhYy9/TCQeLtcyYYBgGNu5qx30v7sJTW5qQ0A0AwKSSMD6xbCouP3EqakojY9xLhmEYJhsqi8IAgLbeODr6zGzxsgKOQGAYhmGYfISHVzNM/uP4nvLg4gkHi7XMqGIYBv6xoxXfe+pdvLGv03r/hOkV+NSK6ThnQR1CAT4TMQzDHElUFtnOWhGDUMZ5tQzDMAyTlyiOzNqx6wfDMP5wDMLEhsVaZkRp7Ylif0c/DndHsWV/Fx5/6yDeO9QNAIgEVXx48WSsXT4dRzeUjnFPGYZhmMHicNb22zEIDMMwDMPkH+ysZZj8h5bq4RiEiQeLtcyw815TNx7ZuBd/fPOAlUFLiQRVXHbCVHzhjNmoLg6PQQ8ZhmGY4cThrE1l1nIMAsMwDMPkJ1SgZQ2IYfITZwwCf1EnGizWMsNCS08UT289hEde3Ys39nZY7ysKUFsSQUVRCHNri3HijEqcf0wD38QzDMOMIyxnbV8cHf1mZm15YWgsu8QwDMMwjA+qIwaBRSCGyUcCJKiWnbUTDxZrmZwxDANbD3Rh4642vLanA6/tbsf+jn7r84Cq4Kz5tfjo0ilYOasaBSFtDHvLMAzDjDSVRaYw68is5YdyDMMwDJOXKByDwDB5Dy0qxs7aiQeLtUzWHOoawIMv7cbvXtvvEGcB00E7r7YE/3T8FHz4+Mkcb8AwDDOBsMTanhg6OAaBYRiGYfIeRQEMgwuMMUy+wgXGJjYs1jK+DMSTeG13Ozbv68AL21vw8s42JHUDAFAY0rBsRiWOn1qB46dV4JgpZSiJ8I05wzDMRESItb2xJJpTWeXlhfybwDAMwzD5iqooSBqGw2XLMEz+QKMPOAZh4sFiLWOh6wbeaerCC9tb8PftLdi4qw3RhO6YZum0Cnxq5XScPb+W4w0YhmEYAEBpJICAqiChG9jZ0guAxVqGYRiGyWdUBUiCnbUMk6/Q6AMaicBMDFisneD0x5J4Y18HXny/Fb9/fR/2tjnjDepKI1gyvQKLG8ux+ug6TK0qHKOeMgzDMPmKoiiYVBLGwc4BHE45azkGgWEYhmHyF9NRa3AWJsPkKeGACkUxXbUBVmsnHCzWTiC6BuLYuLMN7zZ14/3mHmxv7sE7B7uQSEUbAGa8wfKZVThlTjVOmVONWZOKeWgMwzAMk5G5tSU42DlgvS4rCI1hbxiGYRiGSYfQaFmrZZj8pCQSxM3nH41IUOPM2gkIi7XjlM7+ON4+0IWtBzqxZX8n3m3qxvbmHitzllJbGsaSaRU4a34t1iys53gDhmEYJmfm15fiuW2Hrdccg8AwDMMw+YsCU/xhYw7D5C9XnjRjrLvAjBEs1o4DDMPA1gNd+N83DmDrgU7saO7Boa6o57QzqotwzJQyzJ5UjNk1xVg0pQyTywv4R5phGIYZEvPrSxyvOQaBYRiGYfIX21nL94EMwzD5Rt6LtXfffTe+973v4eDBg1iwYAHuuOMOnHLKKWPdrVEjkdTRE00gnjSQ1A30RBPY39GP/e39aOrsR1PXAF7e2YbdrX2ueadUFGBhQxkWNJTi6NS/+rKCMVgLhmEYZryzoKHU+rsgqCGocbYWwzAMM/pEo1EsW7YMb7zxBl5//XUcd9xxY92lvESItDy6mmEYJv/Ia7H2kUcewQ033IC7774bJ510Eu655x6sWbMGb7/9NqZOnTrW3RsWBuJJHOjotwTYfe392N7cjZ0tvWjpiaG9LwbDnVzgIqSpWL2gFqfOmYQ5tcWYVVOM0gi7mhiGYZjRYXpVkfV3fzw5hj1hGIZhJjJf/epX0dDQgDfeeGOsu5LXKOysZRiGyVvyWqy9/fbbcdVVV+Hqq68GANxxxx146qmn8OMf/xi33XbbqPalP5ZEZ38cgDm0M12uq2EY6OiLY297H/a0mf8OdQ6geyCB7mgCPQMJdEfjaOqMoqXHO67Ai4CqIBLUMLm8AFMqClBfHkF1cRgLGsqwYlYVisN5vTsZhmGYcUyAnbQMwzDMGPPEE0/g6aefxu9+9zs88cQTY92dvEZVhbOWxVqGYZh8I2/VvVgshk2bNuFrX/ua4/3Vq1djw4YNrumj0SiiUVv47OrqGpZ+vL6nHZ/82cvojTldQmUFQdSXRVBXFsGk4jCCARWtPVHsaevHvrY+dEcTWS+jMGQKsJMrCjC5vAAzU3mytaVhVBWFUV4YREBVOFeWYRiGyWsKQxr6YuyqZRiGYUafQ4cO4ZprrsFjjz2GwsLCrOYZqXvIIwErBoGftTIMw+QdeSvWtrS0IJlMora21vF+bW0tmpqaXNPfdtttuOWWW4a9HyWRoCXUijwf3QA6++Po7I/j3aZu33lrSsKYWlmIqZWFqC+PoKwgiOJwEMWRAIrDGmpKIphcXoDywiALsQzDMMwRzyeXT8NPnv8AR9WVZJ6YYRiGYYYJwzBw5ZVX4rrrrsPSpUuxa9eurOYbqXvII4HSSABtvTGUcHQewzBM3pG3Yq1AFjENw/AUNtetW4cbb7zRet3V1YXGxsYhL39aVSH+etMqVBWHUJKKGeiOJtDUOYCDnQNo6uxHS08M8aSO8oIgplaZ4uyUikJEgv5RCQzDMAwz3vjy6rmYWlmIM46qGeuuMAzDMOOA9evXZxRTN27ciA0bNqCrqwvr1q3Lqf2Ruoc8EvivyxZjX3s/JpdzAWqGYZh8I2/F2urqamia5nLRNjc3u9y2ABAOhxEOh4e9H0FNxYzqIsd7pZEgSiNBzK1l5xDDMAzDCMIBDZ9cPm2su8EwDMOME77whS/gsssuSzvN9OnT8e1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"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Fit models to non-stationary data\n",
"arma_model = ARIMA(non_stationary_data[:-20], order=(1, 0, 1)).fit()\n",
"arima_model = ARIMA(non_stationary_data[:-20], order=(1, 2, 1)).fit()\n",
"\n",
"plt.figure(figsize=(12, 4))\n",
"plt.plot(non_stationary_data[-40:], 'k', label='Non-stationary Data', linewidth=2)\n",
"plt.plot(arma_model.predict(210,250), label='ARMA Fit')\n",
"plt.plot(arima_model.predict(210,250), label='ARIMA Fit')\n",
"plt.legend()\n",
"plt.title('Non-stationary Data')\n",
"plt.tight_layout();"
]
},
{
"cell_type": "markdown",
"id": "3d651c95",
"metadata": {},
"source": [
"---"
]
},
{
"cell_type": "markdown",
"id": "08c482e5",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"## SARIMA"
]
},
{
"cell_type": "markdown",
"id": "f5b290c4",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- To apply ARMA and ARIMA, we must remove the seasonal component.\n",
"- After computing the predictions we had to put the seasonal component back.\n",
"- It would be convenient to directly work on data with seasonality."
]
},
{
"cell_type": "markdown",
"id": "94e673f5",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- SARIMA is an extension of ARIMA that includes seasonal terms.\n",
"- The model is specified as SARIMA $(p, d, q) \\times (P, D, Q, s)$:\n",
" - Regular ARIMA components $(p, d, q)$.\n",
" - Seasonal components $(P, D, Q, s)$ where:\n",
" - $P$: Seasonal autoregressive order.\n",
" - $D$: Seasonal differencing order.\n",
" - $Q$: Seasonal moving average order.\n",
" - $s$: Number of time steps for a single seasonal period."
]
},
{
"cell_type": "markdown",
"id": "d11a54db",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"**How to select the values $s, P, D, Q$?**\n",
"- $s$: \n",
" - Is the main seasonality in the data. \n",
" - We already know how to find it.\n",
"- $P$ and $Q$: \n",
" - A spike at $s$-th lag (and potentially multiples of $s$) should be present in the ACF/PACF plots. \n",
" - For example, if $s = 12$, there could be spikes at $(s*n)^{th}$ lags too. \n",
" - Pick out the lags with largest spikes as candidates for $P$ or $Q$.\n",
"- $D$: \n",
" - Is the number of seasonal differencing required to make the time series stationary. \n",
" - Is often determined by trial and error or by examining the seasonally differenced data."
]
},
{
"cell_type": "markdown",
"id": "9df123aa",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"**💡 Rule of thumb**\n",
"- Before selecting $P$ and $Q$, ensure that the series is seasonally stationary by applying seasonal differencing if needed ($D$). \n",
"- Look the ACF plot to identify the seasonal moving average order $Q$. \n",
" - Look for significant autocorrelations at seasonal lags (multiples of $s$). \n",
" - If the ACF plot shows a slow decay in the seasonal lags, it suggests a need for a seasonal MA component ($Q$).\n",
" \n",
"- Look at tge PACF plot to identify the seasonal autoregressive order $P$. \n",
" - Look for significant spikes at multiples of the seasonality $s$. \n",
" - A sharp cut-off in the PACF at a seasonal lag suggests the number of AR terms ($P$) needed."
]
},
{
"cell_type": "code",
"execution_count": 42,
"id": "5da79e77",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"monthly_temp['forecast'] = sar.predict(start = 750, end= 792, dynamic=False) \n",
"monthly_temp[730:][['temp', 'forecast']].plot(figsize=(12, 3))\n",
"plt.tight_layout();\n",
"print(f\"MSE: {mse(monthly_temp['temp'][-42:],monthly_temp['forecast'][-42:]):.2f}\")"
]
},
{
"cell_type": "markdown",
"id": "029e2422",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"## AutoARIMA"
]
},
{
"cell_type": "markdown",
"id": "f557d8a9",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- At this point it should be clear that identifying the optimal SARIMA model is difficult.\n",
"- It requires careful analysis, trial and errors, and some experience.\n",
"- The following cheatsheet summarizes some rules of thumb to select the model."
]
},
{
"cell_type": "markdown",
"id": "156fc884",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"**💡 Cheatsheet: coefficients setting**\n",
"\n",
"
\n",
" \n",
"|ACF Shape|Indicated Model|\n",
"|---|:---|\n",
"|Exponential, decaying to zero|AR model. Use the PACF to identify the order of the ARe model.|\n",
"|Alternating positive and negative, decaying to zero|AR model. Use the PACF to identify the order.|\n",
"|One or more spikes, rest are essentially zero|MA model, order identified by where plot becomes zero.|\n",
"|Decay, starting after a few lags|Mixed AR and MA (ARMA) model.|\n",
"|All zero or close to zero|Data are essentially random.|\n",
"|High values at fixed intervals|Include seasonal AR term.|\n",
"|No decay to zero|Series is not stationary.|\n",
" \n",
"
"
]
},
{
"cell_type": "markdown",
"id": "9922d1ee",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- An alternative to manual model selection is to use automated procedures.\n",
"- Here enters AutoARIMA.\n",
"- AutoARIMA requires you to specify the maximum range of values to try.\n",
"- Afterwards, it tries to find the best confgiuration among the possible ones.\n",
"- See [here](https://alkaline-ml.com/pmdarima/modules/generated/pmdarima.arima.auto_arima.html) for a complete list and description of the options available."
]
},
{
"cell_type": "code",
"execution_count": 46,
"id": "23a0b494",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Performing stepwise search to minimize aic\n",
" ARIMA(0,0,0)(0,1,0)[12] intercept : AIC=4558.569, Time=0.03 sec\n",
" ARIMA(1,0,0)(1,1,0)[12] intercept : AIC=4318.918, Time=0.26 sec\n",
" ARIMA(0,0,1)(0,1,1)[12] intercept : AIC=inf, Time=0.77 sec\n",
" ARIMA(0,0,0)(0,1,0)[12] : AIC=4556.588, Time=0.04 sec\n",
" ARIMA(1,0,0)(0,1,0)[12] intercept : AIC=4531.290, Time=0.07 sec\n",
" ARIMA(1,0,0)(2,1,0)[12] intercept : AIC=4230.055, Time=1.02 sec\n",
" ARIMA(1,0,0)(2,1,1)[12] intercept : AIC=inf, Time=2.06 sec\n",
" ARIMA(1,0,0)(1,1,1)[12] intercept : AIC=inf, Time=0.73 sec\n",
" ARIMA(0,0,0)(2,1,0)[12] intercept : AIC=4256.241, Time=0.73 sec\n",
" ARIMA(2,0,0)(2,1,0)[12] intercept : AIC=4230.500, Time=1.34 sec\n",
" ARIMA(1,0,1)(2,1,0)[12] intercept : AIC=4228.386, Time=1.45 sec\n",
" ARIMA(1,0,1)(1,1,0)[12] intercept : AIC=4317.592, Time=0.39 sec\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
" ARIMA(1,0,1)(2,1,1)[12] intercept : AIC=inf, Time=3.38 sec\n",
" ARIMA(1,0,1)(1,1,1)[12] intercept : AIC=inf, Time=1.24 sec\n",
" ARIMA(0,0,1)(2,1,0)[12] intercept : AIC=4232.657, Time=0.82 sec\n",
" ARIMA(2,0,1)(2,1,0)[12] intercept : AIC=4230.040, Time=2.51 sec\n",
" ARIMA(1,0,2)(2,1,0)[12] intercept : AIC=4229.928, Time=1.42 sec\n",
" ARIMA(0,0,2)(2,1,0)[12] intercept : AIC=4232.612, Time=1.12 sec\n",
" ARIMA(2,0,2)(2,1,0)[12] intercept : AIC=4231.411, Time=2.52 sec\n",
" ARIMA(1,0,1)(2,1,0)[12] : AIC=4226.467, Time=0.49 sec\n",
" ARIMA(1,0,1)(1,1,0)[12] : AIC=4315.652, Time=0.18 sec\n",
" ARIMA(1,0,1)(2,1,1)[12] : AIC=inf, Time=2.38 sec\n",
" ARIMA(1,0,1)(1,1,1)[12] : AIC=inf, Time=0.81 sec\n",
" ARIMA(0,0,1)(2,1,0)[12] : AIC=4230.780, Time=0.30 sec\n",
" ARIMA(1,0,0)(2,1,0)[12] : AIC=4228.164, Time=0.26 sec\n",
" ARIMA(2,0,1)(2,1,0)[12] : AIC=4228.121, Time=0.78 sec\n",
" ARIMA(1,0,2)(2,1,0)[12] : AIC=4228.009, Time=0.34 sec\n",
" ARIMA(0,0,0)(2,1,0)[12] : AIC=4254.407, Time=0.22 sec\n",
" ARIMA(0,0,2)(2,1,0)[12] : AIC=4230.723, Time=0.34 sec\n",
" ARIMA(2,0,0)(2,1,0)[12] : AIC=4228.598, Time=0.35 sec\n",
" ARIMA(2,0,2)(2,1,0)[12] : AIC=4229.492, Time=0.84 sec\n",
"\n",
"Best model: ARIMA(1,0,1)(2,1,0)[12] \n",
"Total fit time: 29.223 seconds\n"
]
}
],
"source": [
"# Split the data into train and test sets\n",
"train, test = monthly_temp[:750].temp, monthly_temp[750:].temp\n",
"\n",
"# Use auto_arima to find the best ARIMA model\n",
"model = pm.auto_arima(train, \n",
" start_p=0, start_q=0,\n",
" test='adf', # Use adftest to find optimal 'd'\n",
" max_p=2, max_q=2, # Maximum p and q\n",
" m=12, # Seasonality\n",
" start_P=0, start_Q=0,\n",
" max_P=2, max_Q=2, # Maximum p and q\n",
" seasonal=True, # Seasonal ARIMA\n",
" d=None, # Let model determine 'd'\n",
" D=1, # Seasonal difference\n",
" trace=True, # Print status on the fits\n",
" error_action='ignore', \n",
" suppress_warnings=True, \n",
" stepwise=True) # Stepwise search to find the best model"
]
},
{
"cell_type": "code",
"execution_count": 47,
"id": "81fee07e",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
" SARIMAX Results \n",
"===========================================================================================\n",
"Dep. Variable: y No. Observations: 750\n",
"Model: SARIMAX(1, 0, 1)x(2, 1, [], 12) Log Likelihood -2108.234\n",
"Date: Mon, 22 Apr 2024 AIC 4226.467\n",
"Time: 23:40:24 BIC 4249.487\n",
"Sample: 01-01-1907 HQIC 4235.344\n",
" - 06-01-1969 \n",
"Covariance Type: opg \n",
"==============================================================================\n",
" coef std err z P>|z| [0.025 0.975]\n",
"------------------------------------------------------------------------------\n",
"ar.L1 0.5814 0.144 4.027 0.000 0.298 0.864\n",
"ma.L1 -0.4101 0.162 -2.528 0.011 -0.728 -0.092\n",
"ar.S.L12 -0.6818 0.029 -23.405 0.000 -0.739 -0.625\n",
"ar.S.L24 -0.3479 0.030 -11.737 0.000 -0.406 -0.290\n",
"sigma2 17.5740 0.668 26.315 0.000 16.265 18.883\n",
"===================================================================================\n",
"Ljung-Box (L1) (Q): 0.03 Jarque-Bera (JB): 145.56\n",
"Prob(Q): 0.87 Prob(JB): 0.00\n",
"Heteroskedasticity (H): 0.76 Skew: -0.39\n",
"Prob(H) (two-sided): 0.04 Kurtosis: 5.03\n",
"===================================================================================\n",
"\n",
"Warnings:\n",
"[1] Covariance matrix calculated using the outer product of gradients (complex-step).\n",
"MSE: 11.12\n"
]
},
{
"data": {
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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Summarize the model\n",
"print(model.summary())\n",
"\n",
"# Frecast future values\n",
"monthly_temp['forecast'] = model.predict(n_periods=len(test)) \n",
"monthly_temp[730:][['temp', 'forecast']].plot(figsize=(12, 3))\n",
"plt.tight_layout();\n",
"print(f\"MSE: {mse(monthly_temp['temp'][-42:],monthly_temp['forecast'][-42:]):.2f}\")"
]
},
{
"cell_type": "markdown",
"id": "80c70d5f",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"### AutoARIMA or not AutoARIMA?\n",
"\n",
"While being very convenient, like all automated procedures `auto_arima` comes with drawbacks."
]
},
{
"cell_type": "markdown",
"id": "a264c951",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"1. `auto_arima` can be *computationally expensive*, especially for large datasets and when exploring a wide range of models. "
]
},
{
"cell_type": "markdown",
"id": "2ccaa6f1",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"2. Automated model selection lacks the qualitative insights a human might bring to the modeling process.\n",
" - These, include understanding business cycles, external factors, or anomalies in the data. "
]
},
{
"cell_type": "markdown",
"id": "c647f5c3",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"3. The defaults in `auto_arima` may not be optimal for all time series data. \n",
" - The range of values to explore should be adjusted properly each time.\n",
" - This might become almost as tricky as doing manual model selection."
]
},
{
"cell_type": "markdown",
"id": "990b7280",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"4. `auto_arima` requires a sufficiently long time series to accurately identify patterns and seasonality. "
]
},
{
"cell_type": "markdown",
"id": "11fee165",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"5. The selection of the best model is typically based on *statistical criteria* such as AIC or BIC.\n",
" - These, might not always align with practical performance metrics such as MSE."
]
},
{
"cell_type": "markdown",
"id": "a3ebfac0",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"## Grid search"
]
},
{
"cell_type": "markdown",
"id": "e8295117",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- Selecting the best ARIMA model is as much an art as it is a science, involving iteration and refinement.\n",
"- A common approach is to select a set of candidates for $(p,d,q)\\times (P,D,Q,s)$ and fit a model for each possible combination."
]
},
{
"cell_type": "markdown",
"id": "fd135f98",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"- For each fit model:\n",
" - Analyze the residuals using the visual techniques and the statistical tests discussed before.\n",
" - Evaluate the prediction performance. 🤔 How?\n",
" - Evaluate its complexity. 🤔 How?"
]
},
{
"cell_type": "markdown",
"id": "fc750507",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"### Prediction performance \n",
"\n",
"Use MSE and/or MAPE to evaluate the prediction performance of the model."
]
},
{
"cell_type": "markdown",
"id": "4f0fc090",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"**Mean Squared Error (MSE)**\n",
"\n",
"- MSE is the average of the squared differences between the observed values and the predictions.\n",
"- $MSE = \\frac{1}{n}\\sum_{i=1}^{n}(Y_i - \\hat{Y}_i)^2$, where $Y_i$ is the actual observation and $\\hat{Y}_i$ is the forecasted value.\n",
"- In SARIMA model selection, a model with a lower MSE is preferred, indicating better fit to the data."
]
},
{
"cell_type": "markdown",
"id": "82fa5333",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"**Mean Absolute Percentage Error (MAPE)**\n",
"\n",
"- MAPE is the average of the absolute percentage errors of forecasts.\n",
"- $MAPE = \\frac{100\\%}{n}\\sum_{i=1}^{n}\\left|\\frac{Y_i - \\hat{Y}_i}{Y_i}\\right|$, where $Y_i$ is the actual observation and $\\hat{Y}_i$ is the forecasted value.\n",
"- MAPE expresses errors as a percentage, making it straightforward to understand the magnitude of forecasting errors.\n",
"- If you are comparing models that predict different quantities (e.g., dollars vs. units sold), the percentage error allows for a more apples-to-apples comparison.\n",
"- Also, when you're more interested in the relative size of the errors than in their absolute size, MAPE is relevant. \n",
"- Finally, MAPE is useful when the magnitude of the data varies significantly."
]
},
{
"cell_type": "markdown",
"id": "b54c10c9",
"metadata": {
"slideshow": {
"slide_type": "slide"
}
},
"source": [
"### Model complexity\n",
"\n",
"Use AIC or BIC to estimate the model's complexity."
]
},
{
"cell_type": "markdown",
"id": "b165dfe7",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"**Akaike Information Criterion (AIC)**\n",
"\n",
"- AIC is a measure of the relative quality of statistical models for a given set of data. \n",
"- It deals with the trade-off between the goodness of fit of the model and the complexity of the model.\n",
"- $AIC = 2k - 2\\ln(\\hat{L})$, where $k$ is the number of parameters in the model, and $\\hat{L}$ is the maximized value of the likelihood function for the model.\n",
"- The model with the lowest AIC value is preferred, as it fits the data well but is not overly complex."
]
},
{
"cell_type": "markdown",
"id": "e21a79e0",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"**Bayesian Information Criterion (BIC)**\n",
"\n",
"- Similar to AIC, the BIC is another criterion for model selection, but it introduces a stronger penalty for models with more parameters.\n",
"- $BIC = \\ln(n)k - 2\\ln(\\hat{L})$, where $n$ is the number of observations, $k$ is the number of parameters, and $\\hat{L}$ is the maximized likelihood.\n",
"- A lower BIC value indicates a better model, preferring simpler models to complex ones, especially as the sample size $n$ increases."
]
},
{
"cell_type": "markdown",
"id": "7c9eabe1",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"### Restricting the search with Exploratory Data Analysis (EDA)\n",
"\n",
"- Grid search can be very expensive if done exaustively, especially on limited hardware.\n",
"- An Exploratory Data Analysis can help to significantly reduce the number of candidates to try out."
]
},
{
"cell_type": "markdown",
"id": "22f17889",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"#### Selecting the candidates for differentiation\n",
"\n",
"- Let's start by identifying all the candidates for seasonal and general differencing.\n",
"- In this case, we already know that the main seasionality is $s=12$. \n",
"- Should we apply first the general or the seasonal differencing?"
]
},
{
"cell_type": "markdown",
"id": "0a47117c",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"**💡 Hint**\n",
"\n",
"- If seasonal patterns are dominant and the goal is to remove seasonality before addressing any trend, start with **seasonal differencing**. \n",
" - This is particularly useful when the seasonal pattern is strong and clear.\n",
"- If the trend is the predominant feature, you might start with **standard differencing**."
]
},
{
"cell_type": "markdown",
"id": "efb13c7d",
"metadata": {
"slideshow": {
"slide_type": "fragment"
}
},
"source": [
"- In our case, we go with seasonal differencing first."
]
},
{
"cell_type": "code",
"execution_count": 48,
"id": "f3f3e2e2",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [],
"source": [
"# create all combinations of differencing orders, applying seasonal differencing first and then general differencing\n",
"def differencing(timeseries, s, D_max=2, d_max=2):\n",
" \n",
" # Seasonal differencing from 0 to D_max\n",
" seas_differenced = []\n",
" for i in range(D_max+1):\n",
" timeseries.name = f\"d0_D{i}_s{s}\"\n",
" seas_differenced.append(timeseries)\n",
" timeseries = timeseries.diff(periods=s)\n",
" seas_df = pd.DataFrame(seas_differenced).T\n",
"\n",
" # General differencing from 0 to d_max\n",
" general_differenced = []\n",
" for j, ts in enumerate(seas_differenced):\n",
" for i in range(1,d_max+1):\n",
" ts = ts.diff()\n",
" ts.name = f\"d{i}_D{j}_s{s}\"\n",
" general_differenced.append(ts) \n",
" gen_df = pd.DataFrame(general_differenced).T\n",
" \n",
" # concatenate seasonal and general differencing dataframes\n",
" return pd.concat([seas_df, gen_df], axis=1)"
]
},
{
"cell_type": "code",
"execution_count": 49,
"id": "826fe1a3",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
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" d0_D0_s12 d0_D1_s12 d0_D2_s12 d1_D0_s12 d2_D0_s12 d1_D1_s12 \\\n",
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},
"execution_count": 49,
"metadata": {},
"output_type": "execute_result"
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],
"source": [
"# create the differenced series\n",
"diff_series = differencing(monthly_temp['temp'], s=12, D_max=2, d_max=2)\n",
"diff_series"
]
},
{
"cell_type": "markdown",
"id": "5ab8323f",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"#### Filter-out non-stationary candidates\n",
"\n",
"- Among all the differenced time series, keep only those that are stationary (according to ADF)."
]
},
{
"cell_type": "code",
"execution_count": 50,
"id": "79670cf5",
"metadata": {},
"outputs": [],
"source": [
"# create a summary of test results of all the series\n",
"def adf_summary(diff_series):\n",
" summary = []\n",
" \n",
" for i in diff_series:\n",
" # unpack the results\n",
" a, b, c, d, e, f = adfuller(diff_series[i].dropna())\n",
" g, h, i = e.values()\n",
" results = [a, b, c, d, g, h, i]\n",
" summary.append(results)\n",
" \n",
" columns = [\"Test Statistic\", \"p-value\", \"#Lags Used\", \"No. of Obs. Used\",\n",
" \"Critical Value (1%)\", \"Critical Value (5%)\", \"Critical Value (10%)\"]\n",
" index = diff_series.columns\n",
" summary = pd.DataFrame(summary, index=index, columns=columns)\n",
" \n",
" return summary"
]
},
{
"cell_type": "code",
"execution_count": 51,
"id": "454d7c1a",
"metadata": {
"slideshow": {
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{
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"source": [
"# Plot the final set of time series \n",
"# NOTE: these plots are too small. Make a larger plot for each series to see things better!\n",
"fig, axes = plt.subplots(3, 3, figsize=(30, 10), sharex=True, sharey=True)\n",
"for i, ax in enumerate(axes.flatten()):\n",
" passed_series.iloc[:,i].plot(ax=ax)\n",
" ax.set_title(passed_series.columns[i])\n",
" ax.grid()"
]
},
{
"cell_type": "markdown",
"id": "db7976c6",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"#### Select candidates for $p, q, P, Q$\n",
"\n",
"- We are going to make a script to extract canidates for the orders of the AR and MA component, both in the general and the seasonal part.\n",
"- We will leverage the ACF and PACF functions.\n",
"- So far, we looked at the `acf_plot` and `pacf_plot`.\n",
"- Now we need to use `acf` and `pacf`.\n",
"- We need to understand how these relate."
]
},
{
"cell_type": "code",
"execution_count": 54,
"id": "85d8152f",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
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",
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