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README.html
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<!DOCTYPE html>
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta charset="utf-8">
<meta http-equiv="Content-Type" content="text/html; charset=utf-8" />
<meta name="generator" content="pandoc" />
<meta name="viewport" content="width=device-width, initial-scale=1">
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word-break: normal;
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vertical-align: middle;
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border: solid 1px #ccc;
border-bottom-color: #bbb;
border-radius: 3px;
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vertical-align: middle;
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border: solid 1px #ccc;
border-bottom-color: #bbb;
border-radius: 3px;
box-shadow: inset 0 -1px 0 #bbb;
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margin-top: 3px;
}
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margin: 0 0.35em 0.25em -1.6em;
vertical-align: middle;
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position: relative;
border-color: #4078c0;
}
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}
code .kw { color: #000000; }
code .dt { color: #ed6a43; }
code .dv { color: #009999; }
code .bn { color: #009999; }
code .fl { color: #009999; }
code .ch { color: #009999; }
code .st { color: #183691; }
code .co { color: #969896; }
code .ot { color: #0086b3; }
code .al { color: #a61717; }
code .fu { color: #63a35c; }
code .er { color: #a61717; background-color: #e3d2d2; }
code .wa { color: #000000; }
code .cn { color: #008080; }
code .sc { color: #008080; }
code .vs { color: #183691; }
code .ss { color: #183691; }
code .im { color: #000000; }
code .va {color: #008080; }
code .cf { color: #000000; }
code .op { color: #000000; }
code .bu { color: #000000; }
code .ex { color: #000000; }
code .pp { color: #999999; }
code .at { color: #008080; }
code .do { color: #969896; }
code .an { color: #008080; }
code .cv { color: #008080; }
code .in { color: #008080; }
</style>
<style>
body {
box-sizing: border-box;
min-width: 200px;
max-width: 980px;
margin: 0 auto;
padding: 45px;
padding-top: 0px;
}
</style>
</head>
<body>
<!-- README.md is generated from README.Rmd. Please edit that file -->
<img 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" align="right" width="160" />
<h2 id="geostan-bayesian-spatial-analysis">geostan: Bayesian spatial analysis</h2>
<p>The <a href="https://connordonegan.github.io/geostan/">geostan</a> R package supports a complete spatial analysis workflow with Bayesian models for areal data, including a suite of functions for visualizing spatial data and model results. geostan models were built using <a href="https://mc-stan.org">Stan</a>, a state-of-the-art platform for Bayesian modeling.</p>
<p>Introductions to the software can be found at <a href="https://r-spatial.org/r/2024/08/02/geostan-introduction.html">r-spatial.org</a> and in the package <a href="https://connordonegan.github.io/geostan/articles/index.html">vignettes</a>.</p>
<p>Features include:</p>
<ul>
<li><strong>Spatial regression and disease mapping</strong> Statistical models for data recorded across areal units (states, counties, or census tracts) or networks, including spatial econometric models.</li>
<li><strong>Spatial analysis tools</strong> Tools for visualizing and measuring spatial autocorrelation and map patterns, for exploratory analysis and model diagnostics.</li>
<li><strong>Observational uncertainty</strong> Incorporate information on data reliability, such as standard errors of American Community Survey estimates, into any geostan model.</li>
<li><strong>Missing and Censored observations</strong> Vital statistics and disease surveillance systems like CDC Wonder censor case counts that fall below a threshold number; geostan can model disease or mortality risk for small areas with censored observations or with missing observations.</li>
<li><strong>The RStan ecosystem</strong> Interfaces easily with many high-quality R packages for Bayesian modeling.</li>
<li><strong>Custom spatial models</strong> Tools for building custom spatial or network models in Stan.</li>
</ul>
<p>For public health research, geostan complements the <a href="https://connordonegan.github.io/surveil/">surveil</a> R package for the study of time trends in disease incidence or mortality data.</p>
<h2 id="installation">Installation</h2>
<p>There are two ways to install geostan: directly from the package github repository or from the Comprehensive R Archive Network (CRAN).</p>
<h3 id="from-cran">From CRAN</h3>
<p>Using your R console, you can install geostan from CRAN:</p>
<div class="sourceCode" id="cb1"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb1-1"><a href="#cb1-1" aria-hidden="true"></a><span class="kw">install.packages</span>(<span class="st">"geostan"</span>)</span></code></pre></div>
<p>For most users, installing from CRAN is the recommended way to obtain geostan.</p>
<h3 id="from-github">From github</h3>
<p>You can also install geostan from github:</p>
<div class="sourceCode" id="cb2"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb2-1"><a href="#cb2-1" aria-hidden="true"></a><span class="cf">if</span> (<span class="op">!</span><span class="kw">require</span>(<span class="st">'devtools'</span>)) <span class="kw">install.packages</span>(<span class="st">'devtools'</span>)</span>
<span id="cb2-2"><a href="#cb2-2" aria-hidden="true"></a>devtools<span class="op">::</span><span class="kw">install_github</span>(<span class="st">"connordonegan/geostan"</span>)</span></code></pre></div>
<p>This requires compilation of the Stan models. If you are using Windows and installing with <code>install_github</code>, you may need to install <a href="https://cran.r-project.org/bin/windows/Rtools/">Rtools</a> first (this is not needed when installing from CRAN). To install Rtools:</p>
<ol>
<li>Visit the Rtools site: <a href="https://cran.r-project.org/bin/windows/Rtools/">https://cran.r-project.org/bin/windows/Rtools/</a></li>
<li>Select the version that corresponds to the version of R that you have installed (e.g., R 4.3).</li>
<li>After selecting the correct version, look for the “Install Rtools” section (just below the introductory text) and click on the “installer” to download it. For example, for Rtools43 (for R version 4.3), click on “<span style="color:blue">Rtools43 installer</span>.”</li>
<li>Go to the <code>.exe</code> file you just downloaded and double-click to begin installation of Rtools.</li>
</ol>
<p>If you are using Mac and installing with <code>install_github</code> then you may need to install Xcode Command Line Tools first.</p>
<h2 id="support">Support</h2>
<p>All functions and methods are documented (with examples) on the website <a href="https://connordonegan.github.io/geostan/reference/index.html">reference</a> page. See the package <a href="https://connordonegan.github.io/geostan/articles/index.html">vignettes</a> for more on exploratory spatial analysis, spatial measurement error models, spatial regression with raster layers, and building custom spatial model in Stan.</p>
<p>To ask questions, report a bug, or discuss ideas for improvements or new features please visit the <a href="https://github.com/ConnorDonegan/geostan/issues">issues</a> page, start a <a href="https://github.com/ConnorDonegan/geostan/discussions">discussion</a>, or submit a <a href="https://github.com/ConnorDonegan/geostan/pulls">pull request</a>.</p>
<h2 id="usage">Usage</h2>
<p>Load the package and the <code>georgia</code> county mortality data set:</p>
<div class="sourceCode" id="cb3"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb3-1"><a href="#cb3-1" aria-hidden="true"></a><span class="kw">library</span>(geostan)</span>
<span id="cb3-2"><a href="#cb3-2" aria-hidden="true"></a><span class="co">#> This is geostan version 0.8.1</span></span>
<span id="cb3-3"><a href="#cb3-3" aria-hidden="true"></a><span class="kw">data</span>(georgia)</span></code></pre></div>
<p>This has county population and mortality data by sex for ages 55-64, and for the period 2014-2018. As is common for public access data, some of the observations missing because the CDC has censored them to protect privacy.</p>
<p>The <code>sp_diag</code> function provides visual summaries of spatial data, including a histogram, Moran scatter plot, and map. The Moran scatter plot displays the values against a summary of their neighboring values, so that the slope of the regression line gives a measure of their degree of autocorrelation.</p>
<p>Here is a quick visual summary of crude female mortality rates (as deaths per 10,000):</p>
<div class="sourceCode" id="cb4"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb4-1"><a href="#cb4-1" aria-hidden="true"></a><span class="co"># create adjacency matrix ("B" is for binary)</span></span>
<span id="cb4-2"><a href="#cb4-2" aria-hidden="true"></a>C <-<span class="st"> </span><span class="kw">shape2mat</span>(georgia, <span class="dt">style =</span> <span class="st">"B"</span>)</span>
<span id="cb4-3"><a href="#cb4-3" aria-hidden="true"></a><span class="co">#> Contiguity condition: queen</span></span>
<span id="cb4-4"><a href="#cb4-4" aria-hidden="true"></a><span class="co">#> Number of neighbors per unit, summary:</span></span>
<span id="cb4-5"><a href="#cb4-5" aria-hidden="true"></a><span class="co">#> Min. 1st Qu. Median Mean 3rd Qu. Max. </span></span>
<span id="cb4-6"><a href="#cb4-6" aria-hidden="true"></a><span class="co">#> 1.000 4.000 5.000 5.409 6.000 10.000</span></span>
<span id="cb4-7"><a href="#cb4-7" aria-hidden="true"></a><span class="co">#> </span></span>
<span id="cb4-8"><a href="#cb4-8" aria-hidden="true"></a><span class="co">#> Spatial weights, summary:</span></span>
<span id="cb4-9"><a href="#cb4-9" aria-hidden="true"></a><span class="co">#> Min. 1st Qu. Median Mean 3rd Qu. Max. </span></span>
<span id="cb4-10"><a href="#cb4-10" aria-hidden="true"></a><span class="co">#> 1 1 1 1 1 1</span></span>
<span id="cb4-11"><a href="#cb4-11" aria-hidden="true"></a></span>
<span id="cb4-12"><a href="#cb4-12" aria-hidden="true"></a><span class="co"># crude mortality rate per 10,000 at risk</span></span>
<span id="cb4-13"><a href="#cb4-13" aria-hidden="true"></a>mortality_rate <-<span class="st"> </span>georgia<span class="op">$</span>rate.female <span class="op">*</span><span class="st"> </span><span class="fl">10e3</span></span>
<span id="cb4-14"><a href="#cb4-14" aria-hidden="true"></a></span>
<span id="cb4-15"><a href="#cb4-15" aria-hidden="true"></a><span class="co"># quick spatial diagnostics</span></span>
<span id="cb4-16"><a href="#cb4-16" aria-hidden="true"></a><span class="kw">sp_diag</span>(mortality_rate, georgia, <span class="dt">w =</span> C, <span class="dt">name =</span> <span class="st">"Mortality"</span>)</span>
<span id="cb4-17"><a href="#cb4-17" aria-hidden="true"></a><span class="co">#> 3 NA values found in x will be dropped from data x and from matrix w (nb: this disrupts row-standardization of w)</span></span>
<span id="cb4-18"><a href="#cb4-18" aria-hidden="true"></a><span class="co">#> Warning: Removed 3 rows containing non-finite outside the scale</span></span>
<span id="cb4-19"><a href="#cb4-19" aria-hidden="true"></a><span class="co">#> range (`stat_bin()`).</span></span></code></pre></div>
<img src="data:image/png;base64,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" 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<p>Mortality rates and other health statistics for counties are, in many cases, highly unstable estimates that cannot be relied upon for public advisories or inference (due to small population sizes). Hence, we need models to make inferences from small area data.</p>
<p>The following code fits a spatial conditional autoregressive (CAR) model to female county mortality data. These models are used for estimating disease risk in small areas like counties, and for analyzing covariation of health outcomes with other area variables. The R syntax for fitting the models is similar to using <code>lm</code> or <code>glm</code>. We provide the population at risk (the denominator for mortality rates) as an offset term, using the log-transform.</p>
<p>In our Georgia mortality data, three of the observations are missing because they have been censored; per CDC criteria, this means that there were 9 or fewer deaths in those counties. By using the <code>censor_point</code> argument and setting it to <code>censor_point = 9</code>, we can easily obtain estimates for the censored counties (along with all the others) using models account for the censoring process:</p>
<div class="sourceCode" id="cb5"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb5-1"><a href="#cb5-1" aria-hidden="true"></a><span class="co"># prepare a list of data for CAR models in Stan</span></span>
<span id="cb5-2"><a href="#cb5-2" aria-hidden="true"></a>cars <-<span class="st"> </span><span class="kw">prep_car_data</span>(C)</span>
<span id="cb5-3"><a href="#cb5-3" aria-hidden="true"></a><span class="co">#> Range of permissible rho values: -1.661, 1</span></span>
<span id="cb5-4"><a href="#cb5-4" aria-hidden="true"></a></span>
<span id="cb5-5"><a href="#cb5-5" aria-hidden="true"></a><span class="co"># fit the model to female mortality rates</span></span>
<span id="cb5-6"><a href="#cb5-6" aria-hidden="true"></a>fit <-<span class="st"> </span><span class="kw">stan_car</span>(deaths.female <span class="op">~</span><span class="st"> </span><span class="kw">offset</span>(<span class="kw">log</span>(pop.at.risk.female)),</span>
<span id="cb5-7"><a href="#cb5-7" aria-hidden="true"></a> <span class="dt">censor_point =</span> <span class="dv">9</span>,</span>
<span id="cb5-8"><a href="#cb5-8" aria-hidden="true"></a> <span class="dt">data =</span> georgia,</span>
<span id="cb5-9"><a href="#cb5-9" aria-hidden="true"></a> <span class="dt">car_parts =</span> cars,</span>
<span id="cb5-10"><a href="#cb5-10" aria-hidden="true"></a> <span class="dt">family =</span> <span class="kw">poisson</span>(),</span>
<span id="cb5-11"><a href="#cb5-11" aria-hidden="true"></a> <span class="dt">iter =</span> <span class="fl">1e3</span>, <span class="co"># no. MCMC samples</span></span>
<span id="cb5-12"><a href="#cb5-12" aria-hidden="true"></a> <span class="dt">quiet =</span> <span class="ot">TRUE</span>) <span class="co"># to silence printing</span></span>
<span id="cb5-13"><a href="#cb5-13" aria-hidden="true"></a><span class="co">#> 3 NA values identified in the outcome variable</span></span>
<span id="cb5-14"><a href="#cb5-14" aria-hidden="true"></a><span class="co">#> Found in rows: 55, 126, 157</span></span>
<span id="cb5-15"><a href="#cb5-15" aria-hidden="true"></a><span class="co">#> Warning: Tail Effective Samples Size (ESS) is too low, indicating posterior variances and tail quantiles may be unreliable.</span></span>
<span id="cb5-16"><a href="#cb5-16" aria-hidden="true"></a><span class="co">#> Running the chains for more iterations may help. See</span></span>
<span id="cb5-17"><a href="#cb5-17" aria-hidden="true"></a><span class="co">#> https://mc-stan.org/misc/warnings.html#tail-ess</span></span></code></pre></div>
<p>Passing a fitted model to the <code>sp_diag</code> function will return a set of diagnostics for spatial models:</p>
<div class="sourceCode" id="cb6"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb6-1"><a href="#cb6-1" aria-hidden="true"></a><span class="kw">sp_diag</span>(fit, georgia)</span>
<span id="cb6-2"><a href="#cb6-2" aria-hidden="true"></a><span class="co">#> 3 NA values found in x will be dropped from data x and from matrix w (nb: this disrupts row-standardization of w)</span></span>
<span id="cb6-3"><a href="#cb6-3" aria-hidden="true"></a><span class="co">#> Warning: Removed 3 rows containing missing values or values</span></span>
<span id="cb6-4"><a href="#cb6-4" aria-hidden="true"></a><span class="co">#> outside the scale range (`geom_pointrange()`).</span></span></code></pre></div>
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" style="display: block; margin: auto;" />
<p>The <code>print</code> method returns a summary of the probability distributions for model parameters, as well as Markov chain Monte Carlo (MCMC) diagnostics from Stan (Monte Carlo standard errors of the mean <code>se_mean</code>, effective sample size <code>n_eff</code>, and the R-hat statistic <code>Rhat</code>):</p>
<div class="sourceCode" id="cb7"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb7-1"><a href="#cb7-1" aria-hidden="true"></a><span class="kw">print</span>(fit)</span>
<span id="cb7-2"><a href="#cb7-2" aria-hidden="true"></a><span class="co">#> Spatial Model Results </span></span>
<span id="cb7-3"><a href="#cb7-3" aria-hidden="true"></a><span class="co">#> Formula: deaths.female ~ offset(log(pop.at.risk.female))</span></span>
<span id="cb7-4"><a href="#cb7-4" aria-hidden="true"></a><span class="co">#> Likelihood: poisson </span></span>
<span id="cb7-5"><a href="#cb7-5" aria-hidden="true"></a><span class="co">#> Link: log </span></span>
<span id="cb7-6"><a href="#cb7-6" aria-hidden="true"></a><span class="co">#> Spatial method: CAR </span></span>
<span id="cb7-7"><a href="#cb7-7" aria-hidden="true"></a><span class="co">#> Residual Moran Coefficient: 0.0018845 </span></span>
<span id="cb7-8"><a href="#cb7-8" aria-hidden="true"></a><span class="co">#> Observations: 156 </span></span>
<span id="cb7-9"><a href="#cb7-9" aria-hidden="true"></a><span class="co">#> </span></span>
<span id="cb7-10"><a href="#cb7-10" aria-hidden="true"></a><span class="co">#> Inference for Stan model: foundation.</span></span>
<span id="cb7-11"><a href="#cb7-11" aria-hidden="true"></a><span class="co">#> 4 chains, each with iter=1000; warmup=500; thin=1; </span></span>
<span id="cb7-12"><a href="#cb7-12" aria-hidden="true"></a><span class="co">#> post-warmup draws per chain=500, total post-warmup draws=2000.</span></span>
<span id="cb7-13"><a href="#cb7-13" aria-hidden="true"></a><span class="co">#> </span></span>
<span id="cb7-14"><a href="#cb7-14" aria-hidden="true"></a><span class="co">#> mean se_mean sd 2.5% 20% 50% 80% 97.5% n_eff Rhat</span></span>
<span id="cb7-15"><a href="#cb7-15" aria-hidden="true"></a><span class="co">#> intercept -4.660 0.010 0.124 -4.844 -4.728 -4.671 -4.614 -4.415 152 1.026</span></span>
<span id="cb7-16"><a href="#cb7-16" aria-hidden="true"></a><span class="co">#> car_rho 0.926 0.002 0.057 0.788 0.884 0.938 0.974 0.997 982 1.004</span></span>
<span id="cb7-17"><a href="#cb7-17" aria-hidden="true"></a><span class="co">#> car_scale 0.457 0.001 0.035 0.392 0.427 0.454 0.485 0.533 1869 1.001</span></span>
<span id="cb7-18"><a href="#cb7-18" aria-hidden="true"></a><span class="co">#> </span></span>
<span id="cb7-19"><a href="#cb7-19" aria-hidden="true"></a><span class="co">#> Samples were drawn using NUTS(diag_e) at Mon Dec 16 09:54:18 2024.</span></span>
<span id="cb7-20"><a href="#cb7-20" aria-hidden="true"></a><span class="co">#> For each parameter, n_eff is a crude measure of effective sample size,</span></span>
<span id="cb7-21"><a href="#cb7-21" aria-hidden="true"></a><span class="co">#> and Rhat is the potential scale reduction factor on split chains (at </span></span>
<span id="cb7-22"><a href="#cb7-22" aria-hidden="true"></a><span class="co">#> convergence, Rhat=1).</span></span></code></pre></div>
<p>To extract estimates of the county mortality rates from this, we apply the <code>fitted</code> method - in this case, the fitted values from the model are the estimates of the county mortality rates. Multiplying them by 10,000 gives mortality rate per 10,000 at risk:</p>
<div class="sourceCode" id="cb8"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb8-1"><a href="#cb8-1" aria-hidden="true"></a><span class="co"># mortality rates per 10,000 at risk</span></span>
<span id="cb8-2"><a href="#cb8-2" aria-hidden="true"></a>mortality_est <-<span class="st"> </span><span class="kw">fitted</span>(fit) <span class="op">*</span><span class="st"> </span><span class="fl">10e3</span></span>
<span id="cb8-3"><a href="#cb8-3" aria-hidden="true"></a></span>
<span id="cb8-4"><a href="#cb8-4" aria-hidden="true"></a><span class="co"># display rates with county names</span></span>
<span id="cb8-5"><a href="#cb8-5" aria-hidden="true"></a>county_name <-<span class="st"> </span>georgia<span class="op">$</span>NAME</span>
<span id="cb8-6"><a href="#cb8-6" aria-hidden="true"></a><span class="kw">head</span>( <span class="kw">cbind</span>(county_name, mortality_est) )</span>
<span id="cb8-7"><a href="#cb8-7" aria-hidden="true"></a><span class="co">#> county_name mean sd 2.5% 20% 50%</span></span>
<span id="cb8-8"><a href="#cb8-8" aria-hidden="true"></a><span class="co">#> fitted[1] Crisp 101.50235 9.768276 83.48211 93.29802 101.13725</span></span>
<span id="cb8-9"><a href="#cb8-9" aria-hidden="true"></a><span class="co">#> fitted[2] Candler 137.44182 16.379395 109.04185 123.43893 136.64743</span></span>
<span id="cb8-10"><a href="#cb8-10" aria-hidden="true"></a><span class="co">#> fitted[3] Barrow 94.08506 5.891425 82.33040 89.33693 93.98641</span></span>
<span id="cb8-11"><a href="#cb8-11" aria-hidden="true"></a><span class="co">#> fitted[4] DeKalb 59.79313 1.558891 56.90628 58.48399 59.77942</span></span>
<span id="cb8-12"><a href="#cb8-12" aria-hidden="true"></a><span class="co">#> fitted[5] Columbia 53.28957 3.303941 46.98875 50.43938 53.23976</span></span>
<span id="cb8-13"><a href="#cb8-13" aria-hidden="true"></a><span class="co">#> fitted[6] Cobb 54.14148 1.534015 51.08186 52.88618 54.14383</span></span>
<span id="cb8-14"><a href="#cb8-14" aria-hidden="true"></a><span class="co">#> 80% 97.5%</span></span>
<span id="cb8-15"><a href="#cb8-15" aria-hidden="true"></a><span class="co">#> fitted[1] 109.73107 121.20084</span></span>
<span id="cb8-16"><a href="#cb8-16" aria-hidden="true"></a><span class="co">#> fitted[2] 151.70773 170.97029</span></span>
<span id="cb8-17"><a href="#cb8-17" aria-hidden="true"></a><span class="co">#> fitted[3] 99.08237 105.55138</span></span>
<span id="cb8-18"><a href="#cb8-18" aria-hidden="true"></a><span class="co">#> fitted[4] 61.05865 62.84313</span></span>
<span id="cb8-19"><a href="#cb8-19" aria-hidden="true"></a><span class="co">#> fitted[5] 55.97967 60.21512</span></span>
<span id="cb8-20"><a href="#cb8-20" aria-hidden="true"></a><span class="co">#> fitted[6] 55.40963 57.25577</span></span></code></pre></div>
<p>The mortality estimates are stored in the column named “mean”, and the limits of the 95% credible interval are found in the columns “2.5%” and “97.5%”. Here we create a map of estimates (with some help from <code>sf</code> package):</p>
<div class="sourceCode" id="cb9"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb9-1"><a href="#cb9-1" aria-hidden="true"></a><span class="kw">library</span>(sf)</span>
<span id="cb9-2"><a href="#cb9-2" aria-hidden="true"></a><span class="co">#> Linking to GEOS 3.10.2, GDAL 3.4.3, PROJ 8.2.1; sf_use_s2() is TRUE</span></span>
<span id="cb9-3"><a href="#cb9-3" aria-hidden="true"></a></span>
<span id="cb9-4"><a href="#cb9-4" aria-hidden="true"></a><span class="co"># put estimates into bins for map colors</span></span>
<span id="cb9-5"><a href="#cb9-5" aria-hidden="true"></a>x <-<span class="st"> </span>mortality_est<span class="op">$</span>mean</span>
<span id="cb9-6"><a href="#cb9-6" aria-hidden="true"></a>brks <-<span class="st"> </span><span class="kw">quantile</span>(x, <span class="dt">probs =</span> <span class="kw">c</span>(<span class="dv">0</span>, <span class="fl">0.2</span>, <span class="fl">0.4</span>, <span class="fl">0.6</span>, <span class="fl">0.8</span>, <span class="dv">1</span>)) </span>
<span id="cb9-7"><a href="#cb9-7" aria-hidden="true"></a>est_cut <-<span class="st"> </span><span class="kw">cut</span>(x, <span class="dt">breaks =</span> brks, <span class="dt">include.lowest =</span> <span class="ot">TRUE</span>)</span>
<span id="cb9-8"><a href="#cb9-8" aria-hidden="true"></a> </span>
<span id="cb9-9"><a href="#cb9-9" aria-hidden="true"></a><span class="co"># assign colors to values</span></span>
<span id="cb9-10"><a href="#cb9-10" aria-hidden="true"></a>rank <-<span class="st"> </span><span class="kw">as.numeric</span>( est_cut ) </span>
<span id="cb9-11"><a href="#cb9-11" aria-hidden="true"></a>pal_fun <-<span class="st"> </span><span class="kw">colorRampPalette</span>( <span class="kw">c</span>(<span class="st">"#5D74A5FF"</span>, <span class="st">"gray90"</span>, <span class="st">"#A8554EFF"</span>) )</span>
<span id="cb9-12"><a href="#cb9-12" aria-hidden="true"></a>pal <-<span class="st"> </span><span class="kw">pal_fun</span>( <span class="kw">max</span>(rank) )</span>
<span id="cb9-13"><a href="#cb9-13" aria-hidden="true"></a>colors <-<span class="st"> </span>pal[ rank ]</span>
<span id="cb9-14"><a href="#cb9-14" aria-hidden="true"></a></span>
<span id="cb9-15"><a href="#cb9-15" aria-hidden="true"></a><span class="co"># set plot margins</span></span>
<span id="cb9-16"><a href="#cb9-16" aria-hidden="true"></a>og=<span class="kw">par</span>(<span class="dt">mar=</span><span class="kw">rep</span>(<span class="dv">1</span>, <span class="dv">4</span>))</span>
<span id="cb9-17"><a href="#cb9-17" aria-hidden="true"></a></span>
<span id="cb9-18"><a href="#cb9-18" aria-hidden="true"></a><span class="co"># get boundaries</span></span>
<span id="cb9-19"><a href="#cb9-19" aria-hidden="true"></a>geom <-<span class="st"> </span>sf<span class="op">::</span><span class="kw">st_geometry</span>(georgia)</span>
<span id="cb9-20"><a href="#cb9-20" aria-hidden="true"></a></span>
<span id="cb9-21"><a href="#cb9-21" aria-hidden="true"></a><span class="co"># map estimates</span></span>
<span id="cb9-22"><a href="#cb9-22" aria-hidden="true"></a><span class="kw">plot</span>(geom,</span>
<span id="cb9-23"><a href="#cb9-23" aria-hidden="true"></a> <span class="dt">lwd =</span> <span class="fl">0.2</span>,</span>
<span id="cb9-24"><a href="#cb9-24" aria-hidden="true"></a> <span class="dt">col =</span> colors)</span>
<span id="cb9-25"><a href="#cb9-25" aria-hidden="true"></a></span>
<span id="cb9-26"><a href="#cb9-26" aria-hidden="true"></a><span class="co"># legend</span></span>
<span id="cb9-27"><a href="#cb9-27" aria-hidden="true"></a><span class="kw">legend</span>(<span class="st">"right"</span>,</span>
<span id="cb9-28"><a href="#cb9-28" aria-hidden="true"></a> <span class="dt">fill =</span> pal,</span>
<span id="cb9-29"><a href="#cb9-29" aria-hidden="true"></a> <span class="dt">title =</span> <span class="st">'Mortality per 10,000'</span>,</span>
<span id="cb9-30"><a href="#cb9-30" aria-hidden="true"></a> <span class="dt">legend =</span> <span class="kw">levels</span>(est_cut),</span>
<span id="cb9-31"><a href="#cb9-31" aria-hidden="true"></a> <span class="dt">bty =</span> <span class="st">'n'</span></span>
<span id="cb9-32"><a href="#cb9-32" aria-hidden="true"></a>)</span>
<span id="cb9-33"><a href="#cb9-33" aria-hidden="true"></a></span>
<span id="cb9-34"><a href="#cb9-34" aria-hidden="true"></a><span class="kw">mtext</span>(<span class="st">'County mortality rates per 10,000, Georgia women ages 55-64'</span>, <span class="dt">side =</span> <span class="dv">3</span>, <span class="dt">font =</span> <span class="dv">2</span>)</span></code></pre></div>
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a6x9SEuPawU/AmlUqmcPXs2PvMG3v+usbERbyBNSkoqLy/HD0JxcXHoUF0spJOdQqHg8/n4LiwWK9hpLlr+0Q5jmLGd7LArw9MBAHiGLBZr165d+Ca8Afnvf/87cTJ6m0IzD/PWW29xOJywrwN+X4h3siM+FFTPN7yjA37Yg1Ud28mO+EwIg99WAgBaW1uxKwO1AQA1NTUxK0npy0X+lAj74gcRfy7igxPnCT88PIw3ZgAAwsaMEGwaC79OAiH393/605/C0sBOdnGCAT4uH3zwwbJlyzQajUKhmD179jvvvBPW43TTpk2zZ8+WSCSpqal33nln6NDejo6OFStWJCUl5ebm/vGPf3zyyScB6QDf1NQ0depUHo+3fPnyYIYejwf/u1ZRURGxtpT+BhFXfuwf3LG1WrdunVar1Wg0jz/+eLCj9ZYtW7DoAZ7e54pYH4LSw0oZHR392c9+lpubKxAISktL33nnnWAmJ0+eXLNmTXJyMpfLTU1Nffjhh/HB0KGCf4P27NmzZMkSiUQyc+bM/fv3BxMQ5B/xMIaJGOAxDHvjjTfwv8Lz58/HJ6XBhcXgaMnobSII8BiGVVdX33ffffgj4VWrVm3fvn1gYOCuu+46ePBgzEOBUTzfUBR95ZVXcnJy1Gr1s88++8gjj4Ao4+AJzoQwDz74IAgZr4jnqVAoQgd6RaskpS8X+VMiWoAn/lzEByfOEx7DsI6OjrVr1+r1eolEMm/evOD1H/Gmsd577725c+eKxeLS0tKxQwExGODjBgP8hII3M469EL7Z3cif6wb8G7R06dKPPvroZsycJLvdvnHjxo0bN+ID81AUxfu94hMbfMfBgwMFwQA/Qbjd7mPHjuGdVjo6Oq53dRLmxv9cN1qAf++992QyWU9Pz02XOXl+vx8PWiUlJS+88ALe5qzVaoMD8b/L4MGBgmAnuwniqaeemjNnjtPpvPPOO4Ozl08AE/VzXTt79+7dvXt3cnLyTZc5eUwm89ChQ0899ZTD4Xj99dc7OzsfeuihI0eOaLXa61uxGwE8OFAQgl156gPd1DZs2HDq1KlJkyY99thjwe4tE8CN/7lQFMW7GWs0muAIaQiCoOsOBngIgiAImoBgEz0EQRAETUAwwEMQBEHQBAQDPARBEARNQDDAQxAEQdAEBAM8BEEQBE1AMMBDEARB0AQEAzwEQRAETUAwwEMQBEHQBAQDPARBEARNQDDAQxAEQdAEBAM8BEEQBE1AMMBDEARB0AQEAzwEQRAETUBwdUsImuC8Xu/o6CgAwGazBQIBn8/ncDgAACiKMhgMFEUFAkFxcfH1riYEQQkGAzwUgcvlcrvd+GuBQMDlcknu6PF4nE4nACAQCFgsFiaTGbrV7/fb7fawXXw+H5vNDv5ot9vFYnFoArfbzeFwGIxvW5ssFotMJiOuyfDwsFwuJ1ltGhwORyAQkEgkYe+73e5AICAUCoPJ+Hx+2HEg4PF4MAzj8XjBd4JhGABgNBp1Oh3+I/7/ujf3AHzFZwQBGBbxfwaDyebwAAAsNo/BYCIMBpvDDy30x3fn0DwKEATdwGCAhyKoqalhsS6fG3gkC0sQGpVRFD20/iUpjwsAYDEYPBYLAOBH0Ybc2WXT5obtKBAIEWTsgyFP8NWh/bsXLLnt6q0IAL7gD263M1uL6HQ64o9w7Nixmm4lcRravO5RQ93homkrAOgnTunzuiZlcFPSsqhkj4QekKCerrYT53tkKkfomwpNJpWcI0DRQOj1BARBEwYM8FAEAoEgZgQN2rJlyyS1is28Kmz7ULSDxxcKxdH2ighF0bSMXOI0Q4P9ZXn5lLJNLKd9uL+7oWjaCjKJ2Ry+1+uMv1Dz0MCB43X6jMnxZxVmxNRdVHR/wrOFIOi6g53soAj4fH6wiZ6Y1+t1bPs8LLoDABBa5VYf3Zualk2cZmR4KCkpiVb2CeD1OHvbz2YVzSG/y96q03EW6nY5v/h6/7WI7gAAFPUHW2sgCJpIYICHIsjMzOzu7iaTctOmTZnS8OfQOBR/NkyFWpvMCnkeH5HNZhGJRFRzThQOVyBVpo7ahsjvItdkDplitOQTwDB0w/v/ySycTTsHAl736P++CG/fIWhiggEeioDP57tcrpjJzGYz2LcTQSLcrtO4g+9oa5TJVTGTYRgWscRxo9LnOawmr5tsw7tMlWYa6Otsb/b7fLFTj9HUcD538hIaO5JhMXXl5sZ4JgJB0E0KNs1B9H311Ve50qit5RhK7Q6+s71lTPe6G5QmtXCgu0Gly2awOGTS9zrkqM1/8PjXXo/rloXTMAxLTcuO2VYBAGg3NDT3ogJx4i/EMTRgGer+YsOvEp4zBEE3CHgHD0WmUsW4mW5tbRUfr4q6meJNts/rzci6nl3nqNKkFjSe2wsASjI9g8FKyZ6aVTTHMMhtMTLe//iLdkMD8S79fd2nLvULxIq4KxvO7bQ+sSb9643PBYfzQRA08cAAD9F07NgxrYgoPGCAwh38iaN7U9NvrtHYSMHU5c3nDtLYk8HipOdX7D1UQ5DGZrXs2F8d/yi4sazm3nU/WjB//vzr+6QDgqBrDTbRQ5EhCELwtPvChQtJRw8AAT/iVoA/g6fSyS45JSN0KhsCYwflR67AtY9eDAZToaM0wJ2C/3y2NXfy4sTmiWGoqbfl/b8+o9FoEpszBEE3IHgHD0WWmpra19cXbWtjY6MienTHYaQDfOOlsyqNnkxKo7H70e/fSjLb8UK2lT6MKjnPNGiMtpXJjP2EnhKXw/LISv2O/7wIozsEfUfAO3goMpVKVVtbm5ycHHGrc/tWIJcS7I4giPb8vt66A74AiiCIcfKSmXMroyUe6O8uKC4jU6vGutoHvzePTMopU6b8fcPLquQ8DPX7vC4OL8qUOxiaJNcJxQq+KMbctxEJhFKLqUemSqOxr1iqcditKnXkCYUqF05vNdHINTL7yMBrP1+Zn38z9XKAIChOMMBDlF24cCHm7TsCQL7y26nge6K3q486bNm5pFY66e40PPXInSQrmZOT89nGP/70xY3pebEnpTH3t3UZajQphVJlCsn8cXyRdKCngV6AHzdO+/DLP62E0R2CvmtgEz0UVbSO9M3NzfjM8wlRc/JQSqzZ63CG5rrU1FTyOavV6j88d99gT2PMlAptVn5pJZPFbrlwwO20kS8CAASlOBowFMEkd4MDvW2XjrTVH2u7dKSn9SyK+ukV4XHZf/3knJKSErp1hCDoZgXv4KHr6dihXcWTppFJ2WZo+PET91LNv7+/X51SQDKxWKoRSzXN5/bnlV6riWXCMNlcv9/HYoU/bj95bF9uweSK2Zer4Xa7Nn74Wc6khVTz97gcv/hBeVkZqccfEARNMPAOHoqKfC85GkYdtuOHd5dXLFBGeQgdZmqhivz6N7iurq4NX8a+fQ+jz5xsNfeSTy+RU6vVVWVlTOrv6wp9Z3Cgd+tn72bnlcgV6uCbPB7/tuULnI5hSpl7Pc7/91DptGmkrp8gCJp44B08FJVOpxscHFSr1bGTUtTccJ7BZM6ev4xk+pami3eurKBUhN/v//lL72cVk+qRF0okUbVcOCCWaRmM2Iu4o2jAPtKv0FIeLOdyjPR1nJcoko8NM8CZzsvzAmEYm8tPSl86ZDIqVdrQ9Mmpmdt2HqQ0cO6n9xfPmDGDasUgCJowYICHokpOTr506VJCAvzoqO344d0AgJS07I62pqJJ5WEBjNhgfy/Vapw9ezarmMKab6GySxYOD7QpdbEn3rGYutLyKAdRp908ajdnlyyIlqDFyODxmsKm9rv79hUHTzbLVOkkS3nlrYPbZ82iWjcIgiYM2EQPEUHRCIO8I75J7DZ7+yLjuUXGc52fvFExZzGl6A6oz1rT29v7z88v0j69GQyGz+t2O60xU46YuhgMylfJfR0XVfo8ggR8oeRojWHEYg59U6nWDRlbyZdCu18eBEETAwzwEJGIj+HtX2+hnaH+zh9zuTGG2I2VnJI5ODhIMjGKov/94r9pNJuH0qWXdDafIk7j93l4wshL5RLweV1yEhPQatOKP/rkcwy76lpq7T1r8EEBfq/bPNDe2XSy7dIRvLM96veGprRZjG+/+gOqdYMgaCKBTfQQkbEj5bZu3ZoqibqCHLE2i0WhpDONWnpWHvneALW1tRmFCWiaTs4sHRnqIRgZPzLUk5xZSpgH5u0/LpZIe0d4bA5PotADgHQ1n8oumU+mAnmlSwxNdbkFk4PvSKSKhTMLPG4Xi80WT5osTpIwmSwAAIahne0tu/ZX6dJLhEnKUdvQ67+8LS3thh6dD0HQtQYDPBRD6Iz0Xq93ZOtnSjmdSd8AAGeMg5NGzCMj5rD3FSqtWBzjVpj8c4E/vrOLRt+6sfDedhK5DonS285q7lHqiEbwD/Q03b36Tg6HBwAYsQzVnT8NAJAoUvCp+mNiMFhjR9DpUzLGpkQQRkZW/lNZ+QPG7i93HAz4vHl5/0WmCAiCJjAY4CEiWVlZzc3NwXvBTZs2ZcmIZqgldldRPjj95dj3G6etIQ7wKIo6nU7a5dKWXbLQHKW3ndtpE0uJWiOGBzuWzinGozsAQCpTzl24wjoyPHiiiWTpXc2n5pXdRqnCGl3qk4891Np8CUVRkov3QBA0UcE/ARARuVxusViCP/r2bGeM7xqjXq/7xJE9cu5waSlxY/g1wWAwvB5nxN52DquJYAod+8jAlFyZRhc+715T/TmxhOxwgAUzi2n0VwAApKZnNzZSngAAgqAJBgZ4iILxjO4jlqHjh3drxc7n/99j06ZN4/F441Z0KH3G5Ii97azmnmi7uJ225KTR/MIpYzf5/b5oDf5h+jsvqbWRV/qJyTw0cPHiRXr7QhA0YcAmeiiGYD87r9dLnDKx5Dzbb599cjxLjEafMdlq7pUovg23Dqsp2ij5gN8nDLTNmH17nIXOKssQJ9F5GtLaUi87/KmdzT6s082aNYvNTvCysxAE3SzgHTxE1r/+9a8MKeVRYbT1DjM7OzvHrTgCYqlmsLcpdMSa22kLjfehGLbziyqjRvduC4dMiT6vi82hs5xPIBAwb/2HTiQUczl9f39j/bLFXV1dsXeDIGgiggEeikEgEDidzs8//zyn/ux4NtHrktP/8e5mGpPqXAvZJQuCk8ygAT+wN5r728L/DbT3d12at3Bl/MWxOfyA30djx6725orUy1ce+Iq9W596tKamJv4qQRB004FN9FAMeXl5f/rTn0RH9guEgnEueuHS244dOzZr1iwW6zqfqAwGM+D3elwOLl801N923wNPj+2jjqKoz+ch6BY3OmpnsUjdwQMA9h6q+WFOIdV69m5+syDrqrlstSJhw/p1yPO/y8/PF4lEVDOEIOjmBQM8FAOLxfLt3aFS0Bz7HhOKogxPb/uYOViZTKbDbnv43qWbN2+ePn16Ts5Vz7xNJtPg4CCKovgwfbfbPWXKFA6HbPikQZtWPNjbLFHoSzLFEUegMRgM4k7vhsaLwiQlyeJEUo3NakmSUDjsQ6b+HHmEx/YcJtPwh5cOWG13vf3vzMzYk+hBEDQxwAAPxcZiXMOW+eM9fb/488Nj79Hdbrfb7ZZIJPfff39ra+uZM2fa29vxyIqiaG5ubkFBQWhE/+ijjyorKzUaOjPlkWHqMzjtZrfTeuuDd9PLIb+wtOVArVQZPnYuInVyntnUTynAWy3mouidJNIkSTt/8uTU37yk0+nS08muWANB0M0LBngotsr1b7S+/vI1ynz5Cy9FbIHn8XjBoXHZ2dkAgKlTpxLk88ADD1RXV9tstmtRSVNfC5cnUulzuM5LtDPhCQSUnqxTaqX3ej22bf8EqXqCNAoBv/PP68+7Pf2O0crf/2HKlClCoZB8fSAIurnAAA/FNjQ0VC9VYlf6uyEMBoaiCILwOsIb1jEMIMjl/92ZOWgAZTAZ+P8AgNAXSpk0SSgwj1hnSelPjRdm5syZra2tDqspnkzMA+2iJBWX/+3jalNfM4cnSpLrAAAMJqlR7NEkSz1u0olFEtWowyYUkZr5v7uzdQZhdAHrD3MAACAASURBVA+S8rhSHrfrr384YLY8/p9NWi21lf0gCLpZwAAPxVZaWuq5dF4tG9NcPGsmvQzPNDSl63UKSVID2pHYp8LZ2dkiSfgCOeT5vC4MRd1Oq8NmAgBYzX0Y6lfqciRyUrEzJgRBAMBIzkWvTikY7O/NzCEV4Pu3/F9RJoXVZRAAchWyDQ/c8+MtX0sk4zf6EYKgcQMDPBSbVqsdttkiBHi6eodMUwvzAfWF3smzWYwWU3cg4AMAIACpXFAeuhXDsF37j6uT80OHs1tMXdlaxC+W80WXP6mCxLqulBRNKj940pAk05FMT7KVvr+vu1iloFGfHLnsjTUrf7vv0HUfpwBBUMLBbzVEToR14Wlyut1FV+7aHarEtw/PqyjmCzzinCypbAYzeov609kFpoG+0VE7ACAQCDCZTEFGtkqjr3nv46yiORF3wTAszhVcZHKVz0NhElk2h+92u3i8GDPSjzps6SKaT9OL1MojR44sWrSI3u4QBN2wYICHSJm0+g7fhTMJyWpP9ak1Cy4v54phibtwuCJFiYi1+WRSqjT6CK35WNSpdRAEaTX6y73u4BpxNJB/DO+0m2eWZcWM7i6nw71jA9DRHD6AAPDB//wX8pc3Fy5cSC8HCIJuTHAmO2i85aalBFvmCe6wr5fKhdMJtmrTCj/9Yq87jrVrQ69pfF43GvBHTGY195Zk8gtLiAYO4Lq72qbSje4AgB0trQ/+8Idow8X9+/fTzgSCoBsQvIOHSOFwOE6/nx33k9ozDU1ZV+ZSNVlGCkrLidOPPwRBUNTPYET7pIg+o2TTtn333l7JjXVvHRmGDfY0OayDAACeUBLwef1+LwAAn7EnSa5DAOIatSyeMyk1PfJ6NmHMX70DMih0rwtCAdjZ3PrY009z2GwAgK+16SCDsWDBAriQPARNDDDAQ6Tk5+dv2fZFpj7ezuTB7nUAALPVOq2Q8mys15o+JePg8e2pOQRXHog+Y9JnX+69Z/VSnoDC9L0NdWcutFqF4hR1ikSdQvQQweWIPHQQw9CO1ia+QKTS6PHGj+5OQ7meTj8GFMN2G9qf+NGPWFcaUdgsFmJo/GdT0x133HHt5guCIGjcwAAPkcLlcj1eOsufhLI6HMVZWd/+fG160PN4vEDAz2TSPLc5HK7PE7MFHtFnTNq0bf89q5eQifG1J6vqOxwyVRrJbvl8kXTH3sOPPZzOClns1e/37d3xeeXKux32kdqTh/x+HwDAuOfj2SnJYipz9A673F1Wm75i1hPLVobdrBu6e9zJ0z/64uicsmStVpuRkWGz2drb2/1+PwAARVGJRJKXl0e+LAiCriPkWvRygiak937764KMuKY43Xb4yG3z5gYfwDd2di578keJqNpVGhoaLrWNSuVkZ30fq81Qv+/wWfx1wO/Jnbw4SkKsv6vhtltmSqTyaFkNDw3srDorV6WxuZSX6smQO3LySvDXHo/r0P6vly6/a2z7+YjFPGIZ6t/85qwUPYfFNI06O602l+/bR/sli5cAALgcNgAARTE+lyMWCBQSydgxil8fOVqw6in8tXXEbBke4vMFSrU+2FXC5XT0G3vuXDmjpKSE6seBIGicwQAPkVVbW+s9XxtPDpfa2kLv4GtGPXfeeWfc9QrncDi27DidnJqYIeztrY2tJqI+83ZLv0ZoTUnLTssIf2SOov5PvtinSSmgV/RgT+OKxeUyuco56jh5fP+iyjUEiVEUHTmxWSGRSMUiqVjMot57sddkahPkaPWxp8pvban/3a8ep5o/BEHjDPamgcbJyUv1aVfPinqNOnOdOnVKoRy/R8himdbJyT/bYv3sq4MNdVeNJNzzzRZ1Mv0GbXVKwcebvrRZLWdOHyGO7gAABoPR4JfkpKYopVIa0R0AcKaxiUx0BwBIJLKBgQEaRUAQNJ5ggIfIksvlVscojR3dXu/XR44qJRJxyOPqYZvtGi1dOjw8zOOP99L1QrFCoclsM7E/3rL7xJE9KIqePLYPFZcgSFxfMU1KQU111dyFK8gkxuKYjcjqcIgmV5JMrFTrOjs7aZcFQdD4gAEeIisjI2NgeJjSLn4Urao929rTc+uc2dkpyaGbBi2WyZMnJ7SCAADg8XisVqtpoC/4z++Lt28geVy+WJ2cb0My3/94a88In8OLc602TMIcXLzsDpKpkTh6LR49fyElLZt8+m8OXKBdFgRB4wP2oofIQhAEjT7LWxg/iu45UZ2u080vmxKxKZ7FZG7duhUAUFxcXFBA4Sm1y+UaGBiw2WwIguBjx7fuOB58zeXxEYR7trsXT4xh6JSckaycIvL5x4/JYnN5Ip4g3hVcBnuab1+5LCFViolNcdCBPiW9sbGR0i8OgqBxBgM8lGABFN1/uiZZpVo2ayYz+lP2nJQU/MXg2dO7D12ZQy0jp7Ky0u12G43G0dHRiCGcLxCmZ+bJ5N9OMjt7/lVRsKOtyeznBn9EkMgzw3o8Lr/P5/N64+lvHw2KBpD4ehg47cPlxVqBQBQ7aSIguZGn34+GzxdardZrVBkIghICBniIgsmrv0fckb667hKfy11UPpX8nHdqmQxfp669r6/fLfn9H/8lSpJkZOUnJX27eF1YCKfkm91VHF7t5RnmEUbwBYcrYHN5DAZ7aoFSn5LhcbtGR+0oGt5EsWPvkfxSsg+ng1DUH8/TdwwNSJDe/MLbaOcwDvYcaSgtLeVyubGTQhB0PcAAD1EQvI2OuPXUpfrygnza09m6PV6lWqtUx7u+nDhJam1olSguT7pXMHU5cfpuG6jdc5InTBJJVAxG+IwxSi2FJ9NBaCAQz0q4JmPrfXeQ6lh3HaVl5NbV1ZWX33CTDUMQhIOd7CAKMjIyjGZzxE17qk+VZGfFM1l99UhiFp6RyVUWUwelXdQp+UkyXfT55ymTKlPsI/QHkiXJtPUXzyaqMjGZrVYej/K4AwRBvtpTCyfSgKAbFgzwEAVyudw2GmGkHIqiepVSwKO/iKrD6ZQrIqzdSoPf72Ox6dckDIoGHFYT/s/rdpDcSyRR+bwuh9VEr1CeIOmCYXjs84JrpKG9k97Bz8wuPHMmMYsIQxCUcLCJHkqAnSeqb6mYEU8OFrtDlzwpIZXxuF1cfsL6plmHevhCCQAAQ1G71QTIxWw04GMwmD2G2vyySoRBp2VCqc0+fng3yRHwONo306Nul4ZL55KIyWTuPlyfk5MjkcQ7ZACCoISDAR6iZmw/O7/fn6XXx7mS7KjLJZEq4qvaZW63i8dPWLxhMFkiiZrevnJN1vBgh0KbFTtppHL7LSLLsCl0vACxyVNnNrYfp7FeQDyN7Clp2XV1dXPmUOuED0HQOIBN9FC8dp6ozk+nsx55mETNXOtxu7h8cUKyihODwXDYhvw+D73dpcrUs6ePkk+flCQzcFKoTkYEAGDEt67f6UsmOLEdBN2AYICHqGEymTuPV++qPnn534nqvLS0azSrPD0+n5dDvcvYNZKeN2NkqJveviiK1rX0HT+8m/wu+YVTvmwxeylO3kd1EHwYmVz1t39+Hk8OEARdC7CJHqKmsLCwICM9U6+73hW5OaAoSnfde7TxzM7CqcttAd+ebzYtXRFhodiIFt9yx6VTX5Tlj8eq7X6/r7O9hYsOrv3esgsXLlyLuYchCKLtBrrxgm4KXC7X4/Ne71rcNAwXDio0GVT3wjC0/vTOwvIVCIPJYvOAdOru7Z+53c5ggp6uthNH9gwO9Ebc3ZUxy9DTAwDw+f0REwQ5nM7/O1bfUFeLkZ6E+HIRrtGOtiavpeGJB5b/4Ac/0Ol0XV1dvnGc9h+CoJjgHTx0Q6geYU68bloOq0mdkk+9Fz3aULOrsHx5cC48BpPFUM/8cufxYFZ8oVQgyj14omn+dL8uObxXnUKp8fb5zzQ1N/ilfr8PAFAh9QMAxHyBTqVkXJmBp72v74SVfcvKe3w+X3trI8kZ+81DA+ahgYJ00ePfv2p6wdLS0jNnzlRUVFD8sBAEXSswwEOUxZywFsL1tp/PL11KcSe0vmZ3YfmyMZcFiFKXE5ZUoc06UtsxB0WTU69aeLemuioHG+WV3Trj6qnsu039+y9ewEfTTRW6Lfqp0wtTAQBsNttqtTjsVpGYaPTBgLGb7TcWFhRMvm312K0MBsMcZRIkCIKuCxjgIeiaMHbWpedNp7gTWl+zu2DqLeRv+uXq9GNnO2djWEra5cF4GIameHq509eMXahGodLOUn07E3BoN4qy8jn1F2sVSrVSrWcyryodw9DO9hYhY3jh/PnJyfMIKpOamtrR0ZGRkUGy8hAEXVMwwEOUSSSSdqdTJLhReqrfgFAUZXN4FFeMvRzdGRSb9OXq9GNn2qZ7PVk5hSPDQ6eqDyxcejeHQ3nimrnTMnU6XW1trcPjAQBY3CIAQCAQkPEca+9YJSDx61YoFL29vTDAQ9ANAgZ4iLKsrKxjQ+a8NBjgozJcOJg7eSGVPdD6mt0FZZVUoztOoc2qbegasQyJk6S3rLyHRg6G5kt3LJ+m0WhWrVpFY/cgk4nm7LwQBCUcDPAQZQwGI7HTpPv8fl4c89hfI1Zz38hQt22kn0xin8/TY6jF0IBEkQwASC+ooNS3rqF2T37ZUgaT/vdRpkpr7jHcdwfN6X57u9s0mltplx6KYL1BCILGEwzw0PU3YneoNCmJym1v1emsYqJHxQQGe5tZLA4AAAMYj5+Uljst4Cc1JrCrqTqreD69wNZQuytvyhImk01j31B8kayzrSk9K5/qjl6v++7VC+IsHZednd3S0pKXNx6j8CEIIgbHwUN0TFp9RwJzszocaq0+gRnS091SI1UkyzUZck2GQpMpTFKQvwt32ExDRoPLYaFaaOOZXXlTljBZ8UZ3AIBQrOhob6axI4vFcjjILpRHTCwWW63WhGQFQVCcYICHaErgQuD+QIDGeuQJxxdJOTwhjR0dVlN6XoVKn2sfGWw6t3d4sIPkAi6NZ/fkTk5MdMcN+9RGI+WZcRkM1oBDePZsYlag7+8n9VADgqBrDQZ4iI709HTTyMj1rkUitV06IlNTXocN1991SapMBQCoU/LzSytFSerWusMD3Q3Ey8w0nt2TO2lhAqM7AEAs1TTXn6Ozo1hyoWXEYDDEX4fi4uLjx4/Hnw8EQXGCAR6iQ6VSDdts17sWCYP6vRJlCr2n4G6nTSzThr7D4QmySxZoUgt7284NGQ2jtqumf0EDfvNA+9kjm9JypzNZnLjqHYnJJbOOUF5QDgCQnJq5q+qi0WiMswI8Hk+hUNTU1MSZDwRBcYIBHqIrYS3015/h0lG5OiPiJp/XHQgQTbHusA5qUgoibkrPr1Dqcjwuu+Fi1fBgh8XUNWRs7WqpkanSH7tv4STtUPw1H0skURma6ujtW1Bc9u6HX1sslHsShBGLxWw2+8yZM3HmA0FQPJAEPkmFvlNqa2vHTlg7bLNdaGl1+7wAAF67AQDgzsxBAyiDyQAA4C/CfgQAAAzLXv54oir2zw0fUupF73Za3U4b3sYeUV/HBS5fLBDJ+EJp2Ca/z2PsrEvNKY9Zis/rQgDC4vAAAK7RkUdWZWRlZf18/RfRLixoGzIa7lmzOJ4FfHdu++S1l37OZsf77KC/v18oFObnU+7VD0FQQsBhchBNLpfr2NlzTo8HXInlAAAei5UmFLDw6CKTAgDASOz71M8YqoFIq56zmMwZc6jO5Q4AAAG/1+2084USMiPLO5pOFZRVEiTQZ0wGAAwZDcbOSwpNBj7SHWcxdZKJ7gAANocffD1qM5eW3g4A+MFteZ8dGBx73RAPvcQTT3QHACxbde+pU6fmzIl39R+tVtvR0dHe3p6ZmRk7NQRBiQbv4CGaDh8+3PW3P7LjiyXE/s2cwmSyEAYTYBjAh5jjL0L+d1hNPo+TwWQDADDUjzBYfq9LIJaLpVrbcJ/f78UwDGAoQBhgzIqoEkUyhgYQBlOhzSJZJZd9uK+rTqpIkanTEQTpbKrOKJhN9XNNTR68557L8839+9//bhrJTNTMMKM285QcYUZW5EcGFPIZtSdLPdOmTYu/SufOnausrIy/PQCCIKrgHTxEU3Z2dqPXJ+Fxr1H+Tq+fKxNJlTEmwEEQhlSZzGBEOJMlClJj6019LeRrxRfLs4vnoyja3XKawxPahil3SXNYTeWrv73pX7t27bZt2xgMxu7TNgRhiKVqNpf+iEHXqCUji1SLAjGhUHypbUggqC8qIrWGLIEpU6bU1NTMmjUr/lpBEEQJDPAQTcnJycMu97UL8Kf6+qS5yTGTYRgaZ4u0fWRAocmkNE0sg8FIz6/A9+1rv6DPnEx+X4/Lnp2dHfyRx+Phd/N33QUwDKupqenq6gIA7DplRRCGWKZlU1k2Rs4Zbm44n1c4hWR668jw2Zqj+cVlOl14F4Tk1Mz9x87weLysLLLNGxEhCIKi6ODgoFqtjicfCIKogk30EH3rKxdkyRL5/DjU+5xpSl12zGTm/jbyDexRoOb+DhqZmPvbMAwdu0w7sdD2eWJ+v//IkSP4Iuu7T9s4PKFYqiFIbxs2DhkNfr9XokiePz0nNZ2oYi1NF/t6OkwumVSZYrf0y9iDhcVlmithHkXRmuqqtgEUw9Bn7isvL4+3VeD06dNr1qyJMxMIgiiBAR6i79oF+AHHaFXKbSKJKmbKRAR40HLhQO7kxeTT+7wufJfQrnNkjAz1vPyzZSpV7M811qZNm870qgCI8LTe7bT2ddQpdVlJssuLvNst/SLQM3fBCr7gqrn5UBQ9dXx/+yAQSVRhnftsFqOcbcrKKepsb+od4cnUafjEAFZz76Nr8qZPp7q2/VVGRkYwDCsuLo4nEwiCKIEBHqKvtrbW8IeXrkXOVR1dowt+QSZlQgL8qG3I7/OEdo8nYLf0m4ytWUV0Opmb+9v+9YdHaewIALBarc++/nVYpwSPy2Ed7gMYqo4wFh8z97frklyTyyqkMuWIZej8mRNGG1+mTieY0mfUZhYmycMuIxxWk8dlXzY9aenSpVIpzUu62traVatWwYXmIGjcwGfw0I2oM+97ynEsTpikbLlwkCDA+zxOh20IRQN4r3t60R0AgGHo8PCwXC6nsa9EIrmytB3WdG4fmyMAAIiSFJFCOw5RaLO8AOw/3jTY+7VKnytVTlLGmmtfmKQY+6ZIohJJVDXd2L4/bg/4vZXlonnz5ul0Okr1nzJlysWLFydPptBfAYKgeMAAD9GXlJTk9PkEiR4B1Wy2iArGM77jUACwsQ3gl05v5wtlApFUrc9lxD2zrFKX8z8vf7rxL8/Q272yXHSmF+vvqs8umsci3flOokj2eV0xxyOQgOCZnOkFVf+ocrtsK2cqJk+eHFwctrW1tba2lsFgWK3W4I2+TqebPXs2AIDFYnV1dcEAD0HjBjbRQ/QFAoE3VixNlyYlNlvy7fMgQU30Xs+o3TKg0GZ53A4MRXmCy59oZKiHyxPyRbI48w8VCPimaAceeOABGvsODw8/9ew/NKmFQnGE++xozP1tfJFMkNBPEeSwmkZtQ6XpXr48VyyWqjThQxM/2fi3nzz9EJfLzcvLczqdgUAg/qF3EASRAe/gIfqYTGZgzOwx8evKv5NC+EqEtktHC6YuAwA4RgZRFO3ruAgAkCj05v62vClLElsWk8k+3SHS7tu3dCm1SfqGh4e3bdvmtA0LxdRa+C2m7vivgaLxukfVwtHiGXdFSzBj9pIhl9Rtdm7e9m4g4J8zLRcGeAgaHzDAQ9ffW94sYZISf7wNMIxgWvgIEARF4xoK39t2LqPg22lYVPoclf7yADOve9TjsnP5YtqZR8QXSrce7k9JaSwoIDvlXFVV1Uc7DEpdTuE0vamvRaXPI18chvkjPn2Ik2t0RIL0LJs/SyIjuh7T6FKa6s/lF5XOnr8MAGAdGT569GhaWlpaWlpi6wNBUBjmunXrrncdoJuYoHjy8LFDcWbSIMhRaLMEYrlAJBOIZAwGk/y+XJ6wr+0cyUnrxnI7bQCA4Phyl8MS2pQtlqoNdYfIDMenissX7dxfvXhWPo8X41F6b2/v1q1bDzew8UVpGQym027Gl6DlkJvzTqpIsQx2JbCJHkMDpj5DXjJzxqzFPH6MOnC4vMa6M2mZufiPPB7fMopcaOjcueeIRIhQ7akHQRB58A4eurkxWRyvZ5T27p1NJ/MJV5pJy502PNiR8DXf3E5rWYHmg037n3hwJUGM3759+/YTI1JlemiPOvz23Wrua6s/hr8jUehZbK5EHvkqh8niBPxe59XXLrR5XHaBr/W+O1ZFnB44In1qRtg7SRJZkkR2/Hw/AGfLysrirxUEQWPBAA/FRSAQeAIBLpPCPTcAwOMP+FF01OdDMczp82GauHp6ShQ0+4d3G2ozC2MsFSMQyQe6GsRSalPGErOPDJRkCnLzp2MY+v777z/55JOhW41G44ULFxwOx+bdTSk55dF6v0sU+tB2i1HbUPO5/Wl503gCydjE6pSCpnN780uJLmVI4nlbFi37HqVdGAym3+9nscL/2ojFkiO1PYFAICGr2kAQFAb2oofi4nK5HpkxVSkQ+FH08iqxAAtgGBNhAABQDGMgAAAExTAAAANBUAxjIIiAzRKw2VIel8NkKgT8kz19PWWPBfuuU0W7I/2Q0RA20Wy0rFrrDukzpyRkXVerubcsX5aVc7mjmd/v620+LJfLzc7Lbd18vkCh1LLY7J6u1sOnDepkCuupGzvrAMA0KYVjp9ZvubA/d3K8HQaHjIbbKmcIRdR+Uz6f91ztsekzF0Xcah0xL5yRMWnSpDjrBkFQGHgHD8WFz+dP0arjnLC2IkXfZBuiHeDpsZr7It7sRpRdsqCrpUauTiczey6B4YGOGZN0GVnfxmwWi51etAQAMLYjX0pa9hI2Z1fVmeRMsovH6NJLAEANFw/LNZlydXrw/ZGhbm1qvNPEOu3DRZkiqtEdAMBmc9wuZ7StEqmi6lQHAADGeAhKrGu4mDcE3ciGjC2UonVa7jSn3WwxddEucbCnKSy6x6TRpa5eNruj8TiVchg5kxZyecJLp7a7HJYrRTfjffRowzBMiHZMLp1Jb/fk1EwAQHenYXTUPnarRKo4UN125syZeGoIQVAYGOCheFWuf+N6V4EOGk/u1SkFCIKY+9toFDfQ3bBgZj6l6I6TyVX337Wq+dx+SnsJk5TFM1aNmHuNnRdNfYbk7FKq5YYZ7Gmct+hW2rvLFZp2Q8PQYD8zSncNmVxVUz/8witvNzY20i4FgqBQMMBD8bpJlw9BaA2dlypTOTzhkLGV0l597ReWzi1JTsmgUSIAQChKevQHaxtqdwFAbVohXXqJNq0YQwOUZr4by2E1VUxJ43C4tHOQyhSZOYU2m4XHizqsjscX5BZMPniy49kX/7epqYl2WRAE4WCAh+LF4/G8gcD1rgVl1qEeejuKpRqBSDpkNJBM39N6ZsWS6cGl1unh8fg/evqHWr7Z6476MDui1rrDCm1mPEVjaEDOHsjJi/cRfl9Px6QpM2ImE4qSiidP33O0+YVX3+nu7o6zUAj6LoMBHopXTk7O4Ci1qBMGBQBBxu9UHBnqHjIaNGn0J0wViBUCkYxMjG9vOH77ygUqdQKmc2EwGMWTp+Ung7b6Yw21O8nsYu5v06YVMeNbI2ewt3nuwpXx5IDjcHnWkWGSiSVSRW7+pC07ao8ePRp/0RD03QR70UPx4nK5cd7B29yeaUVeuXxo92kbg8mSKJIpTWYHAAhO+QLwufERBpvNTc2NMLp6sLeJwxWEjY6jQSBWAAAGuhs0qYXR0hguVj1w3x0iMdm++jEhCJKdW9TT1Vo+Y1VXh6HDzOXwRATpLaaunEkL4ynRNmycNz0nnpmAg5Qq7YUzJzJzoh6useRKdWO3h19bW15eHn8FIOi7Bo6DhxJgfeWCeEbK1RoHntz4Hz6fDwBwOp379u1zu917ax1Jcj3x9DIYhvo8LstQt2bMmuijNvOo3axOvmrO9r6OC6IkVZI86v001SH1bqfNZukPKwXXfH7/ow+v5fH45HMjo6HujFafKpOrAABv/fPfuZMXEyT2uBxup5VgnXtifp9XAjpmzbuF3u5jWYZNluGhLCoxHgAwMjxUOTe3sJDaXhAEwTt4KAEq17/R+vrLtHd3+/x4dAcACASC1atXAwDuuQccOHBgaGhwb60DAGA1947dkcFk8kUyqSLC421hkmLUbg5dZKWz6aRSnxNnd7MwPEEShqID3Q14B3v8TRRFL53atmzJ3Hh6pUXk83p5PD4e3QEA93zv1j2HzxMsPMPli7oNNbQD/KjNNHVavI/eQ8nkqiFTP9W9pHLl9v0X5HK5RqNJYGUgaMKDz+ChBLhGHekXL158xx13OGxDCm1WVvG8sf8yCmZrUgq5/MjN1AptZnvDCfx126UjmtSCxEZ3HF8kVemy2+uP4pcgKOpvqNlRMuO2vlH5ex9utlktCSzryMFvMrK/batQKDVlBTGG8iu0WfjKNDRIFMl1507R2zcalUrX1HCe6l4aXerf/rnF6YyrqwcEfdfAAA8lAIfD8aGJXxgeAOD3+5lMNr19mUy2XJMxah1sOrs3NTfyJO0JwWBxsornsdjc5nN7B7obi6bfijCYADDS8yu+2H6wq4Nsf3tibS31pdPmhF1LZeUUdVy5iIlILFF3tZweMhp8XheNQp3s7Atnq2nsGI1UrqT3RD+/qPTUqQRfbUDQxAYDPJQAubm5gw76S7qtXPf7aJv8fj9zzCIl5Enk2ks1O3OnLGZzEvwsfCxhkpLJ4mhTC0NjcEr21NoG8+5vPvN63fFkjqJ+DAC5Qh32PofDXbpgKr7obURdLacLpt6i1OUMGVvNA+2u0RFK5fIESZfabX6/n06lo1Brkusv1tDYsbUfVFcn8moDgiY2GOChBODxeJ5rMxQ+njt4AEBD7Z7yhWup9smnx+t2KLRZyJiyxDJNXsGUBmyl9QAAIABJREFUzvaWNkMD7cwP7d+emR3ekRCXkZXf1RLh1nZ4oMNwsUqhzcKHIOrSSxSaTLulf8hocFhN5Iv2+7z7dn1Or9oRSaRyNq3eCWw25/QlU0tLSwIrA0ETGAzw0HXWZY169wkA8Pv9YxdGI6mz6WR2yfx4rg8oaW84IVVG6O7ntJsFQlFu/iSBQHT88G4aOXe2NU+aUkHQsn3fnasHey5P/eZ1Ow0XqwZ7m7h8cc6khWE97NQpBUpdTsDva6s/FrHfYpjBnsZ1P731wXtWuBP6/FunT6N3Ey+RKj76vCqBNYGgCQwGeCgxbnntz5TSN5stRzp7JI8+PXfdq5MnT46WLBAI0Junpaf1jFKfw+FGnRg1sSymLl1GScRNg70tSpUWAKDVp5ZNn7tz2yeUgiWKon6/T0k4VY5cqZ5WoutqOW24WOV0mHMmLVAn5wuTovYolCj0WUVz2Fy+4WLV8GCH3xf58cFAd8OzP1yUmZk5ZcqUU9UHydc5JpFYQv4mfnho0OP5tgOBQqXt6qK/5A8EfXfAYXLQuGowmYecrlW/e2W1TqdSxV7Mzefz0biD726pkapSr0Wf+Wh8XrdMlRZxE4oGmFc+Ap8vXLH6/t7udl+/JyMrcpN7mKNVO2fPjz0SPSMrv+rYeUrT2ghE8pxJC31e10BPo8d59SJvCANg6FNr5+TnX14d597bFzZ2WyQSGfn8ien0aefPnphSNosgzWB/75ZtuxSabJdzxOMaBQDcsnAaAGD79u3PPPNMomoCQRMVDPBQYrBYrACGMSONl/OiaP3gkN3jveXXL36/sFAoFJLPNhAIsKjcwXvdzrb6wxkFs8dzdfn+rnqpksJY8+TUzIH+nqNVO+cuXEGcsre7Pb9oCosV+ykDh8NdPK+sYxil2izH5vCTMyOvNbf1yBCff2LmzJkIghQXF3/25f/NX0x/QbkwIrFEIIg6Dd9Af8/nX+7UpBTkTl4S+r5hEAAAzo6M3Gs2KxTjdwEHQTcjGOChxMjOzj7gGNWLv/2TbfN4m4aGl77wOxRFny4pYdHqDO/3+5kkwhvO1NeMIIyCqctpFBQPFptDMAYPv+kMo9GmSCTyvTs+L502h2CmerfLmZ1KdqqZjKz8g8c2ZxbOJpk+JmGScsthK4oer6ioYLFY379r6bnmAYUyYbPNpKRm1p48XF4xP/TNwf7ezV/uUCfn55dWRttRLNW0tLTAAA9BxGCAhxJDJBKd7x9sHbbgU8etfPH3KRLJrZlxrWMGLneyix3gUTTQWncoOatMICLbhux22oLPnhEGk83mAQACAV+whzmDwRBEaOT/dmo8XEdjdUr2VOK6RXyfxxdUrryrt6dj/64vFlauZo55EnG0aueM2UQz0YZhsdgLZ09qN6MJmTr+cp4c3l827P20ogIAkJ+f/8Fnf11UeXtw66njB5xOR37hFF1yOqVsz9YcWzy7QIT4LJbLR9vn9Z4/c+L0hValLpsgtAet/9fRDTk5SqWSUrkQ9J0C56KHEmbXrl0E3eXoqaur+2B3P4NBdCVqHmgP+L0qfS6lJekQ65nJVx4AjzqsbpcLAMDl8UWiy237Xp/3m91HBGK5Up/rdTuMHRclihSP2zFqM2UVz8cfHPj93hFTt1KXHa2U1ktHfvDAXVwu0Sj8QCDQ1dEyareVlH67murgQG/A76caOAMB/4aNn2QVz6O0F4HhgY7nnlyQeeVCzWAwVF8wanWpPd3tRRnCwsJCsVjc1dW14aOvs3OL9bEWvHc7naeqD65ZPjMvL08sFgMA2tvbLRYLg8Fgs9lut3vzYTtxDqEGuht2f0p/gmQImvCY69atu951gCYIq9WK/9VOIKPReKnDS5Cgte5wklwnV6dTnS6Xj1gLisuEQrFQKJbKlEq1TqnWyeRKoUiM/0tKkrIZLi9DbRvuBQDoMiYJxHKxVGMZ7GSxOP2ddTJVquHioZTsqdGKdjqG55ZnKZRa4powGAyZXCkUJ9VUV7E4XLFYAgDo7enIyMqn9InwrJIEiMXJTNTyu99fpi8p+XZ0gFwu/+SzLV0dLWuWTZ80aRKXywUASCSSRfNmSITgiy+3cbk8cVKEZYd6utvOnzleXqy57+7bkpOT8R0BADKZTKfTabVatVptNpsvtlGYbo8vkmZrgFYb4/BC0HcWvIOHEqa2tlanS8DC56HOnz//yYHI07nbLEb7yKAmpZDFpjOOju9pnLMg9tP6T77Yq9LnhpWLoahIqh4e6ODyRARr0zWd3fujp5+gVCtjb+eIxeywWyeVzaS3Eh2Kou++95+E3MS31h36z1vPcThXHd7h4eGkpKRoPSo6Ojre/XBbfnGZTnd5SoBztcfnz8hRqVSZsZ7XXLhw4eP9ZBeMx9ksxr+vuzclJYXSXhD0HQHv4KGEGRgY4PP5CXwAjOdZ1x5hlHZP6xkOT6TS5zKYNGepYweG0jJirwov5vq6+62h4+m5fHFX82mVPkcoVnD5UVss+tov3HPHcqpBWpwktVktUply7Ky0JCEIIpdwB4bd9OYPCLKae1/86a1jH3IT/4qlUuniBRUSPrZ5yxcYhta98+KqR9aWl5fLZLH7RvzkhXejDTWMhssXf7Wn5oNN+/JS+QiCJLwBCYJuanCiGyhhsrOze3p6xqGgntYzquQ8iVw/DmVlZBUIAx1hb6blTe9rv0CwV8DvnVOeLZHKaZTIZDJT0iisST9WZnZBlsrn89BZXSbosdvzs7JoViMjI+P2FXOKzmyvzM641m2EIolKoc16c1PLf730xaFDhwLXZspkCLoZwQAPJUxSUpLVak1snhiGtdUfa6071Fp3qK3+GP6PyWRxeVGHUCdW9dG9Hm74s3CeIInF5qLRF9AzXDyUlVtEr0SBQGSmvmh6mILisgyFy0d3hZvulpriYvorwTc2Nva++w/89dfrfj0+zwEFYvmG7T2rHvr94ODgOBQHQTc+OEwOuqGVlpZu+lf4NCz3/vDV8Sm9pfFC/6hUJIlwMaHS51w8+ZVIolZoMiWKq9oShoyGe+5cRbXTXxCDyfR6PfT2DVVQXIbVnemxMhjU2+p9XhefT3P9Pbvd/uXzv5yTdnnmn3K9trm5OTgjHgEE0DxioXmo9LmPP7tx/c9vjecCBYImBngHDyUSmdln42S32/nxzVKHYajF1OX1uHu6WgmSWYZNZ5uHRZLInwhhMCfPuiOraA6TxTJcrBoyXl703WYxVkxKJpi7JiaH3arRUZgXLxoEQQpLpqZIbKifaBhCRAwmk6B9glhDQ0MwugMAxByOyxX7YYHP50vUon9SZcq6/zt0/Phx2IMY+o6DAR66yRiNRrkmg8aOrtGRwd6mS6e2Gy4eFIqVgaTS05eGens6oqVvqDsjV8cehi6SqHMmLRSIFa11hwZ7GqcVKjNzCmlULwjDMOJx/+QhCFJYUt5y8RDVaI0gNAN8U1NTz7v/F/YmmVZ6Npv9348uolFiRFx+0n89//cjR44kKkMIuhnBAA8lEoPBoH3nR5Lb7eZQeQAfCPhMfc2tdYc8Lrs6Ob94xqrcyUs4PAEAQCzTbNtxINqOGBY+aR0BgUjGZLEr501Oy8iNnTqWUQfRErqUIAhyx22VXreD0l4MBpNMbzUMwzyeb58m2O327b95ViUIX8Fvml7b3NwcM7fCwsLOppOU6hmRxz1awTjz1wfmG48dgs/joe8y+AweSqS0tDSDwZCaGmFZ9Pjt3Lnz1b+8z2LzwgamRyRKUqhTCoYHO0dMXVnFc1T6vIjJ0vNmdncaUtNjj5eLqbwkfex0szQwGIzNX+1bvmi6Vp+Yw+j1eigvvYMgZC7UTp48efyNP7j9PgDArete+fT5X6zMjTCpn4hcK71YLH72qWUf7OzDL7/osZp7KxXG8sICAECaRvPFX/701PrXaecGQTc1ONENlGDXYsJaAMDmzZtPtArJr+/udlrra3YWTVsZM7YZLlY98eiDzDHj6Y8d2uXiklrRNWh4oMNkbKlcWKFPTheJoy4/Q2x01P7VzmN8oWxStjArpyj+eQXaWxtbTTxKu/S2n3vntR8KxtyLh6qvr6/782s6Eam1AQ91dP9669dkOh5+7+EX8kqXxEwW0WBP4/cLQE7qt/PejLrcyjnzS0sjL5cHQRMbbKKHbgKffvrpsWYu+egOAODyk2SqNDJ3rlnF8zvamuKo3bfkmoz80squkaStOw6/9c9/d7Q10RiW7bBb3S67WKZpG+K99c4G6wi1yd3CBAKBHXsoP4pGEAZxzXt7e6te/i3J6A4AmK7XkWmlBwC8+epTpj5SKcN0NZ96opQXGt0BAEI+r3XPjuPHj3u9lHsaQtDNDs5kByVYwmek/+abbw43sKg2MtuG+6TKFBY79p0rgiD19Q152cnsq6e8PXGui/zadGHEUo1CkzlkB6izV6kiNVm6x+PqbG/Z/OWu4VG2OjkfAIAgDKUuu6bmtFzMpDRnjsvp6OlqG7H8f/bOO67Ja//jJ5MkQCBhhhVGGGEvkaEIogXEjdj2Wr1W63W09fbe2uHP3avtVau3rdWqddRVcKAUxa2gDBFE2XskbAIh7JH5++OxMQIJyZMwqs/75csXnOec85wAyfc53/P9fr5tRfnZzY1sR3vrHoGylhiit6stMsRdqhg/9Gpv75HVK6ZaqCA0hMOg0a4eyujGk8lkUz1haZ1Q+ckBAFWFj74KszGhjvD70iWRUG2czDu3+4kkc3MNpCcgIPxVQHbwCJOaO3fu3H3OV/kIGQChYFBBjfYhmNm4N9azVb3FqKDR2OclrR08ruJunOYGVnXZ2d+v1XAJdi7TdSmvWUEza/cXFV0VpflCoUDBJB3tbazqMlZ12YM7V/OeP6HbONjYOU0LifSfNtvc0ra1sVL5ZYvFIntxaUFBgVA4spUtLy8PtFDZUibt2qrkgaCXlxerNFPJacUiQcmzm7sXuBnoKfojodNMe3Ke/rjpX0pOi4DwBoAE2SFoGIlEIpFIYMu8yHL//v2krD542+hOboOBqQpKq7A17RVjZMZo5TTqU4bXlQf9/b2N9exb99Ms7Lx0yEY2zEB5k5B0qOwOkBaXuHBOMIX6Mi9fJBK1tjQODPQ11rNEIiHDwRWqPje8Bp0+xaCTW29kplQgoVAwQG28+X74bNDJ/XHzV7OX/x36haLRaDweTyQSiUSitbX1NXbdbDtrJX8IEL40mpKKN3g8fsdnC365XEzSHeHnJstAX2cQsXz9B9PRSvy9EfB4io6OSCQaHm+BgPBGguzgETSMhYVFS0uLOjM8e/YsPj7+0qVLf6R3wnaSi0SK9ruj0tPdqamKq0+eVzfU1Qxp/PnIsUsJ92q4JCevd3TISqkDWTJ8ku5nV5QV1FSWpKfcynn6SJ9qYG3rGBgcPj00SnHl+IVRYd280X8pg/3d1p0pyyLeQaPRaDR6SVioXmOtflMdpbler7FWUlrYlJr8/OqlR2dPO02b/qCarVJCJAmPVSaWHoLJZNZVPVfch9da+w6F7efMVMa6Q1DIuq2trUp2flPx8vJCoVC//PLLkPb29nYcDodCoYqKilSdMzc399mzZ6N2MzIyOnz4pUyCrq7uyZMnVRo+Pty/fz8xMXFIY3x8vJ+fn76+/syZM3Nzc+WNVdAN3iU1QXbwCBrG1NT0m082GFEpQqFweFFRgUCIw2FfbxHgcDgAQFNra4PuVACAtq4BgWQAANBWQ7DOxJLZya3XM4BTSLSyvCgzl21qBVNMXpb+Ht4Se0l39ZM+qhFJ+2X6fi2rwtopAMa5g6mVc3Ja6j9WL1dVS8fUzLIl6YEuxURBn74enqckL2z6NHkdSAQCiUCg/Vlfzt/N9dSRI+GMUYrAypK0a6vHVaVi6QEAJw7++/PdF+X9FhpZ+as8iDZmqpXDoZLJHA4HKSEPALh8+fL69etlWxITE+UdyozKgQMHenp6rl27pvyQuXPn0ul02MPHCLFYvGXLluDg4Pnz50sbk5KSYmJi1q1b9+WXX548eXLatGklJSXDk4EVdIN3SX0QA4+geaa4MJ3oo2vADSEtN78HbYbFjRzYpSpkCo3TACcY+2nGg4ZOkkasOwCgp6vNYwoDAJBUV+3g9DJ78Oa9dIZbCLwJZ4dMgTcwIiyguLZPXop5d0fLdO2aAHdf5SfEoNEz5i/gF+bilU7kU95LDwAwMDDY8L7vldSe4YmCNaUZn8+wMKGqXKwPjUYLBGq5dt4MPDw8Hj9+zOFwjI1fVSWOj4/38PDIy8tTfh4+n49CoaAHdFWJjY2FMWoIEolELBbDOHMZvvL6+vrExMSLFy9mZWUFBwfLdj5w4EB4ePiRI0cAAFFRUY6OjkePHt2zZ8+QORV0g3dJfRAXPcJkYZqne1d7kwYn1Dcwr6vMUWnIw7sJXAGNTIGvJC9Lf2/HQqs+6GtfrU7IUd/SVGdioZaWLTysbR3rq0b+aXS01b9j0Bjg7qrqnHYW5s8bVCh8p5KXHgDg4+NTXfR4SGN1Uer/zbaFYd0BAHyBAHYRnTeJqVOnmpmZXb16VdrS3d197969JUuWSFvEYvGePXtcXFzIZLK/v/+NGzekl2g02qVLl7744gtTU9PGxsaAgIDz588nJCSgUKjOzs7u7u7PPvvM3t6eSCTa2dnt3r17xOBKCoUCueiHDN+8ebOVlZW02+DgoL6+/v79+2XHVlVVoVCo27dvW1tb43A4JpO5b99rckZnzpzx9fXV1tZ2dXU9ffq0vJXLDikoKIiNjRWLxQTCa6k3PB4vOTk5JiYG+pZIJEZFRQ1/OlHQDd4ljYAYeATN4z5/MbyBXrgKDS4DT9DWIuqqVGqltY+sUra9Yno6W93/VHYzoVIGih4MDPRfvX5Psat87AgL9gFg6Lk5t7k6xqbH0wGOwi4GjR5UMdH/5q6tyosZYzCYfVtXdLTVQd8K+QP5GVf3LHDV14FZLLie0wq7yP2bBBqNjo6Ovnz5srTlxo0bZDJ5+vTp0paNGzfu3r17+fLlsbGxzs7O8+bNkz2Z3r9/f0VFxfHjx01MTJKSkqKjoyMiIpqbm8lk8sqVK8+ePbtu3bpLly7Nmzdv27ZtcXFxChYzZHh0dHRdXZ30SP727dtdXV3vvffe8IGLFy8ODw+/du3a3Llzv/76a2nK96FDh9asWRMVFXXlypXZs2evXr1aNuBAduWys0VGRqampqamplpYvHauBz0HMJmvHsqZTCaLxRqirKCgG7xLCn5iyoO46BE0D2w5egIeLxIKMFg4Hr8RMTKzry56bOc6Q1MTKolEIuY2V0fbvFb1NSLAPzb3KdVEhUNrzWJt6wgkpQ/T82yY/tDDPaehbI2nlpkhnEgFiCmRkfyifOW99D40Wnl5uZOTshKBtra2qxa0XU3v6+lsnUWp+2TVbHUSNPhCwZD92VtLTEzMoUOHWltboQqQ8fHxixYtkgbN1NfXHzt27ODBg59++ikAICoqisPh7Ny5U3oyzefzr127Bv0uCAQCkUgUiUSQyUShUN99993atWsBAPPmzbt9+3Zubu77778vbyVUKlV2uK+vr5WVVUJCgq+vLwAgLi5u+vTpI55Jz5kz5/jx4wCABQsWoFCogwcPfv7552g0eteuXdu3b9+6dSsAIDIysre3d+fOndKAA9mVK0NzczMAgEJ5Fe1LpVIlEklXV5fhn/EoirvBuyQ7OWyQHTyC5jE2Nu7o7oYxMNjHq5PboMGVoFAoI3MH6RZQHkIhXyMy8gAAACS81lor7r2vgw1dbK2HXPPVHtCVU392HMBgMHYOLh9+EGND7a8pyWiuLf48kGKm3ucIw8IiR0Uv/cDAgEq3cHR0LHyaOI/G8XJ00Ej6JQIAICAgwNTUFIpr6+/vv3XrVnR0tPTqixcvhELh0qVLpS1Lly7Ny8uT7iwjIyPl/S6uXLmydu3anp6e3NzckydPVldXq/rEv3jxYmhhfX19169fX7Zs2YjdZB8aVqxY0d3dXVJSUlRUxOVyw8LCuH8SHBzM4XDq6upGXfmIQOcLskOgliEH/wq6wbuk/AoVgOzgETSPlZVVcjtPX3U9Oywa7YWrYANrDS6GTKFxGkZRom2tL69Pu9WMRpsKBdoVeLFEwnKMBgBIgAQFUBgcnqRDxeFH3/m1c1gOgvy/TwskEYJG7GBnYdbwLF9Byvs4gMXh7BxcLOi2rWmXdUhWow9QPBsGw1fRS5/3v303Orvm7txtZWVFVeIovbm5+e9+NBhhm8NxiVqg/iRvBigUCvLS/+Mf/7h165aWllZoaGhWVhZ0tbGxEY1Gy4bgmZmZicXi5uZm6IB8iH9blvT09A0bNhQUFNBoNA8PD8hDoBLR0dE//PBDeXl5bm4un8+XjQyQRTYbAvKr19XVQRLLgYFD32IdHR2QG0DBykcE6t/R0SE7lZaWluy2W3E3eJdUWqQ8EAOPoHlQKJQEwCxihMVgJGIRCq1JKRI9A/P6qucWdt7yOvR2t4XavGbqpg+8qlva3cVnVXZ2DAyiUSixRIJGoSoZ88lUsyGn9W1Nlf+cSiZrz1SwEjQaLRbDzETSLFpaxL5B1XbS8pgSGSksyscq7aW3pejZUvS6fzt2jctr6emdtXmblpaWu7v7iPuq3Nzc1qwMP2fNhCU2Pk5+IhI5ODgYGIwiofM2EBMTExIS0tbWFh8fv2DBAtmQcsict7a2Sm18S0sLCoWSfiuvBhKPxwsNDV2zZs29e/egzgEBAaouLDAw0NTUNCEhITMzMyIiQt5TIOTfhmhqagIA0Gg0qH4xh8OR92ChavUmc3NzFApVXl4+depUqKWiomLIOb3ibvAuaQTERY8wNsAtUhjs7dmhUS89AECLoKNF1JVnWYX8gUUSRcF9uni8m4nRdLpFkJU59P/f+TmGT38Z6OuU9hGLRf46dWTt0QP0VvvACf8eC3COwbDznmVhWFjkNColbZTV0NTj6PKgml3B5QEAHAwo0+kWg7+frj/6497oBfn5+Tk5Od1/Hu5IJJKcnBx+cYGDlbpuBikmVAooKbh39PCdO3e6YZ0ivUkEBgYaGxvHxcXduHFjyC7Z09MTi8XKRuFdunTJzc1t1AiGZ8+eCQSCf//735B1HxgYYLNVFoFGo9ELFy48f/78rVu35PnnoSVJvz5//jyJRHJ2dnZ1ddXS0rp+/br00vbt22fNmqXqGqRQqdTQ0NCEhAToW6FQmJSUNNypoKAbvEsaAdnBI4wJ7gsW8/NUS1GDIODxYpHm97iGNEZNcZqty/Thl1hlmfPJKp8mTKdbZL44VeexkqRD6e3mdrU3rX/HR5mBero6nY2NelQVKrWMEQQCsaCq2MvRQc15sBjMgMIHBb5Q9LShyXP2O3Nnzibg8c4bNnB4vKY2bsvTDCdDAwAAWUsryMq889QvYgAO1zZoOzmLxeK2zs6prs7mqjt4R4VOMwUN7ISD6Y6Rc318fN5a5Vooln7Hjh0AgCEm0NLS8h//+McXX3wxMDDg6uoaHx+fmJgotUPDweFwFRUVOTk5dnZ2OBxu8+bNGzdubG9v//bbb7u6uoqLi7lcrgKviXS4p6cn9OuIjo4+evSojo7OvHnz5I1KTEz8+OOPo6Ki0tLS9u7d+/XXX+vr6wMAPvvss/Xr1zc1NXl7eycnJ3///fc//PADjJ+PlE2bNs2bN++bb74JCws7cuQIj8eDQggBAMePH09OTj558iSJRFLQDd4l9UF28AiTDl9CNXwPgBygaLsR5VqjhKXwQrf8Lcys8s7o1V5daNb2TYS1kq4/M0NDblMVjNtBaCTKrLenq7w036itQH3rDuEbHjFiIFV7/0Aqu37Q2fX9NWtcbG0I+Jf1+owpFA97ht/CxTw7x+dNr34pPYN8x+AZ84OnLQwJ/mjBPDc7u1IWu+b1fGUpDZzW8tpRwicVwLC0EOQ/16wy6F+OmJiY9vb2uXPnDq8c+NNPP23evPnkyZNLlizJy8tLTExcsEBuBMOKFSv6+vpCQ0MNDQ3PnTuXn58fERGxZ8+erVu3Hjly5MmTJz/99JOCZUiH9/b2Qi0hISG6urqLFi0ikeR6xWJjY9ls9rJly+Lj43fv3r17926o/bvvvvv222/j4uKWLFmSlJT0yy+/bNy4UdmfyEhERkbGxcUlJSVFRUW1tLQ8fPjQxuZlLkx2dnZcXByknqSgG7xL6oNSsr4TAoJKVFZW1ty+oSP/zamAnr6+Qzl8fTVyt+RRnvvAwTNMtqW1sXJhd7q+GqlTdypr1nzyiUpDNl3OgZe5J+D3u1njLazsYIyF4PMH62urjNpKvJlKyckpuzChMOG307IFZMu5PFZH5+zF0XTaKLqwnT29Tdy28uSH5ro6eA9vN8bQV1fXwmlobfVlOmExGABAT39/PYfDampm0q1IBCKHx3OxhfmBKJZISN5+Xl5e8IYjjB0sFsvW1vbmzZsRERHDr1ZVVTEYjGfPnvn4KOU2G1NWrFhx4sQJPB4/etdxB3HRI4wJNjY2GW1ceys4Bl6HRBIJezS+JAAA3dGvkZVvZu0ubenk1uuT1UqMDoqaq+qQVb4Gj2DFtw329+DxMH37Eomkjl01WJw8JygAGGnSugMAcFjsgPBlLP2zxmbHkJmeVMosfX1lxurpaOvpaGNmzqpvbQ0dZt0BAJYmxjQjw+uP0xysLGoamoyolKkuztKgepFYVFRdA9PGa6jsIYIGEYlE/f393377rYmJiTpn5+NDRkYGkUicnNYdIAYeYYzAYDAiCUy5GwCAN76KDTSvOKZF1MXhidXF6dJA/UWSCgDg17TpHuSTtFR+b5sbGbU8KYEhWMsf6MXj4Wj1Dw72FyYeWxgSTAhSOaRZSXzCIx7fve01OzwiJIykokeksr6+s7c31EdumgMWjV4UElxQWRXk6U55Pf3S1MAAAFBSw2LaWKu6ZjFi4CcfLBaLwWCg0ehTp06v7zokAAAgAElEQVQNr1Y12dDW1h6ikjupmOw/PoS3Ex+mU2Fpsy5F81W/0Bjsp9r1Mg1qVKwDIKepeTlNZeF6PR3t3s5yoPoRxOBAjxas04TGevaSWTOVz2SDgTXNFBMxx5GuWsS7RCLJr6ikkMm+zNG17dwYdllFxb5MpyHhDqYGBgKhqJTFdrKWmysvlkg6u3s6e3sGBvnQfVEolFgicffUjCYogqag0+kpKSmOjo4Kiv7R6XQWi0VT/a2ncTw8PCZ6CYpADDzCWOE+H2YgPQDAhErhD3I0ux4IFNDkjs03XDVVLCmrfCgpqnvp+QO9eC1YBwoSyZha997+AVZTo6rh6H0DA9dT0xeFzsArvVHzcnS4kZY+P3hoNoSliTG7qelFWTlRSwsAIJFI2M2v6+uhUBbGRpbGxnq013TsS29dF4vFPj4+k3+z+JaAxWJnzBglQgWLxdI1IXz0xoP8TSNMOgRCYXltHUNQpd9ZI21sbuN26Vrq6b9MIheLxWKxePiHMp8/KHVi1/FeOc/FIiEagwUA6Lw4D5iaCR1v7uk1UyLxfURQaJRYLESjVXsDiuBK6grL04DRmDjnO3p6mrncAoG+p8/8J6l3lZWYB6ClnfespOTd2WGjd5UBh8XKe4yg02h0mS2dkh57hoWFqDA39k6Sc9QCb29vxGOP8CaBGHiEsYJEInUODhKHpd8ooL2ri8Pjldaw504LHBI2FXf3vp6Vnaunn5qrYrmZgewEAEAqux7956c5AYuxN6CSVTxNz2/hWKDQja1tAAAUCqVDIgIA0Ci0NnH0TbatmdmZW8+t7NV9OcogFAhUPRRXBg6P197VVYmzcHSP8gQA/CmjrQxV9Q1tnZ1RQSpL9nb19ppqWoQOhUIxLCx6nmWeuHp55qo1dnbwkxQQECYViIFHGCsYDMazy7EMObKLNY2NNmavAsIr6+pLWCwbczNXW9sRVcc5PF64u69GFtbQ3aPl7hU9c7Y0LVsgFLbyOrr6Xubg5ty+DX0hkohNtLXtDCgjVkuj6+tBTwidPb39g4OF2dVBC6MBAO3t7SKRCIPByPufwmuzszAf7B8nJbWG+prpqtd6V8wvGaX2ju509+mqhuNLJJL8yip9He2pLs4w7lvX0uLjpOEUAAg8DudqZ/v47Cm7XXvGYn4EhPEHMfAIYwUOhxPKL0PSzG0HAGVuZFhZ31BQWfWOv9+86dMUzOZgZamqiPSIcNtamDNCLWSqaAAAcFismZGhGXhZV81JRkmqo7v7txs3nWys0QAlBhI0QOFrKlAAJQGSAYGQZmgIAID+b+vsnDFjhjKLLCkpeZqUaG7jCftVtHM5XZ086Ou7Kc+8bNEGFh5kMsXQmCbbp5PHBQBghc35eF2d+gYcDmtjZoZR+8dY29zi5uVvYjr00U2fYtDT369DJMob2D84GP8wZXHoDNgeBVZTswtS0B0BQTkQA48wATRzuaYGBi3t7eym5hAfL2cb63G7dX9fr4XjCLWl5aGvq+tkTY/wn/qqyX9kv7pIJFLyEYTJZJaUlJDYyorStzZWdne0AABwBNLxUxcAAFRjK33Dl6/C1jmouqVm8+Y55eXlublZnYO6FGKvWCx2c3NjMl9ban9/f0pKSm9Pry63BQVQ1jSaFh437G6jc6euN8RxBMcMw9Gt9Pl1D3sGTk7AWuLjtA8iw2HcEUIsFsubWVPgMFg+nz9p05oREFQCMfAIY8iQQHqxRFLd0CAQCBtb28L8fG3MJiDLxV9ftdqmY4SCYK6+nva2piqhgA8A0DMwk4hFOnqGRmaMUed0cHBwcFAUP0gkEiMjI6Gv+Xx+cnJyd3e3TmszCoWi00yVjJaobWlxchlZ+g2P18L7L7manTrTCGVEGUHlhqJ6BWFZKusbpnm4j95PDWiGBmw2297efkzvgoAwPiAGHmE8aGxra+V1FFVXRwUF6unowNAk0QhisVgjfn71kSq3i4X81uaq3q52AICegRkAAIvFWzJ8UCgV1onXItXX16tUZRKPx4eHv9pM3zzyk5Ku7zu1vSGzFLlAvKdMzyrJc+ius7ca2k2sXokBoUg0FtGCspAIhLRzvw3EvOfm5jamN0JAGAcQA48whmCx2NwaVm1zc6C7u5mhoYf96NvQMaUw92mEmfHo/cYeIpHYxC7Ea5HQGKyhqR0MVTtZdPSMnz17pk4ZaQx69BT2Zi73j4p234CQUXs6MD06Oyyfl6XYmtH0ZXbtNuopk9Q0No7DaY6TNb01LeX0lbjwtR+bmU180T8EBNhMit0MwpuKo6MjUUsrIsBfmULp40B3d6cyOWzjwJw5c6a7EqgmNhQjKwxW3RNfFAqlkcru8ujp68urqMyXGM8MX0QmU5QZoqdP1fVbnJzz/G5mlvRfmeqlwaVweDx7S83XHxoRopaWE52e9fu5zMzMgQFYZQPeJhobG6sVwmKxVKpqhsPhUCjU8GOsmzdvXrt2Tbbl559/9vf319XVdXJy+v7774e/Cx48eIAaiT/++GNIT6FQuHfvXgcHBx0dHR8fnytXrshejY+P9/Pz09fXnzlzprQC4fLly6HZLl68qPyrG0+QHTzCGEIgEAYFk0gKdKreGFpBVVm+fPn6Lb8Zm2sm6WvEaq0amFYiqWlofD6g4+m7EEY5F7JHOFNUb2ZoqP5K2jo6xzMYEwBgQqVIivNjb113nbvQ29v7rS0br5iamhqGvQNJR1HE6EBfV+zv55YsWaL8tAcOHIiKipJtKSsri4mJWbx48aJFi6CW3bt3b9u27d///ve2bdvS0tI2b97c1dX1zTffyI5ycnI6evSobMvz58/Pnj07/Ahm165d+/fv37lzp5ub240bN2JiYpKSkubMmQMASEpKiomJWbdu3Zdffnny5Mlp06aVlJRYWlru27dv69atLi4uyr+ucQYx8AgIE4OWltb/rQv7/nSmRgrj3svpWbpU/Wleo7K+/g6ra2b4Yk+4setW1ozrdwrWasLAj49/fjhOdPpgXs7ZGwnOc+abmpoiCqlDGBgY0NU3mf+hooIr6Td/UdURYm5u7uj46tlXIBAsW7asr69P2sLn8/fv379x48YDBw4AAKKiogQCwffff79jxw7ZRzFzc/O1MlmvIpHIz89vx44dtsMiTk6dOrV+/fqvv/4ami0nJ+f06dOQgT9w4EB4ePiRI0egS46OjkePHt2zZw+NRqPRaJNZ/RBx0SOMLe7zF0/0El7SUFdD1VOrtIzGYTAYH0RaD/R1qT+VNtng+fPnak7SNzBQVF1dymaXstm/Zle303zeiVqqpki7z9QZlXX1o/dTCH9sxPiUBINGO9Hp4qK8gquXj3y1SdbMIIwP27Ztw2AwstXf6+vru7q65s59Vaw5ICCgv7+/trZWwTyHDx8WCoWbNm0afkkgEFAor46fjIyMoIcSHo+XnJwcExMDtROJxKioqNjYWDVf0fiAGHiEt4XqymITqrKp5+PGtGnT3ExbxSJ1zw4IJL3Kykp1ZqjncAr44uwuPMY9CuMeFTJrPoVqpOaqAAB6+tRHLUKReicI1Y2N08c4QU4ZDPTIXo4OF/Z809LSMtFreYt49OjR4cOHz507h8O9km0wNzevrKwMDg6WtqSnpxOJRAUl5rhc7rZt2/bt2zfiM2t0dPTx48ezsrK4XO7x48fv3bsXHR0NAGhsbAQAMJmvwmCZTCaLxeLzJ9HhozwQA48wtmAwGAV6duMJanIkyA3nww8/bGuuUn+eezk9sMeW19aS3LyWatzLDwAAYFpoRCkLfngdAAAFUJOn2purne2DX3+pqKiY6IW8FXR0dKxYsWL//v1DNB60tLTs7Oy0/hRvuHDhwqFDhz755BOCfE/P999/z2QyZbNDZfnpp59oNNrUqVMNDQ3Xrl27Zs2alStXAgCam5sBALKbeyqVKpFIuro04HgbaybpRx7CGwODwWjgtE70KgAAwF8PznOGQCjkCwVKzb84Bsb8AAA0Gr33q8W8VkWuRWVQKVB5CBv+862X18jyNeqDRmNLJYZdvb2wZ5AAyRhFEcLDxszs+Dc7MzIyJnohbz7r1q1zcXFZt26dvA6tra0rVqz44IMPPvjgg2+//VZet7a2tkOHDm3ZskVeh48//rixsfH06dNpaWnffvvtuXPnfv31V/Dn20r2oB1q+UsEXU6Wh2KENxUdHZ3+wcGJXgUAAKDQKsfCNLVxCyqr5gYFjcV6ZDEyMgrzJOTUi1XStxkCmWKanp4eBGu1Y/1p5e4dcOnBjSCDVktTEwVi9fIw1NOramgctzQ5xfQNDDzIfsbs5pV/v0f8782BgYGTRD3pzSMuLu7+/fuFhYXyOty8efPDDz/U1tZOSEhYsGCBgqnOnTunra0tVXIcQllZ2a+//nr37t3Zs2cDAIKCgkQi0ebNm1evXm1iYgIA6OjokHbu6OjQ0tKS3dNPWpC/SwQEuXT29Lzj7zc+H99BQUE9nWq5OvAE7YaGBk2tR+PMCJuL9Zx7r1nyy5NyVcca6OmxmprGYlWqkldR+ST+ikdvpzYeR8Ria3/ctz1UUZEkBHV4+vQpl8uFItVRKFRmZub58+elWew3b96cP3/+kiVLiouLFVt3AMCZM2feffddeQc9WVlZAABvb29pi6+vL5fLra6uNjc3R6FQ5eWv/mgrKirUEZUaTxADjzDmuM1fNNFLAACApx2T2l9lbm7OH1Q3PFulY/iGhoacnJwhoXkLIwPUXINiXD39DI1MevtVS5pCoVBqhulphLuZWYL8F/YGr7ZuGBRKG1bBHgRlWL9+/X0ZmExmWFjY/fv3AwMDhULhmjVr/va3vx0+fFjBuTtEeXl5Xl7ewoUL5XWAUvLS09OlLenp6QQCgU6nU6nU0NDQhIQEqF0oFCYlJamU0z+BTOqPPIQ3g0mVJ9rS3n7n0kUMCg0AEEnE0Bc+EREAAJFIjMG8fOSFvm7v6rqd+RRqEQgEskG8AAAcGhPmp5kS9RpEKBSOGo9WWlp68/QJFxsbJ2v6kwf3SB+sGE9NVk+foLq8JCfrv1JCeUs7r+DWDTuKPm4kTcbJU+NgQhjs7y7Kuq6gQ0cbzDzJIfWT9PT0aDRaWFgYAODhw4eNjY00Gu3MmTOyQ959910CgXD8+PHk5OTffvsNisJ78OABBoPx8xtaBxLqdvLkST8/vzlz5qxatWrHjh0ODg6pqan79u3bvn079JbftGnTvHnzvvnmm7CwsCNHjvB4PNnc+skMYuARxhw0Gj0ZPgFRKFRlfX1NysMQa6uh10pGPuRTrK9bzesAGjXwEVPI2epF2ukZWKSkpMyaNWvEq319faWlpSlxF2ZP9YsODYEaA9xdE48eXvbF17q6ugCAy4kpIbNG8XaqzxMe2slatSHWNNMxWYoSPH6RiyorcTAYOccSh8bw+fxRN5FvKtbW1l998S/FOjboIBvZfDaNAGUx7Ns3VGAnIiKCQCBkZ2fHxcWdOHECMvAPHz50c3PT0dEZ0hnqBkndXb58effu3T///HNDQ4O9vf2RI0dWr14NdYuMjIyLi9u/f//Bgwd9fX0fPnxoYwND13ECQKkTeYuAoAxdXV13jxwyN1Yrqfr2k0y7iI/UmaG44JnN85v6BKWKoipDNa8j5P1l0m87aJYeHh7qTBgfH59da6DmqrzNOcOz3TgcTnNzc1ZCfJivz4hPWrF37m3af6CwsJDditbWGXM5oJynjxfYaCtZoBailM12GncVOb5QeDMtg9HZRpa/1Oae3pWx8Xp6euO5sDcbHA53/vz5d999dxzutWLFihMnTuDx8OtBjOdqVeXtdSshjBtkMrm7f+LFv0jauhq07pqFz+dfuXKloKBA/WSwIcfwxcXFP27+8vnVS3qNtbP9psjzo8TMDnv69Om1mxnjYN0BAF5TprGbm8fhRiPSNzCQnJNz+0nm9dS0Pvlbz1IWOzn2d6/+LgXWHQCAQ6ORgjR/UTIyMohEojrWfZKDuOgRECYYNpudc/Wyj6ODp6/n9ps5VvZT1JoOhYLsTXFxcUb8pWAvz4UzRveOYtFoUj2bRBrqwxwj0Gh0WjvaSZUNOQqgYB/09A0MPC8t6+kfsDZ76ecPdHPXwuMAAKympjJWbXjA1CFDbqSmm3IamUajO1R0tPDNzc1QMhWCpnjvvffee++9sXYwa2trD3fyK8/y5cvPnz+vwfVoHMTAI4wH7vMX8/NyJnoVmqfTzEpqdSzMzWHMkJGR0VuY58N0AgCg0WghX929oLauwaVLl0TsmhAfr3nTVcjgouqR3dtZat5defB4Lb5AgMcpG4IuFImUt+4DfH5+ZVV7V9fLk3sJ8HNxHvFe1jSaqYFBXkWlSCjyZjoCAFraeVmJCU5GBlrK1TjWwmBubtrokHibqHp+P8KIKEh81yxqnqlB1eQAAOMZo6oSiIFHeFtAozEDQiFBo4qn7u5qCaRfuXLFit/nYGUpbdk43fxMcbWB6dBSV0rS0VY/RatyhrEvMIajum+kr5/PqrSyZsC7u0r4+geziu7JvnbF1DQ2udiOHtl0Iy2DYWFO0ML7ODlilHsgIODxHvYMDo93LeWxFg6nW8fyMDVWclUQthT9nJycadOQhHjNIFtHbjIDVZOb6FUoAjmDRxgPUCiUeKLDOS3pdum1k0UHZmBg4OzZs0yMZEj9G0sT4+VO4pb6ElUn7O/t4NSXfegsmqVGYL8RRZ9dUwZ7uEr09HQTtJQ9+6zncDzsR3/sKGWxfZmOTtZ0axpNSesuxZhCCZviq1vHouvDiUIo3rcbUadHmGwgBh5hPKDT6S3c9oldAwqFsnzvs+5JUAOqurr67q9Hg40oI4q20mmmH3loVRaksMueKqdtJ64uSp1j1BCk32hqoG4QfrARpqe7U81JlKGxjkUlK2tKu3r7LE1G31WXstjq/AQePX9uBcu6AwD0CFqxa1chSUkIkwrEwCOMBwYGBp298GudAQBaeR2lRS/Y1eWtnKa+PjhTicXC6sriOxU1wgnVREtLS2Mn3/ewZyjQ/7EwNj6w1HfPfOYyu95QUhH0ryL/oVg49OmkiV04BTz/dqGbE51OU9u6AwAYlha5OeNRQ4XX3qqtXO64WCKpVSLkvqCyKsDdTZ0ladex1JFksqPq5+XlqbMABFk+//zzkydPAgCEQuHevXsdHBx0dHR8fHyuXLki2y0+Pt7Pz09fX3/mzJm5ubkjTiUQCP7zn/8wmUx9ff1Zs2ZlZ2cP73P//v3ExETpt8uXL4f0cS9evKjRlzWuIHnwCOPEjAWf6egZiYQCDHaUuCqRUIDBYIGs/ZNIiNr6WJyWSMgXiQRCwaBIJAQSCUChRELBNB/bUY+N2dVlduZa06ZNw2AwWVlZPedO4rHqllep5nX8/Uys8v3FYvHvv//OxAJDfX0Yt5NIJPmVVTca9anG1gCA3q42VmnmjvmeRpSXs/EFgszComAvTxiTy1JUXY31mDvWwkRPUu+ucFcqNKmits7c2Ig02tNAQWWVG8MO9noaWlubHqcYKxdYJ4/Kdt4XN++/wWlXw2lqapoxY4ZotJLQx48fhxTolCQvL+9vf/tbfn4+BoPZtm3b/v37d+7c6ebmduPGjaNHjyYlJc2ZMwcAkJSUNG/evHXr1s2cOfPkyZOpqaklJSWWlkMDO1asWHH9+vWdO3cyGIzY2NiEhIQnT564ub16HBSLxQEBAcHBwfv375e+rq6uLhcXlwsXLkzOHHdlQAw8wjiRnZ39vwtFWJzmP/t6u7jaYpbv1Bn6FMMROzxJvftBzGyp+JREIklPT++NPUPCqRVwl2PtOPyjRJaBgQGpwFlvby+5g+tmZ4tVr24bu6n5yNM2IX9gnb+J/bAItcKqalc7mAF6UvgCQUVdXVYnztd/BoGglsFTgPIGPik9IyooUHGfF2XlVqYmBmqozSSlZ7h182APh5AAYP/Vdh8fHzXn+QtRUlISMnP2l9t+UNDn999++tfGf3zwwQfKT/vee+9NnTr1X//6FwDA3Nx86dKl//vf/6BLfn5+dDr98uXLAICZM2dqaWndunULANDf3+/o6Lh8+fI9e/YMWaGzs3NcXJzUTr/zzjumpqZnz54FANTX1ycmJl68ePHx48ebNm2SGniIySxiowxIFD3CODFlyhTeD0lGZg6jd1URbbIBAAat7GwHi5ErpX712UrZTRUKhZo2bdoTDKb97K+KNUwUExoaqnyajUAgOPWfXV4O9rBvB0GnmX42DdfW0THcugMAbM3NUnPzpnuqlfyDx+FcbG2ZEkllxaMMHjowOFyd2dTkRVl5d+/oKklYDEYd6w4AILKrAVXdAqAoAFK2fGF/KYGsdHjBGwAWizMyUfSsRiCq9pjY3Nx87dq1H354+dAgEAhka7MaGRlBSg88Hg9SkofaiURiVFRUbGzsEAMP+e1DQkKkLREREbt27YK+LigoiI2NBQC8kWLDiIFHGD9+3PG3bT+laBHHRE3lOZuwfr0KSWsBAQE5eHzDrz9TxuWNjcPhgpa+xyspoOjqqjkVzdBAKBJV1NYNt/EkAkH9+SHQKJSDlaVYwtbIbEPg8we4bS0AjGwV+gcHMwsLBwYFRHYVlUhwBiAl9kK3BT3Iw33EuLxnxSV26pXvzKuoVNM5L8WCrFtWVjZlinpqRW83d+7cYTAYpqYvVYmio6OPHz8eERFhZ2cXHx9/796948ePAwAaGxsBAEwmUzqQyWQeO3aMz+fLPtAbGRkBANhstlSMiMVidXV19fb2QhXioSLx9vbqPnxPQhADjzB+ODg4dHfEaRHHJM0aBVQOkPLx8eHz/9F06qiRhj7cFePq6vrj+bMLQzRQdWOAP6hNGllWxdqM9rSoeKqLs/p3AQBgMZj+gT4Fjvo6dqW5pTUaPfoniVAozMtJ6+/vXxgZgCPjPlgaWZP/wsbstTTim+lPCOwqPAZjQ9ZFo1Dgz/ACfQIB9HaW3r45IBRKGE4zfL2xaHRnT8+LsooBAd/CyIhCVuuxpq6F466GL2cIk6p84l+RlJQU2Sekn3766dmzZ1OnvlQb3LBhw8qVKwEAzc3NAADZzT2VSpVIJF1dXYaGr07rAgMDra2tN27cePr0aQsLiz/++OPYsWMAgPb2dm1t7XF5QRMGEkWPMK5s/+SdMQr7kAA40wYEBNh+/C9ODxypfBi68Ys//rSUpYE9cf8g38xw5IADHSJRh6gxnwTd1LS4YGQJwpynj7WEddN9rR89uKFghsryoozHd4y1u8z0+j5b//7Ozes9PT1dXFx8fX0pPn7splfh8XUtHOPmegaVYqVHRo9kIy3IugwqxbqtKe1ibErsheKbN6xa6p072p7fu6Pmy9Spq1FzBgQNwmKxZLXhPv7448bGxtOnT6elpX377bfnzp379ddfAQDQJ4ns4xTUgnk9zIVEIl27dq2rq8vZ2ZlMJm/duvWTTz4BABhoIutkkoPs4BHGFW9vb94vyVRjzZcFw2uRGhoazFXXi/X09MT8c1PR//aaq7ILLOS0LVHdLWxpadns4we4LaoOlOVJfqGLnSJNN0sTkxdl5V6OGgh3wGGx/X29si289taSwudzwnw2ro2BxFk//cd7V248cXLxkvapKCtobWmMCPUSCoXLFgfryjk18PDweCEW1+Y9tzI1AQDkV1a6KeFKwaHRtpTX0hBs9PU4PJ4xBeYJekrOCzPdcRLhR1AGLpcrDWIoKyv79ddf7969O3v2bABAUFCQSCTavHnz6tWrIZd7R0eHdGBHR4eWlhZl2F+Cp6dnUVFRVVUVn893cnL68ccfdXV1SaTx8NtNLMgOHmFcwePxW9eHjsXM2mRD2FnIbm5unl9uTWHVNnR1K9NfDEDAl1ugsz1VcXJySsl5AWPgy1uLxWQdElmha5GsrY3TqCIvRH5u5qMH1z0d9Ld/tdbX11cqvW5qahrkY53//Elayi1DYocRqfOD6JDtX6318/MLDAyUZ90hvLy8cE4u9RwOgHXIAkHX1+N2wBfn6R3o16yA8b3Nn2twtrcQKpXa3f3ynZiVlQUA8Pb2ll719fXlcrnV1dXm5uYoFKq8vFx6qaKiwmLYY7dAICgqKurt7WUwGM7Ozmg0+tmzZ7I5cm8wiIFHGG/MzMz6e9TNRxoOGo3p7++HPdzJyWlbQlLAjj0g+m+3KqoVi+E8ZtW6urrCu5Guri5zdjhfKIQ3/Gb6E0clyqKbGxnlV1TBu8UQppD5D+9cpeC5q/8W+Z+tn44Yi+Tl5fXR8ijI/e7h4aHYqA/B399fx8MnpYVLqq2GvcjsO7fgDeQLheS6MQkkRICNpaVl85/SRpAufXp6uvRqeno6gUCg0+lUKjU0NDQhIQFqFwqFSUlJS5YsGT6hv7//9u3boa85HM7169eXL18+tq9hcoC46BHGGysrq95uLlFH3ZSksYBOp9Pp9KlTrxcXF//25eeWerqeNBP865Iv3P7+Jd99j1Vjz+fr63tsx7Y5QQGqDuzs6XG2tVEmk55C1m1oVUbmdnQYFpbmQbajJgSqkxjm4eGRnp7uSoGj/wPBNDSo53AsjFUrEgMAeJid46SnmbyDt5bBgf6i/BG04aR08LgqTThjxoxDhw5BX/v5+c2ZM2fVqlU7duxwcHBITU3dt2/f9u3bcTgcAGDTpk3z5s375ptvwsLCjhw5wuPx1q5dCw08fvw4lERHIpFWrVp17NgxBwcHCoWyb98+Kyur999/H9Zr/YuBGHiECWDnxoifLpah0epqyY0RbW1t2dnZW3+/SCaTKyoqhEJh+n//42by0iH/vLFloUxmDgzQaPSsFSsbMtPMVXTy38nMWjprppKdTQ2opSy2k7W64Q5dvb2G6qWYj8qtW7dsCnNQagjAmehodymRLj8cfE0FWu3097cZU1PTAP8pzzMUBVpa0KguLi7KzxkeHr5hwwYulwvFwV2+fHn37t0///xzQ0ODvWlQGdMAACAASURBVL39kSNHVq9eDfWMjIyMi4vbv3//wYMHfX19Hz58KNWzys7OjouLO3r0KABg7969aDR6165dGAxm5syZBw8e1BvjP+lJAqJkhzABCIXCBav2GpiMXv1TJXwt20Z00KnErVu3bGxsnJycZBufP3/e8dsxHBpd0spd+L+fjVXfKQ6noKDgUdwFX6YTTU48/BAqauu0iUQzI6U6Q1xPTVOpJPyI3MvK/nDLdox6AnwKqKqqytqzw0K9PDcAQAqrdsW69SoNaeV1VN2/o/EIu+ae3hUXLg8P9UJQnoULF86ePfvjjz9WZ5IVK1acOHFCHeVgRMkOAUFlsFisZEIrvsijo6PD1tZ2eDlqT0/P/9Y1TKdb+vz7K41YdwCAm5ubm9t/2Wx2Z2fnk6uXI/ynKu7fz+ePqF6nAD8Xl8r6BoaFypkFstS3cKRFOLh9JACARCymUURz585VZ1oIsVicsnOLg4EGbKE3zZTd1EynmSo/5GlhkfsYxM+b6GizWCzEwKvD119/vXbt2g0bNsAWFcjIyCASiW9VXYDhIEF2CBPDzo0aFkAVCgbUT2y9e/eug8MI2WVoNDpm3//+KKvUePAtnU53dXVdtukrrrHZtZTH7V1dI3Z7kl9IN1XBdEGYUCnF1fAj1yrq6u9xcR7z1+qaekH/rG0drW0dbRhMAc4iPj4e9sxSfvvtNzuKZpylZC1878CASkNIY5P+jgJg1OIrCIrx9/cPDAyERGThoa2tvW/fPtjDoWpyQrjBsJMExEWPMDF0dHSs3HSSTKGN3lU52jmsI//5QJ3YNwDAixcvvLy85F3Nz8+Xvl8qKioAAGKxeOnSpbBvJxKJsrKykvftAQAFABBJxE9wdp+E2jNtrGWVXsRicXENC14Vmca2NqFIZPWnSKeSNLW1ZRQUWkxbSjWU667o7u4UdVWocybS0NCQvOVLOtwS7MNJZde9v+YfStbBq6ir685+aihHEFBNqnkdm+89GouZ3x6EQiGfz5+obHWomhwAwMzMTKWskEkF4qJHmBj09fX5A3CiouQhEYvVtO6FhYU0mqIHDnf3V1r3UFR5c3NzYWEhvJS5np6eb2IWR9rbTKe/crzXEbxTes1OXc5YM9UIAEAmadMMDW6mPwkPGMWBLw8zQ8PEx6nKG/i+gYHMgiIsM8R9YYjinrq6en1op7i4uPfeew/e2szNzQenz5TkZ2tK29XPnFbd0MiwVEqAqKiqxlNzkn8IGgeLxar5jlYHGo2m+NPgLwHiokeYMDTupVeT4uJiUxXd4KampsXFxTDu1djY+MMH781ztMMO226isXiGW0hyn0tyn8uFKu2vrhXcqRFV1TeU19bBuBEAwMPevqmtbdRuIrH47tOs9F5dy1l/p5krFXtP0tYhGbqeOnUKKvsBg2XLlpVzNSaKoIXFpt+43qOcHMLc4GlFnLYxcmGiUSiBQDAWMyMgKA9i4BEmDC0tLZFoEn0IDomcV5IRz+wVU1pamvD5xhnWQyPmhGIx6nV7r6NnZMMMdJ4yJ7nf5Ux+f//gIIwV0mmmz0pKFfd5kPUssXbQcuZya9uhAYaKIWnrWDFnJmdWXbp0qaCgQNW1EQgEwyXv8/pVOztXQKiN1R9nz7a0j/7QIBAIrIKmxUoMruva9As0fNSqg8fLSqgiIEwIiIFHmDCYTGY3r3n0fuNCUlISvHqRZmZmL16oID2bm5ubu3+PNKteFhavk6gtV+zFws6zthmmiL07g9EmR8y1oLLqHhdnNC3G1WMKFouDN78JzZJq6VfM6vvx2OU7d5Qt/SIWi2/cuCG4cZWiUVf5dLrF8xuJlXX1I17t7OktZbPP5DXEV3bgveZHv7/mnTlLk42YHQNwHp7k0ScQvFUl4REmJ8gZPMKEgcfjRcLJsoM3NzeXiqurhLGxcUpKioLQPCl8Pn/L/KiZtlbmclKzWnr7CCQF4TxoGPXrIOg00+E58eW1tRU4C1NGsLWeZhK6DAxNDAxN+vt7T1y4Y6jdP3/+fAXxbmlpabk//8/F2FBPR/MlO12MDRuepHX1eXv/WXGnpb29mdv+hCs2M7dmukcFvt4/LHxxVoa+S/ljKqy/geEIxWItzdWfnczweLwNGzaMmjXwf//3f56enirN/Pnnnzs7O69evVogEPz3v//9/fffm5qafH19v/vuO9lishD379/v6+ubP3++4jlH7BYfH793797y8nJvb++DBw+OuM6bN28ODg4uWrQIALB8+fLz588DAOLi4iZ5ijxi4BEmkhVz7c8mVQ5vFwz24/AEgEIRiGRt8phXdeRyufCsO4QyXvrW1tYDf18234mhoI9YIgEKC66cyuHtt7FWcXUvcaLTO3t69HR0AACtHR1pufmmAYscjDUfRkQkalvbOgoFgh+PXf7X+hE+/rhcbmJiokHmYw9TzSgKjIg5WbevrOQFAAQ8PrMDY2fvTPMNDpPf3y9w5nMczq7gvrESFe1GRSyRSCSSt6EwfHNzc0pKyq5duxT0OXXqVGFhoUoGPi8v7/bt21Ce2+rVq69fv75z504GgxEbGxsaGvrkyRPZhFWxWLxly5bg4GDFBn7EbklJSTExMevWrfvyyy9Pnjw5bdq0kpISS8vXjs/KyspiYmIWL14MGfh9+/Zt3bpVJW2+iQIx8AgTiZ2d3dYQRXXAdidzxsHA3717F3YoOADAysoqKyvLz89PXoeqqqrEzZuiHOxg3wKCqEPp7uvThZU4ZG9leftJZoiPd2puHp4Z6rpAXYU7xWBxOKqhiVRtVMq1a9dar8QyjQzA2Eewk/DYxpwsy/X/VfKlek+ZXkwgCZ8mqK9tRyUSVq794tD3298GR72urq5i1aO7d++qOud333330UcfYTCYkpKSc+fOSffKUVFR77zzzv79+8+ePQsAqK+vT0xMvHjxYlZWVnBwsLzZFHQ7cOBAeHj4kSNHoMkdHR2PHj26Z88eaQeBQLBs2bK+vlcpP1CA/V/i6Q05g0eYSKhUqjxpF4gA7VpuS40y/wYHeroUTqUAJycndd6uVCqVxWLJu5qbm/t41xZfs9Hj89GjrYFGd61v4ai6PAixRKJLIiXz8PRZK80srOFNohKmNIvMzEzpt2VlZb9+sFTnwU2m0Zg/sUFIAGAzZ6g0xNnNhxu0pJqnVnxcfVd3lWdEWPjin08mstlIqTqVaW5uvnbtGlQPJjc3FwAQEhIivRoREfHHH39AXxcUFMTGxorFYgJB0fOivG48Hi85OTkmJgb6lkgkRkVFDVHX2bZtGwaD8fHx0cALG3eQHTzCRGJra9syNajneZaOHA95mJ+vArfq6xhd+uFA1Jp1qmavvnjxwszMTKUhwwkICEhOTg4Nfa3UvVAozM7O5vx2jKFcOZNqh8VUNdchB1ZT0y1WV+D0+b1NdeO288BgsD0y0nKNjY3murqarbyumLrOLs85gaP3ex0HpkeDDrnqxnE7qsrV7fgiUTWvUyfmM3djGgDAwso2/lZOkFfz1KkwZQzeTu7cucNgMKCcVSMjIwAAm802+VPLgcVidXV19fb2amtrR0ZGRkZGAgAUR8jK6waldzJlakcxmcxjx47x+XxI4/bRo0eHDx/Oycn5+9//rtnXOD4gO3iECSYgIADv6inUhLTnbL8pdXVKJYtXVVXl5uampKTk5+ej0WgTFYXehmNpaclgMO7duydt6ezs/L95c/ixvykftyUBo+dkn8pRLWuc3dR84llNh8XUWRHRJG2dutrqiRKvDA0NbezuGdNbCMTi0rZ26V34IpGOLhwdXHNLG+KSf5Zz21Ua1dTdk2bubfPxXiOZyAZDI9O8yp7t3x1/8eIF7BjJt42UlBRpGF1gYKC1tfXGjRtLSkq6u7vPnz9/7NgxAEB7u2q/nRGBqs7LVg2gUqkSiQTyBXZ0dKxYsWL//v0wUmEnCYiBR5h4goODX5SVq294MguLGAxFUWxsNjs/P3/nd7/kFLfllrUzGAx3d/dRK50riaWlJZPJTEhIAAA0NDQcXrlsnqOdkrKpyqNLoSk+1JDS2NZ2Jq+h2dBtRtg8bZ2XJ8F+/qF17BGiGscI3sBrh9m+mzZz+5RSoYFBS0/vo5paR0MqGoW6V8Wq7+pucFPa+zMMAyNTygdfl7Ryuwb5o3YWSySlbe3dM5cHzYgYfpVAIDIcXF+Ud/3n+98yMjIGVBTMfwthsVhSpxqJRLp27VpXV5ezszOZTN66desnn3wCAFC/8AQAAPrMkfVpQS1Q7cR169a5uLisW7dO/RtNFIiBR5h4UCjU+u/25VWoa3jsQsJIJFJ8fPzNIz/l5uZKd/MVFRW5ubk7v/slu6iV00ueFhJJNTRhVZep75kfgoWFhb+/f2xsbNKX/5IVoFUGoViMRo9ektXIjNE82s6ysbXtx+S8MpxVYHA41fA15wSBRKqpGkX0Zuzo7++vc9P8WSZkX3sFwll21igATHW0Z9tZC4RiY1OlNGvlQSZTbD/ZV+UVWdrWrkCKp71/4Lq2jeXaPXRbRfs8LBZnY+dU2QR27T2BVABRDJfLlQ1O9PT0LCoqqqioKCoqqq6utrCw0NXV1YhGPeS6k5Uk6ujo0NLSolAocXFx9+/fP3XqlPp3mUCQM3iESQEOh1u+dce1g/sYFjA/lO9nPTM3Mkx7nu1sbJQwqIvv1897Ullz/gYAwM1zqp4+dVpIpGx/X/8ZRUVFalaHGxwc5HK5bW0vFU+hzKjaK3GBlqo9OojF4gfVbFLQPHUWAwBo5XX8nst2cPacI19J3tnNt6GeZT4ucXZkMiU7O7u+vl4oFPZev2qsQ/LUdPnOQZHoQRUrgmEzxFliQ9UrunWq7b3PDY1UrsIni7ObL3Dzra4sbr17lkokDClOU83r6AyKjnDzVX5CB6Z7amqqgpBvBCqV2t3dDX0tEAjKy8vpdLrUOffs2TNNFXU0NzdHoVDl5eXSIImKigoLCwsAwNOnT7lcrmxAT2Zm5vnz5xMSEhYsWKCRu48DiIFHmCzo6Og4RswVFebCGMsXCmmGVKaNNQAgv7Jqiv8CAIC5pY25pY28IQQC6dIf19X5pGhra7t586afn5+zs7O0KkZGRoYOToW3lQSA7IamIqtIg5AlWhilhOROj5QN39HdXdfCqSVZz1m4TPFwI2PaowfXx8fAiyXic1s2m2hrW5B1USjQ3jeARaGJqvx8RoXF65wjJ//Qxdjw3q+7/Df9gMerqzljy3AGjP/W11XnVZW6VGWa6mgDANgdXaSl/zanjiBKqAAMBlvC7tHOyfmLBmYPRyQSdXYqSnbl80c/5pDF0tISOh2H8Pf3X7NmzcGDBwEAHA7n+vXr6tSBlYVKpYaGhiYkJCxfvhwAIBQKobR4AMD69etlc/8+/fRTMzOzzZs3y1acmvwgBh5hEkGlUmv6+nRUd75df5y2KPRlQtSzLux05UbZ2DFra2utrKxUvd3Lm16//uGHHw5pDAwM9PDwqKur4/P5N3ZsMdXRtjeQG0L/tL6x0PIdI7/FxqpoxFJN6Bwez1gmMqiUxS4SUd19FigZC2Rt68htazEwVDe0cFQ6edwY51cK/3yxuKyVC4nCmpN1AAAYFNpKnww7rL9XIOhTWNNltp11XkWxk8voOoPKYGFpa2Fp2+Todrc417Y8neMzx0dF6w5BJOmkPa8nEAh/CbEUxejr6/f39wcFBSnog0aj//nPfyo/54wZMw4dOgR9jcPhVq1adezYMQcHBwqFsm/fPisrKyiDTjHHjx9PTk4+efKkYmf+pk2b5s2b980334SFhR05coTH461duxYA4ODgIBtbp6enR6PRwsLgR3VMCIiBR5hEMBiMRy0cZxtrlUaVsthTXZ2lSeTKnGRDWFkzWltb4Rn4vLw8eeIe2traUN0a92vXW1tbm5qabuzYIpKImYYGJn/KsmbWNRZZhRtNXWSKVdllrW9oxe0ohAx8T3//+bw636kh7voqZNjRbRyqyovG2sB3d3VI7vwGjA2lLXg0eogIP18oeljNdjSkWpDhlNxu6Or2oo3yKqyfXa8hEG3s4FQSGhEazZJGs0xFo6dNUfJJcgQoVKMbDwv09PQs4J5JTRJoNBrsWoLyCA8P37Bhg1Qlae/evWg0eteuXRgMZubMmQcPHtTTGz05Ijs7Oy4u7ujRo4q7RUZGxsXF7d+//+DBg76+vg8fPrSxkev2+8uBQsI9ECYVT58+FRflqTSkqLraxdZW+u1vufUjBjOPSHZm8icfLdHVVc26dHd3p6WlQZm1ylNTU9PZ2Xlh86Z213epxnSM6qZdSnVR6v4lXpX19Zkd2KlBs2DMUFzwzMraHl4WmZJUlRc5v7ihTM/W3r4XzRxfMxOVpOA7BwZrO7tGLNszhAoujxi90chEkzGVleVFJqbmumSVc+VlYVWXbVyzSF9frUneSBYuXDh79uyPP/5YnUlWrFhx4sQJvKbDPiBwONz58+cnuRY9EkWPMLmwsbFpUSXD9UZqur2lavHqskzxD62qqlJ1VFFRkarWHQBgY2Pj6ek567MvqMbW6lh3AIAESF6UlXOMPOBZdwCAnYNLS9PI9dY0wuBg/8DNk0p2NtImvWNnze0bKGnlDgiVrdza0turjHUHANgbUGrOfNff36vkzMpgbevYwWtTf5LKyvHLWvwL8fXXXx8/flyd/WdGRgaRSBwj6/5XATHwCJMLY2Pj9k5lFWcbWluZNtZ4HMwipxDxN1JV+hwpLS2F1LXg4ezs3N+rbqVwfQMLHb/FRnBLxbCqy9g1FVUVRXy+JmukysKuqfAezXk+BHsDCtPI4HlTS60SfwDcvn60wsI8Q5hOt0j//l8qrUcxWCx21BJqCLDx9/cPDAwcohqrEtra2pqKxRvC8uXLUSiUUOkn0QkEMfAIkw4UWtkP7jZeh52FuZq38wuYWVxczOEopfHe399fVFRkZwe/bIylpSV/QJNbSVVhVZc58OuiaGg3Er+htnosbiESCbtvnIA3NtDSvIanKCQb4kVzC0N+9OKIzLSlV1cWw1sVwvhz6NChhQsXwh7u4eGhzFE9DPbt21daWlpaWjpnzpyxmF+DIEF2CH89iqpZ7KYmoUgU6uut/mxEkvbRk6eNTc0HBvpWLZun2Hjn5eVFR0ereUdlJGnHCFZ1maOw3opmCgAI9va8ePeutZ0jCqXhB312Tbm/OfxCtKMG3HF6+5xUFzIjYrFa98+26mr4MB5hjMBisdhxrFygPFA1uYlehVJMxh8fwtuMWCzGDguDFwqFz0rLGlpbGRYWWnicoT7ZxdZagzc1NKYFTH8HAJCZV3fsdPzHa96l0+nDu1VVVWlkT4BSxbc8HFZpZndHs1gcjEar9v6F9u6QdYdYEDI9jVVJt9Gk1LZEImm7+guTDjM4vJLLMxytInt+C2cWrD8Amq5u46DGtHKbGtjWto5qTjI4OFanJAgIiIFHmFw0NjYa6OkBADp7enJKyng93QwLCxQK5Wpn6+865knDJjTLd6Isk59W11y4sXblIqmWrVAozM3N5fP5gYEqVycbjlgM//SuuijNysEXg8XfuXE5fG6M8ja+llXBGKylm7228yDg8f1FD4FGDTy7ptyHBl88rqG7R7Hvva6z28PEGN7k2Q3NUyw0lgQlEokkErGa/o/npe3GxhWKi6EhIMADMfAIkwsWi5VZWGhNoxG0tEJ8vUctkT4WWFjaWFja3EounOLWRqPRuFxuZmbm8uXLoRIUarL80x+MzGEa1I62egNTGyyOAADAGk1V3sbXsioYA6wh1h3C39W1uJ6lwQrxDZd+crSBqR0ElPDPV/F4IdYw5xdLxBos/xMwfXZleZG9o1qyqXr6Br9fS/3yUwuiKimCk4f+/v7Dhw+PGm/4/vvvqyo48fnnnzs7O69evVracv/+/b6+vvnz58t2i4+P37t3b3l5ube398GDBz09PYdPdfPmzcHBwUWLFim43YiTy7vU09Ozbdu2P/74g8PhODk5ff3110uWLAEALF++/Pz58wCAuLi4yZBBhwTZIUwuiERiZGAA08baxow2IdZdCt3WgdNL/uXUNV1d3ZUrV2rEugMACCQyXgtmnQyhYEDP4GVQIQqFhmz8qEVIX1p3OaeGRhT9rtzb8NYznKYGtpuJ4ej95CAGQPHvvIbX6WMG3z1gGv0J7LHDwWCwOByujdOk5jw2dk4vXrzQyJLGHxaLtXvXzsJHyQr+Hfvpp8ePH6s0bV5e3u3bt1euXCltEYvFW7ZsSU1Nle0GKcv6+vqeOHFCS0tr2rRpwwtGl5WVxcTEXL16VcHtRpxcwaX169efPHly48aNly9fdnd3j4mJuX//Pvgz/k5TnxXqg+zgESYRPT09uQnxqirZjSk0cytzc3UD9TVCRf5DW+fXpNNQKDTG0O/61bPzFq+QtzFVbN0hnKzpmlKurT63bybc7XtZGze/uXU2Q5ELvYrHs6HADIMobuWaaDq8ztrW6eGdazNmzcNg1PoszS3vpFJLIQHEvxwUXfKGJYsVdGjtUDkv9Lvvvvvoo48gS1lfX5+YmHjx4sWsrKwhRXoOHDgQHh5+5MgRAEBUVJSjo+PRo0f37Nkj7SAQCJYtW9bX1yfvRgoml3eps7PzwoULZ86cgRTsIyIiMjIyLly4MGvWLCj+DjWhOxNZkB08wiTizH92TirrPnlo57BNrVwwwyTr0WgM0Wz63aTLI46qY1fa82sVW3cAgL2lZUe7upotAIBWTpONvgrWl9vXn93QfLeKxbNz7HF08Z2/KGLxoqbuHvVXMiKc3t6xUO4Lmb2AVVWm5iQ6unpXkrKkJdTecpqbm69duyYVnC8oKIiNjRWLxQQCQbYbj8dLTk6GasMAAIhEYlRU1JDU+W3btmEwGAV1feRNruASh8OZMWOGNBwHhUKZmJgoeIaYQBADjzCJ8Jy/qKWdN9GrmHRIJGKxSKirP/IOG43GoKk+t69fHNIuEgn5pY+sTJTal+txCnp71bUu3LZmxdvrPoEwu6EplV3fx3TtY7pSAoIWr1r10ccfe9gznG2siQSt9q7ugMVLWB1y8+B9zUxLWrnwlmcSrZbuqTzQaDReS6ulWV1ZQCtrRklJiUaW9Ffnzp07DAbD1PTlWUxkZGRqampqauoQ3X5IA5/JZEpbmEwmi8WSFq979OjR4cOHz507h5OvhSVvcgWX7O3tk5OToXxaiURy69at7OzsefPUrfU8FiAGHmESERQU5BG9NLe8YvxLJIzbHcOnkFUdUp77gGpiraADGoMdbuOrK4r/n73zDo/iuvr/3dneq8qqrnpDoogqqgyYZjA2hoAbNjjGJcWJk7zYiZ1u57XfNDtx/MN2HIIJ2IZg03sTSIAQSEK997pd23dm9vfHYnmRts7Oahe4n4eHZ3fKmbvSas7cc8/5niUzZ/h5iTn5kwZ6uwId2BjSMvKON7ejLjkBOAAVfQMlnd0lnd2m7EnMwplrn93yxLZt2cnJ2cnJijuDma09PfOnTBZwOeLps5QmN8VsAwajymTp5AkvdHSXdveabAEUI+itNiaLYOqDTxKT05vqq4KXBSQxAfCu5vz58zNm+P7qOlvKil3aKkokEofDodfrAQBarfbpp59+9913XZvCkct7773H4XBWrly5bdu2J598MkRXCQa4Bg+JLFJSUrb8+ndXrlyx1VTyJiqvmE5n4DgeOakxrqgG2uJTp/hskYdQaUBSePLIFw+u2gAAwDCU1nmdJp/p/4WQ9qtoaiYtkMa1Y6DTGblbf95Vf66r/KqzdV5ZV+/azZvZTL/asXf09TubBuWnpx0ZHORrlUwqVWuxqM0WS0o6akenFs6Mj4qyll3JYlEpAAwajANGtFdvMKNoikjopS0vAOBm/+CseDfaBmQxv3hVS1NNeuak0F3i/qGjo2POnDk+D3M+lLs+Izq3OP+QX3jhhby8vBdeeCFkwwSrV69OSkoqLS39y1/+kpCQ8Oqrr4buWsSADh4ScTCZzIULF9bKZE1HD8YGLlhGALPZ6GnyxOHy2tvbg+8gWVlZ6byExWJRDbaP2evAcQAcFFcv7nA4E8oxzM4T+iV9j1BpmHDK8UN7lq/e1NJUu3zm9IBGuGTm9NMdLSnpOb4P9QBqt+tuHl81dw4onNYzNKQ3mlLik7sGBrOSfafddfT3zyn4tt5s1dyiry+U0Gm0nAJFwZ3VfQumTrnx9YEkoUDO5wEAUsUiAIDGbGnTaAEAvXoDk0adLo8Z8wt1AEeoU58EQnEfqQWH9y0qlUog8B3oiomJAQBoXTL4tFotk8kUi8V79+49ffp0TU1NCEcJQEpKSkpKytq1a1EU/cc//gEdPATiL3l5eUKh8Nw/d6SHuGG2zWZJUmR4uvvHxCZcuVIWpIO/detWVFSUMxu/oKAgoFjeZ599VjPs78FUGgMVFZ488nk6zUCLmxXQIBEEsTZccKRlE3aEzY231sy9PfFKiL6tRdPQ2enPuRabTXFnMuDDC913W+ewWLZxVddiNkvMZgEAUsUiC4p26PQAgOrBYSmblR0ljeJwQrQA70p0TPyl88eCcfBHzlRNnx7YY9k9iUQi8SffMD4+nkKhNDU1zZp1+6ve3NzsXC+/evWqSqVyFZS9cuXKZ5999tVXXz388MNBDm/fvn2ffvrp4cOHR/9S8vLy/vznP5tMJg4nVMtAxIBLPpDIJSEhYc0PX61qag7pVS5fOK5I9bZKZwYylYpgYhcAoKGhgc1mE661G5/c6x0qlcrXdy31e/XdleLCad2dRLqX9nS1Nh3dMZ3tpgtcR/8AAYPeMSenetnLotFSxaJUsajouy++fuDwtNd/zXpiCxuo2lsbhoOuWfdOMEECi8X86MoAllTuYRITE53r696RSCTFxcVfffWV8y2KokeOHHEKzrz44ounXcjJyVm8ePHp06dJUaLkcrlHjx69fv366JayoiYiFQAAIABJREFUsrKEhIRI8+4AzuAhEQ6NRmMyQ9jR2WIxpWXkeVcbTVJknDlzZsOGDQTsNzQ0GI1GL1U6pMPrPPDk8mXE0rV4HI6p4gxQBCCbimFYT1drHt4nn0vCrdNP5BKpXjko8PXFMBzcB9atUygUCoXCmbTV399fWVlpMpk0Fh6VSk1ISiM3bp+amaccHpBFEZHi6WxrfP6JxSQOZmJgsVi9w8OPbf+5l2M0+pHnAnlOXbhw4fvvv+/PkT/5yU9Wr179m9/8ZvHixR988IFGo9m2bRsAIDMz0zW3TigUyuXyxYtv/3h37Nhx7ty5Tz75hJhLXrJkSVFR0caNG998883Y2NjTp09/+umnzlr8SAM6eEhE86/f/HJaVqiSYAEAZSUnFy3xHbLTWfkWiyXQyXRbW5tSqZw3bx7R0RGhiz1tUK2WywjKyU3PyW7t746RJ/pzsFat7Dy/59HihQji8XIsOsOOonRfbcE6+gey3TX4ccu0nKxzN6/7dPDjce0D1tfXV1paiuO4ziaQxyWx2MFOvwb7u9uaauMTU/x38BaTqfbW9akzioxG4zMblwY5gLCQkpLS0dlpsVi8HIMgiNvuTZ5YtmzZSy+9pFKppL5ScFasWLF379533333T3/60/Tp08+ePevPalp5efnevXs//PBD/4fkCp1OP378+I9//OO33367t7c3Ozt7165djz/+ODFrIYUy8fVIEIiflJaWlpaWMsflYDscjtGkdwzDRrPfna/VanXPsG1+8Sp/LtHeUu9PWhmO463NtXQ6o6O18cWt6/yJt/f29jY3Ny9atMifYXhh375917sD89aqgbat+QhhH3+o5FL2Q75zjzvaGvn9lT47AKn1eoPZ7LMc/+SVaw/ODiBAfeRyaf6ID8kEvdUa9/z3p06d6tPajl1HU9Nz/b+6K82Nt4YH+9aumCMQCBQKxce7T/jZYm54qF+jHlakZPb1djpwfNbk+OXLlxMbw73H2rVrly5d+vLLocqcePrppz/++GMGIyTRQTqd/tlnn0WCFj2cwUMiERRFy8vLGQwGgediDMP+8o/PL549suABP3y8fxFaBEGcPUV6u9sr/vslf/MW71m+w8PDNTU1y5Yt82/IJCONTd1xs/H5qUpiPj41PkGrVookHs+1222tzbUzWPpYP/r7SQSCIU1IxIscwEfbXQGT2dbW5o+DFzEDk8/DcbT65lWT0bB2xZzJq2ZHRX1b5iBm+WWqraUeQZDM7AIAgPOBoPRmzbJlIU/1v1vYvn37tm3bXnrppVD8QEpLS9lsdoi8e0QBk+wgEcetW7e++uqrhISE0W6tAUGlUhOjaVNnzLt8gbQeKq5Mzkg/9cmOUbWs8Wg0mjNnzoTLuzuJTsj6uBpVepaE80JeqkKlGvK0Vzk8UHPww9XxdBIrGDEcp9MDEyEoKsgnUdQ2Pz/fn/w7w4i+/Mq5aK4+hmf8wfPr3/yfbQUFBa7eHfinmFRTeY3N5oyZ6CtSsqqrqwMd+b3K7Nmzi4qKxujOkgWXy33nnXdCYfmpp56iUCgoSrwfNLlABw+JIIaGhr7++ms6nV5UVBSM7AyVSuVy+VOnz7tw5hCJwxtlWlbmxx9/3NLiJuHcYDAcOXJk48aNobhuQMjk6f+4YVbr3WS2+4Tbd9NiHqutbTIaWppqqg5/tGHJA2QM8FuUWm1agMWQYj7fZLf7PMxwcJ8/1nJyckb0HsMMvd3tpRdPRHP1GfHU7a88U1BQMHnyZE/zPz6fb7N6W5C+culUXIJCPk51h0an//foNX9Ge5/w/vvvr127NhSWJ0+eLBSS35UAfNNNrqGhYeXKlaGwHygwRA+JFHp6epqamvyRqPSJWCw22awcLm/mnOJTR/ctXflY8DZdQRBkVWrS4LXSE2dOOLcYZLEAgOjo6Pb29qeffprcyxFGJk9/70r9rx4MWBx3/pTJx3s60jJuL0tjGNrb3c7qLl9RUHA8Ls5gMvECST/2mUCnHTH4I4YzBnNyKvC1DO8/fNrYaEd9zQ2NenjtijmTFuTEbij2087ChQv3fn05ISlt/C4cx8+d/GrO/Ac5XJ7bc+MTU+rr613F1e9naDQazVduZqThmsUZCdxlPz7IvUp3d3draytZ7TKVSqUkMRUAwObwFixedfzw58sfcp/wIh2uQUdaKAilTI0gCILjuPN/AIDrWwRBeAIhg840m42j58ZIJDESiau1ypvXn/7Bj0j5CKRgGlGvTx+rCeMvraVYahaCIN2drVjjxSUzpyPigis1tVMy0gPy7v7gAERSfal+lAIKmMympiZ/1MgXLVp0prRFKoupr6kYHu5fs2zOMxuX8vn8QEfFYrHs7kILFoupvaVh4ZLVXsSAWWyO0Wj0tBcCCRTo4CHhp7Ozs6Ojg8SeEK5V4Ewme8myR8+eOLBo6cPjq8O5bHa2IhkAkO2risdksWC4HRN6SwvwWQw2waSaruSlLvB9nDuWzJi+/0Ypd7BuyawZyPRpZ65X8NislLg4AkvvDCoNw3Ev/pjiI1vO02m+z5Jx2DU1Nf58teRyeUZCl0CALXvxO6Q3fRke6lcND+RMmkauWQjEO5F1P4Lch3R2dvb09GRkBCCuEig0On3B4odOHN4rFN3hnGg0eiHXXyMcP4rgo8Xi8vJyUlYZgmdEO7g8k/hPlUajfSdTDDLnAgBKKqtq29o2Ll1CLLEuJ1UxqFLHRREs2wsS/yuBh4eH8/Pzg/fuYxLpnQnz2Xm+k/nvRnAcP3LkiM86+AcffDDQcMirr76am5u7devW0S2nT582mUxr1qwZf/D4XQaD4Y033vj666+Hhoays7O3b9/uFLnzREAWUBT94x//+Mknn/T19WVlZb322mvOXU899dRnn30GANi7dy8sk4NAgEqlCkgEwx/G39NpNPqKNWMr7iwWM2g8S+J1o8SimmtlIGQO3mzQYpgdtVusFgMAwDSicTgcwIEDCgIcOAAAUBAHjsYk5vKEURnWipQ4gtP3MWj0+gUMqlKrI+bg5VJpQ2dnHPDo4Nv7+wmswbPaW4BY5PMwp56dPwYfeuihmzdv+lNW5z+3Kq/KomLHp9TdMzQ3N39n3aOTY6K9HNOi1vz1o48DKnmtqqo6fvy4a647juM///nPFyxYMN7Bu9314osvfv3117/5zW+ysrK+/PLL9evXnzp1asmSJW4vF6iFX//61+++++6vfvWr/Pz8w4cPr1+//siRIytXrnznnXd+8Ytf5OX5Lh+dGKCDh4SZzMzMysrK1FRv6uKB4mftLIvFJrpA7ZEYiaSiooJEbdqBgYHsm/udH4hFo9EQBKFQ2DQaAIDNpiHuPmlbe8Mx9uR1C/LH7yJASWVVkmpIwmHXl16alEbmr2kUhFiIPgTU1dVNmTIlyNprhULRrdLyBaKykpPZeVPFEr+aATo5fKZSLpcT7lww8eA4LmGzX5njrUfO36/dcOa1+M/bb7/93HPPOUtpenp6Dh48+Pnnn1+7dm3BgjueWT3t0ul0u3fv3rlz51NPPQUAWL58eWlp6e7du8c7eGIW/vnPf7744ovbt28HAKxataqiouLTTz9duXKlM8kucsQMYJkcJMzweDx/OkcFhMbiPkt5AogSixoaGkg0GBsbmyYRObunxPF50VyOjMPmMuhcBt2tdwcApIpFa201zT3dwV+9pLKK394iYbMAAGkS0alr5cHbnGDYNFpfX5+fB69atWrXrl2d/nXA88S0adM625tOHd03eVpRQN4dAJCanvvl4fJfvv1RU1OTc4vJZLp48aLBQFrRf+QzMDBw4MCBTZs2Od/eunVrz549OI6P14r2tGtoaGjhwoWjrWUoFEpMTIzJNLbyk7AFu90uFotHD46KivK+SBEuoIOHhJ/IeeAlhWyqo6qqKrxjiBfwRR2tB85fRAOcOblyrqKC09rk9O4AAAaVymprGdZovZ/lFi895Sw2G5cTmMg/AKBfqeT5p0QWy+Neu+ZvfblIJHr66aeNRuOuXbv2799fX18f6MAAAAiCvPLChkyF2FM5nHcksui0zLwzZW2/fPujN37/4f/9/fOOYdof//55T08PAWt3IydOnEhPT4+NvS3pv2LFipKSkpKSkoRxYgmedmVkZJw7dy4tLQ0A4HA4jh07Vl5evnr16vHXImZh3bp1O3bsuHbtmkql2rFjx6lTp9b5tww0wUAHD4GQjEwkqqmpCfcoAJ/BmGrWH7tcRuz0ksoqUWd7FPeOirhkkeDWscNl1WR+uiGNJisp4CXqurYOGYftz5EUCsX49Zd79uxx7e/pnZKSko0bNzpv2YTV5b7zne+0NtcROxcAwOUJ0jLzMrILnIJ3Kek5Xxy6Sm5wKGI5f/48WZmq7733HofDWbly5bZt25588kmyLLz33ntyuXzWrFkymWzbtm3f/e53n3nmGVIGTC7QwUMg5JNBwcM+iQcAIBQKnUZEEPBKTS23rVnqzoOmS8SijpaTn+2q7+jw3yAVQXAP2exmi1UmClhWzI5jnlYoxpMkFCRcvTjw8Qc7N2/64osvvEdT9+zZ8/jjj9PpdABATk4OhmF1dUT8NI/Hm54XQ2IHelm0/NTllsuXLwe6nn3X0dHRQUymejyrV6/es2fPT3/607///e9//OMfybLw8ssv9/X1ffrpp5cuXXrrrbd27dr10UcfkTJgcoFJdpAwYzQauVy/i9VIBUVRGtkVz05iJOJLNTWTJ08OhfFQc6WmltFU72V+zGXQs2USbWXF/vaOGbk5PjvFAQDSExKGNdoYiXj8LmIqNwQQsphCFhO/fPbzIwe4q9eNb0iIYVhra+tzzz3nWtA1derUsrIyP9VyxlBYWNjUtMdmFTOYAa9BuP8IIklLP37mjzuLZ6fPnj3b+RRy76FSqbw3c/KflJSUlJSUtWvXoij6j3/849VXXw3eQmNj40cffXTy5MmlS5cCAObOnYth2GuvvbZ161bSFRSCJLJGA7kPaWtrS0z0q/u4nxiNRj8VLnUapT/V7cTIoGDl5XdfSppP7z6KiMWaYTUOlFw4cP6iyVeGUUqcXOshlZKYyg2r3U0jAH9AKJRUsSjm0hl56bnoktPRJaedL6yHDygUiu9///tjmscAAObMmdPb29ve3k7gcps2bWprIbKQ7wkKBVGkZrUNUt76866rV6/6nz94FyGRSIJMvN23b9+qVatcy2Xz8vJaW1vd5tkFasGZ0jFt2reyRdOnT1epVG1tbcGMORTAGTwkzNhsNnL7Nra2tvIFbmaK4+loayxM9+tIAsRIJLtOnOjq6hqzHcMwh8Mx/hHEarUymcwxGy0Wy9DQkO8JMklcra3z07uPEsvjxlpGbnx9YDgm/uEF87zMYDzN1Dv7BwgUwZMIjuMXu3o2/d9f09PTPR1TXFx87NgxGo1G4GF0/eqiw2eqklNIE2oEAFAoSEpadmMPVlZ5TatVrn9oTuTUXgdPYmLiwIDHrEx/4HK5R48evX79+uhafllZWUJCAsdvlWUvFrKysgAAly9fHi2av3z5MovFIl3PI3igg4fca3R3d/MEft1MrVYLnUZaz9PxTJeKlgedW7tz8yZ/5FyC52ptHa2hVsYlojOfJBTEmXTn9vyHnT+5qMB9/X1tW3tWUtL4iokJC9F74p8m1pt/fM+ZL+2FFStWHD58mMvlSu5sQOCTmJiYjATWkFopkpCv5SeRRUtk0WGs0UIQRG02/6XMWwJji1oTUOx64cKF77//fjCjWrJkSVFR0caNG998883Y2NjTp09/+umnH3zwgXPvjh07zp0798knn3jx914szJw5c+XKlVu2bPnlL3+ZmZlZUlLyzjvvvPnmmxG4YgIdPCTMDA8Pk9t/yWw2iyQR8ZeWLI89d+5ccbG/jcjCyJXaWnpDXRQh7+6EhiAZUrGho+WQTr96/tzxB6wsmlPb1j5eKodAiL57cEgwLtpBjB79yJr1Py692aPRaAoKCrwHkx566KGqqqpAHTwAYMGCBTt27OALH6BS77VbbkZGxuf7/+uPVK3/NpctW/bSSy+pVCopIeVEAACdTj9+/PiPf/zjt99+u7e3Nzs7e9euXaNSeuXl5Xv37v3www8JW/jyyy9/97vf/e1vf+vt7c3IyPjggw9cJXUjh3vt2wa56+ju7gYAFBQUhHsg5MNhsYaHh8M7BlpbC5gz2/sxZbdqqI11UTwSUh15DEayavBydfXccb9QNpMpFvAbO7uCD8g3dHZmsElInrDjeHveAzNFEqFIorWD93Z8uX71PO+B1sbGRmK5k1u2bPl/Ow9n5U4hOliP9HS1LpsXgPskFwRB3NaXB0NiYuLKlSv37t378ssvu25vbm72dMr4XXw+31Nm+0cffWS1WtnsO5aiArLA4XDeeuutt956y9N4IgSYZAcJM4mJiVwud+/evRPvC2eJ0FBfQqAaCvUlvBPP5x31Wgp/uboaaaiNJcO7OxGxmJSGurbeXjeDiYqy2u19SuXoFp3BMKBSNnd3643+Zj8BADAc979Gzgutau3MogdG304pnHumtNl7URyXy62urq6srKyurh59UVlZWVlZOT7fwhUajbZq8ZR2UhPuAAAtTTXPPbEsxo9ChruL7du379ixw/9GQQFRWlrKZrPJTf2JTOAMHhJOampqUlJS+Hx+WlpaY2Pj+fPnc3NzJyxd6HxHT5xMJghlkV6yPPbs2bMPPPCA70NDA5dBjxvqK6msmj/FzbzzZmMTo6khhk+ysm+CgF939rR8w0b2uEB6QXraziNHY76JcrMYzDitynj9Wo3d3sjmT8/Jzk/3sRZOFlqLBVv69JiNSYp0FNV7OWvVqlWedtXU1OzcuXPp0qWeargVCsVKOv3w6cq0TBK+4TiONzVU/eLVZ/1PHLuLmD17dlFRkVOTgHTjXC7XtY0NiYx2k4sQKCF6RIJA/OHgwYPTp9/RpqK3t3dwcNBoNM6fP5+YzX379onivbW+cILjuEVVMzQ0ND9awgrls/xVvWnDhg2ET9+5eVNq0El2Q0YTt3BGjkLhuvFmYxN6qzKGvLm7Kw4AbrD4jyy6ozWI1W4/ceVqwvDAaKK+2Y7SqYhTjaBOKM1PS6tqbkEQSo4iOdlzZsb5PbuD/5kcE2U+sOyR8dujufpgFoycennZ2dk8nvvHpr6+vq9PVmRkBdUKyGI2ZSXSFyxYcI/JPLuCoqjNZru7Hl/6+/v1ej0AIC4uLtD2uKEAzuAhYaOiomL8ZD0+Pj4+Pn5kZKS6urq9vX316tWj+bdqtbqlpaW3txcAwOfzMzIy3C6Xaiw8f+79w4O9xbOnx8XFffDBBysUCaFTqOCrhnAcD68CRjSX015WymWzR0VpQurdAQAUAHINmjPlFYtnFAIAUBQ9e/0GtbVpslRMcSnDY9PvuAXFR0fFR0cBAJRabUNnp1PBns9hj1/RD5Ie/UjhsoXjtxsNek5UUB7F+cBaWVk5ZYr75fa4uLgNq5mf7TubV0BQjdXhwPNS2HPnuslkvJeg0Wh+ClpEDs5ucuEexbfcZT8+yD0DjuN9fX2e/hj4fH5BQUFWVtbu3btjTLclL5gMulQonMbhAACsppH+kvONx42uZxmj5QAAowHtaGs0GvRcnnsxLAeO4ziu06nj4uYDAJ577rkjH7w/LTvLuddstdJpNBqViMKrW7gslkajIZwPTBYpYmHtiePCR9cJebwbDY1oTRWJ6+5uYdNo/M7WXcPD8VolQqGkCQV0qb+qAzKRSCYSZScnAwCMZkt7X5/eaGrp6YkSiYomFxDTxhnFjuNtecWzRG6S4Zsabj0479FgjN+209TkycEDAKRS6dYnVvz7y7OZ2UQeXGqrK5585HtBjA5yvwAdPCQ8XL161WcglMlkstnsrCg3XoHJoMtlUrnMjdecpqADYAdStsGk08UmjDZ89ASDwVi0ecvl3f92rv7+ZM9lnlCG4w4AgMOBUSi3Pf23rx04oCBjN7q8duAoBaFtnS4CAOC4w2AyLQi3d3eSFy0rO7A/esbsCfDuAACN2VLW3bsqg8Vwp1DrP1w2K4UdBwCYnJFutlpburtjiuaaAKg4fhwAQEUoyUJBvCCAcGibWjtr02K3u8wmw5jkamJkZ2cPDQ1FR0d7OoDH423esPif/zmRnTc1oDB7W0vdGz/dQiXvARRyDwMdPCQMoCiq0WhCLfyEYpifibJisTh/9dr6o4dyUhQcnliR7eOZwB/OfZMVrhpqWx+8OZLIkklbK65lSgOu5A6UFrXGimGP5JAp3wYAYDOZ2d98bbK3bQMA4A7HsEarGdEbTWZ+ayPLV1BXbTajS58id1TjKSgoqKys9OLgAQBcLnfb5oc++uxYZnY+heLXCk53Z8u2p1dFwuIu5K4AlslBwsCNGzfy84NKMvIHDMfHi796Ijk5WV40v6Gzk/RhLJtBTtsMUqBSKEHGt30yYrMda26P4XLzosgXbhsPQqHESMTZycnTsrMudvrumH5VPjk9c5KnvSTmrDU1Nfk8hsFgfPfJFbXVFRiG+Tx4sL9748NzI2qJFxLhQAcPCQNKpXICYowohrEC6SUzefLkgjWPzisQqgba9Gpyuny6lZ0PL2a7XWexhsh4l05/a3B4RUYKnznRRcYUCuWxzZtLu93U34/Sox8pnOUmt24Ui8Vks9lIGU9OTs7g4KDPwxgMxg+eX9fXfBHDvKkyaNTDKxbl+dTThUBcgQ4eMtE0NTVNzH0KRbFA11PlcvkPfvCDj/53yxsvLVL2E+xX5ope3Ue43s+JzmIdMpqc/4aNJpsfUz3vFMRGX+0lrUn5KDYMa1CqmVRqUWI86cb9RMTjzX5ode+Iwe1eZ26d0F1u3SjFS9e+8dv3UJQEBaT8/Pz+fr9+zgiCbN68uenmMU8HmIyGedMSJk3yGHiAQNwSWXMLyP1AS0uLlwRjEkGxgB38KHK53M9lUS84cMxs1J47dw4AkJ2dTewGTaMio1FjC4p1DynNdhQAgDsc/QaD/M5iaxuOMRAEjAvC2zCM4RIyseNYu0aXIhYSGI9b+kcMtcOqJanh76alkMvVBVPx9ubxv7xWz7l1rixe/uhPXn/7j2+/HnyQyXsuvSsGg4HGV3jam6tgFRYWBjkYyH0IdPCQiWbCKsJRDPN/DZ50rBZDjrTv9+9uc4boBwcHq6qqAACNjY0zZsxISUnx0w6XTnftAZMo/DbB6kJH9/zkBGLD69Lpu3T6JGGw+QGYw9Gp1dEQaqDe/RKFLhHe8YSRGE2C3qodRVPk8i9PnlyeccdP2K1unVsQBFm+etOlS5fmz58f5Hc1Pz+/r6/Pk7CdK7u+POtJpr61ue7RZRuDGQbkvgU6eMg9C4bjAa3Bk8iIdnDpVObatc+PbomJiXEKhk+ePLmuro6ULnPxAuISs0lCQZtGF4yPH7HZzHa0enDogVQFATcoEQiWz55F7NKeMJotuz/+OFkkkHLYDUp1lkwyGsooiy14wG+BWBqNZrTFlJaWzps3L5jx5OTkVFZW+nTwu3fvTsuY6XaXTqt64tEFnkTxIBDvQAcPmWiioqIm5kI4joclwU012P7C+gIvMdXc3FypVLpjxw636jcjIyN0On300cSO4Z7sxAv4lQNDU2K91WJ5IVUs7B0xnO/oShDwEQolUSCgU/311CM223+q65anpyxJVRC49IDBOGWGjx53gYI7HLs//nh04o7i+MmW9qLEeD6T4Um3zgsMBktjFpeWlvrUUfAOhmFVVVXeG9CZHNIYd63EHQ7H1CxxZibJpYaQ+wfo4CETjcPhcDgc97CG9tJpXJ8rpjExMRKJJLrk9PhdY9x1tMxjUhibRhuxBpUPH8/nxfN5AAAMx2/0D5pRNEHApyFIolDg5deDOxzXevpzo6TJIoKr+EabPZZs8Z8bDY1L0r5dJqAhyLL0lCvdfQqx8AIv8VFBwNr1bDZ3cMReXl4+YwZBTVkAQGFhoVardco6ecoIEbPcZwW2NNV856HNhC8NgUAHD5loEhMTS0pK0tLS3Pa41Ol0Wq22traWz+fTaDSVSgV4YcvKJgCG2oRC0pLXfBKQgpsXqAgyI/52gfWw0XShoytBwHc4gEuGH8AdDmeTViuKFSsSL3stSPOOOTk1yAGPob69g1ZfS+OMXZGZnRjXptHFd91qrq/KypsaqFk+X9QxNIxduTJ7NvF4g0gkmjVr1r59+2bNmpWYmDj+ABx3E6TR6zSbNywO1xoT5N4AOnjIRBMTE8Pj8YaHh0tKSsbvjYuLi4+Pp3a1i6OjAACL5MTj+TwOu6WlJT09nfhYA8duM0dHJ03kFUknistZxE2yoVi/wZgsIl+lxwEAgpAcv7l2/Fhxivsfe6pYmCoWDl450MXlJSkyArUslkS1DfRSg5vHAwAee+yx8vJyg8GQk5MzZld2dnZzr0oouiOkMT1XOsFfXci9B3TwkDDgcDgmTZrkpWysAQB+0G0iE6Kjq48fSf/eD4O0ExB2q9ltZCJEqM0WALS9egMAAHPgVApltEZOxGLmxxB/PLLiGI1sN+xkYMRA+gK8z6HG8Li6o58MPvJyjNzNHNo70THxvRrdod/97Yn1S7OysoiOEcyYMWNwcPDKlSt5eXmucrMFBQXXbp0YdfAOh6OxrnL9yi2ELwSBOIEOHhIGfObZjcjI8ZEKeeypU6eWLl1KijV/sNss3hXIycVst6fGxbptjl7S2R2MZRuKUUNT0Giyo6QvwPtDplRcsfdP3Od+xeMHvIbC4wsXLH6opk39+Vf/76kND/pf5TgGZzFFSUmJUCgcLawAADgcDucL1G5PicEff+15uru0OwgkIKCSHSQMTFiGnYDLtTbWkSU+6g8Oh7+p+xQKxRHq0QSBBcNooXHwDCq1rZf4+n0wFMbFXvvrz1C7ndjpQpGkaMGy0ps9P/6f37e1tREexvz58wsKCgYGBvbv39/Z2QklJWgSAAAgAElEQVS+ybMzGvTJUWhxcTH07hBSgA4eco+Tl5qyf//+QM/CcRyE+CmEw+Gg7rKrIgQ7ilFD8xNIFPJ7Sy52+ifjSjrLMlIb6m4GYyFGnrhy7RPnr7S+/uu/+ClG65bJkyevW7fObrfv2bOnp6cHw7CCdP7ixb619iAQP4EhekgYGB4enrCmWAiCxFkMra2tAQngoygavFStd3g8ngnD6MHNkvGQBQFsOB6iGTwAIFkkOFp2VREnjxGLJ6Wl0idQrgABIKv6RDuXn5I+NtktIJJSMpJSMg6frpya05uUlER4XSY9PT09PV2lUh06dGjRjE3BDAkCGQOcwUPCgJ1ojJQYCrn88uXLAZ2ComioJXU5HA4atH8ORszOOzYMo4Ymyc6JQh67fPasqVmZZ8qvK7Xa0F1oPDwGg3dud29PR/CmUtJz1FbJ1lf+d2hoKBg7Uql06tSphJf2IRC3QAcPCQOzZs1qbm72coBcLu8gNYRbwKK7rcrzhM1mG9+yhVy4XC6KB9UazmizM6ke574as9Vkc98VrWZIeaGju6Szx/X/+mFV/bBq2GhSmy0AABuKhijJbgzL58xu7Opq7+ubgGuNkiDg6/e/r1YG5ZWdXLl0Knva8hd++r7ZbA7GDp1On8hkEcj9AAzRQ8JAdHS0UqlUqVRutVoBAHPnzm2JiWm/eDbFj0Yd/iAW8FsDmWNhGEYJsXvj8/leZGj94XrfwAKFx6KvNdnp7Rpde69uXnICA0FwAG72DRhs9gQBP0UknBQtcz3YAYDJZscdDjOKWlG0TaPVWq0Mr+3UZBzOhY5uzOHwsMrgsGG40wIzPZPHHVv0GC/7dgBzCwpaenpvNjZNzZo4WdYpsdGl//odZcsbYgnxYkIcx7tUVJmcnjll8YYtvzj4n/8jnEAqFAq1Wu1ElmBA7nmgg4eEh9zc3IsXL4pEIk9NOVtbWxUymdtdBNAbjYmJAcQ/bTZbqFP9uVyuPbgkuwQB3/sQU8RChUjQqtECABAKZVJMFNPDT5sCAJdBBwDwmQwAQIdWlxsl8248J0qaE+VXtZspLTVb4aPXXHpCvMli2Xvy9MML57MnqgdgUWJ8/X/eHVi0MSt3CrEVmdKLxyXRtx9KsqYsLS8vnznzdtsYrVbb3d3trH/73fuHHDj6+vfWpKSkiETuRXOhg4eQDnTwkLAxb968Q4cOeRIIMxgMLC7xGz2O45qRETqNJuByAQD9StWSR9b7fzqxJDuzUZtorBgcXOWP1g2Pxwsmi37YZHK6ZO9QKJR0iTggy4MGo9mOKojqzBOGw2JtfHDJ2fKKgow0mQcvSDo5UVLbrRNlR/6ZufVNiSww54rjaI+GIZPfvovSGKydh9sRBHnn/50AAPAE0uiETOcyaGruXADA5+d1A//ebdANv/nKo7m5uWPKKblc7sDAADmfCgIBAEAHDwkjCILMmzevqqoqOzubwOk2u11vNI6YTNZvUvbqzpwGAJjtKAAAc+AxXK4Vw4aMpjkrVoIA+9D76eBRuw3Hbl8dx9FM89WHHlqx+0/vvvL2Oz4vR6PRcAfxJLvaIeUiBfmauEabvUs3MiM+lnTLfvLAjMLr9Q0a/UhGUsCSc8RgIMhCRWLbvr+0PPB4anqu/9+TS+ePS2LuSMXni2P2lRic7twtsUl5AIDPTg11/u3wr370iKtsLYVCcQTxfYBAxgMdPCScSKVSLpfrdheFQrlutNpsNgaD4bpdq9UOH/kaAMCm0xQioYTNGl3dnR7n3i3ZGmqq+4eGr5aObnE4wJDROGnxUqqHBqk4jk9yDFJ0FACAxWJlsdzHEugIVfJNP3UEQSYXzgUAJERHG41GVy1ST4jXbRqy2wEAdrudTqdrtdqEG2Uc/0ROEkhqM+MKiuOXu3sfTFOQbjkgpudkdw8OXaurn56TjUyUJlKqWIhXHCo/9FHi5telfggpoijap2PJON7SFDyBILSUnKJf/mn/f/6xfXQe39fXN2G1o5D7BOjgIWHG0xr8o48+6nZ7VVWV/tb1gC7BQJDp46akFArIS/W2Kp9LtGYJx3BPH2oMa9asGbNln1CInjkq8LUI3aXTi0PQZ6xTq18Sbu/uJDEmOkYqOXD+wrJZM3lBdyXwEwRBZiXEdez7a8OC9RlZ+VTPFQoAgNKLJ6QxRCJPoyiyi+rq6goKCpxvURSNj7+bGidCIh/o4CEQksFwnHCC3mOPPXaQwdAcOdCs1iz++a+Ay8oCjuPO1ziOo1VV0ptXSBrvt/ToR9IkE7T47RMGjbaueNHxsisFGelx5KVb+kQhFuK3Tl489HHq09s9daZBUbRfz5YSmr6PgiDIb/964MtPCgAAAwMDcPoOIR3o4CF3GRQKZdTVRSa4I6jhrVmz5jSH0/9/f5gyZYqnY1paWgjb94QVxYQeViLCyPI5s282No0YTVnJE9eEFwFgkSLpwr//V/aTv44PxuA4evzQHkmsx4V2/4lTFDQ3N2dkZPT19U2bNi14gxCIK5F7l4TcJ4jFYqVS6f/xQqFw2BSUokiowYJ+/liyZIl86QovB2RmZvYXFbeqtT36EbIys3r0I1NiI7FGa2pWplQorKhvwCZWun9uUnxPV6vrFovFdLX0zJcHLzJiikhRMmbzxK+9vXtwcDA/Pz94axDIGKCDh4SZtLS0jo4O/4+XSCSDBmPIhkMCjiBC9KMkJ3srHC8oKNiwYcMz/97z4Lt/HV6wtL+oWBn0Q0+PfiRIC54IpljAiUwknJKVeejiJa3BQMqQ/IGGIH1f/NX5WqtRll48cfDktREkVRqbiiBBBeddEcsSKysrvf+6IRBiQAcPCT+xsQEUZfH5fJ3VGvxFEQrFYDIFb2c8KDZxKwhSqXTdunUbNmxgPLxea7EQtmNB0dDF56+fOBZ8mIGKIGsXLbhR39g9SIK+rJ8ohML21oazJ786U9ZkYmRJohWkCxhL5Wko6l5RGAIJEujgIeEnoBA9AICUmHSySHipqpoEQ+MIcg2eGKtWrXKsfMRItItPSOPzBbHRXQODpJgqzMk6eLHk4s1KUqz5RCEWZl//mn79hEAcQmGAwsLC0BmH3M9ABw8JMyMjIxgWQM8VDMMcgAQPTwGA0U5+qloYWbNmTe+0OcTkb3v1IQx9S1gsYxDRhVFOXrl29av/ruazRJ2t5yuC6ukeEMUpScr+UH1VHDgG9W0gIQI6eEiYaWhoKH33LbVa7ekAm83W399/69atqqqqqqqqa9euzU9KIOXSMg67prXV93F3D1u3bu2cOjtQh2EOZXzeyfUTx4I5vbat48jOfyUr+7NlUgCAiMWSdLdNmI+nIsisvtNmY0h62ioHWqdOnRoKyxAILJODhJlTr/1kSmx0fX09l8t15qY5HI6jv/6Fcy/uAGw6LZbHjePzaAgCALjS3VcYF0vKk6mIxaruG5iUlkaGMTLp7e3tJ9ot94knnvj45JH8mAA6pPXoQp4/L+Nw9EajwINqoXcq6hscdbfGfCIRi4V3tV6ggIXTJsI75kRJu658iC7eTq5Zu83yzvZ1kVzzCbmrgQ4eEk5MJhObTgMA4F9+5prDPT/Zow75zMS4drWWLD0WXk8His4a0/Yj7DQ1NT3zzDPEzmUwGA/88ncXf/smk0Z1OIAznX/Mi9G3TtRmMwCBNaQJlEnRsr5hJQEHj+O45kZ5plQyfpeEzQadrQcNhsSYGK2FhLxL78xMkB8e6pBEK0i0qVV25edvIdEgBOJKZN3XIPcbzc3NMbzAbvoIAN16PVkOPlkkPHv9xoOzZ5JijSwWLlxYU1MzKmIaEDt37pw0adLzu7/w6+DNm1LFolRxaNXrKgeGBEwGKLs0UHZpzC5TUurKuXO8nHu87Gq25+FJ2GyBQWvVqmYnxLVpbofQDTZ7QSABDD8RslionczHCNOI+sO3niXRIAQyBujgIeEkPj7+ktki47ADOitTKhkymqK5JEiUW+wow7/mLhMJgiA4UVEXLpcbaVnZAibD0zNEW1cb8OzglVodv7uDJhJ4MU5DEBoD4TLoUd98H4aMpgGDMTbAB0ef7K9toE4j8UHQ8aOnpsLyd0hIgQ4eEk5kMtmI1Raog4/j8+qGlQabDQCAOxyjDcdGX+uttpHbtfIUcEfKvfPtt/8P8cU5dtvxK1cBAHqDUeDdK3yTvIbj+JSVq3k8nms6G4ZhTlnTuOkkJEU3NTV5kaq9T7hw8+YMr97dLVFcTmlXL4kOHgfgVEv7g6/9XTk8cPlmuzSGYBciV5T9rTNmrA/eDgTiBejgIeHEbDbTPTRs9U5ulLfuIyWd3U9se4HooHxz8GJJYWHhmD62o5BS9TQxiVcjVpveahMw3X+QCYBNow2pNdGSbzMAmru7W3t6AQCsjtZsDgcEPjYKALiDNFFbFMdPtrYveu0DKpWWkJQ6B8cvXW+ITgiqj5zFpPvTLzZ4+v5AIGQBHTwknNy6dSs+BH3NQ4pSq1v85OZ74+4sWbNu8NhB5ThFv95xsrV8JjOKw47icBg00lRaAQCxfF7N8SOjMZi6YVVRYnwumwUAAEFkBpD1pbKgaOOUlQ9snDyqPJ+kSC+m08+VNUQnZBE2+8oTk7Ozg3pEgED8ATp4SDg5/fpPI6c/qZ+UVFa9svGJcI/CPXq9numrl7wrjz/++EdHv84Qj02hH79kbkFRg83ebzBi30yOh42mWQlxwYwWAEABIF1yx9UlbPL73BOmvmB5bt7YMjx5fHLxHEDYx2uV3VOmrCVjdBCID2D9JSRsWK1WYvH5MFLV3LLxlR+HexTuUalU+/btW716dUBnLXzzt30jvmXsWDSajMNOFgmcWfepYlEUlzNisxEdrEdQMlrG8RmMXj8+lHdKu3tTM3Ld7pLHJy+ZN2mgq5aAWQy1czgk5IdCID65y26vkHuJW7duJYQmPs+m0y0h8D0AgMR5CwNqjTNhKJXKc+fObdkScFF1ZmamZcESLPC8gVSxqKJvINCzvBPP51cPDgdvJ4rLOd3a0a0Lqj+eaM02Fstj+md0bPyyhVP7O2sCtOr47Y9WBjMqCMR/YIgeEjZOvfZqiCqw5XyuzmBgSdyoowTDkculz77+Brk2SWFwcPDq1auPPfYYsdOfeOKJnaePuhWT8U5BTPRo9TkAwGxHnbJFhGHSqAYrOU9mRYnxbDqtRa3p0Y8wqNTp8XLGuLxFvdVWN6R0qvfbMGx+UsJohkHlwFByvI8atqiYuOWLwLFz1+MU/ioWaJU9OTmPBvhRIBCCQAcPCRsP/uFPLf/7m1BYjuFydQZjDHkO/kpNbcYDSx9+4WU2O7CKvgmgv7//888/f+WVVwhboNFouS+9otz5kShARXoJm+XPkrnrQ4BPEoTkBHWkHLbKZM6QitMlYgzHu/UjKI736EeoFAQAEC/gAQBYNNqMBDn1G4HkVo1WZTI7EwsYK7ZwuDyfV4mKiVu1ZNahk2UJqX7VNGKoPQK/QpB7FejgIWGDQiG5tfYoNASxkbGUa7HZzpRfn/3IY8u/O18oFPp/YnV1tVOpZrTabbRKfvxbBoORlZU15qeBoqjJZPK5WKtSqT773gsJQn59fX1OTo7/IxzDnDlzdjY1iW5eIWwh0pCwWTf7BzOkYgAAFUEUIiEYl9DnCoVCSZeIEwWCBqW6TaOZsdzf/EGpLOahpbP3fXWcyeLFpxQgNG/lFXQGW6/XCwQBF/dDIASgwE6FkHBRUVERohk8juP2SVMykjwK2vukva//RmNj8cYn8vPzA1Wqr6qqEvV3+3+83mgqqawsWreBxWJZLBYAQNn+L7lsNhVBDBbzbXUdCgXHcISK4BjeOzzEHOinAIBQKEwabWZ8LACgUal+fMenwWRvqdXqY69+P0lIvu9p02j9X4sZMpowHJfzfc+efdKl0wuZTAKN8s62d83d/vdAz7LZrP29nTiGnbpY4cDxmIRsnshNC58fbsyKNKlByL0KdPCQsHH9+vXWd34bCsu1Q8r5j63nEfJ2ZdU1GYuXymQywjKigTr4UTQjI2K+7wD11do6UXsz+87HDgcALQUzCCTZubJ//37BueMsslvvBOTgAQAlnd1eug0FxIWO7oWKgE3VF65OTXefP+8/WrVSq1WdPH8dAMBkc+NTCpxJzaqBtiO7fhGkcQjEH2CIHhI2QvdwqTZbiHn3m41NxZufjYmJIX1I/uCPdwcAMGg0bNwCBAWAxBtlX/B4GzZsIDyAdevWfXzgiywZycmJgYKT972Q87l4gMVC/QYDX0BCbz2RRCaSyJ5PzQIAmIyGwYEeAMCp8+U4jgZvHALxB1gmBwkbx7e/Gu4hjCVh7oJweXf/YdAZuLtnIxaNRj999NKlsR3bAmL29jcGDMZgLARPukTUqdUFY0FvtbZptG0abadWrxqn0+edRqUmKloezNXHw+HyUtKyU9Kyn9/61F9/+zy5xiEQT8AZPCQ8tLa2xvJCJfdRuHw5gbNu1DfOfSKy+sa6hcmgGzxMcmUcdvvHHyQnJycmEgxxT5o0qe7Bh0DpuSAGCE63dbjG5DkB9uuLF/DbNNphkykqkDBMh1aHOxxOkV05j5cuFQN3knw+oYAQrlqajAaJJC109iEQV6CDh4QHpVIp8CWqijscl7t6AQAAODCHg0r5NuCE4jgN8fiWxeB29A/gGI4gFAAAjjsQKlKYlRXl9XafOH9hdLSbrKhIg0F3E6IfRSESHvrZj57b+R/CavnmIweC0YEHAEyKjqJSKFFB9PNNFYsalCoujcFh+HWPqhlSJgkFXvrS+k/Muu8FacEL/X1daWkPhs4+BOIKdPCQ8HD2Fz/zeS9Wmc0ZUjGRvp82I7CNjTNXNDiWz5nt6YybjU3zZ3hsTB5RMOkM78JzedGyL7744sknn5ywIY0hlsdtVWuDcfAAgGyZtEGpypSIfTbWa1ZpEgR8UnriNak0ElkI12geWjw5dMYhkDHANXhI5GJDMdqEdE0FACTMXSCVSifmWkHCYtC9zOABAAiFgp86Stg+BZCgT9Azrh8dATKlksNNbd6PaVCqRWxmoBI9nugfMQhFocox1KqVd0WICHLPAB08JHKxYhPk4K/W1qWkpEzAhUiByfAxgw8Gi8VCRUIlQBQoCIWyLCOlVa1t02g/qqhqUWvM9jtS0FvUGimbFdBSvXdi1r1MlqnxqJSDhGsvIRACwBA9JHKxohiNRGfjWTgvdeEDd8v0HQBAQxCMxEqyO6murhaT0bA1RSxUmswyTrCyrEwq1dlQOHGK4FRrh9psMdntCQI+l043oyiXwQhyIcAVHHj7kgSJVq18dtPSEBmHQNwCZ/CQyIXEGTyK40x3udx6o+nA+Yvp6emkXGViOHm13KdgO4OKqNVqAsa7u7v5RLPzXEkSCnQWa/B2RqFTkRWZqTIOe1J0VLpETEMQLp0uJ5Cf4ZnK/sHYOHIEdsaA4/isghiFQhEK4xCIJ+AMHhIeFv767a4//8G7HL2NPAdvx3EO646JKY7j5ytuTluz9pV1xJVhwgKzo5Uu9aHEImQxW1paZs4MuOpPr9c3dvaMvlWbzRKizVHkfDK9LwCAAkCqWNSm0WrMlgxfPwECjFitbDbJY3bS1FD19LoXQ2EZAvECdPCQ8DBr1qyzaq3327QVxahkzeAxnOUyMb3Z2JS8oPip11YGqjMfdqqaW6K4vj0ul8EYGCDSrD06Onr+1q30b34sDR2dnIZAW57fpqJvIPgGsuNJFYv6RwzNKg3pPp65+PHSiydmz1uMIGSOubuz5Scvb/JZCwCBkA78zkHCA5VKfeHz/3bp9F6PcpC1IoriOMcl0Vqx8IGpU6fedd4dANA1MCBi+V4jpwCAYRgB+8XFxd2DQwROHE9hXGzvCAm59OOR83kDBgPpZtXHd06dPre1qe7Mif+SZVOrVj62apaEvM7FEIj/3H03OMg9g0wmW/Peh+d+8gNSsrq84xqir+/omDbtLlCsG49Sq5P19wABCR3Tr1y5oquqAABgGI5iGJPxbYICh0nar6NTq/fSoTWiuNzVO/OH77I5vIzsgqSUjI62RpNxJDd/ejA2Ubt9Zn50VlYWWYOEQAICOnhIOMnKylJuf7P9z3+ghziAibo4+Pbe/uV3ZzlySWVVIRneHQDQ09MzI/QlW4VxsT36kQSSxhw6bg0Opz77Cz5f6HzLZLIVqVkjem1zQzWVRk9NzxlzfPXNKwVTPYomAQDsdlt3Z8vyhZNmz/Z2GAQSUmCIHhJm5s6d26zShPoqdgxnf6OMO2fd+lBfLhTgOC7qI9KF1i185SBZprwgYjGbQv/LDZIOjU64/ocS2dhnPr5AlJFdIJFEnT3x3/7eTgDA8GDf5QvHmhqqfa4cpcWCX/5sK/TukPACHTwk/Pzk4DFfi/HBgjluJ9lV1DeEVNNGp9PdOPhVKCyfunY9SSjw//iRr74MxTACRcZmGWy2cI/CI4MGo23ZMzFyj9VxIonsgWWPAgBam+scDsfchSsyswt0Oh9PLTwez3uFCAQyAUAHDwk/fD5/4W//d2KuNahWC4XC0Nk3GAyKuNhQWKa1NtGpAfzB0qlIU1OT213Xr1+PEk/Q0nhBbHT/SJj7z7oFx/GSzm7dA08mp2T6PFgen5yWkRsdG+98q9WoYFt3SOQD1+AhEYFcLr9htgSfbdem0fWOU0G3YZjOarVcuQoAwGLi9u/fP/5Es9nM9lXwrdVqRaI7GuSkpqZSqVTXLUwm80pNbWp8PJHRe+ZabZ0/1XGuJAj4V37/K8ovfp2RkTFmV0dHx4xAggFB0qMfSZeKyZ3PGm0e/Svua+JitNtv9A3KHn2xcEPWmF+fn6x8+PGmhqqoKLk0KiQPcxAIKUAHD4kIEhMTq1k8mUBIQSgO3EFBKDiG09PZt1gs5y0Yw7DRezGGYdyudgAA7nAgFEqvfiT+mzQuCZudKvYwQdcqb//fUjt+Z5tGu27nnoDG3Nvbe6a0OS5B4bpR1THA8aOMLVAGVOrh3oGlaQqfR7qSIhaW/u5Nyhu/Da9U34z42G6dPqD1BZ8UJcWV9fTNSYgbv6ukoztewAMA9OhHUkTCZNG334e+EUPdkCrhOz+YkZoVTAgdQZDs3Km9PR1NDdWZ2QXjD3CErFkABOI/0MFDIoVnfvo/WE2lv0fPLRp9eX7P7uC7gBPAbrczx1WUSaNitWRIvY6BQaf98F+f/eWZJxckJ7ACKd9PEgrq6urGOHje8ADgKUgeomd4DMa13gFyHbyAyUwXi6oHhwtiosbvddbmpUvEWou1TaPt0RtwHM+PjeqfsWb+5BlkjSE+QaEc6r984fjchctdt+M4TiwwAIGQC3TwkEhBIBD0Wa2jue5+otTqOO5E5icAu93OcDdZ1+hHjjuXA+6MOoy+FvF4o8L4MpGIRkUAAAw6Xeo1OUAqlf766yMNDQ0Hfv4zhEKZnRDnj45vp1b/+PI73I9KpWKT1FzVf+Q8rt5qFQT4y/VOFJdjxbA2jXbM451rVZ6IxRSxmM4D+kYMI8f+1c7lyRMULFawXXCcyKLlXB7/6Ne7l654jM64/el6ulo3rdlIin0IJBigg4dECikpKTf2qVLi3ARdvXCzqSmDvH5iAWG32xkMNx5r+oYfeT/RbDLgzhCuw9FtvK3IpuyuWJiT7wztUigUHMcRBHH+DwAoWC4FACAIkpubm3vgsN1ur6+v//SnP5Ky2QiF4lyqcP0fAGeImKLLzD106BAAIDo62qncV1tbuzh+oleOc6KkzSoNuQ4eAJAg4Hdq9cMm02jH2A6NzlMmRxyfF8fngYqDDZSHU9KyyRoDm8NbsebxlqYaHk8gj08GAKConUn2J4VACAAdPCRSYDKZVrs90LMwHEfCVI9kt9vpdCISLmwOb/Q1l3c7cE1H+woK3KzmuoVOpxcUFMzZum3DBn875eh0OgCAw+GIjo7u6etLMuoCGTIJ6KxWn61revUGvfXbHnRiNovq8stl0Wh85tjlj2SRoEGp4jEYbBoNANCp0y8Uh6QjnBcoFEpGVn53Z0tN1dVJk2etemDyBA8AAnELdPCQu5ywJjOR2EGEQM4XnU5HUdRPRf3R4kCRSGQwGMCEO/jpcbHNKrXSZEmXiDw9k43YbKNL9ThwmO2o669XY7EMm0yjb51BEAoFMKjU/pHbgZAsWdhU3xOT0wVCydkTB3K+e5f1J4Tcq0AHD4kgKCBgJ8fqaAHhyLAjF2JpWUuXLm1pacnODjjaTKVSURwnqxWv/2RIJTgAFzu6smXSWHet3BlUhOuiik9KZ/qJRCiSzFu04g9/2rF/D2mpfBAIYaDQDSSCcAQ+HyfwTEAWTCZTrydHhxXHMAKrtjwez2KxELgclUpF0fDotCAALFIkmey22iGlHcfH7L0HissYTNaceQ+q1epwDwQCgQ4eEknkrFgd0PENHZ2S0Hei80R2dvbN8kukmEIxlFhalietOu8gCBIuB+8kVSzOiZaVdvUOGU2u2+8NdVeRWDowMBDuUUAg0MFDIon4+Phhjdb/4zv6+4UTXvHlyjObVg4N9gZvB8cwBqFwNJVKxcfNg31Co9Gu1dbfbGyqam7pVyr7lUpdCNqrewcBYKEiMZJl6glDZzCJRVYgEHKBa/CQCCIxMfGERh3l/5p6uGd8aWlpn+w6+MCyR4K0g+EYi5D+XXFxcUtLS2ambzV1V9LS0qJ++COHw4GiqMFgAABYLBad1QoAsFqtXZcuTM8hrYrsPsRZ5RjuUUAg0MFDIozlL3zv8r8/TYqN8edgVnv4M+xe3PrYqUuNSYqgtGAxFCU2g5dIJF1dXQROFAhuJ6tLpdIxu24c/pqAQVK4B9bgIZDIAYboIZFFQkJCUvESqy3ggvhwkZiY2NpcE6QRHCcYogcA3Lp1655RPg93RAYCuaeADh4SccyZM6fJj1mpDUWplIj4Am94uDhICxiG+exl54nvfOc7//rXv1QqVQO3bV0AAAtbSURBVJBjGGX2o+vJMnV/gmH+ihNAICElIu6PEMgY1r36s/a+fu/HlNfVxfDCI1JLOoRD9AAABoPx7LPPVldXd3R0kDKYsOfY3+10d7ZOmjQp3KOAQKCDh0QkUqk0ZfGD3o8ZMZkD6qsWyWA4kTp4V4qLi81m89WrV4MP16empl5vaAzSyP3MikWT4AweEglABw+JUOhh6hEXFnAMJZZF70pOTs7kyZN3796t1+uDscPlcrUjIwCA9r6+k136VrW2U6vH75Vl/lADO81AIgf4mAmJXBwOhxeF9khIoScLjGgd/BhYLNbixYvffvvtt99+O6ATne3pwDdtbZVa3UflbVMKi1bkyADYZLNZy26UyStPOBxAIRJQJ1zj9i6iu7N182Obwz0KCAQA6OAhEQuTyTRhGP3+CHU6HI7gg7plZWVNTU35+fmBencAQHl5uRHIRx+nZm181XUvg8GcPnsRmL3IbrNdunYBRdHUhhKFSECgQc49z8rifAJtBSCQUHBf3D0hdyMJCQmNak18dJTbvWq9nn1/+H6fjIyMnDx5MiUlJTc3d86cOQQstLe3N3aZEpN9e2s6gzF73lIAgL1ocfPHb2ZKxQQuFy46tDrc4aAj1NCV29vtNhaLSAdhCCQUwFskJEIRi8UjJpOnvTcbmtLctSMLC18dK5u7cHlYLl1fX282mx999FHCk2kURT/57NCiJWsCOovOYNgWP6Eu2++9v7tP+keMvfrbKrmJwhC6xkal+gf/PSQSiSwWS3l5eVWzRiAk/+mkp6vt2Q0LSDcLgRADrqVB7kpMVounnuL3FZWVldOmTQsmVF5RUTFv0UoCJ2Zk5V+Oyg0yaX9uUvz85ATnv9Dl8TWpND/6+qhIJAIAsFis+fPnz5sWr9OS3/BtZXE+AhMUIBEDnMFDIpf8NY/Yq2+M317b1hE10Av4vIkfUkQxMDBQWFgYjAWTyXS+rL5w1iJipxcvXdv6yZvpEtKmwgMG54Te6ekp37wA8QKPk3sagiQI+F6e9mqHlK8dOz1GR2jKlClMJtNoNDrfHj5TyWRx4hMUwQweRe0MRqRElSAQAB08JJLhcDgDViv7zqIjG4r2l5VkSiXhGlXkcO7cuU2bNgVjwWAwSKNiCZ9OZzAM8zeoyg9KOUEF6kcpSowP9JQLHd1xfJ4nB9+gVL1+/IzbEsScnJzR19OnT9fr9XV1dacuNSSnBNa5Z5SerrbNjz1N7FwIJBTAaBIkcsnNzW3o6Byz8eCFkgzypox3LxaLpaCgIEgjKIrS6UEVbedMmlYakxveGnmah6h4h1b3w/8e9lNgQCAQzJ49+5Vt6xrrKokNw+FwwPx5SEQBHTwkonni9Teau7pH35ZV12QbNLA6CwBgMplsQTdTt9vt9KBVWYqXrO3Q6II0QpgED9H7/hHDM7s+d667+w+fz3/zZ1sb6yo72ho72hr7ezvNJoOf57LYnCAlhiAQcoEhekhEIxQK5zzxdP3BA1Fi0aBag9bdEogE4R5URCCRSIaGhmpra/Py8ggbQVGUQQ9WYIfOYGiKHhHfPCoKWowvUEZsNibN/aTZgmIxMX41HR4Dk8n8/RsvOV+bTKa+vr6hoaGS653y+GTvJ8bKE5ubm4PMioBASATO4CGRTkZGhmjGbDuKVh09nAy9uwvZ2dlGo7G1tZWwBRRF6QwSdFXzCma0Tl5xJqagTaNtVWu1FisBI736kUBPqewfjA9lriWHw0lPTy8qKvruk8tykujtLfXtrQ0jei0AwOFw9Ha3d7Q1trc26HUaAACFQsFxPHSDgUACBc7gIXcB8+fP//7f3osCjjaN1rkFoVA4dDqXTmfTafdzvdzMmTPPnTvH5/Ojo6MJnI6iKJNJTn7cpCkzAQBg0QoAQFdHy82uVgBAct15GoIkCvghWlXBHcCT5aV/+COJF5JIJBKJZMaMGQCAjo6O4eFhCoXy2Iq1XC4XANDZ2Tk8PHzkTFVVhcZ5DAQSCUAHD7kLoFAof/ti35iNZrNZo9FoNBqLxTJm18ntPx5vBMVx5zOBgMm4l9TUi4uLDx48uGjRIoEg4PAGiqI0GvmVXUmK9CRFOgAALFimUQ+fu1UBAEiuu8BnMqK5ZHb49bQAH1IUCoVCoXDdkpycnJycPH369IkfDATiBejgIXcrbDabzWbHxcWN31V46sL4jXa7Xa/X63Q6jUYzKs9CoVBuv25tra6udrMdAAqFIhAIOBwOm83m8yNRiHTNmjX//Oc/n3zySVI61pCLWBJ1W+Zv4fLeD18j0cH3G4x8pvvPi+H4fdWNEAJxC3TwkPsFOp0ulUqlUqnbvd6nX1qt1mg0GgyG/v5+V+0253PAojk5Ta0NY06hUChcLp/D5bE5vAlQN9uyZcsnn3zy7LPP3j9Kao1K1SJFkttdAwbjw2lpEzweCCTSgA4eAvGNSCTyUnDl9uEAx3FntECn02EYNmbvkbPVzhfORwSdVlVVVcXn8wUCgVAoJDb7fPLJJ2/evHn/ZHFTgMd1fSuGOVfHIZD7GejgIZCQgCCIWCwWi91r8rh9JtDr9VqtVqvVji9wHx4eHn09unwgEonEYvHo0juTyUxKSiovL79L87yoCII5HFS/0/HiBR7z55lUqlarDbQIHgK5x4AOHgKJFAQCgUAgSEpyH3Yej1qtVqvVfX19rhtNJtONGzfGSKo5IxBCoZC0sYYAMYtlsaNchl/RixaVRuZ5OT9ewK+rqysqKiJvdBDI3Qd08BDI3YqzdmvMRrexAY1Go1KpxjwKAAB0Ol17V7/rFhaLzeHyuTw+jTbRSWoiNstot/vp4HtGRtK9dqMv/92bKZ/sksvlJI0OArn7gA4eArn38bRYMP5pwGAwOIsPxy8TjOYNAACAw0FBEB5PwOUL2GxyVrulHHaf31o3PgvkYnnctrY26OAh9zPQwUMgkG/h8Xg8Hi8xMXH8rjFPAziOO9cIxguw3/EoAAAAgMPl8Xg+yvQZCOJnS3jca4bdKOd/+drc0xf9MQiB3JNABw+BQIiAIIhMJpPJZON3jQ8MaLVatVo9mPmHMQUCp1571fnC6bB1FqsVw5i+erJV9Q9my9yXO94xwvtY4hACAdDBQyCQCcCZ5Zeamjpm+/Q7JYnMZnN/f79Go3H2eLVYLK6ihBRAEbGYIjZLZ7Wy6fDeBYH4AP6RQCCQSIHNZo95CHAVJTSbzQMDAxqNpv1/fjThQ4NA7j7uF9ErCARyt8Nms1NSUqZNmxbugUAgdwfQwUMgkLuJ/v5+8YQ3nodA/n97d6/iRBSHcfgkMoaAMBK7dIGQMoUQ7MRGr8jKQhDFDxCvSG9FLBIUIS5iVNgExhuQzVSbnHefpz7Fv/vNx5kzNRJ4oCbr9fruuFfg++y0h2ACD9RkuVx+ufh56imgAgIP1GQ0Gj188brr8cX8k3cfrmEeOFsCD1RmtVp97nET3+ciAIIJPFCZpmkev3l/dNnAQTfcbAIP1Ofjs6enHgHOncADgX5dXv73/zpwcwg8UJmu646eM/9992c2m13PPHCeBB6ozOFwsH8OjhJ4oDJN0zx6+fbqNX124UE2gQfqs1gsvu1+X7HAFnoQeKA+k8nkwfNXp54CzprfxQJVmk6nn35cDAeDe+PxndvNreGwlPJ3f/i625VS7rftqQeEExs47AmoV9d1m81mu93u9/tSStu28/nc83koAg8AkbyDB4BAAg8AgQQeAAIJPAAEEngACCTwABBI4AEgkMADQCCBB4BAAg8AgQQeAAIJPAAEEngACCTwABBI4AEgkMADQCCBB4BAAg8AgQQeAAIJPAAEEngACCTwABBI4AEgkMADQCCBB4BAAg8AgQQeAAIJPAAEEngACCTwABBI4AEgkMADQKB//TMLoPlrd5wAAAAASUVORK5CYII=" 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<div class="sourceCode" id="cb10"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb10-1"><a href="#cb10-1" aria-hidden="true"></a><span class="co"># reset margins</span></span>
<span id="cb10-2"><a href="#cb10-2" aria-hidden="true"></a><span class="kw">par</span>(og)</span></code></pre></div>
<p>Using the credible intervals, we can complement our map with a point-interval plot:</p>
<div class="sourceCode" id="cb11"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb11-1"><a href="#cb11-1" aria-hidden="true"></a><span class="co"># order counties by mortality rate</span></span>
<span id="cb11-2"><a href="#cb11-2" aria-hidden="true"></a>index <-<span class="st"> </span><span class="kw">order</span>(mortality_est<span class="op">$</span>mean, <span class="dt">decreasing =</span> <span class="ot">TRUE</span>)</span>
<span id="cb11-3"><a href="#cb11-3" aria-hidden="true"></a>dat <-<span class="st"> </span>mortality_est[index, ]</span>
<span id="cb11-4"><a href="#cb11-4" aria-hidden="true"></a></span>
<span id="cb11-5"><a href="#cb11-5" aria-hidden="true"></a><span class="co"># gather estimate with credible interval (95%)</span></span>
<span id="cb11-6"><a href="#cb11-6" aria-hidden="true"></a>est <-<span class="st"> </span>dat<span class="op">$</span>mean</span>
<span id="cb11-7"><a href="#cb11-7" aria-hidden="true"></a>lwr <-<span class="st"> </span>dat<span class="op">$</span><span class="st">`</span><span class="dt">2.5%</span><span class="st">`</span></span>
<span id="cb11-8"><a href="#cb11-8" aria-hidden="true"></a>upr <-<span class="st"> </span>dat<span class="op">$</span><span class="st">`</span><span class="dt">97.5%</span><span class="st">`</span></span>
<span id="cb11-9"><a href="#cb11-9" aria-hidden="true"></a>y <-<span class="st"> </span><span class="kw">seq_along</span>(county_name)</span>
<span id="cb11-10"><a href="#cb11-10" aria-hidden="true"></a>x_lim <-<span class="st"> </span><span class="kw">c</span>(<span class="kw">min</span>(lwr), <span class="kw">max</span>(upr)) <span class="op">|</span><span class="er">></span></span>
<span id="cb11-11"><a href="#cb11-11" aria-hidden="true"></a><span class="st"> </span><span class="kw">round</span>()</span>
<span id="cb11-12"><a href="#cb11-12" aria-hidden="true"></a></span>
<span id="cb11-13"><a href="#cb11-13" aria-hidden="true"></a>og=<span class="kw">par</span>(<span class="dt">mar =</span> <span class="kw">c</span>(<span class="dv">3</span>, <span class="dv">0</span>, <span class="dv">0</span>, <span class="dv">0</span>))</span>
<span id="cb11-14"><a href="#cb11-14" aria-hidden="true"></a></span>
<span id="cb11-15"><a href="#cb11-15" aria-hidden="true"></a><span class="co"># points</span></span>
<span id="cb11-16"><a href="#cb11-16" aria-hidden="true"></a><span class="kw">plot</span>(est,</span>
<span id="cb11-17"><a href="#cb11-17" aria-hidden="true"></a> y,</span>
<span id="cb11-18"><a href="#cb11-18" aria-hidden="true"></a> <span class="dt">pch =</span> <span class="dv">5</span>,</span>
<span id="cb11-19"><a href="#cb11-19" aria-hidden="true"></a> <span class="dt">col =</span> <span class="st">'gray50'</span>,</span>
<span id="cb11-20"><a href="#cb11-20" aria-hidden="true"></a> <span class="dt">bty =</span> <span class="st">'L'</span>,</span>
<span id="cb11-21"><a href="#cb11-21" aria-hidden="true"></a> <span class="dt">axes =</span> <span class="ot">FALSE</span>,</span>
<span id="cb11-22"><a href="#cb11-22" aria-hidden="true"></a> <span class="dt">xlim =</span> x_lim,</span>
<span id="cb11-23"><a href="#cb11-23" aria-hidden="true"></a> <span class="dt">ylab =</span> <span class="ot">NA</span>,</span>
<span id="cb11-24"><a href="#cb11-24" aria-hidden="true"></a> <span class="dt">xlab =</span> <span class="ot">NA</span>)</span>
<span id="cb11-25"><a href="#cb11-25" aria-hidden="true"></a></span>
<span id="cb11-26"><a href="#cb11-26" aria-hidden="true"></a><span class="co"># intervals</span></span>
<span id="cb11-27"><a href="#cb11-27" aria-hidden="true"></a><span class="kw">segments</span>(<span class="dt">x0 =</span> lwr, <span class="dt">x1 =</span> upr,</span>
<span id="cb11-28"><a href="#cb11-28" aria-hidden="true"></a> <span class="dt">y0 =</span> y, <span class="dt">y1 =</span> y,</span>
<span id="cb11-29"><a href="#cb11-29" aria-hidden="true"></a> <span class="dt">col =</span> colors[ index ])</span>
<span id="cb11-30"><a href="#cb11-30" aria-hidden="true"></a></span>
<span id="cb11-31"><a href="#cb11-31" aria-hidden="true"></a><span class="co"># x axis</span></span>
<span id="cb11-32"><a href="#cb11-32" aria-hidden="true"></a><span class="kw">axis</span>(<span class="dv">1</span>, <span class="dt">at =</span> <span class="kw">seq</span>(x_lim[<span class="dv">1</span>], x_lim[<span class="dv">2</span>], <span class="dt">by =</span> <span class="dv">20</span>))</span>
<span id="cb11-33"><a href="#cb11-33" aria-hidden="true"></a><span class="kw">mtext</span>(<span class="st">'County mortality rates per 10,000, Georgia women ages 55-64'</span>, <span class="dt">side =</span> <span class="dv">1</span>, <span class="dt">line =</span> <span class="dv">2</span>)</span></code></pre></div>
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" 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<div class="sourceCode" id="cb12"><pre class="sourceCode r"><code class="sourceCode r"><span id="cb12-1"><a href="#cb12-1" aria-hidden="true"></a><span class="kw">par</span>(og)</span></code></pre></div>
<p>More details and demonstrations can be found in the package <a href="https://connordonegan.github.io/geostan/reference/index.html">help pages</a> and <a href="https://connordonegan.github.io/geostan/articles/index.html">vignettes</a>.</p>
<h2 id="citing-geostan">Citing geostan</h2>
<p>If you use geostan in published work, please include a citation.</p>
<p>Donegan, Connor (2022) “geostan: An R package for Bayesian spatial analysis” <em>The Journal of Open Source Software</em>. 7, no. 79: 4716. <a href="https://doi.org/10.21105/joss.04716">https://doi.org/10.21105/joss.04716</a>.</p>
<p><a href="https://doi.org/10.21105/joss.04716"><img src="data:image/svg+xml; charset=utf-8;base64,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" alt="DOI" /></a></p>
<pre><code>@Article{,
title = {{geostan}: An {R} package for {B}ayesian spatial analysis},
author = {Connor Donegan},
journal = {The Journal of Open Source Software},
year = {2022},
volume = {7},
number = {79},
pages = {4716},
doi = {10.21105/joss.04716},
}
</code></pre>
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