{
"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 chapters, we covered stationarity, smoothing, trend, seasonality, and autocorrelation, and built two different 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 chapter we will review these concepts and combine the AR and MA models into three more complicated ones."
]
},
{
"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": {
"slideshow": {
"slide_type": "skip"
},
"tags": [
"hide-input"
]
},
"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 numpy==1.26"
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "876fd91c",
"metadata": {
"slideshow": {
"slide_type": "skip"
},
"tags": [
"hide-input"
]
},
"outputs": [],
"source": [
"# Imports\n",
"import warnings\n",
"warnings.filterwarnings(\"ignore\")\n",
"from statsmodels.tools.sm_exceptions import ConvergenceWarning, ValueWarning\n",
"warnings.simplefilter('ignore', ConvergenceWarning)\n",
"warnings.simplefilter('ignore', ValueWarning)\n",
"warnings.simplefilter('ignore', UserWarning)\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 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": "subslide"
}
},
"source": [
"```{note}\n",
"- ARMA models assume the time series is stationary.\n",
"- A good rule of thumb is to have at least 100 observations when fitting an ARMA model.\n",
"```"
]
},
{
"cell_type": "markdown",
"id": "dd8fdaab",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"### Example 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": [
"- We compute the annual mean and plot it on top of the data."
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "d8fb376b",
"metadata": {},
"outputs": [
{
"data": {
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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# Compute annual mean \n",
"annual_temp = monthly_temp.resample('YE').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",
"- There doesn't seem to be a strong, time-varying trend in the data.\n",
" - We can assume the trend is almost 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 $q$ of 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": [
"```{attention}\n",
"Before we continue, let's consider the result below.\n",
"```"
]
},
{
"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."
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "6274b2e2",
"metadata": {
"slideshow": {
"slide_type": "skip"
}
},
"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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RsPVluJDva88997R/nk6n8xwC3GcqM5EAoEuXLjAMY7s/QxmvvfYaANgC22Js/vvf/0bfvn2Ltg2Hw7jkkkvwyCOPoKGhARMmTEAikfCtBvfKK6+gpaUFL730kusas2bNCn4jsN5NoXUFQFFNHQ0NDQ0NjVKgGTYaGhoaGh0SY8aMQZcuXXDrrbcim81iwIAB2HPPPTFhwgRXOkZLSwv+85//2JWj2gNHHnkkYrEYXnjhBdfPp0+fHjgt4pprrsGZZ56JW2+91ZXGImPAgAH4zne+g6+//hqHHXaY55+amhoA1iFeLe38zTffBK6oVQjb+zoDBgxAr1698Pzzz7ve84oVK/Dpp5/6tm9qakJzc7Pn70Q6kWBOFGJGGIYB0zTz7uvJJ58MLCwrHBvPPfec6+cvvvgi0ul03vVLeaZVVVU44ogj8NJLLyEej9s/b2pqwuuvvx6g92688847ePLJJ3HMMcfguOOOAwCccsopiEQiWLJkScGxKePyyy9HPB7H888/j/Hjx+Poo4/GwIEDi15XOKbkZ2OaJp544om8z8ZiMTLj5eSTT8b777+fV9Xr73//OyorK3UZcA0NDQ2NHQbNsNHQ0NDQ6JDo0qULbrrpJtx4442YMGECLr74YowZMwYXXXQRzjjjDFx99dVIJBK4//770dDQgD/84Q/t1reuXbvi+uuvx7333osuXbrgRz/6EVavXo3bb78dvXr18qzu5IchQ4bglVde8f3cX//6V5x22mk45ZRTMHLkSOy5557YunUr5s2bh5kzZ+Jf//oXAOCMM87AnXfeidtuuw0nnHACFixYgDvuuAP9+/fPcxCUgu19nVAohDvvvBNXXnklfvSjH+Gqq65CQ0MDRo8eTUrnWbBgAU455RScf/75OOGEE9CrVy/U19fjzTffxN/+9jcMHTrU1sLZd999UVFRgeeeew6DBg1CdXU1evfujd69e+P444/H/fffj+7du6Nfv36YOnUqnnrqKXTu3Jl9T4DFILv44ovx0EMPIRqN4gc/+AFmz56NBx54ALW1ta7Pbo9neuedd+LUU0/FsGHD8Ktf/QqZTAb33XcfqqqqyCyhbDZrl1xPJBJYuXIl3nrrLbz44osYNGiQq5R8v379cMcdd+CWW27B0qVLbR2qDRs24PPPP0dVVRVuv/12+/MDBw7E0UcfjXvvvRerVq3C3/72N9/+DBs2DGVlZbjgggtw4403Ih6P4y9/+YtnKuRBBx2El156CX/5y1/wve99D6FQKM9pJHDbbbfhjTfewIknnohbb70VXbt2xXPPPYc333wTY8aMQadOnUjPS0NDQ0NDgwvtsNHQ0NDQ6LD45S9/iUcffRR33HEHLrjgAlx44YWoqqrCvffei/POOw/hcBhHHXUUpkyZQhak3V64++67UVVVhccffxzjxo3DwIED8Ze//AW33HJL4EM9BSeeeCI+//xz3H333Rg1ahTq6+vRrVs3HHDAAS4R5FtuuQWtra146qmnMGbMGBxwwAF4/PHH8fLLL3uWhg6KHXEdoeFz33334ZxzzkG/fv1w8803Y+rUqb7fud9+++H666/H+++/j1dffRWbNm1CNBrFd77zHdx11124/vrrbYdaZWUlnn76adx+++0YPnw4UqkUbrvtNowePRoTJkzAddddhxtvvBHpdBrHHnss3nnnHZx++umB7gkAnnrqKfTs2RPjx4/HI488giFDhuA///kPzj//fNfntsczHTZsGF555RX87ne/w3nnnYe6ujpce+21aGtrczlOiqGtrQ1HH300AEsTaI899sDBBx+MJ554AhdddBHKyspcn7/ppptwwAEH4OGHH8bzzz+PRCKBuro6HH744fj5z3+e9/2XX345fvazn6GiogLnnXeeb38GDhxol3k/55xz0K1bN1x44YW4/vrr88SKr7vuOsyZMwc333wztm3bBtM084SSBQYMGIBPP/0UN998M37xi1+gra0NgwYNwrhx4zBy5EjSs9LQ0NDQ0AgCwyy0O2loaGhoaGhsVyxbtgwDBw7Ebbfdhptvvnlnd0dDQ0NDQ0NDQ2MXhnbYaGhoaGho7AB8/fXXeP7553HMMcegtrYWCxYswJgxY9DY2IjZs2cHqhaloaGhoaGhoaHx3wOdEqWhoaGhobEDUFVVhS+++AJPPfUUGhoa0KlTJwwdOhR33323dtZoaGhoaGhoaGj4QjNsNDQ0NDQ0NDQ0NDQ0NDQ0NHYx6LLeGhoaGhoaGhoaGhoaGhoaGrsYtMNGQ0NDQ0NDQ0NDQ0NDQ0NDYxeDdthoaGhoaGhoaGhoaGhoaGho7GLY5USHs9ks1q5di5qaGhiGsbO7o6GhoaGhoaGhoaGhoaGhobFdYJommpqa0Lt3b4RCxTk0u5zDZu3atejTp8/O7oaGhoaGhoaGhoaGhoaGhobGDsGqVauw1157Ff3MLuewqampAWB1vra2dif35r8LqVQKb7/9NoYPH45oNLqzu6OxG0CPKY0dAT2uNHYE9LjS2N7QY0pjR0CPK40dAT2u2heNjY3o06eP7fsohl3OYSPSoGpra7XDpp2RSqVQWVmJ2tpaPVE1tgv0mNLYEdDjSmNHQI8rje0NPaY0dgT0uNLYEdDjaueAIgGjRYc1NDQ0NDQ0NDQ0NDQ0NDQ0djFoh42GhoaGhoaGhoaGhoaGhobGLgbtsNHQ0NDQ0NDQ0NDQ0NDQ0NDYxbDLadhQkclkkEqldnY3diukUilEIhHE43FkMpmd3Z2SEI1GEQ6Hd3Y3NDQ0NDQ0NDQ0NDQ0NDQCocM5bEzTxPr169HQ0LCzu7LbwTRN1NXVYdWqVSQBpF0dnTt3Rl1d3W5xLxoaGhoaGhoaGhoaGhr/XehwDhvhrOnRowcqKyv1YXw7IpvNorm5GdXV1QiFOm62nGmaaG1txcaNGwEAvXr12sk90tDQ0NDQ0NDQ0NDQ0NDgoUM5bDKZjO2s6dat287uzm6HbDaLZDKJ8vLyDu2wAYCKigoAwMaNG9GjRw+dHqWhoaGhoaGhoaGhoaHRodChTuVCs6aysnIn90SjI0CME611pKGhoaGhoaGhoaGhodHR0KEcNgI6DUqDAj1ONDQ0NDQ0NDQ0NDQ0NDoqOqTDRkNDQ0NDQ0NDQ0NDQ0NDQ2N3hnbYdBAsX74chmFg1qxZ5Dbjx49H586dd3o/NDQ0NDoCPl60Gb+YMBNbmhM7uysaGhoaGhoaGhoa2mHT3li1ahWuuOIK9O7dG2VlZejbty+uu+46bNmypWi7Pn36YN26dRg8eDD5Wueddx4WLlxYapc1NDQ0/itw8VOf4c1v1uGON+bu7K5oaGhoaGhoaGhoaIdNe2Lp0qU47LDDsHDhQjz//PNYvHgxHn/8cbz33ns4+uijsXXrVs92yWQS4XAYdXV1iETohb0qKirQo0eP7dV9DQ0Njf8KLNnUvLO7oKGhoaGhoaGhoaEdNu2JX/ziFygrK8Pbb7+NE044AXvvvTdOO+00vPvuu1izZg1uueUWAEC/fv1w1113YeTIkejUqROuuuoqz1Sk1157Dd/5zndQUVGBE088Ec888wwMw0BDQwOA/JSo0aNHY8iQIXj22WfRr18/dOrUCeeffz6amprsz7z77rs4/vjj0blzZ3Tr1g1nnHEGlixZ0h6PR0NDQ2OXQDyV3dld0NAAAGxtSaIprisdauw6WLW1FaZp7uxuaGhodBA8+dFSvD1n/c7uRodGh3fYmKaJ1mR6p/zhbFhbt27F5MmTce2116KiosL1u7q6Olx00UV44YUX7O+8//77MXjwYHz55Zf4/e9/n/d9y5cvx7nnnosf/vCHmDVrFq6++mrb4VMMS5YswSuvvII33ngDb7zxBqZOnYo//OEP9u9bW1sxatQozJgxA++99x5CoRB+9KMfIZvVBxgNDY3/DiTSmXa/ZjarD0AabrQlMzj0zndw0Oi3O8wBOZ3J4trnvsSTHy3d2V3R2AF47rMV+P6YKTptVENDg4Rlm1tw15vz8LNnv0Rbsv1tq90F9PyaXRRtqQwOuHXyTrn23DtOQWUZ7REuWrQIpmli0KBBnr8fNGgQ6uvrsWnTJgDASSedhF//+tf275cvXw4AyGRNJNMZPP744xgwYADuv/9+AMCAAQMwe/Zs3H333UX7kc1mMX78eNTU1AAALrnkErz33nt2u7POOgu1tbUIhSxf3lNPPYUePXpg7ty5LP0cDQ0NjY6K9mbYPPTuQjzz6XK8+ovjsHe3yna9tsauiw2NcfvfjW1pdKqM7sTe0PDe/I2Y+O16TPx2Pa78/j47uzsa2xl/mDgfADDuk+W47cwDd3JvNDQ0dnXITpppSzfjpIE9d2JvOi5YDJt0Oo3f/e536N+/PyoqKrDPPvvgjjvucLEvTNPE6NGj0bt3b1RUVGDo0KGYM2fOdu/47gYRPTMMAwBw2GGHeX5u1dYWzF/fhLnz5uPwww93/e6II47wvU6/fv1sZw0A9OrVCxs3brT/v2zZMlx00UXYZ599UFtbi/79+wMAVq5cybshDQ0NjQ6KRKp9o0APvbsI9a0p3DdpfrteV2PXRihnDwDAxqZ4kU/uOkimNRt3d0YsGt7ZXdDQ0OhASGacPeH9+RuLfFKjGFgMm/vuuw+PP/44nnnmGRx44IH44osvcPnll6NTp0647rrrAABjxozB2LFjMX78eOy///646667MGzYMCxYsMDlKNheqIiGMfeOU7b791KvTcV+++0HwzAwd+5c/PCHP8z7/fz589GlSxd0794dAFBVVeX5PcmM5dhJpjO2c0eAQpmORt0ROsMwXA63Cy64AHvvvTeeeOIJ9O7dG9lsFoMHD0YymfT9bg0NDY3dAYmddOhsa2dHkcauDdnQ3diUwHd6bn8banujXLKL4qmM6/8aHR+xSIdXUtDQ0AiIbW0pbGqKY78e9L1IDoBNmb8JpmnmnV81/MFaeadNm4azzz4bp59+Ovr164dzzz0Xw4cPxxdffAHAchg89NBDuOWWW3DOOedg8ODBeOaZZ9Da2ooJEybskBswDAOVZZGd8ocz4Lp164Zhw4bhz3/+M9ra2ly/W79+PZ577jmcd9555O/cb/8BmDFjhutn4j0ExZYtW7BgwQLccsstOPnkk+00LY1dH6lMFhc/+RkefHvBzu6KhkaHx85y2MS1w0ZDgsxW6SgMmzLpQN8UT+/EnmjsCJRHtcOmvaD3A41dDSc/OBU/GPshFqxv8v9wDnLgYU1DG5ZtbtkRXdvtwVp5jzvuOLz33ntYuHAhAODrr7/Gxx9/jBEjRgCw0mnWr1+P4cOH221isRhOOOEEfPrpp9ux2x0Tjz76KBKJBE455RR8+OGHWLVqFSZNmoRhw4Zhzz339NWfkXHRyCswf/58/OY3v8HChQvx4osvYvz48QAQ2HPZpUsXdO3aFU888QQWL16M999/H9dff32g79JoX3ywYBM+XrwZf3p/8c7uioaGRkBoA11DRkpm2DQmdmJP6EhLfW7U1a12O2jGVPvgwbcX4KDRk/Ht6m3sts2JNL5aWd9hhMo1OgZM08TmZmsf+mzZFnI7NU22oU3vC0HASon6zW9+g23btmHgwIEIh8PIZDK4++67ccEFFwCwmCIA0LOnW1CoZ8+eWLFihed3JhIJJBKOIdLY2AgASKVSSKXcLzWVSsE0TWSz2Q5ZtWjffffF559/jttvvx3nnXcetmzZgrq6Opx99tm49dZb0blzZ/u+xH0KqPe7V5++ePHFF3HDDTfg4YcfxtFHH42bbroJv/jFLxCNRl3PSP5O9bvknxmGgaeeego333wzBg8ejAEDBuChhx7CSSedZH+f/J27+jvIZrMwTROpVArh8O5tZKRSTiQzkUgiFNo16IZiDqtzWUOjFLTHuNoZYzaeyui5shOxq61XbQknFXn9trZdpl/F0JZw+ljfHEeqc2wn9mbnw29MNcXTqI6FO0yKgJwS1RHGY0eFCL7d/vpsPH9lvj5lsXH1+5e/xcuz1mH8yO/h2H277diOauxWKDauNjU5Z/XulVHy/G+JuyU12hJJvXbkwHkOhslwwf7zn//EDTfcgPvvvx8HHnggZs2ahVGjRmHs2LG47LLL8Omnn+LYY4/F2rVr0atXL7vdVVddZbNJVIwePRq333573s8nTJiAykp3tYxIJIK6ujr06dMHZWVl5JvcnbCy2fq7MgJ0L3f/7oEHHsC4ceO0yHMOyWQSq1atwvr165FOdwxq9uoWoCIMdCv3/6yMeQ0GHp9nOaX+cHgaFR2+/pvGfzNWNgPvrw3hzL2z7LlQCq6b5kycPx6VRnv5PcV1e1aYuHmIZtloWFi0zcCjc611/dBuWVy2/64dJAGAmZsNPLPI6vM1gzIY2FlH+QtheRPwx9kRHF+Xxf/03/XfLQA8NjeEhdssp81DR6XRQfxMHQ5iT+hTZeLX3+XtCQ9+E8bKFgPn9s/g+3V6/u2K2BwHMibQs2Jn94SOJY3AI3OscXnlgAwO6kobW19sMvDsYidofu0BGQzopMclALS2tuLCCy/Etm3bUFtbW/SzrGPdDTfcgN/+9rc4//zzAQAHHXQQVqxYgXvvvReXXXYZ6urqAFhMG9lhs3HjxjzWjcBNN93kSrtpbGxEnz59MHz48LzOx+NxrFq1CtXV1Sgvb0crfldCs8VAikSieO658TjssMPQrVs3fPLJJ3j00Ufxi1/8wvelF4JpmmhqakJNTU2HifYUQzweR0VFBY4//vgOMV42NSVw3ZipAIBFdw73+bQbNYs24/F5MwEAR37/ROzVpX12ga0tSVz41AycPrgOvzxp37zfp1IpvPPOOxg2bFie4LWGRiEMufM9tCQzaIt2wuu/ODrv9ztiXKUzWWDau/b/v3/SMHSqaJ8xe920twEAkVgFRow4vl2uqZGPXW29+nDRZmCuta5HarphxIjDfVq40RRPoSwSbleh2MRXa4FFswEAg757CE4bXNdu194VUWxMXTb+CwBb8eH6EJ76xak7p4NMvLJ1JhZu2wwAOGnYKago273ZyzsLYk+IVVZjxIhj835fbFzdP/8joKUNe/bfHyNOzLfLNHYuTNPEMWOmYnNzEu+OOg59u1X6N5LwztyNiKczOPO7vfw/zESxcfXSV2uAHCHgu0Poa3vLl2uAxQ6R4NDvHYYT9t9j+3W6A0NkFVHActi0trYiFHJv/OFw2E6N6d+/P+rq6vDOO+/gkEMOAWCxHKZOnYr77rvP8ztjsRhisXzKbDQazRssmYxVGSkUCuX1478NJoDFixfj7rvvxtatW7H33nvjV7/6FW666abAz0a8R/GMOzpCoRAMw/AcS36Yv74R0XAI++5RvYN6l49NLY4QV8q0xLSpyEhyVK1ps90OGy/NWoklm1rwyJQluP6UgQU/F+QdaPz3oiVpRRTnr28qOm6257hKmW4WXlsa6N7OYzbRjnO3FHy7ehtmr92GvbtW4tj9uu/s7mx37CrrVVZa1zc3J1l9aoqncOjdU9C7Uzk+venkHdE9T2TgBHtaUx1jPLcHvMZUp4oy1+85SGey+GjRZhzat0u7OZYBoCwiVQHLALX6/e5QJDJZ9h7Y0GqlWTQlirfV2DlIprPY3GylCf3t4+UYc+7B5LbpTBb/969vkM6aGHZgL9SU75j36zWuVjc4KVGmESKPrYxCpjGNMGtcfrliK7pWxdC/u3f15I4MznNgncrPPPNM3H333XjzzTexfPlyvPzyyxg7dix+9KMfAbAO+qNGjcI999yDl19+GbNnz8bIkSNRWVmJCy+8kHcXGkWRNU388Y9/xNq1axGPx7Fw4UL8/ve/RySic2FKRVsyg1Mf+ggnPzgV21rbL88yJlVf2MAUmEykHcrstnYU9IqGHeM8k9UUR42OC1UYb2cIpiY6gOhwazKNH//1U9z00re46MnPsHgjvVqEwKdLNmPCZyu1KKYPUkpZbw7mrLUid2u3xdt1bZb7rKtEFUetdNjizoUnPlqGy8fPwKVPf769u1UU8lhqSvDe78bGOMa+vQDrtrX5f3g3QUsijbHvLMTCDfx1EgDakrxUuUQ6g+bce2loS/p8Oh+zVjXg4XcXueaxxvaF/Gz//eVqNLTS31NLMoNEOotM1rTfMwetybRLi4aD5Vta7X+nVC9MEahVNzlja+WWVvzPX6bhxAc+ILfZXcFy2PzpT3/Cueeei2uvvRaDBg3Cr3/9a1x99dW488477c/ceOONGDVqFK699locdthhWLNmDd5++23U1NBrtmt4Q97QtZ274yA7PF76anW7XTeVdl7q+m28Eq7yYbOxrf2MZNngbO+yszvrsPffdMj8elUDLnnqM8xdS6dtqm3nreO3rYm1v+NZddi012EzKx2A4uld32HTFE8jnnKe1bLNrUU+7Y0Ln/gMN7/8LV77eu327NpuB9mwbU6k0Zqkj8kqiaHJORCUCtdepKtEFUVNufOOGpnrzcs52+TrVQ3bs0u+SEoHNe4aOeHzlXjk/cUY/+ny7dyrHYdtrSlM/HadKyjGwR2vz8Uj7y3CDx/7hNxGdopxr9sgBRmDBBx/+Ngn+OO7C/HUx8vYbTVokNf1rAl8vHgzua28B8j7MAXpTBbDxn6Iw+9+Fz9+/FP2+FixxckCSDOcLslMcIfN0s3NgdrtjmA5bGpqavDQQw9hxYoVaGtrw5IlS3DXXXe5BIANw8Do0aOxbt06xONxTJ06FYMHD97uHf9vhHxMzP4XHRqzphl4swwCeVFozyiwvKhtaOQ5PxIuh037Gcnye1lT335RsxVbWnDone9g7NsL2u2aADB7zTYccuc7eHa6d9W73Q0XP/kZPlq0GRc/9Rm77fl/m46PFm3GJU/xI8B71Dhpstl2YgeoUaD2mkfyvOdErQTiqQzWNrTf3Esr72NrS/By0y9+sarU7rQrtrWmsKYdn7U6JjmlvWUbob4dHTapEg70mayJse8sxIcLN23vbu2SkGfSJmbAo4KRMq2iKZ7CfZPm49lpy1HfwhsbKWlMNjPfrwgmca+5M/HLf36Fa5+bifsnBbM13p23AQDQmqTbsC3SoTzBPJRvlZ5tKeWTpy2hl23W4EHd5zljQ/5snMnIbYyn7f1rxvJ6zFi+ldzWNE0s2yzJNjDsMnUMc+ycMkl/bUtzx1k3dgQ6vlDJfxFkv0F7+2s2NsWxamvrTnEUrdjSigXrm3bKAWrRxmbMXsNnCAS6rmQIrWc6bHZWVFPePLgHmeZEGpc89RkmfLaSfd0xkxegvjWFR3KlL9sLt7z8LRpaU/j9K7Pb9bo7C4LyvjWAgd2WMyY2N/MP9J0rHebWpgDtg0CNArUXw6aU6BMA3PDvb3DMH97HR4va55CrRta2lHD4+mTxlnZzyJWKm1/+Fgff8TaO/cP7+GZ1Q7tcUx0LnLQouW17Grql7EUfLtyER95b1O5pPqVgS3MCFz4xHa98tYbdtk06cHGccQBQGQ0u9vvqrLX4ywdL8PtX57Cd8emsnPLGe7/JjHW/LYldn0koIJyHT38SjHESZH1skVJdkpks62AuO8NKYda1JyuvVJim2aFS8tV1XWX3FkNrIrjDRr1uC4Oxua0t5bKJUow+qzYOh50jO3uCpnLtLtAOmw4EU4rHtLfjZP22OOpbky66ZXtBGAVBDo1BoC6em5r5qT7vzt2AP7w1n7WJpEpg2Mh9bk8NG9ng5DpsJny2Ah8t2oybX/6Wfd110rW4DCjTNLFgfRN7swOAcHvVef4vhzxvVrcTc2tnadiohg/XUfR6Lq3oivFfbLc+FYMaHdtaojPgq1X1JbVvD8RTGZdjeeGG5iKf3n5QxwYnJUo2kttr7wTc+xg3PVcOAHQUnZNPlmzBp0u24Jlpy9lt5T2Iq1FUFQvusJHXtpVbeCmNpaREiTWWc1DcVdCe/oAWRZuE4/TZKjlaSrEFS2HntDd+/a9vcOQ973UY5lZJDpsSUqLU63BsYHUsyY5b7nU5QSl5rWhv2YVdDdph05HgYti03+4hO4e4FNjtiVA7HZZLWUwFrvz7F3h86hK8P39joOvyU6Kchbc9U6LaksFTorhUXxn1kuOQy8CYtmQLTnnoQ9z++hz/DyvgVO7yQnum9nVkyKkg3HSf9+ZtwLl/+RRLNvEO1XkOm3bSgspn9vDmbyS3LiYz2UB6QVyoTmhuBFmNrn25Ytd32KiRPU6EsBSozjEOlVwez1vbNSUqOANDtjVmrWzYXl0iIeja3Jo7XAdhMbkdNsFTorg2ivx5Ne3OD/LY54oO2w6bAGKpHR0c87VZYSBtZjjz3AybFOusII/HnRGcDYr/zFyNzc0JPPdZ+6aqf7F8K96du4HdLu+MwdhPXClRzDVLvS4nFatNce7wRIeDt5X7qBk2Gh0G8hAPIHUQGDJlvSWZZjuLkunsdql+Em4ncoNq/CSZD1teFNVFjtquFNHhncWw4R6sqyXBRY7HvS2ZcYmfrdrKu+6ijdZBflGAKHlFWfCo5hfLt2LwbZPx+NQlgb+jvSHnD7cnZAOGy9wa9cIsfLGiHj98lC7yqF4T4B82Zyzfipte+oY9/0oVO+7Vudz+9+vtIOKrzlWuw0Z9ztwqKDsDKvuhvcQPS0mXk43iUllQHMgOAO5YlqPHs9pRTHfV1lYcesc7uOklPttT7IFbAqRuyhFybkpUTFqbuekr8pqTzGRZaYmlOOTEeO5IKVEyuLavfFCVddn8kM+woY+NrS3OO0lnTdahXJ6vjfFUhxN5le+9PXDu49Nw5d+/wCJmBTDVYcFxuLr1jbgOG/d1OecTdRxxxkYpDJtWaS5oh41Gh8GyZctxcJ8umD/nW5imifenTIFhGGhoaAAAjB8/Hp07d97u181Im1Qqk2VHZOavb8SCDU2BopJyxK29GDaqkcyNXsnOlk4V0SKfdEN+rvyy3jvHYVOKhk2FlIPPoezPW9/ooievrudRugUDKQjlt7IEh81NL32LVMbEH96az247e802nPrQh3hvHj+aUwrKS3DYlDJdkyUwbAQDpCmRZo2rUlOifvz4NDz/+Sr84a15rHaq8cJlyMn9DlLmk4tSRYdVZl17VsaatmRLoDmkGopcJ35Q5AUPGHuRS8MmAAvqwiem47ZX+VpdrpQo5hySmQVftaPD5vnPV6IlmcHzn/P11MShpyWZYafZygxVbkqU/JzrmWwI1YbjRPjlQx+XcS3mftCUqM3NCZzxp48wLqCeTBDUlsvV1njPWbYFqxiVD9V1fDPD4aoKjHPsHHm+miZ/793ZKEUAnwvZyTl9GV28F8jf8znsPrfoMO9sol63jeHMiyufTZdQ1lu1IYqhpYQ1cneDdti0E0aOHAnDMGAYBiKRCPbee29cc801qK+n08FNuAe5qQz68847DwsXLtwu/ZWhRl+efOppGIaBQYMG5X32xRdfhGEY6Nevn9VWcrhwPP0CMv0+ZLSTw6YEIxkAVkkOBI6TSjaENjbFWVEvV5Wodkxbc2nY1LexIlCykcgRpp2zZpvr/6u2Mh02OaMkiGNLToniRp8i4eDL7f/751eYv74JVzzTPjolAjKjiOtwLYWdI885bqpdny6V9r///SW9CpE6z4OsVwDwzept/h+SkFedijl/5XWjlDRDKjJK7jqXvaEeDrmH3GenLcddb8wNpF11wRPTccUzX+ATRhlVIL+CT/ulRAU/WMvjmVslav76ppwuywo2i8LNwGAybKSD6rert7Xbc5ZFzrnipfKhh+sYk52V3JQoea5zNYrUtY6zbpTyfh2GTTAb5f5JCzB7TSNuf31uoPZBIK+v3KCUvHdx7AXVEcaxj9SxwGFfqcGCFUx9o52Nre2YxiXv28s2tRT5ZD5KEx2WNWx4e2c+u7UEhk0JGjac+23TKVE2tMOmHXHqqadi3bp1WL58OZ588km8/vrruPbaa+lfoNgRWeUHFRUV6NGjx3boqRuqI9UEUFVVhY0bN2LatGmu3z399NPYe++9nT4q7Bz2tSXjqb1ke/J1A3j9Xh1wk5Y/m8qYLN0BeSFu15QoaTFtSWZYh03ZSOTk/y9XjAhuSpR4PtuY+d2AmxXEZUKUlZDTV4qeysyV9TjpgQ8CVRGSnS5cRlKZ5KAqxbDgHgrk8f85I/KVFwUKyKLgOnryU6KYB2SXHsWOZ6uI9VGkZGxpSfIctXnCh7z19fevzsGTHy/DZ8yopvx+73pzHqvPqqHYXqkC6nVYNPQSRIfl4AjXAeku681bY+Voalsqw66WGBSdK8rsf3MdJy6HDTMtqhSGjTzXS0mJUr/LD/IY5DL6xBwMmhLF1SUrFelM1hWU4rJ5ZQdPKs2ZB0pKVAkMm20MJ4Zqv61kBsN2BuT1pT0ZNvK4WLqZNy5LSYlqTckMG2ZKlBqUYrTP07BhjGdxf4KhHlR0uL0qhu6q0A6bdkQsFkNdXR322msvDB8+HOeddx7efvtt+/fZbBZ33HEH9tprL8RiMQwZMgSTJk0q+H2qg1NNiRo9ejSGDBmCZ599Fv369UNtp04465wfo77BMcCamppw0UUXoaqqCnvuuSf+/Oc/46STTsKoUaOk6yjMHhOIRCK48MIL8fTTT9s/X716NT744ANceOGFzmdzffzgnbdw4nFHoby8HPvssw9uv/12pNPORBw7diwOOuggVFVVoU+fPrj22mvR3NxsH5pefXECBuxdh8mTJ2PQoEGorq62HWDbG6UybNwOm2C54QBPx0Z2fuws0WGAV8VENhI5ESTxPvbqUgHAzWiiQDg/rHKZvHcrOyC5TIhoCQybWAlslV//62ss3dyCS57il8qVxz73UCBX1CpF1yXBPBw3tDn95LzfUstrC3Cjx/mpWMGi1uq/qUhlsvho0SbyOiec6D1qLU2GRDrrOmj7QXWMcfLwZeOcW91GXqvmrWtkOXxUQ5GzrpeCUvYi+bNcQVx5HHG1ZOTrZk2wxoY6d4II/geBHC3mpoHIBxnuc5bnwqYS0qC5KVHqOsFJc5fHPjflTbzPtlQmUBnm9nLgCaiOJW7FQtlhw1mbVUcYx+Gax7DhpEQpn+0IDht5PNa3o4aNbOvOX8fVsAnOnHSV9Wauj+q+paY5FYNq63OqRIn1RaQFclKi3E5tXSWqQ8M0TWRbW3fKn1IqNS1duhSTJk1CNOpQcR9++GE8+OCDeOCBB/DNN9/glFNOwVlnnYVFixbZ9yqDMuaXLFmCV155BW+88Qb+NO6fmPbJR/jNrXfaVOPrr78en3zyCV577TVMnjwZ06ZNw8yZM13foW6s4n9XXHEFXnjhBbS2Wov6+PHjceqpp6Jnz55SH0188sF7uOW6q3HZVddg7ty5+Otf/4rx48fj7rvvtj8XCoXwyCOPYPbs2XjmmWfw/vvv48Ybb3TR79vaWvHAAw/g2WefxYcffoiVK1fi17/+tf9DYKKUxRRwR2FKEebiHPx2FsNG9dBzqNWJgAcKsVHss0c1AL7DRn4+8uGeAnfJWt5zLsVhEy2BnSPTq0vRWOAK+snOEm7uvzw2OIe2RDrjui4ncpwnjBewjiuXYaMaUaWkoARJibr2uZm45KnPyRU2xPVqy6Moj1pjmpMWlcewYbwjeVxsZkZT1Qgh5zAiBGEFw679RIeDsz1TJTBs5LZfMas1lSLerTILgjggg0CeN9xDubxGcgIPattmZkEHt8OmYzBs5OtygjsC3OqZpaIp4R673LEhO/9YwrK55ypiHpz3I6pE9ciJHHP2XtUBx2W37gy4tbraj4Eh21LrG+Msdl2+hg3DYZMsgWGjpkSVwrAJULGwOuew4Yksu1Oi2rNC8q6G0mrU7gIw29qw4NDv7ZRrD5j5JYzKSv8P5vDGG2+guroamUwG8bi18YwdO9b+/QMPPIDf/OY3OP/88wEA9913H6ZMmYKHHnoIjz32mJoRlZcS5YVsNovx48ejuroa2c574YxzfoLpH09FQ1sKMTOJZ555BhMmTMDJJ5+MbDaLRx99FAcccIDrOzKmyrCx/j9kyBDsu++++Pe//41LLrkE48ePx9ixY7F06VLn+qaJJ//0IH567Sicee4F2KdnDfbZZx/ceeeduPHGG3HbbbcBgIvR079/f9x555245pprcOeYP9o/T6VSePzxx7HvvvsCAP73f/8Xd9xxh+8z4CLfmOEZjUHzlvPEjhlt5Sh1Ip1FPJVBeTS4QC4Vqoee86zkzYbHsLHG3z7dq/Dhwk1Y2xBHJmu6GB3FIBslDa0p9OpUQb52uoToopxelExnWRovpejByG1nrqjHMft1J7eNB9RJyGZN1wbPYedksqbLSZxkGKuqs5IzHtV5H1Q/gyuomcy4749jJGeypstxzz3gZrMm3smVJZ3w2Upcfmx/3zZiDkTCIXSrimFNQxu2tCSwdzfaXpivYRMsn52rnaM60jhGo2DY9O5cjiWbWlgRwlKQnxIVjLG5tdVKWzOIOnDys5m1qoHVVu1zUzyNXp1ITV3RY7UffmhJpPF/L8zCqYPrcM6he5HbAaVVpZPXOa5jTHZWmqb1fssitOcsH+LrmddVHQCcObg9NGwAi71SU04vymBdu30Pa+r9cR02cpCDszYLZk/XqjJsbk6y5oHYA/t1q8LGpgQrKKWmXnMd06/OWoMPFmzCXT8czBJZFuCsMwLys4mn2s/2VasbzlnbiOP334PUtqSUqKQcgOO9H3UMcoJLpVSJEizpqpj1XjjsnDblfpsTafa6sbugwzNsOhJOPPFEzJo1C5999hl+ds21OHboybj8qp8DABobG7F27Voce+yxrjbHHnss5s2zqo6ojkVVdNgL/fr1Q01Nje106d6jDlu3bEIma2Lp0qVIpVI44ogj7M936tQJAwYMcH1HXkqU9O+f/vSnGDduHKZOnYrm5maMGDHC3dYE5n77Nf760P0Ysk8vVFdXo7q6GldddRXWrVtns3OmTJmCYcOGYc8990RNTQ0uvfRSbNmyBduanNzQispK21kDAL169cLGjRt9nwEXpaZGyJs6p5qImhPKor+rlWaYzoSgaE25N3hOJMgVLWccvsT7EGUyM1mTFWmQnw2XjSRT57ltI5JDqRRnD1cvRI7yfcQQW01nsq5xxXG6qKwJDi07Lw2EMf/UfH0O40Q4hoTjj6NhI78TbgBIvV9O5ZW8SB3TgPtqlSN6f3CfzqQ2wlkRCRnoWmVpf5RSjYszd2VG3zpGyqjXdVgOmybhsKlgty0FpURiXaWbmWlrSdfanGA5MdQ+c95vHsOGcb//nLEKb8/dgOtf/JrcRkCeNyWlRDEdJ2qaAYttJvW51CpRnHElr4vc9E/ZPuCyc4IwckqF2kfuvt0m2UfJdJa8d4vrdqm01lfWvM/NP5GyytOwcX+Wa/te989ZePmrNbhvEr8S5u9e+RbH3TeFL6BdgpRAKVDHI4fpXcq63rKzGDbK/XICWiKgXJUr2sHSc1Kc+P/NlaI6PMPGqKjAgJlf7rRrc1BVVYX99tsPpmniFzffjSt+ciZ+d9toPPrgfc53Kt5l2eOsDnGV+eIFkXIlItaGYcDMWhuH2Dy8rln0OtL/L7roItx4440YPXo0Lr30UkQi7iGVNU2Y2Syu+dVvcfKpZ2KfPapdh8/y8nKsWLECI0aMwM9//nPceeed6Nq1Kz7++GNcccUVSCSTQNh6ztGI26tqGMYOoceVouCezmRdedaqyNeOuq56UGtsS6FHTTm5fVCoUQbOxuMSHWZQWYV3XhYA5hgWsgHDTdVxMWyYQsCyMb6tLYXu1TFy26hLwDfrqt5UDKvqW10MjGlLtpCvqW7mHBFsNRrDMRpL0e3IZ9jwHYiVZWE0xdM8hpvSx7ZkhvyOVKduKdflig6/9e1657rE5yzmXyRkoDrnsOGkNOZH94Pl0XMFQNXxTH3O2azpOGxybLz2Fh0uC4eQzGSZjE2l/Hpz0qak+7fNPwTt1YXIoCpBVLoUDRs5fZrDuATcY5Jbla41YEpUNmt66DllAeK2LbdtL9HhbNZ0scs4Bz71ulwHjJzCGIRxms2aCDHGBJDvPOfobQFeuh8mKb1ZzAPhEKfOA9M0bfaGsC846XIizbtrVRm2tiQDr3OvzlqLO84ezGrzj+krAQB/nrIYvzvjAJ9PO1CfzfrGOPp1r2JdOwjUsR+00hrArZrkjEku+7+Ust7ifmOREBLpLCtlXOwnYv/hVJhSZRc6QprejkKHZ9gYhoFQZeVO+cOl7gkID+nP/+83ePLPj2Dt2rWora1F79698fHHH7s+++mnn9rls/PKejN8FaoOTdYE9t13X0SjUXz+uSNG2tjYaGvmqG1F5Qj5ul27dsVZZ52FqVOn4qc//WnedbNZE4MO+i6WL1mMvfvvg7379cd+++1n/wmFQvjiiy+QTqfx4IMP4qijjsL++++PtWvXAnCLU7UXGbaUA+PGpoTrWXOofyWVcM1biNvnQCE2D6FlwdOwKS0lqjwahpiCnMNXk3Qo4OrQyO+THW2TNkfudeWqLRxmz4ot7nKTHMNeNUg4tHvVEODQshNKihBn/gkHnGHn/vMZCSIKxJm76kEziIh2of8XQymROgD4aJHDuKJGy8X6Fg2H0K0657ApiWETLI2yFK0RgL5WNbSl7H2oV2frNB20ghgXdnWNHJW8lAAAq+qg6oBkHFRVRxHHiag6ejmC44KNAPDFaeV5s7YhOHOL57jMvzeeg1lKieI6bAKuG+pBi3PgA9zjisuwkUXGOWwVAHjt67UYPHoypsznMbLVPZ6bghI0DbNZcdhQ349se4r5wKnIJQTvu+WuGzQFbVtbip2mJ/DNGl5VOvXZtBfDJo+xydIXC86ml98n14GoVmvirOtiLNdWWIFzzl5k21bCYcMYV607SYh+V0SHd9h0RIjc+8OPPg77DxyEe+65BwBwww034L777sMLL7yABQsW4Le//S1mzZqF6667DkC+w4KTRq/m3JsmUFNTg8suuww33HADpkyZgjlz5uCXv/wlQqGQyxkl9miR0qFedvz48di8eTMGDhyYd92sCfzsuhvxxn/+ib+M/QO++XYO5s2bhxdeeAG/+93vAFiOo3Q6jT/96U9YunQpnn32WTz++OMAgEw7RTJllFJKVY0asYS5thP9HeBRq4PCNB2dEoe6S79uPGBZbzvqHAnZpaOpz9kSdnT+zxcdlhk2PKeLbLxx06lk44DTdtlmy8gVFbU4m11ccfpxRIdVQ4DDZMoT/2XMIfFseubYZUGo5HaeNceoUAxzDm13ewmAen2XH+RDPPUAJd5HOGSgJmeAcaLlpaxVavpJkAih3Y8Mra1g13SpjAYqS1oKhPNDOBFZTvwSysXnpzUxDiMlOOTEGLQd8QGrF3EriLkYNg1tLGeAW5idkTYqjUcReWYxVEupEuXF7CFAXRMT6Wxeyjz1utzS3qpIOGcu/L/nv0JrMoPLx89gXVOMx+45xzTXrgqahqk6bKjt5DnQudI6WHM01WSGjfV99GdsZQM4/39n3gZyWxlz1zayPu/FsOHg29XbMHnOev8PKtiuDBvOGUMu680cj2I/6ZRzugTZP2vL+ZWe8qpEsc5UwQN4uxu0w2YnQJ7oV13zSzzxxBNYtWoV/t//+3/41a9+hV/96lc46KCDMGnSJLz22mv4zne+Y304LzOJPmHyKj3l2o4dOxZHH300zjjjDAwfPhxHHnkkBg0ahPJyh5crUqLCYW+HTUVFBbp16+Z53axp4tihJ+ORcf/E9I+m4AcnHIOjjjoKY8eORd++fQFY4sVjx47Ffffdh8GDB+O5557Dvffe69nv9kApEW/VOA1ahpXbtpQ0g6BIpLO201BsADyD0x2ZpI5nsdlFw4bjsCFeV03N4adElcCwkd4Jt3RzW0CHjWDY7N+zBgBPUynf6RI8JYqjYaOOoSApUXbJaQ4zIC8KFNyo2MRw2JTCklFzwbkMG5lVQzXs0/L8y6UmBNHbEs4ejqGrGphrGugH86CHJzHuu1SW2amJQSuIcSHWteoAY9JL/JeKUhg2pWjYiHkkAgC8vde5zipmOWKV+dHEYH/Ic59TKUY807JwyE6fZDFUXRo2wcqJG8wqRF7jj8e+Cp4Spb7T9ji4iZQokV7EZRQFFWrNS4kitpMZUMJhowp5F4OwacT9cvdA2YTjlroWaE6kedUdSxDSBYAzH/0YVz/7Jb5Z3cBql8cG5ARabDavNe9ZosPS2sRlfInr1uZEe3kaNgrDJkDwoDrGD3iIdUIES6iBlt0R2mHTThg/fjxeeeUVAO7UprP+5ydIJBLo06cPQqEQbr31VqxevRrJZBKzZs3Cqaeean9277598fWqegw88CAAwNHHHQ/TNNG5c2cAwMiRI9HQ0GB/fvTo0Zg1axYAIJM7qF185TV4a9o3ENOlpqYGzz33HFpaWrBmzRpcdtllWLBgAfbbbz/7e7K2yKQ1XM49/2LXdVSMGjUKy5cvt9rmVvBjh56MZ16ejJUb6rFt2zZ89tlnuOqqq+w2//d//4e1a9eitbUVkyZNwiWXXALTNFFVY5WXOPsnF2LW4tWu6/zwhz/cIRo24lArGEUcWra6aJdiYJfi7AlS3pcL2UAWxkFQ0eFkJkt2YogoXzQcQlQcGInPWXWycJkuclRhG1PDpq0Ehk3Qtitykebv9LBKoJfCFuNp2LjbBtGwkdPdqPNcOIZ6BGDYyBo2AI/Zozo7gqRExSL8tMJSWHmZrOkyOqkR77S0HwgHRhDdHWH4sTRslM+uYqRFBY3UxcX7iYYRYTqIS4WYryIliuXMK6G8dl4lL45gseKQY4kO5w4jYj/hrFdytHnF1pYin8yH+lw5Yrquaoct9MCDrQkRDTlzn7h/mqbp+mxLglcSXIz9Giazx2ueUw992azpWlO5KVEqc4JjHwVUL7D7KAoccANheWmYxD7LVaIAhr6Y9HzF+hqEYSNSXTnisOr7bEvx3m9M0iWax3D25DNyg63NX61sYH0+6LsFnD20KkCZ6+1R1lsEWDlOU4dhE9xhU1nGT4lqUZz47XG22VWhHTY7AfK+ygnUqftxlrFB56dEWf//6quv8Pzzz2PJkiWYOXMmfvaznwEAzj77bPuzgmEjHBic66r3RylFXqjf7UW2USPtpTBsOLTBvLzWAIcg4bFvj5QosXFEw4ZD6WZp2KiREdrmkbQj/CFbwI/6jlShYA7zQ70ONyWqFA2boAybloQ7QsjZZEuh/JaiYeNEYxyBVLJDTmHYpLMmmX6rCuNxaLvq/XIYNvYBN0c15jiI89k5jMOxMt+oByjxXMJBGTZp9/1yjE71s+sYeiNBDWzB0iqPhlCWW2/aLyVKZdjwaegC7cawUd8v+bCZtfscjGHjfHblVp6+kbq2cRw28rNJprPkeSTGckU0LDlsiM8qa7rsoVQmX8C4GJw5yGPGCodAWThk69ZRWSd5TAhmStT6RveayrnfzhVOwQqOY0vMmT1y+yd1LAuo84a6buRXieIxoNzpqkE0bKz75dig6vrCZbrItvLXqxrI7fIcNgGd6Rx2HFBa1UF1XefpfMkMm2AOGydYQk9pVDVsOCnj4v64TNF0Jms/V+Fk4ozJ3Q3aYbOTwdk81E8GER0WEVG57QMPPICDDz4Yw4cPR2trK6ZOnYru3bvntY0USIkqBtW5w+lz1jRd7XcEm8YLqTwjOTjDppTS3EEOQfJCvKPR5jI4+RFgdbOh9llOibJTFIjvSHV28EWHJQ2bUlKi2snZ4+iyBHE+BmeLqYYqp6KWGqEH6P22U6JqnApc1A0+LwrEcLZuD9Fhx+kZPP2EVR5U6TP1kCrmQDTEn3+AB8MmYHQRCH6wBgIwbCIhm2XaXilRqhA2T3TY3UeWw6aE8q+CoSreL3U8y+Vqu1TyjXP5Oiu3cBk26riiM13yqukRdWzitiPQ2T+pBzCvec6ZC3lOYuJ1xTyPhA27SmPQPnMZNhu2BWfYVJc7ewnHmS7mTPfcfpJkaPYk01l7rSxjMhHFeLQPqWQNm9z7CRn2PsZ5zirDhiO8r16Ho1GUyZou+YONTXRHvJoiw1kz5GtyhPMBj4AWKyXKuq5gTrJEh10MG56dr2rYAPTgbtxm2PDso3TGkU5wNGyITiLpGXep4ssu7G7QDpudgJ3BsMlIpVjltocccgi+/PJLNDc3Y/PmzXj55Zdx0EEHua+jpESxnC4FmD2B2tIvayOTNfHVyvpAdOHq7cCwYaVE5a5TStRa0BXbQ8NGOBEqysJsSrf1WYV2T+yznBLFFR0WThZR3bMkDRuO40Qy3uR+UKCWf+UwbBy2WE5IN2uSDU5RaSwagFUgDtZBxoXKcJN/5gehNyKXtKcyg9RnVYqGDUtk2T488Yxz+bM10lpFXevUA15rMkMaG2Ich0NOKkcpa1Uma5KftRrN59D91fWFymSSD9YiBbO9U6Jsh2uA/USMDY7DRk2F4Gh3pBRnAHVdF5HjaNgo2cGsCtT6IS8lijiuEumsbQ+J9JXNRAF9YStURMNOlUUm6wtwKjRyDubqHCRrpEh7r3DYUJ156rvkOJgyWRObmoMzbOSqmavq6WOjOSE0XZwKZNTrys+llul4ETZOJVPjRLaNxD6mVtkpBNnO6GRXAgoetOCk26jrP8fZU0pKlNyWU/gCcPb8MiY7DnAcYVwxeZlxAvCZ9OraDNDX9qBVouR7E2OSer+ib+GQEeg8trtBO2x2AmQNG47TpZSy3mmVYUO9pmlu35QoJsPG3Rd6W4GNTQn8+l9fY8oCejlHx0jme79LYSWUQpN0otb8ahMbm+KB2EvCIKksiyBWYllv+fv84DBsQvZmSX3OwsnSu7NVNamkKlGMA5B6bxynSyltvdKL1NKshSAMLidnmV85RVC6OZEg0efyaNhec6gb/DapyoWtQUU1LBSGTSlVooJUTbKj3UGo1ZIBRn1WdvRYOoxQDqqy6HAQDZukslYB9EO9Ohc4tHtbNLGcZ/iJ91EeCdspUZzIcykQcy6IE1G8k66598vTsFHYjwEcrjXlPLanOPBVlkVsRzyPsel8tr41xbrffA0b4niUxt+euT2Fmloh2paX8Rmq4nNl4ZD9nDkOG7H3OgwbLrs1hPKcM4E6B9U1ooUxd7c0J5DJmggZDnuSY5fJY2EVI12uSREdBuh2inzY5Mxf0zTzNU7IDjVnbRb7WGuK5oj3Olhz1ptSUqJU6QCOM0+dM0FZ3pwKb3LbzkxnHOBl6xNtshLS1AHHyRKLOimN1Pfk7J+5lCjiHij3UTioqG2dPSGMsgj/PLa7QTtsdgLkszHrnFwSw0Y4bAzWdeVrRJht5fYOO4fRZ+WjQZwK4r4/XLiZ3CahRDWD0P0FOIdcNRWLujCZpmlvAFyGzbtzN+CIu9/D5eNnsFk5YqEvD5gSpW421OsnSzgwCodN326VAHhiuIB7o2nmOGyUTZGTIpSfXhQ8JQpgpIIICmyA3GG72kuVcNjwnY9lkRCbbSY0iTpVRNnsHvVZBRFoFusrx1hV5z1PWNZ0teW0F4fSblUxm3FG6bctOuzSsGEwGDNuww+gH+rVcRQkJaqzrQvBYzPEok5KFKfaWilQnYi8MtfWZ7vl5mAQBoYAR3Q4KMNGjMeqsnAglqk6z1kst4B6auIAVRYJ2Y4EamqFcIKVR0JSwIOXXhSLhGwGFXU/ksV/uU5it0Og/Rg2G3L6Nd2rY/Z1yet6Ouu6P04FsWZJBFus7VzncmU0zHJAys6LKkm7iuJ0Ee81IjFsTJPmcJX3u0om8wNwnpWzB3IYfer8K4VhE0znawMjDQtwbDqn4AaH/RhMdFi1I4Nq2JRJDDnueBZrBjWgJcZQOGSgPHdNKnNLjIPKMr7O1+4I7bDZCZCHKothk/uoYfAdJ44OTYh1XbFeG4aBkLguIzlJ7DFhm51DblpySpScn7qHpGnhB1U0sRRdFl5KVLCoitw/rm7A/PWNAIAPFmzCLS/PJvcVcDaPyoApUeJZVTFLmrqqRHFFh3NG7d5dq+z/cw4F8ibVlsqwK4IIsBg2yeBtPRk2xI3WqQrAd2CItl0CGDNiDJWF+Q4bcQioKY8gFuU5ER29ECd9jAphWNjlXwOUE68u5zPrxFpVGcAhJwzs6vKIveZQDvViDgStEiVXxRLrBtlolKLW8v85bYWBnSQ+Z5lhI1KiOILUpcBx5vGo5IDT7645AVFWSlTuHYvqOpxKQGLe1DIFbQW7qyoWceY9p0qUsn9w1klVFJPLsKmIhm3dD2qk3julmLrnO05EsW5QHXLyM7XtBbKobX5KFNWZF9QpBjgVouo6lbP3BJVpxUmXE06wqrKIfdjkpviVSw5Iyt4r2xhiLwJoc0EElKIhS2NIzF/KeJav61RKZDhs4u4KjZy0pryUKA5DVWnLSVeVx/26hjg5XRxw9vzOFTxhaMA71ZViS6pOTq7DJinNX5uBxWXYMAN4Yp6WSfY6dVyJvlWVRQI58Xc3aIfNzoBLSJfRLOeyENFQTsWlvJQoJsMmbBj2dYNo2AgDm+N0Edd2HFQ8l01KWkDF9SmwI+0Bogz5DJsgNEnmQVM2wJhOJnl/mrpwE6mNgCjbGKTKhfxZkS8dJCWKK3oqjNq9ulTYmwdHIFZNJyJTWdUy1+2VEpVxDsciRYiuF5JjbTFzlq227ioXHMPC3uAjIbZYoyyQztVXSSrOjwxD70cYmOLQxhIAVfQkgpRujknOLWp7MReqYhHpoOrf75Skh1YWQNNFfr/lUV60XMwFwRrhGPaiLVfIMy4xbKLMOVQqxLh3yqHyx0bXnFhjkBQhZ20mMjCk9TEow6YyFsw4V1kEPIeNdR0hbEmdv3Klp245Zy11P4lLjkB2SlRKrOth204J4rAJyrCJhJ1oeVCGDYfxJRw2PWvL2c9KTV1eXU9PiUp4rFVcNmBlWdhxbBP6LM+hSiZz0raNIiEYhmGPDdK6nmsbMmDfKyctWLxPUaGRVVlO2Wc5FcTUZxrUXk9msizhYXs/EUEpRnqScKxVSywoijNPODDEcYZbtcyV0iiqvBHeUzZr5gXwqGNDdi7bGnDUlKjc/l5RFpZsQZ6TaneCdti0M0zTDM6wyf0dZjJsslmn2pKTEkVl2OScRCHHccLTsHHr3wQRHY4EYOcA7oWbKrwGeHi/AzBsuGK48nW415U3imqmkSyzCLa0JJiljK3PVpSFHTYDcdMyTUngjnmol1OiuBo2shElIkEbGulUWHWTokb481KiGIen7cGwKYuEWEYjALSmgmvYOClRjhOCOvdlJxP34JaW1gwu68tOhZSimmS9n5yBKcq/cpgfaj47RzjYngsR6X7JB+QcwyYWZjFsMrlxEA4btqYLi2Ej0bKF0Ug9BNkOm9xzZmnYBEzx8xQdDpAS9emSzbhv0vxAaU12xUJG6pmdElUdhGGjOGwCsChsDRumU7uqLIwYc60C8vcPTkqU2LcEG4nqCJQp+8KJSBUvjXswbLgVl2KRAAwb6ZlWx3iHTa+UCurBPGglLgDYaDtsYmzHtOqorG+lH8ptxoq8VhH3k1aJfcXZx1xMl6jEsCE5bNw2s2DKUMZzUjrMc7XjAKA59z5FaiAnaKE6/FkMm7TjaAKYEgbKuF/bQHfm5WnYsFimbjY9tb3N6snZzBzBfsBb44iytstj3i7rTdWwkRk2osoicR9rkxg2QQoc7G7QDpt2hjpMWQyb3GdDTPFfIRpsQHKcEK8prhEyDJteydOwsf4OkhKVUdpyTWRZZ6CZQ89Mu3UhOAuiOHhUB0gjCeoosg9AETkvlXjAlfpnmjzhNWFguxk2PKcL4Gx4JTFsiBuAeC7l0bAdCRL58bRrKw4bZv6vSMdojqcDp1NxnD0paWxEmYfruE2B5dF2gXzRYYCfmhREw8Z2JoRCTiSWXSXKMaLI5SeVlChVHJBy3SDCwaJtNOzcL7WtnRIVc1KiSNR5u6w3X/QbcN6HO2pNe17ic90DMJnslKgK3iHVSYniM/oEvl29DRc+8Rn+8sESfLKErqeW58QPkHomHAlNJbC+qO9HXh+5wQNbw0Zi2ATZewWCpER1reQxbNokZ55g121pITJs7LaShg0zJaosEmKx4+RryA5T6r6ddqVU5Bw2AVOiOIfy9bmS3nW15WxbQ3VUchyXdvpn2EA5s/S6nPJWxlg3hE0WMixbv4xxv/L7AZx1g+LYFnO3LABzGXAqavWsLc/1N+uSJSh+bfd1gmjYBAmwqs903Ta6w0a16TgMG9vWL+OlMov+dpbLcnOYTB5nBYoNK89xrmi/K2gY4Yn2izWtIqCu2e4G7bBpZ6jnHRMm2fGycvkKHNynC+bP+RYA8NknH8EwDDQ0NAAAxo8fj86dO+e1k1OLuCwZsd6GDAMhBBcdDhdg2HzwwQeue/BqK7NzOAwd2WvPyZdWRYeDbABBnD22WCPTOLc1IcL8FAN1Q93YRHdeyGwVbkqUbFyLKC7dyeQYJdyUGdlI7plj2GxkiM0FNSzE50T0KZ012ayCKmZVDllc0tKD4eWlq4wE0W8KWr0cNkzHSZCUKBfDhnkIEpomshFFd9iIlKicw4ZD6VZEWgFOioIzFxyGDc9hY6VE5SKxDOp8RBb95qyRktHoHIKoLAx3ShTHsBdzv1NAhk1MqlrGWdczWRO/mDDT/j/1wJjJmvb+WxmgYqEYG6LcNKtKlJISRXfY5MZGyLDZAVzNj6Ciw+I6PXOO+GApUSLVjn8o75Zj51AZNrKzpzzC27ftlKho2LY1qKLD8vrKTS9KSnO/gumwSUiOCIDnbJVTooJq2Ag9tSABj0iI71wW75fLsEnZab1WGw7bTA5mARLDhqRNJtiaIZbmjoAYfz0kvUiq3a1eh5VSHNBuBvLH/bptdFtQZbtwNGyEw6I8KrGZCO9XDu6IADqvAqekQcWwJ8VnYpEQysI8jT+ZDWiL9pMd085zClI5cHeDdti0E0aOHAnDMBAJh3Bov+445cjBuOum69HY0EB2QtgaNuL/SrvzzjsPCxcuzG9nixWDrUMj0pJChiNAmM6kcc8992DgwIGoqKhA165dcdRRR2HcuHF2u6FDh2LUqFEeThfadeVry/ozHJaNvHBz8qWFo6c6UFlv9+GLVyVKER0OIEAYYzJs1P5tYjhsSqkSJfpsGDytA1nUMho2pBQF3uGrIhq2DXteSpT7OlxmQLeqmD2PmhI0w1EYxHIaCGXNkMe/5fzgCTQL3Qq5mg/X2VNTHrHXHE5VDyBYSlRGchAHZX1VMIUeAZlhU2a3o6YXekXb2CkKkoAvvUqUxLBh6GBkJKcY16EGqBo2wUSHxVwIomHjiA7zjEZ5PHK0HTY3J1xCp1S9H3muBQkAiPvraldqy5Lbi88Jdh1XpyQqBw+ojmlpP7GN8wCHLxHhD5I62jV3+KKmUAsdt8oymWFDTImS2J5OlSj+mHTSGfnrK3fNkIMlQTVsOtvPmH7AFczf7tUxdp+Fhk3vXNn15kSarE0m2xpc9rJclIEznm3HSW7jFGODssbKznTA2VMoh/Kk5GwVDh+OjpvYO7pV86oOyv0WCOKwCVbV1d0/jvNDMJA7VfC154TjJMIsrCAL+HLTKAG3Q4/DsJGDs2JskatE2fu9Mw/4zh5njdQMG412wamnnopVq9fgrWlf47Yxj2Dqu5Nx9y2/YmuzhAo4PyoqKtCjR4+8z8vVpbgVpmSGjGj7l7F/wMMPP4w777wTc+fOxZQpU3DVVVehvr7eoz3s9vL3UZBRnD2cfgPuhZtFsczbAOgXLYVho16XTTmUF3EqxVmhJnIcNm0yw4ZJrXZEEx1PP2XjkTVFohF+lag2KVreo1Zo2HBEh3OMlQhdsA2Q1O5j/Iioc0h18pYpxoFs4EXDIbZzSwgHywwbbu5xZVnEduZRjSFZ46SMyeBwOROYhr18kBHjikrdFZFEuRodNS3K00HFPFgHqaglp0SxRIel0rFR5jXlz1pGWG5sENcN2/GZmwscraBWxcDmig6XSwwbjoNKXVODiMkHEcAXnxUOG4DO7hFthbOWfCiXNBK4mh+ydlWQcSXek9Amozps0pmsfYDoYpdApzoQHaeLYNhsbUmSDrk2wyaI6LAI0kRCdsCjmRgAcDFsmOXES9GwEdcVTJeWJD0tOJWR10heIK1JcdiYJt3Rm5bWuhjTuSwHtOy9l8GSEQwbzh4op6sCsEt7c9b1aDhkH8oBuo6beM5yAIDrsBH7UGsqQ3YUqSnFHJ0v1UHKWW+CBgAAt+OEk/Imyx9w2fTu6xpSSqP/2JD1mOTKkJT5Kwt3R5hVouR1LogTf3eDdti0I2KxGHrW1aFnrz1x7Akn4dSzfoRpH06xB302m8Udd9yBvfbaC7FYDEOGDMGkSZPs9mJq2CwZ5fvVlKjRo0djyJAheO65Z3Ha0d/FkQP64OILL0BLcxNMWOlFTU1NuOiii1BVVYU999wTf/7zn3HSSSdh1KhRAByniaxh8+G7k/Dzn1+DH//4x+jfvz8OPvhgXHHFFbj++usBWGyiqVOn4uGHH8Z39+qMg/t0wZpVKwAAH7w7Gfvvvz8qKipw4oknYvny5QWfl8OwcYYpRyxZTvdhMWxUEVCGdkdCYdgEOchwS7jaXuhomB3VVD3dnPQguaQpVy/EoTqGpcgVPUcbyGloMHOtZYaNoO5y0sDS9kGGLtgmf648Grapu9QxqVbGAYgRM2nsuZ0fPO2c2gDaKq1S5Jl7cJM3eI4DwzSdOW8xbIJp2JRJ1F1qFEnob3SqiNrOaWoE2Z2iwDtAyQdkLqPILlnr0rChMGycSCx3/gEqw4YZtRYaNkIclhGld1KiBIWdumbIjjz+/W5SqgZRy4nLhzu7zG6AQ0FlmbPGctNm7JQo5sEriD6RZypkSSlRNKaLvLY4qXa8tbkiGrYdY5msSXIWiXlaHg2x564cea6y016oa4b1uZJTogK+X5EmmzU5unU5Z0IAVpBIidqjJmY7XKmOy5RUJjvoWlXpqnBDcdg4rB4ArMCDUyUqJzrMcsTnzz+5P34QTrDq8ogdhKMyZcRzEeuNaTIcvbbdXHpKFKcCke2wYe4ngCxmbbBSfVxVy5iBMMAd3C23HTb+7e11rixsj0sgX1Kh2DXd+ydN3sKtZ8jPeNjdwHLY9OvXz2ZpyH9+8YtfALAM5tGjR6N3796oqKjA0KFDMWfOnB3ScQHTNNHS0rJT/nDLTFv9tf5evXIFPvngPUSiUZuF8vDDD+PBBx/EAw88gG+++QannHIKzjrrLCxatMjV1mbYEK63ZMkSvP7aa3hk3D/x+N9fwIcffoinH3sIgLVhXn/99fjkk0/w2muvYfLkyZg2bRpmzpxptxfO9VDIgJim3fboiSlTpmDTJu8y0A8//DCOPvpoXHHllXjvy/l478v56Lv33li/djX+94qLMWLECMyaNQtXXnklfvvb3xbsu8POAcTVuWLJAhwNG3UDAPh6BzV2ZR2+gV0Kw6acy7DJXVM444IwbCpcDBvec4pFnDQuivEmP8+orKFBNCpkGrqgzm8kpkRlJU2JGmbkWTbeRFuq0SieVXXMUcrnGGDRsIGQRHOmM2zyUxSobVslbQeuE1FmYHCMVdl4iIT4hyB7bETC7EiQrTMUi9iHa+qak3Tp0PAOUKl08La2gS05bCjMgpQHi4nlmM54rFfMeSQOx22pDFnYsi0gw8Y5WDvRRVZKlLKmkrXJZGdclK8pkbL3hbAdQKDqd9gMG64gfNrRzOJWAPN01LL046zPclOi5HVJpOvQNWwcx3RZJGQ7tylpUZ6OWuqYlErNV4v9hCo6nHLmXykpURwNDPkagpEAMJxMaclJzNawsZ5LTXnEngeUvTeTNW2bOxIOoGHjqhKV208oLBm70lOOYcPRv1Ha2s48kuiws95EZYcNlbEpnrO0n1DHhrjnGkmbhTs2bBZiAM1J9bv8kJU0CG3RYQ7TRdq3OUEpl63PZHwBbmaP0BgTwbVikLW6ItLYoKQ2CSeYzFymtk142IL/zQ6biP9HHMyYMQMZyQM5e/ZsDBs2DD/+8Y8BAGPGjMHYsWMxfvx47L///rjrrrswbNgwLFiwADU1Ndu35zm0traiurp6h3y3H5qbm1FVVUX+/BtvvIGunWuRTmeQSFiHxF/ferft+HnggQfwm9/8Bueffz4A4L777sOUKVPw0EMP4bHHHpM0bAzvC3ggm83i8b89iU0JyyN78cUXY/J7H+CXABobG/HMM89gwoQJOPnkk5HNZvHoo4/igAMOcNrbDBsrpSpkGPj1rXfh5v/9Kerq6nDggQfimGOOwdlnn43TTjsNANCpUyeUlZWhsqIS3Xv0hAEgGo3gxb8/jb327oc//vGPMAwDAwYMwLfffov77rvPs+92SfEcu8c06Qwb1WHDicSqjhPAWiTEgagYEoqzh5qrKV+3OqjDJsLXsBH9692pAmsa2vKiwcUgH8pLiRByDPuk5GAKB3BCyKLDFVFeWW+ZGhyUYVNZFrGpu1SHjfycq2IRJNJJ0gFK3twBsNMMBAOoJhZBNGwgmWE8Zyl/n5um5zq4BaCDA1bJac5hJJs1XQ7IsjDvgCwcaJVlYVSWhdEUT5ONVcG4kA9u1HfkRa0mv1+Jwi5YfRQnU9qOsofYzwlw05z5hyDr2iIlCrCcCbJz3Qum6bxfWXTYNE071bcQ3AwbkSpnktoCXgwbvjNOpaFTriuXfK8pj2BjU4KeEpUO5rARxnnUxd5gzvuws2ZQnVumadpjqI7rsJGcAUKzJ0iVKMDSWGmMp7GlOYH9ehS3S2W9H8HKozLrXGW9uVWiPHWvAqREsatEiXlvsYJakhm0JNKuNNJCkMtrO2wV2nUFw6a2PIqa8ijqW1MkAW55r7OqRPHSoJ39JALk1lUSw0YwGHNrTYzBLEhLThcAdulmyrouO3vCIQMhwwqaUvd8O8W2nB+0sFPeomFURq2xYbX1HxvimQapzJrHsKEGHKX5IvaTVMbS+wmFGGtzUA2bAOxU67pOSj8nkCYzCWWnSzKTtb/Ht8/SPgZYTjqfpp4VQzmOsd0NLIbNHnvsgbq6OvvPG2+8gX333RcnnHACTNPEQw89hFtuuQXnnHMOBg8ejGeeeQatra2YMGHCjup/h8KJJ56Iz2Z8iX+8/g4u/OnPcNzQk3HB5T9D1rScJ2vXrsWxxx7ranPsscdi3rx5AGSGDf2a/fr1Q3XOWWYYQO/evbF1i8WMWbJ0KVKpFI444gj78506dcKAAQPs/9saNjkD0TCAffcfiJlffY3p06fj8ssvx4YNG3DmmWfiyiuvdF3bSeGyHD1LFy/EwYce7jI2jz766IJ9d+vniJ/R7ltNu+WImIlFXHbYUA8kDsNG5NPSDc6UFGWQ++HfX+kAxEypEJGNXp0E2yRolajgOfhBUqKi4RAMw4m2UZ+zl+hwfWuKVTIT4B9k5Hz26oApURXRCKvqg30giLirTVANGicyGWXr37RKYyMow0bepCnXdTNsDNaYlA0wWViPy0aqiIYlI5mX1hQk0u7dlpgSJVWJqmKMSVknqBQNG1l0mMvM61JZ5ghbUuZCJmvvHZ2kCD/lACWnb4r7Beh7wuYmN9uC7IiX3q0r4k24rryfRMMSC4PIsLFFh21BeFpasFyFhHug8Jr3dMelw37swawSJe9FtoYGdW3OORCF88LRk6GNSSDYPJADHiVViWKuzbKoLVvDRrpfznpjXVdiEjIFmoMybOQAgOygotpWrS6GDSPwoJTmDpQSZZf1pqfLpRR7wQ6GEY1uWcOmksm+svsdMqQ0rnZIiVI1bJj7PcDfTwB3ShTHIefa75nBDsA9PoSTmMJQldnW0ZDb6eLfZ8dJFFGcPX7w0rDRDJsASCaT+Mc//oHrr78ehmFg6dKlWL9+PYYPH25/JhaL4YQTTsCnn36Kq6++2vN7EokEEgnnkNjY2AgASKVSSKXcG24qlYJpmshms8iKsmjl5Xab9kZ5ebndDz+YponKykrss+++yNT0xC13jsHlPz4Tj//xPjz4h3vs7xH3J5DNZmEYBrJZt8EkOz3E8xDt5O+KRqOOeJfQvhGfy0UoxDXF94vy2dls1p7MhpHrCwwAJmAY+N73vofvfe97uO666/CPf/wDl112GW666Sb079/f+n7Bzgnl2pimVcZcuT/5HmTY1wbs62aV51MIGeUzLYl03ngqBLGohZFFJGQgnTXREk+gpszfc25XjZCU/SnXlReh3B6LZDpDatuaExuMhg1EDOuZxVO0tiLqJZwXG5vi5OcknAZRw3pWXtcV/1a/syVuHWJikRByjwqthHfUmrDaRUMGUqkUwrn7TaT828pR9jCyqIxYm0gyncXarS3Yq0tF0fZtkqijoBo3x5Ok59WSaxsLA1Vl1g03tNCedUvcaStorI2tCd+24hmXhUNIpVIQZ822ZP7a6oXG3IGnIuJUrGhL0NoKQy1imDYdvDnu32cAiOfmUNgw7bGh9tlrXMWl95PNpO3oTSuhz40tzh4Uyc17AIgTn5Vw+EQMExW5Tje10e5XzP2QmbUrebUQx1U8KT2rsNDOofVZHJbKw0AsLLQd/NuKNcNAFiHT+ncyk0UymSQxP4SRHIJ8v/7XNU3TjthGQyYqyyJoTqTR2JpAl4riobrGVmnuSlZPS1sCIbkKmte4yl0zYpiAFNVvjSdg+DB7AGBDYxsAK/CQyVr3QHk/bdJaJ54zALQQrisf7kJmBtW59WobYd0AnHdUXeYY581tCd9oalvS6nMkZCBieO8JhSDP+xDEuk5r2yw5orpVWs+moZU2D+x1MhKCuN0W4jtqyb2jWNjaj+yKeFL7Qntg0t6LTIin2kYeG7k9PwQIibFm4rwXbcvChr1vJ4i2hrPeQFqbqX0Wc9fRZKLsY4BjkxlmBhG7nDHtuttarXdUGTFsJmE9Ye9tk8aUmUnb99tCfM72vh0BhJwSpc/x3BwKG9aYceyjpP8emJtDoVzb8rDYe/373JZ0xlQqlUIkbCCRBtriSaRSxdebVCbrOBFDsPdA6vu119iQY+Nsa40jlSpukwHOPVdIaWdUG7ZVEeqOE8dyY6tlL8QiIUTgrLXNbQmEES3UzEYyJcZzVrJT/Pd897zP7dlEOwNw9u4QsoCZtX/mN67EOlceCSGTSdvsq7ZEEimfc1E8N67CBlz7Z1siiUqf7bMt6awZYj+hrlUdBZx7CeyweeWVV9DQ0ICRI0cCANavXw8A6Nmzp+tzPXv2xIoVKwp+z7333ovbb7897+dvv/02Kisr3Z2NRFBXV4fm5mYkkzRBuR2JpqYm8mdTqRTS6TSampoBWMbnL/7vRvzs4h/jmqt+iv579UKvXr3w3nvvYciQIXa7jz/+GIceeigaGxuRSudolYkkDEnNpampCaFQCPF4HKZp2g6sRCKBTCaDllarpGg2k0E87qR/7LFHT0SjUUydOhVnnXUWAMthtmjRIhx11FFobGyEeMyJeByNmbjN8mlsarYdCwDQt29fAMCGDRvQrVs3uz+A5SBqbmrGPt8ZgClvT3Q52D788EPXPcgQgeK21labrtPU1Iykf2YS2nIBFKe8YBpvvDkRBLYiEqkwAAMfTZ2CEKx/v/3u++he7t92S731+eWL5wMIo7UtgYkTJ/q2i2cAMR1nzZgOIIIWYtsZGw0AYWzbuhmfT9sIIILGljZS2zVrQwBCaNu8FkAI6xtaSe0AYMNm615nfz0Ta8pMABE0t8Y927/zzjuu/3+9xepzS9M2LJhTDyCM1es3+F57fSsARGBm05g4cSKWrba+Z/GyFZg4cVnRtukskDWtZ/zRB++jMgJUh8PYmjbw6ttT0N8na7MxaV0bAOo3rgMQwtez52Jivb9O1+Ll1nNevmQh6tsMACHM/HYu9iC0XbjUarty2WIkWkMADHw07XM0LCge3VjeZPU3nbTeSf1W63u+mDkL4dVfFW2bNYGWpHWvn338AdJJ611/8OFHWOqTgZo1gWTaavvJ1Clo2Wa1nf75l0gs9Y/IrFpj9XPhvLlY32I9q9lz52Ni47y8z8rjqjll3S8ATJ40CWtWWt8zb+FiTEwsLHrNLXGrbVnIxKRJbyERz60BH3+CNbX+95vKOOMq3my1/Xj6DDQv8r/f5tbc8/n0Y7S1WP/+dPrnaFzo33bJMjGuFmNT3HpWX387B123zPZt25C71hfTP8aaVmserV63yX8ObrSuOfubb5BdZc17AHj9zbcQCRVtCgDYlns+X3w2DWs3S+8oWfwduebvlPcQzlrfM/n9D7CXT2ZyQwIAIggbJj549227zxMnv4MaD/taHlf1Tbn+fj4N66tgt31r8tu+BicALFxh3WPnaBZbEgYWLl6KiZnFvu1WNFvXSicTePftyc51J72NKp8zgbyfvPfOO2ipt/ow/cuvUbZ2lu+1G3Pv6NuZn9vf8/rEyb7XnV1vjaO25kZ89MEUABEk0lm8+eZE+PnyxLxfNH8umlda46qhsYm0H4m12YCJWdM/AhBBU5y256/KPedsOonPPp6aa5si9dle1xcvwMTW+WhssJ7bjC+/RGq5e/6qe+D6Tbn985tZuXkTxsbN9aT7nZe77pqVy/Fl21IAEdQ30fb8GZuEvbAF0z+xnhXV1pib22/XrVmN2W2rAISxntjnubn1eN3qVUjHrTDcB59Mx6a5/utcPLf/fPzhVCzfTN/zAWD1Bqvtgtlfo7XBWiOnfeG/B8r7/eRJk7B6VW5fWrwMEycu8b3u8tXW55csmIemFKw+L12OiROXFm03ryE3h1qaMXHiRGyrL75vy+Nq9lqr7cZ1azFx4mosX5d7VitWYeLEwucwAJiZe67b6rda7zNjPbf3pnyAusqiTXP2tvWspr7/Dhq35Po86xtUrP+6eGMAX+TGZMPWLUinrLEx9ePp2DjHf2ysXW9da/XyxQDCiKfSZBt2Tm5MCixftQYTJ67ybSfs0DAyeHvSJBgIw4SBiZPfQacyv9ZAQ6P1bL+c8ZljH83wt4/m5fq7dvUqWOf8EKZ+Pgshn7EsINb1z6d/iiXbrGe+fMVKTJy4PO+z8rj6KjeOtmxcj4kTJyKMMLIw8Pa776GrT9bat2tyY3L9WkyatBqhXNvJb7+Lzj5tl+fud/HC+WhbA6sP9Y3k99sR0Jo7n1MQ2GHz1FNP4bTTTkPv3r1dP1cjbH751jfddJNdXQiwHAZ9+vTB8OHDUVvrtpTj8ThWrVqF6upqlJcTTs+7EKLRKCKRCKqqq4C2FoRCIRx7/FDsu/9A/PlPj+Cvf3kMN9xwA0aPHo0DDjgAQ4YMwfjx4/Htt99iwoQJqK2tRSRsva5YeQwhw1lkampqUFtbi/LychiGYT+3WCyGcDiMiooKIN6GaCSSe27W++jZqxcuvfRSjB49GnvuuSf22GMP/P73v0coFEIsFkNtbS22JFuBTBrVlZWorYhgQ7wZo664BCef8H2c8P1jUVdXh2XLluGWW27B/vvvj8MOOwyRSAT77rsvZn71FdasWokutbXYd4898eNLLsffn3gMt99+O372s5/hyy+/xD//+U/XPchY19YMIIvammo0pFuBdBZVVVV2dKYo4mmgOWlHyk0YOPEHw11pTl7IZE2Y06yF6tThP8CDcz9Gsi2NY4473jcnHQDun/8R0NaGo743BP9e9i2McAQjRpzi266+NQl8/gEA4JSThuL+bz6GGQqT2jZ8vgpYMg979qrDsJP2x33ffAwzRLvuy1tmAvWbceyhB+D9N+cjmTVw/MnDfTUhAOCPCz8GWltx/DFHoa5TDPd+nX/dVCqFd955B8OGDUM06lj76a/XAQu/Ra89uuHIw/rg2cVfo6ZTV4wYcYTXpWzMW9cEfD0NVeUxjBgxFKs/WoaJqxahbs+9MGLE4KJtm+Ip4LMpAIAzR5yKWCSEPy/9FFs3NGPIYUfi2H27FW2/blsc+PJDRMMG9t+nLz7btAp79/8ORvxgP79HhZeenQls3owjD/kulmxqxrSNK9C7774Yccr+vm3fefEbYON6HDz4ANQv2IQVzVsx8KAhGHFwr6LtPl++FZj9BTrXVGHEiOPwev1XmNewCYMOPAgjDt+raNttbSlguvWsfnTGqfjb0k9Rv7UVRxx1DA7du3PRtk3xNDD9fQDAWSNOwaSGWVjStAUHHHQwRhzSu2hbAHhp80xg62YcOuS7KF/biGkbV6HfPu7n7DWuNjUlgC+mImQAZ5w+AgvfXYQp65Zhz737YcSIgUWvuWB9E/DVNFRXlGHEiBPxp8WfYHO8BYcdcRSO2qdr0baJVAaY/h4A4LRThmNSw9dY2rQFAwd/FyMO2dP3fm+e+R6QzuAHJw7Fuw2zsaK5AQcNOQSnDa7zbfvRy3OADWtw4KCBqN7aii83r8E+3xmAESfsU7SdaZoYNd1a504ffjK+WbMN4xfOQlWnThgx4qiibZ9bNwPYVo/DDj0EJw7YAzfNsO795GH+6ysA3PHNB0AyiROP/z7iczbg/XVL0btPX4wYMahou21tzvw96/RT8fjST7FtSysOPeJoHNa3S9G2yza3ADM/QWUsitNPPwU3zHgHqYyJ44eeZKeDAt7j6vZvpgDJFE4+4fv4To9qXJ97bkNPOhndq/01Fh5Z/AmAFuzXuyu2LKtH7z57Y8SIA3zbfbmiHvh2Bmqrq3DG6cfhV5+9jawJnHDSyXaFu0KQ95MzTz8Nn782F7O2rkHf/fzHBgDc+e0HQDKJk47/Ph6bNx2pjInjlGflhdCcDcD8r7FHty44/dRD8fsvrXXg5OGn+LJzXtrizPvv9KjGI3M+Q7S8AiNGHO/b31X1rcCXH6M8GsY5ZwzD7798FwBw3InDXCK3Xpi5sgH49nN0qq7EmacdhdtmTkHWNPCDU0610wwL4Y0Js4DNG3HIdwdjxBF98M8NX2BJ01YcdPAQjPiutT4X2gOfWjkdaGrEUUcchlgkhCfmf4mK6hqMGHGM7/1+/vo8YN0qDNp/P4w4fC/c+/WHSJohnHbacF+WW+OM1cDiudizV08MP3kg7p71ETIGzdZY+N5iYNVS7Nu/L44f3BN/nf8Fyiqs/cUPsycvBNYsx3f27Y/E2kasbqnHgd89BCMO8l/nfvXZOwBMDPvBSUh+ux5vrlqInr32xIgRB/m2/dPiT4CWFhx/zJHYPGstvq1fi777DcSI4/sXbSfv96efPgKrpi7F5DWL0XPPPhgx4kDf6/5r05fA1i04/JCDsaExjkmrF6MXoW35gk3AvK/QtYu1Fr/RMAvzGjZi4IGDMeLwPvbnvMbViqlLgRWL0a+vdZ22mWvwn+Vz0KlrD4wYcWjR6ya+Wgssmo26HntgxIjv4e7ZU9HSlMBRxx6HA3oVj1psaUkCMz4AAJw54jR88soczNq6Fv0IzxkAWr60xmTvup5ojKewZkUDDjiYtgf+I7cffe+7B+L1lfORMQ2cdtppJLbnN5MWAGtWoDpmsTW796jDiBFDfNt9taoB+PpzdKmuwOmnH4/ffvku4qksvn/Cib5MbSB3Toi34fvHHoMv4ouxpGkrBh90MEYMKW4fif7uv29/hAwDMz9ejk69+/vaNwJiXR96/PcRXrwZb6xchN57uW3nguNq+WLskxtXN898D6lEBt8/fij6divuzVv+wVJg5WL0z7X9zRe5ZzV0KPp0Kd72zednAZs3Ysh3B2Ngz2o8NncGYsT1pqOAkyEUyGGzYsUKvPvuu3jppZfsn9XVWRNr/fr16NXLOUhs3Lgxj3UjIxaLIRbLNz6i0ahrcwOATCZjCd+GQnlsjF0doqKWcJYYhvXnkquuxW2//l/c+rubcd1116GpqQk33HADNm7ciAMOOACvvfaaS1MGsFgjctRIPA/xTMTfYsEy7WsaeYvYH//4R/z85z/HWWedhdraWvzyl7/E+vXrUVFRgVAo5EprCoUs3ZBjTjgJb018BWMfGINt27ahrq4OJ510EkaPHo2yMsu9fMMNN+DiSy7FOScdhXi8DYuXLEWvPfvgwb8+g0fu/j3+8pe/4IgjjsA999yDn/70p57v1CnrbWngyPfrB5EFFgoZdipY0jTQOVrceEtLuamV5bFcKbk0TCOcNx69INIbOldaYzqVMUntYOSoigZQk2ubJLbN5m4wFg2jusJqm0hnSW1FCmqXqhgqomG0pTLYFs+iS7V/W6FNUFsZQ3V58euq8zljWn0uL4ugKlcWMU7pc8jJr45Goygvsz6fycK3bbotl8phAFXlZTAMR4PDNEK+7Y2QRV2MhEKozKVRJIjvqCGXkrFHbQU2WVQQtKZo7yiRe0lV5VFUlQvBVP/7zULkwFtjN5bTVsnC8G3bZoUEUR4N5eZByP5O3+ccd55zdUUM5bnrpkz/PgNOznxlLGq3zRRoK48rIyxo1VYfK3NjI531f0dJ0xFpjEajiObyyinjolWSQ6iuiNl6IZR3BDj6DBXlZZZAJYAM4R0BzvwtL4vYbdOmf9uWRNpmS3auLkesLMfCJLwjcc1YWRSV5U44kbxGinLT5WWojIln5f+O0q25tLOQgcrymO0cShCecyr3fiuiubkQCSOVSRccz/K4EulBVeUxlJWVoSwcssR/ifcrKgbt1aUKny2rR5qwVgFANheUiUWtPpZFQoinsqQ5aOb2k3DIQHmsjDU2AGcfqywvQ0XUelYpQluxF5VFwvY+BgAZyrohzfvKmDWuqHtgxrSeVXk0jKqKGCrLwmhNZtCaNrGH73g27La1lZLzLmug2qdtPPecairKrKCc0BryWDfUPVBoO1TGorYzi3q/Yo2siEXRucrqczprImuEfR1j9poRjaAqZy8k01lEIhHfQ654VrFoBDW5tnHiPibkQsrLIvYaGSfcr2ma0thw1owUYV0HHJHlyvIydMrZGpS9V97vo1FnraPu+XYBiooyNOb0WCh7kQm3jSO0SjIF5p88ruT5F41GUZubg22E+5XtyGg06uhmEdY508ilroQNxGJldiVM6rPKSLZKdW4KUtZ1wNk/a6X1BqGIS2+sEETmaG255bChjqmmhNWwa1XM3k/iqSxpnQMc7ZeKWBnKo/Q9X8y/irKoLda9oTFJO2NAsjViZSiLWNc1CbaVmLtVsYg0NjJAyP9+M3DWjGg0imgohDiypHEl3k+lZGskM7T1pqOAcy+BvB7jxo1Djx49cPrpp9s/69+/P+rq6lw0qmQyialTp+KYY/wjBrs7xo8fj1deecVOZDJgOSFG/OjHWLvFYhWFQiHceuutWL16NZLJJGbNmoVTTz3V/o499+6Lr1fV46DvDoFhGDj86OPQFE+hc+fOAICRI0eioaHB/vzo0aMxa9YsiHwiA8CoUaPw/gyLLp+FxWx57rnn0NLSgjVr1uCyyy7DggULsN9+VjTb5fjIfcf/XHgZXn/rbWzcuBGJRAIrVqzAuHHj7LQoANh///3x7gcf4bNFa7FwQyP26d8PAHDCD07FvPkLEI/H8eGHH+Lyyy+HaZr2PQiYpomM5CwSZgS1FolwNBmGgcooXcRMFsIqc1Uk4IliCnE7UdWDel25Mk4ma9qq/8Ugi9QJ8cI0sW1GcoqJChlUIUChJ1EedUSHqX0Wmh9WtSa6eJotmhZxC/JRxGGFg6kiGrYNU1H+kiKeJgsuijFFFVzcmsuj71oVZVeJElpB1bGIrZ1Dqb4gi0sCYIm2ifK/wvDiVOOSBXgNwyihrLcjtkoRXBTvUIjpccQp26SqVoBTZSNN0MsSwniGYbXjlruVy6nawsHUZyVXm7Cflf915b5VSEKClHkgDk+RkIFIOGQHD6gCzZ6VLgjvV65UAThlXCnP2RYbz70bjrizLDoMSGODIriYztrO2j07l5OvCbiFVuW/Kc/ZqUBksNvK145FeNWA5D7LwpakCoBSNRGu6LBTycvqq6jcQhEelgV8I1Kpa8o+GFfGpF32nVTu1pm7zrznV4kS8wCg7SleQuXydxbD9hcdpo8p67p88VGxlpZHnbLrlOck3ysAlp0CuKs7cko3yxWxAJ7osCpYbBcpoFSJyqrrDV14X65oZ12XW9bbses46zoglfWWq7oS1znxTIWdQx1TW3NO+C5VlhMhaLW1KHM8yxU0e3e2mDxrt7WRrilft0xamylrlVNd1b3OCZF5yjXtcWXb7P5tbdHhKH9P2B3Bdthks1mMGzcOl112GSIRZ4IYhoFRo0bhnnvuwcsvv4zZs2dj5MiRqKysxIUXXrhdO92hYTsSYLNGqJWPTFdb988Il7TzsQ2p7VdffYXnn38eS5YswcyZM/Gzn/0MAHD22Wfn+iaqRIm2grVD6G/ubwMWs0e4XSht5WcSkphB5CpRwtkDoCKnJEiprCNvTtGwwTccRVSl3JkblAVRNnTLJCOKsvEkXQc+J7pGOQTJG7zYtBqJlUSEkVxZFrYPxwDxECQZ2JxqIknFMChjGBWOk8h5Rs7hi2JIOdcWYypONCrqW6xn2qWyzKkkQnzOdnnt8girgkJeWe/cvVLGlDBohYHLqRLVqjg/ROUyallvl/OSYejK1YsAsKpEOcZ1xPUdFINEfs6GYUhGsv/9ZrKmvT5HQyF2tTW5NDDHQSUMobKI1WdOxYi0cpDhONVM03QZncLBTDkECYeBiDhX2hVQ/Nd1u5pPri11XU9nsva8F30VLArKmNySE7OOhg3skSs3naTOg7Tb0OWUUM8zkkVbZoWqaNhxqFMOIylp7gLS3Ce8X1f1Iva+6wQAAMdh09BKcdg4lUgAp9oM5cBol/XOzXn7EER05gHifumOS8B5nrFoGKGQwSrtLTvEZXuB5EyQDnzlXIeNdL924IFpk5XJ6xz3WUXCto1DqZaWVhwYnLUKcJ5LZTTMOuCqThfOXJCd/4DjxKCMZbE2RJQ1g2aDOvsJgMBlvaNhg+Vkkvsnp/FT1znHYZMLsBLb1YsAXC7dUoxJelU7yWZnjGd5Don01LUN8WJNvK8bMWwbJ0s4Q7al3HtvNEQPaKn7GMcRKGyZMqZja3cFOyXq3XffxcqVK/HTn/4073c33ngj2tracO2116K+vh5HHnkk3n77bdTU+Kh5/hfBcWK4HSf8tnQHhl0kKtdGOIrEZR944AEsWLAAZWVlOPjggzF16lR0797daptrHLLb0vssO5jE36ZJa2szZHLX5D4rsY4YhlUOGeAZM+Lw5RjJtMOIaF8TkyqPZLKusqx+13U5bNJZVPqImIkNXo4OAla0zk+LRiy4kZDBK3mZydobZUU0bD8nwNp4qnykHQKX9c6qiz99s7NLE0rPSBjYlNKVdsQtxIsuJtIZ2+nStaoMNcySps12ucyoXUGBxLBRDk8cNpKoECUMXI5jTI4sAo4xwy7vG2aWQxVssbBw2HAYJ7kS12VqpJwe9RLXExHCNkpUU3qekQAOYvmAbJcHZTAwRKn3iM0o4h8oyiIhJNJZWiRWOsjGwmGUR+hzX3x/3nMmtJXZgKLPgHPQKAT5AC2eL2dsbGqyHDbdq2NsJ4QcDXX1mVH+VVyTM38zWdN23MksKOH0KnpdxUlcHg2jJZlhMZnkMubkSLnNorD6WltBDz7Y8ze3TlXGwtjSQjsw2s7p3HUjtuOTfrguk5ixVIZNmwiWCOdlWRjNiTStnLjrORu2XZZIZQEfacikNPfF+h5PZZHNmjYL2/e6YYlhQ3jGaRfDxkBZmOfUdhhyIZaNI+/3VnseU7RNZtgwxrPK7OGUfU5JtiAgMWwYjrF8Vh7F+ejN7KGzTHPtQ864amWW9S6PhuxKfFQmobANZEY8BVtFAC7HsClj2KGAEqBlOcacObRnjmGzuTmBRDrjcr56wTRN13VDDOdyXGKpAc744gQPxB4kWO0kpmjGWZuFsyhBfEe7I9gOm+HDhxc8NBuGgdGjR2P06NGl9mu3hcx24TNsRFuD5ziRUqLEta3rmjjkkEPw5ZdfWv/PZtHY2GiL/5qmqZTm5jmK7P7K1zWJTibJUWSxc8S90OBKieLQQpVNi2Mky4t1jcSw4UZEIyHHiOJEVcpyi7AoVU1i2AhWQtiJ0jUTjBn5kFRRZkX5hLYD5YDsUNh5UfbCRgWBYaNEQ+X2/NQzusNGRHnDIQO15fyUqCYpJcpm2ARIiXKifHSGjRjHYpNNkjZ3cYix2pbbrBEus8BgRVXyGDaMyFV+ShQ9Rchmi+XGBCclSnaQuFIj2NRqx9lDOVCozrwwI2ImPiPaBDE4xbUFc4uTkij6XGEfRuhMCPF+qQa2fICO2fMo5/wgRMuFfk3XqjLHYUNOS3KiodZ1GYc+5QDFaquwTDlrnXAY2Ow6hjPeK2ghnEdhH2dAXIkAc5xjCcXJJByBlENuXHFOi4MMKSXKg+lCZo0o1+WkYsn3axhWGmY8Rdu3XWnB0j4aT2fsNJhCsO83GnaYH8w09UhIShtlMvrKozLDhu4oymPYENdmJ9ASkexI+p4g9txA6VTK2kxzprvngc2qZTiI7TnEYALL145GnHFFDWjJAZ5o2HLYkJ15KcGw4aVE1efW9W52ShRv/rpSojj7tsSM7VwZRXnUmrvrt8XRt1vxUonyOUScMwAaqzY/9ZORLqewPcX9ktYqiYkv24J+xYx2V7BTojRKgzNEJacL2Q0hWgZ0nAimS15fCrcTnxHOJbstw1EUymP2+LfNKI4iTltASokygIqoSIni0bLlvzlpPoA7n5bjSRYpChyPfUpiyQCOsUpzgDjGQS2DLiwOuIbhXI+jvyEcDpWxiOtA4Pd+1UgOJwpk09elSETEPqhStDucw3GlzaLwf8Z2vnNl1EVfpzpsmiXnSRXDGZBUN0qG8SbGgIhUc4y3Qgwbri6LnBpB6bN4P2KtsI0o0nhUUqIYBolqrHKiixlp3IaZhxHAOZiXMZ09ec683OEgQ5hHTqqA26lNcWDIBrGl18V4zoouC0fPSTU4qc68uPScxF7EcX4Iplqniiib0l0opZEzJlXdAEpKRkJ5Rxw2oXByiP0vxnDGywwblWXqBzslKsJf62QNG7nvpFQ7ZVxFGFFrrxQwqvacel1Oam9Cmfucw6YrJUraRyn7oB0tDzspUZRnLO+7hsFjIcr3FIs4DBsK88pmH+eerbhfyr1msqYdaKmtiLLsFFvPJex2ulDYVwVTIUkOce90c4oTX3WmB0+JCklpXLyUKFn/kc6wEQ4bXkqU0CS0NWwYDDlZRNslu8DYA8U5QejYrGnw17FRUwvDYs8nnKniCoORE9CybfbcfYo1kuUIVPeE/1KWTYd02FAP7bsi5DQhri5L6Ro2POeHPJHF9RwnE6W/4rruvzlOJttRZLh/7odsVnzYsFXYSSlReRseXfdDGI2hnPgoT7StALOHE00VugGMqGYmYEqUnJ8txlUgRkPU0bDJmv6GhWy8AUBZhKFhI0SHpchgJMDGE5E0bCiHmHrbYWNt7iKaQ4kgpTNZ+xoyw4YUmSzgfKQYb42Khg0vJcpqKw4TXIaNV/QpEMNGODAoByDhQLQPXvRnlbCj+8JYpRucKckYjoQMmyFAPtQHfFZydB8AS4AwLTl5xbWtvtDHZCRk6ebYBwqmSCsAlp6TnQ6pMGz8npX9biVjMcI4HMtMNa72Rp7DlZEaUYhdx4mIAtZzslNfCAdVWSAdcOY+he3pdfACiA4b5UDBOtQr87ec8Z5U5zRnHrlEh6O8w4gdfIgGv67jsAkS4DEQkhzMlH3QpWHDSAtW2WIcx7TsrLcYNpyUKPd+ItYOCsOmURK77lQRZerQuNOaWLag0pYTeFBTsTisWtW5zBUdFv0uk515TNFh+VBP2bcBuUhIrqoVk2HTtdKdEsV5R0BORLuEVNfenXLCwwQdG5U5KZZYDsPGSYkSUgJ8hg1nz5f3X3kP/m/VselQDhtR/qq1tXUn96R0CG0WADCJHhvxKTbDpmBKVPF2DkvFEf01GEyXvJQoITpMctg4zim5LUd02EwnAZhAiL4B5B9yrbYUb7CspG4Y0mGEpKTubZTQtDtyC6Kda003OGX9G9uYIRhRqqFq9Zl+MLdz/2MRu7+AvzGUR68M0w8xCUWY0voefipIJCSlCRDG1BalooAtOpxI+84j+TBaJVWJ4qT3xZSNkiY6XHqVqPy0CCJrRBhvTNHhfA0bwbChj0cxnoUjkKdh4+hJyN9ZtM/SoYDLrANkKjkvrUJd51gaNmpKFIO9EVccIHYuPOMgI67HYdgIzQ+u6LDqCAB44r9ytTXOWgVITvwAOjT562QwJpNh8PS6RNWfIAybpDSPxLoMEIMlyoHCWevojKKY4tzye09ZKfVCZbr4adhks6Z7nZM14BhV7fJSohiHa7FecDTG1CqNnLW9xdaRCrGEnfMdl3TbSA6iWUEphuiwmhIVod+rqE5WWRa2K6YBPKZoVA08MBhQKjunvVKiRPpmBcM+AiRHftiQglLMlKhIgApiKsOGrGGjMmzobN48Ee0gjvjcffbOVR5cR2DYiHszDGvvthk2gVKiOPu26LNgqNIZNgmPdwv89zps2Bo2OxPhcBidO3fGxo0bAQCVlZUdLo8tEU/CTCeRDWeRDmVhppNIJkzE4/6+s0wyCTOTQSIZQTaZgplOIZkwEI8Wn3CpRAJmOol0CojHDWRSyVzbEOIRp202m0UymUQ8HkcoFEI8mbGcHqEQ4nHLg5tJJWCmU0gkDMR9yscnk9Z1MykT8XgYZjoJM51BItGGCIo3jidS1nNCGPF43L5uMmkgHi9+v6Zpoq2pAfVbN8Msq0QsJ9pLE15zPP3y35SF3NvwywRS2edsPKpxHmMIebo1bOj53TYl2+Ww4UcmK3OCfCHDcsbFkxk7NcsL+doM9IOIIzrs9DnMYFLIBhznEONUFLAGojBWM1kTbaniuf9NCcvwi+WcFxxnwPbQsLGrRDEOQOrY4BzaAIVhwxCYzCi5/5zKDWplKw7DRn3OnHeULzBJjx7L7V0lwSmR50IaNkwtJ/lvUoqQmmrHcJiq1SYqGFFcNYWEylaJKxWE5OtToovOPIoGEJRW9iJGemC+kRz84MZhbNri3TE3u47nsAnZqS/JdJbpsHE75IKkRFHTSOTggsqw8WurajlFcpoS6axJYnCoByiOBpW6XpUzHNuFouWU666ptw6VvTpVYEOjZU+SWKYKq5ZzwJXFqA3DsPczESwpdn5IqSlRjH1sm5QKCfCcTA5Lhq+jqAb+hEM8a8JXC6pQShSHIZ4nkE50gMjFJBwNKVp6kZySHGVeV+yVtQFTorrmlfXmOWzkfTsIc7JXjmGzrpHCsHHer2EYLDkAex+0q0SJeU8JRnvboZy1KhaxdDKjYQOpjEl+v7sbOpTDBgDq6uoAwHbadDS0JNKob02hIqd63dCaQlM0hESDT1kdAOu3xa0J0hRDazKN5kQG8fIIGiuKOz8aWpP2Z1sqoqhvTaIlkUGiIoJt0uHYNE20tbWhoqIChmEgkc5iU1PCoq+3lOe+K4XmRBrx8giafK7bFE9hW1saLbEw4vVl2NSUQCKdRaaxzDY0CqEtlcGW5iRikRDMppjd53hFBI1FDvQCaxvaMHFhI0Yc3gtVZVsBBBNq5SymqtHIW5gUho1IjQhAgy1naIbYJXpdKVF0DRv5PXLE04RhX1lmGVLl0TBakxnf6JVcwhwAa4P2FB1mHFTlw7VTIYOhYZPb3CvLwraDqjmeLuqwkUt6W20DVDxTxVIZB+sgDJv8st5BBfl4egXCkRAOEJkU41kwAzhpL6qjlkMHL+RkIuv9SNcOkhJlR1MZ0TabyaQwbCgRMyHA3alCHVcMw08VASWVBHeL4dJFh50Dn0CEESF0mGqO8Cg3JapMORwHYVBxHK62YyziHpMUZoFYr8Shi7MX5aXqhHMOG0YktlxxurBSopj6N/L8FteNEOeRGmUHrDHWnEjTGDaqdg6DYdOiCENXMFJ9nEOfYHDkUsZ9mWoZbMxVTNu7a6XdB1IQTbGNOPPIKfdu3aMQ/M+a1vurKlJFU0395FSJKuSw4bKeuW3VAIDMVEtlsgiHCtvdpaSuqCwodkU86R2LdHPOeATc1eX4GjZ00eF0Jmu/X5HmzgmWyH0Oh4xAQWGbZRqjp6uqe76Qm6Ds+Wqwk6fxpzoRDdfPi0G1rcrCIaQyGbJ9tLuhwzlsDMNAr1690KNHD6RS/gfLXQ2vzVqDh6cswrH7dccx+3bC/VMW4LB+XXHf/wz0bXvz36ZjY1Mcj114KKbP34h/z1yHnxzeB1cf379ou7FvL8Cb327E5cf0w8UH9MNr7y7Ea19vxMVH9cXlxzptU6kUPvzwQxx//PGIRqP4fNkWjJ7yLfbdoxp/u3QQAOCvU5fgxS/W4ieH9cHVJxS/7vhPluHZ6Wtx5sG9MeoH/fGnF77C16u34XenH4AT+/co2nbKgo24a8pcfHevTvjjeQPxxnsL8cqsjbj4yL64/Lji1wWAXz0+HXPXt+Dc46KS1gGnShT/kCtXPnK1JaVEKREKhsGp0mA5miEp6cDI0rBRRFoBiRbKSYmyDXvLYePHWLEdTMpzojxjkRbhEh1mpYLkNp5QyK6ARKH8qhUFDMMSHm6Mp9GUSKPYTJArTQDOBk0qJ17AiKKJDrsdRbZWEEefqIyfFmH1z2EWRIkHAsBLw4YxHlXKL6P0ZEJhYYiDEKWstypsaTsSiAanHDVztCj4hl+YMw/yaPd0nS9h6NYqDhtO/r7trGVE+VTND4d9VXxsxD3TKOlOpsY2ScOGKyitpBmwyuwWSCNh0dDzWKZ80WGbnePznNOZrFNKXO5zgsqQc9JtrO9gMC+VCmLUPd8+xEQdQWpq1Nolvi2tz80J//FhmqYznnOHW060vME+bFpzkJPqk2cfEfeU1Tl2TXUsgs6Vjk1GYiEqa2SQIJrqjKP0WV3n5CpvfmXMCzEJg6REsWxByUaxrhvK+10h5Dt76GuGyqLgOqfdJe7p6VTynhMLkhJlV4mip0Rta0vZsg5iDvFYUM69yiLarGIBAdit6jviVYkSgQvFmUcJtCjMWGpl1mzWzHPil0VCaEnSshZ2R3Q4h41AOBxGOFycpbEroi0bxpqmDFrSIYSjMaxpymCv5gzKy8t9265pSmNjUwbRWAyZUBRrmjKoj8O37ZY4sKYpg3QoivLyciQRwZqmDLYlDVfbcDiMdDqN8vJyRKNRNKdDWNOUwZ7dwvbnUrm29Qn/6zamDKxpyiBhWu1bMrl7z4R827ZlrGvvkw65+tyQ9L8uANS3iYh52DmoBtBYYFWJUqI5nMVUzuGVrxuEBsvJKxeLdTTMY9g4B1zHIAjCaLCjfETavZomEKSst4jgALzIpHyAEoZya66yVTFq9dYcq0AwbADYDhu/Eup2Se88hg3B0BUVhAKkRDVKqRxyWw7Dxj4cMxg2ooyvuGaQkqZ5DBsK40uJOkdtMWuOJoR1vQqGaGJKieJycuEB98GcOofkPpfZzAC+41KNAFPGhhp5jjBSOfIMTlY6pPUZO02PuDbLZUUFOGlcdrU1V0oUT9chz+lCcSLmBQ/obdXnzDkgi3VJOJipY1JNEZL/plzXTrfJVU3htM0TpCauOWpaEiA5Pn3ays7HUB4jsPizSqSz9oFRrU5FOXyJFN1OFe4KNzTRYe/Dl59+1ap6S3dyry4VuYCF1W+a6LB34IGU+imYV1LqmGFYOop+a3tKYT9GZGdPNotYEbaKus7FGPuYypjmCNEXcvICuedYhMiv2lYsFoXiSGCn9kqp+VQnr3xdcW2qA1FA9E8wbIT9USx1zJk/UecdMWwcmUEMMAXSCzAng1RZFGsVZc0Qz6lCcWpzmOn5lctoaySQfx77b9WwCfl/RGN7QvZiOwsTbfClpYMMj4IXbMOzqbMxj7QXpidZvm6QKibcnFiZwcGJbtTnDtedA3jObYZNlBepA5z7UnPweRuA+zlzDLCwJMhHMaLiCosCkNMMCJFYUUmIqXOSF2UPUMVLZthEGQdGmSItDGXT9H9HdkWBKieVz6ZX+7TNY9gwKhDZukh50Rj/DbqpzUnl4LZtS7mdH5zUFVd+dyTEWjNUhk2UMYdU0eGIzd6gG1G2iCdDYyGtpBgE17DhVV5RDeywdODzE8JOq8+ZkaojDjKdlVQBjmNM1WdgOWuZosPeQuX0MWlr2FREWNR3oDTWpThUCMo+p5qeOjY4e5GdEhVzp9v4MSnUcu/y3xRmz8qtlkNg766VAHjBkvwS2bQAj8oSBfgMG/lAHSPuCfI6Wm6nRNH3sW12ACHq+g4aw8a9XlEPX6tz76dP7v1wSjerrBExLrKm/4FRDcAZhkFmT6YlWx1wpxf5BXjyUqIYguPqdXkViHJtQ866LmJJfppbqm3FESxW017Yel3SfHAEi+lBUlG1jJqi57S3PifsHErbrS3Wu+0qBeCCpESpLHFSqmsBJhMnpVi8o7DB0LBR2Om2xh9Lw0YRHfbpc6LInkBlbu1u0A6bdoasWRCxPZxEh410uOZoHagChNTFtEXJR5fbcham/NzjUiI5VIeNYzhycnGFods5Z+hyDD81NYJTuaEQdZe1SdvieHRvvywgykmJUks3y9en3G8hho1/SpT3mCId2hTmh9Vn+oYnix/K3+HniNiqlPWW++03F5rtMrmW4Secp63JDLLEQ0He5s5g2GyPKlEcEWxVkE8YujQquVtbheOMa025D19RxljOn/eM6FMeKyhYJaGysFN5haZvpPQ55JgCxSJupmnmOcY4hn1jAYZNoComIcZ6U8BhQz0cuxk2wplHSImStKDYug5KVSxOAGBrwX2MYmC7r8txFAlHvMqw8UtvEN9tGMEcgYUcNkHWK2qZeifNzpk7VEevujYDdEaguG407FSitK/r835N07RTojrnGDblxL0XyLfLqPvvqhwDqk8X6/2IdTaVMX33QLUCkTwXqRpUsag8f2nzSL3XiLRGUh02gqHKEcBXHVQcZ4AaAJD772fj2ClgJeheeR2sKRVl5bWdwxRVq/hxA7vBHDbCnnMCcJz3mxdgZbTNC2SzmJMKgyq3zvrZkUB+SjGvgpi3ELYvw8YjbZSb8ra7QTts2hlydDLCMDjlttEQr4RroSpCvsaqQie12jIWl4DXlT8ThB6dTGftxamyLMIqHdvQ6l6MWXRFhYZeSqUKltiqkvsv3hdH9FRm2NCqRFn9kqtERRiaEqJvVWWK1oGPsZpfrpbucIl79pl+uBYbTyRkidsJo8jP0K1XKgoA9PttVrRkKqW++1GGS8l3tlM5KnIaNozDospW4ZSZl99jNMQT0lUFfOUKGX5GiSpKGySdMZ+m7D8m5fQv+Tvouf+59hHDcealCM68jHutCsvR4yJt5d+J5xxlvKPCosMMgzPifr8UR7ya9kLdx5yUCsdU4jhOZC0oDjMAKKxDQxkbDXYUWNUKouhCZFzX48xBVcPG1nPyWSNl3RyRXko1zlsSaWxuttbYvbtVsvusHkaoUWuvSonU1CRVJwigH8zbvAIPROd0UyJt962zrWFjXTdIShR1X1hlM2yslLUq6Zn5pfeq4r+yk4ta5a1cahMlvl8nXdVDwNfnOauOafGe01nTd+6rAbgg+igyc4taWMHeSxT9myBpL7JTjaO55co8oOj0KQxIzt4r62ZVlUVsJlLCx1G7tSXfnhMptrzMAz6DyrHp3HZKkHMgtbJcSnpOjsYfP5U532b323udfUjsCRxdwt0R2mHTzpAX4zAj7xiQ1eMN6RBEMcCC0RWd6IQzTFibh6A5isgIixWk9JmloeE4HKyy0fyUqC52uT5GCUnF+y02ehI7R3nWQSq+iA2+2mZhEPLDJUG/aimlwm9MtnkwbKjMgmzWzDN2qeNZzf8V40PWPikErxK9LNFhxZCiRo+dqhySQDPROLc1bISIZyRsGxZ+hm4+fZY2DxLpTF71BI4hpLIZeJT73DMWFOcADhuxrkYYBnZeWW8GOy5v3ov1JusfXZTvV/4OigGmljQVY8Q0/Q/IqpNJXB/wcdhIz8MWAWWszXaqgOIQ5zxnVRCecqCwGVQBGTblHgwbylyQy3pzmAFAftoMx7klGDZiH2MJFhfQzvETwk6kM/b326LD1JQoxYEoX9evz4Jd07kyajMaOI78/JQoWlqFzcyJOut6mMjMU3WCAJmJ6HNdD+0c6j4m0qHKo464q9iDKWW9nbR89/7rx8IQ70gwbCJhRyDWX7fO7dwKS8FO//kr7Kr8wBJddNj6vKsUMjklyi28D/jbgyqLmBMkVdNtAJB1XfL1bwKkUSq6VwBRf066ZzGu01nT99pxRWOMVR1O+kx5NEx2EKvC+QBPe84JsgSw9ZV1g/qOTNPEu/M25Prqdtj42s3S/BRtHX2jAKnMIVpb1a4CtIaNdti0MzIuhk3I9TM/yIdr6uYOyI4TpsPG44AbJFUnT8OGkJNeiGJJua4Q+xRl/lgpUUr6Ck93xx2Z5BjY6rPmCFSmlSh9JVHLIps1bfHCqFQlCvAvga5W1gBkjz0tMim3px4oVEdeVBqb1Koe3qwgnlEhf4/fYUT0WZ5H1A3e1rDJvZtQyLAPnX6pL0lFdJiaRy87oBwRXo7DVE2JYjiXAx4WAWltDbsrtsi/KwS1shUngmQbFsIZkOu7afpfVy3hynlW/5m5xv53JGfohmxnnt/YKOywyRSZg7LjS60mQlkjC4sO+2vnFEqTJaWcKnPfngt+TgiPoAX1wJfJmvYaLDNsAG60nP+cbd0soWETQI9C1bDxZ7o4Y1YwKCqZKVFlklOLet0VWyxnQN9cOhTA0zZT9wXqvq2ytgCQK5d5pkQRgxZxT2YPbS4IhptIhwLA0lIsVPHF7x2tUjRsALpzWmWcAAE0qFw2LO2Qm1b2E/nffm3zHNOSA8Vvz1ed+Dy2de79SOu5s17xdJVYlYAKsEYAmiNQXtvLpaIQfoGHuJKWGITVLtpRn7P4btkBzxLCTrm1BanBAzkoaZ8xiPf7n5lrMO6T5QCAC4/YG4DksPHZd8UZ0zBKFLEP8/rspH957AnElLfdDdph086QPeDUAy7gPlxHQsFEh8ViyqlGYH2eb0RZ11W0Dog52oBEy84zDAjpNrb2jjtaTkmJqldSoliHTVUksoSUKGoVE/n7ozbDhqZlIR++wjkqqui7X1qUWgnIuj7NaBRtDcNDxIxMF3ZHGAD/Z2Wn+HlVfKEYJcJhqhpSzFx4qw+56KKvho1l+Il3CtA1itTxSD3EyAaaqifB0YSoUNLdOHpbqvBhkpALr2rYyJoDfkZni5ISxdE2UlPP5Oim39qeVsYU1ZH3xfKt+PW/vgYAHLp3Z9SWR2AYhp1i6OesTShjI+xi2BS+dsY1NlRnuv+zUh02boerj8OmgJPJjz0FFE578XvO3nug4epPIcgV4GrKowiHHFYtZ10XexBHmyxPi40hOiwOFHaAh5GaZPUzZM8B4QClMr5cTm1igMfLGVDGYMYWEqT2ddh4VEqk2nTq2gwwUtVFam8Aho0zLiQBfEZKlJwWDND2hXgqY2ui9ersVPikH5DdgRKAbpepGicAfW1XK/gBdIdcY5t1v7ZjOhwis4KciknCic+RP3CzNwC+gyrPGReAYRMKGSynqSxMa6VFWj/3G5OqxhjHMS3GTjSX7UCt5OW1VnHSVRuVNHdqUNhTmN0+2xQfj7PXbAMAXHTk3jg/57CxCQM+80DW1xSpSZxgicrcKiO29WLYcHXgdjdoh007IyOxZDilGNXIZil5rdSFyYthw6HsO2JxwTeePOFDBsNGGIuclCg7AmVX1wi+aXEiFIUZNhzHmNVGOKqoueGAY4hQS3t7MWyoByhZsDhkOz+oedZu56Mslup3gCpZdFhhQ0QJUc1s1syjkQMMhk3Cvblb30ONUCiML+JBRBZXdvQk6HNIHRvyeuO31uXNewa1OqM4P9xVPQq3zWbNPH0jDh28kOgwpc9ymitAL4O8oTEBADigVy1euPpo+z1V2c5aH2d8yr1WGYZBOmyKuW0YkrhzCQwb1/z1G8/K3OekrRUSHaYLj3pErP0Obbk1NCZFbzmiiSI4IZ4vp9qaSO3tqqREUa67qdkaW91FWjCxrHCzkr4JyClRPowvjxQh6rNasbUFANC3Wz7DJojmFjWdSmXlAc489iskUZRh4/N+vTRs7Lnrc7+24HBlfjqHHwsKcPYGsV9T0mzl8Vop9ZnqdPEKeFAPyF42LHVspL3mPjENU13n5D743a963SBVFmXGJN1B5b5ulOiYBvL1tgBnHnHShCIhyylg74M+laIch5x77yXpZCrpVNT1xmtP4DiKHJuOV0HMS4SXWyK7Z63jMBVbr5/zUXVoW9flp8vlp0QFcIwx9rHdEdph086QWSdU0Scg/3BNpbPJ11T1YIJo2PBK1hZwFDHy9/NodAzhw/x0G3pksmuVOyWKxApSorGcCijqs+ZV9XA/Z5ES5ZfWJC/UYjxVEytFeaYXCWOVyLCp9KB0+92vahjIkRw/g0SwWSokyi1VrBFwxrPtLCKMK9l5FQ3g+GyK5x+CqMZqXnoRMRoj1hqZdcFiuCn6RvLBgmoMifHgyoX3aasybKhOiGIpeiRtFXXuMqqJqBVBqNXShNHfrbrMZSSLcsp+DBuvAzLlWWWU/srfwdKwsUWHJZ0hJlONo2GTnxJF1XPKf07U/cQp6Z1fTYTD2LRTMIljI5s1HfH8Kr6my4ZtcQBAXadyV1s/56MqOAzQU6JsB6I0lqk6CSu3WhWI9nYxbOhjslBZb9/U0ZRHAICZfuItOky7rothQ2T2iHHRnilR4lAdCRku9iE1KOXlOOGykYIwgVOeKVG09+vpsCEy5NQAnFzFy5dl6sFGoh6uC9kLlAwAT00m4ehlscSD7YP5guGUQIvbIUAdj57OKUYguznnyBe2tl0lym8vkpiGNgOZyQqS+yzGV5aYEiXPIc79qtWpqKLfCSXgyL3u7gjtsGlnOBR4uaw3PboPCHYO/UBRsEQ2mZJWWkqUqmFDyvMssHlQFv/8QwFtgchkzbwIFIdhk1A2LY6TSX3W1EiO/BluSpT83aKtYHI0+zlsPI1GWuS51SMyST0EeRsktLZeAqKcSm0qVZmSzy6POdk4p0bNvKLW9LKkbu0cdgpXiP+MAY+INcPpkl/C1WlLyfEG3BR2ihNC1iAqV+YfyfBT0htCkjOenuKXi6bmnIl+xrlTvSjs+jl17ntF+IXuQTGHq5czTzg/KAcvMZ7F2ix/j/8h182+oq43QOFDOddJBDhj029tdkp6S85WEXXmHI5z9yvmk9+a0RhPQTwScTDnHGTW5Rw2vXIOG2qgRWW2Wv+mHbzUylSAzKAqfl3hhNijJmb/jBOJVTVhqKkgxRwnfjadl8OU6oTwrE5FdEI02EUVHEcCp4yyKmpLcQTGPRxbAP1+1aIZAEPDRkrnEKDbGu7gAUDTNstmTXvu13oxbHyCf+mssifknlvW5LBk8u+XHDxQmBAcdnlwho2YD+579huTCcWZsH10I2l7gpcjgbLe2AybmMgAIDqKpD3bSU3i2RncAA3g7ZimasDJ17bPn0TbSK26K/9bM2w02gVu0WG6ho28QbjZORzvN0/EzFN0mJMipExUTlt1geFM1G2K04V6+GpsS9k6QbahG6anceUJJZeSEsUS9XJvtFW26LAP9VZiJIgNoCZmPbNGn5Qo9VAO0J1MrYpeiNV3XkqUHG2jljb0rBjBeM5qlSiKkex2ivGNc1V0GKDrMxRM0SMyVeTIIkd0uE2tuCQfyv1KSCqGn2EY5KiKJzOIkCog91ek6EWJmkqAzLDxSA8kOiBFn8Vh1zSL32/c4yACSClRfikoHs54CuOzmACo7/oqOYGFw8YwDPJap+4n1DUjmc7aYzr/UE5kQrgcW7R13Snp7RzagqQyC4dYObHQgCg7WxOL5M39dNb0Lfm+odFy2Aj6PF10WDiXnTFFrhJVxIFIFvAN57Mo/N5vKpO136NaJYoqOhxEeN8zJYqsy1LMUeTn3BLBLJlhQwsemKZpr99O2oz/3LVLa0fdaxWXYRNxMWxoz8rLsU3VVhHv0MuJWGzuNyXSth1ZWx4kJcqdQi0/Nz/NO6/1OahzmhNw9C6sIOYgwxFos4qcwEUxqGOLs76qY4Na4KCYc4pytlFZ02Rmj9izva5LdTJJ4yJMCNAA3g5Xap9lSYD8vYi232vRYQfaYdPOcIsOW4/fb8IA+YdrDjsnr7IOcQH3LKvGiFwVExD1Q2E9GP+2qlFCPRCIdKhqydBlafaoaVxSeV8/FCwNzGBQcct6qykkgOMY8BUtLVLu1s9Y9XL2cAxs+fPyv6kRszJX2wDzSIitEgx7sbGEDPdzFu+ZyrARjjTqdeVrqyUgqQwbF32dEckR71+Uu+WUQ1VZeYAcmSz+rGRnuADFwG5NeTgQI7SDF1C8mh6F1QdIOiXSdxRLI/FiPwKys5bPsIkQ5q/XM6amkAhHenUs4i47Sy2FrDBOqKwC2ei3D+XEw4ha4cLqL81oFDpgteX56Ywsh02ujXB++KUX1Sslva0+052mDsOmwt1nn/tt9kqJIvY5kc5/zkG1N+Q++71f19hQGIGBqg5SnYge48phFdCu61m5jJoSJYsOE/XUMlLhC7uwAmHvVUsvC3A1bORnRZ1HahUhgJESZTNseBo2jW2OdpV8yKUGadS0YI4Ir5piK/fZd+9Ou+cRx+YuyrAJoLNZQWTmFRYdpqcyc/XFvGwUzrrepGrYSOtrMWe6FyuPmj2g6qEBkpPXNyXKaw7RWLUuSQAl0OmXXu+VEsXRYtsdoR027Qw5fYXDsFE3D472RkGmC1nDxit3kVGqT6EcchZwu0wgY0FsaHMbJdRFrb41X5CPc91CTiaSt1951pxy06pBI6L01JQouQQk1Wh0Shk7S0iYeCgXBmeVh1ijP8PGgx7NrIIgO044aRWqY4zS1qu/AL3iizfDhmZIqQ5EajtHpyT/Ofk51GQDSy7PSTYaPRxyVEPX6/3azoAi88hLxJNatUzul3wgIY9nRSg5Eg7Z76uYsZpQxBYFyClRInoV5s1fNSUCoB/oxWFR1nWQv4vqSLRFh4ki58LgDEt6V3QHpFeUPdfWZzyKg5s7yk5nbKppwXbqis/eW9+SS3uR9jF5PhXbB1OZrC06nKdhQ2TYuDVsrH9TGTYxj0MBeU/wMuz90mRz/QoZcqBFOHv4qQLOvr3jGDaeqVjEwINI+e7ictjkggd+zA/pu9UqjcU1bIozbMiaLh4MG9/3qxzorT5TAzz5ax2lSpRgN8ppzABdv0otUmAYhsOu8xHhVSvyWN9DPNQX0LqknE9K1XXJS4kS66Svw8a9D3IqW9mBFoVhQ9ewkdOC6ba+atNRCyt4ifBGifPAy66isgG9qqvGiLakPObymLFEYXavDA+KXbY7Qjts2hnyocKmpDE0bJz8UutvCjtHnaxUxkmpVaKEwaMeGIM5P+j5tNuE4yVPw4Z2oOgqRSaDlPVWy7D6OT/k71crzVC0VVTDopoYZXdSX6QoH5H54RUhpOR3A45BI0cmqWOylJQMmx0QoOqD9RllDhLaqik+AtRx1eqp0E+bg4V0oLKmT5+9DFVixNqrkgFAM3QBb2OIuuZksvljg+KE8GIScuZfMbYKtUqUq+Q7gQ7urBcqw0aIDgdPQSm2H9kVxEpg2NQqDhsuRTqPWk10EFdEw07VM+Kaoc4hgH5YbFLKt8rXDVLd0R4XPs6PrZ4MG8lhU+Tam5oSME1r/Hercuvf+M0/OyVKcsRTNZm89hNbB8q3slx+W0r1ItEvQBkbxLnrJZ5Ptek8RYftKlH0PgtQUzAdp6mUEhWhsaDk56GyMIo9q8IaNlSHjZczgMYKctJe8td2/5So/LWOEnjwWtMBhoaNwrABJP2qIvaCaZp5qUVWP2h2mVMd0m3fBLHXAZ6MgRrYojJs1H0wSEqUo2HDTTUPlqpTSMPGr73nni2Nx2Lrqxo8B+hrlVNd1SNI4zd30/KaoTjEiXtvkMqBuyu0w6adIR+uWRVqlMMmS8OmQKSd6kn21LAJYHBy8jyDsoIAuTS3uxKJ3wIhcv9FSW/uddUFlSPmp24enEiBesgVEc54qngZZXssejBs/CIbnrodxEiOV+4/NQpUNEXBJyIq2npVP6KJDgtDym3YFxcdzndAADTjLZ1x3p+3aCLxWSljyq+tl2YAW9wu7Ajjyd9F1yjKP8hwq0QBtIi3J0MmEMMm37Cg0u7lPlcQ0kjiHhX8ALmsNz8lKkww7O1nHMBhamuL5TlsBGOFdsjNc5hmzaLGqhcTopQUTKogppdgeIyxrucdYojXrc/tY12lfUwOEBW79vqcfk2PmnJbz8nZA/3uN8ecdKVEOf8uFrjwdHrahRUCHOhzejbUlChXei4z3car3C1FVwlQD7jEykdeqVjEw5dqGwHOHu6rjyIfvkL0w5dXlRmAoWGTzXeAUG1JL4YNNZXSK3BBsXG8gkpyH6iMIvlwTQmkye/eS+OPerjmloyWP+OVlshh2IjnG7OdiH7v1z22ShIdZjI9ve6VlBKlVomSGTZF2nuuGbl1zjSLz33HQeyhYeOzfzrVVfkOKtm+Edej2q9eosOaYaPRrkhL6QZiAGdN+AoBpvOo8wG0N7iiwx65x/JE9SsxqDoSSnF+cER4RUpUp5zBSl0g7AoKHilRQTRsKAcvgfwqUXRHgmrQyI6QYuKjXoaFQ4+mOfO8IqJ+wodeVaLoKTP5xht1k/bS33CiuP7vV40UUnSGvKjC8ncUY9jIm2EsQHRDpZRSqbdeefBkYdh0vjED0J15Yrx7H2SoGjYe0cUi/bYrichR2Aitv3K/ZMOCOp69WF+Ug7ldzlRh2Ah2g59+lZ0f7spp93du2dFjj7FB1TiR0/sAunM6v9oEzQHpHMr5a4aXkeyUnA0QIQwQ8OAyNp3U3jLXzynpK+uVkt4A/f16iQ7LzoxiY7JY9JjKVnEdUiM0FoW3nhqPnSM7Isiiw5n8++WmRJUHCJaoVTABeb2hO8RVZ14xZ2uigOgwuUqUx/t12Eg0bSTX/klOifIYVwQRey8HE8AQHfZg9tilvYvYkl7pJwA9TU9NPePowXinr9AYK9Y13M+aWhFPTbejViwE8s83VEZQsSpRlPOJyryUhfeLXVutQgu4U98oTkS3Q9xpW2xoeFVXpbK8vRjTVNuomGaPFh3WaBeIxTgcMlwHCz/hp7RCdaQaBqZp2oM7YkdFaMaM12Yne3T9NwC3gc1y2CgOgUAMG5ESRVxMbbHGSjklir7pqAuMY9hTHDbuQyOVxprNmnnCpbGIw94qFmn3OuBSo8fFDGw/J1OLZ5UoHiPBq4JREAYGR3RYHGZ61sZyffAfV4U0bJx8dv+ICqDQ/amHTWU8yht0sWdVvNIEcc5H3PdLTZfzcnDRy6FafQu5mD3+/fZiElL7CxSaC0QHlYdzrJywbnitzQBQSawQ5+VMoKSPyfuXAOXQZv0+/5oAX7/KHs/S+KRoFAk9FYDusPGqrkFdI53yvKU5bJyUKNp+YjNsqrxTz4rd8zoPh42culIsSOOlYRMOOVXeSOPZI63Qf80p7MT3ZclI6XIC1PXVKyXKTlWnOmy81jlfVlA2r8/0YEnuHclpa8QqUV6OE5rosLdzmc6w8dgTmAwbrypRvnPfU8TeP03PS6wYoO35gLd2jr3mFNu35UqyLvaH//3K5wRu6or8Gc/UUd9UZtN2GNjBTmqVKMXpwnGcxJVADTcQ5mWTUQK7XsxLyrW9ris/76LpVB5rZChE3T+FrRFEwqAwO843JaqI/pQfm353hXbYtDPk/FaZVu63wecLntKMXNmpkuf88GHJFCvrbf2eZ2BTc/+ttu6DH/UABOSX9RaHL78FQpSyljUWOHm46iGogljSFMin/zkpGT7jwmOTNgyDlBqR9tD8oFaM8GQVEAV8vVOiiF53r9x/ovGmOrZcfSaMK8dh4xbjLC7S6n1IFZtQcRaF5NxlHvoyHo48d4nswtf1FFskPmOvagTydwWp+ELXsMlnq1BSBbyYhByGm3dKFS+FTO4zpbJOobLegt1AFR32iriR0ig9xoZfOVSv6hry//0rXbjnvvzMijJsRA6+l2YWlUkoM2zKaAdch43kNZbprEs16ux3iNnSYokGd62KuX5Oec6ipHevWolhk+uzX5DGdsQrYquU8ex5GCE6Tb1TomjrlZceDNXWiHukU5Gjx17pDURHoFd1KkqwxDRNT0cvdc+3n7MHg7G4hk3WdR0BcpUojz2FqvcT90iroLM98x2uTmCp8HXFOwirDhui7k7K0y7zX3Pkd++qEkWwcTIe5wSqTQYUZxNSq4ABzrOmpuarZb2pqa5yn7kpUV7OD44j3taw8dA2owTwCrFkKEE4rypRAFBsibVTogKU9fZa16kVcIU94SnJoRk2Gu0BN8NG9nASI7G5gU9l2MiLoZ0SFXYMsKIHGY+DiCutgikWJ/LKOSlR4jDOScVyGDbulKis3/16VF5hiQ6rKVGBNGxELi5ts5Q3aXlRdKrFEA7mXuWmfcTtPBXriZFyr5QoclUPRdkfoG0epml6a5wQ+5zJmtjYZB2ERLlbSpUatVSmAMUJ4bXZyd9V7FnJ41Uez5TDkxclmyri6aUxBDBYFOl8wyJGSB+zvrvw+y32jryMTY7IuVdKlfguX6FHjzlIOZg7Ypqq6DCvrLdXGldxDRuPKLvNsCEeRJSDDOUdAcVTooqNK+dQLr1fO2WGmm4jHXAJzlbAW9Q9iK6DWvI9mS5e/nVTbp3ao8btsKFEzDcKDZtapy11z497MD8AoDLqH7jwdCASDtbZrCnZRl66Sj7Bg6L6Rj7OHg92DlVLxntc0caGl3ZOmJD2YtlO1r9lm07cezLjo3knnrMrJcN/TKlMBgGycKmXZgjxHTnpWMGrREU9AgDFHGNegSGAkRLlkXZKYfXJeiEye4Jyv/I8EesxJQ1LvXYQho3rjCKc00Q2YaKAho2f3haQb3OTq5aJuVvAkVDsfGKapp0SVR2TpBcIjEAvsWM5nYqmpej0OUxk2HhVeePP3Xynpz/DxsMJSKzQuLtCO2zaGfImIE8Yv2pP6mFEDHpfZo5EHVNTkwCfQ59HdEJ2NFEnq/i8bSQH0bAh9jmeytiLfKdKd0qU3CcvFHNQ+VXW8eozlcJuXVutEkWL8LuiE9J4Egfz4gybYClRaYnCKj8ritEIeDNsqIwGtYyj1Qd/Q0juUsTDmPHr85bmBNJZE+GQYR+EnMpJRRg2BYw3SlTT1hlRWBSUzVI2smQqelWZf5ldrzKqTqlbosMmLyWK9py9WBjsKlFeosNFq0Tls1U4YtRe6Q3OGklzxMuH+gqCoeyVQgKUKDpMeFZeTjGqc8uOlKtjIyDbJSTpwBUbV8VZFMRrygdrItPFSwODI7wv5oJ4xzKjophDfXOzlRKV57Ah6LrYThfJme6qYlJMY8FjHgG05+Vdac3fySs7+bzKestMQy94pTVR0ypaPaodkjVsijBsqFWivNJ8KAE4q23I89/F9n1PrSDCQbMww4YowuthpzhOfD/nVv61yeXiPa5rOxGLBWk8WJMApypW/v5LCf4VSsUSwZZi9+uuAGb1UzBAhIOB0mdvTabi97uhMeFcO8SznVV9JMGqr29J+fY5T3SYyhrxSmckSkXIhUBkho1dWCHjv+cXCuAVddh4tA1LqePF1g2vOURnIwnnVr694GdbFTuPaYaNRrtA3gTkCUMtuScWY9kwoJTLlNu6S3x6t7Xos6VGRtyLOKckm5r7KC80xaJmjbl0qJDhlM2TDYxii1qxyg0AXWBLtKGKDntRlbkivIbhPkRRIu1ehoXNsCFU9AD4BjZQqKw37X69ctIp41GeX+4qQrTriuope1THHKcpgbLvV9a72MGr0KGcVJlDGsshD/ZGMYeNl2YANU3AS2QO4AvNeWvY0BgNXu+3mLaDZ0oTsb+F0gyopaq9KnJRjFWv6ieAzKyjpUS5Uxr9D5temjsx4gHXi7kF0J2mXgdGyvz1Sl2h5+DnR1Mdhg31wJfP/KDoOqiRetnxWmhPMU3TZth0r3aLDlPSwOxx4aKwhyBuoTirz3u9orD6vOYgxcmbKsAwlfeloGPDv0pUzrnl4Qj0O4x4zT+y6LBHSlSYMQ8MQ3FASs/cL1ADuB0YlDQ7O20loIaNJ6OB+I68xiQ1baZYtcTiOl/5ayRAdzJ5sRgpguOFyomL91Xsfr1YLjXllvOjOZn2LYpSTNel2Duqb0nikqc+AwAc2LvWtlWoAuuqPlKvnPbWum1tRdsBcqVTnsPGCUrlr+t+7ZsS1vnEMBQnMUEDJ1nAIU5huXk5TlyEAYImk1cKmG8Az8P+LUXwn6OrtDtCO2zaGeLgEA5btEUxZ/yYMupiTFX49iqzGwkZEL6iRAGPbiEWBSB7OQtv7l4Gp005DJAT6xLXKrJIiCoInSqi9uJPrSbip9lDztcUEVFiSlQqY+ZRlenK/uIQ5C6jLA5uxQ7mXlWTKAybQg4bRyi5eJ9Fn6o8UqL89G9UCqzch2KbnWxgRTzyu/0MbC8xTk6JTzUqQsln90rVkf9fPKopDBnvw1Oxii12hM+DieRH+S0kskwvpZpvWFCpyl7jmZIvrRpuAD3txWvuAvSDm5dxT6GDOylR7ucs5pSf6LBjYPPSORxGEC/KDng746z/B0+3ozxnsd4ESYvwOojYFUx8HPFeGhj00r7SAUpiFIm5UEh8tDGetp9z9+pCKVGEPbBARZ+iDBt7HrntBTGei6ZEFWHYUCLHgHookLQdiqXLeY0NQvpnOpO1v9dL/DcQw6aElKgoQexYZkzLtgJlXAHe7ElK+phXSoXoBxCsahK1bcKTjUR0MHvsZY4ejP9zKsiwIWpfuRlF1r+L7QleqWNy/ym6O9GwYY8NwQAxTaDJJwDgNTYoqcxTF27Cum1x9O5UjicvO8z+OVt0OPd5oS/YGE8TKiW6ncQOa8RPU8nLCUHTkmmOO4LD8hwkiQ4XYC87jrEigXuPPhuGIYmVF2PV5o8relnvfMY0OSXKg2HO0QraHcF22KxZswYXX3wxunXrhsrKSgwZMgRffvml/XvTNDF69Gj07t0bFRUVGDp0KObMmbNdO92Roeancg/mYhOg5h96LeKUMnKy0aB6dEXbYt5vL4+9PNn8dGhUr25Yor8Xm+gNHiVNQ8S2XtEY+br+gqvu9uQ8XGlDc+iZtEOMV5414BzMizNs8tMxKNUIxHOKhNxpfZSUCkA2otxRXKC4xz6TdSoZyI4ICj1Tnl+eGjY+80+IcdZJYpyUjSdZwHgrtytG+B9iCs2/Ytf1OogAssPGX9so7BFJBYpv7l6GAUBjIwGFcuGpkcn8flOYLsJAk59zZU68tzWVITMYvfScqKWq5TFJcQh4VVAAGAybYikoxdhIqcJGFHWtiuQ5bPwdCfLvuX320hqJSo68YtFjr2vaAqBULQovQ5fo3FLb+6XLCXZNTXkkb+5T3lMh3SyK09QpNe9uK9KriqZEeaUVEpxx4l5CCsPUxcgtljrqIzpcaO7L9+Il/utXrcnL+Uhd57z6bNs3RVOivNcMwHlnRVNuPFOiKMye/CCL1Q/qXMh3nFCd+HHPdFdqSpRj5whQ7IVC6xw9JSrfZqClRBVaXwmOTzudym0LiufcFC+eYuS175NKVefez6BetbY2IEB3iqsMm5ryqL0HiiIRftfmp0R57UM0FqJd0lsRZg9aJQrgaRSpbUWWB4XFGPFYX6lj2cu5RS0y4M2O0w4bX9TX1+PYY49FNBrFW2+9hblz5+LBBx9E586d7c+MGTMGY8eOxaOPPooZM2agrq4Ow4YNQ1NT0/bue4eEStuneDjl34tJ4yoJTqGzFTz0ebeVowDqgdHJt6Q6bKzPx6RobpDJStkAGnKluTtVqCVNgzls5P9TKyepVaL8HTb5hz5q9SLHIeDuM+XgpqbZAZIjgak3ANAP5Z4VBSiHRZeQrjOWKBUj5DniZo7Q+uzFsKEYfgXLehPSKpznpBy8CJuWeFbyYQJwhJ6LRZ+8KNky4yUIo4haGaC4hk3xeeTJsAn5X9erSpRgqpimzzuS5gn3sCn32fNQHqCsd1XMaVtoX8hIQq1cDRubHRfLZ8dRjbcyxXlJiVoD3ocCyjrZ4lFG1aVrVsyZ58Wwyb2fVMb00VfxSCFhpoEA3uyrQge3zc3egsMAzdhNFhhXlH47Y9JbdLityJqT9IimUvaTQqwtwzBITtNiDhug8LgS7QxDDfAQgxaeGjb+e698bXfAw99R5KX/JkAStS0ynovaVb4MGz9Hb74Dg9I2kzXt9+ctKs1jtQPOOlCUrVJAXJ0beHAJUlNSonxSToutkYVSmWuJOjZe7SlVYb30egA5cEizneU1p2dOMN3fYeO298kOxFyf1DWHskY6FaLc5xNaSpS33U2Zg4W0BSnnT68zJFvvx8Pp4qsJ6tGWU7Z9dwTLYXPfffehT58+GDduHI444gj069cPJ598Mvbdd18AFrvmoYcewi233IJzzjkHgwcPxjPPPIPW1lZMmDBhh9xAR4NKL6PoBgD5m6UcTSq6EBcos+s34WSDQqbuATTHidwnrtix/Htu5ZYGpaS33ZZg2DtOIn4KmNzerhJFLOvt9aypejBeh2uAJj7qVQaZYrgVEpeklsv0Fmn1N6JkY8UtgOZUuSgE8ZwMAy5NF2pK1HqvlChCGXOvCAMgGefpwgyOQgybqD13/Z+VqhtAGZNekTr5XVGED/OceURNF69DObWEq5eGTZiSKuBhCMkHuJYiB01ZCDDkEYGialC5RIcpVaKUyKKA7Egp5JQrqEFFMN7s0s0eAoRB7tXqg78z3TRNz8M5RVOixcPJRNVES3oYq/LaU4yJWOygSdV/i4bdFV/8yvs6+jVeDhvD99rOeA7iJPZeryhrjtccpKWcekeOAemgWmSd9BLAd48N7/uNJ62fV0TDLvuIas95VokisFsBbx03iuOyKMOG4rApoiVT7Bk7pZcDath42AtllBS9ApUSqQdGL6YLJfCQ9ggcAO49vxBM0yyQql583gPSmMqzy+gMG3Xfrs05FoQ2ZKE+FztcF9u3nWfsvi61QpVXup1g6gjdwUJQUzhLSfOR/09h2FSX8xk2iYK2VfF13V1Jj++w8Urblu+1eIp8/vmEYusDwXWRdmdE/D/i4LXXXsMpp5yCH//4x5g6dSr23HNPXHvttbjqqqsAAMuWLcP69esxfPhwu00sFsMJJ5yATz/9FFdffXXedyYSCSQSjkp4Y2MjACCVSiGV8lf67miwF00zi1QqZU+YeCKJVKqsYLtE0noW4ZD1bExpgsUTSVQWeJNtCYtxEg0ZrucpFvG2RNL+ufx3S9xqF4uE8t6DmPStUlsVrfFErr8Gspk0shnAkCZ2azyBWKhwBNheQLIZ+xpioWqNF77u1mZrka6NRbzvN174OcdT1mIaNrKutkKAsbmt8HUBZ6EOwWofgfX/ZDqLeCLpOkjKaGmznpX8rA3TapvKZItesy1HVY0o77cial2rKV54HsXFmDKcdx+B9dzbUpmC7cTYKAu7x4ZhWptnWuqz+jcAJHObrHhO4t/id4Wu25x7TtGwM6asezdz95MufK8J7+eEXJ/9nvO6hlYAwB5VUftzYcO6biJV5LpJcV33Mwjn7jdrWnNQ3UgBae6G3X0Owf+6zfb8VcZFxH8sJ8T9wXR9piwSQjKdRWNrHNVl3mO5LeFep+w+5z5e7B2Je7I+71w7N5TRJrX1GlepnCFsSOPKfkfJwvNARP6jhvt+K8vCaE1msK0ljk4x79hGa+45R5XnHCKMDQBIpnP3Kz1rcXZsSRQZV7l7DcM9bk3JWIwnUijPP5uhRaK3G9kMUqmco0vomhXpc1Obdb/lUXmtyuTupfgcst+tMq7Eky02NuTDhmE6a4RYU9uShcez3Wf5HWW99yJ5XJmm6aTcSNcMSftYU2scsVC+cwRwIrGG6TyXSG5cxH3GRUtcrHXuNVakrjQVmL8btlnrVHdpnRIQB8B4kbmQ8FibAYcVVWzvFW3VMRnLOeRaiuxFTltpbIg9MF14T2jLzb+IskZafQ6hFZmcnRL1ao6WhJhz8thwxlprPIkyDzulsdWyMyqiYff8y21K/5+9t46So9revz/VOq6Zmbg7SUhIIAYhBBIguLu7u1uQixMcLu4uQQMkhLi7ezJJxl172uv9o7qqq7vrVHXC+7trfe/lrMUi092n6tSpI/s8+9nPDobN90BfMPF57bp55Pf7ExxloByOVTBe38+qvRA02cdaBXuC+hmY7wtt6l6msxckzcYRvyNPxGmkrwfR9abNco0Ma8+YMI9M1oyWyLyH2HVOtTV8JrYGRNcc/X3Vtcpv0mafX7UjY59XbXObSZtjDqJ62zcydz2+gHBcNUXso/gxaY/YC2bvSGQfZUQYm/WtXmHdYCiaLl4KJ+69ZmuduifYie0rZ2TOefzm70gFbBy6eVSQqdj3pXWt5rZzQB2XSl21n7wW94ye4WJ/l8z5pDGybqS7Ytd1dX1tM1mbvX7jeeSwmdf1CcYUKHaacm3xuPIb2FXqeiPLyvkzHnDT2mwwrozOCUZFva/hOcHC1vi/VPbnOfYLsNm1axdvvvkmt99+O/fffz/Lli3j5ptvxu12c/HFF1NRUQFAUVFRTL2ioiL27NljeM2nnnqKRx99NOHzGTNmkJaWtj/N+z9RWjx2QGLJooWUZkAwqPw9Z+48tqWL662qkgA7dTXVTJ8+HQAJOzISM2b+SZYA69ndDODA72vT6gEEfZH7zl/AnszYOjNnzqSsValHKBBTD6CtRam7eMlymrcZgy61XqW+jXBMfRt2wkj8PuNPsgVtVkB1ZWjO+etP7dAR8iv3nT1vPrsyjOuu3GsDbNRXlTJ9+j7t83BArTuP7YJ+rm9UfrNq+VLqt0Q/D0buO9egr7TryxAIKW2eN+cvMp2xz/HTr7/hNjg8AZQa9HVx5L01tbQm9L++qL8L+LwxvyspUcbLlh27mT59p2Hd1ZWJY6rCo1yvxeMV3le9Z9Af+5stDZHrNTQm1J05c6b276ZWpT+XLVlE2Xrls22NSt36xibhfavalPva48bUnn3KO9+2U/ys6niU5Ni6DT7l80AwZNrPO8uVNhdvWs300tUAbC9T2rxnbwnTp+81rLc28pvqynKmTy/VPtePjZ9//Z0Ug5V4ebVSt7m+NqZt2yuUz/eWljF9eonhfVfXKL/xNMe+i6oypa/Wbd7G9NYthnU3lSp1y8ti55ATO34kfvtzNh0ES7M2pqqrYu5bV63cd83adaRVrDWuDOwqVn63a8c2prdtBaA40p4du/cwffrumN/rx1Vp5Nk2b9rI9NoNAFRXKp+t3bCR3Mhn8WV3ZM3YuX1rTJ/YZOWdz5g1h46CNaMsMl+kUDDmeSvLlWuu37iJ6Q1iDbd9pcrvtm6O/m5X5P3u3iMeV61tkTV44Ty2R0lfEcNZGUy/z5hpuC80+SNtRmbmH79rAvRaX61fT1b1OsP7btqt/KZ8XzHTp+9S2hJQrheW4ZdfpyPApbV5umPbFqa3bNY+r6pQPt9g0lc+3XyZ/edMDdTyR/phwcJFlGcZ37e4JDKmtsZeX90/jfaimTNnEgqDLKv70KwYp4jTZicQlvhtxizyUzAsNbVK29auWY28V9kn1bm7Z1/s3IovlZG1jrhx5Y2snQuXLKPJYO9dEhnLLTWx6w1Afa3y3crVa3GVrTG8b0Ozcv0VyxZTvSn6uVft50VLqN4kCBOK2BQL589lsw7Dqoj0/4at25nu3WpYt6RSqbtlwxockfV1Q2QNq6qpFa7NJZG9MxzwJ/wmHLGt/pozl62C+btrT2RsbI8dk+rY+G3GTEM7Rd0D5aAv5r7q3AqGwqZ7YE1dZGysXkmgOHJQDCp1QbEXDCKXULCaiJ0xexapkTG5oV7pq5raemFfbYz8xtvakvAbX2RcLViyjIatxu93VeR9NDXUafX3RPqh0cROKY3M7y0b1zG9Mrr2b6xVrldZJX6/ALX1StvWrFqJb7fSto2RtpRXVQvrqnu7TZKZ8cfv2ufbytX903wONkbmwvKlS6iNDI19kfGydcdOpge2G9ZbF9nzq+L2/M2R/by0okrYZv06N+vPmZrNuDtyzZ179jF9euxZSh1XayP96WuNtaF2ROoWG9RVi8iO9LYoz7tg6Up8uwTyCfq1eVa0zdsr1X5OXIvUsiGyt1eUx76LnU3KNesaxPYggCey5ixaMJctkTWntUpp89L12+gqsHEAyiLjcvOGdUyvWMuOSP/tLhO/n7AMwbA6//4iQ4cDJ3M+WRoZe811seO2NmIfrV67nswq4713xy7lN3t272T69OjYa42M08VLl9OyPfEd6deVv/6cEbOuhALq+XMuW+NsOnVcVUb6c8O66L6hf+c/T/9deLZZGTm31tdGn7c6sre1+RLXbH2pqlHatl63f2rrTbP5uej/UvF4PEn/dr8Am3A4zIgRI3jyyScBGDZsGBs3buTNN9/k4osv1n4X7xmQZdnQWwBw3333cfvtt2t/NzU10aVLFyZNmkRWlsAC+z9cHls3B/x+xo87gn7tM3lyw1xaAj5Gjz2cgzqKn7dpeQns3ETH9kVMnjwMgDuXzSQQkjnyqAlaOrv4snR3HWxYQU5mBpMnj9U+f3n7Qmp9rYw4bBQje+QBCtI3c+ZMJk6cyOZKD6xbSlZ6KpMnj4u55idly9jT0sDgocM4flB7w/vurmmF1QtJcTmZPPlY7fN7V/xJWyDM4UeOp0uu8amvqS0Ay2YDcMLxx2kU66lbF1Bf5+GwkaMZ3i3XsO7KX7dA6V4O6tuLyRP7aJ8/t3kejQ1eRo4ey8Gdsw3rPrVxLvh8HHn44QzqFH0Xal8N1/VVfPEFQrBkFgCTj51IZoqTcFjmrmXKojfuqKPJN6CpA6wtaUzo641lTby4YQlOVwqTJx9pWA9gWbHyfrMz05k8+XDt86rFe5i+byt5hR2ZPHmIYd2GZftg12Y6tG/P5MlDAdhX7+GptQsIS/aY96Yv2pjKih1T+bvreHPzClLTo5/rx5TTqexuj6yZDYEAE44cR+9CZWcr3FPP65uWk5IW+xz6srm8GdYsJiPVzeTJ47XP987dxR8lO+jQqQuTJx9kWHdPrQdWL8DljB2PtS0+Hlk1lzASxx9/vHCdemTNbCDA5KOjba5evIcf92ylqL24j0vm74Y92+nWpTOTJw/SPtePjSMnGI+NlhUlsCN2zgO0rizhm92byC8oZPLkQwzv611dCts30rGoHZMnD9c+3zxzO/MqdtOxa3cmT+5vWHfn7J2wdyc9undl8uSB2ufPbZ5Ha4OX4SPHMLRLjmHd2iV7YdcWunTqwOTJB2uf/9a0lvX1lfQfeBCTR3Y1rAvw17frobqcQQMHMHlsdwAqF+3hl71bKewQ7WejcfVD3Sqor2HokMFMHt4ZgNme9ayqLadvvwFMPry74T1//WIN1FQxdMggJh/WRfv8+S3zaalvY/jIMQzravy860sbYe1SMuPWyUU/bmRZdSm9+vRj8viewuf9pWEN1FYxZHD03p5VpXy7eyPZ7cTv946lMwGZY4+ZoGXGUMtdy833hdKGNlg5H5fDzgknROfCjJZ1rKmroN+AgUwe3c3wvgt+2AgVpQwZ0JfJRyrP1eILcv+KvwA4euKxCbpJavn9y7VQU8mQQQcxeVR0DCTTVw2e6J5w4uTjNI/eazsXUuVtZcRhIxndM9+w7hcVy6G+npHDhzJ5SAft87uX/4kvGGbc+KPolKPQ6PXjKiBLsFR5rsnHTdL0nwCmrJ1NvSfAqMPH0afQ2Dp/Z88SaGli5KEjOKpfgdJXK0r4dvcm8gpi53R82VKhrHVpcWvdFxXLKW6p56Ahsc+ilvnTNkJpKSMGRd+PWn5tXMPG+ir6HxQ7zvXl8fVzwO/nqHFH0L991Dvx7t4llHuaGDo8+iz6IssytyxW1rPjJ8auZ1v/3MGc8l106NyNyZMHGN73xW0LoNXDUWNHcWh3ZW93bKrkw+1rycrJZfLkwwzrrdnXAOuWJcw/gGc2zaOpUdnzhwj2/B/rVkNtNcMPHszkEZ21z43Ghr4s2aXsgXlxe2Bdq5+HVs5BRuK4447HFvEsx69Vr+5YCK2tjB19mDZu/cEw9yz/E4Cjjp5IVmoiK6ixLQBLlXlw0uTjNK9+5vYa3tmyioysLCZPHm34rLaNlbBlLUXtEvvz0/Ll7G2tZ/DBYpvOt7oMtm+gfWGBtqdsKm9i6oYlOEzslA9LlkJTI6NGDGfiwELt85St1XywbTXpWdlMnjzKsC7A6zsXQWsLY3R95dxUxUfb15CZncvkySMN6+2t88CqBaQ4HTF7fuPyfXxXvJmCwqjdY1Se3TwPvF6OODxqM26asZ3Z5bvp2k28f6p7fte4Pd+2sZJPdqwlKydPOJ7jbV/1/dYv28cPezaTr2tz/LjyrS6DbRvoHLfnq3aKfv+MLyI78remtWxrrKRnv9g1W18a22LXZpUt7F1dyle7NpKbXxDTHn3Zpdoa3WJttw2lTbyycQk2k3EVDhuvOfXL9jGjdDMpueZr7Eely6CpgZEjDmHSwCI67mvgg23L8NkS1xK16O3844+dpGXSAmUNq6/1cOjI0YwQnE92z9kFxTvo0z32ef/yrGdNbTl9+kftnvgyb9oGqCzjoP6xa7t6HhsiOI/Vtfph+RwATpp8fEyI7RPr59DS4mfM2CMY0EFZ7+PH1SdlSj+NGH4Ixx2kkDGCoTB3L4uuVfESFGppWLYPdm6mU4fouC1raOOJNfORbeIzBsCbu5R5P3rUoRzRux2gnAGmbliMwxW7L/5fLmpUUTJlvwCbDh06MHDgwJjPBgwYwHfffQdA+/bKYKmoqKBDh6gxUVVVlcC6UYvb7cbtNoi3djq1ze2/qYQi3MEUtwun06kZnpLNbvq8cuQg6XJGf+ew2QiEQqZ1wxESp8sR+xs1bjOMLaGu0+kkFKnndiZeW836EEISt9kWiQu1x17f5bDTFggTRtxm2Rel8KWnuLRDtBoDbNRmtfgisdQZKbHjxxmJeZYlcV01pjI91RXzGzWeNmRy3zZdqG1aihtnpE6K04Y3ECYgi+uGZPX5on2S6lbcesGwbD4PJOU+Tntsf2akKPV9IXF9mcQxlZGqzEVvMIzD4TAEMLSxETemUlzKv0MGbdbPZzV0LD3FrX2m1jV73mCkvSlxYzLVbV1XHY8OuxRXN/oTye4wDE2CKK00I9WgzbL4vmHt3ToSfqOGGIUk47kQjNRNdTkEz4vwvoGwcd2MSEy6L2g9LuLfb7rbCXjxhcTzPiR4XlVzwGzuAqhSCCm6+urzBkKJz6sfV9HxHP0sOu/FbVYZw2luZ9zzKuucz6Sfw9pciF/nlLphWVxX/R4gRfeetLkbDBuPi1BYiyvXj0e1WO0LYXyRNsa2OaptYbLORcIxMnVrZLoUBWhkk71IDVl3u+LHhvV+ItuiIq8p7uie4LSr71d8X0+kzdnp7rj72vAFw4Z1nU4n/kDUW5me4jbIphcgZLquR37rciaOZYt1XZaM19g0rb5xX9W2KmEgRdmpCd+7neqYFPezGpKRnuIyHBthwTvS63Kkx43JjAjwYLYXqWKcuRkpCeur0X6iFllS9ScS36Fq45jt+V5tXY99XpddPDYAIhI2pLvj1mYdPirZHTF6Ivq1Sp2/ae7ofR0OGUlSWHIhQZtDEUPDJkGa3jbS+kq83qhra/yeoH4G4nEFOhtU19dpETslEDJeqyBqk8XbVepY9puMC4j2VYorWj8txbquaG1OxtZQnknWfq/+Lmo3m/STug/F2WTpSbRZb/vq3290TxDbVr6Qse2bzNiQMbYjs1OV+3oC4vcb9kbX5lTd2qyNDbP5q/aVI3ZMZkayvHoFeyDE6vlkpKXgjKxvnXMVOl1ls9/0/ap2aFpkreucrwDvVc0+7HZHDLCh3TPGzndpdj7o10jxeiOyNVIibQ+ZrM1q3VRBXeE6F9k7HTYJtzuWLmh2/lTHlXpf/TzQr1Vm62uYRHsw1R2VITB9PwZrpDrvrfbP/0tlf57D+HQiKGPHjmXr1lhK67Zt2+jWTfHG9ejRg/bt28dQP/1+P3PnzmXMmDH7c6v/2qKl/IvPEmWZ5jpRoT8ZkUhhligLtW0zgbpkhJ9E6X33N32dHjBIJsuFR8364IrFIrUsUWaiXlqq3ANvs9putSSTjjEq1qgTEUxCKA70opixm8v+pLqOFbeLGLmyuK7WT3Gcbft+Ci4aKcebpwe1EC88gMwNekFBkXCpLMvR+RAjXiiZ1gNxZhyIjjPR2BBm40pi/qnXTI3rK3VetO6n6DBEMxCZpYoXZZtIVkTbSNgymWwTIMgSlUS2JpGIdlS4e//mLujG836KyYM+S5RobY5+brQ+W60daj/GP28y81fLEqVbX/Xv2lyI3nhPSEYEVC/0GLsnWK/rqvB6WtyeYCWWrPaTJJGgP5ZMJi8j0eGks2sYpFBO5r41LQpgY5wlynpPMRL/1f8tymJiNiatUpEDNKnpbnUe62REh4OCMaV8pjyvWV8bZYmC6Poj6qs2wV6kX3tMU80HEu0rSZIsM1Lq90D9PIjOXTP7xnjeQ1QbyTz1eqJwaTIZiLyCdO/uJISDIZrFzbmf80g4ljUBfPO12Uio1ZGEnSLKfKRliTLL9BSKCufr328yosOtmoB2/DpnPTa0cRXHjsxMIkuUPhOmvs3JpF7X9j9BX5k9r/47/dhSE0OUW2WJipsPBRlubJLy3mtafYZ1RHY+RG1w0z1QYIdGBZoPIDurxTonOotBcudPI/FtSZKSOmMYiQ6r7ZBl87Or2Tnhf1V0eL8Am9tuu40lS5bw5JNPsmPHDj7//HPefvttbrjhBkB5ibfeeitPPvkk06ZNY8OGDVx66aWkpaVx/vnn/z95gP9rJX7wJwO6gLHxZ7dbG9iiA6PLYpKbbe7JbJaBvwEkGE3yZO+rGoUJBlgSBygjpXtILq2w3sDWI/Pq5plUit6YlKZJGhUGQB7oMwmZHCgMDov6rDOiFJJGWZ5Af/ASt1mvWG+UUcD0YC1IS5pM2nW9IaQv+vkkSu8bDMsaEyIGVEsiS5SRkRttt7kBJwISkplDInArXc1AZJbW22CtgSiAYZYSXHgoT3I8G9VPNq230TtOJvW6aK1L07LbmGWJMgYvkwES9O3S97UaUuQVHHBjD8eJ48oqU41R9gV9G8z6SgM/3LEHzWQyRUUPQLHjKhkgQdxmdVyZtVnpR31ab+W+5vuJyHEAUU+72YHC6MCXbGpfUbpqt8XBrd6jADa5aYnCK24LEEKU7UX/t5W9IEnifdvMOaReN9Md9TbuV1rvODsDknPwaPaCK95eMLePRPXsMYCN8fwLh2VqI8Bau8zY92Q1PqKpuY3ba7a+ejVHi4ETTtt/TewyoyxRSYDpPkGbkznQK/c9sHkkAtMdSQB5cOBZokIG815ph/U+pt0zzk5R7TKzDGIeg4xnyrXUdyRucxS4jG2zGpbXpBOqT2iz2s8H4JwNCmxJfRpzURYidS44bFKMc0nNkKeuhaISPz4cdpsGdItSggd0Dvd4Bk4yqbmDAmeYNhcOYA+0Ak1F5ynQZ4mybrPTtv/v16jNMTb3fj7v/3pa7/0KiTr00EOZNm0a9913H4899hg9evTgpZde4oILLtB+c/fdd9PW1sb1119PfX09I0eOZMaMGWRmCtRa/8dKKO6QrHlGLFKcGbEhkgF7RAdGq41WlKJTX9cUORfcN5m0plbMArPNUlV+j9+0oik+je8bCsvadYVpvfdzYYIouGCe0jTxYO5MItWt/nthikGTNocMDlBOu6RRHX2BEBjE0YvejyMJT45+vBmlFE4KhBCmXbd+1gRgS/e3aA7qD0ex78h8TIE4bSVEx4bIgBPOgyQ2LZFhrx4wzFgjRmkcIcqqMEsVL0oPmixjzChlZjKeSRAwbJIA1USGfVoS6YitjKhkvbgxoKkFi0IdL/GpxNVixSoSeZ4PlGEDyrrhDx0Y6zKZdV3EFFXftVldLRV5/J5gscaapYxWDzZmQLzR4Sv5VMbG+6cVw0Y0lvXXEh3cAiFZy/aSsAdaHEb0e1g8uGXFnmzRee8zDBg25gxGMSAeNe6tQQyhg8eCYZMwpnTzOCS4b53HTzCshBTEp19PcdpobBMDcj4BW8Vus+4rM5sumbmv7uvOGEA82k8irUqR88CdLGBjAuL/PTvSCkxP3Ac1x4MZsCVgUSQDMonSL2sAhsle5DEA0yG6Zpq1WcQ0Uxk2TSYMG79gbU7m/YrYSHqbNBSWE74HHQApYJyEwrKpfqqR3d0+O5XKJh8VjV6GdE6sI3JIwf7aofFjI4nxLErrbeGc1fYxs3lvtsYaMNzUNjdj/rxmrDwidePXhWi7E59XbyuEw7Kh/fPfXPYLsAE48cQTOfHEE4XfS5LElClTmDJlyt9p139lkeUou0BdgOxJM2wSkVm7zfoQFLAwkoUeM/VQYATYJIEkawvbAaCyPkGbo6ERJpuWhcdMSH838Vons9GKFlO1HaYMG9XDr1u4tINmyHzTMfIC6Z8hGSaT3isoSRIpDjttgZCQYSP0XCXBotD3octgETfbODRqdbynzp68IRTPsLHZogCVyKARMRqS8QAnFxJlft/4A6PbYu4q1zRmfqgHbU8yB00BwyaZcKoDYV+BMbPA7bRebyD6HvTv2GG3Xl+FIVEua0aRNhfi+lnz4loeChL7Os1izfCasB/BelwKAdfI/DXrKxH44XLYaPWHkmLYxIOmyYB5ImBMYwYInlWWZQ1gFDFsRAd6UT+B3gNsFhKVaKwmw46D6L6dsJ9YADZ+wXjUt8MqBAz2PyzYHCgyB9XUcIt0l91w7oqYj8o1xQeoZOjzInvB6nlVhk38XqTfT0TtrmxSvPf56W4DG+fAGDaOJPYiUV1Izg41AsfU8ayGN5gdrOOZsS6Lg2b0volrZDJsFSuGqjWYnnjf6Jg0C9MzZlEks4+J2K2proitYPK8rSIwPYlzggZcxs2DrIhmiFlIlGhtTgaEiIaqx+8JOkdaWMZgWRHag/o1RDQmIfoe9OOyQ1YKa4GKJmOGjcjOVz5T2pGcA2//owesQvys9jGjNVJz+puERInGczLrq9H6rP+3mT1oxrABZX112wTpqf5Li7HF90/5f1L0G4QKZCTDStB/7zTwHpsfRownq5XhaGaAqRtPMmhwQkhUEqCLyEsfZcmYMGwEtFArerQ5YJO8N0cUv2/mGfEaMWziPAyiIvIwat5Fk74yOlCALl7agvkR30+OJNB6fR8axbUmxxrZfxBQ5NkA63AdvWdSD5wlo7FgdqCIGucW3vL4cJskPMcij1laUiFRxuMiw62yc6yNt/i6GhPCYp0zou8mGxIVigPDY+6bhG5HfD+nac+bBNgq0LCx0uwxChOy0vyIhmEZGytW41IM2CTBsIn0RboA/EgGxHfF7QnJzH3RfmLFsPEFw1o4Y5p7/zRszOZuMtpkRge+pDVsLEIFrMIojVhBVixTM30GS0auCYhotfc2a/o1caKXSbBGRAxT/Wdm40q0TlodgkT1wJr5XNWk6GMUZSXqDFmtdaKwpr8DTMe02eTgpo4P/XjWz0fR+/VqB+MDZdgkOgH2i/UsYHua1ZXlKOM6FrCxXteDBnsY6EO3k9CPiwMwktF08YiYhMkw0wUApMawaROHRInW5mQ0iqK2hphhY7XmmAE2ps5Dg73bSv/GDPxIBowX2aF/h8XvtHAOicJrAWyS9bohGs/JhCdFwyijde02CfXxk9nzY6QT9Oyc/0Edm38Am/9g0U8KVX/GngToAnrqYPSVJUNjbfEpC61ezA+swzlEwrIQZTSYsjesgKID2Gg1Zs8BGGBWHn7VmLFJ4vjSA0G/rcIbwNjYjfcwiIrVYpqM6HA868TKeyxiXyXlKdctwkbiocEIjdWoiIzVZAw/o8NTfLuFY8OCemvODIgYJIZeevN2Rxk2xocJc4aNsTGTTEiUiNKtHnjNRIdFh9xkwhv038eKDien+xEdz4nzKBkQMR50SYphI9Rzsg7V0X+vb7OelWc0F8wOx2CtRSMC4+0W9cCcYQNWjD5BWGIy4t0iINDi/erHappgT7ByWpgzbPbveZMB/5W6xocgbWwIwDwRmA5Rlp9VooF4HbZk2i3SclKuZ37IbfYa2yjJ6IWIxJkhuX1bxCywDIkSOIZAxzQVtFtl2BRlpSR8Z8XCELFV9IxcUTFn2ETsUDOB53DiHNT/28g5FAiFNdvWLJRZtOfr7xvLsNkfDRuB4y+JgzXEh0QlE0JibFclFxJlPJ5TLEB8iO7p8WB6MnaZOCRKZdhYa9iIQF5zzR4Be2M/QtUT2K26umHBuBIlklABm0qhho36rGLGtDnjxPh5kwF7DjTEz0zDxmG3PkMaJUbQtzkpJ41g3xa1OayTqDAKiVLqmttW/43lH8DmP1j0g1M9DCXj1YSoKJRjP+n+zQbZF0AXVvE3NGySWZhEzI9k4lqFXr4DoDhbHa5NGUVJbDyixTSZbCJG907GwwDiA3Iyh3oR/dbqMCI6FCSj22ElHgrihVgzOIUaQ+I+Dhkc5rV7W7A/ogyM/QMBITmGjVWWqERBW+vNXZSZQzXmzLPbGBsVakiJxwTs0Q5QCSwKazAAjDf4ZESlwdh7lUzYmuhgnpqEho0I2E5WJyFkwJxU559eV0tfRIaqdm8LxpiIvWG1F8myHNWwEbFV9pMerf87GbBHBIyJ3q86VtNc9gQQwkoY2szQTQaINwLTk2WLiTy52tpsUD8YChuKo6slWZapGVvlQEKirNgqRhmilPYmE3Iq1rCx8jwHQmGtfqKDx7xuMgwb0TyqjDBsCg0yeVnpdXkFe28yeoZmDBu1+8wTWCQeoPRrrVFfxei/JSQLUJ5VlsVjQ890iQnFckTXONEzR22y/RdojmHDGzjSzEKiQoIx6da1WbQPegRMF02I3tT2FYDpSdgpovGclWqdJUrE4EjKBhU4h2w6FoaorzTmVrzjIQmGjSiRRPssc4aNiP2v/8yc6W38vMnYONHsjsb2rxVgEz8PIGoPh/+OU9g00kJwDrRiAeueRd/Xdpukvd9/GDb/lP+nRQ9SqAPYngQlDYzFuZKJWxYBNlY0SVMDLCnARuR5TmaSGzM4kgqbEaQ2tKorCovQtyMpQbC457XyiCr3TjyAJeNhABPEPinWiZxwL7A+VIjAKX0cvMhjZsWeAvE7soyFT0o/wyAkypJ9ZW4km4X5qHPT0CNjybAxDm9IhorqFQCXqkFmxhoRGVGqIdiSRJaoRDBAfUfm65yhhk2Sh1wjxpg9CfaGiEEVZdgkA7bunwdJa7PB/NUbzUaAgE9gqKrFSttMBDJZhdj6glFv+YEwbESGXzLAp2hPsGIWqAybeIBJf19LAMOgn5NJsxtNWZt40ExWdFgkYm+0n8TogxmFJmn3tljnDEAI9bMDcfBYefhV731GXEhUMkK6IjFq0GlKWIAucOAMm/g0yBBdc0SZV6qalcNgoRHDJsmQqAQNmyRYFGYMm2TC641EtK0yxHl12cNEoeYgHlcxwInBngDJgIgCOzIJ+xXiHABJOB6EosNO6+cta2gDoEN27NhI0a0bosO1SMMmmb1IZC+oGjamWaIEIEZymj1iwNUKHBM5LmI0bCxsOogXHY4wbAQaNiKJCUiOJRMQ2KFa+NgBMGyswA8zVpD6UTJA7d/RsBGlIhfNI/1YFSVU+V/MFPUPYPMfLGo2hAy3Q1tUkglrUr5XNwE92mi9yYriw60O9GbemKQYJ38jVMdKYFK0QMiyrImpikKiRAdGs9j/ZEJuRIuperAxM+yNDmDJeBhATKFNhnViJNIK1gwboSGkB5n2M6Wwvv1CCqxAZO7vpPUGa2NXmI0gCeDEb5CSVC0pFhRpEcMmqZAoQV9Fx2NYuG6IMjdoosOmIVGJXlj9tZJl2MSyEpILiTJm2ES9mqIizBK1H5o9iUaUNVAEOuM+LlOb+ghG64YZuKzWB3PgBUw0qAT19MDV/gLiynciw28/QgsTmHnm40oFJtMNDtZJeyYNDN1kmJMaQGWUJSrZebAfjE2/FWBj8Y7+FsNGsEbq7yt6ZhVUSwiJSiapgomGjVVqbvWQapP2HxRX7Yz4MDul3eZrTqWJho2lRpEgU2JyeoZmDBtrDRshm9ekr/R7Z3ziBH2fi3Rd9NfU7wmuJAAbvyB022kBBEDsuq1/XqtwN/13orAXEL/fknoFsOmcmxrzuX4fF2kLCrNEJSHe3SYAAtU56Q2Ehf1c2qCAG/Gi7npxZ7Gtkbj/ae22ma/toqyhehNPqEsoyPyppvWubvEJ2iu255JxkqoAkv0AogesmO3ieWACih0gUKtvczIhq/F1HRZ7gpmemhX78b+5/APY/AdLszcxW4XDwhujFiNxrmTCqTTvVfxiahWTrmUuEgMY+rpyXPtFyPnfo9GZG3B+Xby0yGNmqetgwrA5EMBmvzRsEjLNWBsW2gYiiC8193gnjimlzebeY1EIiSMJ0EXkKdcDKdYic8aeOnOxN+ONQ/nM3MAWHej3RxTTdIMXhUSJWGpJpHz3CsRw9UwD0ZiMHjRj75tUSJQw7CU5YDpgYFz8/5ElStRXoXA0c9/fY9gYH6Css0QlgkySJJkerkUAonZvu43+dXtI+ekbwh5P0m220rBRgasUpy0B+Nwf1qWIYZNc6GdcXYu5mwzDRiTMbkZ/tzpYh3WUe31fuTXWh2xKQxeBJ2b39esMayNgOlkNmwPZA5NJJy5aJ1W7KEvAAjY7TIgcQ2DtidWHgYjABCuwJ97OAGvxfZVhU5R5IAwb4z1Qr0Uh1oBT6+6/UDJE54nIW27Uz1GQKPGeNpuURNhatD16Z6VD59CyFO0/AO05FdyQJMF+kgSrNn5MOuw2rZ9F86ikXlmvO+emxXweA9gI1hyPFbvcLFlH5JoiDRsQa9f9uakSgMP7tIv5PBlQTZRNFqwdYkZZnkDZP9V+FmnYeHU2rH7ua+urqL0mumbJME6Mksfor3dAab0t9k8zGzSZ7HDq3prAoNLsbrF9pK6x8WPSKkxPv5fFhzKrzMl/QqL+Kf9PS7OBALDdYnNXSzQdePSVaZPNpK51SNT+G2DxXkLPihVsO2wk+268kWB9fcx14z2EyaQkFnqtLRY1rz/6eaJSvgXYYxqDb+3hVxeteOMgGoKSREiUiOqYzCFIlI0riZCoeE+Qteiwepgwix02H1fx71ZPrRbVFXlUNBHsJJ7VjGEjAk19glCsZEQxzSj7VoJvRuneIZYCKzr0icQ0FU+n8m+PwACLjgtBSNSBiA7bzNeb+Pr68aHOi5BJ7D/ovFcxBraFYaCnRsdniVIFmk3Tepuzr5Je1xOEeMX1fcEw6f42LvjxFeo+/SzmOzkU4vgF3/DCvNfI++B1is85F39JacxvxMKl5sabR0C5V9qrHrysDb8DEaQWhSdZAXLJtdl8rTLMEmUR6qqf00YhUWb31X+XwJw0Mc7V9cLoMKFcK7k935BhY7X3miYpML9vVHQ4lgWcDAhhBPAmtNkq05MB6GLFyBUxEsCaNW0qOmwBjAlDouJSGRsVM4aNLQk7VBTqEz2oJtYVAUxqsdLsUdssSbFzQZIkSxDRipFgZlcFBY6wpATSBeLq+raIQCYRw8Zui9pHIrtMxCZ0WthVEF3H4ueCPqOP0d7b7A2waGcNAJMGto/5Lpm1TmRrgHW4q+9vzEERI1C/VhmtOSInGuyfzZ3g8IhczyyhipCdrjrwLOaBkQ1qBdjIsmzIXNa3w1xTVHWY7N++LToDKve1Blz/W8s/gM1/sGgMGx14koxnA3QCsTFpvdVFSTxwVZAoSxASZZn1wXDCROvKskzVc88Tbmmh5c9Z7D7jDPx79wqpyvvnid0/JNkTUPrXYZNM6pqzKAxDopJJYy6on0z6VyvGirnoojoujDeesCz2mBuNKYgCIiKBOysxXOXa+xcSBbpFXOAJEhmr+5XW29AwMAdehAybpMJA1Oc1ovyqB1VBPwsZNtG/RZ4+7UBhAIxZMUcsRYeT0LARpem0AjCMNWyi/Z6MJpPdcI00P8RAYj+rXiEz/Slh5oYkwjlArOtiNvd9wRATSlbSe+caKp94gtp331U+37WbkhtuZOzK37EhE0pNw7d9OyXXXRfDtLFiBYn6SssQ5TYC8a1BU3HmwP0JfTE+LFpliYo3GPV1xSFRYjBA3RdF4Qn69xYTyqEPiziQPdDE66w6DQY07KP0rrtpWbAwtq7FHmhuJJvvvX9PwybiVIpPFZ9EiK2Z99jK4y1KZQxYZtEUsRmU+4odAKGwTE2LHxCl9Y46h2RZpnXZMhqm/UDYr9QRhbomk1VSlAYZ9Hao2Zg0ng9mdploz1aLVYig6oRLcSSyoKx0Pyz37SQYbgnrchKOB5FdBVHni4glEwVs0hK+09YcgS2patikCbJEJZUtzWhsmPTXnK3VBEIyPQvS6V2YEfNdMrqE0ZAoo/lrbjOYZz0zd2aLxobaZlk2nkciBynox7J1QgdhMhaTc4K1ho15Hxtq2FjYRzEMtwM4y7X6jNdJKw1V070oSR24/8aSuNv8U/6flRYDPZlkNWyMxKqSqSti2FjTo8UGmN6z4Vm6lLa1awGwpacTLCtnzyWXErrnJeDvadgkoN8WE1WUIUpph/nh2DyNefJtFmWaMTv01bUqxlhOqivm82RSdaobgIiNpLbbaEMUCqA5zTcPEZBgt0lIUiTrg8DwM1uIlXcUEhtvFiFRaqy0TSLBuItq2IgNe0vR4QSAyjyEBKKHIyNvmxVDRxSioO93fzBsyAozM85TXXZafEFtvsiyDKEQkkNZI0S0XXXTbTFLCa7S5kUsCovQTyPARz9WfMEw6YnnHECvYRP9vRWorb5bu01KmCOaho0pw+bADwUgBsfM5r43EGZE5Rbt76rnX6Dxx5/wbd+u1HE4eXbYuZxx4XEc9MQt+LZvZ98NN9Dx6adxFhUJwXirrINqKJwRWyUp0EXgodeeNYk4+kTmlnmIQlTXwajN5oau2VqV6rKDLAvXdVEoR0z2v78h1mgcfhLGEQ5y0+KPaWquoennn0k/chxF99xLsLqablNf47GKZtxbcqgom0lK/35kn346ki2WqWCeGdIq/MSErSJ4XpGNEh9ia3TmNwtb+zupua0YuWYHXLuJA6Cu1U8oLCNJkJ9hANhE1vpAq4e9l12OZ8kSAGreeIP8K68k4O4X8zu16OeUFThtpmFjKj4q8NSbadio42LM7hWU3vUbktNJu2uvwdW1a0xbxFmxxDady6KuKIREDyDKspxgK4DeljQek8lkmDLUZTEZV6GwrIkOxzNsINLvPjGQoM6veIaNXktGVMwYYw6bhB9j8GN9aSMAR/Rul/CdEtorEQjJwrkfZTKJmc+itd0sNNie5L4vOmOA0qfx+40oe5/+WmahZyLdSKuw/nBYtgyJshQdNgLT1dAxYTYtY8eD/r5mjgcR68tKn8zMgZ5MCPV/a/kHsPkPFo36q9ewSUL0CXSovV4ALYm03kYgEfw98EMP2NR9olDyc88/n3bXX0fxuecRKCmhaPZ0kAYbeFMPHPywavPfMcCiKfMMFmILAAPELJlkNGwqIikE4zMDJMNK0Md66kvMxhOUIRYLAsQCaBrDRhQSZQJuOW02/KGwZWyqsYFttcmq9zVm2AB4yiupvvF6ADq98Dzunj0BY0FatRyoYZCUxpAJHdWKqqwBl4I5BOJNWhQSBZEUx+EQvr9m0tK9PZVPPwWBIN2+/AJHbq5QHDYjCdFhn9XB2kqE1yA7jt0WNfzMhM6NGDaWYFxAPO81JpIJQCXOEmVOU1aLOMxAPPcDbW0cUrMTgOxTTqbxp58VsEaSyBg/nje7jWdBQzon5Laj88svKwe/xUsoPudcev02XQjmWWWXahWkjYVkmZMCDQwLNgOIw5OswqlUr3OGEchkIZpoxBL1rFqFb9t2CmuDfPLHq9Ru6k34nPewuWMP33oQ1yiUwx8MH5jwvolx7guGOa54KUXNNdjS0wn7fLTOncfupctAkkhva+NQgEqo37Ik8jyr6fDE40g229/yaibDyBUdGJt9KvPYOCQKlHmSSuK4M9ewMR/PZqm5k9a/cRkdgsQ2XZs/hC0cIs0VTTwhB4O0zJuPo6AdBVX7uHHNtwzeCZ71S5DcbmwZGQT27aPikUcY1Xswv3afTF5dOjBAd09dSNQBMBKsND9ADOQ7Tda6QChMrreJC2d/QFPk2s2//06Hp58ia9IkS1aCV8AUhSRYXxZhL7KsvCMjYCWqvSEAP0wZNsb7J5gfNquavQTDMg6bZBguZyaibSYIL2K4tcxfgH/PHnLPO9fUdjYDxdW2xJ8vom22EQiFxOwPQVg+WGsEithm+jYLwwMFNmw8oJ4WZzebhkQlcbYR60aahwaK0lzr/xYK+JowRW0WQK3I8aC/r5lNpzFsBBqqIts3GSD+H4bNP+X/aTHKhpAsw0ZdeGJFh80XNLDWsBFmbhAAPRD1osltbbQuWABAztln4WjXjnY33kD5vffRbdYPuMf3E6d/TUJcSxS/fyAGmGUac4FIq/6+yWgOiEKizDRsKiIx7e3jAJukBO6EHvoo28UXCgGJ71FkgEVFhy08VyIRs5B4oxSxp8BaHE9kcKpjKjXgpeKaqwju2AFA8Tnn0uPbb3B162aa1ttqHolZFMmHchgdKKzEKUXMHptNEdULhsWeq2hIlBFg4+CiLTNI+WkW+3Sf1/77LYruuzeakS4hS1QUfAyFZUM9IJEoXzJx9CFdNol448LtsBMIBZMLezMQibQEAQ3GY1IaNgFjEW0rPaaENgtCoozmfvrmdaSEAniy8uj/9NNkn3EGbStXknXiibi6dKHuk5XQUEEwLJN2yCH0+O5b9lx2GcGKClqXLMEXzDd8ZmsNmyQEfE08hCLQ1AqohSgYHx/aZDUHWwWZU/RtFmfXiMw/G9R+8CGNP/2Eb/NmADpHftNu+0pKb72Nzq+8jOSMrrF68DAxlCMC2CQBbgnDTwzq+v1Bzto+G4CCO24nffRoKh9/nNZFiwHwDTmE1+296Zcmc2GvFOo//YzG778HWabDE49bsGQsQgtNkhRYiaRHNWxMQqIsQDVjQU1zoMiMVWAVPqY5tJyJc0HEwvAsX47nm2l8M3MmdWk5tJ3TFe/GDdS+9z6BffvA6eQIdxrulkatTuc3Xidt6FDqv/6G6ldfpcOO9by7Yz38CSXLjiVzwlGkjxtH2+o1TNyzjJldDxU7HkwZNsZ7oBwK0bpoMalDBgsPfma2ZCAkc2jFZmyyjKtHDxz5+XhWrKD0llvxXXcdeYGe7JPDwoOqWdjagTKB48PHDIa7EMBwWNiRyjWN7SowdyCo4VAdc1Kx2yRq332Xxh9/Iu+Si8k+7TScdhv2cIhgbS10yo6pq67NTrtkysBQGUWeVavZd+21EArhXb+OYN4xgDk73Whf0ByGBvYNKPuixy8GbIIm9S01t0zWHC2DrgCAFIYF223YJEVKwGiNNXPA7Z+GjbFjV+QkjQFsBPPPKiTKOEuUOBTSt3kzXkf0TCKKlpBqqgnWZONol8iysmLYGOleKZ+bAGNJAEX/reUfwOY/VGRZNs4SlUTsMEQHp92A7i8ysL2BaHhJRnxIlMXiogkkG1HJI3V77l6P7PPh7NwZdz+Fqpt9wgnUvPY6lJQwoWQVqc6B+3Vf0HtGBGCPhcBkPI0VrAEqEUMGFEbHIVVbuWjxa+z+NYPCu+4ifeRhcW02ZwWZUavVkKj2WfEMG2vPsyg+VRXx9ZkcDERMCsvNw6SvHHYJAkmEGZhp2FgYnPHeNjVjxLF7lhHcsQNHQQGOwkK8GzdS/frrdHr22WiWKFPgZP8O9eqBQvXUGQIYJuCWlfEX7StjIyoYNjaEZFkWCssC5IW9nLxrgfa3q3cv/Dt2Uv/55+RedKFQcFF/UPf4g4ZgrjB0ZT8EmvW/V4vbYaPFZ6Vho3xnqGGzn2AcJKZAN3q/ImZeMoa9LMtCgUoz72LH+b8DUNV/mKJJdNhhpB8WXY/iU127e/cma+JE6j//gpZ58/D1P0X5PCGswvyAG41HF4Pawuwaemr1flK6IersiM92aBU22iqoF3tfc2B6yPI/qJr+MQCS04m7Xz+8GzawtGgAh9TsoGX2bPZecSW29HTSDj2UrOOPw+/KjLTPQMfCYaMZsfAoiBlFZvuYvHY1hW0NtLlSyTnjDGxuN13eeYe6jz7GX1zMzjMuY+YXGynpkMWdtxxB2tChlN51N43TpiGluPEfdxkgos5bHJ5M5pH+HQWbmiAUwpGbq33f6vHhDAXICnio+/xzMsePx9mxI7bIum6mw2YmOqwxkEXCwUmEUP+9LFHRulnLV1D27bcApAFpTZUUn3WWrpIDAgHcgUZqUrJJddnpdtF5ZIwdC0D+ZZfi7tWT4muvRwqHkSSJ5j/+oPmPP5S6wSC3A2HJRih8jGGbzcJk1e6LtyWrX36F2rffxlFYSIfxlwPtEtZmswNUMBRmZMUmpQ9OPIF2115LxRNP0PDFl9S88QZPAi2OFEKdb0S+7hItLFctqo6eUZut1hzRgT6GRREKG15bPWiKxJ3NnTRmDBtx/fLiUq5f+z3lhx9L3SefUvX8C8rnDz5E1QtTeciWQUFDJa6fA9Q/8ggZZ5yu1RVphQDY29qwhUOEbXaCYZnwnt2U3nkHRFhNjT/+xEPpC/i983BSq7tD97zY+ibPHDQBA/Sfi96RFtJvZg+KbOeg2CmV/L5vDAh4A8YMSCMGsL6e/tpGReQMS7Vg4qvrkD0covG1V6mvqyN1+CHknHqqpdNCpB0HxqLDsiyTN2sW+2bMhNRUCg+/jdrMfM3x4C8uJlhXh8vu5qDa3Rz+6P3sfNJB148/JnXQQTHXF+kqJbv3mump/S+KDv8D2PwHyoyNFdz3/Xptcz8QDRujVIFWdVWASJISKeFWrJEWA4Fkfd20QBvDNyuihpnHHKNNZsnpJPe886h67jmO2bucStclsXWTEarSJrmxLoQIlTUNiXKYH8r9BofymrffofnPP+kSgH9tXgeAtxL2XnopXd76NxnjxkXrCxYYq+etavJp981Jiz0AW6WsBXPjwOWwAmyM2R9qyNHfSuEqYtgkozkgMpLjDM5QUxPNM2Zgy8jEZZc4oVjxJLe74XpSBg2m+MwzafrlV9pddx3qPmikYRPvEa19912a58yhw2OP4+rWlU4/f8kxZUHco7oa1gOlL+22xP4wEy612mitUs23BUKG7ygQiqYUTnHZkf1+vJs2Uf7Qw7j79eOEvS2kBX14u/bk4F+mITmd7LviCloXLab6pZcJdDgh4flAGaN2m0QoLOPxh0wBG1ecKF+UxWQNPoIRw0b1pibBsDFgIYrC1sz6OD4FutGhX5TJy8rY1LcXDMQtBfpILfPn03H9UkKSjZrjTjO8rpEXN33cOAWwmTsXby/l/SYKl5o7ANrMhFYtgGl9WxIzr1gbYE2as0OQSUgYxmXWZosw2WCYotZahs/5CoD8a68h7+KLceTlsWjDXqZ8up6TvcVcN+stPMuWAdAyezZVzz6LNOAgUnqdj8OdnnDdZLJrtAmya7hM2uyYPQOADb2Hc0gkREuy28m/XAFi9uyqjdxX6ZOsyZPBZqP0tttp+OJLMjK7AQWm4aqWelsCAzvb18KUJe+x/Yc7AbDn5oIskzpiOFMWrsAd8JK6NJfKqgpqXnmV9DGjkdLS6NXSg+3p7YXz1xQQt7CPRGEvYO1oMWPzGtllOREtmtDYI5kS7s0lO2fTu6YYd69e5Jx1Ftknn0T5Qw9Rs2INDw29hGHjR/DiOUNjrpsxbhwfXP0sc3Y38ODYDozetgjPsmX4tm3TfnP5xl/xN10HBiE1STFsIm2WZZnA3r3UfawAlcGqKs785Q2+PeYBoYc/6GlL0IQJen0cUq20L/Ooo5Dsdto//DBpI0ZQ89rr+HfvJiPohdefZ8tbL5F/xRUU3nZrtM0mjoeodp1g/xSMjWSYW6KxYWXf6Ntjnvkosc2ZH7/NSbsX0VqziUpPs/LZxIl4li0jVF9PV+q131Y8/jgdO3TQ/taYDE4bnpUr8e3YiT03B4JBKh94kA9w802fo6h6Zj3N33yN3NaGs1tXCm68karnnqddVRUXbp0Jl82m/KwzSR00WAmXOudsU4aNKMRHLWYhnCAOCQbrcNekRIcPQM/JaY8ANkYsxv0MiQp7PFQ+8yy+bdtIHTaMoFNxrMTvgSmR0Mq2QMhQV0lty6nFC6n76ScAGr75hpT+/XHZs2N+I25zYh8brVWtM2fSbsZM5Y+2Nm5c9z0fDz2ZXSedjBwO49+1C2SZIZPOZvKSn7EH/IQDfvZedhkZRxxBwc034ereneZlyxm/YzEzux1KmtNOqKGBQFkZwepqRmxaxiZ7N1M5gA6tNVw4+zu2fXUvGROOoui++7BnZPwjOvxP+X9brv5kpfKPVuV/MVmiLLxAajHyxFqlI1apxhkuh0Eue3ODxCh8K9zWRtvataT/8Buf/T6NlFCEhTNpUkzdrJNOpN24sK0AAQAASURBVOL5FxhYtwd/bTnQO3rfJMKLRKlYreq2RbJEGYZEWaUIjAMhGn/6ieqpUwFIAYKSjUWDj+KETk6af/ud8gcfIuv440kbeRiZEyYI04JbsYLKGxUabPvslIRFOplDnxndUfXkikV8jY3OaEiUOdpvKvb2NzKRWKViTF+9lG2XPkWork777vHCPnRuqYbUNLJOPAl7RjoZ48fTMmcO1VNfJHTWrYCxYaAP1wl7PJpna/epp5I2YgR9Fy3iDmBNtww4dXBCPVDeg5HhkEwWEysNGzPhNaOxoWWukWWaHp1C6bTvUePjfNu3Myzyu9KTzmeYSwnSLrzzTnaffgZNv/xC55MH0uBz42ysA/K16yoZpuw0eYO0+IIUGbRZHMphDUzr52YCYKOyvvZTw8bqQG9muLkdUXq0xxc0Bmwi9cVaI2betujzxrN3jIAmWZapevZZAH7oeTj9+vY1vK6R5kD6yJFIbjfBsnJySnYB6QnP/Lc0bCxAiFgwLv5Zje/r3boNyeVU2BblSmryBKaoxZqhHmQyjDJbCQ4TKbuLqbjnXgZVNPPo9m04Aj7SDj2Ugptv1gR63ZlKRpQ1HQfS5Y03aPrtN1xdu9D02+/4duxA3ryRC/1/8O3IMxLvm4TBKdKQE4HaYZ+P1MVzAdgwcLThNY2YTFnHHYd361Zq3/w33T99nbSj7jUNVxXPIxOGjRTmnhWf0b8+EoApSYTqlcNny5+z0Lg2VRVgsxFqaKBp+m8AvCjZuOfw6ywz6RkdGKOHNoG9YBJuY6Z/4w+GtfFmyLCJO+AGystJKSkBSaL1+jtY8c026geN4M+bx8aE0XV+9VX+WriL4p83M1CwzlVl5lObKiP37kP7s49S2JQbNmDLyGDBWZfQsaWatueeRn7phQR7IqksUZEQktLbbqf5d4XJ5+7fn2BNDRk1NYyo3ILTdhi+nTtxde2K5HTistsYUbmZbhfdTfHAARTdfx+y30/Dt9+R3xoiJRSgKTMP9wBFc0eSJLJPOIGsyZO5+I15FP71C5fvnIXN20bdRx/R7rprsaUogJNZlikrB16U9Rxb12aTNMfD/gpSJ2OTaWHqRraGgI0UKC+ncIkSzpje3ABA1uTj6fjCCxAM0rZ2LQ99sYyVHhdT2UDq7D+ovO8+Us86k6YffiRQ20avBg+3LP2VPR9vT7hvIW3csG4aTYrfkbRRo+j03LM4CgrIPOYYbrjqWY7Ys5Jh1dtp+OJLGvgSAM/SpXTpeRIpDa2GtnNUQ9GYYSM6Z6ighKnej4VwcHKiw1YhnAahdhG72fB5tZAo8btVAXE5GKT09jtomTMHgLbVq+l0agFbKEjY71UbXJaVtTR+vPuDYXK8zZyz5U8AHAUFBKurqfvwI5wX36r8JtLelnnzKJ8yhcLbbiP7pJMMM28C+EtKOHTudyx0DlCccKtW0TxrFnXvvQ9A+oQJtM6fz6GVWzho1m58QV9M/QEzvgagpltfOme68G7YQNP06XhWrCD75JOo/eBDbguF6OCpJTzPyfb77kP2KvIPJwLjHSnU9r4Lhp0fc13P8uU4V27j2flv0s7bSAho/O57vOvW0e2LL6NaTv8wbP4p/4lyIBo2RrGedgsQwgh0UYuVga2yc9LammmZv476zz+nZcECCARwoiiilGa3Z8RdN5B2yLCYus7CQnb3HEyvnWvp9enr+Id3wdmtG5IkRdXQk/AuJng34sQpA1VVyP4Azk4dlbhcU4qz+STXh0QFKqsof/gRALLPOJ3K7PbcuDcTd4/uXHX9SHZv2ox/zx7qPvqIuo8+In3sWHpndMWWMkycck9gVGj6NQYeMSsPAxgzr+LvLdY5CTNh70o63vAijXfcQvZJJynXsmD2mHonTDbZUEsLvsi7NaPAmgFMkhwm9f03NbDG1a0b/r17GVQVMVImHo89Q/FqF9x2Gy3z59M8cyaZ/Q8H0g3DWvSCuC1z52qfy34/rYsWaX8f/OP7+K4+A3fPHsqz6mPhLRX6jTxIyXmtDcP0BPNI9vup//Rzpiz+CRsyzWo2IVkmfdwR+Pfsoam6ntf6n8iog0dp9VIGDiTr5JNo+ulnrp35b9J8HpxzHVRfeSW+rVtw9ehJ1uTjSXc7aPIGDYWHw34/3cp34JEyY/om3NpK7itPcef2an4vvNLwWfV9ZY8Y1DF9ZQEmhMMyarh6bJYosXcQzEMhJUkizeWgxRfUmBrxRQuJig8vSkIwPBjDsBEAXLrnbZ0/H9/2HXidKXzefyKvZxqnyzJaN2ypqWQefTRN06dz2IIf+XzQ+cK03mING1VHxoEsy9S++y6eFSvIGDMGd94hgFkcvRicig+pkGWZuvc/oOr558Fmw56Tw4W1tZQNP4/MlCFxz2oBMvn2L0zWu2kTXd5+m5ZwWNOpacvOo/czT2tgDcQyxjKOOJyMIw4HoN2119Iybx77rr6GU3fOR07PRPaPR3JF1SvdSaRA9wgOjKLwsYYvv8Te2kJlai7l3QdgVEQgYsENN9A8Yybs3MnJuxYgje2TUNcqxC8+/MS/bx/ejRuRgyGaZs5kWPV2vHYnXT7/gtxe3Qns20u4rY3GaT/w/BYf1e4sHh3goPNlF9H0xwxkn5fWhYvwLF/OibsWEghdmnBPORwmEAojyWFSvC2JbUZmYO1u8OYmfAfJat4lviN92IIR8yN+rWr9UzlkpRxyCNWZOUo/OewxYI1a3JFxKsyaFAdgSJJE6mDFifDOyHN58K/X4Y/faPh2NLm6kCtZlqMMG0PNj6jj0F9SqoE1zi5d6PD4YzT9Op26Dz/khOLF5E8tZtfC2bj79Cb7tNPpUe5k8La/kOQw3o0b2XvlVUh2O+GWFg2MWzLmZEbGAUiSJGFPS+W7PuMZdc+NDL3nMoLl5bQuWULm+PGGzxvTz38jkYTTrgA2Vkk34u9rJYQLuixRRhkpdeFysizTOn8+jsJCGqf9gC0cojI1h6K2BhxFRbR/+GEFdHM6SRsxgp1LfRTva6D23En0KtmJb/sOurz1NlUoYXavRe4hOZ2kjR5FsLwC3/btZJ9+Gm9ubKZP/T4OH9qDglNPJmP8kdH1zJ3Cb51H8FvnESw+Ngv591/wl5Ti3byZtrVreWTtWsJI+PuGaB07nLRDhmlj14phYySU3DDtB6pffQXZ5yfjqNuAFGONPwv76O+IaJuFRJmFQ4occMH6egq+/ZheDXn4gzkEKioovfNO2lasRHK5kP2K7MHw7cuY1ecEoegwKHM//pm8077joxnP4QoHcffpQ/vHHmXPeefT+Ouv5Ne3MNbTkYb2Y/Dv3UvpHXcSbm6m8smnyDhqgnb2yGhr0q7Xtn4D+66+muH19UzJ6kjF0X0puedmQg0NyvNkZlL01JMUf/MT4eefJC3ow1FYSPspU3B27kT5/Q/g3bCBvRmFLL7oHh45ewSeVauo/Ne/8G3fQe2772n3OnfbX1Td9hegMCvteXmUN7SRX1tG2ptP0zbuYC2Uqm3tWvZcfAkFkfdWnd+Rg++5hcrnnsO3fQdl99xD9uDTKPDU44/IdvwvlX8Am/9ASXHaYgRcDyRLlKGgpgXtr9lEONhMVM8fDOMLhjmsYhOtJ9xNq+7w7SgsJDR4KA96urCj+2DWnHms4b0XHDqZzrs3krl5LTuPOx5Xjx60u+5a3O0GavcQlVYB8KJn2FS9MJXad94BIP+6aym85RaLkChzD6GeNVL34YfIXi+pBx9Mh8cfp7q0idLXF9IpEMaWmkqnl1+i+rXXsLncNE2fTuvChQxlIUcOl3A7Yo1lK4aNmiEqXnBYeV5rb45ZlhunwaFelmUavv0W3/btXP7XKgaVbASg/KGHyZwwAVt6usbGshIONtawSTTsHY2NVNxxJy1//skhXfuQNeB805AocVaAMIdWbkHasxtbRgY9f/kZR1ERbStX8tZTH1JCChdddo32+5R+fcm78ALqPvqYHj98BIdcZ0m9bfpNMVRzzz+fsNdL4/ffs334UTTsK+PQqq00fPctRXfdBSSXxtw0JMokTCgcjuqbiAxO5fqxdSsefxzPN98yUvdZwa23kn3KyTg7dEAOhXho2jr+WlHGkDgQov399+Ndv4Gc3buVD7xBal57Tfu+9u23ubdjP2a0G4hvIQQnHIajoACA1iVLKLn5Fh5qasJvcyDVzmBvZB4Gq6tJ3baNo4HAil+Aowz7ymwsW4GXqpGc4fcQ3lMMAxX2iYMwNjlsLVxopDyJMXCSTJuTST2pv2ZCqmuDeVT34YcAzO49Go8zlQKDtMD6a8W3ud0N19P0++/027GKPp2OIMV5iHE9oYZNlMFY8+qr1LzxpvL53HkcfOSJkDvekmHjstsSmYRxB1zP4sVUPfec8mUoRKhWCeW5Zv2PeNcfhC8voGV/s6bNJ3Eo1x8mPvwIKRwm9dBD2SBl4duxg9qrb+OQjh1j26zpbSXeN2PcOMLHn4z9t584c92vVD6dRfuHH9a+T0brQGUGxYva6seV6qUOtbRS89bbAHze7xjcBkK4IA4BkxwO2l13HWV33snZ2/6i5vN6mlLPUUKdIwczK2+3HsRv/ms2JTfdpGlkAAQkO88NP5+Xe/bGnuHGHmFbpAwdxnf3Twcg+9aJONNd5F92KQDpY8dSfNbZjKrYSKClBQozovfbuZO9l13O5JwuTKypZcCvpTS//CKZRx+t/abLz5/zwvzP8azKoqloCpnHHEOwqgpnp06ABWCj7Z2J71d9VkkyEd4nun+2zp4DQMbEY0wBYqX/zMORo4fUxPo7OvThowHHcfmm6dS88SY5p5+OFNE/UwRnY+9h1OZgWKb5d4XdlDZyJN0++lB5VpeLug8/5NDKLRBxAvi276Dq2WfR+8ddvXrh37kTfa8tK+rP5uFHY1Q0m06GjPFH0vDFl7TMnqMDbJTnNZu/wjEZCOEMBXGR+L0a9rK/4XJWIvag13UxZvNm+VpJ+/kb9jyzjLYVK7GlpSk6RMBrQ89g0uh+XHbKYdhzcmLqamxCu5OOzz9P8XnnE/L7SR8+nIayKtz7drO3Y28mfPJvbYyH29qwpabyxf3TCYZlltx3NJlxtqaetZozdgypRx0BQO1771H13PMA2JBJefsV9r6tZCbs+MwzMf0g0rCJt3/9xcWU338/6mAcvX0xm3ocZQxuWYkOa1mi9p/pre5l8WK4Rm3WF6PsRXIwSOktt5KzbBnP2V0sbD6G3R8tJNTYiC09nY7PPweSRMm11zF85wpsvY5LcFo47TbyAq2cvXkmtU8uJ2vKg5qeU6CqivBrU3GFg+zL6cC4Z58hZcAA0kaMwLNiBSlz/+RBYEvZMkrmSoSblXC6UH09dR99SKDjOK5Z9yPH/jCfurb7yb3gfErvuENjOfZqKqPTk7cSamwAwNG+PaXHTqJ/Whqhyafw1Ny9nLxvOSe++rgGDnd+43VmvPQBD3q6MsGVjuRykT5qFF0/+IDKp57Gt20bgaEj+HhdDedu/wuHBLnnnEPR/fchORy8+MkKhr/3FKMqNlFy/fV0/eB93L16Uf3qa9rY2Jzbjdln38q4k4/D1bUrxRddTMusWVwzaxbXAP6leZSNPxx7Xj65F5yPq3Nn/tvLP4DNf6DkpLqoCHi1vw9Ew8ZIq8Raw8Y4+wIoC06Wr5XJc36jZMuXtH/0UchUhBJbfEGQZS7e9DuEwzjatyfjiCPIu+RiXL16UVLfxopnZ5MqYI0AbCvsxc3jb+Xl6r9I2bwO/+7dlN19DwPTM7m843BKOiVSxdXSJgqJckTR+qZff9U+r//sc9pdfTVt/hBH7VvFhXOeoc53BXmXRPVzLLNERRb/guq91H+laBa0u+F6JJtNA460rBL9+9MlcpDNu+Jy6j/5lMYffuDM7bOpdl4Qc10r8UJRhiiw1t8Ac6FlI4ZN06/TqXhIOTwM0v1W9nqp/+IL8q+8EtXOECnsW4oOEzVa/Lt20eWNN2mJIPc5xVuZWv0qG/rfCwyOqes0ie8O+/1cuvhzjtijhBfmnnsOzvbtAUgbMYKfR7ewq6aVc1JiNSPyr72W+q++JmvfLg7ttIU0T07M93IoRP+ty+m5bjX2kTm0zJsHKMyq1IMOovCuO3lnRjFl02dwaNVW6j76mIzDDyfU2ERK/3447UrGF6FwsElIlCvoY1DNTgKhxOAiszSO+uvpf9e6dBkN3yjClh8NOI724TYuOHYI+ddcHdWYsttJTVUO+m1xgI09J4cu77zNDxfeyLrsrlzYw4V91XKyTz0V/549NM+cSd+yrfQt2wrrprH9ESUcssOTT1Lx+BOEm5podaaQHvAiL1+iRoAq/exyIfn9TFz9O95NV5AyMFaMHMATEIfcmGUSCrW0UPfZF4wsr+eGdd9TPb0Rz5jR2HNyyZo9mxfd+bx6yp0J9cCcLQbWmWZEnrpkPLFmrBNH3AE57PPRumQpAN93UZhR7USAjSD8zN2rF9knnUTjjz9y8ebfyZ0hUb8pl5wzz0Sy2XDVVOAKBSzZSHnVJRpYk3XiiTT98gvdFv5O4VFD6Dl/IyV/vUvWCZPJnDhRG3dR6rsBEzAOwPCsXg1A5rHHknPmmQRKS9n2zFSy25rIfuZBdj0rkX3KKbR/5OEkgARzLztE15tAaSktMxQdmHZ338XC7fDFsr3c0aWnQV2LEKFb7+GNilTuWP0V9V98Sfapp5I6ZIjh8xoVjygrlk3isIpNVKTl4dm+g3BpCa0LFxGqq8Nb1Ik/u47gOMFYNtuLso4/js0vvEp2+R66bFhK6W1LcXXvTvq4I7BnZuE48sTI81qMjV2bKZ36IIRCuPv1w56ZiSzLPJB2GKvyeyWs7XqgO35spAwaREVmAe2bqwnPmwM9z9W+q3r+BYJVVfStqtI+K7vnXrp99hkp/foSrK+n6I/vAUhrbaL07ntw9+6Nb8sWurz9FhlHHGHu4DE5LOpDVePBR33dYFhGDgTwrl+v3Gf0aPw+K8BGHRtWaa6NQZcfeh3BZSULCZaX0zJ3LpkTJij1dNczPOASJr+tkVC4QAtHyzr++Gidfv1Y0O9w+u9ZT26nQrrdfgtt69bjXb9Oy0JWM2QkY95+iT0XX0Kwro6u77zN73+u4sk9aUwUPa8unXHmUUdFAJvZyFMeQZKkaNiLUfYxC/ZyQdkuPpzxMtmzJSpOPgEkG/lXXI6zY0dLMECk16Vnfei1RgKlpYpjYuhQAiGZtEAbjlAiA6BL9R6um/MiBW2NtEU+C3s8ALRm57OqsB/je/fHWZRoE6iAqz8UJqVfP7rPmMGMv2Zx/GmnsXR1GS99MoeDhvXn2AhYAwqzUu0rUZICfQZT/TqZd/HFIMs8t64F297dnF+3DntNFY0//kT6uHFkn3CC5vA1CmlS7wtRULzus8+1AznAmWt/5ZDdq7B3r4JrLzOsK1xz/oaGTWOb8m6yUxOd2WbM9PgwdVmWqXzyKU3DLDXk55iV0wkBKQcdRKepL+Dq1g05EMCek0NWQwOjKjbhtB+pXVOWZZp++ok3Zz5Llr8V3y5oGnUo2SeeQLi1leqpLyL5fGzK68ZLp9zF/AjY3emVl2mZN4+9qzYS/O5r+pduwVcK9rw88q+8kqpnn6X23fc4ZMg2+u+aD0D1yy8jOR0E9u7Fnp3N/EkXMuqbN0hpVBjrXT/8ENfwQ9g0XQHRg+Ew8zsNZefAUZw1WCcHUFhIxeSzqf9lU4wN6mjXjk4vKCDf+pJGPnttAXMPO5H59x6tgccAdqed54afx8er3yW9bA/FZ59D6sEHK4x2h4MNT73DXQtrmZSrZJ5KHTqULm+8TtXUF/Ft3kwYCVdjHY0//gQogub8A9j8U/7/KDlpTu1gDnEaNklmiTJKFWhVt8lMOLiliTdmv0C+t4nm9RCsqaXDO4qXrsUXZGTFJno1lWFLS6PnD9Ni0H51UfcGjQWyQAm32ZvVnuZbX2JIx1TqP/2U+s+/gKoqzto+h9rqTYQuG62Fr+iLqpWQyLBR/k5rrCVQVgYoi1Ooro6m6b+RVhrk9lVf4pDDVD71NP6SUoruvgvJ6TQVeG1bs4b2K5Zw3doVHPXjYmQ5TMqgQaQfoXgaVOPISNMl9aCDcN13L1W//kbPpnI6Pn8PzcEbNA+RnhUUbmsj3NKisRIgyrDpkJVC2OOh4tFHkUNhXF27cNasFeztMsFUqNXMS6gdDEJh2taupebtd2iZNQuAzInH8HJdDqszO/PG6GxCTz1KzdvvkH3KKdpmF7Y8pJrEwodlat97n+qXX8bp9+Ps1o2ie+5m6wNT6FRfTftX76Opm52s447T6oo8wLLfT8kNNzBxlyLcaO/bj7zLYjd3kS6EIzeX7FNOoeGrr3hsyXuEln9Ec8eXNE9s6a23MXmmIrAW+NdaZK8XV48eGqDgyM3FF9rN8qIB+LNycTXVs/eyywGwZWTQY+wNbE0tMHxHShagxFBGtfR+fyrPrVjA+tYtyOcPp2LKo7StX0fXd9/Fl5qp/c4w1Xzc88qyrISQAKETT+NLx1g65aRy6/UTEuqq4J5RumpX5848Pv46mr1BLrvjSHoVRL3a/pJS3n3kDdJ3bOJghwd32T6aZ8ygOXLItWVkcMWEe+lcX84b4wvJyXAjh2XCzU3s6TOMZQ88wbiydVQ8+STdPvkkYd0w05TQh61p/bJvHzVTp9Ly2+8EKyqYovu9eoiQgL5tJZy34HM8qwpIHTo0JrQl/kAf9vtpnTePUFMzGUeNp0djGd1rqgiFxia0CfTMvPjwzSS0DnSCi/F9EW+s+nfvhnAYKTOTktQ8APIzXBgVM2HMdjdcT93PPzOiaiu8vZUKoGXWXzg7d6bgs8+4t/1BfN3pZsPrqn3VZZHyvjOOPppOzz9HsLYGz+IlvDrnJbICHpqB5j/+oP2UR8g9VzlkmwGX6trlD4YJh2X8xXsAxeBVQ40+m7OPa+a8j5Sbi1RfR+MPP+Dft4+M064AXbYtUZsNdUp0oVi+HTvYd931EArh6dULd//++Dcr2W2MUrhaZSEJyfBnt0M5vLmYkTuWUj5lCj2+/hrJ4dgvHbd4MMH30zQeXfI+AHv/ej7mu53nXkN4j13IFjMTAJXsdmZd+xhrfpvLRVnN9F/+J/7iYvzFxQBkfPIp92T2YOnQCcB45TqlpbQuXYajXT5DFs9hyI5t9J6+AdnvI/3ww+ny5hsaQ2fLw7+DP5TQX/q2xLNVJEliWc8RnLz2N/jyE/wTxiAHQwRrqmmZPRvsdnw2B3I4jNS5K+49Oyk+6ywK770H/44d2H1edmV1IFxYRO8da7SU7FXPPkf6mDHR9cZQk0k8f81AQIj17vt27ED2egmlpODs3h3/pmrTutEMjQKGjRbWZJyNK2B3Ej7uROxff0bd+x+QMW4cksOhHW5FrKBOn73Fp3/8wMY9I/Fu2QR2O5nHxmoTfjTmPEoGnMq068eQ2TWXzKOPRg6H+e2C6+iyZgHbJ5zGETk59Jj2PbLfjy01lepqN77SzWIGhm4upI0aiS0tjWBVFZ5ly0kfeZhF6nXjEGp/SSnVr7zMVdN/xxUMgA/F9gRaFy+m4Oab6Ve3j8XuDgccEgVqZkioeu55RZw5GKTTSy+S09jAS388g2t9e4Jffa5lRAuUl3PuN8+R6m3FV9SJTmefhj07h8onngBg65DDCUs2w2dVnjd2/tqzs5Aj4uKt/jDl6e0YkSraEyTaAsYgcXTftcVoXUpOJ/lXXsmm1xawLq0Px1x6P4NnfE3NG29Q8dDDpPTrR3Z1KTes/ZmswcDwxAOz027jyJLV5D/2JXtz0vAsXwFAp5dfpvSWWwDo2VRO+KVnCV1wJvbMqN2j12JrW7OGsnvuJfv002l3zdWAlYi2OZDf0KaEKBkBNmbsWH1qezkQoPLpZ6j//HOlPXc+xPc/Laan3MzJp48n74LztVBYyekk56yzqH3nHa5e/xN232VANv6SUioefpjWRYvIAlodKaQHvdS+9Raubt3Yd9VVWpjShwOOj9FjcuTlkXPqqZQcehQPlWXxr8Xv4JZDdHrhedJGjqRl7lw8S5fSf6myXwfSs3C2NlHx6GMA5Jx/Hvt6HMUnNW5uyahmwhGDSB81kkAgCjRaJTUBcZIQ1b50p7hiwBq1/zzOVFbf/i8mfvIcbWvXavID+ZddRkteEVAbs/dmHHEE6YcfziOfLuaLddU83rGJiZk+gnX1OHUC3P/N5R/A5j9QsuIWhQPTsEmcOCJPqlrUkKhcW4jdZ5+DPSebzq+9hs3lIu3bT3F6m6jOyKfIFqBt9WoaP/0MOrSndd587l6pLEK555+XQM106wSy/KGwoYGoUdFdduwZGbS79lryr7qKBZ/+hPzSMxQ0VFH5xBN0fPqphLpiho3y7J3LdijtGDCArMnHU/3CVGpef51Da+pwyGEaO3Unu7SY+k8+wbdtG13efkvoXfRu20bxBRcyRkffzpw0iaIHHtAOUVYK7vbsbGb0H89J6/8gZcsGSm64kYKbbiLtsENxdlIElwPBEHsvvwLvpk10+/QTjVpY0eRFksN0qd1H6e3PagJlAAOAuyvL8V04PqGPEvrZ7EASDFP14kt4IpkqHIWFdHz2WX781xz8wTBpJ4wj8OM3SiahKY9iP0/ZSA8oJCpi0Dh+/Iaqd14BoLVPHw56+21SO7Tn95tS6frWsxxauYXSW2+jaeKv5F5wIemjRuKw2Sjw1JOydCGBwsNxRsIQGr7/ntb5C/DanfzrsIt59/WbcaTFGiaapksoEVTLu+Ri6r/+BkkOYw8FKbn1NtLHjMbdsxfNEbAGwNmixPjmnndezDv2BcKEbHaqTzybTl+9i7N9e+RwmGB5OfcveIc3Bp1C22N/0Xre2aSPigYjhXS6Ks5wiLYNG3H37IEtLQ3PihXkrVBSaw9ePTtG5LHquecJDR3OmdsXsyW3q5BaDdEN1bN0Gd7165FSUvBccDl8tdXQKwlRGrBHoMsiSuvt6tyJ1UeexsyCMTx52mBOc9ex74YbtZCVnHPPpbEmhcb8HmSccgzZOgZIaUkj7ww6mZGVm2HFShq++Ybcs8+Oub4Z+Bgf+iLLMh0+/4KGiJaRlJKC7PXS6EpjwGsvEdy+HTngp9Jvw/bGi4zZuYw9519Ah389Qc4ZUXafOpa7Vu7GuzlTAc3WrgXA3bcvD+wqxh30E7pzDW0P3peQtlLE0NGnyBaB2mask3h9Bt92Zc2Tu/UESSInzSk8BJnp/bi6dmVhnzGM2xpJ6+50xug2ja7YyIyGqoR6oIYYBChYrMSj556taGQU3XUX2y+4mKy2VsKSjbTBg/CuW4dn1SoNsDHT2tID895gSAGnAFeP7trnczsMYdbkx/jh7kl03LuFkhtupG3lSnqtXMm9nQ5mcffrhW0Gcw99Rvke9lz0HKH6ehydOlF52qlAcoLh4lBI5fMfR5/B6KrN+DZtpv7zz8m7+OKozksyosO68Kawz0fTW/+O/kiSkFJTkT0esk46icr+w2DPVsMDOSSRaMCZwvL2Axk3sS8nPHk3DV99RbC2jpZ5c/Hv2Mn4pjUcUbaOuoNTCDU3UfNqNFxSn0g6fdwRdH755RiNFqW/QgmHID3QbdTP8wYdxZGb55JdvIudk45VNI2yswHIOfNM7swazaZ9dTx39lD6vj+V1gULqHzsca3+hwMnk3fIwdzleZqwx4McCuHbvp2mX3+lLdA50sfWgLi+RPc/44O13pHWtnYdAN7OnZFsNtOwT/3nIoaNzyQkStOAm3wKqdO+xrNiBaW33U7hPXfjTcvTrh+/FgVrasj74wcADtqisPhyzzk7JvU6GM8HyWZj7YW3cEvn47m0i6J9JNntSBFmh5koNETnpS8QxuZ2k3XiiTR8/TUNX31F+sjDkguJityj4bvv8BcX0zT9NwKlpbiAlYV96X/ROXSp2UPTHzPw79pF6a238jAwu/Mwgp7hQHbCtdsEbE/9Wh0My7TNnUvd++9rn1X+60kusecpma/2FrPv2mvJO/986j79jGBFBaneVrbldKb1kZcZOmEgsizTPOtPvOs3sGbwOCiThYCNWYYpLUuUAfgI6lgNGo5nMxtSuW/UWdLu+uvwrFiBZ9kyis89j+tbItpRjy+mYudKih58UHOIyKEQPap2ccHKL3HKIY1x6+rdi8yJx5B10kk0/fyzdp+6Dz8i75KLsWdlIcsyPfZs4vDSErIWVlP8thKCVf3ii+Rddik2l8tc38hCw6axTemv+LOZ0ldiIELt+9Sglz2XXkbbSoXx3f6xR9k7ehKf7MimU04ql12W6Chrd+01bPnsW4o89UivvUDT8RMpf+BBwk1NSC4X3w8+lq8KD+GLuc/h276d4nPPhVAIZ8eO1J14FuurujDAYM1xO2xsbNeTu064j1+uGoG7jzIPO/zrX+w+4wx8rW28Mvg0jj12BINfegjZ60VKTSXvgguwLa6iOLsj28YfwWnH9Rc+r5GN4rZwPGhj0iBZg7oetKVm0e3zz/AsW4Z30ybSR48mZeBA/HN3xtxDLZIkQVYWAXs9ZQcdRv6kfob3/m8t/wA2/4Fij9sgMw0ZNhaAjVEGFAv9GzU196ErZ+BdpxgOey++BDkcxhHxNn086hyeP6oj5Q88SNN33yFddSX2p5/FGfSxtWM/Trr2uoTr6o0FX9AYsGnzJ24Ckt1OaNRYnhtxIc8ueIPGH34g96ILST0o9hAkZNhEFtJuFcpkThs2jJwzz6T+408IlJXhBFYV9KXpnqe40FZG2T334lm6lH1XXEnnxlamNEFVwyGEW4dgS1eYPVXPPw+hEC1Zeexw5eG4+DLOuvr0uOc1B6iCoTD/7nUM09sdxHvuLfh/n071Sy8BYBtxGHdXBPC602jbqVD9K6Y8Svevv1JSrm5dyytLvqfjj6W0oMSKZ596KuGWZqr+mkvfhhL2/TENRt2W0McgziYCOo9qayueyMaSOmI4hbfeCu4UbfNOS3WT9q8n2H3mWbTMmsXAtRvoOuQiQuFCw3tahRl0baog48dXAci78Ua2de7Ewe2UbEMt7nSmjLqcfzfOp8ucn2me+SfNM/8kfcxozi1rpnvxBpgBO/+dSofHHyfrhMnUf6aAhx8NOJ4VRQMMNwCNTWTgmXT37Mn8Gx7nj1XFXOfZROc1C2mdO4/WuUr406bRx1G7p4wjytYhpaaSHTmwRZ9X6ePmk86k/4NKpphgfT3F55xL4d69TFn6ATJQta+YHt9/p9XTe4+b//UYFT/9BA4HqQcdhH+PwiLYndWeHk0VGlgD0DhtGkybxhWRv/deshJX9+44CguxZ2WRMnAAaqSE3x+k9v0PNC9PzumnUxZh5xhlNYKoEerxCQAbk7SkqkHY6guSOnIovab/Sv0XX+Lft5esyy6H5xQvSTwrwWGXqEnL4adBkzhr7a9UPDKFcKuHvIsv0rwv5iEKsR4z37p1uCJgTdrIkaTcdidnv72EJlc6q444HGlcJA6/opnnFpdxx2olzLF55p8xgI0vGKZXQyln//gSuz9U3pctIwNsNnzbtqFCTvY1Kyk+80za3XADBTfdGFMfDLLDxWQQkw1Fp9U1PR4Yg1jAB8C3QwFsvJ27AeJwKLDWdfl2yPHYmhoZc+kZ9DpsCPWff07b+g34tijaFCM3LwTOTKjn9we5bt0POFqbcXToQPrhCvslZeBA1j/3Ad99NoM+B/fjgSFplFx/A75t0WwlatiC0aFcH97h8QU1wMbdvTuggHMtviAhVypZaS7SDzuM7p9/RvUbb9A0YyZHlq6l/U+vw3XjEq5tJS7pCgU47esXCDXVkzJwIB3+/SabFivsLDNg2oqur37uzcih8PbbqZgyheqXXyHz2OMOOK13zWuvE6yooDo1m3vHXsv3txxFu3ZZeJYvJ2P8eHxzi4XtjWlzWCYclhMyR+r1VewZGeRfoaxAhbfewpbf5jD3lQ84snQNlU8+qdVJPfhggg31bPO7mZvTm5OOH0H/y85KENQVhaCoxr4kJYYFAvjSs/hg4AncuuYb5YNwmFB9Pc6uXSm86y6aPlhNfUoQe34+Xd55m9p33tWyO1ZffD3Lm3oyOiWTnr/+ApJE3cefUD11KjVv/hvf2UpiATMwQG5ro2XePBzt2mmsSyuGjUPXz23rI4BNly4xzysMiVIBDKGGjfiQqmV5K+xI76kvUHr7HTTPnEnzX39hn/IkYKdHazWeVatJHXowstdL1YsvUf/JJzHXSR8zhqL77ku4vkiPLcXlIGB3GjoAzLIAgZ5ho9TNPfccGr7+mqbp0/Ht2kXKcVdGntcENA3JBMrLKX/gweh33bry+OCzmGtvz3eTxlLULZfs00+n9NbbkBwO2nbs4KiS1QSn3Ev4g7exuWIdQKK9SP/s/kCQmlcUp1TuRRfRMm8ugT17GYzCoiItHe/adZRFQDuAgNPN0yMu5CqXAmhJkkTXt99G9vup/GojUC0EbFwmrM1WQQiXWqIOLQOGjRVgo8t6JjkcdHrpRYrPOptAqZK5r9GVRlbQS/3nXxBubaX944/j313M3osv5tLGRgCaDj6MfmefjBwMkT52LJLNRtG99/DsXgdSKMQ1G36i5vXXqXn9dew5Odiysjh1715OBVge96zz55N59NExek5yOIxvxw6ClZWkjx5tqWGTVEiUIBxSksMM/GAqbWtWYsvIoMMTT5B13LFUVSjaMaLsqrb0dN4ecTb3znsb+/SfKZ2ugFUpBw+h0zPPMGfaHhorW/BceTMZb72I7PORMngwXT94n917W+HjFYIEFMp7K0vJ1cAaUBxsvab/yh3fruPP3R7G9x9Erz9+x7t+Pc4uXXG0a4fDroxV0RlS5LwD62yHquC/VcipZLeTPno06aOj2Q2T2XuN9Ff/28s/gM1/oMRP/Ey3XsNGTF/XFyMhs2Q0bNL9bRw0P4pit61ZAyihAmva9WZ1YT+yjj+cyqeeJrBvH4U//YzN00p5Wj4fnXobpxqELCmx2wqA4Q2EyDIQNRZRWV0OGxvze7C6x3CG71pB43ffJwA2bYL4fXXi94wANqnDhuHIzaXH999R9cJUlhQ38GiXY7knLZXMw4+h86uvsPfKq/CsWIEbFCHWys3sPnsJPb77lpY5c2idNx+cTr6/6H6+KIXHB8e2BWI3Mq8/EbCpbPYRRqI0rxPdp1xGw6ABeFaspGXhQsIrliVIrHo3bqT8wYcI1tZwx7z5kZukkjZkCPlXX0XGWCX84oc7n2fCL+/R8buP8F9xNq7OnYgvyYREOdetVrJ7de6shaJ4dOEwqU47KQMG0GnqVMUYr6zkoaUf8s2QxxOuKcuy0OiUg0GyvE0MLVmNJMukH3EEuVdfBb/9pv3GHwwTlmwUn38N4267gvovv6Thq69pXbSY7kAIiWBeO9x11ZTddRfBykp827cjp6Qws+uhFGW5jfVgrMSdu/VjVYmb1Ucez+H33kjjTz9T//nn2DIy2DjhDH5fuoNh4Xp6XnRODC0XYg/lqvfIkZtLt08/4bczLqNP9S5AyTATrK7WQt7UtvSt30vr3J+Ui0VSdAL4izrywLArua5+FUcs/QXJ7Sb14IOVeOjCQhbZCxlVsRHPsmVajLRarm/XmR3DLyN1zh9U/VsRaLVlZ5N3+WW01hoz1NSiGnUeA8NC1oWXGAI27thwKnt2Nu2uVYSe9Zmj4r386rr1/YBjuGpABg1ffkXVM8/QPGMGXd76N/asLFP6uwZON7dQdu99NEcyr2SccAJdXnieqiYve7L2RISgdaC2XeLPbodSVdiFZ/54ntZFiyi9/Q4cBQUU3nM3gVCYI0tWY1M9cZJEp6kvgM3OvquvpsmdwaMjLuIpx3Zcs2dQ8/rruPv2JSsSLiAyLGI9sWFcJI5Zo8x/8f2l/sa3UwFsmoq6QCO0E4RDgbVAbLUzg3+NvIQ/jx9HSmEmHR5X5vmaT7/D/cSDjN62iLDPh80dCwqNnfsNh+9ZiizZKLrrzhiasy0rm5VF/cnJKcTdV6En+3fuRA4EkJxOjYli9Kw2m5I90BcM01ZVTbi1FSQJZzcFnGoLhDSDUnV2uPv0ofOLLzLn699p98gd9Nu9Dt+u3VoGN7VEGVDRtoZ9PgKlZTjtLibvXkx2Uy2ODh3o+v57hNOj+11UKFnMgBIxqPSMopyzz6Jx2jTa1q6l8umncB16kdY2WZYJ1dQQamnB1b07kiQhy7I2N1Ugvvb9DzSR/U8GnUhZRgHhgkIcOalkTTIfi2rR2w6BcBi3LS7cSgBESC4XztGjeXqRnz2F3bl43c8QCsWAlze9PJ/N5U2cMP4ww+xH0fFsHBJlxhab0e1QrjiiBwMGdMe7ZTMtf86iwxOPY89ITxCzbnf1VaQNPwTZ72d3Rnf4bBWhsKxpeeSefz61776Lf/duRs/6kvKUHqS6hhq010b3xnKuf3sK+9pakNLS6DN3DvbMzJgEBaI2q8+qOsq8XSOATZwGRnzRRIeFIVHiED99dsesiRNxfPA+1S+/gmf5ckIvPM39aV04omwde6aDq0cPJIddY+4BPHnohbgGDeHdu06ICRtVS0DAlkmL0/jTF6NQ/pjn1TFsQAF/Uw4egnftOnxbtjDE/yEMudRQs0cfEtWi2lEoYtXtpzzClk+2QpNPe08p/frR6zdFm+O6u97h6umvkrJyKRUPP0KHp56MmcMiR5heHL7522/xbdmCLSODghuuJ+fMMyl/8EG869fzV+dDmPz0vfDcE3jXriP3wgtJO2QYL+8IUV5mi1mbJacTyem0ZLqYaVB5fIkAr76YZWc1Cw3UP7PGtsjLo/vXX1Hx6GPsXLaWhw+5kKeHpZPz0r9o/PEnfLuLCXtaCUXAmi25XWi7+m5GHh1rW9vz8vixx1gc4SA3plUS3LAe2eMh1NBAqKGBoNPF7rQCOqba6HraCYRqamj45luapv9GxoQJOFsaASfuLRvYfeNz2ljOOe9c7EUTgUQgIuz30/j9NI6fNp3KDiPJTh2e8LxmTMRAKMykPcvJW7MEyeWi63vvknrwwUD0vRnNA7WsKOrHa0PP4JY13yK5XORdcjEFN92E5HKR6iwBoPGo4xh24Wl4VqwkfeRh2NLT8QcVMCiecaJvrxHI68jPp9mdAXhw2W04i4pi9JGstH7UfdsojbkKooqeN8r6EmdoFIUyG4k7q8WKKfrfXP4BbP4DJX5g6b0FquEXskALVeHZ2JS15pOtxRdk4t7luNpacffpTf611+Jdt47UYcOo8ks8PrcZe0jGlpZG1okn0PDlV2SvUGJM/+w6nPS0RCFcULwCKQ47bYGQ0LBoCxhveOrGMb/PKAWw+fVXCu+5G8/yFdizMkkdMiQavx+X7SLVaWdg7W561e0FSSJthLLYOgoK6Pj0U0z/aAX+zZWaAZE+Zgwdn36Kpt//oPygEXz11ybO3/4X7NxJ448/aZof+VdcTlVmIVAlRHTtNiUNpDcYIptYg7SiUZGPK8pKwe50kH/lleRfeSW+nTup/Hk6P/y6jIn7ViA5nbS74XqqX3pZYVEAQcnGrz3GcPEbj9Kxe2wmku2HHEXB4tkMrt1FxeOP0fWttxL72YSVoPZ16hrlsJ9+xOGaUdJmIDSXdewk0g47lE0nnUrnmipGL/gRrh0fc02RGG7b+g2U3XMP9+7erR1+s089JeEg49MZ2Cn9+tHhkUfIu+giWhcs5JeFW3nD1ZerzhrDsd++SvOMGVq2mOYjJtLqSqV/blrCc6rXA7FnUsuyZreROnQoqUOHknPWmUqGhnWtlGUUMPveVzjUgBaqhVXEC8sWFvL8CbfhLy3jveJp2LZvoWXBQnIiDJ1gKAyyzJUbFMA0+5STaXfTTbStWoU9N5d5Gd2p/2odf446jbNPHoWzUydShwyhZeFCSnsN5vG3VzIkVM9HI1wEq6oIVlURaqinddFiCmtKeHrBm3T4owZQPHz5V16Js6iQ1rK9gNh40wxsAw0b/VJi5FXRABuDtN76dS7+ABYV0Ib2jz5CSr9+VL0wlbbVq9l71VV0festoW6Hcj1lHGXN+Z3GH37QPs88XtFAMmIg6p9hZ1YH7Dk5hBoaaIoI6gEEDj2dw8sUUdCCW28lY/yRpPRXxkCv33/jnC82sqk+TMuV59K7W0fqPvyQ8ocfxpaWRvOiRaS3daXRnSnMEgURdokBvqJpERgxbOIMGn/EGK3K7xgBbMQMG7tVunhBZizb2HFUp2ZT0NaoCJBfemm0zvbtjF75BwD1N9/LwMmTY+rqAVNnx45IaWnIHg/+PXtw9+6t0ctFB/MUp10BbHYq4KezUyfN660yRW1S4mEmPGQYqwr7cmjlFhp//onCiC6C/lndQT/2X6ZR7W9B9vlp/PFHghUVdBk0jPO2bgWg4IbrsefkENbF75uxIfRzIxiWEw6xGuhpk5BsNtpPeYTdZ5xJ82+/c9y+RhZ0nkTXj19j281zFYCKiCbQi1PxYddCKdNcDrxbt1IVYY0U3H47i0q6gD9RQNRKQDtmTIZk4gl4ZqE+TrsNJImf+hzJww9cSKCkJEbjJNl7i0KiRACG025Dlmy0Hn0Cmf0LyZxwFAXXR8PfjLSR0oZH7IKNFco9dIdje0Y6eRdeSM0bbzB6xe8chkTtMX0I982lacYMmn76iWBDA+3zO/HAqjWktykhH7LHg3fTZtJHHmYJjNltEs5QgF4fvawdIr0RQUzrLFHikKiwLg11iqluhzJ40kaMoOt777L7jDPxbd/OEQ31hFFSaassNnt2NtmnncZuv52Frf0YkpFnCNaAOERQS8pgwLAx064C47CKTs89R92nn1L/8Sd02LWBvl32kupKTFWvZ7m1zFfYsgW33Ey76xRWuC+osMiNxuSezv15/LBLeWLpezT+8AOpBw8h97zztO/jHWH+vXupfvU1Qs3NXFTmYE9We5p+U1hf7a5X1g57Tg7dv/6KCbd8xN6UPE7t3ZuOX35JuLFRkxVo/nYtlJUYrs1RGQFrhlx8sWLYmLEh9odho32Wn0/nV17mypfmsaeimdD4kXTp14nSO+/SQEp7Xh4fXPQIXxT7edidaLepfRC0OSj49ztkpzkJt7bi37ePQHk5L+6x8f6WFu6Y2JcRR/ehbd06BbCZMQP/mcW8tnEjf3YZjv3nNfhCISU8tK2Nhi++5LSD9uFO60kwPEy7n3fbNkpvvQ3/rl0MBV7Yvpwwm/BcewVph0R/p67lRrakPxjm2H3KGandjTdqYA1YSyeoffh791E8eMeZFHXtgLMoymJ36/Sr7FlZZE6IunpVBpoxwyY6LhRdpfi9SLzmqNEfVgwboyxe6lgzsgWVzyNj0oDpHR/yHV98JvuCVSKX/+byD2DzHyjxA0s/kY1YMv69e3EUFGheITBn2MQP+lBDA3IohDcQ4vAyZfHMOfscsk84gewTTgCguaENz6K/cEXq5l96KU2//0E4InA1q8twhglCKkDxjLQFQob0v5DOsIjfBFTh4HUFfXF06ECwvJyqZ57VQjpSDzmEJ3dVU5mWi32pE/l4JdNIoLIK+9IV3LRGyYKTfeaZCUJTRnHH2SefTPbJJ1NRXMd3+woZGKhjzLZFVDzxBAQCpB58MAU33ID/41XKcwni0lOddlp8QUOjpKxBEQ7umJ0a87m7Vy9yr72WqRU9mdNlGO9fP56cEYfg7t+fyqeewtlvAOeFh1KWUcBNHRLDjxxOBy8PPZO350ylde482tZvIHVwNLeTLMtCYAyUBVqSw2RGAJuMiIiy0ldRA1tPjXfk5lJz7hV0eO0pupRsTbimkUhksKaGvZdeSri1NYZHkDl+PPG9ZXQocPfsibtnT9amrKViVQlBWaLo/vtomT8fua0NV+9ebDjhQpizj865qRgVq3So0QN9tIUpEbV916YtpnVNRZadDvam5xMYPhL39i20zJtL5sRj8Cxbhn/QcCbtXc7g2t1IKSkU3HILzo4dtfSD6oHCH5ZjwnSyJk5k974GAGrzO5J7zoSYe/pLSll3yhl0blXAGkf79hTeeYfGiGjRvG3G8zdVC2tKHMv6tcQ4JMoRuYeBcR7pJ7tNSsx6pEuDLEkSueedR+ohh7D34kvwrl3H7rPOhuseimlfTP3Ie8tYtyJ6v/x80saMAXSAXNx9NfBClkgZPJjW+VFPbN1HH9FzXyMdPLUEnS7yLrpQC5UERe/Fn7oH6psIhMIU3nkHLQvm49+xk31XXQXAE9mduOfw6xI0UrR1WpZp27YNuXg7GUceGaMLobbZUKNIx5IJ+3z49+0DoCS7A1BnCtg4TUJlZVnWCZfGgWpuN5/2P5bbVn9N7b/fwpGbS7CunrRhQ6l8+hns4RCL2h9En6OPS7iu3oiSbDbcfXorXvLt23H37m0a/gXK+trYFiBQXIwNhQGgFk083+0wSAluY1aX4RxauYWmH38i96yzNO0rUMDWe1d8RuCXjdTE33PDalKByryO9D/llIQ2eQzCerX76hlUIZn4n8SHgqQMGEDBbbdSPfVFem1YzGs7NpLvbVISDksS2Gy0zJpF6S23kvp0VEw4xS6x74EHIRgkc+JE2l19Fc7HZhgCNtYMGz2IGIa4IWQGJmgAYlgmddBBiVpOKggoZAcY2ypmGgn6z0WGvUbZN2FBxc+DvMsuxV9czOal6+hUW0LB0w+w7Rkl/EktGWwmA2hMz6F9/160rVyJd/Mm0kceZgpOebduo+/6BVy4ZSMdts8GIOfSSwhlZQHme4n+c6O9SP+ZUT/Hs/JAYUd1fOZpdtzzADP82SwbdgyfPXAKrQsWEKioJPOYo3F16cKmLVWEP1wu1PwIhMJRZlHcumHGLLAKidJniVKLq2tX2t9/P+GmZhp/+IGzts3G7YwCxHIoRGDfPrpvXs6hFXWEvF3xRETm08dFwyJFgvBqX60q6kfTRVeT/dG/qXnjTRyFhTTPmEn+tdfEOMI8K1dScsONmvirPo15+pHjyLs0mo1UkiT2pBcQlpU1XJKkGA1Is+xUZhnAYuqasGSMnB2gB9QT31GyGjZG4UV+3fzNGDeOntO+p/ajj/AsW07hXXfiK02HPaWGzOegQYY4W3o6Kf37k9K/P4EfNgAtmrM6ZfBgMidNonnGDLwbNwJwzD4l1D9jwgQ6Pvkvat56m7oPPmDYxoUczCJK1w+huX4bgb37qJo6Fdnrxd6uHcvdRRxSuhH7vFnsWTCbwrvvIu+SS5AkCZfDxrlb/6TLc98QevtlTTMLwF5bw0G1xQBkn3RizPOk6qQTfMFwAgtOz1529++PM9NtWN9oHpmt7frP/MFwgv3kN3GWWIkzm6Woj2dbxxczXSXt7CBY102f12JP+G8u/wA2/4FihgTqBer8e/dS+eRTtMyZQ8aECXR543Xtd6rBK+3eSd2fG3H36o0zrBwuuiyfQ/mqbym84w5a58+n7L77saWlkXnmnRxUVwxA5qSJMffVUyTDYRlX9+50++Vnlk95lKqiAVS25humA1eLsqkEDA0LPYiTANioHiQZcs46k5pXXtXAGoC2VavoB/Rr2EfT7bcQ+nYM9rw8mn75BYDuQLMzlQ7X30h8UTctow1abcea9v0Zs20RRDyphffcjeR0WooBpjhttPhi02OqpTzCsDFKza0ukqsK+2EfpAgNZ44fT+b48VQ1eyn71ywkSRznWZpZSOUhY+mwfC51n3xMp2ef1b73h8KaMWqcRcHGwdU7cNdUYsvIIH3UKO07rwnQ4+ujxOoXVe/TQhq0e+ret7roVr/2GuHWVlIGDqR6bxmZLQ00DxuFLT2dkM5jra9vzGSKLsTO9u3p8NhjNP3yC0UPPcielQ0AdMoxBmys4mlDJmE+lkKPAkMVogdQ3/BRuL/8iNaFi6h69jkavv4aW+8+XFOssF0Kbrop5iCpPK/qGREb50bj0dW5E9Mun0LGr99zZJqHg2+/PiZ8RQViRICN+rkxhT1qlBlt8Cprx2OwSZsJTBqlQU7p14+uH39EyfU3ENi3j35P3UX3EVeQ4kwM/UsJ++nYUk3mFgWA7vzpJ8zZuZOBkbEpZthEDzHZJ59E6/z5Sga4w8dS+++36PnXDwBUDBjO4PTE8M/4+P2CW26h9Kabte97N5by0NIPcYROQL+dSpKEwyZx3sbfqT9XCd9KGTSI7p9/pmWOMAsT0qeP9W3fAeEw9uxsSiVl/BdkmmnYiA0aJR2t8u/4ddJhl/izy3DO3DWfLg3llN1zb8z3bc4U3hpyCq+aGI3qGEjp2xfv2nV4t20j6/jjo2PDgFoN0XUouHs3LsAV0a+BKACZaRB667BLLGl/EG3OFCgrY8ekY+n0wgtkHTuJcFjm2B3zGV2xEZxOck49FcnpwNW9B2kjR7Lhi2m8t7mZquGHM94gjMdj4rXWv7NAOEwqcbpmBiLL7a66ivRRo9l+wUXke5uUz26+ifwrr6Rt1Sr2XXMtLbNn0zp5Ep+0BnnwqBvxLVuKd8MGbOnpFD2kaHRENXBiD1DJMD9UpqixPoMYiNDPI6Nipesi1LAx0TZS7itmFeivZ3wYMa5rz8yk09QXuPSpP7ht2tP0aKpABpxdupB92qmk9OvHtvkrWD13BUtHn8STnZppW7lSyzKl7+dAZRX1n32Gb9s25FCI1kWLOEJ3KO74/POkHTsJIqw+q3dkpmGjt6uSYdhovx04kNaX3+WVt5fQsyAde2ZmTMrumLoCVt6eWg9hWbFT2qXHHTRNROyjDCrjeW+mF5J/5RU0/vADY8o3UPf5vyn5oo3sU06m/JFHCFXXcDhwONC863fCHg/2du00JwwkB0A2HHc6eT98QbC6mpKbb4FQiMaffuLyop64u4wlZ1EDe199BjkQIGXQIHLOOJ05r31MnqeBTqeeRKc7bo5hJIXDssZSNQKpzAAbLSRYALqYZTpVD81CwMaElWDm9AMdYGMwB+MBU2enTrS//37te/f3yn5tLOCrY+yYhZ1qOlcSnV56kfrPv8C3fRsfLyvl5N0LsffrT6cXnseWmkrh7bfh7NCeZZ9Mo9u+LXR54i5KdNdMHzuWDs8+w/EvLKV73T7ecm4mMPMPqp5+Bt/mLRQ9cD+FDZWcu/kPbMhUPvMsHZ/8l1a/7+Yl2JDx9RuU4DDW2+DeQCjBJtd3X7xjCZIEbAzGlH7N9QVDCe9RFMqob4cI+zCK7FBLhsa2NrabzVhf6vVEOjRmIJOVrf/fXP4BbP4DReS5h9hNtmLKo1pqs5a//sKzYgWy30/a6NEEQzJpAS/B226gsr4OgAnpmbRPLWJozQ4aAO/6DXg3bAAg5PVy/tvKwtna56CYuEWIXVx8EVTWnp1N3cRj2O7sA/N2G6YDj9ZXJo0Rw0a/4MQbcPrJlnvOOdS++W/kyKG+6OGHaJWc3P3bLgbW7easkqVafyBJuPv25Xt/Hr90H8PX6VkJ942mcE2c5OrzrmrXG1WAxz1gAKnDhkXqiimH+vpGDJtyNTV3TiJgo19g4xeYZhPPMUQX2F1HnkSH5XNp+u13Cm+5BWcn5UDr9UevZ7RRu+w2JhcrmaGyTz5JCf+JlDa/MQMKQO7QkRZHChlBL74dO2KMIPUZHDYJm03Ct2sXDd8orKei++7l5UU1FP3xPf0vuDzhuvr6yYiJZZ90oubFKPmzHIDOopAoi0VcdKBPpq4oJAqiRoWnVz9ys7MJNTbS8PXXAIR3bCcN2NyuJ/0vuVhY19BzZWHYtxW057Mhp5B3fH/GjOkV851Vxgj1nRuBLvoDmZFRYR4SJT58RbM2ECN4mtKvH92//YZ9V1wJmzZx+6qvWDZpZExdORjktI+e4JoyJVzGUVSEe8gQwhHRQ4CmiIhgIghh0+6bMfkEOmdmkjZ8OLaUFFoXLMS7YQMb87pTcsaVxELase1Wx0/mMceQPmYM3q1bSbn9LqofeYShNTvYe/LJZB59NIV33K4BnKkEOWnXQuVCTifeDRuoevEliu65W7mmiaCfQ2fYty5QWEGpw4ZR06qkIzXTsDETHdaDkvHj2W6TCNvsPDH+Wr7J3Y1n2TKk1FQlE4Yk8fa4y6hKyzP07rviDiKq+GHbylXIsmxKrQZlfc32NeOYrxxsU4cM1r5TQ6KMHAhOuw2fw8Ubx17PgyV/0bZmDeX334+7bx9adxVzzfqfAMi59TY6XHFZTN3ARVfy2ztL6OMwBoE9BsK/2n31IVEG/RwQPG/q4EGsO/1Khn/5Gk1FXeh/5ZVILhfpo0bR4fHHKLv7HuTaWtoB52+dScO37QDIOvkknIWF2jMr94gPiTJnbyh1pRgGrL6YZv/TzSMj2n2yIVHxfaUCW6KQKCuGjRnd3yr1epNs5+7Dr+fLo3LpM6A7rp49tcN3oMdQnvAOomd+OikDIgLSmxTARu3n7jV7KT7zXoLV1THXDdkd2ENBKvsPo/8JkwkGo2ul1bqusitCYVlxXOj6RXUWOWySIRhgNu+tGG5WWhY7q5XQsJ4F6Qli1artYWQL+i0ZNmJnibt3b7b0Gkb/natpN+MHmoHmP5SwTCklhfp2HUkv20NmlbIPtLv2Wu39BXXOLMN9Wx0bdjuZk4+n4YsvQQXaZJkeFTu5v2IXtuUyMpA58Rg6PvMMtrQ0Ht6aR7M3yKzrj8SekRFzXX3WOCNbQ6TlBNFU7lYMG6NDrsfCSWOmc6LagsLsVHGC//oSNAFM9Z8bzd+YDHEG49IoBEyy2ci78AK8gRBvPvgbM7sdyvdPn69FI0hOJ3kXX8zPLZ246N93k+334CgsxFFYSOaxk8i//HJag0ro0M6cznR49HJ8Xw2n8plnaPzxR5pnzeLY9FxsKPds/P57kGXaXXM1nhUrOHaRklQiOP4Y4ovTbsNplwiEFOZ7Ttz3VuxlFWjxGpwxrMBHFYg3DOPSnCWJdW06woBRMdPZU/dFUUiUma6S6rg5EIaNWdr1//ZiPMv+Kf+/FrOBpdehKbznbtKPOAJ7O8VI23PhRey9/Aoavv6GYDjMuVv/RK6vw56Xh71dO1ytzQytiYrGqWCNvaBdzD2ajjg64b56D038RqsCCZkmIVEpunjL+KKJmDltCZu7/nDsyM8n66STlN8edBB555+PPOkEFnccxBeHnEr3r77C2a0r9oJ2dPvkY3r++AMfHnYOxdkdDL05ZgaruhjW2FJIHToUgLwLL9CAklaTbEtWz1suCIkCZUHUp0XUlxaLflaN/drOvUg77DAIBCh/7DHkiItcBcYcNslww8z0NjO6XBkTOeecE/OdWdyyzWZjR04EFNq0KeY7dSFNl0L4S0qoemEqhEJkTJhA2qGH0pZXwFtDTqW1XceE64JOF8LQ4BQv4iX1HgBhSJQlw0ZlMxgYUW4TY0b/uTG1OmJUYNOy5mjliPG8evDpPDPpZiSH2MtgZMxYHYDMRAStQqLMskTpx6iRwZlu4lUJmL5bXThGnHHgyM2ly7vvEHI46dNYSsfyXdp3cjhM/WefUVgW/Sz98LEJAOf6UkXgcECHWMHomNAVWSZz/HjsmZlITiddP/yA2Vc8yN2HX0c4L3bNVEu851mSJLq89y595s6B8RN5fOSl+OxOAvv2Uffhh1S/8ipyKETN2+9w/+IPyQy0QUGhImQM1H/2GWGPMpY18NMsJCok0zJ7DgAZRx1FXQSwyU83C4kSG9j69SsxFblSr9adRdG999Dj++/o/tmndHn3Xbp+8D4rOgw0rAeJ8y9t1Ciw2/EsW0b11BcJRMJVRQfzVKeNyzf+iq2lGffAATEMgGavAsYZZT1T27y5XS+6ffoJaSNGEG5tpeTGm6i6607scpiZXUbQzgAwVbOuiPZndYynOhPva7NJqNPDaL0yo5JXjD6G28bdxF/XTNHYVqCE73Z69RWCpygZusbuXkHTzJkA5JwRzdolEl20AgOU9pitOWKWTAyjyKyuRUhUfF9bh0SJQQj4e3R/jz9EiyuNtFGjcPfuHcOU0PdxykDFYeHbtYuw14s/GObw0rVc9OVTBKurcffpTftHHqb9Iw/T9aOPWPLAq7w/cDJzzrg+YZ3StCgsAAxI3I+iWXGsmBBGbAbzfrbqKxWw6VWQkfBdiuYAEDNsRPe1ypg265Bo+KUUcTi5eveiz4L5LL7nRe4dey3FB4+ly3vvknfhBdpvRVp7atEDiNknnax93vGF5+nx/XfM6TNGO7TnX3kFnV5+WXN4mc2hUAxD1Yg1Ij5sei1sULP7WjJs/o6GjWanGIVEmQPxapt9RmukzokWf05QrikJ2+wLhEGS2JHTmdTMRGasPyObe8dex57Lb6PXjD/o8e03tLvqKiS7XcsQ5bRLpLkc5F18EV3fexd3n96EW1rIr1TCj6sOVhjpjdOmsfOkkyl/8CEc4RDzOg5BOvFUw+dNNXHsxmgAGfSXmRNcHS8ie9BsHplFD5ixp8CcwaiGx/uCYcM90Ixh4zSxfcH8ef+XGTb/ADb/gaIOrKP7F/LddaNjvtPTdlP69aPrO29TcMvNMb+p/Ne/GLl3DafuVDytHZ78F33mzGbt7U/y9qCT+O3i+8k5SzHosk44gT6zZ5MyZAhhycZHA47DM+mkhDY5ImgwJIb5qAc+M4aNOpGMFhezmFg9BVaWZQpuvYXsU0+l/RQlxaZHp0OT0q8vvaZPp89ff5E2YoRyTRP6rSjGGqIAlS8Ypv1TT9HxuefIPv107fuaFh8ABQJtiFSn2ItkFhIF4gXGjOoPsTHp7R95GMnppHXuPPZdfQ2+Xbs0D7Bog++zbgEOOUx91z6k9OsX851ZRh67TdkIAS1WWC3qQnrb0k/ZecxEWmbNArudwjtuB/QGtjlybrgQCwwSWZYprVf6WKxho9RVx098MWPYqIcMIcPGhLmlf0cZ46IaQRlHHUXgkaeY3mMMDpfF+zXYLJPVozA03nxR5pZRUUEXT0QcT1/0oRxGrK8M1atiFBJlcnjSG69Ghy9HXh57Dlb0aPot+BVZlmn8+Re2jxlL5VNPA/BH18OoHDpGSzesL+tKGgAY0jk75nM9QBfvPbZnZLCv12DCNruQsm90CJIkCcnhwB8KsaagDzedMoWiB5Vwldp33mHfNddSPXUqQ8sVj3xw0mQyjzkGZ8eOyH4/rUsU1ltVswL0GoU3qfNIaqyjLSLimDH+yKhWgUBQWl/XyMDWA4EJejACUcuMw8eSPmqUKYgYn/UhpW9f2j/yMKD0SdFjd+EO+oUHt75VO5m0dwWyJNHhkUdiAM5mk/1IH1YoORx0nPoC9vx8JUOVx8P6/B68PvxsnAZgq1VGHqPU2vqi13WJL2ZUcpfDxpa8bjSlZCZ8lzVxIs1X3cLywn7Y5TAEArgHDiDloIG6ZzYGPzQjVwAGgH6N3b81J15kWV9kWTZd15U2i0Am6yxRyj1FDBsTHSiBho1azMKCtX4KyjiKirDn5kIohG/rVnJ/+IwHln+CM+gnfdwRdPviC3LPO4/c884jfeRhuHv24Ju+Eygn0R6Iav2YH7yU38baGtGU3iI2kk34vAELpotVAoudVYowdm8DwEY9kBkdUs1AfLBOY749rzuvHHwGLTfeRc/vvyP/umvp+s472DMycNklNuX3YO7ZN2uZNdWi38vNAEh/KEzqsKFkn3YaWSefRNZxx5EycCBvHnIWU4edjePpFyi8884YMM+MuRUT5mPGGjFi2ATN36/LxKHl0TKrChg2ZkBRkho2RiwMo9DPmPs6ovMovmggoiCDmFnIuNpXdoGz0mGTKM7uQPW4Y7GlxM7DRk80pbe6B6aPGkWPH3+k8xuvU9Z3KF/2ncDKy++h2+efkz5mjCah8N2QyTx16EWkphvboZoAt4meExgDmCkHqGED5kw1M/BDtYfDQsDGWBsQYseakQPPlKFqkRjBjDn5v8yw+Sck6j9Q1Mk25eSD6JIXG9JhtFFmHXssVc88i+zzkTJ4MG2rVvHA8k8AcI0eQ8aRRyJJEi0DDmbaLhen9uxI+7MvIPf883H3748kSXT76EMuenMeC6uCTDDwEIJCvQyEggmsESsgAXSK5gYLRDKppkGZrK7CQjo+/ZT2maYsHjECJLsddOljNXaAwYHR7EChN8rCHTuR3b2brh1hGiKLeL4AsDFDv2taFK93oUBXQllgQgkLjBYSJQDG9DoW7l69KLzzDiqfeprW+fMpra2h7bUPlGcTbLQ9Vs4FoHj4eMbEfWdmrNptaIBNWzxgEwzTpbmSkSXrtM9yzzkHdy8lLMcKsTen3Rsv4g2egIbWdxRo2HSLzKttFc2G35uJH6oHHJHR6NVCosRiuP5QOIZhk3HkOCqD5saMeeiK+QYdNcAS67ZY0KPVd65SaPWgnVXoSpomOizOEmWkU+KwCCEBWD9iEj1XzqXjqgXsGH8UwcpK5QubjT2DR/NK91O48ei+jO/Zk0CcNtK6EoVhc3DnHOF9jQEMc0q32SFIXTf9GVnkXXg6/uJi6j/9lNYFC5TntNkJSja8Rx2PJElkjB9P/eef0zJnLpkTJkRDKQ2YeepcKNiwEmSZlIEDcRYV4QsqjDezsBezQ64pi8Li0GbGojACpXPPPhtkqHzmGdI2ruZCXxatOUcSbjs4RlA/3NbGCX9+DEDd+OMZqMu8AfqQKGMNG9CFlxUW0umF59l7xZWQkcGzIy4QAqbami7IyKOm1hZlXnHaJPwYH6BCJswCM3YcKJ7Jl4edzaV1azhvbE+yjj8+BlwTpUT1CcSkY9r8/wPDJv55fRaHYxCzgqIHPnMgwdKw3w8NG1CeQQMXTZiTgVAYSZJIPeQQWmbNouSmm+lcVQXAupHHcfYbzyWwJ/PSFNaUyobTFzOGKSjMLZfdhj8UTtiPzJwsYA4kWGnJaCFRAtFhjWFTmAjYmGlvRIFLEcPGPFmANxjitx6jueLE0bi658VkgTNLDaxezyYZ7/kOW3TvlSSJjk89GfN9WzDMzG6H8ej4oxLqJh3mY8KcTJgHuvFomdbb4HlVJ80BMWwsmD0iu0xpt4UGlWlfWdU1Cx8zZyBr49ngvirDJis1dl+QbDYyJ0xgsac9Hy3YzbVhSDtkGF3ee5fmP//Enp3Nl7/Wgy8o7Gczhk2MyPKBathYMK6NIgCi+jfGzlmlbcbzXmOKCpgu6lrV4g+SnRbbn/FnOX1xmIyL2DYb2Ov/MGySK1OmTFG8i7r/2rdvr30vyzJTpkyhY8eOpKamMn78eDbGHfj+F4tZakOjCWPPyqL711/RY9r3dHnzDRwRzZKQZCP3zrs0401/OJZsNlIGDNC+s6Wm0uiMUEiFqKzx4qLXVhEV1Wgw8k5qIVEmqabBGCG1UrtXJ795SJQRwyZ6vfjnrY8YVnabRE6qyLgXL6ZWAJdoszSj+kPiZpd3ySX0+PFHsNnwbdqMd68ip2a00Xq3bCG7rJiAzc6uIaMTvzcLiZIkNucqgJZ3/Qb8JVGtEH8ozMm7lANp+pjRdPv8c4ruv0/73mFiJKv1QaT+bo/5jVpKIuyagky30Fgd2jUXgDX7GhJYI/r2GIZEmXgngqGwVteQWeCIGn6O/HyyJh+vxEsfc4zps+rbYrRpmWW40N/XaNPyWNCj05ziuWBFnVfHqlk4lXEqRl1IhcBbvq+oO28NOpmww6mANXY77a6/jv5rVrPswtsJSzZDNoPHH2RbpQLUHdwlR3hfo4O1me4OmB+C4kPlih64n3bXXw8OB3mXXcZzlz7DDUfdTlOuoj2SMf5IABq++YZAWRlVNQrI1MGAmZfZUEun5iq6rpyj1D3m6Mg9zQ1VMNdG8low60CZK/FzyIpFIWJ95J5zNp2eU4TSz9wxl0s+fYyKxx6PXjcYpPS222lXU0qjK53iUy9OuLbZfmR0IEgfNYpev03H/vE31KTmCMN01PdmyBINhnSptS0YNmaaIWaiiQJj1eMPUpuazaIjTqfdtdfi6tYt5ntRthgzI1eraxIGFh1bRsC0PiQqHijSAzbmYEJ8XTNBTOVzMWAaDsvRdd1EN8ssuw0IxOTjxnPh7bchuVwEI2DNOwedyIoTLzUMdc1LNwFsLJhI+u8SQ6KSzOazn4wv/echg76SZdk0JEqdH4aHVG0/MT9oWjlLjNYrs0Of5f5possS0IEnxskgxP2sZ/Ia6hI6jNcMr+75RTaOUwB6go5h8zfSeos1bMRz0G9hL6gAodF9gyai+/r7GqdAV1nPxm02AyJUwCZbYOvH95UkSWRNnEjaoYdastrNzglWYyPK4jcBXSwAceN1Xczqs3LSRLWvjN+RloTCwIGXTJYo0T5k5rD8B7DZj3LQQQdRXl6u/bd+/Xrtu2effZapU6fy2muvsXz5ctq3b8/EiRNpbjb2ev8vlFBY1iaDGasgnm7o7tkTd+/e2LOzyX9hKmXp+XzafxJpfftov7GbLKSQhMCdwMOYTEiUGmK03wwbExFesI7FTTMJiYrGahrpskjaRI9fTKsj4VB56S7DWFoQa9jIsqwDbPaPjmrVz0b02ZR+fUk75BAAwgvnAcb93PjDjwAsbT+QFldijG9UZ8j44FaVnsfWTgMgHKbhqy+17wIlJRyzV0mtnH/1NaQdMizGaDVKLaovZocKdTzGg4BlkZAzEbsGFO0Sl91GvSfA3jpPwvfq/DIUHTaJ/7U07OPYDJ2mTqXPvLk42rUzDRHSf25kVGgi2AfgubIKiXLYbdqa4ImbC2YHTYjOPyOhObPnlSTJMhNJmz/ED73Hse3Z9+jy9lv0WTCfgptvRnK5TMfVhtImwjIUZbkpyooFP2Lua3SQUdts4alLJmxNkiQKbr6JfitXUHTP3cj57SjLKNAYImmHHYaUmgqyzI4JR3P2wxcxefeiGIaNHA7jLy7myKdu4t1Zz1K0cyNIEjmRtNNm4XlqMQNNk8l4ZlTXikVhZkRlHn00dSOiIQtN06cTblVCLGrffZeWOXMIOpw8PvJSmt2JB8IWn2JgG4oOC57V1bUr/owsYXshdk2PB6j0h0+xx9vs0CcOwdQEQA2Mev29RaFYotDRZDRsXAKwR39fo8OIJEnC51XXKkmyBl72OyTKRHS4yRtl2RmtdcnMXRABzLHtdffqRdF994LdTvGRJ/J97yOFTCYVsKn3BBK+s2JOgtiBYMaKheTEYUWHY3XqG/VVdYuPZm8QmwTd8hNF//WH1PjQCjMQH6z1KMzsFLP0vlZJJMzYOXr70KivzdJrW4X5iJw0+vVGtF6J6sqyHLWbBWuGGTBmrWEj3nutRIdFzDrlMysQ0YwpGhkXVgwbg/HcZAHYRJlMsfPPHwprmZ5EczDVDLw0CcsH/X5k4owWAp9iB7qZza2yEEVnSKtQSjPGtcawMVib3QJb3+MPcsQzs5m/vUZpcxIZKf+Xyn4DNg6Hg/bt22v/FRQUAMqi8dJLL/HAAw9w+umnM2jQID766CM8Hg+f69I2/68V/UJlNPisDjEAtr79uWLifXzZ75iYjcCKLmzlcRPpsqiTL8s0S5QYDTZlb+hEeM3omSIauigkSpZlS++zpsIe97y1LaqQpzjzioiu6A1EsxGIDsiiTUs9yIn6WXu/cRtWxtGKt92xWNE0it885GCQxkga9D+7jNjvVI72CPo/b5DCCKh97322DB3GliEHk3HZWaSEAmzv2Je0kYclttkiNjUZ5DzeUFXHhJkIttthZ2BH5YC2Zl9DwvfJMWwMDIOAuWEfjYUXx7OLjUYzg1N8sIa/JzoMeuHh2HlkZXBqqRz9wYRDrpWRbBcYnGpR37O9Uycyxo3DkZtrUDexn1Xv78AOWab3NQRsLEIFnAJAHcRsFzXFuurtVI1pW0oK7R9+GHf//mCzYZNlLt78Bx1dYfx791Jy8y1sOWgQu04/A4ffq10v7bDDtMxwZqB0fJuNDGyz+vpQtvj9SD83jA5PZgAiwLYr7ubusdfSkpWH7PPRPGcO/uJiat54E4Dlp13Dxvwe5gxGI9FhEzaR1X6QYiLw2qpjeopAfH1YRXwxEx028y5C1BmRKgrFErBkkssSZe21thIfTRgbOlFLI8+x0mbjQ27QRAw+5p4Gc1cFRDLcDoHWgXjuquumKGTGMMTvvPPou3QJ6067AiTJMMQAIDddOQg2ePwJByEr5of+u/jDjFU2HzPHg1X4icPk4KYyXDtkpxreW+9ci59HVoxN0Z6vFq8JQJ1MSJQQ/DBZI9V9yCYZ7/lmB8ZoSLGAcaIycuPGpF6fSDSHRHakLxjWsQEtnIYGYyMqdmw+NuLnYEiXwtzKKWXWV/sL8kLyAtxGIX7JMmzidXf0WVlFa6RZWJO2J4gAGxOwJ9mQKEMNG5O66msTMmwsGJBmqb3NGDba+TGuvTurWqlq9ml/GzJU7WJw6r+97Ddgs337djp27EiPHj0499xz2bVrFwC7d++moqKCSZMmab91u90ceeSRLFJTM/8PFp+FJ8eKkuYNhJgXQRshFp2NosgWbAYLD2P8wE/mwGcmOmwGBujbY8awEdUVMWyCus1DZAyJKIe1rcoC0U6gXwNiDZvmiPdXkkzihwWbZXMSTAhINJAzjzkabDZSNqxmUM1O0lx2Qk1NtMxfgGf1apqmTydUU0MgM5sVRf0NFfo1GqwJiLi282DcfXpDOIzs9SL7FWDLZ3Pw/VGXGBoWZoaf0gfKfY0WYjV0QUQFN2MVAAyNhMOs3tuQ8F3IxLuhhWIZATZqJh9BKtUoC0p8KLBk2Jhp2FjEdx8IPVr/XcI8sjA41TUhLCfOoz21CrPJKMQH9GwkAcNG1Qwxob8bedtUj1lumjHg6jTxEJqFq0LUA3UghwK1r/Tep5zTTqXnD9Pov24tFRntyPa3UvTJmxSffwHNM2aALCN7PATS0tkW0ZHKu+hCIDlQGiyo5CbClnpPZyIYED3EGI0NK0+532ZnfUFvtg8dB0DZHXdSfMGFyH4/6WPGUDFK0Yow2k/UkCij/UgDiI0ANQtwS2/sJ3r6zENzY+5t5D02CUGxEjnXQhottCzi329SDBvBoS8UlrV3LgRsBM+bDFAkEjs2E5cEc/Cx3qPsRzlpxgcvMw2bZDXC1DTm2jUzMiyFg9V1KCxH1ya1JPOO3AJbwyw8SP+5WZYZ0cHLTMMmqiEl0ELUtSfekWamHQfm60ZYl37eaEyahURZvV8RM095hqjT0DCsyQwYMwnRA53mXTwYYMFyib1vbN3WJNiAZiCTJcNGEAJmlaY65r5GbCSLkChzcFnV6xKFREXsUIO6loCNAGRSE1o47cZCx2CenMRqbJhq2Fisk6J+DuvWdWPARjwPwDqUUmWBGjJsTJzvwogF4piyRo5d5/8uw2a/RIdHjhzJxx9/TN++famsrOSJJ55gzJgxbNy4kYqKCgCKiopi6hQVFbFnzx7hNX0+Hz5fFFFramoCIBAIJAhL/l8sHm/02QgHCQTiFqfIohUMhw2f96EfNvLNSkVDxGGTCAajE0OSlbqBkHFdTXhNNv7eHfHUtXj9Mf2tTiKHJAvfgeqR9vgS31NLZEF02yXD+i67DQ8hWr0+AgFnXF3FCEt12AzrqgCD2matnm7BsBHCqNlq3eY2X0zdykjITV6aU/i87sjztnpjn7ehRfGEZ7gdMe9GX1Q7ts0X2+bGiMGZ6jR+VjvKe/AFgjHfS+3bk3XmGTR9/Q3Xr5tGKZVse+kqiLt/7cjxhGx2fP5gwvVbI3RytyPxHclhZaENyhKdvviCYHk5ktNJqKGRjR98wYsNeQTyiwzbrKbCVNus/kb9v7rIKu8otr5DUup649r7/7H35XF2HNW5X9919hmNdsmyLMnyKsu7ZXnB8iKBx0CAJC8J8AJJSAgQAo8QEsLyzHsvNiGBQEJiAknAhLAmGEIYL/Im77ZWy5Ila9+X0Yxmn7l7vz+6q7q6urrrVI9mpJH6/H78kOfeul3dXcup73znO0MF5znlQsYTsyVzmgEArx3qC3yPOReWYi6kLeezQjnYp6FRZ/7mNeNxcLQU+Hy05JaPTKn7zZ6zav4WWNs01GPDXUYK5eC7ZXMhnw6fv+zAPjDinwvsuumQPmeEDbVveBQZywM5dxx31u6FUxvUbd1OO/MgCK4wtk82Few3G1cl9x2J44rNo8ac+h151w2uVQxATEH9rPh1K8HnPFr0yoOq2jZknesOjgTHRqFcxb8vvhN/svFHQOd/oQogd/HFmPG5z6J84CAeLrbgCxsG8e6ZFXzmttucexYo2Smo13QAsGw2roLjeYTPJcWzEg5ro4UiGgTvQJwHqnWO7UWVmo1isRRgpRRdZ3ffFctx9TM/AwBUe3qQu/BCTLv3fyP3upMiJa+vADDsPue6jGIuuHPItoFCseQDZIeL7r0q1jhm6ZSFas3G4GgBDVnv9wdHnPutz6ZD2zLgqlBSjCv3flOKPdRb14PvBwCG3LW5LhsyB9ncl67LQbWIscH6LM8FMcUxY6nbe23943m4EL1GAs5zAIJ72ah73bSlXufC2gFA94Czb7fVq/dtu+b8drUWfAdsHmRV8wAA7Krw3aIPlCi434/yj5rrMhgsVHC8fwT5NmetK5fLKLhzJ+odsQPjsPSc2T4Y5lcx/GhYsc6x+Rf2nNk8qlSD99TvzoXGXPhcyGdSKFZqGBwtoiUvAL9sTIb4oGnuLyjWKgH8SSueV8qdR6WK4ToHYVwpfCNv7qvb8uqqinlfcNecTMj+yfpclvrM/N7IOSS1Zd8bGC7w/taqFfYqfcbWjFHF/bJ9Nxfia3h7r3ruAgCqap+b+4OKdzTKnpWlflZWxPsd1viEXtvg/fa6AdqmkPGcDllz2Lioi9gTvDNV+NhIp9TPOeteV/WOCqXo+Rt2HhPTbpVzkO3bgg8q/n+xFL6PAV5AQz5TOX1h4yrYNsN8bule2Xtlppz3dvT+OdnM5B6MAJu7776b//uKK67A8uXLsWjRIjz44IO48UanZr2MSNu2HUrxA4D7778fX/jCFwJ/f+yxx9DQEMyXnWx2sggAGWQsGw8//HDg8629FoA0ek72obOzM/D5T9Z7r8hCzfedLd1O2+NdJ5RtRwppABZefP5Z7FbIfwz2pQCk8PK6Dajt95x1Z3O38Oyap7E1hHRy5KDTdtuOXegs7vB9tuGo06+TJ44r+1WrOP16cs0z2NHo/+zVQ07b7mOH0dl5MND2xDHnupu2bENn/+v870NlgA3nxx97FCqCQGnUue4zz7+Erq3e/a7d7/zmwAn1NQHgsHi/Je9+Dww5103Xysp7BYDhAfc9vLIOw7u86+7c6/zmwT070Dn6RqDdtuPOszh89Fjgt1OXXILz8vVYMHAMC577qXN/U6ciPToKq1zG8KWXYs3FVwGHgcPHgu/h9X3OtY8c3I/Ozr2+z/YNOvc0NDyMR554wvfZhqU34eWdaVzYd1J5v/vdZ7lz9x50du7if1+9ejUAoFh2nsVza55Gq3Rm39rj3O/Rrm7fb7962B0Tx4+is/Mwwmx3n9u+uzfQt+4e57qbNm6EfcCP4rN32D84HGh3eNj5LGVXlPfbfdS531df34HO4e2+z9Z3Of3p7VHPz4GS89uVmo1f/rIT4jL5uvscDx88gM7OfYG2b7hj4+Bh/zOxbWDInfcvPbcG20Ky/Eoj7lx48WWc3O49j139Tp+KoyOh4zmfSqNYs9D52BOYJpBp1m53fnPoyC50du4MtKu68/7pNc9gZ2PgY/T0O59vXPcy+qTpsNsdA/sOHERnpxcAWL16Nba48+jYoeBYFq/71Jo1eEPaUrq6nc82b9oI62AwynTsiPPbW1/3rzcAsNZ9vwO9PcpndeyQ23bHbnSW/c+jaxR44vxr0VodxXt71qOWy2H3//h1bDl8GEinsHFgGKV0Fhtraf7bhSrA1rinHl+NMPLHrgHne/0DQ4F+rXf3jMGQ+Zuy0qjZFh5d/QTahLX/2Ijzm5ZdVbZzgvBO3/7rlw8H+va6u35urVhY9p53o+7QYVSam9F/4zJs2bgR+933u2tv8B0ecdf817e8hs7jm0Ov+9+dD0MkPbzqrifDA/2hYzmDNKqw8OjjT/rG8rMvrQWQRrUYPg8K7hx6/gX/fgIAO9z19eC+fejs3OP7jO35XT3BdQoAXnfH85EDwbYA0H3C3QM3v4bmLu95DAw7/XnlxedxWDG/AGCA7/nrUd7n9XlQ2D+feOxRqFy2qrt2P/3Ms9gl/D7bL6qlQuizOnrYff/btqNzaBv/+yZ3Hes50aVse+iA0277jl3oLPj9jFdOOG0rw2rfqdf1vYrl4NrN1nW7qt63nViX8zx++fCjqBc85d3u+9m7e2egT8zySGMQFjqfWINFbqbm6tWr0X3SeYavbliP4p4QpuGQ850XXlqLwR3edzYeYX5V0B8APB9l+47d6Cz515vX3LbHj6n30J6Cc7+lcvB5vOKuc8P96jUDANJw+vzo409hlrDG8vvduAHV/cH7PT7qXHd4tBj4bdGne+rxxwI+3Wvu/O46EVx/t7m+QHEkuAYC4rPaic6Cf7PZ647nWjnYJwDo73XavrI+6EscdH2JSkjbrSeYj+Mf77vdNbsWMYe2dqvbPrHmObCVLKztvoNO2917gmvK4ePOO9q2ZTM6j74aaLvXnYNy22HR5179KFREmdfZ/R4Pzu83+p3PRkeCfhfgPatjirYbutnarl5D2brxhmLd2L7H9a327URnZ3D+hvlWh5gvGLJmAED3cXdtfm0rpp3c4u+T275aKinbb3H3hWMngvPsoOuH7Ni2FZ3S7wLAgDsm127w+zGjwv741OOPQSasvNbN5lDQR129enXkPgYAAyfd/WTDq8gd2cT/XrOBkZJ77nnmaWyV/ND97jzplXxuNiaYrXvlZfT63Wq+dg+OjIa+h8lkIyNBzc0wG1NZ78bGRlxxxRXYuXMn3vGOdwAAjh07htmzZ/PvdHV1BVg3on3605/GJz7xCf7fAwMDmDdvHlatWoWWFrUmwWSyfT3DwIbnUZfLoqPjzYHPm3d145vbN6CpuQUdHcFqPh978TH+73zW/xvWlmN4cOdmtLVPRUfH9YG2n1r7OIAaVt55O+YqBFv/q3cj3ug/gYsvuwId15+HcrmM1atXo2Y7K++b77oT00NKVb/x+C48dXQP5s6bj46OS32f7V+zB9i3C4sumIeOjssDbf962zMY6Cvghhtv4mkszLY8ugM4uA+XXLgAHXdfHGj76sNv4IXj+3HeBYvQ8eaL+N+P9heAdc8gm7bw1ns6lH3+zqGXcXikH1dcdS1WXjaD/33NT7cAR47guiUXo+NNC5Rtdz25C08e2YPZ885HR8dl/O8v7ukBXluP6W1N6Oi4Wdn234+uxb6hXiy98mp0XOFVVftpzwagpxs3XL0UHdfMDbQb3XAYP9qzFVOnzUBHxzWBz79Xnor0v34DS/sP4rw/+RhafuM3nBO7bcNKp3Fo81HgJ6+hdUpwfLzyi23A0YO4/OIL0XHHhb7PNh/qx99ueRn5unp0dLzJ91lx4xFg5xbMnjEdHR3XBvq0/fGdeOLIXsybfwE6Oi7hY2rlypVAKg37xccBAHevWhmgsue3d+E7OzahsaUNHR3L+N93PbkLOLAHiy7wP3vZpu49iQe2rUNdQ/Bd/MvBl4DBAdxw/bW485IZvs/eODaIL7/2IlLZPDo6Vvg+23CgD9j8CtqaGtDRcWvgmruf2o2nj+7GtDnBvvW9chDYvQ3nzZmFjo6rAm37Rsr43PqnAACr3vIWH812Y+d24MgBXHLhInSsWhxoO7rhMH68ZyvapbExWqrCfskB2d5296rQdLvvH1uLg3t7cflS/5h8fncP8Pp6tLU0o6NDLgbv2P977WmcGCrhuuW3+HRj7n31KQBl/OrKm3H5nODafd/WNRgqF3HjTTfjirmtgc//72tPA8US7rztVlwyq9n32bHn9+EXB3Zg1uy56Oi4wjeunv7FG8CxI7jq8ovRcWtw/t63xbnu8ptuCfTrnw8442L5suuw4qLpgbYv/HwrXj5xGBcuvhgdKxb6Putf677f2er3e/CZvVh9eCemzT4PHR1LfJ+9uKcH9qb12HjDW/DFj/0/AMBS4fPBdYfwH3tfx7QZM9HRcTUAt+rMK08DAN52z92h4oUbD/Th77e+gnx9cMwOrz8M7NyKubPUa8qfr3sco+Uabl2xAvOmeCevrUcGgFdfQnN9HTo6bgu0K1Vq+LO1zty+/a6VAbr59tU7gUN7sWjBBXjTPW8JtD/x4n784sAbmDZzDjo6lvo++7cjrwD9fbjh2qtx95JZvs8K5Sr+bK0z3u9c6R/v5VePAjtew6wZU9HRcZ3yWd376lMojpRx48234qKZzXxcXXrFlcC2LZg51b8WifbA3hdxbHQQ11x/PW69cJrvsw2d24GjB3DR4kXoWOmfvzP29+Kb29ciXdeIjo5bAr/77ENbgWOHccWlF6HjtoWBz58Yfg2beo7ioksuQ8dN8/nfP7fxSaBcwZ0rbsPC6WrE5icn1mPXQA+WLL0SHVfN4X8/1DsKrHsWddkU7gnZP//q9Wcw0F/AsuU348rzvPn78t6TwJZ1aGsJ3wPX/XI7Xjh+ABcsuhAdd3nPo/ulA8Ce7Zg3dzY6Oq4MtNv8yBt45th+zF+w0LffA8DxF/YDu97AhecHxwwAdA0Wce+GNbBhoaPDf0+vHe4HNr+M5obgHgc4qQR/8rITZFhx510+fbvHf7IZOHEMSy/3P3/Rvn3oZXQf7MclS6/DisVT+Fr1tZ0vAyMjuOWmZbjhgnZl238/uhb7h3pxheQv7Ht6D7B/FxbNV/tVO59wfJQ5Cp/s4DN7gf07MX9ecC0CHP/p/2x8BraVCvipPS8dAHZvxwXnqd8RAHzx9Wcw0l/A9cv9a/s/7XsRGBrE8mXX49bF0wLtDvWO4r5Nz6KWSgeuq/Pp8tu68O0dm9DUGpyjuW1dwLZNmNaunr+vPhw+rp7b1QNsWY9pbeo98Kc9G7CjvxuXLVmKjmv9ftumg33Aa6+EjitryzH8267NAZ/s2V3dwNYNaG9TnwMAILX1OL6781W0tLWjo+MGvlZdee0NwOYNmBLiowDO+3/40E7MnBt8//9y4CVgYAA33XAdbr84uAfueWo3Hj28G3PP9/s4JwaLwLo1AIC3dtytDMyz+2V9Fq1pZzfw+gZMaVXfs/3aMXxvl/p8M7rB3cdmqvexTe77XbAw6D/94t83At0ncO2VS9Bx/bxA28JGx++eMs3v467f3wtsXou2ZvW6DTh+9SsnDmL+wsXouDPoV2Pzy2gMGRtT9vTgW9vXI98YXEf/48R6oLcH11y1FB1XB88Kv+jdiG19J3CJe5Zj1j1UBNY67+ht9wTfETtDtk7x3o/oW61/bHfoPgYATxe2YPPJI7jgwkt8Z6eRUgX2S08CAN7esSqQFvXGsUF85bUXYWVy6Oi4nf+9/o0TwOsb+X/ftHw5rp0/xdd2z4lhfGnz80BafaaebMayiig2JsCmWCxi27ZtuPXWW7FgwQLMmjULq1evxtVXOw5mqVTCmjVr8Fd/9Vehv5HP55HPB0GBbDaLbFadYziZrOaihflMSnk/de7fajYCn/dLVQayacv3nXwuvC3gpYE01OWUnzNRw3LNa1+zwZMe6vPqdgDQ6JawLlWD12YptY159TvMuTlCNQSfSdHNOW2qU7dtqnccp2LF9n1eg0Olq8ukQ/vM1MrL0vM66T7nGa31EW1z/N7E74y6rNDmkP4CXp5tFf73x4S62hry6veTd/5WsW3l5ydnX4C/X/4BvO/G8/GFd1yh6LPbvhZ8R+w5NyrGRtS4qsJy7ykTMqbU18xmsxgRGLStjXWByjyNdewZ+++Xab01hIwnZnXutauK58XSXetywd9orHfWn1KlFhzLbrvGvPp+pzQ6bYdL1eA1bc2zqvM2TyuVQVag3bM09bpcSNuQsdFf9PJ6WxvqQgVTG932RelZw3LeSTZkvQKcuXliqIRi1RvPPUNFLgJ60exWZLPhJZhtSz1HWSpmc31wPuTd36siOK7YPGoNmUc5l3ZRs4L3xPLj63PqtS7L1yor8Hmlxt6v+n5aXC2L0XJwXJ0YcibDnLYGZVt+v8IcrFleDn1dPlwgvc59t9WaYh7wKhfqcZVNpzBargHSO6q6cndh95rJ2LAsBy9WPWe2boSN5yZ37herwWdVjlirrFTa929fn9m9hsw/57M0elFGxfb3mWkohu1DgJBfr7hfFvTIKa49rdkJnvSPltXzwE1lbgrZt/l+YvvHZEmz3wOezow8nis2S6sI3z+zIfdbce+1LqItSymqSX2uadbIXDajbAcAAw7lDFObwvZP220LpNMZ31pYY+M5Yp3LpCxH20GaCyzLoD5iP5rq7gsDRW9fyGazXJy+IcK3qnP9sor8fmusrfq6DdwnC877mmbfrss5N6VaM0bdzSjKx2Gag6WaNK7cPqv2XQBorHOuW6rUkMn4NWMqtpeCouwz92+CfR50N+62BvVz5uNKsa6Xub8R8qyy4XsC3PUoG+KH5nPqPpfdvaQhFzGHQnyrots2zEdx7iXcF+TrTb3mWcn+YIqlvKSQy6n3o3p3n1Jd13bnYC7sbMTmgaJt2V03wvYxdsawreA7KrDxHHK/YX0usXcU8Zyb2BxU9NkbG+r7bXL9UPlsw/4GqPdAQFwz/NdlPkMuo35HbDzairGczWbBvMmwdaPFvd+C1OdSwZUgsIDm+qAf6t2rf79nPjMA/P6tC3DDwumBto3uGVDlr09GM7mHaBVPyT75yU9izZo12Lt3L15++WX82q/9GgYGBvC+9zkCpB//+Mdx33334aGHHsKWLVvw/ve/Hw0NDXj3u99tfBNni+mER70KJkEBpR1dg9J3/b+RiRDxrAh6B/mQagZcIEtQ6hY1usLEwABBdDiirHdoNYMIAbSoUnCAUFZYErejlMvkol6S0CqrEjWtKapKlPO7siAYE+RjC7XKwsqw6sp6Ryn7A0I1kXz0gcJUaC5lhQsQeqKJ6rERpVbPctIzKSukShQTHfa3LWqqlzCLEvGtRoin8TK7EQK+YSLYze57HygEdT28CkRhAoTeM5RFU3XClmFjg2lRNEZUtwHCxbu9stHhz5oJzYlzcFeXU6npvCn1oZUqogSabdv2RIcVzzoT0ZZXEQqZR1ElL8saMc4oEW1WVrg5ZO43RpS8PDbgHJDlMuTMVGOZUiFK7HNZ0WedUHKY0KNO7NiyLD4mo55zmJg1L4caVdJUcd8iyyjYZ/1YDhNqJYkOR1QuY/u5qiJIq8ss7B8tB8ogA/qy3rzikjAXHEHq6DUDEKu2+K+rEx4V24Y95zhC2GVNlahshH/kiQ6r921xbMh7GUX8N0xclu2nYSV2AWCKy8jpGfZrMpBEh0NKMLMqUWF7UV2G+XMKMVyi6HDNRqD637BB1UF5/upEhzmAaAf9WK0fGbHfnxyOrvwZJWatmwuRosPV8OIGUX3WCUqLfZb9SF6NJ+L9eKK0EUVCQu9Xfc7w3m24n8HaqgWamehw9F6krnYYXYiC+T6qseHdb5jfre6z1y587rL3J4tvO31xfi+0rHcmfA/sGnT8hekhhVHYPAqsVZpy4KwirOoZO393nl/YutEoVA0VTRTOV/mhvOCN1F/237dcOA2fuecyZVvxXCOvVWe7GTFsDh06hN/6rd9Cd3c3pk+fjhtvvBEvvfQS5s93aKGf+tSnMDo6ig9/+MPo7e3FsmXL8Nhjj6G5uVnzy2evlarRpW7ZYqc6EOw4LgM2kP47fLKJh3RdlShRqVv8qTCQCfCifJFVonSAjbLctDvRNVWiZNCFUj2F3a+8IPYMOZEcFhWLaluUAZuIkrPMwu53kFdf0AAuIYCN9jlHVD/ipRwVbbnzFlkGOXpMqQ5tukMQd1SlttQqUV6JbZVzEO5IiSWyZc2tUU2fWUl2uRoI+z0gHNwS55fsWJQ0zzns4EWp8AaEAzaUZ80AGVGodJdbWvvCGU2h7aIA5lK1xtfAOsWz9hzsYNtBTRWTqDLKvHpK2Poc0ec+l1E0JaRKDXdmFIBNn3vYbG8Mie4rnHPKwRiIPozoDgZhpVQpYAATHpWdMPH3wvaUuhAwXXdty7Ic0eeqHTjUi+WmQ/ucVR9yRyIqXDCLAojLEQdVli5Ws51KgXL6mFcpMXo8i++oUrO5ZnRYgAYIL6/Nnrtq7jHLhIAnZuXE/W1Z6dzQ+RdRKUY3/0QQqFqzIQ55Bs5HAzYWRsvBdYMCurS7QEGvBNhQ5nAYiMiCY2H7fVh1KUBf7SUtPSvxED6sqWYp9kmev7rqVOIzLFVqvvVBW2Y+okoUA2zaQwCbKFBbt4eGVVoD9GXqw+YBpUpUWOCPAi5H+tyaoBQv6x3io4Tdq3hdZSU9TUXKyGqHrEpUyJrjVd81D8KF9Vn3nMTPRkvB6zL/JhsyB1nbgjSHbNvmpa7DAjy5EJCXnYtCy4Fn1e2YRe1jQLiPwwLvYXsY8y+rNRvlai0Agkbu2e7+Zrsgb9jacjaaEWDzwx/+MPJzy7Jw77334t577x1Ln84q0zE/osqq7TjmB2yGpCh+VPRXXJjDARt2QFYzbKIAm7qQBQIQwICcGTsAECZ6yMbVEFKO2HPqIxZTBUBl2za6GcMmRK8HCI8ADxGcGfYc5Welaxt2KGc2qnvOkcBYuIPOXruKYaMbz5EMm2L0IShs86BEn4DoiAxn2CgWd3FzKFVrPieAb+4h0RgGtg0WgoCNDtxKpyykLDe6KB+Qy9HjOezdsvmjB2zYPPKvKaMRQB4zNl7Z+wSAfd3DAICF0yIAmwgHuyA4OMoSrgQHOw7wyQ6Moe+IUFY4rJx4k6KsN7MBN5cyrLRoRrEvUEBpQGQjmTNsQks3E9g9+WwaKFQiI89hzpVX0lQBqmlK3GdSKZSr1cD98ucVGRFVH3J5hDDCOQ87fAGCc65cb9JoyKUxUqqif6QcGAMcJNZEvEUggbLfi20DhxEDhk3gOZf1zzkXcl0tC5FU1lvPsClXa779Q8d8BlhaRUUBXurnIQMKTo6oGTaR8yjEt2J+VRiYXscZqvEZNoCz5ojdGyLsKexgJgM23ryP9lFYv8WYmY5FoZoHzBhgMyUMsIkYV7yMeRhgQ2DYhN1v2PrKfNJIhk1GPf+GCYAND0qpGEWaPd8r6+1vy/47ar0JA5nE9mHPKopd5z2vaABS5cOOatb2MH9dx8xxPgsPZJcjgoZiW9UZg/mhM1rCGDZqv1sHgDRG+CiAHoBsZBkPRfX+GcYS9VfdqwrPPBpgkj8rSiDv2W7nzp2eJmMIpS4tQs2wGfL997C0GaajItaspLcVQcFTLBBsL7Ai2oltVQuTLhIUlarTpzkEecwAKSWKEE1V3e9gscL7EUafdX43CPYAXnQ/LK0JEBF77z3Ztq1N5YiisQIiYBPdXuXAccBG8bx4SlTEuNKxtlTX5IegkEU8LCWqoAEvmEVFvNnGoxrT8gag6nPYxtPilg9RpUQVq/pDAQcxpGeto92HHRaHNf1lFsaw0dHQnd8ObvLsd1rqw+dB2EFEvG42bSmfV5SDzcCyMOAzCkTUMT+iGDZMs0cWz2bGU8eKwev2u4yslhDARsWSoYDSYp/lNDvKb3DKfi0E/CA456rnzKOxIc+ZAeIyg9F37RDnPIxZR2F+8DSSkJSoqENq2OFL/FuYo9vmvve+0VLgMx4xD0uJYnO/IoJ5NMAmn1GvG5QDo/45RwFF6j1flxLFqf5KwCZ6/skMG9F0IKDzmfr9khg2DWqGDWdOklKi1GtzmF8V5ZOVNekrIvNGflYewyYqGJby9ZGZl/YSDhSx9xSWgqJjA44tJSrYdliTqh4F1PJ5H3K/YWmFlH03bA7xFMoINmAYyCSmIocCNiEMG54SFcIYATTBEg2IHx14iH5eUecqPTM9mskUybAJAV0APWjKwKeKyzphdnzAYdc012W0wc6wlKiw9YYH3xTMVkDvH4UBPsMahqq4V4hnKspeIrPyziVLAJtxNt2EiQJdmM5BmEWlU1E0XVQbPPMBdailKp2KGdOECZusUUACi0iFRUbqQ7U39AcKTjkU7pdtdpmUFblZ1oekYg0Vow+LgHrTGi1X+XsLaxsFbLHfAPQbT2RURcmw0adEhY0Prm2k2LBip0SxzVnHLEipDxQAUI2g34pOu3xtXZ9bohg2jL0RdZAJSWvUHVJZmlUAsOEaNrSUKHk862jozm8zIMLbpCkR67BrAh4wFsc516ZERTiNOsp+FIvRS2tSr1WsP0qGjTteQhk2CseeAko7bcP3BY9KrokAh+SWR62RUfRqXWphVP6+jt0TyvwgpZ+o15wRAtNMxYJiptPuaHUP9H0jwXVDl47lHdy8Z8XGdiZlRQZawliblJSMbMjBjQKMhR2+dClRYXsCoA/uyKwR33UpKVEh4BblfhmI1Cu834qQ9hkFFOVDmDK6Q72KMc1Mt29H6f0MEzRSGkIYNpR9IQyg0u29UcBJDzElSuUrDBJTolTM54om7SUsXZWSiuxpZqmDSmEAr6/PCj0mNjXC0iHDghYlDTgFRLPEdWtkVIq7LoiXDlmrAD3wkg3xu9k7CmM+At4zVPk4UWn5QJB1wqxLo3cHeIE9ec3QnT91DBsd0OsBPpKGjaClqDLLspRnBcraGgXynu2WADbjbLoJE4UE6wZjWE45oNfAANSgC+uGSixRtLCDeaFcxcaDfQCAK+e1KttGUUr7hjW6EBrHIDKaqsizph6CGFggiywPaQ6LgBqxZ+1SVrhDohMd1h2C2KFeqWEzZtHhEAc74tCmO4iItF0RLOL6ClSGjeoAFbFZWpYVCo7pUqK4Sn65FqSjVhlrhMCwkfPDNRHgMH0iikCk2KdAtM6AYSMy/jgjKGIehbF6xOuGjeUw1khJ0ExpDhHfzkcANnSGjQJcHo5OyRDzu2VxPM6wCUnjUtHBySlRKW9Mydfl815zCIrDoggTPgQEXYiQuc/SOqNFh6PfUTCNS/+8+B4YcliMYqpFaQXpqOQew0YF2ERT9jljU2DYUFgfTp/Vh1zKvA9LjaCxr6JTorQBAAVrS5eSaFlWqH9F0UrwdBXMBYtVTFOKriAg7KEhWm5hczeMBQwQUnVEwEZOuSHsKWH6gDoAA4hK741eM6JSono1gA2JYaNLVY/YT3QMmzii3yqmNiCsVVEMm9A0O++/9SlRaoZN1BkjClTzUqLMBJoBPcDF0/ojghamfvcI1xaLy7CJBqjymRSYfKLY/rgrODwjQrKBAVfymqEDQJrcMVOq1NTviK3PIfO3gQM+/vvlDBvCmiH6zRSigfh5AtgkdkqNHdrCHIMo4WDVBBKNR38VC5rnVEQBGEHQhf1U2KLitVVHgdbuO4lSpYZZLXVYNF2tZxEm6lWq1Hh0I2yj1VWJisqjVy2mOlFo3jZEEIyiYaMCA0TKoChyq2wXU3Q4LMUIiKbAewyb4G/qUnXCUgwA752FMmxEjQHhWTFBUD1g4znnMjsoqkoUIEZyJRq6ps8ibXpQSosiMWzCNEM0G1c2lGGjT+UAwiPeukMBoM7TpkSs60N0cwB9Hn0Yi0KMDIVR2MMi1k6/o99ROsKxp4oOV2p24NqMYROWEqV6P5ToE+B3gGWHlWnE1IWJNep0SghUZdVz1h36wkSHazVbCwaGAbWUVEp9laiolCj1AUr8W9g+yhgY/SMRKVGhoFpw7hc0KQJeWwb2SIANge4fdr+6ina+60rrVVQ1Lec31QeRQrnK329biHA34O1lAV+DJDocH7xU3a8I/EQDn2rGiW7ucn9OlfqpARBTEWwktqdE+ThhYDwHikKE94Hw9Vl36KOkRIUybPiaEQ4u65jPUdpVYSyKbBjoSdGwCZm7uvQTIJxtzXzITEqdigyEn1EqGnAK0AVLon2yMIBY7HeYv8AYNnLQsVyt8euG+83qdU5XpU38TZX/qwPxRdaJuN6xlKhIhk1IwFHnR4qsLFVxBA64hszfJp72ra4SFcawAcTzp3lQKheyRp7tlgA242wUwURAjQTrABuKhk1kdFFRBpL9U58SpT7gPrezGwBwy+JpxkAEozinrPDIsy4lKgrtV+VZFzR0e2ZeJNbfZ4qGjaq0ISVKl4s4EAD6NBKR7SJH2kcjDuaRzC0NxZmSFhEWCRLHqrhh6cQHeb+FPslMDDaXwhypsA1PR59Npyzu2MmADYXlFlqBQXM49/RC1FHJKL0BINxxpLCZVNodFOp7YwRdWBfhD9MLYQBvQy4dXko1ZL2p1mxBHDYEDAhZn0uVGnfswyL84jiXHZr+EV1KVJBRRBHRddp6nwdK5eoqZGgARJpYqgKs1Rz66oUAgAi2UlgJYUwXWuXAoNMI0CqvRIli6qLH7L3LKVFVAdzTp0R51+XzVufoakWHI0CI0PRN/dgI0+4oUVOipDHFnlsmZUVWaNQxbEgaNiHpgdHCmIo10v13yooOiIUFwwqauRtVoVEX3QfCn9VQMTpoAagPqrbtga0UnZOAfpxmLwuvaFflfQ6r/Omx8oK+1ZBmrQor+wzomUxjAUyzij0B8MT/o9iAYXugkdh4WEpUxLuNZNhoAB+RKSqbLoUzLI1LPDdoWaYxnlUUU5Q2B53PaoK/3uUCNmGCw0A4gEGpNsraqtKiypp3rKsSFQUiqoIlFPAfiNZDPJstAWzG2bQaNiF0Q8BbqGaGTNQorQJKBEk1YXhKlKZUWhiA8awL2Ny6eFpo2zDU3RMRzPkiPqKFpUSRGDYKYUtKOyC8bCWJYcPSVxQH3EiHUcOwYYeMUF0It8+27b+2bduRdGP27Gs2AkCPblzlCQyb8PKRTtUkwL/x0KtECVFCaZOPqtoi9ttUwwYIL+1NmYOqgzlAYNiEOEK73fLaM5rDozFAuDNE0rKIYH9EAqYMbFWMDV16X5heiElKYkDwVPhvXfUU+bpMLDZlhbNk0imLP0dReLhWsznQFCbSrNILIWvYSNVxRNM7uu64kEWHCZWAoqKpfJ0MeU/imlBQUKSd349mBQWYHwZpXOFVoiiiwxEMmxBHt7VBnRIlss9MtDv4GhmxToltw/QZKPM+MDYIwFgY4Eot9y475l6FqGxoYMi5rnrdKBIA5jAmBeV+VQdzSgUU8XfDynrrNGyUDBt+cAt/VukQAJLt25FlvRXFIES/NMqfDAPlhjRzMCv4zqKf0uum1adTllbXTMmwcdmPYWzASNFhDYsibK0qkNIK1W0pa1UoYFPSrxvhDJtosBXwvyOZ9RxX7wfQB3h4lagQ/yZlRaSbhwTvdGxrwEudVwWlPJY3ZQ56/WYpUTMjfLowrS/Kvt3EQZdwkCls/rLzg5zxoCvWAYhs/CCorQug6/Q9z1ZLAJtxNp1jEKlh4w7GD9yyEABw9fltvs/D6L6A5yhEa9gEHQMvJSqehs2O44MAgGvOnxLaNuwAxUsxhqQYAJ5jUKnZvs2HUnZWlWdNpeDlBWdIdA50lZ4Aj07oY9gQUrHERUkGTsT7CGXYhCixDxYrfENQVdhICw6wPCz1VaIoDBt1fx1KaNBBL2io4MzEORaoaKChKoczbPQivuzAHmDYEA4FYbRuHUNOdTi2bRsv7z0JALhhQXvoNYHwqkujBDaTSk+GwhiLEh3e1+OUBddrDvj7SwFM8yFsQD9gE7I+hzCR2KGgtT4bKfKqEvUbLFbApnMYk1AFBlBTokSHUB5X2sorXB8ljEWhB2xUc39IEy0X57aKIm1ZUcLQYdoqDIynpESpDzJRDmdUFRPWPqzPbfVq0WHWzrLCn7Xq4MbTRnVrJF831AcZErMudGxERPh1KVGhQLp6TOlKevM+6xg2MVKizNqKOkN6zQ8gQnRYU9Y7KliiS9EDvGclYxhmGjZeY3F8UoCxgGZIMdpfEIEC8Vo9ww4jYUpE4C+KvUGu3qnwu3WpTSJLRvTpaAwb57oiMxTwAiCM3aGysHlEY9io55AunRGQKvqEgLWhDJsIhrmuql1YoEVMdQ0DekWGje8dEdbIsOIkgB7MEz8TnzVFdDhsTFJY3myPUzJsNFICbE0olGs+34zCsPHY+EGGjVbDRqPvebZatNBBYmM2XZRdXFhs2+aLiG17pd1+5ao5uH5BOy6c4deEiQJ7iprrAqeqSlSV97tWs/kCGbW5h23QvZqqK4Af3R4pVZDLON+l0d+Diyn1EFQvsFWKlRr/LRbhbwoRPAXUziqFVi2+g1K1Fugje35hDlwu7YiY2bZ7WK1nugll3k61+YhOTrVm+w6kWtHhKIZNkTkW0Yv4aLnqZ9hU9A4J4N8I5Y1Lp2HDKaVh1WIiHCnm2A1IlaIojn0mJHqli8aysVGzvXd0qHcUR/sLyKSsSMDUaa9mB1Ai7aqDKkXDpiFCw+bJ7V0AgJsvVDPzwpw3j2Gjn3/FgMNoB74TuG5IyppO8JRZc10G3UNFnzPEmFj5jHr+AeqUNSq4HFUdR3cwCEvzoaVEBRmMgMToC9kXUilH+LtUqfkBdYFVpHOwg9WLDFKipOj+8BhSokZLVWw/NgAAuHhWs7It17CRynqLAqKh96tIt9Ed5nnbMYgOe6kRchRXz1INE1vlKVE60WFpTOn0o5h57ICglgVA23/FdUJM86EEW1Rpo1EAIhD/cJ0X0vtEXxLQ62cA3r4vrzns/ik+nbiPiYA+ReckqGETvWaIzIxytcb7oCvpLfZHxd7Q6cBFiQ7rmDKsz7a7b7N+UABX8RmWqzWwb1IKboQVKSDt9yHgVomDgOHvVpzX5arjNzMQRMeuC0sBA/T7GNdhlKUACP5cTgICWXojhW0dJTrMfdCI55VSrFeehk2E6HAIQ5zig3KWjAqwqUSDannpWbEhSNKwUTBs6Bo2alD7bLeEYTOO9t+bj+DBF/YB0FeJAvzAS7Vm8yhsLpPCVfPaAlFkioYNDbDxBn3Vdn4zStUf8CZbzfYWcnFhjaLAhuUs66quOL+b4oer7qEi/zslAlyviAJR0wzkjYfZoIbqL/62UsMmAhiTF0PZdId6y7L4exKftefs6suhyhuetqpHpG6OfhH3HHSRYcMW8WhHV6wKIjqdtm2TGTZBoUdKSpRzaJBTorxnpXdogmkG0ePSF7lyv8vYNUvPa410SADRCQs5FBBy6cVnTInksPkn608NFMpYt68XAHDHJTNC+qs+HA8SGG5hYJyXn21FRGLVoHifkJIRZY0KUT5WISpMv8a5bhCEoFYCsiwrVKNI56CHHawpjlSU8CEFyFelndJKRofo7hiwLk+l6PCGA70oV23Mbq3D+e0NyrZtIRo2urRRQH1gLGrSZZiFatgQBDXDdD9IKUKKA73Yj3DARpcSRWPYyPPAhCUjPiun8pq/bypTRYApayQgBpakwgrl6Hckvnv5eem0VQD1WiemSUTt26pxJa5dY6kSFS46rE795EztCDFqMVVHtkE38BJHdFgHXoqsIPHaJUK6XJgPStGrDE/z0adEhe2BFc3cBfxjnVUt/J3vrMWvPvAC73cYiCiDW6LF1bBhPmgUQOX3u4N+aKSGTdbLAAimf0YHDcV+s/u1bRvHKWW9Q/xXSmC4KUSHxrmP6HccxqDi+yeB+Wxa1tv5/Nxk2CSAzTjaH31/I0dHwzbpsE2WQieNEiymAAKqlCjm12hTooQNiS0SZAqsQtMF8A5B7Ron7IrzWgEAf/6fr/FFkUJ/55WeFClR1HKogOeIFCtV/pyjUjLUFSMIUTqRYaMQTGXPO/pAEnzHzNkNOzCKKVEBKrmmYgvri20HHXuPYUOI0rv3a9u2lv4qmiraLt5CmHMQSss2YNiEpURFax2EMWyix4fMvgKA9fsdwOZ6TTqU2D6ssk5kaoQi4jaWlKhnd3SjUrOxaHoj5k9tjO5vSJWoKMCGl5sOSW2IWqt42qn0nHo1oCczFr1SMWzCtG8Ab/0V+0wBpXn7EGaQLkofdrCmsCjCgDHREYxKLVQJl5IO1iH6RhR9srqQPrPnFNXfsCj9y3t6AAA3LpwaypIJ07DRaTkB0Ro2UYeJsLbU9qEVxCiiwyHp29qUqJB0RjLDJuRgrqt2CHjCwSrQBTCvEkWNHrPgj1gqt1Kt8WuHvSORnSEDNiXC4TqtmEds7tZlU5HpVOx3/T5szf3dcEAcCAflRjQp1OmUxcsgi3uRx7AJZySEsUZs2+bsunDRYTX4AQg6Q2F6WyEsYBMAUe43yZfMeGcF0aejiI1zYFoCPSkgYCrlBdFKLnD/9BsnsOFAH14/OuD7/eB19Vps4WW9GfChHlOU9ZX1WW4b5QvWCSxwmWXD+hJ1tpJ1pHpHynxeTI8o6x0WBKewr1Rp28y6h6LPCr7x7HtWlCpR7n5fCe731CpRCWCT2Ckx+aCr06IA5HLTIlslekGTRdcA4TAyTilRKn2UCqHPQPhkO+nqQkyJoLICwN/8+pVozmewbn8vnnJTKSgTPTqCG32/PufAXUzF6BOlrHdR4fhFXVfe7EQT/5uSBiYyVtghIYwdIAYA5LKIOiBQ3EDlNAPugEWh7lKkQHxmOro/oD7oitHVdCi1M8Rp5BUy9Bo2ckqULnrs9DfoONq2rd1oxQMO+y7TVZk3RR3VV7UPaNgYVIny0d815bGB8ApvL7kH3BUXq9k1QLheF6/SFiMF0zvEROSUp9WOH0+J0qxVqugVGydRDBsPoFIANgTgMox14jGoQoDAkOfMrh01LkJTG4oeGBCl98Pmt6nGWCjDxiBNVhbepzjnYUDRS3sc4HRZBHAapmFDYfYoNWyIoHYYg8pEyyI8XU7PsJEPyGViSlSAYTNMS0mMqvIWdV3xMx/oIoyTqGCYSmyVa9joABvFmlHw7YPhewIX7ZcOi5QSzComBUUjzLl28FmJDMYo0zFswvwFy7L4+1UxbKJS68PA1kK5xu8/jDXNGTaSDhRAYNiE6Ozx/VMTPFAJAJM0pBSMXIA278PSCkvE9yuOjYoPWCu7n0enugIqpkx0v8P6TPFvxOfsSzslPKtcOsXnYEHyczyGjX4OMmb7wZMjAJx0qOi9V53yRjkXhTFs+kfLfC4tmKYOpFmWpZR84Bo2BN0rVUoUVZidaYGeK5YANuNksvMYmbbCHFVhglMqmKii7PJ/RzNsVClR0dcU+y3nl4tlK6Mcc52GjS5qtmBaI2cRsDZGzrkS0SWwN6SoNdPP0B1E4jJsxM/lZyVSHylpCuI992v0N3yiw4aOLtPNAVR6MHqVfbksuPgbcRk2ogMatlmGUSxHeKRdnxIlM2wodFQVZd+nrRKxbsgbJZVyD0RUqzA6uCmifBHX5ho20mGCOQqzIii/YRR2j2EToWETcuij6FiEatgQBNIBdZUbWkoUc9y8OcgrPhAYNmEMKp3DGlZ+mZQSlVUzmYYIoqVin4o+B07vcIYxPwomKVHC+iguW9Giw0GnvlytYdPBPgDAsoVTQ9uKGjZisIWyRqr2E3aY0FU79A6bIUBtZGpEyNggXDtM90PH/BDnj68SkFBRMspCD5sGDFcfE0IAeaNYIz5BXAbYEII0gMcWFCPeom8Y1t7xJYM+HSBU5CFE932CthodGWaqdYPCwADC0zm4lkwEeJlVzMF+TUBK7FPYfmJZQIM2bTQY3S9qGDZpoRJmHH8wG5N5GcbW5vs9IQU6NCWK6MMWKzUfS4dJGoT121ftMETPKWwfC0vjoqS4A949i/s2Rf/GsqxQHRtPwyYalAO8uXOodxQAcJ4mCBcGbFMAEJ62LQFM+3ocsGhGc95Yk5SmYeM/P4r91zJsGKOvHJyDZ7MlgM04mTxxKNoO4sAV9S/CaNXN+Qyf4HKkjoKssglTqnpRBba+ReVZ8vbcmfKnREUtSAABsNFErZ3++fPpKeriKmCMWtYbCDo0OlE8Zqr7pVL/dJUq0ikr8nmrDkGesxtejphZMCUqOkqoAvKY8ag1IVLA+ss2vXTK0jp+QNCBGypW8NmHtvDPw4C1XIjTaCQ6HKphoz/I+Etk08A4OZeeAkDw64YJphqJEAadxqh79VKipNQxEtNFfSinMGw8ME6KeGmi+0C4Thj1wJhRAE0Do25J74g0LnFOMyfXJCVKFSGs1Wz+G6G5/6FsFUIUlztR0sGLlwXW5KUr9kGTdJsg84MC4rO1ShjL7uUtK1oEVDV3hwoVPp7nTakPbcvW3nLV9jnKNMp+8NA25pQoftCMYslEp29GPyv1O6po0gTEdyfebx8xuBNWqppSlMGrmCaszQQQEJC1O1jwgRY95ikKQgBAfL9RZcxVARqnD3r9DNVaN0QATQAvfUzFsNEF/0IZNgy8jFg3VMwtim+VUayPgAAu5zKhgByff4p0DBMB7rISCNT4g6p0ZJKAtscQLwqsBCrjRO4vIJbljsewOTHoADbTmtSpPipWO+BPkw8XHXauKTPEKSmngLpQCBXs4ZWihH3s+ECBV8KMZti4/a4xwMYBTc6L2EsASkpUFGCjToligE0Yu4aZCjQdJjBFvbOJsN/z+aPzFcJB07PZEsBmnIzKsAHUyuKUw0QqZXGHhVHXmFEQe3GxY84tT4kiHAq8FCPnWsyR00X4cwqHE6DTnIFgygDFsa8XonU8ak3MKweCh5lhTalaZioKO2WTFT8PMmxoz1p1COrTHDYty9sogylReqczPCedUh7UD5zwXGXC+wGCYMIT247jpxsPBz4P9jm44VWF0vFRGw9jdwxIDjblHatSuMR3TaHds+9TQBPvumGshOiUGfG6fkFc/bgIS4nyyntGXFNRShwAjvY7gnwU0WHT6D4QLl6oE+5mpsqlpzBsxEOOp5lFOywC3vMSAVfxEBdaJUqjcRJHdHiIIMwuthfnIIW9oSqBLv5OVCqlan10tzM0ZNORLApVeXv2jLPpaCC9PpvmkfYRwVEmATaZ4DuipkSpDtYAsaxwiFA5Jeih2gMBz88JW+fEsV7wBR2IosMhzLwywT9SHdqo+7ZKIFYX7GDGwOdStRbcBzWBpTAR7bgpUcPElChVFSJqAE+nYRN1bVXwgLKuh2miUe43UnSYkDqqYiORGTaKa1OAfJGRa5oSJZYTF61E2LcBvyC1DJwC4dosYsqbP6Dl/YYpw2aEAFABapFmtkZSwVr2nGs1G8vuewI/3XDY7RsdNGUMG12aexhLjcK6DkuJ2u8CTHrAJvisRjirlqCvqZCK0J8h1T7d2W4JYDNOJg+kSOaHQoyTirizA0OvDNhQUqIUzhCbczrUHPAmI3PIywSnAIjQsOFlvaOjZuI1KgbAi+iMMseaGjEDgjRaCooMRDNsyAtTmD6DzoFTRNz63FKybREHRpYWJe+vFIdVJXQM0NgqsvPGI7+EdCggmDrTL7Fe9AwbYdMRmCBRBygZZPq3F/fhks89goMnnc026h2rUm5EMC6Sdi+NDWpEE1ADRYCQWhFVlYc5yYIz5AlgUxg26uhv5HNyP7OFFKHjo8Cand0AgJsWqcuBi30KS4mKo2FTIEbbVIAP07CJFB0WnDpR5BygsQFVKW/icw9jQ6jAOOfa+kO5JxArATYFL2odZarDJmUfy4SATKQqUZngNRnDpl7TXxXoyYETQkU71UF11ETDpiJel3agD9OwoYkOM4AqLF1Of+iT2VeU0r6cGSDuYRqWKDMeaQ/R36AA4n4NG/3h2LmuqIMhpzRGjw0RLGBpQZSDNaBOwRTvQaeRAqg1bKJYLoD6WbHDuTaoFOIP8msbVqeigB+ZEMYXY2xGHTQjRYcJwLZKP456UFWxe8aSXm+iYRNg2BBT3sTryvsKAMxoDk+Fzij2I/8+pr62qjw2QGfJyICAbdskMA7wggDs+8MSozgSNJXSz6gMG/mazCiZB2EMm73dNIaNalyZMGxURWCoqb1JWe/ETonJi1vUosZTonzRCSJg46YPMbCDGWURT6U81J1NGra+6UAXAGhymQXDHLAhLuCKaAzgiaZSGDZyPj2tIoi30LJF36zyin/jGjEU5FPlHZPFtaRnVSA6jkrRYYKzyzY8U9Fhp0/REbOog5t8uDapEAUEGQLihv3Oq+ca9Zn117LMKoJ87udbfZ/rqMqAVCI7pgNmlhIVPGxSqMaAWrCRAuQ1ZF0NmxCGDUu5iLom4DEanjicgm0Dd106A5fNaQltGzaHSKLQIRo2VEA9rWhvyrDhKVHEOQ+o39GocJgIp/uHAMQE8CNs3lOj9Kp0DgpFOhvinMdNiWIMm6hDG6Ceu/zARliv8hLQC5iV9R5LlSg5PVCnCSG2Da0gFqlvpB5XZU1KlJhiW1QwbPSiw2qGjUlVHn+xAFpak9Pef7hmFVemalK+0ymLHygZ2Mn3Qc1BMywdmcJ2UQE2OuFfZqrUJGoAT8UOKFdr/LlFathEXJeyrocJHTcRNNFkXRXnHvTrZEaxxnrjkZZexMazbdOZlyoGZMGAWRde1pvW51JVDdhEVT9SsRjZWpVLh1cuC9WwIaTlA6p0c72uIDN5vZKBkKiUqDCGjU7DRgSYRK0vlvpJSYkaKfrXjP0niYCNIjjksen1+nE+zTqij5MANomdUjNi2CiqF3kRkejFkJXADqREEQ9veYkN4YkO64dGUwjDRsfO4ZNN2Di6BgoYKlaQsoCZEeKjzOQoBeVAkUpZgfx/qiq5c03/4YsafYpk2FA1bEJSoqibtD8lSk8n5xueTGEn0LrD6Jkk0WG+2fmp4BRWARBkFrD3/KvXnIe//Y2rQtux+/m7J3bim8/sdvvrRgk0ugFhQq3y59S2VDBP3iiprC1AHWEUNz8KRZrNA7FUaCQwLeR212pmDnZWwTg5NOzcw29cf35oO0BNbxavG/WcwzRsqGwmJcOGlfWOOBRYlhUQIDRLifI79gBNYDK8dLMe/AhzoiZKdFh06qs1m+uxRY0rWYcNAIpV57nrmJMqEd5RItMFENk9CoZNVCUS1cGLALgA4WsVJSUqEwqM6YMlbMyWq/6ywrqUKCDIGqnVbA56UjVswqpERTNsgsCYSYBHbn/CFVmd0RJ+QGXGwM3BonOfpgyboOiwC56QDotCpJwBGDoWseSnvLL3JD70vQ3aawJhoqXefIxaN1RaNBTGpk7EPirNPYylBtCYbjnFGuv5+2baKmIXqP6CkmETMe/TIcw6dv86vcucAKrJKc0AMLUp3A+NK7CeDgk4eixvWpCVF78g6gqKn7M2cjEKSpWoas0BXjzARsew8fqkBgLD328TFx32+mnbdIaN/I5KlRqfg1F7qDJAQz7XqIP+Z7slgM04mey0UspNK0WHNYtDe1MIYEM89HGwKBZgw5wKiWETg5q50a2scdHMZq1jDwTp2VQtGplObnIIkg+5FMaIeE1VtQntBh2SL00VLVZRpHlZb0JKVByGjergVa157I1owEZKiSI6qsxkII86D8TneF/ndtRqtgcwaUWl1WKc3udRh00FW4WqlB9g2NA0EgCRwh5CNY4UHfZHvcSxGcmwUaQkin2ILn8e1HRhXdcxIWQha2Ylgk5YWIUM6vqsSqliaQ46TRf5MDIWvS3A0xqLLkuqpr9Tcv+11V7iMGwI96zSo/BVWSQES1Siw9RKIhUFcEJZr1QMGw4SRzwrVfrJKJHZo9JlcfqtHxseMGaeEuUTDzZkEsvjaqBQ5mAcXcNGmvsEsFa191LBdCD4rLtckdWoFBBmTZLwMEUcFghn2FDSV9RlvWlzVz60/Y9/epHfL71KVBAoyqYtEgtKKXYcydhUA9OUMuZhLDXxHqIZNvHSuMRrM3aPeMww9RcAYJQw71V6aIBYJYrIsFGkRLU35oy1hkjpm2OsEiWCTKzvzPSAjd+HHSz40/JJVaJqNnqGSxgtV2FZwJw2DWATsr5S1it2fhGZQD1F8AD6vHYNu0caV3QpAUUKdEzf91yxBLAZJ5MdoigUWgZNANphAvAYNgENG2K0XaaE85QokoaNX6yKmsaVU2x4rBTqVfPatNd1+scWcnaYoQEvzHln1Ga+QBhUiZIZNroDo0ro0TTtJU65PkCtJ6MTHQaElKiwst6GDBtxbEei7lJZ7/gpUWZAnjxuhksVckWBqIib83kEO0fBhKC+W1VkQ/w7pa0qZSaXTkWWqZedXXFsUqrhAf4IKkVfwVfis+Zfq8g59CEMG0qp28CBj60bmmurGDbst6KesdMv/9gwqWinclhJFcA0DAwTsJUZtUpUnUIDh1QlSgGciGtt1F6mWh+56DBx3vvmrsF65R2uhYMqgYWooqBTABfAO1yJz6das/nciE6JUgPTFNaJ+Jmc+gJEp83kJSYSq9DWmEtr10hVSiJA23+VxQIMWIzyXnSCAzYEho0L5rLxwJ5ZXA0bSiU+FZuQWlhBVbnM+8z88OWxcWlAkVoDTg9CyIwPChswn1GvkQCNESyPi1rNJpVdB4Lac2WhC7EAG0KKENsTqjXbl27jVYmiM07kfVQ3F1TgFoUpmgrZt1mFSnrqqP98kUunItnWgJD+yQEbP8Mm0rcS0s+OuQUVpjflyewpsa9OH/T+r0p0+IXjzvdvWjSNwNr0j0mmX5PLpEhAPFvXHZ0gs8B7qRoETc9mSwCbcbKw3FiV1SvEOM01bNRlvelpFe4hyO22TvkdcMqKA14UiDtfVAqssAhvOtAHgA7YyJRWKvDiLcQyw4bggEmHa6pTodLsMX0/QdFhQ4aNu8nVajapJCrbVGrCBm3bNkkcTxW1FvVgIqu2SGAP+39KigEQZCWYIvbMhooVUhly55rqqDWzfITjGBVtM83jpeqqONcNRsup6RxhLCbxM5WlUhb/bZ/AOgFosiwrkJJBBZfDyk1TrhumYUNlE6oOjOyfaY3jFyftk/c7gkpOq2AiObo8MmlejYucEsUO5pXg2IhkqSlEsMXnHZkS5V6zUrO95+xeXsecjDpMkFKiFOlYFGBMrNrCADlj0eFKsM+ALmodPKjatk1arzICCCweKCjpK/KeQK0QBYSzA0xEh9UpBgR/IeNvzwEbk5QoQ4ZNmOA/jWHjfCamqw4TKjuKv6vaA7VFKBRaQZyFqL1u8B1RgHjWX9uWGEXu826mMGwU90oDmKVAC5Gh6m/r9Jk9MgqQoJIioIAfIsAggnlelSgdgOExXOV9NEq/BlCD4hSmaFhKPyUFDAjuZSbnBG88q1OidD4S4MxXamEDwK0CpgjuUtarBg7YuD53uYqXupx+/M/l87XXlsezV2SAmr7pXLcipDFrK3EpdM3OBUsAm3EyGX1nlXlUVs8OMYqUKK2GjVtRKU6VKEChR2FbpOsCXhSIOeTsN6jpJywtqVqzsflQHwDgqvPbtNcFggcSaplrGQChVm5wrul30D2qv3lUc6zUPyqjiC+KDO0vVviiGFWlJmUFHV2q8JqSYUPUg5HTV7yy3mYMGxZZiZMSBTibLEVzx/lt//uV8YMoynBkhFDrvKnBKZrocEQ6h7bykf+ALK41OqeRHfhVDBtqdFHO39dS7sMETwlrZJiGDZXNpGK6sAORjmEjs11MUqJUaQYUnZKcIoWkVKnx+4+u8Ba8JmAgOqxk2FBSosIZNikr+jmLB2C2RlJTolRgHgUUY6YS0x0hVNcQ5zcbh9R1UsUaEf0OynNWpQgB+nQslfg3KSVKYl3ygAOhmqRu/kam23A/xay/vL3go9g20OWKDhulRLlzZ5gwd4GIst4acWcgmmFDTWdUsU7063OQFTRMqBAl/rY6JSoKQBQYm0JbCrjMxowImP543UF84MF1HEyMAk5lsXITwEYOsLKlwwRIEOdft6urFCnsrEhHdv5NmwtipVKZ8TK9ScOwYQE4BcActd5oNWyIa1Uc30per4IMmyjQ1PMXSkQfn5nq/VJSP2Ut0lcP92O4YmF6Uw53XjJDf11pXWf6YjpAXT6b+NLONIEHlYD2uWB6sZDEYplM1VpxcfjAj9Sw0TFswkSHiQuMpwXjPwRRGDZyOTiOuBsybPb3DGO4VEV9No3FM5q11wUQqAxiWg5OBnpouhB+B53qzNQJgovlag3ZdMoYUAuWrKXdryzi2+8yseqz6chDBetWVRFREX9XZSqGzTBRD2bsVaL82ixkIC8A2JRJhyfnmn7HviGX8eUDU1J9ygrxX32Uwc/cogAQ/Lrud2puhDGdsgwqzfgPyGUDZ4b9tpjnTKlgAjgMtwI88MBjA5pHcJ3rEg5tOg0bzbVVKVXst6JKtgPCGieBjxQHTgWe0Eo3M+dLrW0U1TZcw8ZsnfQJAPMqUfrDl69STI02psR1rFCuIp9PoVhzfo9cytgn7Ex/R57DKmrY6A+q4jsYKlZQn0uT10lx77VtG5ZlCeyN8OphQBAMByTAhgCKj5Sq/P3atpcKQkmJYmPBqJqkQkMKIAI2CiYFtZQx4AfHRqveNXWsAkAIhrmHPQZStWtEllXz3rZtb42NOCyqq0RRmS5BEMP7jLY+i895mKDlJF7Xp1/lrl1R6ari+1MJwkfpi2UlsCedSuNT/7HZ9x0Kw4atsT6Gqia9SA7+sWWapKkkjY2hYgU7jg8CAJbMbQ1t52fY1AC4rEQ+F+gMGxnQm65hm6nWSC+1N8qv8sajaMZp7pLoMC1Y4l+vZA0balqiiV4W/15R0rBh+1HEXBClLWzbxuCos+bMaasnnQNlEJGtVVEBYUBMgWZsegG4JO7biYZNYqfE2GJ86ewWPPOnt+OimeFAhCoqQi2R3d6oBmyok12OEpqU9W6Wch+pzoyMBLODcWt9Vht15v2WnEdquoB8baMqUdIBiio6LG7+zAEzZX7ICxNzbkzLejOmV1RJb8BL1xBTovypLzEZNrqypNIiHr9KlHTI1bQXAQQAGCgIKVHUKJ+ChWBpIvwq8UM+JrXzyO+8mZT1VkUYGdVYd+iT+0ytSAd4719dEY8GLjOgyEuJooFxQV0H/XrF3l1A9Js4/1SAD5tTupSoIMPGIMqn0JOJmxI1UnbmRiYVLQAaxgZkEUYqw6ZgqGHD9zDhUM6jv5r9JCXcExuTbGjqU6LYPFCAYgQaexTDRqfPIDMw2IGmPhc9Ntj8qwoHAmoFIhUwxtaqlKUP1MhaNOLvRFfy8u8nA+4BSHcgALxotnxQpARMVALNFC0Y3l6YDwOue9ZSlyEFH+T32zPMWEXEqLXgS4qAhCmbkJrOKLJZTPQbgeCeD3j7cRztHP6OItMoRdaI13ZfzzAA4PwIoVVxrIZF+CPTAyU/UgT/tSB+SEoUiWEjBXg2H+xDzQbmttVjVms460tVoREQA7QaH1Rk2MiAjYZhw9ZBkZFLWa/YK5KZdXwP1LGmZSY+9yNNgiXOteSy3jKIJFpGYAaZBJN9fVYwbKL8Xza3GUg0xM81Zqx25k8xhk2rFrDxr1XseVHmQSI6nNgpNTZR2uqzOH9qtMq2SnSYWoWEM2xGSj5BMDqDQ30IokTpZYYNWXRYmmzeBksDa8RryIcZ7QFKyis3WRS9w5tzTbIzk05xR5k5m+TSzWEpUWXWnkbtZA49tWKLSnSYvd90yooEIVQHLypbRT5omlTxAsTx7I4L4jzoGfIDnoOFCr82VXSNPR8RlMpq0oRUaQZUkEmMltdqtgDy6ueRzwlz3zE1nUNmBXnpQfrrsoipPyWK6cGYARheShTtoFiq1HxrJGW9CovUlSu0tU6pYcMZNpFNAwAVBy9NaNnlIGgaBQbIdH1qO6dfOtFhYllv4ypR/jkP0PdPwKuWxxzNott9LVCrAPPYOltnAKoVFO9IGwSQgiWsnW6dFH+XAWnUtVkW+gf8gRKqGCcbH77qcpEBgLA9gQBM68p6Exg2ZYFtxu6dEnkWwc+BstOPGS36dCggCNiwlPd2ImAjzkFxXkQF4tizqtVs9I+Usa972GPHESumAUEQg6oxJrYb4ilR5to5lHRV0X9h+4lt29h9wgFsFk5r0vYX8KfqiBa1h8osbxMhazYHOau25v/NKJODfxsO9AIArpk/JbJdKmWBTe1yLTiudGusmOoqizzr2GYNCsCmQPBT2L4b0LARUvOjLCufUQzekcxyk1OiZF/T32+mvVMzCiaL31NqbkXoKDblMvz9mkgBBK4rp0TpABsJwDfR6AsLwp3tlgA242TcoaekCfCoszf4qBo2U92y3qVKzX8IIgICHISo+Q9BOtQcCArjUaNPMi2bevgRTTzo1oQqF2R18Yq0SBCQc5H2C3hRIAoS3VynflammjvMTEWH2SZXIIr4qkSHqZtWXpHawBbxFk0pYzk6QZ0HzMIqJ+mArffeON9XsWCoUCGnvcgpUb7IT3gwBYBayJOaxiXSdkVHiLLm+Mtk+wEBagUFuUoUiWHDUqJipH/KDDdq+qbYL1/aDO93FANKrYFBZUCqqkRViQwbUeS8Uq3xNAEKs0CpYUOgkqsOqSMx2XHMqCCx7MABNK0vVWUrSgoIs6lulJexGOiiw0EwziSFUwYwAPqzbpL2E8ohBlCzc0bIeiHBsWxSuUxe26lAgpzWS9V/A9TzT/wNEmNMTIlyf4dWJcoL8DCGDaVCFBBMiWIMal0aGGcziOursDdQNWxu+5unsOJvnsbOriEAhKCUMM9Giv75L/qlKhNTZuTf0ANFwTlI2bctywqA0yeHS9xPWTCtMbRtKuUJ4IcybCLTdfyBP0rlTf67EthTcTUnjVIw3bGxfr8L2BB0I7OKwAV7bjoWoygmLwMoOj0nFSPXqKy3pGFDEc8Hguw6quSC8x0/k2lASoliukFR/a7UaGLuvj4rgrsU3yyVsjgbpm+k5GUOaOY8M9nnpjNs/PuBCVM7L7HFzhVLAJtxMuqBHFBr2FDo+qwtm9BiWhR18Mvlfam6EEAwykdOiRJFE6teXivlWTETK8bEU9n3s3toGjb+iCo7iOjyrAGguc5ZvNjiXSKi54x1EFbW2zQlijm9OnHKNBcdFq9JG1Mq8dB+1/HUpWLJhxgTsTcgCIBQga157Q14+S/uxLuungvAyTumbpgy2ysvje/ItpmgYKrHsKEKLtq+jYsWqQtGGKkVFEQQw9FHoK91PGIm0ITpKVH+58x8R53DqCspHM2wCb4fsVqanmETPDDSRYe99UaM0jVrQE9AzXYxcXTFQx41ZSYMXKYKiOYlB07sv0mKAUDXVwCAaW7Qo8d1pNnZQKdhI+u/AWZVolTviLGRdHMwmBJVI7XztQ0wbGipkP5y4jG0HSRmLRDNwpDBRyNGgkLDRiyjTKkSpUqJ0rFGnPYiw8b5GxWwaZYZNiM0hk1elRIlpp6RNGxq6JOqjlIYueyZyAU2+kbLqibc1Bo2VPZy+DvSjUlZDmBPt8OumdtWT64iVK74S10zi/KvwnxQEntDWiN5ShRhvZGLm2w9MgCAVpk1LfjbzNgZRasTJviD4hr91qWzca2G3aMqUsBTtwmVrWSglq15urWdBXFkho1Zlaia75rMFk4PBwPTAjBmyi5XzSNqvxkQ3DtSJu/X/LpMVykgOkxNiZIZNgbP+BwTHU4Am3EyT09Cv7HXq1KiiKwTy7L4Js42dcBAdFha2ExSouQqUeSUKDEHuFIzqrzA+y1seqJzQhZdjCEmlhEi3oBI9dcvbIxZMjBqpmHDqIwB0WHiYh4sk02LiEalROmrAgSF4pjYsQ51lwXbTEpVO9/zH7CpwBjgzCWRCUVmfnANG4cxFpGiHGwrjSnAXCjZmUM0nQJmqggjuTSwlE5FZTEB6px06nNmh69vP78Xu7qGYMNy/2623vB/G2jY1GwPaPFpQhBF3cUDI4v66fK0RQYHc4Iac2nSXIjSkYpydHllHFHDhqdEEas8SalnVF0XWeOE/Zb4mbLPiii7yboxtZEBNi7Dxr28lnGiSHejstQAdQlmqtaXB9iUfRVFKKlYfI0rOmNqhBh1VqWAMSCRBSSiTNbsEYFaUuVACeihrOlyGrPYXvcbKk2ICvGQKrYvV2sYclOi2hsNGTZFP8NGC9hwho3YZ+ffKSt6zVE9K94fQlCKzTUZ7OkfCU8BAdRALVWoXCUMTfWd5QDcnhMOmyjqQK26rvy8LCsaKJbXK6MKRNIayYamSWCYBe1Y8HCaRkcGUDNNvSpRNIZNsVLlz2rZgnZ8/d3XaO/ZY9h4oAdNwybov1ZrNgbdcaXzQ8M0bExSz+Sy3h9asQh/+uaL8dvLLwhtq2LYGKdEiT4O8TcYuNIrMGzIgI30rPrIvr58NqGfxc5VDZukStQ4mUkUqE5B+zMBMdoacjjaX0CvsFFyZJUYtY4jOixH+agpJPIBykTIj5lIz2aLaTplkcEiTnU0yJuUwQDOsNE4uoDn0DLFeKrTGbYwUXVOZBSbWv41SnRYWw1ExbAhlvqTF3HTTUsWADZtL74n9uyoOlC27TgFclQnymSnERBFNem0XXafmZResI1fO5VCueoJAXrVYmjMAsBluPG1jqBhk/OD02IFE23qmXtA/u/NR/Hfm496f9e0S6UccKossfFIDBvhs6ptIwXLiM2kKv3MsBt9SpQHqJkIrQKCloUwBymOrgqEIAuGu2uKbTuHvpzEDqSuGyKAQaGiq+aQpzWiH5MsJap7mDFsnDZaTReFCC+l5CyzABBR8Sqg6a4tsmTEgy5J0FZKtyGnRGXY2FCsVRTWl8wO4OCH5sAnpdqZrOkqDSoqYKNKWTNJ0fVSqmyuNUI9BLF0vKFiBbWazX07qoaNn61NBDDc9UYW4AeARkJQKpdJYbRcDQA2ZIaNIjVQL4QdXK+o6ape1TPn+0y/ZtH0cP0auW2pUvMFWgHHtzLRrYunj+KmjBswbEStzFrN5j4hhZUnM/Gdf9Oes4phQw3AqQI8lMCSCNiwangDwjjUAjZSOqTJOUH2fxkwfsMF7bhdUyY7LRQpMBYdls4KolSEbq1kDJu+kRJPvTZNiWLX4vIHxGdcs51xZcIoyknz4FyxhGEzTmYS4WNRMZXoMI2hE3R0KUr5Tv/i6UIA/pQoX+lITVt2gGL9jMWw4akvNQGE0LcPluujAR9AkBLOokCU6BNbvAZcJ5lSbg+IEB0mVhKSo7hUjQUVpZS6+HsMGwGwKRgybCQqKnVsyIc3001PZNjQ55D3eblqB0rIRvc36HCysoht9dHOuehUxGOp+Z8Vd+AMAJtyrSasVfprexRnBvKKOha0iKhsJiV2RQCDcvgSUx/YoU8EBnRgkUr0lP2bnhJlk/PCmUVr2OhFh8VD7ahbJUo3LlSpgLZNp3bXKVKEuLh6VOqKgqVmojUytUnNsNFp2KgEmk00bOS1WTwoUzVshopVH5siTgUiajU8WXsD8Mog03SV1EwZ/YEvhGETIaTJTLmPCeMrKkVIJQpN9XEAf+oLe0WUVDnAD6oNFip8zaCmGahEh6kC6f0KgEU3F8Tf75MYNToNmzoFMEYFieVKiWK6KpVdHodhI2rJFCTARudLNkjaj1wSwEhM3mXYGDDiRcBGPGtQ3m2UP6hLDxRLc5eJIC2zhqx7xoipYQN4qdNsXDcQWKqBc4JJ2pq0zjFgPKpUvNzvOAwbLipd9WvCiJ+FmcewKZOFxplxVq47GKmiw7I0hhnT7Nxk2IwJsLn//vthWRY+/vGP87/Zto17770Xc+bMQX19PVasWIGtW7eOtZ+TzkwGH3OU4mjYAOpceCpqL2t+eClRBIaNuwDVbGcTqBgcGn2CqQYHPt5voTKIiZMsRr0AOvAB+LUSqjVbEDAzER02ZNiwA5QM2HCxZBrDho0NaplsngqicHS1VXkU4qPklKiQSiJUwEWOBMVm2BQr5Dkkl/k0YdjIQrqARymd0hj9rLLC2IjHUvPPfapWiVzm0yRFgTuNJf/7BegaNoG/ExhFXAjQkGHjrybiPzDqSraL7csiYMNSonQMG+HA54l2EwEbRZoBJTVJBSBSD/Ti++NsCNFp1K5V4YEHU4YNP0xQNGzcNBVZw0YPYASf1Vg0bNj8yxCYomJKFGuXS6e04xHw9iIPsGEOOi39RFyrWACCMi5lEJEKMntpPjEYNoqURHEfi2Ijqqp3xvVxWD0Jio8CAM1553kOFSs46QIgTfmMcQo04L0v3VxgtyQDNg25NIm1yXwVmVGjL6wQFBCl+lZydJ9aKl78nLXpdgHbWYRKXiKwHQBstGwGf1U6dsAm7Z/SmsE1bAzSkUdLNZ7Ob1m0tYr7KVURFKcFtMRUSAY8UvZsIDolKrpKlMACrvmZH5Sgh1zJq0j0m4HwlCiK9pyoI+WlCBmmJjGQSQDydb/hadiUyFUDA9d1xzH1Ofv9BfF+CQG4BLAxs7Vr1+Kb3/wmli5d6vv7l770JXzlK1/B17/+daxduxazZs3CypUrMTg4OObOTiYziXirRIdN2ssH5FrNxgnX+dRRaOXSsVx0mFBdoz6bBlsXTarqAJL+RoUOTjETnUcT4UPxEOSL/lIYNgL67YtQkESHpSpRVA0bhaYEQNew4Ru8IcNGpWFD1WfIKxk2RNFhuSKIIZgnVuYQ21MBnyYBWKMCieJ4r1RrPqdG31+/0wh4WlS69DHu6PqiE7TNHQhGGFnpWF0kKJWy+LwXqawkpos0nuOwVWSjHFJVDBve74j3K96Tx7Dx1itdKeMw0VNKv9kBerhY4dpX1JQoFYhPSXmTU0bFdrrDUyplBQQXxetrU6IiGDZR61xG0WeebkOqEuUybOQqUVTRYR8bia5hIwMY1PLpgAC6FCpkEJ6ZXN2RzLBRlE9nDBuaELZ/bacKQ4eJDlP8DFWVKCoQz56HipVH83G8vchj2NDWZ5FhwytEaQB8QM2so1ZMC2PYkFMj3GuLWoqXzGrGg797Q3SfI6ql6Z6XzDgxCwD4fV+TwKEnOqxIidL0mTFn2XMyYRHLaaMmKVHiOWNUSDnT7WGAl6ojgrXsN8iFLypeUJeyLgPqlCjKPib+Ptu3TQAbmWFj4kfK49lE54ulScdh2Mh9Zumq+UyKkBLlVokaLgtVoqiiw2qGTavG18+kU9yPLFW9eWQCiumKepxtFguwGRoawnve8x5861vfwpQpU/jfbdvGV7/6VXzmM5/Bu971LixZsgQPPvggRkZG8P3vf/+UdXoymImquCqSY1LqmkegXLHH7uEiSpUaUhYwqzU6WhAmOkyJTFqWxTfzwWLFiBUkOvZx2AEiPZstjEYMG1eolUm0UFBsMfrMaIPplEV6xywCyRxcuuiw+5wCgA1ts+QbPGPYsLLeWg0b5//FsojDRORd1hwAYogOc+fcDMwTU+WcPjDnnBjZFFOiiI69ZVm+8Vg1YNioDn2MYaOjlGYFdX7T8udAMId/T7dDCY8qaer1233OomNhsFZ5gI1zbQpbRQXYZNMWyeH0mHXB9IaosSVekj0nqj4YoK6uwct6a5ozcLNvpBw/JcpUw0Y4ZPJ2BiKEAVH3Mv0ApWLYUNa5nAJIMKlcxst6uxF2xoagM04EwXCjlCh/oMYE7BH3XROhYwBoEtgbAMgOury2AjDSVoqdEhWSJkvZd9MKFhT1YF4nHAo4WFuj70fqlCiiho37LoZKFc78oggWq0pkU/cGtr4ycJgZJeUbEFKihp0xceviaXjk42/C8kVTI9uxOVqt2fxATy2/zPwqtj7GCQCwtc5kzRCZPaNSypdJ+glALzLg/LbEsDFKifLWV1NhWVXaKev/VM24FPci45SoXPBsxCviRcwlEQ9ife4z2EPllBvuR5IqGHnvqFip8nWOMo+4hk01voZNUQJsKGtzm8CwMa0SJWoy2bYtpERFBxzFPpcqNa4JSknRk4uTnCsWS3T4Ix/5CO655x7cdddd+H//7//xv+/duxfHjh3DqlWr+N/y+Txuu+02vPDCC/jgBz8Y+K1isYhi0atLPzAwAAAol8sol6PFys5kY05UyrK195G1PNFP9t2iqxuQJrRnG/GerkHc8JePY/FMRzRtRnMeqFVRroXnELMDSbFUQblcRtV2/pCC/rqAk+c4WKigf7iAUow+jxRLKJSc72ZSFvmdW2AHviqGCs74yWVS2vYZ91kXShUMF7xxl7ar0F067bYtlp37BZxFrVIJivTJ1ph17rd/tIRyucwX1ZRdi+xzWno/zNj4ymieddp9ToWyM7ZGXAG0XBqR7TjyXfauOzjiPK/6bPRzzsD2XRPwHKomTVve34rTls8D4nhMgR2q3fbugS+N6OfMrCHDnNYyB5wo4zmbtlCp2RgpFn3CfIDmOUv9BbzIW3NO85zdd1QoVzBSKLn90M8BZszHKxSdMbmrywFs5k+p099vykIJwKgwf7OE+cvut+CO59Gi12/dPFL5pNQ1g683BWdfeXnvSfzi1SPO72rGRiblvNvRYgnlfAqj7rPOpPXXtmzXsa5612CHv1q1Gtm+2T20nRwucoe8KU97v3ydc+fvULGCva6oZjYVMZ5r3rrKvjNUYGuG/n5zGQsoAsOFIsrlHF9j8xnC+4XHymHXYetc5Py3GQDg9ZmNyXQqev4BQGveebbdQ0UUiiWUas5YyVrR48J299VqzUapVIJlWVzvR7cus+84fXXfkVsOuU6zRgJAvTv5B0fLGHbb5Qn7HwA0uHvRwIgz79n7zever+0yY2revTG9kkZCn9n5arTozMH+EWcPrdP0O5Ni/pHznAoGfgabf+L6OuzO35xmrWTjEQCGRgtoyGX4fkTxj3x7Nx9TtH2szl3rbBs40OOsy231Gf01pf0eAApFNhei36/lrs2yBk2DZh9ixgCQk654t+698uvaQnWoQhENuQwXwo5cqwA05VxWz3AR5XKZv9uU5czPKN+X9bdQcsYjO5xbBF+BtR0tlpGGP0Cjm4fNeQZsOX3m+6fGJwO8NYPNhQobV4S2jLgwUqpwX64um6b5VXwsO8+qWrMFPyV6XPE+lyvCuUbfXwBwXy+Gi54fynzYqLFhiyB6sYxyGjg55Kw3LXWEecR9fWcejRr4OGmLzcEKegdH+d/zmrEMACnb8wepPj4zhuuw/aTX4H5b3DF5crjIgfw8Ye8EvHWuUK6gd6jA/ZuGjL59PpNCoVzDcKGEgVFnTDYQ9pIUPNB/MuMEAO0ZMzMGbH74wx9iw4YNWLt2beCzY8eOAQBmzpzp+/vMmTOxf/9+5e/df//9+MIXvhD4+2OPPYaGhgbT7p0xtntPCkAK+/fsQmfnzsjv9hYBIIPhYhmdnZ1O+71O+727d6KzuCOyfddR57vfe2kfyjULJ4ZOAgDq7QL/vTA7fNBpu33HTqwuvIGq7XhVr27cgNp+AlOgnAZg4YlnXsDOkxaAFPbt2YPOzl2RzUoFp92zz72AA8MWgDS6jh1BZ+ch/TUBbO9z2pzsG8ALL60FkEZhaEB7v4cOuPe7cxc6h3eATYHHH3sUukD9QbftGzt24bEep226VtZeEwB2n3D6u/fQMXR2dqJQcu7/+WfXYFtEgGJ7l9Pu8LHjvuscOeb05fUtm1F/7NXQ9v0lAMhgtFTBL3/ZiZ3uuDywN3pc9vU6/Vu/3hsH6446fenrPh55z+zdnDjZh9WrVwMATg4XAFjY8PJzOBBB+upz50KhVEFnZyeOdTn93fraq8gf3RTe0LXdh51r79t/EJ2d+zFSdO7jheeewc56bXMcHXGuf3JwBAePDANI4Y1tW9F5ckt0w5pznceffBrD7thmFvWstpx0n1VPL//eyUGn/UbNs9p5zGm7/9ARPFc5DCCN4ugwaTwCQHHUuc5zL7yEPZts9I44c2HH+uewf1N0W7vqtH3yqaf5PXQd18/fnUdZnw+js/MgugsAkIFlV7X97u1xxoLPavp2AFAYce/1xZdxcruN+zd572j761vR2RP+fi3bfbdPPIn2PHBo2OlzrVzSXps9m+6T3vstuXP/2WfWYFvE+z3mjuWtO/e6zlgKxw/uRWfnHu39bu1x2h493o1f/rIT97+axvFR5343b1yP4h712s7ex6iwF21z96IjB/Zpr11z94Mn1zyLXU3A8VHn91KE9ztUdr5bqtTw37/sRMoCBt339tKLz+FAiDuwrdfdC3r7+TXWu+ttb0+39rpOYC+DYqWGhx5+HGxPePapJxAVZBypgH/3F798GJkUcOKk099XN6zD6O7o/fN19x0dOe708Q133SwXRrR93uXe3/4jx/D080fJ7QDg4BGn7Rt79qOzcy9273d9jV1voHN4e2g75qcUyxV+nV373P1k93Z0Dm2LvO5hd//ctmMXOos78Iq7t6WK0fv2Dvd7B48cRWfnYRw5zva+19B5fHPkNb394AA6O/cBAPYNOvdRKUX7R865w3m///3wY2jKAvvde9i5Q3+/B9znumvvPg7YbHl1I3BQ71fZNpBCGjVYeHbDNgApjPR2ad8vu7e+wSHvHQ04fyuORo8P1t/jvQMQ96/CoN6vAoARd9/ae/g4AAt9J46R2lWF5/zLhx9DYxY44fofmzXzaJc7h/YfPYHOzk6cdMdoGrb22sNDzjVefPkVDOywMeD+99qXXkSXRnZzqN/57svr1ruggrdQDA/0R157j/s+Dnc739tw3F2/uk9o+8zmwqGjx7B69RFUas5+ePigN77D7HV3Lzra1YOnnzsBII0qcc0YHXb91RdfRs82G0NlwLadd/bSmici2aI7+53r9vQOYOu2PgBpHDvi7P862+auice7vf3zeLfTly2vboR9QD02bGFMPbp6NZqzwNpDzm8NdOvH5fbj/jXnDXedO7h/Lzo7d0e37WN7fj9+8egTADLIp208+sjD2vvd457H9u7dh5EqAKSwe2f0uszs2BGn7ZZtztr0qjs3qqND+nHlvqNDXb0oVAHAwpZN6zAQfYwDALzBntXho/j5w4cBZJC2bDy5Wn+msiuuv/D0Grzq+nfdx/Rjg+291ZqNX/yyEwbE8jPORkZGyN81AmwOHjyIj33sY3jsscdQVxfuacoUdVZWTWWf/vSn8YlPfIL/98DAAObNm4dVq1ahpaXFpHtnlK356Rag6wguu+QSdLxpQeR3e0dKuHfD06jaFla9+S3IpFO8/eWXXoKOW6Pbv/KLbXj5xEG0NuS5cBoALFkwGx0dSyNaApsefgPPHtuPCxYuxMrbF+CvNz8JALjxhutw20XTtff57UMv49jBfiy56lr07OwGjh3CpRcvRsftiyLbPbDnBXQVhnD19Tcge3gA2L8LC86fh46Oy7XXBICpe0/igW3rUN/QhMuXLgTeeA0zp7ejo+P6yHbbVu/EU0f3Yt78C3DrzRcA655BLpPCPfd0aK/52qM7sOboPsxfsABXXTwdeG0d2lua0NFxs7Zt/Rsn8G+7NiLf1Ia7716Gj73oABlvvutOTG8OR2yqm4/i33e/htYpU3339uDhV4CBPiy77hqsumxmaPuB0TI+v/4p2LCw8s1vwdM/2wp0HcWSyy5Bxy3h4+qHx9dh18BJLL3qKnQsnQ0A2Pf0HmDfLlx4QfR7mr6vFw9sW4tcfSNWrlyGzkdXc4f1HXevjKRonhwu4X+7c+HNb7kbDx5eCwz04QbNfTI7/sJ+/NeBNzBj9hx0dCzFJ19ZDcDGqrvuwGxNeiAAHO0v4IuvPoOSncKUqe1Abw+uuWopOq6eG9nu/2x+GqPDJdx8y634xzfWQaRrdXSEj62mnd341hsb0Njcgo6O5Q7L7sUnAADv6FgVqQ1R3nQEP9m7BU1TpuGa6y4AXt+AKa3O71DsgT0v4PjoEK69/ganIsC6VzCrJY93vm2Vtu3/2fw0RoZLuOnmWzGy/QRwgDZ/+145iJ/u24ZpM2aho+Mqh9Wz8QU05HPo6Lg9su1PuzdgW1+37291hHYA8J1DL+PQcD+uvPparLxsBj6/6UkAFUxpyOJD77wVc9rC0by/2PAEysUqbr1tBea3N2DTwT5g8ytobqxHR8ebIq/buOMEvvXGRjS1eO/lz9Y9DtRquOP223HelPDrDq07hF8ceB2N7TOcahnHj+HapZehY/l87f3WvXEC396xEY0trbjrzTfg4y89zj/7zY7bQ+fC0f4C/u/GZ2BbKXR0vBkA8OxDW4Fjh3HFpReh47aFkdf9yhvPoe/kCK5fthzXzp+CbUcHgU0voqk+j46OFZFth4oVfGads//cufLNqM+l8en1TwCoYuXtKzB/qhqxadvdg29sX4+GxmZ0dNzk/Na6Q8Cu1zFn1kx0dFwdeV0AuHfTExgpVbHwiuuB9RthAfiVt94dmW43Uqrg02ud/t61ahUachn8zfZngdFR3Hbzclx9flvkNfPbu/CdHZvQ2NqKjo4bkd/WBWzbhJlT29DRsSyybZ27n9Q1tWHpVQuB1zdhxlTnd3Q2uO4Qfr7/dbROc57Nz05uAHq6cf1VV6Dj2vNC2/WNlHHvhqdQtS3cteotyGVS+Peja4HeXtx03dXouGJW5HW3P+7svXPPvwAdHZdg/5o9wO5duGzheejoWBLarvLqUfxg92tobZ+Gjo7r8G9HXgH6+3DDtVfj7iXR1zzy3D7894EdmDN3Ljo6rgAAvLz3JLBlHVqbG9HRcUtk+0+tXY1y1cYtt92OOW31ePRHrwLdx7F0yeXouPH8yLY7n9iFJ47swZzz5uGNLQ6QfcvyG3CTJkWI2f9+9Un0j1aQbp0JHDuBKxYvQMfdF0e22XZ0EH+75UWks958e2F3D7B1PdpavPmhstce3YGnj+5D2coC8Nhw06bp/SoA+Lcjr+DAcB9Sdc3AwBAuWjgfHR2Xku71ky8/hpoN3HbHnZjRnMdfvf4MMFrAiltvwpXntYa2m7KnB9/esR6pOscP29czDGx4Hvlclq9fYfZtd0+4+pprcdelM/CXW9YAxSJue9MtuGx29NnjR13rsHvwJJZccaWT1rHdAw5nz5iGjo5rQ9vuPjGMr219HmXL6WP3SweAPdsxb85sdHRcGXld+7Vj+Pfdm9EyZSpWrrwKP/2W4ytccuEidKxaHNm2ZVcP/vmN9ahrbMYVV1/orDXT9GsNAHxr/0s4PDKAa667Disumo6dXUPAuhfQWp/B294a7S9sPNiHr7/+CjJ1DVh04RzgwG5cMJ/m68/c34tvbFuLTJ03V/9u1/PA8DBuXb4MNy5sD237yVdWo1KzseL2OzCzpQ6bH3kDOLgflxPmUXHjEfxozxa0T5uOjo5r8dJ/vQ4cPYTLLlqMjjuizzbM/83XN+K6G5cCm17ClMY6dHTcpr3fPU/txqOHdmPu+ec7qfHdx3HVFZejY1n0WgMA63+5HS8cP4AFCy9Ex8rFGNlwGNixFfNnT0dHxzWRbRccHcQ/vP4iKuk8anYNQAW333oTLp7dpr3uyIbD+PGerWifPgPX3HghsOEltDfmcc89K7Rtv7TtGQz0FXDD8pvRtfkocPgALrtoITpWXRTZrlCu4tNrnbF/x12ryDpbZ6KxrCKKGd3l+vXr0dXVhWuv9RajarWKZ555Bl//+tfxxhtvAHCYNrNnz+bf6erqCrBumOXzeeTzwQNrNptFNkvL1z8Tjemn1ef199FcLwhkWWnUZzNcS6Yup29f7+b8yYrZ89obtW1zLk+5ZlvIZrNcdLg+nyM9fyakNVqxedt8LqNtm+fXTfE0rHxW345ZXc75XtW2UXbb15Ou6zyrSg2outH6fCZFui4TdK3B4joHTXW0Pk9pcg5IQ8UKkPKmXWNdPrJ9g6s3UKnB9z2WF9tQF/2emixvbNWsFM+lb9S8X6ZRYqW8Z1NwB2WT5pptjc69DpeqyGazLhru6JRMaaqPrDjRVO99ZltpnvNMmUcAUJfzKpel0xnevlHTZ2ZTnGxClKs21+yhzEGW025baV+e9+VzWiLb1rNx7L7fbvdhZVIWpjTVRR4YWxqcdXO0XPPGcjZNnkNZpmNkpbCv16HPLprRRGrPNRxSaWGt0s8Ffr+2c7+25fQhk9bPwYFiMKUmS2gHeOtNFRYymQzPl+782K2Y3RpNvXK0O6qA5Tzbmvusc4RnnZfeL8CzjpDXjKupzc48GihU+X7S3lhHut/GvJM/XqraHCwFgJc+fWekrll93tMWymQysCwLRYM5xDQ6KrbzXqpga7v+WTWnvCh1zUrBttJca2FaS31oe7YXVGzbe8buupfL0ObD1KYcRk6O4uigA7Q25NLI5aJz8OstgX6TcsY+01doqo9e1wHneQKOTlc2m+XlxBsI86jVnftDpSqGyqzks/6aYlu2Po+WaX1ua/Lut1Sz0JjNYtCdR1Oa9OOywX1PZbbWuVons9vC3y0ANLo+BntOZQMfJefu91XXvwHgzV/C2KjLplGuVlCBO56Z5h3BV2F7UdX2xGGb6mn7EOBoDfWPVnCk31mb25sIY8rVjShWasG5kI1eK5l/w0RSmRUrNqnPrH2/m2LXVE/34fOZNEbLVdTc58zmUYtmTLc3OWv3QKHi208oPh3TGrEt57tMw6aBMK7q3HFVQ8q3vjqfRY+raS1en61UGjXXf6Xsn8wfLFWdd8L2BUrbJjY2qran05Wn+a9cmN/dAwfdxWpqo8k6V4Pt7ge5DO26zdzHqXp+KF+vot9TKmUBNRtW2rnWkNvnKYQ+17nPuVyF7zlT/FB+v1Ubo67IUHMdbS6w9cq2Le67UsYj4J0DK65vNey+5NYGffvprg/UN1LmCX4tDTRfwzuj2Bgu2eRrAp4WTQ0pjLr7WAthjUynvTNUzaL7vGeimfTdSHT4zjvvxGuvvYZNmzbx/1133XV4z3veg02bNmHhwoWYNWsWT4MAgFKphDVr1uCmm8KR/bPRTERARVEprv5u0t5NTh2QNtrzpuhTymQxMS46TCy7x0TfjvYX+G9QBNDEajEmFbGYiQLAXHSYIBwsXtekjJx8zSEDgSxAEB0uVHzK5tQqUbIaOlV4MZdOcVpioVwjl51lJYfFy44QxcjECiYAwDQMW+uz2vKg4v0UK1VhHlAF0Lz3a/KcmTXmMvx5saoxpOpjrqaEU9bbue7n3noZvvd70dErucJNr3uIaWvIacV0WVRhuFgxEkz0ru2Jxe1x9U0WTW8yblsyuHZYlShKWybG7OsHcZ3KCWKNhbJXep1SuYFdQ64SRelzWmoLiKLD0X1vdR3svpGSVz6ZKjosVKoYEco+60ToRaFO1mdWUpUiQiiXEzcRTsykU56uRLnGtTRSVnTZaFUpcl6NhMiVZsKZB0469GTKvcrV4Zx+08t6M3CLPSMT8WBe1rtQ4UL2LYRKTYBQgchdz7motOa62XSK3xc71JtcWx4bxwccIEJXRjlMdJhU1lsx/0YMxrMsDF0xmPti1RZezcegih97x4f7HB0ME7FUseIStWJa2Foql60OMy467K7TVN8ICAqmsnekmwvsmfRLxRwovqQs+E8RoWcmlvWWq0TpTCwm0D9aNiq6IYtK87LeBlWiRktVHrCozxIFpbl4t3NBr3KZXlhWnENMtJsuOpzhfWZGFeBn45lVZaRWLwKC1RKLBmuOuPcOGJT0FvtcqdnGFVJlwX92bcq6wcp6V2pe0YwmYpUo7nNXbJx09+wphGcs93nInfMUtoy/IqXZ/JvMZsSwaW5uxpIlfupqY2Mjpk6dyv/+8Y9/HPfddx8WL16MxYsX47777kNDQwPe/e53n7peTwIzcSpSKQt1WUd8iS1MJtVxwpyAuRF0e2bypuVViaItEssWtuOXrx3FE9uOY7abVkA5RIlABAdsMrRFXLxGuVrj4rAUJ5lN8p6hEr7z/D4AdCcqyxfTGgcvqKXvmoVy0SITSl8lyi3dLLGnqGW9Lcviwl6FctWrEqVxhNLSZgd41UQaNPfMHM3RslPGcdgFbHRVjwDv0FapOUCcSQlXwF/5IQ5gk0pZaMpnMFio8KoxRhVBKl5FkXuumK11aETHD/AEH3XlzwERsKkal4AEPCesXLWx54QjbLmQUCHK6bcH9JpcWy49aVImt1cSwwTojp9Y9WHQjQCnLEc0XWe8/GtN7jP9fn2AjfvvlAaQY2Ogf7QM1ty8SlSVAy6UctHiPZWrNjJpGFUUYaA5i4JS1ymx35VSFcVKlR+E2hpykUAvGzui2LcpgDnNLe29q8sBLpkDG2WsOlylZnMA0KRKlFzmmperNSnrXawYVQMBgOa8H1CnruvOdbMolIsYdIU/B8dQJer4gCMyOUML2Pgd81LFAyB1lk755y4AnHRB8XbSYdO5BhvPJQMg0KskZF7WG/CAtUEDsFZ8xkyKoEJcY9MhgI4pYMPer0magviOazWbP2/dmsUO36WK49+UDHxJGej12prtYzWhkibgr6QUdt3mOsfH6Bstm4EB0lwwAQLFarQmoCUgziPn3lgwizKHRBCxYrB3iv0bKVdh2w6YwIBm3V4o99mk0mIu4/fLTIK7IpDA1kdKYEjsc7VW43sJuUqUULkMEMD0ev08rMumUZ9N+8BHatVB8brdg86aHiXz4GsrjOfhIh2wAZznUqrWzqlKUac88etTn/oURkdH8eEPfxi9vb1YtmwZHnvsMTQ3N5/qS53RRi1Zyaw+m/YxIEwOBWFAxdwIXQZmWWnTYoAN1dFdddksfP7nW7HhQB+udNtSNjxfWW+DsoZyv8tVkTVCZ9g8sb2L/+2imVRWgXfAHeJsEyLDpp5RLG2+kKZTljbKzg/0MmBjsJjXuWOrWKlyR0i3wXOGjR0EbHSRM3HBHS5VMVJxfsvksFkpVVEs14yjDB6QUDMqKSxaswvYsHdMK+XoARjMQdC9W19/q/7Sk5QIBQMbhksVoygdMxGIYMyC+VNpgI0ImJpENWWAymSdVDNsTKNPVX7Aba7LkkqCs2swoMXkWctOowiA6saHWNabNaM4X4D/4ObNWzo4BQDlWg318NKSKA5cXirNzcAISgQYcNaq4ZKzTvEormYu8HLTwrM1LR/LGDY73Epp7Y30CCFbq6pCVNSorLc7f1hqkgnDZqRU5fMiioXkaysxbDxATj+2mvMZnBgsYqhQQa1mY9D9Dcq15VLzXS7DZqYOsJGYSJzhRjpYBxk2DPglATa8fKyfYUNa60QWMQds6PuQXAaYBNgIv1+q1pDPpD1Wg2atDLulAvFAlJNAEsp647X1AJBChX5obMpl4Ga+oH+0jLLJXiSAebZtGwUPRKao7JtVNYAN4Kztg4UK+kZKhr6+HxDnZb0Jc6FeKJE9aljWm7d12/W6a/NUA4ZNsSKU9SYyY9l1q24AT2Ta6OZDRgA/AA+wocwjOVBKZbQD/vWKrbFNMRg2DCQyZdjwst6jZvvClIYsRvuda2Ytmxy0zwpz98SQC9g0EQEbAfhkgA2l/DngrHWDRT+b8Gw3+u4RYk8//TS++tWv8v+2LAv33nsvjh49ikKhgDVr1gRYOeeCmUa86wX0GxAAGxLqrl50owQtmbFDQ7kmM2xoC+qs1jpc44orvnqwDwBt4xE36JKBE8TMi6raAghBj4ww+5Wr5uCB94YLxKmvKRyCiItLYy7NSyP2uGUvTVJI5JQoE8SfLYADhQqZss+6Jjofw8RIfS6T4v0aKla8lChC1BoQNzxz5ohIzxTBHsrBnJkcDTGhvxcrVTCMi+KUiMAj4B0m2gjPio29EYFhEyetsFy1cajXod3Pa6dV5hOjk2UDUE08xLD2pv32/R6VYSMAxKY05bTA2gLipWSwyKIIgKY1Y1KkKTPwwphhU6l59HcKw0Y41LHDD0/VIbSv5yCEeUqU+L1C2QMidAdrFcPGdFxNdRk2+3tGSNdkxt7RyZGSj5pNArdkho1JSpQwdo/201NmAG8/GOQMG3q0XQR7hkoVvtZR5pKYElWr2ehyo7EzW6Kd+1YXpOwaKPoOyJQxlZZSvgFw5qRROkdFDqQRDvXud4qVGtfZi8OwYWaSEsWuC9DTA8MYNr99k17kHAjOtYZYDBv/oVw3F1Ipix/AxfQiyp7tscsd5oZtEKwUD5pySlS5qj9AsnWjb6RstJ/IKW88JYoC2GQ9EGLIgHUJeMED5p/EYdgA3lpDBWzENM3RUpWDLo25tHZtZ/v2XV95BhsO9BoybPx+dxwWVKlSw8AoA7SJvobAyDVlpwZTosyYl6LPSUwcAOCtheVqDd2DzriYRgRs2J5QqtY8mQkyw8Y7J5wrNmbAJjG1meqy1EkIdlwNHMABIVb/rzeRnAPvQOFn2JhE6ldd7q/UQItQeJtHHA0bftCteVo0JgwbZgunNZGdKM4qqNkcvKBGkSzL4o7yCXdRIzE3pEWYmcli7jkHJTIbSWYVAHSGDeDXsWEpUXEOm6apDdwJqwmOvSEYIDsxFNCUXXe05L2nNIk2L6dEuRo2hGfF3kOpWuOOkFlKlHPt7qEijwRRQF6x35Wa2QEqJwBqgBkwraoIQU6JynrziKcYECNPGSlKb7JeyQwbcT7pyEF12XTgmZLnkHA4Hi3T2YApgfXH+myUEiVFgE2dTjEay0AqHXip0rAx3VOmug4mu2cqYMOAnp6hou+gSYrESilCJsBYPpPmc5BpnFDZV82uSCRjtw4bvF8R7GER3HwmRUwB8+63Z7iESs2GZemjsQunNaG9MYfRchWvHuwzYuXJ/g3gHTop7ABP98Nl9xDZKmL/hgWxdGqaAeClrjGjrFfiPlks1/DqwT584sevBj5TmXyI/vxbL8MPfv9G/MGtC0n9ld8HVQMD8PuDbL3JZ1JazTvAWxP/zy9exxcf3u7+HmXPZuuGx/wAaOOKrUknhooBwIbCsGF97hUAG4qfIqdEMYYNjWntfYcxZKg6Q+0CMA14Gja0tEJvHLDgAZW9kUmn+LgdKVeNWDIig/WLndt5W4pvJTPbSwb7mPguWHCWmhLl07AxDFay7+3qGsKHvrcez+x0KmpSfYYLpnnBOhPAht1vuSowbKgpUUIgzWPY0NOnWdtzxRLAZpzMNJWDLZx//egb6B0uGbFOZLr55XNasHgmLQVNTCEBPJFZE/BkniRuTGLYCHmPJlErZhkVw4bgDMnXoGrQAAL6XbWN8y0Bb9HmDBsTtD5MdJhAsWaRxJPDZf6sdA52KuU/pAJCJJbwzLgoZrGCw8POby0g6qOITok5w8YbF6aUUmbymDBh2LBnBJgxbHhK1Ag9+iu+Bwb0xBEd3usKDs9ozpuDl4JWkAmzLig6rH9Wf/9b1+Cz9/jLxFLXKdExYAdNcyFAuc+UA6Mf+BT1Digpc6KWUSZlkQ98zLEsV20OUFHp77Kz6qVEUXLhPYYMYMYEBLw13GHYuIcCHWAjsUTFf1MjuUzDhhkZsGlkgE2JpzbliAdN9qwqNRuVqscsoM5BtsYe6XNSi6gApLi+DQiaaqSUKKarUqzw6DH1MCI62ExweFpTXnt4S6UsLF84FQDw/K4eoz1BrWHDUu0I7ABpPPOUG4Ngi1h1yYRhI/sWlIMX06wDnLn3D0/t4p/pDjbyejStOY/li6aSD9fy+6CmiwP+scGeNXW9Ys/luV3d2HpkAIBpSpTtWzsobS+c4aTR7zw+FEgZKxMAGzGIZgIuB9ID3QpVJMBGABvYHKAybJg/woAeE8Amk7I4u5ylUFIDLWIfR0sVI5aMCNJm0hZZ+wYI+ilFA39bBHUYm08GX8NMLFJgyk5l42f7sUE8vOUYXyep+8Ils1r4v80YNl4wrNsUsBEC0qZnKp4Cdg5p2CSAzTgZiyBTD1AfvG0hGnJprNvfi395bq9RLq6M+ppEcURaKGAuOgwEBVIp0SdxopqkVMjXqNRso8oc8uJnArj4RYcZfY/+rNnGwxw4GvU2KDpcqXpVbiiL+RSuhVEiH6DYfioeMNk966qJAH7q/J5B58eumz9F287pm1cJwVQLylclynDDYyYfTE00bESBRhMNm7LEsKE4Fdl0ivetlwE2JnPIvfbebgewoaZDiW0r1Ziiw1zDhh6xnt6cxwduXeh7rvQqUd51BwtmB02eVsHFKelguqcTpGDYENL02uo9h7i1nqa5A/jXQjam6ICNf0yaVIniDBmuYUMH0wH/wY2Jw+qFuxUMGybaT5wPTMOGGZ1h47TrHi56+xA5/ct7JkUhtYK6f7M1lh2eqNT3TDrFr9HlCv8CVIaNc42hgih2bEhhL1fRNcj0a2iO/fJFDmDzwu5uw/UmGHiIww5gKVEM+MkarO1svcmm9Zp1ogU1bOhinIAzppgmGgBtNSP5EG2iQQME/Zk4VaJEhg11Hqj2SlpKFFvnbO5vA7TA4WIG2HQNBUSZqzX9AXKKoE9mMp7rhOdk2zZPiaIWN2Fjo9sFEqh7AgOYmJ9hMocsy+LziB3Ks0TtObGPIyUzhg1L2wL8PiBNw8Z7zoAQeCDq9LFtmgEYVA0bliZdEQAbqk8X5udS141LZnlB/liATdXGCTfNlZoSJTLrGKBGXTdE6YRzxRLAZpzMlGHz1qVz8GdvuQQAsO3ogBnqLl2D6hwD3sLJHBqeEmXgWMgbpiw+pzIxz9OkIhYzcVNl6UmUst7yNUwAm7GIDgPeJsCU443KRQsOhWn1I2+zLY2JYTNsUHaPOZt7e0bQU3QiLFe7Wkc641HNStVIYBIQBEgFwGZiGDbO8xKjbRSnJCsc6G3bNs47Zs+ZsRFM5hC7rz3djtDqPGI6lHMdISXKqNStfzybRKzl33D+bXY4FqtEUR2ZQFlvgz7LbUVfnnJ4E0uQ6sRZRRPfBUsBoa5VYgUw27Y9IMEkJYo7umagqcjQ6SWWCM1Ic8j5N/1gDXipTczaiWVJmWPaM1Ti0WfqcxafSaFcFQAb2rOS910q9R3wDhDHXeAkZdHekVjt0FTUUkxLZBWiZjbTxvTNF04DAGw40GukU6LSsIkF2DCR1yodCGT9Y5pZJiW9AT8DsC6boldaE0o/i+/0wysWRbaTAWQT3wgYG3tZZAWZrDeAeq+kVXrytDe8kt4WCRRnDJvuoSKOuCmJzAgSNlzP7+tP7cLDW44BoJaM9oO8noaNmXiwtydQARs3hUti2MhAd5hxTcNCfIbNSMkrGGCy1gHgGn0U7RsgKEVgwmi3LK/kNANsyClRHGCu8Wp4plWiZKOuz5fO9hg2GUvPEuPXFQo6GDNs3D6PlqvcVyCLDicpUYmdKosjArrYrVa068SQwDqhgB+ngmHjVLmw4fy3Sb/lxdOIYVONp2EjMoBYBIuymAYAG4MoknhIZVEg6uICePfMNi1aRCXtXtPmhz7T6keeYFyZLjocUSXKJBL7zA4nj/aimc3G1HmRSk5n2MSPUDCT74+mYeNtPABgWSClRYjjWExfoYrUNUgOmNEc4ho2Tlsjho1QErxkkHrGNWxipEQxE+/RlGHjlNqMp2HDDn1mB0ZvfQXMRIcBf779nZfOIPUXcMYVezbmDBsPVCtWarxCFQmwEUSDgRgpUe5699EfbMRDGw8DIDBsUv45JP4/lSkaAGyIDBuWStU9VMSTbuXBa+a3kdqmUp5j/7NNR3hJVOpBdXarH2ClrhkABD0155oNuQzpoCqWEz/mpjVRnXPRwT7W77TVlfRmdsHUBjTk0j6tETPR75iAjTSeeVlvA4YNC+6YVIgC/L4Fda0CJPDD3bO/8d5rcOelMyPbyVFxE98GCO491MM84A/gsT5T54GaYUPYezlz0twHbcxneBXWLYf7AQCXzW5BQy6N+96pL7IiAsLMZzANzjpi1sG/RxnzJ08OsZQo2jvmKVGun9E3yvTFaOOSAZ9sLlD3bcBjXIiiw3EBG2o7j2Xq+ty8kq0ZU5SxfEwLHDgp/fE0bGSjBv/EqsIDZfr7EYFp9rzk/TS0rdvnkwIbyqSsN5AwbBI7BWbi1DNjqP3BkyN8YYtT1tsMsPHo5GKVDRMEXF60jcr7VmJq2AgLPqNZUhg28qJmxLARDqnDBmkCzDgQUaz4/jvKRCaMdwjynEbKgYQxbLoHi/zQqXtWbONgZYht2zYr/+puUM/u6gEAXEtk1wDeoU0EbEzzeMsVMSXKLLIp359J1QjmfJGBBB9gI6br0Malx7CJnxLFTNaiijKxMk//KL3PsiMUB6wVnxl1nRJLXnplvQ01bBjIVKGD6bKGjV90mADGC/P/zZK4u7at5AxR1yox3ZQ56OmUhSbCvM9zkVa5ShTt2qoKKzqtkazwHmSdIeq4knVyKIK0gOeYdg8V8YgbKX/LktmktoD3jv7vf7+Ol/eeBEDXOZnT6gc7qI454LEfPMDGTDdnqFDBHlf7iq5N5lHYWUrULCJgI4r2e79HB0zZvjda8hgcFJ0wBhrEKustrU0m+jWA3zcxOaD6KsRx8EM/d5ee1xp6fYqJzySXTpEZjIB/fWbvp4GgmQWEADYGhQLKNTMdNmYswMqe8UduvxCb//cqXH2+PvX77itmY9mCdvM+C3owIsOGXI2WpeUzhjhxTIopUbWapxtperhmfrOJ5EK9IiWKMh/ufdtl/N9sTFHXSDGgbNu2EcPG+Z7TZ+aXUTVsREYuG5OmVaJkowL5oj/SXSA1ARCcM631WTobkKX0uz5KTkjz17f1mITniiWAzThZHF2W6U15tNRlULO9qHcsDRsT1oigyyKKpZlsXE35jI/eTznIMKQ6TiUguX9eBCtGSpRBSlNaOLh5iubmTsmgAcNGdErZpmOqzcIcUyb0CJikRDn/XazU+GHTRHSY2VXzWkO+GbSxMGxEJ+xUMWxMUn3YQZWqVSA69ZWqzdN1qGwkmWFjxlTxf/e8dnpKFAcvazZOuiLalIiqXC7TRA+GmZ9hQ93cvQiuKcNGPvTFrRJl2zbXhKKOj91dQ/zfl89pifhm0JjTyMYGNZoqCi6yMp1TG3NEIV0pJaps5uiq5mp7oyYlSsGwqRgGATLplC/1ii467Iz5F3f3YE/3MHKZFO64hM6EUqUvUwMuc9pkhg39UM9AaWPARhAd3tdjCti4h/KykBJF1LABgnsKTfTbSzEARCaiRTpEsfHM9l6TuS8zM6naRsxE3QsTME6sxjVqUM1ydmudj2VjktIE+OfutKYcWW8L8KesssBQ3RgYNqZpL3ECB0zHhll9LkUGIma21OFHH1zuSxOn+HOiHkyxUgU7q1LBQPl7FF8OAKY0ejqIw0JhBepaJWvYmDBsPA0brzIdBbB5/80L8J8fusn3NyrwKY7lctVcAFj+nqleXqFS9crMjzElygQcY+tEiwGBSe4flXEptuUpeiZplLwSZgLYJDZG4/oZBpPFsqxAdac4VaJMIjkeZd/2RTdNFlTLsnwLoanocJxDWzrlCXuxFKN4osPmKVHVms3LEzYYADYeEME0bPTXTqUsfl8MDGDOI3UhZweRo/0eYKMXHfanRIkla01Eh5nNN0i3YeOZPad0ii7W6AmQ1mKx3AAFw8ZATLfAGTa0a4r3VYrBsGERrliiw1IfTRg2GYFh0+uKw7YTaLCioK1t28LB2oBhI9wj9UAuRnAHDRk2rG9VnhIVL8pesz3Qh5IOBQAfveNCAMDH7lxsdAAChOjVCCvhSmXYeGlcLCedKiI41ipRH3zTItx20XQfeKJl2PhAT1Y9hYlZ058ZExC2YJNKvzptnL6xWMetF04zAvGLCiFYckqUANjUZ9NGc5+nRA2xNCxiSXD34DFYKHOx8gumEgEbwcFmwQMTXSbRmc+kLCJDzc98FCtEUeaTlxLlZ25RmH3yvmPKsGmOy7Bhz7lcFRg2+mtbloWLZnoghHlKlPdMTA5tgL9qqMewoT0v0Tfx+qKfC80CW8wrEkJfLxbP8Pvqpu8X8FfmoeuxeWPSJbeSwVpZH4uqt8XE72s2ONgq9kVnXulnc19fKTpM3Lvl75EBG6F/pWrNuOJoELAxY9iMCGOarGFjCAir7Md/uBw3LWzH71xETzOSfbDpRF8BEFjArv9qEkBPUqISO2UWh2EDABdO96P2lMOmPKFNUqLEst7MKTGtZgD4F0Kj6Ea1Fkt4FPC0CwbHwrCJKTo8bBC5YiYzbOhCnH419FcP9QGga46wA0/XoFdOXOfsyilR7H5zGVoUSXb2ZrfRHXMGZDHmVBzmVblq88MQNbrPLMCwiaFhQ50/okCdPyWKWKLX3eDiaGYFNloDJ5tdp2+kzIExXfllwHuXtgtemGh1edcWq0SZRZ9KlZpxOWJZhyZOWWHAWWPZfKIWyXjLkll46dN34uN3LaY1EMyjGzvOEBUIEEsZswP9NOLYYKmWcvomlSK9fNFUPPi7N+D337SQ/00H2FiWFWRBxdhTWBpUY4aWrgYEndM3XTSdfD3A27tEo+7fc4U11ST9BPD2PVOGDTvk9g6XuS7EwulmKVGlqqhhQ19zRGee6lcxv6Q/RnUbwF9mHvAOnKQ0WZlhY6phIzJsDPSJxJQoBmZQD0KLBP/TxI8E/M/EFLARQSbGCqKuV6qxSwJs3PV/oODtYSZsBFGkFYgH2Fw62wN9qH4Om0cnh0uouZqT1PkfYNgQn3Euk+Jz/2j/qPtbej+S91m6rpHosJsaN1Kq8r27laidIzPTTDVsAGdMsnlPT/Xxf49cJYoBNkUPhKCOC3m9efPlM/Hd372B1JbZ5XNa8eDvXIf5zfrvMpPnGtVXALx7YylRJiBxkhKV2CmxWs32qc6b2IUSzTIbR3TYAETwIuVe5aOmPE2AUDQ/YEOIPgnK4nE0bACv70MGmjBj0bBRl/U2X2CYhgYVSKjnuhDOc3rKFbdccTGNei9rDFGo2SmJYTPCHT+iYy9sUGnLxowYqLtYDpVqIjsgPsPGu8eURQNfclJKlEmf2XeHixXeZ1OGjfdbBgwboY+NubSRw8meM9OiqM+mSeuOuJ4572iMKVHE58wcxtIYNGyqMVKiRECpUvWEw6kMG8uyMKu1zng9Brz1xrRKFANI+kbKAsOGdsD1ynrHqxLF7HZhbaOkg2QkUI0BNyblYxmLqMmADi7roNy4cCq9cYjFER021Rth6zhjupA1s9zvvXF8ENWajYZcGjMMRYcBT4yTqmED+J156nrR6jIDBosV1ARNJipgUy+l+DGNJMq6I/fRVEutKbaGjQcymWrtXSIACKZrjgiOUhl5zNgeXazWuJ9DnQfvXnY+7l4yywegmFU8q8TyQRfPbPL5BqYAF+Bn2JDZG67f6MkmWORry98z6XObmxbFqmKZVEiV34cJ85GN/b6RkrHosLyuUduJrO4hAVSPy3YxZ9h4wUoyKCZd809WXWwcQIhjsn9twrDhKVHufhCvslwC2CQ2BisLtVtNGTZL5vq1PuKU9TYSHRbKILOFyYQ1wsyUYZMXIt5xNGwAb3FjuZ40ho1/8aPSbgE/i4IdrE0ofF5Zb7MynxywKTvg1rM7ncpLVK0EOUJNKfvOXgVjBJgIDgN+Z7MtR49YA0HAJmfg6IolieOW9W6IEcnNCmMDoDNsAG9csUOMZYEk8AooSpDHTImipDP52rp9ZvRo6gFIXBvKFY9hQ2XKADFTotiBQKwSRXTeMlJpYJPKVn6Gjc0BUJP5ENeYY8/BVqIz1OauFyeHS1zDhuqE8ZQolw0Yl+V26ewW/ON7rsGDv3sDaS5lpbXVJHWFGUtvasrSS5rKe52sa6Gz6+YHBUqp+7cIlJQMnVYG8DCmC5VtJkdAL5jaSD7Yy35KNm1p2VOiienHpgwb23bGBjvkUgSHAbGsdxW2bRuldMhrE7VcO7P4gI1znYFChftG1NTtd119Hq6Y24p3Lzuf3lHXxGcSn2FTE8rbU4NDWTzw3mvxHqHPlH1BTO+Lo2FTl0375nscwObiWR5ANqpIj1QZe7+MMd1SlyXPQVkXyKRoBmPQHu7zgjRUk31zk/1+tiuufrS/YAzY1GfTvv2DWtUKCPrrQLyUqFwmRfb101JKlIk/J1ewMk1pjGuplOUD4OZPpafW86wDdvY0CYBnPZ/uXLEEsBkHE50nkw0AAG5c2I57lnpVJmhVotLSf5unRYi6LHEmurgQUmjo/rLe5lF21fcp9y0ugA25tNHBiTn/jF4NmIlkySlR1Pck0rI37O/FULGCqY05LJXAvTBryPn1DSjXTUmsgpGiWaROHENT8vQDEODdL9MaiSOkW63Z3AEyrhIlvFNyOXFBUBMwc0jYNTgtNJchj0t5gzMBPcUx0W5QghXwnjNj2FABm4ygPeVPhzR5xwLDhio6nPXWG2OGjVDRjv2G3I/QtsJ7rNZsDoCappzGsbhAPis562fYUAGbsaVEidZxxWzcRowQsqd599eexYYDvbEOYExA2IRhI1pbQ9YYiPvmb1+H7//+Mt/8oTILxPSNYUVqVZSxoAx7P9SUG3nOUAWHAae/4rif0Vxn9LyahHXZJE2A7Vl9oyU8suUogGDqeZiJmkwVsSgDRadPZtiMoUqUkegwExsXSuWSGRi5NH7x0Vtw3zuvIF+P2VhSothhs1T1hJJNwARA8kEJ46NFwbAxDe5cJrB6TJjtzETggQpesjX2BAds6P66PA5MWDIMyGcMG5NzRoBhY+DTzXIBm2MxABvLsnzPxwT4ZGOBBbIti84MEue6yfvhGQ81loIVz58DzFmXYzFxvl1xHu1cAgT7HCsl6hxi2EzcGz2HjAEQgDlrxLIs/M2vXYliuYZ8JkWa7MFcaXPWSFlIiYoz0X0MG0oKiU902Ny5BoKLPuVQIL4PU5o+W6wHhCpPccRSqzWzfNh6QTiRHTYvnNFEdnYty8KUhixnQ1DKn/NSxlzDxkxkWczZbTfz3fh74Ro2JqwR4X2wtDVjho0wf8jlxN3nFYdhw8APxrChAglAkA1nxrDx+kgtY+y1jcewsSwL2XSKM+viVYgTNGyoKVFcFNpjElKfM1tPSzE0bFJuGVZHcLjGGTbUlKixmLy+kAUmGcNmpOQBNs2mjASWEmUmOhzXFs5owqsH+wAAL+3pEcov05/znZfOwH+9ehjXTBmI1YdVl800btPemMNNi6ahvTHH9VXiROqHi2ZRRnmPpzJsmvP+75kANoAzDlj02ES/BvCzWU3GU2t9FiOlKp7a3oW1+3qRS6fIDBIRgKwIfh0FYB6rhk02nUJdNoVCuWZYJcoNALjpX3XZ1IQAxKIvZJoSJTJsKu7PmGrCiD4oZW32NGwqKFXiBQ3FIiFxNGwA4KEP34RtRwdx/QVBtp3K2PvlgI3B2BDHoGWZjUm2xzPAxgSgkp+NyXOe42p1He4b5f6vyT0312V5UQaTdqyPbA9sNpCKaBfAQxMQIi0BwSbrnLzXTRTDBvCzwy6TtJ2iTPb7zCQm/EHSc8EShs04GHPoqZUMZKvPpfHP77sO//Cea0gLRDpl8clqWWaT3DuYxytVzUw8/JBEh3lVgHjCo0Awuk6h3Yt9MwaIpOuZpo7J74X6ntjGWChXY0eCxOgNxbFgB8oa17AxS5cTHfspZliAQsPGhKbsfZdFY0wPi40xtBLY99hzMsnRlhk21MMTMFYNG5FhY/aS2HrDnEYTwEcUAI6jYSOmyFGfM5svfSMlniZArawhOwam7A22blRrnobNhKRESeOeygZkY6FPBGxiV4mKp2Fjav/829dhuasf0zVQ5FWiTMbVkrmteOSPb8aVU80Ygf/+gWX41WvOw2ffeplRO9HEw2acgx8DE6kmA+90zSx/31ZcbKaRIF7HRL/GubZ5ShTgPdu/e3IXAOCdV88lV6fyxnPN94wpzL7W+qxvP6IESmRrcvdRk5LtMmBjwqIYi52qKlFe+rUhw6be24NoosOMYVOOraO4SBDcjgO0AsDV50/Bu5edb5Ba6DJs3PS+uAybhmzaSKeoTao2anK/Y9GwmeVqdR3uG+V7twlTpjkmw4b1maWNTjUAId98+Sz+b6PCJtJzMUqJEr5L1V4cDzPZv8bGsElSohI7BRb3UD0WY4t4veEirBIdNhF+YiYuSqSSlwLDphyjwo34G8woC4XYxvT9yJu5KRNJvh65SlRGBGziRYJEurBpSlSxUsXzuxzdHHJKlLBJGqdEZaSUKKM83hTYPnXSdVhNqcri98kaNlL5VxPK79gYNjJgY35dIAbDRroOVRNCvK7IsDECbIRrm1bWYBoWuXSK7FhwEc+KeaUYwHOcKlUbTN5sQhg2gRKuVA0bZ604OVzizyt2SpQ7H0zTQUxtenMeb1niOMnHBwp8TzGp+hLXbr5wGr78P640OlTLJs55E3Dr925ZAMAp+25iTdIeT9ZzEp5nXTaFaxUaPFH2G9fN4/+eaqibJfolcQAbxmDqEFLOdeZn2Iip7vr5a1mWr+S5KcMG8OaiybPiYuOsOtw4zz1mYxEdFqtEFQw1bJiJPg5lbWbztVip8UCLqV91w4J2AM4B2RTsiWtjY9gIqToG7QAPEPMYNnQ/JaBhY/CsZjTnIWIP86c2GKXYiuuyCWDD3icTZjcJat0u6EtuO0pnbKYkv8DkPsdytjlVdomgyUQxea8zEh3m1XPPHYZNkhI1DlaMCUCMxfKZFIaK5pucX3Q4voaNeHA0Kutd8UAI00VGRqNNUn2AGCLHMn3PMHIVAGyI74oJxY2WqtwpMnUOxM3GlGFzf+d2/HjdIQDAVfPaSNfziQ6bpkRl46dEWZaFhlwGQ8UKZ6yYzgnxYGvKsCnwlCgTKqvz3ZNxABtZwyam6LDp4UmOMJs4M1khmlqJEdmMUyUqmN9t4hiEMGyIjEAxvZCnRE0Iw0ZKicrSxhV7l91DJR6lNwZs3D2wMEEpUQAw002x6Ros8mo+lPTcM8HEQ4VJwOXTd1+Cd1w1F5fNodPQgSDrwiRKz+y3bqCzApj9/psWcqaLKePEx7Ax2LvlQ5pYDl1n3nj2NGwcHS7afZ/f3oDtxwZ9v2Vif/6WS/DSnh5ccz4dGGPrFZu7cQJwcUxMGRsLw4atr6bPSwQgbOiDRGJQiQVLTH3CtoYcnv3U7chlUrEq+cUxrmEzZK5hIz7TP7xtkdF1mV/CzjcmItqyn2Kq8Te9Oc/Tr01BgbgMG+YzMEaRiUB6Xdapntc1WDSUqBgDw8Yn9zAxc142c8BGFko2Z0CdS4BNwrAZBzs9DBvnWqabXFYQuRpLSpTpIVcUHY6vYeOnAFKjXib99F1Pcv5NBIcBhQghNSVKOATFjRz/+nXzsGh6IxZMa8RvXD9P+32RYbPjuONwfuzOxfjI7ReSriduko0ZU4YNAxHjsYnYHIirCSEeZqguGBt7LJc3VkrUiHlKlDwGTRxO0TmIKzrMzIShw+63XLVjgbVxRIfl349TkpRRb00Befacq7WakBJFvnxsi5sSxRzT3SeGYNvO2koF5OoE5mStZnsMmwnYC2e4aS7HBwre2nGaIo2m1lIfL3aWSadwxXmtxgCgvMebgMSfvedSvPnymfjkqouNrulcJ4tv/fZ1uG7+FPz28guM2jbFTImSK8PMEsqh68xjt9a8VHcDcPkCQeOnLsZYvOuymfjsWy8zer9ySpQJE2IsxlKQgRjp4ixaXq7xNcOUkdQsjA+WVhVl6ZTF+9nDS2Sbv6N57Q3kFLtTYd77NRPgBYA3Xz4T186fgi/92lK876YLjK4rrxEmfpUMKpnMIQCYLcxZsRQ6xZpjM2yc58wYNqYs5J/84XIsXzgV//iea8ht5Hlusm+KZ5uJZtgw/aXfu2WhUTu5n2ZMwnMvJSph2IyDcVHKiWTYuIunafoHO/ifypQoinPBns2IIJZoXiXKu06dYSoYYFaZxrle/HxLIMioIadEMdHhUpUDAaZj6/aLZ+D2i2llwAHvHVZrTrUYALj6/DajEq6RGzaDAABsZUlEQVQ3LmxH30gZcxt6jfoqo+6mh736nJ+xYjonRPBRrAwSZWMp681ToobMGTbyGDQDPsaSEuW/jklKlAfIeWBtnKpaTj/o41E0E30EuRqBqVByWigLXptQ0eF498zeJdMLaG/MkcezGDAoVmpjqhJlaqzMdddAkUf4TYDT02ljSaeKY/JYMLn+B25diA/cauaYi7bysplYGUOgWWS0xkmJApy11WTf5ho2JY9hY+KniCVuxzstkF+HpUS5+7YpeBLXxBLXpr6YyLDxhMrN+i3qgo0SABvAOcwPl6rcV5gMAK+c6mriL1w4oxn/+aGbYl1XDiSZ+FVyH019/dmtddh00Pn3pbPNWBwiGG6SBsbWmGMsJcqQhTx/aiN+8Ac3GrUZi4aNr90Enj0B4MHfvQFdA0UfQE0x+f6mxUj9TESHExuTnV6GjSHo4S4Q5VptTGW9TfVc5EpAQIwUJWFxixPBNd005EOLqShePsCwoVaJ8vLovQPu+B5ExJQoFjlrM6CEWpaFH/z+jfj5h26E6d4hv0vT98SeF48wGrPOvOuViWKerA075Jq8HwZ+nIwhOjy3rR6ib2wkOiyAJKaiw/L9xWHYsEpRzt/oz0sUJ6feb4BhE+PQJgM2VOc+I2jYTKTosHyP1BSUKRIjwUSPQgRsCuWqd/iKod9hagykKVVrXCx5ItOSx2LvumYuAGCpQUnUsViQYTOxgFEcExliJu9VBGxmt5oxIcSUqDh6W2PVsIljoj4gYO6nxLUr57Xh2++/Hk/8yW3GbcVouad7Ff95URg2gAckcMBmgnRoxmKy32jCGhmLySwZEza/nOpi6r+KDKa4DJvGXNpQK88FbNyUqHYD/zeujYVhI9pEM2wachljsAYInvmmGjC985Jfdi5YwrAZBytVzA8hYzXOsDHVsBEOmqxkXpyy3ssXTsWls1uwkDhpc5ngZDN9XmKUvylGDv5YGD3AKRAdJjokImDTUHGuOd6RIDElqs8FPtoMHQPLilclTXYETIE89rxYWoQpw0Y0MS8/yuSxYcKwyQUAG/q4mtNWj3dcNRcPbTzs9iMew8a8SpT/OkYaNi7gIuoVxM3VNq0SxazBYJ30Ijmu6HAlpuhwzUatNnEMm+svmIIH3H/XZVPkuVifTSOfSfG1WWQJ6IxVLCxXbYyWqxNWJcq5RpqXxz4dOnJjsQtnNOPFT99hpJMwFotbJep0WtyUqFbhmc42SIcC/HsJAxJM/BRx7kzUWAwy6ybu3YpiqyYmVuI7Faw8aoqhDNhMNDMhjsl+Yxz9qTgmg7omQKC8vpgwagF/2sv57fT9CPCej0nAEfDWGOZHmvpIcUx+LpOFYRPXAgwbA+2rJCUqsVNiC6c34b53XhELRIhrcTVsxJQCxqSIw7DJZVLo/ONbyFRYeaJaMcrQZcegwQGcAaLDRIeEiw6XqxMmpskebbFSxbAbrZK1AMbLAgwbw01LngNjAmxqNPReHktm5bU9AAMwd8A+sfIiDtiYaGGIYKmx6HBAw4Y+/7iGTaXGqesmc/FUpEQZiQ6zCmDu8zLV3PJp2Eyg6PDNF07j/y4Y0IYty8KUhhyngl83v93ounWZNMrVCkbLVR68mCgRxBnNeX74Asy1Ek6nmYIJY7EmWXR4gqL0YzExQCKzVaPsVDBsAK9qoclhU3ynjPE53jaW9M/TZXmByTQW3at/fM81+NnGw/iDN9EEdRkI4TFszvyDrryWTtTclc8zJsHhAGBjuC5fNttj1ZgGAdm1TZ+T7JNMBGATZNjEm7unq0qUqQU0bIxS65MqUYmdApvVWod3Lzt/Qq/JNjfj9A/B+WBaJXGrCpjkLcsbYzZtrrLvq3ITYzE1ZvRIi6kpICc7IFSGDUtlGC3HF2g2NbZxMEfGsiaONi8/F2OGjeSgjqWsaZnIsJHBPDMNGzkn3ew5z2tvwHd/9wYcGyjgvCn06NNAwUtHNI3CiuvGeVPq0WoA5omiw0f6HFBglsFBSgTwyKLD0jM2EeIUS84CgkbZWFKiJkTDJo157fU4eHLUuG1bQ5YDNtdeYFa6OZ9NY7BYwYAgQjoRKVGAQ51nVXkA/zhNzDMxvShlTZzOyVjsVGjYmIJi4nVYmo2J35D2pW1PkIaNtN9NJMMmrnksYk/cOU5VrY4rZqPjCnrZdnaY7xmePCmUsh/ZOkF+mQy6mLwf2acxBWx+4/rz0T9axm0XmTO4zm93WP/zDZk5Y2ERx7VTpWEzGVL7AL9f1pTPGI0pkZV3rtiZv5InRjLmDJiyCUSHom8MDBtTkxeiOBS+saR0OO1NU6L8359lWBkgyLAhpkTlvJSoygRVP2FRDFbusqUuOyGsACDo2OYMxaFlgGYsgE2FrGHj76NJjrY89uOkJ7zpounGbaj3pjLR4bpuvuGB3h27w8UKjg86oMA8A2dKnIdUx8SyLOTSKQ54mhxQ5UgOK91OXbMYqFQVRYcnaC797s0L8IVfvG48Bxh4DwBL5pjpqjCtjsFCfH2yuMZKezMzFZY/VyybTiGXSaFUqaEpn5mwksRjMTGQZBsUHmwbA8NGnKZMUN7Ub/i731iKB5/YhF+7Zo5Ru7g2GRk2XNy57GkFTUQaJWNdMAbiZFgvZL+zOWaFOVMLVIkyGFcya9gUSM9lUvijOxYbtWF248J2fP8Dy3DJbDPtG3neTAjDRvJn4p7FJgvDRpzjpixvT1swSYlKbJIZi2CaC6wGARvTVJ84FkwhMd8oxyKaCpiDHumUBcvynEUTVgCgKuttLjrMhQ8nSHSYMWwmKh0KCDpqcTVsmI3FYaVWiZL7aHIgl6NNE8Vk+tVrz8OP1x3CqhgVW0RG0bUXmKXMsAPP3p5h2LbzvkwYcjnheZkAY/mMB9jEK+vtRH9PuqkNM1poaWBsLJRrNhhGNhGiwwDw/psuQGMugyVzzUAXxq4BzJ0/FiUbFgTlJ6pa04xm/5psqpVwLlljLo1SpTYp0qEAv19SJqaqAhLDps1sz7YsvyYTEGRT6uzuJbNgH6hNGNMlANjEZExPpNUJPg7bcyeClSeDEJNB+0PWCZoohk0+k+YgL2DmV8ls9IlMVbUsCzcJ6cFUWzK3FT91U82B08OwiastlpsgNt9YTTwDmWoMJSlRiU1ai6thY1kW0ikL1ZrNgYimuvGf7GPR/GCWGSPD5sYFZgdNwFlQWZrMRDFsxLLecSpVxDF2yGSRdlPB4bFYkGEztpSoONRqZuSy3lIfTRySYErUxCzLLXVZPPyxW2O1Ff0KU4YNA2d3dw0BcEQE46ZTmhyecpkU4DDfjZxNNn6KlSqODxRg2876RQWZfBo2XHSYfPkxmWVZ+B/XzzNut/KymVj9+nHcdak5BZ2tV2IFwIliFMkg+mQ4gJ0ua8xn0DtSnhQVogA/yElNVQX8wQaTimfM0u6e7zHrzmwWhrx/mgisny6rkwoFABOTQiaXs58MKVHtjTlcMquZp35OpGB4cz6Dnop59U35u5PhOd+4cCr/dyZlTQhTTd4n477bOBIRp8NE395Uu1EMpJ0rlgA2Z4mxDS+OwGrGBWyYTURKVEqoJgLEW8DFNiaAzeOfuA0v7enBb91grjPkHCydPpvSq2UHhFrm019a1Lm2aZTP1OSNo3WCqpcAwcha3LLe/L/HsNFWiYCNHBlJG0T2TxdgMxY72ucxMC6a2WzUlt3v7hMOYDOvPb6uhAnTTGxnEnUWc6WP9nuaO1SQKS1o2Ex0SlRcu++dV2D5wqn41WvPM25bLzFsUpaZvtlY7LI5ftr7ZBIdnmhjjJXJsN7IVjZw0kVAyrTCDOCkbxTgCaSP9947VpP3T7ki2JloqsP/RJRBl8f+ZAASAEdQngE2E7mXNNdleJq8SSBMXv/P9P0PAC6Z5fk1lZo9IXuYXD3SFEz/4ruuwPde3o8/v/uSU9mtcTPRJzPdh9h5qlqzUanWzvh1+VTYmb+SJ0ay6+ZPwX+sO4RrzjeLdgPOJiWilBOREgU40c9y1Y1axci5FA/J7QaAwoUzmnDhjCbj6wGe4CgATDWM1sWtEsWcGT/DZpxToqQNdWIZNlJK1BgZNhMRGQmIaBuJDp+elKix2FuWzMJXH9+Bt18119j5YqyHAydHAMBIKBmIVyUK8I8rkzUuL+RKH+13BHxNwNqsoGEzkaLDY7HpzXn87i0LYrXlKVHsgDuBaUmXJ4AN2ZgmjMwymAxWNtDfSqcsvPDnd6BStX2Vpsjt3THkadic2WNqMmrYqNjGE8GOCwI2Z/a7ZfbhFYvw8GtHMTMzMqHXFX0TU/mFhlyaC3dPVIrsWEwOKk+EjZVh85s3nI/fjBGIPl0m3q/pPiQC08VKAtgkNonsXdech7cunRMP+BA1ISx7wgSrcpkUd+pjadiIDBtDwapTYaYH1UCVKHJKlFdBYaJSouQD5cRq2IyNPitHfupiUKvnttXjcN8olsylCdXJc2YsVaImguE2VpvX3oCNn18Va61gbZgjZCI4DPgdeeOUKNdMWFc8V1pg2JgANpxhcxpEh0+HsefFGDYTea/5TBrntzdwMDCpEhVuDLwwpaKfCVYyFEyf0xa/ZDoDHOOKDk+0TW/O+7T2JioANxZLpSyfPko+Y141NI7Jh8TJItY6tSmPpz5xKx555OEJva4IIJgyl+uyHmAzGUTOAeBXrpqL/1h/aEIEsAG/RAUwOYJ3p8pMwSnRDyxWamg0z3addGY0Ch944AEsXboULS0taGlpwfLly/Hww96CYds27r33XsyZMwf19fVYsWIFtm7deso7nZja4m42YgR0IvXpfKkNY60SNYEpO0A8um5sho1QJWosKWQmdroZNuJibLpZipGffCYVS+D1+7+/DO+/6QL80/+8jvR9ORpoEtkXv9uUz0yaw3z8kpP+dvOmmB2mxEoeJkCvON+MGDZCrvQxBtgYHADZ+62IGjaT5B3HMbY2MsBmoqOpIsg6UeLOk9EmdUrUGCrcmRobv6x87JnODpjRXIdfvcZLZRxLSvBEmrhvj0V3zsSmSKn0ZzoYJ9rpWNvEYJIpc2ss1TpPl9379svx/psuwA//4MYJu6boG0zGtTmuNeXNzhiplMX97nOlUpTR6nTeeefhi1/8ItatW4d169bhjjvuwK/8yq9wUOZLX/oSvvKVr+DrX/861q5di1mzZmHlypUYHBwcl84ndmpMPPRMgN4wt7ECNqK+yEQzbOKIFwYYNkTQh6dElScuJUpm2Eykhk0qZWH5Ik/wzVjDRnAk4tLB509txL1vvxxziQdzWRPF5EAugj3nwgYdAGwMGTa+st4GDIqxatiUqjUc6jVPiRI1bCZLStRYjB22hoqOEyWXKh1vu9ywDPm5apxhM0mqRIl2qWGJ3rEYA1xHSg4AORkO9f9r5UX83xPJjh2LiUGwiWI0yIG+yfBuT6eJjA9TUG0iNIlOtTXlM7j37Zfj6hhSE3Et40sTOvv9QWZx1ilRX/BcMKMZ9La3vQ0dHR246KKLcNFFF+Ev//Iv0dTUhJdeegm2beOrX/0qPvOZz+Bd73oXlixZggcffBAjIyP4/ve/P179T+wUmHi4nFDARtgc4+QrDxa8KiTNE5xGEgewiVsligE7fsDm7GXYAE4pVGbGGjaCIzFRUR05jclEtyN7rgE2Gf/YGgtgY8JkEtcYk8opomN64OQwAGB2qwHDJsWqRJ0rKVHOc2YH3IlmJKyMUab+XLQ3XTQNbQ1Z3LTIvOTt6bJf/vEt+PCKRfiTVRdP2DXZ+B0tT8zeeypsbls9vv071+Oz91yKiw1F4U+XievsRJT0BoApAcDm7F2XT4X5UqIMfavJwvQ63SYKD58LKVG/ef08zGuvx7uumWvc1tMXPDcAm9ing2q1ip/85CcYHh7G8uXLsXfvXhw7dgyrVq3i38nn87jtttvwwgsv4IMf/KDyd4rFIorFIv/vgYEBAEC5XEa5XI7bvcQMLCMBNhP13H0Hr5T5dftHSvzflUol4pun3qY2Zo37a9W8RSWXSZH7nHGrUtk2MOSCVCnUxvU92TU/xbApn4p1PdbGtO2KizyGzZHeYaP22ZTHvKrLxuu3qWVgI2UBjPRlwSZfNwV/hbazfd0T3bYpDVnkU/Rn5bQXNucafR6I5XjzButcyvaut7fbAWymN9LfE1tei+UKZ9aYjI/JZux+GWCTtqwJvdcF7XX499+7Dm315mt03PVqMlrH5TNw92XTYU3w+xmLXTS9ARfduQiYwPnDwNWRonO9tGU2Pk7XmLpl4RTcsnDKhPtGcS0vBfAm4nnVpW2fZohlj69fdSrtdIyrxpzgs1tmz6pOCLxNlmd8OqwopHvWpSfeT5jocfV/334pbNuGZbiuAl4QbrhQRLlsVrX3TDGTezYGbF577TUsX74chUIBTU1NeOihh3DZZZfhhRdeAADMnOmPbs2cORP79+8P/b37778fX/jCFwJ/f+yxx9DQYF6CMTFzK4ykAThOSWPWxurVqyfkuqND3nV7T3ajs7PTqP2BY15707bxzZkyIyePx7qmhTRsWEjbVXJ7Z/12rnu0uw+AhVc3bYR9YPzU67f1WhCP1ts2rUVhd/zfizOmmrJpDJUtlI7uRGfnDnK7bX1e30ujwxM2NvKpNEarzng8sG8vOjtpD2zXEa+/owMnJ3Asnx7bd8i73yarZHy/b/R77de+/CIOvkZrd7I7BUYqXfvic9hvIJ2TQho1eBUjtq59DvuJwa8Tx53rbn5tiwtmpHGiK976MRns4H7nfo8c6wKQQqlYOC332g1gV8y2E7UHJnbm28iw42ccPHocQArHjh5GZ+dB499JxlS0FQU/tDgyNGFrRn06jaGac93N4+xXjYdN5Lg6JPgqT65+DCbkyaE+b/89W/e+U2Glincsf2r1Yzhd2dOTYb16t1sQa9eG53Hw1dPbl7g2MkKv9GYM2Fx88cXYtGkT+vr68J//+Z943/vehzVr1vDPZfVvBzkLH3Gf/vSn8YlPfIL/98DAAObNm4dVq1ahpWXi8pTPZXtg74s4NuroDLXlgJUrVyKbHX8q3r8deQX7h/oAAHNnzURHx9VG7f9+1/PAoBPx7ujoONXdU9ov+zfhsde78LnfuAWLY5QG//N1j2O0XENjfR4dHSvI7T61djUqNRt2Jg+ghBtvuA4rLppufH2qtezqwTe2r+f//ebb3xSrFHq5XMbq1atjjallbyri9aODuHnRVCOBvRn7e/GNbWsBALOmTUFHxw1G141r929dg9EBhy140YWL0LFyMald90sH8LP92wEAC+fNQUfH0nHr45lgh57di86DOwEASy6YhY6OK43aT9/Xi3983Xm/t95yMxbPommWPDa4Ga/1HgMAvGXlHZjVQo/IfHr9E7zCRS6Twq+//W5ypYvHhzdjY88xXHzpZQ6bce92zJk92/i+J4tteXQHnj66Dy1t7cBAHxobG9DRcevp7hbJxrJeJXZ22jf3v4ijI4Noam0H+vuwYP756Oi4jNw+GVM0+/eja7F/qBcAMGPqxO3bf7/reew64fiRy5ddjzctnhwpgqdjXA2uO4Sf738dddkU3nqPmc/9332bsL2/C8DE+euT0T724mP83/cYPuNTYcl6NbHGsoooZgzY5HI5XHjhhQCA6667DmvXrsXXvvY1/Nmf/RkA4NixY5g9ezb/fldXV4B1I1o+n0c+H9QDyWazyWCZIBM1Qtpy9oQ9+7qsN/zy2YzxNee1N/CNdqLGygPvvQ6DhTLaYorw5jJpjJZryGfSRn2uz6YxWKxg0K28Up/Ljes954V3Y1nA+dOakc3G11eJM6ZmTcli1hRzkKi53ltP6nPm4yquNddlccwFbLIG47lOqFjU1jC+7/VMsLqcd3/zpzUZ32+9UE2gPk9/XmmBct/aWGd03XwmxQGb6U155HL0+Z91q1PZsAArxf92tr7nnKttUBT0tibbvSb+R2LMMmlWpdEtOZ2NN3eTMRVt9cI+WBfzGcex9sY84PqR9bnJ944mcly1ubWT62O8nwZB52+yPePTZafzOSXr1cSYyTMes7KXbdsoFotYsGABZs2a5aNRlUolrFmzBjfddNNYL5PYOJqoYTNlAmvZXz7HY1C1N5oDIH/5zivwK1fNwUMfnrjxlU5ZscEawAPHTEX16nJ+p9FEbDWOiYyWRdObeEWRyWCieGHcKlFxTHxGJkKrftHhs3+DFLVk5rWblfQG4osOVwQNKRPRYcA/pqYaVqRjY6Eiig6fxdqW6ZS/csPZLLCc2NlvWXf8FtzSsSaC8onR7XSU9QaAKY3enpudoOpUk9WYfxKnmMNkLOudWGJnkhmdwv7iL/4Cd999N+bNm4fBwUH88Ic/xNNPP41HHnkElmXh4x//OO677z4sXrwYixcvxn333YeGhga8+93vHq/+J3YKLCNGnnMTl7/7Z2+5BHdcMgOvHx3A3Utm6xtINqetHl/7TbM0qtNtTCQrnzFU2Jc2u/GuVCECDkvmTK7URLEawUQ6CWKlKJNDqliZ4pyoEiWM3XlTzHXKREZg1uA5V6re2pYxnD9iRTe5sojO2LWqNaGs91kMYrC1g1VumOgqUYkldiqNreUFl2EnV7lL7NTY6SjrDfiDhZOhAtjptAumOvu1aWVHwAn8JUa3ZNtMTDaj08Hx48fxP//n/8TRo0fR2tqKpUuX4pFHHsHKlSsBAJ/61KcwOjqKD3/4w+jt7cWyZcvw2GOPobl5cpQVPFdNLCM3kQybVMrCsoVTsWzhVP2XzxJjzBpTh6ROYuSMd/lJ8UC5ZC5NI+RMMV9Z7wlk2IiAjcn7EZ3ElnMNsInh+OV8DBv6PGJgSRwTAdaphmxAkWGT4Qybs9cbY6ynostISBg2iU1mY+vVaNkFbBKGzbiYr6z3BAI2IgCflPWOtvlTG9H5x7didqt5RZ733XQBDpwcwe2XjJ/24tlkDbmz3xdMzMyMRsS//Mu/RH5uWRbuvfde3HvvvWPpU2ITbAMFr6xY69mfkXFazWPYmDkkE82wEQ+Ul8+ZvIDNRFKrG30MG/r7OedSotyxb1nAnDZzx0+krZuwNypjAWwEwNQ0fZMBFpVqDTX3QHA2gxjsnfD0zbP4XhM7+43NVQ7YJCyMcbG605USJQA2ueTdau2ymIzrXCaF//uOJae4N2evTWSwMbHJYcnqlBhODBb5v5P9anwtzzVs4mtoAOMfCRosVPi/427Qp8tEMGwiNWya8t61zDRszs2UqFktdcapgU5773mZMGxEDRtTE8dUe0wNGyclyvnb2ZwSxTVsEoZNYmeBBQDIhIUxLnbaGDZJSlRiZ6A1JoBNYpIlq1Ni6B4q6r+U2Ckxxi6oM06JmliGzcWznDTG1vosWusnF+sjlbJ4CtmEatjUxdWwObcYNhdMc9Kgrj6/LVb71vospjRkMSVn+wSMdSZq2JiaCCy1G2rYMACjUrNRPQdSorI8JYoxbBI3I7HJazJAk6TNjI/5NGwmcN9uT0SHEzsDrT5JiUpMsmREJIYxZAokZmjs4GfqkEx0StT05jxe+PM7Ji3joz6bRqFcO20pUSYMG/FAO1mft4ldMqsFz/zp7ZjREk8wK59Jo/OjN+GpJ56AZQB8jEXDpm4MKVHsgFet2ai5fTibWSfs3lxsCglek9hkNhlwTFgY42Oni2HTlmjYJHYG2kSywxObHJbsPIklNoHGy3qbathIi/dE0LLntNVPWsYHA7gmUrgtbpWoXObcSokCgPOnNowJTJvWlEej4dBcel5b7Ov5RIcNU6K4hk2txhk2qbOYYSODlQnDJrHJbPJea1phLjGanS7tOZFBnGjYJHamWALYJCbbuXE6SCzS7rp0Bh7f1oXfu3k+UNt9urtzVltc0WG5SlTiWEQbA7jqcxP3nPxVohLR4TPNPrHqIjTVZXDPFbON246prDcXHRYZNsZdmDQmC26fzWyixM5+k8evSRpmYnQ7XWW92wTAJlmrEjvdNretHof7RvG2pXNOd1cSO8MsAWwSw9/+xlV4ec9JLF/QhscfSwCb8TSPYTM20eEkyhdtHLA5bVWi4qVEiaBPYqfWmvIZfGLlRfEaC69zaqNZKpdPw8YFbM5m0WE5rSCpEpXYZDa5jHfCGBsfO10pUVOb8vjwikWwkQRMEjv99l9/dDM2H+7HbYuT8ueJ+S05HSSG5ros7rpsJsrlsv7LiY3JvCpRYy3rnRyCouyeK+ZgpFjFNfOnTNg1m2Jq2LDIYnNdJonwnaE2XPSqprXUm22bbK6WKjVeWvxsFh2Wx3AyphObzJaWRYcTYdpxMTGINZGiwwDwqbdcMqHXSyyxMJvalMftF8843d1I7Ay0BLBJLLEJNFZCckqDWSQnUCUqifJF2odWLMKHViya0GvG1bBZMK0R77/pAiya0TQe3UrsFNhIqcr/bSJ0DAAzW+oAAEf6RtHmzvuzGcQIaNgk4HJik9iy0niW/zuxU2OiTt9EMmwSSyyxxCaDJYBNYolNoH3glgWY0ZzHr187z6idyLBJp6yzOqVispqvSpTBIdWyLNz79svHo0uJnSITGTamtmBaIwBgb/cwLp7VDOBsFx2WNWySw1dik9fk8ZukI4+P1WVEDZtEcDWxxBJLTLQEsEkssQm0GS11+MCtC43b1QnRpyQd6sw0P8MmcerPJhsuVvVfCrELXMCmZ7iEvlEn7fRsZtjIKSSJhk1ik9nk/TbZf8fHfBo2hinjiSWWWGJnuyWrYmKJTQITo09JOtSZaU1CSe5KtXYae5LYqbbFM+OnqzXlM5jR7AgV7+4aAnB2AzYyQHM2s4kSO/tNnqsmFQATo5uYElWXMGwSSyyxxHyWMGwSS2wSmOjMJKKHZ6Y1CBHCQjkBbM4mu/ftl6O1PovfuuH8WO0vmNaIrsEidp9wAJuzGcSQD7gJwyaxyWxyClQC2IyP1WUShk1iiSWWWJglq2JiiU0CEzVskgPQmWmirlChHD+FJrEzz6Y15fGX77wCS+a2xmq/0E2LKlfdKlFn8c4rH2jlFKnEEptMlohoT4zVZUUNm7N4gUwsscQSi2HJqphYYpPARMAmifCd+ZawoBITjenYMEsYNoklNjlMBmhyyf47LiaW8parYiaWWGKJneuWpEQlltgkMNGZySVgwBlrn3/rZXh5bw/uXjLrdHclsTPIFkiAzbmkYXM232tiZ78lDJuJMTEolTBsEkssscT8lgA2iSU2CSxJiZoc9ru3LMDv3rLgdHcjsTPMzm9v8P332QxiyGW9k/UqsclswfGcgAnjYdm0hamNOQwWK2hryJ3u7iSWWGKJnVGWADaJJTYJzCc6nFCyE0tsUtkU6QByNqdEyQyEpMR9YpPZkpSoiTHLsvD9378Rw6UKmvLJ0SSxxBJLTLRkVUwssUlgoiBfNqFkJ5bYpLKWev9WezYzbBINm8TOJgswbJL9d9zs4lnNp7sLiSWWWGJnpCWhgsQSmwSWiA4nltjktfps2gdcpM9mho0E0KQSwCaxSWzyeE7238QSSyyxxCbakp0nscQmgYlVE5IIX2KJTS6zLAut9Vn+32cziJFJJxo2iZ09Ju+3CcM1scQSSyyxibYEsEkssUlg+UwKLCifRPgSS2zyWYsA2JzNUzipEpXY2WTy+E3238QSSyyxxCbakp0nscQmgVmWhbqMw7JJRA8TS2zyWUudp2NzNosOJxo2iZ1NJgM0CcM1scQSSyyxibbk5JdYYpPEWKWoxGFMLLHJZ36Gzdk7h7OSSOvZfK+Jnf0WYNgkVc8SSyyxxBKbYEt2nsQSmyRWl3Gma0LJTiyxyWc+wOZsZtikE4ZNYmePiZo16ZR1VutPJZZYYokldmZacvJLLLFJYnUuwyYBbBJLbPJZS905Ijosa9gk61Vik9jSAqMmAR8TSyyxxBI7HZZ4UoklNkmMlfZOqlQkltjks5Z6T8PmrGbYJBo2iZ1FlhXGb6Ifl1hiiSWW2OmwjP4riSWW2JlgddmEYZNYYpPVRIbN2azrIgM0xeEhbNmyBQMDA9i6dSvuuecezJkz5zT1LrHEzEycq4l+XGKJJZZYYqfDEsAmscQmidUngE1iiU1aa60/N1KiLMtCOmWhXBhFz8Nfwwf+5kVUqxX++Tve8Q489NBDp7GHiSVGt4yw3yZ7b2KJJZZYYqfDjHaf+++/H9dffz2am5sxY8YMvOMd78Abb7zh+45t27j33nsxZ84c1NfXY8WKFdi6desp7XRiiZ2LVpekRCWW2KS1c0V0GABSdgVd//kFjGx/FtVqBe3t7fyzRx99FIVCAQBw+PBh/OZv/iauueYafPjDH8bQ0NDp6nJiiSlNZIwlgE1iiSWWWGKnw4x2nzVr1uAjH/kIXnrpJaxevRqVSgWrVq3C8PAw/86XvvQlfOUrX8HXv/51rF27FrNmzcLKlSsxODh4yjufWGLnktVlnemaSZzGxBKbdNZS5xFaz/bKwIW9G1A88BqsXD3u/9f/RE9PD2q1GubMmYPR0VE888wzKBQKeOc734kf/ehH2LhxIx544AEsX74cvb29p7v7iSXGTUyDSlKiEkssscQSOx1m5DY+8sgjeP/734/LL78cV155Jb797W/jwIEDWL9+PQCHXfPVr34Vn/nMZ/Cud70LS5YswYMPPoiRkRF8//vfH5cbSCyxc8WSlKjEEpu8RmHYjIyMoFarYWBgAF/84hfx27/92zh58uREdfGUWbW/CwBQv+AaXHX9cgBOqtRb3vIWAMAvfvELvO9978PatWvR3t6Of/3Xf8Xs2bOxZcsWfOpTnzpt/U4sMdkyqSQlKrHEEksssdNrY9p9+vv7AYDTnffu3Ytjx45h1apV/Dv5fB633XYbXnjhhbFcKrHEznm7cl4bLAtYMqfldHclscQSMzRRw0YWHe7r68N73/teNDY2Ys6cOZgxYwY+/elP49/+7d/wt3/7txPd1TFbbdgBmdJN7b6yyHfffTcA4Otf/zp+/OMfI5vN4oc//CF+53d+Bz/+8Y8BAP/8z/+Ml156aeI7nVhiCvMxbEK0pwYGBjAwMIAvf/nL6OjowHvf+168+OKLE9XFxBJLLLHEznKLLTps2zY+8YlP4JZbbsGSJUsAAMeOHQMAzJw50/fdmTNnYv/+/crfKRaLKBaL/L8HBgYAAOVyGeVyOW73Eoth7Hknz/3MtN+4dg7uWTIDTfnMpHlHyZhKbDxsMo6rhgxQKwyheOQNrP7lcexsr8ddd92F1tZWvP3tb8ezzz4LADh+/Liv3fe+9z189rOfRWoS5VFVBnsAOIAN7Cp/T7fffjvmzp2Lw4cPo66uDj/4wQ+wYsUKlMtlLFu2DO9617vw05/+FI888giuvfbaCe/3ZBxXiY2v2bUq/3c2bfnGRmdnJz7/+c9j8+bNgXbf//738cEPfhCf//znASRjKrFTa8laldh4WDKuJtZMnnNswOaP/uiPsHnzZjz33HOBzyyJ7m3bduBvzO6//3584QtfCPz9scceQ0NDQ9zuJTYGW7169enuQmJjtBMnTuDJJ5/EzTffjPPOO+90dycZU4mNi52OcVWtOge4dDpt1K5cA47/8DMoHd+Nv/iJ87eWlhZce+21ePbZZ5HP5/G5z32O/33mzJl4//vfj3379uHLX/4yLr/88lN6H+NpxYFuAA5gs2HdOozssvlnX/3qV9Hd3Y2WlhZYloXOzk7+GQOl1q5d6/v7RFuyXiXG7GQRADIoHNqKp7/7T3jfi8tw1VVXYc2aNYEx2tbWhne84x3Yv38/nnrqKXzjG9/A448/jr/+679OxlRi42LJuEpsPCwZVxNjIyMj5O/GAmw++tGP4r/+67/wzDPP+A6Ds2bNAuAwbWbPns3/3tXVFWDdMPv0pz+NT3ziE/y/BwYGMG/ePKxatQotLUnqx0RauVzG6tWrsXLlSmSzWX2DxM4IGxkZwVe/+lX84Ac/QEtLCy6++GI89NBDGB4exrPPPou1a9di6tSpp6VvyZhKbDzsdI2rWq2Gt73tbVi/fj2+/OUv45JLLsEVV1yBXC6nbXvy5EmUju8GAFx65XUoDp7Enj178NRTTwEAPve5zwX0W375y1/iu9/9Lg4dOoQ//dM/PfU3NE5W++DHAQDppqm4cdkNuGkRbf3ZvXs3/uM//gMNDQ3o6OgYxx6qLVmvEpPt+EAB//vFR9D9i79BdeAEfvCDPfjBD37AP//DP/xDfPazn0U2m0VzczMyGcetfuqpp/CWt7wFu3btQn9/P3791389GVOJnTJL1qrExsOScTWxxrKKKGYE2Ni2jY9+9KN46KGH8PTTT2PBggW+zxcsWIBZs2Zh9erVuPrqqwEApVIJa9aswV/91V8pfzOfzyOfzwf+ns1mk8Fymix59me2VatV3H///di1axeamprw/PPPY9OmTfzztWvXAnDe46FDh/ChD30IDz300Lj3y7ZtdHV1wbZtDt4yS8ZUYuNhEz2uvvvd7/LI0+/8zu8AABYvXoyPf/zjWLFiBS677LLQtq+99hoAINM2G//R+QQWT6/Hgw8+iB/+8Idoa2vDJz/5ycC9/Mqv/Aq++93vYs2aNZNq/pQGvJSofI7+jligp7u7+7Teb7JeJcasPl9D/4s/QnXgBABnjKbTaVx55ZX44z/+Y59mo2irVq3CnDlzcPjwYXR1dSVjKrFxsWRcJTYeloyriTGTZ2wE2HzkIx/B97//ffz85z9Hc3Mz16xpbW1FfX09LMvCxz/+cdx3331YvHgxFi9ejPvuuw8NDQ1497vfbXYXiSWWmNL+5V/+hadOMJs+fTr+5m/+Bv39/Th27Bhuv/12TJ06Fddddx1+9rOfYefOnVi8ePG49enJJ5/En/zJn3Dg6O/+7u/w0Y9+dNyul1hiE21DQ0P4i7/4C/7fc+bMwdDQEHbu3ImPfOQjyGazeP3113HhhRcq269btw4AcPON1+MyVzj8Ax/4AD7wgQ+EXvNNb3oTAOD111/HiRMnMH369FN1O+Nmo6OjqIwOAgAyTe2hQq0qmzFjBgCHlZtYYmeCZVIpFPZtAgDc+gf/B8/80+eiGwh2/vnn4/Dhw+ju7h6n3iWWWGKJJXYumBFg88ADDwAAVqxY4fv7t7/9bbz//e8HAHzqU5/C6OgoPvzhD6O3txfLli3DY489hubm5lPS4cQSO1etVqvhJz/5CT80vv/978esWbNQKpXwsY99DOeff36gzZvf/GY8/PDD+M53voO//Mu/HJd+HT9+HB0dHT7x8O985zsJYJPYWWWf+9zncPjwYVxwwQXYtm0b6urqMDAwgK997Wv43ve+hx07duBrX/sa/v7v/17Zfv369QCAe+64hXzNadOmYcmSJdiyZQueeeYZ/Oqv/uopuZfxtKNHjwIArEwOVr4xUBEryhLAJrEzzTJpCxWXXTNt3iKjtvPnz8eLL76YjOfEEkssscTGZEZlJ2zbVv6PgTWAIzh877334ujRoygUClizZg2vIpVYYonFty984Qv4zd/8TfT09GDJkiX45je/ifvvvx9f/vKXlWAN4KVtfPe73+Viqafa/umf/gnFYhHXXnsttm3bBsuysGHDBhw5cmRcrpdYYuNltm1jx44deOWVV1Aqlfjff/7zn+NrX/saAOAb3/gG6urqADjiwJ/73Ofwj//4jwCAf/3Xf8XJkyfR3d2NzZs3Y2hoiP8GA2xMqx/ddtttAIA1a9bEv7FxsE2bNuFb3/oWZ9oyY4BNuqkdlmUhY1Ddimnd9fT0oFKpnLrOJpZYTCsVC6iNOjoDbdNnab7tN7Yvnzhx4pT3K7HEEksssXPHJk+d0MQSO4etXC5zhtuHPvQhrF69mpT7+Pa3vx2tra04dOgQNm7ceMr7VSqVeL8++clP4pJLLsENN9wAAKe1yktiicWxj370o7j44ouxbNky3HjjjVi7di3+1//6X3jHO94B27bxvve9D29+85sD7e644w4sXboUIyMjeNvb3oa5c+fiyiuvxPz583lKxN69ewEA11xzjVGfGKP1mWeeGfP9nSrbv38/VqxYgT/4gz/AvHnz8KMf/Yh/xoDadFO78/8GDJupU6fCsizYto2enp5T2+nEEothx48649nK5tHU0mbUdv78+QASwCaxxBJLLLGxWQLYJEa2Xbt24YEHHsAnP/lJ/Omf/ikeeOAB7Nmz53R365ywhx9+GCdOnMCsWbPwd3/3dwFR3zDL5/M8or9ly5ZT3q+f//znvCocS9d461vfCgD42c9+dsqvNxYrFApGiuwTZT09PbjqqqvOaZ2vWq2GPXv2oFwuBz6rVqsYHR3Fj370I/ze7/0eDh06dMqvv3HjRjz//PP4p3/6JwBAY2MjNm7ciBtuuAFf/epXAQB//Md/jG9+85vK9pZl4R/+4R+QyWTwwgsvoFQqIZvN4uTJk/j85z+Pf/7nfwYALF26FG3/v737DmvqfPsAfrNEEEEZrjKKitRVFdpaacWNUhfOWhUcuLXaaluVah3U0VpH3aPOKg60LlTEakFEKy7qtqBYWxRxEfZKvu8fvOf5JSQgCUFQ7s91nas1yTl5Eu6c85z7WdWqaVW2d999l4jyV1AC8JJXlz4A5OvrSzKZjCwsLCgvL49GjBhB+/bto//++08pYZO/MpSxUfETNkZGRmRra0tE+UMtGStrDxPyzzdGVe3IxMhIq31fp4TNoUOHqH79+uJ89zrIzMyk8PBwleHYpUGhUNCxY8do06ZNtG3bNjp+/LjGaxVjjJUalDMymQxEBJlMVtZFqXBycnJw4MAB5OTkqDx+//59dO7cGUSktpmYmODBgwdlVOKKo3fv3iAiTJkyRet9J06cCCLC5MmT9V6uTz75BESEb7/9Vjx2/fp1ER9hYWEaY+pVSkhIQJ8+fVC5cmVYWFjg4sWLaq+5desWvL298euvv77y8o0bN058X3///fcrf/+yFBkZiW7duqF69eogIrRp0wYZGRkAgJiYGDRt2hSGhoYq55wxY8YUeq4qyvXr11G7dm0sXboUAKBQKBAbG4sFCxaoHL9Dhw6Ij49Hp06dYGVlhQYNGuDo0aPFeo8NGzbAxMQEvr6+iIyMVDtfbtu2TevvKCMjQ+z//PlzrffXtwsXLoCIYGZmhtjYWLRu3VqUr3LlynB3dwcRoap7DzhNDUFcUqpWx2/cuDGICCdOnCilT1A4XeKKvdm2bt2aH9tOzTFt319a7Xv16tX830LVquUuptLT0+Hr64uePXti4MCBMDIyAhHB0NAQZ8+eLbNyPXz4EJs3b8aRI0cQHByMR48e4fHjx4iKioJCocDu3bsxceJEDBo0CLVr1wYRwd3dHf/880+plWnSpElq5/LatWuX6fdU3HOVQqFAXl4eFArFKyoZe52VxTVQoVAgNVW7esKbQpucBydsmBASEgJXV1d069YNmZmZiIqKQsOGDcUFytDQEO3bt8eXX36JyZMno06dOjrfhChLSUnhi0kRnj59ChMTExARrl69qvX+69evBxHBy8tLb2X65Zdf0KxZs0ITDWPGjAERwcnJCcuWLSuzyuq+fftgbW2tUtGqX78+4uLiAAB79uwRyRwigrm5eYnOPQkJCYiJiVF7XCaT4bfffsOLFy9UHo+IiICxsbEoW506dVCtWjX4+/vj559/xpkzZ97Y38aFCxdgbm6uVhHu0qULzp07JyrjBbeGDRvqVKnw8/MTx/j333/RoUMHjcc/depUiT5XWlqa+P+BAweK4zo7OyM3N1enY9ra2oKINMbWqzZz5kwQEfr06QMAePDgAdq0aYO6deuqfI+23b+G09QQxD9Je8kRVbVr1w5EhB07duhcxsJ+M3K5HIGBgXj//fexYsUKnD59WuX3zgkbVtD3338PIkKVph0xY/81rfaV6rNlmWxNSEjAmDFj0LNnT7z11luoVasWAgICVM5NytcfIkLTpk3LpKwA4OnpqVKmunXrwsnJCUSEnj17ajxnS9cNXV29erXQutXq1avFe3Tu3BleXl6oUaOGqEtIDQyv2oMHD7B9+3aVc1VKSgoCAgLwySefYNSoUVi+fDneeustUX5ra2t8//33yMrKKtF7X79+HT4+PrC0tESVKlXQvHlz7Ny5s6Qfif2/Fy9eYPfu3Xj27Jnac9nZ2cjOzi61937V18AjR47g3XffFeed/fv3A8i/hkdHR2PevHm4efPmKylLWeCEDdPayZMn1S5+VlZW4t+enp64c+eOyj6TJ08GEWHs2LE6v++RI0dgYGCAOXPmlPQjvLFWrlwJIkLz5s112v/cuXOiMqYthUKB5ORkZGRkIDU1FWFhYVi+fDkMDAxEbHh4eKjtJ5PJ4OzsLHphHTx4UKeya5Kbm4tTp07hhx9+gKOjI5ycnPDdd99h3bp1Kln6LVu2iDK6ubkhPDwc9vb24rG+ffuiUqVKahW/RYsW6Vw2Nzc3GBkZqVT+5HI52rZtKxJCvXv3RocOHWBvb6/We0TT5uLigt69eyMgIADbtm1DdHQ0ZDKZ+Nu8js6ePSuSEB07dkR0dDROnjwpEmfS1qRJE9y/fx8pKSlITEwUcXf37l3s27dPq0pFmzZt1L5bExMT1K5dG4sWLcLRo0exb98+vX7OrKwsrF69Gl26dClRIsjNzQ1EhMOHD+uxdMVz+fJlXLlyRfxbqlwVTNTn5eVh1qxZ6NixIzpMXg6nqSFwmhqCB8/StXq/Tz/9FEQkekJp6/Hjx2jcuDE8PT1x69Yt7Ny5E15eXmjXrh0aNWqkFgPNmjUTiTRO2JRvCoVCLeld2kaPHg0igpXHAMw+dF3r/aV6VFkkWzMzM0WPN02bgYEBAgICEBgYiBMnTuDZs2eicahgfe9VOH/+vCibk5OTuEYU3AYOHIiffvoJQUFBiIqKEtfWvLw8rd8zOTkZFhYWMDAwQHx8vMpz169fh6mpKYgICxcuFI/LZDKR3Jo1a1YJP7X2bty4AXNzcxgbG6N9+/bo3r07vL29YWNj89L6hHTNzczM1Om9L126BAsLC7VjGhoaIiwsTM+ftOI5ePCgOGc4OTnhwIEDop538+ZN8dxHH32kl+uUQqFAfHw8njx5AuDVXgP//PNPcb5RPif5+PigXr164jE7OzvExsaWennKAidsmNYGDRoEIoKrq6vKzfjHH3+MpKQkjfvs2bMHRIQWLVro/L5eXl4gIlhYWLzyitjr4v333y/RDYxyK5+mjH1hFAqFWmuX8tauXTu0bt0akZGRGvd//PixGEpXuXJlLFu2DBs2bEBwcHCxWngSExNx+PBhtUrYnDlzCi3TwIEDAeQndd5++20QEcaNGydaJGJiYtCuXTuVRImnpyc2b96M5cuXg4jw1ltv6dSr5cmTJ+KYykPE1q5dW2TlydfXF/fv3xf/rl69Ovz9/dGzZ0+1BIbyJj33uiU7z58/LyrB7u7uKuf6CxcuiL9bjx498N9//6nsq9yry9HRsditm7m5uWq9eWrWrKlxeFx5JLUsr1q1qtTf68mTJ5g0aRIaNGggklyGhob4/vvvERwcDCKCkZFRkeeS4ZujRcLmYbJ2LdCff/45iAjTp0/XqfyfffZZkb+3SpUq4YsvvsB7770HMzMzEBHWrFkDQLfKqnJ37ujoaGzatAkeHh6wtLTEgAEDkJiYqNPnKIxcLselS5cQFxeHBw8eYN26dUhJSdHre5TUpUuXsGrVKvz4449YtWoVpk6dimvXiu6dkpycjC1btuDp06cqjysUCuzatQuRkZHo168fjI2NsXnzZp3LJpfLsWPHDixduhQRERHisS1btqBp06awtbXFBx98AB8fH1y5ckUM+7XuPAHzj2jf0islOIODg3Uusy62bNkCBwcHEBFsbGywcuVKHD9+HMHBwejatSuqV6+On376SW2/jh07goiwePHiV1peABgwYACICH5+fgDye75YWlrCxsZG9BRp1KiRSk/FvLw8VKlSBUSEGzduaP2e+/btE+cGLy8vbN26FevXr8fp06fh6uoKIoK3t7danWDnzp3iOqJcR0lNTcX06dNL3PO8KEX1NHJ2dsby5csxZswYvP3225g+fTqSkpKQmJiI7du3i++qX79+4jPJ5fJivW9SUhJq1qwp7g0uXLiAO3fuiPuHatWq4e+//4ZCoUBERAS2bNmCW7duldr3UJ5kZGQgIyOjRD2iFQqFaOhUbky0sbFBTEyMaPiTtmPHjun8XlevXkXv3r1FbzFbW1s8e/bslSVsbt68KRpQe/Togbt372Ls2LEqn8/c3Fy8pnHjxjr3UC7POGHD1Fy6dKnQFpOsrCxUrVpVtCIEBQVh3LhxWLBgQZF/h3///VdU3pWHARTXw4cP1XoY9OvXD76+vhg/fjzOnTsnXpuSkoLz588jMjJS55YBfZJOyomJibh48aLexk8/fPhQ5UZI6iVibGyMx48f63xcqUuxs7NzsVv6z5w5o1YZcHR0xPvvv48hQ4YUq1tmeno63nvvPbXj1K5dG3/++WeR+3700UcgIgwbNkxUKPLy8kTLVps2bbBu3Tps3LgRAwcOFLEUGhqKoKAgkZnXdFO/e/duGBoawsrKSszBlJWVJZIgt2/fLtZ3pOzIkSPi8zVs2BD//fcfDh06JI65bNkyREdH4/vvv8eyZctw/vx53L17V+w/d+5ceHt7q/z9nz17htDQUCxbtgxjxoxBu3btUKtWLZXvskaNGmV+ISvu+2dkZIhKcJcuXTSOW87MzMS///6rcX9pPiZpCwkJUXuNpgrTpUuXRCWoY8eO6N69OxISEopV5vJASmJMmzZN52Ncv34dn376KerWrYs1a9age/fuGDhwoEryNCcnRyUpVtj2suGVI7deEAmbxynana8DAwNBRPD399f6M4aEhIgySnNy2NjYYNasWdi5cycOHTqkMuealKS1tbXFgwcPtK6sKhQKMbSkfv36Gr+r7t27a/05CsrJycHs2bNha2urkniU/v/TTz/V+dgKhQIHDx7E4sWLsWnTJhw9erTI+QQUCkWR1/sLFy5o7DloY2ODCxcu4MGDBzh8+DCCg4PRt29feHl5YejQoXjnnXdEEvfx48cicbNkyRKNSbfz58/r9Hl//PFHlWMNGzZMZR6mgkndatWq5Z9n+83Bj6Ha33z6+/uDiDBp0iSdyquLkydPioY3Gxsb/PHHH8Xed9myZSAitG/fvvQKqEFWVpZobb906ZJ4/NmzZ5DJZDh16hRatWqlsd4g/f22bt2q9fuOGjWqyHOdvb09Hj16pLZfTk6O6NFy4sQJPHnyBIGBgSrTCBw4cAAKhQKnTp3CuXPncOvWLbWGydjYWI09U27duoWFCxeqDaWT6mWGhoaYMmUKNm7ciF9++QXr169HZGTkS+tlp06dEsmAqlWris9gZWWFUaNGFfnbnj59uqjfKPfuzczMxIcffgii/EZfqfe9VHcNCQmBTCZDUlLSGzfEOycnBwEBASJ2TUxM8MEHH6jU7YorJiYGRPmNcf/99x9Gjx4tkq7S38zMzEwkboYMGaJTmcPCwkTiTnkLDAxEenq63hM2CoUCixYtwogRI/Dpp5/iww8/FNcuV1dXEUsKhQKHDh3C0qVLsXfvXqSlpeHRo0ciRrds2aK3MpUXnLCpoAprbb527RqMjIxQvXp1jUMoDh06BKL8ngW//fabVj9UqdUjPDxc6/IuXrxYnIAKu1hOmTIFgYGBKhXAevXqabyAvio7d+6Eqakp6tevL8plYGCAESNGlOhEFxcXBwsLC5iZmaFv375o3ry5uAiUtBdF165dVSqhUovsoUOHUL9+fQQFBantI1U0/fz8IJPJ8OzZM60vtjk5OQgODsaSJUvg6emJTp06iZixsLBAcHCwxmNK3ZylbdSoUZDL5Th69KiohBbspSNNDOjs7IwGDRqAiDB37txCyxYbG6uWGPj4449BRDq14M6aNavQOO7WrZtO3bULk5ycjFu3bonusaGhoXo7tjaOHTuG5s2bw8LC4qU3BXK5HIMHDxYJO216e0kKDt0cNGiQeC4vLw+ffvopXFxccP78eSgUCly9ehVbt24VrVadO3fW+j3LA+kmU+pBpq2srCyR6Cy4DR8+HHFxcRg8eLA4F9vY2CAoKAhLlizB2bNnsW7dOnh4eKBu3boYM2bMS3uNjN1+USRsnqVpN95emnOradOmOHDgAJYtW4aIiIiXnntSUlJE5VaanP1lv7mcnBw0bdoURPkteI8fP9bqHL5o0SK1REL79u3x9ddfIyQkRFwflBsfdCH1PJA2TZVtXd4jLy9PzDemvFWuXBlz5sxR+84TEhLQrFkzWFtbF9pjRuo126xZMwwcOBDdu3cXE0lrsxkYGMDd3V1lji/p7yTVV06ePImePXuibt26RQ45+u+///DPP//gypUr4ppasPdolSpVsHDhQly8eBH79+8XPWOkrfbwVVh6QvthQtu2bQOR7kOatZWamirm//Lz89O6gSs2NhZE+QlPPz8/vfcQK4yUVLe2tta6nvHll1+CiPD5559rtZ9CoRCNWVKjZcuWLdG+fXsYGhrC3t6+yKEY0nC5QYMGoUWLFiJWpBiztLQU1zzl39a6deuQk5ODjIwMUR9SnmQ9LS0Njo6OIjly+PBhXL58GXfv3hVxOWzYMJ3rmz/88EOhvzsXFxcxD87p06cB5P/uf/75Z/GaAwcOqB3z0aNHKkPOiUgkYZW3/v37a13e4sjMzMStW7dE7Ny8eRPbt28v1fle5HI5evXqpfF7rF27drGGFcrlckRHRyM0NBRDhgwBUf5cTZIXL16gefPmIMpP0q1cuVIsaGBpaYmTJ0/iyJEjaNOmDTw9PZGerj4E+fnz5yJWFAqFGG7Uvn17REVFYdOmTSpllxZ20CQxMVEloVrwfSZOnIhOnTph/PjxosebdE0vuBU1gkOZFK9OTk7Ys2cPDh8+jPHjx6N169awt7d/rRe+4YTNG+zmzZvYtGkT7t+/r/K4NK/IDz/8oLZP3759xQ9kxowZCAsLw++//y5u2n18fEBEmDBhgtYXgP79+4OIMHPmTPHY8+fPxQ1TUaSM/NKlSzFixAj4+flh2bJlWLRoEQYPHqwyNIuIUKtWLXGD2qJFizLpVZCRkaF241Pw315eXjq1IkhzNxTc+vbtW+wuq4WJjIxEp06dxDFbtWqlchPw9ttvq7w+LS1NjFOWuo3rQlOLdVpaGtq3by/eu0+fPmrJRikmW7RoIW56XF1dRe8STa2VKSkpKhWG2rVraz3M7ptvvgERYfDgwZgzZw7q1q2LKVOmFKvS26VLF1HRlcpQtWpV9O/fv9QmJhw/fjyICG3bttWpO7gmsbGx8Pf3x5QpU5CamoqQkBC1YQpAfldy5d9orVq1sGnTJrUJqBUKBYKDg8WNnJGRUYnGuv/11184fvy4eF8fHx/88ssv+OKLL1QqzJrG8wcGBur8vmVp165dICK0bt1ap/03b94szlVSpbB27doqCWfl76mkLVmfB10WCZvkDO1uKB48eKAyf5q0eXh4oEWLFvDz81P7PR07dkzcyNetW1djpbUw9+/fF+fwjz/+GLt37y70Gnjw4EGMHz8ea9euxdKlS8X3Nm/ePOzatUutp+WwYcNAVLJE4Z07d8Tf6Ndff8WdO3eQlZWFmJgY7NmzR0ym7ebmptVkogqFAhMmTBDH9vHxQZcuXVQmj65RowZcXV0RFBSEI0eOiJtbIsKHH36odl369ddfxe/v3r174vGnT5/C29sbxsbGMDQ0xLvvvot3330XEydOxLZt2zBz5kx888032LBhg1osEuUnKsPDw3HkyBEkJyeLXnoFbzQ11RufPn0KGxsbVKlSRcwF5ePjI1pz/f39ERAQoNYiHh8fL244jUyrwOHLvVh5Svt5FP755x/xHWtKUiclJWHs2LGYPXt2ia/zALBjxw5xTdfmd6BMed6b3r17qzx3+vRpuLm5Yf369SUuqzLpplGXnj3SZybKH45c3MaAmzdvgig/0SqTyVR6szx9+vSlK9dERESoxKC1tTWWLFmCf//9V23OtLfeeguWlpbi3+bm5ir/7tSpkzhuQECAxrqgtNnY2CAhIUHnhE1eXh569eqF+vXr4+DBg3j06BFCQ0PV6rLVqlXD5s2bVeYSatKkSaFxGh8fL4bBT5s2DTk5OeIeQXmTVtdKSEjA+vXrS9RDXS6XY+rUqaLHxuTJk3H//n2x8mTdunXh6emJNWvW6L13jzQ8v1KlStizZw9SUlJw69Yt0QhQt25d0TP+xYsXOHHihEojQnR0tEjGKG8Fe4qlpaUhKipKNFTL5XK15Ji0/fzzzwDy694TJkxA165dxd919OjRuHz5MojyG8ql+FaeQkCKzYcPH4r3T09Px/fff4/AwEDR41C5jpCXl4fTp09r7J3r4eEhkqG+vr5YvHgx9u7di0uXLhX7fJeWllboIhQlvUcpa5yweUMpZ0aJ8lts2rdvj+HDh6uMd1y5ciVmzJiBBg0aFNpNW6qMjRw5UlQmYmJitL4ASEteNm3aFCkpKZg7d664CAUEBBS6X1JSkqiYFZynQiKtzkBEmDhxIoD8XijS8XVttVQoFMX6jAqFQq0CLPUKMjc3x4EDB8TNaUREBAYPHiyGv0gtKJr89ttvqFevHho1agQfHx907txZpSUiMDAQgYGBOHjwIK5du6bXi8zBgwcLjQflCuvvv/8OIoKDg0OJ3r+wIQaZmZmYOXOmiNsGDRpg6NChWLRokViFhih/TPrWrVtVWllNTU0LnTX+wIED4nW6THSsvL/y5urqWmQvFoVCIVaj2rFjB8aOHVviVvXiUJ6k0dTUFH/9pXnZ2eTkZIwZMwZz5sxBXFycxm7PUVFRoqKhXAGVbsDatm2L4cOHw8/PT9x8EeUntwpO5mptbQ0rKytUq1ZN9HqQzjP66NaanZ2tNjRM2pRbxs3MzNCmTRsMHToU3377bblYFlsXUo8zJycnrfeNi4sT14GFCxdCoVDg9OnTeP78ObZt2yb+xu7u7vjkk08wbty4Ep9zvtx1RSRs0rK0T6yHh4fD1NQUJiYm8Pb2VuuF2apVK5G0ef78uaisV6lSRafenlevXhVJIh8fH7Xz1dWrV9GvXz+N8VbU93X37l1xnZNWptOWlIjs2rWrxucTEhLE39DHxwczZ85Ejx49sGrVqiITxWvWrBG/SeUelgqFAmvWrNGYOCHK7+EqVcBdXV1Rr1492NnZibkQiAhffPGFxvfMyMh46Xw7N2/exP379xEfH4+9e/dqXCnv1q1bcHFxwVtvvYXu3buLc4y3t7dai7qUhJe2SpUqqTV4FUYulyMiIgLuX/4Cp6khWBeh/d8wJydH9KL49ttvcffuXfF3OXr0qJgThCi/8WLevHno37+/xuGexSG1+M+YMUOn/YH8xg9p2DBR/vDVGTNm4O+//1a5UezSpQtGjhyp0lM2NzdX7fqSlJSE0NBQnDp1qtDfijTc9csvv9S6vFJSU9ocHBwwZMgQNG/eHJ06dcK+ffuwZ88etdiQGsl0XWFKLpdjxIgR4reya9cu8ZxMJhPzD0p1Yblcjh9++EEkEwpu69atw82bN0UPnRUrVmDEiBFo2LAh6tSpI6650upQ+h66IpPJMGfOHPTp00elxxBRfvKhVatWL+1Jq1Ao1BJmMpkMmZmZGD58uDh/jx8/XjRuNWnSpNg9kBMSEhAREYHU1FTI5XKNQ9oKm6za399fb/eW0sgEIsKmTZtUnnv8+LFIfLdp0wapqamijuTr64u8vDzcv39fNCpZWFigSZMmMDIyQo0aNYpVTwkODsb777+PRo0aqSTZ7e3tkZWVpdYrkyi/h47UGCqt8ii5fv06fv75Z9jZ2YlySo3n3bp1UzuWmZkZli1bhqSkJJGkI8rvwb927Vr06tVLZWREy5YtS9TLPC4uDpMmTYK7uzsaN26M4cOHIygoCH/++adOU3KUF5yweUNFR0eDKL+FWtMYcU3dpKVNmruAKH8ekoKZ9IEDB+p0AXj27JlKj4KC2/fff6/xAi0leoqasFgul+Orr77C8OHDVRInUk8GaQLO//77D1OnTsXw4cPx+eefw8PDo8gJ/iZMmABzc/OXToIozU3g5OQENzc3+Pn5iQTDhg0bNO6jnGSqVq0apk+fjlmzZqFWrVr4+OOPRQtkYduoUaOKLJM+hISEYMWKFVi6dCl27Nghxn8rT0AoDcHo169fid7rZTEVHh6usTWdiDB79mzxuocPH+LYsWMICwsTs9kXZtWqVVi7dq1O5X38+LFKGQIDA8WNiJGRUaExI1UYTU1NS7ULriZ79+4VFcMOHTqo/N4uXryI6dOni6Fe0mZqaqoyWXRSUpJKAsTDw0PlBqeweO3fvz9yc3Pxzz//YNy4cWjbtq3G80GVKlUwffp0XL+u/SormuTk5GDJkiX47rvvMHPmTLRq1Qpubm5YtGgRFAoF/v77b1y6dEnnFubyRpovzNjYWKtKz507d8TNtZ2dncaKYHJyMkJDQ0u81Kuyr/bEiIRNZo5ulbT79++LZH5cXBxmz56NxYsXi5sdKSkgzXHSuHHjEiXkpEn0q1evrvJdXLhwQfwGDA0N4efnh06dOsHFxQUTJkx4aSuhdL3SZf6hzMxMcX48evRooa9TnrtHeWvVqpXG38DDhw9Fw4emXrkAcO/ePZw5cwbfffcdHBwcYGdnh7Fjx0ImkyEoKEhMHF5wmzJlil6HfxbH+fPnRVLPz88Pd+/exYYNG/Drr7+Kx6WbXV3mkumwOBxOU0OwMfLey19cQE5OjogBaTM3N1dJcterV0/tvGltba2xh2h2dnah329qaqpoNNLHqlTSDXbBTblniLRt2LABz58/R5MmTWBra4uLFy9i3759WL16tcqqQvPnz9f4XlKPFF0S+nK5HJ988glcXFzE8FdN24QJE8Q+x44dE7/py5cv6/wdAfnnKk0T2GdnZ2tcLlwul4vYbNKkicqwKSleNU10nJ6eLnqjlPbksI8ePULbtm3RpEkT+Pv7v7S3UXHEx8cXWp9Ys2bNSz/LihUrRHxXqlRJ9NI3NDTE5s2bVeansrGxweXLl7Fr1y589913IqlmZmaGpk2bolevXlixYoVOQ7Nv374tfgPjx48v9DWaVtMiym/kkhJi7u7uok6bnJys8wTymZmZoheKt7c3iPIb2ubMmYO1a9eKHs7SVtgy7KGhoRrLbGJigm7duiEgIEAlQSPdd1auXBkDBw5UaZiIj4/Hpk2b8Ouvv2rspc04YfPGklqKPv30UyQlJSEoKAirV6+Gra0tDAwMEBISotI7YcmSJThz5gzOnz+P7OxsJCQk4OzZs5DL5cjOzsby5cvh5OQEGxsbxMbG6nwBUJ653NnZGTt37sTcuXPFY507d1ab6FZqrVQeSlVc3377LYjy515QnpCq4KZpucXs7GxxEi2qJadgV1flrW/fvoVWmLKysjB48GBxk1Rwk7oTjhw5Evv378fatWuxceNGnDhxArGxsWUyIduKFStARPjggw/EY1J2fsGCBSU6dnFi6vHjxwgODsacOXPQv39/NG/eHNOmTSuzyemkSQOllZ6Sk5PRoUMHtQqfMqm1uk2bNq+wpP9z7949URGSutPKZDKVbqRVq1bFBx98IFrvrKysMG3aNBw/flz8vRs2bCjGFG/evBn9+/fH3bt3cfv2bWzYsAHz5s3Djz/+iBUrVhTa++vp06e4ceMG7ty5gxs3biAsLKxEE2ZrUtGWX87LyxM3dKGhoaKXzMuSl9J59r333lNbsrY0Tdv3l0jY5OSVfJiHMuXJvZVbEdetW1ei42ZlZYlKuNTFWqFQiBtJT09PnW7sfvvtNxDl92jVNpkrTTBao0aNlyaGwsPDMWzYMPTq1Qtz5swRia1u3brh3LlzGDBgALy8vNC6dWsxP8b777+v8zCcFy9eYM+ePfj9999x9epV/PXXX2U6l8CxY8fEb6Rgj6y2bdsiNDQUo0eP1mk1ys5LI+A0NQTbzsZrvW9OTg7WrVsnVmRRLpuBgQEmTpyIjIwMnDx5Ev7+/ipDSL766iukp6djzZo16NSpE5ycnGBoaAhra2usXr1arQeVNCls/fr19XL9lMlkmD9/PpYsWSJ6X1paWiIqKgrh4eFYu3atSsOWtKKWpk25Z87+/ftV3kehUOht+XOZTIYtW7YgMDAQO3bsgL+/v7ipNDIywqpVq7BkyRLxWy/smv4qpKWlIT09HdnZ2fjpp59EvdHU1PSlPfJe12tgREQEunXrhvbt2+P3339XmQescuXK6NixI0aOHImuXbvC2dkZTk5OWLBgAW7cuCFeJ/UolJI127dvF8e/evUqjh49qpaI+f333+Hi4qIWl2+//bZW5wSZTCZ6xLdu3brI71+av0ravv76a5XGdltb22L39isOqS4vbcqNnrGxseI3WL169UITQzk5OZg8eTKqVKkCa2treHt7o0qVKirDtNLT07F48WKV77Ok19+KihM2b6C8vDzRQ6Zg75Fnz56pZPHDwsKKPUeEQqEQc8HoegFYt24diPK7oSpPBrxy5UqVVqOAgAC8ePECZ86cEa1zL1spSBOpAtysWTNxsq9Xrx4CAgIwduxYlaXhFi5cqLJveHi4eM7JyUljpUahUIjM/fDhw3HmzBns27cPw4YNw1dffVWs70cul2P37t3o16+f2hheExMTnbL6peXRo0fiZl/qdSFN2lvSyWxfx0rFX3/9hS1btqgk5ZTnTBk/fjz69u0rxgoD/7sxLmqS49ImTXpsbGys1qOmU6dO4m8rzemgHI9SxaewyeTKm9cxrkpKaoWtXLmyGPZVo0YNnDlzRuPrpUk8DQwMXtqbUN9m7L8mEjZyuf4Tr8rzFUmJcH10i5ZuPkeNGoWMjAzRe8fU1FTneRZycnJE7zVtl3aW3r9Hjx5av29UVJRojda0GRsbIzo6WuvjlmcLFiwQn8/BwQF169bFtGnTShwbXZefhtPUEOw8r30MFDxXKRQKXLx4EYcOHSp0Ql/lHlPKQ80KbhYWFggICMDXX3+tsjrRL7/8UqLPWxi5XK5WZ0pLS1O5gTY1NRVDUmxtbeHu7o6AgADk5ORg3LhxIMpvlZd6pDx58gTz588X16LS6qGqaXJYT0/PcrHqqOThw4cICAgo1nDuN+UamJmZCU9PzyJ76iv/Djp16gSFQoE//vgDAwYMUEv+FSUvLw937tzB0aNH8cMPP4gEhq+vb5H7SUk14H+rir311lvFmpB7165dmDdvnqh/bdiwAUT5Q4f0fV3Ozs4Ww5+tra3V7qNzcnJw5syZIifSluIqKSlJ9M4sLPkrk8kwYcIETJ8+/Y1b/etV4YTNG2DVqlWYPXu2+B6kHisWFhalNl5P1wtAXl4egoKCNK7cdPv2bbHakHTzIP1/z549dfqRS5P4GRsbi0rKmjVrVF4jJXIMDAxU5juRWqCkTdMNqvLSesoTb5WE8nhXXSrfpU2ay6hz5854/vy5KGtJe0a8KZUKuVyuMimbtC1atAiRkZGiNbuwm+dXVcbPPvtMrYzHjx9Xe21QUBCMjIxUxnqPHj26DEqtmzclrrSRmZkpujorb+bm5jh79izmz5+Pjz/+GJaWlnj33XdF0lXXlaVKYtbB63CaGgLnabrNw/EyCoUCf/75J6ZPn45p06YhKipKL8fdu3evxpsFqbedrqReocoTixaHNMfGvHnzdHrfAwcOiBbdjh07YuvWrdizZw+OHTum85w65ZlcLseUKVMwevRovQzhkPRYeQZOU0MQfPHfl7+4AF3OVQqFAlOnThXxZ29vj59++glRUVFISEjA8uXLVeYGkzZDQ0MsXrxY6zKWlNRYUK1aNRw6dAhXrlzBN998o9bjKicnR/RWNTQ0hJubm8qwkZYtW5ZaGe/fvw83Nze0atUKffr0wRdffKFTb6vy4k27Bsrlcly/fh3r1q3DrFmzsHr1aoSHh6v1GilsKI8uoqKixPmxsCTngQMHUL16ddja2oqEI5FuK+NKbty4UWrz6R0/fhw2NjbYuHGjTvu/aXFV3nHC5jWWk5MjEgZSgkb5wlya69CX5g91+/btKi1A7dq103l+CYVCoXKjaWxsrHF8ZM+ePUFE6N69O3bu3In169eL8c1S11NNw6Kk5Jg+EytZWVmiy6/yxHTlRWxsrLhwSa1l9vb2JT7um3Ty37VrF1xdXTFs2DCx0o7yZmZmVuafU5okc/fu3Zg7d67aagPKsrOz8eLFCzRu3Bh16tQp1vKK5cWbFFfakMvliIyMFEPS2rVrV2SrpL29/StblldZ4OEbcJoaApeAwuddKY/S09PRtm1bcX2wsLDAkiVLSrx6z71790Rjxdy5c7Ft2za1yfZTU1MxceJEeHt7Y9asWcjMzBRJYuUlf7V17NgxLFiwQK9zFFU0fVZHwWlqCA5c0bxAQlFKcq4KCwvDjz/+qHH4gkKhwL59++Dg4IAWLVogODi40AUcSltubi52795drPd//vw5unbtqnKeatGiBebPn1+i1YIqmop0DZSG2llZWel9xU1ppScTExMMHToUQUFBSElJwfPnz8UKfAW3YcOG6bUM5UlFiqvygBM2r6mzZ8/C2dlZ49JoRPnL1ZWmV/FDTUpKwsOHD0vcfU6a6byoxIo0SXPBzcTERCwhaWpqqrL8KPC/JS313a340KFD+O6778pkOfLi2LBhg0oiTB8Jqzf15C+XyzF69Gg4ODiIFsKCy5++LnJycl75RMkl9abGlbYSEhLE8DZXV1esXbsWly5dwuDBg1G/fn2NE2G+CguO3oLT1BC8M+NYmby/rqS4ysjIQHJysl7P1VJvGWlTnjvhxYsXaquyeHp6il6iycnJeisH096E/1+mPjpe+6HMpX2uel2HIty5cwcHDx5EZGTka/sZylJFugbGxsaiRYsWWLp0qd6PLZfL1c7NjRo1EkkiAwMDTJ48GVu3bsWECRPw9ddfv9Hn44oUV+WBNjkPY2LlxowZMyg+Pl78+48//iBbW1tKSUkhFxcXsrOzK8PS6Ye+PsOaNWuoXbt2lJycTEOHDtX4mvfff5969uxJBw8epCZNmpCjoyM1aNCA+vfvTx9++CHt2LGDTp48SZMmTaIDBw6QoaEhRUZG0qVLl8jAwIC6deuml7JKunfvTt27d9frMfVpxIgRNGjQIAoKCqLjx4/TN998U9ZFKrcMDQ1p7dq1RESUlpZGp06dIg8PjzIulW5MTEzKughMR3Xq1KGIiAiKiooiX19fMjMzIyKiX3/9tUzLZWxooPLf142xsbH4LvVl69at5O3tTfv376c///yT7t+/T7169SJfX1/au3cvXblyhWrUqEGTJk2i2bNn0+nTp4mI6J133iErKyu9loVpZ16vJjTUw4ncHKuXdVHUGBi8nr+xBg0aUIMGDcq6GOw1UL9+fbp8+XKpHNvQ0JCCgoJoxIgRFBYWRps2baKbN2/SzZs3ydDQkP744w/y9PQkIiI/P79SKQNjxcEJm3Jk//795OvrS4cOHSJ3d3dq06bNa3sxLm21atWiiRMnvvR1u3btokePHtHbb7+t9l0uXbqU3N3d6fDhw9SjRw96+vQpnT9/noiI2rVrRzVr1iyVspdnZmZm5O/vT/7+/mVdlNeGhYUF9ejRo6yLwSqoxo0bU+PGjcu6GCqM/j9RY2TE1y+JqakpDRkyhIYMGULR0dH00UcfUXh4OIWHhxMRUeXKlSk0NJRatGhBjRo1osDAQDIyMuLEeTlgWdmE3J2sy7oYjLFSYGhoSB07dqSOHTtSkyZNaMiQIURENGjQIJGsYaysccKmHLG0tKT9+/fTqVOnqFmzZpys0YPKlSuTs7OzxueaNm1KGzZsoKFDh9KRI0eIiMjIyIj8/Pxo3rx5r7KYjDH2xpB61hjxNUyjDz74gM6cOUN79uyhK1euUHx8PC1cuJBatGhBREQ+Pj7k4+NTtoVkjLEKZvDgwbR582aKiYmh7777rqyLw5jACZtyRsr0sldjyJAhVLt2bYqOjiYbGxvq3bt3hexZwxhj+mJsZEhE/+tpw9S1bNmSWrZsWdbFYIwx9v8MDQ0pLCyMcnNzydzcvKyLw5jACRtW4Xl5eZGXl1dZF4Mxxt4Ir/scNowxxiomExMTntuPlTuGZV0AxhhjjL05eA4bxhhjjDH94IQNY4wxxvTGxEjqYcNVDMYYY4yxkuDaFGOMMcb0xsiQ57BhjDHGGNMHTtgwxhhjTG94DhvGGGOMMf3ghA1jjDHG9EbMYcMJG8YYY4yxEuGEDWOMMcb0xtiIEzaMMcYYY/rACRvGGGOM6Y0xz2HDGGOMMaYXnLBhjDHGmN7UqVb5//9rVsYlYYwxxhh7vWmdsDl9+jR1796d6tSpQwYGBnTgwAGV5wHQ7NmzqU6dOmRmZkZt27alGzdu6Ku8jDHGGCvHmjtUo8MTPqaFvZuWdVEYY4wxxl5rWids0tPTqVmzZrRy5UqNz//444+0ZMkSWrlyJV24cIFq1apFnTp1otTU1BIXljHGGGPlm4GBATW1t6KqlU3KuiiMMcYYY681Y2138Pb2Jm9vb43PAaBly5bRt99+S7179yYioq1bt1LNmjUpKCiIRo8eXbLSMsYYY4wxxhhjjFUAWidsihIfH0+JiYnk5eUlHjM1NaU2bdrQ2bNnNSZssrOzKTs7W/w7JSWFiIhyc3MpNzdXn8VjLyF93/y9M33hmGKlgeOKlQaOK6ZvHFOsNHBcsdLAcfVqafM96zVhk5iYSERENWvWVHm8Zs2a9M8//2jcZ8GCBTRnzhy1x8PCwsjc3FyfxWPFdOLEibIuAnvDcEyx0sBxxUoDxxXTN44pVho4rlhp4Lh6NTIyMor9Wr0mbCQGBqpLeQJQe0wyffp0mjx5svh3SkoKOTg4kJeXF1laWpZG8VghcnNz6cSJE9SpUycyMeG5B1jJcUyx0sBxxUoDxxXTN44pVho4rlhp4Lh6taRRRcWh14RNrVq1iCi/p03t2rXF40lJSWq9biSmpqZkamqq9riJiQkHSxnh757pG8cUKw0cV6w0cFwxfeOYYqWB44qVBo6rV0Ob71jrVaKK4uzsTLVq1VLpSpWTk0MRERHk4eGhz7dijDHGGGOMMcYYe2Np3cMmLS2N4uLixL/j4+MpJiaGrK2tydHRkb744guaP38+ubi4kIuLC82fP5/Mzc1p4MCBei04Y4wxxhhjjDHG2JtK64TNxYsXqV27duLf0vwzQ4YMoS1bttA333xDmZmZNG7cOHrx4gW1bNmSwsLCqGrVqvorNWOMMcYYY4wxxtgbTOuETdu2bQlAoc8bGBjQ7Nmzafbs2SUpF2OMMcYYY4wxxliFpdc5bBhjjDHGGGOMMcZYyZXKst4lIfXe0WapK6Yfubm5lJGRQSkpKTw7ONMLjilWGjiuWGnguGL6xjHFSgPHFSsNHFevlpTrKGrkkqTcJWxSU1OJiMjBwaGMS8IYY4wxxhhjjDGmf6mpqWRlZVXkawxQnLTOK6RQKOjhw4dUtWpVMjAwKOviVCgpKSnk4OBA//77L1laWpZ1cdgbgGOKlQaOK1YaOK6YvnFMsdLAccVKA8fVqwWAUlNTqU6dOmRoWPQsNeWuh42hoSHZ29uXdTEqNEtLS/6hMr3imGKlgeOKlQaOK6ZvHFOsNHBcsdLAcfXqvKxnjYQnHWaMMcYYY4wxxhgrZzhhwxhjjDHGGGOMMVbOcMKGCaampjRr1iwyNTUt66KwNwTHFCsNHFesNHBcMX3jmGKlgeOKlQaOq/Kr3E06zBhjjDHGGGOMMVbRcQ8bxhhjjDHGGGOMsXKGEzaMMcYYY4wxxhhj5QwnbBhjjDHGGGOMMcbKGU7YMMYYY4wxxhhjjJUznLB5w5w+fZq6d+9OderUIQMDAzpw4IDK848fP6ahQ4dSnTp1yNzcnLp06UKxsbEqr1m/fj21bduWLC0tycDAgJKTk9Xe58WLF+Tr60tWVlZkZWVFvr6+Gl/HXn8ljannz5/T559/Tq6urmRubk6Ojo40ceJEkslkKsfhmKpY9HGuGj16NNWrV4/MzMzIzs6OevbsSbdv31Z5DcdVxaGPmJIAIG9vb43H4ZiqWPQRV23btiUDAwOVbcCAASqv4biqWPR1vjp37hy1b9+eqlSpQtWqVaO2bdtSZmameJ7jquIoaUzdv39f7TwlbcHBweJ1HFOvHids3jDp6enUrFkzWrlypdpzAMjHx4fu3btHBw8epCtXrpCTkxN17NiR0tPTxesyMjKoS5cuFBAQUOj7DBw4kGJiYig0NJRCQ0MpJiaGfH19S+UzsbJV0ph6+PAhPXz4kH766Se6du0abdmyhUJDQ8nf31/lWBxTFYs+zlXu7u60efNmunXrFh0/fpwAkJeXF8nlcvEajquKQx8xJVm2bBkZGBhofB+OqYpFX3E1cuRIevTokdjWrVun8jzHVcWij7g6d+4cdenShby8vCg6OpouXLhAEyZMIEPD/93ecVxVHCWNKQcHB5Vz1KNHj2jOnDlUpUoV8vb2FsfimCoDYG8sIsL+/fvFv+/cuQMiwvXr18VjeXl5sLa2xoYNG9T2/+OPP0BEePHihcrjN2/eBBHhzz//FI+dO3cORITbt2/r/XOw8qOkMSXZs2cPKlWqhNzcXAAcUxWdvuLqr7/+AhEhLi4OAMdVRVaSmIqJiYG9vT0ePXqkdhyOqYpN17hq06YNJk2aVOhxOa4qNl3jqmXLlpgxY0ahx+W4qrj0Va9q3rw5hg8fLv7NMVU2uIdNBZKdnU1ERJUrVxaPGRkZUaVKlejMmTPFPs65c+fIysqKWrZsKR778MMPycrKis6ePau/ArNyT9eYkslkZGlpScbGxkTEMcVU6RJX6enptHnzZnJ2diYHBwci4rhi/1PcmMrIyKDPPvuMVq5cSbVq1VI7DscUU6bNuWrHjh1ka2tLjRs3pq+++opSU1PFcxxXTFlx4iopKYnOnz9PNWrUIA8PD6pZsya1adNGJe44rphEl3rVpUuXKCYmRqVHPMdU2eCETQXyzjvvkJOTE02fPp1evHhBOTk5tHDhQkpMTKRHjx4V+ziJiYlUo0YNtcdr1KhBiYmJ+iwyK+d0ialnz55RYGAgjR49WjzGMcWUaRNXq1evJgsLC7KwsKDQ0FA6ceIEVapUiYg4rtj/FDemvvzyS/Lw8KCePXtqPA7HFFNW3LgaNGgQ7dy5k8LDw2nmzJm0b98+6t27t3ie44opK05c3bt3j4iIZs+eTSNHjqTQ0FByc3OjDh06iHlJOK6YRJf6+saNG6lhw4bk4eEhHuOYKhucsKlATExMaN++ffT333+TtbU1mZubU3h4OHl7e5ORkZFWx9I0th9AoWP+2ZtJ25hKSUmhrl27UqNGjWjWrFkqz3FMMYk2cTVo0CC6cuUKRUREkIuLC/Xv35+ysrLE8xxXjKh4MXXo0CE6deoULVu2rMhjcUwxSXHPVSNHjqSOHTtSkyZNaMCAAbR37176/fff6fLly+I1HFdMUpy4UigURJQ/+f6wYcOoRYsWtHTpUnJ1daVNmzaJY3FcMSLt6+uZmZkUFBSkNt8kEcdUWTAu6wKwV8vd3Z1iYmJIJpNRTk4O2dnZUcuWLem9994r9jFq1apFjx8/Vnv8yZMnVLNmTX0Wl70GihtTqamp1KVLF7KwsKD9+/eTiYmJeI5jihVU3LiSVilwcXGhDz/8kKpXr0779++nzz77jOOKqXhZTJ06dYru3r1L1apVU9mvT58+1Lp1awoPD+eYYmp0qVe5ubmRiYkJxcbGkpubG8cVU/OyuKpduzYRETVq1Ehlv4YNG9KDBw+IiOtWTJU256q9e/dSRkYG+fn5qTzOMVU2uIdNBWVlZUV2dnYUGxtLFy9eLLT7tyatWrUimUxG0dHR4rHz58+TTCZT6TbHKpaiYiolJYW8vLyoUqVKdOjQIZUxtEQcU6xw2p6rAIix2hxXTJPCYmratGl09epViomJERsR0dKlS2nz5s1ExDHFCqfNuerGjRuUm5srbro5rlhhCourt99+m+rUqUN37txRef3ff/9NTk5ORMRxxTQrzrlq48aN1KNHD7Kzs1N5nGOqbHAPmzdMWloaxcXFiX/Hx8dTTEwMWVtbk6OjIwUHB5OdnR05OjrStWvXaNKkSeTj40NeXl5in8TEREpMTBTHuXbtGlWtWpUcHR3J2tqaGjZsSF26dKGRI0eKZSlHjRpF3bp1I1dX11f7gVmpK2lMpaamkpeXF2VkZND27dspJSWFUlJSiIjIzs6OjIyMOKYqoJLG1b1792j37t3k5eVFdnZ2lJCQQD/88AOZmZnRJ598QkTEcVXBlDSmatWqpXGiYUdHR3J2diYijqmKqKRxdffuXdqxYwd98sknZGtrSzdv3qQpU6ZQixYt6KOPPiIijquKqKRxZWBgQF9//TXNmjWLmjVrRs2bN6etW7fS7du3ae/evUTEcVXR6OMekIgoLi6OTp8+TUePHlV7D46pMlJ2C1Sx0iAtxV1wGzJkCADg559/hr29PUxMTODo6IgZM2YgOztb5RizZs3SeIzNmzeL1zx79gyDBg1C1apVUbVqVQwaNEht+W/2ZihpTBW2PxEhPj5evI5jqmIpaVwlJCTA29sbNWrUgImJCezt7TFw4EC1ZSU5rioOfVz/CqICS6MCHFMVTUnj6sGDB/D09IS1tTUqVaqEevXqYeLEiXj27JnK+3BcVSz6Ol8tWLAA9vb2MDc3R6tWrRAZGanyPMdVxaGvmJo+fTrs7e0hl8s1vg/H1KtnAAClkAdijDHGGGOMMcYYYzriOWwYY4wxxhhjjDHGyhlO2DDGGGOMMcYYY4yVM5ywYYwxxhhjjDHGGCtnOGHDGGOMMcYYY4wxVs5wwoYxxhhjjDHGGGOsnOGEDWOMMcYYY4wxxlg5wwkbxhhjjDHGGGOMsXKGEzaMMcYYY4wxxhhj5QwnbBhjjDHGGGOMMcbKGU7YMMYYY4wxxhhjjJUznLBhjDHGGGOMMcYYK2c4YcMYY4wxxhhjjDFWzvwfr+gyr7Bt7oMAAAAASUVORK5CYII=",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"# run ADF on monthly temperatures\n",
"adftest(monthly_temp.temp)"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "c8a4e94f",
"metadata": {
"slideshow": {
"slide_type": "-"
}
},
"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)"
]
},
{
"cell_type": "markdown",
"id": "2445ddc5",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"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": "markdown",
"id": "eebf9513",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"Let's first look how these plots look like on synthetic data"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "3ac33fe2",
"metadata": {
"slideshow": {
"slide_type": "-"
}
},
"outputs": [],
"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) + \n",
" np.random.normal(loc=0, scale=0.2, size=60)) # Seasonal data with noise\n",
"series = pd.Series(data, index=dates)"
]
},
{
"cell_type": "code",
"execution_count": 15,
"id": "eb89fb4d",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"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": 16,
"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": 17,
"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, \n",
" 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.\n",
"- Here, we'll use the function we defined in the first lecture."
]
},
{
"cell_type": "code",
"execution_count": 18,
"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": 19,
"id": "82bdfd49",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [],
"source": [
"monthly_temp['Seasonally_Differenced'] = monthly_temp['temp'].diff(12)"
]
},
{
"cell_type": "code",
"execution_count": 20,
"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": 20,
"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 chapter, 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 as default 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": 21,
"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 for when choosing $p$."
]
},
{
"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 (default in 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": 22,
"id": "62f74b94",
"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_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 parameters $\\phi_1, \\dots, \\phi_p$ of the AR part and 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 are common approaches.\n",
"- Software packages 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": 23,
"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": 24,
"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 -2248.071\n",
"Date: Thu, 03 Apr 2025 AIC 4512.143\n",
"Time: 16:20:25 BIC 4549.039\n",
"Sample: 01-01-1908 HQIC 4526.365\n",
" - 12-01-1969 \n",
"Covariance Type: opg \n",
"==============================================================================\n",
" coef std err z P>|z| [0.025 0.975]\n",
"------------------------------------------------------------------------------\n",
"const 0.0641 0.244 0.263 0.793 -0.414 0.542\n",
"ar.L1 -0.0999 0.144 -0.696 0.487 -0.381 0.182\n",
"ar.L2 -0.8304 0.023 -35.500 0.000 -0.876 -0.785\n",
"ar.L3 0.0376 0.125 0.301 0.763 -0.207 0.283\n",
"ma.L1 0.2894 0.142 2.037 0.042 0.011 0.568\n",
"ma.L2 0.9967 0.012 82.930 0.000 0.973 1.020\n",
"ma.L3 0.2443 0.142 1.718 0.086 -0.034 0.523\n",
"sigma2 24.4374 1.018 24.015 0.000 22.443 26.432\n",
"===================================================================================\n",
"Ljung-Box (L1) (Q): 0.00 Jarque-Bera (JB): 57.78\n",
"Prob(Q): 0.99 Prob(JB): 0.00\n",
"Heteroskedasticity (H): 0.77 Skew: 0.12\n",
"Prob(H) (two-sided): 0.04 Kurtosis: 4.35\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 we know if our ARMA model is good enough?\n",
"- We can check the residuals, 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": 25,
"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": 26,
"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');"
]
},
{
"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": 27,
"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');"
]
},
{
"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": 29,
"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, 6))\n",
"plt.tight_layout();"
]
},
{
"cell_type": "markdown",
"id": "afc7e90a",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"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": 30,
"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": 31,
"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.\n",
"- Is this a contraddiction?"
]
},
{
"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 ($N>5000$).\n",
"```"
]
},
{
"cell_type": "code",
"execution_count": 74,
"id": "0cf35b8e",
"metadata": {
"slideshow": {
"slide_type": "-"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Normality (Jarque-Bera) p-value: 0.446\n",
"Normality (Shapiro-Wilk) p-value: 0.344\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": 33,
"id": "051d0cad",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Ljung-Box p-value: 0.362\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": 34,
"id": "7b5a5d59",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Durbin-Watson: d=2.00\n"
]
}
],
"source": [
"durbin_watson = ss.stats.stattools.durbin_watson(\n",
" 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 increasing throughout the series.\n",
" - $H_A$: Decreasing, $H_0$: the variance is not decreasing throughout the series.\n",
" - $H_A$: Two-sided (default), $H_0$: the variance does not increase nor decrease throughout the series."
]
},
{
"cell_type": "code",
"execution_count": 35,
"id": "95c321d0",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"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": 36,
"id": "2fb27a9f",
"metadata": {
"slideshow": {
"slide_type": "-"
}
},
"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": 37,
"id": "48a38d2a",
"metadata": {
"slideshow": {
"slide_type": "-"
}
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"H_a: Two-sided - pvalue:0.039\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."
]
},
{
"cell_type": "markdown",
"id": "813fb5b7",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"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 candidate 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 the 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": 38,
"id": "0110ffa8",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"data": {
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",
"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": 39,
"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 (lag 0) is always 1. AR coeff are negated.\n",
"ma_coeff = np.array([1, 0.7]) # The first value (lag 0) and is always 1\n",
"arma_data = ss.tsa.arima_process.ArmaProcess(ar_coeff, ma_coeff).generate_sample(\n",
" nsample=n, burnin=1000)"
]
},
{
"cell_type": "code",
"execution_count": 40,
"id": "c750e386",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
"data": {
"image/png": 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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."
]
},
{
"cell_type": "markdown",
"id": "03dccc2d",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- $P$ and $Q$: \n",
" - A spike at $s$-th lag (and potentially multiples of $s$) should be present in the PACF/ACF 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 $Q$."
]
},
{
"cell_type": "markdown",
"id": "0d248ddc",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"source": [
"- $D$: \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": [
"```{tip}\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 sharp cut-off in the seasonal lags, it suggests the order of the seasonal MA component ($Q$).\n",
" \n",
"- Look at the 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 order of the seasonal AR terms ($P$) needed.\n",
"```"
]
},
{
"cell_type": "code",
"execution_count": 43,
"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 for 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 AR 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": 47,
"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=0.02 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=0.68 sec\n",
" ARIMA(0,0,0)(0,1,0)[12] : AIC=4556.588, Time=0.02 sec\n",
" ARIMA(1,0,0)(0,1,0)[12] intercept : AIC=4531.290, Time=0.05 sec\n",
" ARIMA(1,0,0)(2,1,0)[12] intercept : AIC=4230.055, Time=0.69 sec\n",
" ARIMA(1,0,0)(2,1,1)[12] intercept : AIC=inf, Time=1.49 sec\n",
" ARIMA(1,0,0)(1,1,1)[12] intercept : AIC=inf, Time=0.54 sec\n",
" ARIMA(0,0,0)(2,1,0)[12] intercept : AIC=4256.241, Time=0.53 sec\n",
" ARIMA(2,0,0)(2,1,0)[12] intercept : AIC=4230.500, Time=0.94 sec\n",
" ARIMA(1,0,1)(2,1,0)[12] intercept : AIC=4228.386, Time=0.99 sec\n",
" ARIMA(1,0,1)(1,1,0)[12] intercept : AIC=4317.592, Time=0.35 sec\n",
" ARIMA(1,0,1)(2,1,1)[12] intercept : AIC=inf, Time=2.10 sec\n",
" ARIMA(1,0,1)(1,1,1)[12] intercept : AIC=inf, Time=0.93 sec\n",
" ARIMA(0,0,1)(2,1,0)[12] intercept : AIC=4232.657, Time=0.64 sec\n",
" ARIMA(2,0,1)(2,1,0)[12] intercept : AIC=4230.040, Time=1.65 sec\n",
" ARIMA(1,0,2)(2,1,0)[12] intercept : AIC=4229.928, Time=0.97 sec\n",
" ARIMA(0,0,2)(2,1,0)[12] intercept : AIC=4232.612, Time=0.80 sec\n",
" ARIMA(2,0,2)(2,1,0)[12] intercept : AIC=4231.411, Time=1.78 sec\n",
" ARIMA(1,0,1)(2,1,0)[12] : AIC=4226.467, Time=0.30 sec\n",
" ARIMA(1,0,1)(1,1,0)[12] : AIC=4315.652, Time=0.14 sec\n",
" ARIMA(1,0,1)(2,1,1)[12] : AIC=inf, Time=1.63 sec\n",
" ARIMA(1,0,1)(1,1,1)[12] : AIC=inf, Time=0.55 sec\n",
" ARIMA(0,0,1)(2,1,0)[12] : AIC=4230.780, Time=0.16 sec\n",
" ARIMA(1,0,0)(2,1,0)[12] : AIC=4228.164, Time=0.18 sec\n",
" ARIMA(2,0,1)(2,1,0)[12] : AIC=4228.121, Time=0.65 sec\n",
" ARIMA(1,0,2)(2,1,0)[12] : AIC=4228.009, Time=0.24 sec\n",
" ARIMA(0,0,0)(2,1,0)[12] : AIC=4254.407, Time=0.15 sec\n",
" ARIMA(0,0,2)(2,1,0)[12] : AIC=4230.723, Time=0.23 sec\n",
" ARIMA(2,0,0)(2,1,0)[12] : AIC=4228.598, Time=0.24 sec\n",
" ARIMA(2,0,2)(2,1,0)[12] : AIC=4229.492, Time=0.59 sec\n",
"\n",
"Best model: ARIMA(1,0,1)(2,1,0)[12] \n",
"Total fit time: 20.474 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": 48,
"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: Thu, 03 Apr 2025 AIC 4226.467\n",
"Time: 16:20:48 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",
"# Forecast 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": "subslide"
}
},
"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": [
"- 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": 49,
"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": 50,
"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": 50,
"metadata": {},
"output_type": "execute_result"
}
],
"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": 51,
"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": 52,
"id": "454d7c1a",
"metadata": {
"slideshow": {
"slide_type": "subslide"
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},
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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 candidates 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": 55,
"id": "85d8152f",
"metadata": {
"slideshow": {
"slide_type": "subslide"
}
},
"outputs": [
{
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",
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