<?xml version="1.0" encoding="UTF-8"?>
<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" gd:etag="W/&quot;A0UBQHc9fip7ImA9WhVREkw.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822</id><updated>2012-03-19T21:54:11.966-07:00</updated><category term="Visual Studio" /><category term="Konvertierung" /><category term="SQL" /><category term="Javascript" /><category term="C" /><category term="Sonstiges" /><category term="Webtemplates" /><category term="CodeBehind" /><category term="Java" /><category term="VB" /><category term="Objective C" /><category term="UriBuilder" /><category term="Inline" /><category term="C#" /><category term="Windows Dienst" /><category term="Custom Controls" /><category term="Windows Phone 7" /><category term="Flash" /><category term="WCF" /><category term="Mailserver" /><category term="HTML" /><category term="Tools" /><category term="Asp.net" /><category term="JSON" /><category term="Android" /><category term="Handler" /><category term="Silverlight" /><category term="Command Promt" /><title>DiDos-Blog</title><subtitle type="html" /><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://didos-blog.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://didos-blog.blogspot.com/" /><link rel="next" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default?start-index=26&amp;max-results=25&amp;redirect=false&amp;v=2" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>164</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/Didos-blog" /><feedburner:info uri="didos-blog" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><entry gd:etag="W/&quot;CU8ESXwzeyp7ImA9WhRVF0U.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-8272712103072008655</id><published>2012-01-16T23:03:00.000-08:00</published><updated>2012-01-16T23:03:28.283-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-01-16T23:03:28.283-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Sonstiges" /><title>Really radiactivity counter for Android</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/cyqXJdPrp50gyTEolPTjOhro7S8/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/cyqXJdPrp50gyTEolPTjOhro7S8/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/cyqXJdPrp50gyTEolPTjOhro7S8/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/cyqXJdPrp50gyTEolPTjOhro7S8/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;a href="http://www.youtube.com/watch?v=qJcOq5sLxPo"&gt;RadioactivityCounter for Android - REAL working Geiger counter + 10Sv/h Image&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-8272712103072008655?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/6ugcxy3vO9Q" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/8272712103072008655?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/8272712103072008655?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/6ugcxy3vO9Q/really-radiactivity-counter-for-android.html" title="Really radiactivity counter for Android" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2012/01/really-radiactivity-counter-for-android.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUEEQns-cCp7ImA9WhRQGUg.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-9219136250049065638</id><published>2011-12-15T06:00:00.000-08:00</published><updated>2011-12-15T06:00:03.558-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-15T06:00:03.558-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Sonstiges" /><title>Mactini</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/O3wHG5nIrV_EQDcQWrS6ON480aw/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/O3wHG5nIrV_EQDcQWrS6ON480aw/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/O3wHG5nIrV_EQDcQWrS6ON480aw/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/O3wHG5nIrV_EQDcQWrS6ON480aw/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;a href="http://www.youtube.com/watch?v=GdIanqM_RZ8&amp;amp;feature=related"&gt;Mactini :D&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-9219136250049065638?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/Xh2eoGB6aA4" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/9219136250049065638?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/9219136250049065638?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/Xh2eoGB6aA4/mactini.html" title="Mactini" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/12/mactini.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkUHQn05eyp7ImA9WhRQGU4.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-8871619817666696709</id><published>2011-12-15T00:37:00.000-08:00</published><updated>2011-12-15T00:37:13.323-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-15T00:37:13.323-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Objective C" /><category scheme="http://www.blogger.com/atom/ns#" term="Sonstiges" /><category scheme="http://www.blogger.com/atom/ns#" term="Windows Phone 7" /><title>Web-App vs. Native-App</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/ZN8rwkh2AR3SMRXXDKVEJ6rnGr4/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/ZN8rwkh2AR3SMRXXDKVEJ6rnGr4/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/ZN8rwkh2AR3SMRXXDKVEJ6rnGr4/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/ZN8rwkh2AR3SMRXXDKVEJ6rnGr4/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;In these situations you &lt;b&gt;&lt;i&gt;&lt;span style="color: #cc0000;"&gt;can/should&lt;/span&gt;&lt;/i&gt;&lt;/b&gt; develop a Web-App:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Server-centralized resources, logic, etc. &lt;/li&gt;
&lt;li&gt;SaaS (Software-as-a-Service) billing model&lt;/li&gt;
&lt;li&gt;App with sensitive data, which must to stay behind firewall &lt;/li&gt;
&lt;li&gt;Cross-Platform compatibility&lt;/li&gt;
&lt;li&gt;Zero footprint&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
In these situations you&lt;i style="color: #cc0000;"&gt;&lt;b&gt; can/should&lt;/b&gt;&lt;/i&gt; develop a Native-App:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;App &lt;span class="short_text" id="result_box" lang="en"&gt;&lt;span class="hps"&gt;must be able&lt;/span&gt; &lt;span class="hps"&gt;to work offline&lt;/span&gt; &lt;span class="hps"&gt;and online&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;Requires substantial access to the local system’s resources, particularly CPU/RAM&lt;/li&gt;
&lt;li&gt;Performance&lt;/li&gt;
&lt;li&gt;Integration with other systems&lt;/li&gt;
&lt;li&gt;Heavy graphics work&lt;/li&gt;
&lt;li&gt;Desktop-quality UI widgets&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
A very good article you will find &lt;a href="http://www.techrepublic.com/blog/programming-and-development/why-html5-makes-justifying-native-applications-more-difficult/4903"&gt;here&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-8871619817666696709?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/4bnsVJNMpmk" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/8871619817666696709?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/8871619817666696709?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/4bnsVJNMpmk/web-app-vs-native-app.html" title="Web-App vs. Native-App" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/12/web-app-vs-native-app.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkIFRX8-cCp7ImA9WhRRGE8.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-5843452224892799079</id><published>2011-12-02T02:08:00.000-08:00</published><updated>2011-12-02T02:08:34.158-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-02T02:08:34.158-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Objective C" /><title>How to get month name from month number (objective c)?</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/KMLokAS6hfIiTZomzBw4oyFogrI/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/KMLokAS6hfIiTZomzBw4oyFogrI/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/KMLokAS6hfIiTZomzBw4oyFogrI/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/KMLokAS6hfIiTZomzBw4oyFogrI/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;With NSDateFormatter it is possible to get month symbols:&lt;br /&gt;
&lt;br /&gt;
NSString *monthsymbol = [[dateFormatter monthSymbols] objectAtIndex:monthNumber - 1];&lt;br /&gt;
&lt;br /&gt;
Note: you'll need to subtract 1 from your 1..12 month number.&lt;br /&gt;
&lt;br /&gt;
With &lt;a href="http://developer.apple.com/library/mac/#documentation/Cocoa/Reference/Foundation/Classes/NSDateFormatter_Class/Reference/Reference.html"&gt;NSDateFormatter&lt;/a&gt; you can get symbols for AM/PM/weeks/quarter/era-symbols.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-5843452224892799079?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/hYr2KEDidaM" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/5843452224892799079?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/5843452224892799079?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/hYr2KEDidaM/how-to-get-month-name-from-month-number.html" title="How to get month name from month number (objective c)?" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/12/how-to-get-month-name-from-month-number.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DkcBSX89eip7ImA9WhRRF0g.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-4632595964262945027</id><published>2011-12-01T07:40:00.001-08:00</published><updated>2011-12-01T07:40:58.162-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-12-01T07:40:58.162-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Objective C" /><title>Remove all subviews from scrollview</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/G1cHoCzs_c8537ckTKHalLxk4Pg/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/G1cHoCzs_c8537ckTKHalLxk4Pg/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/G1cHoCzs_c8537ckTKHalLxk4Pg/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/G1cHoCzs_c8537ckTKHalLxk4Pg/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;This lines of code removes all subviews from scrollview:&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;pre class="lang-c prettyprint"&gt;&lt;code&gt;&lt;span style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; font-size: x-small;"&gt;&lt;b&gt;&lt;span class="kwd"&gt;for&lt;/span&gt;&lt;span class="pun"&gt;(&lt;/span&gt;&lt;span class="typ"&gt;UIView&lt;/span&gt;&lt;span class="pln"&gt; &lt;/span&gt;&lt;span class="pun"&gt;*&lt;/span&gt;&lt;span class="pln"&gt;subview in &lt;/span&gt;&lt;span class="pun"&gt;[&lt;/span&gt;&lt;span class="pln"&gt;scrollview subviews&lt;/span&gt;&lt;span class="pun"&gt;])&lt;/span&gt;&lt;span class="pln"&gt; &lt;/span&gt;&lt;span class="pun"&gt;{&lt;/span&gt;&lt;span class="pln"&gt;
&amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;span class="pun"&gt;[&lt;/span&gt;&lt;span class="pln"&gt;subview removeFromSuperview&lt;/span&gt;&lt;span class="pun"&gt;];&lt;/span&gt;&lt;span class="pln"&gt;
&lt;/span&gt;&lt;span class="pun"&gt;}&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span class="pln"&gt;
&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-4632595964262945027?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/Jqor-6g4YnU" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/4632595964262945027?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/4632595964262945027?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/Jqor-6g4YnU/remove-all-subviews-from-scrollview.html" title="Remove all subviews from scrollview" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/12/remove-all-subviews-from-scrollview.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DkYDRno8cSp7ImA9WhRRFks.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-9188149321630963222</id><published>2011-11-30T06:42:00.000-08:00</published><updated>2011-11-30T06:42:57.479-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-30T06:42:57.479-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Objective C" /><title>Set background color of UITableViewCell with an accessory</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/Ov4lFkI6DXsIepEZe-uiBghxcfM/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Ov4lFkI6DXsIepEZe-uiBghxcfM/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/Ov4lFkI6DXsIepEZe-uiBghxcfM/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Ov4lFkI6DXsIepEZe-uiBghxcfM/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;I tried to set background color of a UITableViewCell with an accessory in&amp;nbsp; "cellForRowAtIndexPath"-function.&lt;br /&gt;
&lt;br /&gt;
cell.backgroundColor = [UIColor grayColor]; --&amp;gt; will not work.&lt;br /&gt;
cell.backgroundView.backgroundColor = [UIColor grayColor]; --&amp;gt; will not work.&lt;br /&gt;
&lt;br /&gt;
cell.contentView.backgroundColor = [UIColor grayColor]; --&amp;gt; set only contentView to gray, but not accessoryView, textLabel, etc...&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-Z5XcQgOc4Ao/TtY_qdXsbjI/AAAAAAAAAJE/Uqy6i8M5ulg/s1600/Screen+Shot+2011-11-30+at+15.36.58.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-Z5XcQgOc4Ao/TtY_qdXsbjI/AAAAAAAAAJE/Uqy6i8M5ulg/s200/Screen+Shot+2011-11-30+at+15.36.58.png" width="154" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
To resolve this problem you must set background of the cell in the "willDisplayCell"-function.&lt;br /&gt;
&lt;br /&gt;
&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;- (void)tableView:(UITableView *)tableView willDisplayCell:(UITableViewCell *)cell forRowAtIndexPath:(NSIndexPath *)indexPath&lt;br /&gt;
{&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; NSUInteger row = [indexPath row]; &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; if(row % 2){&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; [cell setBackgroundColor:[UIColor whiteColor]];&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; else{&amp;nbsp; &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; [cell setBackgroundColor:[[UIColor alloc] initWithRed:((float)(222.0 / 255.0)) green:((float)(227.0 / 255.0)) blue:((float)(231.0 / 255.0)) alpha:1.0f]];&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;br /&gt;
}&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-dG56K5mp6ZA/TtZAqPJPNmI/AAAAAAAAAJM/fMzU19lJSPM/s1600/Screen+Shot+2011-11-30+at+15.40.04.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-dG56K5mp6ZA/TtZAqPJPNmI/AAAAAAAAAJM/fMzU19lJSPM/s200/Screen+Shot+2011-11-30+at+15.40.04.png" width="154" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-9188149321630963222?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/-l42vt-sSnA" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/9188149321630963222?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/9188149321630963222?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/-l42vt-sSnA/set-background-color-of-uitableviewcell.html" title="Set background color of UITableViewCell with an accessory" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-Z5XcQgOc4Ao/TtY_qdXsbjI/AAAAAAAAAJE/Uqy6i8M5ulg/s72-c/Screen+Shot+2011-11-30+at+15.36.58.png" height="72" width="72" /><feedburner:origLink>http://didos-blog.blogspot.com/2011/11/set-background-color-of-uitableviewcell.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CE4BR34-cSp7ImA9WhRRFEU.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-1659228016803386260</id><published>2011-11-28T04:22:00.000-08:00</published><updated>2011-11-28T04:22:36.059-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-28T04:22:36.059-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Objective C" /><title>Giving focus to UISearchBar</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/RdFbEYcCXTOMebSzNbUaBoG9Wqg/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/RdFbEYcCXTOMebSzNbUaBoG9Wqg/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/RdFbEYcCXTOMebSzNbUaBoG9Wqg/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/RdFbEYcCXTOMebSzNbUaBoG9Wqg/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;If you want set the focus to UISearchBar, so call simply "becomeFirstResponder" on the searchbar:&lt;br /&gt;
&lt;br /&gt;
&lt;b style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;[searchBar becomeFirstResponder];&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-1659228016803386260?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/yF5loiy8a5Y" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/1659228016803386260?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/1659228016803386260?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/yF5loiy8a5Y/giving-focus-to-uisearchbar.html" title="Giving focus to UISearchBar" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/11/giving-focus-to-uisearchbar.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkANSHw_cCp7ImA9WhRREU8.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-6529798642201829412</id><published>2011-11-23T23:46:00.000-08:00</published><updated>2011-11-23T23:46:39.248-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-23T23:46:39.248-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Objective C" /><title>Why gridlines does not show when custom label is used (core-plot &amp; iPhone)?</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/tCZqhOJm_O1Se2woEkRlupCER80/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/tCZqhOJm_O1Se2woEkRlupCER80/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/tCZqhOJm_O1Se2woEkRlupCER80/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/tCZqhOJm_O1Se2woEkRlupCER80/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;If you customize the axis labels the gridlines are not more displayed. For resolve this you must set the majorTickLocation manually:&lt;br /&gt;
&lt;br /&gt;
&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;...&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;axisSet.xAxis.majorTickLocations = [[NSSet alloc] initWithObjects: &lt;span&gt;[NSNumber&amp;nbsp;numberWithInt:0],&lt;/span&gt;&lt;span&gt;[NSNumber&amp;nbsp;numberWithInt:2],&lt;/span&gt;&lt;span&gt;[NSNumber&amp;nbsp;numberWithInt:4],&lt;/span&gt;&lt;span&gt;[NSNumber&amp;nbsp;numberWithInt:6],nil];&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;span&gt;&lt;span style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; font-size: x-small;"&gt;&lt;b&gt;... &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-6529798642201829412?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/71bLzrXa7b0" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/6529798642201829412?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/6529798642201829412?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/71bLzrXa7b0/why-gridlines-does-not-show-when-custom.html" title="Why gridlines does not show when custom label is used (core-plot &amp; iPhone)?" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/11/why-gridlines-does-not-show-when-custom.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0YAQ34-cCp7ImA9WhRREEg.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-6697125941184127624</id><published>2011-11-23T05:32:00.000-08:00</published><updated>2011-11-23T05:32:22.058-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-23T05:32:22.058-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Objective C" /><title>How to place x-axis at the minimum y-value for the plot (core-plot)</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/80L-g2GihZBvbxGxyyBPiO0uYE0/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/80L-g2GihZBvbxGxyyBPiO0uYE0/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/80L-g2GihZBvbxGxyyBPiO0uYE0/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/80L-g2GihZBvbxGxyyBPiO0uYE0/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;In my project i have this chart with &lt;b&gt;core-plot&lt;/b&gt;:&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-jEMG4n1Yx2I/TszywC2tQXI/AAAAAAAAAI0/HcqrxnTsjqQ/s1600/Screen+Shot+2011-11-23+at+14.17.00.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-jEMG4n1Yx2I/TszywC2tQXI/AAAAAAAAAI0/HcqrxnTsjqQ/s200/Screen+Shot+2011-11-23+at+14.17.00.png" width="190" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
But i wish the x-axis was placed at the minimum y-value for the plot (about 5.0), instead of at 0.&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-jQc1025ie4c/TszzxpDNRPI/AAAAAAAAAI8/mi4B9jJeab8/s1600/Screen+Shot+2011-11-23+at+14.22.51.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="199" src="http://1.bp.blogspot.com/-jQc1025ie4c/TszzxpDNRPI/AAAAAAAAAI8/mi4B9jJeab8/s200/Screen+Shot+2011-11-23+at+14.22.51.png" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
Solution:&lt;br /&gt;
1. set yRange&lt;br /&gt;
&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;b&gt;&lt;span style="font-size: x-small;"&gt;...&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;b&gt;&lt;span style="font-size: x-small;"&gt;CPTXYPlotSpace *plotSpace = (CPTXYPlotSpace*)graph.defaultPlotSpace;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;b&gt;&lt;span style="font-size: x-small;"&gt;...&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;b&gt;&lt;span style="font-size: x-small;"&gt;plotSpace.yRange = [CPTPlotRange plotRangeWithLocation:CPTDecimalFromDouble(&lt;span style="color: red;"&gt;5.0&lt;/span&gt;) length:CPTDecimalFromDouble(maxY)];&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;b&gt;&lt;span style="font-size: x-small;"&gt; ...&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;
2. and then push up the xAxis &lt;br /&gt;
&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;...&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;CPTXYAxisSet *axisSet = (CPTXYAxisSet *)graph.axisSet;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;...&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;axisSet.xAxis.orthogonalCoordinateDecimal = CPTDecimalFromFloat(&lt;span style="color: red;"&gt;5.0&lt;/span&gt;);&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;...&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-6697125941184127624?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/OWJvtgiZM1A" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/6697125941184127624?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/6697125941184127624?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/OWJvtgiZM1A/how-to-place-x-axis-at-minimum-y-value.html" title="How to place x-axis at the minimum y-value for the plot (core-plot)" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-jEMG4n1Yx2I/TszywC2tQXI/AAAAAAAAAI0/HcqrxnTsjqQ/s72-c/Screen+Shot+2011-11-23+at+14.17.00.png" height="72" width="72" /><feedburner:origLink>http://didos-blog.blogspot.com/2011/11/how-to-place-x-axis-at-minimum-y-value.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CEcBQXc5cCp7ImA9WhRSFk8.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-6872603012185587097</id><published>2011-11-18T05:14:00.000-08:00</published><updated>2011-11-18T05:14:10.928-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-18T05:14:10.928-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Objective C" /><title>How to check for an active internet connection? (iPhone, xCode)</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/Js3dcJTKKWv3tDXgAFla_DElI3Q/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Js3dcJTKKWv3tDXgAFla_DElI3Q/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/Js3dcJTKKWv3tDXgAFla_DElI3Q/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/Js3dcJTKKWv3tDXgAFla_DElI3Q/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;ol&gt;&lt;li&gt;add the SystemConfiguration.framework to your project&lt;/li&gt;
&lt;li&gt;&lt;a href="http://developer.apple.com/library/ios/#samplecode/Reachability/Introduction/Intro.html"&gt;download&lt;/a&gt; and add the files Reachability.h and Reachability.m&amp;nbsp;&lt;/li&gt;
&lt;/ol&gt;&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; font-size: x-small;"&gt;&lt;b&gt;+(Boolean)isConnectionAvailable{&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; Boolean ret = FALSE;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; Reachability *r = [Reachability reachabilityWithHostName:@"www.google.com"];&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; NetworkStatus internetStatus = [r currentReachabilityStatus];&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; if ((internetStatus == ReachableViaWiFi) || (internetStatus == ReachableViaWWAN)){&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ret = TRUE;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; return ret;&lt;br /&gt;
} &lt;/b&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-6872603012185587097?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/qQ148WJBKQY" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/6872603012185587097?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/6872603012185587097?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/qQ148WJBKQY/how-to-check-for-active-internet.html" title="How to check for an active internet connection? (iPhone, xCode)" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/11/how-to-check-for-active-internet.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D0ICQHgyeCp7ImA9WhRSE0s.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-8133591934793319656</id><published>2011-11-15T05:58:00.000-08:00</published><updated>2011-11-15T05:59:21.690-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-15T05:59:21.690-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="JSON" /><category scheme="http://www.blogger.com/atom/ns#" term="Java" /><title>How to add JSON support to WSO2 WSAS</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/0vNUbIG6FjE7gAETC74lkO0tuCc/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/0vNUbIG6FjE7gAETC74lkO0tuCc/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/0vNUbIG6FjE7gAETC74lkO0tuCc/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/0vNUbIG6FjE7gAETC74lkO0tuCc/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;You need to follow the following steps in order to have JSON support in WSAS:&lt;br /&gt;
&lt;br /&gt;
1. Get the axis2-json jar and drop it into $WSAS_HOME/webapps/ROOT/WEB-INF/plugins/&lt;br /&gt;
&lt;br /&gt;
2. Get the Jettison jar (Latest is 1.0.1) and drop it into $WSAS_HOME/webapps/ROOT/WEB-INF/plugins/&amp;nbsp;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Note :&lt;/b&gt; These jars need to be OSGI bundle jars.  For simplicity I have attached OSGI bundles of this jars to this  article. Please refer "&lt;a href="http://wso2.org/library/tutorials/develop-osgi-bundles-using-maven-bundle-plugin"&gt;How to build OSGi bundles using Maven Bundle Plugin&lt;/a&gt;" for details on how a OSGI bundle could be created from a jar.&lt;br /&gt;
&lt;br /&gt;
3. You need to make the underlining engine (Axis2) aware of the  JSON related message builders. Add the following message builders to the  messageBuilders section in the axis2.xml (found in  $WSAS_HOME/conf/axis2.xml)&lt;br /&gt;
&lt;br /&gt;
&lt;pre class="prettyprint"&gt;&amp;lt;messageBuilder contentType="application/json" class="org.apache.axis2.json.JSONOMBuilder"/&amp;gt;
&amp;lt;messageBuilder contentType="application/json/badgerfish" class="org.apache.axis2.json.JSONBadgerfishOMBuilder"/&amp;gt;
&amp;lt;messageBuilder contentType="text/javascript" class="org.apache.axis2.json.JSONOMBuilder"/&amp;gt;&lt;/pre&gt;&lt;br /&gt;
4. You need to make the underlining engine (Axis2) aware of the  JSON related Message Formatters. Add the following Message Formatters to  the messageFormatters section in the axis2.xml which could be found in  $WSAS_HOME/conf/axis2.xml&lt;br /&gt;
&lt;br /&gt;
&lt;pre class="prettyprint"&gt;&amp;lt;messageFormatter contentType="application/json" class="org.apache.axis2.json.JSONMessageFormatter"/&amp;gt;
&amp;lt;messageFormatter contentType="application/json/badgerfish" class="org.apache.axis2.json.JSONBadgerfishMessageFormatter"/&amp;gt;
&amp;lt;messageFormatter contentType="text/javascript" class="org.apache.axis2.json.JSONMessageFormatter"/&amp;gt;&lt;/pre&gt;&lt;pre class="prettyprint"&gt;&amp;nbsp;&lt;/pre&gt;&lt;pre class="prettyprint"&gt;(found &lt;a href="http://wso2.org/library/knowledge-base/add-json-support-wso2-wsas"&gt;here&lt;/a&gt;) &lt;/pre&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-8133591934793319656?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/9e0hFw1nqhA" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/8133591934793319656?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/8133591934793319656?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/9e0hFw1nqhA/how-to-add-json-support-to-wso2-wsas.html" title="How to add JSON support to WSO2 WSAS" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/11/how-to-add-json-support-to-wso2-wsas.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DEAFQHY_fyp7ImA9WhRSEEw.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-1521766642588148999</id><published>2011-11-11T05:05:00.000-08:00</published><updated>2011-11-11T05:05:11.847-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-11T05:05:11.847-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="HTML" /><title>Writing Better HTML &amp; CSS</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/OCgOCYKpUiLqb2I2bYzehSq_F3Y/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/OCgOCYKpUiLqb2I2bYzehSq_F3Y/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/OCgOCYKpUiLqb2I2bYzehSq_F3Y/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/OCgOCYKpUiLqb2I2bYzehSq_F3Y/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;h1 style="background-color: white; color: #333333; font-family: kulturista-web-1,kulturista-web-2,sans-serif; font-style: normal; font-variant: normal; font-weight: 300; letter-spacing: normal; line-height: 1; margin: 0px 0px 5px; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;a href="http://speakerdeck.com/u/chriscoyier/p/writing-better-html-css"&gt;&lt;span style="font-size: small;"&gt;Writing Better HTML &amp;amp; CSS (Slides from FOWA London)&lt;/span&gt;&lt;/a&gt;&lt;span id="goog_905562970"&gt;&lt;/span&gt;&lt;span id="goog_905562971"&gt;&lt;/span&gt;&lt;/h1&gt;&lt;div class="author-byline" style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; background-color: white; color: #f3a01e; font-family: Baskerville,Georgia,serif; font-size-adjust: none; font-stretch: normal; font-style: italic; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; margin: 0px 0px 25px; max-width: 650px; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"&gt;&lt;span style="font-size: small;"&gt;by: Chris Coyier&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-1521766642588148999?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/lgOVfe9GiGw" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/1521766642588148999?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/1521766642588148999?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/lgOVfe9GiGw/writing-better-html-css.html" title="Writing Better HTML &amp; CSS" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/11/writing-better-html-css.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0EHR348eSp7ImA9WhRSEE0.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-8246133588111632577</id><published>2011-11-11T03:07:00.000-08:00</published><updated>2011-11-11T03:07:16.071-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-11T03:07:16.071-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Sonstiges" /><title>Batman lives</title><content type="html">
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&lt;a href="http://feedads.g.doubleclick.net/~a/OgTF5ml5Qg11QN3UEzqTbErJyWM/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/OgTF5ml5Qg11QN3UEzqTbErJyWM/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" 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TrrIwdcMWFjTAXBQULT+nuSDKeQMhwqRFIixSKZvpsmWhfEBHUjkrQKRUZ/GDfaM53Yuky/MaN4pspBYFiPIrK5FqF8mvLOv3/xnsdq/xOhNH7pgi59Lo0z+zzbA7+JPTBvXluqYh319k+k4eHhVFNbn4aGhmLtz53bkHp7J1Kl4AHEzf8gn0XmSg2EXK973WvT3XfenipqCunk17765fT7r3yF4CjyiKWZAcDMDopFj4TOyL+iECULWzK8oR65uvkecIj3+e77jNR/RdX+jSk2w8t8t+I+Bzx3cuzt7YfRpIDxcOdKfwIz78sjj128oRgwWTzuvfuOcY+Lb+Jg/4U8V5F0aciV9z42AXIV4RPBMr3HbxvFypgUi8mFxwIgH5B5WUQ0TYHcc36TSfEtVRXrSRTw2zvReDY2SH2ag4/nKI8mUJbi+EnyNZ5cts3zVzlitARZYLdYhwm47nHyEGWK3FUPGMqoYxAuiP4VE1oNpQ+u8Kiu1bK8A9yjfnzPd+NFvtQtCBe+7SUmaJ/1kwipBGtbh+h4yisIFWpr2bALRUwq8SiF3Pdmf6DnR6no2Wxne+BR74EdO3qC81acLqeOxo15Xh+SO5G5c961lsX344CDUBkKLIAp9919T2ppb089u/fwO6U7b7oprV+7Jq04+pg02D+QmppaBE+/tmEfYtlXRds8833p2s8xjUMH5Z+z90P0QO7D6LdDxH1In0U8BwnOvxwl3+XU4z2YxvrkOpVPTIwFIvJFTAQQ0NT0pY57XN2VSJdLNKmWO96T2yji7gk4b6X5YiqZXfHU3ovfFZUsKN/HN5Efz9Y/2FnRsAhbTjxfBYoTccrFi75DYc8CjGf06yL9QPwQIhIIeQLnheoCVo1gQXaAbZMan5hG8MaTUPGK78Y5xBWieuLk+974LgqCdSgAh8CjKF9xns/5W6l6I/e3aUOaQP9GPwcpINVPWVyPVLAOOZQ+53ez99ke+E3sgbbWFkBTZaquqQpk3t8/GvCntVVd+b61advkysuAGXLsNbD1EgFnn3126tmzO1XWVafy2urUAHJft25dam6sTvPntpsq4I6wxyvglaB0mqIPOLD3bf76y7sfaMxc46XXgeLNvj90D+R+zDFn/s7vH96dyTgN80vv4tgHXgU+yHhhf3dxXCB0OfRcSe+BAEV6kLNOWBHjpNwkPzIiCr07rK4i60mwdRmcr7IvRdzxLDIl6Tj5aPgQS0tMnpEsjxMg5rzosnGE5cmvxp0/cuUi0XhHPvEbxBwmAdRbHfrYGIZxWMWZX0ampveb9bROGpdNTZetAZ3X2IT5guin832w93HLn67XmKI72yHRE+0r2l+ObUEFAAOZRHwP6YJ9w7uoh0QTfT1BPvbBFCPk3frEb99xHW7I45rz8XcOpc/53ex9tgd+U3pAmAB4CY57eHgcUfsEBnCDiNn7Eb+DtGtY89NryJtwTolZTU1Fqq0uT9XAhlNPOzm1trSk8aHBNEmiU056XLrwSRekLZu2w6EPh0RNqVq+ft36phRW5LYerI4PNf7B8vrf8O1gMPJg3x5634jYDfle/Cr9K077hWsGjqhUp+xVcNVSllKyiK0RXQ8Nj8YC0bBMZD4+OhZUbXNzc6qVosUSfgwOX526emzTsr5ID9fOSnPymFclJLHcqvHshMlp6rYMHYL1ySimDMO5QNzy0xIW061Rjx6ibiIrSve96RR1T0B0WHcRphmJ0OXxh4dGMGrpLzh1clXcXgXRUVUNNY9cTrwm4REIlefIM+d9oDuRcjyrZm3GbCP3Cu8g9nGIi8kAHJRJ/iNY2U9gYVtJX7F1IOoadrH0SzUaj6D7rTt5xGjxJPDIIRv1l77zmykMJVGLFwf5WzoBS58PkmT202wP/Fr3wNDQMGJx9N8AHoVyFRWt6Z577klrVg+kE044IeCNiySQnQQ/+m7hiSY9I8MD6aUvflHatO7+9KEP/X0qZ30uWrwgze1sSpu2jIL0K1nPEO+x2CS1fzHIs/8qQwYdARCmwUhe2xnBl/62DaVXhiO/yjb8uped+y/f7Vefc/8eTv3FgYaQSzsY/o57vJ7GgzB3JXYa4kivPHbWI9el0oqJBBWJF4Zxcq9MYhbI8Nh4WrdxExQtW8tEviDv+vr6aExZWXOI2NkpYkKQkBmQTmIAJDvBQlCcb94q6iGIgyK2FsGhMhOjQsQ3RAfJ4RJAhSDFYvmY3pjFX7+BAvkWi3I6D5Fz/Cae6gIt5/sHB9Lu3btTX19fIPVqFmcDdW9s5IptLRAk5B2l5D+HuFuPWNbEkygx+jjNnqDeFbR9DJPaESxllQxYX6UDbpdRxF9jhyIWrKycSqM8u21tAmNACaACkRfEij8hCfYh9el+9f0jFfLEfKTym81ntgd+VT1Q31gLNz6errjiinTzzTfHmr/88svT4EBf+sM//MP01re+laoBL4AZsX3OFTc6FYZzg3296cv//vn0X//1X1H96qrK9M3//Hp6Tk9Peuuf/UU6tgGCgC+FgSrpBTQs+kCiv6oGP4RyZ9f5Q+isX1nUEoJwGrkXSL3Ai1EtkXngpv1VskDtMnwhcq8AGQ0hboo96CAeDUvkpgdHhlP3nj1px87d6Kfq2M/ZlgbgNrv4PTKGngrx8TCIe6y8Ou0cGEkDrJNB2Mmu3sE0yrup6vp0/+btaS2iq227elIfi24A7N/LfVffUNozOJqGoJJ39PSlKfbS9QyNpf4R0CXpetmC0seiG0lVaQ+RvCaq6tIwyG2A92NlVamHLSUDI+MYwIEYx6eQHBTb00TgImr1Y9u6diL2rkmVNdWpFiRehaTBetfTxjqQ+/DISCD/3Xt64NRZ57RnBCJGu4FeDGJq6mpSXUNNfBtDYrF9x06ImEreV6d1GzaCmKdoS38aot/6QeYD3PvoozUQQas3bMB+H2BQa9uwuqU+wxAv27u7I/4I/T6MJGN0HLWA30D8jtkAIsMa+nsY6Uhvb28QBG6dMUiFOTbexyAcbOehgos6Xzlupui8B8FEnPwux/W3xNnhhlKgksvIeeayDuee83os3HM/OCb5erTblcs80P1Q5WuE6rjm9KXxfXeo73n+5fSl7RYBm7chf/eeQzGfoJPrKtMll1ySXvva16ZFixalSy+9NI3396ePfexj6fprrgniuZ596pMwGCPDg2njhnXpNX/06nT66aemd77j7Wn9+rXkDwPDtxGkeld++zvpwvPPTZc+65npvnvuTnXo1odZw3A/YRNkHj/+8dXpE5/4eLr15htDJ7+JPGury9LI0ACSQBkQGQ8McSH862uL997HR4fTKOn9VsNGeJkk4/b37ikkpTzX1dBvrO/hwX6EekgBR4YiT9/5u7kRxmIc+AnRovRUWCdcCPUic6e0r0qf7VvjGNc0pvXZ9zmUxvdd7n+f8zefDaXfijeP/N88P4qx3jfP/C18Kr1ynIdSi5y/bcvp8/2h5HOguDkv7znkfvReQf/3DwxEO/ydx8ZnGUFZyEnwktLxGhhCh2qwvzekRzLg1aTv6+lOtXzTLqTSCMjdQe8TIA8QJ8hD3fI41yDIqaWtI7V2zkGs1UTWbA8ByQ+CbPrggMtAottB8Gs3bQ6Ld7lfJ0wj4m4tRO+89740t6MzdZJuT/9QIKeYgHDRVrYC0Vc1z+WVdWmQBVPf1JjqqdA4CLurqwviYUdMPBs3r70z6rlnd3dqbmiMBVbBoqitmEzNzU1pzpy5qQKnEXXkV8lkVbcvJV1bX5cWLlxInMY0xmIaZyGIPHfv6U49Pb2pvw+nNIjimmiXorW25pZUVVsTyNT987W0UecJo4j2MKELpGtbtm7bltZu3ghyHqN/OlJHRwdSgrK0devWtGkTUg1E7JOoGpxwDtKC+sWBuHt2dqWN27eG05762rq0eP6CVAvSd6vN2rVrAQjDSBEaEPWhygCgzZ87J7W1tcVg5UnhYgyDwVBdUOmDhJzmIFFmP832wG9sD4zg2Eq4pCRs3rz29IY3vAEpYmV63InHpz973R+nf/7nf04XXvSktGXLtrRgwfy0fXtXOuPUUxCxTaYG4JWY3LUWAYAhMS2nMw6M+5+fXp9e/rKXpWuuuy51trekPb0DEf/b3/52+ut3vSt1s85POee81A/x8J73vCedfOJynNkAQ4FtMhYLF7YiMRgGcdayhhsDGBcIWHukBPzpC+mnOn3VmPX15dSvB9gzCWHSBoyohXAvEKd51tcrjZDQH4l08+Y1s9/+8IhuYevhhEOln4U/B+9d5624VSn4AIhdG5BqbD+E8RW14DGQeTPMqN8miTsEo60hKLMC3AmuxBFcM/hCifAwOLniOc9//jsXHXEE87ocpDoSFqNa1w0wcXbBuQ4Nj4Q1u9x6LyIqC+7oaAcJ1fBtLO0eHErbd+1OPUxgOVzFBU5axe57mLD19U2picna29uXtndtj3Kk2s1viLS7QdByw107d4USrLaxJQ1S8a6d3Wn9xs2oAuDG+wZikcg5r1u3Iaga6zXEQpJSrYOTtlPKICbMexQ99g7y27R5cyBTEX0/lLcUeBPIX6ps+44u6rODOsORQ7z0Uv/+AZxUNDaG/UA3ba+qrklzsHTVXc56OO5hCJzaOjqXeiteH4TD30WfDFHfWjj+aqQBEgkT1LMNQqiuvoE+6KUNlSDpRp570pat2+hniAMWaDnEx9jIWGqk7n30wT0QQBV65JPKotQp2gLdGFKTWqQMEgd+UqqSg7YNBwuHWnCWc7DggjSPnE9eoKXvDpb+UN9yvoeK90h8z2Xl+yOR5yOZR65Xvpt37u9HspzSvFz3hxOcn4cTSttams/MWb2/31Eyc7OttYI1UgNSl8sexm5lPM2FEP7EJz6RNrBuF0HQP/70M2ItPe7EE1mnWLgDEwZ62KoGU1C4ohAxIu1jXU4iNXPN6oBKKZlc/7HHHZc2gsDrIQKefsEFaZh1/+7LPpwuuvDC9J53/13qhKhfvWZ9OvaoRXBL2M7gYW7nzj08V0Osg9SBDUPA10l21uitziVsm8SnSiJc070QDA0wIDV879nTz1rHxgZmAmchUbdaEP8gMGqC+hkP+R9wFg6OPOyLh3PJhDjH8jw70HiQ/X7D4Y1+Uef9Zjz9MtdnZv1m/j5YHgf79mDnf65HziuXf+gW5BT7v7tDQxX0CMxmJSofVcPanDnuhURpCCa5+O28LZMQxaNrN46QXHuVzNN65oJzdRDpUKUTuBwO1cllENmVgyQcqGHYfJn+XiaRHOTY8BCLA44yxNc1abh3V+pGhCwCt4FSF2MgWilJ9dXz5s1LixcuCu54AlJTMfH8uQuYhHDJIk/iHH3SyUHN7mIfqHs+3VrW38+kteJw7HLTPSB/6yenqwTABdbYUAcVPZy6NtwfHK5cuQYq4yyYYTrHuhjkrqWWR3mn/r+9szNEWCLvKhbb0iUrIV6G0paNm6JjFcsrfXBLXgPIf3tXd+TR48JeckQQE9uRHEhZSS2JqHfJ7UOYyJVbRyUCC+G8dZsazi4gggQMO3fujP5dvnx5IGe58T0QDhIgLl77fsmSJUGcDDM4vQIckH5B1evacixEL+WI9uxvx84J4cI+UNg38fYfQ4AyG2Z74De5B+AbwIrjcDWVwBpUdli5L2L9XfzkJ6cffPfb6YMf/GB66pMvSa//kz8O0bZwA0BSNBlA55oNRM56YmHF+7qa2oAh2uu89S1vTs961rPSqScdk854wvmpoaMNxN6cXvWKPwAOILcDfi6c0whyXgCHDdcN/GuCmJ/XKeeU0vbdiNhB2hPAJuSRATsqoSIaG2tS3x5gZtl4aoHL6urvS4vmFpLQVVu2wji1pP4emJDW+jTYB2MFkQBIT03tbXHftn1Ham5pC1hdNOZh/D3M9T8T0c2swaHgz8z4v26/rf+B2lh8e/g1lherBIGLS8RRnXPawZ+jgR8nwB0SC43MoyFUL1XgAXZ2p0YY6eEBcMZgX2oDPyqGHmTeyKE3gtglQwO5aDRCmqD2RtEjD8GNiozmzJsfIt9REHXX1i1Re99PEqcXvc8AlGpzW3uarKtN20CMioJrqGQ1ump9JVuo5EE1mGM+yHTRvLlw5btSP4izs7WVClan3V0DVLqPqz719PfADW+KLXBNisTg+IeH+lMdVKuqgdaWBq7G1ER5PePDsRDldPUrL3IS+bm/PET/LLpFC49A/98EKYxuCsqmAipn/YZtaQ/1XrBgQWpF2jABMVEGMg7rfcT5W3fsTCNIGKoQlblgR7EZQE0Pd96Q+kHCmzZvTS1IHdpaO9CvT9KhQ7S3Bj0XOnqWWm11HQu6KcQkEyzCRvxJ1/EOZUCUIbDZvWtP2rltJ0RGI01EsgCDoJerDjiLJgZmR9dYEFEtjU171Q5y6PalE0lzvryz4OFPqdmUsz3wm90DVVXlwCqMUZGW1QMD2utx99yJeJv19KY3vSn94DvfCkL6tNNOS4PAK1VzO4a3AuhY38Ae9dMyGIBBYEYZ+uu6ALCDwCNRe7XqQJgD9fG33HZbuv2GnwObKtNn8P2u0W0VhIFl79iKyH/B3LRty/a0a93O1A5sqEZkWl+LTVK1nHU/HJQ68ZpUhhh9NxLIoRFsl2rqwyZnGAldNZzZfas3Q58j4UOsKsG/ZfOm1DzQlLqBF3UNwCOkoo0DDWF0XAs8oyFcBybof7NH99ej9pkoyYjd3/nd4dZwT8/u1AjjqJhdnDUAcp83rzMkOPevWS2CDh15FVz8KAyxhKbModsvB9Cd6211xy7U0DCW82Ekw5d7IApmtByiz3LjXhqKlSHydmuXcqlakJ3IphLxUX9vD9QoInQaV61xB3Kfxvrq0G+LxIfgcnt370x93Z0x4YelKNAFa+1ezmKi/qmOxTg5hsHYxEhQHiLqPpBjDZFacfDQQnzLaAB5t4EU3eTVDhEwBSIfgGLduX0bCL3QfwWFTTWd3KOIoSRIxqC4K1h8I4i1FWXUsoAVWSvGN7gtb/3GDal7d0/axeJsIW+t613AEi07EGtk3YYcu3oM36szmzt3bkggFOm1I1mY3zGH9sOtb+tK/d09afc0YFAH0oCu3KsMrN0PR961pYsFuhuVwUBIG5wcAZBIb/0ZowgVEBmWb/dPOBiEPKlCksKguge/+BKff+FPjv8LH/a+OFjqvZFmH2Z74NeyBxSvd7QJ9ipZw2McqoLoEsRYwbQ+++zHp+ejA//Sf/x7GK4B3NIO7FcuuPjidMstt6Q9u3bQJoBzScsGgFtVrDvD2U88K/3kpz9LHTAiH3jPu8H4lalt/vx0/gVPShciav/BVVel97/3fenTn/4kXPyfpcv/6+voPUG2HBjzjr/66/SWt74xCIVd3XvS29/29vSlr3wxjSJWb+xsKzgnTZOBm/0AdQyA0pVXXZFOO+V01HdIG2HQzr/g/HTXHasACRjBYutjugHu8PrUsSa9EsO+t77tr0pq/8t/fKQQ2y+/5g+9xEejrRqht7VCNIILurt3pfvvW41KZSTdfNMN6c/e9KfgiV3YT7lDqy51tLcGJ7+Dg4NE7P0wpYtWHMl8KIeJrEH6jB1XyOfZlBmid8XtXOqqteaWY1VsrIGayE3ut5PJnS3hFZmr35kC2SELhmsmU4zPquDSJ0eHMChDlzTQm8agTGuxzmwCqZZPjKZ63nc0NYDUyyJuE5RnG6IyVEQYqCAOY0G4R3T71s1hNQqBmzpamtAzTabFC+akel60NNLAtuZwCmF97GxFF9Y3kDuL1/ruQVy/FcS/Df29C0sr9ja4chepRIsEwx6IE7n67BCnHvGXVNOu7t1pzdr7004kCvmd7zvmdIZ1vGnVdzehV6+nQ9ndzt5y+gMCYmBPbxpEFjivtT01g9zrICLqcTZTBgLuRlQ2BvW9BHVEEzYDwW9DgamiKOpfiAE1tLMNtkdxu8hZ8aBtNd6jMcEe+jSfTTHbA7+6HnANY2KDTUsCLlUham8KUbfSuO7u/vTGN74xYNoYsGEuHMy73/ve9J3vfCedd/ZZ2K40RMWz9F3YZ5BJAVKl5z73uVjBvzM4ZXfFNBBfQPo3f/M3qLqm0u233wqnPJr+7C1vShvXryUlW3XhojQO3rJpAyqzvtQDca/I9Mb/+RmGtRoSI0kkXj/MTlxyWXLZ6lCREHRt25K2Y3C7Yd3atIE8x7D7GevvjTgD3KeQKBhXa/knX3xJwAThwsO9yHg2HKQHMozNd6Pm53w/SPJDflJKs5udYSPgPRler5XLF6WjjjqqYN4gMEe4esBd5551dmpD6jyJIdwQyFwp0zZUxXPndMQ2zRuu/bFW7jhXUXcEsvQAA3W51XDjjVheK7fXoEzuUWcsnSDCBpDXBLpjJ/YxRx6VtnZtDUtyXbEqMmiFCDDPBqjkhZ3tqbebgmsrI75iAUXxrSBFRe2GShCZ+iN19e4Pl6OtA7PXwq2KSDvQWysSW770iLQG6qUVRD5K+TpcUeysgZ56bHXuU8NQrmxPaYCw6GhvTi2I5+XOFVW14A1Kq8ABFhlVQNzfFhyzRmVSN3XU3Xq0snAnsROYwH5gB+UvP/JIxO+FxbnWhrXksWLpktCXC0xakFpISLTZNpBv2RGLQ8ohZy03jwgk1AX1/F62eFHEtT9F0MuXL2XrGlsS6H9VCC0QLdogjHNNAKHqeae1o8bsUuX2r9vu3MJgekoLycnBZs2hOHRg12yY7YGH3QOHM31CoEbJMqoHCs79g4W56JwHhicxVMUYVoJ+Ah06wG8RFubsgUnLVixP373iSnaQrEnnnXNumgfw0yD3uS94YfrWd74NAHJ7UFFIDetXiWFrSzuwZ2fY9LzyVX+UVq9fn77+Tfaqs/bNS3H6FDq4hfMX4VXuvPSNr/9n2owBLgsUIDue+pG+uSVOeDCGfH33pt3prttvcRGj/24GH4/QpMnYQdQDBwaVzjoeTzt37E4nnnAS5delj330Exg+7UQ0h/pQop71PgU8MTS3dYQUciHwJAziYp8yAHH6LsEgdAxC4ZB3kkV8czZFQdT4PKU77uga88sBqaoDp18S7hru6vQknITlAc1R477fl3tj0Ps8l+a/9xMP++pS+rZ49ptYY19aGaOZoSh9XxzzLEb7F+POTPvgfptPaf72p+GB73xjf0XI+835oUrGbWniTJm1+++/P/CgTOqTONb85z+5HgKPXVFw8CeeeCLbJG8JqQ/6W+ytlqeLnvyU9MIXvShdd9316Wtf+2qqHJUyANn1s6+7CmTeh0FaA0i8qa4RRMbZ6HDT7nfTClMdNbvPY09kDcp5KZSVGKj53Qp5ZQTSAAEgJupAHB0YicrnhVtJ/sjpo212bzN64tzYTpBauzpvwjxE8NEvHLYwjg5qGecTm4dEhhNJJG2Zo1AsllunmT+DXI8KYPE8Fh31m2SxlkP52lkiRINqhQm45XaQse82bmT7mUY1tNerEwJgEmnCvLZlrHcncG2U65GoTfVIIRrn7W2LeRkKwDPB9rrm+B1/mtCbT5eJ7CG1s3XlAQHJCLvNQIIAACAASURBVDtVkAxATCBOC8c+7MNH7p/qMLzJFCA1IFkxG8ZQJ2gvUIWUwonpjteDhSDWpiPkscl3X1t9f9uPxe+iPfvGsvidEb9lG/xdvCuWR7zcz5/SsvbzeW8b/Zbj5rvvch/4vL9QGnd/3w+V3jQz45hnvvL47i/vR+Kd9h+5b/fVoxhr19vBgdqha3Co/jl0DgePEVKtg0c54FfXTLnSwINMIQl+Q8y36ZyMbl85Y0cg4p2RwqcKuHLfN6F/7h0kFnNV2HncSaekE085lXiAfwpr6YDbBnZUYiMzPtIfuQofRhHf29+q1CoQaa+AS9KXxHs++KH0+3/0OlSODWnxERDh+NDo70YysLs3rV+3Ni09YkG6/957Uh2qxmEYCA+tmssWOb1XjmCDMzDIKXDNEBgQ6cc/7sTwYPfZT30q9ewCYROqIdxHOce9GrVcE8h8y/Y96dbb72RxAujRHVRMcSIlyFXJqfVTJXjiaWekRUuX4c+jHxsdmBUYKA1425pagwmYBE6ojlP36g6fOmCd82kU5siDauoR6/f1DMU7297aWpt+fvPqdNwJR9IG6YiCgUDaS2eXhahXie0g7anQVgjDXISEXMIj4Adw0sOuZFZiyxUwTQKrBjWsYXe3O548p76CvIajvHEIsQpg4GBfD79bQ+ooQWH6HjjQJrjRbnZHCefb2mrSfWt3AAmnUjvq2MYGVCzsImjDsVBvH3v4KxlLymnvaEUygy8PthtrzzWKjxXtjjo4434PzKV2Rxo7b9m2O7jhYstiAeOiojP+CL+dU8KBmHOkt735dzV4UGNncdgkkuVW8JcE5QDjoo3WLgg2GU7hqTvBahjrJubJ3ffcC4I+Guk3DC9Sbm0pBmhrG/3Q2d6RPveZz4Aia9MFF1yS/uPfvpDKxAv4YekfGGb+dmKEvZt+QFLMzon//NIX6YOB9Lzf/Z1UGW5a6VQra1BsPMHgxEKiIGYVDXDR0BD/RTyXRkHpmCqAH/dACXwPIBILMUy4jMG171b8KP7GSWWlL3guUEbxcopBifz4GbnwJ5YykXIHT8eMm3HUillPv5vemuuatXwa+YYBoPEYmCquDjp8FCq4GYCgIR/O3PBdz8RiMEWI6uMMZUGa7rv7LtN7uYm+Kw0FMi59M+MZyYb9asj3rNXL9xkp9hI/RZqZX2d/z/bAL7cHppfFQy40r6uAGw85tQkExK5uV4prqPhdLNdiTclXTE6BVECOoxDtZXiwHEPttxXjtXEkfTkIK5TyGQTWRGedVaCO60/NENtLVx4VUjHwF/CXHSfE2bh+Y2ptak4NbFNraAIgh2gcCAqQb2/rLIxiqcwPfnh1GsGQCUCWTjnllHTRRRelL/37v+NIS04dJGs9APgihz39hepv1T13xzclnzIlgLEwlOJXqPuOOuY4XlSwa6gtberaHa1fOr8zbdy8A66vDq5vPFSmY9gSiWzqGytBPH20pzfUpl1dOxGcsv8dBLJ69erUDSFwxqlHktdwMExKUu3XfiyoEVeCXDHexc5KvxzQUPRfNwgFa3tgZM+enWnZsrmoMO1mkFNdAcHLcTC2DXuhuRgLtsGkjdL3CEFB2LUYBeIspxL/H6pPQXB17DjaDeFBo/jdAKwtmLz5SFT2gKw2bO4LRN7WUpF2dqO2hKCqQ4oc3ktJq+8UT/lcu3ZLWrFiYdq8kR1FdJqq2gnE2ndgM3HyySdj1Awx1sOWQP65tfpwwwA2X/Pnzwkir4d8y5CoOFjizz2qahnTIdolkdKKOnoXKhgt2o9C8nvH7ffgangJ/VaoaSQkr7z8ivSEx5+Zzoc7//73v5+2bFgPU037hnrTj665jrLmh7HnP374Mtq6Lny5bN22GZH7MIzp+mLbWqY2bFxwakwUqTZFKUyf0BcFMmdCFkiHvz5zBfp1ts0I+bt5HyxILR4suND2IvQor0DkpjnYN7/nOvhsyPF9nzlS30l5erfNuSyfnaylHG6RywP/5nwe+Hb212wP/O/pgSx5e7gtPjiEKHIVwmQos/cZ0FExDROCHA5Q8kB4IhcpDJJocG0rBsfELCyFWfAh0hZT6r+i0J1Pb2EDOZhO/xZDIAHXeUcHyAFzIb1o1kP8z5kzJ73j7e/FcFVOnL3rAO26uia42AJRW1ZLa0P68Ic/nCrgTt2S+tu//dvpCPx+aC/Tj+gfFtpTpGTTg5MT2Ott7tZbb7XC0Xg1oggZp3+CLKnXOeecE+2BCQ4V3fy589IXv/j1EM13YTQ1r3NOWov4Vthm3YVlqvaOO/GEdNyKRenHV1+NXnZ32rL+/nTcccexJXd5+vo3vpkufPLT0lFHL8a6vif96Orvp4VzO9NRK5fD4bamDZsgYNrnIblF3bCgDUnBeNq2YU3q2r4lbd2wLhDu0qVL06033hT2SXLkJ510Urpz1V1Rh/C3sascLhofHXS9nu7+9dP/Fly0Ng9y34pUlProQKeaXT9y7k97+jOCuXIr764JCAq+GbohNqaGe9kmvCCIkmNPPJldAvenH/3oR+ncs89Jd99xa1q7+p70xMefllbdcWe64ec/TTv39OEIbG568cv+LwQGxBQ2EIcTlHCPj9dFex1TDb4vv+K7EDKbQ2qi/Zn9YP87b+oQsXvGyLnnnp9OPvW01ANXvmDR3HTvvfejN18RNl/L6J+vXXF5EH8//f5V6bhTT02rbrwxyvjHf/zHdCPPf/mXf4kx5qdTE1KjHUh6xicH0zXXXAtDXhIKBFhM/OK5EKUUupl9Ef22D5HJoxbiCBdATmfs0ud9qR/ak3kY8j0/Z+QcH/nj7/2F0nTGyenye/f7ibxtj/WPxc+z3zU8O1Q4ULk5XS4n/569z/bAY6kHDjX/D9rW/S/ZByQ5wLIu4ME0bHhAghk/9nJhgBHXeA0coY6k3HLWALIe2MOJagBbOVqDti9DcM5WzV0t2qwM9QzwGxesk9WIlMcjH3B3EAUiqdER9gGTR9jQUKcp0uufQxua26+7K0TG2zFsWnv33QGU9VNh3mQU7bCscnT5+u8Q8N91111pgPpJwpQFwyPcmiZoaEc9ZT7+8Y+HGGHLLMa1K5cswI/GjnQV3N3Xv/BvpCPoMEgxuPWRYDAgP//9V70yPe6449N73vW3adXNN5Ip3wLEQiigcv3bf/gXCItL4Sgr05/8/v+FeLB24+kJ552TPvnpT8VBUzrMkg7p2rIpXXDe2XgDbU3bt2xJ7WxJvuBJFyEC/pKlpWqkF094whPSNewGOOfii9OnP/v5aF8D6swRuP1Pfv4z6X3v/huwKkiVvqCykY4fQbSwl4s2QoT899XsWDgDdTDG0vStDlZUk17+nf9Kf/Gnr0/f+OZ/pnXrN6W3/MXb0k3X/DQtfdzj0lMuvii98oUvoH3j6JkvRjUznK778Y8pozotof3Pfd6LcB+uy3PKeJgBmq8wHKcM7bx0BLNz5470rne+I226VwkLpKpEI6EagsUdDngaok1T6cvLvxSSG+dkd/dAOuaYFZxFcEd6y1veEturX/nKV6aVK1em57FLQ059CRy9onvb/ZSnPCU4c+fb+973vrR85dHpjX/6W6hrgngrBj0jnoz08t33+YqalfzJaXyVF7Z3kWK+l0Tf72NGoge653o8mHuuR2nc/C7nv79vvsvfje+ism2H4s6NOxtme2C2Bx79HnCN5lAKd/K7A90FmKXrWbwtFxxIU6QavDsIJAyVtANycyw/udzFEhyWxrId6I/xEDmIbrS5pQbDur70hS98IWDEGLpxT5ccJj/1221wasceeywcfEe677770rZ16wKp/uPHP57OPPPMIATcS6ztTCBMCiuOda0Jbu6aa64pQW77WhZdwJ/ly5cnOWENY3fhyvaWG29PK4+Ykz78wQ+k00H0kS+iX0XOU1jdB2KhVYrRO9FHr1wyB6NeYBxXBxy4IuIKERuc8f97999iAzCebr3lpvSaN78plfN+/pLFcLh3pBNBKnevuhPD3SG2TI3giwMxPDZHOzavx2gaImnzhnTtD68CYVEm1+ieXalBzI9uedP992GbhS0T9gBDOCSrKZ9IN9/wM5A5hsP4IZf+EHnHxXMZ76CU+D2etm7emHbt6AYps3MK8Tq0D1sOd6Zrf/yj9NlPfzLdfsvN6RlPexo69a7UvnhRevaznpHuvuv2VBW7GCbT/8CZr79/TfRDC1u/6kCEegNUr364oR81yxCSg3rsrnrZLaUd1ABbtFvmzYn+1K5AUcBoH+J4+hunKiF+H0Q6M4U9gipnXX9v3twFR35i4M23v/3tIWX40Ic+lP7lX/4liL8PfOADIWp3zJVaaJCt+P1P3vj/pTe++S3pBS95aXri2eeaXxad72vaTATnl1JEWLq48vucT15sOY99ue7/Kac/2D2Xn3Mw7sx3+/t9oHeRmD/m42I3iNCtu78FArk98fEgfw5W71zPgySf/TTbA7/RPXCo+X+o74dqfE4/M15en/n7L95d30UqlnUE17hBznkdSDaQB79j7bPmje65Dgb15PevWxvckkBaQkDYUBxiVSB7t9W6Jc1y5NTr4KAmAbjuHdZaWf/xd8OVt2EcVY/oW58VSv10UjMoQs8VQ2cht6Uhlzrhn/zkJ2HgZz1UBUwzeYXtDPU84/FPwCgWy3dqrEThrXB1117vITEV6I9XBPEwH2NlOfhmDMvq2Jmki9NRkEA3nP8W9N/uZRbZ7+raRgdMpHYQfTPIzvZsRm/74x/+d3rh85/H7qIlaRtW/voUqYBjfsMbXg+jX5G20fYFEAPvZgufVtoeTe1pdV2894jqSrhoDfquv+6a1IgeWyJBxz4t9FEDCGwcTruPfdcSE+NsxdPW6HGnnBQXAzJt0Y/KA+Pg7Tg0G0Nc7QE2cfgN5bsveyd114tfF74Fzjrj1LT+rjvTcccfm9auWR0qAnXzVZTVt2d32oR+uRoiQWdozSB6/RFopEjxhxEmMazDARBEidu/lWTv2LEdH/8bC4NHxnKKb+eyE8ItktY53JPTFneKSZQ4BxobK+IMkC5sIRTbOx+VRLhFfNWqVUG4qUZwC/YZZ5wRc1dDvHtXrwmpx9r1GzC4k2DApbCJvWYuCFvpu3zf3/f4yB8R4Mwrf5uZbubvHO/h3vPCzuXn3/luvj77vRRZ5/eK2/NzRu5SQXLn+VtEOMCfXO6B7gdINvt6tgceEz0gQHy4V+4ARZcP6yKDmfBk3+8CobuOBWO+N4CTIyhydztYBBBfcE/8yFI5175Iv51dKwJXganv9Bnfj9X6OFznQnTi1SBUQEvAUJGyQYdY7ideuHB+5NfNgU2Knt3Xrj71sssuS7Uif0TNwg259DqQpflrFb1mzX2kUwxdiNp9H2QGTdAp1llnnUWdRolfHZbk6lS//98/wGq/KrVgqFYJEtvGNjr9gfcGB4kzGgiVsqg/W4TpE3Xr1mEJnH4tXHg3CNv9zBMg/f+DtfTyZUvDOE3reSqYFqL3d5/86jtvjxPmjkBv3QdR8lvPeTY2AYvgIoeiD2y/e/4lXJRa9KJ6MGjw58mSwlbbY38qpVCMLCUlQTAfAsFthToGskzF1H0grjvvuC3Nw/BsDluUdTLmtmRPFltzz6ogUr7+1a8EN1yLyPm6K69IZz3hTPKZwzbA7XEgVwWEjkEDwyl05iGpIC/LPNwwiepAqY0GgyL3XbtxVkS2unRtx19JK7YHC+DWbZeSjTLGZJI69GK/IEHoXqW+vnG2OZ4cc9SxsY90XOaziFtO/J/h1n/nd34nvf71rw8/MK95zWvSK17xinTl964K6/5y5l6jOzcyQi9F6oVOpUCEsRCmKVyfpx+j8Iw0JTTzsx1kvJzfoTrMdAcLpfnuL27pd/Pxt+XnK3/P99Kyoj3T5fvdxWUnut1C5K4o5FDBdAcLljEbZntgtgcenR4o1hfrneyLlVY851/FuhaY561GqmxHQ8etrwlYJqJOe8kkj8JupoAFIldPWBNRa1bnsdFTUzXxW9ggdzwKshcBDSq+5ypj+9TTn/702DO8HQdSP1ZvC1xRb37iCUejD/0h2912s32pDiM6j7uEiCB3ddYizF0cGtXfi2U5CDss4ahTIH27D1DjcZtHHn0MB0Jx1kQjh2DRas+vmANn14Ox1e8977kcSvOv6dgTT0zPf/7zYwudfSBHLxI9+7xz4zjpATjHYayqN/QVCPfMs89hW9j69Ka3vjk9A7/1tcRvx1fHBXjFW3X7TcHRjiEirmloSp/51CfT5y85n8NqsD7fuDm9+o9ek/7u7/4O7p7zMTBkG0MCsmzFyiBOPPCrH98f5UsgENg/3w/BYL/toA/up7xhDNtaW5upW2+66srvRRttagPb/AZA+Ja3ddOm6BP7X8mJEhbH3QN0KkCcQ2wjtG+WLVuWTjr5tPSC5/0eYvotIqLYdjwOISGUFidJUHksrfu8d+OhrwrpRWBgC32IQULWusxhm1kNW6a3IUm41vFmXCVIdqMOaaFtX/nyl+HOG4K4oApBTI3hEtxTOU875/zUxbh0Y7kvdy6id7wlODXI1BZj85o1qRUE7/ipKloHoaku3X5OFTX4gJ+nMCaN8KfSyWrnaFbv3cG3w91fKFJzX7fB93EFKW1f8QXkpzhqKgwnijgPiEsa4+Vg+vw9v1Pck8P+vps+55HvOX6+O1CG/D3nY8eUEhb5fb6bxjbkBWNcv2VK24Xvt9I6+Ns4+V3O39++n/m9tCzL21/I9c73/cU50LvSNLmsfH8waXL63Pac1ve+y31jXjluvvtuekh93G8ojbvfCId4ebjpc3tKi5mZ54HizIxXmseDfT5U/5Usj5g/pfn6bX91K43zq34u7aNc13y3bn4v/Z3f+T7Swj2V5uF34xeX67NYk77PIaeVKypOJvSLaYp7ES/DGtdvwTXKGcqhi2SHQRbhTMJo6M8FIbpTFaELsUSA1157bejRO/F/UYdTKfWW6kurEF97NvUIomIPhRpHdK33yF1wU1Okz9yn8EOrdvXq7373u+He+iL/ZqyYe3fAyQE7R9zHDUypJh/h7c9+9rM0QfwI06BTbjzoDuqo7lxjqRpEuJ6G6fHQnNTBkdO402ZP9uf+4/NUviytOGZlevHLXxJb2ITtHiTlYS87cXPtvvRKHHCpjG6pZ980CFcjrI998tNwhp1RRjt72xVVn37aKaFOGMZ+ILhm+uX444/HCA0vmdR39dq16aUvf2X67x9dl+5Az67NQRlI/Z1/++7IpxtELRxpRXIQyH5SJFQN982efQigeXCfev3sx6MoXcdY8Fm9OwjRAXU8VF9YVtVkZViFy7GKN+R0NWZsaWFsRgt/Jpc++5nRdXL/czgXY8fmDTEvavE1Pjw8jqvtOagRlqGz3pjms2VsUKLuEMG5aPmlofgNHsAWQANHzyN3revdU4nLspXLMBrczHHjPdGmIPjIoLN9DvMAVQNhJ95LJQjcZ68Lc2022tgjbxiifZbrVjYmW9oT86XAze94xzvCCDEMD8Bfc0DobtubRKpjz/2vCHbObJjtgdkeeHR64OGsL1fkofawz8x3JvI/VGtEqgaBrYhlZGQyOJy96cD2VXBr6r61aFffXIsXTA2chjCeu/feewOpgBMDwFqfJvacq0sX2WSCTY7KUAnw1ehOQO256bqZVUx63XXXBaOk+F4E0IxzFBJL8QSHrz+QSsq/E2OusPqarqBRBF1x8eMEtoF5voY8VB2HRbmV7Dw46uUrV6Tb77yDLVmIrKnDpPvcsJAfxvq6ChG17q83bN2Ol7kWHJO0g1SoLyLoQcTAp512UrrnnntCzCtykQDYhbc7uVlVBf20J0sr7U/7MTM9P2eL2qc+94W0eNkKkDmOckAsWCaB0I7GMc+x6Qm4Kz3rvAvYmrWUY7b3xCl1O3Hwcv3PbqABjRw3zdkWEAFuAfRc+DPOOA07ODz/gZDdhTBBf4no8kmVcq32u3Ww72ohTHp6IGh499KXvjT2+NvHItYdqB1kTokW4yWxImcuQXTccZyyyTgcbrCsOR2dcTZHB2qWK664IrYhroXQsWz7TdXLosULg1AUmVOdOFL8G//1zWAoZSoNxrddtsXgewkTJm3RVtQTt910U+jVtQ1goLCar+fUUAwaGWvT/q9A6KVAofQ5em32z2wPzPbAw+4BkbKWut5nPu/vd44Xd7EUQaT+YC6NwIyX7w92LQv3REBy6BIEWp5HCCxdjh94AGg5p6bhIk1X0J6wGIE0eQ/xDtyyatGsaBxD+NSFRXXX1k17Re56h1NHLRBWlKoO3fpp1PTGP/qjQCRNDdWx3UzDpt5pAkDorjGbDls8YvXnP8XyO3ODYiK+YbulsXfkd/bZZwfgju1zlKdl+nve9950JojX8za++93v4ia0PxCgOtxRElLlOPpZD2v9uBAViYYuGwShGP32O+5KRx55ZCDEHTt2IRLGMyd9sgfOXS931ie8zWFgNwIS1Ap/EfvQ3b62k5MqWxE5b0W8HJgKMfhRx52QToTw6CZ9Hcdcu7VuLnrkWuIP0cd1OLrpk+MHcQ8jkreMEU6R0+vfvAWcGBbjUpxi5zhIWG3FDgENeCBmkahnjaB/IL1W39gjIFb35MsvffmrEScIOfpugj3zhm481eki9bV//Mfp3PPPw0Cxay8xFhEe5h/Hzr50rC0zOGoIL20RdmztQh0wnJYuXxbjqJTH2nhKngeczZm3IMbHOSMyLgwu8QhI35uf70vn+DD9cDTSEe0OxkTylOtx4P7Oc/sxj9BLO2Tmc+nvhzmes8n+l/eAc+hg12O9e0rX0MznA/3O/fVg+ibnkTnzfDftobh74wjoGKLpq1CVaW0e3LH0hB8BxM9BNH70Meim4VgnQQz1IB+579WIew1yrgsXzg3DM12XylFe+NSnxrfMvSpuVxQrQG7koBgRt8ZnL3j5y9OTnvQk3LneHbrP//mf/0E33BBcl8XbJs/ClstXIhAspTkD5DUsM47BszZOOfV0kAKiaDlh0h171NHpNvx7b6RNlqX1egV5a2S33TPV0YNv3bYTi+rdcT5FnD9BW7SgFvGrWnj2s58ddX3b294WyGnnTsTVOF8xPwmSjg62YKGWUEdeBmcoghqDQb78e1em2267ba+6NipKne/DKc7dd9+LF7oWLOp3FGJ42mA/6RWto6MuiB46qhDD46LWcX7ms59RSALo98UYHI6zba0d3bH5KmEYp1AR3zBi8pAQQMxUYISwZ09/6kQMrz99jcmGcL/rQVxn422tji2HumDV8O9DH/pweu1rX4sDni8GoaZr1WK7YnTvfv/Yxwe7rLdGgB6PvQuiz/PMmSQQG4p0UjoGBDx/4eK0ePFiCBr09byTyPII8avoP4kB85cYcO5kJO68ta1Ke5jEQVQ5L57KnHs582nBInYxENraW4JYLOY5Kt/9tuIx+DIDBptW+vwYbOpsk2Z74JfeA6VrqvTZipT+Ln1+qJUU8OVgPg8mL5EysDKswkW0XnKoIsv4gLSzde4CxOJvSK9/3Rty9sB5RJiIzd12poc1T2MkBTCVLVoYPbnvWORhEPDmIOIPH9672a8OQuwC0aqz96x1gboi1Be/+MXB6TbxXUPrcXTBptEFq05pgOqx3SrnWY31uo5nLG/ZsmWBQH0ndhjBV/li/MaffOwx6Ytf+HwYmU307MHX966woF6Dj/kujLV0c+tx0xQWW6ZqKLgyDLVG05lPPCtdc+31aeWRR6eLn/zU2HHQA7J3O9Q3URtoqDdv0UIaX1iJn4hv/PWbdqZLL700nYo71e9++1uF/R5qg+XHHJ0qOW2uj1PktCL3dEwt5vv7Bjn6lZM3Mcbbub03fesbHDUL965h15FHH4UKoJu+LUtPwVPdOAhZfwDv/cCH0hG0107auGGz0nyYev7wTbUDmJE5UOi2+zmDpBZ1iRIDkZvi69PPODN96tOfhaDZGnmLTOfMX5B+TFs1qNNj2+GGcSQcEirOTVUDq7EjKObVBKqNOemee+8LtYOHjXlk9kte/gfp/R/6h9QMQagjHueiiDyrMsxHlYdtcO6uwwBOwkcvhA1IfZT+/O7v/m6oDay7hA1CAoL2TnSNj4/lMHPhlwKB0ufHch/Mtu3R64E8vw50f/RK/vXIObc716Z0TYFz9yLd4jnHKu6lcR/4Zd+v0jwEdjOR+r6Y+3+qBBFqWGcQQJo+OGqAaA7nnntu+Pl+1nMuDc68AmAfIlvqr+7W+HJKWxGhKu71YBO5QT2UGcxXT3EGDeDU3xo/uGEslxXbX3/9TxHDF6JRy3saeu8+rJZ1fQ3+DgnA7bgqBWuC0B9oCGid7aujjjk24rlXnlcQElMcONKd/vUjH8Vv+J50Ooh2nP3ITYjA18AhH71kWTr/rHPSBeecl0459vj0pLPPTZuwLFe8LyfvCV6GRWxJcwvf6vvXpvMR6V9x+ZVwkN3p1a9+dfoGFtpysdvRv3t/wrlPiu138+Z1hhjcLWBb2eO9HX/iIpW1d99FHXBpi1HX1zg05PTTTksXnnd2+vcvfC7NxTBuyWIMuDgae8em9UgMOMiFvl09rQKRg1WdUoWh33N+67fQw69IjzsZmwGOn77r7nvsaIiNwiOfnKwEhoertM/twMCusFz/6Ec/mm665VZwfnU4YHGngtxyNXmUlcHpQjS47c9y3OJ3qJDn3IHuItShQedEY7rl5ttSOXcJLQrFoh/jRurpfDiC/fy+Po9dA9pqNLBHfvfO3Wntug2BvCUKo02kzPNURB8cOu8mmXdy80p9tHzX5gHMH8SAaSVUreNjHqHTF3tDKQApfd4bYfZhtgdme+Bh90DpmhIRHygYrzTugeI9Eu/BAcFBy/UIfAV+ctFAQqmNEGc+85nPhPsr9LPPec5zAjAKXMvRdd5+Ox7HSKtBlTpow/DYVLiHzfXLCNffQ3C2SJ6N3gAAIABJREFUAnDLuQqXpz1wbW4x0gd3F6ehPfGJT0xf+cpX0hVwvu4bzmEKCcCqO+8C4fCGSo/CuUb9+KlOX+71VHx6q2cVsAvAPT6lBQRy489+nn52/U/SS1/0YiQH+J7v7Q+jsiZ01WPocssQaXsaWjfESTNc+SQcMDw/InEQGkh6HUjF9t7Pliixzrcv/24Ybb3gRS9JleRXie63DRH9Jz7/OY6PvZy97fhUx2J/2bJF6eSTTsSv+7x0yw2oEXRrCqpcecyR+BSfTJ/82EfC6cs9t90C8h6C8x6EMNiWViM1aO/soJ/aQhdcSxlz5i9kv/VCXKAel57x9GfR5jGs5u9MT3vqMwpih3GgSyOIEPWdT0dxAl5T2t21C4+udenu+1ano489LqnS0OBtEH39nUhY9KzWCyfsXny39X0QDlndem/P4XPoctJDlFUFEXjnnXdiRV+IwisgVCZA9PMhqhS5DyKKv+xj/5o+z6E8j4eg+K3/83sg5MqQAInAnWMG55JzR4LSvPeK3Hk/ytxSPfLzn/8cggxpC+8aGJtqtu4ZYs7G02H8cd26Hy9fDyUr0zgov+zwywImpe3K/TPzXhrn4Tx7gE4O+8sbOBAitAnuXvl3TpN/P/y7VPPBr2KMHeeZV67F4d2tuyHfi18H+vvo1OFApf1vfD8TmZf+Ln1+OH2TOaUibYYd0xOA+SVIKZ3L4MIAjurbXR8jIBY9soFhwPQARJDaWeecG0eXDmF99qo/eg0AFe6PaxJk6LbdEXx+72G7l+kb4CKn8Izm1rQRTgFTHCwnrtex1haPLq1MSxctjr3OH/rg3+PxrRbDrQFExYrqiz3UuoU1eFymiNowApLtAtlFsJMA6oqVPZnMdSPHeezxj8OYinbApU4SB5xBvXazr707rUH3fg8IJby0wfV7eEwfRnyekuYx2IroLWkE0bu6aT2X9ZLOcPTKIzn97T/SguVL2dZcHQeZbFi/Lp2I1zW5eI/oHKN+X/6PL6WbbrgRBzDzUkd7EyeabQXh9PLu5xzB3ZRG2N9die5+Ddz0lVdeCcHSnPrgkOtwruLZ7TtRA+guVic2u9nStdutWCAlEVrevlWP/v+8884L7vkFL3hB2B6IkCWKJGJEWs4Bn5Gr08/426dfRX6f/ujHGKPJdMkll8RvxdNLli4P6UVDazu+5VvSeRdewhwgLX1UzfG5Abti3pTCheiWX/hTOq/khU3rPvuGJo55Rc0xDhLeeC8Gl7yfwBiug37ahiTk+ONPSGfg8teDWPTD7ra7pz3tKYhz8Mq3aUOUbv3FS5Mckap9xAjzyX65bw3W8tpbOCdo5z33rQm1QsdCCQd3XOAgCEt3uXn7JVy/5pqXLpZMRUst+D7/znH8XSEgh9KpYLWU09oprBanqIyqea8xREfqPNR95Hc6eIg43J3gRf5S7Iqsiv2gEyQoJnppJx/g2Ylv/bg8ean0MkX+5t1F4jXlpJi+xvntJVqUSh/jff4tpex7j1n1Of8ufWen25kOiM8G2ySwEADoFtHnokdop30xffmuDArZdj+8y/VAX4HU9dtcwYUdL8e9FtsX/DbKxB/l/QBU/Qi/J6jnlCJFDVE016XOts82lV65zfaHl/nk59K7R+3CsHA0JWVx+YyNZjzr6IApEU4PlHraLY7tJHNmAgMXL8MoAEcdpacsVQAQtVbVq5RA0EXjOy/nktyKeThfFI2aBlZl+k6P8ru4/OYFH+Nkd5FRN2ei+kznr/kU/e77hxdiqKfbdqjnPMblKL3y9fBKLU1lHx740k+E1/T0jTvdQR8U18HS+q00Xc6rNI0iY/vS4Lz3UsTtpUi4AMD0ehEl3guMjWe6SeZkfOTZ/dhejorvx82DHz7neDpWicNUnMvMSznMuFxDPDvOzv7cI8Popz2D2jFXXO6xlr0gFidmbUMzhljPwQvaEpxyaEFfkU6AC25Ev1mLftuwAOMwjxmtpM41tpV07i3WM5onqFlfx13oNQUQ1vtbLetqKdbaipgnhjiqk7KbOD7Udeq+8UHE4s6FGpC1x40aqtkDvxvkV+++cvKp5QhUjeziWFB0w2XVjemSp1+atu0eY+uX5XJ61+AkZ7EvDheq69auSV/+8hfRnXNsKPu4B4c50529130jEB2W20R+7Jmuw4J9imU/BLfs9zq26LU1t6VlixenGsagirgbVt2W7rrt5vTB97yHRlG3csTKHFBz1XeuTG9785+nn197LcfBYohGm1bdfSdni28Ll7L2/wR67aqaBkTlp4HQ2XuOVGMIu4HdGBtKgYywruUwY+0KFAjOBa2+ly5bEQ54NLQTprpFTZiqFbeSjp07uwKReySsRm4MKFv06tlyCIyC8DjyqCPTAIh15VJsFdhDr2h6OcTKE0HiA31DqXPB0nQcaol7sQ1obseIDaKsqrYaz3/CGiYoIvlR+r4KRC9ukkuugsARnjhuFbyTotqBwV0lHgO7NRJkDKsZH2GtBoRtSB6cW65v1SCtje0Y7tUjjViYVt2FgxgIiyq+xS4H7DG2bFjHHBiL89BH2VJZRj9MlFUxxu1pgFP+NF4cQbpQhnSpCgnIl/GK59z8m/d9MD3/Fa9OT3/2pQHLnU/izIJXj259eH8026fPY1AKZF882z8OlGIuF56LOJAfkR0sj1yUAPhNDLYzA7FD1R9YGggcPBJpgrDIiYRy5HU4wX6GXicLEBdZFeCBvjdbvmkcMoEecQTCoh9HGLWOA+XqJcsxqdC4puT8y9J2+TwBUjXY5hxKnyeg3NVH5T5xjE0Xv6lEJcBFZC1X43vnSy5DhDpRVtSDGkca0ztfjONz6DIThh88e1nXIj11i3EoamU/GPK9pEnkywcmuy4gjUaz+U1W5hfog9tjNORxyWNm3+Wh5PFRD3msc0H+nvkufzu8e575RS4MdwTHWNec7XOaOesbAyTm1vq162Jt6Cnt6U9/Bs5F8KWOM5Y69JqeF/6sS5+dvvjpz7hg0003IkoGoe9GfKsoWyKxjjUlsgmCUCDqvKJTx1lTIvabfv6z9IXPfz7t3LUjNYDUB/D+dcLjTsT5yUhwzGvWrElzOd50x44uTn+rgWOchJPbxpGbW+HmCwcuMktM0KiDh3iccMYpIGD2viNm48A3q8Y6Lg//8Ppt/+jHPxYTuxFuOI5l5Xs9XLOGdGvuuy8NjnGYCkZYu0B4izFSs60TmzalifIaPLFtju10X/zif6RPc6l3Xrb0CMS7z+RY1E0gqrvYGq/jsYl0ww03xIlg3+aI0BakGx4JK4yXsTNMgdQ1dFPcvXgJ1vA930GswXnncJIiSpFjfw8e4JCS6MENTiiYoW64dVUV7hPXG9oebBA+97nPpWXLVxae80CkwyDQegiQSpCsyFqPbMIKOfRmPMttxgBxHGR/5Xe/g8e4U4M4OOqoo9J2tuIthUt+y5//RSDfy6/4Hg5tFmKIiJMXzlXv6HTHQUKn7VGszdgD9AB32G62FM9tvcMYom0ML26Kzecv7ATZLwgreg/f8Wz18fHy6LN+fBeM0m4zc3eCHMRy6u/WwG723t9w880cHduafoxf9nvxO3/EyuWFBz7SqECRWJDZEVa5XkcgKMKpDgSpLNcYx80+5WlPTY2t7LFHYnTeBRemU046OfpPFYNM5WEjdPUZijlmLlIr5FVQ7DauoN41vnCRuecyKOyYBr8Zf2xPbmfps7X3dw4RZ/q3gMVrbzpWonGVJOxLkVM+8nfLklNS76ZF5aTiGfufiSPXPTFgLQrCKtcx362N42cobV9+tl2w+/HNd45rjO10G32nByzLdqxFpzHpAIDmOw5lKoIe5/jBnD6XVY03KalkL/P0br1y/jkerw4aqEKUL/dQzdGZholoE9wIhA5T9zEd8ljtv5GH6Lz9Jzrst6Xz63Azi7V1kIWU52RBlqbQcyrqrYKQnUKk7b7uIBqZx3XoIiVyTznllPRFK8bkGWLN6DHurLPPDQ5fk+I6AOz1118f35nYwGF083B2w8xze/Q6vq1avSYM1mJtgYDUvytx2g0icr/4rl3dcXDKKIhWxLx580aspLfKZ7EmgBesC7lnRa8ihydfdDHGbJWpH4mD2gJdngpBJDAa4IRhkykZQ6x+CAIkDa9+/evDoY2AfpR6aZhnX6iD3w1yGYKrheUMqdttq25PXYrfqfwA6oHnvegFgYxOOuXk8Ar3XPS9PXCbZEBdRhH57nDZp/vuXxMcpIe+uL4M5axbj3c9Cs741MefkS5++lM5OKQ3nYODGftWpzKrV98f63+Mtjh0ZazD+XjjO+boIwNGuSXwBz/4PvYLt2FzcBb74XGCQ/b33LMqCIg6zh+XA6dhDJHsxDii/x4kfqNpPcTEFo5yte4333xj7BzwwBq3BK5dfV8aOees9OdvfRP9LfHEdjM4/cEBJCL0ZwNW9xs37EB90IxqoD7de8+atGzZsnTMkSujvkOoXsbY967jmwpgyAQI3vFyPkuQDSKN0bc73QTBgltgxk63wM0QVqfhce8jHxlK//T+D6Qf4be9o6UhbWSONM9F149BXznETh3X2JS+EMSdqCHo1xqQfD+EDAOSOhcuTBdfeFH66Cc+mU467Yw0f8ERIb53/gpPHePDRuixOGmQgNOtHoqgnDhUyfGNjfZy5IoZjFtU1sgFwo9Iv8Z/MkDMQMjfpc9FK3+xATmO9/z8i7Ee/TdhQAPSst4+VzQgPmQ8PBlJSroeRDmpyJ6qiNskNErvzJT47Xc54hxPjiTisYBFkLlfMsL1t5NMaUBQ8KadnhvRH0HgsRjluEvYadOYtqq80Itlbt00vjfk/lQicahgGvVzhYOJBiQWSpQUTx0q5WPne2m/zXzOfflotda+NuT+zuVZj1yXwy07CEvLACGFlIq7Eip/W35LS2Pq2tEXHOD3vvc9OKGCCF2+fDmGXCii0U/rvnUQYKzBXKib4HZgubGwrkm33HJLuuTiC0JXrijVM9adUzmEj3E5asoE+qFP7U47Q0xauNOuRFyrWDqIWsW5iE6VfKl7N5nwUY5zDI61pZny6RvVla6FaBDr89zzzo7nYq0o0qWNIJZGONM1q9DbAspb5uPPna1R83AP294xD861Dg9lc6I9ItPWdkTXnL2tG9gyxOgi/qbWhvSBD36AZ7IAFihW9iAVHbm0kncDrkh7kDBY0RraMYLOeiHcu5b2c+D4NQLTUcowBmC2XuIjqs16PRYEPW/xwtS1a2e4oLWIcfJx614r7RwarkLtUQshsy1tByk5No8/84kBL5bj+33dxg0hxlZtWYskY+2a+1PV08QvdDX9IzCqBOEh86WN5emIFSshlnal8yDSnAf3QgDoXvVpT7kkvfl1r+OkuDekhfPnwoEjDWCPPMkw8AOZMqYbt29Jxx+3BCAHtz45in3DSDr+6JVsObwmCBHF2UezNZBeQ/LSBSFAPMZLeCnE3LBuLcZxg5x2VpyAJ0KPOchYfv6zn8MN7Tw8ENakiyBw7rrztnT8kWfSCNQ3jNdu1CRz2DqpL/84RMd5RL72tURCQGYIA4mYPk6Lu4D99YuWYBuAmkExv2OgJNZ5dNgIvViU1IDgYnUBmfGEYlZGcA9iiGasLWvrC87c+Jlbi0S/Bn+sp5fhAXffF6+DQNkLjPiVnx200sAci5DzKf1mGtvvXWTooO0toDTiI/xsmSJVuVz1US66BhbIhAuYsVLHBs8ebc93F4RtyHdnZ/4Nyt37vgKxlwuYIiLYJEN+5x7emGjMNL/5Pn8zExenetgAUHZK5FUAe+tdDiAqDEYso+Q96TwSUrKihB6Iskv/mEZCRk9Uzs2qKrcOsW4VGnFR9Gx4FHsgz4dcRPG76HTH5tEMzl0lg9W1heqmrq4p/c+NN4QOXgOmI9iuJSxqaCzDd7bSm0kAY2VwgUDxQHBTiMmd93t6h8Jyug7xsd7ANLy67P+9J7zDeYJXRRAJImcJUfTb6Iydtx7CMY6I2WeJhXJE5nvgUpm9bKMeS7Vw2B69mbcnVSg1ot46TxFnsdJQF8wNjlfdcaVz3jTUSTsFtaZNc+ZH3Xq243qVtBNwd7fcdmd6ZW1D6H5hFNO27ZtSN0Z8czs6ww5gmHopEvY0tPf/wwfTxz/5ibQZyUEPW856B3rTiqXLEOti0AbXioI/vMLFeAEr7r53FdvI7kxHTXOuwhRoIeqExTeEjtJXHdmIXD38pKWpFUc7DZyZXpHW3rUq3XHzLdRbmDMV5XXMaXfZp29965uBPL/JdsCXvuxl6Y5bb0qr75lE5N5D5pXp/jX3pTp03sIc97irNhjizHVDO+L6Wr7pE30uW+q2scVQ//P/8e9fSB++7J/Sm0GeH//ov6QTjjsGC/u5wED8EdD2hUsWxfjWcFZ7z54BuPxh+qwm/fD7V6dXv/IVkbf2Vq1IWByj8857Elbyf58WoEpZt2kTBA9+2Ong1ffeG+cDVMjUQqxJhChd8djWcQjDT3/mU4xRH1v0utM29OZfWod/etSRE8yzLZs2gJSPYOzg7hk/JZnCw0GkJe5+8NS5UQ0OsavQKZKGeBdfdCHSjp709/9wWVq2bFnML+dlxj9R8Yf6x4ku16bQI/SoZCCyCiEIjVIUEBwWnZ9Fp6VA+dFe0Idqj5PINhwslNZx5nNpW2bmYT/MvIzju3w/VNkR8TD/WJ7UuSHXXzHcmEZxfIujDgEejpUAo/SuTjA4/JK730vfj49oqOZYY3wXl8f/oe9hMpvWCasx0iAnIvUOcAYy1p99ADv1+f0s/n7cQg6y8Pr79XE9GICwiD8Y4rd9ffiLHRFGWgLtgwTbLCL3LlelNbGLRTomOKCDpH2sfMp9aHv295zf7e9+uH0wPd0DSRXlS8DtWweHm39O71reXxD+9CNSbQPw7tkzGLpODdfEfAJpbUiYttCrBdG7B53omVgka70O8LKiceiIeWtcp45Xj23hbY48wk0p31xjepgbBXg713zvcZlnXXxR+q2XvMTkwBoIB7jy2DZn+VjFq7J0fvre4Np0nsZaBXmygNgjfxI6e07rQoqgcZ9VK9g/19pYzONJ1lU7hniXPOvScFIzhTFJW2t92rplV/S3Tm2a2LJWVwcXB1Gg8VpteydbzI4BEdaGrtaDZyQ8RAyburawnrGIn4Ydqh480KYRI61x7stAIqoRmiFwOtn3LuywLgY5UZG8KgPnlN/cFTDEWt+wbmPEaaxpRLRduMdVHG57tUtwyxm6uDikpgUkHfYAck3krX9012wgS3YrjAA3lLDQnKRYvQHEd9FFF2EouARPd53UrSEIk3f99TsgzqrTdYjxr0C/Xg/in9PRzNa8xnQHWwX7sI3QME3r/wXzO9Ir/+Dl6VX/98UMGPZGOMtZdsSitGfblrSEI2OvvuI76fTjjkuf/8wn08oli5EkigQLDt1JrgtgpS+jEHkG26/KRg+AA30gXJqiVXwzZTuGugu+Z9XdwXBJjDi2GjjL7EnIDCPtEZkTmSNWT03nsuXt6quvLrbHsc9dAkdRu+N02AjdCjsQ+fK3ohiNoJyUTk4Lkzu0YTleUCBQIf4+3CCd93Avuo7iD32VWtyXPhdpixbkthREwj4qQaS9v+tw2/1g0wssAgkz4C44nxXv6QDDIKHlHkqvasRX+T7z2d9eGrPkZ9Pmdod+nJUlFV7NrFTf51YZx16gqphNHb6ci/NjxDnCAlLP5FGQ/SJ1FrzGe4rPvLRqH4HwGEW06FR5AMLhd0bI9rbcWHBk0aoH/lFvqLjQuTmIuFHmZFrl98CIj8FfD+gz1uADfz/6DabIBwR/53d57jwgwiP0I69qDdac6/X1lakLsXc+RMVKeHJZsT4Kq/uaGg4zAW6JWE4RqTNfmMCBSLRyFvFVw8m1t7emr371q9GQMQya3C0CswsjU0jeFGlroU+EcM7yvve9D04XcTcAXQJi+coVfGN+axSKLYt8tnNZXboEpwTtXnjJewmMAom7f0RVVuHxrhCxskZcy8SrIe8jVyxP47RBT3DSAy0QApNQLGXUZwpEMziA73P0t26lG0YU3g0yfe97/l964fM4ahURrqeGHXnEskA8c9Fl7+neBXcNl+6gAUv6SWNZIulhCHD31Z+MAZqe3eRkDRInYaeDSN92WE/+Bqxw+5ki7mH6yK1ewlPVBp1wzd/+5rfS13Bk81d//dcge4z72OZVSX2gQLDSxwsclu6qCZWl1EM0yEaO8FvpgLDF63EnHEf/DQUx0oOufyNi+1HgTKgqmBSKrNfcdy+e7Pror3KMyo4HPmGSFlK7kXTZP/x9uupb32DsIXggto7AC9+61ffh5W8RlunsIKAP5nKK2zve9hfpjttujTmipz+9xBk8hc+u0iWtWwMnIAq+/Y3/hMCpx2XrywL2ul1RIsIjV8ku3XH7rcDdwlBZY8hgVBirfmCmoRbCRMLldlzqbkYqINf/h696RTr34otDhx7EJGPyiOjQM5fJfA7O3EUwyeRxUjqwWlkq33dgBewVRIwB5j4JJxdb32Ys+mjFL+FP1N2KP4gg8LENj0SIfKbLzf33SOS7vzwUIZYPFXYNluvlBPAutT4M9xIghd8ZwEb9pjMrfc7f/eSzdfeQCC3LQ1Qk24sIUBGiwb9ucZNyFJCOskjqG5mcIFjF9hIXDVDxUtw+S7GKfCcbgETMId8JkJ0vVYgyXUwidu8ktxJFwRY2HUTqM/tUwxeJPvNzXo6PN8CJkAf1nCLBgQiBnOdv8j2PX77bFob6MRGcAnlXQ8yH/bSqCrFm+ZAHZxT2PB5bWg6n7ZawZSA/YVIV+k6JPaIGZ7kNvevTn/nMdMtPMXxjvhwHRyZz4iVx2Qrnq4FbOYB2EhF1HdzoIEBaFZD7v/vRfWpLVMVcv/vee9I5Fz4pPf0ZzwhY2Idx2dr169L5F10UOtP//v6VbBdzWyaEMqJty1Ba4HhZNwfLg1P2wZ/pLYG0tZY1IZIWedeyhcxz1t/2Z29OL3re76XPfvaz6bIPXQZXd3oQKRIjbgWVYHGfd7scIqLlpfin9zSwr3/tP1M1RIdW4pu2bkQ0PzftxDvc5g0bUz91rsFxi1tHB2nbhc94GmelI10ATbe1tBcW/9Sjji1cQzANSgfKaZNEioaCwn8Jex2w3LnqLt7jpY2yRhFvN3fia37rpqinXvls8xe+8IV0/33aBdB8OFjhgszI1k3rw+BNnbEwIfTo9I9+8F3XuZw+ELv9JxF11eWXYzSIXQLfKxgbCYqVK5bF1jk9uVWw7U04cPTKFeno5UvST66/jlKxTUBN3C8DwlzR1e92OHRDK3kNIHofoB96IHbaUXe4NVK3rgYlHOMQAlWMp4ThmXDU3/zPr8f4feQjH2GecOIcTO7IUF8QRamiNqQ91le4XAWSF6zZd8F08UPiS3go8aIU5YQTTkjvf//7Uytj5LhKyCgR6ezkpD0zCuDsJKJC/hZg2rFBNQo8IfUyMHfS8mJvGj+7GGppuL5xBbxyXi4KkbkA2rTjUkEMggg9EAp3G68RwOEEJ5n1NFj33J7cjiwGymX4PgfFGrYzVAZMyPg2/Rl0VSCMfdFJxjuDPT4d3NKS+0/jsIwcdPxgqAok5xQp0uTsCmJiXz7T2f3CLben9IPv8mX/gZYol3fxz+rty3cY3bETyHOJHXSJLNvs5B+AWlf8ppGPY+6iM9hn9qnjYzmOVyBRvpk2c917oLB7EfX1s1CbmbxxTjFFe6JTzs+8TCM334QuTQOiMIpBB+VkbKiuDwtR55Rlyq004v1pFG59FG7Fspw36tkFBLmvg4q1vSVtza0uReqNzRVp/fqdiDnbok5a3Hp2dY4bDX6Qf+wLQ777XEhsfHrwoaTKDz7RAWLaZ9Ynj09eC/4urafJ87ywH3PwXY6X7zle/uZ7L8egCMXddtglXo6ffeE703lZl4kJibwi+I2psDc4rtmg0pe53L0RSh4sP+eZX9vGvS3JVeNjXoPG03aiBSvjHRhCaYms97dJRMmuhQsuuCDa1Qfn3InB2B6I2/p6LMtH69KFF16Y3mN7AS3XXnddGB+J2NVtg9ND/z7JvBcZDALgDa7pMdaSfaHB2B/84avw2/6yIBiY6iGerYSAbWnrSHPZj3w6ovTrr78WoroXjg6kznnfCFuxVZPEjo6MvM54wplhyKbuXAlXCz69lVyV06HYeEJCQ1RTKdfTOIjiXvaRd+Jm9q/+7E+LfFUrsO6bQMJyem49GxnoSU8659zUwbq9ki1o/eytP+OJT0hf/+rX8XcyFHviV91xZ/rR934IDKumnCrg+wAuVGvTbTfeEs5meoH3b3rn6+hPkCWENxPEbohx92SxgDMYAbrNbAecfSt9rqpCDj3D5QLmlKcVK49Kb/3zt4XI3XnxF3/+50jJq8PTnQh5oLdwgtODYZgIed7czphM7lbYia7+9NNXhvRjB7sHVh51TNp49dWBe4b6lc7Usz+9Jy2BEPBY1nXr1qbLL/9u+gje+xjAVI6B3Lo1q9P6zVsCZ9kGkbl6eedOnPHOO1UkWcLTwt59kfgTkGJc/aMfhxGh6cC7SHA6ibcnJI5Pedoz0qW/83sQlOPhJ+CHl387+sV5pQGiKk/VEfaH87lJuwBgnxJOEbXBuTHB7gL9L9wKl+5JfuLVmzhK1X3qWVKq6hLy5/CClu3iZJ2BuMdQyjVXzoJyyFxc/u09AG/pi4fxnIFHKTDI7zIgirIKqPOAEoynCAyqZu9705QGJ+XBgpShYSYAzfXJ97157IVAe988qg+5LyykAMoFoI92CmEZP+tuyMjANLkfvOfL98YRwed2aeEqj7+HyScn7gTzhCdFk0SFIwA08eCiqgaYKLqsAgC4MPow0lmKeE+PTRIY3VC8qgNc5FL/uT5RuQfxx5Gb2b1yZgI6DZW03p3qxRDHxcq50LPhofWA0yUvD5/Mp6R+AAAgAElEQVQNpe+KN79efxs49UzOe9mSOel1r/loeH+TQTkKi2UBYzXGuiMAp2H2gvcAWCfhzNRxH3300elMTkj7+XXXpjV33hmEcD0i1HIkUl1dGHsxX2O2MbflxBVp69vBtaK3sy62TnnmuMyCgHg+nOhd965J8zFwk8P6yPs/mH7wvauCwD3p9DPinGsRtv1Z4xnXwM5K1sUS9ozPwx98Bc8TUAw6a1K8H9IrajCEAxk82iBKH2T9dad//7fPk8dE+jhuV8vKYMoU60N0NyHWlitshPHauYPtcQBf7wPUsatrG4bLLRAC99IX4+lHV10FMGAFgkjaIK7lrDXQanTLK8hZG5p6DO7sL7foLZ7vaWYgTQkcEKS4wHW85MgVnMcOM4AYWuZAYsjtYtoaDAADpJbWr1ufatgm9kLsDFQtLF2xIvr1n/7pn3G6sp5n7AoCsWFsDffqvmz3qwuXrZ97vAFi6dY7bg8i6lWv+sP0mj9+bXrD69+IJ7rCYG4HFvtzFixIl112WdIHwDVX/yj2usdkRo0obFp1593ptFNOinrKydeoRqGM+1av2csIufPAIPFxP/moavBoWBF+eA0EZokPBqMfiAcB8Zzf/h2s4rujzjrQ+iGEhHGagYP9EFlV9Knb7Nz7r5Ocru276Cf2xtMnwlKAIfNKN8AFjtmJ//dnczKg58mvwR4h450MrwtIHtV8eH/MKAN6nwX2Q4o3mJACcKnWRzM4YS0EtBR35krcfedzOXocL7/ne372t1zgCPsJvWY++zun3+8dRKh0Iov9bL9EDYmiyfbLXk90LPzgWIjvhM/Xo9k35l2KFKN+1NFJkK9cZ+sdYyWCB/kp+ahEBGg9g1uwTVw+S7T5XAkxFO2nyRq5DaAXM18n7K5dvYiMFG8X+j6Bp4jVby52xWtyGlLhurWU4+iBs3fNeEqVFGg2FHpgH8nDFwvL94r6vQ4URvC+pCETQx3lG28n23BCj/4oz80D1enX6b3jb8j30uf8znmcCbiIPOOPSMjrVxGcszFvZxQus+DV34Mh1gZOwVqzJQBnJXOhEYTwOrYxOYc14LSdqolEonKH+itw/h2DwZhwrIznd/7Nu/CYloITcy6LBAS2ALk0Bmc0CtKcgDtXN6zxW8uceelP/uSNEA0d5FmVtiMhW7B4Edbi7LJgh8nTAfRnn3cuZ3NfxPGnt6X/88KXgPzh4kGMw3ihU8eqM5bjTnhcGOGNTa+5kGqwSCZptM/WeRG+1DXg0kDr30DoHhqjQdUiROnq+w3qjpVq6dhkOdvOGlBD6ZHthz/6IV/LWSNNcXUixq2sa2RfNIZtbM3qBmnXY8CGRQy7tEDE1O3cc88PQ7i8c0SRs32pVNNp4JGlSi4qIXrC6BWrbFUQ7r/fDPJqYH1XgDBbmvGNj4TQtnSgQ+8n72YkaRJLwyJqiSYv2uldJ1b33rcmToWby1nihWMyJIv0qSe0bevamXqRtugudXvXjtQJQq1CKtDB/u1ekKy66EtBhj9G4vKj//5hqofLRifIFt7aOAlPmPTc5z4P+KLdxQCudk/ktLcVqAYmOKa0E7exF0R974cIOeb4E1IbxJmc9y6szcsYN/vRnQdkgFOf1nTyaacFPKtmrvSBvCXQjKNnOY94tQ88blViwLPjWzswMkRaoD1BBf2/nf6SOzfYf+KSa669NvqqAjWRcNI5IMw1uEaLp/j50P+IyPKCEsg7kYdhiaQeBd6FOGX/+RZgZP/fHspbG+GC9MpAxwbaUN+J0HzvNfNZZCTl6BUU8X6eM0I60N3FajmGXE6uf67Xwe457qN1L62T9bBvcn0tU5FnIG3ujqFUqWNqHNFmJkLMx0Ubgbv5uPCqAAzudDBNE1RlHZN3+84diLnXh9ck0ys+lwNvCH0UYiYNatAHheUtXI96dfNzi48TvoZtRtVYb44pYnd1lIQH/tr3ISP1/F1gblBapLSAZhXUN0RIVjsUMWb/5h7I8zT/9h7jXvLCaeBlmPnNdy6FnE/pPPPb/kJp3P097y/NQ3lnnkcum5de/YpXpnvhtJ2P/XBDcj/OQWGVa1uc4XGm6rEHAbaqDRWxT4AIhA83wom+693vDVG78ztExop/nFiiMRCY24sEwHK0zucbb7k5ENg9GFXpQlSHNJbv9qfLv/3tdM1116frfvqz9OGPf5yjNjvSz264MS1ZsTLWWQuGVwLw4+DmNZ4bkuHQOJT2uBVUyajW9tb9fg5Xca3WIl24b83qdMONN4ckbBOe5wbQE8cSYlyaQJb3rl7NnviuWLsixfa2ORhvtQUCXLp8BXvGd0UZGtL1gRxFEe5FH7EEJAiqFF77x6+nTHyrsz63g6BX0a/9tKkMwlzds0aCdVjUD4LEOvGmphRUolp7Ajin8GE/jiSgt9+zvmvSUcedGMhVt9E6yimvqOF3c+RTDnyl0wKe60ntjlXsLQfxqj6hk7XqZQw9BGU5XtwWpm9953K44c60mSNTVe2NMRb29/Oe97y0fPnyOMdeLl/1wyCMhcEdOQPAKCUgJ5x4UnoHRnkCtLvvuQ8CAZsGVAQ7d+5izL4bKht1+j9lrHbijKcXkf5PfvL/s/cmMZolyZ3fF/u+5J6VtVf1LrKpbjYpAdRwhhxxONCAkoYzlC4DCDqQkngXoNtouwwg6CJAFwoQdBAECJAgXeYiaOaggzCEIBFDDtlsNqu7qyors3KJzIx9D/1+f3/2xYuoiMisimpWV3d55hfvPX/+3M3Nzc3Mzc3d/1mUi3F4n4qQPMxpmC9/7et8y/I6cHJEHosIeQW/g1BH+/5GgN/2cXe8Dz9kwyFM9e41v8r3/8f/+U/YOhhLBnilsanq1OADnO/0mA9/5XvxI61VuLTJXQeOEBlIt4OngyAYFtgnOR26en+V+Clf7SASdwQHmqIwKMwNEU48B46u3LPuFUZnxVce3adnXCgLZGriquCctOX3NSff2eEMx6hvzz/uv8FP59JtHaue4sl3IQbrwL2MQvh0askGMyjJ+gC4xWVwRDpH8gpwPAcSpxWGRPFad35cE6PapPnLFHV4U1kiAm10fzBPR3euXQ/Xx2igi8usi2X4rAOLVgE3enj8mLk68lQpPC8owMmSb7mel4h462s6GbCM2Tx1NtHTXk/US3eAC8r+vLzq04Uw92mkXwfb9PQ7cWuwHT6r4MBCui0lzmv1s0kUyf/4P/nPwjBffeutwde/+hUE0n/E1qDfxKHp+mANmbyz5nJG90vQeQ7PaUyeLsf6zb/9twe32Ar1D/7gD/j+u4N/9A//Ieuj//2MzmM9Yr6ToW9G6s4x7yA8kGpZL+wc8u/93u8Nfhvv8X/0X/9X7Eo4yvGk77K/O45LjOyvYUb39LSv/9zPDf7u3/93EcALg//+f/gf2SL2mxH+32X0LKP/9i//KxzOMc9cMpuWYDmjc0UA2UcV+M0pi3XS12+x9ruZmJe41xzu7Dr72DG6ZfSI8nHIZk06ga2hsPzG3/mtwQ3m8f/L//Q/T98331/7zd8c3GMk/yOEZkbG9OM5Rq/36af/8rd/Kbziv2Et9xtvv8WWzayn31zFMZDdybjXo9611O/8xTvpkPYvV5Qc0fefkOdVpuF+xPw53nU4AwIHvGacuXl3pvu1X/+b2W1PobrDT2VLy8T7CF75kq3pKJ4Kx3x9A/6xpTIl8fmay9tf/gq8ZCGH6DjS/9a3v8PpZCgzCEGvf/wnf5q2exOh/i/+P7zK8ZqHyeAop5waA6w25+9a9N/73d9njv6lwf/6v3Aq3j/+xylnUhP4tZuDb/3itxH4/8XgD//oj1BWbmMdeWnwDkfSwjwHh/CvnNM+Amzg86//2t9kC9t1DsnZzDa0r7/19uBIHwyWp129cj1TlDoqjuJb9KN33xv8dczv8+BJXjU9iuMllgHzmUQR3F1/htXn+sDleX/0z/+YfQXY1x4c1sAVLIAOz/K4ZFBouqmCQHgvU1dIqJE58mui9ZKFnPO5bWwlbFg11Rp5KUBkPMLU116KGZld3YvQChXXfx9hVAnOuO5qmUCgF7ObRMPMHDA4MD//9cPJpw7+foJP+V64gqNevj4rzB1d6FU5DkHHUQoc+i4b3pA+B9hQB9PKPBTuKm9uTLMDbrchzHvMb7nnsCMU4xzFvwSRe06xDjBLmA3voDlPwdDs0LjbZS57dprToNBCUWlznnAUCEBS4GqCF08KeIPtfJHUrtcKeZl7PfvtJEJ8D9XfemmR0VKgOVXT/wxz6rww2c9s6NP8aST4Trz5M9RzP53vWrzv+2+O+9jJ2JNPF5V/MuVHn0IXvWifR2XwvaAuqVf3D77PwRhXFga//W//W4Nf+ZVfgVds4qnMtquMqKKkQmBxEIVG5CXyDpe16WvhSO8P//D/wex6lQM9ngy+DGOdZ9T6LUyqy1iX3FjG5Z5upuJctIL3F2D8/9c/+7+jOM5C+2vw5nhng0r7w+//vqe6HQ1efv0NdICJwd/6N/4ODmdTCKYv4X3/VpZyLeM46oEl0jRAYk3jY5QOhjCUgTMwjw/pf//e7/6HMWerJKu06gOgn4he/I5ma+rKHerce91tRv+1v/HrmfP/rb/396O86wfzr7ID2T597p/8038a57B7d+8P5uiLLl+zX/723/17g5/79tcxHx8O7jECnoDH/9q//huDbUfabJjzCz//84Pvv/3DrGZ5nbKn8aT3wCZ5xjjTGEsoM3/rtzhMBCG3h9AVzzsIrG9+69vUcRS8XMPpj7oy8vzOL/1yYNdTfBL8SScbKE96/Cvc9br/1d/4TXjOftbDi1NhnPhqO/BL5eDf/J3fSd0VevIw/XZ0hvydf/APEMLfx3R9e/Du3QecB/86fMFliXimz0/iIPejwa9TLx0QPf3MOW0HNTdQwn73P/i9wcIVNsJhxP2lL72MtWN78K3vfCd7368+fZiVC8vLi/F10GKyhCXA8+lHGVTpx/Bb/87vZG//UebThWmPeo8xteEGNZ7ZLk08go7mqcuv/tqv60HOmnqc8R4/iIn9Gyg67jr4la9/jf3oXwleJPdhH/3v/vf/+eiX2W5vfx9TB+aPvV00AkZRbjyCMbb1kBGWObU+zRXdl0qOcmSPhLZ3iElzZjKjMUfnzpMoBN944404SUxDrH4brVl67PLJCAtAMkPbmXAFLIKGq4L4LAZimgp24Myh05ksW6csv5dh24gSTDGMuvpt/z5a76m4/nuVlPMDXasT6KbxO8u1U7kHr3UYIrrqfSqzflmnXuXR95VHvTeu/ZqQcrQswYyDEEcmpmfsDbFwyppaMp1JLVGh61KXD+7eHbyFM5pLd7Ru2NnMT9x5LSVG/PmTIaikOG9omrJ8eODDD9EUx+gIkzCceYT0Lcxd06wbvf/+g8GP3vkBGzhcZy6SAwpAo3s/b6uRYtaU715jDurwaDIEKtwqDFeZQ7p9e3GwtbafPZyv0qGnyH8GJpkTt9D8xWssBNRzqHx0Y7IwP3HAcxg8GTtfNUp77PKtZla98p3revUVtluko3oWwYsEcWOoq/efxMvd7z6t4Jpk4SnF9XT/6ZdTdFRX3/lt1aerHnVqX5nOtq40la7y9L34r/izvq939c3pa1fU6egTz5ZTvxMvoF2DbS79G0qgtyecMpkLPULxfOVOm0u+//AJ/RMeh6PWNnPCByiUB4yqHUGHpmSyMHDXl7vc0fXIGQVh8tQD/slqM+HeZn2ypXvAyy5l3Lh6E/p1audocBcnrNuv3Bk8w1FtaYk9wfGeVkmV58kPr0Pj+xsOfBgI0W+0Smnqn6W8DEKg3mpH+94cfcDln1nOxveQLpZqlF36lBuPeKrbw4eP2OaVk7nQrd9ltGd/naa/ao1ytZHt4Pp48/Vnv3bJ8LyjVPrdfaYR4gyGs9Ya8LjWevUpa7WB7yp1eMzBJWPUYQvlZQMnrVsv3wTxbNHM8z7K0QR4vHplDtP9epZxOW/sqWQT8/BiRuW3l2YGH64wFUG5y8iXMSwh7sjGgXE41bqOfA242kqobKxCH19UWaLtn7JjnbznFisR7t5fIe2TDBQU9qv4L9y8eQX/CJzJ6NvyXueWlUM3OG9d+nWN+De+8VVw4H7wfxFnSC2FHiBz/eYyG10NWJv+7uCtN17LNrceKOWKjisoc08ePUHYuuPeJPsIbA9WUOhu4QSoyd+BwsIsS+Joh2VG/DtbHP4Dj52kbR6RzpPT1ta3BzfvvMweCA9Ig3JC4mnoZPUhq8BeAocoVx88xLKC7J1FqK9vtC2F5+F5hwf4IGHBmCM/tybW6XAes/0qiqi0++bbr3CgjI6I8qHWky49Qpc4InzJT/OqawPHWUsxhaa3ivbkvEc/tM4nw60AM1IQyX0Nufq2e05k+1NJelERSOAQRCKYaEwJ18Z3JGZjFkOyMxkag9GxKg8oJMCcBxoxUMkKFGzaFqA21hPmGoEh41dQtKvxY8m4nnlN0AXPoBJzpBpN8K85d2AYlTCEB4ZkvipM/fzN7XT57fnY9qF2GwXJYrsCCldeq7FbiXzddWpN5x9CmJp0FOK2o9cZ4PfeHY/UdHUQmebe5SfuyS8DMM9Rjn702MU98ptDmM9AeLuY1Z+wI5xK4dtf/VqKxNEd4bwKE3hlcOXaFEtYNjJCXso8mdVjxIPm7IB8H7Pa1oa7e2HOA4YS0LlSt8KfdR6hcxw/d21TlbQNVXLSnHjZ04wHrEcW3+br3CJZZDTgJz3UDXM4+8aP+sFyj0NreZ47AXP85viu2uY4pqMVPg7NDDPpp3jx+7S5eZzOp5DVy6qSDemn9+5Fbs1SWmh03IrU+cq4UCjXCrZZP9Qb4b2w3pXQj9P3Wi60Ju3faD+vSFd5VY9cYhMVyHNwD8bnSocJRkGQcBQ8t/lkXxeEn7TOul9o3WWos5jSN6UT+sIVCOeDB8y535xn3vj9zMHewuTrclC3FnXXsUmOC3U+9NnaZnjQNcy1K0/ZOARz9FNM+fNzS+lXV+cmESJHTDetc4YCozHgd0R27RpL5jD1bqN4ugGKvikHDFC0IrlkSwso+zRHULYOIb/Eik5fuX7jCvP0Dwa3EA6PcAAU7zcZrVrXHD8LHxtnw5w//dN32P/7VSxyeMurpE247r75PC0A1zJOfGv082WOWR2j/L/E8ettPOy313YG33vn7uDLjEaRf4PNZ7vxJqdovOSZMnPwAgN26vGd99j4BUH99tt3Bn/5owf4G9wePEP4uLrk4dO2XFaLmUe/Pnz2aLB4hGIDL9lgWK4Qzql4CO2VFTbgIc+nrO23PlcYFLi064f3VkInt++8hrI1wdTcM3A1PXj/Pkoag7pXX0NwPmBlATh9+ZVXI+AtexmHNoWxQv76zdupP2owVscRFIQN2urZ4Bs/95rHk6cd3RFQGn73vQ/Yc2AZ3rU+2Hqo8GdffL7TU9/DZLbhc/sI9cXFafJeYU0+zre06l0GOa9i3dE5fGZ+Ofx2Kj4UbS/8XfA/TbuucTjMLj8HVVco50PXstNHXn11GS/6D9krAAWA+j3BMrGMtWMSePewhIgPFYX791YRT40Xg6hG+5cdoY8yGtuhY4h4tUkn6z2yzh3FFLASj5qc5qzq9BYe4UHDeiY2b/Lse81JamruFAaN5PzcMAfmVDWZqsE6Atc8ZXlHanV87w5jeqo74lagj6NNKrhkFBJ/1Cg6nWVkv13ysqwDCKoJC2CwueAIJCFP4VX4CU9bIjGBxJFYtjWXoImPA9N4HK4wJMMZhFOWpeYrTJbVFIPGgPIXRp/y8kCvcMRKf3UfZHWIEujOkbkTkhs07FFec35wKqyd4KODhMcxWgfTzqPpabbW2zZ1BD8K2iMk2opbCMIgZjCRbSBYdUp7iRHFJhrtj+7fzfKar37ty8GtZis1Xx3Y7jKy8Nzi999/L4Stuc45LQW6G9as4bmrAjdC+akT9fZ4Z7GgQ1vm5KEDNcs5OtYUo4aM9umsKlybG2tpq1K63LHJNrN9xaWd2Pk059NVJKQj152LX0NGp61xQ8ztT16lzR21BT7wIi1uoWAykzi4/+TR4BHzem+/+dbgKnh072XTqh60NoMW0naePrWLsgHceMtLe4sLbFJDs21u0inZmGef9nD/bWGzHra7oyP0S5STBot/FTQV+Hz4TNWYetjBt4DNN3AZ2FijHPJxl70d2smyPcJxbqH5E5gnTeSUKLC6Kxdrqnmn806mK+g00sUch16sMpq0L6jsPsETdwbzsqPMLRxtPKDHRtOqk75JHxGuBF4ZfPankjUKHdkXpHdHJlrDFlijqyVPerDdxuhsUzAY6ctR8RwOQOn/5KElg88pkjaRXqRb4J+YYFQrxfCOXkZK0g4B8bumCAtJ23vANiKyC55KdZ7y1EN5l7qXMTGWvwcS9aiWHwVmdkWDVBgVMjqFRm3H84JgyC/KOlDp5Gjm3X4tA+thqKt6SdQRlpZJ602Jp5Z8lL5kWj6FNBPkI63almc+LcPRmDwbX2spxfHx+3YoUXtjfqeDlglDg6G9rbwtz+Nd91A0pP2kA186z2rtsv8tQOvuDmn/kv847yst+KyJPzy6g0eIBaHyNz83jjJv+52DCa9VVhR68jLO4DU4te727Q4Hxucdz5ZtfD/O+37wff2krsJLj6xI3mil/600azhhlZP+CFJ0C3UlXeotzMqWBn/KcEhPCAy5M23LR9ox0Nu6ayuz8OZTvuvSI80a35L/AN+lR+jHiAEFNiQNFKApIMxUCGyIDolCGeRzlfAkVLc8tPESYARkQwVBH+8cuXn83whmkHHyUJN2zlbzUxgo2o0702lC6igezUxzVmea1UkFop3gPF9YE4U2gTCOUBFlWyoc9Fo7rpvmjCKobbfGPCAUmU2vQTwRZ5LphgM6kvl6XJ7Bxnbf8jQcQlCNUUXFvPrh1GMI/5AlJ27gL0IirKiTdfM3jcf3NpreBBq1zHliovkLjOB4ISMFYj6jJnxjWSE6cOMBCbaHIwfjxG/w3rWDnWeWOPH7AZsAPV1l1KBlg/kcg3NTI+Tv4Toybzto5rx5JxM4OMDZBJX9COFg24aJAcMeP2qSpR7On1m2HXR1jTbgu0noYwGzHtDGouNezWVqU1M1rwjI5OH6S1upkzDcGewo/c7nc5igkTxExpPOTqaAFS+2iwLH5+BBmkzevOsaJYxSwAiAkSCOE+i4dh5pU5Ixd5NmaR/TTuJ3CrOZeUgHJlFQVuev/AI77yqe5kH5bbtDZbkpcLl9pMUeHurBC9XCQC1Ti4pWsO1dlBMEuWFxHkWOXmxbu/OVuNYZcf+QEQ8ZaiJ0TlUnJRtGs2RMdyh3k8A7zVxkeh6VkYQoPvJROAtv44xg11EUbZup0bYNqKPPLQT3qBYsM6DfuL74gBGE+NUx8kC88KqYFLcJLe9WgExIKmnCnHvWP+e9zd4Fb6VzCqkoACW2Y6bHkSfvuibsRaamw2ff258dCdvO9re9AzbHoj12wTP24RzJOfyAG6AbPirMHZE2JbyiWxmVSp7SF7BR1MUzCUbo92MI9FHxJh6IL4GuUux30pv4HOUhfIjvpJ2QOrznkOlQTyw0mM5gO4mb6veJDP7aXfpKu6XOtFHy7PLo3XdJQlvSd/iN1gKCuJLmHrLUdJbRpz5TM2qaaKgj0EDS4ABmf9NKWRtthT/14NR/wQNrBFnhL/2qmKpMSavxck9PM0fS8VeKcSSba6Ipjzx9Foft/XGc7/oh6VrqfnSju2FMRyv9bwUyoa48dDzkOOYkjQlNP6bBVzRy/FWXsa1et60k6mkwZerVuxqftuRlXS8t0G3UCjZyOYTZcKK4UCnBGsJguw9Mv8+GDpprJJgGdOu0fjlC3jqkbDAPNI7zliM3W768+xQy5u9euhHoEjoEF8JgVCGRKahHnSezplZcMofAXKIg7OiZMQHJgNJxOqESpkRjerWD+BPeumqq39tXZOgUaF5t9GznGGWUQqUsmAJbvbsqDwkgzxDDKNxYK4WKimHU76wV/23APeqh04y/jHrJz/lgsbQFXiR46xFMoAB534fZXeCEWfwGx11dvJ/gp6kLOUs7MApkzmmRPYc9PWiPzjhDp5pgza1z7Qr+JbeLJDhXKNObBFdjKAFNjjo6Z8TK+x3KiMUEIfLnf/G9lKuPg8reHY4RlEYmaDunZWZgBiXQpRHb0fd27E2EhXmfDo0Zno49+ZyOw7cyDNtAOskox/bud9Lus3SIXnzreH7jiKF5yYvbvb22+Yef2WS7jFI819njXscYsRuXNuM7BWF8PEzcdXxvE7qO6ghKk6+j3sxrgldh3d4GG9xMQM8ueaKZURRQJqdxuoRvsi9YhL7+AfvscOb52o6azCMjKG2itM8sClrW+GNNsb94DKVrXCfIZBeBvKMSYomktdz0EYgr1AjqdqGD2Xn2G+DFPOZYkmOdgJ6YVntw/3G2/pTRZ3Mm8G0fcaTmZiout7LNLwxaeEJAXSrygHyGSlZiAazXNKFnSrgw2xd9+ezJ+uA+S6+0SilENjrhruVve9QDU4KJY3g6gmwX2hhP7aQB5haO4bL9Rjw43NC9F8e5hSb9pxKkotK4pXWPyKNU4oMHW8eMjvPVSpV8AMJ+XBaLRtfN0pRPRGRXbtUDzJ7AnApHg6lLyEP4hTATpBlDlqaSX1m8HHiMyFytHzxMy4vtnXj4kOXqT9AslF6TDfjgRXdvvRvM8llpbRfTOOZlaHEaujU/WenZQbwJ8zFezk73sxV7aYFu4xtsGDtzmf189qdHdDQ7CK8RShcP59OUp0lX7U2P+LxHOEqkfrdL51pfX4134gSOd+6YJLMXaLVVzYaHCJ8wWsxmmqH91nV8jtI9s3aTnZQQ7REcKhhjEpsjTJmzpiNM3rBMzOedwIM+5L0Fv3WzhsKjSTjMEsLTrKlioUk7Jn4IOoyctExZwUe3aCMAACAASURBVIybwtC6i7m0ICMY7Zi7JCnsChOFtCPtmF6AYUyLAsLIzRvcVndCh5RtRmCMCOZxwFAQPMWRRFbgSHB0gU4jpye0Tt56TfKnjPRt/lgv8azAjAAhmRtleD6xHukMDjmzmDahrnOYZ8kNBWg/5toptG+/NU+FvlYA2yPMjU6o56fLWcaIHxuj3Rltma+WjGcrz4CU5YyMzhdQGhSykwormMIRFg+a0kEeg0gA6nAnfKkP8ZaRGtWVF62GSXLij/gs58vUt+vz3vetQY50rM/p0OJa7t67paLrgKVjFRnn98QxTQFTA3aEm0SyKwOjcAcooCPWEfMOfkJFjZaMExcG8wSstIVMEzJki013/VrHzM7cKuZ2p0vGnuptuxPBo7POtu2DQqSwfbbKKA/6cGoCozp0zX7a0AQNx3vWEHtYBX1tk2VG67Stitk4y2ZktocAms0wwEWWYAJLppmATdodxfT/bHNv8Kd//t1UylHTHu3yC7/wC9lGVGV7Epy4A5kHdIQuQIf3PND3xK8NAH2ICKWcgUvRYrDSa4aWOrHBo68aDnmTviMvSS6t/eqhRb3wX7PIoIL6qLBe4wSuNeZabVskV965j3c3AG75AkiDxcfWx09aCoS+F+Q3hKKpQkHyMC8o3qEMak3SiJ7A5bM4csc2CCS0GytRl7cKAfVO9gDo+xZa+SWAu8je5SR8pQxUggan+G4IdorGWy12WjLEl0K+0S30wZSJZYcHk8b15Xr8a93TLyowBv6GA/m2OSfe4R3P9nP5iArVwdODWAKzd7xM4YvwsTBwaYEeQoNJ2EAKG13v3VhA8rJT79ExZKLZ65e4IjxHhDkFCSESXRXmMwJz0QHEowc9McgRh/MwMuhi7tOM2iQey/MgAUgqP6JCbGOMlGTUSU/5mgpd4iEBwqpiYnM0bmfcI48NliZAspmjbR3ZVJAc/yW+eJZKhKT1F2GmsgGTdZ2lhxFcJa3LsFzaNUbZGQnKLCHUGqCQk1kmeG+QUexRuWymQMIjTHC7jtbpGE3KkwDc6TQCvdORJskDRQTmXHOXTzGpipMF5itH0CTsbH2BXp1NJi38hX8Zs/g/BIhbLEu5hSfs7Cx4ZzSqUu60sKZfdJ6M2ttUCnCLB9olS2i4b1svCiY4pSO7gQI14p9Wg6PBV956E2GCY4z1g8ErTBx16kV8wHwbu1a2QJurBMnobFFz8SeOWhzJuPensEzgHhCIahEyQG/DLDU5cm+eScQrsZ4yjJONOh2BAmO600F8GcwzJ8RB2ypuTgtA7oFrl1G1DG0UpQQ+lqkgXAbTHsLgSXIuuQlcVUCAqwdxrUCFvqGdzNlCpraLPwV6lgciyHVY0lTOuoDBFAqRyuQ09L27dYQH8pOcVjfqtBT5rfOtcS63cZMOT8taYs3x40cPBu++z2j0yQxOODeoD5YSytvfh1YFiXv1gGgk1FurwPYWJ3RB59mpjJcfsie3Uy9vfuntLBdaW1mFZhjF6/QzjdJBe9pH7HMHroTpqmofr9BrktZyx69AeEsVNAFD/3oCj5XZJa/2CacePOoTP6vBPlfp38Gn7ZI+I0ydEm5x1YTCE17Ug0Hz+8nQf2707XctD+jHxDwUnuQSvocdhi6lpyRJ32h5+a0C128yEDK/0HSStvR2DEKNsPNwxh8FtMF69q954I8+O/JOrS46tIkc87S8Xfhb8NMJ3nA48iurjP2qcGU/biVVzu3qFITTTmomc/NsTMUgRd+Z8bGn2S614Kqvkl8DNbTy46CJKuvzeKWFLhdku5BeGjZemZi5DTZ4EVldJf4KjhAVph+wTtKjLWfpSGppc8zRxZsaBjGFNHHZSX3vtworfwps84NmIDDNXs3U6chEpq1JXc6vydWTjA6Id9Szwyg3c+oIGOf47BjZ/J6O5Bx9zPEQpfzcciR4r46WFdbmKVOfQKiNUod1Fvx7/B9QUyaTlHyX0RHlnRYUEeoCXFxL6MlLc5UC0l8YOCOqbeam95hXv4PH7P2Hj/DSnhm88upLCEOWeDDfrSl3kXJXWHsqfHYyf64dF1/SfPBNEXYK69HvHL5z3v4IAXDVLQfxdLV5tjfW2dFonvrrD8Dom544i1Jlh4zzFPB675+sS1f56MIROKL3QxGkQVLYUR1B7Dxhoxi+c/MM1347ChWf48CtiU64nF8PdTiHGuCb8mQHNnl15KCvnlOub4/pyqgwRBIWM3G0kvhcG260LpzGSRLxRyWu+yR0Jq1KY1qfgluyA8Vp3/sc+rEX7stJcYwwFuLnwPahgDWiosu/4Mu2DkDWQDMzl475O3q2DZHPtD9wkZ+etp5Kd5V+oDDfoq0ONsATfcTpp12c8sRvRkgoUotXlrOH+DT4fYbAVQmUtszX5Ubuab697U5oj+hfrvVnMyA8sEcQwo6+LFPrg0FFWiauI5xt41TXz7PGeJJlVXr9urZZE7Vp/MZdwjaB0+1DbdcDtUKbhYY4gk5tj1TXSG8IqX+LbBH+BR8uWaoPfG26SuacdUSglqyugRQIfODXHzv4lWZhFSn7wzMcElWkrK+0yf/sW56MO4FeNGWc9XJq4UVC+64p1ELc8AB/4l8EH1HWKbzOulHxytlv8410U99aOCHpuc01MSf/FJ5OxpK+Q5lKbYUI5O6hvpP25cuhBxDS6B+nSDzQNY9vocm6oYvLwIQ5y4DladRBq6bOrJWXJKFFsYLx9kF5tLxHB2unAN0aWqEurYX31gdfXJ+LgUsLdIlA73OXOKnJX6NR01A0lgRZhKapWoEvIdlIO3R6N6H54XvvsvTixmAEb2bNf0eMOBSYruN2pO7yIvMb51km7MEATWN0H/XQUAhOa4DLPiQQuYnC0a0Js72enY4yZYyPXDeN+u2GEZqT9GA3WEbgRlGQiOWWwm5Hl2khfvJs2dDdkNBUHCzbLWC1DGiWN1jGoS7fHQGHjFsfzPv6ozB360EZixvUcMnIziUbq3hiz85gMrXO+AGssUbRaQWH/cKmo5PPwmQQfuENzuVGhBJaxlUdvW/CicKA09HV/i6dCwXnUCcZ86L+dEWWj7mEBOFM3nuMFFUagmNwO8Y0CLVMmcEduNRjXOUpzj28PWBku4IAsHPfZF/pKeAaBUbN947E7cj5lmaQRrQcyGIySsXhptXCmhyH0BCgA0KPPbT3OmD5TZik78F5M637vnKTgTS421ctn8JRxUnb+mNY35k5vNCZI9/E/Ly1pYnQLW8PB49ZNeCaU0clr7/66mAJWtnEcrRNQ7pfdsFSeeZadICQiJme9tAa4lG0bggiHO5zL4Nz2YAMTzO3e2bLEBXAnl715AmjGna4ctmNjm/Oh9JMwKsFBzoEJk3uWoCivNKObsl5hdH69OwYa27xwRhtnsjWcY+2NdgObRQ2i3WGIz3pk05vPWVbyk02BfGAkasofYA5mLy6xKYXD+PrsgxjDw6ptW1jH6R3DNuok0Epo/+nrSyBhslPZdD/BvO3Pgbbs91DxzzE8kK8x99eJkjbV9kwZpFVATs7KC8ozrMoOXSDKM+eNGboQDpRlPVxyk7YdFpL6OCpkbr7VIiTor2iwESBmTiLVSXhe1bS9P4zZIWN91TTeJVD+4v5gwUUbnmBgjbJe38aP0tDJPZYcA8TkUcUar43OLgpbNad0zg6+FqmzseuEDLo92MffQiP0m9plv3UJ+XRKKdDOoRBj2PB4tNhOHFPrDzapYR7HsO8hd/O3Dy0ycEv9AOnnhb126HISzbzsPyf9pvLCXQIAjGQxpYhaIY2DIUK96VhOaLOexpQZuFznNu4d92nIwzDHqNT9/iddTkRVGqH09RZ+4BbjsSVUQ8EppnXeS712f19mC9EZEcTBtN6pOvy/pXsOqaThUrHXGeCfOnO9cG77/ww5VqWzFImrUA/wpnMOOE0HnHdtE8oS+ZqfHnHOgKynjKaJqDojsDgxhEu81LonRXkAdK6Jyg5fWAe1ldHN/NfZzMYd3+ak8gZHcq4nZ+6efNaOsl7772XbJtAbKfcOUI3DxUKr4eYuxse7fTC1wS++bkzkvPBeslubbf9p4VBvp6lXNw7P6qGrqJiOZbvGs5DPIBVukbGG57FrbWRhUcOWf/cgzkEkQLBOXlYPXSwDWNASAHLFFtLygB4HXwBVOAWdoV7BTu0JaRjk3cLMiJjTwaxHd5IOsEKPXBVQEcQQINhUDbWOSFpqa9MSzoSB+LFNjdubo48wI1HYbpbl+XMYYGYZFXCI9a27vodG4i4flQQi0E3060VCJS0M+1FxqCS9aZb7A/9mBEPFh8UiB2Yo7AfO2yCJ000BM3qTuksvoRTI9+71ahL3cxV+nXeXZizZBCrmdNH9j9PdTLs77+W97aSRGtefiuNUGHKpSwitrEK7NEOs1jRtmGwKtW3rt+g7VmHzNruO9dd542HPdYvt0213TJKp846cSoA5BIlgFN474/9dqRGv5YtrqxzcAYovbTiwpBROu/tP/baTx5GMxpUoCtoxJu4hAWgtLFGfb/2ybYPVxBLLTS6QtDJjEqgd+9Cp9xLZ2ZuXzAUtHKslivfW2nfk87kLTQaVSD73nZpeXVvsaCZawYfmUgXb60M05m71+K/jd5SShXAlXYO3LZPg7WK91tfufNl8XbLmsaa4YY7Ohwv7mGtWXsWnGXQA83oB6TyHx8W2t779FLz60pOPbwn/z06zsKs56yzl/r6DsrVEgIdJZVd3exnjtiBrPvyi8vzMDBaAlJiKKKxg/oT8f1fZVZpvdroylXndDNCpZX0yJZRkAX0yEgSxqQ57e7797KcyZG0PwWW+TsikAMfM4ZuSRZM35GHe3/ruGVnk2Fo+lVAKJT8foe8ZFY2vnGOqiRk85PwNP84D6pFQG4h8Tra2YBBpZ48G2/eMkGZo0qGhxLMs4evJjjjra/lyCS9ehKTZXsCkWUKSwhbYdVpsMZZN8tUgYkyQH3tpCoPgYn3ms7dVlJmaNmeW+xyNYWa5k3ro2KjufPJE9Z/k63HCLqdpPgRRuGzfOthvfxGZx+ZrffWQUXBdME797a/P9coOxfvHta7zJsu8J1zo+blexmUTCn3Ha50DHQJofUymK8/gwxL8+kzTjZ76dZtdup6OcLAcl3eopnT+hjclUlhIB6F25/1VngaWr4dw+F78/BnuhncYOeY/Gx+E41mQyPAvUZ+chPJTzp1zfMWG11o7dHRzWNbrY9mQpmV5Whmtl3cmMPyPfHoKtYj79fXGbkiNLWMSFPSge2hEilt+r2okBFJX9KelpeqU10t03hPrwrugBGfu9CU9ZbW3bjEOg6XCtKu0pxHLRrvwTam9TjIoo/79z/MDlbWXyFlWuEWTuuXukIH5nn/PudTL+NvgcBYwHn0Ggd3LDOH6e86I/hlRvYT1GcMOK+gAK8wtbBy78PBNd4vMqI6QtfyiMmn7GnqVr/SgnXWv2AKT/x1LBmycule+icb+qCwbEZYakFQmQkuaB+DpONPzq+Vwflb6Y7q0nbidYflj/AM8UWjOrqLtYq20kroz02t7ENZJ01ewqVC7ihSy5++AFoHhdWNP+QXrvffwkJ1BG58J63It4S74Y13wsd7LXFa5Jr3dqNN97+YQDmeZtrqEbuj/ej9u1HE17EI/tmffy9WQrOzr4sHlRtp02etOWtYohZcSUCd5ZW2c+gb/Nhv/YXnwfeqf0l/1tcdIJev4ksBTTnaX7xCfwVaLZsfPnwQy0m+hz6lv0w3MgAKkvnbVpkY3wZZlu334snd0QqvzxhkhdYlcIK0537x8pfijcIsvqS5Vlbj1+6roJPcDBY9y7EPuXJDHuj9Mxw/F/StIc5VGwvshqaT5wr5y7vEuTQd2LryD5iCsgzLDK66+8YrGn+TtgpfAbr7Y5w4Mc/Cr9f6tp/2svfmaxBW4RHWejauyuzDWXWqq+n6v2TAH7+p/Ly3rKbuV4pLXCvj01nY2DawHuspkAY1KHhkeLfoCPFupLKOBr13g/6tiS0cqBYZOTRGC7wRKAqKfuXbPDh5oiVrmnS0ad6aGRUY91ljrXe4cdMQT44+RMN0VC/xOddbjUnGYQZjbm3bjXBtBINKh0xiC0KWYdthXIcr49TpSOIQLhmQnT11pUw7xBjLjXT405rgSOnYs5Q1sDADzwl25KVC4oYgazAt8fYqJlyF9RJKhSMGzWN2COGOSRW4LFfTuIOEZrpsjSwLstPLoKxDEYR18Rudp5wXLuZh3WukZBrr4WjS74bP5HkiqI0nobGOwwz1txGyDFNcON+u4NaUv991QmlmXCdGUBP6EUcEtfqiJ+ua9gZ3VCj35iNLEp9bmOnGMFeLF1dMOFhBT8EUCh3AIJ4XWqfuMQA1AIKkkPbkpuWtWRxmybZ3KkUqcJsyP3CLISZt4wZAB7vNWpOd82YQZJhulRD6PGg+dVmSQZwoMNoSSgUYyp55UQ/pWKVCE6j74UcR451beLrSY5H58F12Dnv15VcGf/z//vPBHbaiXGJJmbi6x7ajMkpHUt/4xjeiELtD1gOEuvV56623BtfYi1ol4OkKzmyUB2sLTK2+uU39hVT4xMgSit7e9Zv5bhYHAfEzgwI4Rh132ZPA9nKJqXQwNz+FYHXKjLZw9oou5HsF9P37HwzWsGi4YdCbb74BTvkkApyLOHJ0oKDuggpzZCt9d5p+qzCXFA52ZWAAwTNVIDiIaEFc+rNt7fcG20wY0i/5wHudeJ2rvcFSyulplWFHiu63QDvSViM7TH0s44gKODo9xvvfB4L56Oyb8wt4drqk6MK8FYqHDHK0lDwFL8Lhqp6F2TZw8CzvaYT40YgbByHg0V0fY4HzKM8ZcDeBo57WL7+h5GE/tGzbSZrUAnjt5jS74GE1iuBz17W2imF6ejk7o5lOX5mkp5m9qti61axtuPqEtd+UMYWwdRAhvxLfWknd4tX+qzIhrVont022/BoYrOLPo7+HgwEHBeFROmfSSMG13x003qiviMfLStu2jcspp7DE6vjs1NMB790XQFzVfvTVlrHydLgXBwnwnywLBN7zgm3xsxTSFT6NCis8/AV9NHi0XBAtI7fxNX27DZ8jSYWETEqGe4fRsHPbEoKOcQcI4Q3m6RxVXENYKkjbaK9jsAj0aiTLKnOka8EVlAqobNKCFq2ZeNFRNnMyEuYiZdk5piFmCUpv7VjLgEcYE6hDhCPwWE4xBEQgwp/v6BAqHXN7MDiYzwRzmNOckqNn+g5z4LK/JjzJv8OJAkpTpSNBvf014psm5igYg9quncR8t9iZTLOoSpDKgkoPn0fA6qhjxzlQAQAPbgvoMlA3pgiOwoEbAVt2hDrl2Imtr2UabydxRNy0dZgKnc7O7S/BjtIxVZegKdgrDOV3IqjXKHX2O6dfcm3CIZwWXEyMY1KHH/Tzz+l0wsdPphTZRnuNHjahb2niXXrRMcz16gycaa+GBwWoRblv9xGCO0JAZQ5QGfSESe/CYFUIxYZwNazwcCoo/Kyiabwf7fCjKVDnsiHuLFEYOrgd8c2MzQy++dodRlkABi3MsUoAS2jw7HTCBubqWQSFdQ+92VjCIqAE/x6AW+urMHfkP41pW2XzqNuc4+0332rCnUxkuNOMfuHPOIuyTSlM88u8X4bGFZ4LWHaOjm5FIYhjF+0+g8AdHF4d7EJH4lTryDyCxGmRrdVG44WcRjFC1gWZsXPxWEFcv34Di5BHgEoD4rkQ5/SOtK0VzPO+PROCoqAzUAaHQc9AUI0MFsY5X/vJ1OCBCj7CQmFutxMdOs91N4DDvQyEML84yWh3h9OlniHwnjIyb31Mhf21115B0Kot0DBdML8ayUXoQlzSvf3ba/gOAmdfusFnREGlU+46a/l9r/Lj3t9f+vLb6Y8aeUKvvBu2PW1BlfOtdDA9Bl8Bhi34mCZsp15mOVNc/qBDrpYE++wWbTaugLS/QcSSDcYOpKzbuqIQYTVaZpSvo6I4SddT2aK8ERuMIJ8wBBY61gdsdaoVYBGLivs5qFR959vfYotaLGzArIJo20jf7ilg3+fr7OYnMc5Ms6wUfgRIKdPjUd2g6AfvvRce7IlwntUxxSoaV7RozZib0ZFwOvxpgb0rPP9cepNvSi8KZgdiRefiXrzrQOjS1nGFuDROWSp5EygwHtUqXaFmUA/8T6DlB48expM+MAc+EsiLGgqCh+f9sU0vCtLIT3IoHNZVWL2XDlrcSWRcWqBXxiLOXxVchGecIwcFdBuBzqXDCdgMHWGGrS0jbCC0zLNiBn1GZ9WJytFctvwkrQSXQJtWqIohGkMsEr3e2ZY9wSSfV7efnEKA60WNvk4+ChFycMQNXBKixCYMBXMEE9/6rLC1cIWeIQweAYPrDIxYbbKNArc3YBZ0TOeG/a7hQbOOW+O6VSydi7LVdpvwgFn6TIcTR6XoaJ3wW4X7VUyvwibTUmCb1nRurSnxTzFSUusN3B1eqg5AP6R78/Bb33kFwtwL2zYdMH2Ed8dBzdcMbU/SojAkdILdsg06JKlEHe89r8QzrQg2EYoL/MNy/SmIWzjuZHsoYI5IDTIg09VURGgHIZc44sO86ewqicb53j2SNTdqwnbfeS0n99iffhvz7JfefnuwgAWoA7cVfeqvuJYexIsjNO/391Wy2OSCkaRC0E7fTMStraQVR7hTM5g6qcocznJHjkK436OtxW+W7tDma+x9bd7tB44BRtklk4tZEwFJNaK4GqdVieZCADQFRYXOeOE0z322oPVZeriC+fsW5nFN15scZiNHvYbjIYaX4F3a2NtDkLLMbZKDMyx7fZ1DjJ5txXdBgGNC7nCSJj+FH4WBwU1yxumbVB2m3kyrKuROLYmPol8RCHhYhhhxste2a+adHw3t087uva2VTF4grtcQYuLXuVrrlyWvtLHKW+iAkavWq6VJnP4QBE8xT7tX9jrfeWjJtSUEZDcClB5k/jXlpsIqXZi/MFawnlFqEToKcw8JWWGZn0r0fczUnin+xpuvp5/GUkKf9ahdLQLCbPBiO5q/GwNBxuBiD3phpQMmY/cad9pBge7e6ML2BB44i3+EU5I7TD+89+FK+rd5LmK63kHJHlkAB/rQUH8tFvvAqPIgvbvixOAeGuZHz2Bf76uDl9i7XUuePjXvf3A3vjYqGg6GVBIddbszpjQ4CS7FxSGKhXtyuDNfVtiQdRyVKc/9DhyhP2Rg4WmSc/BVR+Gpw8NHwcssfHUaXrQrvyVvneGETv4WixlAWy/AzPSq8MtDFdaeX/4YGnzM3uULC+xVj5XOvnb9xtXUz77H15ET4jcme3kwDefPYH786fjNcdvmZe9P0vWeP8+3J+reVaTiql6XFuhqppBhGs7Gk9Q1OQfvvHOfZEc77h998yb7Sqsdc0CBgMiUNpg/sTk07bk2WYGoudIOpwYnNWumduRkoAkTqiKOdu1ZEruEagPqtKHXpSNxD/BQKRiDqHX0kij9J9O1U8qIMvKWmVCETmyVtyRawibWB2AIFJ1wJ0dgJJXfoB3HI1TBYMfnnVaHfTqUS9Ccs1MTnZ7lDcxBDd26qpm6/eL87FUUAmAA5vnbrDam7pljBi+Olkf4FqtjTmRaobMdMkzb33GNvkIQphXMNOyIA82BQiuTKbyIuJjAhU3mSn67eFGnTnaOCtzbHkE5+Rx3il4a0mqiZ1DtHT+xSWjaEO1FXEZOIYr2SvyRt9MPlaeKm1/7PMQ1n9gmMlsHak0BIlH3XTatoLgx8nekpVnyiBGgNOOctPOmT/FJ0F/Bujm3GHAsKHBSJ74VRnHTGI+CEsWJ0ahlT0BTMkAFmmZ8zn0FRvNC+EpLPCgj9pnr1hktJEFh7o3uiVp+ooI6ySEcYiZ1oF6Bhz/2Edsf6oV8YXLQiQ6b+mwYJ01L99ZJYSdNKgSi5NJwTQklmWvhKczR+iHbiDpCWochulGRZlXDLkrGESZ6N/GZlLFbR/LeZfrA1rH806H6gG+wjKbfpM5URDOz7zlIC5zBwEnTrEvNj2SDVQAy5bvM6WtGhhvQxpRFHd0IyvXMwo/OhaBsCrHKjYqK1iaDskscKbgn6M8YwTg1EKFC+gfsekelBnMcUznF3gu2Qwlohbltb9sphMzTPu6z/dkfqOXXhH888WkgR6B6WCsE//IH7wCAG/mg8OPIqQDNdr60ReHF/iY+9B1aXnCQ4jQM/Au8e953K8M5fObkyUsnQ0fg2E+oB8Keue/vvfMDaG8UvnidNmGqEQVwnzzRhagsiiu0Jw2lfMvmvUHfnbYmPGTJoSuvoSDhpPhkbnD7zkuDGeDR/8aRc/Uf4Y5fgZoSIWZ4d9BkDwJH1JyFmkGR5v4RRs9z0OE6Fhe9+N3COdNc9AtPYtMc7lkd9p1p2sO2UwBYhnxSJV0+67P0o6IE8cW0rkVVHrCO87MnvK1zwIlC27Q3b99KfztgSabB/If5mBFBvPuzHaGQxP20/wkewU8Fnw3S3+lwKYEukzJTCyjEVwFVmAJForXDOdqhf0WDNr3xrjN3tKNQdJcxPa81K+8cQgQG8+b3UdDplDSqeYag0sCMSCCO/QNOscGk5w5Z2YwFYWtaha6dQo3XDu7P40UHjIZg26kHvSfXxlDaiDb14xvhSIB7q22aZmPXA0oEE1jouArqjKgQdsatslbzKT+1Xs2pbp6qKVmnj3H2ZddEJhOqkaB4kdmtba0OHqMN60lu0FR6dIiAoUxxCTCUA2NNCwIPaQJe18iWLdJsh+oYZYrU+eYpjNb60wiNe6aU9iffJjNzbcFyMwTNIwKNZ0fmEehcm/CGySnEIywVY2Yvuxc2M6AtgSkmTCPFEREKcmmhvWu0FOZOnHhRgNtuWlSyWY8Vo/7iytG6dZjB3D15yKlRjBpXmd5ZxXEw9bOcC4J5OLoq5zOVCPFvuQopGYcoEodEDUZ3VCKaaXN7uzn2ZC8DhI846n8AUwAAIABJREFUyqoGlSH+2U7zLA8z/01OoZOxxQkuyhQMESZHAdAs9ElarUHiwT5SitgWTmQqYeJvF4FgvJagbdo1fYvRk7CljUGLceYnzqQz28lyxZNpatmnIynjOdMu2Kn+ehpVtWpC+EwjTq2/13EUSp3gDlS8CTQRggm6RpGYRcGYwdrwL/7kTwbO27+KoJEN7yAkVCoi0PFFWVhkT3gc0rZ1JKR+rohQEVaJiVKHJBcnGF8GT1m2uQEe47tAWVNMZyDzpIbAZH1sRz2kDcKbOWBgNY8KROedPMF62J087Mn4BQRZvkHoaoGQfFUYN+BT9tPgHJz6ndaNGffCJTj4cPTpdsrSMWRF7o56UbK495SzmJvBCQNSCmS+HjzqhLq4fIWphSVOL1uBrBHo5OPHE7Ttgw/Z0hecWfYuSrxtOI2fTZzRsN5solCY/6OVtiLmCtMi80j3Pfja5F63pBWYDmBS0pfKnQMneSPYwzLAWd3geprdNB3Vu0oPdQuCxyql0gMg1kdcig+VZWlYQT9OJWfh1aNqvMBliIMhsLZVD1in6DQqEuF94NTVEhO0297RFRSv1cGH9xjxo5TrH5IludRbRUz4p3W+DN+wfHgrCut5dJrCz/jzcdOfkcVnGlX1PwsI33XoGb6+lEAf5sKNDR+hSQkiMcwZQrDzyxwtPAyF52IOMuUwQL6XYTvHolB0dCrjUROzt5mfysNZISZt8gzR2WchsnRehMUW5tfJcUYLELPLKByLynQVfx7UQcJ22hoSXoFucDQsrDWH7FSBwfwBJPcOxxTofuMPOkvddAShHzAScW6uE1J0NhmCjicTVEJNve0jT/mq8YRdlQrg8aCXbTqvc+WbCCXxtA8+ZHBT4MYRJwizeMztShc6P/UM0basIuSEn1RpD3Eh/g3VBo5KMpVAnGPYmk6oNNRgiAdHcuEuviT0BbvWgcOsT7HwhpucPIVAb+twwQ0YCmUAU/ap5mr+CkqD8Am/12aSO/luGtxIBzJMhdt+af/QizTzEk5i7ftkB7NggxNM0eYlzaTd2qsz/0qfjpS9ip/xA52ggJhRh0xL5m5wVJ6JD2nR97SNzH3lyeNYZFQc3W1M+nVjFRm+FpenT9tyzU2YnAInJlzidX4awVR75dpSoyvg9V0JGBUN753P9fAW+44kmz4ETRlCH9DVvvsHkN46+41WBedsNzbXAo9pR6nHAcJyHSZq2iiIYPbQvgmeQkOmk56Lzi0DmpyA/mi99NVDEGrb6eCnw9c4El1F0TwN7URCaY1vyWudSWjzu3JFXxYVjiVG6ZQHk9fECy8PPv025Vq2bcfPYLvgpkK9ofkDzOtYBWYZiT5CIb3/YHXw2g2W7WH2tXxxo6IgDmwjacpn431vXsGPfZRn28MVLTpkyUf0GHcrW73Pbfulaf0OhAs2OUI5mNObE27X341nysE0er4DNPkwOocfgDbK0jGQb8BDpuNUzGAQT9Y4p4D2mUJZmcQyMI/ZGdLhc0fyVJR8xJ/h+vUrwL0YHKvAWyc33tIDnQH2YIp0K093B4/uPQVmzOu0izzL895XUW5msU5IJx6zqaDU4jBYoo9R/3F2EdzlQPIj6qETsHjY28JxDaG9ibXBVQkuR5V3OVCZJA81HAWv9O68zhpLLW0p8epeCtPge4T+pzA2OF2i2V5lQcVdZeWIaaA4xlLXdpbBdFZK2P5aORaXpgarKg7Up2jRa/9n3rZxoxKfzg7W86IgPn/Sg/U01FU8pO72lVMhAr0vLDs66tjtqdRnPIZpUqAFVIEms9vLzp3T1mNTvDnHrRf6CI1cHWt6nOUK7HyFQ2k0+zEElZ3JzhbAIYCWXy72rtxktMytTNXlVQpgR/bOK9t5dFRbm1yLuU0zH8AxSlGr5iMEQQ50gdCOgMVybFib1twjzCU8vpEhWEcZumXKdN0yNnW1TBkoV7/PaFImSW/WMGQd59mAY5f9Tce3OTkOU9g8GrmE7ffixDn+la58GU86LGXOoWX7zlGL8M3y3Q7CTfhM509YFPZhyMQLn1MTErFm1ChYCEJ5o6Yu4Runo1k/YTacUFR4Fq78aD+DDP680EboXftwCf6Yk/MqUzJvnWzMT1hOB0BPUOTLwItQTW/9hDdKE/doQ2nXGjGmI9J+rmNXwBh2wBWneyIsaCu8oxVqFgFv7YWuXh044s9yxLXtkmkOaGRrk6VMCOHMYZPWEc0ouxiKWx0jp2GMCvtrt5ahQawllKV59Cim17YZjYqcy9/GxkzbRvvSr3ixLK+QZBiqtGL9Q0PEhw6YmvmXvv4lyqY+4NE0bsGZFQ7A4VSLeNXBiAzTb6TTNk2AEOOdedpH7BPCcpU15NZZlG5xAIwH6QQO2tm08THhXrwbrK/HxCqErY9wKyAiJFCegD7t29oOJYe++5SjWmXM7/3g+9nq9xABucLhMfu7LHHie+fKU1/g2esOodEsbhtocm8lp3hoGuaP1H/88OngARvbTOLguuueCVjbxlEoXb40Bk9ReXIJlitZxoBZ34+bbICjhm29xZnCwwNF1KM1b2/RnxbZSCbHpiIgt3BidNMjlcYNhOESlsP1VfKHb7nBjL4IoKgFMhE3UFn6MRgB1jZYcY7YPunoVP8d63+0jwAGiXuYGu5xZLGmevc9Xnlwb7B6/Sr+RDd4xy6W4FMHQolW/uBuftKCI9uREbaXti8xYHAJ3x7LKGmWwYdMbXx49/1YlPZ1MCbN22+/Bd9l6ggCE9eTKBqHDG4cELSe2gY+i4uc5R7+RV/F1yHWIvqVOzvOgMsdBha74JXK4JWPkOadvgnh5aze8fx0SB/6VLGUTrWSNsXDKcZseqOCT5vvUH+PGx5BE5lBIfC875UJzlSHL96+uUydWMq8sYrv0I0I8wymRm+Sh4oEOOFHC7Vf1xAOkKpJupY5cZGXfC4COEqj96/Qt3z0o/HUKfHW/GT9kEYgCeSE+dPYdgSRYAfNfEcIAH7hd8aLoKSj8ShrD4Q6/7MLgfqdv33MOhKDgnYOYtBcNQMxrDx9PHjljZeh0tHBX773I0xNS2ie24PlCbakhGD2MbPvbOxCpJpo0ALJ/8glZBC0oDuXJPwyFdvTzj/Jso/NXToCcKjuuzOR8OzTgRVcml5lvDJKCfcQbVTvcE3eh5igJLA5tHQVED0zVQrsSO6KpsXAejdvdOBg/l/PeecyZQj2uz0I/sZVNq4hbY0APHnKDrsLAetMM0/+OTWLNFPk7b0KyyajFzWqeRiZTDBzacD6FMGkpv8D1v1eZ4nR0iJeuAgYB8Ouzx1nNOCOXcvMIe7IgIJ36Z3MYT4K64yGYbysfMmowzXrE+DY0ZQdXYe2aRQpO18/ZOcqI47aqF76EP+iXj8AHXVkEDJJmZY/6z1KR5Z5yOJldAbn4rSOOOWwwvIWlTUPXVjBtOiSPKcb9LDVGqHpUSEhvvXudyc5R3vN+9nMEFx8f5RjcJO9kZgBdVzUonM0WOZ8blcIPIXBvcna6AngOMTRyLly6RmZSB6skWbuTkbraX5TDvkA12891EfBPBlHujaq2d5xCSGKF0sTdbhzJOaIeBZ6XoM5vw9NewiQc9c32BxJ4Xr4DHOzDAx8zTsiknqBn6oBPzAFb+26i1fdNNMFe7uOIhUIzk9zj3AYhxb3mOeWHjXPy87sf+4P3ywgKneOehCCJBrXuWt1E8GOEybtpkD3zHI3qIFsBhsckCOPuHl9CcvB9uAxewQ8ZUSqg9qNa5w7T7570OUsfWUesyjdgbKBhTlxSqavgUdRDywHtL95bqLo3LwyO3jnnXdaeTiD7bJ0aostkX/xm9/A2UmlmtUtfKMwn2bpnzDUGnTbtEKz/lDZXmgKKo5ZjC6vI3ycU7+9NDv48iu3mKqboy/QTsAtduy/ozTyFRzMNAOP0AcXWOL3eGULXoMyBl7fZ1nf7VfvDGaXZgYP/uwJSsAsa+7x4MbLHVMZ3+8PfuWXfil1lT8sYiIPwBI6wqwfVIwOOdYYlsVacNdQL+E3cG/w+uLrg5evzwzuPsJEv7U2uMpKiA2uh1hMFmEa86+9nL7/1ZdvgacNzOc4LG7BRzh0aXeDNgJmnep2mV5oRwnbktAOf8ROLamFQ9LWB4PbtN/Sl7+UfugA5CqOkfvgaRpep7PaLvPUo7SnhDcKDpxKkk/HsoJ5Ec4WZWeGdlcZOIJvv3nrpcEdaEK8LjEiN99H9x4OXmJXTwdDI4euXsEHCtoQP+QcnpOBg7sOIXBUN+XDUTtpj0mUKXnENrxrDX6wjyXhFhaIN954Izx1FjoZG2Xr10ecRU/f18ogXxX18mtpP3wXmhxh9UwUVWiq5I5t470h8kt65Vfv610SdGn6cXVf10pX14qvq/FaQi8K4cnA7xSYoUHXnoluMi1vhN2Y46sVbzKYclIvBkvig38+uwuhvLkfxmUuhi6vMJsW82J/szaT5qwRVUYCVgChYgdwQNycxdzswU1Z2KAD4n22uT7YPNiOWWhhdZZtQa8NbuCxq8CI6RECEHEKB0EsREjaCquUy7tsRUhZIs4yNcOmEXmnw5WqgHlEUSGNc+x7LA2LoIIoVlfuJ00xhaNxS2r1ieCCyFV2HJVvMxrYYOTxDPhX1zayXn4RIe+3zmmFiBwsCQuMwQA9xRQlM8t7cHLIiM5RxDRMkZcwVzoe+bvM5QkM0G09NWnJMDUDvvnGa5yiBTqpX+aQaUTNxOJK5IQR8r5B3rVlhzDrr7Ljz3R20OCE8hRkOgoWdtNx+NM+VfnhFU5zKjSA25QmzG7WwyUwjnDGcWCcpQOjQw04oj0auqNIv3FU+5TR1EM225hl4xJbchIGuXzd0SRVx4oyx7c62MwiMJ3bs/3iBEbbaekYEqywGACu0WoTiJps9xF+o2iXmn8XEa4MzagjFhGUhNTVinJnUGEAFYlPe6Sy0hR4AW5TGoIrEso0+J9Rr0wtrBUGtsXBJ2vQ8Pv32UqYyo/SFtLZNO3iGfLjzIku4YGtviRrA1oKJuMA0N3zRiHuueeGciyLoyb59HWtqn4S9v5IS1bBQczKytrgHvPHCpUFRn2vvPZqRk9bKHHPaIO/+N73BnduvJRlVY5sVGBm2H/9++/8cPD+++8PvvGVLw9uogDo6LnHdq/TmDsccYlDqaIxMmAWh8Eb9ATO5OkqYyp2WyipCt8ZHJxUpK+Qn7xBviBPE6+SrXn5K9rtVenEbSnJC9DHLIrWVRpDPKugqzzZJ83HPqd1Iaf3eXqiAp3+tfmMHQ2hr6dPGH3SBhtYXd597+7gDkJVxX5awYFgEsYlFG9/USypl/DLa4Jg26+rcwHolJM8wqmDCZwOp1CopigzWzY7qoV+HXFrRZgDXhX/GRUw8nQ+2m+ngTlbL8sv+D6DF7472HPw0KZuqrz+lVbI4wzwj6EQCHfDg07BMxkwgCjq6MCoWc2OMqoT9yFEcNYGS2Zk74i1CjO8zsSH5CeeI1DB7zN40jbOuFP0AY9Y1oTvoKT6Z1vpQt5qa4bu6imW4b3kIT/e28O3CSVyl0HeDgrySygO0ouwkyAWlh3w4/4A5h18pF9CL7SxoMtH7Lt59rsumEfhIPkJBuk+y1BwnA9DH766P+tqPfvx/efj3GNyP3785Hcl0CXSPhIbU1YzQ6NHCOzCtPViv4n2p/m95srtdK513WQPc82L2WwARhQtGMIK+DYO/yU0NZSMdBSQvJWxGIYIVPiRLqYtOuzRESYqmEG2zCTeUZXmVRmGQbiLudihnduXdDQBTeqYw3uZyKJwQtAz0xuD1acrgy12dzOP04QkIaYzWBfq5UlogZtnR3PiyPx0GLFjjMNorvPNzevX6V2mbXV570fvDkZgzO6otIki4Sl0mnY9pOMAQRZOnhqc/SfWDJhIzLDkr43Osv0F5kjt1ikaBik7Nxq3hAHsAovHgprXpNMmJNcDeNMlRD/4YRiIlpgZrArLKDaui1aIOT937dqNwQob5YiLD+5+AHP1JCWYGZ5Bd7LU5h1Gp21rUXGuQF72BD7KsLw0/NlVS3uJU+viskDvZcIKXithGzTKsc5W5jijwoExjWZa7SuF39o+Ki3b0OwUowfjnMc0SG/S9Ne/9jVMqA8Gjz+8D/++ntHuDsqeQVO5zPSjwbjG+NIO3cBP876MTGuK9Ci9Oid/VmhKDYNl6MoNhRhEpR6Ohp84rw+TXMAcKgp3d7FsgBsPvXj9zmtJN89y0ZdffjlrnuNERr3sf6APhovyzZTFGAqSCvlFQRytr+t82vrHATDr5Dq5gDKjRYQRWQVN5/Yx62x6f8P+WolOXUu4aolwYx/ncakK3/lriGt5oHaQr3SmtjGBJUWBvk2/Wma0vPEQx0BGfAq7B2yv64FKBr+1DIN1sQyDpu7nwRZ+QV+Vr+mLsIA1ZgElUnqxb0zSJ3xWM3fK7GU2ANIfgoZlaVfb4liBXHBLX5bps7ScugSai/8ItxYzPoM+7Q/HOLYvnM6nyrCcqrsl+OzP/PRqNx/R6ZGypjNenvki7VYQV/uZr/XzW/uo9zPQu0sYq97yQS1hnv5nP+jDfrot6rl/7d9X+Z/11Xa8KKiIfprhuLd9glzV0u3vErZavKNAnc0iDCHMjAYFGKKwYx9g0rLDz7NpgI4VzjvpxS3TucraTb/zFB/n2Bzx2kAepzokOgUdBRJNnjBcqE0PUAlCopVopMIizAwlSCqj0hlDxiVTc69gy3fp1wT5SDia2hXMdk7nqp02MF6BkN27gFGnNGfHD5FwOpVJdFchSpmEaYWzYBU3wqUW79WfcJUFIQQOzDP8tGDswHicL9cb1DPEP/ywbXDhqM0O4Fpw53SPUHJmwM2U5nJw+SJB3MgQDSlXuMB1EZttWEHUlmIjrsFm5GCWm3GPhTNaso5S1ukmGrYmdU+AG0WQt+kMLIibeCPD2NYVFChwngx3jSVeB5iYH36oZyuYRbG5dv0ao7o16sKOeeB0gTlS21aT7BFmdPEqLvvB5xJooRHq5zXMg2rKNJSXWhF0yrHO/VA4EH6D34amukTe+04G5mYpu8CloDSdCqnBdlmGZnYxYdqmKqEuJZrC4lD5ni7X70IXXO3mlq5yZjuY1nZ+wHRB/ATAr+ea64R0uv58Ngzqo25hOnXU4GvewjpmgT/aCtDSYaRRN26yn7lr49Q4o9HFscGf/sW91G2RZZPWb21dvxBgYfOZQxy+bHctQ31lqAo3vfV1vbKM3tOxypy7z/xqttelfzf8tkYMjwg9yuAj2yq7M6+2f/BOW4qjwmnLk94ITzD47F3SRBg1gZQDboh3Wo1zaDh+9kaU+vfee4/BAytUMCEX/v32kGUbZBVztHlan4tC+rNVA8+QCxaJpVgBFNwe4KPTphXVhDw9jaJKm9ieWhZt5xy92zF9yxKG0DFX6bgGHBfB0Ppy69NRAlM2Kz5c804+RY/9PKyboa79+wZDXg/fu1St8tFUb5rTikL74uRf62I6v62f/Url1TzcK8H8TNP4WXPi00teYS8OTFdw1r1XZY6E6bv69Us3zWcd/qphaBztErUuU64m4zDajrmJYIlW4azQnmXEoFB3U5R9mOIeputVHGUOeJ5mZGc+W86r8E5hLjHayDaohBBTC+0jGcKq8hxvXiKcL6t0aWjSew0RIFBnWeah08z6+iomf+dnMK8x/1ZC2A5hWq92IAmsfhJk/SLweZZ52xm9+s7vDJYpDvwZX50x92rxpLcuwlqdwW+sq8zcJTdbnqhGveMtzTcKV9d1OtLQ01uYm5bcdXzLs+zuJxz9YL0CV0fb4lHzrFYA36WTMRIb7X5aRFrHYwRFXH6Mpm1HPshcm0xJE6rC1/3u9ax1fl0rgsL4CRr9hkKQUcnDh49i1hUGO6h1teO6i5v1uHZjaTCPL4VmSIWnc79Oa6tEKYwNwkw180tE74+4LzqxDHHe2qm1qXH90HDRBIP1NKTtqRuICq6M8524Nn+3+jWpcbZlGAlCTlx9eO8DcDE6ePmlOzDzZRSzvcGzFZYaMb8+qYfeuaGVLS0oFMxLnDql4kjFUDRybha8EC4dPRUm0tAch8O47auKgs2MbMZHw2NdnW+mn2ACVTmxXg8ecAQmVqZZvrvBlJdWsliPGioCR8PXRyEQXY1+2s58KjPXMSnLrMX/HiN8+4Fr4V2nr8LsVIr5WbaWM0fBzwuOmNuGP61P99uv3YeYA4vwpC2hFOlJpVB4VlboU5AS+jt8aGJw68Z1NpJ5wJSDpxcqeIGNn+0LaLRxU8KfJ8yFXXpQeKfPo385eLgGnc+ixMojruHdL24OqC+ooH2b1cb04sGf+PJq+dbJYD1eJPhNfVdX8wCkCE3py+fKr+7r2W+q//T5kvBYtxo0iItZpgTEV3DM+4L1IjhNX3RcdTXP6qfyWek/tAl9eoqbm2s5GHOHT/tE9TfjxJu/GqxdVPbP4rvGVS5Rc/gvCNc8K4NrwsN5QVo9DW7DiXzN7Mus8VSYKthkeKswvn1Gw5MyGri2wGiiWvLIx44Ic6WMjBYhPr2h9cR0aYUjOomriNJrP/hOIam2J1N2dBXmKbMjT7d+lci4yWdhjC57QnvUbOia1OoQJnCU63eWIqG53aLOaVkjKmFSnsQrHN6HWLkWIXu1PqZJZwAvdhoFnbvCyczXnj1BqLP2mA50B8cuHQvX2SjDOJmj+7rLuMk23wbwC/5YprAYKK4F6yCMCBFnSCMwxUf3s4aqKPkRZyCX5BNnjMoHfDx4cD8nhLmen36JMF8d3OVQkMdYQ9zcRGcWPXTdeGMHx759nNS00ugEp/PbBh5FOSiDtnQLYNtWOC0v68+78hsUH/1r/fxl44se7q2fTBp0N1z3PhX3vm/tJKm2ulUSGUZ9r6C1fW3zjLJilp5O264yL/3wwYO2fjrMj41FgOEKTkk6mgFWL8CWgrdWIRU1TeU6UEoD0pmKnCNp6Vqmp1LXvullc8atTFMGbniEQ5FCuSmC0DXlKMxUpLdwQnrC7lzTbC0qbX73u99N3Z9igvYIVKfHXHpkcGtg8WoG0oWItO+19oemjSJvHRLFjzjl/5AmxcM8joNm0ZHfEOd82mjpJIKM/kjQaVABa37Ombsrm17Wto8h7QgctqGwGXJP3hG2KASeJGjQFG6R13BetO96DGz1xy671NnvbQ/x9LygsNGzXmh2sUD5PIXSJG7EufEKK+9li7ZNlGOIPFfepw4AULRc8Id3PgeA+kb43aNduP0e8kkbW79KU3RvlqapcnzvvaG147FiKz0Kn0qm21KbTuFegj0fXfCn2qlgqDK8mpfv7afyXvOVLuXV8mCfi/8WfPWdz8Jq6MPcv8/Lz/hPH56z7j9t8NoQ6BK5FqLtcDaMDeByjIpXNNghJ2HsEoGm78zrct2BqXtmtAc/OEKfZ656gn2QHV14VKONrYOcxKBpzTL0ym7zmm0TDr+x04gsg+W2nwyJuW3Kdj7L956B7tKTaZiWJnWDDm2W43vzzy5P1gFHJQWoDE6ht2u+5CXzeoZX9hrzpNsc+nIV87jrj+3Ivj9kg3Hzsj4J1pe+orei8VoyACwwa850TtDRqI4jrlXWTKn3t3uRm/46zEdHFPP2VKwFnVXQ9p0rE5/nBbunPzeBCD6417IRhgxovgsDBDgg5qkfqEv32A4UaTgVngmYlWEbhUzHRpWeJQQQNWDDC3YChHm5mYa+EDhoZ92tuwVOYprdgeG5NtfRi6ZloVi+vcS68XZ8bnwJwIXMyE7NKp2MfhQo4rAfhNio0Ah1NAifbVi0x20csPLy1B/T+q2haKaejVNBkJYVzJ5D4GjSeco5GJxBhe7JzrPBU8zNOvM9pX10rnrrtdc5F/0Oo1FwTz2EU2X0RIiEJIZ4QXckpwPaFiPYq2wyouK5xxywo9rTofKqaRGdvOwf23seLLKeU/scgUvXTx6xJIipDpnkFnW4inVE+l1nd8asR6edtvlGhVffDD3RJ1hVId1bV5fpBffSdrBd0PDctYffOkLVquaOX/rEKAQMgBXciOvCt/3EHxENOZXlOVcVG9vU7+0j4qscYv1EPGQ4AUApx9yD7wagcCoYjLNerpoYA9dvv/46z4zKSdAEWrPuWFaFjqzq8SNXaRKdNj93VkR0xtLS9jJvO0dqsXFVy5HOi+BDqQ5lceF4W6yWe/gVVJnCYSg6DN9rlUn8eX9MJ+4bjlpflaajFNI2lW/w0+VXNF99pZ/Gckxbfcl7g/mZXr5jnArT84LpG3wnrZMV72obFTUtNuYpfarQZlUO5QiD3xecpvG+YKprwdF/V3Gf5bXweh4MP1Fz6BllRGC5ZEkNGiFI4yjA7WYi186dkSoxdmSXCjlv5MYWHtGoE8QkzCvMHCE4hxnWRnUtqOZZG1dBFPd/ew80ZH4yEvOfZTtIcg2+fBaBNrJXfxKGHdefI2G1Xr1H9fCUWFzr6HdtuZCdTkKFcP25dIsyj/SiJr0wu+2iv8V555Qwa8EsXEcpcSuEDAoC8/aX0VInzH2nn0DBqKe6mrsSzDllR+m3OflJJu3WkOJTZqTSs8MaUactyJpVAigjwOP6fYXGRUG4HFnZ9YKfhqphnD4BcBl+TbjJpOxkFfZUisCPwWVvrBKkrghcFCK9uUcQ4m5g4vKYLZfYXb2ek7Q+YMmdxy1+85d+MSZ5qj24e/cuZjSO5aRe7nq2xJGJf/Znf8bmKpjh9a/oMQjTzHFQhcvRLgriWtqRofqNzDBtzDSAbaxeJT3wfxj6TECBVfUbJuDG9I6QpRlpTTPgIU5Omo+vTKJ00g7Pnk0NvvXz3+RM9KsIRtoLgYwcJT+alNHYOtYb9+huUtF6iONj9cn+o1lYi5V6kvSiAhGTPTQuXD2w++AN73V820BRUjmzv+hMeuPWTRQZt2jlSOH5aUzOezhb3hjc/ms34+yWc+yxQP3Amf0PAAAgAElEQVTyL34nWw1vYhmxa+lFrrMfaAtF2A8dKZm3ikRw1YNI+LYZtZnmCoonj4E5x9QiyOy7y5RjvCF4pp0+TpD+DX5bS918FldZCWI/5V/hSVqn1fMs3I4q5UG2p3vur21g6sdZ8+YNfAagWR0ypRn7pMH7VhbTBmyA8rwgLaUdKcspBeEqwbfIqXNPn24MllDED1G4VBVSDvzRNAp0ad591s3Hcr06xWAIbXRwJeKMP1osDliJYr5uw+vVOpiHedkXqm7CVuWkLchPvuh7f8b583vTqtQ+YyMip8aalc0VH43htPfHeDsDtETZPwsfBZtX6228FjyKDK1UX/adc/b99IWbKqfgpIqB2XjrVqF/X3GfxVU4Lwo9kC9K9sLvRv7b/+1/OvrVv/Y38OZmCcv0fLZYdK2teyzvssSAdgVTaJXAJZLcCUwNc4Q9R9WMYcPMfWI2p+E8GvEllgypCbtBg6YxQyG3XSECvpQ7KKgNdgjDcXMcx9lBDc0hDaYNU5Wx3OcADo+WvMoIxKMYZWYSYpQM4JRYFNYSSZluJBCDCsV+5vBYTw4ztcPP07kkUtf25bQ25t6F1+8N1vUQ6SDrsHwkIgB3I2217o5RCUMCz5ankEm5VTbvCx+tselMXX6awM28jcK6fMis4acJAkcUjgT8Gej+qbcwDetHGdmeEaHgNqhlvjKNZVvP4Ic5az2BXQfrMYjC7ujZOXHrLTPQWU2Lgfi18xts1w0813eo9xOEgXlmSoUlULQ83v+rg4ePWOOMv8I3v/3zaWXXq66yu5eOcAusu48ixnfP2DoXI3xMz04zLGBxmWJ4C2oj6PQSb/pFq28A4E8tj2m4EkcNX6WL1DrtSdbfbmMqcD+AdZi73t3vvHcvgu2VV18ezKOAIrGGzOw4/4YrmYtn1YsvmYwbcRj02LYlkNsJNqEwJ3CVyoVFk33C8GV79K9krwVKvMuYQUcEgGZx4yxPZmow/7OCm8sYbFvvQqNdYsFpS5RMUXREXu2TxLW9+HMLzNRIeHI1TiZfIzWepGH8KoRzA4GtT4qHalxFIVPxUQCozIfZUoa4K1q3TO/rlx0IeXaKxbr6M/QZoGnN46JQ/cA0ybsrp+jB+CgjXoMhrX7HCLCdPmkIHsmr+NfHzafgsu3OC318nJ3mmE+c9b54wlnvjBNnFaqsulb8j/M6gZzR4mL/UoFUORcmeXKbWjxuq7PgYCiWaL8R7tO/oquzvjXusvV3Zz/LLDxXeT4bX8/e90M9n4ruJ8m931+Uf6/5kr5Jq49k8+IRhZDaFMOlVJ6Y1NjL2fkUQ+l3hGOyOv4mzNoaA7XlmEZ1wmfN3Essb3L05Hy3CKzKm1aBVMywRm7FW01nPjRDvnH+Jg0CYM6rR1CTpupWELmRjQyzSXRi00YnG6rSej39ff9d/77woPe8NcxGKGQbAWz2nTAoYS5rquDSHZmuyWz4fpniT2uGWz5OwWxloqZxP2aF9FOY8TrKmCc2Kbw1m04y361ikXXkdLI11p7qrDZ74LSIc9Lk0aHAvK7g0Gacs4hOJ6h/Ocp0jfk1zIqbeLu7mYsjBtvJXdxcqjPDaMYwiXe1+xOId4WfMFpdaSSjRSt2KlzEAE8lpV07wWKbp3M006H3mpWfF6SjbDYEHNbTdd/iVQXOXcfGyN/ntGEHa1jsGXCfLovPMqpXgWKgGeVZxzTbQdwK48cJ5iccRR22hXgc0lFlVvD6LJxdhyxh3pK1XPr01OLFA+UEf+MR5HqQj3fLGU3jO+EIvjrGVt+evnZFn47+1J7DQ7rcqqyPh9VPDZQvMjoDA1ohpHWDfa3ozUHHF+HjY+BTEeg2iEdYqmU54giP0FQtPOHOMumPdiMZ0HmhOqJ528gyiSbw2qjHkeQ1TJ3vMlJsoxAFsNqSpvLGDB2ZO+LW214mVII4IxDAOcKErIZoUKBromvvTG+ZeZP30SaQZGGY4ZKN4ZmEz/Kt3/jKa8MCzK19PWSyed/FNQQJVuUlUAoI4QAe0uX7ILI+ateKyhJBU1LH6hiVMvAIU/cTp+625+hdi4d7Pz949JiepFMVc9splaUkjKIPMKnrUOgITK3ZUb4drnU0N9No6/r32UlN5x53cDrAkWqCEdwU28seIJx3Gd27e9c+h6a4IoFkwZ/+C+v4SDj6mmDLzWw3STr9DtzdaxxlrXwbslMcFSohXlfrWDRS9T3rmraxbUGRsDvgsz6zmEHDMxrqP/JptZMHZOi5rLIhfJrHbVsgjakUuZ4d/MxAARp69QGc99ujP2L0tcGita4eMIOi8+Mou+Dp38FeYlGwpPmL+oh59PHhs7lGuUhb2lcanooOWxrA4yaCXoKLItnaphVIDbuCtQBY36Jx62hwOsJ9uyfoY3rOi19H5yo6cR6lXvbLPdbiQ4GiI8FLd9siLvuXPpk8LaDrFIH1dCFEtigtEMJGnU6n+USwnENAL5zX6ZZ54Q9/KhK62YzBppiEB8GIwq8qzutFofjgRWl+Et7Jg4sf1PXHAdenItA9utRdy9wkRSERzkYL2YXsXOpajXkcV0Gmc2bHO07S7kCEyDCMmQlMw+aPwxBz8JrbFTYy63RSMlU4R4jRV7xm9M1XWhFaZ27KhsxuhJFizgPmncwwO05FAWhMjMgEnrhCfMAQZi/83Bh7VgMVzO3r8/42ZpDaJT+ZXze64VlYLasxHm4U/FwSct+YgWUNo7v7Kt917QprpzfKHOqzo2id8X7w3vvgzg035mLicpZkmzbU6c6gM54m6YxIlV6KIcq2/SKA2TrS3bEUPruYoRX6+lG4LeoTvMA3sQa4Q5fx8zgkOp845YQtZRwixMyrbelL3YkeYcirkqLJ3Nq17k68sPAzvIggbynb3+AHunAbTZ1vnNtd5ECMFwkKKmHPqLNpeA0n0Jvw2YHSPg1dwGlbNEirDc4rx+/FY3ao62jcImyf531rnpYS2vHhjGDevrecoiOvFbz33TDkZVeRLrLhjjaR7oGxAzPKkNv4moGKWfWxRhPt40o7zJ+bfl+5CPb+Nxfdx3R/RoJ+OadfW27qxVVl5TIh+ZChuJYuP85V/MgDvwgNA+IySixX269o6vOMH+tkOE2Px8/t/adVx0sJdAk453HLheB8dg5H6JkbjyoPc2j/YVq8pXLKocaKZCVS88kKnabvQoip/MWprLtXo7tz63b2CE/HggiKKORgdpZ8g1k65mC/I07zbvJllCFiTVOE1OIhJuohQZXpJ7yOdNX/03F99GOC73PbPVft2tv2viWsmI9ek4cIII9kU3l2cZZd5fm1aYQ3PyPaV61ueW7vvbWeRUSu787hCyKIRvQs7TlGxc5r6zc/xZTJPGv3lzlTfpL3cW7ifobNeMxDB8gRjzakpfWE1nQ9gjA/mMTTmzzcDEgrAIhm+dpDzoHmMA1o5CXOeV9+lU1m2A6UMW/2nNdfIwPEbpR4LBCAFyVRPJ4UMdamBXExbJeKPHW1P6UNu47lFITTC/oDCGKUOtKI4qDZP73g5jTiVyHrHLE70oGEXvvwAf/NPvjNiLExpGRD/InQ5W+08AcGcnN1QGgKHUev92rXE9/2Hvpg9p0YXQrXQsOaTp5JC1x5xcMwCZhVGSemfUIbtHfQfmWjVULaoYLCVN3X1+g5+TIe1ih71YckK89pN/hNgpG9YLHHcPRefNxb6pXQGMsFXzd8pLpdKusovj4pHP3vzN3nj3s9iZULwP8pfWXflM/6K/4kzXjvb0g/P6X1/7SrdSmBXsDoWDVBT4l5joZxHp2YMAE5rkTr4O6TzoqkYcmjGrcc0BAjg0lG524iUQSROVgIQubrd+7vLNM0qHcoAAAxQTNq5nB4MRpPU16qeHTEZCLvE7rrKELKSWRjVRLsxNawY1stre+KkQ1jLr45/r6NTk1dcblSYGMgHfC897k/QgmspKsO4lXzcg5FQYjLcKnd0AFlneV813AqvDK/nF3EsgiO6rnNqwdxeNDNCMuo9FOYU1AjXj1W1ANfMKI3Bs7e9ypIOhmyYg8rCvDb+tDEPNaBt954c3D/8YeDbeBYYIfArGpwTp1yxLnsmD7NN40xi+a0D8LcdrXDqxse11rMFC7a/UV/zU+FA0t58nVaSDy0ZVbk2jlunpeHo09H6LanTerV7w0686SdO9rwvrtt8edl2sVLi9KmtGqW1ns42hU3tlcR61l5SatDKjmZwLwNXkI/Xrs4r42WTFGhMFzXFt/vC62uDU4Fo/hQqNuzhbV2I0yfiiXNtu2U5uCmA6Arcti3uudPchEGw8mcea6GaK8Da3ebi3WRH52sbT/Fi90HJyaVNj7J9TTgL1bsT00q8Xfcn5AdPWV2iNvPcW2tg7RYdSk5ZZX68Z9WFS8t0AVKhgdbisd0dmiCCekD3wS4XUZSb0zwLMAvomnzT8X50NFbGh9GGqHFO0dbrNqIYAvyFC7EjSGUhsJAhCocmN8VFE+yahygLbHzOx3RKIgxZ3PSkMEWMzoL5j5TzL1lkI8hV57PCqZtqXpve0mDpd6zqYajpd4ndVv48dqIxQ9axxAPxhvEW9LyzvgNHN0U1K/deXlwg7Xkyo0xhIu/UebCFRT7u3ivu0XuOLv5OQFOVs6JC7+nq7mtpjvwUTIjWDsmc+zsKkcWOUFu5Db4ZmTrPLlr7K+ytEnvVcs/ZLmeu9Bx4DvtwhKkCLUejdDGOsVdNuiNHoctrloNZBiOzhcWxlluJ6QXh+y4Bu6ExGml6pC2sffOJduihedDJF3ua+RY2Xdt+pEaqekSyHqYh3Rn/tLKJxE4fnc8Eu1KNJKgumXIX/Hb0cdHBXySBSbr6bLN0BAA+axSax/JbY/WvRXHavCpR8tm+DeKAE8qwVRyGH/ZG6gvVdEfpdrCPKuETBmJU+O6chtGLldy8uhw+7FzOg/pHzujz+8H8gLpKryaa/Gs0D/t1G/Lz2strcvpepx+/rTqNt6cdWBYoUw6KYLvhUPXeeDpYeYRuOZDfzY/z8CV2dut2q5kdDt5CJ3PWJOmWK7nBSuumV2W6vGlOmAxHg+C7J5u3+gI1PWMwr5LWkdhru00OC8rAwpSKVu4NENqRnRNvPkDHSnbvSNQg8JJRSWHuySm9ycjoxI+L4Yv+27KDkdpebXTj/y+CQxjkxv5G9eYMvUGxkxtnEBWKx+oSct76q4y5aMKwD6WBJeVjbHMz/O7rb94cE7cn97Z+iQ4inZzsG2OahxhX3I9/j2PWfR5VKzCb1qhjO8gYLD1q4xd/NAJAdAd/4Ta86LFl/jLMaSkdW79Mfvd7+MApwVH73ZPmBvRlI4zlUfs7m7ZtuRFLoYi9BGtA8Ds0aDD0OHF8hq9AofVF3+5DlPmRpwrXJxiMF/r75SQ5vNpdIm2f9jJb04/ibtYexBQKgRxQgSuYevbngRbMFNN7fEjf20TvxGHJE07efUxjqTkb5rsDoeiJD7QQXjJ77yAUM2ytU4wFA4KJ36Wdrds8jL/SpMsw2gq81Yj35vdML0fdbUled4VLg9xdD3QSRA6sxxU7iGetX65ssEpCt9VuyY7aq11reIKgk90rQoJdOjj4lxEqZCeDlXvj3eVNs/K7XTuFz2bR1HTRel+Ot8pwO2PWnfsG9JEjdLlMVEOP8dV79P+6WpY13Sb0y8u8YxAZ5TKTl4TjKyyJAem5ylBMi8ZNGLimGah3ZAwVO86c4MOTlt4Oo/SKK4vdsOQSbzPd1nz67KxAzZnaPNvjRnkK3sVwYuOStWxvcpIGnPorqF3hAjx7lq22wlc+5Hm5ikcuuzLR4wcvWrqnYSRVMjnnSe7S7HsOp6XXgGSoTxHVa28SY4PTOB5z93ahqKmRbdac98xD2EteE1RBNlSN4GSe9JFMPgAnAnE1ZGGIiP58G6YH3HCJaZUXkIAmvtbZLIYY/57HCe0XRjnGuu+H7NmWiHvrm1TbIQTD3XOmxc37gmv0jXFqHtuEf+D5Wupu+cb6809goObA8ZJT/ACJ2MoUDsoRxNsyLHFXHICqPW8eggmAmwEuhEep0xVpITdkfs4gkiF4IhjRjc5/esGh2DcZt9357D1FJ9mpO7hLZ7NPoLyMcRrKyW0kXoj2YS9Eze5Vxi0gJKickCC09+7UsBMxjHvP2MlxBJndu9vjw0evvswu9uhR6SOGSn28GlZQ/zbPhQk3VhiTqzzMBbT+ILgagHTu0mQURm9ch2FYI2vZ9M2GKnJUDEJiKYmjv9ou47UFeIZsRPXKNavPxqEYaxzXuy/FT4ztLzM+ZNvrB3GmyffOV1gu+nAmN0AVfR4l52rhMHA+4ycGJ0Lo4Yts3D75gptw6e2UiT0SQp30TNoej8RwEcFYbOY2q+/4oe4r4jnXFtfMDcppNkfesWkjsmT9lGJtz1UKI3LHhciwzCsc3t80efk1y/QrMizfgqli0JwVsRURfe+F/+tji1fkxSO5E2Nvs4v41j1PBsKt/u9VJBhXCLIY1Cz2cq7BwfVMU4P+Kq7RQzr3cd3NV+HswLFtPWruMqrrsa3PtlSVHxd67uLrq6iss+0X6Nvv08/gojaJmuVf9e/iK8qPK+sei8deV8/c7R+ff8Z4yL5Qk+NC8CoGnEcdz2TVaiO43O71wTr6MQ8XBvuZi6eGqbneVtyZE7Hv+C/y/xypFAwkXsy8s/ZUB+nbJYBoD2OknueF8RFP+l56V4wvoinn2XdB/31wNU6Jc5Rdy+kdWxIGjctQENvu8yMdFMI8Xk6qKef6Yg2DbFlOqQjbpmDG794UppFaS1RlGbZnBTmz9C/h/jObqcGl1vaZtTavoxQAjjycBTdpl4WWAfvT2LbhcmnbCoS2Ega4dt9/7xLts7tJfIMAAobgj7EFtG+skNZ752do9CmncBn5HBw2MvqwtsUQ4rT1/robBzV23ZNmhpFdle69jCRd+Zf1+GLC276y+Ha6LclHuLBRiYE7lNAiosWuj7fAGyMwjZUaad9Pw48XYbPvRQoxbCe+8G5CaqmdT034fBFLBVUqmrf+AfPHVAf51r1GGb+Kd8ct9FxxhXX+NiPG4Ljcr+4OwsDRUVnvfurjzseyn7CsmPShEEaFOLOy7p+2Z3FHLE9L1SHrqvpvZdoc31eBj/l70uAyGTEiaMMQ5zhuHfUf8DWn442dDhTk3N+3KMh3WPcZX0KWL93dO42u36rshV+bnZR4iTMIs7efVeeZZ4Z+FbGUm2m5EguyZfTp6ZmmTtnS9MFjnIkAw0sYUi8b+3bK+vMAi6ObMyNPFLo8NJuiJM+3Y/Aw3ykTe/dw0BZpWD/vAeFk9ari0LrS+IdnPszvYK+P7oKMZiG+L/CIA1cLjRl5Pw8zN86+auyzoo7P4eL3gRblW0ltE782rv8rTcfuT7ve0fhwn2CF5K97dTa6nThHynii4ifIQxcWqCLK0daCm+ZpcFR+vNMTUl46o9Ea1/4q2Yqp8D4iXoc4kLEEHwuJph7BLMC+pCfXX+avbw9rc5tFNMOdnwZd2cCVgEYDhJ5x2kyZPrio5sA8QJ/hM2fSl5t41ij4hohe1iLG6lcJrj1YoWqRSlBxrcDcAZMR7APNQrOHJ72tYNgtibuC7XK6HN27Y/M+3W3GrZBBUmoUVEXAy30n6vNfFs0NrxWJqeux7mfevGCj5X/Cyb/iU1WeLY+/fsXBbj/Tf/e/ApHdfV93dOxX7SIH0u6Pqz9Agq+58qBjq/1v/3i/pNj4NIC3QaTQTs3auMq3J239XeS8M4H0sYvAjBV3RexnP/l5/9NCSFrInOs7lmMeWj+63Vi8VIjdZ1KdFzz2Tl/vNOyJa4K1j6e5PHCRmh5lnpG+ZQxxHe/cAH4BKHauNqqnisr6cHyHCmXNUcnGEN/frnSf9xrP4+qTuHOq2U7GpcevVe58KwBN87JDmcft8CfsPRV1/PAKvo5Lx0oiVC33dpPnH00t8rno2++iCnaFxOn6f9FsHPR99K3dGuoa6Vv12OF9kXK+nGl6de74PxxlfVFvudj4NICvU9cMmxHZF7dMtTdyOr9eSBc1Pi+g82c9+nPRHy/o5y+FwE6N+kh6ih8mzPJXVcwPTMRoa4vgw5KMc/zPgJd3sC9CsCIy8ZOzdF/EqQWXNXWXusnLRjqqhWn7Z2P8x2KSNu2t0Txxy29ze/6VeVQgquuMsSNjaZgxrsdd335o/Ac6sr/OQ7WkaYchrNqQ1OkviayP5n8uJ2Gn3bt5bvjOO8u6p++r7y8/yxC6vNZFEyZJ3HZENfH14vgptLU9fT39ey17q2u6Vvf+Ywq3xV7Fty+Kljr/blQ9uj33DRfvHhhDFxaoMsw/TlKd1SoEPd5ZWUlps0ajV0EUTV+I9oi1mPT1UXf/rS9UzDJGoo5RzDZeYtzpyM34WzdtZAo1NMGqj90EL2R3f3N41gVmo7Ss4WrH/RCvO5Nz9x6OHlxc6/dfRMBvY9O3fqtaZKu/x1ZCLttGrMb5XgdZSMXHbN1VpvA3H7AhjTHtT2V+Ys8dnCKs4S6qSuRTj3oWT/HqXLiQ+n/vHnnLref+EspLgJaJOL9kH64F0Vl0fFd+ltnbg/6+BO+SjpJIQ80S/VLv6nQQ2tFXer6/7P3pktyHUmi3qm9svYFKAAEAe7N6WZP35FkGt02G5nMpL9Xv2Qmmd7mPtS8xDXZXGnu9MKeYRMk9r32Nauy9H0exzNPJbKyCgRAonsYQFacEycWDw8Pdw+P7SKGPwiGswVKf+e7Qr8FanpNxO2F+T4s9fn59r6Qh9nXdFj6Ae99ArgXv++pTnduevIOHFgGeYar2yuEemqyfdn+WK9Jf0KWmDzzXFD/Y4Hz776c7Pc/GBEKEkc7MmsJzxG6c5QujNMc/LN7Oxg4j/GV+WiuOQXXmreN5x3rtsX8DALMbW0IdLd6OVLv8Q962lvsbOfBJ114UlsoFvV2wkPgK1Myb44by82fC73yOf1UNH2fZVul8lwcCJfHvv6lC/ZQmqhH029itdvecFlpIoRDHSG/Zfz+9wz/2T8fA+Jd2krXfM6wi/xmmuaz6Xwf9rso75+///vCQIzQZbZH7EWfmuJgEIZPCuiYC/c+dPYJqtlKsqeaZ0NLlDEQQKCMMcyXCHYFuYxaJnrr1q0Ypa+trUVe5pdCP5mK7x32KifB+t5ksBlvWJP0dwDjXiZdf56ZjwqKLmABnh+SVzNv8zNv88syzNNw/XEOVxF/qRQpfI0XWi7f41AZ4iZcHtgR38G96d3rPQq+J8hHvuJhJOaVLraVOX/uR+LbziHcgSfmkWmXkzqvHMXx2pX1ph/m4jKeIRHcny1GHfk5ghS0MebQx6G5GtVDUheGNixC5BtkSeb8T9wkfl88exaKjFe3ai3ymtJY4V/D4rnp4tFfOvMIfBFgu+V3w7Idm2Gmy/bJPPrfM7zfL/tVz4Y2QIm2VCEyLE/Rsi85baEwOWZRpM8egOSWvhZ92K3Fx7YzdDHJt0PqLDwjTDFMTFo32oH8zHMb68Xy8izpq2oPRatFu2g9abMddW5uinyMJwcortk/+w/SSZylb4qL8NDEe13EGW+CNSH7+4WneFCNe9tL3+RWQM5GiHsEAM66+NNapRMnku4ht73pmjD5bLmBE5HR+J7x0o+PQ/549W0pYUgkPvXXM/PP28ZMnWHNnJrfu+FWtHZerNTMu/95UJ6ZVj8sejUuMrzgF14MApu8JL+f8Ymzt7cXsDuYE+8HB9yXAEGZvk3/ShjSTxj1h3OX0v+yvEzXpKkMyzhv20+YzTfLSv9tlPU6+We56Vu+Z1c03Rub3GUacdJVTRQ2omFeTi+wvjeBzsKbQGXYX6Nv3f016+tz4iQFue8+O23RxJnCOl2myXcZugzsWKGOMSRXOxuv++N7lEeigAFeoACXMYdAYGSfDClhbJaj8HgT16yP+WdntIxjfnZo96uf58TFcOeUQ2/hkKN0BXuW5SI4n8cR5tIlRXZxY77N+hmv+Rte7o/zNdtCuIVf+AJ3KN5HHqbk+gmYuofeOK3gdAZRuzSkAiUGT+2H4obv0glRA2/204ODcrqieadAFC8qXIad51QMbbnzY5yX8vXCEwdNUHy23RX2ve89RdkwaSen/DKOJScOh0GRcaTf85z9h0LO+xzhzXKbETM8/ea3Js4vFKgNkZjp0jdPcZRlpJ/f9b3KwHBpq9nX/JZ9tQnboOekS7eFCq99zrUyCvqY4hqU6DXDEubXTPaTR0+40xeg5nO2yQ8FtJmXebwZtyaDaEx6tQ1p5v5kBmU1McexykggGH/5/bKE8kMr+T6ls/6J9Kx3NqLf1PA9Z1VN2Z0C4lEmNIGpXHdievxMo8DyPXE5wTY1j0c9qQ+XCXwTxxO8TBPtQooQ4LSNPMifeejc7Ea08lz75a389SatYc7yLnbGKaUmHfhuuVFkY+tZf14KjGFOq5HH3iaO86CVxE9upQy8UP+QZuArIOJ1nz37fmv+EteZ57Dyf8xvwuW6B52CRtjbVGR2bI7T2zxxzxEVq/epj1vyrK6jda0YY6bDN4woQRcq4p6q6AJWnRa2NvQoLrxRT2WgKRAU4DrhkF7NL6068eEd/BHepss20S/Hhk5B61r/SiyaNmD2u3AexRqNGmYJDtfMo1m/kkOJm89NhS/D0jc3T1Ic5uzTw1wKvCZM+Wy6pMXz8kiFo5mm/7nQTeEH5uN3662/d7AX/Dp4DnzHts/vxkmF6LzyjZsC3WlWf9euXasWuR8id+Ccl/ay4ZaRrvmcYT+1L0ziuAlbPvf7wpphPl/UvsYZ5myjpntjgW5mAtX/S41P4CWSrLDvZyrUhOav8DkbLDtQVlGcKJy9vlGh6x5pNdpgpnXH6m+szMs8xKFHkm5xVrpMuINAN8w4kXdteszy8oa6fI/DZXypV3o38zY420jYhjnbeZgzn0Htn3AWg/z5OfTjoD+meSduzTPrYblZB/3mN8dnGkgAACAASURBVPPI9xNs8NZBxpo/3/0eh/Yo/X5CJxyA361LgbsApCLniYCOuMcWF1n8yIjZoTc4sVmOjjRporIpeSA3ZZu1CUuOAp53GbAC3dvnrL/pC75UGpgOo+ySXEWytKWlA1Z8cLFmj9365e06664reOiVZJsrzB7cfxLtp+DNOEkPma7gTIBfzWcYfWd+kfCcP2kVO+dzWCrzm/npki59dvFwOsPzW/oX9a/M0zwyTfqGiQvjZB/MeIkjj/EVd5km8Wi8yzjT+TOdsDrlKk05oLsI9svmn/ESRt+bz/n9p/CFo9kGTRiaMGacjN/81kzzus+Zb6Z7Y4EehNHo6GYssEkwTULKb1n4z34x+W7DlLc4rlXmMsfCLTuHJtTmMcsekALloAP0NEFxbFrDnauO60jl5OGKBp7navcTUJhLyTLaST5DHkkcEbfmnWOcLDfM2b7DXDBMhQf5B+c3X39ZXo9HD8zmwhGC+dRMRfi7vzos663vz+/CnHCfgmQZT9KpccRJ4mIgUD9yoDCJR/3COIuJVAF8uLVenexsc0DPVDXBSYFBJzV8CmfPSqfK9foFaMKmYPSuBUdF8Onz5zGSWmZHhOdCHTAf48iq4yVI4ME1G00XI3MCbFLAeecu28yCfPanEzZHv55IKU7ERQoQv6XLdu7ShcionXk142a4fpbTDBv07AmNYXof9JEwD3jqLzvrob/IDYS6LC/9ZlhEOOeP9e6P28wjzwdJGDJuxEEZO2kfBu2nQBaHGdc4zbwGgSD+tPR4W6KHNk177DT0OInlUCUxWitRXvtdsuk+DMr5bFgTjubz2Vg/zVvCI950vmdY0l++J4QZN9/flj+cW1+ilGTY/URgQ1uJZoWalcr4RLpEKX+5Uayzv2YD+hy4oOo+2+kPDg5Cm3dO007l92BQdLpu/AYaMl/xOwknNl3s8ebd+N3FS/VIPeObhd8jT+jPdor4ka4UYJNk+/ltmIt6DImQZWU+ma9wR5gm3iHpk0mfF0VmmvO+xomT8AhT8FgP4cvteUGrxHEhFcXH9+Pj2cg64fRFGBNOGd374ITPugjXqLsWoBGVHUdCm3s7XAW7FzfnGS/wwbDcuDafP3huecciY91dEOloyi19bjWVfsRXOnFlGznCj3biW8JQfPIkctBVJnrHfpRVA2ndXOA5x/0FtpG4aNKKcYXTOuqafCjqQ1jG8bvP6ZrPwxRKR+euYyhSK1Of9RVqlld+5ZtFWYa/YSZ50zRhOZtzeUua9i3jpm9Y1rv53efAATQyPz3fTWe4zvTNPEroq39VmzKe7SENqRg+evSo2sByaN2HuVCEemgfGDXzz4/Nd5+jHvnxJ/absPWDkm2Z8A6L25922Hvml3HemFsFYHWj+JyADiKk/JaFl0rm21+nX5gqPR+XOEk8+M1fMh07QIu90jEvBsNVQOfFJbCELmNIPOsfwLBGEFBckBaacod0hsc93jD9Njep6TKNz+K9Swj0Kp+9HSzhS7hMc5G7KI5Mtlmeeeu80MXBnysEhhn1XS07zJl35lnqURSFHLX7TRiE05GnQ9XTk2KelRm2ZstxxVa1H0fDyv2xvglTHBzUWGeQzWJ7ra5drTa/24npmuPOSuyKOKHOHdZgBD6iXtattLtpfJbmNLU7wltZWYldBzt7mtgLHViugjKnagoFl1oHnnisdcV3igrLStd8tl1tz7g62bpq0aqB5JOV9X81Th/S96cio/M5XfM5i0rfOJLMMNeaLiPk8+IcHQGM5ddlRzzbhGDLmeTmQ51tVfwefAY1YYkIfX962DFu7y2fXUshPnzPfiINlL5C/ZjqS5dp9PM3TKExnXl6O6eKiWlUDtfX1+PeBGks17BkGW/iJ3zm0Xx+kzzfNK1wiMv0m7AZ1oRz0HO2+w+FI9s004dAz44QwEBE3dEdAWliywTpq50WEqxD6N2IkhIf80tsv2I0cMzWEu/+UNMPcpMLWAZ//A1j5lnWu/XtaUKmLydo+ueFN+ORpHam7HdxIpuBdSfK7zYEzR1mTwWLzNNFSa1JhDCdTLxNc81rP/4tOX+2mwzZeFOcgKbgUgCGsISD8MpRsPVZ6X3tIyHZhm5TDA4HfHGiHElKy5RO41ahpos2JCDnDpuj42a8fA5Cj7qbH6FJNHIrfnzqOoVJiZClGEVoznfiQHxEOcS1zmZtoNm5qG/cq2EzS/Agbeq8Y36fa35NrxsjkszOX2wPpCOUDmNiaDv+kT9XqAbJEJzZRgb1H2GyvGa/an7P5wJTKV2Qz+ZVal3qBWxRLxeqFYXNcH9X5iare2Ao2r3+pgnUtYyF0UB6FGFZvosby9nnshpNo4uYSRcX5yN8e5uTBaGnKWhGuuVmXNZmkACcuTNCGP0jf7AbS8E/xCV+IrtGFv34Cpgtkjj+hEm6C7oFPW3qKf2ojOr4HO0VfYuXoHH6WdAQEfVzqinqQF5us0pnel3PL3mU0N7fOloEeOvnILgztsp50pTlh6MAYfTXDYu2sX3O/vpH8D1obYeidHkXg+tpCIk2ib4JUMJ1eMj6GsqRx3jVp054PGxK/xhBnPDpe81u0pb+ec72cNpFKp1GmdrfY0Evay6WlhaK1WhzO7ZBTnARknUaVYPBmU7K0Ql/ySFeL/1nGFyXzuStRLT25+PIIpqw5nP6fu+2vy/nOEuw3bOk9I3ezMv3sf/9//6//vO1D27Q6GruLtDilDGuQbVxaAccyA91EtQLPyOF2Dsr4fmPOPp2FIHTN1DN3pGChJPh+t74FYQTqciPvKPDmjU/nfFC4OOn6z2VkHxvVs50Ov38ldjlb/N7M9ySpa1Cv+aR7zL4An/ed9vvj9GZgrBJpkAiZY0vAnic4OhVBew4W4tU011oJCJHGVUc0NmPMdk9Y6+094XPQvz7uwfsHYZ7w5wnEfK2g6uWrZqHx9jBZaQyWBm3nHua+94POeZ18+V6dXV1iU5KJyb9PmEuWtreYk6L8mTWrclRzGE71ewMJlbaenRqrLr3+CH30rMwDE37BEViwvKAeZS0U4R3WE2lsDfPQ8oHIOb42W+qOZNw5/+9e/0Ia8Auc/qzc2xZBCl7+wdVa2ay2qR822kH867+NttbnCY4ov4UE3P/Nv4hG6Z9Fx9aK7znvOwZlyHQFkQaIwNpy5/wnALLjgsKmbIYAW/utd7mqNeN7V1W/zMqJ8P9PecJJ6rtjS2UH6743dphv7aMBgZI+75c36yWVzQ9jjIXzV5n93BD67EynA4h2ftLZgeopZ0JPOmwGLEmYLLzAwIHIGkbdyjn2ocgEnBl/WW0I5Tr6Mkte7ZtqBiGd3/SMJFJYae1Hq7mzwieD6AVhuI5QGiuun/vXjWD+b2FUjg97XkSpCON0wvSwyTnSRx44BAV22J1/CTX2X53/1718a2POFkQXFJGTNmQJ6w/YPRMg6MO9AZwlM6iOq0lCnpGw0hE30cRiDHNEXUXVurMz3/kGt8JBW7ajDiu8wCRdb2wntiWlI0X9RR/9tNoa+o4FThC+PDP3nVM3FPqtE+7bLNCe3JqtNrceAHs41gpvOVxFhrc5gpnaJ46P3v6pPro9mq1tbkDPo6rlaUpLBPQBnQ8xUmFu3sH1YOHj6vFhcUy4q/bbop+4hkZpvEn3rWU2A7b+7vQ8G61y1HLm9DdptuzoP9D+ucmtL1Dv9uC5m2j7e0dqqvwtK061fwc0wOEv3i+GeHrL19U25vQJe0hX1xeHq929uURI9XMHPwSBf/Zkxcx4p1jn/csFgGWn/GDPqD/Gb6riE6ihEknBw6gQPQRz8831rl58aDaot89Ya3ELH1qc2szBO4M6y0OUer2dvejX/pNnuQ0hr64nm5hPQjtgLIk2iRenn23yUdREoJHUHd5RIs0RxDOHn3S/jgNTxuHB4YyRn93ER7UU52q6NRtbVlNJYxs4/2MwmPgAOflTKZ/nV8QosSYHZb0vAz8Ff4PNdZxm37KmPRTuKYvuLapzrrofDe+cTLemeeI1fsjyouCBq8Rb77Xvs/lXJICn7CNR+Re+jNPqcWeCWy82MZq/+lqRRnmW0L0BTb6CEH9vrGywiVF+WsaCUBn5d+ta+afz5f1EzKVEhlOIYsIrXFgnXWZY3kDL0EgFR0MRsNHFR2dQsORdoefXE7G1nTiq2NPqPFzwD7ccRauad5S2O/vt2OVqXhTK5dJOz9vujE6sILS/KUzF0XBs0JROJYJJ84tUEYrl1Uw5Mpny8WZr8qFIzwZlma5ebapqGDsINC9qtRyl5YWq30ujNlU4POuifQQoS+cy6srjA7Hqt1tBQN0APYOUV4UJ0f4jkTFWh5QoQxwKxWsJP7JYBWk2ygBf/j662B4Ck/xcPPmzerGjRvVo6dPqyePHseI3JQqAzeuXQ/mN4myMbs4DTNrw4jbgYfSsSwWQUR72iJxmBJ+OPIvgsVGLbgoc/bARPtFR/ULeFTg6ZcxUUne33FFt7kE5fBgeVBSicyTznYzXW8xpGX5sxy+85tEWHjU7/7uXiwSg1fiSAO+nCuPMshcK1DcyofVZWd/r1pdXQ1aGA+BU/KNkR7tLk1arkLJnzB26OziuPRJvtVxLK3ApHC3FpZewuKFP8nQpDM/yprET0Tku4zJBWaRqWlNKA2oTUAgfrM840mnbkfbQzE5PpkJgaRCKR2+WN8I+pd+p2ZawQT/6f/7urp988Og/SfPdsISNjur4oeypzUMuoy6RmdVuCjEoS/87D8dzlP2kBuVn+cIx3v3H5B+pzoG90sry5UHF7ke4V/++Z9jTcwSCsLVldXqxvXrQV+bwGXfm5mewCS9FW0lzpxz/v7+vWqRPmW/fvbS/nAc8Z682A3r2+4RB3yBCvvdyUkZIABw4FyN7pC2bNNgIygozmOfkO9TlOJ//ebb6t6D+9HOV+lv9lctebGyHm3evnJAf/QQIdtHvqCUVSm279uUTfq1SZKf+RwtTXsqnFUw3GILKoPOxJsKehv6m5iQGooLWuZVepJ2h8mfTPNj+MI1zF30fVjaN/mW+AkfEKNfNjLsHgleh521pzYi/miPauw4EZaNHc8KE1wQWTyd/TMc/Wfj/hhvIjqZ06DyrJOMSL8wRPkVAtDRKiPn/rkqGaMLbvQjPvn7nFpr5EeBHSRdh1FMmy1Kx6DygA6+xcjFxVKuZraTnx4iwNHsj2EIexz9JYM42uDSEhjBON+FYZaR3cn0TIwUFVIgPjr0GCPxMZkq7SRTVXfXOnAEM9hFmH/zzTex79R71+3EMja3rahELLKVSuYno5OZWU+ZiNvztrivfXcXMYvgtE6OVt2T34aJx1w3SJT5eyCMwsyRbBFxBYfW/wTm3oJBjjPqvnZjMRjhn//8Z1Z2T1ZzC/MwtD9HnA9ufCCBVctzmAOxPgnbnQcPqpXDK7GbQLMoqIk42XaBX+CKdiVwBKEXjgBpT+Gic6TiP/PXi2CfZXf4Y/xK3EKxTlHYnqMIR+suUzNRqZs5Ftctl4/Gb37vlm1hpHcKwfYW7zcIsj5adcYQQB1G57anDMG+JI7N78mTJ5WnOE7RrpwxyD/hNT/gw5dWA07qPULiUdplHKCit/Icyp5A1bAlTBJNSReY8HOtnEXWZF/CyT7qb8nCqqJwCq3VIARCLEsrkvcQqGBJz2boLNEpSt8hStnYOJYh3ttMg8zPLVUPaFeVq0loYnRqjvbfrEYZbY9Oz1VP1jEDQ3sqgZvfbYagU7FRoROs7GsBv/gDX0WIolAAmD+FumsOptmNovD79u73AVf7cD9WjK+gxK5+8nHkHdNgwKIC+3R7A+uJSu0JAv1FCL1RLAjjrAbfRDG4CtInqd8Gyq+4ULjff/gwLHdaAlTYUDOi74EKBgD0T2DBOFeNYSlBPNKXJ6sR8nTVjPR7AB/47W9/G31vFguAMM4wPXf3u++qJaZZriyvoEw8iP5nfOvtTxf9q1+ax5ezfxw1qhQ4qucPyjw3PNJn7e8PHz9C8WLBJTym5FryNe/3yTXhaT4njM2w5nN+f5/8dy7QL0TAOW2bhPVTI2s4/ACflAqgwav66mP6qAsdRRNomEvorI5QFFwKs2W23igMfdakN8ZP53fDax5YOhwMeJy8NLyHIOTI11F+bUYbMgE7/R4j5BkEmmk1uckwWsyV2vl2MLndv38/8lfA3riJCADGECyECu8xDPQEoSDTpn8Gw5O5BcOgjDCxkTZM+AhIGaFC0o7sfKwCRUFumCv4DV9eRuAyqlKgG1+nUP/2mzvxfOXKShH6mOcU5HHkMAxlnzwCNjg7LD1wICz+NOtvs5Dr+vUPqmtr81gCjqt1zKnTmKDFYJvpiD0sBOOY/TQ7L1+bLxYl4Nn89m41v+yohLaoGYztVIMWuHKU16TDaBXa2/aw/fwfgo2HEq80fpCEIxceHLnIoLUQiH/rYD5aC2KEEmVHboGH/FNyCvmVQV2/BtfioSkFEWZ3FKlHCGnroqXEMbXhmj2thyMnaSusMuBSgf7Rh7cCLhUmW4RoMRJUyApvwMmfNKNb1zhtDvoIuua9QyWCPhXy0KbKgLiQNnXZ1vFS//G7P6dRMIYUmKnNKZpit95KLZx1CPhMU3cEv4yTboxpQo8+7TCdcspvBIVgc2c/FMzZWaZQaNvDdicWah0ysl7fwvRMveOyHuAbgdacikrnyPgAReEYhfe4XY5k1sohnRtXBeKAOWlhdwQ+gQC9e/du9fHtj6sP1hare/cw45OflpLn4OMmiuQ4UwHT0BuJohj7tALexWMqYU4ZCafbC6UThff9Rw+j39h/Vq+vBV6dKjkBufso5K6vkXbE1tbmfuQ7yRRSm36PzAYxTFUgRLVUCbMK0RGWs7UrV6vl+YnqLnh/8hBaWWNbI7k4ok9lxsyCD9GHdWk5jJe+P6WFPe+A9T5Ms42iZBxh8Ziam4k7Pezr/k5QfiaYJpH6i0JHC9KWr1J9XwFv4TX79mWyasbN5/RNP/i5tOtl8n8XcZowmX+Pmt9FaZfIMzu+UYMRgJ8w82XPrv00PQRzv0S+P1aUQXAJcjazAjxdIl/f0bkdVmYlM7ZDKQh1mj1djOb8lDzM+OJGl754c/SgAMdgFvOJfrPD79CrV2ASI9z7XZ2gNXt4CiN058UPdrerF1sbIWQ/R5jnZToyLfeyH2NalOE4Jy/z0dzuCMbvUyfMh8HEnNcLYQ5Dcu7fZ5mGzKMD8/JyGPdAy9zdB6+p18XAO1sHMap3lHxlZSHSyOish8zRUbX5nDKiPyT9AYxRhUBJwzg+zK0qB5oVZYBkWx3vdZj/nGfkVcGsnzFiZ54RZs7AqPqQ+eFNFufAy6vv7t6LMuYZqbVmEHYoOxMwGs2q4i2EH6WIZt+jjcB3MrRkXtEItbDxORgh+WfbxnfDzZO8FOBSgL6OlowncZMO0ZKPPb8uI3c5yAgDJmhB5yjUx7KwaCSUoTGUKBlorE6nfBfGKc8tU8uHeHathCubbWPnXUNpQQEIs7p1J03UnzKkB7/HVAzwOB3k/nXDhMU5ZefEpb8REhYrgC1lmUSD3iZquHmNfDWZazGIaqgMEPGE/NrEdU1EL17B2cQE+GJXgs6vmp4Fy4VY7r13muaEgq0rs08xdzsBfU23WNuxpTI3W+0j1BfJ58at69Uf/+3boKl/+Id/wPyM8N3ZiDYUNyGAoOFD5siPEIiG2b7LjMhjXRHv01iEFJibrMf4jpHuCaP91flFYKR+APHRrdvVixcvqj99/adqlzhffPEFSu5s9DfXjOwyTRCKHWWDkLCSqYj70wKxwL704/v3WJeyXX355ZexNsU+J/2okJ2cFAuX/WuUd1ZL0P/gFfQJKQ1Uxtob9+cL++PHT6sXz55UG6yvWf6Pv62O7D9YsHaY46dFo41U1JJ+o/1tvHOc/CidjyNM9zkdYVlO5xScuQ6LE/wI8wrnk/kFaE3bXuknRZCX+FCUoZnlT+Zn/QWg+ZwANcOaz/n9ffFLT3mH0Mgchrmco+yP132Pnj8sh3f7bXjjXUyIobDYWcFDdgbzVHjvQeyGK6R8tzNMKKVwjqxGeTauAj6xGPnwbvgxjMpOI2NwsZqCTsbs/HYoRTy72GXMPInjaNeFaTIWw1xVr9C23Kyn+WkC7cBEHAWPtngnbw+68d36uHBG3/nth5gFZR6a3M1PQaFTyJtXwKliAKqE3fKiox+cxChemFVsZACOWFQKlITGdTSpwmFZp0724wx3BOp0RPt0olqYR1MAOXfvv6jWX7xktH69WllkYQ4MtkXeV5w7hHntHjC3TzkzjNYVRColvrdYQOYopYvf4DoKdpSIGo4QM+KcshkK1koWaYxrHAHjuUnLwml44tW2d74rFDzjRhraNhL60nNBJyIMl5CZTzev+lvtgZ/CQD3M4+XmRihZjpZd4W/6JhwukrPemkRjB8OBSmRRFiwxyomCo1ZRv5CkhpGnCwVl3I6snYVAX0SwKMShRcILzhTmJc+gf5IGPkzHT7ijHPKY0MxOhTWpF0ZvQaXeQqAyFopChJJOoQ9deTTyDII7lliR4Rgj9HYs/mMOmUSWYVrreuXaGvPdRXFrQU+bCEsXrrVYQGq/8yddCpv0OAFtzIJLL0ZRyEvnRxubMeW07CpuSG5/e5xFlpvVZx99XM2yMG+d+e5DFNBbN9ZQNhgFf3sn+oJ9q91m4Sr5SveO+Kehc8Nt+4KPwg8U9uLlBFiER9N+WPVoYFvR9PIK/ZDc9INp8Oecv+3tAjFkdXyXt2gl+/zzzzGxfx/Khe2jkuzC0ImFUfrJUigfccGMfYyyhcf8VQqlj1PnN85xrgNSoEsXHYmW/0Hn4N1+IT8Qf6F82I4ER7urFNraKpLn5P22gi3vdVwzfsDal77/u/j6KV1/+e9coF9UWYknUa4vekRajAp8rxEWzJN3O/f76IQrYRS+YMr4MjRXSqZLIpGJOPpUcx1nIsytasZz/tdO4ApWV2mbp0yyIInOVmu0MnGZwpgjZgUveFKAudLZZ9EkYzDOAeXsMk8eZnCenS/XefjDCqY/V7bb6XQKbU3qKhbCqklaU3kIc96dL7NOyQTzAgbbERkOAy3nPyswdAp29ztTpRDYMjbrrbnd8A1GMc79zi/MBtOTkYm72TmZxZK8ojbLlikG4Yw6oTicnnIjGFMJe5jdj5gLXWAR1BL7+F2oucNKfm9a26Z88bnAASSLC3MoKzBjmLujM4W5dSk/qU+Wg3gHfzH6pE5+0xnWm/+1PXgn3JGhmKujGVUCjtFsPJJn0HDQNGXBxMRrjPzNoHZJLyoM2SEMU4ASHSIgWCLjGVC6TtqII1ppJ5n9UxYCajWhGggFy3LEJn0YUASd+4RtH7+p+PG31IW/Kkv2veiXDveAp+1okFhhnibIYEGQLNHtYuQonkzjBz2yCXgV/jrTRzmmJwPbOX7jTClZR+BXYbLO7myIW7qA37Gp0xPWQRdrAGpkKdRjfpbCphilOr+twN3Z3iT8CiNRVr5jkRrprEJn60Fnq0z9HHAQzx9//7tq/KtfRftaZwltemI6LEoS3Oy0c9+n1QoC00VsjsiNMzY6Ve0Ai7SrBWMJ65rwLc/PVlsc4/r7//aHKEfLicpkC8VgjykvdwNMYaaaI94+t1juYgWYmmsxesdKpJICTvZYk2JfOMbCpRXlzr99U/3m138biwJjMSP4aTkfXd+sKGaN6zTAEZaCk1PM27SDfXWDvF6+eB7WMpWaa9e1pNGnaTD7rortS0bt0qajf/lM8i/DpE+qjvWlOD4nWdYhxdPiM9rBQkcuWlqkgdhayec5+uILlIoOUzzRB8wDGo4FoyaX1t8jZ79M13weFDboe8b7Kf13LtCzIQdVUv4kQwpiAZmJJP3c3yxx/qW4qI/A9uiiVyfq6eIi47i6NxaA2bFYrOKoKcZJdCQFqIxOoaUfc+g1oTVxWXAEE4UZxNwmncktgsF0CVNIa7YO0zgLYRZm5xB6B7Hy1jAXwrlox1GOZaTm715VBZTlOzpw1bxlxQhDxYEO62+Eazhb5PvrX30Vq41l6Bsbe3GohHnFojzq4yhDE+SuIwOEuZq/6RUoH374YfXVV5ws9fhxdXVttTAARtnmBWpidCUM0sCkzBR/BNOp/Nw4HWBlvVO1c7RfLbMNb2J6MVYHSzHzDKMOODRGHM5i8rx5/QpzmjPVg3sbAaNMeJUtTk+fvoy6mh+5Utci0Es9Hf3QnJQn84kRurFsX8IMPwLX4id/fIF5yd5ob+pffrQTaRTmKdAjCwSXiw6TkZo2XS2zSF9C9EAb5ZSfoRlmWyGZA68KGiCKdPomCLwJK8JXZu4q57mVpdh2KA1EnuSnID8GGAVcWYEuc3ahYmHrnWMYPaPPNI2PMzJ314I4Fn9p6ld8hzWCsP7+a1nmqSXnCIHtnLdTQ06hoJlG/3Ar5wmCSoCXMJnHnmkWe+mEjwyijqcI3nHowlXWE4SzA7OaQ4B6UlmL/NxJ8cntW9Xm+kvm1ddYZ7FCDqPVp584FbMJbS7x7UV1eJD0H2hkRM7i0T1/KIkIbHFmn3FqTDP/HsJziQWfrn1ZXZ4hj31otxVz5q3WevUhc9dawGKOnH4v/Vtf582nmO4Z3xpnkdwWdLlQTRyx0wLltkW+08xxL83NV7/84hdhqpamZp0+AOduXz0FrpN6XznSk/+shofu3TIXi+ZoB61z9rNZ5vjtYypyYm4FReeQvrxFnayXq/7NfxvlRhqV3nWG2ZZeK9xxMexFjvy97U9rQ9Ab7RHpSWf9g4/Y6LUzf7VNe5v97X10BcbzIbvo+/kp3/6Xpkww97H/xD507y5HRabxWUkpk0HztVFkJrAgohXER5PBaVRorZRt47ysLpg8CbKyhSHC1pIjRayzfwrTIh+CM13EMI3cSl+BX78aZvB5LstK/7x4BfaeApHxMp1+/s7AlRG7eSztcwAAIABJREFUPpAjGaIGNQcO+EwvS8dXcMvUDhGw3llunex0+jto41cxVce2MOppXcWmW78ePXlcvWRUscEiNvGjOVVznRq45mYFts8eKqOgVpBP0fFlfqtLy2XET0I1bYUJ3S5WtcoIfNbc5jawfTq3e+Ud5cu03Ceq6dJ6uJ9ZBjjD6lxHp3bOSUcI5HkMg5kCphW2Ps3OcA8y5VprBbBpZ5ifngI2gZ+HSRl+yEhBonHPb4sRwjwj5knMm75PY2loU6cD6mLaUUx50+Tv4p5YTwB8oljrg/h09bv5H7sCmDzCFOpK/mOv0+RecOY6Z9kT66hkxpERzyeYPt2zax1XWLznXvgdRjLu3SbbKM8zqa2fyoJt70KpolixKAoBc8DPkciTJ0+r54x0Hz7DRzhMYQGYYmHQg4ePUCzY40+GU7MTjMba1JO6AfwLzOGjCJrHz5/B2DkTgMVDsd0RHFmmVpFRTAihMIB3+5B1Xt9goR91oMrs7We0HEzTUSuIhmA8r8A90G7jkrFeYYSOSCdPBDB04eFBmkTH0X5o/uoBq4+dylBAeZa9C5ZcHX3n3r3qd3/8I/AjFJ8+i8VSq2sL1X/95z9E/iurV0LZc/TswkVXWStaPY/AbVKLCDiZ+lTL1eFV9RxBFjQAmNKqCkOLka/WD9c7/O73f6jusUhtnRHs4+cvqllWiD8kn3/5w+/A+Un1xz/9iTTlSNG5eXZgoETusG98cna6WmfV+BQ0ozXplHnlE0a9rsuYQ8C1Y1EbuywYDT+jfeYRtgsINw9tUmF1NfnSAsKGthGmmH5C+Njm4tOzCPbYZy5+pGUV1NnWLPSCCYq20ipjX5lDaTxB75iF1gA32mtxiQVgjPStr+2nchTpKV9B63y/4dJcCDvaZh5l2x0E9t8V1oMIJ4tjOF9gNniDo/AZTpSbc7oIiDwfItemQI1Ba9Kq7W3fCJ4l3oAxLHbCQTlhscNfpO+7C8BdEMe0nUpd1BNa0eqgFSzzUvH32ekv+4L0GG0Z7TwJf9qi3a0L5nzwSdSonxaTffqyFgcVC9dr2HflNVA27VDkjDLFhZaXkRc0RTjhyZ+KbPe5/t7k2earyzDfje+7v3w3TNf0M16GZ1zfm+l9DiWmboNMZ3g6wzJvw/K96WfcM+lqePNbNBQvGad/TdmFI/QCRKksUAhK369b1MCHLHjQR6trh02XFW5Wclj6TPe++hK/o1+ohooigOUGDWeHtq7GkcHb/i9erLNa9l6MCq6yregpDM+5qIwr4egCR3SKDqOFFh23xYlhMhm3p3TQ6mUAORq2C8lM3KLEyrDo9FMw8P1jNGXCVTAU6DoZsR2Xhol3RxadDkKBD9EW5JFt4mBJZSLbywTCqpOxSC6ObtIZTxjtGOZrHJBThADMRXhlLio2dv4TGIuLpYqr613DJQyqPxP4buE5YYWvTIekKDAwL0aObnW7ssKCJeAUtypOHhHqViHLdlGR+4AVQuWABpWW0jnp8lEvlYpjFIGyPQiBS557KBHP2Ve8jrL16S+/ZK/v3eqUhUdX+bevUEAJEbpNTs9SgDzfcq8z+30BpI0AZWAb2wkVijLZUcpMZhEME1xbbfHVmi1rHfbIy5HV1bUlrB3s7UeJ+OAG+8gpzi7ZTU9FpZEOOJY5O8XgXKf1P8bkbnv4XVy7jcqFXB7QgviJnRE3P7oVCy2/+f5ONcfodZ6tTVMIRndJHFKrCSxICsA9Dus55FCSCejB+dtppjtmoGHni5122QI/mv9vMDK2LkkzTo9YD+lp9eqVaoIdCV/fuVMtX8VCwyhyE1jQ1mKR12//53+opmmnWYTPLnCPM2Fv29kWh9BoS0HEgqwrKBI64RFna7apOEDxdU57BEE1wqq1E6eOwEMHi0MbwToCNyxz/sUq5uIuwIf0y61h4kgcCitaAyvrXQBGn0GZ1QQ+yhqODnCdAGNYKcDP9EgR5sKjNc7DnbQ+mI/0aXvZB8ShbT81Rr9FGZYHKLgPORRJJZ1OSJtgwYOWDql/0ILhuFAWbHRpmvY7aR4GwneCu85dAG5rtP3HKFdBrkXPPn9wwFn4KNsn4FL6aTrbSxy6a0XnegTx4E8aUtB/f+9utbK8ivK3EdY0BXcLharEKcqF+YaqL6wCUTvrozAu/bgXnt/fF184A1YAEtasQ4b92HBm+eeVe6FALw1dN3bQkBzCd15gArTeeXlfKlyikQuXBjbH8pyI1PTTdDK8ppNZ/9TOjltjiE5YXL77JoErwLzeMghYYsYpSDSJwdfjJyo8XW2Dk6OMd4V4Pi/BVJVjbifzIYQR6ToKAhCguU08HsE8OoxyfbZMRwbiUaZzZCfed761mA87R+VwkZUryzH6Mt4EQj5G8wpa8lX4tSbZWkPZ4/X5537SeVqX9d6Fscepc8QxHjwjHPwCJlEUGlcq+26dpjh03nrK+Mv0QsGdi4fddjR+ypw+eJnk2Tlg50jNN90ZgobJjpKxo3sZqqZSR1EKGJmno3gtECHsRCA/Me/RpgJxwDwmy/YJKe1hGeJOHJmfOBHXtt1xZw4eqwDwUhTSgH/N7U8ZWT5AcN2CIV+BSW/TBi8RtsJkuu/vlFXVS1gj3JffxoJwxLDOUbDMWOautcUDOI5R+nTWcRSpNQ7etrZKez5hxHznzp3q7//+72PrlYvflhnRzjmqok2ijsArs1dRkKA8oWzHU/KoXxzKw3fzjvxpnGhv23MEwc77LPO54zDkJ1gQGItVn/7i81A+xrEsaQF4CS26aPERJm33ezsP+9XffBECwnUKWsnzaFqne/xF+eTt3C+6I3WFVjkM5vpaq/rw9kR1QLN8c+8BN3UtBj3tIJQ14wvDDFaVa9C+loVjTM0x2sWuHovdUOBcEzENbC4eDSGCCVor1izKhW0XI0rqCzZYR8H2LZpZgRZxEWKTYSWaZD4bQUSTnhxDvERGZ6lGUEwVsi6ME19QQuDYVf4jI0X5DmUAYS2dRwcF91qHnEYZh0cSNb7FKnQiedyu+HFBplal4yOUWRa2SgNzLD7dPS71gHzDzK51RQ0j9v9TLwVx9G1o+5T8jqjDGB2nnJEAN+mRsQDxk7Lx6dSeQOk05gwKlPHa9oU6vsqGdK5SL96ocC3w2b4HHdm24kIFR5waV//77+6iWPWUxI8ZTMwRxwW6Wn48W0KeJ37MN2kP6pbzFbiJ9z47+1XCLZw+pyuyMd/end8s01L635slXyjQS+KshMZlnruVKgyymWH/87DCzTUQBg0FIfUlHpa2L+pP8nq2Aw0GwYMWZCAuTFEAqpmbTpOsdbaT2El36XA6R7hr16+FqUpzVSzYoVPYiYyvWVA/8EU7mN5nt4p5IpsKjgJNX0bsnlVHCC4g0vzvAhwFFjGCcd5hAZGMQRcjEsKF1+8qBP6EXS1bGPxmu1imnd1T3WYYvSkAzTdH6LHdjDxtXxmWws10aW0wT6cJckQs85YZa5YPMyh1lrEbv9BBYVBnaAKmhBSPBXXCJSNxi4+KkvBYruVEvUguzJr+HLG4CFHh61yjI8IZBOzkeCvwYFrhN0/T7oPbA6SIx7VOax7FmjAF8/J0MnEsc5rGJLu0NF09Npw9wbOY08dYqOcWqji4B1PqtWvXWLzEAkV2Gqg4Wcb0KDCidOwiyCxXZ5kttt5Zd/En3n12VO78twxW5cDjTlkXGC4tDOJHetJR3eoF0zauddCsOwmsPTpC8FOnA8zdOnEu3exj0i6H/rBoCyY+PY3CiWRyCmQFa8fBwUxsAXQK5rMvPmfKaA1hsRPtK5N3H7Jt7byxizC/m/ouzPuLbF1yTjXmw6mTFhjBfPzoGQvLFqrVBczAwLu0sFz95m//jlHrSPWIHRRP7z+s/qe/+++qpTiUpdStfUj7Qte270OObXWPtXmNqajhyoFMtBHtozVFfCJ3wp8CBvFum7rafIu1HW2mUVx0N4EA0pStSV7rjnhzWkycdgU67SWuFI65q2EcRdg2sf3EmX3bvuBAJfgbvrQUfUAeQHtGuAo66xKcjhIH0f7kq4B1NXrAQh3N2zpIa+YbAwjixAmHEFK8Uz/vJtC5tiCdwj76H+cxSBetFsfeAsvBAXvmqfMo+TnlogXPn7BZhrf3Ca9TRPYh6c32k4dIi47GAbT69s4d3udYH8BuGuJKc4GvoBnpBlwaiDNcuimvhieU76/fhL3Xr3qDTqo01DXTNyOKC11+b35rPme89PNbvveXf6FAzwzelR+E3WhYq6nSoDbadBKtTkb4V+Xo1BPOwcFA7NB2lNtTt9k/+phjLFmN7EIaOpKdWSHtDHUSgb4rhKND2ymZx3WPaRyTCf6iM8oYEDIy0jD5kd744nccIToP80pCbXY+n+3cOhULmYvMSrOgxOR8r9vfHCmopJiHPxUA07r31Hj+hFOGlt/Ns4OAMf9pLAAyEJmocLv/XfimyDP3vxtfjb/4PQJQMdrmzPYR5twnZRy1QDR8nHLNf27xailbywUjRoW5IxHGxtUMIy3XjTh/7R5r4fSf8MtA9afcq873CRhrkqTWhT0E387OXvXxL35B2u84j3un2lhnegIFR1xZlsd9OhfrXO0cQt6LULYQeraFFogj8hdGR/zT00VYyYotVzxqwVDJaTOKc2rAME/2kkY+/OgD8CleAi3dP0ET1F8cJF1YhuE628N2UIhYobXl+ajXDqZezdhzMOurSyvVv4GHR/eYa+d6zVivwY7nI0y0h15mQ/1nWKx2dXWN88ZZw8Gd2rad9DZd10nhoCBxfc4sdOmo94i1GVoFsOAzAkTZeMlK7n/9tvr4iy8Q2KxpII4LwLROrGIt+Pq//a46wrSrEup6gQ6rzjUPuxZFM7XHsK6tXYv6RN34Iy3FyBVTs+tOWgiuxIl4VfkaZY57HEVQvFy9cZP2YSYa5VGBrmIUd4TXPMjz03WudSAj0hSzt9YyF+/Zbz2/PBRK8rCPWE4KXuloH6XCd58tU/zrfJ4Fj56VoPJgCwV/o132PF0R2tOZt21ve6q0KjjFbQh0vnkEsrwhBXkKdjo5Z87vhcD14JnIC7yr5Ey2yBNcLGI5sa+ZH56GJ8qrqoWjxRDo7mpRkHtGRNQFZciRt0r8ypXV6pv/+s/stV+slliAOEHdVZySflUEpDcJTH7zV8e7A6OX+xM0WHfWwMnlkp2JZTr/DXMXCvRSeGZSZ1gDBgkFEQ4rIBnJoDjymOhk+FnJ9I3v87D0g/J838LsKI4YY4Sg9k6dHHXr+3O05upXL2TZhFnZee3odg47sXu8c6QWuKBjBEMgrR1MJuNvAqE9zTYRF5AdMEpyFOIoyJW0pgttm3xnYFCW4bsra8kt4Eh8N/FnOuPKjJzbdj750M5JuNtxRh2N8d06CKvMzHx9lglYP9PmKDkZgjiJ/eWkxcKLYCvKitq/5UkTxvXns4zMi1PSma9OQXuFletupdY66Yp3eBXMCsHAYA1dJtDTOcSaQB4xgrAshM8CzJLBM0oOgySYnDP5VAt67lkmgvlK4cDgwkCsvtGdjlgAhIWcduAiGRbHKaBlvu6lbjMS8hAPTxvzkpmXmMpPmLM9YDX3LkLfkZcC0rlcLRSxep+2c7WyzSmrFx6rSHPFYivnnMWnOHP0XEZLEzB9Rk6YkIVDvMHao23EmT+d5wPI7D2QxYVmjl6lH9vQONsbzPHCoA9h/I9fPOO8b+bTSXrKear7KCNtTOwyYoXew/uPuABokz3YZUT+53/9t2rsy0/jEBRHkRY5zZ7sU+rTbq8GLdiG1mULxUvrggJbmKSLx4+eVLMoMx8gDJiaRiHDaoFwe+xpbteuxr7uLz/9LBaDaYlwlbctMI1S0ELox5kFTJnMz7PAjTLcXiYNzaNMjlDuLsrh0vIcZn8W8VHnI765xc/FbivISsgXJcWFXIyo+dYCFkerrnNwbYDKa9JgECGla6UJ1EJ7R7SrI9kJ1g6Ms2jRxZbSvkJR5cYRuusIdOJaurUs+4m0FWHgTHznCXDShAvZ7Kez81Oxc8R8nAJRmIvnqTEsHcA3CtIsrzgQENQDhmJOHQUb0l1ZXUbxPIipGE/NUwkdp55LKIhujR1FYOvst65vkDcJV9nOiGB3Wyu0NdVSaZfO4Gf41iVH7atYaVZXr4IrBiYQr5Ye8/BZugkFkvjSQTj7Ms/d9zr4ffSsZ/KbbEPhzDA5xjBne+t68UvsfM/vJfTVvxmv+SXD9PtxCNUNd1YCciyRgE0NF4rhXUDxaew3cRIQ9BEmXfPJCpq7zwm833QSabr3WeOzTjoxZedViOVcn4xVV+qn0JTSrSsdF0mhSc+5vhW2scjEHfF5WIYjNk1owbx5H3XBCybmGJHTTjIR5zo1s9rxVQYUGJvsN9cEal4fIoh1MjAXyYXmTNpCHCgb9jRceQcW2te8nC8NUoivwl7iWAf3s9u5zd9naUYBJJx2ZgWS32WOCn/zXobR7nFcLWvF6PQwEaROW4aFADEeGkOM/C1HHFLZSOdj0kQbXDxmy9Cdu/cIxJzOaEOT8eq1K+xJn6/uP7hHWkQ1OGmBz2UY+QSrkrxFa5Zz65cxnzIgDeexo2WrJC0HA3UkP8mQkQFezXyJVpM6g884B32WUYqH/nz2yefVJx9fgxFX1cvHXMDBaMujOqeu36hu83Pe/AZMzwN79mnrEdq4zRaiI8zsnXGnMMp0xukpTJNiHJErmMTt4kKxfmxjVvbu8xXi3r59G+UKMDv8ASbhTlybJvBnm4K76WnqpTBkdKvzu+2jr6D3edIdBeyMkKkfMOc+z2llU79uVb/45ZfAxjpKcGj7t5hWWJxZqG7d/DDK9VjTedpcxn2I8JN00CMLfWp5QuhOoggq21ooPPPzWC9oM607/tauXGPR23zFPSmxbVNWcmPlSigfzoP/x//hf6yus+3Ruz3anAjoWpEj+s4JddHGoiLlYSo7+2Wh4jb4HAf32LMcnMYZ79989ww6eAC9l3lhafmTzz6N9ntw/y7bGDkCmJvHaHJunvswdp14G9o8wvQEweuitnTSsnRqe2mBsd72tUm2R0r7MT0GbWlMst+IWxe4etiR36V987BfKtRVBtZRdGwvF8JtMP0l3XmpzDgmiT0sIZ6gaFvZx4+xhKiUhBJI058y585KRSk8QGzyxoR5i8uffv/7P8ZI3f0t3oJ29doN6n+92nj2ovqbj26GcpTnLqjwya+0ulnuEXW0Ht7rLuw66yE9+v7l3/yq8rbOsGCB47D8EMdvKm3iyF9JC5JrJ20S/b13wh19BVw0nTzIb80zRprf3/Zz8rzMt/89w8e7QtHeHa40mo8SiKZIhU1xqtH5jhmPJL3YdZQ+T2Sc5/wk4TtiEkDjJrOxSN9dCXoZZz0kkmFu0PdutYclPOdbpEW5UeCMqGYPcN44pLlcQekZ7LVMiDR2XueeNCfDS8MsGYt2WG1rp3JuzoMYjllEJR7GMQ+DJToyK2tDk3aRjxqzSlHZ2+5NZzusFDb9DKuGdzGXv9hcr+5zRaq3a12n84VyQSdVuT9iVVLi3Tbwn+8+u+juAGHk8ZqHtBM8mnfbg7qOcy480m6aLUQu9pkH9zJ4TXSm1ezpdap25i3mWFtYD1Q4ZATOvYmHffIdQagqFL0qNRbuWQiNSfVgbgqHul35rjVB59+ENeY5Mcs6D+oKW+dGF4+XggFa7ij4c6+yo7ZFbsWCgjGNbxAPJeWQsimvg8Sz9WSsLmoSnx7q4570CYb9Xi0sHEeYm09ps5nZser6lUUUNObfyXAfgSJjXd/ipC/qvIpVRJM6g7gQfAqRSUZvYTWBToU57hyfQkihYInSMidLvUii4ubIC32NA4E4g3zjZczD2zeuIPAWMXPvE64QioNbwJ/0EMoZbacAHgNfDtSO9smROkqrjpxs+zLvj5CkjVzD6BkBChy3UE6j6Kxcna8ePmJbmG2K4NjjUBWPcL3N4SQVVZZWVUo9yMV+5wU07hhwFbkjMoX1Cge4eGiRNDBGG7sY8gph0lTM1wPnHCNrDwMKPJHPIav3V5bYP76EsHnJ6JqFcu6c3N5AyYPu5zXvb3ItLxYCF5Np9p9EG3jwdDcsF2HF4AIeSYjsaHM0LAT+KFaSMZDsgkHpRhy4pkTl05vS5hDop3xvseJbvJ9A1+yCY7qE0bftAIDSnNYb+wZe8Bq3L3pXgufET8EHpGOVMQ9Ske7dMur1rLMol4vgwitcPcEttgtCT46WXRfheQyLi1xtinVCC4LmJkfTW5xEl9vO5BFbaEuux+iAXy0CKhUqSIWHlb4LmFFHgQQc6jodsLiuwwEClMBFRjdp54nqGWfGq+iPoGAsUHctWHIYnX1AXFlX6+w21aAxghToL1kfYV9zz/wMUypaBaMfB1GqPDklAQ8gD8crxXpkXuYvFGbt3/fbBQ4AURzkL3GT3163BmLghzjLE2OmL23+ai7jcZY1jadGOwKTDoIF4aHtkdpOEB/rtLHegs6tM1MXy9hAWbmSvhCVYTJJ/URCpAM5MicXWnnEaaQly4ingLfT4PS7CkeEvPrHPHQmoZjiLK8EnxHyGVbHCi9gaAbwHPDUYcLQfDfYsO5P7hFiopcu6pHlA5/CaYqO5TYsBcgkI5c9zpCWwUv0x5jujOM8Iwub6VSMoOjAo3QK66SpcXGRY1Ex59pxFFyjo2WxnXtSnQdWgLov2L3SLznq9Dd/9x+qDTqetyAt0JFlaicyedqLrNHy0fzx3dpjDcLRGTswIeEvpAMj431ukROvYJT3nm2GCVFG5CjxyZNHcWCFC8smGMFtbO9VH3CWtaOSpxwQ47zvM8pd5BpJL7dwVbgjpVFGbQ+fvIzTrLaYu/VgDJnmDIx2ZYGyoBmvx7RNGcgEDqLumLG1SMywRc+2bHNv9BxKxG1W6t/+5BP27b+svmXl7YccICIT2d18zgh8jtO2fkMLMV/vNCJ1nmLU6rWqqyuauRV/0nC6Mlr2DewjvAocrkh3b3s4RrysFSsdC+QVoY+gQPrMf3ILAUd/OtH6wZoAhLnzxtKZh/hoUl1cRBmi3goL809nW1Ot+GmHZUAGXk5ZKMZFOzBbha7z5+7XjzaiD7llyvabYp5h+84Wggs4ES4K4wOO1zXeLFvfdmP/OkoTNOA0zBFE4G11x3SwSUbPJAs8O/e9u3UUJ+4Z6Nam//7XvwoQRxQ2lgXGNHtLQEfQ5BKIXf7wVphwnTpScQ0lAj/OXgAGFqDX/CKy4E+pbJwQx5st4ApprwqzPsuaO0DNDkrU6ip3jTN9AumEoBhFQZj2JjXaZIPrd5eWZ6vf/+EP1a9//WsEIsolgly21ab+7pL45RefYyGYRHhtVF5MtEAdbb8R+wyr5j0/3T3fC/wCLISk/XGcU+GcBqDTUB0sVYw4XXE+QTtj0AlhNYLGMzLJPPheu7p39270Zxca2q9//dVXCGTuGaAOo6O7XOn7QfUN0xROXfzmV7+s7jBFIK6mmZeP61FjXohDn4D73t37AasjeWno+o1rHFxzvRqjPaRpp1tcSOrCPCnI418VuPLbCfq27e4cfxvlZGV5Lc6M1wKj8rDABS1PnqxX19k2uIuFYXV5AZzTltTPdDoPDzIvEUnrgQt4HnV315ELSK9jLfJ5FvqcpOxTlOJp8GcfP2QAMuUe/XUUAfIbgXZHaQenmo45M0BlioxJAxJV2kuR3bIThgDkoj81vEbLdOkbJp8e5pRLg+KYRzMfnzNe81kl2hLc/RDxeQ+fQOOH/KwBiHCeVW7U9XUqt+nye/qGyxfDkVccTCVhk15+ogwV/qaDngTISjl2weef5p2gEpMKrcD1yo30FwnaiHSJP+aTdUrfInX6fcVGeP5JmC4TP4V5M79Ml/n9ED9vgIq01qUvU7e2pLOhsrEcQcvQPQbSIyE9QtHFPx7U49y3JJ/18zhYFSk7tqvcNWUdItwcadiwtqB4dNSkKT0IDzpwUZCdx5FYdHTK81Q69DbCnCNlWwqdz21UHiaj2XYUAafQnEajn0BYtjHr3Uf4eYPZIiOsDZSFB3/mnGrgXGXu0wV3XtPoqHsceFwkJAxq+o7WXbjjb3qUOWbqbDwX74WJEmL9/bf/wqp+TNOMGjw/+4gRjSullzDZA2716MFLMKEFQtiKoBptUwfqkSPEjz/4gMpjtUBBurLE4h3qPg0z+s3fflVtoFi8fP60+v7776uvfvmrapHFeAtYC55QZ/eInxXm2VKDfNqlPxg8Rn+hXenO3bbv9im+xr5t6mnn0+lLA7a/z+J8sCvlTSJwPCDFA1Ny7tU0cRANUknmb3vLWOzcy1giHM2Wy0IKLSlMxZeM07lRz+XfYqQXAkBGIVwN2hQe1JGok0qmTo+oxUGMydzCTBDfKLOOIEXqjJ70HgED/rigS+eis0zniF8IdLaxFoEdpmI67PGWfkBczJF7mJEWvoMDW8HpBRRDBQ8v5Z20h9y2NjvJ6HgXWngOfuY4RZBFokT44rNPq4fQhgqoux5+8cln1U12Itind7dZh4IlwMtF7DuKNYV4S9plmsC62n+PUbxikR606tz0I24xm8Zcfh2adqrJengW/MkJSjhQ2V/3EfDOa7uAcnmVNQ7E2tvRVH9SLSyusj/f7YZXMcfvxCLETz7/AkG8FtMhjo6nJ2/Sb5mff/yEhYIgB+iCn9hvwUFYYRg0qMwf0icU5PPsmvCQqv/3n/6p+uLLL2Mx4f44dxy8fBE06BRPtlXQE/XTN0y6Mn+njMS9z2XrJ1YagB9l3gyDVCiyCu2SzgOy3IOPwqxiEPnZruYJzaMARMujNP17ciGHqHjKI6Xu67qQvRLNAFd6zYAP2agDPv1FB4mHc3DxRvXKzmAm4i5dPud3+ZcdW2agidB5NDW20IZhRj7nnLgEr4ZnB9XZsWTqCgLN3KmdaRB0bq8cpqKQIg/jakKDYrTCxEggiMy2AAAgAElEQVScjnccDIDOB6dWu7eP2hkVgvDHYiXgYQKmBIjBjLyEIr7x3T21Hl7jNp8vPvsoFnN1yFcYZGSnWhv4hbmc0ZKr1xVqcywqm2Fk4zfju5JYk+cOvz3Mjs4LznGK2DFKgIfEhBaPpLE8px7Egcwq6g6T0nTpKEgT5eLSFCeVPcHsusm87KoVZnHcPqbpueqTjz9i9DpRbfPNUYarpDWJbu9shfkyEPuGf7KvCJu/fDfbFNyG+c33XtjFBdOMUXcVILep6ay3bS+ZJV3JtBUIHrVruOl0lomxo7QlCp/TDy5wdComFcYSs+SV+WUdsk4Jc9Yhw6Vbf83vmTbzHeYDavTHLNe4pk9nuPv/Y6EV1Xe6IISP8aBHD/rxZDjb1j4QdIdlwW2cBFFH+0aFReYhZ5s/YzTKIlMWeGnO9oS9v/sPv4r9/CeBP6a65IgqTPQhT6Jz++EMJvkWNO/ZAnGqnvnaX4xL3/KSJMiaKQFO/oPb2rd/+eXHzMlfj7YTP+J8io5m/42bxxCgKvIt6uMoLHGmGV1rxP7ONjS8F8oopr1Y5Ol0hkq96DE/TfrOxy+yNsST8GJrIFYgcebPBbJXmT5xYZvz+K6DePTgYRw1S3fs0r+05M80tmvC0nz2m85vUR/qYV1EmAp87HQBLgcbpjO60wP2WeNnm0qWCZ+87mf3djEQHCKRnX6ziAijEWmrcOXJv70QmrmZ5MxzNl4zb597BHIm+hu9/BTkoeaejLE5Os/6OiIKwVt3CCvotxToO3TcMMvQMUYwuZkffCo6iqtQYwRHgEzNEdW0+3GpqOYxzezm7Vy8DJXeFMxBTdoT3OxMEY9nObwMwVXWE1x84glUHZnjMVtLeC6udGZYIK+UR0EqBQuMEN2zevfu/TC5yzwPmAt/xgreVQ43MV9/WhjirmbowStSdcJGrqEoiAIZrfdFG+/lU05Xg8HKQA8ZebQR3tZBJmfyI5aVX7vKGdRWGOc57u7r3z5gzpwFQzKUCVatH3JgznNWm0+BGxm224ScF17npDO3hDkicFGac6VjTE/IIK8yMlpbu0I1zxshR5EX/pGObU+ZWNMNonu/d+mCNJdxMadKxGSS0kPQE2Ft7uzOch0NGu78rE5cSxMKQvcdT9EOMtspRvyuyDefSFsz8iTPrI95CGvC67su39PXmqTL/px+MywinPOnF/8sPszf/qTVyatFvYRIs5U7CfZ3sSjRbo5yFBZud9Nk7hbBWChHfE8FPHIkyfcDFiA6Apcmy5HHCBsOydnkHPN9FEv30Xs+gescHP0olLWIGJ/P4UAXfZD+pmbL9wMsWgpfT53b5ZCf+2wx9TTAPRTHu9/+OY5wdR2BPdoV6SqsTiOpXNhG0u4s7aCiqWI/w1qUFnXc5zKZx4/aLGRdZ/Tr+g8WWmJZWHdRKc8q0iqr9pEbnFehIp3bw6yDip1757W4zrQ5+ha6cCrgAMuXC05XWPzoXe5UJa5QlUcE76CW0oPPtom0pJ/fMqzZjCpLcQIe9ZpgSlHzsfHkba4Jkd5URAvtlj7ss8qS1o6gv2aGPz+/MQYwuYNZXNP3OToUiH9TZwOnyzLy3W89xSBDX9/vlVDSpjmjmZMdVZffSq1L2Jv+bQryZhk+Z51jwVIDULVyO/UmzCCYtJ1BRsRPoR5449mFZK583+WQEhd5uQJW07WdwV90PPLyJDCPpnG1rNq7p8ZZhqO52CrEPLYMxA4osxt1tAeTsjSnBaKjwawsV/kZF2TQIR3texqXHKANDJosrzEn70ghzGx8V6GRuWkq17d8yxK2DTq2wn5nay9wYXdWyMss1xCqHxLPPd1xLK2jJEY8XoXpSAveDRzqIpr8hJGf/JQ66GQcrnyWoc1jCr3KBSytAJXRPiOqF8+ZsyPePArJl7/4nMwwB5LPFvfBGyYzbDRJ5Pku/ojT5s8yfKdal3biQDO7Aiydebgi262DnhUgPlytnM79wlQyRuiWpcJFlUOAzCEA4yjc6Ai93pB9P/OwjKFOwVvH0W8+my7p/7w8uspwXwT7lOhx+6Zn1Lu4dHvX7YNsS4AOnJf1lDIX7XqWupel7DId5IK8eUakbluzfpNMS+yzfuCDGzcQOmXFvdNXxne6axNh6Q1919h7r3VH3faUbY4d+tyWc98SITSngHQqBfKJucxY4wL1LNEfPrrNaXbsQ5QuP2Bu+d7d77hpbZH8rmIWf0QCFskp+Flc2OZgIa0obnHzt8GtgPuMxN2hMco8yTjA2RfWWKx3k3nzvZs3oBP7BPvdEfgzEjjmaqrGM2c4uJeSPmYLisvSv+ANwKuVyzafdfEIvofX2OcU6M85rlXzv2sy5EPZp/RjEFG3h+/ZpsFrGvQgb9D5PdIp4OFD9tUDLqfXAqJpXhrItMaLdMRT2QT0n91bxECPOwzINDojjUGLBMEYpTz5VxLSBSmVxx/5b3b6FNYWnwL7MqCYLmtxmfiD4iSxJ+PK8vPdNM04hvuu73Y0mZNbRdRmS2fgSEgYtHPlIbDoFJ6Y5mEQm+xBdjTvdinnQe2IwfXIT0ZjB/XCkRCm9HgXzCnMZ7gffJo5NUdmCkAFLNkjSHeJD8Mi3jFMw/Ouo4WBzZHOOBJ7c0PTrCNvFubArK5dWw4hccDq+JkZvj/npiny9aAP9+26KMrR0oyjfxjuKhdBaKWI/cx8c+GR3z2wY/4TFiER5pYn9xV7AMs++FCoO3D2lDIXZY3SUPb7sr1PpQVGRby4qYw6a3r86NbNOOzi0PjUx3nnj1mopalePDmy8UKQMesLc5MZuqc7R7S20w9x2c4yrKYzPL9l+6dvvOZzM92gZ+PKZPVliDmKkhZU7lTadhBmc4z8cvW5hA0IXQIHpQGPIydvDPMCny2mOrwMREXBiE3mLRyW14TT+jTfM46+Lr81/cRBifHq34wrvOns13GSIgEsuq/Wd9rVM+Z6d7Di3Lx5M+rv+hAtVooH71R3W6Qrxq2D1whbd8CHtsAZLzc4956uhNWmnLp2FcvPNKNw95AzuGRkzOFG0TeKhNGq43z1DHmFCIIGy0lofi8WJ61Xz54+qn7BXnwvAnLK49rNZaxKTnt42QoLIYHTvnmKQmw7SY8qJSoimsCvOEVCPXaZL3fKzO2Ui0vM82O+n2Xu//R0GYUEywr0K4+Qjs1Td8SCt+Ah8gGcyp6/EJosfvUY5MUPr8fuFneRyJuctvFUyp112p5Fq7PUTz6jsy2yvbJd0ve7+aYzngqOl6womG0zF/3G9CAokh7td/5iYZeNgYv8xQfdJaw7JTiz/dl/QwyEQM9GTP8N8zyTvEkkmX8SSfFp3Td0KUQHZdMdAdTFNIX/oPivG9Yru9cZsp6Rl4TcIOZQIuwEfDSenUnTeRxzOuHCMToq5jzNe3HeN8ldaGbHsLPKtBxXRkexAyuDzd9OQjznB130pYBxrs4y4gATlIAW5laUezqesJIuhBCd1EVOVESxabgdLRbzoeUrPK96ChSd1tXFWsU3Nsoxl0euhUMYeKa4K7h3GMF78pVzd1Qj5ta8L5rhBVuPNmNP7XVuAvPKWOcsZxeKWT4u2UDgHGKHizvLKV/acIGTtza5kUI8e40nNgSsC5yxLfwqPixu01TqjVr7WAhcO6C14gQLwhrmd+faPUHOqQfNlOJknpGP86PW1buk39QJa/7MK9tf39953wy/yNmOmZ/P+R75gguVHM2s7pi4detW16xu0zp3bjsY12Neg9lCe1pIHKF6GmHcHw+eVbqMF/kKF/8tK53h6ZrPGdasS35PP+MM9S2zLsN0iRmaMWh9lpGke75d2CU9rbJ9bxxLjts5T44mUCodhbKqHQGl8YlgdUVwwzSVlgsKdyua9xpYV3c9OOJ1Pp6dmWEq55qhUHgd2brNcnxskVil/WK+N5iJba0iBVz8+fyzT8KatMy2M28KRCaHed322Ge3gEqwa0j8qWSORj90uyRnITAF5C16wiCqywicuXr69X6b/e+EaRxrwzTESBzRSoAHQoVVz4Wg1Fmw9N1eqouuwbMX2ojLoH1PiuODZ+Kr0Drnfp0riz0CVkGd6zJSWYx8SJs0kG2ZfhQETL6nQhBTOi5sZTptnSkIrYVa4uRbLkA1bkl/tr+UvH7++zYwEALdjLKhekh/G9n/nIcYSIaeOG4yP4ndThMdE4JXCXbkVRg3Qo5Oafx5RlJ7MInHzDvLwBX2xinb0JzvioJgJjIGT+piZTmMrI2pUnOf76Oc8iQDFA6Vchn8CQJR5uQBCQEfzN18jX96WrbGXeW0KWHY4JAKpgnDZLbMHePeuKXZfgZTXpjZMH175eoYq9CFR5OnLGaKbTkyDU1/CzAxv71gRCLzBZQQHnmAxwqMEX4K3MIg7lhw47w3zEMcmaBYNmDW1p/0mvhl3l7EUg7tGGFrkJd7wDD55gjC6QDvr3bUJdPa5xCSOLRDOIXhDZ34EW8665ptrZ/Pfst34/usP8yZlzQintzyKA5ME+HUw22Krpa2vTSfei580BDZFpoqaxikKS8EOUTKa5aXRta9e/7TT6h/GXmZp3nnL+FN+LIe6Rue8DfDMn7zezPsss+2yyZm6sUrC6z+vsrKfFZlY35XWLa09DDNIo0dgQNHnta/xSUnCnOnhDzZsMVVruJjd7fcp+CcrgcGed/5/gEWKg6FcRvpMpakGfJAzsboUkGncuitdeIx8A7gMS1mm0F4Wkc+/fiD6smzdaxOnL0PTvdYuyF9SaNzTI9pdXI6RCd8seuEMKeJhEX8uV1zAsuRgjFoh2PxXDTKnsJYOX+0h5UMgbzENaUHe1556zQWZ0DQfzyUyekFnTBatvlIivKJFvXbZjupioNh4kXYRriX3euEkwajfn1tLyyFD/U6SNJGoXW34ApzmaozDwcCx9wM6Ag9btMDFhVI49N7w/kc6aV/Bg0/u7eHgbH/9H/+H//5008/o6Exl0CQp2zDgEQgCpi9dlnVP0dwdZmwJ56cqSlMQG1VZnueO6+jGz+IaUhaiWdYevOQUVm6h9MImnv1YEkxyjRtpg/4yc/I1iFqIZeMJ3Ma7IQhXTevSFeYWe8rsepw/SiPINPbybL8yIMww70b2Cm6LTq8ZtA5RgU7dD47u8Ioy1N7Fk4Zgsc/us3GBSg32dfqHnXzFg8x2mdE4jziFExC86oWAVvLMPMTFjuqV4KaMLZ+1cI8yiNM305qXJl/rAyHFiJPmQa4dp+q24acq6MyUZbfwyxu/Sjb+XoX6gif9bOJAv/4M64F8B3nnJqjek2Y4tPOXj4JvAoGDAzBnqPIUHgoXyxLhW5dipvWoFnhcguezDUYDFmYn2Z508U1scAXwovSNPfnXtBgpnUb2j7+sg2Ec5jLeJnOuMkQ+9MZJ53Ptq++gjvahvccMZUwBX+ph+kCdgKcqplmv+8f//inau3qGov8lqk7Cx9R4ubZa7yHqVYcxbw69Woj/OIce9LKcC1Da8YqCpuWFgWPebuzwHTeVd+GvgJeAcAl7Prxi9A3+ZO4oI51NuTsLBB/S9/xLISXL3bYi32d2+2eV19//TUwXwkh7PWqriMwsW0AKQS9lHYuYYcoh9KCuDTcJnbfsPfKS3fSj3U5Am8qvHFnN5Fcue01o6U/aKEyTekXpo2pJJSpKee/wZe8MKxTfAszO/RmuSmopUPztyzzKgKwKFGulJfmxYJKrCfs0atRoDVjoyQDb1wiU8Nb6grcsN8QjsQ2T53vNpfvprEfqgxmuYaPe2qRnJ5CwXbEtb8bJ+tb8imtYpjfDPPnu2nb0KBCfBsF3ctwpljPcOfO3ZgevPXhrej3Ua44J558wa2KZXuh+7QLTRnnhzmxNtxlfay3z01nuf2//J5x+/38rm+7+P2VOI2wzD/S1eEZX0I/872ZOc/deHW4dWjWo/ndfLoj9MzHCK+D2pLhWSRlXj/7vQZpIr6JF7VXG8JRhyua1bpDCNIOCva4bIXvMh07nIuZPAvblbHBkMnsvBFmmPchgCbB+KyTAdmVYyROB1NvO5tPaVM7bzjgKQygqVHDrDjEwtzOczItXbP+vWe5UY/ajKk6OcjlhRPC2EsBy6M+wp7OOutKqfgBd++9N0VS6uvoXXgSpsSPeWSYz+c5O5d1TObX7HCmb+Y3KA+FTH8c06Xi5bdkxpZh/iphNqO7ItZfcJgMdKG1hU/hG0/rRsRny58oUEAHnsC3W9ecG15hcZQ05k1v8yhYOWJUiBdGc367DqrL2w4TXnGRPtWsloH5Bgvc3KIVeLNyQ1ySb7aLUSVJcRPC1vvNxbf9IVZiUig4QlRi2SrC3FG5dCXtRJsGPsnIsrv0V+g27xywfQa57GNx2Qu0nm2fvoMnnVvwojcosSMv4lJcjACMkA7YdBE9w0rImbf+F1t2cE/rjzn8XTyOYEGL42qh5X0OexKvKtQ/puvib0ChfrPddP3xMnxAsoHxXzeedJdl6ktD4YM3cedAY5jLtBkn39Pvhz9WuRuYPxPmc0QWEX6vcyxP/i0hZUFNFveqL9Dv0pVORgkJYF1YEL+g93WsEHJ1HJM0GXwd/Npet6OT0vwD2TUBWUbgsc5VxiFI/ty6oQC3Ud3K5ajJIyLV+D3a0vuktTZHGojBfB2lX687cQh0y6nr6EKicOnz4iiChGjGhXnwVOLYgsaLuPp1cJ8X6c2nm2evc8hwiju/jS2+uGa6fIbYo4Ga6bsJIlmXcMGCTjCzBr5HfRrgZzWy3R2JRbzuh3iNPAwKa34JOvO3V98zwa+8CJ+/pHPT2Yl1GfZKokaAaM1On3n52TAFtczRcP0M11fIa1KNM/pZlOhCK7uaozkFskeQCksoQJShnCioZnQETblwslo6re49uBvXnE5j7ZmZcUV4yVfT8GXgD6Dewp9mmzazy3ZwZK28XeV+9M7tEw4QWg5rjIF5OE3Sdvrm4xG+Wu8cHYprzyCI9lJQ4sRhtBf4tqw4DQ3qsO6gPaxQwhaMOFKU/ptwOZo+60pNMhQV7Ozn+o1xVhCz0x3CU3ItbWTehNZ9DlgijbD1aD+nScIy6fdSbJ27ntSNqwFJeEPhtWL15xLph/8dYZGea3xUTB0cvETBlC+5SHFKc3wNV39xb4PvJtTiL13zOcP6feNcJl5/uvPem3k1n43f34f8XmirB/N5+RrezG/Qc7Zr5tEdofshf1J+Rgzf9zpFefJvCXkTk3sA/ColJmzvvW+TqL0nbpoAJ/KTuXfxWUfyXcajKVrm6tyuc8COzkdPMbeTuXPDumCuxobJaDr33OVg8BIH+dTyfSAcdXFdz3KbPzf3YtTmu2P24kOG8a7fJMhuHcijOM3hhd3UAa94/fU3QuYTkaPHZ349vpQCOeL7x7kJpRL+SO2X6yJlmAVe4ZcV+t71Y46O7yHYS7jpgmXixza+uoNnm1ncGRgNOMfJvIyr8M00KYRNkvU/JznM76ygThj0xa15NsN8VmBr0fHgDst3G5QC3VF57FRDOLmToTf6t80bsIAOLUPSnXCbj79Wi/3JteJg2mY9zoP/XYTb9tK0rRrPtJbCwRvqvPjmGub2WebK97nc57Iu20b8+bNdrLsC3W1hrkUhCDzZjsX3MHyPS47V3DVdJR2Ve71T6EKW5Nl0+X52wCNtEpf8TU8pPNvvoAHLRTAmN0l4jZ8U7rMuhbm1z2/JA/x+pu9YmQEu8CDvHfx5QIrBQS7OPWQrnmxAHuaNevYp743wW9ITUJNB4qj5PDjfDE085vurfuYpTgc/N/tQM73xL+qfzfiDns8rM8Od5ms6LT/CY7n+XAMyzGU+xsnn9Ael647Q/WhBQUg1EcRztxEGJX8/wnrNCBOoCbR0nR58ZeRc6PcNabiXaf1k38xO1C2/BkrkB14dKYhfwu20EU4vdIuaJzk5/yyM/mTGxpWJBVOHuRo/trMxMnPLmgthNMPrkmSyXvpZf9P5izjN9rWN+bnHPTq18JqwzwfscJRIPiYpfglV4DRN8CW0+detRbpkVP3PmX9EavzpwU9ay63h6Mp/3sV7YMCqZBzj1e+N7AoVEy40wVD9yLtM/E2cuFX4xZ5vMhKfKQjF1UXO9jV9zC8Cewpx05l3umQ8+sZRkCuMNJM7GnLuNm48Iy+ddZx0kRcjdbOR4Zt2hJfAZZ332toa56GzHRJaIrtwxkPWka6UVULfzV/hDNerarwKozBHMETinma33nnOgQuxFO6KQl2hsDou72eykl6NRH2zL9guZS6cc9RH65PV6Lga2lUYOxSuUCISfYx0UYKKpHGKL/H4pXeXRcJSl85aJJ3XrXZdXVm9aAM+uH5D5TKOCw56KTyiDJS6KePBdOZe6qtlQgtEMcU3+1GUnEgoYPXKq9+jH53N/ge/lRvaSE6DOfUjTS6wuyVouS/XQEENQ9+nN3pt9pXms5n6nn2x/9sbFdpI3Mw3nhPP9jnpBhjER8ZTmbTfu67lMi7TpX9emq5AzwoXooXgACjCykPddQiLJ/8WiF2wVMhscBHJiAZ/Fdnnfbk4PITnG6S3BAk7hfDFJb4ao+CI8L6KJOIDOxJUja/okXU2HjbjUaezrNZ165ZM2q0eOlcuO29s/pBEJNN8GJ3E/BDqEkVsBxmCA+PrAs54Kn+ED/KKTqhRX/BG4lJqv5d3fRe+OTIWT8088rmMNBoZ9z1mvH7faEKmIBP/2Q5NRiPTk8qibHznHct3MSLVseiHhw5KRYnjKMf4qh86/HgAT7xFPN5h11Gm3zVdF0jO1s/Ul3G2gXVrNr/vITwj3JLPdyWuI3yVASChvQzzp5MmzCv7UT47+pFxjrOJ2hXeNrNpFczGKXCVOpU+WvIzX9s+7g3AX2PrkufxS4uZ1nJrXdHHn8yV9gde2siz6EOgsyXKunVYBJ6tPAzAbn2tM78mbl3A6V7xDgQoW227INiFwODyxMKRPuJEp8BNv37klbYKgpRR13iVviyrZirqBeH4XoJKQLJxzz43jusaYqFdUG75aj5nHPRfLARhkJeQAdH8ilA3rrBFv6oTJh1FB6jD9AJGArt8qfHtso/Wx1vqzEuakx5HrjCfDm2q4O5yAVHSbQBLeaVG/i1PhSrPL/EVHLwSteSTwc34Pmf9+8PzPf1M/7p+f/rmu89Cl31WX34d4XxL3nyZMpOO0z8vzRmBnpXXr/lJQYjvdQ7lyb8lpNdg5xXx44SfbdYfp8wzpSCYbKjgA/r1x2zghC/xFuFEEn/Ooe/RMdxaNcNRpTKsQ7auaGJ3JGHDG9+4to2CWAY8on0VF1qvD+SXzMZOrYsRQKP9TOvI3jyd+/J6xXQlt3zTL+VKlRRXaKJWMgAoIp7Wx7I2UzWfrYsuaav5LIxOGZhTB2Zllgm38eSVwhRFleLi2ToG4+KjwfHLh/74vOvEUTCgxrPh3pUus07cGqbLdmvCXb6c/Wv9HCn70zlCcVWzLvOIl3P+ZBzAiAVqCnA191wZneUbL+nA7zJNYR5jtXKHNnBxoOGBBnDqWQKeZ+BBJAouBZN5xY9IoSSSXrewwC1ZrIi3bOG3HOtjfu/aCa8u+0t56/21jvYLpwhsc1cVC7ty1zqW+pb4mVf6hspS3fmic77ZNSHi0muGtYTtQRTSl6ZQwwPPBuCKAI7H+JNt0VUkBCh6Y08AK8gjD+DUH/MQhXC8W0mFcjr6kkcgeyys58SPursAGC974IrwlTn0HvYCJItJpmDHxQm78AQI1vNcjEf01/pjG+nsCy7WtawTaE88JTz9uHytAi4Z2fqly+eoM/AMcsO+DYp/UViWabx8dj++fVW82J+yHexjl3EZ37j5rH+eC2orbV8KcIFJGQWVDDTRFbaaADQIsi4k5nGJZqNl2iwwK5bvZ3xbu9cGZz5d5sWyEqqs4nnZBfH3FWeaNyW0JgzWxXdRlvAoeK1k0aRhLqFRG8FRAUyYEXmbBN5i5j3Pbhd04ZuMJxsuBDBxJthGxJggmLOLe7zv2oV16RSdtmUjKD+F7ze3jXiZggtYzhKV7So2z/rGs07CEp0zBXqdM2P4bhvUQWe8bP+si7nns6V12N8TMFNG+pmB5WrStNyAwbT1s7W07cShJlLfvTFMnxwjM32DYtEUmetLq4TwD5/3ODAHxBlikEwoYdZPWEl0xkWRhoBPb+Ta4hzxU4Ccn1us5jB/u276uMN5ARx+Il5zVXPiV3rQAnNsRggchekuc5HiWwYwA5OPC0dqZqlAVgApOkwi89T0LM72SOf7xLgnB7IuIGjMvfxckgPNnLJF0ekaKsNUrUzFDPjP+87OPgf8sIWQcixbZ73DjEo90pHiXCcMui5OqNdAVwuzjB9xmgJuQCK3f1l3+R9VjEOSkJK8h0Q/k6JbfgPYaEvayHbUjO4iyTZDfRUW1yFssM89FCPobAwFGSoqFQHIE+rhEUkdiU+gKaD5PdBMG+ssp/uDMKNc8uoqRd1K2wO6RURfPA5Bbv201HA6XNCiZRZFwT5f6AZPfNX4jv7BS/Jf881v0dZkUfqG4cAOHqxBoCfaCF4fSOu111k6JR2Ro7i6TIvoOmCx/5wAs6fEHbJlNuQUFpVT+JjKoXRdeGyzDuZQ8NDN6y0+FNyfzVBcpQuewLu+R/i+4mqaHC4brE9mqt9DkDwp3bNnz4Kf++46F3fV6IQxlewIGPIHHS+caYJ98TaojkYax0gXF144J1uI3DuEYQYycra8BNDWPIEk81g4AmBmHvuOJRKYkuSSpGEH8nfCoSa6rlYbb70/MiKBS+GS2p7vpQI9RPVS9Z4c3Yr4Ijh75Zi2v9Kad8PVWIla1dp7L8fLP5lbHH2InwRTd5deJlEkJenLwAMuhDHMeISRHIosK40fg0hWhi6veh10YLo1N8V1j9vVLNuJxJFi0xW18oWwgtMRO3FZc4/p0l8DDlsi+mkNhemPGfHrZFpe3PKSU7ckKC9r2IOoZ94AACAASURBVESLnFtYgvmw0IgzmI85Ts52jfPOYYIH7NX2gAzzdOTosbC2jz9N/xKpB1bYdtOx2poLIxgBycwcgVh+m+92bg80iQs0wIN57XNSjTTjhTIj0gIwSXvSTjKEGPFSuRwFt1CCLCvnq6fQfoXXu7DFaxv4ZSyu+NZ30Y6Hj8xxnKaMZJcLMKa8HtbtXzAidxrY2WwjLRpRL8p3L77m6qBlmzDphjg2kvQ1NQn9MUJeWb5Sff3nPyGgGV1zal3sQ6axHLEpRFw9PcbUgHUtW5u0tBDG8Z5HwL4Ljr97eB8T+Fow2Y7txB5fce5aCkeoanDSmerCCHP1B/StDs0/E+WNVM8eP48FY86btxROI5yktkc7zpLXEVeIcjBQZ4IRIXuFQ6mD5ibBQ5tjfMWLOBFf9u9pjiAFLGitR19ECmdsnXVputEQEmZgjFe+1mHgq8HM7S+B30ZG0W8VPuBXA5DtY36x3AMTeQw66Mv2BUtKWndkG8/p882tZ+LPuB5lvM0WPelsmTvhY/Q0N13d4Ppd29CrhDucx7GwMBeCfpXz2He3ubyIemkJOeCouTZAeEGS9KQAJktqo8LWq0Cc/x6vxZrgpSjeYW59NLFLz6fSK+kO6dOT9HFNDi6KC9rH9x5358elx3KqIccg04fcx+7+eHGmhc0SAgniC1gMt5yO5737nX6igugJk/PU2UibnNroup0j+gXHLsGWYEKksb95iYv9aG6OO9Ipnywj/9OTYmGI/C2jrm4HIc69byCBvhZMEGyQF5AEfxkBb3k1r3ypJIRn8Bh5xdFTJbNod4uL9HUBDVrJkKbPZFv3VfljAf5Np/Ia6xEsus7XcvlfrBvgqOkibd2YxrE/iJuwJOL38hYz4CGKN1S8l5xK8oKj27dvV//4j/9Y/S//6//GYWCFL9jPvJ/AtjF75VfKD2WErgyk45E4JczSTWE9LN3C44sNj7Ne4zZ659R5EJg9owmJygTByCDyUTlTnPFNemsYzjgwGJyZhOmLNLCQSBsfyM98BDocBKcLYCKfAqQi+E1dFxkXZFTXG6AbEetGaIS81mOWXdPAmaxLRtRTMxpoOIGxS9yunD0W5+D3gCG2h1e4LWeKuXSF3QEjMQ/4caFTNw+aThFgeaHA2Ljk4yhClnKeE9+lPWt8A4hnUrdgMCqLHgHpnmQF2r6nSGkyxvwnYzHMRUjHrZjcjU7oMbJxmAIF2nFd9OZK/4iD72UaMoLpk6KIBJEpjHAKaxKF8iW+/LbMCVaHMEoFv3hyRb++8cg5yncRoLTlcbhxwQjfhQGxHqY9GZZ1PDllLhghLkzBGKlrKAPVYtCo+HTUurTEIkSYvAqCd7VbZw/yEB6VHOlEmpZ2A+aAvvyJdm7QjPO6cy0O/IExr65ymhnn488eLrAP19EZo3OqrDC33SQ7WwrWXedYOqRKjWeVRz0pU0UoYAUH0gPsB9hQpsSj/Yif8NkWG9w8p0LVQjHw0g3IiHu8nWD2HHDON2A7JJsnoi7ecz+Gkn5cK4YFNzUofV72zvTzs/Cfpbisi0yPchq4KTFN2aNP4xSu2EtnjIucbaLr93s5i+fyM16Ga4WQOfKfH+0ALgu/KusTpukHoyh27pyYmEShGfXqX+mL+ChGHn1sfUOpHuPsBwoZRyCPTXqRCrjkjgXLCrqwXOtP2jLSRYmgbSaZW44DmujXMVdOBAWBNwHaB9UKcmR8Shz7j78cwUnLSTW2WQgCytFC50DGUfIIeQinaeLgJSURcBjX/uC1s540ab5abUaJz0HIcbLkMVsVndpzlbrH6brI8oDz3rs8oMY92Xed7dCtM6HSmtEiXL8bszyEhdJG6DorXiPrldjdSG/8EDA2ivU9qxO+/Skwx98IEC7H2PiRLmMnKH4f5MS+Ccr3SGoIdf7yyy9ja6iW18ATNGk7xiLnOvtSdsnXHJLObVXzUi7XAEGrhIjLLrwlnX/R44uQyGrK1EK3sNNTSgAGsZtJzNdYcqxsVpggoCi9ud1CziPQarX6dgSJiODwDdOd3c4RQX/Rf5oE3qxIrAIXp+BKHJSOKY6K0PGmMa9g9JjKWTR/B937CAV7uke3DnRBpeVLebSxa1KyeUBxaO6E2Z7iXCU8HO0lY5OZtBCmzp1OI9As93DnINrLDu/pcFK4o41JRnqx+AfiV7eTQaQG6egpiI/jXQvpUQD/J+PAGeoCEzlgtGC8Cc6CP+LuaonKUYbXTR5jrpakxhnZWgvLczQkXals2tn8rlgbgynJwOL+Zd+hrXGEtLwrmJZ4JqGpGNNGt/TWLBE/wcIxb6aSUakAmKkjWZWZsDKUxgkUiTMZoTCogwxzWglmZrjClaNFr3JO/ZN//TpOXPNgDdMr0Ic5TtetOhzGsf1sI9LPTs1wljeLisCR55CfxkjdtpBxw4ilIytI5hMcYboyzXWx4JFBIDigDeH9WnmcnqFZURLdHxzRwQPz9ChOLr7ywhvbRsXO7NIJsi798tb7G7SVNIZfGAR+89lXYGnmkgyqK/Dje0le4hq/Tse3+nMJzHD8zCfTWGy6bpg8ppGB9K+QGwWXtmtR3Mo6gRlHOZ4kh1I9z0UtJxwD66h7SjMy9BF0QProQ7SBglkaks6OaLxJLSFK5xqQbv3AoPAcY362f0kn0qmr3tsQld8mpqAzFLADRvuudYgFopRlmcknfQ6zNWlV9IxjXfKwIa9SVTj4TZhszFFoO45LNh8tASiui1invIZYJXYKXtM+9B53bkc0HfSucuj1rmMskPSe9t2dQ+BDwZESxGUT0Ynw2k9YfW0+D3qvk0SWYHVYthl1qC9v0PXwXt7zbycIhkjSBKWFXLJc6mz5ub4i4huFX6GxuleErMvczvOzt5jBWSd8v/rbX1f/5b/8P7GVb44jvBGc9HEsYA6Yz/S+/5+7N2vS88ju/J7a3qq39kKhsBMogAD3ZovUjLqtzSM7wuHQhW/9TeZ6PoZvfa8b2xG+mJiYmSu1NGp5pO4m2QSIjdirANS+b/79/vlk1QsQpMhuxUy3Enjr2XM55+TZ8mQm3/J+pWNzapsXvpiODw2mX9kkM68v+DJpMBqdrjsQn+USIRYFcNbhpp5DzA9xbBDSACYKe2FDY9uGux1l5mIDIIHkz6QAE7leh0CPJYrfl4bXd/PBv4A/rzObAgcJBxzaCT2T8mAKMmitTV1hIwhXp3k4whHdEPgmMlliCqiAd7i4+AMXuUcWYL4QRGEellefeW5S6Jl4Axcf38BYdunMuzAw57l3ER5aMTIAN31wHFa8oM9hxRLwhSzhwPe6yRDkEJEenVxTvq5K2CVNwo0Ice4hMKx2P/ntsOtFFwG1tcPWqTA9mZHvOW7ntorSRZa5ZS/oEQSQsleh61ixY4mW76Y1++SzT7m6is03jusQM/fYI32LSuotGIgLHZqDJt2aUgEnqe5A37xGR0U5kWFr9XJfF7yuL2HaO70o7Se/48CiQPDNf0SFVbEtThNTWXAJ1Qtnz4piYAkOWny9noMd1+ChQ2DmQkJubakilL4G/A3YM8aC1tFuZzWIZ+CPhE5fhDG4pe4C+74fIPx913F1aWcDb4vt2NlWgJex512sSdPZs3N4FYAtz5IERoRSewyTkUlxLeUIRI9e81495lv+2DzbUuif79r3y/e+5b3CF3Lu+9425eOSfy0vyPH9ormUY62feR3Xr5SbfPhTlUzrYpLPpLbBZblptjmjPyooHX7aJH7F7T5HBubgew6LGZ+gMxraB6/CEwoBNyiGI6zguOw67CiylqHi2/ZNy4TbeWgT4/WU4e6lClAFrp4Xg/zMXO/PDjzgxdJLFpSayOZBWm3ZTZA2ij/7r/U0SePG0xSLvTxzCVfbK/+WF2Roh3KsrwQox3704CH1HYfWNzEW2Gp4Btc7/XaEoZqXDLdluEkYOQ5OvIXLT9t2dyIkR0sO0GyvmDIFhpbLuW+YikJfriqP96HneZ936v36TT78b/DH8i073Bg+dFw+/Sr07HPrAczrs5Csbaw3fP6N5MPaum88TJmnT7OXPYrTwsJCGfbgtep98Qu/Pi6iJyvvlWnBwp8H6Xu+X6wE6cP69nyNIQCByECVt334D2XQfUNc2CkV7FBLQYgZlmLD6LykEIkfPhnik6lJtLq0AhYLy3sChTspnPKtQs95ufP7+bcGnfQK0vAi2m1qQZZOmTEthJSuWHmA41xum/jWWzPZtOQAZqJl7N7IdlI7clzQ5ON1zctzvqYDyyiFLee553u9DMXXgLs44QWmNFCmjAycK4j5xj2iN9j0YhQG32WnNHJgA4xNNHmYPXU8UKIjSGRscUOTxyAWu4MB4l0hfADjkNkdMo62y9j5ANq+Cl3ZyQnrlX2lt5jC0sHCHmwFk/Slx8f167U2XCTkAEVB+ovq04cgwlSqi+uELmmb0+iiRFK+8QuQLwzO9bRZcQ+Hxgabbuy5gxQMeRdFwPGqHfdbp85DSPXRiWEsU/ZpZ/vIcxfYjU34kI+glCYDZwCj5m6ns929SRy0oM6JNL+7WzxR21g4LvLyhA10MmTFi7KL4O34Iz7ryaMfRry/4faxeGjABcO4qYfFjuACtsdJL6pl3hNnBla6Zv3R9gGb0DxBKOwzjj7WjDBks+HucuIBob8FLuIpcSEaYKTl6UYgtmt7Czpslb0g2oJEeJKCgROJlGNleP0R1Nw/PvpFAFfeLx/7QZtOYHd8q4VDoWEvFBntTcv3RfOXP+Rondr7edesvVeSiuVxqnmLT1IRMDah5WG1mPaDwscQ0NDH6sp6M8Nyso6N79FHu9CNlLiN9yQMNFoqfQhcrBJIN95lihZVVMg69FXTyXBKuSPfUyAokt050HO3UdAjp6XufhlR6hkOGYm3CYiC6KwxQf+Qx0Ypb4so3k4uwJ1rzqtg2JezgyLvFsUUmlIxgZ8bN7Hw5BnbznYwGhDkjIXv0R+32VjJlSiH6fMHKMlLL16wlessvH+YQMkN9nOfSV6WX5UwAAFeWtiHNgp+VZTLe6WSwqSHCDjnClzmHZkGSZiKd9+s9JLzPPPm90uVdoRrm1vJs+dzy80z3tEDWMhDvlhKVBU6SSpDbeqtHLeO79fnbzi2KsPxEwUyunVz5tzZ5t69e83Vg+tZHKxsHjQSt7tQK/3h+DPvUCtzM6mWUr5WFglVjvelzm8mFAejOwGLjE2mz3V20PEjStnb14Kh09FvJGBy9Q+ULKH7nUTNc16Q2CTG+pNBFkT7bWup53uz+T7g+WaFf9/uFGIq7XWbxM5RGReX4bsQiFGW7qVMf0awcs19t0kEmIEnJ8dNFuk9vCNEkAAhbhbEi+w2teANbriVzVbAzZ6ZgCuFg1PW3H1rceF5MzNz1ExOTzCOxgpkW+uhhw12TdI1r+Zv0JljrwN0iBCW9EJ7RtlTeg8O1Uf94T8Fr9RHWpAx3PrqdnCvEHGe6iwCL/RBNdwZbQiX5eLiCxgqAYBYzFMG5znUYJvo/Mgt6sBUKuq7p4sei71GI0eowdhirQoy8lQLXsTiMW1hkV5461IUIxm1rskzp8cTGHX77p1muPsea1ATcAXdyzRD35RnXa2/v9cFejJu/4gLfwfAEM0LYbCdYKOFF8/DpF3RLx2nvs9RxtObFAabaxsodOOMx9LfEMT2QedGi80HD55kyot7fFt/6+mYr3XWlerwxBm2tx2lrG0UwOfLT5tTbNk5w0pdo8Y/cG/PoEZ+42zdOatCwxj7y7XlBH+d1KXSWXtsGffrwrxehy6hBXFeGCS1lTYqww8lSoQ9Deb564xLnlreAN45ea0ex/T/6v2iXEAUNfu2Evafyltk03q8VByrASFOo7ippALnsTGsUOAUQQ6Nb+JO36JSHcfTyWswgZV4eyjeIaKNraPmyeNnDI8Rl0EBY2yOYytrsj+WpKiJGEGZYngDhcohSgPxHOq4PH85wx8u86yXKknPnYmjHhuTtGh/kTjruXSgoqCX7fnCStoziAJrEOgQfVp+rmBXIGxlpgMxMgS5zZ2eRvBDb+wyd+rUBNsQDzUzZ6abh0+XmyM8Q/gQEDB9zHqYYiiG7YhRwkNvaWFpV2lR7ecqvta5trm9n5qfvNNe5lBxU2VD+lzvC//M57W8mm2C28CRaqTVzuZS0Kxosy/7x6N0KT1WMXXSwprTP330e3HnKozuv3H37l3iWVgNtFWqQ4ffkrHlS9zSbm2DMractzQMhtMBrHebiNHSyikd387vuUli0DUadyyVMggpP/IoLlr1Gp8r1umMBBftYxHswUQ9+nOLP/OzEyVP8nG8Uhe9v7ig8+T3/09hRiftiLIDZGJkADsFqsQTpACOHTqaiHb5zQ5MunhIikJVcWLHTYLgJLIQ3HERIhN0gnhKKUfOJYRCDOVF85IoEw/BUVSUmQnUSeGAlq/bT/P2kDqu4YLsQ4BOQYB93LPMXRib72hZ+I7P+x3PhjBNWgPyH/hhGJ+dZRsm+RJX5nOGFNy/3MCgIYLsxmZYgxtGuo7gGpCZYbpsIpiOsOpHibztTrBLGr3c8o5gbAsvl9tzFB5U3RcrqwSebaYu1k9XgYxSql0nWvvJ4vPmCTtyrcEkre8gCsnU9Kkwq4WXSwQ1IXux5jcdGqAdurHVfx3+cDii0qqCvFeYV/j3Hm27TD8WFOdhvOTXpZ2Pnz0No/Ud0+v0Ue4CW6zrl1h80+zvnWVGEdAeF18sMfvhSfOMLU7FyTb126DOWwpp2rBDucubZYcrlS6nPd66/VXzyy8+Bw4ICFCzA+J/dfMmW9WuAJeF5qvbt9kFazteGZlKt1uUy1qXbztKTxSZX6WvXhoLr+j9WCYfRs9X9TzX5SUpt34j/dbUm2cvnD2vqZaf+liv/LwqudajSl79WYeyolvpB/aBKLjgP5HHHGOlQdsK3hUCCRnBCN2rSPY5XoOQlPYVrJu4zPWCSEdCRTe3x95fsfool7z3wJ3j02vrm80XN281t+7chabhu/IF+qDj2vbTEyFn3e23vCMDgVdKl/Jn3xlgZoXfPHu62Hx1735o3lkS0nvtq3oEnNfuLIZZduLbZEjhy1t3m7/+2d82v771FdvRzrB73TTK7zb1uUNfHG7uPXzc/MOvPtMb36ys7aadZBPalX5fp2GbXe5TP+pFdUkFDtbdpDGg0VKv+YK7Km/+8gpI4eQ3/bVZvH445r/Uh64ih8zRMXX5k0fv6TUtXsbibXQWkh7HerQVpSW1hFL/0o7yrLes47fAra0PbwB/DmXOnpprllaWUcTgfdBFTSqnJz++osACRY7UUw5V7vAXOBeoeu+baVChsra6wbgqNEsU55HzYMyARkm/rkLVP6BGwDUV06JIkyg07iZdrWCmD3epxHeEhifx2ZDSGHKDOZqikVAfr6vikAf/Qv5IoBUZtUkSsihAcurzKAoNSIlLFGvAPZ39Rte28DFiNdYC7vixoW46br6vGSa3V0lMZIMWcABO6st5pbpqYA5oDAqKXRiWFlthEjAAlK5NhOsunW4Vd+1zprO5j3EHF7w7J93DTaSws25u6TqN224Ca3LEXbyoqwzPyF/QDl4hcI6HKmswLF2+49NTzcUrl1N78T4x02mWWGp0cWWpOUU5G9CfwnuMqUJjU7iMtw+bO3fvxYqZQfjLuEYmxpoxosZ9b43hAAPFxqboLG2fsGw8iakHW0g340zPmX/7WqJ1pbOJiYHmyZNdBP1CcxGL3XqrLIwQMOa2lY6DSrO20Tr6k3a14L6LTm2rsOmMOM6JZwUhuUmgkQGAD77+uul7l3LsLK+j6xiXCF3wvrG1iXeEOaqBIQKDvmhdncN65cqVZuL0TDPOvtaOb2apT75fJy5hgcj4c6fnUm/78RLK0y4Cf9RoWvJ6jOt/nRiB98590DwDx199/nk8AR+/exn5NApsqRjw+iGp0ni+iWVDGynrJJmhjVZkS5kn1yfv1DPf850Cokq7yY+Pe8HmvUrf9pfeVC/ta2DzuEkaDN7LEKCF8Muwl/2Faolfv9UydQqZAtt+oCtaT5ZK4lc37xx7RizT8WYVVd9PH6AJ4YjmTxKHJXGX82EC3+xu0pzxGo+ePkFgQGv0EYPP9uCzTvF07LzWXzq0Xta7JulTQdDfgc64Kb4fPn4Ur8w4dDdMH+kwrq89tg2uyxDbQPPg6ePm3Llz8RytrjJd0XYi3D0+WdxiL/cXzbPnL5pP/+BTxtofNw+/ftD89Kc/pUPtwwcmGS6jrlYGXBeMtPhsFTSV74qPSgcZwqoVb49+5eJH4sAUvtjTvnL3n+dvpZ+aW6FZeFUawl2Era0pcV4AjPu0siU4G3tCe+Lih6ZKx37nzBX5webGcoLinqDoGzw7OekU2u+fQhOlanwUhLzx436nKqk1rMBk1wiwcfem5eXluCud5qA7SDfBDucG6cjotBwltkOEQSIlOcLZCOoieg+tEH6LoGBcCreeYyda6jJm3YnpYDJMBJwWq4Rqqgy0MlQ7m79/zmTZ6TSUabm17N+mjERNhthPcjmGO7e0gGVuRrN3ca07rpzxLt3ejF1NsB2qLj+Fir91ItwlSKOPnVK1DrPXbSvjR3bkXILsYtk7Fj5MxI37Xw8YxANMfU9updUsEdhGhZJwNTl3dmMT9zYWs/cdyRpBSHexjlfA8YGCjGfPmX9LVFrTxS1+E6F+/9HjWDNa8loDa5gwL3AVLyyvNeu4mpdxr68QMX8E/mWG2wzJjM9MxTL84vat5vaD+xHizqiS+XSnJpolLEwt/eery834qelmCRffBgJxlGllvyJa/NEiY9EQ0ypC/NnSWjOIe9x8FNpr0O0Ce2Qj/3Otpe/KeWN8uwId/+rXXzSWa91WcJN2cOfvQYtPCSBzipl5GBMmXFwn3EhkA/WMJNcDVenE58JRhrwD/a7CSLMqG1aSFpNTfVrQ5j3pWJh7lOYlYS0Eh1e4Rb4KcfCFMiKD/vKrW83suTPN05crwJ5hBXC/Bg18Rv2fvnzefP7Vzebf/+f/2DxceEGbt3L91CEF4CyMR8GVaf7alebGjRupj31Z54792r7rfPvV1dXUbx5X78KLDXB/GGHjkqqO5/mrfaL2Qft++gz9WoEToUNZ2/TnDYSTz1Tybae0JG0lIRi1gFaxSDege2dNDGLlVuVIeHou3Zt0QXttjAWdIoaCfUj6V/HdIX+NB6dT+q3zsuUNWfsAy3lPGuc30i3fSgcjY0z/pP7iwfdKXyj4HkGQ2j/sZ3qG9shzg3KG+GYQgW0/cOVG7+nl+H//w39oPrt1CzrE68O7s2zfajT4NsogXS51d665sJYeFLaWXehAnEN/vD935nRziqEQGf4GfGAXHFgvlQR5qvzRKZXSlUkFUbh47bQzBYPXOwTYbVCWQzu/+OLXzd/94z82f/tf/yt9ZLX5CkXyy7t3m36UzAXmm08hPKpXbIKhmdPMubeP2z77g8OADnlJm06rMn9jTaSBJaz3wJCxfespnu0HI7jjhb/t0IgbYnaAVv2+Ljp4jwaJbTf+R+PB+oc24JPb9GUVvuwoCfcZIJBTHqS3bYt+san243d0Gu8ZL+I7ejqWiTfynl6VNYwP6xr6pD+XY1Ho6jl3U69heGUUJ/hkPx4wVT75pccD2imPttwxeOAgXpfEFsCXxY952M5v+4kz2+owiX0i7UBhEp8O+XWGRojXYYtj6n/m3Pnm2bNF6H0n9RWeYerQh/CtvEbcS8/2N+urZ0cPSy//1+NjbJT03fsbdDETx0w2N3BBHsKE9t0fmZ2/IGrHSh3O7es3OMgxV5geY0sukjBKMIXzFbXC1IoFogA+YJzJzuwczQEIUIIwCTQrXSNRvec1fzw9Rkgu/oX8kWG4OpVy2LnfBHgHaeJfAS+jUbAO01kleLU5iV9YVuXHMTHHunCS8LHavBa2xAyx8ltZ24rLyPyz6hjzaO0g5jWMlb2/DtMBxllDgHyPE7gVX1sIUKc97WjBU18t1y4dVLRAqxA+SsfMNBbiGC5xxt3Aq4vE7CA0l5dfNuexslU4/M7yJcqRUfDMwiSb+1PNn/9P/yZK4qNHj8KUDAQycl1hFrqxPLwUw+ye1cUKXVuj/jCJSSx7mce5C+cTQLSKVaSAWoSJ+Uv7cBOuIdG1zl0Mww7g+PHpC+fyzq9v3sT6OmquXr0aGOuCVGBohWmp2VkFifD+tlSF3IDCXilJ8t7eXhmDPejIlGVR5kG7ZRDgwiv7kNZTCvE74cvPJA3obl9nHvmZSxeaGSJhFW+LiytR6qbnZpvzFy82165da/7qr/6quX3/Xs6XCWB0IRKD4GTGLuYxjLCwCfZba6KgtNt51ChRzo7CBMWNCmOX+jkffWlpg0hnpu3RgOqSlq4GCMuPws37YSK2TiGNAqGruotChkMufds4SthzAry2ZN583zEmhMjuqeGJ8A9AjQACE9aHqXYpgzLHmTsPuQOTkTDubRicjMoFrVy8ZbjP9QWAkwICibGGoDTAsoOCMjE6wWJIY3iV4FvkpcuX08BUuPb1DxOTMS6oYbL4xuBjJnFtfuJfRigM+6HxDrwKnsnwB0YI8JmZQ8AeDDU374BDaHHu/DmUpmtp88PHj/H0vNXMES2+urpJfEKZsy3d2qecVqly7TTLkU3G4ilTgTdO1LgLumzyvvEWB2hw/Sgn4Zt8F3wCK2lJWjFZRwnMemc2EQ98T76qAfbn//NfoLyMN//5P/6nKMfGpegFmDw10yw+Wyj8Bc+asy+cXjlO+SqmIBKvLPEC0Og0sRUlFbf+48cLzSn6+sy0iw6VNlkdfY3GqBTZ0Ao6/I5RNECks0ec/maQtW52/YP2lQh0+0Sr/AlfFQIFnrNr5IPmIc+zvbFoUViiNKSvFRwrAFWaxLeBhCo/B3wrxGhQUdCAU/oZt+xr9jMVJj1xrmPRjwdSHpqgMh66mJbefDVxFQAAIABJREFUZ3e5XHi+GLhabvf5SOTb8HBRmAt8vvlXuNq+CPX2cXBGW30m3iKogbfJutsO35cv+y5QCo3UPHr5kTDp0tfNy2/Fu3hw/3nf01iu+XoctAP5S0ckczd7cNylEJJTnLBA1GT4eJPMnOri+O/+GKtRseCIEccCwPclNJETixNo6p7f4Bsb5NQdKxQ/vpCmwbn2HikESxk15Vm9+B0/SkAFXYW0rG65Rsjp0rWtEL6MzaPWwQZLbmZsDeQeINzUwIWjXxp8JlSMqBWhBrY4HcwAtBF+wtojsgTXGUwMRr6Cn1bCGkETNEp+fUWtzhWqWBwGEtAFJ0NVSZOArakMWiFVrwdhpE5J25HLkvTW3MIyWWbsub+PcTgsaqfXTZ2CwKiqK8kZSGme4s/padLJwRAdDYLdMLgOrXzx5SIa9Vpz+uxpaAbrACVdIWMQj3XWjfwC4SLRPoJZPnv2LPk8ZyvGDRhOhCnPRqGj06ykpkt5EEGpgrnGmLqK5QjRvmsopWvAInNw7eR6TvjJzF09DtAjaMriKt6z/VoA/ZT/epJETbYnHQ2G65Qj8WSHtCPJwArT4T2e2yhx47rN1k1LVsvAtkrvNUnbFhkNnZtZnjXvlPod0lkUai+A27nzZ1J/Bdy5CzPA43zZopLnZ1F2xOQI1piBV67m58p/Iwgwl3udQQlbAZYLRMJv4kFxqMQhAvNWN7GNbsXqGgCO8QmPXX6J/oaAFUrSqAFX3RFXAxwEvpvgSeWGWQT095d4aKQx8XrAjBdmHcJLGoZuimHgt9KXi+JMIYD1NG6sQSus1nd46IprzIuGOY0wni9OmNyAkbDL9xuU52paWodHMSBcEdDpV7tYt1FsGRLqTmB9Qa56q/SCTBL0J/luYMXKMLMaIL0JXp78VUicTSKvMihUhr4J3SaYjzZLH8MqluhGX9y8GZo2iOzrh/ebGzfeRiDS75g+2XXNCN6fYJjokFX4pOP0KhCrQiHTVZFQ2ZqYdMZHwxRD6k1Zm+urKCYbzdtvn2eVRmJWqKc8MgwaOjKQ1fMMD0BPldH7jo0o/VkrcxCFHgUEfMQLgifkxrvXwcM+8RQ3syTxxx9/zAqU9Bf66wb9Y2HxaQLzdna3mjki2Z/jbjf6/ovPWT8BhfkCisu4cT3Qr3C0blt4CfVqSNvrAGYdeGjNG7x6hAUZa1q+hTLXT9nx3kID1tu1LorAwxqHn+kRcuObA/sez8kybbVvVDlimbbf59ZDHuiz6qHwvs/9+S61tLcnlev2vgjiHVf3E1muWqfHJ7EP9su2v27Cp5R5WsLTGLjykxWMFT1CWRDHEmTebbLcmvqFkwoMbQ/vhq40RPZcAhRvhbd7x8vRHunDOxg0wEZDTZrnGxhI2quRQaP4r6DHWwc/k4aaXZQ/8L8F7ZtGacsGfXEMOeD4e2m3Ap0Oa6Sz46vOYx1mDH0IbckXqA6Z4F6hUOpIgbh9qaid8OXOyxQwgevUDl4WnydYCpdFXx8VRgCpCZuCAAkeQLhjmEJEi9IyDDzqBdAJkmxXQWwy+R38E6Z/gtvXagjASGrrLu4ADaaDiGCFnZ4NBZhRysI380lhLgcscqGLUWE+BKP2Q5cGVcgOQyD26QM0iC2mLKnp64o6EPneg4kNsHiLn+nKHsJKUVgKR60EahEm5GpV/hTGjtmTIcMnZVlWiWZlaTn4URuenTnVjGNtOzRgx9zB1aUWroBSASgKAp2UPPZRTHbIZ2C7zIV2gRyF8y7W8xxTYs4Q4W7P21cjp32TDjdQvw0Y9RaEKy04rKML/Pq1Yg2t4yqOSxyanJgea268/XbGoGQM6iXrCHQ9FpMEvjlN7QmegAUEoYFis47fY+XaxOUXtAkIGIRoJbQeZBRjMHXh841UbwE36dV6KjCq4mUfUNi5CIwCLIvdGFCAwLAvRJHiG79TmB2JuDaFMXOu8qvLWlxoeeoZmWRd9YkjfsDmGeNtf/3Xf00wDdMaUaR2oY05ghUffH2/efTwYfPnf/InWH3DKG6Mj9+53Xz++WfNOm7W50+fZQrS+8BqnznFayhmA8D17SuXWRkQPDpmezjUjKGQ2U8TIEb1XP2x7AZF44GtUFJ4raNU7RyUHbQccjHwSv5mUNcImp2CaxN6dCx4AA9eB9f3NOO507Mon22z9bRqOKysyuywMmi3FmxHS5bv0T2hc+oCLxkBDt1xFQECKYETWSPEDdRabU4xPAQVR5gZpOtQC9WMi3l9eauZYCxjj9gAx6sVAO4gGMsZ5Qqqz3cyT4e3FFDOKNkXr+Tpktf2Sel8iT7w+MFDppS+lbFP+4RDkc7SmEKpmEToH9EeYSSkVAz0GsnEB9QerBb9xCGawcEJBOdLlNWnzdPHT2I53719JwqWw3AuReu30mEYOjQn3agkZnVA8gq8aK99X0VyCpqYn59vfvnrL1GIHjYuMaqQdQLEWYLg/v7vft6cZ2hgiL60Tz23cF/YF18sLMbKXSbYUsF9gfF1+97q8guGnYaaG1fnmzNzKH7gd4uFplSIikBGuaO/qKxME1B38dIFaB7fDMJmleE5hfgBwuYIGWGfcjq0fcwlbDvyOeAzgIDMuhJkXjedGmA6qX3JPmN/MNnfFOTVKvWZP/H1/PnzzI+3rRoELsijsJUmTBpXyhDEda4dgpQ+dX3Ls5zFo2W/jvAWxuZ7sDcThUGXefUUjDAtcRj6yfRBcvo2gS6OhE9VRizbc9siPoWB9fZ+eAFt05Pmd31MDXKasgI9z6m7pl9NyheX6y28m3YBw0HoxXwcKnLoI2t7tN9Y3uAY0xlGWLpyF5+u1rnM144n8g6ZFDsB4aoR2nmiBTJmlXmPuq1oyAadbHtbDRQtDkIXcCIkVeu3sjREBQQGYZ4ywRAqy3TaCbLvsG9TGdPrx9z8vfhDD0hqOVh7JXJtL80HXvyJFoDbDCkwA3OIJqbGCoA2NlaxeFZgAithFGrF589fjNvMBVm0Jp+/XG0WYNgmiXUIK0xLrdsdah48edrcvPkVdKugHmzm37KTE3SHMOFTCEGBDx6Bux1V9/AeTLgPojqC4U2dYggFV5tE5u5PFxAeUwgS53mLx7SDeh8huHc3WfGKjkgxaCMQrYKM+toRDfSTy+7tTDezTEPLgisw+kE04o0XtA0BMYbAHeEbhcIojMTNNnQFn4FRnUYQn8WaX2FusJ2hwJChBsbCx6iXQcdUJgL9+tXLMJQ1GB9C5BRLug5cZYrIDPAYJThuAvi6Pj2eA9o5iztybJjxZLwX5tGh/Q6IqBjUFPTUC452tGG+2cT1uIWZNUFdvd5n+mFcyOTBK0m+q+UnbO0D0rv3eCUCvb6nlJNaZGQueTsOU3Rc2PyMh9AT8y7C+J1r8+RR1hZXQXHK3hwC/9MPP2weIxym6NArKDSW9TbvX35rPvBS8ZDBduj4P37vPdzCy7R/r7n01oUw/J0jrSo7JRaSdAUsuUrfU7g7IwLHkpCJQ02aVFE7y1i/wnYTb9AmMB2GtjM9ivbFO0d7ZWEvVrcyG4HiU5/z588Gxwn+4vmwng68Ar5LFoHPDqZ9VlADX44Fv0SAArXgb5R2DtP+VTw2wwMyWfY9wH08gDKxQECvyuskCsBzrCrrocvXtjlurZUrvMXFALcNRHMtfYW4494TeBoHaL+0x/hMhpLka87D/uOf/FHqf/nihebl4vPQ5Rou210U1UO0DAdWnMp25AYt0J9tku7tP+JdIXCKqaDedljt8lsX8ysxDggt+mGlET4Mo7aPQVFeJpmPyT4sI6/CQ9f6jetDzfX33s9YuoqredHg1POnf/hpAiqnphgeIQs3gLrK+Pl5PDjm46IxKjqjPJ/8+INmDRzLMxxa22V4RK9I8ASCjhiucTaHG9koqM5ixU9MdpiBsdFsg+sVvD9nGZ9X+ZDOxsZ4HwtUYYZkD0/IVFPy2kOmOBw7hKAHRSgSxNEAIM8zTkz7tZCHMSLsBwpgx7v1TKxz/pCZH++/P50ofeO3OnglikAvcIIrFLi1At1vQ+vc1bP8AsXKYYd1DJMNhixcTOv06VNhy/a9B19/2Xz94F7zh3/4h8VzBF0EB618Qrqmn2gc+ZHwEJ4q+ow5pu+4HfbW9lJ4YmQd/VOL3DaoMDhkIR7N12WvIZ3kVU5SfZ7phYB0qf8BMDTebJmpvbrc/dm3LsH3+4GX/aSmQQN0XA5yjyAnaB3KUVusq2kx4E5lBhDMFqqLInOECQjqwwWndbaB8JGx2zALcl6n6yPL2NXMDALbZwuYXVyAlSBtSFmMwAF9XL4wBAV5Fea1cpWY6/Xv43GY6OztnVag9jTAzqd2KEyOEFoyIscgFRq6E2V+i0tFAZq/cg24wohAokFGEn4XDVLr6QHCfQCra2t7hLGzZ80qjNAxxi44NKBuBEtJ9UriK4RpsIpao9cwPQjlNEK3Cx5GYTyzE1N0nI1s4zqGMrcLox3R7YnCaxwE/BQLgfyoS5dZETt0KndaUtkbx22l6tLVLOP/FHQQbRsaEreukGUdTrMjmfcPaesQXqFRFEmTVvsg5fuOrJGogyy4I/Fuo/DoQZ+CvoaoTBihzBtY6blwSOdgS/dxX3MGa90OtqfyoajiOEfEvMuxjgGMdfLSWzDlal+0r/bVVKLwAwgyV8FP73PrtqMXBXo3P49VO1dB0kuhtWXJdazR7+1yyGYYF40APmQTgS7Dc5gEdPCOFidKwP5QcwrNnL5PO3WVboMDxg3B+xMY0iyBVZPzV5mdskLMwGzK0RuWpWw743FZ606ehvb2KWtqZI58CKAEh+sI44lJxry5dqMSBeM6TFnFUgbqokCBmjKROj56ylQ/6t6RqdMQXeE3CVi0//74ww8yJt/fz77sMOsxrOdd2vcQ6/OXBGtpzcnkP/3003gHOsCri1cHwwrlDGMAxuaeBQ4nqBAO4lpSkXiEFfuLX30e5g9mm/fef6e5evkqtAZsFBochaX4nT0z1jx5icK2fkTg5sNYu9OOE9O2rx88iJXq7AxTYaI5Dez1Ng1Q3yH7Bsz8AE/HFP1KZjcKXY6fMqbjCEWwD0WKNkLTu2sDzfnZuSijRwgnlVVQmG+qJeaQhSsbkiu4M2gSryf1tr+P0skUWO7Qp2tWT0IUZQjCZWLlB/adKOHAW3rznmO+nqsE+r6bIE2hsKpQD3cuHA897dHHLPPDd97LcYtpipKy3+pZc/Ecz1UkD/Fo6ayeZCOo7hALyYBvuD9DAmWcehD+bZKXOxNDfmIbbYfwX0HAfH7zVlztY59+Eo+b072kd2FdBbrKpe1JUCXPE2PCcQuFypkcY8RD2MaXKGzWLfuq801ZmMo+1RqPtOsBONUbofUuDxjEy/hmga6VDmzwdG0yLPQSZe/23bvN/ftfo8SgZIHjMZSah19/nT48QwCvSo4LfbmSpm22/3Y7k+FdFYaVL4RBcNMVAG2bP3nBFv1L+CgL5XE1NsX2+Y7PXIvAa72nwrNwh4Jr4S39lTUdHKZB4eEdjYiv7t5JGX77iGG0kT/94+Y8xotKhknYDT5HAIwR6LCDBYJBhfZLpDDWTTYLwfIKYmAMMkiFQF2JLOMhuEvgPnSsspuV70pMKiNdND2jNGXkBlK505EFZlU6KhSGrObheGEETInWq0LdSvv+72sCBElODSpuTRglzbFNts0xFschZZR4UVSswQtWFQQ4x/MXWALPmDvscIjDIoNwVQVaF4F2nlWfXEXMjUC2nzzJ/GzHBe3db1252pwjmlYL9CIroa3ihtRdZ+cq8FRxUnTAPCjT9dUvEEgm7raYe6pONwpz7uf6YAtCpS7wo1g89hAVvH3iKMSf7p5hlApnSrjrUrWkt9cRkjCrfhj6HlalbZO40aWT9zB04fkmyt7EBNo6QZnQepLLvZq2WWQHZ2Szx5rSdgRm64QmuwTPUTRMtNVgoa9RNGID8Rxe2tVygla1vp2F4bd2nAnosYvSoZVv+y4xFu/mFroN32Shg4okYQYoArvqjjXAT/fctSvzzfLzpTCgIcZydZ27IEilW2FU6LgIcve3V6DrZjR/n6tQ6SHRU2JnH8fvq4W2z3DH8krZIIf1mRuGbtkakSAzvp9E89agdAzOxWQcvprkhX3aPj1KPzogeBEI77H6nuXrctTDsg+OdvGkHeGmN0AoShWMeRWGJ20ODSGoGMveJTpSi0nB9JSo3EuXL6IYKugcm15nOtwiQoVNJ25cR2mAeKGD7NIHLhxacBOYy1fn8QhcMZPmwoXTeEZw4bLe/TpKSYf3pE8tb6qhbpjhovhLqaveiMvzVwk8u5B2nCeOwLXt79+9F++hH2wyI+LJ0kIz038+87DPMKRT52LLqG3/Q+ZVq9h0LzEMAIzscwrfMEsRAEzcDEWYb1JvhyW0NAegEy24JWhFhruxzmI8KFVu6DMNjibn51E+XT+BfoxCeOCC/KTCnAtetRSlPX96xlwZTkG88hIBzjPpfxilQTxIVwoQ35P/8T9JOtrlG/vmMH275ud9h7hMSyhYCiKd1TgpGKbDk0GZ0+MEvaHkSOta2ubpsI5KtN+rAM8i2JYYz19fo69TjnVyhTwXupI2D1TWyVcBbB3s390uAgToPl8kSBXBdOfe3Tb+4se8h3eCvs+r5X2UGCgi9eaj0KA0N4TnxOE8hbltsv3etwyvhaPC1CGOwAAlRo9E4S/gkPq/noSb96v8qK94zzw9qjB8jQC3T7g74jBxN8vee/gwVru89cy5w+bK2nyULuvhu0nR2jiTZsgrFjqXKu/mL2254JDDGn7zhIBE2+WUQZP3fE83+QHTTfWOeM9FgGy3HluPKY/3VATM2zUt7L9eq6DOzZ1ld8BLza8++6J5SczDudnpUp+2wYNxn4LkFYKSdtGaFewul6nFoPY5PTWO2xVfPRbDMFafPd82JtALS3AEAdRhPK4DAejSMBBoH6Gu+0yB3kE5kHyLRQhTASDRSCFIGwXufRpE2OCKGIFWgRCI/A7+URBIWiiJSb2CIdIXy9EpLI4bDcCkFHIGGhn05laNAnkTxnEA/ISJUZ/ZEQuGeLBUNNb3//jPcC/ZAQoz6uLOGmcN5h2un0I0rv996fyF4GsZQlGDN5hNFzrFNeMQECOHcrEILuuYeoIHzaGt3U2CY04xhYwV4lAQxrCQhxk2icdA5gsOJdZ98i0aN3iBCaqYdbDoxJGaaToSHbVsC6mygqBGWXClrUx5pCy7htNYdlEIFF7iewmFw7bboTehG4+xCDifwNKqQjGBRsDn8ND507o58ShljFRLYYXxVT1LdGq0B8RjGLdCcmqKzUtwCbqhxg4R/1qyBvONssb8Mm5GZ2vUzhkk6gYhtSgFXzJVrCLuuJOcgSi3HzxMsMopOpdjesJgBiZIc6RkjnpA8LqQjwLcHH3nuMPSbwy28zqKA3Rie7LGA3DVvWlSgCRmARwsLqzhmSGQifFRPmueslXqLMMSwlbYMyreLKFcHKIcaamPIZi1gHR/GmshHKdYTW5wezCK1BoBjsY17AITo6WtywzMYRj6FATi37rpmXEqjgGWtun8+Znm7RvvMK+fJWep6xG0Kh7Fm8cdytaLJC8Qj9LGOsFY+zv2cvBMHip5NjErANJO4Saz1jXt1HgDRmXoCna/18Wvd2cdIT6Oq/fooNM8uP+s+dl/+fum7zOGKxhWuvIXl+MhULHY0JXOPZnpC+bin2OoYBjLWFwe0veElysURhklOG3u9CxM0fsUTsUgo/SRETwKtinLDnM/0dvwLV3TmyiaCexCy7Y/+55C07wVgLDkwMv7rvORfkeHdPx7BD4qDW8wc2OC4SV3PByjP6j422eNEDemSaUpizah1A8OAjviNTrMEpCWoqCBM93Xal/GXDx+sBCYK0gePFhNRL0xKRuUZaCyW1mPYw0rRDS8NhH41kdZ4Nr1wnoHQTuCkRGhBR0b1Ouyzl6br67wTJljdclFvEUHeFgyo4n+ZFUMOnMFu/RpGmObvG+MT6ZhoYTqYt+CBzyDf81fuc44McKaemQmlCigD2n932HRHOfFKyc+eO/95tr1t0MTfcBfj1Jc8bxdBGy6zPE52eT8JbEzzqI5SzyBwxIPUMb1AKhIbS3vZAW327e+hH8esere0+bRowcoKwvwhksooufSL5IzOEk5wMGjioo07LCoOHeN/McE9N65cyfBdE+fLoTHuR1yDay1P9lP/N5ku3ahV2c8SLfFlU7rgZu4tk9ceKssR2zgnivNnT17vpmfnw/9WN71S/B+6KHWbXAaQf2jj97DMmf1Lqyi7shkXB26fY143tpYab5+ssDygM9YHnQG5n8GjVZt3fmDVAoiUXCPQVDDWIkDEIrrSYv0QzoWqAphG+knQ+jirpe5+DNYw5XldEHZUImgMnevZTI1CbSaauW9jnCqD95w7P3uDY9/0K2KiHr0455q0YVNcEMYdBEJnLON2b5TAYkMnTt7Bs6FJQljGh7H1bm50ly9eJZ5imvAhiU8z0wx13InK3o5Pv7Rj37MeLpCls5Oh9zCjdhhetM2StfDh49CSG9BpEdYi4MIN61OvSuPHtxvPvvVZ805ppQNMiYu5Qknx8PVUhVmwwjblyx2sI+wXoKJOz5lxKaWmpGVdpoIIMxemVLXMSIYxxoR78PU1fUGltCgO5pedEYFlxY3FyGuBETCEGRESwjOEZVE8O/KbY7nvWBMUqHuQiwzdGinwmXvbah+hbE6YfwcC2CEd+RyGwhnmaCrynVkQsAj+7TTsVztTTesu0ztATeXiJ1EMVmCYa4QFDaNO014biG4OpRvpPbBPkIM2j2EuWi9GVdwxPU2DH4HmpRu4pWi3TsoA1Mw/WX6xxEM7cy1d5u7f//3ze3HCHPG+a9dvRomC/mGjo3CPqZRYKCHZY3pZgopte6pNpBMJaFLPXVOGpCqO9xll3fo4FrtBkLKvG13JCvtfubYMu09BFePFpmPTptltOvMY9e1OQRjfk4kc3//KYYpYNB4XZwiaL/aXCwW/xHMsNMhUOslAVvA+eXKQnCzsb2KQGWMEyE9jGXrWK+MJIIAl7NTLbe2kLoKN/JTYBvFLqMaRoHYRBpTneat+StNB4b/y88+j3L50z/6182lc3PQOd47aHVcDwNc3k1sRocZnsOqFAdOmyR3xoavNZMEbT3APaqHwPn1770zD5xQgGEJ9i5jRwZwjy8Rdf2nn/xrGCrjwUyTG0EZVaEZIIxDi3cDxcUdydSfZeTC06Em3c2QYxZjeQgjF1+bwEs+1U9MkC5mk3xIJfQ0Fp1DSy+wKp0CGAWE7xWMffA0r40N0XNkioVFXzJfPQIqOCqg9qEl+p305c/6zEH/a+wtYB5WyoA9ce7PPuM7+3sYXMNFiTWeyf0X1qFjPRBau9bTn25x5+8b+PWEdvm9ywo7dq0itYc1buCj6QgPhO5ciCv82HKEUYfhVNTLxGcYF7UOngzMekE//vBHF5l9sYz7+j79WLIcae4/XGi++PWt5r0b1+NxdDMvZ7Xs7aPUOpxL33SI0Hnvh/QNvT2doXHiJDaba28zJAj97iHgpUuVeqPR374+z8p1jxJI+Gf/5n9srsxfI2+mn8mg4FeOJ09ibO7AQ/eJ2FcYCi/jjJRHrlEvfV66NNM8XVinDNZt4B3xRQ6pk0MxR3tbLJiFrOE4Mz3efH1/t7nIuut699zgSfxZ/wyF8r10L95U6vSMqeAI/zN4RS9dfiseCz14S+Dzf/iTP0nb9GD5rh4Hpy3q0ZxClvqdHWZ8YhayoP8ODGcvCL1/yZMNnhT0xrlMMkw5NcFS2ZSrYimdqdTZHvtwUSjhWaNYFm4hOdDP+OJoP0ERM2QOQulcvrRHQ3cgEqcs7VIRO+HqCmtPdx1zGKOuWhY6uEqlRxAo6i9O1BcQViyaHRWRYLVEBIh5m1xmT0R4XX8CUeIypUPwfj3m5u/Qn9KKkwoVBQOmEbYDw8ZqdWrfAPCQqNTW4vLmQzXlLdZLdwx1mHFEm6zANRLVaOIp5n93mUazjFtNrjk35/Ssprl7+0lz7969dNpFAuEmWWWtA9Fs08kPdd1iWVxEu7RzihcZLgCEIRVGLHJlxCMZJ5wKrHUDOkwic+rfJWARS2CLtcWnpvoYY5WJYqFSxqEWGdlR9biCtE5AHIyjWGiBBO+B4eDT+jtNxLbZGaSBIcaDhrFK7FjDKI1Gse9hlVlNd56zIwpBBd4L3EpD0GiXubKTMKx+6OUQ5kjPDh0pBBRwfeQdOuvCNChsAiVIV5VKQ+iLMqNQcm3QmuNzliONujb6EG04wqtAVuSj1UkbrRcdx9WwrL/eJzXyScbf0X6ILL/ffHIFdzRIcTEd4VKTdah0rrKQiNS4zgrDce68hWXKKG06fhc49jG+MEAErFZVKAlmoEB3E5Y9kUl+Mj3TITiaGae/wViy0RL3jLBPACueH9s6KGOl/ioTLtLh+GEUGGjCYLAJAreEzRieH60eLUxXOBtlT3thasCrm+i4wxhVCB6zDDTMU2/EKhZoprfJR+jnxhZcuHABl/nl5v/5v/7v8ADH7FMvPEZj5KnCosKo9295Bas6SmmrHIJLGd8plKgXeB3kOc+eoWzAJwAD/GcPt/9C8p2C0ellmYB3GbwpPuPZwBW+iXI2mz5E3zJ4LVYWgADu4nc4Fi9uZNqVsU7pCFzzJ9HbwsT8DmiXHiLp1DXyPUo7KumnZ1TSg4rAJTgT1lCzeTkE41HBZn4OY0iT/uRpYtjkOz73p1BKDjRWIS0t+a70KI/03XinOBqUKG36XoZWwLECxJ9bddrnDuU/0PQoXguVTa3w4MKyEJDmaxl6ZYSDlrpLCWeRsbXbzTvvvhtvzATK5zqeiSnc358QdPcCobq0+TnwYwobOFdoudeDux4a9DYEkxhFWTM/N09SAdjBgIg+wXsTCCjXl8hURHB8IdeMAAAgAElEQVS7jRdmEkHnDJ+7Xz9FWBkDVIL6jN9IwKb9lHzs98qWLniguLQ/bZUmadcguPW4tl7c+EbDa5AaHS89dXjOUhJkxIwbjBPjiqYwbv/g44+CG/MS1vVoPwhuBLbY4Zk/k7hYXFxCebiUd372s581/8v/+pcpTzyIO5M0o7Fkqvl2x4xZWm2++PJWc+/+HYbt6PfyRBTTeQJ+/+xPf9o8J5B4fx/YAs978P3zF842H3zwQfPBu+8UrxGwMInHQYMo0sAhGCGRuzhjOBatv48XuhDCGMEqszOsLAZRbmDxrDNNoQ8N1z2g+7DA9ljeSgsyjYZhGL3M3KVoRG7FZ4rmCwAkRgEhcDzXBVZdDRJ5BVqvAK/nFTDJ8HfkT0Gv3a+kCE9PCw4DZHgjQrW02X2XbbftFA4yy8KAmFoFcT+4d5dIzq/p5mjhaLkXzl/Kew6DDPbNMd551Dy8fw8G9wRaIbAE4twlMEI3nQtJyCQdb7LDujqYEdSWJ00Z7ak7zJXQwtzpdAbA2TFgO8y/ZU4vjNBAyZ29webRE5aCfIiigMdlCuXtApqrCqBjz1oRUCWuTTwAuuRsI2XIIMSTP5XCBYgxLi4YutPxDg7K/s3TTEETaIMILi0/d2mT+nT5Ske6o7Qk9Gq4XKLLmtoZnepWVgorQWfjbDKxR5m2QYbilDiF4DaMw8DCUYSU1pbf6srSWvW+bnqDy3T1meyn1DiwtuMJW4PcxJuCRMvfwCb0nBx1Xw9hAbqMo0Je12ZvssOKYxPZpDPLdE3Gk1BU8CK+fDfTB+n8vsuHymwWjWlphpo5l1Z66SDInccrY7Df7uA12GRqoUzAQDrH4lz6FlCQFLAKbxVJykz+9DlOVbqd0qRg1l3rO6kf76n5Cw/Lu8hwjvCEZKwWjOtl8+zJo6wjfkt8fPQhCt+qkGMGgGOvOwlqWyK4yKDYK5cvZcqd08PcaY/h6fQVlUthv7KyncVKjEZ3yWGH5BZYrtT1611vwGjzWX660CehwV0UmCePHjJE+LK5fPFSgrKePnhAsNeNeHmGaPvMDFODYOS26RRMXPxsYsEbaazg0sqxvo4XWxuZu7TjMOImnippbwwFUmVIi3CSfrG6wkqZ9mGU72VmFrjZRja0ok0aKaYSX0QnsO8DMGdYCHMV7AN2sJQeNlFcLTsL2aDEuGNaTcK78gbveV0FelUQKy/0fhg4bXQTJOE+1p2Iki8M9ZCqYp49Nw0snEKMMgpPsNv2DxGJ7nAWvJ+OnDKsmwJdeGh0CDNnyNyGHynYXdRpfn4+/cz+OTdnZLjTwVjkB/iEpOUtnAymzRoMhb5si31qENpy5pTKHV2xOY9H0a2AFcrTE53myUMUaKzgx+Dzq6++Qrln8xjqaZ/eht59zx7lfRV2iiEin6AxaFnPFoWU+tNy6VuYWYe1XQI5H9xKnk4X/AdW1fvRhx8xBREX/L0HaX+VLeJVAW18gH2zF961/9Z3e48qyM4okB/Ie9997waWNzOMoIFY09CDcDNf+a+KovjbxxsnfX380Qd4oa4Bc4cZWZoXGOllgViQuyhR8LlPPv4RQ11MA4afXb82HwV8F2sLSuOfLaZPSeRqSYMDWD0yV8a7FOgGWjiGLgIGiaAQmE5pmCZwYG9mn6hKlznEjUjF3I+6HzelFda1YkVFoMRp1J8MqwptXYISqsA2+Y7E5juVQAWUv8oQ82L7bu95BWi997t4VDtVkJgkEBFpvW23hKigUZDJA6bRqD/86P3m6vW3IyDV1mR0U8z71IJ0bBVe3nz6yR8079+4EcJT8OgCPDXLhioIGZm8W3jqBRAHwll4S/2e22kVFC4KIu6NlJbxOHbu4iCH9HHnERtJfw9tUEHpfM+ji+dTvyHWAO8SEaSLtYPWuIgLXte0uEuLaJeWApnCLIgkhWYmpgi0YlGS4b1hBMLzrMi0uz+XFZDgCSFyqAI48R4C1/wSiwFN/OIfP8P19gC6PooGfPnCRVanOwuDNz6DqFSiTI1RMFZBK9JO51QWSJFzojxJ0tGpaVemQmnC2yEedH/btiy2AkzdxvKAxWcGgLdWJw2IVeeCE/swhD7mPHVh5pur+zCeRwmk+uidHzWn6CNkj8UpfBWE1BT8WobzfL2mGXRMOhsvKiz2sNo8ihffFfc18ToKisNd3ME74HKo9h0XlHB6ltOu3PvcFbscU3Oq1OPHD9NXP0a4qhyOj2NZIvikMcv3mClFlkVdsgMfuJGx8EIYkDDSm6NrNeOtIEYoOLXL2App0WlgPjtzmuVEaZtWtHD3nvEUTh1TrVlfxzIkX702Vz+6DC/B48N9Bd8Ra+6K4yP6gfRp+w2SHANv03iaHEPvLpUVJg1Ym0chcEjO+e5uL2psiPzIuI8LFy4lCGyK7/Caomg6hLcVC35xgTF+FNFR3JYUUfAAzLWQ7Xfb0P4oCoXwEQ/2K8cQVfRU+KIc7pVFUYR5ZweCAilbKOD3Hj2IwJdOTbbBceEO9OGUkuQJbAegI8f/DRYzjmELJccobXnd+933gUUJJCWH5FNxlQv+9PLJSit+W9/znsFx0rznYmx5dZ2hlBcoVY8Zbz0bHiEt6gl6/mK1ufnll6GnTz7+MRXFa4LwMj/bECUapJtftWYNmr5z+zbDWzuZGukqoVGeoRf7/JVLF7Peg8qW49AOZxzgforRwHVWDnVoi1XxjB9CW0RAE48BrM7ipr5//37z+MnDKI4+cwGtKTxG54l70IV97eqV8E/7qc8lYA0dp8A6pIKzHPoG/rRfvNpvbYuBsLQKBcr1LVACwNUH7zG0DBzmmAVjP1kD19KIir3GpP2syiPPFezxCoFL79ef+Qszk7CyL5rHP/zDL5LPX/5lsc6Fj8Ovvm+9lI/yHe+LR5UNvUr01Ez5HcZwHkcZcOVF4zb0HBmM6XofHX7vf/AufG88SpNK6Qa8e4w8EuVPfVyIadDV3xYWXwAgXJGdUYgQtxad2UL3QUKXQrSednEvbW2uNhMjdB7GYCdZMtKI2OdLEDnuLBu+T+dXO7TiDurrvnMqi0JNANmIPqKUBYJJoFShXYWd5Qo4k88KMHKZP/VZvUP//O70TzxPR/7uHL7X04Je9dtXk23OIi60ScanW9Rk24XZNm4lxbnttC0qThEynCtwHSMZRiEwH8eyMvWEsaMZOtAermcjnYUvDpMIEFXwrBxErhLrIIww1p/ly9jUGH1GXdzoRFenCsAY2qSWm5162FXBWJlohSmJP/nJT/DQdBlfwi1LvTdhSo7ha91t8+001mGf6jnJbVTDHKi3iotCSLwuLGotdXBXzoQe3ATG1e9Y/iAEns1JZtFscbf3waDsnOaTMWa01/c//CB1tJ5G59rpl1cKM9xGm1XguBysizAI0+4hnXO3THeRnnz+eKG1tKmXSoYLYmh5KJh0zdXOqq4bGqQcA+xkE91BXLL0iSi/DIlsMsbv9Ka5GVY4A/E0Mfizzmk/EE6HhSHIZKqgt4woDlh9Wv8OtYh379tmERTrWVqwfGnAPsNz+4weMwMw/UYBLcM5N3eOQJ5HvFjgZp+hGi3jKIIqzF6lQzqTUFMmfZzaqWtO0Uft8wahBe4817LwO60vvWgKU3holgQ9f7bMirDvjFDJA2AppHahC5cAPoOlPccPGZd2SDdOf1SAKLzjOqU9o8yQkDHZdJOWjO9eIpjtHJ6ZQQUkQlHmrKfPecfGcty4dhX60oU/2PzFn32EEKYelNV1WAX30SYuTJWh8+RhG2SaIBl5QF1pm/SvRxEGFR4TmFKOODH2Q48R4jixD04lfbpIf2GMV77mqmiuI+5GLgbV7cJEDY7r7ysxBZYn7t0RT4XG+ABAk1iYxYUXiU4Wf/NX347n4gjPSuk9AUHg75k492f/Eafm67V5iyOT+ewap6QlB+Bspp47d9378uZXzb/6yR/hsh5nfJdhAaYeK3jc7U2h8u57WKgMR3QQkgoEFf0MLzT0WYw41xA3XUahunXrS1YsvJjyJyeHgLd1YDofFunIB+8DL4ZgseYNNJQRuYqiHrwDfNrW33pab/uS+DV2xTbpdVFgP3hIkCl0pnv+EDq7yDz309YNeOt10tvg+hkG1emxSdQ+Yk9jxoWJFPTiK8tbk7+0i4qTviSdaL2fJXh4lgVz5i++FSPJPu7S1fKUGeAnT1BRMUmH0qXfOV6de7S3/Ctw9554C+5o3xJ84Ze/+AUL7lxqPvzw/XznNE29hyXJr0qQtP02Cg9tmnYKHe0g0gDDGM8osDQGwWHsbQKfDZRVGVl8+pR6433Fc+RQj4vRmJ9KjUqu7XRNhMF9ep3zWxU64/1GpMNG+XAQzaBvwzEuCo+PFS0PBr7L1IeJMTIec3zXVa2miHBn/jREotBWuFAWY63FzeI7EqDE4m93QIWhaFE2VMDKrPIMZizheu19CcGfyW9+H5Pt0BIB6lBa6ZSJ6KQxalQTuLE7EKCMXMajtWl0tq1WuLjQinObPXd9ZV2kgkKkyzCR5wh2sAYzHUEQDxFgo2ZqshO55GkYAESj9ZWPwbWdw6hp31W4KTw3YZoK4dG+MvdSL83Nmzdj+es6PXuadf8R/GX8lOZAUCoERfEqzMZz26yXR1pwmsgjXPdnzpxrrvNvmg5kJzJWQK1/j7b5nkSuK30P+rLXa+E51nuP740lcGU9rZyL5CNj3YdmbZffaVF57n2Tc/a5BO522tXUQeGtRanVolfEDqy1pIttlLXEDcjLFrOBL0FOQhztwboleAYGvoO71AVxblydh5kztgdK+QwhgMUZoVToWgtYRpaOKzMG7EcwBDugi0Q4p9hxRl1zlUGLUwUK/8twiAKGttivZGyuc5/ASOZKqxScxiLIAhy4y1fWiZZ2NgMd3x2lVKzMx350zJAos84HVqWTuYaOYF4KWe+oUIhbv1Xwg0IWryAYZ4M+Dp2tO88fOGCMUy8UOlx/w7RhAC8GcjCM14BHN8/QK+Vcc9eEZ4uI5G00NPolsOIZNAuIwjNk1uJvC+WWSiaoSWUHSIVmpanRyVE8M7OFiRPnMWS+MMvdbYQz6+HvDY7jwp1rZlkkxFiPMdo0jRLqHH5hLE1qbBiDEYEOA4zFSB4JksPDYjBYGW6QlljUBH72DCEoDTt+7MproT3q6noB7NyCwNGy0yotZQhT22IZnqsgDOvRIsZh7iztwIu0xNizCoF9XtqowrryO4/yu3of6OW68kDz96fSEtxxaiS9K++dov+7ut2vGZMN7ULnEpLTqPQ+GJvTz7ogeukUgwpBSCZlyaf0CFq+9GsZDse4498777zHOyg5rNhnPQxEhYSJh0AxJcAyBANMBqw7ebhXgGsLeK7HjiryDjBSK0Q+uKKcHqtz7Oi2vX0qVr5u/hU8focIfBVIYyCEj/TeYThniOdvE3A5B46daWN/2qN/AGz+8w9DIil9R+WQuBAE4Cp0padpZQkFDtp22qh9YwbPj53Yc2Flu8RvlTl6n3xWrz3W81JQGcfXOncK3nt4AOavXg0/PF5ciDyTwJXf6kGVr0qPwn2RYPMR4owclnFqrffsdwZibqNgqFiIv1V2p7RPuXKnszV83kUBWoWvYSkGX+JscHicF1iMokN0+9RpVp6hsWFGTHfZQRNYYUxJD+ogQt1FOwbBoguhuJXlNkDSCs/CGFpXA0S4Y1Fq/fWzoYubPFDvNDDMBaJ3tSvgnXsqETZMxmdSqKsU2IEFbgVgPc9L/PHa9Pr93Pxv/Efg9yb4RRJ0k2QbrGfqyp0gkvZFCAIPIx+1wIUPQIOtAjPy9D0DmOxUbqIgY1Q5Mrp7F2SmQ5M3PAWkI0wN+tlu87VMcKbmV2GkgNT6Thl0apeb1FoZheAVbnbuQWIodLv7jcv5vnv9RvBpHZ2eNYNC4ZjZ4vNFxvKXImycuqRlV/E4c4rV5abKso0yCAPijMSVyTiGJ+q8NgpURaLLwiZa1dZNHiUNZNU06sb/5sc//nEI/Nad21ECXHluYnaq2WDKibR2D3ed4+tPmEbl/OPAeuB8YG/5rvmuhfeMDjfL+NYk8QVuxjGNYiLDjDJhEBwMSObminUyZzGRuf3U6ZBVFLXWHd/vMG2qy65cGo8MKyoG018GiC1wZ7g+NWaFBnhywweFqMl6ZTwbd6S4k/YztkpZXtvW8qeHoPy2/V6LyH7pVCYVHYdZ7OBfswiL3zslR5qyf7m4h7SiFZB1otvyrYPAzJAC7ZIchLe052pxMnNhJlNR86dwGKFM3Oht4hrIWzyryByCMxcSWkMJtB2DCFnHXFVs5EG2Zxt4kW3iDvqpqzfTTnK2HUcH0DV1CvPHIswSl75DNS3Ld1RS7EOz4wjkixe4TxwPCpwuU7mzU23HXH8dfMwx7W4aAatwo+FZwtjIaOEj3YpDl5dlxAMlUFctOKed4tlhjo5mvhilETQz8F4jiv6Xn3/RfPTRR8054K7MMADQxbhcqnhxkbXNIQStO+GrYiyeVBbka66qRngS+BiD/sZYQ+ItlIGv43K2Dl0m2NPj8m2+F2Btst29vNDbviPdJlGPKIm0aVX3K/0zCipW39/87d/xLf0cRvACpfbLW7fAc+mPL4lrecxYrArBecZmC64LT+4wtGK5wixKNd8bgCWPsF1GoUuq0sw2y8mqTCuI9Z7AsSOkVRVS77a+vuuMJr1NmWoGfs0L84VYjJUoo1rbel/6tFjpgy67OjpKRDjeEvdwsB9Zrta0U62XGFawTuqKErJ19nkS8A5uW8Gn13KGfA32DIzFoXQvTSLvPJcHKcxttz9hXGVRzdZ7lmNKeZw7A6TL0J8B4u5kaN9aYqVD+afPxIGxGW6vrHK9ifKt58j4DGn0HN4uFUpAgnHDkCz1cI1+Y07cvEel2X4xpsIOHOUbBmXuoshId64VYDOymBh4GFxkJaFRxkJn+ieb2SGnLBBsQIMMkHJrucGBMaKnlzL9pwOAOkwzGcDlvkck/AbjEx2is12xbCQdR6vTKTLFYrLRIk5AyCgEnG5nj94T0fWZ7wnACiwBX4GXm7+nf2yXiJRIdPkdL70K17ONamvu1qQQ6cCQncLhefnOiEhwAIdzmU1uBuG6u43i1N2mO2Qq89RBMsSQaFDyFa4mNeQwyJZQFVoyZYWanU5caP0628Brn22oGcOQtAC1aH/+8/+ScdozjFtKgM6FH8L67aJwOO7tuGTKpgxnOZgUtlrhjpFZhlosmcL4ytx2cW8AiYsSiecwENodYUrVrX8WxOHoPFKv1Zgth9eTtHDfeeedCGvzMD9pyLwV1MLQfG2XP12PwlsteWgILZ9nca1Bm0Z108UZL4cxgCddpjyOFe3UEd3tCknIF0+GFhxsC7zSu1orEosk3KV0dtthmdYrMzuoMf06+NdC0fKQFjKuzDtRtsBVP/3KwMUjlDQFq3EB2XiEdluhrv2TcrZZRMYhkdu3b4epnz1H0CqCVsOxlA2jkjlYBvlreYL60ILmkm2z/T7T2vKY5TqpJJ9wrQVfzp07jq4S159R7K4jYKDkxCkEhEMWPDNvDpQNDwAs5u0/XYYGYJJhgmrdulM4CRtKCB6Fo7gSxxnD51vPHU5SID3F3TjE5kDCw4ArmZ3BgREmxEvoetdK3mEIaXsLxYD8tL6kFYMBaWVKkm1mW2EsRRVRQAB/KzMZzNt2WG75FaGjULYtWudG7uv6z9rrvDfKsCMOzHgEUnfbTJNCVyitCpyJCQ2kMhV0AP6qIiBtqkwL1wPc254La1PwQD5e+7M/BpbcM9X7ueCPtHzmzGyC/w6BjX1kmdgmrXHrJFylW71i48TYSMuLLz/nOyL0P3iH/BDcKjQtT+6n79S6WCPPz8xOMqyzyBLTc9SllOzS0HsQnN6QUc63HDqAFxXjAv5lNDsvq7DVNkiXbqNr9PuBMSfUzTiTqVOjDBUsH/MJ8Wa7LNtvxEH6hDCjftK0zyaB75ZuchSzQn3Ar1TPmufM7yEqaIk1JBCCgaU4Av8Gj3IGTgr8FejCQZiJO+stP6k0YZkVz+LJn+/J66Rnv32ComT8gfXwfZMKm8m62DbLMW+NMD1wgLDcI499vyFf66Dy5Huuta930bLFq/lYL8fQJxX09Ad5oXAa+OR/+9//3eQ0CysQEOdvB062iAa3Ta/sh2Gvw9w7WoZUyvlzA4wnuljMIQzfhQDkTLoE4UXRINSs3ObQBVNcq1yGJRJsnA3WelG4WzkJW/ekyecC28p69LmNqUDx6L36y0f8sQMpsL7tp5YZJAM134kl6B2uo/VRn+9KlmfZtR6+KyJrgg1GKxcJSRzyfovEYIsHasfWRRdzpg1xvUD0tkJRIeOCDImqpv0yYoMfnCaoRmZwjQA26ttTz13PWjrWknR8MtoxiHWjC6pbtD2IIlNRyINsoyUbXasw3yLCVcJawfoeR0A7juzOSy6nOePe5FjQP//53xHl/iCW5iUYmkxB69lALV19aoxAhrxlxri3ELzueqab89EjI+QfwmimEYL7Cbw8g8AdQwF8JoMmj0m0ZoOM1taIxkdQuRvX84XnEO1amJDbGd68/VVzH5en7XChkBkWThnFMnRcXzxopRrNP0JburTtDG5ZaUwYanX+7d/8Te6Ln0Xcpxdox5W3TjVPn7wI83vrEmODvO8qamrKMgvH4PoglkwJwoqRBoa0IAG97dXSloS0jrLPOTDvR7C4FrQ7NDnEsErHe+fGtQg0O7Su6lil1MP8s8gG3zlH306tojSMlbtI+88wPXGJub5dOqt0USir0KDaud1ui+BVg59eEDvwLq4+g5IU5vYpLUfJRBoRFlHqKNf2RYEAlsIjNAMOOQ3N2k4Fal2FTPjq1pYuTVpRpesQBQ289RpIf37Paa4994Zf6CFSbFsH+5qMx2d+Jxz97+u+XPuXx9rn5APWV+uEk9B1ugICObEofG/fcPzQttqXLEfrJ4vXUI70PMmOaHfuPIziN3/1DMFh68wkedTcePsiUdIYNHhXtOiGUNKc37zOegX0WMabvwSebFMK43RhHRXc0wyBPX70sLl6dR6GCzPmPddFGEPxcijHfut0sVFc1fK9/QRLUk+Q9piVxKTlCCtKuP72BYCW5gOWIiC4HVhUeFReU699LlxMYlme4Cp00pBwPHV6nGGyOwhItjnFkzdMP3nn+lnKxxBDeXny8HGE4E8YX3ejnj7WoR+AhztVLEqW8DdzjqVMvBrA18VmMr8feAtz8WLS0DRwWryEPiQEsCoegkf6kfjODAF4jI/l8QX/lgHNoiDqfh+Bp2S2CHlLw+ZhfySD1Mlrh6v00gwD26qESEihFZ5VOKVMvpPGnTbscKbnpZ4qhnrgEN4MSVIF7kunvm+Z1FOGSX5ph+XaWHFkA/jvHZ+Vb8r3zmAawevoC+0X4ZfrWOVurrS48Kx58OhBc/UaK9HhaQR0KDzwHDO0bPIXtrZvU+NFZYJ3VJ7E8yZ06foDCnjbohB3FporLnoeC76/g1WOa6MfYb6PkMbY1w/vBHW8EVjeGIbOG9bNRKQU821xwaG9Ow6R3bYgiACPDicCFRIKKDGnG8r5fyafSTBaq2ofvYRaz6O1AEgR7jvm5bOKJPOp73r+2yaVgSDqN8xIBcE8vitZ3/pTcBTOB6FwKkyM5i6paNMStXDIVAcJh9/ryXLJiGei2xderUQvjHSVq8RMEikv/GUmBo+Jo8XFZ4G1Wr0eFhmDPzGm4Pzo/Q+4RgGgGLV8g1jIAmEpfkq9/c7y1HgNnjxgD2nLMYLVaRujRL6pwdpW31NYi9+yC1QJjhlGuRHfe2yd5Rxmv1dgWMd3rl9PRL40YB1cVUu3FjFIec+5/WrEasoStclyLM9vrvO9z3VJqx2rTD59th5hPjd7Ong4AV+BZ4EvGYEvPR4mnwTWXCrs6zvWVUtlkMUfZDDuLiXdW3e9EWPc10o1BZfiNFfkyblKUoJ+gKv7HYygFDke7THfUL7tsBoyLf7jsdFaZj48AU9vX7vG8IHrc5fnWkxOHZK5eg99h2SJtdSToyzZq1SPttY2ceuVVL085WZh5NKfyalLOVpYTTApUym6fT+0Wl+oR98AkSaft9+VG6/W2nvCz21OhZvll2Mpv5z7Ta1feUfd6+XzVRTWPrwZt5ozrLQlnbhu/eoqQXbWm59u5z32XHC+uPRjwJseqRki+sWxtKcS6Th/9iSAH7pEqgGoryfrEkODB9ZZ3rkPbWitGohmnIIK3nNW/zuFlf99knX6RgIW9s9Sf8pAMK4s0c+Ageu8uwaGY9Z0b8oz+HEcJeJqaNRtN7eN4UGJ/K5Uy4U6vvGadIFLKTBPn8srFR6FzozpkHZN38yh3P9t/ppnzddjW9QrWRZ8tPWCzgqN2G5piKs3ffRKDr/5hQq29BOLG76gF1FailLW0p68yp98UR7lN8Izw18Az2/9xQCGASgflI0+z252dHK/NxGngvsKiwe9FsZvE9Gk0XSHcBnZxzoI/FHGOXktjEVNrY8xUzdJYGdCNAc6AbCS0Uiw7pvsnrJpAGNvh+Q1rPZLodFY6TAyPudNaynKrGycR5/bKCtuw2y492uqxFWvf1eOMkLJxaoGrO11rV/aRxtr/UP8IMCZAGr5wlw8JL4AAaVLT9egbm8ZQk2F4fI2915lvjLvSrC+ffKR7vBnrLZlkJrEpJXoco5D6FxDjJcZYGLkvGOSgTctMDYCkYA1i2ZPXUJ85ipjUinhaIBTCJFLcetiRPF+oKCoVRudOsuYplO0HPcyD6fCHaIVGzltWUb0E3zLdCWC8MhHq9qoc8s0fwWWQS26EpFQ1Igf5e87/klzK7yN0jZ/v4Os8l7mpVJnhbYM3HxN0pMBLJZ3jvFNmWFgTBFJEH36WftuCuFc6BaY82FPUlA4NluT7nHdYW9duBhaZuAueLcMGUvNO+yEMhXorrjnbmOO38ugtVqNeLUAACAASURBVCaML1BwCAfrbFtNusWNJO8gtG2322hqgSTCnO8VFEbAUxL4KcpAPvR7GlAVlDSGe4kboF5a07YvNJqyWnrKx/XP6/cKEwnp+a1FVAGdT3reT57mX76hRP4rJtpr2mkKLjievKVSlUc/6I+fWB9poh+a17oWNre/utm8yxxk6UPRF2+Lb1Jwgk9BkmPCLpnrAh6noeGhoXfDRJ2p4TLCDgW4kFPX4RasV4mxVtEyTVWoD+O56Weq3iALEXVOzzIU4FoBvA8Ojdb+PqnyDd/tPfdaPmkQmUn+Kf045n1l/ioGFx5WpLmWo3ue61W7fu0KgWh6ypyT7hBnW3M7VE8yytrkXgcltcdj/HGXb+ya8vLj9kvgJm/Yl44vOD++J94rpE5osvL6+sRjPU82b/pDnvWd0ElbERUJ/9V+c/xp2skXr7X3+PkPPKktrDSqsm9S8TS50Yu8zvVGjKp3me54F8FZ+hyvHUILuluN79igzysfpdsO1rd8TXmYCHiVTQCrINdLbsyBnzpk457svuuQFEKYCfvse34IAnQjShh+tM9YuBG8h2xRJaHIJhIAR2FG3EqY7nZzmNbQNDIWn6NsEOEEeRlbXEF8NwiDikAnb4W9gjtjUVQwe0mTZ57zzG9sVN4BIwqOMOuWWCynMLkWe0LuN0zCvzKR3zCL7/zMeqa+vGU71GoVTFqouohd2MXxPAPgoonRtn5+ngsPYw6KOCn1DNNtm12JJuyPe5bjtwbmVCJXiLuYgS7gWLFYwLqTtrcQtFjhjASmQzqP1vFKF1DRSjHPjOcjoCUUV9lyxbTsa4wA0Tvj+LPC33apEPBGFIa8j3BRQ3RBCOcvqzSoTTq1xTHVRG9CjC6vqFA7NLqdlKhd2mAUp+vA6zrt4x3FeZIKhT8AoQvX8Vzz0+V/iKKht0haKcFCjHVj/ZuX9KRWa8Sx0wK9r5V7wLNKS2EoFXAU1nNamBH3BP0RBNOiIDC3r+zishdfL4gbMB9jBlzeNJpAKl7+pCxObY0/6ySdG2/gSlXpQ3RKjwZquY66/S7KE3DW5cfrlKGVDs5wv2/CNAwiUzhloRJwdazfkU9NYFEi4a8lFxqptB+66nnX8k9SZeond8qZtiDvWRlSvsmp9OL3fmdZJumY8zbf5J4/fuA7KB8cS3/sLQ96oTHHDJM38xlH7wmbb0vmLGyd3w6rYvGOD5v/7xe/wD3OUqhYp6PM8x2k78lY0zfJbAIFcgTrtYuFPjAwAaM8aiagXz1XVn3oaBSmfC7bwdo8xBGlWKM0vKcqWn8MyRA4lsTHLqwziqJA14d582PGgpme9Naez99w2osTz1XW5cuOxca7CZwU4A77TNKOXdrmEJQCIW5kAqgMepubZYiP/lZjJ95Yvo0lpU+8UpfSzoJVcMbYeU0n9StDN8LEhZkqfcRCrC9zDE7J7nXI9bzyPU4tgxZ870wq9ZQ+bDPrne9R2A9+RfjJHxYwIuTD165dD64Kf4evwbuEW7XMve91+ATfSpcmearJvMS5RxAY/uj6Ga5NsU+0an+HtcZH0fYncKtPYB1OwPDGYRQoligxjDGgWezhKjhAEzQiVMauJltWsylTohwbFmlagfJlDRbX4HYRAolJF6QVtnJWpArnQpQSZvn5XML0aAOifUaYnLzj/QiMttE2UoT8Jj+//W2ThJSyv4WgTiysghzb5k/mr+YmAt3ZyTHsfl3PWLSOYdYlGUv9ClJPznuuZf5og2UkH0YOXHqTyHfaifL1rusvI9gca9xHCChcXf1PARnrm3PHhZymZRS19xW8Cr+MmVtHup8/n1n3aOfQhKaxC0sYFKN7z6U2XTLYfaAzJxWacSrKBGPoapGufuQYkeUaJW2ZCv1Yl9yLi9KyaI7vOGbqGJPwVBnyl3rYXp+j+PjzfXSNMHqvJ/AujSrItch45m8Khq71f8CYt6ne96gF60/x469ey3z8BdbA26M/ab/DzIAwTeDjhgnSuB3SDWqCD+po3pKIv5xzbfK5Qj0rSPG9Y+YOcblVqKmX1rUw/d4gphhldDu3PXa4Q1gMAz/duTXwlI/5r+ZuLIXn7Q8mfMAv98jQdpXgMb41f+pU23sobVmoSenf+8vb7ff0gnzDayqU3C3v5p2Sh3mf5Nt+Z9nCnBaExYYzg8BeS5Bnxyn3qWfqVN5TQfF771lyC9p8Is+Sj1AEwy4X4rH57Fe/iitautSL4Sp71leFSFd15nVLU37LGLrjly5yo6U/yX7wly8wfQ3+6DLLliYd1JLpjWCi/qiVfUIjiZ/l7eGl2mP63xGKKESeOn6fP739uvdcXoKaHX7iuRt9OB3WxVsc+1ezc6x4gP65RzzU9jqR0Tw/2CHg6hg34IdK+Hs9aSCUX9tPeEtox93eA+laJ8fKT2ipxcsxfkrfqn0qvQF8ir/f7Fegrn+kQjz8WDr4ll9p5aut7e3/P/S8wqt+V/tH7SZOnbVMDSp5mtelT1JriFJZ6La5xjS5QqeWuvEWtidbm2uMaNRx33iIMQIbR+FdeQfcuE+EAbuQZjDD7DKmG8B8PXYYmBySOTOdhGgRGCTzbhHwoAjGgVCGCAyThzJh3Mw/dKoOmTpNrSLUICF5kat1jTKuWYiMnYWw1BQANsCfjTHJZGry3PcrQ9RSV8OuTK2+X8sqnbp+/d//GF70WjVsp8g2KSxlyWH2MN9oWgx3GIijK9thDo9aE2q2xcoqcOLrYyI1r8oYPTcJExmxzNTzCiMDxs6x/KMBO89Y932dVQHd51yFwojXBBRVRg8d9HGu4O2EAeHCpb5G4ypsE4UP0xNHJgWJAl+m5RQN4yPCJKmD9GHgyjjWjt1V3Nsg+GeuJXzzLN9g3SKsFEbWWxbltZ3CqV8KMu+lk7TwlCYShIKykahX6hP4hsFRNyjcgBV4KMwUy4s9n81LF5hWroEmtqOIyDTn+E+FnbQt6vJrGYTUKp4rSyidskREK9Sz3C6wNqDRqSoqPqaaZy7aP5ZtuxzjV9EKjHgmeKV7p9xZljg1WZa/9AcFjm2k7ynIjT3QjSyMLMt4jdpvvPbHF+XHuXke0t/rvUq7vfWs3+Xom20+5ag/5oTeUsHkFjWIypYyj0uFZ+Rtj7U+1gmcZ7GjwFQal1oK449Qr4K9PQb2vGvyPBYgUJSqihJQaDMv8EeleX1tJXRpwNWPf/SRxJGpQ/sIZN3VxoOUdd6Nhjbgk/XM2fBD+tatOQL9J/YHBVTZPQVfy5zndFApwVQpol5TI9oXzxTfd1FAXTd/CCt9gIqPku8UMSb2twqP7zqWMgpue8/lq9KduJZvGmMyCdPX0zDHcIwLlQygsKhEj8KTVbj7CGIbYkqx/UKF/LvKrTRXj9Jr+qL9kF/9ttQJ3B0zZYW5/edE2NZ616NUXemu3vshx0I75YvKD4+L/14Z/dOw/17ZfMdLyjoNWmOXHPaR5wgz4WnSy2Lfrzj0fY1a8amH22997n1p2eFDDQC/V9BngypJDn7rEMvgCEENAweb7ThPdL0yRYCdX/DglzG8IwiGTVqgfIiDQJDse0THYdyUGpFp2bNayy/TMGA0brmn0LACMjkrJsG56o0W3F7bICsOztNIz62oFbbRNtJGeF4a3zIJrgVM26/z7L/Xn1Kz7y49baRtVRD6tufCx6kTbkAxO0sULesT79I25yGC0WJZtFkXwpdZtQxDzRYAeJWOwVF4BFZKTa+BpYJB8M3i1nbaVurAR8NMH9lkLX43aHGNARmii1345Z5Cj8wVDrrfnQusW9KMfJ7IU477cjcYgl3WWli2Lm/HB5137OIfCvhMZeG5VvsBgRda2gZLGkPhN7GuLc9cEFQSr250LUiVgLgGW3pRSCusXTHOmA0hovCKcPQ7ctH95HsqBe7i5FSQYbxPOKLSCRznlsZUUCxDOJWWWYOSbFFNYRLto2CAczclUoCIgy12rTISfMm5wDB73e0V9r5v8nMVu8pwfC7MpAHX3leAvGB9cpdV3WJutclnzikXRuKxUDxtTtu5wkpUYTFCWOaq0JHW4hWyk4mTWI+WT3n8t53WuV5bznGdKMd3THx5fO61FFLSyZmvmJfH5M337edFCakXfug7Huo9rmXI9bI8/af+BvrtSxWybf3JSBIt6eQ9eY4MUmVJy9HVyP7Vp59kJkeitaFfaUz8aTmVMXUUQYYwDPhUWXUlxERXgwPXFZc+3R0wCqKQaWFcS7etqR110sJ3zQ5TmLVIk4bZMMdNgX5ISt9uP/Bc2EkjKo3i3Sh077u/g8qTfV26cEYJBVJf3LtULHOnuVfs8jbD2oZWcaptKsOpwrZg6hjEfibAj9FQBBU3g2PrAVS5BMeh9UL/fiZthb74awZa7Kb6XnnW+14ev+FPgatVq3RljtKzP8+dlmeqRlV9Lzf940u/dSplmE2NPah35J/OJFKWXb58ObQY3AG7qsC7X0DMGPh2XaFPN7o7RCZP+NgQfNpYN+fx6xV0ATAX3jE5Q8GtfuXT/RMITIOTRLbCtoubcAQC1kpTGLt86A7Ruk4tgJ6lxTCOaB0IagGl21ZtlqdCEKJCiIBoVzMbITLaoB3nOusKynQTNGRpQYYsIYahAGnH0mXRrnjkUptuA6gSXJ+/fkxrjjFUiIIK5Pb3PvK9WVRG90OOqU8oOo21wdRVCi+M3opor0Db6Wgi0gsDuypTnhwj1gBlR21MunbutQhyTNtVpkS04qpUMi/4UsooUe7lPGXWtlRq4q2yvjvT4JhG88H777PwBtuvOi5CVQqzo2Oz2ImatRqecFcjFC9GyTqOruvY8WoD91IO7/qN6w1r4dtnXEDBn89lLD4zD+ejur/6GAtraA97bYR69kfGQ+DWhQpn+WqxKs2LN/lZD/MSXh3qNQwjde1yBZjWv/OPFc7STWDLNx6zdzrHASytLvlnUxoHLal+xhppvJ0pU1mOmQlVF9riSODI5D1CqGJAfNWIZs+TaLi07k6E1mmT6Xeu4DY3QzAf7rGsimVu9geOByhOHu0XJhmYAsRYChWrZaaqmY9eFBmD6ol0IG7ST1q8hlGj86n3JVFHBb5Mw3YZTOkWkrrljItIJDrM3alZlum9HAUIfba07TgrbtELqGL58U0qLe2pTBR6q4yrfOW7Cj2e8VMZdCvbvF+P7TPfqcKhwrEea17SkKkyemrIVbmXY81Lg8InlJE6Hr/H/fYd+dYku3oZ7+Nc5KcMifzBx9eiRArzwBK6VthSceDsQcPGub0ErTLv3B3T9BL5Tp4r2LmnMLUGfTFsSpnCpdRKmLB0Lla4/cxvNXiy+yDfiS93F6upwuD7HKXx+p6BehHqlApksbrLrmD2k3F4SxnGwhvnamkqt9CHw20m1wxJss7tr9zgL9cFlwgbyvu2X8GLLYYftC0XfuFX3i2kfnw8zr89cUhHGizphx79qtDnCb1Stsk6JJW6vVLPlkeXe+1rv+kh5fSUwXUUmTY/eZheFPuvBpW4khYKLZWhRY2P4l2kRjZEfoEC5s+hGmWz+6rIu0zOjFrD87LCWgLDHdzwGBETTIPTA9D3b/+P//Po408+gZkzZkpHn5okQIkCZQIuQ6rWr7BRq9MNq4tVy8dl58YREvu6dHTjwCjcAnRsggVP0DgMZjJa1HHS27duNi8XFlmj+TxLMsLc+XZp4SV7ETO3kejPQdyyTvtxXC8dnr61g9BZZxF+t0YcIV+Fgs9l/K4sZYQ2PCqdT+uxMCmpR+BKGDIWXu65rvd/yDHE2eb3+ndlHJUiSIWhvHouMYfJcdtavZ5CvkQ1LTCXWAXJqU4u3Rhk0+GzJnsrcPy2MOFyTD+hM+hmj0Rtn+e9MGrPqDHEIs2FTiqNl0f5G3i3ZZi/dbbzmjxal5rkzT73aEoXRvAVIfjNzPOeruEej4HfHefPCzX/TO2qlew5lrWQCz7jJaBUy5XlhhlAk0z1PW5fz6elTyOcetvf+1y4OZzkPZPtT2rr+8q9PKgMp7zmX9toIJL7IWgVzbJxjCumRZMjf5m99X0THXr3gAzsqK7G5wIqeg6usOKUAW8r7LWuhyp0xLsquyY7f03y3WP813Z4DKMsb7W3cyEsKuP1hm7o43aX14OfysALEzlpdy/84u4uFWi/9FBKs4apRs/RIQxbUfHPRQSqR+/7RcVFbnlHCVrps+1EJR+evZaf1yphtT0ee8s6zjNleYVg7Hnn+F3uBcIcDSDtzS/EpJXBG1q4KgS98M13xwUVvmi+pW6lzvU60LB8PnoVrifXeqyoZIFLe1QtzPtpv1Uhp55MatBmgXatzMmxwthPktr21nYGDjys9Tz58ptnlpV+/sqjknEtX3x5J/lyrOWIV7/1vmgOZaKMevRa/l2MBB+K/NeP6ui1ESf59/L9b9aN9/ikwkDDooKPAr6Riir+jdvHNwp5FjwXeivGRdoEnuTrv/zlL1kp82Lz8ccf4oUr607I61XclacawxHq4Fd+qNK1hfW9ySwxFTZX83StFz2a8sOX5oGBbBzQ6Wk27lIuo8hpbw1OEumshFcb2zYjguDU3/pZQMYgN9cg1g0gYeuytGCnV7lXbdaTxZKXqG34AJZSxn/5Pm5XP+CZrgCJUnS4vGQ8UFxbZgSOTB+zLcQLdKPx+jbMWCQW4JcjqOf6deQqiOxeIpijCNNqs3jvf8exEAkf5usffqyE4Ze9514nVcZqU0i972QBE5oyiuKjW7rrAhdw7zoNJWsgA28Z+uuJJgV+Qj5kDkzsXGrajo1qYSjwCqQ8KlbMy+ft8fVMuRZWtbhyrFeWV+RUfQFWR4NKfm/IKrey4hkdN6k9Vj4UZmAFSTKpkl49ZmewfAdT5AWFesrli3SgfAQE2iK+eWzze+Pz8kzFTLzUda2tn9aO9EMxOZbnBX+VIXiUWdkJnSliKuOkeBeIOKWb80Ghy2SUN8SWyYxpPPSpJe9OhjO43vOETuQjV0Orc9hL4/M4ZUYQCQu0eHNswZgXrOubUtqTB4VmPLWJ33jf7+svfdC3SkrW/CnH9qVc1Dd63vMU3Pm1DK6ceeGDNiV/z8vN3kf17nHpbQOO61tffuWYFrWZc16ftXc8HOdXWn/yTvturWeOKbN+UY5FPJERz0DfK+nV4l69klaqUOt9UtvzpqPvven+q4W29TuGT7mutX7lXS6Oy25PanuPIXP8wutfvnptcdWL8uqTclXLr8c3vXNyrwLyhx4R6dS30FdQQpalNxRv6UkJLXhyo56DwdLPT177Xmf1+5KZ5dlKf1AHh/AtruQNrjDokrxFSSlBsN6Xf8WzLQ/xa9uB4ewwZaZ1c0Oj2GVkHRIyuFOBrlyYGGaPBfiF6yU4xCY/kL4GDcyKFYCLph/3QNZy56iWo0WwwX6rJl037n6kS+AQCaNgt1F93DtEcOtCUpj7s0G6bj2qYQ0zl72PMXnFzB47NewyjrqPRmEyghQJJmXQCBir/2hYzu0tPKvnRRemQdz3vLxvJlIgtaVAimzRiXDL3XJd779+5JXvTEWMfMsrFktSCJp6marX7e1XBHIlhPKMtoEox/UYBGldZ1ptxWpSe3MeaM3nGDbtnSKIbGeBBRht2x/KUJcKodfn3zgmY/MvVniBHt/wz5SjVPgt6QBhtQfua/vf9FrRxqmXuGkbIroqYytq3pu+LPektfqdd3rPjapnnwnoANjzsx6vHx37fNP98l5pW9QdvlW2ZBiorU6gCa15X9y+6SiWHdcaZVthk+NcKjmqHT77zsTj0AOZjxA9farvVNzmbuDisIFDBoW2y3viQxo3qQCJr7jic53b+fM6HdYn1v/15IpZr9/2OvcoK0vSvv7R/8/emzdJmht3mpH3UVlHH2yySeqkZiXb+Qxru9/fbGU2f4zZShpxRqJINqu7us6svDP3eRz4RSDeioisqm6S4rCR+QYuh8PhOBw3Rvs08OiH2eNSldedFaNZ0JS1SbCFVR7x1zpvPTLdLETB2ahd4Oru+t+Hv/xX4Et8djo3xZ+bLhcEL5vstJfqtISe6EnDcqiFzfjnMD1dCRt9Af1xJvEkvYVh4Mf7xJE2bVXsyafowiQ+Ta1Cq/OplvTBvfm++2v9LDzNq+LBOLZJU/piNyrPq29UJVugtPN+GTZ5ayNk12ChHJipFNy+Y+Gm5AuXOiDMZ3azedB6XgKZ5cLq8ClHGVjbJjnqVjY7a+d6upvEdXcJ5wHtzWPeLbhluds78RW8havWKR19O4VOwH2mtvdY2/Fub3sDL3nlxWk3JD+NCefTiZir5CCMbCGx2zQ6Xq7hCF0yFOzV+8Aur3zH22sQFfB3dBo8bezo56bOQyO4EF779kgsRAiP1mCxehhBjl/tnKYjYPPre9WuwenviEplYRSB7sXGcFYaBeBnna73RtUzdC0MMw097wpkVfkYC1fwpNGt60Zpt13fRH7TQFu5SKNCoZYgusSyRFVyR908oDiTuM4K0imXhNFPY6V8vV4EjcLHSDoOdOlo3NO9EM51vez49RhwX6UU5ORLAYnDMC1Eq+TGpTIezcu6HR7nBVxSiX+m3ikwhctZGLs1dvDe1S0Xq9zb2pspl7XtxjNmn+BdmwXodDiPBV1WpJU6JFs/DhDk1Qm2nBddlAtnoSbpWbZjY13d9V33DFhxne3KHoZ6fY7pOMtXlXEpgHdzoY7ZuxxadwzPFSrc1GslXM+L4DdPVplXoO5OLU/X+Sev9V9nXhc27qEn9ugjrXH7LnroG+PbFMcmv5GO4J3qI8wfy7wpDaF3HW22a9asexqAefDgG/k791xjSJg13ivLlHQlnHV7pG+02wqV6GjN0booNrjbPrYI8vZBgJNG18wV5tKjQK4lGsznCmfajtpvQt33Wl6v0HbDm5104RTcfrZ9V1c8TY6g3+WJc4+EK6cN75XYHrus/UyM7nfdeOYauQ2hD7Ps8P65DZTHKbZpSX7E+7MK6DqehOC2cVHA+kaywttrYBH3PGwBdjZIHd2wJg6caxs8UlXKc8a1FgJh13xuBbnF7ZrNRIc2KAh10BGCxgQ6FPhtFE5xIS79t+7cKCYDbFoxKPBxqPXZypUmzMPIylB5/Z3V5tyG0uUYurUKzrLPkk1BUvOqXgoAH800xYl8cletgv2Ct4V3cHfatgRBCWea6Oii4KsOA3ysx0xkJ67yX3dB1c23qU7QpsTvHK/ApcduvCIZ7IN/da6qLyDcamU+JE+izysbfpatUkTd4lmtF5+LDsCqEDY4R+CmuKlVuhmyyr3xgzF+55944UHPuBZft1fPRT68ay9w0mA2tQpmJ5LxOWRZSd2RvypcxQO/nT6rM+cU81qvpnJvMYNlqsTt16hf8JFKsMTTTnLnwbJW7JEFa5T0mS/GV0ozgSp+HDYE7fBNW/db7R2eY30czevCLbtDIw5j+SkKcRR/aI+eOEe/ZXzLtpZeQs8Tu4iv6hYxbIp/GdvU1spDuXb8oVO30DoNFXvV4R4usAkfPbAfozcc69P3Pjgbj9ZDbuJvbYiViJ4Yq3YpdMvu3N6d12k1rAh/q9ATvtsNM5q1W6eozaWmft25+Y2Wlea0LXq2CC2n9YdeL0eypPyWNwO8X8QRt1Pn7hGzw++FWDUA7m2Pe6IcqCrI7eD7kmUtUyMjqnPA2vsem5Vv2HR8+parrOkwtH1e5CE42FSLIAGJkSjtZf6Zj0wA6LnozzjL2I5ywBR2FHtpxR2NkGeA7+omOToDbmijd9AaeHoVPMPp1OU+6eMEEecfEfJwr9bacbuhYdxmXYCj7YQhAXC0bbAxMbJZYKfsiacy1olZAmru/uq9GFbGh4Gg66oxtxqPOH2EvsC3OvB8Sm3wnhbwFJg5aYGVRIAR59Vxcay1x4jNzQ/uWbjllirkDaq6MEDBF8I4ao6Adr+DaXdjWONPS7fuVUnIB1X5r9AV4uIrqK73LhM8p+dIeEevJesnumO+bTpc2bVcEU1+5F8V8E5H8+5CAz/P5DYldzS/q4+zBIWmGAwc7GiXoKwOJz6b03V47VXfmLB5ukEJqraW3kLW0SYibelf1gt/72SYBvqapaKDiLTrxM8avS42oSdgp06lULeemCPyrspv4sdBXpp8NyIWGwg7Z2FhWPw0OOyyYI3KaH8UlgF9N9/iM+qVsNFhyTytf6Ndc+JdCrTGMoZdA/LBzptwTv2mdiO7j35HW1GrwsfvP4P+ofRZ7rzTYUPx2pisiq9VkLVw99PUY+/FMPBFmxWoq4WpOWi3xtm+Wbc/Vpn/NStas3IpD7SLCmiUgtkBs2vlO+w3c3r9yllYvl0Hb3sOamwn0iYytCas8tflcLwYnZeEYGn2qDbcOvh+zYkxB193bA6/pXH3chqLGqcxmEYHUAQyw+m+c0bO2xxZszfh5jJHGtJ3p1Tmq3XGWzZy8V7rKVJ5n6NBNq70CriEgTPOvIW+RwL3bxBMjDKPaSV34doOwsrTtI7EqiMBKyTOtXWwls2hTo1Wgbllip5000Ph5DtfY57cd1qTxFRhIMXg189vVK3AjC4fbk4BWRfSy1BGNTauqcpxqwa4A5sKqa01RtcZyRCFsJ0buSEsSQSojWBNWtJXaQWBeL1D3c5N/AixZNa+XklhmzZqrJSHuFRD23QLvfUC53d0K8IuRG7qRRetPV9CozxtTuHCegob/409ajATt53DdvQl/sv6pubGsmcZcvMnpa567RTCcpP1lX/8RDBO9YqJsJ2LZBUzW85ikZ9eEFSD8572Zapi650GTm0UE2Fkm7ZveXvNVJpUyP/OMDxa/qYsRWBYFlRx12ww68+oklfzRsyNq6o5nT1viFTeWxY2qiqk6yGS50KMdSnm1llbH970iUMygith1RedvYqhI0oZUb+HfvxHfCIY42v5sT7+8L9H/I4W3O94zB1C69xhYrB0BSZ60hR9EuQDrM54juk1aGhu/E2c65BWaEnBsgAAIABJREFULVnnWe4jPh2m8fWSOsEhXtN3T/wpt4BVPB08cU6QLqwD2tSdhSexzlnbDAP4CFbkKdIDLxytCvberjqTzFf39iOn3EjuoNgZb2eZd327g+qvm3cfKJUV8J4o86SLR1G988AOgBdHeZ10vYnBLvdD3mF3AvuSR4UuLnwCF3wKA3sCbqOXCd4e5rk5VV0IwpTwHpW2jQ7rlwhbpmzTM3jEOcsD7kFkiRsBxJQCdB4ijHchYIfYdrlMhN10jNp579ubqYijppaBNb4bhLavvG1xfK3WYxntI+VmNyTqZsd7xOmhINT28HdtU4Fno7Xjoxe2Tvi5ccROwHxttZpY2ao4StO8WV/a/Q39sTv6nO8KH9z1h/vE7RDawrfA3wSMwgJ34OSL+pJ7wRMMXSHgE1pmqphuxG0uMxMy7iJV6KiqYWvGGnmnEZ+X7e5XwBt/7CyAlahkpdGqO5pvOnwlH8WvfaobTbuMRqpXK3ubRS/e0VPZ1Jvb+vCBFXvCx2xFLB6ThnWKErPOq9ydhVA5ZUd3ptJY6fKnu4uixs8TvXhGAc36mfQxwGa03cLa2Ls2fp+yM+3IvNI6SOAx7QteLWMLTyRXfqQMlFnQno6xwSlzdy+QBBIc8zReYdYq8nCTCn0jzIh/dP9TNP/vlJYP5X/K1IeG+33AV3vVEVddwTyWTGm1TkQJX2pwi99UXwUyD18ttnG1Nkx5YSfTmS+r1S2DXKTbbAfBXWfSuQ5b5ZO75/jtsUvdTbAA8iGd63SMI3lG8Hyn3Mx641Q2o4OdO/bpYL/gOLcDwMOHDBwIWt1+5KyCf/d//tuvOBv3HMHZXnU5dpiPxD7lkgynCuwh+FJVeqKfslXeSvq7r76ePf32KxpA7zrm8gbm+//mZz+b/de/+8XsF+ifnTyuyz8u6DV4U9Jn3IL2y1/+8+y//dP/mP33f/3X2dcvX9FB8VEP7wyHXi8iYUTiRRo+/+iYSbsH59XjX7sDFawKUrhKMILbgio4zCWYSRsaAW8HIO7tDl14BgO9fKNmHarxpQMCPjsI8+NeXQDf9AtJ9uhAKJA9t+ill8KJ1zWOSgDxlr8dC+SL+MUn3dJZ9OCuHvoIWDexOcqXpzb98jm8xrXMNQVLIAV6GpBqeGtmQtc2xVNudpg6DmH9zE+/0d+4SQzuLQ6G+iXMnBJyLV5BXutSuGs3Fjta6gvBTq+QTlvBVwFeFP3Q6VKOcWt3WjnTSUbvc6uuE6mkTRWao8e9PCc/cJzOJumzAsGffIZJOCuRKvboupkWH4wxnDSq65+45WPs+il41U2HMHVdLXbzSSXs+OnmRhaV7grtTKnrZjm8pIKCYk5DwlNkKo5MxRuHfir1dBPCU5ceaoMMIPqbL/Je/npToy+z6e4lUF6o4gVPpseyrEqao8dN/iXeuAWmdAqD/iOMfAuM7ppXhS1HfvRPmdct5de0LfNrMZo2H/xMoypxlKX/6Bb+xV238UtHKnHql7REN6zuqqQtuuVGFZwxj7p4woeE056yJKwqcTRb+43bqMcsxBSvbuGNumpMWzkMbik/Y/kPvLplRJV4jFtz4Kv+45Z0Ra9A/DhYNI58CT+nkXKtW8LF3zj8Un9Cg26GjT+pXfCNdko/afOzXRLvFXVQPIYJ3cZTr0Pibx1x9Fuz08g8p8n/kp3p7k53oOsJL69nlhf/8i//MvvHf/xH1sDPuVL7J7jtzF69flEPTP3DP/zD7DPOhStzVJXGahsYQQP/7Nmz+twcZ9vjXqnDI467Utn3aRvE722ar7mq+DV1tu5/qboErKfFmDH3NM0uS+HOBtI6cUsr1xUfPyxaPB63++VPf1630Bjh9vZbQFjA54nAl1wm7/SAGaKyATDB3kmrmzv39va/nP3u6b/z2tPr2XM6ADucYffbOn012/qLv5p9znWjMnCLqYRdeh6fPz6Z/eWXP5p9++JZ4XnBWfbtug8e4U3MilObqi16I04FmRmvz99gtgE145vgtpy6YU+B6e1mjX82eU1w1mJmCXIriQXDAknGg782HVgoaYhch6yby6ojYIYb3rhbPFSFCm/jesXujexatmDcdsHs3eCNHuJnRF03e0G73abMHJAQ4CECveZm7BjIVHR7Ws56ViHFyc1wkAUdxYl6iU2zgjYqhd5zll5BusUDOynkwowVpPCA0L0KqlScsvDjnet5LEC3S+MlQeLwKwU7xLMFreqqikMj+eu8gh2ASi9BSBU/VFI57tQSfNHuIxxOB9xQeGX5LetHt/oZZ/ktdFEbe/Spv3ZLyw5d1F3T1ytxKqxpUEln8QB7/KIXDjuR+NXd8dAizrFDI9/t2NSNW5wEUddecROnZUOVcOp2eKKLV/iCg9fag98pdbkkqdIgXdJqWFXRDv7wXLeUAt3koTCGlddX1FHrgvgj0G08vNzi808/qwdqLG8PaBhq2o8G5JIlMenNTEw6crGnozfa3aSjXd1b1Fy2aHstLLMOJuA5X3THLnV8sOu6B85wdf0ubsLF3fZG92sEdvCP+DxuJ+PGeOI/4rfOjXiFryuFcRfOi3VG+NApHYar5cVOd+iUz+I1nDcWJn3xj677jR1K85Z0ak847bqbTt2T7nX6mM4Rf+gc6Q6/1BUUwk/5oD14pKOOLwIvnipHnf/iH+lPPOH/LsuqlkG/tC2ao6ruMWjwpr1bdklXuSUey6xmBX3goxtWP5VCLu7Rg0P/GjgRX8pnwtneiMF65+2Lua7aeEFefraJ0qzkUDeswtynZZVxPujkTalPfvRFPSClQP76N1/N7jhC5gVgX3z+KXxlIzhr4wr8Y2SRdXKfN+YfMaB1ydobI+10Pn/27ewCufgt9+if0QGwXBOYKXdmnxm9H9KpOKi2kHrDhTI+oHN19qam0b3T5Yj7YA53uFESOXQA/hNeEDyhs1G3ZJLQnZ03s9NX/zbbfcYNVTYkVtw9EB7Qe5eo7dkn9OT36xUoM2+bhsx7ac9OuaKU0asXzniofev2grtqt2dvnnPbGR2Bp1/9ZvaIuf/PuN3mCQJ8f9vnOunlM4o/4ZD8T7/gOc8Xr7jmkttu3jADwGYBxSdcrkyW4SXMZbaZAQ3aLSPqDY4MoaHln9E/axTmEQ1a6QDWH4wGg1jrWJ3VSfd6yUw8wAnvLkELaeGrMuSPvW47EBR6BIZFw096SskfworGzQiOEGtaBSHf4FpB9X3rXaR1vc2LWcZ6NE/dWQcwwHOXHFrBsyGvpk4SqkDTUHLGuVQv4Jqbtw2/MxukkQwXV9wNa3pMY0Y4FlYrhGgCZ0F2tl8/O0hNbyMf4xHe639V+vlFtcrFncKMspHGVSnULTsKleiuFdUlQ8Slu/a6cxj7FYXbExHuzrTC+eKclU+7wlZ213Oq6PUAywAXgb4NP5lrqXSaVstyvtCcdMVd3XJW59gpfbQ11eB4f7x5OdJvmQ/d+94VAP3a5Z3xbXnxAir0qsMofFHo0l3r0PBSe+AsBzXVRrk0/tBUDZ0J7yrCXWvl3+Cn2w4zS4axdDvicLlkFOhPnz6tBuXLH/+kGhd3FXvqxBsgbSwV6G1pyDLZytCoh17Lku7SfW0jjF52izXlT76Z//JF/uBZuvGM/Ey5GPU6697hDW9aak2R9DioEK/4dQ/exKc97up2WEZ7whmf8eg/6tIXutWn+Ayf9CRcbR7ueFIepniDx4GS/FGgBY+66VwVX8JJr+kIP5KuMZ5V+Ea+6i/9oVt7/INHe9Kvv+52Bkf+Wy+kP/QGj3bLZL5VAr21E63sWl5VcdNsZ3Osp5qDT916oT7iHsNHoIdvBQteW0RrZglqy2ev8zjNO+TWkxG3cat86MjbTBXW1l8f7PGilzeveKmOEfRPv/zx7KfceurT1NQ6ZMpVtZPHx97qeDd7gHD+/Mlj3Og4W774R1TWy4+fP35Qg9tyh6XPXnxN+0V9op055TldOybWgG3axi0eRzuA79pdxj7io4dR7eY2m9VO9nkEava2BtTKUwfbXNHteTYqHbCeFZdBnmlzBGuF9+3oYviBDdh+TcErSnQT7vDgeHZ1yFOUhyzenzJS5+Wwf/uPX1XP1d7XX//13zbuwigrJ5OWs59+/sXsxZevuJXuZvarb3mFDVwWvG3wV08OmG0KVp0NrooOo8sOEhsUaK1XguQ/maXwcvScDLHm2Ei5A7Md8FdoAIu7Z+Z9VCaFojYcEL9hqzHtZqBLeewg7jq0gmWhtLh4k17zF8YPRADxFZ7W8zVcrfdrIBON2/VqlW2In7upSxhY0VHSI0/qQQXg7WmGxtBTeAqXtLclBKf0IYDPCHyBifsDiiwrhl2n5u7xOGcGcCx6MBX9EYrhZaWp++kW94KHJnuVwlhhUmnUAyuNmoURt2XKXnDDI52kDb8pjoQPbGCi669ANj90s9zULlL0CGYZa4NoA5QGdGzAKOT1DGbLA2iGNdaBeasH8Dl7SjyiuQN/97xzAX8v/hFpvQ1vXpsGy5zh53orBuaGXLcu2rGr6mkQZqGuwWtjYBkN7yp9NrJdFb2YU17NrwhcQVwKqp3ymB1xKdBNtz13r252P4xT7I4oXDqre/HZcOMd+bXcsnVYdcUGUT5N9fAv7hEE2hU4lvWxQzZ2aKTT0xomp3FJ0uDTYG9R4mI5LNKb/9hxCH4KzRKcduEMF75ED147zFN/z/qmQ1JXu1p+LLPohou/ug264YPPcLonHsMF/+ge/wumcNNRlV7xCB8+CTcNHzy6jx3CdKjUE84nOcMfdfHGX127+MKn0V936RnpSvrki/6el5b+GviAP+lST7gxvvgnnSP/Qkc6hNrPeLzGMp/yLzmW9Qhw6/lo1zyvC5JupbPsGgZOjv6WZ2eobENsd7yzYcRbAw3i9ui27tZNw1cnD9y+MumUu3Xw/A1PQdNm/h9/+4sajX/qlatMtztdf46QNbznyBXIDx3sImeuGWm7dF0b2xht++TuZwxyHyCMbc/3OAb26MR2cas63adMtTuAqPaoZi/tCPimCe0Pa+y3F2/IE2ZRvbcCgX+4ezk7/gQZMXvD0iMvCl48m+0e8Wa5R9D44aEMpxRZl9rh+dTdaxqCoyJOpigojg9u6UW47sntNZyFu4RgchriKEh851w4c/bm+ezZq7PZv3/1O0otxHKpzCdPPqvt9W+ZPnc33qOTR7O/+MnPZy9en89+8/x/UtggVmZaT2Br3b4EY2yYzSYTKAfUbXTNKJmsbhlbfAJaIMhjGho3K40CYHRvAoWwMK6EA5mXQmWY+JvBU7uZp7+fBWVUiU9hrL9CLCph1KO8n954K+5WvcpLPLWeTfwVH666GV+NDMFhRbKwyozqjDnaVXTBE3Xd95kGshOjv+4yTbsCyjjNe3kpTdrF72dcKnX91MdPP2clnngREYj1m6ejwwoj7fJQHCNu7bXEQb6qB3dzb/zRrBr10d8C8ZYZgluGna1DCB9NJO5QvVROTKMVviq/aClfANIRKEuZhYBBlMPW8VH3Vbh22Q/8wQ+s2BFSFj72h1QPzc6jDYth0e3s3WonbZbnEumWRYgQix0Rg4uvbgU0r6oG4Ng7ijiARxoXqvgo3UVy96PhhXnlJl0gJ5xlA5qo/Y60KhzgxlLptj/iS061u14+UZ7BK002NOqxl0CWn0YXHR6bZ4pql+FqCYGOVMtn0t/hgs8+j+HVg9f8ibuozR/DzTs8cpp03UB/lW/9Dd/xhM4aAAz4Ez7xRR/dpVs6jP+SETSVoZZSaskM/Pp7RNclBcMlPaE36VB3CWaVe+J1yla8whlP3Ed6gi9LGaFP3SWaEb/hdQ+eKx94Ae+4ZKS/Lb96loi0iyfxajc+8SR96vLFcNHPXRZlStnpZ9MR9/BPfCN83IPXNiz0h66aJu78VbjXDAbtpO2H9dtyZLvhp9I+6pqrHTCZdEyrXOPWoAd40us7C7aRCl7lydgeicNFLweeKtsOp8dfs9zs2wrOrjxA1lmHnKX+8se804A8c7n50NveSLl4nz/3nPkpNDGaf3DIg1gPaBNns5eM6Pfg6ZWzsYzsFcouPTvytjMjwV98+oiBAZgYyZ8fIbyJ03X001Najps2ewyBhOdhMyarHGjvkEfXp4zIv72ZffX0m7rnzT0Clwyod895gcf2YA8CFdRONfis5Oz2MVPmD3mZx/fNIQKB4KhuZ/tg9pDphM8++7wW7c8ZAbw+YGqdx13Oj1/O3pDAs7cwg4hfcp79336DYN87ZvrhhBEEmU/a9lmfeMwLSF98xtrEv/+ajTruZqfyMGIxc2xIZbaFcYuM1pwGf9QrQ0hI3LT7qVII9Iu7bnEv4YOfLyDpH2GknjDicWNC/Eb3xJkCErwK2ypA8FNzhaHgGUctXXR6dHcTnb1fzcZRdBopqsIRptZgydDiDzAH4rUTZYNIgVJIZjNfdGot/zYELKPUqQHbbk8PNHfh2siO44DmLflS9EGv+KRbelShKzSGLuG9oW2HTYOOgaopbrXYUkcGkJOmjynha3qT7TU3hRp0OVOAvyPTTPWLb6rC03Xupt+TE0RU3PAwgc2d6VEZfsRr2Sp7ax8Kpk4x6O5oWXh0O0pbVMJCR7kUD21mSaRt4lOoKIy9g2A+fiuJJH55QfzdXmnvdBRdpNk4K22Wc2mhglby1WkAKKViaF/xGYsKs3lX6fAH5UtjlgUQ0iBZJoSho2KlR6/GisbbZaUS5qTHPLDxUhhe2sB0ftgYa4zd7CyeyAhw6y//LBkKVzt0F+KTCwRy9C99lf0dzxxefvV41CuNpRtf89Dd9O+aDtLntb5efWy6Cr98A+88PP7VSSt6oE980FX8wE1hc8XoSxrcv6FeSRHePAHeetWylniY3nDdWXoSj6w13aa/9rEU/kLe+NDxCC++pNdwpsNLtKRD96LL8IXffOzuPT7hpN9lkfC32h5xEz5qbzArmKd10yHEHUhMY/mh2xaoxON3S2XZIe1RcR/jqfDQYnswtglVdntA4csOj8yL5EH0KnPkaaUdXXvlWdftkNeMGu2NcST+tKuhL3GOdIrzlvYnfKdgz+MX3tS5GVS8NUhBoEcF3znlQyWf5dUFg1fLtUL8nEGPZUE5pBD35coaQEG7neVdRs+XXBjjS3Y+Quaa+QnT7Cc8NuZ0vcuB5toNI/hLBrO3l3QeeYq8yTmPrtGK3LCpHB4fMGt2xImxa0bvp6+hnYJzx5D+gBlWhfU1FcK0O1CwTnub6Dkj+u096eCkGvL36AltN90jBLmPg9jYttGkPQ3P5tpbcfH+EqF/yCKAvRGPiz1huuHLn/ysIvrVr35dA5UtEn/ykI0A9E5evTimh0Jzy1Gz14wEnvHM2zWXzdxyA5Znc73Tdge/H//oJ+wm/HL2igRLtPhlvkrGuX7r7EAKbBVumBDmm8AS+uiahRt18QirMgOTicKV4KJBs4DZYOiWTxxRwolDukb8ga0NJBaeXjnMpFGgG2c1VOB0+ik4bFCttFv0fp36jHtvpysdlT56xvKmZSJT/Ah0p5YtxK0xI13wmi7BXCdLy27Eys5tpnR8zU53u8uBF/8teTHyxXSa3vDA6SLN7bNBIOJq7tCgf/uomsNyIbbyc4Ta+O2udhpl/uz9eyFRjeyYZnYUabqr9ScliQ8EPWzLL/kStzL407On+IoAtwGEQlA1OiUjaUr+V7AhXys+aLij3LYGBhySg5sxltDF7ghAd0mtGxDJt+KB5cY6A314zVXijYPLPgLIk+oAzPlH4weQXxu5628qGi9KaFnT+VeFP0lCbaqSUlqtwoNHe8gFG2abEgWEnxsyKz9ohNpIrcXl7MQNQmx+n3WQtyhbvMWNRfw6tjQ2wnzpSR447d/Kcc+DjiN0S2XRYJrmOBre7lQ42sZTedLoFr9P91ouF7g6crTUu7i0JHSmwTw7YnFTX+RPK1/6W8TMg8qHYmaL345R4lSPOXElPQuc+CRqjZhbTpgbfj1+PCqMBDXiClh/ERSdHZE0NRW9QLqbZjvH4FPImFehE7eKj3ZpSTjiL6aivbdZpktaDdu0RomRtGc81S1qisimwosKh1PrlHWBXnZ/wFNtgbr/ltHmbEy2f+4lUjhWQQZ/2sGVvAXK+BZ5gRAGp3VBN7HAgdLbcgNyJOWGtN5R1tMemE73FmSQpXvlCXwUl5e4HNHWui/MjW1+7oQ3Pjnt0oQbqp3hqaVkZEnBOGNDZ8ABge3FBYL8/A0D3VfPaUsY2DgIo8FS1h3z2ugpI+2LyzNkLcujyBpH8m6I22bP2QM2yz1mUK0MoodWSwOXXDZmftbpMa6Dvb3CHTqu2BjtEuDu82+fzq5ZJ/A51G2I2NvhMhlKOX2yEt7fvmpPe/pm8xEjw6stIkKgPPZcHT0Ur4atC2jo6R/sc7bu7OXs22e/JSGs3dFzMOFnjPK3tt5ibr2LJtD3GOV/Mvs//+4XsxesL7hJ4IDejRsSnNo5Yb3vwSPWL8glhYEjVWununYbqspE8FdRqYbWyqnAt4FReDS7/haEmpIknA3EPiNzNwHuIuUKzqJgfbCRpxJFt3Rsyyga/vir15Ws6mYgvbG2O11aFJ42Qk5bU8jctCZcjUj1hTbostMkHi/Un6+BQUgVKrAkfabRGRI/lYVKgW5HpJ6blXiZ1JXw42c4C2u9Z46fhaEtR7RRsgWs1n0bgyp+p1lV0nJAhVCJsxRu8zUzwrpL3ZF2E/TCQYuVzh8S6Boxk5c6kCi6HaDb8tIClI30NQW4Uhv82FKZhUmDLY+iQktVLTo75pXom0DsdHZ8jkJV4evcTDrM52uOjdkQjv4VwPCmA72N0HCF5450Mo0tnLGZUtU7OHCzgdI9eVKAHVb3efqIR3PggzTTgcYzT7ewfNs05ja0lKhaO7ezrNjwlIgbtww7x0d4G7Bby5vCi7Rs39H7JyJLjw1tVOIpu+UUpXeltWi2PrVyUOui3R/Egi6pMX7DTL/RX7Of8Qsn7nRkddNPpZ9Kt9Aat/Az9oSpAP1HGP39xB9z+D/CBv9crzJA3NY/uGLnvWZ0CDSvF9InftwqXOhUDxy68c7x4jequIf+0Bhd2DKjtzygnJGTduy3+r0XNQPmIG2bXHbWirJbgzZ07Z6OMZ553oJLKpbs3R/nJfeqa/qZVv3IGvseCulKCY2cugOW8u88qWl34OxE61QdNfK1Bju0U+oQNafDtih8NaaRPhHY1hOq0kGwyhc539Klf5tmN291066u3c/d5dKsoLat1M3BloNJB2emyTw2jHtSFPSH+Al7ynlwZ5Jsjx1oKb9UbvRzWc0wXtzm0sZblkYu2C/Q2lvK9dYx16zvzx4zS/3NN09nb9gBf8YS3g0wr5j19ur1B4704ZSvcLr8fc5sxhXCW/nnZu3Tt6QdufyK6X5n0t1AvrvDrW6nrHvfXnGJ/PGPZ4esAbx5hVAmEiv56csXNQ2/g7DfpkfwY3avf3YIoy5esOZ+PNv/0RPOo7+cnZ/eEOnO7MmDH7HD/QFT6+fFEI+FXNDjgL5Sl4zYz5nr91rZT44+rWNsvzj4OZ0FOhIIB9cmZIxrNhJ+wLq8utNd+te0l5loCVLJ8dYkrdTdyOdmsBsauas68+v0i9MrXobPZfa1i5zMFp+CadBrY51yz4pAoVGf+rd0WTjoXCGcxOu6a/BvU2Cm9Llf11JEKI4hNIFTpbtXDgKgSBf/Fub2nF4rkBXW6RwgaFNKiNl7myvZgVKzYMMxCgcjMXqAFrBSJQBbZbRC1VleCp09QXmjkq01U2NcVLKMnO6UGhZWYFyHlz6vHuzRVpyFoP84gCgaLNzeUY5sVwipDOuU8VT1pqCc7WwU3UVPg61RL77VmNBgXYLUhmCPiqXgt1LqZ+W9Qi+VtDdLc+PXUbONS6gIj1Lh3fFr+q30CkRps8MrvPTX4GKOLVjmDtBixe5llVCS0xpB3Hql19/yksYmoYUL+cYY2tT9bMCvmf1o0pjyJJGgrWlvzdBpA1qwlG3LLxWIRsBLLhgJcHXzXe8gW9eD33jN/+Kh/p2IgqEugrZ4XHtd9shg3Gi5QGA65VBT1RHCOy7qZr1ZEQHgyM5p9ubeypE8M1Q9f0mH23RdU+4smY0PdmFQ0liwy3HoFWWHWhWeSYN5bt2w6Hl7ZTZHyf+RzxUwDZckoUxbffyYbOmSx/Km2in4UEWNgmF5sXzIvloOMgxpkecjvwtx/6mwg4P4W75UrC1yqQepf4wFq8xbfjzXbDvVHiPCnbpbeQnSarfA29lFWQCfU3boFhXz23ogXUmP/MGlxVF0WJelH49iK8BzhVtxpjn0IiOCrrq/OPG07Ii/NmATqXePNMalDOAPXAl6MRtOnS+6llsYbMe8HKFLf9NhAZE/tm2t/SJnSW4NgoTC34FXa7NJI3FdOf0PrhOmvhXYzk7uMzNt23djOWFgd8N69zXH74S/o618/eq0lp0cXe8g0xzc+by4AtkTSKfc2f70+avZy7fMdDJirytaiYNqAZwjbfae7T2aXdDvectI/uyVQpvTSdB+Q9gf/+znDGKdSXMBnbvbD8lj6Fae0VtiSedu9pd//RezF8+/nf3qP/7DWQHn4J1OZoMRkv4pDdjrFy+ZNn9eC/tOO9TUKD2lqwtukDv2xTV2B5PAbRb59X90zFQ5DYu9EiudR60c1bor2MV+j8mYiTaO0qEglbsKqi95J9YR/iE7A61Qfp4BdHe2ZhmrsmeZSlkOPWtrBGNDVaqqOaaFbvGgSpC71bThI7Ms+LrSOEW6UAwc6VkcogOCzRop8qzVYK/oFKpWlBZ3VSLgXFe2UjUxISXNvwcq/GIjx/G7Xxm1cOpSp0o49ZjLY81PwkWv5ACrHurWBJ07W2dURUcQYNedorNWBVQQaR1BtbfNZGuDCyCXCyC6bqWsVHjVRjSw2/i0Tzr90x4K1sQh6ntA1oTsJHxU8ZVjAAAgAElEQVSHwMWRTdgXfjZ+Nmqqaou7mb7UnP8KeE+GrCsT4rDcVUNd5ibUzBnLQfhbdQb/kYfmszA26AtVTWflwcKtmUrATR27vaqZeQMq9yysUkWrcRadrexM4WxT3keloxLYhFMvGuKxQU/5F2Q0J4h0SmrRG73Tb37oHt0wBa/b+yXBIO8ocVjG7UhVPagYcLODiOSe160MfqoXJZqUEPK9J6boDr+jAznSbdtedHcd7V4lj9/hP6GqU9DzT76pRl22jPapv/ZRJR/Vrc9JT2DEN6qCw8HkG8TOw6ikWcFZGwHV+ezJSreSxI19zq56adod047b7sVCjt5eU3ucNgedwvvZt8/p67JUjUy7cIq8ZkzuuF/lcvaGPWbHTJnXhjbE3Fs2jL94/XZ2gWB/zHT8Qz5vbt3ynDq77FymdqChzLtizd6ZgMPHHJ2D9ro8B6G/q8B0ZCagO/tMnDsn3Sy1xxT7ruvrIDQhBnJ6R0HryM4KrtB+zC1wewj5S0fiCGvShT+7nxmpnjEi911nN9XdMZ1gOAV29WwhzF6Qbnv09KVBetroyI16ix3dEDDnd1XEygA6ENAyb+nmEAuDsKrKHDIpnYLoC8jVpoTX1zDa1VWjXzn88PNnx4E/dhlYJVySCTl90sYDcW0NWIWz0aJ6WEOsXa1UY2hVpvRyix2vaQdQ//mSB+YFEhrBXvd0TgOquakpprgvdKOtTzxEVLxeUfc2YdIv6Yo+x7mI6l5T6N/E73uR/JkCjG3mfSwY61Pa2fvCfBd/45t+kQ3KDGVTZIeyJjJAoVqb1ZCJyimn5fV3ACs+/X1F8XfffI27d61fzF69eVVr5wfcDucRU/6ZDefiNKbP3Qhu39YZJfesnVPOLxkoM1+PIHSGmkGzr52hPGZ+yKB5/5Dr2pkld/lNmemgl2n3Roi7uT2Y7tqI69S6H7KuLpEK4CN7ISzUV+IRzu3MLyNwCDn0rDbUvPb1NY/yOGRjpOpmhysurjigh2Jv30jt4YvPaTRxySAZ5qeSEcLpp5JpKvonpcddbzcayUxHHetUMkOcyajoiXNd2Kl76I0+9f/B/ufHgbEMpWzKhdH8XbhiWV2lGn7rCJ3UVlVKcJWZzm8Tpm30W9OtuEV4B1/CtfE5YUpcO6vhLJX10XqFbv3SXvXMDnTNWxUa4cQjtKRKrfHo1skqOH/GWlojPwB0azV7Dlajq4Q1nU4PZ6QolG7hyohzgWFhCv+iL3y+vzwacf5gXuZA5dWaMpx2WL3y2XztsHFbxvb7sSXuUe5YryPAI0Oij1QYVjg/REwT8sg9l1uuEc5uInfJ+bkXv7BO/ogTYo72HeV7bfjLZ26WUxi7Qc/d7jyXyvKzJyScZa9nx6nGV2yGU+Dvsax9xKMsR48R9sjo53QUXrIxz71ce8jrXe+ydo35lN7DS6bZDzlXTAimz+0JtOpiL2XftWBkqwv8Ls5LsDfinNELcZ3jmHU51+HvrsgchTKJuaJW7zM6N/wNAlyG1Kib2+PcLFA7nln/zO72MFS4Nmpv9+tWxlOFlzNbtqbajyxebx7Dr4da7/Ndw6/H/IPPnyoHLKtRVm6VespK6lBgPlYPvin+6ZStglRhpygvM3apKoHbzbqXHR+XisapdvFTe8tfvQlzdX3UNXS7ePh2PFIDH5wREJf4VeoZ2TaX5d9RSC/7vGsr3hL1yNvmVoS9G6C7jHxbBzTSUfSCMmkgpaWSy0lP/Nfh/MF9wYHKJ6zJi+hjXgqtfXQL3ALT928KbZE9xmC81mu/0DDqukeIq7sPS39nl12zb/tC2jLICRu7X/z6OcKckXgvv6fc32J8+/u3nGF/yew2+8a4ztXBbN3ESqHzmPenXJ3ueydO7V9z5M39Tfu3yFgWjd3HsotwZ227NutVB4Fp/90X3DHr9Z3eU+u0wPZDLllA8t9xzKzWOUighF6RCIbV9XTbi1evZ59489RDKrNHAehdbBPDcZ2/4zI6nl9185RPg3okzpU2d+XJCBNv5BHYb9gp6Cj87u686y1T22Y16DXersJorW2jURv1t8YmUN+vPmZkMMdNewpE/H7Q/7w4YPkcy0AapNHtu3BkLGsjnoa/CbOqIQpPxTDrpwqbUdBnxIwrfr0+0boYWvms7t6P2ihFbW1hm657G+dHtAlHXDVaj5vhG94IOnX+31GGVYDqZ7yqYInfNGB4abtR/LDh7+GCoxC9x4+48tkujcL8PYL/APKBHJDX68rwOvcPjOI7gaccSmeEunRFaKuHTmFUc/9aKua0FLPEul26JE192avBqqWLDW/c/PYtQtv19MdPeCAJPzvJyr8Lpta9++VTLl5zL/I3T78qWDfB/eTHx7Mn7IC/s5PgMTjivWOUzST57Pzq7ezlG7bD7XA7HMvhzxjlv+U8vGr3q9/+ukbcZ+zCa9PvTn+0aW8jVb1hs9wZnxsRDxDcHmT/5JMns8efPCLhRMJUuztHD5jrv2XEf3XJejk1eq9G/+w05Kyz0w+NSW65b1P3Ttt7PKA23dnYwBQ/GVQjeeK3M1Hu0BGma2/NACwbBL60TlUyQX00i0N7wzUNtbDHf6ovIH4w/TlzYCxT4cNY1uK2TreJGL8RLu6j22ieCzMlocK8MC0g3FFdu6rfcY8Q1b8JVgVwhLHxqqI3G3ajmUeqvx0Ef1tHogUYAMoh4jpYlnVxjiFGX/1sFmtndW9M9S/3gbiiaww4MafuVr4Yvn+N3gasYLdZyfT/FGdS0btDjYZJPD9Y358D5sm0/R3rjf6BeX+sHwfphrjxszxW/MiWnS4DM9MmXJWBTp8yUpg6+eKyLvvGnM2uB69A5BOpbqB78OhxHXdrj5txDI3jb69efk21dUOdo26Pd18xCb5V163vcSOdZjvTCnTjZ167XpdUfl5ydl3oW+Tv02+/hl6OGLMjvzbFea7Ws3eubUugI2ZOzSFMudqO42NvkP63jOL3kOjHRO40+ikXvni43UfYr/oDFq1D0AUzqXZ0fs4GO6cSrI/72J0qsKft2oBT7bXjHXs2GCigk7FhYrJJd1XTZXsE8lC7C2L5ZwyXQpI4tG9S8Y8u7GjeFPYHv//9OTCWrVXmPw4HbHIigqTAMl7NEFVGvZv1QkWQN9vq36mAS40r4UrbYRQK9nbTmmK4CU7ju+NEjNRMcYwx6Rf/CivJPZLy68DyOPWv+O1+nQ0qsBtAfvD6PXNgzLMxqk15s8lvxPFdzaFNvcoTCI3brw1A27HN+I+6cddSEzKr5JbHqmdMeyPnrnlxy9sJTxDkj5982mQdu99f8DDZQ451ew+Kj5SdXdxwfTWim5H9c15h2+fI9qdffjk7Jpw74X2a/A073dvLp8hbZLQ0OEB2NuCUO1ye8xT5sevnxLt7xI+3xG1xj6xXij4BkQG++uorRt43s2fUF8bd9eKMr6/5nrK9jyeffTr7CY+1b22zgM86gndSO3XPwXZG5vvs1OOObXoVCu0LCL6y9+EGN84im3gZ5o5ACbxkfaAJ/VZZNbsWYfjMEoTJ0asFocZL67zmy+GJav5AFNzCU/sqNyFGd2mduo3+rqGYLmkWVnoTRj3mQvIRP+JVJd1TnB+DX1zBmU6Tbku4c2AVQGHcgDhVngEOrqlf7PLK8MJpDr2aTdt9wsRwiSN6cKvLe3GKT/MII/6UnzHMaDacKuG059N99BdmtCde4VTBEV03Z5hUo5v24Bn9dBvzYwqnfarqnG6lH9ooKiX8MLjEVY9OkNVuThV3TQ0y6bbtERiW1Ax7yvKZD1CopFUYl8/kpQ+bqHx0wvCm1wZMs+nx/Hhd3Ul82k8ecMUzjzjR16/lOy/EULmhtS4c6rIXUBzdeFfeG3+Msz6XEjCDiG4DcRNWOjx1s0nJz+AomglvuFamW17XkSXTxGfHRPKcuag0OwJBraJVHy/wkQ8F03EbLnbbB+Md3bSrdIu5HFb8CJMv3sEloZZvG/Y5LqKuNgO2mO6p6lG3ROIJ9inIkt3yID7xZ904vJvSHrqii2ikYXRPJLoJI67w6j688Vef428sLbS6m051caoSJnHJM9MxuuuXtKkn3bn+uy1Ft7IjrLT7icNnvLd2WJqmrlz2Ou97J14oc/LoSeE1r/7mb/+OusWRNe6Yz90Bz9i7BlYGvB7X3pu9ZhPd3pvXdfW6zb/3y50pX8+4cMY1+kqfF5jNZq+obJbBa9pij8rt+jbya26msceg8A2REr/H52a5O46ivX0rAogn8KesBfyUnXWXJLpezrHcgM2bibxez8bgwldj2HknnqiqhJ25sKOcw9DogVUf3cK40f99zMGhHvP7hPsB5j8HB1IezTvNUTGPefoxeZxyFXzi15wvOEc9Ycqtmv9Q9a6eBifhR/wx23ikMYnbCP8u1uYiN9www5M6EG23mzqol2Wd0cION/JJqxtZXcNzxs2R+9aWx2YMzXofPXv9qdY1bXhFPX7Lblyv5n345GGdg62Ller8rLwhHoC92EL94SMel3BvDhGbPQwqal1avK78uUxX09lSNjd3GtGKYOgVAb/VKpSAnOY1nqbFtBW+MhvsXaEl2lHJy6kqN4T1LbuH62518AW/uuhV5VaGsi792HkSj6BjHOUGgugNX8MftyCa44/DGj34hY9Zbs1xd3NjaKN7Fe6erKLZqMAwj3GEH80BuM9t9B/NCf+henCEZ4t0L/gdmEUqWizv2JOhEyKseyr1fGM81svYjSufYXSPf9HBbFThoEIQrIS8p86cza4LbggjnBfaHHHk7PEn1F8ubtvyWDf5YBhnr91o/hr56nS2b6vssix9cvig4qpN6VSyCwU7ctkXSre5C2abmXQELvWNynyB5Hf07S66Sw6/S6Rr2352+339xd7KNX6XPnf3hodXOOL2il5ETdNDjg2CV1rYrLwlMq979aanLSKSSFUluleCMEl9NAsXt7jr9rEqOEaco/lj8f4Q7g/DgSozK6KK+zQvk9/6x29F8CWnwOoYvEsA3TL6xVy3pa0C7m6hJ7rOo7mEMHVC3SOjqqotGpu13Fb92EG2l299JXSNIn14xSMqO9RHT5IgpYmPGqjEBX+tFQIt/d5jX/IQmGtGADc0JF7otMtIoW6xYmbNkUdRh/S6rpG6ozUbPxvBu9lTGiRHHg4MVNc0NsfcNnlyxAwcNNRVleUDsfXfGtBKIz+K8aKlHFraNeqm4PZzn06EZ6HiRx7O82ATn2gUC19oUBee8LZWUyV/xG284vedAFXXlkbqczfgVclXw430lWf/iZ/WRv+7NIzwwRn4EW/zCxUtlDjz6RKB1XwbPzXLz1J900CjpTmtM+sbv+gtxMJ9hNE80h/YqR5c6oGPW9IbfcTZ3IbyNCBe5srggTG4dXWkHr1mOshpq0oVDQweB9u6RNJaJvDzT/8S5JSt0BWcYvOM+T6C1ilw3zZ5/vw5T6yyF0wMNVsGFB3iC2SkMvaCundL3fOtdXfAex31i5fP66p1B9meRDtmB7oXsNlJpg/q+TUueDucnfVL2lyL9z0Vjru1qW8TZS19zYi87nJnK30ufaHGMi0PObfHs7cIfp9YNfFZxGc6HybR23dqjUpe6wLM+8sEiah7hKk+LcOYRu/TZyYwdwJLR1SYoz1mvVv4VpFH+IR7H91w43dfmMS/Du5j6ViH7wf3D+fAND8/JE8CG93Yk+e62SCq+5XgpNGJKveFNc5rdeFV4k8c4hy/+CfOmj6tUO/+GLXT5tYzP4+46KagdwRub97wdSWsMIwcPH1iw+RU9RZ+V0zNP6DBuL3mEigaE26TpM5yHJWmw82wnzx+BLwXZrR1O9fEdxj9Ox1vR/2Y87Auqd3gxoZbYD3FsjU7Z3XNzbDFt2o0W8OZV79KQEPn/GU8W1Bo1N2lnBoE6I9bvrS0ZTed+LnhqBL9LnvKRd6qRp7P8eGuWTXq5V+uuEvXoJZsWBT8qoSP2fgKzxr8FchwE/xxj55yol18wTt1T/yJ02hjDq6Go9uSkOjdOfjHMFO3adybYEe/VeYpbmFG/NrHdGtXJb3N9n6/4k18iWNqD6bgT90MvP766d6m89tSsvXMZ2bLrXdAvTH1ySef1YVtLkdT6SivPHbGabJr6sYZU+sPec/khgG1Qr1qD4NqXzT1ohnXyc/PebyFZWkvYjtj1vuaWTan9V0KuWW93X1swlnfnT3bdTHdV1/c6OZUuXP7RTAV1Ethai2NwD4Ld2RPgR7FIYQ/4E73wxNvqaFik5i6ZrC61Kyf0UicsT6+g37VF+9lRDEFptrj9s7cMNP4NPvZgMZsmKjAjro1OYwP3A/6/14cSP5G/75TF7zR1+GPv3rKYLkpQTeoMVzA4qbdBiCNw+iun3bj2qTqYQ5AqM90sqkPgtNhViDa6XYdvfBQ52o0TqUXTj9hb3Dkmn922iKk74556OHt7Fe/fUG8szrJ8vYMoexinYKnRgBeouGyGjNxzNb95ptvWbI7q+U6H2p6xDo6rRHnZsXvZRnexd6Cj+loF980aVLpNq0dQLs+4bPOBdP1Mt/DF8NEreJhcBeuGnKZPuI1bj4ZoN66IXh14uxwjCp4ouuX+OIWnKM+9/sAgT7iDQ2FE8scN/iaecGzwK7ShX0fZdyJX/g5/feEH8NsiidwwTvGMfrpLs2Bm3fYpsnoduXXOiWOhB/5oFn3xJH4gkc/v6zPu/fEenakQGfkXEtY1CtnxXxq/BFz6x5Ru0KQ2wOsQSx7TfYuWXenXN15uxydYl80/eSTT2rWu+3noP4SRuG9ywBbQf4CAf/qRTvqvUu9fHyyVx0Ed9ora3dNsM++WfHe2kMnBtfTLbgSnRHCJUfRPK4m3D7XzR0xp39wxCMsJN4HMG7ofRCYa+zoVYDTnr9Ol9hljJ9KPs8ZVi6tcOif0VDgE6bCTTOsh/1QLbgNp3nMyFW4RhpW+f/g9sfnQPI0+Rm7lN2Xf2OYaUr0S+W1nKSsjHpt1JoGXGEfw480xbyOjsS1AmU5SZ+CtmpWnQ1nGhCBq3SUNgV3PUaCU/W30ZvdhW8aJRqeU6YDPXXic6H//pvfzv7bP/6/PJH86ez/+b//L8LT8ADDpFy7sxq8F8B//fWz2W+/fjr7p1/9Rx2dsXr+5EdfzP7+F39bm3m26eQfM9K3PbBd2PIBoaJPyIWS/hrlCqNz91Yz7bYJBdNnSlziqJ30+tNTuI8/hp+q8Nzp9eI7kcZN2OY2DbXaPoYLRNzUCxfpiJsw68wJP+qBjT6Gby1qw0dM82CBVZ/yB1Ka6npgR7yjWf8RT+yBeZ/wLcL1v8GReGKfxjG6L7AlQQuXTaYpDsvW6KY53xi/fMxnGIV5PoWuG+fcDF4wvRB73fnjx49nn/7o81pDf/HNs9k5+Pe4Dc6X3EBTd7bgiVC/pDPA0W/q8hEC3Cps2d0Hh0tau8hkhTIS2FVwZtLf0lHmSFyN0N3T0vYA1LG1Bw8e0Agg4V+/qk1sJ4y8PRBvz2CfEbwJPGT33RG79nx//JBpdKcXaO7qrNwlNfLa1f/q8lPhmZ5zs46NiUS1KT+LnGdKbVAkzEK+YH2YWPCE0a45vaAwV4bp19S7BXaBsUN02ODXNeGjT8P8YP/Pw4F1eRT3dbop0C/+61JkGVNZrlSBT9h0aPWzIqv0m1fuSKDyefdnij8QiccOtaNpJsPn08+BWS7rcV3WvVoSiqgrPtDAlJwVG7tr107RnXLk1E66+11Myw0w9ZIhrYKPeHiOVbgzXkB88fLb2b/8j1/Ofvv0a+o363Osh+/yToMdc6pyxcGiWjUib3hE4nc0UDZWn/z4x7NvfselGKynv2aa3vbj1gbKRk9eQZFNQxPoEbCtDtM2FS/L27pNNsib6nyQDnfwbpNHWwwkdLcDUnmF+X3UmFdjHlccxiPuLhOa/6JNqbA9EulUZaTebNDa6Z3mlWFVyX/NgRnpwFWvtSp4proBjMF8t5NjGoyLmdkWpwZhJnyqzpPuPVrb5CncNEwBrPlJ+sYwo3lNsLmzsOHL3HEwrMOfMMogVUvFIuDUXjADL4zXT34Iax2skbW85HP6OunQz/i8k73yzt5t/9z07SMpZ2x8U1aWvAKnnWmXw5Shn332IyOYbfuSkp1QIySvzrg9bg+8x663c2vcIZ1qnxG/4AU3pXZovKCO7rK35YiB9CMG0fuf78w+ecSInyNt3z7/Xc0ENHoQ/q5x24twyuDuGeyRUBB4vasNg34qN7+dnDDNDoEu0tsoGGm96uNmGRbnb2uXO40KESnMZcSN1HemaShG0+swDvGrQriZN8+ogfkF1H8KlrBWrHoTGnebCG+qcn1uqrtGp7vr+E41MilS8O351VTTMYY/vLnoTzomutSkCRz1Voz1/XjV8IkJ3pEXcI/MaJjnFT3oycNViuKJM5gM5whslW5p7nib3u2UjTQsFhPNU93nES0r9RSnuvkOrdGteO3WQHva0rIg1CLU3FZR3tzSYFRFxSmVOGVSgRtzYIJNuy8MblLpEEzDJh7xWyu0T2G0679J7e5ay5g2p5f/lk027n69olFQGDtq+Pbbb8HNOjm3OL6hwbkB3xGd87p34iHC/eiEhuFu9lueS/6X/++fCt4pwidM/b14zfIb9VwhLp/shNte7CPsPer2+NEnszcI3C8++3z29uXr2W/+17/XeuFPPv+s0rLDlOC1r0WRY35NWUfHFLVG1bTG2Ww0Ver19jx+FQY6NTggCP/C3xHjaLaBtSM25a3hTVNrc1qIBtNGYrpUnozIynHZIXghiaLdyp7hQl/Kl6GE9ZOfpaTBgO+hgk/QmOVXBk1W3R3SA8q2P6LK1Lu4w+MwO/QVzZ2O4K+4jI+vNlOCvLUOHVB34lQthZGIrsKf2Ke6kOOXTYlSHpxF24AzOMRtW6BK6Ypf0hccc/duGKttlTN+Kh7lBWmiKwoByqO2L8wd5JV/5p4yUhnGt0Ndsqz6HLF10I1w25Q5YS131reTemb889kueFnZrrbsAmF+zqtq17SLD1jyPnlwUIPlXZa671hP3+KEiqfGxOOUvu+kX9OZ9dKauguGennLZtc3r57NbpiOr3fhoWv3AOHsQfezZ9/QK99hPf2Yt18pdBC2T+W9pMJ6Nv3xo5N6l1VGnzBF/5A19WMrinfRcbjdDTZeMH92fsrowMviWWcgYee+DQtR7oA36y6plG568cY5X3OzBIrTxsJPRqtH1bqgFoK79t7OohqswVghaqRBmNU6nQrjNB53LDKlUY89GBc9Ikcvm5S0b1I3zEzAouowgKx08bdCqHvD3+zNLM7g9e3qVqCAJSrBR91C0ex0RpgVgQmtswRgcGykj3yJkgZVdJlqD99RnUo+XQ7wVSBXVKQCzo98LRaZj41X1ANUy2eNTtsKo65Sl5I8U2vB3ZFnekODFQTCSrfU4FQNukelFOzlD81VBqgQ8lg+2nGTJyOv73yAfaLCf/XFzu3GT9OsslKnsYoeP/0Tx1VtZtGF9IDPL0rzgtdxXdYVSM5aEVoEZTJM4cHuBlJV4gu+xFPTznDEZ4Bt0N2VLV88Lma7s0+dvmFabhve6Vc3u1HmXRYXRny+o/yvv/zl7BG3P/7FX//V7Ff/699m33I21vr7itMsT+jUH3FzlXdQnNGw7FGPTtgs9/c0VF/xPOS//vd/mp1z9PW//pe/n33paIT4aJdmNlryzhGPKfMa2Spz0BG1CxEt2a0e6GU5EF7dl6gEuK560loGjAt+dCEafFM9eTd1125cNsJ2GM3b+noZDn+JaCmocY/KJUhV5TX0OuJTKZhUnknWz9FazViAvw+eKw3bMCphKsDkJ/k9cS6rMbA/usowRQB85DPx1MkL6sQVZT/psBOkmrZHNaLU3a/TLlxosnxbRxAvxSc7EO7UFtS40qEa6RzNjlDXKeN0mlocCmaz0gFl4YT+4umE/yHROPy2mKYWT9zncWUAYdmpTjFlR+EMoMctq1wS1xVxu7HSTWUlGyhvl7xDbuVQNkIRN6D210Fp670/3VWkegqcWNmENjvkvnZH6S49H3NCxDRXniuAoU9h7Ej+9tGD2c7lI+5o4VK2W9bEHz/gYRWi2Dku2eodLs57l0CB76bvLTNn3vMur3epwFu37GuDVhJQ+eWZ9lOuTz86xH+bUym1Cx1O1uF0En5FZlmR95lefwChFuAjnnGTIMe2RyB2g9yJ0wswZ5ewbga4hZgdzGcw6E4GErDOpXcO2wibSP+Ma0eigANdMVcGjwWhYIFPxagMwG6BEgdpbQoE2tv/u7pnaL2/uvQCEppIzVn+qQPoJYE6wmVtpGnZp9lsPKUt9EXXV3MK9BSP6bPS8Ft0FGkGamTNddNv2Grc0C34qrJj9iGcTcqCEBUaoltYwUAeUIyKodoV8o0fxtRlfVBMdKjpsKZnVInDymQF1V+3Hc5Tid/PDtoVRzTSE02eC5cvOEf8cz8rreW1pmNJjWWhk2FyhBvDBdec4Ti0exJa2RM2/AqNwdFwU3Z6BKFhx/PZXcUvetw36TtXi/U44xCvShzBk7jiF3z6u7nURvmWDW0PH8JXmgT56q5YO9OHrr3Bo7/6y7+o3eu35IebaRwF7COkf/3025px+5QROSWW3bde6MQonqm9hzRAhwfHBWuDpf/D44eU6dns5fPT2dOnT2f//M//ynnaJ7O/+5u/nX3xxefcWMU6ImLG16J8Gera3b0oOxyq3CWfUpmaZ3mOEJED2lU7x40PmWqnS948aD+sC/Ig4ZrH8m/K8rJrs1U88ht+JX+NZ1Q9trnTVKBXJ0kahACPyrYuuGsGBn8v3zKO3Z4wY6nNidaFaSSFpf2kDAxOS8axTBQecKkTZRXzHKu0moqr4Elzws11wMPz0KO9BBfttZ2QbW4/K3jbbnCYngj0EBV82jXfx3/bc5dnVbaVvvQpTsNKr53HUZmsKLl5ZCYAACAASURBVNv0CwdUZMp2iI6nbTzKy8saja1dk+aiiTR4N7ql02fBbcdqsGB7yv8ttxvKyNrATfvoa6LmcUsfdZaO2C708lxpXe+qTDMtbkyz3LtxlBfFqxMsHVUPXdpm1uyC+veWSE5PmTEDzpn4bcJbfHaxe4psDxjvdL9gsO0avVP6zrh5csT0KAVdLrPuyzfju4XGXc+K++Spm9doWasw7JKAAxbiD3jGzatdTzhLd+RNOEyrnyDo3YnnlJuL9SrXDlT2FtKA77G25868FMjoMsSvjs1Y6uUbzGyMKjQVRni/YjS6qmAMg8K39DFcOUx+9M9X+LCrWrje4Hf8k6AD3CqfhVtoHXXxax/T1uJsFcvQTtHZeKYiLTAuTIaRp+IJft2Cv81oLOCnJsNGJX7tmhGFNomFv/l5zKkVeO0W/vuUueDFHBC3DKobaqsqSqNduLrEAzd1+1FesuAsSdKm3rO2wo/pLr9ybT92ppwhkU4/C3fwjGkVOvbgCJwDLEc2+uuWNBtvvuBPmBGfHcLgbFS9a4/7Kj24o490Bq9u+UYc+jsbVg1g74gp5MRVa+k0Zgpz4eSNnx1AcTmNd/f2jKl4Tq8wK/cJs3BvmWl7/fLN7BVr4McIe2+QtMPwNZvfnj79hoZjZ/bzn/8ly3APOQ3zavb0668Ywb9kA92TalTE+YY2wImkRzReB+zkvUUIqCIIpwI96ak60IuQJSd1QtqLN7RNZe6FA2dMKTfB8q5u2HXKeMzjVQJ9Uprn9E9xKdBVNSvXA9kwZyCySaA7W0I7/NEC3ajtKKWO27Cb3koTAkt+mdfqY3oUXClP+kUWhu+xmy6HS9dbbYRu59cZiXTinT268sKDrsQZFbP416mKj6XeeqUPOMtnLgoK3XM8HckiBnjey7pltKThEFHK2VaXUaYkdaDqiwNOyvc5ZXZUFR/pkIcKaM+hm0fG2y5UYnDCdLiXrhU/eKP8hMuVPHuu0FX4ljtPhiPi4T15RJ64CW5r+wH1kddFz9mASsOh3PSJcwW6I3MHxAryAzoL+y51MUvgYOvgkPr44HFbVmMp7ZTZMDfFnTIb7p0RJ9sn1LUma3dvicxp1h123j3kBbU9ptF86cwCqsD2mJqH2214txHSrqN7U9zDOp7C1Y8wxI05ZpwV2vU7mWHBkoEp0DJtVeYmw0amGr4Yam8JvMJobzhSQVvWtt7XGHrZHFzqxi8uv6LFgiDa7zBCd03YNEpH0pc0GWfMibeloXVWNF8zLZbGS/tUyUNxh/74i8/KZr40TsRnWU9lX3aNjcQzwgxtoTW+6psaRMphjcSEM+1j+oPLMhTeWNCTHv3byNyC2FIw4hCnKmGDu7lSwQiv8oleaUx5q2UZCUMJ4pJCYJvrglbjF//oP5objuXGLziiCz8NE7/30Y1fZfqCR33Ki8QTmPDjgGMymt14yu4VcLTEW16SNnkTeOOy3Pg5deoFGMcP92afPnIT3CezVw9eshymAICnlKxrpgtfvnrBVdC/oRGzc39C48IuXUYhztT99V/8nJm8ExozltouTutO6Sc82iSdp6c0ltY74sxIsWe1ZJSynVGZmy1Hl83zOtTzuWGDX+YtISrtPb8L0eRnTPfEq+iKW3gePe6bdGkQf9EAYK6ApUQgX1p+pmzOdfKnwlg4VXbqP5J+g7vUedd7FRFY5mvtJ7JedPoqqh6lacw38kc6BEl7pN2p9ht7vSjLmjMN6RBUmhB6UeKMilma1imht6/oaDI6VWWEnjyXNkfYqtUsYjSMIPMhsDnRBQ18n3K3DrQ6hlAdOjxFH7y/6e2TSzvCiermri2TiMo0kmE1ALlDGF93esSlchx8zAz23d3jaqMvOX5Wa+nglfeOzG952LxG4XQODugo2yY62vY2x6szRubwyE3mjb/WVeod7dbVBXWY9nmXCx4OjrmkBnwPkDUP2Jey/4ILndjE/oZjbHsHJ3QOWh3fPWAKTQK2GY0fUbkV3ttEKMFOxztCd2e7vZQDeuhWYoW8jfMNqdlmhCRhZoLPx4mrdl5iV8B7iN5M9QYrddcxZJIMNYy9HoVOPt01i0eztFQFIH7hzSjt4lPXbZNaxNPgpEE3wzpGvXUu6XsU6IlPmqQtsxjraKwCs84Td6cA23TjwmwcVobGl9VFPSjNz03qpvNTGPNcesWvuo+2ArISwEu/URWNHU/8xe3UkHgrL+0lV7jljs+IZ9oghL/B73lo8SVfNY+0tMo8YlzwzRFS8CxD0D4MfiljI17hhXkvHk2RD3bDh2Z1cYZfiU+3qLhp12z9afWqdcBdAqCIl/BNB0q+j3RqZ2IPAbRbd01fvXGqj82u4NtzvRxh7RWwBzQyHmf7jCn1a9bPIW/2iPsnvLvCxsfy8ubNFWXGjprTypy7ZYrw5CHtAbL8Nbt13Yyn6F08r5oOedNrdAVECZFehExthIppLB5RD0qH8uJBjUABVC0XvebWf0feLXkM/lX9CwflYYIrMwvJARv8qKITi3HUCB2aVOLICH3ML/2mdsvWJoFumE3KttI3N1TOthJxjaCLJttL3KTKeCUv/Cj/afmFbmlvqTAQZjoHtWZO+DYyV0+9EYRWVLheRqNLj2pqb67tN/GEx9GlVT47Ws8ImyiWlLDZM1N+hFlWC3ujodEcGN2IpTZ3+zS4+6+qjvS0VdwWePAqmFN/bE+qPWB0X/QjEx+cHDBKP6TOPJy9fn1au+XdMX9A3dk75JlUhLZLF0ie2jTnq2gX3Lr6kDveXaLOjvg2s+MgRrmIvIKWI6fpif8Kq23dHdc279GBONnlpBlvpr/45UtOnSGzYZgn03a3dumZv2Fen2MuDLXpnbCQTwV9+NBROIEggubXPQJVOe2hOx1gJCbSXX3u9rtGcNs7sSFQmb/2QixsEofML7Xty0sWYj4r+RWCW8E/Feg7FFTjcASqwlh2SlPFa8HT/z5lxuUTPuYKR/ASGBvw3BtHOhjQWfSW0GqJNY02qsapih6cRU9KcUGs/jFc8RDcNsYq3QxfFxCsDlauKYiJU8fRfMtyS+EBl7CBF67WYt2UtFa1kUjCrwJLBRCvabBDp15mC7jrubDH9OQb8SS9uun/jqI1dlSasC2OZhd2TGvCht6W7Xb0WjnSPekPnuBYhOkCBY+ip7fGI22jOXGu00O3/gkXPWFGe8yVLiq8Hd/qzFhL5S/lyVvbbBTckGXdUpXO8o4jHqfShfXQqRfBiMO66xSfs23OvrW9Id5ItTv7CWvjT5hWpEWqNXXhVC7F7TLlGoFuVd1jA49rkDZO7t5FGhTsuh/pUJUQbGirodRe7ikX5drc8mujH7i4TfXk59Q99uSrcDGX3gE6GQHvJWVubTyn3FgyUzrLHLrRK696EPNvtBd900gW6OdlYnBaMipswmHRxG6zojnlpaR5t+vmZ8vaWteGkuJU9nkHoyWEhGmglgAAirKrVYeYVDdfIRYq8SZ/Fz4LU6GP8MI5dFU5xrP0ijA1dBHW+J098BSMI3Q32C6VhU6UOIJn1Csu/BRXNXvU88W8MU92mJWwXiWMy6MpS9WJYnrdtfd9yrjT74eHTL0jG603qXN16gEGlw5T72j7LEAHdIjdsfKW/UP7LG8J78DX6XpxG693vhjfNkvdVb+g01kEc839MRfnr3mNjYEw1WcPGMQ5bjyOdoHoP2VXn4v5x+xe3+O82wG6Z9OtkG56u2ZX3j7645OHs0cQbUQ18qn1FHt+RMAGHD+VR9zsvcvkfRoICczH/ALyn4TRqMi8MNxwxUgTg9AyvF/eo03Rc92j4BhdGD4Fx/CrlP7C5UscBUtB2APPphG68BsVAt20yQ/jkHbtKZy6qaZ0xt1GcpMyXGhQjznpkjobtnWq8knPTkfBhaZGGk4Rphb+xRS0t//50tYmVXcd0+Gzt7usWuUHo9VOBvBZuoFymo6vpsVsRcyjcre8L/Kq8FUj0nDrJ1gbddiQtA1hjS9WuBa2eGM04PW0hUqzKuWg8b+VH/0qDHxJvoxwozn8Dy5fNYtKHNpHc/xX6Wkwoids4kyY0Bi85U+SnEXT7JS7eU2KaTh6XpAur2g9oME5YupPQeyN0nYyb5kDtIE+YaruNTLf9Ts/N9bURkM7Xpi9X7pG3i6xISVk4xXtARNzJJLOPzN41dCTpUZ7xRofE//l7s1Xb512VzX2NzO/KbMhde4xMcgXlXCm05GUPEh40cZcgJMfy8Q6peAKn6PXVboEUFioLGOqeRxTdNBk2EZggY7G5tec67dgB3uV3cE+NSb+qbt26Te80+AqN5Q5smxN1qLd029sxVKWyOCa/dNfJavkdlgmfvmdPS5tttC09jywPZI/OEWlfGqvfJI3H6DkMzEWzuKVBQ4153/H1Vwb/UUzYVpJ6QA93tY2VCtZvEr9rfoG/VvIvVpCIFhoV3eEXacy6DAkjLptu2HdPGpHWHnEBBeCmJ3qdH5TH90jpnC+umF2jDC71BPm6/lH1oLbpe1PPv18dsTAuTa9vTmttXHN5kvRzcDZUfc2MnlHOQWt3up4heB+fX4z+4bnV/c5dvqAWbEbrm52g/GuSwI3t55ve1C3Q3mPs98JwvuQuftDevtvmT/bp7DUVDvCWuVUtZE6leCo3IjtFPjqi0KtHnshsW6ciDAvQVeFro00t53Hp/SEUeo2NnUhfToFvbDa86lKNxHoMu0+ZQakYZAG42mVkNEMI9RNAj2ZvC4Oi2vwizPxCD8WaM3BVenoBW5ThRWHsAk71T3q1c5gC/l+qtINaNGA7ubHxBHemIbQaqdqnXIU0KpRb9RWAMprcRlHykHFXbQrhFz3XeaNaAJTlabD6hYV+la5jfjmHZoEHHC3sIu4BQmtA/icF6v8TVNUaIoe9026L6KF7+GV8Em/5qRniteGT/5Yx5xurWleWr5t6oq4/JKXS3yyPlDxnT17je5MmnXugGk8RwtX+Fs3FWquG1YZrRa1lUVpcieuI4dzphOvEfy7LMsdH9MRp704P3f9nuswL+xQNf5YVppqoiVrnE7VqyC5BFSZu11z8j8jJtNcvOn4DLdJjfVxCmeSElzeinfUp/Cr7PLYcAqTVWvohil6exnu/YNyI7KaMdmUBsNuUpZvP/nrNb7SX2nuHeHwnwgLTcqQaZeFTqer5jQAVu492uArvrtWD17xt/C0E2RnwRNvVOKIfZMursIHfYYbv+LtpsD4VVohpi4v67B2RKIGY5wqjlhqBpAAhQfHpFd78lZYzX7Cy+9WT9py8flrhDQzXA85yukARzj9xXFww8Y36gRijf0+PivO2jmdATvZO2xoe8DoWpknXme7L3llzfvZ3bzq7IHT83fIzDPwvzzlaFzJa3CRYVvU1wfH3Eb3yUNG5+yIvz5jZE9F/vyLL6riHbKDXWF+yLy/Dbk753y+7Y473e39nZw8otKewMW2OcCzrT7g7v3PszNHBuYuHwy2IFrh7eWESWFKbbFnosinC6sxI6FEUj2aFq6NcsP0MLQqRq9Ayfh5gQVIN1X0snS7zE3liK6buw9T2AP/QTpRisc4Q4sZbhyxiy9xTnHbG45f9NCvLi4iqM+msIQ4PFDJz2waKYcVP9IQvNFH/PYIpV84G4VqeNFlZTXoVOB1qvn03877Kaz0i19akx7dNFecPS3aR7rSURvpD+4RLrSbtsQRc9KbcKv0EUazX2hJvoo3cLqpAotpjjYw0fUIDs26i0ulu1/lb/crj8lP0qrziLfAYL34amewjTn4klsJp79xyE/3wiR+9X3quNN4Dx9Qp1HC6e6snEqzeCKoMnQLbi998auXpVg6cTLnhqW7W8/+E87RvXEGvum2Da4mwlMKmw2f6VKgpCG2Y2JKhJdH0qEuHL+lK1BKZTjZrVMtadA9+EZ6NNcaqXnDVyPzjlu/+TG2ns0t9xaxSFfhnv8QT/21+BaQq02W77kwXQ0yd5We6Zcyoe5neptqAy7hVVnTb36t1FbY8DEeK3TLxS57JqTVTWGGswPnLvCiZxKm8E7c1lkrfygDTlt7RM1yanhnlirvJ/TN812EqXrJrx5JtWGYLU/SXmv/4BxV8Vx+8mcnpTo26DuMst15bkfSq9CdRq9yTznbZbCqXHTJ2TAX3L74+uUrpkYYHSNwDaM8PGafmSe8PB/u2yjuQ7u5ckPhNuvd7HSnA2w32dMl4tlH6LeZcZa/jph6hx/uWampdfhdJ9CoX0fHj+gMXNfTqre8onSILP7ic06f8ZSSYewA7B7xLJtM9eEV18S8f3lvj915MPQAQiRmb+uz9jALG2J8QebGoygw6IaKaW/C0flbp9qKIYzQ8fOvNRDLjFzK7Fr/bIU0zF7yj2PXN/lNQP8srKms3yWxy7nzgZjcTTSpcB+I4Qfweziwqcybd2G/jZiiRXi/NGojekdZVNF7VeECefDP7T3sEgpaWI/gWN9pgQlkmZCSJaghzgicOGlfBxuYj9fnArcLtvAnGOu1tlj+wPqUE6uit45vKgMJk85Q7PfpCrQl4XhfgD8Bf8urKqVpWgeq89HLQYNsv2OZCK/j5oDHI9oKcjuf6fS6rHzJFLp3PSCdXaWaXVLvFMS3+LnU57FvL4axDHpT6RF3NOzTYdi+o7PiDBbC2htXd5C3x+iHLHVfP+DqV+Ksx1xAekxGnTOi32FZ3FdMt7gZ8pYTaQznZ9fsfN/f5zlzduUrw6V59wtG5xoU3PYsvNZ1h6mVA3pj3jJF35iewHG9d+yuV4DpWTOqZT3O+vuWLfRvmNN3/VyGOXWwJ/K+e93bzeY94B6p8YWvo1AKE9VHFffRTfMUbur/p2CvSpVK25li6qsio9sICxNdc7ijfl+lLNg1+Bsixzw17um6+FuDXI30vHqs4Ka0WHtsxNeohlv8Da84R/wtjjWBK4zhViuj7mIMPVDNtdnjVoBrft4HpgUdy2rM99G/JtLvzdkRpfUg9SmIdbNByzemsgR0ANEdDQuvXgrgpC9ghslIcixzrTwSnp6CzYI7oIUt/penliFwEH5P+kjLKpR1dTAeaSuiF+wwug+fUowKr6R3xk2F733xrqJlndtGXMU+fzopZceC3lwXukLdpjO6+RWYVR25JH9j/BXz7/9HNo9flaEQr99gHqlpZW10aemfgqc8W8arHHeAxOONo5YN/2qWA4HsbLPPnh7PONmBQC/B3NfU3ZNyewy203bTXM1MMVt11veMHRw4Snc5zXA3JaStYdtbh8hIWnP3gFFpLwuf+x+YckdWOhOyT1gnzTzb7s7218jY220eY9nhEq49cBD3HtP1V5fMZF/xMiLH4tyY7rLD7ueff96mOVwHs0aiFMAKZqfcvaP9gAX8HRLkFMA1RNRGKNJ7yVT8KdMMrp1TjQnoBhnMlB7YQsXmcxKL3JBJfq731aYdGCqTvVilMpI4A6Oeihd9zLJym+bYCPAnZJYHq9JoElII9Y95dH+fZG7C/17Dtfsi2SDM7wu6KS3reDLFua6iT+E+1i7/Rt6H5tA39fvQeMQTXKvCbvTrAaw/IKnGyBa87N1vpE9cLtmoki630RUN1FQnul3b9gYuGzMWBIBUlFnZrM9NZ3Wv6rY4hLKzaaeuxdU7d2TMJtpB+AdRtiVr1bzzsRbi9+4x5s/7RDbytHKy8qSFNHf8VDViB6DyRgezKJ7aUVprp3ohwo5eXfluL6DhJ356j0JxAPmDGhXGlaYiqNMEBbqHVs2WYlXxelKfq+xbL0iQrw3KzlEOGcYLY1xyVibuHLQlLI/MlVC/9SEzbnJDFl6inzLFruA/PuYWVAS0m+Scivfa5Dc8M+wI3mNmh57pZ7a7EeaxNtoZ1qyk1/jdEe+97m6o20O+OkOwS4cBqKpxTq9vueFu5l3yym2XpepqWqcATC1CnK3yHmlpG17aOraXSexz57qb4C4gxsdO9jmacu3ueJ5R1K0aBSNng48Pt9sj4ZQrO/OaYN6BuJFJFja6BvRA2vpqKz+tYRMuTE7hXdJ7gxS3xpE/7d9U6qRJ+9Ttu6RwimvE/13wfp9hQ6M45cNo/z7j+Vhc0jPSFfoUo9+HEnfyX3xT+6Y4Gl0NooV7N3xwRxfaNCiS0Vra6Gz7V/W50qUwXAh0a632uuUPgW9AG9RqVB0Cdgu5J8Kl9BjfH0PZnqiSX5Vm022iu6r2r2djpSUe6C30wmHqv/D5/ZhC55hvY0ymooSrbWo+3fpXgr0H2JQWw/auWIdunQLDV3uNrhKmN8Et3nL9+B/RdtQrkUz5PU2DgQqmZ2fxYsAk3yrP4Ujxsue96XAmuRjV4YVtpwT6bnZgvd7Vm9ncRPrZZ58xg30wu+CGRXexW7aOsCvAL7eUjchINrVp990JN5pyLrzcjcL9AW+4qOn84qzufHcz3APX0S1lTpeQhrY7vnWOpdf3TqTLfWd2AmrigJv7xHVNwhX0szsG3oR3oFzPp9q7dm7fCyOcet/CXtMFsNrd6qb7+pr1AYS4x3TO0d0he8bcvi81tQ0X9BDoCtXyGQlqxx1gDIFNuBsqssGJ0JVoE+7njIDZKly+aQGe2mWQbinw2v/U1Yek5UNgw5ePCZOwvy99HU2r8vv3RcMmvNIXGkc99MVtE45NfuIJrlVwG/HTALS60+qC109PGzTDB4ejNUcric820PG1YaoKYmiwjrv1Vbyr2q96azxjL09+bIDAUc6Ga3EknnL4I/3YniT90UPK1B73P6R+Hw36y8foI23F38bu0bmVgbhXxpIfQKRsVAfGEMoQMw4VYS7M2Akoz/6T8MKWOXGMQH9As2WxyqOJQ5UZPXTGXp7IqUprT2+58VP1R/7yab5DgHlRmg8KKa8UmJ4CeXP2dnb01mPci8GpOKxT3pXiWngJdmUkg1xeSK98e/78eRvZI5Cdrb6q0x9veWntrE6S7CFzFew+6mIHYJ9ZAFIALvKBn7pMBpkrbe5p23VwfMn0OhtOb5hy95p297RZzi0PjOpNRBO884LTugqVsRccXjdhdXkHjPPe9wvOuzldy7XfpTxgf0Wi75ha2EbQe561CpsJJiLDLwlqMkJiawditQQtRwwzfqsKsREWTBXRiv5P+idpjG5iquB1PRkVvnxoYoM3+hT/h+JbDZ/mYJWvfvFXN6/VbQ00t7zH8HGKzucynrQy74u7LTPdF/nIv/tgP8bf/FVFjzlloTzv+TFsUr8OdMQv7hLcFW4xRV5xSg51HIIKVTWemBQGaRPVFf05gtZobXhsEB3ttN0T71Kj0Hg/zr8bdnSZdi1GvzLTzpgCv+JNeITu4yjVw3kn0LsOS8LhXe+PdrmPfmluObDQk446UIinvDSbpnoJtgSuQI3MCOy5YF9DvUHyJcwImlo9un1XszSF5PfFZZj3ocXyKe5WvhexWCfaR3mmzNZ+kN4R1L02wLFR7QXXrbob/glnx51KP2ekrkB3d/4d+9Rsq2eM1F13dwPdzoX3k7RRtO8gpC03XbXBjrPkZ89f1M76IwT6EbcqKtgV8OIU/pKZgXM2nF8i1F0nd539ljV4OxridO1eOepg207ArsT6lqvnRs+8og6aPBrqVDvXzODWLpsXgexwZ9/p+Vsqoy+y9WNpbrNni/8NCfFZVC+U9zo7p95d/JeLtQkAgpwaYMagmKpQtzvlDkALpKo9cbeo6hZ4M6saEmBkYDUuHd4C97GqKqnDmj8x1RrORvTYG9VsmkbdGjna3/H/jmkv/le8jvRa4z7q5lityZZuUdDuVA46ZgySaBH5ID1kNxzaxKWalxjMYh7tVZJwi47xA9XI+w8Mei/4KGxj3hhfMT98NFX20hfctE618AVYdWxe2p0yB8C8YVfMnHuWlcLAj2bhzRtnBDVob9iaXnbcd4aOVYFS170jofbUiKhU8sL6HcxNl+zy7aBVToFST5KCpez4CX+fqjYGoPBTeM1ze7/35j48m/xNQVQJvjAojoOeulh8w/190mAezukljOa5W4/L9jFfZVDn25xnAw0ahVWNtFd+9wDduwH1X9NW9E/C6S0+/T9GT/gKq6Wr5HPs7/KqtS3ek55COS9qOvW0GF6zPGv1QRdU1YFmbPxtqdbsiLie5iaM96949E2BbifXx4gOuR75jEGsF74gX8kUyjQj+0vgfH3VI5uXl+1eFWWru9rrrDnAB+xQvzJut8czlndX+xlnzO+euT+N+14YtR/xIIuC3e/CpW3krmvu0uaFbTvueSPRZwyu64EmdEftu3euYxOZSmTubLdR8Ia2LaYRfBt2m511529PZ04fnCPgvRDf/XNnp9xUgwC/5TzeLY8z7FGBfS3GjHDa4mDP99Q5b8dUwg7z/9f0JDy3Co/IeOLhQhufobM34sYB5fshCXGHoBVRptr7dyOPZrC2yi2C3rWen5E1AcnVud4Kv42RGSoKzdU4AW2GLcIY/l2VyjP6FFMJq26hcD0jqnppWFJ4Yo//VK8NgkUHPtFbuSrSap+B6emEV8HsSEy7F26o5HmlcaLLb8NW5ei647jKI3S4S6+zhS04F2mMj3+b+mX+VlRLP2SpuQI+eEH+E1ktwWh3gOfOS4867rL7swSCnTcqgU+ettoPkEHRVul24KSj7o8WroAgj55vuVclbfFKWLtoB6gSKJ5zhkAgK69MVP+cWlPZUZXtzR/fKluGd93KCyIMH/ydN7gUmLR55nqDshIbZeElnta5aXoJ04ao4htpiCBaaoCm8YC3dufKa+pLvWAIzURTdF24UYe67WMqxnVGwyGfvbv6inLhow8lh2vVXBoXEZRRROSpV2OWADJDderl1LJBraUEycA+AikIG05oAN6vGk7D8VlM6nU7dOt7uxxJH+x8ZRJGB360W/ezBGjqzAWVdUv+tJxsbtNfNxUJI2/CS+mvtgVdcw0yuhmHQlHlEVNwW2dUcxwmSzqFhw/lZ/0qU08rZpcczRvxWKrqVQAAIABJREFU2L5CdG8DW+N9Y/3coMLrxo9Gwwgu732S1XgdWUqxG91qlAnNPTmtfg0B5WGlLbTLx0580ii4fL8CSdwar8gFypl1KPRXNhN+qnsiyrjk5yp9m7b/yvXn8qfOUd7MV6e2q+xIRFfJk9hNtM92N660sqCftNq5LTMw5D5u2CijXm2scp+InLddaXbDtc86wQ6ySuPNNlDYD5FJnzxpbf2vf/e7EuqPP+fu9hevEcttKUsZ90D5h0yra8/Bfe1sNrTYWfEFRO5lpsxghxZ3u+9zCxxAs/Prc06MtdfabrE7KJYP3tjq08VuylO4e0NjZMoVryPu71zNXn7zlDX+c0b3bJzzujgFkkB+FjoZ4pRATRswxH9d19K9qZ5EFU5egbmjIfSZt2e/+6oIcurec3Z5/UkcvnPrFIK3x7XCD296xYpOFlLobAxaAow/BBen+enlrCqhbinkrt2nRxjY71tPQR7jTfz6hbZV8QZuld/35Rb6qlhaIEU86hAojfI/evmXxQK86LWaJ9Ksm2bz4b40NH+QVcNA2IqHMsSfeUuVp7LSiGGvBzrwr3vCqZ0K/WqOR3qn9IO3hHnha8JdkIUwl14/02EllgM9ceitLLV0WM5UwoVv2sc0Jv26q8KD6FPY4GzQ7/6Gl/poFk/c5PGoRtyj+zqzqbSBckat1gDhVdGJw7Wd5apLAPW6Lf4tOkLC1OeGnV04KaI1qvhUhUquTgDBt00jotC0Y1lxAysUHK/G2R5DUpl4aiQnjPnOlOI6JZ6i2XjEaxnrtIhfVdPmZVr9M/J45G/lgaUPNArAmyqPCsCGt9INytiba7OXn+Hw9xy7Jb3gBtksjJ/uc373+uQ71oYu4WgHrKdpVQpCxyo/3Qo/cQincJcvQVc8mvPrXQzWFkkuQW66wbFKhQZ1v+JV551lbBP94ov/Kr1iVKhSNYNf3TypsD0/KqxsG5TlqTqb5W6L08I0Uzf3MM3W4hBFIJNlxlnug14dI+KXx/nq/XZnqVlTt89wxPmyay6QcebaVskOvLvYxVeDVKbCi8u0PeKwx+MOeav+DYOBGlBYBno6LSsXF2xMpV4of92Q50Daq2ZVkdV1Cc8Vm/WuX8/O3n5L3eDiKDar74rURtfe1hXn2Xa84xnkTjFYGZwO+O1vfzt7w1Ntj3ig4TGvMTlnf+YtOS7+E6HT7PY0JK5GJETsYM3MdqG/Mp0cMZHiNHzWz62kJsJw6q0Rao1eEmlCYo4+umn+fSnpNU5pU/czHSkAKRrT+Ec6p37fp31Bx8dhXU7LolKJTb/70hH/6PdRMaV3bHBXhR3xhp4pjoSb+hs24aMLO5pX4dJt/II/euKJfZMe/Akz4o3fqvChcROM4fS3PRzxKqFjl79+czw9bXHLs6araNBtU/4oCMrfOqwoAbctpXHBecjAInFdjQJdJ5s629vWzdJlWRly/hGHPBG+MA55G7zLoZvN9BUvCTjytBp9aCu+WKcBNz26VzxGhBJ3S0+3m8audLddqE7BSE+HEU/auYRZpW+mfxHfO2HxkobcAmfXQgZpbylahO0kvYNC2BLo3af4gTl6AmiPW8zqufs+cFN9U/kR1vhNvx306qR3sx01vzYzi+zEfZUqWsqjpTU06jSaR3u5kzej29Rcnvyk3TdMzApab4C7YMf6z372sybEWbouHPQQCvYBr7Axuj7lxUHLgJvbDFdXMFXcyDgEu6fGTL2jdW9ppThR/tgtrzxmdvD1i+ez5998XaN0eeljZknX1cVbat0ZsvotL7d5mQ1Pn1vo8piKQtUpWnsFZ9xw47SBw/0regd1fI3pEbfvnzFif/36ZU0nPOEqO3ffebRNZaRNkLc72fcYnRuH5831q+32zAiMGS2jVOphmmGiRnPc/lC6zEv86jHr3vxaBobJI12BHd2+b/OqeL9LHEnjh+BNOqM3vjShEnzxix4ap/a4R5/6x64+fsJP/XQb0xF/3Ub30Bv40d9yarjogUncmbrXfZVK2dYvYaZ0JL6RjlW43setcAyAY31q8S/T4SafRbM/BFxhHOmOd2ivuk01rpE0COFwne1VoEdgzUfqPUJruMLchlvcwimUIqASzrgMYttnS1H9BHXd+Sl3AFbpBQuMo1dHxJnRc0q62lLijTKOpLH8tEObSi6JS2WaS+9xJ0w59p9KD3DyJWVn1AMrn1Sha6oT2cp0Ba6TVDSVIAe+8sRk8bVp+Ma/0F8R8hN+mxzBK/ygi1uBmjhgDi4dVzf7iIkq9Ex1d4D//+y9WZNluZHnd2LfI/el9mKRbLXaTHqSSU8ykz6jZPoketCLbEyfYHpmerqbPRyyyMrKqsp9i33T7+c4/xvImzcisopLsThExLnAARwOhwNwx35mlUvgMsIWxvKB0c3oRjnKM42/TUvUa/3o54BQUsyDJnyPO7YwKafYhvVGf8DKBKYNRpuskRaXQOWvytnnO6bfl/3mCQrdtnbg7nMUuNfEuvbusTX16A5n0IV32l24uhadgfA+nQKZ1/zaoFY97PWywqtvnWo3TWlRoYvPs/E1A3C8C837bKhrVyyDgV16rIk7ulZxv3j+dHj8+PHw4umzUuweZ7t7i88nsrPP8MffflMIzcAWBJuIBBg/wqMIgoganZNc66GMZ+dQ5ip1GSZ8nmKmXMdUhSQDYWp58pP32ML92GYWDaHvx6btfdKX/+ZBmmc974PjMphpnD3s+/BpGibv03jzHvx57+H7sGl34OI/bYdH0+UdgTMNn3fbhyb4e1veGz+PYT6mkfQuw6+AHtEnuUk68Uj70i784MZZ7dYvkbkMclkrCh2hTbyhTyU3z7KbCLVJoQS7SrxGVpUf6laIGR19em6cLWOegVep1EhNG3inOMFatlK9BDsIFL3+lSIAwYW2uRNeBRE43k3DtMyLMlDlVp0D8wRefMuUksEl2EQhjoFirI2/0K2RR5rC2dm9n+5pI7qL6HetumE1z830dt0JAIwEFqzuwFnQE6LfchaEeOSDiAUz171dCUqcvCNv8ke7+CUG/WQM5iL6J/wzLqZwdHbhE6e49B/TEl+lM+LnzWp1oel539yNtkm9ryRa+xLJSA7JxtVQ58145s2OYMEDV4qVV+OoTNVjT548Kd2n8i4FPupDMyOMOlBjO7Y4Tmo3urXYmerm76DAcGVF7SFgLd5SN71vHnw9vHr1iml11tHV0Sh5lbnP7puXlBcb1OcPxxE6urj1Htqn254+fTq8efmi9TCYM1/lirnr21t8IeZg+P2Xv6tt+swM8AnVrWHLXXgo+yN6GF4XG6XuZgYJ8b0yAR6JMHPaKvcQL4y3zgVWBvoYri1TY8L42PrrrmmmAP0J7D49adLErjC88j6dvOEXhU3D/iW8S+/08z70CzOd18TTziOMJvC646f7ItPH162JX+yL4ga/dtzBkTjx9713T8MF/vvYoU97GnfCrO8+MfH3vY+T8NgK3302w7ixzGsiVX4lwBDqhwgb27btLo+4XEPX2NPXHLPk1nzq9Z0f26vxIhgFkL6imZh+ac3PIbsSXnAjfmlTqWckVvH8wUSo684I2LjulVDB2KZNQ8IcAbpxV3MGsqZwzkfcl9FeceQ7Djfkmkb8tCstOwwjzfoJY0mYjjT0MqiUln4CjiZ8Ce74pwzlX4x+gav8GUB6jSqcI+D72hUBOtu0LfxGXopfpVh80t3hDN8tE435qc4LduV1pKDdCNjokX7D5FVscfvuE1qTzrRtp0kz7T95J1y8eTJL4Lv1YJ66HHoLET+mrzE/3loobFJobt8azgKc+qm0pvwuepWnwalbpRrTyvKsZrGd1b5x48Zwh5tXPdJ2wFEzle4yH2kRTmXvIFiFbns07IC26wZRN2ymnanQTc93OwzOkDvAfvzoUfn3M9wnxj/h4y8rZ3yKdbP06OJvfvebavgvnz2vnoA9EtfKV5n/94s3r1+/Hh7aS3j2FOV+bfj000+xt1HaDPFpgGsQWQfiRyXuYr0K3TV0G70NMgpdYryQRn8Z4+OXmvzSjmFVeeBWlZcVHQYKW5U0XPwz2xaiJoWqLT2tMM1jquY5zJ+TxNBxUZqh+7LwwGj3z0Vxev/E7f10xz/lFzrjHx4afpUJTcIZz3fj5dFPt/5JR1jLLvh7f8NCh+GzwpKm9TLuvnEbx2cywhTpDJO42okjWGjXDp2B1U+3JiP8epn6KcHKtlc5+JZCZ0Ocd0NIezrStsFKH+Wlrb/2EZ9GvsyEbq/FFF6jnzQqcI9YSqPhDmcodcMXIKbiQL7vEfgVr2IT3nm6e1cjrDlWSRheaeCuKc4RflEejs1tsrsfvx5fIZvxI77eJC9u3C26ScvZivirREJDxRvbeeWtQ2T5JE7spKVdMm8sY8Mt6yjJgjPfHT861C1Z4l5mVMpHtSEL3uGWHsumdrmTVmgJ38T1VnJT6Qc+dpUz5Svtcae++n6VOXFn9yXmhM6aZSzxHLlCubUv/s2DW0UXBd+j6BW8Cj0mNGv7pwndkhr6DTeWYYmjW2Osii8OHnfhJ57hwtVIGj5bjuvrG7QlPk6G4n3DUvQqe8lcO9fUQHWsX57qMd4ix6QpFgw230M5ZN/aMSdRjkjZdGzNtQxBmZ7QZu/euT18+83D4ekTPo/KDLlXyLq/rU59MCu2yzl019pt39K7+Ktf/aoqmYrcEfkmxHjrzRsU+esXL4fvvvkW98thm7XyTz74EJjlOjM3d7Y63Lx5s9YPVOgeco9pmW6K0DWA9DYk2EcTxphpnzAxjNWOO3hj6y/8n8P0afVpntPX6OjDpOsi2v8cNH+fNMJ348RdFes9+Wuc8Ch5Di+0xXXOq5ZG6Gvwl5djaAnOpKV/Hv2sYwqamMApUDUtrYSe02G8aWNaSU/FVw2ROhochuluabwbv8dn3OBLHMOl3bQNSz56Qalf0unx9W6FtGt1dfQLeD9VLI46UjTyJO1LOkzfGc3kR7sXiD3uuENz4SW+JjQ7kjt0hE6aCZ+MuIFr6Z2rj5R0r8AisA2bKHL5T7SkIx5q0eBHHu0wlJEW/eXTeRJj4LllXPHkMSR5ciRb5Y9teHgkDK/lp6DUyGthJmZ0B5d2b5Jeylj+aIRLncuswWX0B7bHHbcKXHOE0nA+Wl6YjmlHoeun6RV6vfNjbsyzaiTmrTziKb3i6B9hTOcy2oJvmi/xj93jjVv8jlR7/G9zl876SLKzNpqebt3Jken73o5QNllU7yGgsyuvwGoKB25LrcVv7bFfBhBeGuWFfHTU/e2339YI3bPqfqVNBSyMj/lzRkR4R/Er3OOiMveMuXImaQp7NH9QcMfCoV9tx9bFnI0vuUbbq8+7nu0VzcZb3OdAu57XatTNB9aZQv/66++Gbx4+HJ49fsKiPOfQyeMKx8rc2OYX167zIfciCOU+zxGZKPQimk11JiYrJNCpCN8N07ZiCe8jExbYTOcn6Mys36K1ktaUEczySIhTLrJ4ZLPczUtlwniXmSqksUI6IyAzjSNthvmuCTN16++jqbyYJkbYwIujaObYUOATp8dfES/5sa+YeLGlRRNb/z7t+AtjWprEnXbLd8P6cGGS39j6BZe28JZPBJrhs0zwG5Y0Qp92yj709zCGt4tQZmE+9wuNxp3mv71T6e3pCC3ChhbjXvT0+ENfcDpNpp+8mJWHsfqcE3uFK2nFlu4o3dDb09z7JU7CFeKe73fjkRdG1noztCp0nAY3rsa2FjvTy7ZfzcZqG03Uy4yfnq/hTdJXGe8xwq8PSNC2qj1THQ23nduCHIE7ktcIX8ZeBabwkYdsvIpiE14lU3jGMlfAi7/OXFuWxBeb5ZR44pw2hmtMq6df3Moa/eSb+CMfKs/QZXqT+CPpwd9ycN5G4z9te0rItCwL8ZueeMsPuwT5dKTuPWXYeZ07IUI8mtipL6ixSX7PI7zrMq9X8U+abccu4QS/ckG38S8zl9I/RpyF3+tT3+L/CJt8Tjb7RbOX6j2npKliJ4/al87qw2LkwbamyQg9MYI3xSxNGk9xxe275+7lhfVCf6tXHcMd7TZaflO74KX/i88+Lz4p54xjJ05jXVjigpm1BWa46ZBl4Fsw4D/kK22HS2xGZ4bg448/Zrf865p6P+Q9Oml+bhn5/Lo69eLTLH7+6Wc1rf7gq68G19D33I7v2huXzLs+voLSrkPtLJ4rGFwLcEohSnl1nQ+sk7FqBNiGmxEvoHdrv9MGElkVx4qdhgljnZqPCdO04zasdwe2t03rMmNBpbBmwSUstjC9OxVYf92poD2MYaG7p1f3NJywvUnFmIY1nk8qj+kKq51G1Fd4cSbt2PoZX9P7+R66FDihQdikI7z4k5ZxZhnh8vThob/3m+VOA5sVpp/0hFbT8V0jzT6Li03wSmvChA9NyZtx4hdbvzSOPo7+xkva2j6m0cdtcI2/umcZ4XsTvsS+ir/C9eYtfG+j7sEm7tB7breg4JnGP4n4ng5HHLkcJqPAKPPI2tiTnIyOnvxy4x/lIo4J/EhL8IQ041Q+ekQJHO3kM7becSs5TqxPCOOUccpchag7JnnzvU/uKv4paFOXotAjC61PPslz0vo+tkuaC0etgyD+SXtiqtt8hr4L6Scx0y9+z7DtNB4uMUthB4cBlx0fO1vCOxNk3v4QIy/C8wk/bL/gj3/4nbxYD+L2THcz52XlexR6ynCeY2PpOBu3lmzGthlc2ta51A/teQaV2uGleRePdDfZ0sow5eypETs73g6n+e1vf1v60uPedqLtvBpuR26f21XdkG4H1jyZf/EIN8c+NenJPhgH3ubF2+ri59S7+nZ9ba4+HOOMwOJ/+Md/Xwr9FXfKqsiNtEwvwMsquBe2lPnm5vrgZ1Zd9N/a3uAwPffNMtW3RAFLgMZeSrM5Q4eScGSuQj8bb0Jy8V9Tn4QjDYk3LZlSDB4rhu8yKwysSH/AT3BfhLcqMozTCKsx7dhRiHlPBQneeY4lWEDi1+ifRzzxr8AZP201p6WZdBNf8FQc/cKT8Md33TGJH1t/480y8U9+tFMmia9f3LNw6GcczTRc8Jt/w4IrcAn3K0KXGeMF1rh9fHGfOkIcaZcWYfOI1zBN4vU4dPdxpsN8l7/Brx18hZSf1Pu8T9vvwp/Tl3xNx+nfZ8FIl6a/aKWP07tNP/lqdgsNDhjYg7/jVtCkhGKnSlmzKlwYnlLsYgDQEVQJfYF8MBG5UWDiG4MqfPon8bUTVxjjma4j7Gn+TuMwheQ1dvEUHiqcXWqsL2yhqPy0MzUMeFIjUZXXyOqJLX7TjvGSlctM6OvbVsrUMIWy+fkhRj762U8xSIV58dGQ6/oL4cmHYaE/U/bGNXyWLbB8iF1f0CxZJO+drr+c+qvk3wJ6RK4Lp6KUT7prQ6X8Ia3QG77Jct3m/3zJqK8h5qW9B5/lGfzyQKlZ/B8rc+ETZ/HiXM4wXSw4/Gn5jEJvskfZ1ri+yOa3wsEsdhSusuOQC2h8N30Huf3HXdIJsAQtAPcbnBxJQaNN+vxY2o1rW8Ot2zeGl6+e1zWv3sZ6crLCHgM+AbP3qnSq9KhvF7/89X8tBkqW33eVAVVHRwV8//5dFubvDF988cXw4YcfVm9DxnhMxR6aCq9Nny+WIrcHIeIjzuNpjtghL2EenDcDhR/iJaApy4bDd8OiQGWgDDLuZcZ4lxnjy1jhxJmCEbduNxNpfO9N4KIwQ0vgtAvnqER05zHMJzh6vNNu6RNuGjY4hE+4/Am8/uFlYHpbd0zi5107+C1L3eK1fLTNh0b8hr2PmUW/8ezsGCbenvakf9WUe+BCQ9KJv+Wjn7SGbu2EG+bjuybxY+sXWN0x8dMWXw8/C1/i/bHt0C3enoZ69+eK4jHO24+RznH1mzpbyPf/VeD6KDcUe83Gxb+tt4QndqpSyRfhRj9tTSkYceEWtuL5ziNw4RWn7xhtBewYPNNWMcCASiu2tbvSJKLKJEsC4ixe4S9OTcVvzkm6LXLzLDxj+CwrdVE79Ug7RoV+Gf3ivyzc+O+kQYSkFfrEEb6dpy6fHa2OvLzArk4HHbSz+pyf9CDbTGPMxFX0XRauTEgdLxt6Ks/adgqThu8iwgTed+tKOiYVOPUTWO3ebV2IX+8/JlFh1oWETdCOBBnm7abu59NM5BtdKt3KVctgg3vZ1WleQqNetL5lptvlPAd0iWtabnB8SwfaKRj38Qjv8njKVoU+d7KFLm7LE6XQ89k3e2Fe30gWSuNvb18fbrCr/QMUurfhfP75pzVCd/q9MoMAjYIpQrxwhk0BInVnPNWkMmWYcCtMLUiQI/soCoX9ElfD2jGAP3CFn/GRscXccb1Nps0ydYf4rIDRL8zytXdLV+VjhPO9N4ZpLJiYVoitgyG8jHWEnjwKGwWZOKZ5mYGdZcSdNMUXepztSLriFl8KNHzs8QdH7MDmPbBJw8qiMTzPNEzeZ9lX4Y/CTXqhI+9XjdBNM7CJq5/p+qRMYxumSRx5FNPHj5/0BTZ+2vHTvuhd/7GaFMysn8RPWPBK+/uYWTTHzxr6dq29GmPiXg35fhAKqDzSowTRKEfKxrIFRPjql6ZWkIS3GA1O4VyCu4vnez3EVSkFXlwR6KXcCXjHBlpOS5d2KTXrOsrCwqtyKIJ4V2kxha0C02gXfL3pEUezHSGq3C4zKe/YwvZ1IvXzHbolZ1Z+pvxPyMMidIrT0Z+P/MmUcuVzJFD/aSP9iljDLrKdubAASkc4a0Ec4evjO/KQl4voF/Nl4dX+RvppzPTi4H0qSC/78TNN86mtqVLKS/N651d4yzh22l1txoR2/TXa9eC2jfhUHOpD3AU3ptfitYFKjdL54JRw7a74NtspvDeqWsaTmWzWyw8P91HwbSPb6vpaLT17ZbpwPuKxXivT5I+nzizXm9dv1KDZPNS0/RGfdF2aG17vPGH0zxWwe6ynL3m/9YjInsMyI2l7ASpxH8+YOzK/wyhdopxCN6GM5jza5pb9HW6WUzmYmIrH3Xv2NLbY1t96JO14m4v8PYOCx3jBm0zJNP0uM+P13BeCGF/cPqYVhSvuKoCSHm83MpEZpjF+K7zm57thwdm+FNdg9U+8CX54e5nx4x7GSRrCxh0cwRs7NCRvwZ+0fY9bOuOO3eM3POlo9494Aqt7lrkoPHhMc/rp8Zj+Zca6EBM8vvdu35Ne3NrC9Ca09v7T7v49OHp+G56n4btaoIeGpB+e5z3hs+xpeoSZxKuk387jLBzTfhV/ijfTMO/zrhBP6tqqkihe9VxoH5tYU9TAJWnJt3UHhzrWd/01iVdufibpESFS4cRRHO/GEX6W3VQQsmRMKUqubOr8pI3g1siflta5ug7uAsgP4Co3FdZFJm00dcZ38fuUn5nGzKI7aV5mJ+nCBx7fz+lveMUvjlnGUwn8j/Fm2xVXIGh1AKKz+C9OXq7kv3AYefqujSwtLo71Z6wcppn6YxyXc8Iz7fLj5xR+FvGTGlFB8DM1pOERbcpACPkU/MGX94ahhbsck/D49+/uA2sirMnZWpIoWpucOEbniJdaUtGdDVIvqqh9vBNevaRCjy4UMKdF1K3qVeuue9c8WWZ8B8+HB6vDAVPuGmkq/XYPRe3LCorbBXZH0CrgmzeuDdtbG6XIXTtXEUqAnFjymlcYecRORNfdTdQFfhtGBLTwCuPCSaYdoYvXnoYmzBNOdxqVcfTTSJcN4DKTRnoRTHBom07SFV63t2VpDO9N4KQrYfHTnuR1/NCHMNOP+MKPHnfvzl3awZ2wpOm7Yf3T+/Vwidvbs8LjF7vHl3QSdhX/AzdNf3DGFk+PK/GumvLt8Ya24EyYuPpy8j2wF/E/6QunO+/inmWSVmxhdF9Ff48rafV+V7nlWWiLbZxyK/RKNF2MRbi3nwYbXO/TfloLMa3RjE0lLUb/COuAmNcSynpMwQdmohQmiBPSbL3z9PiNJ25HyH2dejt2e6vyH+sDjChPcVb+dWD6NFpYw1+KrIF06mH0GK3Lu6PnsMUPeBLju0b6+nQS/j52rSEzgvRujypjBlvU/Ip6Om6KC57zlOPTbDdxGaVYM8OuQDWWHSfrkvCkIrw4r8p/6tnbqZ6/1Vo5mCwZ66JPuUGuEo+p8p68jG22gluZJmjaDt9FFbcwRvVd+lIWfdz4xTaseFyM6iEbHuuhuitf18veGkfXKuQ9PjleA170jYpXXWrZewucO/q9hTW8Kpswwz1W/ohLZfy8qri81M24dXqC0+u7b1hX53KZ7Wt8De4Gm+KWV9fQ+MzBL7GDfZMI1zjCRqR79+4M9+/fZwfdGlPl9kLaDTcq2wgZkb7gSzAtM03w6Ofjx9od6VevYYwTNgifB27Gu2wLLhXci2umgt+C9cWLCK4y0t4/KZgq0DGB+ImrL8SrcFchUpDGids44tPPfPbG3FoFy2aH5vxZ67xMp1mFKix4pD24xNe/B87wpGl68RfesFn4g1t4cfoev9jm6TJjPE2fRvDob+ULbfqHjgZzUjxrYkE+iettO3Dxt6H06+7uzXBzTvJpmprQE/qa7/lvaEq+a7qVxlYChcJRcFVnizroR0Z892rSEmjAlYAhPyldXQrYtwRcle/IH2mi4IsHCkRqAKXPw0YYRgH+WSla3W9xTpl+ssN5xkUxmoolD93fYiXCzdzxZIRYG35HHKGr4o10NawtZRMzrQkcHVNHmpMcFTLTGNuX7+S/8FXtJa92Zs0D9JsHuQe5lUfxlsLF94zpyLa5SIXTRLZ5Z4dG4Su+NNT1rvK+ulU3Xsmflq+K+s5P6lxsAXSXKfly3jZqatiyxSGvKzMAFn0tRv1OeMabtIb0WSN10/KxnvlUPbVO4UdK9TdB0KXxPk7TdTr8mHIpOrRp74V7lDu+a3qafW/1zPoa6vWdbRyE2QZqyh15MLlJjqVS3Zfx/6L2l5SKP5CQWwJDZ+EEd5Q6ra9EpqOhAAAgAElEQVQYXWWB/8Tgbm+dn4H691mzHtt+x7g1AoZ+AMuveYvDsm9GGZG6aLzIih6vU9+1o53weXlUukDYke/Q4EDWb6FUHaDT5ZT77m6bdldJH/DpVG9jPR43kJPsuOzj1PrB8PDhg+F3v/2yylZ9bJqO0pf5JvubnRd83W1h+OXfceHbLabmV2/eqDn8ZZSul8MsMkq/dufWcJ1neW21vsC2eNq+We4oXgYfMf/vOrkb4NZW1scpgPYZVhmuIl/faGsDG0y5yxjXSq1cefTTLFaDlIWsAcEMp/ytZjLQsDRX8c4y1tcUUuzg1i6FQmEugEDUS7Wr+rxgg1PYxItf7Phr92lYeEcsLbjT0vwtcPOPExAWnBWmpmu8Sas35KMqxGg33FTfqfxN6iIdlrPqgdNQT1TOdKishKThNYLnyq0hINm3jGz2MYHkwzzET/7ZSWsdNXnpkorwjR/iT55jB4+2dSb+FasQO3JtAqzFbx2SrJdbJho7e95toEiojTeka4/d3ds2cP+qeUm/GatKYNNuNOUO5Pm6fclOVeN9y5+8MiMXixvhXQIq+sVNuqobU4D88jcfC1QcZ64ML0WPcrdmLsGoxbOWfzenHltfKX+Kifh4wMszboJaJ59+83gevyU6zt4DcuQxGtrOi338ocMLMtiSSt3guAujLrr6le4hN7vJBU2lSeUxVwtzIMGbu6OYdgRClpIha4cIi8XQXrdwgetsmQ2grvOROw+L1sgIni6c2GFrClkW87HFxjGUtbyXP3zjFBh5TiJUcGWVAzW2Ow5H7O6VRpNfWZHCVgaLpLlKmvU5aMsBfBVYtswlTdcnSU2hyX/Rr6Xp65juvBtW5WWcsR7Xe/yn4npGPyZwRCwvf5VHrqcmfS/JOVso5NXBqbZsWXZGzoSmJWSAeOsDM8AkjbqTnHfhys86A17LmgoOhrFrw/skzkhX8qpt+hcZQ6Tc+NZZRVt1KuTXGCnKp6rjiF/4cGXM+UVJFG4vrrHNcq7JijPJu5GuGk9VR/UC7NIqT/wSWbveVz0jb1odqnZoRetM6C4visWNaWS3vY75s9toR7e8q+hw077nbFfUYeudZoG2O6oD0rdEDG+bJJVH0qeMt9Miajv0KRtSHvkA3yHKGZFT78QArnQBfJLPbUnINot8sm4B63fTV9eQKW6YO9kflvhG+ikD4ChqR/Kcm2J523ycsLv9mWvj0DrHN9NfNpoI9yY9v72+Q2cA5YkP7X99c6MAJNzPt133aNr1a+18HBnfGq+xs6dQ2/GZYk8ls+fhJjiNDBOHgs9zdBsb69UzKYaQEf4bIVRmG9E5Yyp6VbC+sJSvrUBwaEarvbTfKMYGKA1jyY5AaSh9nB/LbX5i4i47I6EE/rdqN2ZQiDKKctQuZ2fLmwo/t1PGva07j1EuM4Wu0iHNst9J4q0kQ1JILGWk51gJS6BO3ts03KJSw8qqIKHFezwFGVYKfg6BhOYmtgKFzhQwJVhGkVvRRA9OMEyM6ZYZPVtbUFDRvoQdw6WncIx2dVeqo9Ng6n06LWETvzCKVQHnI50ID2AqNRpt+768109KI8qCuCco+T2+62ynvCjXMp3OnlO6wQ87M+KqIMGuMJUuwJL4vnEuQqkyl+Pi0S7hrRv/4FY5p365T6BYQ6Dh8S/8SvMx0lv+Fdh+Uq07r0ud0zKtB66kUlB9wJ/APU2H+Zv2+0OSrXYDgtjBVfWal0l9HgOmdUXgDLb+9XjGIhljovZsY+Xpz4hJOVwVyg6mLZEWWQU9RpuB15C6nRF8/lkU7Xh2m3U1PHySVz4OnLTn6fmf0rlgKIVC9ytsh8MynSYvmCnFzjS8o/Ab12/WsvXuG6bsuYDt4IDZdJR8DVTti6PoVf52rLw8Z/HWzeulaFXO1xhZe7n89a1NZM9xnSV//vhRfQ/9NR9t8eC659Hrlil6ByI95i5ZifRud3GssWvd8PVx914JFzMA31TkTtskc2b4DzXVuaDB9Z0Emaj/RY3qh6QpzTEppLz/zf4DOVAaRxzwuFqaNq/VoEb3JImxHAruXHGnrLX7ZxLtPRx9GQs+/T6NopFtUz6nMcJEYeCT+g8yRsjOrXB/M25Ht3y7uNJgYqfNRiEYFDY1mjDz9W5+e/EVKpzqZixi0jw9hMJMP6e13w5J3GYnbgkjaTMeQcYvfNIPltG38lJkGU7YAm3Me+AWHFWRWWdbVHjViSdvvrN9dkxUTEQcsWmbDmDEmW2kxecyY1lLYRmRYSZxCOvLMP4TW3Bg7FTUmf5SyLzr54Mxn5rxtXIgTv+afwNI/Yufvnl6+Io09VNLOSbQ0W+cxJ8C/6O+Tnh3EVboEKZqwehuOW8ResV5EYqfsn9frtP5KDlDKV0Gk/qnftKUDmTgG/3EJEG51aU+Tn2pyH18v3PvFcvgd4ZXLw4I4tY60LjEeML9Gy4JenPr2XxbuhT34t/94mfVALMZbpXpgKPjg+Hp4yfDk0ePh3/+538avvn6a2Yqjod/+Id/GLzxRsWdG+DW1thIx6Y319n1d7ee7zZqM5Ndf+YnFTuZnGbQrPcJs6zdU6YqPA0hjSt4E0c7flNR3/v1ovhJ470R/Q3wT8aBlEVsE+rdVyVsGQc+5R37qrhOUatSmvJsoq6UuHWPCnpyyJJCNWD1BsKR0Tp97GEPUGakS4k6ZadCVN2rOWrZgXenIWmihd3Q3jRB3NLr/cvtyLfUwRjie/m9A0n64BgFtTpqgrF5E8GcqYrHFJFAwpi3BQTK4eEeH2hisyuzDIwvyr+WyhiByBvjOao3X/K0YeFVJDbgGaY6JJ2/YJNORuevM/imvL/3a8pfO26RpG5om+feVBidmmkT+oMn9AvX4/O9+E+as4ywl5nioWsdf2JzER3J3w9NXvovz+EPxfzHjdfqRMOZPE8Xjf7hU9yx9U+Ydvy1z1DOtgqfBQSHSxBLi02pq9Bv3LzDZW53htVNLmlbYFFukZE8+tVpeU6tsyzOqJyZMQfR6t/FW9zLbm/A3XYPfv9lfYzlwYPfD34u1YvmXbR3CuBjjq6t13V0c4zcubKOtdNbfpyF+2hdC1Whm5AbKGq0PMqf88y0DEf5/nFZ/jdsf+PAD+NA38C+LwanoB1HeVuYgztVH2PVQqPwr6k93wwkpK1Ps+bFUcWXTJ3NoezXmJ1bZVHamfc5lINxXCvTPuJxH4B/qg07CioLUxBjb3yfJRz1L8E/Ar/lNgykNcZ1hE5g8JvAZLZAOsb4zqBXjFLsUMXegFpHRRDZMWl7DLxMiDV+BNa83zoY895QjIJhxPeHWhGO4onQ1E/Th5XHBT/mLY88Nu+iiJ8yS1xSnjQSFnUefyMZFhr0T9hbNvjqPfYFcfD+UU1o7ono89b7/7W7K98WLka3vLG9uGavbcVRHuBd7uqwMJIdq5SexGs1xjbkcHuhOtv4Vz0BwPZOJXTP1xxfIlpa2eIDaO05PWMP2/JZ6dk5Np6fcbHM0tIucc8H0Iv/1//5f1RCtbXes21ofnsGp+y4U1Gr6DUqfRW1vQD9nWL3SNrKEtfDju9OvWdKHWkwVtiK/s6PzEjFeCew80iFGvnYheDEM+EGTOPrw96O+P5vwTGNe/r9/TH+DfKPzYGUkXbKJX5XpVUKzhaHMc73xXGiQqRxO0avlsvouykFlbNT6Z4K4V4GtJ4K/ZCR6xs6yA9fvq4jn7+4e2vYoHM8P458a6dsKVfaD+1wgY80nNBxUKn3pgmQpuATosp5F7KPJWQETKkpNrghlKBT2mxPsmJ0wouG0dFD7WaWP6XcxxQRRkt83OUA2eBnVFfcVEte5UfNLijMdPNnPH4Lp3YlNJIWpWhZVL7G8hiDJ5ZhRdsYbryUdw0ioC8mU5p5v8i2rBzkpr5M14HEy25r3wOTsCaMSdu1dmm0Y0ZgaEucyps9ItY6xZF8B09oyLt2j6P3rzB+Ug+mw/6Y79P5De5Gmzn94ebPQf8Pp+5d/qc8rGrN3Sqj7pRf79YvcbTzNJqIQ31gHtuqU2aOAbHG2nHCZt8FBszzDJTn0bPMrA9zbLw7YWP0qbf22ZVAngSnenvxxfOnNYfvUbM6rE4EiXAmSSXuqNsIbuLxFpx8Fk7RoSJfW1mr6fV2fEix0ygrQs31uEsxlULy45bwWgPX8QONDdlGlEwFTdL4Q/H3+ExDEzthf7P/EA6oHOSrj3XHd+3er/EdT4xh5ybl3NuG5v29ykpBbNmKukjgh0qlV9Wt9lph9V4JNArdTVv3ebf5ZULGKWlcKgsptw7S1oYTpqWPwfWG90dscnn1/NnwEfc9nLDL1Y1lJi3d9s7bN5FV6CpTdt66aQdFL0JpCLtUjj7+Nc8Wbrr6tww1wa+fPjGlIPFoebJL0mivam5642gi8ObHI2oNCxIAWo+XNodHzx/ROdnlzunN4RYbaj1NokJfUkqZ6HmM6jx4+qMSJZ9jcAOa+i26eoLHcP1r0qN7L56MsOJseWp20Cat2PoXv+UenuY+9cbS8E9F3tch4UymklIYK+N4lEOl0MlRySQFaElpwsdp8YIlbuh3aUVjV0ccSUc4aSxbx5/YFO8uSKNOnEBm8XO0BZVW6f8zkHcBZX8+b/NabeJ7JNnivK3A+/JtqGihVCi/WGpLaHWphbQTUuyz4c6XBfTsvGvlRyxroYirZjpVjzxxqev4GPdYlxa/4ePp7XiPjaRVzDMa3BHKfG+PIT0fbL/Bt10//fyz4YOPPxq2mKL3u+n2xh2he3TKCmx91tRxI3JvVTWRmj7ENj3fJTSJa1+lcCewhX3qx0QwEQvTDEvcBvW3379GDqSMtfOYz959Wb6FS725DG5WWIScUs1zugr7Nv4l/VEZntIA3bx2jPb0ViuPfB2yLr7LkZRXe+xa9cgX8WpkjVJXaapMFCDiqE6BbYf3CF5URdMVs4ia+I2Ng/c2XkwDxZ60myaQpckWKx/qylATIL1mfHnbOG6XFg7cDc+4wfI3T/aGl8+eDh/dpwxWrw8bbA6YR6GJYgGlZh5aSpUKeXG1vRIFQihCwZf86VNuHaN7dDaP7le4MTud7/s7U09629h5vwrTW6NzFTyEhn7eKnrlrUMk7miIPp8dyMT5Q+vmBMEljndL9hLgGUGNtj+E+zOQ/gV7VX7H7OqucryCXuEan84BU7daPUhjE3Gesf7TqV7grPkSTyn2Q46nMSKYR/cucUzNI5McnEaHtlvmHGAvHrA9XsR1ng9tz8o7BNAzYLf6NpfOrLLYvsmd7nfv3K+LZlxTr41vdMMVPCJvBrFRQrU1hqrZBLQ+vxBt17kXwVRGWqS3fuNfeBQECMAwI71ZI/RMcpoh0i3xE8fOQjoMrdPRhFrvlzhvETLjRbg+3d49A3zilXgTDxz65TlkA6Ju6dPWiFsak0bChdEkrM9TBcz4EYcmuAMS3L7HLV7hAit+w/Lex008Nz/GJG7S1BZnNkiG7uB0BihhwRG82uILbGgIzuDKMZDQnnihxfc/1CTtqmsgS1mdMM3M2Lspo5LaKGfrtxpaZTzCznNW+8B3euLzHALf2z8cnr3cGfZZZn7+enf4+Qe3hj3qwSbb3ZdY0nrFZU0rLGnV8pXqWEVP43ZUajIqjUxVrtC5do+L51EX0MxHB1wlTHh4d8gatzwrPtfQ2Q6DOFrZeJbVS6V23uw0JcsUntP+W95BsXPI1c+Lw+tXL+vM/QZtf85vMJsOHfnneyfDC6b//uODF8PzJ8+G12crw91Pl7hB8mzYJJ7ixFO9rWNCPapOTqvjnpotZcYUfYk0vJMnIdJJNx/y3UF91TXbALN+yVMNgoHvjXEKtvfEnXLsvXf5aEbqKJKPzgfMw7Qz8rQFp0DBJ896U1DASkd77Lg1iArDnTLQVxiPwrneSoI8LR1y0qMtt7Ca4K6XC34yE1r4wZs66rW2pj/JczelEfzyXT61qntOR8JNMjIm7SsyIempRC4zxrvM5GKw0Jm0ZWVPv3W6NykPz/9r+uAWr0HrNo/yXuO7NMv3Rtt5TMMC01oJnVYvjcCM0Ue3cUZFTW/VD5Wd1l6Skzpb7nlzy8EbVavujh27ijz+NAzwpipwkxXqXaiqcjd9q7pfk7x+fYs8WHfYTsvnogf2pyyy+dzNKw6g1cnmxWPlixtb2y0JJI0Zd87eDNvILbxNRuE3GJXfuHWbC2NQ5q6hk+/G0EaWb2FGT/Qfw20Bizv2NM4Kw7NPfxre91nh07h+iu9pABfRHr71cLrz9PGmeWTYdLzAx38WnsQzLLyPbVjSiR2cs+xpmOCJ/3Qas3Bc5jdNf95jR6CZXoSZtm2/pslZ46Zl0RBtEY6w7eaiQGmc+pwqiWi0RzQ+vig8vHg9N3z98NHwCAXoRTO7XCzz+oDjJ8CzzWVYRenmtIjCwI9v1N9ol2xg/ayu4cTvAEHimW+PjqEbUepeuay4wRxxuYufQFboohGVra7vnqC07d17y9oLjqMuo2jP0L6bfBZZ+bXD3RJ2tvxW8xydDO+qcLOrq2dvDnYZJCBMFpEX6/PDf/6Xl8PD195JzUU5T98M37w4Ge5fWxg2oOXANT8JLmUSxT7OPxdvoHnJ0b7T9xLc6FbBtAy0utKXuW7X/QtcYdhL2sLw/j+maVlqkoY7++pSqNFfWizCqKUqU+BjG1eYd+g3AFMKExqtFalL4nKqVcFP4RWc6Wti18uM9/jHtoOQPAS/YdbBSZ4KuGpEtWf9W64b7db1mGm37yqLtIfAaYunh+/D4r4qPHCxA9+4YfGOtJ2TWKB5TXjeJ3hGh+E9/eGvLVb/8C7xpm3DxWHHSYPkHMuocfB4/Hxz0tDWaOcpj5k/UF09lZG/lQTpUZnqdkVKcY6F8zk7DSh0n0XbEp37eWb9ErdHvXjt1t16P/MGMohfXFqjZ+ERtLV2gxijik3Opa9y49sigkGGnCKcNJX+ZAq9sTQMK4D3+JFZxbARto+vv6aFz648BQ8hfbwRVVn6Tz8JvyhOwv8cdmibTut9aQuPpuP378U/+KCZhk/6sRNv+r2PN+3u343ne++Xd8OmabBXeplJnLG2jfFNw0d52D5u0+NIetrn8XuIc7fJt1p23lh9L3/CHKm10RpKp0aYBqJQ+bPBOpqVNkfRrYdtkyddfw1CECygtFYGRry29V2OpHB3g9eLrrCctc8tjPtcLees1wk97yOU85IbYYh3xCUTpUocnZOO69dFa/2ADFvBVOmbD9+hSfXBVpi6hELhIP36e+OdPHFUdDzmZYlZuAOAv/7m6+E16/peerPBrNzPPv1w2EKhH3obISmoOA7ZKHvkbAHygT7I8IT9sr/68uHwks89HzHt9xTHi52D4c7N9WGOPgT3ZbCLHk5Id/GsV4MgxdjRKY6NAjMXvUinSlI6i5/Yi/qNgrKWIswLClG4H2rkXp5K2zTw8bHuyCvTirG4rRsT2zqt3wigHbd0Vf3Bx/x4bt8lDfOQD8RUfqSfSKbnnyb1dlLnynf2T/EKnNp5pkfoRS/hMY3PdmgYXbYkK+gcouVD/ltC1XEArmCh0xquaeqrnDN/rgqfGQlP8/HHMOFH8Vy6w6OxTC5KxzoXY1lcRs4EZ3B3tulebEjFnW7FRdpIdXypIxOhRFtTkbs5jmeRx41yNCfc1FFvbpwyi1vXb1WDAzPdSW6xoYDbSJ2ddcT0cgjvadZIeBFIJXdtrCodmY2p95EPqZAdXwL2lh2Gxk5g3ic2AROcoztMj39s4+iOHX/tuE0nMLp/LNPTM03DZWHTsBe9B0ds4cLT3u+q+AkPT/OuHTyxe7++Iek2fnCEjh7XtHtWDzo4tMUZvEk/eLWty+9rEj/wvufRT7c446dN+yqjEp10TmgSNrU5FLE3Ka7SUI9YNz9zBzhr6n5oYY+p9mFjfnjFEdBnrw+GrbsrRPArhUynQXOtyYMfJG+l1+RoS1ThSpNvwpUmqv5304wdCKNq3vA1py32wjgtvzC3QnTu/mZUb6fEpjrH+tyXX345/Jdf/2ZY4U4J97y4r2ZhOB7+7ovPwSVNwKLMvTZmfhVlzQD924dvhn//T19ylzQ7Apha5NNOzNxBOyddHHjCppopcKnMWYvMXJScKcpI28yUdhzrJLC+SliUjDzWlF1Kf+RH+QKqHBrd39cy/06XKhcdLbfPOIPNNMenX+oT/0SRE9l0Q19lpQCafysb8tEJ9ImcBs56VPXUmRXjdWYShl/BdGHTTtuHNPSPMI385l/vUxGL9tEveTCti9w9HUlrCuUPer2K/j7dH5JAaH3HBpl+F+GPbpl0qCg8Yat+EjfHz4LXfNi5nDaGX25S+totVaNElrhk7fXFrpY5M17lWi2+TdO3VnyewuLC6lZlzJ6ac3b2phUTrk3YO3Wqzesp57nSddFpNoSNN1uxRIbCX6R3D8pKiJ/RtEzYXK42xSQr0hRoGD2xx/CrGTSF6C/89aL8XOQ/nZ1ZCm8axvf3xTcd96p4hqeMptOZFbf3050NmdPp5r3BnAsm04pf0su7dvwSv6ctfr09Rimv4E647/I3j+/NT3rgKR/W8XKV1l5aYwOklFHbAcwonLVoR+kqRZWBU690uoc12tTWKjvEn70afv/d0+HG9odMcYMDhbwEcsfmtjs77REu2o4dm2m+RRPa45Az7YdM3x+z0c47oj3O4skVFazGkZaN39btZU/LdN4XCPvqyePhwdff1I7Z/+l//l+G/d294d/9u/93+O3vvho+//STusrZyy9ca/dqab/sdbw/z8526H74Ne/rjOi3h2VglpgGXCVzZ+7dIR36CjWDQm9gIgDlgEZxpNzwzC1kFfMqL+ZRPpdngbb6Baz+xXi8y13RWpk3yO//a4dAnWt6jkJd55dPJbgt4ynJNBHoY7KWp2ZSj0b/vE/qZsGMgRWj/aR8Ks9j/TIk71e179RN4/TumtKHCNMXl3VPE75ZClLTK4TAChcT+LxP21eFT8PPeg+PElY4Les/ggnud2xw69e48G5Ck3K/gowqHzua1bGEq6PbClR1xfcLjWVj+Djo0Dnm2/KRD3OEO/tX+2hqR1qbMZtHN9sm+9kjk1l0PU2i5lgLnOexB++eHnsbZriqt0oe4WIPVtNGRTjmne6EmGJMy3ljUoE1hl1RMBJdhLco9VsFiith5VlpdECds+ITnngGxR0c0hV3b3dofhRnz68QMMsvYd/XNq/J+3Tcng+6Ldek7bv1QjvmKnfSES5P1S14H7vHIXzSSxrTdmB6uPgJG7yJJ/4edlavObDakFAm8Yyru9Xx9oVB3xW8GW0lTS9R4VKnGn0egkdOHSM52453Ahih+0EjPz7h9PkZOGy62yxfffLBJ8NHP/v58C+//tfh2asddrwPwzq61+n4eUbp89zb7NqZ9DhD5lp6mymzA93KxFHgAh3tU3a+ngL/6sXLYefVm6L1BEHw+MUzFPNvh2cvng/fPv528BbIeUbaKt/rTLW7Nn6G8v/iF7+s6Xk/g+xlUuZvfWOL9X2umwSvH2hxpG7nYodNd4fkYY7lN6+BfvH1s+EGO9sX2Sh3vLPPZTlvhpN9L8WBuBX24PINCLoCJVOaEmfWT2Ve3AKPcxnwKQVhNPldE/HayCH5fmKnArcbBascCFvSb8RThfg9f+TiATOQbnySz9mkKX5pcHQkL2KiFPOunRF8KxFoh35NZhjEJV4Fr+7ai0A+SKDhRzBrTG/W47Hhy4y4vTtE3HmE76fcxRvadWvMlYO2KteRZv0THvd0e5johZFHdE8F/cFGfWeaoV276KWymXZM6M977Gx2C98n/mNUcQRn4R1x2pHRvy/fxO3t5F+/Rk/jX+G1FoODkEkepvNyqfxxVrxKoud7w9Xyi5slOZfNrFAqde2akzNZ69E5i/BAoSOqaG5kWmA1uUQWg6sGosQFQ+GPjKgwetweV3MKkV6AAGUKpuV3Ap+wi2zxxSQN3+OvrX/eDQucdhWWnlMm8NrT7vhpB9dU9B/lNXR+H5oS5yKC5Y8mOAOv3T+p3Amf8BY4Tfyn3cIlTDvv4oswNk4EQWD1C026LzLBGVjfq8xH2yUh330CIy7dPgq8S83Yxe3T0S29PgdMVXs06Rj8+vs4S1VpoRznaHB1ZpzmYzvyOHqtc9FGVFR7bCIj6rB/yA+tbWfnpKbcl+dXObO9zMeQbjMt/5zd7jvD9srGsGkLZQH68GQPJekOXZovNFoKqjlNe9O2XIBHKiqY8rjj3bbsWtzdu/eHbXbJXrt5bVhjR7wK3RmCa5xi2WBvzBGw11DMv/nNl8N/+Mf/VEsE9+59MPzi735Z+VYk2FmwlZ/Q4T8tJcoNV+Da3NoYrq2+HH5+//pwcrAzfP3ya7bw8znH60zAKxvo8CyxJuF0u9lyn45qDEbgxs/xIV+b0iVfNS1P5hD6eVyDJvC8zB1BW9bAqswtox9qTMu9CSo2BbP8M7nUL2kcq0cl0bv1UOhOFEpBmMfmUAbrTl0ye1VnUFRFMx520s5c/pgyBTf6qayvMi6niDP1U7tX6MaX1vC4vctfDHWnaJVATA/ju7SI28e2FNrCo7aHRMgfZuSpePv2G/rFmPSagjtPwzqjmexyH/nefC3XuBr+47GemI7lbN1q7pbvc+jmAqocwmmsF5pzXlFXqnypf/AwZWB5id88mY8q6xb13V/axQm3v5HLChM+pyyI3PxAX0tCChZFCna1f9OmcdKk3jLOu1XCZljhqIAohpIDp5/m2P0uUyXSUcoSR3C8NGIBYeWU+yxx2QphmlHVbEm8t0cu4avr/A1iWx4bOyVesvXL4ztGhpOtYoSCV+wWcmxhqidasG1yI+GG/alMFTa0piImP5Ve8gAPnRpr/DbP5MSMko+y7b46ejH3+M000xsjFJ6YJjCpA8VU/MSl/8hk0/Q54ZjiPEqpllvGSiRXTd+dndaJiid8ub97dQEAACAASURBVMAxgWujLctUl2vGNvD6rKnrrjSe1lhbHbNetPqFIqwsgX+szCPqd6yklYYtgA3RxzDps276xKS+6ndpgyLCnJc6jPkxno+4jadd+0lcZpoxQgd6WBq/Z19pF5vpIlPY1Ys2byxTqQRXNmnkXMz06miv8YRvIC/QWF0f8zbG51zw9ME2NzBuLA9bwJ5wlnuFdN3Fbv32k6zW6iaoKMSqIG4qY42NNFbZcb7p5xg5jbK+xaiOpO8+vzf8y7/+G/dB3xjuf3Bv2OKDSa6Fn3BsboWe+jLXNe8wI/D7rx4OX3351bDBiZbPP/uMjzBtDDe51tmLYdaZN5e+Y0dMKOkl0mJmf3j5em949N3j4Q6wX3z0wfB65+Xwze//KyNzBuass6863cBnltfYZKsckf66LENlLnGWP8p9fm4Dx1jHxgK0TWfkraC0fPzutxsHLZ9SvsS3fK1fMfJGBdF4FN+LbUDBy0ifEbpp1OmecQbAd/E7Su/NyPZzr7HuiCvGth4apM+OnnQ50+HxYC8LcnbHwdCeMzFV7+jqYFtvHCNlKl+wmEaJqqalJi1wEB5SZ6G1PueLLe/sBKY+C92mdkVG7JFmu1a1KXF8N52E6dakDdkedPsIk/Y3ipUGPPXbZIKpdJngLTxsMrHNvIhPejXiz6bBykPLboX5Y0tPN65oGUPekrH4WQZpy6Vg9RvbtPGqs4guM540vRO/8JLfLrzS430e5FVHYYDhzqydjAPdEza6OeDVnLJOdaacRy6/Y1tOgLlR0vqhKZqwQVl8sENt2SExx4f6YYK2KeLWdxo7/iweHO2TEAgpKG+dkeCqL3CszqpymH2OCm+v3kW0Ywml1R5buHDB6qpJ5Yk7DaGOZhhuALgbMb60jFQ8j4pAg1P60pIdmOVHOgVbv/5UDidvcwg92EJB4W8+/eHf3bq1w5QG1Ta7WL3YnGRPjULwO7VW0kU2EF1mFCjSoYldPOK9pUsDQymU8qPgrDAaw9zgFD6UZ37kZRlgoaGOJeBnBbRgrShWaO1j0lepWKh+NMeopu9SxzwVyOtB4Rq+JTEJJG/eJQAuS8ZdyvNsWkLsV7OqGRfCQDsccp/4Evuv61u+QGyuc/k/7e+A84x7ezsIS0ZmlonlppAh0CtM7YW69ri0yDGnEy4Z4kTEaQnFfRQAgpzvZ5+gOOaJe4zAmkeAOQVc5Ukmmxq3AUO3BIErvC22jHk03dxU2PIcOMoSPvt4HtqjWSpcYdJgI3iC7yK7hyv6KOvgsX5Y/p4Jl46kaZyiVyUnk6Hfc+J+JtUe9hKNd+mE/SbgegUvz/iU8EvwcKHT8IKPmbxE+d3dujvc2hqGT+7dHh5+9WtYxiVObE6RJ8gGeE8B4Z6nTVZ9sEz5s37INk2rN3SaSOME+ryt0fhHKm0b/PEegoVNcat3hjXrKDhVjMveOgXv7OE7/f7826fD4d7+cP/uB8NnH39GmbMmD855drk/Yxr/0aNHw+8fPOSzyjeHn/39/0g6bLbzprsXr4dPv/glsmFhOOR5RW3/L49eDnc+YUbj1dGwBZ9WqTN29Ow4SdvpKfWBo3UrwMM22gi5SxPEwzZgdVah2V6JCa3wGRiDlEO23bYj2A1DMHU01nl5ox1jWWnEa7lqYus+oS4vONKhrPwe/QL4qFkClZ8wmuK7csB/7KSjetXYWpsxdkvH92Xa3hvamfVzdXmNciWGSp37OziuP+wyAN+lTmyusuRJG9qgA7XB8cFd7gUoA/310Q06UsfUkRM6SR5Zcp8FCyi0X080LA6HHJ9agC9LtCdlqJ/UtA54MumMeiEfj+n8yjsZb+dlyWUUjyuM7abqPW7t8Eg4ZbjtQHeWABJe08CN0kauvBuNJVibIWGW/Ko2o0MaMCWPlQfQa1vTlk81AybYKEtTPUa0k/pvORfNCRjt6fK3U5yOXzroFY98up+kZllwuyatSd7kk3JX39KFFdrobuWvvqItQYczbt4pssD7ImW4wCYzFfycJ0suVOgtj8af5mPyoHhc3Vyt+us+mHk6tebF8pCSBeiGcP6VuWxQVSGCb2Q2pJspANz8Mu/DlJwNTygz6kfXT20AVRCOYMZGCA7Dq9DGjGulUEyjjAQ0B0QifBR0KInEO4GeCE790iDHSDOtomtMO3iCQ7s2ulBwNfU3YkgcNhHMxBlPK5pGvMGduPpLf+icBZM4wk4bv6ULV3laRUp4j9/0FXoKUbQ3P60HPofbMlHQlKi31ttQqAmO9D3SoCJYZI3Vinp4iNC3PJk2tdEULA28hBe/bqba2XmNgOQsNOu+6xsbKLIblI03ERFOmR8icEhyWGQkZydpnqnhRXZOWz9O9ylDhHTjBRukyJsB6+tsCkMYzfOloBrvQKP5dTNZCfjqKbQyCK/Mv2ba1i8KOOVbebJseQKvO+/xM+77mtDxXvDwq46UVY/XvKl0EbjyAhaswG8H8acnC8Pjl5zTfvKINrU4fHD3DlPsbI6js3CLK1OPENR7CPE5NpiZN3lX04mWazQedqsrzfYiGWdDWj1qdcjvMTduwmPqAV0qnpHf1A3Vnx+V4ZeyPB12XqLw2bh3/9YdkjwbHj74qgTG5hZ+9zjSSpqemX/+4tXw7dOXw+nS1rC0eXN48uTJ8MG9e8PTbx+xQXZp2KVjfMoMxGv2CrzcPRhuX18fbnLFxSnn05tBfJtuaWZoYlZIWqhWRW+grM+Wvg/k1FPuhmTiZx57QW984TXaEYjN5+Jf8cx8TLuLVrSM70l71I1yspMN0tVipu5ZZk6k+e7mY21EXt0W+G9fPxr+06/+hYt4FoZP798Z7lzfYCaFr2YB5zXbL9kTsYzmX2Szhl+xW1nkJAId5FOE+g6X4jhr4aZFNApKvHWQqkECa2dwX/nE9IjLMCpmv+hl/Tpg8+M+tp0MTWjFAfV2OqqmlNv3/qkIVUKUOTjkdVNITZq0clHu2l6F9qeVcJWNPpbRVCHNand2intj/JG9ZdlRa5SeQxkjqJUDdmKdwdD0siH3DWgn/6KPW3ps2y1m66ybXtEgnAhJCG4VnMrcOLH9PoNEVqubaRNf4jWFrDnr1XaCSQekltGQuabfKKL91OwgnQbSTJ1jxm/MKJHNSD0UUk2/15gehQ6Mj2EKUJW9wtjHkbB0ayozkK+t6tEuxVGh7ceCjJE48bmbvogaaYmwTpqBn2UbrwTgGJg4wVE0ECbtgZvkEz+orco1C7d+FnbhKHuEqngNp5WlaMc2bd3iB23ZSX82/sa4HsbqEfrsOcpJC1VFTGtkZGKFCTZ6h5xZ9grOrGXJX3EslFIRDg96iivzrgWjrJcc9VIslPHePBupGIltbV9H8TJSp82deIAZY7k8f7M3eJPgvI2eBn58yu5pbEk5cGTxhu3MZ3x5j82RfjVsi46AHcAFOx4IFM9U1+wIIxJ5U3+eo0TAEAyvoM0y56XngemHB+Gn77qn4QovOORRyjd+wSG+i4wwvUl6+k2n1cPFbVqWdXWfLBfRoQSLFhq7jU+OOtPhTU7Pnj0b1uD1B/fvgp+Tayh13U8e/K7CPrzF1w/RFIt2BJT6nbFce1PCBYkgHtOEkfXURtXKlvXROnZuC2edT663t7eGv/vlz2sHu7NXb3Z3hj1GjNeub7PGv8Ktdov1yeS1dTbJMXVw5/a9UkTHVIDPP/18+Ojv+eIiU/1HTPmfLnF7HPfT7+y+Ho7ImHdMS5HCVVp7E4Hb+/0U3fJ+bMVVZ50+TZ3q69Ikb4TrD6tZTqGjPb8+fPnkgMt9jriIZ3n48uuntN32PWzr1v/6v/3vwxv60SeMpFVumyyTrK+QBqPOXTYowmRG4dxywAjfNuBFYlQ1lJjTsRhmayxtR/K+1/Q8adnWDz22sMByA/4pHsPrEpVRhiFxiMlIlvc8oq22RX10o2ZTMGAYlZAdnaqLeo2IXZ6dGP1H/Mom+ZG2NnETrrva1ySi8boXnJPjY297A9g8jF/y0wEGxvfgtI3qjpwwvZRdkpH++DWMCVG1GWj+G/2hN7bxdF9mig8AVPMVcHSkfTj4arMp7Q6YwiaflcN2INKwql1b/jJWPD6485QnPWrfq6KAOIwwDD5ArJkyju5GePD5rju7QAsfP332qiFQCSVeeIk3Dd2xgzfxp+3AmpbuwFtYEfCBSbiwBQ/dS+facRr15D04YxtXM8Ez0huaE7HSIOwyQ7+78q+Y1TjCCl7fnd6W/1UpUYyUiN5lnO5xKrMEuzRYDoTYI3QE5PTv8eEuR49ozGyCcrTmDWZzczZoJ+WYFuXmv1WU8Cmbtt6wy9mGvspa6xyjrRNHnQjrU8qFZdfhxZt9MKCQmXp7jfvZ08fDmyffDTeZIvzi47vDNUZuXl4C1eShdQrdMOaUaw1Xocz8OaJEW1VZ8VsUm6FZ/JWnPT+Ey/s0f1O+wmh8F+Yqk3RjXwXfh7c4re5RqyrImRHFh431CMF7yDGvxVW/fcBsBWHuNufuFpY2GFgh5+7evjV885tfDU+fPh0OPv2A76Qzw0HnSHTVsAttYeyTLrfpz6K79+/DdYdvuu0Iel+007Tuo9hCEfvlNM3Oblu/vn//PnWM1roA0ZT9l//y22Fvl930wNy9xTQyymmO0fi17Q3qBDMQlO0q+bUuWRs0ZsGLcVpdbflqgr+Cf5I/5s3qFeEbPofHZkoZ5LvtV5MZJf2cHfVe/43rt4f7fKTn3u1tjvztDRsoZ5e8Hj78dvi//5//zwlT5Dx7JLgn4IO7t/mU9d3h+uY6nfn1+nLfIu13nfJBz9O5RpFDE02cZRyuDV1HERgfvxPa+Jl7ToBb5TIBj1TusCnRm/c0oR9oW6oWdRj6eSi5yeN7retSnuaLGlTx+58oXjeTqgOqfnUAduZLGTsTMNVxFSw8fKf9QlNvQnPLQRcy5TGBs56PRr/4v5NOgLADo9d5bOo2BV+zaB3OaTzT7x3ack5wTxCPjljgjvw3gviMU/qAoYJjJ9/zLJ7ZVcS034rRAqlAFFdlwDOrK6y3LDv6AsQpQy+HB4TCpHCpEKVMOsQW6IRY40wVBF5lDk/YFMK0t7Bt04iN3grztoIO/LRtvJ5pSVMcPtWAqHhuyCkmSHRnSv9079PO4A7ehMe/34UqzDTc9Hvia1cTsbEpLCf8scfnX1Psnj5wOqumtIQZ4UgKN7MlilWzxLuNViPvnXJXeWpahUCdsx/iAM3ccLvuQoU85GiRdcAbUo4oA3YvexxoD4HwagelD2k7e8fDd89eDF8/fjrsMoJ3VmCHI00vnz4Z1hnBH25vcs8/07NoJ/fknrGubadCGupjPNalqk/mg04e9NlXKN5YHlMCJbyNXZkQ75hBbR+F5bRfwuKfuBfZ0jANq99l5XYRLv0j3C0QR2te8rLvt4tX1lHia20t3iNssJvCq6K7hhJ1/dtLaF5z6czq0gZB0EC7g7iqDa19k9+KgfdY6JmZqbRH/uielYfkSduqYjkc0qsonpGAZbTI2t8S0797zCa8ec2ULkL/9p0bnJffrU7Go6c7w69//Wvuj95EgbP0QtWZQ0m4R+OM/TjHjO69/x19QyeRhzZYwtv66UO60q5it9rqx/9P2tjeKm/wv/JkmY2ZigKvC2zw812zgPx0puz1y1c1bf7JJ58Mv/x8e1ig3V1jnyC6ePjm48+r47xHW3v24g2zH8+H3/z294MnEuaQm3t8D/v+z3/Bug5LZLRbl07u3Lg+3GXafhPcfoveSbRViFqRMDntLlnajVcMzzuMpxPnlF+T9FZK8iL9o+xwoGHU6piPyr1misigzdbcWJaTDOPUjE0ab8oa/lCbqQctzGpql0EPpMSkrk7X2dTXFuuH/ba8NHkhhrzHXZvvKr8NxvAKq99Gt05bniblq7u6PfBJmTbnLDNPDep0G6qdTBthhmkcJ6Chh1+tftDLmkBXu+TVJbQjmNnjbDyjlEjHZzGjWGNbMUsx6+avhDCIHPK3jRmMoO3hEbbMpg6vp3T9uxoncYO07PG9xz+hsHO8FQeCTDNMTVgH/o4z8MaZBV+7G8dCSnhskdljvcyEfuP0JjSmwRoWvIENTB+vd1vokkb7qgKthqETv0ayaVqwctwy4SFM4DSQM+7XtLecNA21DNMhUMR4XecxnaYj1nFPOLVQFYRO2QLu5493mHVzOkda4P3+2bDHrubvHj8aHn73batAjChdgzLVddx+mNfRPVeFD9vXbrB5itEkAkX6nQacQ6GvoRS8ddCqvQDelg+pM2+VCWwyDl/rTvQL+GtnpFfc5tP4Pn3Zxy+4+3Qq0Ut+glM7bsF1X2UqPcBil2Ajuwp0y2jFDYl8xOSIjaQnTI863Dpx5ytObn4dFrGRu8NtdqI/h+duQrvGcTJPua24xCKvRuFaNJVokZ/NlCiOEIhnwsb8+Jq8TOdvxala6PQ6Z/l8wsarM9bQ7LBf45z6G7a0A1LTumyFYJ/FTiml//6Lnw8f3bsxbKMPDtmUdYw9zw5BT79Ir1n16jqq2cRYza0jxdZWBSZhP1XHWJWRI4j8qi6tbiZ7M+sjctN4Xo27wKmH1bNDLg08Hm4yAWIf7pSZmwXqycc3N4fjG5uUOKcBUcyv+KDPzptX7LdgwyodsV02QX1NR/sIhj6B194k9vTm9WHng/uM4LmqmzS215ZZ1qH9MmOy7Ffw6Iy7B2qXMBWRCl05ZAcybZQdM5Shda8t9znwUDHn5MzYbakiq936le/6mRSjNAdfawvkyzTxxWo/vDQ4Pc6NdbTgoK/nX0FU5HPYVpm69xlOcQRPb5c/1PR+Rs+7uM/dDfHkfYST0p6kPvwtXC36O7993IIPhGWDsU0q55SDrQ03PWc61rnilfzi0dCtbkIjjO7XJFQeToMvu8uXXrcb4Ir8QmT0Nq2qq02pjCUk8mKGIK3IUnBNIRnDOII1YmLrH+J6P/1nmcAa1sPHLTN8ejhhiyEwpXpX01wVICbzgiOtelehjQxX1ZqniW1+5JK4+XurtINztM2/01H2Zvk/79Waho3IQiNE3LVWj7/rW5aRu6prsgth7gc3jJyGV/dFg/yExmqH64jNE5J7vMBFIoy43YjkGvhLRtvP8HvGrSYvGG3vvX6BEGanJvgXkDY+mwwjNunN36Tnf/vmLUYPTPWBbJerS5+zke5fH72qzTV2GjyypI6u2wXZKHXG7WWSZt5aPTAvAqE85A95rw4Ttqb4Wq7m9t36N112I0hZCdMWPu8G6u7f+3hxV/ojbPy0r4oXWONXR8yFS9uDWeFn3lkX3OS2TgG8phy8uOUUni65VIK/HypckT/YH7EB7Q0XwLgJ6pA6dwgzXQ7yr6lvAAtblLn2mL9Jh0ms8tf6biiIdfc2b622YmEq//JN0Wovg6UYR4docAh0HfyYM/LWmYVh99Xp8A1H1fx88ibLMs6y7HApzgG7e4+Ouat+7w3l3zZX7uzeGO65QYD41vPiS6VIMrzLF+2funGEZ96q7pIpakBlSZmgv/XI0V1G5rXHhLpywOU7r56/GI5ffDPcgZG359npTpvcsNqstl3MfunyKUp8gdMkp5sLw11mec5uuxf/NiP04/r4zXdsatynQb98+bKWbI5evxke7/9ueAQBB0zff/LJRzUgc9/GxuZm3R3gAK3oZbZgg5L3mGUdmSPtGgwoJMaR9QKV08vH3ILrHy2y8ucd5MqbOmlRpTmjMKlX1q9qS9ZDZJR8aVLN9gpW/Oz7XWSU3b0xfm9yzGvKuygK3Ky2rF/xYARqA9nmp/ycmNGtT8F38cQhfa6l68573LEnuGY5xgFl2kd2u9cGUuGRG8rMzC67P8lZOQdg1jTTaMY2zwzbxAPmS/AkkxSEm6gkWKGa9W3nWKo/R2GQBSoCDKdQNOJSfARnvdOz6M10gXhLkwwUtuDHAkxFCK4eR++WvtAdHAnXPz2b2MFnmMpcev2/yBhPk3iBC5+8XjPpaoeWwF1qW6EnVQ8iRiFQDqWd75SDUy2nbCRDvpcipAqRpoXahLD5qFE6Ctyedq3hnvIZSxsLo3Dls+twDJzroxovXh8ODx5+Nzz47slwzK1le/TuncJbR8NsrG0M62R5m07cJmur/91nn7Kjdn9YouKtodxXaoctsGtzHK+5NvyKL3TsMSrf49NapuGRHKuDm2CO6DAsMgxtlbH5W/7WErlaPFURqtHyjh3ehpexC2gM16+U0RgvZaD/tDvxZtkpsz6s6Oo9LnGbHgkWza4Rm5NcJ6oA3Ge5YpFPj81Tflmecfmq4JBkTGQYfbhFh0lBu0dPyyZ8wCh+jQCVpqbNuvBCj0lB2gQA6RK3p7foaVHe69eyOUUhg4kydfbG4zdHfNqVDVvUzzv3r3HXPPqd0flX3z3jJrnvai3Xdd5NRpRb1JedvYXhtfWFzt46m7b2OC3x4sWL4f72vZpcgMSJkd5JlZ/4/nQdVd+qjCJgWxs1R3qXwFeW0n7cIFpLlfSV9mmDr148GfZfPh4+/uiD4c4amydffkeFWOTrlpvDK/Yo7L1+Otzj4iEOm9HBQ4ErL6gTfh/bvTBHzLotnfI1PTatHnGk4NnNrdrU6Lr1PqP3N/urw7+xg96z5nO03Wu3bg73GL1fu3Gjboibo+f28fYNjr/ZCVeWt7poZ7SyRH0+5nFZ74SGe4z/kV/dwbRROvGqcGn47xjbtUd3aY8VBg1V+Mh52wzmfepqX7eN03DpGk1Dlbd37MTv7VnuPqJ7j2zDGmHfSqIjwJkttaDLipazj/C93eOd5T6nJaFjurwWu7DF12ToeToX8W6xjqcZAaVdhFD4Tg16LOL05GA4RsgvMUKzEBxdOA3oTVb2ruwRFEFjjiUFVhRlQFlijBDHaQG8w5w0Anuuh55TJn0/SFGKiV6jeKy4BVfYLv5xD0AyVykTT+N0BBK/8iF+EmdjIMsEI6q2mU9qR+JH/2mraBhpSZh+efST2enw9P7mNwWWuL1d/PLsINKyhDT0eg5WOh10OTpyQ5tZco3Vc85n8OuA6bY5+O9Vop4LPYAHRwjgI8rnWH/m7bzKV5xe1fnUq0UZUTuKdvT38tXrWpPzvPntxbXhQ3r+d27c55v3N9mQA9s8noaQX+KozPIyu+I3+PIea+yW+REKxan002NG5AiURTZ67TKEe/jdd8NHd7aH23xwxM95et52kxHBDnOFrUMI7bZ72F2Vk85IeJVZoZ43cau0A9fzM25xaaZhfDdulH7wTdviEbY3waVdbaKD8b3qExFcV7RRU7noOLX6XWUKX0Tpepdr0s/5+MoBmvk7eHTAZqdPP/2QGON3EuhxrzAdqiL98MMP6Wh9y5nvb4e//8WntdzpeMj0mAFHORILnJYDXCylbtUeV93wa7DWF+u3o8LUy/BL+KKXDoOCnsYOLdZTFAadMjdO2gJLYCPAOZ4+vGQhdpuR4QG73O3Afgqd24zQ0SvDm+dv6hOo1zY5fsfGrt9/NT88ePBg+B8++5w1353hOqN0O5mQTZ0Gq8LPVmg+uLK20SVFklW/ze07JnRPbELLPYalLIrvYzlWeTZUheOyH+NbR8TZl7sFmDSN36MruBGpSkrBK2xtAMZdsotwO122YcvAjYN22I6ctbIjx2ZU0/Xino/v3OJOglXuCuD6X24bOuGegjXKY3OTDYqMsu3wztFBXnZOHTPHTIodPGbQGXEvMdrnsiLq0bXbXGywdL3kwa4dAPDbpneh4Skj+G85YfEf/+mfq2Ph57G9g+DZ/Q/ZOLc+XEexu2mzZBnFs8Tej2Uez8rbxo/pHOy7HEMccgZ7FlhWY+aPTXWL6IRafiWdY87cyx/lko976P0iIqRYcm32DmUpjLOHDkRM086u/JBH8tL7N+RbyqbyPdYP42q0hdW033K2n9EjS6IeWfaIsXEs88QTmLfSAmLNrIpwUFdwomopyvvzF8vdfGuU1x5xU5bVxkPypKrMzEwBzfgJHXK15Ytlr0qNyKS1QI/Ju1LOlMnwSz0gTvMi32utfeSH6NGjVpaxkdDIJM8hvrsqYfUk82k4RnKXI/O8jTlAqzh+iJE5xaAfEvkvOI78bIUzm8gUopNx7lD1tiqPPVXlhyen1CovylHg7rORbZkyslO1oKL2U1eUjwp9jvXsb17sYvsNe3ax0xiMpxJ9473ebKZ5iv38JSOmuu0LQcItXtvXrw1/97MPOf98Y5hDQLtpZovRFSeYSEMZ70KebuhC+jhDYOfNemO94IV65LT5Arjo7T9i6pDGbEXzeNaS59qoIzZSBY+mbxQ2hL9WoyJ0ZqsUopm0acCTE2ZAqoPmSIkNZetIb0ffZxwh8vpYp983OPu/hKB/Tfk9e0WH6qZn920j7kwWI4VS/MQFD5UlsLz4rkhCpZSbRkvZtM6MZZJHcpw6V0jqB2E8dOSr5pkS+Mto805BUey1fs7erTqPblzPPnu0it4+m60Q+pS9o7vt7e06O70D8CEdyXlG7yXpqNu9UX7k3LJypNWOHuKn5aZoypRusUyn6nfkq8uSGflZeKXw2fzkpUvHlEurNyCgWKrbowy2DIjXZEYQg8f6AB9rnzzT9TZOP7W5wBq56/DeP3FM3M3Nj5Ajc8NLemYfc73wG+wdZoHesBdijy/9/ebXv6Xs5ofrW9vDnTtcQMTUvGadu/6vXdsqpbpC5SzF6q2hbKX3KGQpaJq5e0NcqnFJ0I7MAuv1Uim9DgycUnfEX/EBdVZR2XhGh8P7NRY4ffNjmpSdNBSfsSO77axDchnzNHFbjuSh4pqXKHXcvQme3m/a3eNNmOmmxZhGyr/4NgKpj+vDRmmyo//kHLprQZKT0VJFoCCIV70CO2ZWoDYNr4BP5SJSNUptCk8CqkhbCnYOQEqhnpOu09SCoog2XsVt8ep3+r0LirOoAC4mVL2FM7hHW1jDJS00JP60/VY+pwINM1+mOXl4KHD2kgAAIABJREFUr8IeEbd8T0UcX+VVrZPCv9Pa1dhGCuL19Yxp2lWFIsZ7nw9oPM6o1Ccy8Tuj0R6u3hpecKmLI6WdncfVoz9m5/kRI/lTRv9eFrPJCPsffv5pbbxyp7XT9Z4oWGL07U1SCvLlRdZ2FQiUsV0LK5WzJq71eeuZPdxTFA8QxbNFapwbZu/eWB7+K9Ot3rjl7WYLKHOPz5wyvy8dNQUvr2cYBZpl8Ndnqta3SkHm7DSfMLo9pvPkdPvNa9s1E3LEzqQ5Pk12xumCeTplCtA1PopSl7g8ecrFLB/WhjRrmIJQueGaZo3YeFHZ0q8qHrcbGcf6SF1pnXFn3c6fNqNmnVcYOIvj+qjv4KQsHaVbzrZN0zly2YTyQY4Pz54cDi/oGF5jJHefo1NOuXsu2WpetwIS3yn7be40+Hp4UCP580GAgwOV+HlJNznBu37Wg79SY1vOYxZ1x5wx08ktDsObuTXuhOC2Q8vTWTHLQZlAGz0G3iODfFKnOgCJK/9O5zghxLZ426sywflvd8+rXOcdyVGW6+y4lMXby5vDh2y2pHnX1b0vWHt/8erlcPbpHF/b+7p20O/t7ZXssrN3g2n5jz7+oOjd2tisGQVH8I5EnW1gO8iwgyK/t826C3JG5ayc19QtlyhzZ3rtpDobY65rIh8YlXttRhZe3THdAyosP85P9EJVbPNSfG60KMsnSrrczd89TD41VW+b8N1yxk3LutAo/0pXjBBGgVVl5JUjddtQ7UmiwMuHBisv7RRTFFW2LQZvFE7tcBBpXZ1qCIBOfQssUU57eGzNxw0QtvxavxUUuNYYhb7apDJPmHJ1lL8YiJ723n0ZgcIFVrhZ+XZ0Y6V2tGuPWoYqnC3YE0Z2O1zuokJwU6LHBr1s5IAt0CrP06PF4cGr3eE7NrU95nrONy9fcOTsrDYsXd9aY9S9NnzG9O42DfHG1jprnp5Fp1qg7J33m+OymSOuB7UieeuYgt5zlY4KFhAElH7tnLVSldAHziKXTBs2TZHzxioZaOUIjTvubQDiK7uEOPUFuBJAFYMXzF+jMq8jOuQ2rQFWMHql04ZwVYE6QrcsV1lnxqKMFWbMy3Dca46b9Da54tGvnH3FVaxP+azq4ecflgCWga0uVe0o/onb1ly8Tj17C67AxniWwLlJHHFAHm1fIUEZj516U2HVhE7lHLM93irA7mk2cO3TQfsZa7B3OS+9jpI/5Zx6G+kDjzyvO4nsHJBXXqkYTJlKk+7RWA98VPB1jrcPDNBPyA758tI6H90U/2r/Y/k0d+NHCXPa1Qkj6hOWvY7c6wLrnDpvRz2ZXq1OlWK8VGHxVN5pqiOG/yI96xMaoJc4Odiqdk1HzKtxvXjkmFk62643F9qi6U8ONym7e8zU7dxYH451cywxpxfcuPkdx1M9Qvm73345vH79uo5bukTgiZYPPvigZmLcMb/Off2vd+0EKgmarHMt3iuMPf7qzJ9XCkuWndE6xjmqIJd4ueOu1ZPK0Z//p3g5FpRlo3yuMpIU/POuUm7T4HiPcAVCxtSbiTNLvidM+GlTeMf0E7fHXzMECAqXIdTDGjtDGuGVxdPGC2cNLeFSGRiFsH1q0/JMsghrhzuZ8bhy7VYkrKZRAEolG2mrNCxEjZZE9hnTbZwwqQD/gn+maQ/zQ3Ly18MlbJad+Obfe9SdiisFLl8Q7HazagMba4zHS+vVeL3U6Q0brF65m5XjTa9R3rwOL5ked+PbMsr/ow8/YFS3MVznIOs2i+FuuLqG5J1n5/IcyvZ0n/VOCmYVATDPmRYb4sEOU7vEdR3fwjUPKiYsygfa7Fzg7yjhQD8eZENtgGNigDVB3ukcAEXDBR6ajOeSgFeCup5eSzQwQkVndbRO2GW0z6n7r8LYwxmNwroUGZk7puAWVuE3fKxyl380Sjc51m5VYLzz2bbk+tj65hb8nmfafb++0HbiSEu88JhY4KAzRwGwmFFlVR2DGhEAYz3STbiCxvR89PPRXff8j351RzfpW9btxinqAUsAwh2jlN0DYD3kMMPw7aOnlDW7ohlxMSFDfSI9RmYeW1pm2lS43V3OoTNStC4tzDP1qxS3gOUNOFXg+FTbZ28lpn50/ORNyTsz9x7GuiFfZA2bLBiJ88BT25Y7yl168wxzdZxtJ7THYiPh4Zi1zTZ0zAmWI1Sj8sFPbdqJchGlzcbMtfPmKnjK68TeJf91jwignkB9hf89bgQcbrimDwzvP/v04+ElV/06gv+OUw177Nl5+phNtA8eDN88fDDcunWLEfwtPuBznZkaj8N5Tz3LQxDlgODAzbAIeNd4vaCKX2il/kkz9ddq4XcelDt1lFM+/IgmLVf65G/Jc+yid6Sr5CJ505Scx+1bucu3uW07MX1Y/C6yg19O2R7VBxplwhJLHi5zyccj2qfG9lxtDdgmWbWBN0AjIT4Zndt3kmR7BosgdGRRcPi7VmLCbs5h5QTXxeayTBkWxX8xhh83JPTHni6w+F9GZeL0dtwL9HxtmBagNnK+prL9aMOrPc6EcxHMLpte3rCR7c3Oq2HntedQ9+segFU2s91m09EaQtavY7lTmrs+aurOQnE2y7VO17X98M4Sjcv1eJdP7Dl72xfbX7nnmcZYU+8tF3U0zkplZw/bMvLCgxLHJZxHoUwYMl1AKLcBA0F9OuHo0jKJ+wEKd9tqqt6V67+dHwW3HRqOkrRM0778GISj2uODNkI5tXwol103vfAlw3VuZFnn9MAh16e69+He5jUEoMrf5oyB/06L+6ZOLYXOjzcGCuBoTMFqG7UT0T/WVcPciNSAxnLBb47PODpCt2OmQYyQJnUGRbOL1H/Nx1hWqWfbbHSkb+EgvMqXPVDYbJoCpbO+tc+D2OY7sq2m8ZEVVKNS5tYVR+i1PmzdqhR/ej+zZFe1lS4rtvP20EzIabkJtwx0WyZWjzxyA+4Vf+ZpS2fMnNn2Tmin9WEr4pqG8leMbk49O0aGAGc9WvLbCpY7ENaBQ4+hohSoFnTE6WpT99w8K7zbIf1CGzWUTWhsokMmKO9vb68OdxmN7+zfGH7x+edcMPWGzY4PhsePH1PGbKrly4CPOe0w7/IRtxyuUyducu+8RxldQrQj52yi11OsoYjIdXVOqm5RSdw8RuYrH9XZq7x0TPuRnFUWpG25aEq2Uzb9e+8WRj4LLc8LfowXtzCXGdBfit+46l6fPg39S3c3texrGZplM5UZKoAj59q0AqGUegl/C7kp9POMSsi5aULAatYM9uisymdtJdumIf5iSoWPQOeIfhKuFFYKV6Lj12dAv8Bo949wtdOeDtERYd7rvMeU5gGj6R0E5nPWuJ6xO/0bjpYdOS2P8TKfzfVrTHt9OnzIzWz3bjICZkpsgw8zOCVWm9jAY6/XtEx/GX88mKY/rmsirRTCukv1YJGPglAEe1zvulLT+ZQ30hr9j40QwU2SUEiPm5HYonipwuLQ7DI6eMrQwB2YNdVWHQfyjNCw3LMDtEFXlFIX/Xvz/ev+tc/sBkHLxK9vmX87S3aA3LXu18+YmCwmMONed6c/Qog+4aMox/euoSxZj2Sx3CNCCscYY4i7pv2MD+JaOqMnUf4qVcOx/eaC9eHEUVzFA4904a6yIoJKViXiDMsxvT6nf/eYB376/GWNur749BM2Tm1WfLGovP2CnCN5Ly7yq3drqxusnx/VueiDg7tcI9zyVZHqR0VOHapsQEBx4zz0p+gyLzXqnkH8eZtvgfWOE5ZRkvCCW2Tm+B7Cwuk12hCzWpQ1O2Pgz2HNjtpRairekh9bjjNp8s+psiO/wsa6FzN1i/SyFrg8qnhrPB6/jskhtir7M+K1jXNOzLIpjZH0IXKByfG6b2LrervExqNmbqzdRcGvcN3sNa92ZtT+MVcAqxBevXldddPjrr/+6iHXGq9x3PVJdfa2udDmOntEbtYO20U+AtNORilfajc8dbC+BUJu7EBWlszLX5DpZblc9931cY3LBpZhTGC18ygffXq4wL9j09El6gTWmZU+3ik8ro72iNMOhOmc+O3lvtI50IKZbLAeiaNXVQRVgBWNrjdBRZxViRoksjLWlEq4vY++CT23z/P9Tj7iUZ+WS0WN5/ewFUJFaNGNs4ix11m+Uj55Wu0pcVop2CjaLWb1Wg2gppRd05YmbJktXzQ2FLj0FsOl32npygcjGgI7WPraqQjgq6NEUFNf5wKP9u7OYR0l2+WuVRuQN3O9ZOHy0ePnw2PWLbe2rvF97M3h7l0U+J3bKHRHTtAtSUjjdYTAGjQ4IaPi9qMNlukCU2Aulexylagfz1jnaIqkWAfMziFHlLzy9QSa3YVql4GqCxZ3qzLio+FSxCgE+AudhbMQoPD50yyCbIWH3RW8wRd6kWcerWGaodZW2T3jTu76slpjC2D20BsNJPiTNzaFag4KZwRsa/g0OP3Jneub9I3quJJVdZVR+DIdZKdALQjrmVPUS2hGJ9P8lPk1dhp/R2fqBcsrfrnsiMa7zyjLMj91mhLENe/B+664WQuhClb1dh+G09kW20uu8nvM1b5rhJ8IQ3qcgClz6pExYLjdt+qDHwdhX7RTdtDNDAKXgR9A23fMDH377bfMKOxwb/t1zkiT3kseFT80eva+rrZdQCnQd9xkWHa4v8vpCmaU2Om+scEwjXQhFbpIUCZgDqkr7vzk/61qYN14y6Ogz3/ktUYso7Pe/alygDeBmQR8T4ft3LLTKCNmGdO3Hcp0y7oMwJYnLaHii6dkhoqLvM+XFm+KWaEt7jnbCI8dKduKsd117kxOfRoWHlcMZzgKPykB1wwJ8297tRtmw5LFdupq9Ab8OpcFOE1be27AseAJBfbjuAnXJbfbmzf4aNAh9dORPFjwc8rcEfb2HW6dQy6Z3Bnrd35GeI19ODfqS3rtNsP7H39Sx2D9DoGXUz1jat5vFay75If9xeefMh3PnQWcovEbBbUuTC7N/zzHotfZmOssoks91ms/KiUfmgT2t5nGV/OrPG8MsJ5mRmkEg0etgide/NvMluUhn2mrBkjDCD+Bu8ChDiiaSdqma7laV+u787zX10fx9ONZ1bDMaf+ufrLBvWO3BIPfnANU+TTEfTdeod381Ue2dWUBfJCIokYdZDwGXZ4r36Mwj/iaT31KlYZWO+jI9AoVwtHXOgWybO1FWbhRYzijV0iPf54vBRVOCcW0Zntuj7KDTIJHZSADIEiHFe4EQhUfdUGKmQePJGqqshcTg7v5T/+qWsRd30dGCXmNqNk/hrHoK/CjAJ0fVOJZeMKSvg2HLf4IUqgmURulo41me65YJa3AbfhdE3Z6ah3hu4p9yMLiG6ZFTxk2ndjzhX6h/VrZGQ10hWnIDZTv8xdMj7Mpzbb8gg1uu+Tb9334+4pjJI5snqO4/ea00+oWmDvRb1xb55OW14ZbrFNdY131OpvaVmlQyPV6JOyUo1AbhEE5j4azox4OHk2jw3caBuWlYknvcYlMb0C7u+GXib7MaNvpX3lhudmBk2c2QQW39wlovBzDydMqPxb+rrFOvrCHorjJyIwR2zd0SrYRBjdcP+dzoH5rep5RwjEb8I7BeSSvxAM6118XgDPFqh8mgJl2S7PGNOWPs0VpAPErgPEn8WP3YRe5e1jd4vXRbaPSlg7TtbOiXbwo7UGeFBKUezPUD9rJCfDuc9jfPR3+8R//qUZEtz7jli9mNTa25ziZwJFE2tDBHuVmwRKdm3eHnylIX9wcfvVvvx7+EUE475lgy5526BEZR8R+4/mEurvMve97+42+I/jp+dRlRkzeZeAGp0dPTobfHj4D7rVcBg89BirCKbSuMrMzz/SreywsC/dCuLGx8g4tlvMrbq6T33/P5soPrnNCAn+KuTqDm2y83MdjBV4gu5lJ4sYz6t8vP/lsePjty+ExG6a2by+189UKMr7N7lccTwA+8L56On72/xSwmmr95F9TUgK8nrRwVBTe19EvAgWT9ecSAzfv1pQmY8SCIW6Vow2wXim3+Fmm4E+LMZ9tJrLJhCpjYHojpfprihaCi45RMbSlKfDir2J3CnSDqXDlyj4zbqfIohWU7CM2Pb7iKOk+/F3jZIjzNjQbeM4yFXsV1tiVvsvS2rxHDDTUJ1uOUkal1T4KQn0kw2fLKDbasqLZ+16tq3QtiWtdsU7aabSd+diZlz6nxpFDdLockCxYL4DDl04n9Qx6redOoR9Qp+zyVztECa/RIV2/xWiePN6g7i3cv8mszP3hCUr9OTLsNbNLz54+Hx6g4B88+P1w/8OPhk8++9lwg4tt5JzLMdK2QTq3l/mELx94OuVOjA2mp1a5AvfEJQFmGv1cszNYC0vcg+HaD3HkP1W1TN3GyKVXpa/kCU/PI4Gs57WJ28oBrrpvHS47o0iLha8tnrDyrbfjTnn3J5bMh3Wv7oRAJsIg2g5yAxzHhceaiAwplBBs/ef9LZuwpFkCEaTyXYOUKXuZS/iX2IDoTKk0W4/shLR9FchT26/p0K5OaYscg7bXjiJEoDjC8tiRRHoPsGt/blyQXnA1JUt0k/OiA5LncZfj/0/eezBXtiOJmSB56b0p71+9fqa7p6fVO9JK2lhFaH/3xkbsbmyEFKOZnenW86a8r2IVvSf1fYmTl+feIlmvnunu0YA895yDA5NIJBJAIpGIvKOyfGpgqp7v+BVZuY8vEZdp9L/3J2W+dasAqLKRmVY7UHTwjmz1FO6KwDZ8B/YsViqfRVYcDBMBKtWEdqEdGhYW9lgP3lH7xwEChILuITeaIPE93cySe8zpEY1QW9zbnHvo+dAjTr1oSwcwWte/X75eLU9evCzPXr4o2yil2Yzc6xnr4Nj0dluTYq5RGs4+6+dTDAAmqFjtZNfRpQwO4onyWPFZop7S41/L64i3OkgYYquXswJG4qTJcAN6hMk3BO1M0DT9q50pM0o6Y4kv68TmMMS2m332JytCVUynVamBcdZiwaUHtMgQxqATZxtxHjFpyHT8rku68TnTzTyS0PNuGJ3v6Zf3+qX+5vdML+qvHeCUZ+MZx6udrs/iQEZfcVETyLDwHYGnXqQ9EU3j4m55padhLOptb9KO0FOYn54v5zGfq6ga1NDAsBvAzMRZrnEHYTqy3El468X5mbJ5FSaJre4BOvNBOkHXLEWaHdQ+tGiHOD7Ocgp7ywJu6kvrfPvUh/xrleWYN3bIDARcW492TJ27U0IobeNHbKVzhlSHWVTMINuQvDFb46TdcvvmIlTOTA5LZOP4DbBmq4KldbuNHsCudQo8I3BZGf0hM3QnAIpmVdxzQGPLGJOnkK91r/a89scd4PkNKOI3b/Wl/uZgKuvBOrBs4jzu7UgkE2ywSc4UxEu6rDPfTecAuC2HBk4AJQbx0qT4dTYd9d2KH+nwLizBU/jZ5VlAon2YCEw1ugr8bXdKr3bQNB/BYuIM279W6EDXOPTGXQPPnr/gzPkLtPWpyF8FU7NDzYxSgR+erCOdbdGsHEREDio+kt8hA7s9Ollh7iht08IRznJIs0nLgtZ2fa/UsK52Ij5VnlnTGLZ85G89dSiUl3Ca9gwDODXe91CMHB2a58hdZ+5HdOqYk8YM7T1E8i/o6B9gmXIQqeH8IifLIbqfXzwXe9ofYMNiCsXfEXie0xIEljHIH2UyJJ/VwI26fDtILl02ss7VFbBu3NpnJweXwt+7cMLJeK71Q1jbjqBHeGf/0Cp9nf2e7ZR57Fsu2pLIxiX/aNORNBv0SLq0wkjbdl8Hg+QhrwjClm+YeaXyt++kU4mYCq6AOKltO+m/WgU1nUqv1rX8w048eClVbpionxgN0dhCUUYvCpKXdZjr5+AjkBhoszb9aHiuBCG8ec+730VErOtxN2x+sxziLBuZFZRIM/98No2znIMBcVArs0mPCOYTp904+qfBqlUZzoLj55trhPtjCG64p7NUfuvAFAO3SC94Ig5Ml05Lceao0woYZAdNXvcXD6JQdMBi9E7MPiC2sXrq2BpriSOsOT5e2SrPniCSQnPUM7EdoTrMHAPI6zeuxsx7krUqt5WNYZghjMgA4wBbwcbRIiW5YKqK1DXWELgKQrZoDfFmAU64i09dP16znp2J8bXbiH2OerOY5GNjzjoMxEZo/EGb2rVaMtpgD6tbX2Zn56LRSRMximzqXfFQEmvUbQsm80uXsPp+2nP/t4x70l3iP8uJy8RDhsv3k+6G0d8yeFXlJgdKUWLea2ksr6NzZxPbMHTh0HLeNDL1IzrgPSVD0CJkhRgdRNLwlS4508JSLDoSCxgBYnDodBjuEAyMKZy1oYtyQQsevGGnFIyHsFoMNLx+aik/nDgsVzAtOofSkmJUtxTJDSzDKKLXTZZeAgjpiU8677aB6NwYIGg/ehzGPck+JElf+ozeipbvZCCUrACL/hzm7syQzhJ8CGOmKdQD5C8jPYKx78YgBk8RdIYzjcR3Bgv64SXrLv1Pumd809Bl3P7n+Nj6yXB5z0+mYlo1NTp9HkLJS77Sx4yNI4wah+owyxz1HPMd3hmMbTPg1cjL7z79OETY9AF1Ngd+zVNF1ugg4F0/1GUZ672pzB8a+ZRwUVbL2+Av3w2e+fiJYoZkcYylPec7C3tzZRHamsPw1ArLfs/RB3nxark8f/wgrlFNTKNzcQvT0kvM3CfZuqfuDVMHlm3Qmie9I5jLMI1IexqsGYUkyN08HdsLdBOzUzKz8w69jKAp64YOXn4t3xZO+Rd3B0jR8cO7NWMr/EqJc7ISgQ3flNX3bG+mlLQQOCDVoFzgqxIAkABMoRfgPXpaU8D/DBdnqvu9Szu97UH6sW2nBb1MKmEUprz81j0P3YjWSgWaMQ8A6WVCddtaXROglRJNIGtCPta30+8kysfaCESM4QMp+JmfebeB4nMNxK3CY25vu+oHYk3eKKRVKzeqlI66MgOql/wc15KPHaU9EREOGf7uMOvYp5eWIDSWwitERNlpSI5Mdx1dM5MKyQVwRsqE24X49pyF7iIiZ/bEKgQzJcwwkpc8ag1rTC9X35Sj9cHy+NHT8ox1yEM6+KmRiTI/NcN65Dka8lRZZE/vMMw0RnUwhSCIBj7Z9zYKKAwhAIxSxExCCMQXTJ5yx8yX97NcF4fWA66LaxLQIIUzFevAuyHEpeKl9A/lvab+zKldfyNsyZpiq9xLGuvL18tovU4y46exQD9D0M4BMxIbxbH+gAk4MGoqrZsj/vHJ1KuTRoIueRXmJGK/tsuU5en3M1w7ju+nuYzb/z3TTv/+9Pwe27Ea3NZwTSPjxdmzYnA7ltq5gFvKbNs6cJDD5bnzYfUpBgXMeGCIc9OsVw7Ph+Qj8qhVF2P95pE+1RkHM5chpEB0pBBt2UVkaSBH9mOspbzZfVMWymw5jwh3BDpXAxmIAi/ObiaxWKckwTEm6A7nXf5iPqOsnSr2BqQaAHqxU1b3xGU3pS/OtOVuNAmUrKqFQAcUzoAIFs6yh40D8WQDwd98xGc/TmuM3t8M5920dKfVWTtme4ZveNuZ90iHtIL3gHfp3ecuvcGo89n0EsYGRc17DWMRoy6biqH2+aMt26nAkNQM3w7k2KkgjWO3wPi0nby6Lcxsbd6RSaAlYvs6RGflrLSulVoppEoeFZaKtzbMwUMkLJwDjTb8VlHbNdXS9WpA776bj67S7HEdmXcXF+IPmKwOqp7JhVMDU5ZPxhg1OutFOuwrly/GwUMv2OP+EhO0Lgdtoyj6Xz+/W6bn18o5dumcZ4nxPFvonM9uYv9gmxn++flpaE0pMvyZVEP0D06Ch4MplwnlWkAFYoCCwae7KgJXwBESNAadTkgU39sLmMogS4xO9GIGDbErTQnoW/c66az9i999F6+GU8rJY+CiH3d4d13Satej7+FdHbrLetmhew9eAC6UXISuBDKCdjsI06/ONq18TYlKMWaiktUopcjOvE0cWaFx1nECaOksWeseRCER6qm/zIR7NHSDEr5nvUu/JBjCtQHl01tOBNtJm37MlMyki11IS4KL6raBUdlUeAyk8YtwVKTawzZGtbglRRmVikHDru/RsXuMBtjhizNwbM8Td49EtJO8CSPYplGy5B2j0lcwsxUMMmzsbodC0zLbO1YxveqpY3OMSG/fuFWuLZ0r06yvj4LzkTCjWIkQoRWCAwmFnPgZloly7a4xagXOERsqjFRG6+gdtAIJBEv4s5w4TDzmc/tunUS9mIj1IwxNPWX9RRhfArfNnXcZjbvdFlgmuPvqXmhye4a3jdsOoipumD71I+Dcnc2E0p0FaOjOrJOmhO2kZ8O0XYZp+5303Kbbk763/RIv6Zfv7Xt+y7sNu+soohVTZ+0VT64VdphFC4d20O3wJmiMzmYP6Ox30WYeQnzKEEjqxROK5XJLF3a5YpYu9QXJilMvXq22pH33o1aVOmkT9kaEQ0am2hqYJv05ZjTzvGtiWN0IQtHG+U5aw2HUxDxtQ85YqAshIZzv++iKKOr3cA4NEsV6N++K7J1l7nsSGDQjU9XS2CZaentslbKexZv9GEu26Kq4Nsq2KCZbh6z5boMAJv/ALQMWcSc7YUimGIME2p2dtM73d9VvxjG88Jied50DVt2+Ui/g1z+WsvDvitwjRP0JWHj0Hm2DZzttK4cqCxp3theTBnztWOxQPFfBwc8GhhtiWYo2swvz0taAUi3QFoZ6lH6I1334B9wHdlUlcmEjgDwdsNX1c8pBiCgLEhfxkxfZhj+5dsurH2D1uL5Xcu113fI1uOr9evw24FItr6GDQT1KO2GoCJiklRlsza9zfLAa9QvqBS0tRP15Otxzzjj44vFaeYEE8/6Tr8EBJ8qhdXkJHZJrF5fKJTpz+103eA562NQuJ/uxn3eAQazLkcOs+ztIlDapzQoUtFiXPYTLqY/4EF/SqGGlXUX2fOB5zPbSfBNnUW6SyPLX09zsPfSM/5iciJZYoqQhJj2MN+IJAAAgAElEQVR5b18C9C76tJ2f5OzbdG4ntHiZTpd+7QMYqMQ6RQ0av+xEgmhMlBIaOICWYH3AOSpIozJ+DGI2nAhsVbZJCEP7bvz6DqJEYPNu0lH1ptMAHt8iXeJ49597Iisin/CDSkf4dpPiIWGM+AEzsOKfhi00buDsl4KH0pbfFO0MMVVRiUuJzqCibMFjlKyoRoUfDCNi1QnmxhRK8oGflVXWx59xgIWKbY+fPCxrdOA0MZgnM1QYzq3zl1mn5rzryZly/fwFTCWOQZ44eZJlh2AV/essiVrlmtLcOdzikAXXiOwYuVR6YYDB8CMar2ULZoH4sgeJJtRyhtPlPZ/zPQnQHiLahYMGCZN3+AeIMF/rj7uR/cat6j0wDCHMDA3VTmsIRu82JRSkabTARyMeJ55p1PC1Pk1fxiSe3lW/MuR0Mq0kbJ/9Zjl8Nh3v7XL53I6f6bTvmYZ+UW5hE7e2iyY9w+To2G9eGdblk2TgSoGkd2dh+zCLfXQMDrlcJ3Om5UzdTt2BoufS73EAjhrsSklcaw2MsGwTM1hbNEXf2toMpjRIPnbAMklp17oakMHTUe+SjoqfVld0ktAoIGJnYJNOeAcpEgqJ5OvBPdFxcXepjQrCWNA2MFqjdOresqGKDxJRcVSlOVus9WXG4kPNWynLTlzcmIaGZyyninf6eWrbwZGmhoGbwWnuR0+8ehCRg4Q0N01ybznDeunMV7xnnUkLSQ9vRWw8sp6sM13PHb9d6sQTH8VLfIvZ3HGHLtzteHYghrOe5R/iKPRufAU3odjLt6gfcBkDcAdAwk34Q3rtlZWDcu8R5lbp1LbZEbBDHXe0A8CShMsbe8xcnYG6Ph7GeaLtyZ+tBRhGZB3dU9TXHuESp+JD+KK2WrgTnrZr2HHXq2K4+1rLx6v4sy1Yl7qsD/11brlNP99jd0xTX06mPBdiWCQwiDXOoGZtodkZrCIOjbLdbelyefAcAzZIMNdWllmaRCT/6E55cX6x3Lh8gSWl4bKAbYYldEomRjSD7Ta9beCBT8uPaQ+BZDO31K1yymOcaQ0waVNJehfaFDOH1LFTtdAlwfSyOiQ9dBFp1R/9s6x57wlL3Ugj0mQeMON70uy76NPBhk4eUh+Pa8L2KM/I/EwzB7PJT/2W302ns8toMApuovyZqlrNgxCWfQ70EY3GwoSFK4lYzoIjrWjURtM1ddy9hx8FdgTfwnM8C6xXAtQGKp6bCInEyOCEH5ml1SQkgmFDiDRljFa2YmpGMyGGacU3DHRVxj1OCOfMJ0yeBlCMrKly8eJntSe3ubSUtkN5FJ+tIhN6wfU8tpltlg2Ul3aZnU8AxQJHkl6cmcX40nj59PZV1s3gzMzSbYq7aH0cxgzNgRLCz91NIKcLAHkSgraY7cUPGPJbedGxGAKG7ihYhpkOr9gKVEuQvr33Nl4liCSwbIT74MgZkoSVROgAQpT6Hvjlnt+yPnwHDTBEGThNF3zvwJypavzAE+hXqWoPf6okZiiKZj2IwjRjmwcFOIzOosKcsOZdXxtKG+bEk/7ixrBdJia8vCcTDvgl0jOc4dv5mb7vpu+V7yaRZc/wvjtDc7YrykSas5NY+qHdBC7oLNy3q3GgJexjj8Kg7MScxUbDD8KrtKflNkiD/E2XNKFbt/zgxaTDztj65pl8ZFyMC9AYVzGz2tBXGnDIrF+zmra5QWb+I7NLZXhmsQxgv0Atdtf21FxWu134YT02eXOI9yivb0hPzCPwYx2Ckygv6YpXY2qkCI2/MEvcaWaK40OYHJ5m58XTVfYqv4QpzxRUTSgHtsppi66HOpg5YtbqrFbR57tm6EJnHYsvYUinXyxRpccJ9xhsNHTh5ygDaQT9UkDTkDfYoccz7zpaf8971nngA1yANfig9VQHSbINEjIW+LRjIUUueYjLdUpRBqgXVSKeoyT2BMt7Eyy9zc7OovCqKJV6I+thwnjojZOoUHpyJiadRboVMn+tNHOT1rJMPXfqzvef6rK8/eXPdA9p7IFLSy4u/UC+EZ7sl9m945bZCcWY+NvpeVTzFNLgWbT9B99slPkrU6Vz42PaBKfCYbzm/r2H5fHjx+W/3Pk2rNKpLKzJ2aWFpVin94Aq0AoFuubOHn5m7NKqaoTWm23HwQStgzC2w0qzejkM8BRRfHmBhygFiZ4OL1y7nNWn4jFwSR7pEi8qstrQxYEa9cEzCCdv1sVhVvXxxN9uhw4UEQXaaWUTccSrtG+esWtB2gqabvo6/BPuOtwjmgAbEVzwXBuvDOKYKEQQmRnZqQPMgkfr6Ee7BMIEfDavSN+Em1K1w5yUkVDp2uHyOe6ODoPMhN3qBmYu60Hx+ogGlMNBITQSNY4lB7cchblT7vswK8ennKVR1ujAn7FWfOfhfWxuPyvrdLAy4gW2XNy+dLl8cP5iOYfW6hR+kHCobY6rjIRFNwdCruv7t3Gwwfr8djmHdmdMlmgY7u3lP/CwD3F4HcFYAx5hA3Jhsp6ivoKWLE2DLPPrcxJaOp8TN9EI6SQcAZpW/7e2n9+8dPrrIr4MGu9BuNQOA0PtPjMp5AS3PfbGs28V3YMdzIEe0gvtw6BcqnD2GqJfywmTC1qiZOkSPt99Nr/0M8/MPztcv/ms83uGzXcZ+lku08u8Mr9gTuA579mZGC7Dmu4w+8ptFw1WaNuwFeK50ceB0doK9gWcKQOjHd3cHCyIGZrr0GPY096EuTnrcyZsHi5TDNjJwyScjXfU6DV9Oj5ZuOTsrFDGqaa4Wub7AxgWoZwyOUiaNXUuBlR7zE52uXaoC4W4KgrVpZtK24ouXQM1XV3Fhe86M9KYEXWIzDxMdiriIz/rTJqvM3G2ParERHnES4f96ONstXPW+wzmvLF1q0zTfjiWLcpS1zEjaZOiA3Nxr9ZfZNv3Y51aB+LG/IRRP51+Gt44y0WYFl1kfdd6ZmuuBpnYfhmwUFaPFI08HRCRr5fl0nmvu2qaDh0cVe0C3qmYrtidsFUUT1wkfQdKZBC3szpB3UITWN3bhfav37xRLl1Al2aGXTEMxBxoYTKC+yQ4MX85F7jj7kBMPlC5lXVprfFVyR2zDmGzrMKrU4rjc87oLF/b1VDHPsctsPqRfDjTDB7hRANne/Kq+CNPdCwOlMY5AJWWon6oE3AuXV9nlr3tAJYBrTxXGwzjYdgKnMEDb3C4kxLJ9c1V1s13yiVwcfUPn5Q3H15nF9By+fLrb7Fp8Iblib3y8NlKmUbpdp6OfXaBgSMi+sHBKcpK4ezEmWnbyXsXf3bsWsuLQY+jX7iP1OvBNRQLnHF3mbmRemQ9W8589m6ZdHnv+UbW4jl5j/gSP95/kIuRoIlnDcDDGtxbZUoREuemmTBk2sKSl34ctoXSG1sONulQPJnL7RWxRgv5xDmsRHBftCMr13hGaYBaLnMkKXJq4Sq1ZEEzM+8ysiys70lwGVYRpA1VXiHhZBgJuR2vKWN8b/84c5W47SwtbDQAAihSNO8Y8fK+Y+doRYN87eMGEljP3GdNxu0kWjvahQiRV8AE2W5D3NXtjcJhY7QOOgXKvUpDvHPvfrl//2HgYIE94NdRKlrC5OoliMz3GYh1nMY3LBMBhkE7M1beFfd4lrgKePt27Oy/ZOBeljHnOqT4qCE8tS51US4qexsZ6iFiKpcDhNkZbi6BxAieNdJ2Jfc/iwPLbFzxGTjiXX/rFKzEs3kmvg1vOMNITG2X9aaf4dxr/4AR9WWUXu4+fVLu3X1UrrG0EB2LlNkMCmPGwSslhY7ouBgQRhpOSe08cP2whyc/5qMTPp3vwpZlSRFvfs90suwR6ZQf42Tjy7KZvoxQ/OiXDdSwmafJ+W4YLfhpBERc+j/IswxUcA3z8PGTOJrSmcYqnfnMODQCWlfevIbBYwAIbd8xZmIR3hkf9GNH655mcoxLvm6nGpakmsbv9hwtuh3REbhrUuENEEfHIOr3YQCehb1Dmnby2vCmgTAAICzlEk7bdM6Qa/krrSS6FG2qFyF/yu+hJyF9wLe1Drel8SK2WWpz2l1Tbku6eXMrtioJB8bjyjbrxUcsI43T1jVBzCQrtihlPqfdrQt5RNJADkCtk6hf4DjLiX9d0kSGNT2XxeRcuwzSPX3QNJ1l6XzOzjA8mh/TqRdp8kdz5gFcAoagyJ8tc126cFfBMB04vBP+Yv1YBT5vomzrcbOTmEv1qFnzMw23xwrzAYzcKfux4ZNKEwEGAXnjEZqBFhJW4wlbMP6gP1aLVXLBSY9J395rixJmgQVurvb3KEN8qQMndwyJby/zM57Plm8AUVwszxG+1hN9A4V1uO6Jiy4bantDnQVhdKeO8Ueh784e2yr5PjjgSYQs0bETROnNBJGW5qYxKTtbHj1/XZ6+fMNWv9ch2RgceVyuXLtWbnEE9CgVMDnB5MmN2hgSGSHNSQbKcST1LsuWKigAyez0JN02S5kMAEdQHD1CMjjJkbHrnj4ELegSF208tP1P/M7AT3xEuaw3cCL+o08jXf3TvZWueUIwNV3wElVR8WZYJQtSqGl5Gc70ddpPcEhn3rZ6nc+NlntlalRNE0DEq8RSR6thWATGQJWTKNEheulNAGTUx6OLSLfnxwIJXBamjRS/2WgkAkVnWfg2QVaAyaIn1fpiY9QwS6zBkZZphyIW+R1ANKbnNjGZjgMVAgaSWOrDySiZZYxPszf0oGyuLZctwh9wEtYA28eclW8hHtVox/1798rD+4+i4Y8zzL4ydx6jL+fKBUSoUxDQLMdGTjLoiUYN02W/BfkwKuUapUEdsYbjANE1Tyl/0Lu4w9OKgV1GgYTftVAbk0segKN+BwyVAQ+VFUYWDGlDN4Fg/JaCgLjEbftZXCYzFB+G8ZIw4k6d2uiTKK2ndnjjn+YktwkIbXFhtmyArxfYmQdyZmmsm0FnA+wA8HjWYXqNA95VGOIrf6yx0qHzFdzUQVwb5vZzwuM9YRe+fD8Ntp/bP/M233QyyTiGljqTJ1g/OoN4KXZzG5lxbJCTiBjH2I9TMYofeKqW3ahNwnppz4Bq5cWEGLgEr/HHBm9NW3Y/+pm0xakdPTDoqzU2DW44oBpCmcH1Q0QhfKs0Fx/4pnjSX0XCsFWTq0DTQQiH9dh2+Nr6A65YUogwhKLgQS9EUszvQMFlFu0zuL9bmvPYXaemHejYAYlM3gOFnLjXvNo5/Qt6FslN2wu8xkALvxb+duisbUNKRzaZpa/sYDoVgzIOHORNMuyK2QahTfGlN2qQOm/8uelj1Xv/a3MVzKSdioJKcw57AnJ+m7JGWaQo6d0lC0rKoHOIRGKGzYDPbZLD4Ozj25fLBfbqr2JCdh0FzeXXa5jDfl4eff9VufPd5+X69WtY0WRv+3m2vqFkvAdP3VlnkgjJKW2ZmUMJj47dNuOOJRvmCHotu0gNdlA49jCs7pJz4LwXs+323vvlx79Zt5mueMv6zBYXNd74O+jco41JQ8nLbW9BHyfAix5sZTg2NGeuXnayNkQHAx54r1gqtN1p+rJhtxEEU6WCFBWe5Vy8F3ivZIqGj4ZuFQNBjCycaRBGF0yCb4bJDiULHQGaH0PbITozktWZvg3EdASrlgEiQayiUQPfXacJAoOZwmHoxGFobL3qDE+zrsOJZvC55yur5cXL1yEC2sCa2/KLZQ7L2CrnWYv81WXsqM+fLzN0/JqpHkc8Oq7WG8ntQpy7iDHlX86aNL6DTgg1JlwSLQMIYQZ/tv24Q7xqW4Zz5M1z4ApMuxbXYaFfa2quizbogTc2HTqMU4tv2aGbRlR0TS2eKy5qHWUnHvgFQX4zZ0fZp3Xohj3N2bloQ2QWi2HsPmedlP3FzHbssJTQhTGTIERqivcYgYIDhhjBzKkIyugApo7YM592GQIX4E+/9rPv7XAZ95e4n5RP+AGDnTJFjLoRPjs7O3Iv68u2pAU3CXJknAsCOEIypChN1A5pqIVw2bC9p5N5iyOHa7XjJX3bhRf+iuRHOBN70Fk9SlV20bRedHgZkBIKe2xcWCrkPspFpur3xmxKgzbSZ5gVMh9cLWe0IEK97SgaHVP19znpMc1CW37hTfoSRstgHNN2oGeZg78wjkuyfzun9/Np4+x9YlpG5gM/yWXeUVetlNLfZTUPr7GDERFKZTawpjal3Ql0baITI7B3KLxJwYFaJlZrotqDqH61HUgVf1mHoBG6BQ7qPTpvwKnQOvjUP+GTJ+dzpQU/Bk1jVMZ15n3MFO87EIQfDkMYQ8y8wyQ1ukdT8tjJoXIOO/HXOfL1g6VxlnMmygvMCz968ZT97c/LnTvjcQysWvTz2JFXQRdiD9PJA7S/IySB5jfOEsEcEtn1ssopcuza8PhaywF9+qcT1MCxpYqyhXfztQmgV1MmY511GVRnHtFGWs/6iUcTsJ0c13sNr6QuO/Ps0E3rNBczdBl9bLBvdapGMAHF7THDZZ1skM5vVHEZo/4OI5vsSIVGAhaY/rszZtAZ/tRQ97sj1LDQBOd39hLW6ppab3foFlhXf+Ox+xP4ZLSVcESlQGAirZYJArOzYnau9iWTpdi2oJ9mbpX6brI+uCdcpLrFlpuHKHHceXA/FJmE3T3mFzGOcPXDj8uNC5fLRcQ7w6Rz6FoxHPSArRR74o2wdOU8Mwqi9Q54rCC40rqc62mxHmqHTlzFdB1qj64aKRGM2IU1nZUnvgBGVATDjw6xzrJTNBqarwRXmUezuUmIXVw1ODNJBzFJRL77nFe+e5eaIpxURau0HsPpDzz99er7AOIDzZo629Pgg9vRVmlksXLCWqDKb8Su+Un95B37Ry2ciYb0wcS5GtdfhoQ97xnuL3UPGuuBt+ImtrAIFHUCOVShlUWjExN2RcUOkC26GuJKkOIFKpAJBiP0G3jyuW5/EnsmggeXzwQRbeFEYWi90zk70DYYUz+kH9AcNDbMs610hPz0U6nVpQEZiB26a4gEizS79W0aDTPW71jka0ByEA78hUM4tcegi4E3EdQNUPTucp3t2GeddBjrvRFfmqjFio8/4acH7p+Qzo+NGtISCgMqKZMMu6ZkzQWj5lUTzErexuhkPNFsn7XiJY4gvXHlMqRPrUYhrIljhp/wZHvI97x320OLFvPbn/suHQh9dcdPvtcdDNBmC07JyGG9FgMHR8Yj7j6d9h47Ljr0MRKX5dMSnAMhBzMOAg/QN9EE8tKFmXIROw3PV2fK9PJGuff0ZXlJx77+hm3Cy4soz82Xc5wCtzA3w4QFnsty6ah89ogdBXQC6iqZv0rJ0W6Bx4qz6upjtLr45ruufc9w+jfV7eOJLsud9eV7Pttm0+lvS7E16e9AU4gM4TfbrW2sNz1yP04iksK6axW/Oos4ooCx/YUCa+xE5OUMTSDyMk5lWsxuQXRWZxau5+5MVaC4Yo8zcb3LXFxnUfEuXRbU98wrv510Nx8JRgIJTWPSFhbjxiwJZmPVKQqN0SAMZoDZtDRDG8OGPUwGEegT1mgesf77mjWaza1qu/oaJgqvXOC0KIhhmgHBHAuBE8gIDxgAHCKzH4VRj86g4IJYeYdOXpH4HowzOmM6twAlRq9KNCAqZKfDlHeUu9r1rrGrPb8lfLYIXSDJBu4jdwmPssQz786mLZtzKOsg9naLx4ar+S38uUdyhuE5r2CqLb94N6iduGl4N653HXcbE9kFaCfd1VrWQMkYonUPZVhZdRsOeGBAM9x0ACRE8sBh01WkzLODoTq417/Jr+ba85uw592P+ezd8v6SzvTbl3nqAs/cFTOLHeYkAZf+DsQCLIrrYNWGKK533dYFh1KqgiCMxiu9OIDz3ohXRQxOkoiBaoPD0BOxFgivhEy2aYchE6DZxmVbkEH5Lpj1u4zCxQ1nGzWcy1tQKHlWaYLJxhVxSZl0rCMdQ9W424rBNv6VWIVHF4ME/C2z4vZIh2fhc1Cdzu1FGliRMSkNkubj8y9bfZn9L3avaKg4CYJuyiPuxZUWIDfW2ddKECeNblHbWF9lP/YSxoM8M57OHszG2QncxXE6aUl+osvBQX376/mNISH1HjP1AKvBRRdEC5AcDHrhWdqQnpzQSJOQdGzxZCEmeIaa4w6O1Cty694YS59OrHa1be/glY7+kHXwaaS7/+ajm+XapfPM0tn6piU6TWo/e1ZmZzCzzIFWN29cKdNImceQwm4fjcZWzs4Q9cGAOs5GoKNw6Ur2pzQ57kLpO3+2HetY/HfvwO/7MXV3C3vqQ/CLpk21n03HtmiDNf32NxNLHpdSL/3kJQ666eVoS/ocO9pWXZs1ogHz7vnKfvNqd+pmyH9kbKli1CBAZ7j8Ghq1xm8KFsCKsOb9pCQy70yjHQZcwESEWfLIwte7aapApgKfBxPY6chEZZduqVpFUeU1SoAvVjjVbPllWWUf+Tgt7sb5SxwTyH5xFJimtSdMWHHGEwlzYRTjAKa7zf7FTbU7OS1oGKUQ+jPaM1AwWrCCBhxigU+lGjJYT1NyG5FEIMnvBQMnDsHqPAmcWg7w44BHpRi1kGG5xDeNpn4I77OwOIjx8tV4usBp33N+q3VX8/BZOB1QZb1o9cv4vuu8J/7D44QfT2ACDZhu7HCgzFx5vfyEhofGPrsHxNkQ4rOwgiat8B7mTcED5BXolMlXS1i1DP200P9+Agh/dq82PqNxVeoDDjDa8DPbnHv0nZm7LJRKLfrbZjSfuruDQg76Fi45RD/JgDBmx4H+ZuBm2nyM2qJuYvAX9C6d4dB+F0dxbjbhqAoYJRTLg0PAQc7H1kJ8+h0QRnq2HmqmpE0WMhZjBruVBppn9TtM3/x1xjOoS3TGtx6dxRvG0/vUdvYkL52Di2XMHZ+bwA6875Q9yu96P8QQc4EoawR/758K83tH+1kjRJsnRduxiKxNh4LqR/mnGezvbFjXeyzHsQedQ0u2Wb6bYHnKrd2QQhMnorz1k7RGYj3fTLu6n4DAnhR/zIvltAAJy9tpCKdf5SXBHgUXjyNnhFweFDOEjk3wAcI6ASMwPMOB3yA24Tejv5DO9m1LxBUnSo5dRkXuxdbM8bI4PcUEbKk8eXmhPH6+XF5xEM4DtgY+5vKAq48/uFamsZUxPqFVT5aaOD1wxFk7M3Y4bq07eZGwCiKwRD8lLHriTrq/q1MX1qyr/udKMvw2ZfI9cNPkVfeaky98WZ7hPemhduoNYMZrHDpLjEEYpQxRGLcfGcmRc1QEhXLfrGFMUKIyQf7DGUYRcW2+meTp9wSGFICbrsrCErymWTuajJ1++X7aXXiF4xgKSAI/TwcTzljD56vi9g1U1tdQrPB40pUVTgVi3/jdB9+FQtuV+YVymVHzlXMXII7J2EO983ojBgLDzqpYMx9ilHcIjthBUVbRntTK0xgnFo2jNhzIJhMN1HRouHaOGoJJJ6Hu8nrA7N3GL3ErQlcEb2evEy+BEIjUdVHXWatI1bEs4Wg4Gi/RT/zEXE4/0k7cRjpZQbyIm/yWOO2/hxEc6jEGB+YjJKRRZ4imeLJznSws2gH/KDiaxKSls7JdjZjsYOeMnsN06oDBsRHl470FXjdhw6VrPwdeI05tGH5rXxnnz3VvwxZ5Ut8yIF0wAqsQL9vQLhrLnmlu43MvruYaazhxYsdnZ84gD+MyoWim9i11a3KmaNcpTajoFjN5CMcVnTgIxjB0qKHpDnX4p1TKnRSedS9F7TEjORiYYBAwDu4n8LFGgU8YI+0Kj0tAdaYFnTmoCPqrjO6YiZGuQDEc4CmYnezXQbKpWUYHL4ehBImyJOV1m96DBw/K1fmP2dYJn1ESofiZNOzQVfj8OVwtxfunZNUFot8/ahOjnXNtw/UD/qTtV6o4eIEmkLXdvrG2EoctXeQoZCtJ+lYK4p+uiqjlD3A0CCElIqEAKZ8jmG36r8VFXy44TacuR29DF7wJJMfSRLbxoL+KO4/pHsIKnBogDuy1imkaJidGZ2anYxDooUOqz8qjdtFmj8kmhHu4uR7tZZil10XWxufYznb5+kW2uG2hHf+q3L3L8unD5yjBHTBJmy6XUeBVCj2IwnfHrRYo5drO/M+2HTwzoKjFCrK3iFzhmgI2t/Q99W66WWftZyNYzm66TQqGqX6Vd2uAqT25jqXqBr7+TJm8oiwGl3AWiNw4lAniJCeoXZF4GJgwg+ZdMWEcLkIF0N+AB6usTcy9WSSSAsimQm38scYdIwfYg+nIiMhDglVjVxGkIjwVzSojqYWXDOwIIxz5DrlGRzhp3EYgg3Re6+Ue3SOUHpyd7NALP0ek/oJKfoOW6eYG1oawOPRrzuu9yF7Q88zIVRhSFO7ao7P1SSwUKfI5ZIq9v7dV1lHQYCWHER4idDr4MbZi7HFetXsrHdjI4NxbbXUM0slbJivCzruK/GGVFCAu/Ny6NeK2IAsIIYvNwFdT4AZdUXD9251zYlmGYA3oEtftZ/GcxKS/zz0Xfg2bB/qGuoKaKA13G9Cpjm/GcYudlOke5wOUDnc5jGKb+yR1Q03X/MFLvIFfK9y3UEiSaUlfJGHLjHvzHmgx6XwnfQcbeMTdssdI9VQA3/3B/CJPggpCv+vHadRBEzAoH5gBg7qUdmtZD9jXrG0BLac9x3b1LnTjDJ1VCAZvtcNU6zmMBTldTmcbBDO61CSXlvyvjvKTt9kr4oz8QZK0Lw3ZQZm6YeozGGcgrmUs01DELv6kUPOJ7XFNfvralq1z8eHdSCmtMUplynjzPRwBXf+Ntme9cgkXk6CywHG/a5jufHDn+7L90Y0yMMtxm+S+G9NyaYWhgXkE8E1677hZrtru692olfLfEfGMz4JgeXUBjnfeT6P6rKEax0lJRI32bRt2GCw/DGM11Ik6JkpK5EUrzNK1Nqmp5BuXGWBBI7FDIUY3TT1aBxTMfKKsTfri3PKmM3/bh2H6Xb9fhbWGMt0TokR+QTt8957p11g1H/17nfy28UnC0SPgUiCMkxCdXuOES0dborAAACAASURBVLqPN34cmNrmR/l+1Ex0kDdFG4m+BZ662WwddUI5MTkeEg27jbBECb05U1cxFa0RthkzkVhnFs7A+QqKc9OTV8uHHH71+eefY4HuaXl8/155tDhXbly9xMmHU+USR/hOoMNVj7wFbMGx5kF0dwlBvuwH4K5lhcc1GJQXhHlxEXoSUoOKKoUGDxMXBuWWA7WI2FRYRR15tRILJWmSqDN0BiLgSqlvmw+167ezxchRfjw2McVxiKxiaPnLbVIgbXZ6jnVRhGU8G0kt1UiIAqr1vuvw07LSMemS+eVdPxlu7XRIxgZPXDtsT5WCpQM6+xRhhJo+dINsGM2ngO5nRejMWiya0zV5OnzWWOgYRoFnGKy4Lni0wznPdLh7ENQeaRxiHvCQrWUcxVyWEW0No4a9zrruCiL15VfPEK2/hJD2y1W2Qly7fDsqdpTOe9zjSSGaIdZ4hXkf7eEoh7NMkKjoeIQ8UN+L+nXvqNa+RtXIBF4bJmSA4o8zkTrEcX3V9dGmGgOHYVYWGpHGg8D5Wu1eQ+jihqvm7+yLgoLzehQn/nxT5BkDABI13BBr/JJAv7OedOI+07RzjzLh73cJKLTnfefSWIj+1lPWc4bn81vOwZPlHaMBvXmDzXD35WNI4quvP0Pv4FP22S6xfx67yzSTIerNGYdHh24xk1N3YHyKMmFQw06LopFnkFMM7CKzWoTKFPCoe1sJAw48CCJme8AcLMLGwiXcsUfTBKmHHqWut0pAmtCZ+At8SJ8wFp2iY60ySefyqjQoYl7ZyYXZSXomJSVHGM6Y9pQ9tshsIUYcHpnHLCpH5aIk6P7z65cvgyfollm7CoQ7tLWJqTlmbWDCDGhDYsJLuvcvdSMCIN79l+Wki9AQkXTgR20xBIOhvYg61TQHUIaTBUWxRLBtTh4VjKvWt+kFqqUvB6YMxOId/52I02QNwbh8FHBIh37fWcdeN501MMhcY5mBbbG3znOe9/KLsgx+xO0KSvaDU0i6GFxscWgR9kTQxbdPI08rARd0ajGFI3zqj+1Spm2O5q/0SymYej/S7491kCMTC5bkSD9QS3oOwIPOKI96MYntNtM0nk6Sk0+xszUUbCfYNqX9/QEkVB0G6lA422AGy9MX0AHw/sP9B+Xp5lr5PWfL777aKB9enmRSUQdbkSC4hylGNxDv/ITyZL40d7MXLvPXOdmi0dZn0xCGaFA8OSmLL7XaRGy+6+2z9VOfufOfSrcOKq1X8a7uQ7QtnuVbXo5k6+SOl8iX4bv+XsSSbYPaWp7wg/4zc/OE75vXIYM8qARpH+mxnYxpFXWiyWS2/Fkc8nTgqL6WuqThiG8Z6T2ggwiEbQcGzaQvJlBPKEtctsWxD6+UZ5jcfsxxtU9fsKf9xZty6crVsnE0VpZmx+J0t5gXyqso2BgK4Gg7c9T1FmvvLI3AB9y6Hf0c2y09yripKuqaZSYGHUqx1SFa2/MwLfgn/UKtEeCkqIEv2nlAyigweDgh3dIsnnX1LtaMYBzLSHvBMJV0qdMmg4f2xPkDdCKaCR5VSxvnZKrjnnJJT1vR4jg6ACtNRumMPRlmgNJ0CIT72RyltTgSTRSoSVtfSdEtDfzzzWqVOSghQPwCoWkcYGoGLclomewbh1l6/rJWmDao5D3E4a/erJcHd++VJ48fMEM6LB9wxvQH1y6VS0vzZRoDH5uY5WRJBUZjjiIXABiViSKZqsXOTiEqRVgZIXl4i1NtYQuRJUGDRvkurBZDPt3UlW9ckVx8DMaoBwEMb1Z5RfxIg8Sbu3VkmtQSUfCP57j9oB+JPxo5odvPDkNMVRaqf32LQAaM97MyUMw6rKEUlmakpEmkFpZ1bXudAdYCW9kgfjr8jsjAOWiwke9Sj6jT8RdFrN/i9/3fm2g/6madChlDp3BW/1muloJ6jHDUAwVw0nmEtMfZmo1Q40sHdt4aaYotgVggo/HJzDoo4CjNYRxDJH+sy7ysCS/fxX1kwnPLJQDhBbMlSF3rg75ITyqpQYzrwMyS8S1mGrQoevNQdLQTcEZZyRIarLFsczFwJFbQoR13A0Y7ayifAA7SbJMwWweL+NHlghIG3TwrRj3Y2YxOYZsObh3bybN05MMwzCN0UGLwAVMVhGgD3H+IiyYa5f4hoc8OY1pJA4b0vSnuqRETHwaIVTVowEF/4PuQDonLiYEoRT8UWh8s3zx4XB4grZnFdsUFJIJue91ZB38OeJr2nBla++neBUuGy3sbNv0yrX7/DN++Zxjv1odxG/KIYPm9HcfvQQvhmbm1QxzD0Otb35KmjOlleetz5gxFBm1K1zW09OaTOlIgPug19IqYAMWAz8MkSMihyMzMMIacZss5bMGfP3+ufM+57PcePi33vT96TH9wuVxFqe7KpXNIltiVhOLdzt4m9TMae9j39tG8tw3QXmT5tkkHWVoAFIZRGlCdvtkR8xwV5o+XIcKjPtveNMiBn1uWJbbKd+xvbDt8ySgxyCUc7SvOU6AvDr4NHE4So70F/2jSx1+8EBZwSKV24CQK8kyzIhEGxMggn/EOZ8Sfx0EKhwyjYAEeZOHWBTtnZ0lRMIAcYgTSYRaoUlvMwECCe9dlXZq8fA0z1ZiAIhd34O5T8FWsvz188jJGZM/ZhqY97FuIWW7fvFKuoTgxBVNhaBOd+QQNy7JnGYNYGub285Txp6eSsP2YlIyb8S2nLt+9OwLP90w/372/q64PEK+HrQJ2DyglmWGZQqeo+TIHLIyzb1RFrL1aoTQAWD5VacfjILKXZUTUf1E/9GMxGrBJhHImzLnu77ajr0ZFhpEA0a9Dw5b7uD40mfnLOjtbW/MprmEafo26boLFjA9GGa5p6zLzSj3ceU6RpPFoptSxC1sN/2joRtrxcoZtOE+aG2DG6jbSvb2NwEUwmyb/JvtKc4T/a3KJxv5OTVqmemM26u6VMGdMO5APeZY9O2FLhzUIdSncWvPRzQ9Quj0XZ97vIEF0S3B2XSeV96xvJ4U/ze80+PvDR7j3RP1PgTGzMg0vW4T3tn8+590wlS9JiOlLrBydkoq+drQrb1Cq40wNlXcXFyexaMgSK1JElTVXOJ7126++K69evWBf+7lykz7i0vl5zNmOMQhDAsv2QnWDTMezCupOBPNGOgiizEPdM20+dPOWQIJIshTZagiMC/wSpJnfVD/bGIlFewmfpnxN0Ww7VeRe03IbpB26b7L0iosaMUy/Cpwdd2zvMvGmIRpQkWM0dp69R84gzG/1nfA/0sWBKShEeJi4e7F3mOpaYGcQMT+HSfCV2TCAMyJSiSg0aRnX7NPpH7I04Bnke4grNa26znr28uorjMK8oYKeU2lvyvWrV8sVGtDtq1dYQiBdpkYadnANz85cRKULhFIuXS1bL7Iy3F/invC08z7Jr/29/WzYDN9+NkyWO/2zbn33+XTniJSOGdp1ZOyYS0WoUSztvWALSWiYIo7doSdDaMLolPDUsWKkOJub8JL9L+nOhr9S80/JHwkYa4B1e1qHxm9DO4BWkahj4wBzp+BHga6Mn/9wgVea4wFM46c6Z9bRZpqEglFEldXczD86dWcZwfAqHWStCosu35tk4EnGO4ZZ5hGdel9A9VZcnnBspuRBCQxjxNhd4oBGvuJFv4UUw1RIhzyV7GiIiJd64f8Wk4vQxz/BDHn13r0E8ke6HxLzLfppRQrck7e0H9IXxdPyKScojOD24Z30J+xoqaLSJexZ3IYfsTITO0OGYEKx1e9Hwv+vIVrSZ97bZVa6GAte0gMflGnVjhUCrB4MpJm1MoFTeqj+xhSmumdRtLtwfhqlaJaYsVr4/NnLcvfeA5bINhiE3ygXluY4MAdFPfuYHSRqjGDdXhhtGHp1QYr93rwj022WOqqUx0zlaJXOE1ZpVV/bjzQuyaezDH5veeWn4B2K+3VOxlz20NU2XQuYz0mnzv8jgDO1mMaTW34UiXboObMzrC4TqW8/4VcmE9UwQkFVkqLDpndw1OH6uGeUaxBgiIU5OwPNScqUaDOsq3smObAw8mIgVZZXMNF6/1Gc0qNS1gLn6v7u00/KRx/eREkChQo1cJghDDEoGMHynUzYI0lzEGP5dZY5L98TFz7/JVybkPM57z8EHuFvh8/nrMN8/yFp9YeRCD3uUdOKh4iSXDWbmZmI/Z931rdY7lgLyUuIqtSRYGTbgfOPMJVxL7YNxSNi+xtAfz5/ze8qcg4hncAqAcVotm5Bu7a9Dpwk6MeO1PZH23RdEKw1dWLDrw32lypj1nOmb30LSnaI8SIDwtP6FKLaEnjWAxcTDu4yLZ3vfop04k4sAg8iSTPhQ+pUXhLrr8xUPWJ1YIEenUgIxkL/xXbXYTnGLaT9rskmvNvP/eHy3bL8GGc5jSuTrayyvkd6TcZdXDQZZF6JkzjVjrIPsfzXYdSqfocz8x0mG5ugZZ14DzhU5A3b1W7Smc9h9+KQbdDbA5uYKg32+2NA74nTMxCiLMLIf7h3wZ8JGaeNa+NlGoaJ7+102x8zkV/gfjZ/AkrouTs7lnIZXCbBCuIAg2Z1Vxx4qpwaR9JypC/TVHjXfvm73/+2PMMOyZMnT9ADWi7//58+K1OcS/CrWzfL7VtXGXiyPs4kZBQEKOoepP2q2CrvikaOZLliTuyJNZ0weAFBILVKnMWhDlAqyH72e/3pNrjaZg0Id6Ad6XKGnvhwkmC/LP1lG/fO8am7oW1rgTWLaiC1lR1VhwW3pkM3sBkEQ+DZ90g8AI483/snGpJ7m2Aj5h8KOSKCBmIHriLEPopnato48tXC2zB7CQ9Yk/XkLjUmHzzeKU+fvynP0WLcZW+hM8RzC9fKpXMLZW6G7WcgfoLW6pbyUUZcozQ0kbyNEtPGCodFcDKUjCfLY5kSaVHm9y7Vzx+hDVM79YSz7df/bBlOK0f6t9NPv7z3p9f7bqdM9YDLoQ4aqPRi2HAoV65cKa/RXfAEKdcQ2bGEsgqdm8RnhyItubbLzbWkNkPqTf/sN0mvaSOnBnxXOdrM/NRETv2AAimzcpoKyjrOyhmQKkZ3vQu/QQajKtA5srfDkNeozBdOJaMAvnk/NY+zPoD8hg2LC3LkVRzHS/xY/sQBkESbkuHQevnOJXfRRSQAxMmrnNH4L21kR+637Mh81tU2SxqK6LmoYvJzUM7Rr0zLvbuzxNkpRx6g1MPmRQbjHikaovgofmiv1PTi1zRIKJ+5J40IobhMZ0n8/zHuh0RLON4KG9kCPJ1CSGDgV0MMVkNCge7ONgTAHKNsgeIvv/s+TtybRWnQI4XH4UWhn+R+aLZTHWs8v18prLJ2Xb9f7J8e2jqRevpp4qenfHoKSc9xp+LpJbqBo466wFRa9mjhfSRlh2xPO7QvoY46zL7HOf3S8zccUE6Mz5dFDoJ5+PgRk8L75dXyazp/TtVEyvvbX38apr0Haeej0RObnVI41r0dlNI/6tzCW+vCfJs2FV/iKz/Z3qXtGsR2ZRxLEHEbmhevURb98bMNpqRLKRi5h1/srLLBtVxYiiN8RKwjahW97NDr7NyEasfRG7GVxjFRCZku7zwKaC1oc/dby8/jRJ0J5NF3ltaGEfuvwY0F2rUjIHs7DLfhbOH/knXyNxs75csv73GCFXItjLBcY23k49s3y/k5xl+E2ceO8iTDs1FEvqa3y1a1bTpvDRYoeZjkyNM4u1gECJbMi7J7Fxdetezx+S/y087fZ/HxPi7LkOlkfP19zvK208wwbb+Tnm07w8zKtjgidWxsioEhaaLPMD87ESdJveSM+GcsfwwPz7GHH/wymFINxDUoT2+i0vBkrfGkxFt++b19z2eDJY3FvXlv01grqZ7Hbtvv8X2/FwU/oDI0ddUyd4uY++3XN9AjQH/DQfEoF/wAxifzJjAujsXlvb69X55vh5Z+ZSJtrAATcNCUojOMNtj6nPRgvPgWsSsjCroQgTjn8208VV/bK2xNBsfgxTJLTyopaRDJ9MbpvdXun55+FRYYNzAQMjHqsaoMsFl0tkOHXCKH+G3RtvknTH77cziZqFcOFsy/DUPWU8VQ8w0mo1DC7YpDKErFbgXMPR8qlSDCa0SID16ulTt0FJcvXCy3rl2P5UMOW0MZDqkks/rsFE8rY6vKTgsS/qbTdgE/Hul9IvxGsJytiIbLOHq3ceB74inxcFIY/X6wazJLfAtLPmcaSatBF35vrtiiEgUQmqaEsePK5wrh/Ow8BfLUSnpupWPQ3yESXGYgaIcjFXayyN/wFO/sPlhAeU5rc48ePSpffP0d26JHmRgidcQ4zcL0GLTLqJQ6VwmPXgJYnIwymCPHs1wXZsvrhYeSS23A1PfacYvfyn8rr0/+7C6Pbl9cR80RLnBie2mujqNoN90P0sHJkEWeiWjdq3eaL0jiptaACcS+1uod3973p3amMpRqi1qb04cU0BlNjF5I0GNNtxF17IJ4/sv2xj6nemG/lxm5WxB26KQXsVB28+rN2DLF9tcwzTqwv1MmEd+PAicL7Kyf1EKPor3oYTPOpDY3N+IELLr+YEiJPMsR5YNJtdfY37d8v0T4xP8PTTsr2vA+G997+12//nQzTL9/RGz9eNrYFhzfU+U2YeZ77DRQgVG8bTEyfsohNxqcGUO6os0ym48jXDuKn8P1M5yfI833SSMm3E0DjcNHVO5k0fTF6/VyB6MWc8xMR0OpU5qmzcRApubQz4TfJ992WDEpCMEMavNM9laDgSSrXN2UUIAN38qMjNhlf11kHtdNnT02zLKm1vPrGQkwC9owjI06VTnOXRh2WrOzs5R/DpHmS9qfFvOAQe1vJXB06BoLcUCXeMhcu2D05FTLp5fQGMarKW5fyD/XqzwSeofBStVhNY7yOFRl+znHw+6Xb9lho0np//Sb36NRDd9ZZaKAuegj9q9u724jMXRXyL8MZz3VbvLPB++7+E8XoiAGoIvGAPKbgfMaFuPk69LnqIfkoOyglTo79UMsfY3zbJe2Z6dMVUwyW59njd1jbd2G+U///Mc4+niL/ewH6GIt0rmPMcl1u51q2CPyU+IH/dNPKWn2rzvYCFT1Ys3wFVDjHQ8isx20sRtSLPKIGTppR8zgI7Q2JNT9rqOM3sA2SgvujMLWL0PX2pMuOngyrkYkarMLRPPot7NcIFNugvPZeI7m44L0tZ416uZB4NhD61CrZYrN1XZ/g5KCEvlVKmePDuGA0e/zl6vl2+/uc4zeKrOeofL7j26Vy+cwxr+gIX66i2AcFPZwp+yEKJjDmHHOyoN5gOxt5Cxxrjjaj3WN4rijyzUL4yQyhVUn7Al/do5ZPsMETgiXz+/CTSTa/Jhepmn8fG+nn+Hb6RsuXebvez4bP8uhv3HT9cOXcfzuc/s947TvkvQOoilpJvZHMk4NIxGg+jyHIzxhpPuUow6vsnao3gMHsbFXFDpTS4XZSaR/DH43v3a+li/xkXlbR15+cw+x4mH/FPUoBsu9u6bTX8ZMw7uU6152O6BolE1e2djauA87z6QXZnkjb+mZvIk/hqLN5jp3RK0dxKiYt6fT4ghZBstKgq5fu1ClUMA4xszVYzOLp0yRqfBnPsKUMHvvL7ff+90uymU6Z7yxfuugmCp2f/Aes8ZtGJcDKpspScYWzW325roUoNLaFvtoO8w6xlAq2dRIEnVpW9nAdsMEa4mGET6gCXikJfnFAaJMT6vyYKJNJDRuV9xi+W56eqSsr2GASau25FfDcgb8zCxplTKHKVSiIgbdBa4J6IZDY4KpgtumcFkX1uuQU2AiWtdx7gOwBF4sEC7w1MQ76dZuH/3fIx/rlB5YetJ+QdQFcCuVMG7aJWhLKTIdtZ47zPK2MVS1gynpC0sc88ka02tPHERK+Pi75+Xp06flMqaklxbnYw+1Z3djH6WsIP4dQyn3kAFw21medO3n9Ou/q5Boxabthdg7TznCEBjwZ/kT/uPWX1PSFn/bZZ6BG/DffbcDo8fxXYjjIn3tSpzlkt8kHBk20/W7OM/L7z7r/Ca9pTNOxku/IwaI4RTJQqMVfdybAGNM3qxb61G7EttYCnXb5Dht0y1qo0e0ReINsyTo/vMdEOU2ZXciKGFaPHceq6Ir5atv75XPv/y6fHjzBmL4j2KdfXN1q5ybmwpGUu25YIYWKZS7WizvfvAWIXHg2pQpMCf+HARSPsoKhyNMhdh4iVuLoFjdZXH9bZvacdBa6bDLepR5H3/Lp5PXdKLBMiW2YkSeVzVFWis6KjAyMaNe4jOTMIrS6x2Jt38M13YBtGnqzxLE6uaKJtLLDKMi11r33awP8Ywixn3DtPw1M+w325vl1cpGefrwZVnjfnnxYvnk5rUyM7xdljh5Z6IDt9Cqm8b7QRBFBY0MGCh0XecDYSIVBCIgC/RJmggKg7G34Ws/RwPvgz/9hD+JLIkw8eVdvyTodprtZ8P1u/Rr3/M5w/qeV/p5b4fzWW3iIGievQuP/j6nv3B66W+ZMozpRR35cIKL9XAILNEj0/DgBC01zc1OckbxufLNt3fQeH9ZZicvYf6TpkNxPfFomLpwf6Udj3+Zd3820mM/DN13mAwtImBP/Bvf76Z3WprtPDIcwbtxeOg+H39PvxrbWstv+oyy1cUp6DaducvoRywvOBu26Wo8Zw8m3+E0qRFhhv4cXNuk7dSF1ytppf1uHmc5pU2moaEmOybDi2Oz9jmOPkbvxNa8zRLVboOvEc+9ZXa5QAeMJeQwgPPi6bNYKrly+Xx0tvC8YG7wEyQvlWkIm8qpIzCPWRRTnixjFRDGtcE2xVcvn4dC5NTUVJmfQ0SIaTwHL9LZNla8ZJrb8BpPG44z28GTOx64xWU5A2XcLQMYjw+04O53n/ENfBm+cimfTnbCe5qLLyZ2huvGPyEZbVZsMAkZcUA0P1k23UGjlBPccgJzWWbJSb2dmxgVWkCfx/YBuVPPlfnGfmY3suPXruf28xmgBY60Kpdt2Tbgs04JZ9KT7+Z9kuuWr+9j1kPSk2nFRX4OHozn+56KYqekbZKGyzzynuXLu+nYD8mr0sUkk5csT/r33uGvYWkmKCLowtK34QkeExIUcWMZaHMEii2jKrh5/DAjzDDixW6rDm1inEHkAGvs7K5kUHuLSeRrCjKIpOlJ+RZt+HUa+SeffFw+vDVXVl5uxq6F8fGpULLexBTtG85s11y4E1MVtLOcwm4nXqWUDW4qMfOlItH6rK7yBduPuGnjQXyFdr24p86pji4PjONTTcAP9WPt7NKYisB4RcXYmHhuOxM/y0X4jMLdpmmjjIv3XSzyROE7iDKwwrPHSHd9Dcbj2j3rF6sU6Hs0EO8x01NsPsMRZx/eulVuLF0qN86x7kEFTWk6jp3oewfboUyn9rp9t3ddwI+H65ZddAlLvkSoH/eTROo98ZQp6fcu/IhzXabTTiP9vJ/0bLzArw99Lv29m0c7XYNmfWc4/frz6Y9jmF4HXNQZLIXGxB8jYBnHMMQ/PznIns6Foi1l15I1tTgHgTPsogMgEMWOWYT1gp90oYs8eU646uE7tfzpJ5zB5Bu89MOd7++Enyxje1aT+3E8O9qaZ/seADb+ltdvFtiZpxrtduDrmA3bw/SrzzIoR9VhIc9hZCOObooaA00bcOZh+vmcZc175H3Cj5q7xhnAkk00dJiXs5EhOk5h2mILiAxhgBm4I/jYihMM9IAZ9l7ZPhhD2rVS7t29W+7cuYMFxUtYfmPrIe1vj6UDD5ExXeGQyR6iNbzNrgZn+ZpVHoXx3f32GddXWGR8U/7d+L9Fssd506h3v6YdSw92/sIYM2zK4KTbth0DHmGVv+Af9UW7jJk574mLpF9ZT7QXy8hLXtn5nIAeUz3Zu/kiTJl+3HmPuhVw8yCvcE0yeh87LP45G2dgc0Q9v8D62556IpTvwXdYhbt3ryxhSOZvPrldmKDTcXCJewAeY5C1yUK7SnQ2hix/pG1BGycOTnOGUtIi3EEDwmtbjzT5SIB252Y6vfDr0+tsV7qEQMlUQNikK84TX4bz+Uwn/FmGvGf5WrB7boWDOF0cSuLAk+9n8c84Ptra6ieAViHDCJf5wfs1b+4ZCi4TDZF+YWfO0ADr6XATRCVcSBxIS0uOTIBpu9AqSr7Dnfk4u/4SOlr37z0sT569YGD2LZ3qLezHE8C0GMwdhqVVpUpI6pilS99pBCyKFuUGf/CB4JjxTjvy4wnVnLh2UqMejtIG71qHO3QfMM62ruTcevBi5wgMp9E4HWyvoTuDogGbWDScqOLakI4rtL5Hyqf8GLefKPVL5yk7MgCEVzAAxB/gdXBqBhvIGIe5/7Q8wpLbwxeYbOXYwQuYa/3N7dvl2uJUGbMPh6mM0pkfURkxSmXE5focQ+RKFFSiCkqSJ5ACh0jg7lpH01DDYE2ESYh678lUssH4VSLLS1wk0bXLGjg7oey9qde3zCPj53v/Pb8bK+Fp593297su4Wjf2/7G91v7nnEjgTN+xKkiPkW9QRM2CvcluWYM/WgK9Sqzvecoxj3HsMblC9OYGAYmWoskvUkDGGI2f5bLkWmWN2EVXq927JPgFq7TXDA7aMIwNKtjXPGuTxtn+WwHELCAXpoSHSRnByBF8hxwZ19Kf2hOMCdE2pCb7UfDIyPgZAR6tOUqpg8dHd5cVze9vIQ1y+HdMp7l7KQVJcI6wCnGWxxdwLB8jo4cOOzUhVVY+I9Z8wgdtTtGltFH2WTZZAuANjAxucuMp1q4YzkFwyeHiDTHEQ3L3CzfINsPNbfqEssas4/v7j4M5aGn9++G2H0EHRU7lF0Cy1t08hFnGkcoFUUTpEqEbxtaEa9Sqne4bTD1Ni4s/47LaISPtsYgKb9LG7UrjGxO/ElcnvQxOhC4qXgyXNZxxOE9HDyx7Vp9BXzksMzPnyubSB8wglf2YLgDiG09LfUpVsgGgPsSegSXF5GiwK+qKWGkFuzGmXDJSu3vzwAAIABJREFUBZxrIlQXeGjyDFw0mb6r/onYxYdREjfH9yahvDXFyte8R5l5ic7FewOLbVynOWhhEbb2XTo/y3XTIb18buM5/by3n7Pc6XdiHrZdRbztSmkFFPaQiFQCq+2T59hZQ7VqA0CbAe5UcMeU+i0HmEo27yOWdxUfOwnEom+5uDhSLl9i6WRhsfzxj/+9PHj4sDx6eL/86uZVbJ1cZInxHLStqWXOMkC0ZTe0vr7Juj38MUdV4tR/vhkuZuO0hcRglrXeBbpKcsTX0FC16RBtoKkLJ6zC2r46Lvw7eqnrWM6feCUBG6HMQiYQTBGCzIo4vhO45hvxTvsxvC7vAhxpwPy0G7+1dVRWWc9w688EJ+bQF7B3c7X86RtOykHUPs36+Ic3P6BDQCmBdb1x8hyiMXeGELFTCag3IHqBsKkElW0si0o4u1heV7OaKuzCLiuRxYvwYCtm1kWpfu92WY52yPTznhXjc+CuHbDv2e+GT5zk5/Tze16ZR4bRPzu89Ou/m44Vbtys+P7nk+Kkn3mc5sQkQitIAD0I8CmtdDS7CO47MCr3+n+AMskanYaKQc9fLbEndLLMMqgd4CSwfWaXdXRdiUi4Eg/ede0y++wlTImf+G4na33yLegxadJ3r1OcWTC2ey+XcGUk0eNJWpr3jEGza1vwiC3EcgMsY9mR7dFhsgEfKqvi0R2WlPYGJylDrb+DpsFbPzrxqMv3eDnlxzXU2HrKoGKdDngV9XpxoknnV8vLwLEdW3G0kW0Hq9VEDWi4pnvx6jVMJbM+55oc53Z7HKWzo31H/IBi5z6glIFOaguN7XWm3c4Gxlj73sCk6xOOqfzyq++xyT9TPvjVR2VzbZWzvrFNP8BRxNj1d2CglMJ96M+Z1czN4Idq77D1FbMZbJ4zoLO6hNk6zFlazhTVcbB8mlc2zCG4tA48UCo6dE7NOssFfZwSwLxkqvKKaBtA4j3qGH/jZvtKntyflFKQZU5lHJ7GMBb87NWLNZaZ7pYH9+9x5vliuYJ2NGyqrK69gdEPxyxrA14XAzny2sMEropUbTjbz++kAWAMW+PwQ+MNO8iBKKX6Nq2eBn/mlWHzrpREl989htqBTwy6+Ka/duIPGlqNwCf8mF6mmfdM07vlSz4W6Tdp+JzfTkg2vCzTgCaEeastx87ymF/Jn5xYOJAKfRdwsx0mmuGHRHZrWuwjdFc6abl8bH/i2jdfa70cYlocKQy9TShoz493yu3rl8PUszP1f6RzV5/r448OMB97gT5pmIExkik44zCD/H0lAkAX+BJq+SMu8ML9mL9WnpbfciujOJD+XbJyEJ2XM3SXPrTpLhMTX9IqOjmKoRmdWEEgX2fmzkTs1IM4mm+evCViskIMr1jkLJdptsNEYaKiicuIX9OgAygTYNa53HmzVe4/ehrrFp4ffOUqB9hfuVBuXZpCtA7SN2nQMBP3lzvrcQbOimx04iGqQct4m0rRcpxHSQ7xLrzgllJGSSuCG0JTKUTf01wiPMvcDlfx1MxOycN3y+a9fbXj9D8bLl0+m6cV2U4jn/3WzsO4Ge+kZ8Nbxxkm7/qZx2ku8zjte/orPo9taNShrFVMDtpLMkgcg4aG5ybRGp1BQW65PKMBzLAJd3zBtSoCoujoNiZK24XPdBNGnxNG4bEsfvNZ4o2GiqhrkE4i8eI3L51hM3549P3YiN0i6fYrmXs1XETdIcYy7ehIwJNpH0D3kT+SnYCFuLH1rJmt7qPctAMuBiZmY8uajd1wNjQb4RZrdR0M6lS/2hk5ljiiHNmh+81LJ+zZmYTHKT8avnB924NKsrHLdN254vsms+5NOlSniLZn01e7XOUgZ+7DKIbK/jW2xNQ7tvc4CDhSsSdaiut1ddRT2xfa20jL7t2/X/47ZjMxjlluXrwYW0RfPntaVjfWy9LSUkwGHMiFaVPo7NWrV2X/1k0OTrLN2z5UrsNSI5ICalmiiRK+1aEDQzAqYBd+JWuWQatZ4iiM2ZyCG70Nc5ozL2eeLoVYt7YJL518wbgZ/+QOkdPANrTjQQQGcq6ff3H3Tvn8i8/LHIda/fbDX5Wb5zkmFeXcOCSHCRKKBCEZoYeA4buzyI44suzmlXnqK1ynuUopb38NuPEWTxn/ZPiP4xonaU/fxFrC0r5H+oanztL/OKV3P2WcvEd+pJew9vuflqKcX+uhEGo46zOsIvLmIAkAoWNn2nzw1XCiMy/ofZX2Iy0pNYeiSMr6YAAgTRD0YBurotDrPrPvA6TGitOvspQ4NzWJRHm9fHf/cXn48GH5+3/8U9n69S67ra5IVCG2n8G42ToDOfsdO91aLmBuABbfHrxVXeXrzYuMr/sYA3YHU40znmk54d5lp1aYQjct4nRCEYHGZWM2UBB23Gsk0wimSOD48966ek+EyiyP72aehGL6Xsb3vHIVog63QTazBk9Hu7+8Wv74/V32Lr9COYcjBq/dQvHtQlmA10zyfQjGpVZiRwU4GOQOjXt/YJrZjuu4NvA6Y9SCnB29M/VtFrQUbwzD0FTY8ggRWAQzEEdKMGo6fCA8BrjvSVgTfj8l/DKZLqOjjG2XCBeXgbv2x75nw/TjyDiZftZJEnuGbeMyk9QvXT4b3vR8957w5LMdjkzMcLr0z/fMN9Nt3w+YitKfAivpMw0Rt4fM+NxvTYugD0FMhOb3OWy6v2Hm9vzly7ALMHQ0X+bQ9p5EceRAvQcZOi5hbj8LXxsWw/gufoQ1hqPgMOHUz++G88o6igz6fuzQiRn1n2vZEYT4ptF/mbaMsfpzl24oux2NZXZfsf3B2ipbKzF9q0La4uIiZUYUC90axg5oBE34A5i567O1E6mdienqLEvCHx5n/IyNTNUyQuu25XlmHR3aE2AhFVmJzvv27dto5aJwygx8lBmxokCXmgYRDbrDxNPCNLA0zq6WUfycyY+zXDKIqF2KcoZt2mMcwjOJ2HxDBTfKNMmMe5+jEDc4VW75+dOywvKYikDnz89gPY8Oi5MPr+1eK6/RENtE886yqkFP8eLYYzX8nZVDdRS60m5/h37k1BzngTejGAQJA1TgSSZs3b6rQ0+cRiJ9P+YVAm/yNlzVMagicOs6aI172/V2jNQb+BueGiurRNvgZKgXaLyPw+z/w+/+UP7m9hVovJRXzOBmphk4oSS4Rwc0wa6DIY5z9gTHkDQ0PN380uXzWfBXarGvqJIe47iNNAcl0T5Edsv1wn/c5szHy7mpd4c13l0+ybvpO9gVT9Ko+Hd/9FnOuHm1w0VapBdpc7ed63xPyXB+a8drP9vpBqEH/6iDcqcHOrtjlXaHbZu0s+APSHEP2TblThQ13Q+Y5e3sAL+Nluc43c02TB1pATM0zFGY84ClAcIcRn3RNqG92fHJsA1/6fqF8l/+frJ8981X5etv7zB228KIEm0AyYzbGIehW/ubIZlNOHgw1RzHhXMHtMZVPOcbNROPwl3xwNIX0vRxlG83gEcpQptPiE/fOx6ZOsDMQdGELgKBDgOIFonC64iC6eMM3XfFi4p6knjsNBOVATudp44glWH6lYZjKPpxOgJmQaTYoUPdYtPmN48eln/+5mu2fGyWS2iF3r5xHfH6pJLKMujS7MEO212wtYum8NiEhKVVLmYiIB5WSiCJjy1D5CahQRdRFhmRI3Bqni+OjagsGGvtRIgJgQZjDmjf/hGZeVWcVKKTAMWDTpz57HfD6nz2yjDhecKPuMr0k6n5nukb3/QTz5E+VNCTPniNdKggZ1uVSdbMLH90OMAiXhIen/0mkfhsHjq/e5mPeZzlDhAfDTATOaATd1+/9gQOEQ8FPhCJKlIfGZvmiMLJ8mySbTxPlsvL5VfB1PfZ6zmIZvAQca21A/IXc1WJBFigD8vSUcOoofrK8605/uQ4xBhFw9j82vAHjiIt4If4T3MyNxVgpP3AuXRCJqblzEmNcPHue9yt06a+AtO8C7Pb8Kz2Iw4dGHYXC+dwDLAt6dz58+X6pSXsJADGplbTxAfbaIDdMfQmOiB2niN0sqYvDF4+J+28qw5qFQmjpaxHvWq9iipEgQZrj5R/nr3gHg9sW9fO/CS29l1D36AR726wxs7Wsc2NNSwtblGXk0EXu3a84h983L3/oLxg9j2/uFCuXL8SMC+yZvj72XPlCeeiHtGGdxC3X2JJbJaBwavnK/AUtOAXJ8qFS5Nl/O4snT3hANIWoz0Jn1TQ25GRUxEaJFKcr6jRlqoTF8GMZRhoH7sM4Aw9zg8gjFsINcOZg4CI1PfTtcxnej3fRJh0VBl50Bi8za1oMcujEZkurbqJ5ZMX9QMcPtP1gEMGtUw4Hj3bQQP6DrtwHpUL4PsGClS7SBNnEbPv73G0Lvubd1AA3mApZhJjJ0FviksVHeLa9XzacwNI92bMWIc1PoVLSDNA/3t/Z24469iSZJ6gmUlOg3vp3UCVyCJM5KM/4Yyry3TFl88n1YfpW2Zd5uVz0r3PyXei3glvu0t+lXkYru3kbdaS0ES+zsqBo/ZGwGk6vIXiWIRTaisc+HHzeNSYz+Iz4LIteg2hVApPkD4dBCvRUjnXvef2edu0F7HdGRnn2OTd8rtPrrGDZ6h89cVX5fM/flEusOXt6MMPAWmonFuaISQTG/PWqqCg4hIXYTQNeIXFekiXkgYHFfIk7R04QXCwLju0f9hlMC2ObPv1Di/zZBmROgRjscG5h652gDR+RiuKUze31lkj1WKbTY2OASarAs0QzHQPpmBnruUchXTOfI/QhHU2ItAeZapxmA5arZtAssXIYgeMb4P9fUaWqu9888135eGj+6ytDpVPb37Ifk4MUqAlPTUKIpjZqKxnxQ7Qux/Qaa/TwI8OGPlQE1pncl5OdjACOhMK2wGeJAQr3K5ChNmhV0UIkNDgTsS0O8BEaN5FlC4J0nTzsnziLl1Wku+Zf3476S5MutoseBBGiZE84sAL8E1V4l2ZmDC047jcESNo0yBeJGej8d87Lgz6g3fovNuxR73ATBSZBX4oY5bTb16Rl+mb8CnORmMduP9am8mQEzMWiBz8q5w1DTF2qLNBRvF/++sPwVXB2MqDMjFLx8B52W829soHzPgOt99wChfrraS1wXrVxPg0W986Ze3FJvuWJ2LZKbZSUmn7I26V4Xhc7AwcQQdjzHid6ST8YYKxKbuwK1I9yYlnWZlSG0VsIi200CmFf26HGWCwQZcf9RN4IL2cycsgdNWuM3uvmZ25B5sdlZypfFjmYPLTgztlkWUkFT07I5gYZkvlLqJ5Ye3QDsZoK/RYphJ+1ru4925+eTef05xguPTkeqDa5KFDQpJMQMoyZbCD2kIMPnTI/ljyHUPk7XqcZ0iPUi8r6yvlIVtxnrFfepbZ+T7i4X/8h79nmetq+eCDD8oDlLu+u3O3PHpwvyycQ5RO/V6/fj3MKo+TD6oAMDxm+AzPNyfp3NaWy9WlW2i/cxIiBhxX+XbIoG+LuuW00MI27CD4IRQoVU6KcgbN8ZE6sbkNU/agQ+pEWrJePPLZ08yG5NqWGdo6oNG75mmdp8u2nGup7fYZDD8DkpkzOEW2tOiAZYR2MkIgGSaAMXmAp9BG6pgSTwao4/CaCWd4MP4VRIHPd6F5ZuFffnGn/NN/+6/l1x/eLr//zUfQznaZPzcFVkqZmudseLYzeWa2olrPra7KoPIu/36cszxuywo6pzzyMhDmOmok6OAnOoRMvmkX4jYdpYs40ppO2qx1UmmRLOC7pEecfSrauKbpzDcmAg62GhdVy2u7PE4Ag6attiZf09cF3M1kQj5kes64HWAr/s6/CBsx+n/sPUxLGMygfrdNVBj4JT3NiLt/ewgadCJ6SCdsL46cgb6CPKtwgBQIGwMEB/hUd6Rj/UsT0iJ5wIOUsOkGBrfKhUmsj0IXYxfGaeu/5UjWN+UzT3B7/Vn5t//h7zikhxP14AUeQumBYNa9azQjDIJH1RAmf5pi7Z+gY7MIfEmXPO+j36EuzgD1ox7Dbgw44HeMDKwzO/nNrddRH9ZLx7VCI7qWJ9DBbMhgdHA0DMs4ko8O3+ExZbdyB6FwGUUYYqByHKk5660dOo1OdNr5k94+hG18tV43YdZH7NebYBS/hUb7A5jI+tqjsoOYwjOCr3K06ZXzc4ipyJMGjy6tS0642iG7TuUMLo5YRXQiQdjIyY2q8KqdkTSm4RjzT+QbRmcx4s6Pj0h9z+zQ+5lqRfZxp654SJdEGi/8GE6XHU289P1IeBbPWUjUQfP9gEINMI2zgTqDjjqh3OZhWF0QPO/G02V++VxD1ZFcBIAxdRsrhODQzDjtDt30s2Eb5yzYI01+LKZ4p1KAT/rRz7xsmCyROAORIWNa8QbaoCqQPGa2Nz6/UD68NAFNYE/fxsX+EMWn+4w89ulId+mkJ7HKJM2RAHVk0yV9srLIbkGJWR3vzioAPcrj9wb1Ea6pbhPpdU06tUPlJUL3Bul/i8aGp4Pa5p87OUDrQwxAEE7AlLhYl9tlxjusBKKbssNKx+lCZHuxExFzp0LYn/2J78GEogX4Wfwc04S4GAOuUWbLzi6C4hVtQEODHEGs1wwd9BUNn8zMYC0ScSR0Jm1MTwA7QZeopxs3bpQZlFWn52YRJZ6jrkiPtC2bvF6GtTB8oRzMjZUp0rX9igeLxjwhBqfORNx2uscsSJmaMw6Z2TC8xHo0z6BvolmXDAOjIq0ZW7izxpg5Ap9fPbjNdm7YqINmZmbotst2Ee2kJmZO/Jm/fAW69fK9z9k+VexcwxqlW2sn5cosL6yhQzBhewRHxvo//6+vyr2vvyyf3v5V+Xe//Q2GrmbhK0ioQAJkHLQb4mE5Y2RD+wPw+tyX6Xu8Bq1TflHQ7/zWpizLElk3AcViOp/7w+Y37/1wZn7pn/HNQxd5NYES/3n3u8/WddtP/5Ncppnf2nDrp3b6SS5h9Jtp9FyNn1vY4CwnRG9m+3wJWxsRypAZtmJLqi37m1ibY4AzN4EkbKrMLlzi+NWJ8jVLx//P//v/lf/8f/xv6JRMYWcFvsaukDHKPYMS6REHhakoPMbzsWKwA4nacEJfBTx512qrjS3aJwMO+1MnP1GonpqjPVoaEeslM3eUpBaqkWJNiQ7Lu8zZFRb9B2iE6rbYGVRRO8yBHJ1LevCCs0qZhpSm/WbXHo4YGg2jEHWEeFKLVM8ePymP7t0h904wi0sYIbmB9uACIkuPONWa1BBbCNJmbqQJXHboNmy6ckFn1GVzj6yCQUUHrA9lsUzZ4Wa193fo0bWRxmnO8uokQJ3p52X6gY/mW4bRX5ff4+WEnyAy/K0vsVu5E7dmkBUMjrR77zUhWVL1703YPBMOv1j+gCdwV8uQYQwn/Hbc2Xnr1/7em/rbbykaorSkQVkolLOq3N9rWs6k6StgdHPlxaWL5U9ffVO+/fyLMnHwQZmYZ8+m61msZXkAzzgDyS3M9u7usBbJemxYEhNRdkL8qT0/5FYqOs99plAqVTmDItMe4GTgUS293j1h7KDVAwiFUL4409P+grO7A/I8oNGID79798/kpHBSJ5xthu/OhMHzNrs1YtskuN5ScRO/gAG81MEA6UdMYatpngEeId/tAr99ZW/HirZLO7V+DavLvPVz1ngOUfrQEi2Y0bOoVlFRDWY1aadZH75x7Spn25+PdfZJ1tEthO2TYjKNoV0jmpyZYsYxucAS2RZxGdCgyT/Afny1fg/Zt+6AX+mdu1rkE0yYYGpIKTyFjw7dyUSIv0nLGZE4dvnMetwJP8IQdB+8uTvAidQR4m7NRTu4q4iO4hHr2FGStzytz9oZQfuUdRDaUrP/iHwOXOMjjuWHuxXkGnxnYD2AuJPJ1attpE9lrGwi+lxjyeT+45fl3p2vywWsVf6n//0/liUnXZbLkYDw9zHcY8j+dTwlzXXr4R3Ftr693sfZts5y0fYIk3eb77vinJVe91swHi0+MlSPpb+BMsek8zefXuN9v3z2xZflT5iO/eDm9XLzxuUyi8Elpd4b7IqRH44judHATTRL6E/+ojM9+URdZ698wn3ztmUvbUyopR+8JWIc/8R56MnQ04wc8+gqBoDQZfjB9CVyEgnGTwMyQxM+ckEMBl4ZH5mAKedS5Mgdqzusg79eQ6kG5jiGJbhlttV8/d33nJD2ItbnZBZTzBLmUSQYIf19DVawtUA1N+2D76Opa2ZBGNE2LayiFgtUEZDF6RIPCPE5L79nIw/kNe/6qbl/VuVGeU0Al+nl3Y49/YVF/3T5nPf077k3wUNzt1WUdvqZh0QejNiBEs7KrzivKWY+3Xv1rvXFc9cfGHNA4uAt0zd4liHDNkmceXOAFeJnewKJMuqkwibDlxpcGqDPQzRcOKDiWlldXeeUvCflT3/8rEz+/m/K4QLbmeg8HMDNspVhku2H23traG9vsN7M8gO1J2o7MH87CSVAg3B3l1tiQMHHmu9xHeFxJtzxETqWmuoODyGVqvRzgMUgg78YOJKWd8tpfvyKff58QheEwmlVynW2YRSfYqBLHEfUSVtVRE8MweJb1nmtzXeD+q4QWWfea5q1/O06Fkcx6OIn8aVRF5mFHZxrhRrrcAyr4s8ezMf3CabgQ4gHO+xNdCDvCVVKiow76L5dFFuDMSFZOqAzD9EvyzDjaNBrhW4gpG1gE8mLOgNDoUTgsgwSuBgwi8mKzagPCmvL0q/uQHCABVzkbTuoh8IQQDzGwF4eJEfiVosdz/Ee2DA1v8OZos5r+iSAn2nAZxCOm4Q21mFAiPihW669FQY1DEqcWa1g3pe5SBk9NxHHon723ZPy2R8/R0diqvyvf/jbgoXfsvEK/FNOhpyxZt4Bt2+7k/zeDvU/i0/QJqhOGpX2fE4aPKuc/WHa1RvcF4+2X39amWe//8/xHgqa1LMHEinZ2kNXYg3N9xHo/re/vlEWmZ3+t3/4rHyP2dhtjCx9/NEH+EE7Oyy/QHXu/tlFB0VXqdPBZLooXbxUXDmI9XKgqEuarm/5y+SIYa8NmgZsQxSB/NN4bNjN7A2UKeKlHR9XCgxAHu4paTYJ2RuxagOMxuXKNkprNOhNZl4akNneXCv3Hj4oTx49ggGOlZusxd26cZMZlyCoYkIOwBDie+B2Nhb7+PhuQ62VI7syc/On8fDY+HD3vV5ZwHaHFX7ioXE+DlL2fiaQ371n/CRC088O0XtFdi+BVjgrvBm/nWY+Rx/IS4rcA/FNnplH1oH1UevG0opp66nWle/tPOPdH1z6t5/1yysCNT/p147T/n7Ss2cEx+AK3MfeWgIpyWGKU3FDvU8xq1OT2qWrxZmB8off/Bplk065w5aPv//mXvnb3/ymXJtlFsmMy+XsMQeOkrjr5Dx7qbfhVDxmhVScHU0Y+gcPsYba0EfQiYBKGGc4qdVc7ByCfvCIBmqyXvrnRR6K3iS6mj4xIjwSEDSvt9iiQRTSkmahd5YRVF6Jjg1/97cGjbVAinRMsuXH249yWV/1bqIkS7q+xz541j5HFKfH8hmgR1n4Htq80BXAHzJTOECRTxHmCB2YjMOlNVMjGgGcsdM8oTx6rJBkWOgp6tEzpg9ZZjAdDexo1lV705gaoIdDO94FfejhFQairiF+9BzqQyUrDNg3bX/00sHKqFzTCPwDf4xd+ebAzbVzdA6DPlCjYHAHvo0EgPtGqsXGozpIJlw1NCXMvCpxiTuP3rkYR7K8Ix3IwaRhmDOXAxXMaGLvm7ocxoRnDCyZ3DCw2SDOt89L+fy7RyE2/cMnn5R5JBkrr5BIIqGcntK2B2nT+6s4RQMnM2DsXjyG0+9ft2uq4VQkRLvha9QXdzH5V+NY9nVAua8Eh3bQGdtDl2aZjh3R+vgMpq9ny7//u/+l/PGfvi5ffPY9VgUPyt/+m49RFp1Cj2ytPFPkPjTepcWmWfYUr55KSfkhFfUlbH7yE3WsKufqCQ7/IZXoLOi8nVl4KQ5wsd09pInIYBa0sNr51FZhgsr3ZbJ1hG2rUoTJ4ICcbZDbiM8H2Lu3yak33927Ux4/fhhig2uIXi+dW4yZuIpJMkKkf6yZw0iotQNG75vs+3Nzvo3DWV5dzyCQJefitz56by5uwWyyI03m5XedUePuczxZlrNdN40mcvvd5/Z7f0r5rd/f94TZZL0SkkzTezLrk+Lrd9Z3v2Va2TD0S4lM/z3T64lH+LNcVRaBsxIOnhssy/heEoDn2U9wcAdjM4yO0GHsDZcLC3TXH/0Kxj1S/u8/fVGmL1zmPOKlUByxxdpxjKtoR+++iWxXsw52lqYvTXl3kodUFEcZycsr3pq8z8J7BMwfokUHwnt0spEIeVA7kR95kVXXRT7EwTt+1IhVfux6rlNbj0198vxZGUUa5d5VByMVlgqf0aIu7Lyifn8aUw88m2ZT/kg/ngPCGFQ4sGh/r/kma2TgRWdta9LMqzNYl02M7V2pSmyLQhKnCFBnkeULtn8VfRxrhYIRZQpROAV06+geDMw0zyPSv//gcXnw4D5GOS5iyJGlFWbqY6xBO9BTKShA5i7Psi1IB4En7na0dq4dKsQJtP2jmitI+1E6IpxA9TnrTmdaJNl1kWbzZr5Yt431eAnLuq2Kd7QR0jbmFKfl7WIidJVZmLse3F771Vfr5Z+/vYvm/6vyq+vXyse3rqLdjw4IO3EmGLw6iXKPv4fbRDLd3PNB4BoA0+t/4nvSf73Xgrafzyp6hjsVW6d+qKm26f6sfH7MN1uJ8+FdpIbuIBkePaQjZ4kTnbAjZuujQ1PohS2Wzdu30K85QMH0aRlEyvXp7z4oc4uqkbIFm4xdVpYckoe16VW4LEMtR6WmUOR0WTZi90Iep62JtGRaPpugzN7Zoe9xtQgwO3mTCn5Gho5wNRDjGtcea2Jqd0L73Ac4wGC3PHn6vLx+s1qmUAK4glr/BdbMVUhzCk8UGD75wbUV40drpoHFVjn3mDeVFoUVhB3bAAAgAElEQVTqeW5eiNF27UoUdl2GbF7jXb88vzkCnfDTjd9EzLTT3yj6td/T74TkTvSqcY/TkLnq9D8emNTvqRRnieJ7U7CEq3tvcrIO0yWM3r3aywmG0a9dlnzP+Cffj1lWTbfiI2dIatlvsgd9mJmKh7ZsYLRkYJ/zhZmpX7m4VGafLpaHyxze8hBR7EX2LwOuR2x2VB2G23uWvUJ3Z+waYTiC0+4y+tunIbmaOcGaVR1QVuhk7sngExd+yfqvoVq/fAh6rm0qwgX9k0oYl6ATsz5sbIrN7Vz8Sz9pPs4DJz6T0vKcY1OfoOx5ESVP92TrXGuPjp14ulDs5PkYc+H9s/xEmVuFTQmPifvNJQNpynbb9UPrlmF0iL9VqlOb1tm7Mu5qj5qOmwguySmFcRD3P9h7D+a4kiRBMwAkREIrggQBElRFlmo5PXOzdmZjdrZne2b3f+8P3NrO7vRMd1V1dUlqBRKElplIqP0+jxeJBApkdYm12emZIBNPxYvn4eHh7uHh4eE8uELzEE9A+2w37RArChjpd1XvGdypG2/e2dnZNPTwaVpeXqbyKD9I/SYamdtV6kmskiZsobQDV1CsdeCeBx0I/elYpD+GLyA+47nOr2YyX2cK+vOmKA9FxPxnMc4XoSV4FFMCEacC/jNA/m7ozy/b8s1+lvHhmr+40sCZc51IfMfpwZNFTOs76Q5x73/DfOnVK+PsMQFYTaACNncgNDZ5jyGorYMaYwAiDJ2Qev8sTNz4q0ryBFNnreO6um8bm6KZOo7SllkKHylo65Q98SJ/ivJWrjuPPjv/s9zyDqc/PgEM5I4gZxoKT/d9ZJm+Q2H1ps2HBvvTJks9brJW3eWqX91/kF4svUoHXx2lO/dusKRtjAEO03oMXAIdAGP9hM16izudWWMjFqmR64JPgc78WzPVaQqBHsKbzhejb+xYMZeOme4QwvRZFCLGSZ0I8H5sJ0lzOH+YfwhzsG9HVaA75+SewK9fvYyN4t+7uZBmcI5Sc2eCHJMdUcMsFzOXmofAO6fn5vMnNUY5wGDS20/Sd8u46BQA4txn6Q8+0/RrB3JePI8cK6At4C1JhleI5aIszkFGPSvCK3kyc+RbMEeTeQJPnJdn3u8UqF5flMwvYuNIhvK+x1Lu6TGXEAIlvnm2RPOVcnxS4LOO5+Hr/M75c/P6bmdZZ7+Ur2Jva+Goep5MMgQf95xjHWFTlmWixMnwJ0Zw6GCo7ugHcMK0/huWs33y5bfpm283WOb1fuqbJiADAvsEc9YRw6FBlvn0MNKNXf1oX3RF2ou5zRrjdky//dCn/0obxhF0Cnep70Vw53vQPB0PMIOhyPB7+EC24OappB7NywxBtTnpH6Iwl9LEP12KEbBUh1DnNpbqMLcbYOWjjz9IU9Q9E6iM+zTZYYUzfqe3f/JZbivhsv7+slNomdO3PWO3KR9aAypurGkjUZEbkx59QbzpFOc1bbXLciutdT065IAF+4O1oSXIm2mkV45G+7uLnvPOvSjh3c6V85ljptzGp/ixNnttYx1HR5wgKcCRrkvRJJvw9gcpXRCGUymO/P0ntnOvt4+hZGgJYS2/z12+qh+CQ5HcEmTpSPGeOIjpHx90Mj7fsz/wJwBguoA690BzxqrX5GDuAzS0l2zXPDE3nl4SVvePODk1d6GDw+50kwHJ3//2IwLGkJEpBy0Nbt1sGhvBEZhR2/LGGiN8ghCcTwp4G//fQZLGSl/M9HnKh76/f74bQaKwCOZ35/xf9ZRwyIzGJ6brMWBp7CAvYR7qjfIFl8sNsZQT5scU1AizT5fS7oNtrFUvsQyhOLeup4WZCfgKL9DvlLXkDNrkJYDmnPKy/03GmzgrP7oD9H02MdGFlhFz5xQVHd6gMdlZyg/YCEeucYXJyhgiL/drOC55XoPomwSDcTVnNx0floi56YDOzdfouY9Zw7rByFym4PrVhYXLIaT3tjZZz0lndESuWsJ/ze7BTYWDSvrtwozyfKYZNOXnaoQXIK3qZhEGkLCiClD3ud2HSbnkqwg0q+1zX/VYkt/IpZU7Z496FUae6ps+zeWAl+qbpbxy7Mxz/vvlmcfzyfdz2VkRKPWPfADpdYG8wBRrRMmQ3/tuTdr3y4tV3iAeCYifqRNOr0v55bn3Lkq2kynbdcCl+JTRS5Awy0NMUWMEkZFAW26mQyMr/ETn9UsEl9k+SKMf302fffZZ+qd//h/p8Le/TTfZ0AW+TTQ5Y4HD+KG1gJIOYjS2Y+yuXW57iH20mzXOJ4ysXH7pt00qEtabP1TsFCdxj+ce5eMhWFU7gVezcwQsoQO5XtUPynezUxNtDSDiyG+4KYJ06ZbDWg2M2mSC56Ot49SHI+j29na6PIHiimIagSxwnJNedTbLbZJXlBj4xetSdmkXyzvfJt47n8oI3DI8t5mFxqoLa/6W/cjv8oyHfsN4E4aGtfsVpbPgT5ovKabdeFFaL8l8/hwsu+7drY4t0whcfi/Wb0MWvhEe80aDJKn4PH6+nG7fuhRwCM/+ynbsz6Bg1h+jNsB8NnmNY2CMBbX9AwMWyQ/AtxYc/X1cH36gJz1lqESU+tveBkwyxrX3hLuuQsKL4lM4w5kXWnJJ7RDt02xswJAJLc3SveYW0zyMtg5ZRrmJ99/BwHj6/Z+X0v3Hj9IGDk+TxEi4e+t6em/uesKxXYNDEIrKi8qqx6bOIvQALTRaOPyJKxVZ+wZ/REbwHeH/Kck6SYvW2fPSlqF4ib+fmMRXoQvPTX4nyv8Lyi7vmtX26EzlWQlQFks/d/cq+iQsNDTgfuEm+6vvczhTTiddlvLLMV7kjzgp35K2xZVKrLTd+X7J/5ceXWI2ONxFvyeePMyilx1DlZWOOuRzPAZefUtYd84GJDdvsy0xS1n/+Pk36dGjlyiH+Jd03WJnyt6I5Ghd7Y9G2NRPRVrxn5Yr4Y29GIDZuuij49F+4XbFJuvNPLsaQGaAHmUJzql7v73AP57zQoXUQBj35B5bBJjpwzGoh+VGWA/oaDBtPrZJeMlFPNndOnOGTQquEP92emo85r9OIn4umjxL2IL5ApjzdSYbDoCokHApLGxQrj2zc8S9fO3f+AV8NnZmYKU+8dJP/CPSyq8U5bWpHMv9f5/Hqp3EicyKtshzrbl1xFHoazQjrccftdDcVgMIgjtjvWmqNpr2ML8/Yj/u+y+fpaeE/p1iF6tf35tOdWiqD/rupfgcGIVNXbrdyIcgC2580kUENp23pAEawKNUE3zWb1/QKLndFOooCEEzKpCAD6PymabjFuYzwzjKlGUINWjcsvXmPsSTW6bQJMjDPkycWHzkoR9nsoBREDqVncwizCnfD5qu4BCeKtsFkP1bvGVbOq7QsSyaP+pnG6gwiTNW8IEzJ9+OY9Ma+B/38angeAllD39IY7akbQLehLCgj7uMs0aUNRU113N7Z68lbXGfqRsHCEpPdzQzkIq8QfO/3xP3XZj6ZdZaemw/z5s4Kxpu2tgUMnbDlrpf+QHRwPb59ovGCmUOp1GiAaErpMVnB+nR88fpwaOH0MJ2+vjee+lvcei8TAAhl7AdoxQ4Xx4xEtqN6ol8SjsC8NrgF6Qspi548Fd2K/e1i2m+jbIfWGfLtJ3/1ZOyCAdPwIHHGUFK6w7TLNy2bgpk/dFax3uxtNVYGzPEWfnow3up+5tF9rZ4lR4RYe5vfvk+lrBmRGq8NjfDMs8u4nWsp8nJSQYSKqYqJS5ZY492lDdTKCJ8pwct0T5TfjWJWnO2RO9Ntb0agDpyUCMoAl8QRWL5CbDGga5eHD8oo4tRlMx6nxHZ2touG6y8is04Bon0tTB3hS3mhoKxH+Io43yYsXH14EMnqcqUxGGo0U5+RyzZgb3Bzw9ykDlq7jPZYQo8cTRLB4ye/9Qk8ZRfKev8dbn/7/GoAui64KJMRTvZjrSs9xhDBVryHDTtZbPGE8zB4HaAPaFHWP98uHCNXfXG0lMI+/4r1vZitm4QxfDDueFEMLI0wntD0gCDH9u/j/MeTLtGgHILSttaCrJtpOMDGLhTSMa2LslnwmvK8NIxcNpDd+V9hDb9oKyfP3bTIMpw1zT7Ri8ahccgQr5neFXNYQ0kUX0QyxXwuGTlJSs4dhmd67EXcaT5popprrN0i0Ij/VuXv6JkdUqVsuUjVy6sE+DV+NavX9fSN19/GZ7hl6/OpiP2Ck/djGhwKPOdA9byxqgcfFlWF6Pn46YCWAddf+4F7a5fLI3DwfKAEJy0PBs7MVqhZQ8Q7kEHtKflxaYWOPMVPtYDQ8RSHwGxYHS8cZy2Xy/TFuQhNvdh/0jagxieQ2OPn22nz//8VdrfahA9rifduXYn/d2d99OtGXw7EPbsfwU9QOPQgMBG/fmmo/HoE8DvlGBueWlO6vQXFHTa/j76K072OVP+e7aiF94DH1kG5Lwlj+1pKYWna00r5+bxvOT1m53PcklVG0Upp+fl2Y878sWYkrM/I/+YZjFIEss3OCLo6e5SgJFTa6ySOGKk3osX6e2FGYKpdaflV4tYsJ8yBT2BgzgBm4gmyTjB2SV4ByNx6CymBKmZcliFwJ+86hjFVH8iyy/CvJLfmeFFjHZMXr7oRHxosJVAd0QVDJlvOXrX21yEyZ66WIC7g3Yb8W9RAjY2N9JDNNotRuiTE6M4BCwQytV5UMxrBGVwSVoPam1EcoPpBZGXIRzftd1sEM2dmjQcz3HG7zSVEU+YMIGjJGEqDdl5Xp7/2GPAUxFJm0CFkd9/pNI+4qJqC0ZFErH4kcFB6RUra+eIdupGuz3c2YKZDqQrY4OpD9+KcYrpIpLgt09fpS8ffM3Sn+tpZnA43ZoYTISFD3+L4307DMwZQkDmQo+aXhk98yUtPibp2I86PZN1w3xfmAqN5HMVyngFoSx9ap7jBp1GRUEfAJWSQwRDS2GisxjJncIcnhkEZYcJ4Rcvl4itsAr9b4fJXUWW4TzOnioBpwK8U5B7Lvb+NZOhkE3CUfXGM0dR87b78V68L2M5WxPf0/w8hFevzHiBaRSXrT58+pytVBfxCt4j7nlvuo1lZheG5jSFkQId0RzhMNciqlbPnsvGWOcuHhmhILcxW7uvPCNkputOetjuVR5BWwfDY2QupcnYdHZ1kFEn4I21Y0qTZzJXyuR3zMDCrWGH+kZQ6lq0MQGNYDpPljbSl09eoHysE4u9mT64doOIhnPp1uVB9jBnWmVD8wLL0ViNZjCh2LY5ozDqKS2Jr5gihG+F9SJ4ptR5NsXghHc7BdjZHP/2r8S3qULRmQrFPXj+hQ+rnOX9s31W6lKvogQQnq+qF6pDee/s3Z//ytDPUQHoUAlsdaVJ5ZdqaZjNaf8BaLMJETa2N3GQm0zXWNK2cWs+3X/0Tfr0s89T/9/8DkF/Na2u7NBnamz8Ms4yz3VWTRhKW7gdbDhdRAehPM8j7Dd81mR9/bEaJHLHaMQRyTEdpiBIJMaL5Ua8avegk0YBeC0jlFuYt7S3NXY2YoSytbVB9KmZ9P7dezjCEbqU9xs7TWpIBCU6oqaqI0ZPBo4JYgZASw3OK0KqFvZoB3W0noW4jWd3MZVc+eo//v7rYEBaQETmFou2s2X85dGLRx5HnjjRTFWlkJt4gp4wQj9W08WTcorAMr9mGdAQhKuQfPnsftph9HS8dzl1XZtl4wsoBXo73GXrQHw3GMRBQ2Vklr9psJKybj/mtIQHev0uU0DrxQogo9cfxLnwGNkDo3sQNIDnGCVUZdUwx/Sm0Lqd4tLp84Q/L/FoX9/YSI8eP2Op2hAhjGfT/NwsIVKJ2c2UgKZgp5M0SkdXAxd2Jyn+f49E2wFQTDlccMww2z7i+TRf3I9WRtjyTEXIuppHQW6yzxpYbo+tWt284tcf3E7XsdZtYnNfXFpJD/CvWd5aTZPr0yhOQ+xKV2cQMBZhZ90Ug6XdjMqJh87mTY5IdreZ7iDsao2PmFeGVmNXuD3Wiss8+21LADNWvXyjH0UR/7XYy10v5LDCEMGN5sxJ5kizbq90pfsvFtOTleW0yA51OygT04S4vXX3Zvrw2nze7dG6o9R147/hVABAsJxNJyiUV/iXSouDnsARfDMUCxAT8QtidAJtdrS69BCEkP9UAP37PATuxC+/ksSjv3LrfP8Nh+iS+V/pKN3rQBltaYeAD2lxcgc9ha6RJo2MeIj5jpiGOPAy7XO0i0l9m7gF9fThe3PQ0B77W7AVMY7BdrIRaFbaVk9wIyU1A+2c9j8tgjoX+9MEX4NvHkGr8rXyCy/3wAcvyNTc9eqYOaoi6EWo5yE+BbpCsff0atfntD5KcA2iLbx89TiWpoyNjKZrxO2eHEO7gDEesT6zBy4Yc1do4XtN9nClMwzQiY/woFHHCTUCGlc4+DcakLJtVNmfc+eOdXISjgxJgdPrgDNgPHvus5+SiiCwDM8DtgqJP6Xcf/vvqmyBa2V0bpI42ATxo4dm3NFyZixDErOTYZ/rFiM4HbT0Mu6CEffBtGdZt15n2dc0tLA6tMlWpAjMJw/D0ezG/DWC07DZD8V14YQSMTxUKKtkJwunSYGizADEtopT/nTQrwwkTFc8t/M57+lGCGgDDtChut60xaYrCn1pT1rU8W2T7UA3iHa339hltPmCrX5HY75rfuFGGh4ZIxoU+yAwgD9hft9ppej48eVsItM8/L9LUhBW/y88ii7+V/2wOvpK3LRJtWoYDAq8Ua9oYt+hfWVELhbvIt71IKPl4dGB8ADfRXGawvt7DKfBrxixb+0RdGZrOfjPOBaRybHxCJM5wbnL5boQxmOsdpgcklaYuqNYt+11n4tBRgva8WJPCr6lcD2AHrqxFjqlSRh2LC9IcFfToFxIAW6gs77ZTLu7u+nVs1cwx570enUpLa+vBUx3ieh1dfZSmhkbSxgXU2vnEAM7MLCuvAea22WP7EMcfx2hR2wM6mu5CmzRAvVU+Mmag7jqFFZk+Y/0F2Kg8Fqznz/3XuHNPutM5bo873z28507vYKVBqudg85jLI6u1DBYwkkwEPqDazOR8wf7rlmvxaZjUAO00kiToz3pFx9/SMjkkfTnTz5Lu1vb6b/8X/+AYtoDj2mlcfqBu79J28E+Q5hnoe6KD53oimJjPf3hT8Kow87HhaPx8vO+8+kmn4c3M6asPGekwKWjSKU4wOncsryyzg4zmBPoOHNXrzBnJjA8IGOvwhgm6WjKOTV1jtD4eaYwb8+TB9elTI42Tx7d2EXONhY3gnFocgnYKSeO568F8iemiwiiIO8nFv3X8Toolm3ZjqdJnTUTW2wy4AOaMdrUo+3FG26wscOvh/npUeypo65ngph64cITaL4TBuYgKMm39VfpweKbtILlZ/3BEes7xwmbOM22rDJtdjrqIVQwDFx6lZmatDZFPG4YvN8LAPjrebRfdauh0wlC3A6iII/BFM+Q42mXYBDuD+6SpG3mbN3Xe219m9C17O/tKJAQxZfxWp2fn2cefShdvTZMR6RfQPYGPcHYgMtzkDNQhejkRnXNN8Tbv3pyBJBR9g5Qzmaw9fynKDUoRkyjafoTt7A4LR7hq67pkfluBufg3HW6OyhQ5KBtZ4hjPTs7kuZmbzBKSWlpeSMGA014xquX6+lR8wXw4NMDkmzXOQJR3SCIywjz7Vgvo/8fItUHCSs9ShAf4nkwv55pbIDwu7bZ0rrBezMdQgbRLusbTYJbLUbo6U02WtlkuuTy5csoYlgUp6+mDxbm0ywB2eGKMEzW7gBcN0skHZUfsUj9gBFRrA4Ab31Mu7Q4wm4zDuGhQWoBOX9AG2RAOm1pWZxKj0fT9+M+5/u3+rfwT1BzYarQcOGzcjP6bymg6r/lmcfAYeA+l5bzVznKdzn61LzlV+X40Ye8xFLl3IGNQh0Hzh6kN06zLPmClzCNg3dlH/Ph0qZWokE0/S74VWt/m/s9DASupLu1D9PSi9dp5fUraPM1I3n9O47gcX1pXyZJ+U6Jlzl0mZQj+AOjLFXJOvtjKoqH1hBhjqoR601dQ9rL3HiNkUlBuOzIFzLDVCTTnRHobg37gqAxi8+fxdKe65cuM2dOUA1MB2ruEQoS7X0f86jLTFza5vy881xGU9JRxUaXwVs20DDis3QQz/d4mEG2EvQEO4M9xXXJpTeUyviScDovGO/mN9t/Sycq3cujKCn32xk7TtS5/WSnhh1r4umpbWHVkf/HnHaWXd7P9aRZor75blSZUzFS3pGcOrLkjFUe7wcePXIRhF/l6Cy3uvXjDn6gfMTTACbEOW2AjCylFmAE3NEzwAhPL1aaBh7lLehh1NExTLTGcomIWwyjxkE6LTBaHxplLTAK48Nn0BpEP1gfS7PMQy0NHUSEuYlRRnxYhpyLVXG0A/hxp3aESR8Ol38Ia8DEUWbr6kp8WQJW51mR0dEJN9jfe2tzBxiZI9/eS6usod7e3o3R3ATep3fv3E6XJkdRRLowDeM7QiREo4zVKS9HV6NsNmsxZrNTTqEpSOPAIkUp4GP9aUBRKLIg64ccfdcPVCm+xbnH3Binx5InjkLxU74bTRh0aP3sj5aWV6HY2CYcA+nrHrX+6aBYZ7fFbZjGFuvbW023nNTBkF3dWB62zbzhIXSwtrmWXrEj3xbOhfo17OzssMznEU62SzHgsEw3hNHcOIXSd+fGAksjJ/Db2Ym+byztFUbbDx4+hn0QQQAacNAgTzCil7AM4pdxHUVsbJpNZ5inHIBXXYJnseQ8He26lHcnTc2MsLNaMw0M9dFyJ0EDLqAcG53EgErUOKYSCgq1vYhyo88VliUGSrK/lebwXumLYa4vmcrRaSn4XSwJKvc4/pA+azcTjqB13vV7pVU8OqAyyXHBTgUP3NNKmOK5PaSUEHfzH2GTH3OlOuPx+1KEaq7ekB58U1opMFm3d9XPtivKQflWvFvgjYY4FXAlz9uPWZEt328Xc+4FYZKbldTGDzdiVYftjoLKEDX+ueLBDu+I3dgcO/CFoanREMD6lZn6WbZzhIVaZ8/d3S127qun9+7cYqqomf7w5f1EqIP0/q0baR2rdx9KQg1loZd5rEEYjPJaPubW43ri1sIJjxeqVOvDXKBAbzLZ1IfHupv7Gt+6HwaKzhGmrViDDoW4fMS5RDvUiY4rOJbsIaS//fIx6+660wfvfYDHMuXATHUg2d3KsbjtfM5pSvE2zAGaNQMjzFfMgeWbGRwlAKkgV6QwaApm63v6HUiojtxjwT2Iq9Fhw4Xf96wonbXy9gPBp0QQZVJ8NA3UHA1lWdSnM502Xb6bd8PxRb5JPWQ4LQSOoPagoWd4Mtyd5QhLKCpVnTqfWReTf/Xyt8KFWOMZhXrfxvMDPstOEKdlBj4oRzWoJJ4G0yh3POrpbbAD35cYxU3ugC5LdD7mtMYFhnK03AJr+cbZozXIgvkUDL4X+JWJgv/4GIqi+DATR+5Go2quNdZ3L/AZWKgpfTEak1bxPScfMBImdBKv0aGRepoZx8ny0kxaerPCHOxSWll5mjaaA6mxjKd5/yajt2H2mx5mmeQldvAbZG/vfToP9Iyn+ihz9bH7JX2qhSLp3uHd0Ooao+m1HZahoT27LlV8rK2u4xTF1r6MyBW8KqWWN3dnhuA4I7FZyRC2/jGCRvQDq3PGg+PYZik7YsNB2+GFy7vRBtTDPQPcmS0S6rU7j7kPgpr2CTTYiXPzgKZQHs7fzwWc/rV9JSQFV0m+m39gENid6vLatnc7ZP1k9ANw5Fvoorx7/ug755MwZbi6UxMHMVe5dFNuXgXgd/JSHnv3oXAJow5swHDAFsrGenefe2O4m/zLLErC7yzM483RqXQTW3eTNb0KvBfMbxtl0ve1AAjzIX1wc7eVnkM/b7YfoOBhnseZiC8FY9ze22UA0QgFT9OkaoWBgUYI+jICjUxh7h9lU5Vh6EJ4g2dhUaEaqTYIzo7ZWIbQ0z3OgUIjfnmwNhx8o8n69HwLGrWvApfRAGnm+L65S3Jv90zJ9k0VBftfxp/1yBRy/j0xkn+nSsCp8LPsIvwM7OR6bRtYn4KWbtKc2xa2nebazlT6cxwVzBYEXoTSVOJKRMcFBIWucMY/jvoxO5PltSBCwWTKDrCZLipaJpPfl8byN3P5XdHmVf2A084j/JAkJQoFPY4pGX/SjTFG3pYsBbeGjlRq4ZPTB1k+ULLfY/QbJMmXjJEg3caqE97IuPbaIjO8MnpLFWzpz0pXZMs57Sl+RYXlwk+NcsmqcR5xE2SNEUjJmCjKjrFJ/D7AmOb4nu6JGGRcxtoUPiBET20efZz+v///f6SNhy/SjV/fY7lnI90YJ87LylIaY6qp/3AjnTQ3sPzV0zaKbINNXtLxbkRNVGE6goexD4EVz8CrxTqn6No6AXWOvA7jOtylIOe8XdTOUqEtwr/t7tOp2FLw8aPHMKduzJ+T7DqU9zIfZLIeuEMY28VyoA8amNvBeEDsCcRRRrh5pCKyLk6ZeYAjkCuiwtHEMshOMHrAt7G4UOgCc2FSHsu7NpJZzBdHzmWBBrA4xYDf4GZnokznZCVgw3dKpP7U2DNxZtyV7/hq53npQJ1Fdp6rHZdkXn9RviZjzrsYvnSWV/KWe66ZLvBLkIUBZKjsE5RBpc0jQRb4O4/nyyxll/vvOgahRx0y7OYN7Ghu5UcT8H0Vus5SbISsCAyQRwUyHtsgEqaKTO49ocRRhYgZrr45hFY7OTiXrk6Ppg06yjNGzats6dWE+FdWt4lIuJJeLi7HWmQ9pA9ZeywuZrEcXZ+f476OU9n81WI0/vvPvo4tfXUycTlUg7gKMoBhRmtX5tjOl1Bg7oQ5NlRP4wgD+D/0Du1QqHHMnfsH2KoHieWcMsZ5blWkdf95YaoaSYVVPHTiu9CLdfa8KKv5xe/+ZXwryiJveSfo1W9yIwvXU7o1Upxt7/I88RDPz7TN2W/Yh96WbHt9bqyfbKwIg6ZfpnYAACAASURBVGCB0pxtbMtahB/jv6ehhHB0dBdxrOmz8gXxo4uRI/Y+5sEPQHAvy9WGeubT0TWUd6yGgF7h5YTRcyM9xlqzRx/e43yDYFVSXw/TgEO0Vz8K4Pt378Za8wHMm/pdKB48ul+MlpQmyh3eHHyVgUjABBz0c//FoIE6SJbtxLvtxLk4plqRytGL0g/lqdY580DOK3yatww4PLdY8Smf0pcjsM63c8ewPHO0L9v5beu4T17pqPy8J2yxDDByVNfkifuW7VcqmuTNyBVharMWbgnkBcrSF62rxEaS0s3m99x2lgeBhxi4mYHirKvt5YUKrke/7VHlJkbogsCtwKNldPx8U1p9W8pgCU+G6aJ8+XunT7KlRjyVb0LDQK5SHpDF94XJK/NIw/4Tdq4BNpbpBrqoA0/s3SEffMXRuqPmwK8yPVS/wFMUWP0JPML7tAyNM1jogl53egbT3Q8204vl1fTHL56lj2/MpHVWAY2okCNQB+gPxnjZg0e1WOnj5lRaIsVz/Phm7UA7I8RusnMrxIW8i3mAbob76pDkjoqF0x0dr0WeLcwDO42dtPTqZZpgPemVmSnmNhmZO79F51VTdHQQLc8fkRb/A2EZWVXdCu8ul2eOIqw0img1ZVza4QrbPH2lTdCR6fT+RWehYIgQ8pYOeJ40ZKiFyMRLOReW9rlVE2dVI170re+7d1pWJ/O1M53DVcd1eSfjI9Bb/Wkf4rORj45hBxCfTkn4kxnYYQrc5vO8fLONy+8B3rIk+9wwfNvvgEh5uIqh5RjrvzNlmBDmSkcyZuWId6O63Ku6ib4XluPPZxpUmK5mSoiRMkrjFJsfbBJyUQcn57Z3cCzRguS65UNosMkIfmN1BTp9kbY3Vqu6Zry6DA32z3zuLI5slwIXliO84wQ8meBXh+nbPZyjDdoGMkdssaEJyrlrkYMRR+UK6xf+0/PAB4zTuyZRcYyXdESno28VPBe8dx7LqDe/+d2/foUi0PbR+rmwLBsgZhy40e7sZiKZxxF6TD/YaiL1bNNEvvInyisX545+KuDjpOSLr1TXUS+Kj0Qn81t+yvv5XDgDIHAB2PxzxBnTdIyc+mBYTVYZ9MPQXPbjFrUEgYR2HYFiDcFp7tKlO+GvYPyL/Qi9mkeFWiUcHWoCUYCzuAZLELiSjlAADhr4cMDvBpmTP2Rk1ZkCNmAUd4GfzocXnBfe0fkoY5s7NjrEq8qqsKtU16A1ZaPNIk5MfLLCT7lXtU+bcnI+/0pzpgKrOC1tXfDrM++dT+W5X/Gbdt0MRAWA9+NGfmj+fJnbOb5locIurfErzRymZvJzizalPaUvUlxXtBZwca+UG+VVuBZer+NZyWMBFyShy/naX69ywdP8YDsJD7BwSwtMwM21fSQr1RwrhFqTKLeqkcXk6+qE1+Mdy/YB78U/C/dWBXs5xs3qfjkvR6lih1UbXTiGH2DtHWLk8OF7t9P62mr6l3/8xzR8/Ms0SmTV6clp8m0x7h9gQyNCCdNH6uTdZ5Ddi2XdPhh4A3c1LObBsCSuqBN7Aattu51pPx2igelqhHkuTQmNPUxghEjqYcjfIGziw6fPcAbqS9dZYzoxjgkN4aftxNG8gerrzC2qtatxmkKbpFH9jk0gsuKeyOZGIO/cEcqP+3aK8lyhZMeQMBQUMTKINkWPIb9CyrxWsmh4lh+pOiogBCLWCZOX/5HKsbrMDeQFSCyNFOVSL6+FQTo1eV7ueTSZ912p0sUjS9RHHHYk75lK2R2P4rR8p8B9/mimECTAbyXLPty5Po6uqFcFf7usCvbz37roWmFuKsLK8+z5aycKA1PGbYWbeF7qZLt7ozOp9scoAPxyv48JcQxGMGvw7IoIbmpUcmrFWMmjmESHmN/pGRlPB8zB7mE9coTWjy3cKIwy/sXFJUZv6zHa1QSp46bzpuLUaIjTU1PEGidWQjTVOG1m+QoPwioSilSdw98hHu5d0LZmA/MqjEJpFdBCnFGX0zaPaSoJjW/lESzlWQdw40/GIxz+gm45msr199FPIRcVz26cASD96FOGw/WeZZZjPmdczH1D0NqPjsGHoL8tlf5z0XP7sWWpmJhP+ik1F+6APTparo9lhECt6ijdKUuFwT0crDMIjnJsfQW3/3oo201ZjvAUbsmwSDUYGr5vLCs8TENI7FHXm2NlMUkf7r1+fNRk2SyjetrS9w0RG9EvGZ53OTxnTL6P00SZprMuMseAg6ed55Z7UYqBig+k2Yp2s+omJpx9dU19kzqKA3Lj7U9NYqrF/PENcgYJdR4pLyLQWTS/ks43VdBXxedsA3Fe4LdeodTwcrlXjrk8YeTXpl2AjMTRupDks5qLaaKIjqiFx6QCJh2L3GIFsv3Lz+8UeMzvyD/mlyGaOFKy+KB1A//m92cERusg7F4XnmQZFyWfZ/Cr8qtMhad5KRyRh7y2sWUbptf20RojA9QfzOqU9/Kcv3g7HTRqQbItpPuSnCrUi0CYhUX4Lb+kct/rUhfrZTrm3QF8ObbZvOqE5W590N6tOXyKPryb/vs/Lqdnj5+n2dHB2JV0Y3c7Bi6EMwq/syGciA82NkMp8RvlOzW3D6RaotdPRLSsGpUcoJPUGeKTN56Y4xgB32SCcwemuYSD0vLaevrozg12G5oKjUHzJt0srDiWaXkSbB5lhQiml3CUG0IYWZhmAhFHvvGdI0hS6KsTxHMyeAQ7gaBCCAVZ+VFuHL/4rmQjG/M5E0TO2W7Q6kUj2oW5iO8F4ioiK/PSfrd85TwMFtF5ryryzOH07Xw7yqvq5rnf7EylvHIsxFFgiE7W8YJC1RKsI10mHyMTLQ6hx/c68pdyy7GU35Hl7CnlRlsXAMq3/B4/g4WY4jvmNR8NaLnCRRcL/Ma+1V4XIvApTAC+TPtDNuTXbIlFK7ZOdR7W6Zxe3Mkd+dSxDMlrdgk4AxGGkopPGmZaYGAUPz9LfHjm4zVI0aS6isCheAb3txy3eXV+U2GvlzSP6Jw4wRHjGxZfmYYVJoz4+I4x3gGB8K/7MedPSTzLTJATktdZ8SiCITMWtWlKgbEoxA7Zd9vkdTyv6Mt7Xnv/XakLwS2N7ONGe3icnU2Fwj6mk035iVfL054t0xFnQRMKGdvkLanQwUWPbct9HNOsUOzV3JEpRqPcL/TTKcjNVu4fAr/nZT5dHHptiFathf3s0neE0M1CElc0pbOJg5vz1BDaJ8y3KvyzQx5lA5ffp3nS7hpr1HHYcU7WICDOpxsdM9qEfnCEYtMCd+LGe+LS71tvr/+yJMZL+/O+dFAJeAWFtCXqvdeFd6aCLK7JF9HkgFf8iM/TIzXmWgXEY0lkO5OkD2HNOKOOHThXsHTSj3lM5ZhhBm4RFh1PIE0cEejm1pJjmQp0vfvLlM0R9cgC3fliaKgqu5j4vfYX70a9nGCxr1sfcZAr5da8wlnm2o3ul3lFrtO76E9I4znltRUGb5rEf5WC7s1DXTwPvEAdNc3j1Lvg3eyiIVBRcfUCp89CSgJ2wVLOn/un9bR8+5Z1MPmtcj/y8txUcOWxawCnWxS+kUG8b+A3x81aujt3KW3evEEUucfpk8/uE2TmKm8h+FmzvoECuwc99fSqmOxhOcy06rf91Y7lbHzHwtUdu6m4zljIckj0JJxK3EjFyvSwlWCD9XHfPnkRuxANMUc1TbjOEUztMjmXnwzANCkWwU+F6HCx+UQIcMUJn4JiY1QoQwQJQAECaTyf8Tt/LMiLeXNg9DoapsovUQVtcPR9n5lKBT0/bdrcGF5X9BT19pvx4Y5j3PM2jRKIt2PZC+PHU5hNnhM9/Z6vmwoMnsc7nrwlUaUzyW+Vnw9KWd4zZVhOv1k6bCbCyHLmTx4t5+plM7vTHzASVWzKzO/n8nyxfK8UUr5brs8fxeN5eMWZUtj7dh47TMyxVp8J3MfIjU4WzmG5Q1p2qYdmPFtO/MmsTbG2mJKEXQeQYzrOOOHjXOtdayGEHeWxmiIrETi4waiN5V3TUxRl1GJadIYD10azYYgKqBHqHAHmLTopE4enlq7vpAFotckcVh1tWNO6uno48nFm3HCD0BxCw+enE+Jlew/fCxxQviY9PbYjDCwONKLf6S6/a5RzhYd1Nb9MwPR9tGMe1OV2m51vO597rzAVz8vPe3yNZzI1c16cCiwXPY12RSFW6VWgd35fbPmu9TEpqMq51+U8TLRcq9wrhC3DZwp0hfA+bXSsAsIa3n7s5ipSGU86p7YI0MEAAhxaB98VJpMjP5Ob6mCvpzW8Ew0S96Uz8xKWo91OP0agt82vUarfPZegc5vTfiYNRqhtBQl1DHwVgi+vVY1hOWLOICIlCW/GZrmTacRyLN+fOHfKyXtldH6a+xTv3svC6jx35D4yIKcOegTO2hFOwNCo5bopl1y7xiqlCHPark+mMeuX6b20BHVRAxYfHNvtX7VT9E/e8WgdyvW76E8Y7ZOUnMGt+lxcVAK94EYFxXN9xkR5xk+mffEqfZpOm0O5VHDEMT/u6Ct+U/zkFi9wZtrNSpZ1KMnvlRRwUFfl4CaD40P6T6/z5Di57TE9OD4xne4SCvvNq9cEX3qRFp4tp5s351L/xFX4DUvgaIPj1h6+IZQBN6eowKffhsIIJg9gR0wMytj6qZkjFhtJs1VoHHp1S5R4DT9nw5WnLxeJnzyS7ty8gamLDsV8u9HfXKamNlrDPhkyHEbLqzRZ1oqwmqIl51GLUbkkwNwghYBKlU+PAlkavxwLcuykOtNIZN7z57nMwCaIzgZcll7Qedpg+RsnIEXZUkii5BNJJufb4ru0ehdDQMsXJzLDuA9iJIYCk+90nheYvX9xyl/2HfP6y3XIWm+r2pKxsxzzSkDWX1g661Tq0f4W+YTVHzWJThbX1MNkW4uuTpg7z9vlvOUkmKlwV4jzXeF39zvbtwXL9JktnVV6z2kbkS7jgGbCy7TCt5q2dShzYDFKIpud7lgC4iRWGiDQj9xVz++Co26G4s7XS38Ge4DfBE0P4B3qXOkxKytixQKjtb4wyevSzOoOQ8+CnR6c7QaZp1XpcROPQ5ASeBBNDv0dzVG+9YrO67egjR6c7NpKpTgqiKAWwixl5VGLFcgdPTxixYEdEoFoHTuFSdSZN8VjJ1OwtPNJpzgd3PysOzAF7snkCN0NTHRkjR/185nOYZbvVqnSgX2kDfL5wi2H9nxbsn6OoqO8ihFHZ+p4IYRodS0NF1oNWuf94hhrljCHV59T4dF23osPxdGRTm5DLDWT3vlp3SOfxhgHGxHjwlUL1EtLj3Sng6NH6y58Rg80SUPBd+xD0ipKhDAITxEmpa/5XjmPly/8I6Dg6dyzUk9pJfoEdFfwVPJ733oAVcfbuQfLUzL9AFs8zfRUdRParPpi1Y9znelLfC/HrhcPneXmT5T65KPfyt/LT6EI8doW6LQPeAleA97c4TBiOyjQsfTIf+T1x1iGzJfrk4/28VCUxSFlhnOdINPv2/SWP9bGi2VYD78n7Xotzt6ahJP6lxpY2zZeKoHuu9L9qUAnnrrKOfhzS+ADEC1OK2y2BbtAek8YLkyU366H70dbZr5c8qtYmcqzct+j5bqKLLHsdYh80qereAapjftEjFybZZnsx2l9+9N0/8nrVJ+cJeASm7OMThCIZjDtbywxWJbPKt9oa8qTXtgFNThfzE2CTr4UXwMLhsI8ZCOFTbQH7Za9rO3cJhznKzzcm2nu8lUCQ0wDAAwbk9gRZhdjIh8fEI6TeU+ZnEnzgyOmfQjazu9oqsXkpqMTt3RUNEq8b0sFoeVY8okkU2iwCoc4zwJXuE2+UxhKBU6bocRzbh5pg61SIQw7Y+mQfsdyZJAKm9JxrEsQSmUBLPCUYynz/HW5X45qeOYp+fxWMGWI0KP4856/ksxbGEXROMuzUgevrZlwy7h9/wCY7WgBu+Xxq/GNgiPfKXCcP/f6fBJHGjYLfL4rlF47LwqyIpqWN3kEQCoWKnjxaf7iqKTk5W4b3+cEukyW+MS8SgG2ASMW69OHL8cRy85ie1NouJd50T5WXfQeGBIReiXvER2+jv+H9nPxYPCYfoKE9MiMQNQ+5qtL7AS4j5+IuLYMxxPi1tjtBpzxPIQq9Tkg1Cv8P/qDWyXWhQtYTinIGmVKgw16Yc0Cp5qUpR09wmsoEqJH8+8JynBx4Cp4lImJL/0dvi9lk7v9IE+P2SKWw2Xcs6z8TLhoLQdJ4RRnyRnWcrjoW5b1tmSbSX/hzd6Rr9TD95yaKinKqoqLPJEhw1toXlr0p8Ln3Kxhc+UtKmp7u4R5xcNXFqagto4jbPqi4Pf9KBNhX8Pq6Gjeeuv4qNKvlUf8a9kxyWxrtPcOQYwOXMNHKrQfcMYdSZiGekfSfG6qMNnOWehZ2okBgPyPsoTTpDIRwirQk+/JX/hi8MPy1cMKr9JTFvDgnFxlxQTYi3rL8/yOdS78obMefrNcl6PfKiPMeC7NeVIlN/9A9QsdzXeyv0z+XvgDUOsWgl65Ee3F+3mKwHJz37DfCXARfu1j1CsTg3k7f+22rO4XeM4fdbjzl3ugmIhP8Uc8ch94whRPnrhQeLfLtOdKe5XClDMHnfgdp1mjPI7n29bn4s4MuQz7WzRkR/k8493SHoW28rv5L1Qe7Wi7rqyyKymxNK5MjhBPgeWS3JshqNb8/EJ6QAjswamX6d6dawwg2NOC5bm7q8+gIfHs75QH11oQmmb2Oh2kdtxKezvrqfcIJgrzMzJNfZgdsJ6/SJdm59MS0eAePn6cbt77MN28cS1trREqkfB1h4R2NRkFjjrA+JxDEB151BCjSDp2D2XGMjGI2i0Q1Zr0hPSdtyU7nogxeSyI8ejPTTIaLFnxmQqCc2sShEyhH8bt/bgG4XYuO1UhfLXA7eZOOEhFx3MjCEddlGP9IwV8fF8NhZ/fdISo2cgO6YinM3XC5/3S0J15Os9diuPclMm62jFlWjWUKEclZT7Gbwmj5RfGEGRrvYHVOnm/T2FG8rxOGZKtAlw4XF7Sgnk536pfgttODlJmUajOw245Bfeen08yrVEc0na3CY3JfO0g4TkdRW1zbR0GcEf3u/0wThnFPuZs62ddMh4PeIc5UujgAOuPJlenaGJbVLyW80gjdxT3KI+RFOVkmKiZ9GNcbXDC7F6UqcSyPNOAa4zpeK69huwRPkR+s+PRpgI0jCnWUXs3OPPZDsvfBuks/SwhaW3hfqK5k/wKA51oFPgnSGJfzyN48IylydHHAf1IzdpNWZyL1+ta+lJw+0kZdCwxkYx4X8uVa99dC1/wHkDzx/rxv838y/NyLG3iMeYkK2XBjUtCYIAPk/nzvCd4EmaZPtYL8xi4x1zef1cq33pbHp9LB5YWJVajXRl8eVc4QsAJF//jHQq0TXpRbvZxdhRHItYRh8609qpt2sD58UP6h8tTtazUWU6ooFdPsB4nvXUiVK4G3sfGhojUB92RzymS5eW1WIHj92KZkHCg4HmdfSSyzwR+wNFfhDP6SeTPiAmh+7bKWwfgVbmwzKBtKiJcnlueR+lgD/pyCZ58yT7dj1OmfdZ+OI5DcQOve5UNd+izLGnEd41GJzUrb8SXyXe8NmV7Vsap3xV+f37bcsox585/fW7ymUqlOwp6riXJYnuZYjLLLvddYbAPX/Qd+ZN903IDL7RX8FPqZvv2UT/DOAubdTzCchbLEuNrGfY45Y/OaOF4Rt74dge85dq8fuvtiQCq8Jl+4I3vkjeW8Ua94RfUph/8qXOpNKsc7hF8yGR9mgQGOqngNdDQPnELXKo4SOjpXXZOjHYgn0qK59a1rYhRdxVBw7mKi8J/i4wxr+e+Z31M5VjugfEYaEjMI4y6GwSZ0Ut0kKntJuVPEythmgHH05WNiPf+wQfX0vbuTvDaMcISH+xtQGuZdgu91SQShZiRurqgbIGXkRoproeQdcfsbDQxPYsDHE5wFDwzM8PonLCbeN/VjaXNOrteNf4gO+CpjlEDyrZxrYAjlSwQZW0ZobFFa4zQcu6L/pYOZRklFcR4rclsAGQItwh03s1jCHQ6kilGudYPxEqUBivwXG/oGvvXQtXRWdQma6yzd9MYhYsdJJiMR4W5+eyYUR8VCBQf7pVU4CpH73fCXfKdP5q/NLK4N0VHocMLr+eFSUTdICAJMjow79rhezEXDwCz5ldv+I4/rSM5EI8NQVVph+i2NocExfuctonNb3fC7/Xbku81jIYGUXd3Y6shqtbeTsb/UJ21lZRtOsLcbXKe1ehIsQYaglWhW0Mp7EPw1vBQdvtLBaOj9mECMvQidIwm6Nu5pCgmCwdO1WyZOm8/dH5aRhixDuII3enYEQncWBBJBZbWD/h2WTYiQ+6HGXX1ON9PwAlG4s7Ht5jfH8SkbtK7PsPAB2EMzps7JoAEULxsI3BBGNEDlBZp1s1FbIoCu5HqbCfBFQ6r79rXyMDhp6aC685yOmmvaorOx9Dcmcuf/eIimM5/xMAg+iKo+YgPFQEDT3UxRJH2deM9hC6si0xLmlaR64GxSFY6SvZAa8cogpsIRbez7WVlgq5B/UOjYdaUsUcir3in4VHMPMpsfxoS3BBmHbN/P4MfBUHsyAe8vQCgv5CjWvHgSDD4iUoiPMNds5xjdnpnbZMpHug09nWHnRyh7fmOwrykALOqhjzVJP0Xms53fvhf+YhTq5B7GkAh17raQBgfAINTGPsop+i8oVidUC+96h09HrPaw/q4z0E6zPzU4El7Bt1hhZN9QOXL9iJ31RFOcZ1H1rZMVZkfDnq8EZEhgZmeH0JVC14veFOpdpMeBeQWOyDazvrCaOlReR9i1yD7/ejUMCGd4Tvg37Zzp1GVcTnEsFEsseA4kIDkgucKrXzTNgj+eVqlaLNSjc6+V+5ddJQu3PNcxWeAgYUW00McTbXM9CFfby7MpaWN7fR8eSU9eriY1lZWoxjjZoD8WKURVhBhhGZc8hmMJkwmEJgdpJeCe4ji4faEas+97Hb18POviX/8Jt2+eTNdwtY/Aq2xIoRJLJhafKIINo/2lpzCrAhwEp9IsKJqyxKSIydNcu/qU4E83jnT8BUSLU+iiiU43NtHo2yFJyaEBiPoYvebQbVnKu96Z4nMn+/4c851gPCi0eGg6NAa/RI48LnEqABVAHkvODTV6uZ+XFIH62GK53F29txy3pX8hjB1fjN3gowr7/srBFKuzaNWWHc0yRRGNwyii9GOI87Y/hZBfryfmUnAaDnA6py3ZcgISlnULM4LnN4vqXy3XJ8/yrDEz+AwnubAsufOWNTZ6E+uCzdqm7Bajgxaw4wo0TLjqHvy0iRMz7rC2PmjCVehD1mwFeluKJfnv1muo/0tj65linrZTJ7zs47dml45SpLSWWGA5uFrQesKZ2nHUbd3FSLSv/4L0q3o8Oe7frOU4Tl9Px2zeYff1gwadTfCmS+SjEhXUnyfC9/3xxv8y/lKnp96DDgoRHyebzuf5br8vN8UZr/lL3Djx6tknf3a+S+WHNus+1cZHWL5K+wgdlbT2qP3+QAMuLHPRk7WpeproVjBtI0oCNdOK7tYs2Bs/cMIIpYVtqCpbUZe+lSobSmoTFVz2LoUxv8ACgb4HcjM8Jcny9VZ0+1dW3xsGysPYpzIgk4JgG/9JPjnlJGwRB8Efr9Pz0+DmFkVeY493KSrqTCFfvrpz/U6wlZjZyCvqkgbtHKtivjj0zbbefaDf1qOHzABZCglHOWdDZR0LZ8h+Hkur5InRl+jTcIhVF5Df9YvSuuBuLeeRmLLSzWzoi2U0vxpyrz79PqHn2mdPTjQAog1xP6LYhXhzPm+m6QMYUFuHY1Cl1p++ok/wKZKOM7Kg1Qqnj1bDWuNGyzV2STFKdwGmy5tsfmSNKbApfbtfhP0DI3llU9BSgF09DvK8/hDkgNHl1QatbOXQAld4bemt5NOoERPvNSb5q9OpTfLi+nhV5/HHuruIGlc+EOUp/AbAaj4LvSGQNeUgnkdwLvpIJAVyKGzEKnJ0bkeuJsbLebOV9B8+gnAMZmgM8LN0XjsYNGN2aGsrw2uGey0VCkLj2AsMhPwffYn84cjVvOmkqiMtvMo0su1Dg/l2qOduweY1FD8RjFhSXQDaI6aYlqEmjR5z59JzdjlaoeOBvEa1AnEdsjOMXnEoGIjEVuuTDoIWNxwHvWRLqlMfveswI3nPrbQ70mOOsp8YBOhEnOEfMORuqY6n3fCbtn+FJIKnH7iAB9Gg3JfhgCBa2GoEwnFkXN7Htb6AA6qiGPT6FYeS+qE2fMCezmWfGeOvD6EIF9ZYZSBUAt4ITZT4MsOgcYIuoPyLfcADihBxvegu12CwjTR9q2vtOj0gNNAEa5URiFFVO0TBVtUG2yeuY5NoorEg2iXdobwKoZAcztSdtSNvEdYo8zaw3elBzuIeJY5hwym6J03hJR15J4LP/PXe8LRz5TDDnNeMrnRMRUml4tBw9RZZdku1fl+CIDOG2dK/eEXgcfqC0HDVCrXMdNkfn5xuTQH7XTxs7/0ru38NhqJ+37kHckR1iZmxFVGIIZfHYepOgiwn+nH4EjRfmlY6i4a5sTpItpT+t9H6OiUuEbM9zdrCEJMwzPT06EYultzSFC1BFIbiqq+0Q7ApiD4sckyhLGOhfDNq1W2jn5OUSi2jP52hpvpypUZ2oJ+pxXPKSPoO5x4gcYpl12sT6vLu2zB+4q91xusq+9N16/NpTsLlynYXf2YxmLUbzqlea/sUD9PUgGz30r/Dfaor7N8aogYyWuE2n31CrhQMLTKKtz1lVBQm5y7NfR1g4qsMIJcx9KmI6Lt6Y558rQeGLSyRSLLWBbbnpXW4Dzmu39cfcTJBDEkpIXYVwS+sbK+lVafv6TLd8WU3/1HmyiKXfjKTGY65dPC3QNcypPxyakQOm5xukh9lSHCZ7+ZnmYP82OWTAqebScj476D38JyAhPhvgAAIABJREFUOvtX6Qfl2PmMEr6TLMMgbAgaeDeDCviiHK/LgS54OsRhWB+G+UsjaYnImI8fPw6F5AiaaxETxn5Ql6l3pNoxHaQXxhnLKSjUkZM1PMb0DIdjnW1Kj5+/gr5YH3frerrMRH0d0+Ro7zEepkblIgAzlY2GgfHm0VLVQNopqgbMof8sOeuCceRTzllkZPEM2KKSHUfnh204KxhEDXywZWgapPNvD5OVZmXzKYAdBTrPIVItS6TGCBVIwmTnu6QQ7gwXFYrSqHNXYYq3/vw0f5mnpdmmSqWBOo8U/84kY3pXcl7VuRjnk6yHzKGMaLUgCLsKi8dQWGRiwoaw7kNiaB4LRQTkqemfQAwt3quhtTpCKElc+FNRcVSiJu21TC9aifudqdSxEGfns3IuQ1va4vuMgvsYkehh3MeCcAwFIdCcs1fXDJMV5auAaVq1/cwboxXa3zlP+n+0f4NlZru06TGCeogVFJr0c5IVdMIIXnCAMuxwZjHSEsyT0kvby6zC4clGkl6ss+1LkuxkLwdI335362JOU2e1bWKDN1lzOcy3W86pJcLSkfKI2qNYzoxJl0sMEumYOqtXvEbx3cSJ1P2MJ9hNzE9Js8amNwmGaBZvbjSUlwdZJ17+Cckyo87V0Q/5LetbfhZf8nju858jqRSKm8CPOK4KDXrjvFyf/5b5pQdHIa8fvk6f/ssfog///e/+Nt2+vkBnRaCjDbkkrpfRywkjVh1pne8VnzUGG5qCe+jDD588TY8ePMTi15v+3//y/xDXnRGzRF0IQ3qrAAkeEsCQQdTnP3HnB/+hz7ZUrNmz4o+ffsaU5Jt09717aYOVQI8fPcPy8Df4GI3TX+Fd9N/YUtN+AAEYD36NUeA/f/Y5VqR+dqccS4uvl9Ib9inoOflduoLlqk9z9neSFfv50jjf3WYeWv+RGoqIlgK3s3327Fn69sGD8EFQSNd5IF+SqPXDOaZOA1hwdzEPf/OQjXMQhmNEVnSq6RErpi6z58IHd9/LgFa4LzRBIacViDY4vfxBZ+B/m7luLTowb6xlJyzzepK++PJrlL+BdPPmzYggeekSW+Ey8j4A9kNMam504np6Bw4s3aI/dqfHT5+kTz75JHjr2MRobAj07bf309//3f8R07kRQEriAXShVx5lh7tqgFcBbh8rKfhNx3W533nsgqbl57DF8FXohS8OYumUqx0r26D9WbZj/ui9q2lr+XnaW2MaBHzqCzNQH4WWdoDjtJ/XwhmJReeHarI0mIB2x/wPo3Mgf/VmLz1/+YbRx0S6fv1GrDmvn+wyX8u8A9pL1wkmbUf0JrWtqE/Vk/iwJoHsCZoZbTe9OL7hd6hsViAqRkB+/sef9hEqCEZOuRKE9z0qkGSYjoz2ITAv+sMhjM7CKLVlfG+E+wibaYhYGbsCUeGi81IIdEoLHwIVEfLoDGfhOt2omSpEy5RBZoaa4qkt96NROZ4RmlXjdTaq1XlbkrGrSKiUmHSoGmQ+uYkWpSlJGDQF6eCjKSzgF05wKmwqRcs6BDH3xWRDEN4QwukYItlzl6hq1Nv5fXEnrjy2+R23CvF5NJU6lOu4ee6P8G9inrp8eSLw8WZpPXwYVA6Fz7oZSUmF0TbXYSWcSuDiMgc332gCiG2z+Hon8Hplho1VdBLaPWJzjEwjGVIVugyb7S7+TTpwluScpZ2swB65rI9CmLaJ+5JonFMqtOAGCKATmjnA0rCZ7t9/SNld6W9+/RtonY7F65K0IhcI+Kf5MKutOsutMxQcnhxK7OORPv3iz+nJo8fpw/ffTx+NfRQ+BYPMIxYhooYfb1KgjnuZMRTof9qx1KmUYrudb7tTvORcPq9Itrz2sx0zPGBM/L8jfXufDXY2NoIGnEvUiU/Trf0uTME0nYptKLm2ALSlv0Mv8S4YwKTff/J5evFqMfrQMR5BKro6cdlHR4jbe4g/hNLddtSaFjwH/MOVMlRqYj8htRAQy6wd3oGObt66nX77u9+kT/7waXpw/3G6ioAeHZmILzmMCQri2w5idA7e3WvGCHeOSJv37t3FB6OVHn79dbrK+uMx+v0kG3Mw6A36y30AZORSgqai/1Kn4Lvx5If/ka/IaxTag2MD6fXSVvry22/SEwT6m5WV6Mc6AduetqXtouXJvuVAwzpY9+HxiXSXOjjN9skf/jkczj744H0ZS/g7+ErwcY7ygpxyH6guftRBuB1xx4oU+AknwVdqWJi16MxcvhJKyQhOZIwbCMpiACYciEGb1pJup2O52GOjH+fR5xi03rhxPbbYFS/u1OdP8ajkyrHtM/88D3Ch+fP333adKSJbTCHc1D0wDEzQenRKHcdRFvBR62Nwff3KaHo4jjXqVU9aF3gGPr0oT02nDwo6+VBNhqvpWdNJD0y27vw5S9RcjrCxc8LofDE0nwX2CVbzrUFAQwiKkwZzLxTkIvejitEG4Of7b9Vf4psyEPuXPwmCawVk6VsXVdzHnYiSqBz1xo9n3WiVu1sN1iS32DlpKITaPqYs56D6CVFLdhrM+R01KZBn6EWOG5iU1rbX8TYFKSy7c87dTmQZCiOZiwJU5y6/KVOOUSUnwmPBcayA7jzvrMfb7psnF5MZr9/Q3G6HWF9fDxO0mmWuKwqEwhC4LM+85lnZ5Mce4RLrLmZHFZqP7r3PSMU4vwhSzEqaZ8yfmwi4QajnoUh5LqVWqRPWcu67b0sKpIlLE2mF4Aif/+lP0QmGxRcENzo8kn73298GsZ04t09mPcIHGEWhLKcd96VmJPPFw/uYvabTMsxPh5W//7v/RHyDmVBapI3MBDIMZW16Zm4oNAhvAiYFsxZG20fijv7AdTZxQi/grYSn7Ax1qgVN5Ujv4pU3r9myczk9vP8tChJLoX71KxgAVhtxB8KyRUlcqvQqIJzywYtW8yTTBhtETVxky85tGMYRjKTGwJ5JiIAnLBMqG3wPEAP88NDnRozaBP5nSqXuFmfblfYr98vxZ/pc0OP5b0XZ1Yesrr+SFKySVKGqbeh2fHycwcL11GCjHRV0R+YnzikS3lUGrUDX+13m26sph9urmKNf0mbubR7CiNHsDs5ptpXTaaFCQmihequAVXSh42RO4J4+T+EFtB91DOsgc/h3GJnPzc0CI8XwZ3xiKoSMAwhp0qku+4BfC7M1eVQc+1lV8fTla3DSlZZWN9iR61K6deceo7QeeBSWIoJ2/a9Mjm7F+QhOqOvw0U8//1NsEzvIjnRDerfTX30uHRk2WSWrH/6iI100MTieu3Y9LFyTTHfoUDbEtIkmd317VO7l83AtjrQDlVEottOpPt6+9UNOnDeXNztlsEYo1G18KvyKcf3fsMnJEIOkZWKjN3F+vT5/haahLtIH/X6EVRFaoHdR5pfJ++rVEvfGmSq5kgbZinlubi7qLTzBD6mwRwW7R51r82D1uxCXvlf46Hdz5DtNppscnevLNYyjeROZs7KxTPkn7CXBYI6HjcY2G1INpcsTQ+nN6HB6Qx32GHTuw9sDngIXR7zuXVrBJDsCTM3JiDVHaAQNomltIvS2NtbYkrKerrH5iu49RpCrDzC3sO78IgIzPNyzzlU6aQbVbgyyAbZ0YD8uk/YXSxbo3b1y92jm/JZ/T5tbMxU3eK/9C2YQ42pk03Fowk9fPA8TySSNMYpnonNRzplMTk+Ek5zaPahHeGGaxzy8y8j3BczgEWYWR8Vus+g80jUacOgao2T2P9Zr1jk5hZMVUAhan+id9FCvu6tjtu+RRzgjV254z8Pj2hNSJud8Hn/JDprRJJ2n7Y6Ryhdf3Wcu7iXejdfTtfkbaOiYHfmWctc5cevgcos3OCh+++gxcOIEhCfmq2cvYlvPa1fm0wzR+zStO/3G9G6ALUOzM2mJaDP5gAj8V0wuwD8zwsVyYwOauC9jitPq6BPAS48ePUpPnjxJ1+fm2d3qXvrznz5Pr2G0e5zX0dyRp6FQxZQHxCi1OG/6dPEF5vXD9Kvbd4MBfvnFFzheLsUc5ABMZBoC3m+KeDAnIQSAYErc84v5yXLuY87Dc9yKxltWHUZKG8q3D9xjAFoPAaEiCi40tTdgau577XTFMBsNDcPMeqDxjVU88Jlj66HuxTogLDEiCoIAFoYrf/rym7QIDeo9O4IlywAvbiKiEgbnyMD4FzyLQ8ErAv0YgRUmeW4CTv51wB+vVfiuyCvyeF9Qgqk4f+AFYsy/0WcorLQXt/K96iizcP5QZvRzKBR+x1pG3aiDKfdbjvmy/dc83vPn+Ue/+BgTL/PI0Pwme9Drue6qBzfA2WDU5Pa38K5cHri2fpt4LX/9zTfpk88/T//wn/8zZXWnp08ehblaq9Y4jFF4tHT1gV9ZsF9UKRNPuf62AzjyKbc7f5HNe+R+ZyLDIM583T2XMDePheD44x//GEr53LW5dBnBwOejwV0+6exsjPQs2MrTd8WTVsxx6K6xs522VtbAxzZ9d5zpN2iDrGaXdoQ2MNcpEIOazPAjEmW6QggmCQ/ZT3/+4qv0lJH5vY8/TNOYzP/rf/vvwE8FYB4NBI3THfJJR4xOdxwzCNTMXue3tbGT/vTnL9Lq0hsU4mFilMzGgMiBUuY3vGBlgd0+qaJlbX5qchStp30/yp/WzPffv5sWbt6EhoaiH//TP/0evrqOtaaebly/ylLe/rQBvbk1bm0AyyZ01seKrin3c0AJk34ePnwcG48tLCyk2/DhEJowseiWQRfAT5+jF0VzWIfC+39YfY5jyWUTq9Q43x8chxeB5+ev3sC/UZ7gQZPgskG/0AJyaYp16gygXrwcTFv0DeXAIFaoGONjLdFiUusnFqyYPUCA9bGn8Oo2JkTmF4ZhZI+fPCDU61L65e1fptkRBATDoRrORLs7dAOGIC0YnWqnM6XB35QapXI+Iyl6bT5Hl5FYJiY9HkMo3RBGNxoWLJdc+bnzGZZSOr7yNOZBIQyXmTn5aafXo/QIc9kRmvzjZ4s4MEwzlwsTRkO7hiZWgyls0jHQx2KfbJmrc8veQ+VMz/Aa3GBEPD9/B2kD8ihb2XXA/CmBj2K9ZT8j3NiXF3isQ0SKc17PdbPAwXiBJXsoQtG4PJdJArzauMzZzugovwYR7XM0QIbry7UWNOD4avfWZXi0H1PXdvrii4eMODaAx00j0MLY6X4KM0sXsJ/A4ezQ7kN/wLuaJl3iNT1+Ob3/4cdpqGsoff3VF2n5xRvCmSLQwc36ciPmFd2r3qVBjk41RRov4IA6G4AlWAYNoqk6UycAhQCLsQ3bkuLowl7kewjWNXwm7NzO+SkUXRXQTyzibsyaE0QOnGQnoKFutrvkt0+Qlx42N6mDm8Z2DngxCcHu7ur34OqCITTjFnEACF7ECH8HLZlpxfBjGJ8YA6+Ywdi0YIgRgQxBHDjv5ahb3DoCc12pkf4kPmkmOhUN4HOTR9fS9lFGE0H+nK1VXy+/YaTBA3Av4Xfh8fLLX36cxmavpD6E+pcPnyAE0PD51mGNeUPqqzLQ7WoPuLObxWhyPKIO+/w+/fO3CJ/jdGvhdlh1NlfxmmX5FP2R3dmAkk+dUEAfc73dtImhZx0Zqkjvoc25H/MJ9MjnqF9WeDULm+wLnVM6cdM/1XOnGHqo/5GOpZzTFcLzNaaVKmFRE3/UwR6mtmO/Mga6K0OcfxZn1i8sZVF0/rafyaOM02vvnU/2ftfra/IM4UVZ4p1unfsxf7NAbYMNJJTJ/2PabQ9a7mNaIgJPwRP6mSLDMEj/1jfEUSEjkain+D+BEe8xzbQCQ9vi/eP06vUbNt7ZA+d7LDNCeWSprbQ6hPnQ+ccIcEQ7Z9bEl/lu1MuKgAfW2nCkseIn78k4VwkUZe9i1PaYzW3niwfTg2cKtM+Yax5Idz+6l+eex4cR4k4pUQ4CJyIcWij/lzZX0vLGm/TkycP0n/7Pf0jXrk9jdVtigPImPXvzPF29Po6CsIXVkD3YpVOZJkQVoYehWVBBsi9wnwKdPFToi1eP4Z/i/XjPvNz2WaR4OdpJPmrfc33zbozIewhysooFZDMtLb+mnxKxDUGhj8wwe3i/YdnUzDS8EtzG1sHQ3A6+AMqK58+fpglGth99fC/NX7kc/UFm73elAfurA7nozwIaHVWYhVeqAK6og2fwK941dslbE2VpCZDWYqUPb42hzA1TZDg+H+wwSJvB6vZlWkAmHKHQb2GF0HKrIlCn22wzXWCbu7RNnqoQv8uU2Wd/+iR9+eWXwX+uUpdhFALhjb3nafheBo1QMHWyHsDKqN8kzVnPUD25L8oL/Vu9SJQjDhxcDU5gRn+9noZrE+kl06cb+ODsISvcSGiIGDBN+sfk5EzsInlr4QZyqSt9zXSO7Mv+Y9275VN8dw+LSE3HHxnlkQyMT58wH7FJJRfxvNzf3EJgDKfxQRa7swSgJiOQsQowBZzE6BrTSxAVgMtMYUKRbBiTEi4O+X5uNhvMKtN5ZDVmAbAixD2KBu8fwXyda90hAIxCJJiPlVBjYsR6SKP2sazOkVAX2mOL4DgK6onJcXZUYh4OfwAFp+sJNX32kscgJE3rASPtITCFi/qPCY4zzW5delu3kCyaovQ81ERsEt5omqpRJEzQ0E4BclxZTx9YRxgLpqxt5oNfLr4hMM8ygMNIKVNNd5C9tscvTaUni2tp6c0am46wVAUnGmOM99cxW9GJ9tldagBG7FI0mYwONQaomEdzHKGhp6cMEbgb0wo3Fm6hMU9IZ5i9CPkJr2rGEL1qkza0+UQ8O1rJtfNovlxPe6GycnKyDrNNwP86ffXgAaOHvRCGLhUawBns+rWZ9NH7H6aPCTa0yTTA6tJKamztwtjqmNuyc1INTu+0zs6OQSwyAx+GUU1fmU2tgZ2IQLiKxSHW0tMWbmFqSJgreHfuo4nCAvgnsJmmSm2kQ0e6Hk0yXylKwgla4vboKCM8Xt1qskaWqZgt5rybKDP0Ou4fpCkcYBRGjgqdc3MtLgQTHtTWcYe15f3QGXwrCx1oopfv7OCM83p9gzn3+2lkahorFoJoZzO8tS+hULlVp1uusilh7nQZxIpmrAewyrC4b7VC4HjuvyovlVZOvzUFHtqZL85mH4r+1X4sq3ReE4zy7PvSuwRaeTcEpGUJq98rDzh3PCYjtJzC2GzNIlRd2aAfg9Yble5NlMYhgnwMYP2jizC6aqYnT54FM56/Pg89TuCJfS22tl24eQslfyS9RqivLa+wtwVLmFDKnEf35xSMuz+K0KDsgDFDl7+vAM84BsTAtfjuyBbnpTrnj5akAPn6wWL69NNPA5/vf3AvRnvmHRmiz5JpC8fRZ8+eRv93q+kbN24wzTCGmbiFo/FNRo0oengt6xBVZ9WE3uKgg6mo0VAGo0Nbhwo2UVqaXRh+dJKH0S7yvKmBKZRKHFH1UKcP7gHbm+Vl5pXzUmB3udvZ2cOS8gpLQoPthceYn55G8O+mTz/5Q1pl+uze+++lD5jyc8BgfAl5lqsWbPcQchIi/yMuhjQB4D8Jft7fRPHQxD82wj7hzV4slU8C7nFWYy3cvJk+/eMfWPHUE0FaRpge24E3rTpdiSXB+iww1aPCpa+VljnTLoM+adKopq6U6tGsArz2HPllKNl22gDevvwOpSNKfPufQSzKU0fIgJdPGeQ5TdqH785QusJy313wbCj2E7Za1u9CMHT67iPAVT/Bl1QQtbDFQI92lG8RKQ6tT20e5DuvoCCwEZdwzBhCIM5eWcCEhUOBgs3RKQI2a1O0DYUwcOFopfJ1OZaGcqmDieIjHQGgP6nzGE3TJfyhdfI8mDC5ggFBbM5R6k25sbuZnj1/iXa4FiYRR7yauIb4XZ27lj5ghDWgeYLO/vjRAzTLlUDIxCgODxSqEqBPQBedXG2miSNXk9HR4PBoaKHb7Oj04vnj9Le/+RXIgTjwMhzAy9nR2JHSjGQ1hE/zqIqB1+VoPWxc8SHsmnJVbKATRrWNCDzx7NXz9BKcyrR6EXbO+402JtIW62zvP3wEPnqYi1oglOVoWoVB4fMQnYrxPEqumiCCixJhe3yXjkh71Edr6U9ffZnWVplzp27zV2fxVGXtrhYH2nQTj20GgtE+WfABpvADr05Z3lOzi/oFy4tTXuBIfcy7j5e5+HMkXIc22KETAeg8OEIQnPfBeJvY3V+/ZgoDgV8DAX1os5OYiAYQcnuM0m18mYVd+AhFzFHBFgrWa9oJF/N06/ZCujQ5nL747BPmsV8Ts5igRaMEdWDkKwySV9tTHNBsB4W4eHeUJrCK8mDS4F5upzneikDK0CufAT9XLl/G4W4MKwlBa2LkyogPP4pRhLnzaEfQt1MsTsFo/hymjYaILGYwuuauwmUjyrmM4if97TBffu/2LaJNOT3TSNuba5VGP4MGzyhscYtlnqyBBZKSBKsCDTBRRjHRILeYK6NO/AQfFEXCqNI+L+93HqMscJvHBp1P8nk4CPIN0MEvjwh8Yvfznvjxfyd8Yq2kyFIuLjiKeVOUFXyheru86FFriMlHpXAryc8+9OjBfRgry9aYv7T9Xj97gX9OC5PtnPbs9OLREzzg/yWcfw6bv0n1Dz5A6PUzyBhOY4NsdUu7DlDHASRnP6Mkl9/2cN4tUijPqScHGn5LWLKFJwvHXHkVO6eTwE8cs5ArSiJvvTUJr1v7NhjdqUxoDbEewuyA4Apm5zt37qR1hN2Tbx8QZfNRzM9OALsWxUEGT5pUX9x/kF4+wEsforkzdz3dpO7DKONaghg0R/sIvr+YqqzOqUUoDFJ/dBQ7S8cvOxz71jsS9O4udMZ+uApMIzpxIjn0et+Zn087DOq6GFA1NjfS8uKr9OWfshXiJisRIjCY00vw0218eTbhz/dPvmG0u46iPJl+86tfMErPQlChnusA1QiunThA86LADZyeRwbvleu3w28fPdKKs2//503q8mbpVUwDPoC29EuaRi4MMW3sQOH168V0/+tv0kN41eTUJSxl/3caBdaZS9MxTbvONNve3g59eStdZrmefFofAvl2yD4I6dSXSSIrsAs3qV2XzvtR0fw88mT6h6uFz9cAmqvf68JiPYhsgAJD5h452AYJftsUq53g607RZIEq7uJRyB7lD7DqfMLohBF6SH+2i2zs7EYnuzx3BZMvc4owbbWDWIfIS7EDGSXpXMCLfLQU6lETS9ZYbDMH78F4qjp5XuYMFYhqcbxBaTmD5yYVDPPq6DUIUo3ZbHlqtYZ7VaOqY95xtHrjxg2OerR3M5LsT2tPt5iLADZHWhy7cB5wm0ZNr9Z/BzOy82suLfrgow9xqttMn372z2kH4TqMuTuxFE/nOU2ZLi8yqbRIks6lKgjlEAqUQ84Blev8i7ryijghZxoeQznAZF1n5Hfrzu2YA89E62cMXrKfnr5wDSLhUtnEfvnNetrGuWp2ZhyFg4h9LM9pbG8wl462huOEgfmb1Gl1aTW9pgPpCHINM9H1+atoorQl8PVhbjzGDL6NWVKfAs1vjhRMAV91DPzLNQA+725WPbA1ond00QmIpIajm2tqRxnNRphUTHCu89TpTrPYS+bLv/7yqyD8Dz/6KI0hyHUqPNFqAik42tiCpiREBal+AAp1TVxGc5I+jSrVwjlxB3trP2Y0Rwnr+G+M4jQkbm17MRpqDed6zFsnCb7qSmYgrwTnHZ+gQGjWxi/EXQAv4VvArB8ad8aDqziuTtPWfH9xdSXmZp2vOqZTra8Rd4Hv9ByjWMAwXjx9lh7f/xYhP5h+/ctfpNnLzpuOpluh/GFaxbSvBWsVH4CweqEHjjLaERIMcgLGryTv5muFYez0Rv8T5zK6oCfuR6+w4may4c4draYsxduWVgS1yk1FtiEk3elNnGhJK8v2hMR3fPddSSbxtmQvDzp5W4bqvmV0ltM+p75DWEGO+w7SnWusoLFPM+3niHGQ+yqH+sOMYoEbRHAoxBWCTn0oTDVZ6tMzxXsDc11piraYQNgrRJzk1XFLS5hzjDKiEOYIdQ2h4sceHbj+Hvjf9ljM7DNddAtFfHIEBQ/FRGbfAl6Pk4wS+4FV/jnLnLRrjh2hOwLThOtyvCu/nkH4PAnBM8FU0wSDJ/vsCZadLczgOuWqkTrosV1N+a/wlzOqJ+2c+0Xmd/wRfj0MdITRk9spzToKknyzRgjnG1eZc75xO2B2brmhEkXdnIf2OEY/3cTL+lfw0I/eey/qbMhUBxdD9Gc11Ji4k/xNIt3/wunJz5CUX03wLi/RunATD3X9ohYZGLh66ObCjZhbn8WfQWdpo7FJE5rqddw14p2Dn+vIukOWsGXP9gN42FDS272PEbqBanTk0LFWdqm1Qexbj9yLfnxFXL+/Ds+Z0hlvfgGahZ/iT+JvDh7jtJDok9arjwcvNGJfE/p2CV5nu9ecv9IErGkqAHQ+AMANPzdMBzHedexOY3mUrPlUVhnLSGiwqFrFPdp9X6ZaJQVzXEk9JEdUCkSdchwphsTPpeTn8Tf/kVU3mBvTtHvz5kIIcjuK61Hj+4z6FpdXg9fpgTmCc0aDhlVouJRBabKLtrWys4qJdC9dYglDHVOvc37OdWha14RSg3MPMBLTvOKcJqUzhwqMSCKXaZg0jcJzY1QePJY6qMXLVEPo2+GoUwhMkW9+OssGmpfrSa2DhKbzhnPFRmCSwJ0a+BhTVRMGpPLx+uUigs3oR03mfzH7s03e88cPMGGthnZ//dYtFqihuCwtpa+/vQ9RjoWZzjjE62vbYUKu9Q4j7A5w8EKwIji1qKitZ77OkevcDgEmtbPOVQNVB2ttu40yUmZAm7r37ehOXzDVUtUTnsv85VHawuTv8hX3A1hzDojRdzBt2sc5xVesUf366695vytdu3YtzWPmquOQMj8/zza8K+kP/8IyF0fEKCzv33svtOkDRr+2Y4aZtgCx0oPXVCmUQjVXFSyD0Qi23xTucPbKd7hJHupuxwvzNhkIgDADAAAgAElEQVTpI6EMHDGfvY92ucXoYhGzbhNrjOZ0fSdWlxHMOM/cuAG+YQybjDrWUbQOgUvG3cLh0m4zPkCIW479/FmAKUyivE1CY8IzSAhSR9nR/7k2CSmfiJ+K7QHhwbqYzpLOjp3H5QjayMW71E8lsq2kUJcguI6j9e1MdkVra/LcnylgEA9KYemTc+eoAxYuC4zC3U7eb19890RaNynU86+6Yfnep/Dw6C7nHY8jB88/YARrQCVXY4ziL0J3DyVynFCUKoILc/Ox8sZ+ehmlcph+JMwn4FslWME3DE2OEfe6Bf0wO4iyyLx+YPBUsQETQCH+POMcGB0J5fscfmTSB2gYxXx45kpqTqhA9KGU5MJUOJkOTROYhOt37qa7N2+H0qvC0gcog5jXHSiN3L2R2wFwIC/qTb1410A70mwb5uiRtklu9YAfZGTB8t0KeD/64Xcfte/0I6yO+LkywI1++i0POBSUV3XUop/az7Te3sBp+OgXv4xRqwO98ZF+nKeb6db8NfLD1zQnQFcGhTI5crcc4QyeQTlUOxLUF3DrifRT0gF9WOssvRw6Yutk+s8VBOHc/Gx8axdLwyB0IRvvYte++Wtz8B4coLGezPAbRIFUXksJsyyZlUfbR7YZKI0iTxyY2EbWyzwFn23c2j4/MlleCzmgFWQOhfYKNLSltYqpDp2eFeh+R/zHNJmE7whd/MKj9Mk5gc+bAh5gBN+GR4RxKODQwg4xAeqtqylrUE0Grc05kS4Ejg4WMX9Ai8N6opCoZRQZdFddWksEOd8vjMIshQFU2eOgwM8pH/M8vO/ll4XPnu2lsb1tMOE5UrFAXVJDX2I0tcEou2+ZcIs047U5R6t0eIT7KwTk86cvYk7EDnall/k3NLOraGwSwO//6R8jqMP0FGYZFBhHnTqyqYa4uYmjdE2XUZcANAsRGW3UR+ZqEnx+XkUbew2+HHUYsKQFw7KT0h45aygdmNXZvvPq5ckYkUJ7YfJ1fmd4hNjomnHXlnE2eUbQiqVo1EnMQN0IEfGih7aK1/OnjwPPRpUaH2XOm/dcAjaJWTiCLgCK8JcU8FUXwmSyg3W2VThRRSuDCRikgsERqzXUMUQNkZ1RUFyxdDBNYCfSJL24+IIRBr4BLEWysxlUwwhUCs28vSdcGoVRD85rTBEMM8pdw5x3ROFzV6/gvHIVODChqVBSnyychS9/OzNgoFVQd9TJpxJ15Avc5zfchMS3pXEx75xtWATgIz3DaCTkHexjBQf3B2G8TThqndHHNo4+ljc+hnJEW6iZe+7a/pkrl4JpOfLthQA11xvHfgoLwI152oe8LRzjdnGYso3Op4o1iHH2N6ZG/E7QlgNE8CuNK8DydFVhgd892l5WVRKM86hyiKt2W0ZHN1/ghg+1CQEK9r4FvCP5/ltTlPvWp4E/n4Zg7/hO/iY3YEA2mEtMM8OiTQAxlGjq5KcNaDKLIt7LPLNteYBPgxs7ec4sedvioJOhu+3J36RV+1k3PCDjlHxWVtHCZxWIUop3pCGPpouOsW6dZ4Lv886jypXsybDBtpn+NsaA2Fxj+ob+Ie60NDmNo6VxFOdXnQ8dBTaISKRVap09MqQRYzb4jriqw7Cl0WPmt3SoFO5oZI+kgKMCJjvFxe0zf97Zbh055fkKa3+hfNEAChBH7G5upbVJHqLFchx/qisz0wz0jI3B6pqNBiZ6FFr43AHTJCrIvWj5bnkbygbvC0f+p4wRe8DvPX/5sgOaH34qrAZy0glOvMq7++FPboccztQUqUK+j0VWmF2W7HSZVganaHexEDoy7yNiqBvRGAtdMO3D8lajboYlmlpYT9sZ0AP+Hw7td99wakK8TGPNMWy5ZHodBUnTv/fbuPKjAKVc1qLu5j5dzK0fYiESjZkyoHtjfzsyHIB5OjI/wjksIl3BpGXUajNuQOI2j3BFGiG/6sc0ZSnaYw6cQtXCwosxGgoNWKIDEJEjm7H/KnDD9EdrRh+LvFbUzCS4UwHQ/HknIggLhulacxUJU7/zuCD70rgaJITFBhnhUY6gdPmaTEKhLINQgGhtGGEEeQTSxsf7iUZ1nRFZI+1h1p1hOcC9WwuYlojq5PwyhOkIEeoExizMhKnAFQ3LlcfTlOG3fhKwyaOOLoExl0thCuw5yfv8dtNR9TgfZR18OO0hFGycK4zYJ3HeGGGaYZZgAht07NZN4udPTzInN5cmMdmd4Adw68ZtGN3VMOc1sUK4oYkEOsS6VT3zD/hojnRmO6hMZFjDmQ/YbJtg6AFqbtNor4DcPzl/Q+cQiKeGVcPdxnphpvtIIRmB1gx6QRqdn2UkhUZMnQyCYzl6nTonPc6oq7d2PcxamsRm0ILpV6I29U6PRee6e/NqCDU9w09QoITV9avWAxRl0qDMswxA+KxXxjYiOzrAMe3lPXulyoAdV6au12gL+A6hodiIiPJDQByyEkATL/XQrOu8YB1npuYu5Ui4/qcszadT0gdIEyYjDGod2NvGE18HP5xyTC08rHfRsu0bo/gCGLo0M+M8arEH5F9WeFFVKZ86cDtjHIGm9kAq13FxwR/xXAsBbf78Tme2mDsGaYGPjge2u+9KqSav/cV5PuS/1b3OW53ntodll/c9xjWZ4hhtYOHc4PxMst34OTrXDCrzbTbhJ2Qz8BP6evCNBuYsnWERcYE2p2t8oCANx1zQGzHEq1G5PEDGbZ7QOf0OZcqtTumHc4HhvscwxXOWjzRE3Kf9OWru9joyXnB0NCp9wVqCphsNvsQ0WQ9TPMLos0P6SxPhcIw/SjjDIuRN1nUCJdBudMBqjyNwYJQwyJGRb+5DUZfITabOxLsZ//no2DdzTrkePAe4M/wCfXGSfznClt+bFIrec2WAyoXxxVkGxRN35yMCJKf7TBEOoHALlzHIj6hXWB+Zo+7qZl8JHLvkOzGipYJlxYbtERX2Q4H0jNa4DFgzvCFfeC/aIup4rt6+UCVhFWcNBmZ2yiHwKlzONbuToauJNK1LZ0f0KUfyyoIW+Z0qlEf18l4/DeV0baOBEoAstHNopRvCuigeTIKsMI9zv+uJcAd9CXv1rF2XfK/UJ16s/kBp8U8cqWCo0NlmxukQfgeBTrVoC1eptx3tqzHIAo/Wrwv4IlImMPmOsPmrad6RObu5hg+01Y8wb3mJZWtTCJc6TE6CcxvDExrSvVcjKegoQKFbmIEWdFNY0is6ojiAyXl801GyZiSr76+8y2mkzmvzbyyz8J5eofAbQjOJuW2QfMxPYuqnkFkE8hghaddxTrE+ImQfs+8IwlKnpXEaRu/vS5fHMVWzLIzWcIOZ7m5+MxNoZzgn0Yt0hnAdfuyXzTfVUB3lC5OdL44V/F4Lv/Xz3BQHrqP1vcG5SkgXBBN1piEGwLGBbloIGwP5HNNBZFLHMLZBwhXOTE9hcsRpjNHu5souzmX4CXTfxEKCUsL8mlxiC8HvSHGKEaOj5nWEiyPier0Lh5BVTPw9tN84o+LtaKMCtyB5Hg5YnIcJOgRCZso+L6lieTGHrZDWnOZuaMcsp5PIDaxSZ66+RYFqloberSPwjYm8i6laXAyqRYLrEcykV2amol1oQkbyexF8xXjzmqsPmec+gokoyPrBjyMFugMlQOYQj92n0JE490I6Msf5FEyOm9bTtMH8lO3oWtMh1mw66gF88MKPbzcaCHLoJOLIMyfVQLHq7h7mE/QDOlvsukb/UDEbYkTv91vMxdkldc5y3lGT/hrTDvaRURwtXZvrHgL+7HwliercOQutxDgmhGtNxg/MClp5A1hgfpzOS9m+FwL43LHUsZRfjsHQy0Ucqw9X5zF9IUIl3ApPZ7J3XIiHt6W3Pel8p5x7VDEydd6ThwygQB2cMLrlGXoWfQLfDdYHy1zXWUPsCHEEQZcVbniO/YbnDjDsBw5EFJw9EJcrUwyWJC739DuR4Ei5qjzLIEQDBK1U156bPHparm3weFTd96JcR36eo4My0mO0xH4G1m2I6QK/s7K2C83jgwGfMhCUfGyC/j3FDl+idY8VF8fUzbncHiwQ6iwuqWxQjgy8Tr850NGjSvnslJ4C/sBayfHDjtF+0HVPbCmLQGGEKz1I2/Iknfxiq2WutcitbxyEv0wLpenqVaZCEKBdCFTb1Vj0Wresf2zCpFZCKlaHwGsb+eCQc/1wsiA8reMPqYFlKgxPmAfPNI8iDj79hbc4DofC43SCu3FKa87xr2HRlR9o5RxHLuwB++Zm3rdeD3LxrqndEb+OiibUl4DZ8lQG7Ll5SWlg8YeAfSav39C7fhOP+/rIePA1PfcdlDbZSEa5J678ilOLtoPTy4bf1VLaG8K8WPVQIi2sq4dtL/EG7K3hwIVGpgB3/aNMDOU5zD4iw40syqjUBrexZDxyoOisEoONxlGWbNJ041mspeaRwtRRYg3FQKeXMGlJ3SSRFZ65lGFWy9TRy47geydoXfp5e9+1wrE+EgBblIMTP56heGdqQsKaMGinBiEYgDDjzka5hywNmSY6kAzAgCDBOJEo/5O9N/+O6zgSdBOoKuwAV4mSaMmSLdnW8dLu7lnO/PXvpzdnzoxft62WV0mmSa0UFxAg9gIK7/sib1RdFKsKXLRw1EjgVt6bS2RkZGRE7umiJGoOC3Rqa1T8Owwd9ZlTjXu4Sd8gaheVIFgCj0etorvSFmNFgEr6xpd4WhReO+jqWwAgiFDwvC3ZygLuOosvtpg/XlaSQeOdTebNgXmFRTYOPZvndYfYgSMZBkyJrLEy3AVtOMV+aOfo3HtxiBSLbSK0qBQWKllpF70d8Kp0JC8ccXiqoCAzlqsmcAVf86gxS5aHF6lA+hhy9spHG2vyhUV2wqhJF2TtVbia2AaEAvQSc4MP2Mu64vGcaE1hX6O3GoWI8NNfXGzE2CP28gRvOQreglmroiIBcInFIOLDn+jBTkFzeceyEbblIa7SI4bog48kEPOQjDDpbiVw0CUUJnFg3XhCccbIAlWWvLmqVVA2br9kV8JlGormyTx7C5UIxGUbAN2l0eh95qZtw3cOAejowgmFo1ATX/f/21gUb4dbvSbW3ri9ByvjCnnoocC68FIsOiWMwkQ8pYsjFbbMVezRg9Kfb/1V9D1gc11JpSf4u6hO+BqnGfT3jgKKH36FHyULP8b1NXgKO9hTryauNIhFZ7SYfW8/BKtwfMGofHzMu7TIx7KJw5BMCBNpY9cdCBWm9X2Hnmtc4oOf6yM6ttIxC+4wGKyV//2Hfyv/7b/8K4tIoQX8Y6PdOxCkoSdXLrAg1vyg5pmOkl7VLLKeIUZI+LTHGnlucDE/oAy9KC8+SHb4hDvIin80HPUnXPAY4XS33mjzHw1DR3NYrocv+PEEL3Ew0h49bxe/Pv6SXiR1/jq9RI4vABbpEcetq7HCXqwpJsvBdSpAjzMqnJLRkOKwXI3ro4lbFs2T9TjrskJe+QZtYz99hKx4N69hGc3LrXYZkSQyzFSVl54ukrXO7NEY8cAW+cQ6/YCtmW///N2yT0E4umT9T2XnVcOVJvKg0AXU2PVL0gbfmZ5ZswzFO3YGGZy8O8qiPLbe5RqMJvoZSxodMcIQMqspIxvmMQ+uHx0Ny0w+dirAY87lAR9vDt2gE7THPH+cMEl+HG53emRvhw6K9AOXbJC40FvZIh8kf0UnhHouj3gAj2nFVcDkp4O7N+fZ4EgKSBtNFF3wDnKDMzuOCecZ+MfIWqp34D+cCoF+yXc2VOQ782cdUEZZp5Vh0kLo3ViZiVCNIztB2t6HDTWTNaJEp+6EkE0l7RnW7oszId1qmQnOnBkDK5DHr/J4FIwVOYawSdrW0QLM5HyvBaIgqhAquUTSjMdiCtKxFCI9HYEdi7pguLg1i/3EMtAp0wVu03rMMPr1S9cDB4e2VUIecSuiVjTBBZrhbkEIk48wadcvF9eJkawu6SzOUNrgwMwTX01Fp/LUPAuMsOYfwA6F1+9Kl/jgR4HszwAlsezKXWGh1Po097dpRVpYV1zZT+PEPcO2ziwIo6nAolB4X6VlH3SLPKQwFWPeDQ0e4gJ/kn2HZqC9hYKD9Le3E7gaDmYRVjXmxymLUXlWGlT6KXlc5e+Q75xSFtw7hFcpO+R2yOqmY1q6rsEQTqWZ/AK+lEWcUAbAOCcaV6AFHrnaXv6ykGwNa2I6h2/z4XbGOL1NuigQbAGAT9oqxqT2gj00wslfMaojvBhtqrSK43GdShIWNdPrLt1J4T5aV8q+yoEztvPkq5jTpMY5RF4VKi1/yq42IkRM5QB8yF/zyCv0tVXtYTL6mW8bg77DvjHMplIaoOhzntdSjnOmybf3ZJMydLB+SAsaw2YVOJ1gIrJnbi0/6Bn1oKISaVu/HWVayEuUgjCVtrKMdVswUTeJZ3EDSpLxOLVimroBX494DytITo7Ij5BqGAWOtMywDofPNuTN9MhDtck93zVVbPjVnR0dOhoqStZlwgMqbWkp/1T4DQrAqLgETXhNhWgKmlibE29RBYKu4pvPuOK2/CJek3ffDatA1ewHP1S6pBLTX6MicZGcSlXlp0QzDOgHOqdME+yikGIFewPfrXNBO2ivCXoGeBWT8Wpa4UleBzQYoHiUdShCPGxMKj/Ew8ZkmsQr7XqfQM3HiOI1tHQyqVj3AnyPkrYs6oVL8oILsJhKYK+0nQ1N8ojl6LvxM60K1WzXfNVv8gqemqS7dj7GTfrX8Gd/yT0Ekh7AMK0gEJ+gk2QSD1MMfKS9eMlr/EYdxM/RRht8+vloxCFty8AOlCXoSAAYBt8oq1zjEI0RYGjEOfFPW/eE67vGcGIRZyXwTco1fd9JK7AApB3tJXhIfekuodVV1mUwjSA8z/YQ90xTu2tFdsW3DKDYNaCtHDPh6mhvpOGXk7vo4Th+ijFT7oWWwxYU1ginulVNItQCC+aGKZMwDj2alkwX81yOMRK2S2MCTcwr6YGQJjMftoVk7mq5k1YEaX5QOMR365t/DiVrvClo4+ccGEJFcluMcWo9J/PAsjCtBH5YkBXjICECoSaUyShIY2hIGPyZB1GqQrC2/KQTNTXSTtz98P2Q1lG6aYuHhA9/8t1nFY8tUfGKa/Fopd1lBbtmfe09lD1KWFYyAG/2SmNBIJ+m2Gd7mj39aBQBz96bOfRPE+VKXNP0TzzrMFct6+gSAUv0gzHI46hxU/EVjswbW/QCdSPwT831pDUX4M17ihWZU7ntsNBvi5b8EkfoynzioxCu/qZLZGs9OVAfR+I2BqQPj6ap5lGh0z2Sxs/yi/yQpxhyA15dQGYI4pMXk9B4J7MmaAiP2UBRoCYfeSKZMsH52EVGFNCrZb5Pj3zToSkPkPG+bk4EpEKZN5tPHTSqDQv9Dxx+j3ybBu48oYxNJ4JII6uu35HQMI9RVrTMQ1iQft2N0IQxvAXsE5paW4BY5s9PbBdbKvTMZp9TBH0P1UGabg2M88qpe7YrjUO7qx66IiCMUyTR0ICWSWft4AX4SkGiARz+8YofaDRPyAmFsgEgZMhU49eg9J6bkqScjaMRjsE1xyg1v5Up2iFhsPkPs8OCpg4CTSn0mB7W5VXW9NCDP2GkyiHhIaCM0MQTgMnNebAMJvE1mOnkY4N0MAAOdKun3YFYk7eAQYaCLiCcOFvdYusuQBdZsxLptNKHLYZ5BWyctRGDwsCqw6UuFjPv7Mxx2Nr0AqcREN+sIjHkTmDljmVi4FE5MV1Br1pSRjrKasKE8KcsDJ4m64vf6W5ZuXPHYKOUawy5VX+Hrg8Z/fNwr+Al5C2kpzHKdAdpuC4m11DVmDUvUacjLXA/A7wWfJVO1P+mYWSexMS6E1uEw66NkoQ7bguj23SYwo9KHTTyI+RL9VcHdajYHRAZUHfdeus5HlaK4F/S1o538ha0oty0Q9FDC/+s5yAXSXnSou+44GOearnoKf4wZjw2+DU1f/EaPwEbrnfNmu+xYwrbshGmtj82zixPT/aUVvbcbaA7VH/ECPRl6oL5E4ajeF2HGB32sDsvMRVcbsKvq71R5BSYytwlZqo+6eQb0QMxq3uwdCgKqmXY4RUFya6cmmkyb1yHrG0TOiQxb+tRZIAlNN80lUyyFN8UQipMbUkl8hqZ3DkGC0Lm87Q7e1lfchbuez9hSILAcwzZ23KzHBTI1dT4Vg4rqVMATfkHHiq8ig/5FAX/cNA1DrvhXRqoRPoweppRoY0aOB6CEz06Rb0MgRF/n7j6E8AezmLHzkSXEeyIlii8Jc6JpiRJvfaiQ6mTpnmJhygOrYXSjgqA4iE/rgAXF7enufpUyT9A4UYvlTgqUWlHnYwWOE7EiQyKAu9WJF0bhRBUh864R5HoSV5MR4ZzL33sMacXaLrHPCoJ8+5KY7OtApV+wtdId3EIRUn4WIVtviJdQ1D6wJh3kt38QD/taEQ4FWGBgcchi6YsG1vJ4U8q2ipQy9uh/FjIZtqkEwpZTci/xuG1OFXMvLE+oItS9BAi56jMg2WzwFSO01A2AwFdecbkhdM0oWxp40QaKE/ezB/JEYYa4rt+aG6zJ587HK7qdQ1C3/xLT+oZzjwK5urmXJ/ufqe7EASqIF13pX4felOoZsFysHFGsbAS1jOuXYTJnDTjvM7xu6/W1btwBHXlhBY/txE2tJSGgKijJrzHSVTY8oZTKvpbTt4U5k4Y/RUm885R9knX/MJU0Wumzvkd0z7kU3fpafnauLfTYAPAveKGi/LCtsnU/nb3isLLOehHbBs8unw1hkNd2CTvpZEimsChgee3eawCD3oqJDCmbcMuhDhOCkjDKDizZ+u3/GJ87XyMn/XX8gtZ1PibtvkLHKCT/s7d2rnx0iV77KsM9broT+Oi0U3xIPfibxppagcJXKOjhdyDJ42vMZzuMV1JmYZcAk+FvfhUhQ7UJk/GSZzP2NYreDvkBaAzdeVhmh6jeK4BcC59jrrkOfp3yYNmj7UiC6TvlGXQAbeAL0bAk8+raeC14A7lbZNn82Rc82CHzzzkgrYGyAQLrpFhTYm4lm/g0QD3XYUq36lvotFLXfIEPKcP1lhr5c4EG+fSUx7XyKtBb+phlAPCS1v6S1PLNcqKcpWXIs2IWcvGb/nGxw6Hpl22fhvGcl9QIWLsSKKxcKl0UF7CfYyiUh+h/W6sUTgujzn503x6PseAqaaTnc3AN/POaF9F8phMKFQ839lhGo+Wc0jFyzmoYkGUAdrZiudv7aFTYclQCFOR5JEkWYwyqRUnhpkgVggyCipsGdVhSBiVEGeIIoCgLbZhQwi0ATeZNh2vvFMwOP+DWCG8vV22r6FcFmiJOSA1D3ViOAZcog9LcIebNBaOaYiFRldSDAUvfFf424PSOASpn8fRkrMQnjQpQLbCGhUa/tBFxPc8aQ7blEeUEVYt0A7D1X2GVfbhtlNGE8zOPozQR9Dt2FhgP3qHMnAoW1URihclxyGBohSL4kJNQLBs8NhqMlzd2iXdYQqZkTI2l/sI4AHCxAUt7hYIKpNHeJWwshFhCa9IchGicBUarhS3LDQKdungMLv3EFclBn2AcwDB4ix08DxirUTEIWxQWFvy8CjG1Ne1jOUxqIu/tFEJhUIGsiGkXTTIoI9bCW2bWbkus2iQKMEvNgAq/uRAREgwblciMXENIR2ZJO+RBiNMLHyLkxL5PkQ4uZDNhXDCWeCAGY99VGiYbYqEnqFCE/iEcWX2AusHVM4xF0u5xdn/+AUDAcUGpopDHjV9p4pUaC5oUVBaB/yujWTCo5hjPzr4y0KemRAcCkhtCaxt+Di+9XO2mjJsaz3o0fjwOk8bKEusu/j7rVsowc2469m5RufoVtlB4Wlalqlz9Z4ZIP2DiI2AivoEvRSEYua35SVJU2GbT/01rqfxEo6Qo+TduX6IEt+6y082JrQte+WB7tYXsh5G7jB+XFajzXcUIbTzRjUbVO5QecBhUsqjQxS6csrGiOEaGV5xBGJ+K1TlJ/HhJfKhzBqOQtJLi3KgbCYpdJGr/Fj50m/xzicVvu4yIahE3fFTurpGxIbVXU5Zs3fuIllxC1kBTtLF/KQJ9+bDdxstSc/IB366R2NEeaaWwojHsyp0MVSha6KOYvvl6uk0nnvuCn0buF7XeefW7eA9G22XmP+fh489aU6TdLJFaf2SOyrOCU/qnDXR68XJPBl2XKGfDT3+RQqN7I104NkqP2SIShcbIdLG0RydGBCK0yhV6N6n4RqVXDAXPEEY67I7duJmRnIbolz+pJz68LZ8LL5RPjBw5ttvjd+m6SOPZtg29hVfGmOnCBWMo640P6hTNZT5UBIzJ0unhwu53F6HC9cNxQiuU2nuyLJD3TZdry90wYDKT2C1W2+LlYIKhnEZmlmgXx0CCWTJoQoCx8oAvhNGJaDiCWXCuwVqq8ez4oUlQY5RYEcwsT1+ukOxZaC9mEbkoidrPIKYsaFClYjAMDV8+INxLCVqtAVnj3nPBWirlzn+VIHMKUKgreCLVqR1mgIVXmVBbBWbICww3LXFP5iRfFoYCjFzOo8gD0FmHM587KGNbNllz9vYEV4mgw5RkG5rwV2FEsqY98Be2FCBzmYo8H2QcquL66c7biMhXh+8PZKRUiHtqjQV5Ra8Q9gat8IFTfBXsUQrEkaKvICHAsF07TWfUgbm1fI7aRpULm6xYitkxdP8W9oBC3oM2NZlPkIJE88GpcwYNMMuh/bkUCbyXtCPljtbVw5Q8rsOB3NxRjCvcaCBcCosAptyh7l20otyDhs8CRtx8Ifq/JqeuYSulIUVJVrR5NdLFcRb45SAPAwVZIkwCog05lC8I/0ahYMcHodCAhRz5wyMYktDD6RwtanXKloprexxJoFlD0rCMd/zLHKKNCNiRI6yzzRU4nUEoPLzvMP10F76euKfV7s6JO+QYPTSA3F5p/JV7akBFzron+6OPKjql210g7cL9haA51Yc0/NIZxdbCtusSqOgk0OkjtEAACAASURBVGVJXXeR30mHusIIgOUW+CI44rpLp3mIlO7yBtgEj+geAs16CUzlhem5VsSGiVLTLAR/YOse6eKurbsNBLlfmAu8a1KBK9isn45+mGt7awf0Tn7y9juxA8J9z/aoXKPQ454Gq2bldW1SMG5AHP0k/3kITKQLEpaneJwCw9XZIfTpbKjUk//ke43flmPyZNQHyw1/GyYa3zO8dMmwji4s0Uu7REPENDzyNQxpSwuP/ZQO1TQNqOZLeIlL2taGyge1PDosqjIfloO0Mlw2TNo4Jz4Jp0mCMpVaposJRQw4Xh1pDQMONkQAG/PnyvF3fvqTGJ25RA/Xi59qw7vSSRimEeUsyKyImceEW6HTWHANlXxdaZAK3TpSp+uagFMsm4nib5oxsqCMMSxMkXwg/l5EJR+LziusjbnPgVbvvMM5+rjjPFTqyhllUch8YFpPzbPxXDvm1EnwMfjqrr4LnSeBMOZDulseyVO6Zf4iED9RHuB1csSZ0hj53h46lBjSz46c68KcQ3eXkby+y2ic8vUBZwD0OXTshMsiAo8mjaGCr4VAJYO4ImQL4B5DE53rXGHJPK8DwRIulAGVoW+FwOyTyeAJ3mXkEASQVHgSoVbwyvx+eyWpJ73JdMt0eeYQPFY0TcZJBZmCpFYQlJTZNaiVQYKS+Q7bkFzJ2mHrkVdgfkVB7aMkb33mmeCXmS4gOPmxnyByAxRxnpRmfpxnF6YCRNDmz4aBbBFuFioVMfb86W5PA8Gp8bCLVBjtAhviT34dzrPn6dYK86ExbAzxCAPcrPSDDsPTzDdv0WP6ijn0Hsr9CGU6YH66jj0E3xubf5Q0rlYeh6xdXSVtZTWVo4JNWukmftI67kWHzu4ttRcqrdc5QekYhjGmtJauceZ6wKqM5X5r8ZVGKhOnMSqviI+EawQbDYfYtkLch2w1clHZ3a267YIEoHPlDYcJs4dkeRyy/8gTA3Oqpq4VMEY1Ht5iyVhZ7VXKTyGoLDfe1zjJSiOOcT49AtaRicgL7oErrCrTZ7o53GqcritzrbCA9lwDRyScK5zrcBocfPrqaxx/6Ry6Cov0WXSCcHB4DkUKUdxhIZ2FJT9GGqSnfyhBw0N/Pmv9cA6P9BQUKuHFDic1IrxSoYMFWJM3aE0wbHNXje8+6R5+fDtlZk9tkfnqOP8eDw8z8iz9bRol7/78Z8STB084+avO36KDoSM4ES/rlQrZhc4k3dQJ+HcfX9NU0JyxoS3fnnjoKnqP+zSPOFFa1fYjDqpqvtM9bXmqR32qcaAJL1H/gANqAf/ePU7no3fi0Oh1dxzQkHGrpodMyXviILyRUq/fAVQY0F/cbR7EFByBXcshK1nO3kWx3+dyJojhNKPVSSM/SF9plN/1rf5GORDmmEZrhTUS2qYZD/FtIFm+UAe6sqsB5W4jWx6INKmP1olqaqM93uFhecr90G1TQ5IwRuG/74Q24dw94WiOJuGLQ6+eBhXu/pivoclkcbAszEc6+a1xjUWsAocOLoxb8TIrLo5yVGudA5ds5Fpa2QAwTU0O26PvwqS/nKQxLctsjZMojSM9tFOhW2fqdFGDSMQ6+6Mcj7qOc8WfkiZ4wJMxMML1ymQVumUtNC9ncvfVBqfdbXiKXPAHMlkbWgYd5C3wUfYrS2onj4YTGbLBr5t1KlSwDQDcfDSWayr0WKnflK/lqclw9uZcBqKJhqwnv4GD/pEfJIbHSa+gF1To+zTWH3BY1a3PvowGxx6Lp5eps+ZR2D5d92wrWFQ8Mt4yK9utLHvMXd25zc1lXyGQ7CHyyDhWOLv+Do3Z+uqZOGiYlZqpwK9WMPwUkGFUGBjTijkSVj+vuBdQZYn7MJO+84Twxs6C9hrFDCPizhXae3PEIg7GYfvXPsONXzpHBTMMnPfhxpoBi5bET0HsTQrRIlUWKPR5XCihSYXuKlNzJLMpMKIwUR7mNRo7MLi3ISlwPePXypMmC0xbpaqJRVvBBCQX3A3uggUd93d7ZOIcuHpARQz9ulKfbrD39zr/uEB5dChU82Ahx+pvbm4JMQWu1c1eOJ4yXjCfQrjmy2FRcXROSJSEaRmYvlsWjxnSV4BLZworYLhySrI0pAlG8UPGD8ULLQkJ51K+Civo7W6APRZp2Ir1VDjPmL/JYTOeuma+reAhSIEt3WKlPUjs22ixHMQXv1CC5MHSlY42nrT1j14VOQ8j35H+krfpgZd5F3+VM5H5llaKmmokT5jGNv/BEo0AV3ABjrxQdkT66u59FHmnvP/euzSupBvhqQLGMSlNzBXTqDONprjDL8qkQcNwoqRRNgRf8e5wfW++Tw+bRV6UY4YRvmc9iLtP/a62MALnJn2zTfYJWOOrpD3ERGGlnO0zzO4CRQXM6jL11QVoBLf8lW7S1Wtdjykz4UpacbTt67fxnHZLHHyJmq4fwTQxUsL6DEeAsq4aL000ZvjI/Oie8BztCWGkW5R3FFsodryC/y7D/x5Puorg9SphRiAZkUBmANDRiFhUS6akufwa6QAt6UyLNdIzgPW6NmxsxJBN6HQc624cmbGX6nqPhiHwF5Z74QNHPuq+Y+kirxAXuRBlF8xlIQNVmcF3SDV6WJ4Qp7ywI6PMQZXHIUbyc+4xlxfND788/OKQCrBPbyzd4qWhvLwfK+LhFSoGMc0dj3gCxqqszPKEtLap6Yxc5DsxD3r7YzmEXcOo0Ho2cqnDXkDkxVYDRjQ6HbZjEa5yFAkG/la9mgd5shqBNW68mdcwxsU5doAISBnLd6wjcSTUuqKca9wNEuXbtoPcOGD8Nf9B/6FL/ayo4UcZBwfTuYotYshdhgGIaDz/xRMoRIg3f4LevihUlGMVhuFMz6PQPeXRQ3aiU0S5NGoDPqaRjZ4zoyaRthAiSQJ6y6cfkXbUL9PBCAfrAL5RVkIGSFxlrQp+he2ZB65PQo5EmSKHTb/7mENANDHXiKdzq69z88w//fzdcpVVygscluwd6A7EWkmc8TlG8GpbZAtU5tjHbS4wWZEakR/CXgUeZ4CDsMvwrSBL7KVGdMYwWlV0ET1+LLg0hp1m4nYkCLlOT9zhUYe2XOHunNuvf82tTAyHqsBkMvlLVR2GipXMYcVoG6u1JnHICiAxLVCFoRXUxRYxJNSKb9hR+JqJaOTwKuNboRNO2sLY5Sove2gW+PbjG+WDDz7gWtKbcda5tA24ja1iFKZ4aqtQh8YaglEgKLA0ERZGFr6nIikELQNhui0xlGRqI8MLYqwshaMZVsb6Gb+eHKcS8MSvq8uXOcp1sdy6xdAvx7m+/co1aOSiELihAuY9EoCHpQf75lnzoEKX6v6ahjw0TIv6ppI1DSuB7GBa8tQSQt6LOmqFbUCbmjCs7LxUgVPL2DybToQXDZ7sAB3RPXSEYQ4B6fQGa8/LEngFf4OQhw8535+wiR285XdkrbJN4Nhk0SCRlgfnqBhpu8E71BcbQTx9GjPuA1b4mi/xCngV3eF3AJryMyw6R2mOoAWEWrCRaN6g6ClKfUGBwc11Lu7rs4hwncajIzYVOfIxBTZYoUAplSCYwSVapau2I0/yZxd+sVkbJCCMUzvSXhPnTzTv4cCP8IKn4VeVo+V6ihyxelpCLqTVSNd5elcd5JLrTAbHV6AfPZa1Ltdg0gh2XrSpf2IW6UeyNtQDhInFS478hOAkYHrbeTlGhsT0Cco9mpTmIQoCGkKreOXHuVVNzSe4JvMENCHymBnsbtDKtK2LyDnC7jNapr3CAVC720x30BA2nYgSMAiugaZpco5ZHKpp8iOOOChDdVG+xX720ITKO8cEnLkLbGvUCb82cIL+5s+/sEFBm8dDehg8ZCkP9YEdBo4BOqq3sWhDnWYLo0PRGCfuWf6wIUX9k7GjgtTE6wpw3kFO/LskXreumqZtE+ssfCVS5MWzGKSGxTjJrvfdV9hBj5Rd1Qn+Z9aZDs0OV6I6dbbBjZH3gb9KXewKP9KwQVzp5ChWNNiIX3m0ARQarzaU5PUoIVGU3hhjQ4Gox6HcCaFec32LIzMu3o7pBzJpY9DwQXvcLafYhhtv0l2Xik+Xy9KOaXy7rmeeqfEuu8P63PVxcsJUjgd77TGvj588PI+Mj7psD87FD7EKlqEte1AelfrKtY2yRuujSzc4FhGRToz1M0x0onQDaQ7HAxmHoCsC4wpd4WUldJuAreBU6MteakGGLTyHw6YZ404zxiYfHGzCQrgBIwvkY5W9zxus0r/ECvF6SEhlNHuHFtBQUZBmMFzDAONpyByaZFI5yvB9aNNnHiOubWT4stMsINFvkmn3VqoSF2ZVwjFPSGtRykkDhY7L3dzps0Jl9xk4vA9ot1VpLGo+QunUj0q7wLPBwWHqmkKtJMohF69Z8VzAohB2O4Z2hHsC9enlYfJtEwcbkO4ChJUGHdBdwF4mU0uk5w6JqaZJN4Vv7evK3GdjdOyFgKuGqhe0kl6Vb6ReUKX5jWABo5JjBKyGytA13AGHDUWjKPIAvihD82GvcIl3m64x3A+fRHzAtRugle4V1qRfRGuDL/GJK//5iFuUefC+kBO7SVCmuyVM9ZqUkHah5PmwN0FbiDKuQlJ/xby2wicaVdNBh4/wE7O05UeNaWV+0tbdvPlojJPv4dC46e4jd7TkPV+Wa2OA4THMSyhV9ZILlZQHp/TcnLevUn7EX+L6NOZssCp4LdPhI2YN0tFTzgyNZcSyHeGedeasbeM/6gW96Fg4yEjjyRHNRes9eWq46mnQPhNmlAfxxgvchvg3eYkIYzifAcKHeUhTZV2j1JuCn3PEiiBu71SWxcgpDKbt4SuK56T7EFIih139kiaZUrUNX7smWbct/azXtd6IYfLDJFs5dsYMkUhXcggSNhBsgMRx0o0MtHcbHaYhnhUff5MWQyiZp8Yh5au97TRZljGS26RZ+bkipT/UJT8ZZ0T9GoK8I2fq4l7zVV0rLjWfvtsB6NAA9uAxGxSuHbJslPNdTwKT0ayQDkHVPW7MazIE6XBWnytFXfRAHynwdg76OFa710Jwb/pggkLPXt4JN0lZCb2j2ESdI7E15HyPDBinhIVQS7KctdtD2md9mqpP64Q8gmvT2iUPuYI2ht6doyNADGNhm0+NlUx3CTjJJMnTr86zUhjg3n6y5Z/hhJuPboatBZIhKCYRxigMjqFd4IdbxLMlBrV1SxwNm3FqTF2qEc/006X9nt/jbrprprlX36f7FUeNStHhOYcRY81Bg//TQfn+QkmDfMyLvGodcA2J9ydrkk5mNfOb7uN8EhFeop/kVUUHWQ2jXfOs6JptMu9pG9r3Nm/OhvBivvKV5+jbONfIW5aD7u2yeLFUvt3YloFTb+Is7WJUIgvj2036uaFneUvjxFf842IT8mKeQsGbD8ojw5vgd8kf4nGeER/DaYuzOsXRSXvss0zmY1aY9DOsz/Ma66GPWlVbPVUPSeIlWkX62FGzIYX+NC10XazIn1ex4883I0Nmsg4FuqfaITtX+CrM9vfXygZNY5WegAQJ1kRyAYuEtNdn4r43hM08paIkfGb2CRsEJfSsIjmvh04eaCRUJeIwrA0G0zGelT9PQnOEQXeFQTWRGwgydEiPsMddiRkCRJghVOixh+1KHkwKl7TTraY5gtb+jta99GuYTZyjYIisbV5cVDPLCC/NtPf0b+Nm2Ag/Qi2DPZcdjacGZ3G38kufl92ItzJBvnBb4rB8cchyMQ/Srk3flz1fiV8b55pH+fj58pOsZvzvyih4b9y4EfcAWB4a0/fVxuOI+18Mo6wPaX9T5W09EO+6VqnebGYaKhXdYzX1i6H+jcQWpzN5hrB+K1PNg8rPuvIat1TauDK8fi6yTaObxngvixEXH2ntI442rnyPY89BVTcfw2UeEv/x73RP+5viv4Q3tOl1y+12paODh/5xethD1OywxnZwFTc6WOWvzhf/7toKx4vqQWCR7zE37N5JZ8idC/AsbN9jWJ1YHqzCzEMMvdNOBrgKX8C1siVCFZ1KLBGab4bcF/uVkWXo4RDRjGo5m6AWUE3XCzicMhCuBeWq5JgfJrfCiCEX7HZSWdCJc9tOlhwWsnExwmo/GUcGSf+2Pa7UUmEbJhQ6YzfCi0IjUSuNDOctYRZg3VZCmAahxIvSo4jNzggvYWqElyZxze+2HeGA8yIm8+NcujTw23UBCrDzWsAvku43FTcaZSjyKAPwd6FiCuHsFWZa8kI+SddaChni5bMTX0s5qjk/aUeddXLyHFPzOgpU2asKwJHrt/MmT3mWuItHZdXKY1WhR91sV+jnQCHLcTyq7t+EEV9hWaet2wlXHtO8WO37JjB8Ekbg2GQ/+Uc335Wt4u57Gv0yX7rleztMhv2m7ZQ/0+CKi2EsB431vTbiq7xqN6gMmzj73v6eBj/d2+HzXfs84wC8Zhgy5sugbUPeuhBY/UzniKBOPblGxglvhtHRwI0+Qs+ZRebqWRRCz9DyMfIiisT59LjXlgU7h6wc7556shRDw6RST0pz95+aiF47W45mKXQL35bcPMpJwsa7TN5xXr7p4de+vyg+YVTQ04zKzNXuruq1kEzLimOrPhoMrQJ6UvBKtCqgJ8Fv6BkFbCHbcNAef8QhTRZgFqjuyUhtRtE9vonqAf8xF9iEFXdvTlMhmoeMZ5xJxobAaB5vVJkMm3gkXu346fckXdqhzn9Pesi7WdGt9JbHCusYDptVuudD+n5CiL+VXHqk8NWWj5KHErPMq9+TaJrhXiY78ay4V74jy09tMv6kCLP8JoV/HreUF27bsVwqj1VIkf4z5OV50n/ROMo8aa8Rf3ktFYzvL5PJ8kx8/ZbeGnWEZSHujhzqHrLZLEwpg4QXAL6ln8R1GnhxMEza4m4eNE6tuQuhjWf73TDj37q1jdK/jcN54dtxn+5dHVl1jJ065f0CstVFdtkJN818ukfs8YxKE4FUIPTAyXDsnUaJddgXE+P2UWh0+QHocHscAwpGXfcQq5CbIfaRciFBTB6+7yprCdnvuhjEO2hJi3g9ekR1cVMEf+JnFtOHMqKwYuGYS/jJ2DL7imW0rDx1rzRhoEZkOpkvWkKg3RTueMIZLAtLmvpuHoIhGhsKRVT9MmzCSiL77btmYhgoqEm6eKxf7sG0ADUZv34BJ1zP/mSYM+GbdM+G/Oa+xDkbhAk1GyKQ5KU32QhJ2rkK3fyk4NU//cYzE6R9yfNo+fhY+ceN+XrSdTyUvFfd0rZcff8uylccxV8ZZZ2Qt6x/OTL3JLbP7mIa48+zQ5keQ17Kep/v0s98ZP2eHvu795EWjdgJvJM21ous77p506CnT0Z40EzbvPqeef7uczBKURqLR9Zz6R+4NzxVu7oV9+fFN/M9SvXp33IkOwbKokLVxgbc0QJieZgPuAW6uhXc+1fIWmNqLVbjsg28LjJxut2FX26cP8ItjxT0O3rXxFHxukev7uGusMQhvivMM71FQ8gAwbgMCUiw9sMHjQcPXBliVoG2fu3pTTM2BWCdgBkZRfg6zGvFd+hUY/r6xRYB7cSzATpNMDTBAnYFBFEx0kuY+eQcUubLMPmu3Tb5PbQdWbBSVNARVLjJfLYgbaAkw0Q+Gvi+J5x2Gr5n+LZ7uhkn4ARNgNEO9Bzv4mpF11jO+a69zzny+r/sRnq4xxiLh7X2jRBIOon/NFq/7Hkb8j/5g7Wi7LX9ML8vWv7fdv6tz5aHCl1ZoDg44kKi2FqEex2SfH4ssl48P4TZMYWfvNN+jzKYHfWl8LUeZ0PKsvCsDHu5ysFQjqn5vydszyu/lEfKIcOmfM1ORxvtdvm03b+r9+gMT6iQbs/W6K98UmfVXU9Vn6k+nEeXz1gUp3KqQyo4MwyxXx48fBS367glzB67xHAbj8v+D9hGcsJebPdgOr/u2dYqSfGQIAIPwjRIUPNiyMDEJK4HhcS96oRzJKDjqroZTGFFDrjCbj21krBog32q7jMUrlsSrPSGCxI0yosEoodij148NUNVZvIzTKZJUyYYOIhGGnG5jIQLGiXUESDjGVZhFPgQNoWrofSLh8aMhRFhoJmLEWU2R06WPfSgCZtoxrALsDVeZygNM3XhjRvTbzdCTOdZzHnhhS++Km/z51C1WxPlGctiEk7t9IU/Hka3fMR9lmnjN579tl8bRjucitz0895o45iP6lZb8xk3cUq4bTgZZtwWTtLBNCoP1ANLpJHfmjasLKK22zjc/DasTzRum+IXpE1k604KtJqvymfCrTR/kvYJ96x9lmcSL2EkTTK8bhV2TWvcP8NpZ7i22/i7Ybw4SmViPidd5zoe53m+E++2LZwsn+eBaRzrhwoxbsdCETqlJk28VMjynzRy8qxpCa9Ny8zD08AxbpqEEfEbR/HNxpRlsMu1yMZxnYwLimPbWMN3GT/hGc78zzSj5GcGe15PaeyT9UD5ZEfJI88tl3H8xvMw/j2Oh6foZZi0DWPe288kPtK/Lsq2Y2oPPCqmmmYo0/c5GO0SZ3u4xzz2mlO5+yzEdh3bChcr7Tx+1Mha1zXQ2Qymcl80K+eci/aavE3Ox/7i63vl3v2HwW8qdv3qmb65YhCk6b3HcPt4Ls1QU8gTvH5QThZCPpkxC0rTLtD0y7DjdvqnnXHz+8K+oMAFBS4o8H1SQJl1YZ6PApNoN3LLRg92TgWjQuyRe6yy13d3OVTGmxs//+p++ejWnfIld0w83uXOlUb1JywPEo6InuQWY/PMbfcY5nVPepdTvvKo13l6SvbQayK0KOhW1v3nNYOqsKrGRhmOnnvjaC/U59s24+lkw2Ict28Kj/EWXluZm8b4t24Sf/iMFUj0wKHkUKE3lYiBFiIau8ZPuNXl4vfbpkCb3pZd+/vbTvsC/gUFvk8KpKwShzbv+/6E0P8+EX1J0w46tXBr07DlHK+K+JGaZMSTA972HRFn3tw17fc2t7gt7mHZ3vXAMQ99cwqYaWv0syv2OUiu9rwX5hjSYmhiaWGZI1QZZqFb7lYzx65j3txGBEo+CpBuvwJNZTZJUeo2Qirw/N5+UvCiIsdwGP8e837Kz3ZhZVpGbb+3QRm+HSff086wxg8YTW9/nKABJwNf2N8aBWaVYyT6zbDRt4b/BeCXmwLj9f5lw3Yafuke9ssi7F824oFP0knUfM9v7bOyJXvpo0y4tqrH8cab2xz1ak8PHb3P0fwcPF7mF7kPnRNL+0fbccFR3AKKUmeNOnPZsRCOG9aY+3RY/ZDjCT+/+3W5/fkXAAIOp7o5hl8v/kDRRFfbece6GGpWzzvwaBV49qDTHqH/fG8JJ+2EMp5uuqc9Hj7dn9UeL6R2gY0XWjus6YTStpxaT6avnpikK9phzcOFuaDABQUuKPBtUyBlV9rfdno/JPjTaKa7K2jqKpqzOa6XhM2jwNlVxXS4R64/2jssDx9zQc4RmqGzwi4DD/ipi/3qSajCY8idPnsdq2dR1tr6pXL56nWujuSqts2H3BEd0/UAIFnDYtQjDr2PDzeH50v2E0qz6e1Oen9RdBNmG04WoHaadMvvjDdup3+GT/90Tzv98/vC/nYocEH/b4euF1ArBbIeT7NfBjqJ2yQzDee2+6R4/5ndJtPmbO/cnnnoV+wdLk/rMWI+4O6UL7++Xz778l55sLNX9jgd1TtQvSSs7v6o57DMc98Bq+R63Fy1Upa5gvS1N14vb739Y8buV2gJHMWZ1toOzVus9uZrAY/2H1pA4z3e7El+34U3jsc4ni+K37jAbxeYDZ72d6aVceqK59Z8OQGiyUQFyniJr3HSVPrn14X9XVDggv7fBZUv0njZKDBJ1qRsetlwfRnxadOv/T7Cta3M6Y2PxDxB2NKMZu8tzsd11B99crtsPt7l1jsOHVtaZZ0bQZoeesKbPxlwvRuXrbAduniz9AoBVzkOdg9Nf29ru2wf7dNbrxPuXrDinnS0TSQ8YMuZ1/tVJEbI2PGP+8Vj65pL8h1UYM4dpWTY9iMiqXSf3U5iTG5BZiYn2+LkM9kkXYc2SbTxG1e0rCoIQIaJgoNOk2z9NYZPxX5GWeBnEOP6tGnluy23fPy+MBcUuKDABQW+Cwooj1J+pf1dpPtDSCN0wRMZSR1UzyIJeS5hebjkNJ6lrteMl/I5vfNbXAt+ynbxmzffKFcvcfU1U+MDnj66RuUeJ6b2utwtzd7z/QeDcv3azbLRWyo3uA/9l//8r+V//c//p/z1s8/KT3/0L+Xg0WZZ4h7cV69fK5t7W+UI5TzPfeNz3MoWhauWiaRbChy15QE1HY7XO2E1XrQoWE3v8bFH3DLW42o+70uetvXN/Htf8ciEqguNV3UZUwV4O3/gJSweUhML98BljiEKFWVOCySUbAJUmOyDd9PuFCOBXV1+yPSDvWnDeuhO7G3E/ZjjKGPbH/GlgXuahRY23zZg5liTgBWzFcLzru1oE+HuFk3vxp0jEwNGPtzv6b56yeh2BY+1zX34ohj5wa5jJdgA8qAHgk814pd7IKNCgoxDNLpLG+PPMu7fHGfGdkPEtIWTjRL3eBreNIyb7qaR72lnuuPfugujnW77XX/jmK96x3ylQMLJsOMwjDdu5pmfopQonwrDMrEALEkvQnBE6gnTInieNNhOsx0+R2ESF23TqDaNYHaUupfXQ53khQwnjMxPG177XZ4bcLWscRa4G/mAYbgl7t5lUay7UGPvs+F7Peqb91l7L++Cp0HqBi8fsZt1gfit/LTh+y5sSdOQp3qbLpmQD5O/xnHNfCTvjcPN7/F46Z52rN4Fh0iPdDXGgX0x0w+d0ldjPE3iU/MzyjBdkjr6iJM58onwaWf5G+UMEYDZwI0IM37E1yd5wffEJ6cxp0X3nIlZRljiHCOnlhOyJGQC9jCNGQDsrKVJPIESf7p7ERcfyEEIToZPkffiPL9QF0a791n+MW7bmLZm3L0dxndPPJPyGc7szttbMlHqoAcIPY3J+OO2SAvTx0vL5AAAIABJREFUUWhxOqaj6ryzR5urm3qcpaIZptLKhm7K5VnG+04yTXnNMp5nzZl56ve9W4Q7Oazf0bklHeBJmojDyW8d9FSfq2kPCuetdJGbyIMOee5SNwENbRfL3a2D8tGnX5a7O1vlv/7Xn5XXN66U3S9uoYMP6o51YDvHPmAlfLe3QOFwp3ePjPbYA7eIkuV6cQ7hXylXUN6fsjDuzpc3y3vrq9z85Q1aA2TCUjng2tQQ2GBna8IijwKXIJSwalpTe+cM1fNN0QfzORWfBJTIKrlpxgo3zXicawhkBbt4WMtx0/aRaCe0YDSi+KTqrkwZASb8KDOEocgnZISQwX2PG+fAbahO8Y4wLdv4wfza4X7W1k2FkAyhne9R0SUUjxQI96w0OESFaYc3jQnGcCnU9Pa7/Xjq0yyTdMy4iWPiOc02/HjYdNPWZNz6Nf3XbFtRxDvf27ATTpIniN2AS79p0NsHyhhGWuVjeucpJC8N0RB0aIyXJk+g00nhFI09GNE7vW30VAGgECCTMIRhaj5bvJDAJtgnnJUf4Y+7TeNvAQFBbaNOWz89lOXggFY8jc9ebyUOYIo8QU+FfyhMkz7HJL1Nq/3Y4Ez+Slrp/02ahKdtWuIyGNTb/M4rX/Fo45vf2tPi6p5pGm6WCZkzI4BlMMucF39WXP2SHr4nzuP51W+ayTIbp0V+Jyzj6xYP7yP3qtD8bscxvG7JG35PMvL9CNao/gnLuOfRx7iaTDvtdEv6tNPIONrn4/ek1ogEmx9hmKa2tPQ9n6RtO/z4e3SAlG89DkRjpBwpVxg2x1ZIsCiOBtet25+XB1tb5fprr5c33/xRYbA9dPQqDfXHrlq3AcHjqDh31HMnLHeWe6U57ReU9Qk3fZVyfW25vPP6jfKXP/y+/P2TO+WNX/2SsXw2udML6BngiNPAwM6z0vnH8ON72ybh+eb6zyRe9GQRXGY2hB2FdkrrYpqxlzvNmGxcbkKaFswxDy8hzBRoErbdwprU2Dtv2Fo8XfnvgXbmwfcgOrZpZ3zTMuuaeK+vZ94bp5FFeAVqVdkjZjaA+cneScIz/bbxe9yt7e+7cNpMK8z81vb0p1kmccgw7fSCvsBIPNrfhhe+FTLj6O/7tPxkGm27wq60f/K90iNhtsmjmybTasN8lvfz4ntpSNtkurolXpnv/A6eQhGqbKWP/ln5DSPddMunDX/8fQFBQHDC1rxmHOEJO0djjgNeDVP9KB85D6Exq4duesJM47s45pPpaWce2nEM9yLGPPgIu53W08LMOInveLzawFIWVXplOuPhpn2fl7+Kez1t07qU36bjc1588Z9lEt/Mp2Hb77Pi6meHKM0kXHQTnulo2umlX+KYdsJ7ETthZbrTYKUs0z/jtMO24+v/LHVrGsw2/AyTsNv00c3vfDLekG5okpMTjjRmlMw7zqmOXF9O/adCHqOgT+hxH5zMl398+lnZ39kt7/zs3fImVwkfbN5DbtMJZ/h97rCWj2n5dE8HaHfq3BHD6SeDfebS+2UZ2PMM4f34lVfK3bWN8tkX98pXb+6V+VeuxM1rG9ZRWhErKAOHFUTEH/er+xdfau7mMHmcMdGNHzJHRcDhPtwZhpgLwfJstkk51GQPXyLFQ0raw4KDUKIybgK9Bi+9fZ1kR7yaAQJVorVt/dvxHLptf0+Dm+4xXBWJCL6B33xrKQB016Rt/jTabYYNx7GfDJvOyVzC9TmvB2H4TDdhtPFMP9PxPXHyPdPKeNoZPu12hWyHy/ea/og2ypVJsBNexkt7mvu4vySWrKaXRtza3+netpeYdkrTFEvASTfthJ3wTEK40irOx6aXYhiNMBKObulefSf82hAngvVOW2OeKdooX4/oXGAU7qTvkci1kWW4DkOdx9Rh7ziYpdCFlXCFne+T7Kxz6WdcldiLGuEKJ5+KR+Xdpy1fcUq82vgkjjHaCL5Z3hk27Xac9ru4zTIVXp1+Mo2sb+Yl8zUr/nnpi387D8LyW9jG9X2Wccg8jeEzvbTFX1jC0S3L05EZv7O66J9p6d6On/An2W59zrD6J41MN9OeFC/dxumfOKS/MNIt8UraG1f/WSbzOy1MwkjYSQdHPu19eyx25kUYhjdsDQcP0OmNCsj2NKeMj5lyPaUzOgCvY+rmg72dssWzzkr3m6+8WpZw2z9k3Rtapj84DLQybT+6gxMqenjvwQl95qw5N7lwrRy95s6lNVoEr5dPbv2jfHT3QVm+frVcAfCRStihd1oYx7wrTjTC8Tfmjn1Xa4Ky58E7LRLD001B5ZylSr8KlMk2LDPDH0YTnkoPOJ2YnyAGowIekpPEnVRkohbpWh8T1Ql2DOnbK6clGzklPYcqTVeixtyI8QIIsIDr+b6R9Zb78FuStNIhd1Hg4mrBZIEnE2ThE2vImL6nMd55ps20CTdt4T+NyXCJp3GSvolD+zvf2/GMk/lJd91mmRqu0sZw8pJu+ehmWn4nHjVOTUv/WSYrbMIwrmWQT5t2k+DYKMr09J/0nrCFmXSP9RJNL13/TCfT183nPHPar7Rw3lQBYhxvSmSScygcHfU1PXE1jEYF30eYdlmjUuvf5JTEK/M0bhtDAay7j2nne0LLOPn9rLYwFY7CEZcsL2lp2k9DI9NMvBKfjCccaSIs39N/3J6Gd5bbNH/pLs6mkWXgt895cYVpnFlGGOZFeIYVb9+TLzOf02FML19hCT/p4nfyj/Cq/0guZVq6j/wnSd/wbn5G6etgHnySNgmzHaP9Lm6zjHRoG8NLH22f8+BnXtow2u/6C0M73/2WZ1Opm5fMj2kmzEw7+Bh9euw9KWaHKW0vLN9Fwf/h4084F+a0vMVQ+80rV0uPO0t69Op7C1WhcztK6SkTsQfoKQbemUh3ARNDd6xdKyuLzKMzRd8Z9OKmr9euXCu37nxRbnN27Gv7b5dVDoo/ZBhgCYV/wnAj2QkFnpms5G20JI6hvxqGszWostOYqWMPpsGO022aHnz25NOOHnzEyIIb2Q53nzBX4Ny88CyoJFYoXxJPok1jK1cJzjInMIQMdsL8huaQy2g6zN8J18KpQ5kjwZvpJczx73RPOyuf4SzYrJTp3xZaCSvzqJ2MkuHHbcP4ZFzhZZqGTffxePktPmkSjnEynukLT6Ob74mzfJXu8dKEyfensU3TSplp+O5QtWlo2rgkTsbRpB0f5/wY1/A+WdnblW9adMOkyfTS1t33Nmzp5bd0NR/665blmGkaJuMl/El2j0U1kQYN2rbJPJiOV8K24Rou0iSOadjAnGbCH892nhI34yTuuvme9MjwyQPT4D+Nu2XuI6zEJ9/zexYcccmnHS5xFrb+wvRd90nh23Hz/bz0pYlwfaRNvhvvvLimcV6YhKOdOGc+TM/0ZxkXiLWNMMaNda+Nv/55W9nwFkvSb5vE5Tz8XUAmnuPh/DYNy2OWSXzTNmz7fRxu0sQ8+W4aL2JMSxprJ2zT9PFb/PXPctDdsBnGeWs7ourAeRdyLy6XPop4k8t77jLM/h8ff8SK9qvlHRT6K6xjW+qg51jIt7xCg511bLXDPGoU1SH3HkjRUvek18UFgTM/fjTPUF2v3EChv/rKG+XW9na59fVDDp55nRV1R2WV8f393Z1yzLC7QwPVmEAy0KiAzYyrNSPD+Hupy4CeRX5XddCAeAbLLXOHx7RlULCaY4SXMIOhVbq0bCScZohifI1+6ql3o+/xN6p6HLKTlf6IRsg8+Lu8XqbIgjJeptV+bzPXOOz4pkkWdIBGKimfdoGbRsJNO2FmuIlwG0fDtMMJL9MQd1uRs0wyfKZpWPHIR3dhpjEvwk//xDnjte3x94TRtjP/42n47ZPlYjptHPO9nX4bbr5n+WX8jJf+8tIsk2sQMl7a7TgJO8vZNFW00nZ9fb2p8DUG5BuWl6x73irf7KE7D+cCSvFxUZyjVqbjI41Ma3ERxXhab/Dr6X9iGNIbVdU22vFufPPUfpKm2lnfpFO6t2lg/BcxlrGwfXp0OoRnOl0W7+b7LPjSEPQDf8Mlbolr5kFY0shHt8xvhpuWhvmfZYzvwsnkX8vHvPidaZ8X/zz/mkaljXgL3/z4rj3bnPWflN8sA23lhWGcytFEJ43v8XhPSz8bFNIw42vnk7Sajf/I1zQ1aY98Rm+m5WNetLP+jkKcfUu8zrqOvkwrwwgveVK3hK9bloNuiZ/3odiesoPYc4HX/DK7UJbRN4Py5aMH5U+3P2UunfVsN64z3P5KWUXnLKLET5a64E3j07bIIfQSTkM3htxFrhbqHIEdWJ473i900pEPq+XVyxvlDVbX/enhw/IZe+GuX1ou3dVOeX2lW47o/p84ee8Q/FCRJ4OPpISZcUuOmVGzDpgj0Cj4u8R/XqNCH6VLQZJkEleY9uBdma+ZptBba0Ii3PhPKowsEHHWLStNO718T1tYWXjjcIff0E54ws94xhF+PumedsLUTrchvLEXw0h3w/kk/qbp9YFZMceiPfGZaWZ6CS/hZwQrirD1Vzgm3TKe4aa9J4y2ncJEvDVJK2njVYjamjZMvxPfunpcl8kmFWbGl1b5CEMazTJkMwxBhybTTgdh6yYtajmrqGuvU3efQbO6Mr+1jWf+Z5lFlBxB2ebI/BnTZ5CeUatav8yH6elWeQm6+IHBmQavyLcQD5+zP0kX8Wkb3TNfppP4prthfdfvRYzlLg3MR440+C79nga2/JI0FY/xfKSbsDIf7fDn4S4us4y4K+8SdqajLX3Oi598Py0N86dJnNt2pjEtru7O2YqHZpItfsJs451uhtdPo53x227n5U/6ZHjh+J3lbZq+zzLjOBi2DW88ff2Eq+3zNPBnpS+MxCFhGj751rTaJtPWDQyIywsL4eaP4QX+Tlm1vrV7UG5/+kX54E9/LD95971y87UbzKHju09nct4rWojZ6I06QlJ1h3hwctxi2dvfQuEaGOakB7pK62uls0Br7KRcvVIYv79Zrn31ebl//345fPt17jNfK4859/3NN35UdlDqnv0+cD+eQqIpZBWo71n4ZpBOSXwvMqSg+6CnwKkVLjIIcTTGS1siTTMqdM+Xd4LegjGe6apIsiLbSw9YWG24CfO8HrrhVBwWhK3TbDWmIkk42uPw/TbfgZe4NfnKOObN7W/21oQnTQzv+9Mq2oQ1zRaW8IPe5ME5MGljnkxf9xcx4/GTgXU3nfE8j6c1q3wNK5xciZzfwqzuVVCOw2x/55x72228POQde39HXB0s72i8L9nes+WRaenexlc42SDQb5KRHkkH4/ptPN9r/FrhTUPThu+3cWeZPotpXPHqQItx+Q8+XV3nDmVgykc1TIdTH4/LEvxQt8ZVfpS2s3roiW/iJy41nZFgbNMz/dJtPD+z8jLJz/KwDKTDebSYFH+awE68zJ/vk/DNcs88ZZxMxzjjbun3tPY0/DK+acwybdwNl7j63i4zvyeZSXKsHS7ll3j6GN40Uma18RunhX7n5c/94ZlGlq/fmqfB3zDtPBsvcUq7jVfCzDjahht/Mk7aws33tHXTZDr5bhrSSd7N+q/beF1yV5ansK4ucC471bwzt1QYGC8PHm5xIcvj8uqrr5Z/+c2vyyuc2qpUWqcTvcP2NefK1UXqPtN2YWGf+Xd1eHd3f58pNLerMcQOEohhug8K+nr4xPYOCLMC/q3XXi2HX9wpH37wx9L9yZvl0s1Xy9ebDM2zlc1FYgsO+WEGzJNHgYQezdZJVaoR4Bl/2sR6Iiq8jljBuWkAjCXjQrx0mgnnCcBP75CFK3zf0356CBchLyjwzVEANrwwFxR4agqk/DovQlt+tt/Pi/e08M+D83+rfzYYpUO+txsVi86ZM8R+zJ0pR4c75fMHW+XPf/8Exb3NEa9LZYNdNCtM2dAMd1gP/eKaInviNBi6HlrDYvZUchCJ61MdImVsnhNtlri9pUsgj0txaC4UNQLilauL5X+8+nZZXJovv//d/1cesPp9/t2flD7d/sMjVsRzAlXdz0hr15OENI7r2yrQxJC8ipceOcOBKlofEcktZwbLwk+ZpD2LechewIBW0TMPmMRpwzcNYTSYPAmv6cGb/iQTcYe4EiJwbvD3Uz9N83JWoNIwMn2884mwzU9E0ePCXFDgBSggH2XdEUzWmewdvADoi6j/ySkgL/kkf7Xfn4Y0qbyeJuwPMYx0m/SYV0cPOSAOPc0c+gpL0Q/3yt85yO3ug4flVebN3373rXIdpb6KEp875j4VtxiiyNzF1e0txwmsOmQZac8vry3UCXYWufU6Syj3FZT5Ineu0pUncv+YFe8o4qvM17/N+PuV5aVy9+698ufbX5av9zg2liFjGg70yh2SZr4LO4ccYn46lPk5RUWY0GvPaJNyAB4q8CYZh919NJHJ+joUdH5ChkqIDPcN2Y5uBPM39hCPKfAb1C6sCwo8NwXaCt0GZRW6Z5X8cwO/iPiDpkBbGUx6b2de/zTt93SbZKsLZj2T4vyQ3JKm5inf09bNUxyPWZzKHvCyxdToV5ub0RH+6VtvlX96761yic72UqxtY0uiB8CxVmbO7WjoaxyGOi1hzjNVjlpkmJz58nJMT3sOzY1SP8bDHasDDprpnjI+v3VUXuOEuH/++c8I2y//6w9/Kv+494j5dObqmAexN+BQuyepuQLcQjSRalDy9s55mHVsHhDDM75ZNe7K90nPKfMD0x/jAGPssTfefvQPBd6Ea78HDrqLy/dgV/pc/F5Q4PkpkArdhuSwygHOOnlhLigwiwKzlK1+aVKWp+LQPd0yzCR7Uu+07TYpzg/JLemV+jC/tR3VXlpcK/sHg/K325vlg48/KQ+5LnXjyuVylS1qc3sc8sY574scIDM3xx0ZnLF+jB4/Qb+q2QcspKvwst6zw+uQFe1HXM7Sje1TJMJh8AMeToFGyR2zeIp96pwqtf1gh5vY1sv6+z8tX9zbLP9+60759P5meZ+59CWud3O1+oAVeNE7RWl7pKRHo7JkYUb5qNwbY+/coNFLx7Wx4/INg0zovevsnH87hREL6lsVeSYSCluJ10RQsdfT7WrYxGWSHagRLG1jRDjgtcOHUK3gzrgPw2e8xo48N+EvrAsKPCsFan2DL9XqDSNayf28UOjPSs2L8OMUSAWUfDbuf973eYvi8i6E8+D83+ov/dLke9pOPy8uzZVbn26Xf/vob+Xuw82ywUK4n3HE643Ll8v8AXehc4BMh071Eb3zYxbBDdiw7uaUgTtZUOreNJKteOGi0NH89NAXukuc4c6VbFzgoNI6sk+LthkwUX95caUsnLCPbX+urF26xOr2m+VPD7bLna8flE/+8Y/y01evlGvXOBbWG2wYoleQmGhbyIBC5usJO/Z145pMkyoy7SciNA4DhvtDjpkWbirzUNrKNh20m7BanQnEPRuiFbh5FaeYmwdW2453wtjySryNYrKatps45BOezc/sDRntkBfvFxSYTgHrQPAb/C2Lp8Bo8+D02Bc+/5kp8CyNvuQr6eW7j7w3y7R7+bPC/VD9rIOTHvOr+8MHJ+UrzndRmS9cWi+/+M2vyluvXyrrKIc1rk7t9LehM8qcDu1gjuF54kU32Hl0D47BZFlod1VMHTxW2ca0urrK4jgUlLqXle3znI42YJ/iAvvOOwwB7O6xBQeB8c6br5ef76DQP/28/O3WZ2WR3vnq5Sv01Clgtq954Pw8Ae0BV1WmqnW/MJnTKYyJVCXfbMEdKkOFkqZeOzeMUB1bv/p4HV1NQw/fTUvbVfeNDTFsDaW/DZUaB9JkYrhMMucJxXZ8w/qdtvDOi59pBkp8tO3YV6+wJqO6T7Iz/ijfo3zW/I5CJJ3P2oY/a3Jtgq6VVNJxsqmNrmn+wh6V3xOholwmw71wfToKOILl5UbBc9BaGmcd8wTFyhcjt/SrtnGfLP+nSxnuomiHD/UuStskeSz15OVxeNXd0KY/7vtdf4sHkio0kzbyD5wSd22zdMZu/OegfY0XIc4gPsrXiOuHtCJ+1EFpPwpIfKclNa3RSkGDQXUXjxE8ow7i+tH0NewkEypgkgfbjSsPRP6afGX+tTviiK0stwPSpoMAp8VL967bkifATf8g+0TMns2xjVemJ94T3Ru8ny2F6aFNw3LxkJ2uZ6xAs+ykeiaEpVfXqVuujFpThMpYF8Xd+vTTcv/RFmvXuuXm69ymhjLHq2zhtrbB9Hdsy66j0BZ9jHg0e9FHoxuWP5kFanfhdJGhdJUtx+B1PQVtr8y5/5xhdI+xGZwul102uh+xev0IHdlhtd1lFtL9j/dulB+t9cqHf/2i/O6Tr0rv0uXy2lX2lx/vlJuvXi4LlNS9u/e5RWaZYYW14uL3E7h4nhOevFDlhLmBhcUeZ0q3TkJzzkYCNKXsFODoYBCRxlhaaaAkt86CunskPRjCPcPkJeZ+IBgsWOuDqwR4I922YjfP7uXL9IZgUcoqZh/vcfcADluyx15JZ/LQwVN+LBD3BIpzNYlb2njxp9LLv0wjbPLp6XY9tiAYw7UJ2lYe73d3l4B7M80DqEy0Y6VkABMH8kLsGrjaJ+AYt9lRsWS6ECTYxzyG9fa9wDAIZdrQlPdY76AtWPDUCk5rbPE0iueGR9NNBA3lSkwAeFKZ98eTjZqm4QkS6TdxpQntR+jbJI67JmmvLd0bdgh3/WVq3aXNeUN642VrfN3S/bweRO6NzfDGTzPJLf3SNn6UXZPFzJtxXXPyNCdVtdMxvsb8B234lOUXWCSj2PbkKUeulPMLbInpLXKiF3Nue1yzurrMmQSHzLNBc/e/xj5ZwbXqVC1nyiDxFebZIHxRLvwSkWFAC7BeMayLvBsYymvgqECPmkgaKr8q/EDJNPE7hl9ayQviOzRu1SUvfU67RI7Me6Ut+Ql8yGDwHXSoZWau+YsGFO+4B608qdIPZYDCF2M5SB9OoOBXXoNfiacUsr7N0dnxCC8Ff/KGIec8LAfbkUTrn3YX2HPItTn5HZpG/cLPNI8p5F32Lh9wFkjwMSD7HhTD3yKdtDh/oklDFOsIJTCsb+aDyiiMqP+BKc5jtuWpbD0ljn71m/yQp9Ee9lGDwTCatENI6ECSYdo2NJsXP9HBU9j5mN6AI4uz/jWxn7Bi5TeuwohEsJW58U9WdY/y1N/y8du643HIyBHnpeNURWjtX6QrnTFR7vFWf/QPY6E1xrppucwNOAgCndbVj8Vqtai4SIUyXdlg1Jv6uPsYuKS76mVJHPt8/9FOufPgbvnbnTvl0vUr5d2br5d1qxPlucIBbn3K08XpHjrFDnNGv0/LOqvb9w/65RK6d2f7flngGFgbZa5jm0MQdF0MF914D3nhnNiuD8ztcXQi69F8pwQ0C3Nk3itUvWDq9cECS+k3yqPD+fKXj/9e7nz1NSfKvcvmdw+w4GY2kFpfv8RpcmSWfXRzKD6FjQXkBfYeRHNCmMomSR4TCZrzomrxL6pN9TBY0DLdKuF1thpV09gwLJGfdB8P18R6bmuozJ8bQs0S0SNrz2hHFoc0sjqQ7RZOUsqWdRqZO8Jow+1SOQjldwUWwmKOgAqvEVZSWG7TLemvG2VJpew0aQZEAGW5yd8UexjDOiJ0ahO1KYd5mb/x/yFaNjjajYahcoAwbffnz7u0hN7U1ThoiXLwfYDm8ACZKJ8xAsdhTPhY/uO88qx4VA4a8UO8JR8FZuMQyTf+PrKSO2nG0BuP8K1+y/P2ylXI1guNbuKkraPNZE3bPxz4UVrK7eFJmVpHguYRq9LX+qHKO9HmOSGcj/VCmNKimlo/wlEH6uCxMjjwQ4EHTORn4FphBP0DMRsiArIEajqm5VdVRPJC9cUKGHZyTFt3TUQft80/YYQ8yX+ae8IL2jTxBWL4oe1LElX35zCJk1Hz/Vnt50g2opiOPXHrke9Rl8wP5VNpSoMEWXdCI/qQ0e1DOmwbaysc9lTKl5vuN79T/vr3r8pb77xdfvn+e+X1q2uFk9frrrPTIw5ve0xnG4VNIdrUMS364Ch6DsKicdKjZb7L6XGewnqCPrW+d71xyV5U4bJ0FW+HE7PgNZCDjQHgfeIhFuK79io4Xg6lvlAuX+qWt7jK5Y9//aD84++flJsg9OPXXimLnBc9ONqPofzTLuerc4tb/5S5dXvThVNxYGWvbbWwVfK1wmT7R1JIHS38Q4HwHqypjQGnMFBRhq6mMnINx3tUAiwzg0m+yR7iqBJFCVQQw1/d8hGRjD2eln7fr5GRskpSRGES28TOkQoLte4iqLmJljAt1V5tAxKvqvYRnZMpKR3i0geg/BQaNQ1/vVUvGwv2PDT9xi3XK1i2IeaizAxNBZDhKFfPO3AB5qgMA8QP6ieUK3RWkfuu4TWU+Teh0PPWwlDowDaJmibKkgZz9MaoLo6CNMmHEHf0JOImk4hX6108J5mmdg69LNt4KF8VjzD8bmroMFxo70CAOkT+o1pLiJfBiEwglPV7GlLtXFmruLgphpSbfDTRzaZyptoIWfJ57CU6gKWfHTSiOKL3vcgOovlT5SL1i8pV5ZON3A6nhnFplo2yuQUeqUqZEs866GNyiwiygVOcxidWKHje0446C8HnyV/lQTtodK6EE38AEbEXMtPpljw3GbyyoZrg39mBJ4P4Pl2haScWfnPZEoqszyjZEUPnjqwec1MaffJy2RGgowdRbqusRVPffswiuP/46Ivyye2H5QpXov7TL39R3n5ro6AyywEHvXXpNHPVeUyBU7iUXS1PdZZaUrmRJ9Gd7NTRkhy17MaQoMvg+Z+DOQ3s8JBDqR1753IeJnoWvJ4wTHjkgfBU4A4pXNnolR//6FrZ+XqrfPgff+Hy9f3yq1+8wyk3HCnLzWQ9hu5V5EcnOwwHMczOGOtc4QxuV+gBbyAzU6ohTBrbFC3osPmReWOOgowFI/ITtoj9wE0qganZDMLhG612qjx2vaFOWvFN+ckIPm1xJDytzaedAAAgAElEQVSVbR1wqz7SWSlky97KHvI2KlkVNJaHsULoWC58JUyjaoSRjSa/5ZsOMGyY0TexIIFQFbtv3NHzgzfSQJO279+UAIt6KcCopxCTkbWYwoDEVnLTgfTVxtuGVuKhPd/U76aSRQHWnl4wA4CzZE2kMVH5cAewr8FneMlP55vkGAVOvp8f69sNId4TcAe/cI3G6DgG1hOOQEVeRr3Bm2oTJqoMb8Z1uDRJrKfTDjHdgGebshE20hMIccKyF27R2iDAFh62Ye2vMJjKu1CU2Uaoddd3w0UPXXfK2f1GsqGhTxkVU8Fbx/k4gwfe36g5T36N+2e9SDt5dSpSEuNbNOP4nU2qJm75HnNrqZMdp3GpODYL2KR16dOxhfrra2vlhA7zn+58Vf7fP/ylfLF9UtYu3yj//b/9tty8xtHi7BEf9A84mpmyQrN7RfnVy5dQ8LuUu/q21ltTjHrLlEo9pjpSCTfdu4vsLYcnY87NHrq9MVuBMqstAxW95+3OM9eiAneYBtBRkbm8ifmAk/LbX/603L+yXT750z/Kxx9/Vq5u3Chv3Fwpwh4Ak/X3cf0oM7dIGW/rIU040ufEiwtAPlQI6ZJcCB+HF2p7s7b2dZdw47ZCoTKvOFd/gkYls6LV7Opy1hhWM82/+r78vypqch6IBqUiz/U7Fkzpw3yXQzZOe8SwDeVah4oQHLhLewkWsfALkAExfxRClochHF6v7jWVSsG4Fx5nlXetBATSi3i1XGzYRenxy4QSX1HqEabC+yH+1jn0SqOY84Y+IeSdx+N5UZMCLwQgJSQ/hL61jJxba8pKt0r96u93fRIHfENxWU6WNd8h9LUF0sRWJhgOOaEiz1INGx4yVCiKeGvnznSq8pAaQZFZFbQd9Vt7FyfkE/kdPXxHfhvCnUn7STez0JYl5l8TeYzgqlJGPj1Pg85Qj55bj6up5/j2JM7DeUYzmQfXRL0JWRjUIZa9+7pupxf1qvasIzANNtM+Ja4CX8qefSq1QxlEhIbmxuE7FDwvddbe/H9/JpVm2t8fJs+YMvrLSWPXKHllSm001bITkmsnPP1tncXmNso+/eyL8uFfbnFk+k658vpPyy9+/l65fnmpMKXOaFq/rKFQnRvff3xadncelf09OMByF6R2/vFux9vR9JAvNtD4DoU+56Idaz1POMJkLvQKIIzTDzhjFu7DH8FPDz4WtlgB8FtAsi8yR/D69Uvl2srVcvL4uNy5db/84cO/ls3HN8v7v3qVrWwca8chNfMLnEKX84kKAloNViVbmmnydWjLeWQmhZJCQ1P9+YX5f+jmfCaXSJoqvG0cVVN7T1GOOAhnxGqQLprr9pB1VYg10dqWbMF3o+rDzkWFBgckMRUkwrM0cWXux8U/sBff3tVdBY0NxNzpkPAiXoTD6wdqpLOkllZtExV13LEd4CneJal0rvqnUZakZZm4/kdj+vW9caBVnDxxdjFi5ZvaaKtlXlHW3bgjvhJufqvUY6g9/OWBJ00ovLH81/jCbfB6Mtp34hK0yDqjHcQcJa1QruaJDODsqmYo5rogvGtOoG/UNeni3CYKnM7QiQtqGY3sosw7dLvnUeynurNALmumx2BLl+AZ6Go5dsRHeaxfg0vKwTphZrkY76w6r5S1WaYaOEtjQ2t09f2srz7fjUk82qllvYj84hFyqh1g/D1oNu74dN9ZD2aFTjwmhQnqMpVis1YqWi7WKXd4ReOdjsv80kYZcHjMnQePyu/++HH5/N5WuXnzrfLOL35WblxjfvzgkFHrxbgT5Zje/AFD6A6YrzPXXmlh47pC97tOgVe6qMzHTbfP6jyZ8ZQJdu9EjwVszL25aC2Vg6vrnAeP1ZwwfWVes+PUO/PqRwdlbeFyee/dt2lRrpR/3P6clsifmeA5LT9651pZWjEOi+iMWI+mA0kZXFRTUIyjlt/n+RPOVkHzxHATmPmnyTn0oEq41J+st/rL8mdNrQ6SsfppAythYkdh6npObQjII3BnkqkwhVtN+zvfz0QY+8ikA8vmo+Y6xEKEjnw6tNGYOs9pKNnPeZ+atxEsA+Jjo4vHXn6s4gwlXd2id9/Ai2tx6bXF4klhInR86pIfBJr0VdnTisyeTFYk0+yCmgOCP1RjxbahnIIhFXy2qL+JfCdsYdl4qLCxQ5nXBkWmG2H8ceUyDfIcbdEpy8f3tpnmHmFgMGtDNPSD2ZKTGnijz4BflRYxdQ8/eTO5NiB+5z9165+8Lq9WeZMyYVRznkRLvnUOfA5ZGTI0Wk7EDLkG3al3Hq7lHdWDGFNlFTRTIj3qlXVkHvd51hZl+VmXghbCoZLE4kXkmu42jG0mK+dyvYpuVRajSIxpnUWuKvs6TGl6+xaDsHyF7zAD43nK+jgM0HrRLx7cjDf8Tnfl7ixj0lOMXuZdlSV/noGNn+66zTQt/8xX2k/Ea8JmOtU/Zbn5AIfmr/r5Pd24rsGh9qhb6NEOjTR0eTSgWfMe6yb6nfVy++u98tE/7pfP6HlfeuX18oufvl1uXuGEVeKsoCNZLYEepVxp/O3s7JY1lPn6ympMUR+6qJx0xhFRmTuPHnPnytxmxI9V7ihq+YRFbgqC0PpwTKyQJTcLSyyfh2FPEQAaGcghN7OqMFiihbK9f8CJNkdc98YKvoUfF0+f+9Pf/lb+9NFfy8L6L8uly7gz5s+hN1RqhuHp1Xc9VS5WO0tlEebxNaiNfa5JRf9kK+XcqD+YANAgaDY9QyksIsRY5VOAqeuDksLBVAEhkyOkENDBaKHUCUDYqGABR+UeTtXWu4GhWPFVLkn4Z4qVeJomeP34gf62h9WzLKyfw7r2DeU7YAM46j4KQbsq8freTibxqPbkUsjyUplPDgFElTllmXPoozTgHyJZzPHEu0KmGfnDUcVZG32jWN/LWzRCSDkU+SxZIhXMzcg27y5o65IvjQoWl1BEKl4FfjWuHqEuoFx9TpCBJ4x62rjhDZv4hLfOBXzg2ExyB4hrmXxH5IaXQ7cRjNHSNKaoOnJKswOsfKLRQHA4IOC7AjmoLv0jcv1NON+HHST7PhJu0vwmKFBlJgVkg8oipzHlYsk9yvnLR0fl93++XT7/4m658eq18t57Py5vXFtje9puWYQHVpZWyxZXos6z9H2Ds1561guQOuI61D2uKO8tumjYOlzLXduGeuxQQl97n70T4cNFcbECk8n4LqfSuCf2gP1xzugsLbEij+EA712t7CKm1YSg4FUmYxtmubZxLTy8l3VpZa78/P03ymnvqPz541vlgw//Vt5///1y88blaDG6/3WBFfU0UxmacHCWYdnoQeKGDf/SmKgVxHRS+DRJn7EsDFuxDkPE3nYJ6p89IuJaB2JfoLEAH3g3Jeh7ODd2fEz4yWEN8Yj4hBe+T9uM45nw22HG3ys8dxXQ+s4FTLxn60v38XTaMMzhMbfdheqkshrefEc85zoxh1yY41QtC1tD4MyxCrPjNbmsoDXNBRhParulItJl0eLhoQsVB+XSpcWy/cjdCuzXJbyM60FD7uO0hyfjLXJZzyFuPU4alPF2TnYDnqcOeucAyUf5rsAXyi2O/nekEriHbGtcLIf7HmBUG5KBvwJMJmiZvB9Z/7zbXVx1z7D6pWm/p9s0W4VrS/eY/aG1XMEZpF1wImxplPC0R0+FaLw0Gc7vfB/t1dWthvQio8xTlq94ZJx2/Bqj/oqPT+JgOUpU465wW5P7U6leAfuIqTJ7dnEegHvSud54f9fV0JWGS5wBkXuAreOOzDml1gee6yGsV3sH+wH76tV1ehGs76HYN7neURxeuXq57NGQdz/vPHN5iwgeV0b0weEA+p16ktVSr2w93uNsak68sp7CC3vcM78EL924slq2H9uZgE9jhKcSJ/Oorcnv9rv51zvDRMApP22aTgoi7YRTYdbyTrjp1uZPRyv7nq5pS4dK5SLDI0YoF5dXyzIyc//giLMlyCh5dMFnb3mt7EGPw7nVcoLM22J3z3wf2rNTyBra54yPedYRmYa8EvwCneUPeV2ZvMz5AXuc661JfNfXu9CZe7EZpu0xrbkAsFO6hwvQnDfKYTvOtVgGLxsENa60hodtkDfyQUKerW0RdPhjehrrm3TxW7okTZKPx+ncpuEQ2ISXE+EBW3h1hATY8jVG2zvDNZPgm6vadTjLC4bN8ImHMExDo1vmR3pblHUUCkrIhsSv8aAN33lWhPVEeWBczcAzRNBhrCyP8JR69MqPueTs4e5J+RwZ98FHn5bbdx9xe9rN8tt//mV56/JcWT/dZ/U7vXL01cH+Y/iG0WuE6SHnuAfevJvOEkqevnTwweJCvV/98GhE//7hETJ0vWw+uhf1T5nFYTMgR4tigR70Ire4iPwCRdxjzjsOHkD41AVPlRhR+awAtAYdZo2TcWBIWCgUtgc1XLrUKz968xW0aa/87vd/RiEsl8PdH5U3XrnCBnoqN137/uEhhaUwsiCZV4KIHjJhDk4hvAcjdBBCCohYNEfGog61bBk1Cg9sLKx8dAsGEc9W4VoIuc3Hd40NmFlGogrDAhZmwkv4h+RDo39lgsp8htMYbrapBWRFsRCFoZ1pZYWZCAOl68E0TmXU4fGRwgnOpHxWVlC4DttAt2OHWSGiQ+DBt6YFQymMkckIdfY2onBd+74PXR6zjWLQo3lHA2yfojnyECCGmDx/mKAwGvTDPmbrWWVxTgfubMRFQB5CBL8xfMTmje1TGJdhRmg1AOYijNc5elwOtmiBInBsz5nPcWHhoULur0xaJu3b3226THNvhxl/zzJruycc3ay8+W2R5qNfLeLMuS7pNrJ1g8xNWL809Kmacx5SODTsEr7j77XnJxxLbQTLcIfc1iS/xJYnSs4ZrWUFIWVjXbb1v719iNDg7mTysswVyH3OjrApvYvCXkDxOrS5hiIw7tEu5cUq2x6MsLiyXFbQFPc2H3NE5aNyHSW+uroOHrURc4yisn7YS9jklijEcllma87y6rITagXU2JazUr74ShwelTdev4EA2kCJ7ZXHu0coQuo2jHfa6m2av6xL2lnP2m7tML7PMpPK90z4pr5JQ8s5FZhh/HYUwRsko575Td3pzFNJQpuc0OhxJ88GHZiV8pDG6eYjzuCApsv0tpxu2jlELnB75T7hHzGcus0Jmzay46Atfq5sXGFBFAxCeVAyca/GCbuDrl25BL022GdMncL3mJ1Fqys0nCgjy1Y95yjqMj28DvNWXmClLOvbuEDBr1EuPU7/1M0V0poqxy3vqiSVnzUj4T3xJ+mXdvAaiUunlFmj+lHTybDa6TcJuGg5ApHGsMIfL4uEkXbCN27P+gmIdEtYaQtLY9wMM8TdjiC873+G0TZchvVbGa988kkc5EtHMPu7m3RikWHzC2UXXaYyd0fCg8NOuX2fheKffVmucyz6ez95q1xbRS9RPifHWzTuaAzA+3NORSOTA78mbRECtWigJXIx/aCuFDcRjs5vrR+BS6P/uguuQodJF+iFKebNrHvlDrnd5YiMzLO3rtK8UTymBBmc0YlMDxgSIM4J8wcnJ3usvENo0A1748ZVKvaV8oAe3t27D8v25l5Z/pffck7tStmip3C8t8+igCvlgHdbmLFlDgazxeZQkcP8niIn00lvlfkTdjAElc38SQA4BCzjkWdVBvUQDecpCIxpeDve/VmkVT3LHEdFr/DrrAMYKcOFDWE8qSeIXIk0BGUB+YxOuht6jb1YKDIyCGMLy1ajrS2iky9zPdmYU++y10RLlfgUZqSrIDKvyKJ47F0Ha1MBPOqX9TicSDRgMSNCgkOFdhiNeYzQ7aPAj0nfRpV9gkc0qE6PFuiV0Ls6AAhA6VzAlHzvsfViDYEHYNstUXcIgiwKGsH/BTaKHs3G2nL0Frv0bi5xMuEV+OoYBj2E/w6xs+KZF2lg5ekj6KIFTeFKS3lTP+38NvyLmIQ1EiLmZzQnlQ0208gyzXdt8Wkbw6TxPf2100/45i/znO7Gm/TehtEOY9j1Na46jt449KG+WA/spe/vHZTN7a3y7rvvlh48un/IaY8o8ONjhvXoya1w6dISSnxnm+uR4Qca/tRFFBRKqcvulB69QhuCn329Xf7wwb+X+9zb8Nvf/Lq8+867sUYWueRaLfJ3Qg9ylSk0eqSkf9Inz5Q77EeDvpS/33lY/vbxR8wNbpeFZeYGby6xtYY6I8NwQMZ8I3/MVxrzm4/CykZPfSqvm+8OeXD71XkmaTctnLAcKVTOqIh9dDOeafvuaLx8oolRjaiXCHryebp4JW6lRIwxgsGol7dkUT++Rgt/+uUDCpTtRfTSd1D8dz79qnzx9T1GrRjBQKAdKaA7D1Ha9MSpxxts9R0w1Hqyt1NuXN0qP3n0RllBLq/QoF6AVm8tXKWsasPanRKHjKwu0lk6kgetG/S6PR1wmdXS0VFDduTRrYE7P+bCTo1y0jzH2pcRyxrsjEn6SQeNK/NjHY62z0mlV/g1YSBehNXOeNXh7K8Qkd7haLi2YspvPRNG2omTdjaIfU93ww3Dkki64xjuomke4oAeP1Jmxrspin/Ng3I4RrCg7SKnLppewuvCg10WAbtr4ZAR7kOU+mebJ+X2Q06AQ+fdvXevrC0vlt8wzP6rdzbKBuzbZUSr66lupHWqID22YUChhiFNaGqdspFrA0zdoOx2RNV0I2+EjaPV8cu8pt11ubxbKGKOHEC2FmI4KRKoyrQqRd9dRiUj+AQZojJIB7e0qXVPXejBs0hz/zJL8P/7f/lXht0/Lrc8Feejv1Hx3yqXaals2LKXGaOH6dyDCkhlQzvfDIK8PcIYzpDmgI8FK2HXb7LFi0zZZBREMmOBoDhmIYlwy6S7gnWWkYgymnYSVDuVi1rSb03aCVu77zjlTKNSZm6LCukQmzDySTizooegIf9QIcrNylorqqWlogQ3GcODg/r0zChjG0Aq6D6NiEe7W+XSOltfLDvo7LCdCwsf7x9x5G8/lO3nd78qn31+j8bZY5hb4UcDkB6JPUCHp8W/i+DxgAuHdn/y1s1y87VrjEiyWFLhghJfZVjplCHaw60HbM1cYrsji4M4EliFeUJFMK/CU85Lzj4IZotYv2lP0qZNq/Z7lkmGm2a347TDOHqRfqARJm0/lPPt70nvDXvUyBGHxgx85yN8TaZR38PpzM84jEzngFOoYiiQ8j9g+sX7kK0+a5eWyis3Xm2EEcc5UcbrPCZ3sH8aituhf+uPSmwPftja2QERenerPY4TRRnfvlP2GBK+92AzlLW99q77ZDnejTY4c35r5esH9+ihLtBzrFtbkU8xNL9P42+XIZr/87vfl0224KiAt7Yfl+1LGygpFCf84jTZeSpZ/vapjaxa7yqN6Gni3qbbGYI1H+eVv3W7bQxvmWqUg9LZIB7Eo7tP5c9+UYkvXZkvW3ahCYPMRcnSCL53Uv5xh4ND/n4raHDpytWQnJuPtu0Gleuv3ChXr1+D1As0bjbKzmNaYMxHrDJ95aFLm/e/KlsPvi7/9uFfGEqnF8rjFuG7D98sr167HA2y117bYB/zGmVJVBugVOoOjYcV6tU8hXMILxwxhLtkl968wB8ULnb+6aaMMEMRZOJP0i/pnOXRtvXzybAC8t0n400EjqPTpW2T8XTL91nwxcNwGV4700yc2nAyXMZTzrTDp3/ahpP3lHHKJ2HFSAiymlpcrtAhPESOPmY4apPLyz767EH58JPPooO0wTTYP7//bvnZj64UxrXKYGeTUa86Gk67mfrvHLg87A529B/cEY1kWpDzrC/zZFYbXEeEcV+7aSsztAfgHUfXknbmRfduf59eNS9zeKisPXvZ1uISrXpPhNt33NQCk2NDoMkaPLRwtOeZ2CevtCIQ3OyJ9IzwE+eJ8AUfmLSUX//yXXpjh+XDDz8sX929XX7zq5+Vn/34rdJj1d8CZ71bpEe0XBxCWbB36vweZTQAec+pJVv1W5uwdlqrDR62UqS+rUVeJHxW0sBRR030XskCcbMAdZYIT2uGcKUHj3HHlX3C0j/DpNskO5PP8Ibx/WmNYeviG/BBEQvPhpG58tvRBAW82e8z/LdHeS7i0MHDBYqHnZVy0FuL+b7dI4TT1iFbK74of+V63C/vPyyLHN/7cJMbfzgR8PqrCKKrG2V/Zx9hh9JYXSlHrJWQ5tLiAQLrPsNMO9sPy+07HKTAtbynjOFeWVvirIKflx9dv1zWr7+JwCEdeiEdhP4+lcVCSRja5inLMctHW/f299PS6GnCjcPPONmL9nu8XPxO/7Zf+z3zZaVLk0LCuDbiNO047Xf9xvOc/tqb25uhUD1m+dTWPRVje3sXoXNY7nz2aXn9xmvMYz+GT6EdSkN8+pTLInVsgWk1I+ygyK3VA+qejb9H9NRdU+Ea6Xl6KGvAPuwyXUKLb2+HYXJwnneNDT1ElfwW5f7oZJue+jo8wXA7Wb3LFcu3v/yc3ukK9zrvwYvkFabcRxD1GS045fx0h9w7TUMy82Re88m873N61viaBvOhcIs5ZwNOMW26TwoiDRxZEJaNXy+kimkpKxL5F69M23DCM23d5xhl2mKk4qtHyCTybGP5Nudy3759O8q1izLdYI5znXoijEv0wFdpBL1Jg/fKFSokjSjuvUL2slCYo7Rt3SjhHu++CZxe+fTzLwm/EcP6Dzcflb/c3Sp/4xpr6fvmtsp9g2Hc0+jB96jLc5zxccRw/R5Tms6ke7b3CQ3ukCaUswcGKU1t8NdLeWp+JtEl3bJc0rbxWGlVpyj6zOOnX9ptfk23hDdu92P7XpXbhrVO1B4x7wgZYSWMtBO+isAOqWbo1iSQYdMv/XXP+qcNW0KoKm8zTobVFh9lvHzWh0esr3ZC9OvR+fQ+862dA4bX75dPGM26S+vu6vpy+elbr3EF6gqnpzJtxcj1Ho3iORaLL85vMPpNPWJUpssGdA92skMK9/BXFbpDQrGjTH7g/Yg5Fvtl4ttnBEejfUKjTfzaT7dnrxgmVpFrLCx7Wir3fjPXEz03mCB6wiTrKkpYhdTs7bGAiLhd55WsAAzB2MoANejNHjsaBovLp+UG80EPt2+Ue1/dK//73/+I4N8r//Tzd8v7P74UF3T8/9y995NcSZKgF1mZWVprCRS0aN0zPWJ55Nrd2dr9yt/5d9LWaKTRzo68vdubnZ6ZVtC6UEDpQumszMri9/nLABI1aPTM9LKbvACyXuYT8SI8PNw9XEUDtWGN/V9d8XVhV1BVpOrfY4GIDBpvkJm7Ui+OdCycwlT3tpBTKYIiwO1LqJz4nQdLQSF/974fIghKY5lpW5/PWrfnAiHCJGHL3iBVrj/fGxe/54915PpzHdbf/vmeR1WIcJ8YCVwYR6Eeu/sAnzgHxCQ0HXiniQb7qGG133VhR1Xb40q8XhlMT3ZYjT1dSo+fPyN/8D7S5SESJ8yY8TROUjvpufnz6fOPPkkT4yntvUIAO9BxUiQDnrza4wrERiayBwF3Mh4ySPtIrtv722mvfotV+3S6trhISIY+FSlNkiq4m+TFhtoIB2Ht0SJMJJz+Fhb5nOPsOFj8nmEdJ/jT/tvvub58/ewxj6V1WSS8Ttg8ac/ef/Z3e/1n3+292WTQfp/fM776vlze9Xzue8YH7/W+6BvjPzE1kdY2N9O3t26FBuwQ5ynV2JMIXxvYtYVVhdXzAeN6sL8bqwzNbAtzMwho0+nW7fvpwaNHsQoYHBuCaElAasTKLqRLly6kMlq2NVSHu6/2EfZ20kjvMBErjAvgOmSZ0Q/RctXZRBOlE94mmSJfrm+gbl5Jm6jZb376McddzDnY2LEZdsPgj3ZfxXukDWrhnNi577mfud/iQb6W+53h9Zccff6HSnu9xUpJHCxgDCaCQ9JFhBzUFtbXyZipcVDTtQkzf/DwOdqHLWhgCWGKVTgEeB5cP78I4x4eRHhCLU2NOs9p2uzpAS95+AiTSBMt1gAmDplv7QhYQE8msckOXZlM52cH0WKxAuT9m5gsj5nwa+QAN0HJnYf303d3DtM4jqXnZ8bT/OxU+EF00FjNhD28sxcVcVP6GPNHgZ9eGc5mY1wRwkikH/TQE+8s7bD3hgyrs8d87Wwl+fmz5/1dtAM4ty621ymc/ThXch35mOtSeA0n4BZ9yOfzMdfXPve8ls+78Mn0P5/zesbBfG+eozJz561aNdsG5yMUrSNt7pbS7Wcr6dHT52lkbDR98elVxn8gNWDaJbYfV83eiXBXRvOlEHisVgB/NefCCbTmTb/gusGGZfLgPTjmNcOGpYW+0/HyXDdm7azda28zjqggk02DKSsonCA113CKMYbyGP1RCfuaEl2xwi0kB2RZngC5iZ9rsvm6k7vexNmNlK7Ev4WE60sMMsY5Dyl2Nw3iKPfZL2+ktdWFdOvrR+nxEhOgtEzY20ka41ovzjSSdlflDZiI7VF60x6v7BIrdv7Ekarz0TZaBHQMBO/LK3oHQCDEYMVdonFGn+LEUUvCa13+s4N1ShI8qkGIpz2CaHrjH+7A+Phtycc8QPFegP++ou+BSOWzttejg+fHkut8Xx1O1FiaxU3AMH77p5AsJRaqblB2gM2sbPiysZnS8sZ+uotgtYqE+eLly8hqNMIKfGz+XLo8NZ5mJkcZF4gZgkAVIa+3dJCaG+z4Q7+70QH2EtK4y+qPS3g096ShyZ400TufDmnQKV7vh4iVvTCER88203ff3km3v3yY/vTI/X1Z9aDm/Ye/+ywtDuGQVS5gYJ8dR5lQnsz56DNOTOGRJ3k+ZnhH99v+eO8PwS9f92g9Z5/p7X2/j0V+3tfmduSj5+yT7fRjyfXnc6rxLO3PtH/P9edj3Ny633He3d2DQfSkmzdvpAuXLlIRdnG0bg0Y5fr2VpoYG0+Xr14tEjzBcHqQwg5JJ6mXexffJ7en0xZOajp3DbIfc2jKmN+z4MAlHFtVJ+tnYrZII1IX1O0AACAASURBVF8GBwdg6GaIRPgpDyGsIQ0yQYaHRhAWUlpa3kvPX8LMeXeHTlkQr7yzn/NblX03c10m51wsEb56tmQYeV5YiBMSVWHld8/lOSJ+vK+0w/Jd99kmdeUSzyIiAGbNjVndnp+BvaAebzEAbtgCMCtorl6QTGvt5RJz4DjNTE+luYvzOK91punx0TQ2CvF2JdYB0UY70tGDcMWznfw25fVx9xFZNQdCI0qvmH8weYSpEgusEsx4Es3WBttojiIAjztevQib9Z60PF0FvttpeaWRHi2tMmaNtHNQS+ND/UQc9aZR/FX6Kl0haFVQwVuEUoGB/JY0FH+YuDAX1W3fUxwLYejH7wx9MFEjLMqMiUzRuvI9VnN2/Dz37kLd8A6L4+lYZmHd7455njffV39esPnO9uL9Fo95rr11HTwyarozTF5vhMZ8T67PYycCceHLhM8CqczFQxcfqzv19PVyLW1gljoCD8aHh9ONcxPpxlglDQDXvYRwV2Es4bH9aFpKCHMH+I5VeHE/DN4Fsg7FhbMiMOBdheOrQgxw5b/vVxzsRBiO78xhYdOHbb4PgSDPg3ysHLMKNvYNjIuLVRCggk2zBwIto1GAFh0El0nni3SP4IG/gZnqUwdBnPCFgI8X4gjCi3WQ297cSMOEqMgADlitTV2dSouzi+nbrx6kO7du4/X5Ml27MJsunj+f+uikCGiHmV/IEPzB6cChMZmCbQj2CiWzWTEgtMkiSqpMUpWcGaQCipPUogCgGsOj52PA/Q1jKbKY+RYuxNveHHVWKxzPJCwSH8wSzEoHQYberW3YfvOxDXni6LWv9Oix/Xy+nlst7JT2LXXUkK52MnJ7rgwsHZtcbH+emo6C5g0ZehMioA6PVtEN2iy1Rxp3y9oG44niBKKFz8IBBB/ivfr8Zfrm7qO0BsEu9w2mSZbeCwuf8OkJ2EOfUOVBtBHsRke7+d6NhyZtMx8/mKbkX9tZRY0+yRjC1BHuTrUJ9lXIQ8wdPQhkNEFP+esXIG6Dv02rLGdM9fvN17fS42fLbEgwzyoF7c1gNw6SEKFeEBWnHoU6+ygcHCdVjBYR2clZhujJDMQ97Tre49aT5TD1FGPt/YLA7W9DoxOAK0YicMCc51EpY2e9THCLRMRdjGrgRUjijPObUnx3vC2ObAydCEUR//LkDAGYJUTgMDgpZoRHr/XxfDi+YBfzXeKOtflMIT5ySzQubvX2qD2PvXfR5eh3N34Ibm2syspVXycRCP2quQkTHBsdSdOTk+SEJlsV19HIs3LjwQbEhBeoFVtcPIfWZYrKDN9rhQJqvmIsV7cV3SuJ6DK8tMHzHjzUwYkazpCNRiF8PcfEoirdrFez09jpR/ph+v04eu1ByHCqe0QuCvCyh5W8mSKPD45TD7DtBOa7OzjKoo7Ofc2QdlOogHFL+6R/jrnHYyvRwHMw35v5DiQFTvQnvsQMBG7Cm642hamwasHQ3Bkq8SJZEuNT03+IFdQpbStWfAVxFyfCHwW0ENY6Ien4x38EppTuvVhOt+/eZ9GhZ39XunjlQrp4YYHv3E9D8Dk0OITVN8ygcYQQrZ2cJF7UZ5RPD3g2CMOukxr0FWps29uJDb2PFVB4wRN90gEjmBkrws62Yewdh51pCEbfPdGfZoc7sd+aKrQ/LWPeuHvnVnpEnZcvLKbrVy6nHvrtil6nOrPZMRMCMuJoBwBxblhi7hQzoYCcQJDecMyJxYo7i3v9bvY6mYwfq/aRovgeKxY/gXsICsXvfP7tI798nltaU4g2tIQDq6LEefoSx9Z9XvI+mV9F+kgjrCPeR9vd2rq9DZHvJBhUbqhjTN1U2oj+yjmLOu27KbLFD707DQ3rID0v1IbfDB7fj2nPS7ZC/e7JSrrFBiu7MOlzhGZ+8cmH6docjotG8KB96QMvjPQo1OVMO+abWq1e+Rzjsoc2p6LZy5dbnOgZ93md4YwRIkx7jAYTBs4LPzF+tCMc84LnqdFkrOsgmrafgeGB1MNyTKCoFpKFd/KAKylHTJtLVrnDAukwLYVw1zXoI5kbiypRFSzB3W2fQLPxqnnoiGFxCO1pUK/2K6Mw+NH0eGs/bbFaX8Nh69rMZJqDuPcA7Z6yqmHCp5gMxjkrwVaR7Lux99pvaDp2OLZoRW1XR/8r4CBZpJiFWIHYAlEJRyYgIGgKP0FEGIITNaQhBs8tDQtnO9rdQuT2Y7XFUBs6tyllY3+WmOjt+hrhqS8QLiNe62j/RbZAHtqgHdP7jMmN++1ThXqBp179Iowb4sjIKhDUAkm914qKiVRsckIDLISQHaH67h2EwMFI6zgrnTYIowABuoQH1LdEBr8XeDwdQIle8djXeF/eunM7NQihGWDMLk9h55kYSOew601MsHc9Y+kkFRQ0k/aAyrad9pVFdp4JnwuQR+/mOsSwzLh2ocOPjFYs13tYdXWpCaCJ+GYFYUUDmZqzwzFOl0Y/T1/+8av0n//Tf0wXLl7B7tqd/v3fjTL2qCVfneI06TtwLmIVMjA0XBBRGEEnwpNREEfg0iB2qhLSb60KdaV01ftACvwvYD4STR4v4uBpy3HpkO84sbAq7EFz0AncTom3azBZ9ejexoag86UM3EmmDa8Hpiiz1V9giJWPc9lY4GD4UGoX3AqU3TCtrc31UJ8Z5lUBPo7l9g4rZ1SnJ3AV8VX8DX8PppNbm9aRsEzqNEA8aoVligS9SbvEBq2eQDq++9txcAy0Q2vuKnE0KYlEpnGIvwmk1UnexxiA7XxOEaDxglZ7QlhUGaHU+/thAEf7rA6weyu/yOQdo1FsuxXogOlIe2AyZYTvDfDqKdLYEvB49goHMLRvD/AC232+lWZYnvfjzb2OzVC77tOVjTQxuJp+8+lHCHjVdBOfmRvX8ZEx1wQr8v/1H/8R2LEahdmNs3o9YSWasD0Pof1ANgiBrVgUINzSngqCmurrSGwEI90hprrE4qIHg7N+AHrMm261S2QlJMy+mPK8A4HOgReWdcYO5+MwNR07fQIGzYTJmTwb0BefkdahedBcUKMCvd07yH6lRtAwsMISTV3QGhdMawg4e9CiAwb/IXhxAPM9j2PaPNE682xQNTLMio/7lEflB0FOmIv6GZzwDgUftSnO72MaHeFKICsoGQSaJtEXaC99Ao0orNr3CpVsfxfe88zFEGgh4N3UObhA1rH50/Tg2VK6Qx3r+430YmMXjej9CBE8j5ZtqItIFPCll/foXGdeDmn5CT5Px4y/Qo+irUJOMHdozRunaGAK3BUChIo4VhL/ZHhgtAKaQmJs5lMQO35wQuLmb8kUX1//zufbji56Iu4cmOovpQ+VuNBgDgonf8ccoJo8F/LvEOLdNJzi66THp/AjheUmffW3c06myOyL/nU4x+i37MsoGge2igmErnEdzRPmyOYR8wozYbl5lIahD/u7q9COfmga9AFOavDC7+7jxQ7uD5UP0999soAgdR5TIm1nHqnV7iQiQVp1jBlZzY5mbAX3ASQ+eZK2f1f6gWvCiOIcj0JDQsgHvvKqKhqCWPjB13ReDlM0gl1kdeW6c6IBkvopNmdhcFQ9uDoWiI4D3SoIe4yI3yUVDH6r4zqcOcjKaXFBRBCAwegdw4KRDqKm01knIp6cVKwigB82BvZKT1fT/p3n6Ske1Dsb68wE1LqXzqUOCHqTZZlV6Zin7Q3aAKFlMh0BaOz1ZVYMXcTInir5OjmcgCC67XY2iZwFNtkbi23z3BvABVN11ln+lqOwyINgFa3v7UdPtf+OV+X72q7ZSu+ziUwvjrnd3qyAZfu9xi/voY/Cf5BYCIWZ/W2uJ/bPhYG5mkEkwPpRTevsTX/MylwC/R3Zim4/fCjFRA3L/rsw0uvTw2kQOPYRr+5qs4nBLogGLwtcaDW+WEXakjelmESeKc7atopCD+2qIsS5q1QZ5nbSYu4KCi6qqxOobz+7GSv0b+4vpyfL6+l3f3qctubHUb+zWjkdxLGkksYmhrFlS55RObF6pDuoqNAAgA/Cx9VVk7Ybg98axWLIhVPACKZhWBcAOyKaV5OGDmAliEAVE5E4coi6WSats5Lq0GMIXZO2H+GkdMx9ZVZAS2iVUWpEqJfe3SyWRDHyKuBAtgNz6J8MjcTqJqvV+qs0jOpNgUD13B5OZBXq1/SE/IlTmQwMQkhFA8MQdxzLygAmVpKtdod2J/ehBe4Cn4sfjkVsK0wbMhFQHrQ4P0+oz2FTCHOWxszlmRgpAcXH+5zaNC0EVMcJyTi8Z08O8bkg8cAxDP3Lf/lTqgyPR0z6k2f4WMCUpz++GuFTS88fEYa1jg3xEBUiAgTOds0TVMOMl3ZcVzfGpF88dwFnTMYKgrhKTLzMSFzZQzuzhcPbNt7vEuFhVP465LoxhemkDWedm8VTv0IcJELUOt75p7Sz2sUqCIAeQSSPUHdqRhgC3vJABf1DHLVCopdbBWOU2CvuS9aLfksLZFDIo3EMoIAPMixO+J9PE6EMCDLmrohe0dZ/+fYbBJgVOHNn+ujKYvrlVaJ2EB70M3EsGrXCSUmirXZQcDtrxVfXtX6a4LD+KzGmMkALz75VWr9jBcqFaDnnYty42bnnIB+zwr+8gAPW7Ln0dG0n3Xq8klbWt0IlfIAw9hk7X/b3QhfpQ+0QRAb3ZCQdNFZ7e1xQWimqC8buq/3EKtALeXZBVwKvoh3Qcs4HH4i2FD39q+kotQsBn25B4i8+8shr/LetUU/Ak29OUM/QYM/bH0ssSm1vq1TBK4YJfAM+4g30r4I5xFj+ob5xlCqoyHH2VDW+9HIr3VtZSsuvCEHcQv0O3/y3v/00zYygWYFngfLgk2p0BU+O8LDssKxALb4JH9vzmhfxXerlOZFT+MbXNw1+fW88z0X7GrgDXYvc8VEtc553VkQ8pWHV1LGaFan553cZdK63eM2bv4FQrZ8icoZRPuY7bYQqLTNKGZJ2yiR0PdKPNuDy/CRqp8n0/Bwqowd3093HD/F+3ir2h50ZizjoMlJHP1oC9xQqs1pvIklXECdPkYwi6QgNafAOPXDjXXyXwBes3ZVMMei2Kwgbxxj86IBgbCFibvBPfLQZEQsqArYmVnsTXg+wHEqEoNhP+yMsTpic4FHqAXl6O3pgpGos6mmbwT1k9XEAQ/vu6Wr65uETEHKFsJZq+vj61fTR5QsJ1wXUdgWRcG5H3D5MUmTpgLCqwjEMsSi+0dJqw2uBwzOBjsXlM38Dp1qXVXL4OLQwLcz2pKkp1OwQ4j9+9XVaWX6c9jaXsfkOsWLpY6XEmEtnkNZ7wEWskThLEstOXUcSSmzFqqE6MVOEGUhnTJpYo08qVaKZpeO0jbOAEnKEVhGFUUdT4TaGJ9zkRD5tsO0hZp0VnLmMu67BzBvsR4AbBwT8JD1dRnuEvXRrz9X8ANL8YNqBiZzy/MJ4X/rNTfz/jxA20AwcH6FyRgU+2IcEDoE4hgGB8CRH4gfFOabEz0wIteoRWdTUOjTV40JxY+YJe++lLwGu12Bn0hegj+kf2RVBnlALt87HS1p/WqhSTPy2c5koeErcC5803+F40g41T66YzE42zvf/5X/+D6kJjiCLxPvrMO9R4NlPky9jY98h69UVbOnnx2fThZmB1GtbXGWqSWOcUbyl+XOfpV3QaAvb/rcPVsmcxuoEzZoOQo+eLqdNTDEKWjrmdgOfwsmWMYOoTr9EKABnZUINBA5heH5+No3jnHnCYPcSPnkCbTFrGpgQuOLCpIT6hFEA/BJoRV+FnIBseP/si1u09YjxMdROYGimQp4MGKglUR27uUvUAMiwSeTAd/fvI4zV029/+VmaIUnO/BTpOoFdlb4pBKvZibnJGCoMyyzwefpRxfljaR83fxf0GYrWNQB+40FPO+Y7xkLTpKPcKo6Jz588pE+1dOn8QlqY7sfBjgQ4CEp2vctVAX2sQXdkLv7yd+BBixk6r7wiHlqkReKMwojHn72geTiBF9gU0c75XxQWEzTac0LPbHMsK6IvIXDI19DYyQBPmz3sdoZfh7QArXAHjtya/PQQ2wXP904G0ibz9xXaj9vPdtNLfI00054HxrOYs87NDKOd5Fne5wrZcQqax4mzYxZtEwf9ZMJeNPi9f63nbF3S6GDqZ56shOOYyyaKSOlHKLTfHIASOpR3DeT3t40pBXBUPVh0cDMl5D4Tu15TFV8iFV7CtX8kDfbcSP/xd9vpT/fup5X9/XTjyuU0MzicLuOYFSvHCHCF0DFJVHPiUsJkgbCWBviuetcJSyMZJCVHIawpwZ4VvaNP3FeMOUgaX/zj1aJ9fPlJiyCVNfvPVmdvfhsh/B3EYhycdCKuRMp+Ft9VwZowxNCbAVbd1TorALrSxM6D42Xa4gVPVnfT7x88TGvY/KZGRtIHi9jYFueBLT3n+gEOcQo6vieIEAQzv9MYTXh6UWwsBdQqvvDXVrz59fr06y/RXhkF9/k/gxqZIYqE5fPrA6jlPwzv3YdPn+Npvwoz7yG8aTJNDuJop00SOFRQ15QQ6E5h4kowHgyVrJKSzn44nid8qYfuUJbpZgkIjjgI+eoSK27D9NTiwG8i7lp/yr0DV9jdaRt1+p27D2HgK2g8UP114/zVP4T2aDUNjE5FSNcm3tk9SOA6AG6Tge33X91Lu2vDaXdrGXU2KlBWozOTw+x1zAqdd0xgNx5C81GiPtXZCs5VVZ+uAgllOWF1XkIFp51aHADwgaH2xT5ThQDnP/fHV8deDPCfqz3vySu9d4+EY+knXz1LGNwQ4lRG7gfdb/h9IEyhvEGAUbtB1itWeppZptlV8YjV3vbLZdS6OmD1py+uL4bqdhB49QL/xgHMk8EB9GScI7nK2kFaxnSySdSE6mod9TZIYNTJOwaY36qjL9+8zgoH8w34pvfuII5de6zkn6EReMSqyKyRCr3mtpbWrOp3ge9GA1vlzfM4bsL4kT8QxIAVE6AT+KoS1hHNhMRcggbREeAAtw41szgQSgngrm9DGZ+AU2iM5gsTpghZ0AM8aaR7tuP58/Bgv3Hlavr15+dRvyKsEKlRQyXgEkUi7vxR4FAQ9lUtsufQ/aiSCXoeu2J+ivPQM2g3fncIk8CGtl7QfDY5kh4+60t3HjxJt+/co43gTef1NDeJmQxfmBOEn2PMlCEIQ4/NMyJcpQPSTvEqKCKMD3Gfs5yjP5x+XaREQY08/zMVF5wnJNyxhLAmo7S9jnX0phjysnyNXhS7inIOYe8UZ25uRItFZr8jNL76NzCOhnO6YNhFM7iPWe4Z6VsfE5e48WoXE+A+OTuG0qX5Cfx+etI0GsRjtDbumBfgkU7F+PNL7dBfUH6I87zhAW8qc/zFt/zJvz1CYyQy2mxd0zLxkWhzCQT6gXZl1YEAtEhccwl0oF5tq6gCUGNo02UiYNvV6cB0ih2kNDxCYp8a7Er/7n/6H9IfHpD//e6DtPGHW+nizDztGkjTeGeNwsg7WZWpU6tDHMp4EXZTJ34GodI9YXBiq8Fi6Bhg3snqUtUSIxdNUt0CmWrhZdHeTCxzm3/aI21QPQP8tYM4lWKy8tsS3yX+31NEwGoZhk7fmzjM7MKc0P2mBo7ZG+Dr/e16+j/+839DC9KVfvvZ5+kmoS0jrE7JFoBeUgLI6sXJLA4EMQIHaJKEqMGkV9jT5leUAi+cGEVpG+jWmfaDWhJlYleogZTgh2mBw8bIo4Wqk9EgUc2F6d50YXEw9WEv/69//DZ9c+8Jeb730xcfYl9nBWsSkmLLSTQ9hN2ZKtNd2hzaLpiGLTqGasvM69jUm3gRi1+6J4xUB7Ez0xbUyE3gmu2qm6yc1oHB7269wPDZm9ZWVonAeIGNqzsND8JcECBOSQRxZX4ofXBtgSRJeLZivvB6L9x66el+un1vF2JKRAjMr4usa2uvttMDwrXM1jXYP5AunJ9LM6NDxKN2pBkkExnLLol8SkdbCGAlVMys9uF8DZkp1+yHR2GXWXDYA1sYe9KSplUeW4KxO3700zH0d3vJxIBLcYUpEcWj77KUWf2qGFJdWGd+6SR7hHpcf4kmRE5Hrjn9M1gddxxshu15YGKU/g3iYb+TJvCfUEBvorXQFNJI5DOn8hf4QjxYXkuPVtbSOrb8Q5woR0ghOH8egRJYNfES1lxWZrep8+fHcLw0XJC+8yy8nRV7FzCaTbXZiUj/rBB4xEpJv4rDza30iFS0NZjYEQLCHPecxwGjTJrhIusg/hbQCYl0FwhdBW4naF7crvQYYKg1UFBBzoK+SPXAC37oZBV2eNogfhql8Zz44nvPHgfufPDphyQJmU911A3H4OcUceB19fG8Q+KqUyHTiHqkcdA3GKxM/scUx7D9016X7T2AAHZjw+wynwQRB6UaGfmwr56D2SjoH4LwG2iXvnmwDGzm03kycmNcY35De6E5FQS0YOziBLAJEsk7HQfxMFYIfG8vopGoGGZB7/kZy4kOM4oWjG/MA8YjMsDZSIrzyVBeGX3cAE9oshAK+zqiWC+pLNUC10h6ZbhnGZ8jnYi3QThScqRvyXT4wjwcwKZ3cCgtYqK8vDCW+tFM9SIUHDGPtZlX1Fq0aHWx8meWimM24h1F+P21RTywxDjRnixEimP5O1kYu7BBEROHDUjpwpsZqkCiyOTkbPcMp3MbojEZYByL1W7c1vpDTwCiYLT43AnStza1Chw9hAiA18GE7sM4fgrxNARiYJxdaEY+SqMjU+nO/SeEUq2n/3Pzd+ny3GT6mHCQc+OgolWfYHODAnXiOHbMyusE7NMJIlbmEjgRkkEWnBXaoSRZDK2SmucBfu4Mv37OAmsC2hBj4azk2GqMw+D4OR7Rl3yhdT3CG0AgE1N0AD/3Rm6wwqrBNVZwOPr9k930xwe3EXyw9V26nP7u0nTqY/LXNmA4MPhOVKL7MGxDkSJEh5eFswiAyYxAfMhIRGvOgCn//n5AShBMrmFuATe0YD2Nuoq/PCrB0Hu5hIprHyenSnkqXTg3gF30w/THb/CCX1pCAIRY3biIgyTx6vhNCJMT7FtNCBHSQji/MTeL0ZVbOlENCWKigQW0uEzSB4S/Oo4oKGRlWk7SJdTr91hlPmGiPsHNv29wAgfC4zQ/M0sCnKvYxmEeeLGe4ow1zWpxckhtEu+sks2rGzU56DQz00hXh+fSXgWnvf5R/RMhmtvpKdJ8DRxf2XyV/ss3D8PbeWEKzci5qXSRsL4xVki9rGbrjX0y5h2mY1SmTnrhYRecLK6GHXMJrRqz6De9cUZpTCowghv5LyJ7vX14CgYg/rQEROttlXytQK5CoGtQhypm54Qhjl7T8cldwAxbHMY5daexh78BDgA4bJ1WB/D0NpEQOeJZqnZi4+7sGY4V+ZMX26zKd9NzzAkvcQzUgWz+2oU0jI+CK+nFiW62jqS/4CjmSZyG6R+GYVeBCluG26W9jjTJvfPXcJpjFYzCDvwA/CwGtkmHuoZXt8lsdvZRi+K3cB8/iKXlDoSC3nRxYRT1MrktGIOmDA6mrKZGxU2syqlHJzlhLmOXngShB7bii+cVHrZw7X+BLf8P331Dfu7E1tAX0tXF82m6n/4i55SR4qbQcq3uoAuACwpXY9V1grQU41Z8jxN/45/QmPKs9eeSv3tNM1mZMVNDQe5RGDWNQ9PQh+lnCsHyl52fp6/uP475pIbj9Mp8usB+GkM9QzH3pIfOFHEpr32knzLywCuua/+Vhkrn39B6AffzFtsS4OaoXKEm17aHZpD22i0dV73mgk/85gZgSV/4IRxLmCTceOoUDZsZK3cx3bmpyt1n62l1t4bmjkgUEO8cvhwTOGzPDFYTQVtkfUMvg0rIKJNYlAkjGuSYWK8LyS5CB81n8a9R8phbV/CElhCZV+kePY/Xu2kcCSPh4/fi5oL7/2UNgcy8wTUeeXugXeUVRRsTs5hiekM991T1nHQcp/5BbBVISNsv8bwmN/JvLk6m8Up/+pJkGWtbJM1YekJox6v0wcW5dGVyKA2zCu0hWYqJ7U8hkOFdreRl3QUWFoPaQkrkb8ZWxlm0zYH1XsvbrS3O/VR/g2yLZDGl+BIYx0+OhaT8pn3Rrxac7Y2PlVEtdTF5IzsfSHcEpyHMO339lKxSz5cIkThM//CrT9J17NKT0MnjrXWYCNv2DeMxi9bjWLswcMv2Jhm67y1woFAhZkTKsCuIX9Fm/zpp2ov2tbDDtU6GLVh4exqo60thLHEUVt59JFtgsUM4E2pd0mDeuNRP2NUn6fe//31aWlpGtclq6CJbDhIfP4gXqZxPdapm8swAbQNziLFEMHT22gkkdZSv2M7ZLIYb8ddKL9ZO031w6dHLZ2l1fyOcqj6avZi++OwytntaB6rqdHRIBMAEzPvChWHUmMCEDE81VuslVuP6kbt6Hek+hfEPp6V1Go+vQgkmneYH02VsSCes2L97NJse0v4VEik9x0mpBtw3tobTJWwd0/19qRNK5GTvCwMcfQk8gGnRkYB5SPuMNONjcSe0wNlAE4HJHKWtge4cLRn3i1/FX8+1pkTAKI9n3B+3oEFh3M1UpmKIxQbCi66uaBQ8f0xYzvFe5PkfwGO+A8bN/iMQSLQ6YxPYatlsgvtOicl9STazOw+fsSLH8ZBwtB4ExynG7eaNKWKkaR+gGqQT3TuEe0ILesiUdUTijSZqU23kxqfL1PWIryMwlNCqdCNA9OALYc5ycWUWAeOImPfDwz6YLs5JqPRf4qX4fHUpvVhlQ6HjGWz3l9I83udVfErsgyYOhaBYi4MfZVdsghDYmiETKRHYqoonZIzzWKHSEnb9B8+fQSA70bTMsypbiI01DkkkMzbUg5qVPA7L7DwHIwibcmvc2ueORPY1rrcPyt/w3brai+OoeNcD4pyi5ToCefXML2OyqGDGcPtO5B9CF0tpcWE2FlOGEN+9iw29Po/2cxR/D/wPkKrE5zyPY+qIac7j1ZpopwAAIABJREFUOCmSiWCcC6rDWa4FgxeIcZ7Dz1AklwphfmyaeG7LpFGhgvdEzA3OyWj5rZZObOAn59RC4qQJLWzAfNfQcL5gPj9md7TlVTZQgU7NTKE9wiR3ZWEgoURGG8oc5dFjYGxudyOwmsLe8ZDJ8o5iHhYCg8KQnz8r4qDnhf0PlPY5m2/NeJZ/52NFtZANz5KFF7xZ5q6TSntTBKCvF04e32bkPvl2CQmKutUCqAGohi1MPb91KyVD4A0zoLJuVm6ThM+Y4EFJujrbyxaNv8CbcCv9y1d/TL/75k8A+Wna++Bmujk3n8YgoF2oCJ1YkaqRiWfMeoCHhukNSzPbildyb4qj/Xl9qu3On/SrSCY8Wx/XX8UEEs60Mze51SgJj8QpkBmmdYqqsMZnF5PECgzpj89e4ofwiHSTfenvf/lpujjUm0bqB8SjllHx9qZd1HPGhx/hGt9UPcUSxfFwzEUcGW4h+YP2nDtLSN6CjUj5A0U1qfUVKn0c1/h+bAgHdZssQQ/n8bFJ+G+JeFpCvRDkPriIA9Th5XTvweP09Z1HqBDZvhOHnjKSse7VqpiYW7GqFQ7iC1w3mHlhQkdYPHW3QFSOwMTQvhcvGmTWus1K5RGrwpN08/r5dO3KIs5EpTQN0Tskd71b0U6MsXpGq2CMdJPl4SHLQ+OF9YKHeof3awOXWP03jskcNjxiak7Wt2ibxokBPwQmwvfaZEpXZ2cRIibT+sYGjP0l2wk/TE+e4Uw3N4Wj0jlscDAQxlchwqG2G46vq/UYdhklY5LHRtTwLjHA6wH+uNHzf0tpoqpVVahHSszoqNdvKNRg1DBaXtLJ3DW5jF7qJ3xMXWnUCpr5dEKOgu9uo5l4eBt/DIRF1OnmlJiDifSgzh0jEsB+1dkEph9779wAmhLgVq8RkYGvBL5JONDhmEhlWzhFlhnfwYHhMAXsm2AKLU0J9bBhPkevTGSCzwMrzx7qcmXa3UtGtfOTaF3G0p1n99GQkCAJIrvDavrcKP431KetVRONUJPg5/3CJTwV3n+K0KZKvgFzdJdA5A20C7tpCW/23/zqczSGxH0PMDNJ6lICR5qYfFTb9jP2u+C3+OgYWTIdddzeRYjjpr/yT56H+R0xT+VItL8LxKkCB30MDumrIZ37MCnDMTvJBXGKgH9loQs/lWvpyy+/TM+XntJ/8x9USB3bj4aU+aTW68/aJMtW0AEgr4vvLLD09amf8wttUbNp2wtSKdN2ucOHZnqu+MXRe2X+hDZ6/ymMQ98J9Bk4vpXRxtTS7aXN9IhEWzsQjSGExnOo6hYn2XsAgXJK2sOq4IS534SZWzrg7qVQEbBchF+qZTa+XO92E8/oJPmvVdrxSTzIn3w+HysDxMqeMgFk4A6VEoZE3AaZHUo3/O8rMiGBJpHJRTSIIlHi04VjjaoetyAU8asRd4HqF8QzZ3ujCbWFcOmJyjoHLk+uYpy7hlF/dBIy0t8/gvrok3R/eiS9JETmy9tP2I5xL91YvIzdDCedI+JqByRy2PkgrF06+NGoE9WynK3SyGBK9K+uRObqkLqruDXqYIef1Q+WDCxvDCkM+FicvCH00HaL9+WSAZ5/tx/zfUx5hBr/KsmDhtRnYhzfEfQBuHiui1WcW1XWUAsXISfaNKFECjSo/mr0d5Vwi3++dyf97vajND09m/7Hjz5MM6zYz+FAOMzKo4zzxw4xkcjjcBDio0HsMueN0TRr1ZsCHrT65znfn/viscgM1bqb/gY81Hu3SoaPfgHRH6eRBM++0n6Lu31ZImdzp6p/3gGRH8U2XSHsroHd4CJqaj3g97F/PyWj3fAccEHjayzzMGrwo601VkpsbMEE6iYb3QHe18eoXsex79aA5dq28aAQONBgaS2l2wgHpiSdXphKH310gck6CLPCYxvYV4+3iLKGcRjew2r8EJuwIDBErtRHNjRX+6gYYiUGqMR7ggnEVryizWrIuMEBJRXsHxiTfJLELoYnXZwppU1yPDwmAPrBSmd6ur6X/tN3L9Kf1kvpY9S411A/z+EYqjwalgRQSPOUdfVDlE9bRMHZafhf5D/gvaKaqKxgTNPfKuIXwxaCut/FJT3G3ZWtlzhwN9gJoZo50QyvZ/VXqJuRjEQrhQxkE2Qnkpiwyl5h9Ys7dax494nRrTFvNtF43CN6a4mkQs9frJpwjARRl9IN/DRGCdcbBj6E76cTCCWcEALLGLNSPuB+nZNKg6jxXS1j+on8FWhR+oZYxtPPCHGFaZ6yg9UusNCWXWUFX0WwMOSP9TuNY9zAl0kIralROwdGU+fgtfT1o8dpGbv3yekL6iJaYgh1NGMHP6b9gArBqwvuXsFUoJ17AG1fDTgsIzzodwuI0p+ePk/3nz1LI6NjaRy76RBArmCCUa2tVtFc+A01R+BKOYi7g1AUcb295Lnu3LH4O59zrujEl3/nY77XYzZ7OZcs7XOTpQ80kwUZ+OoWrdqKj6BtZXxCSnhoq+1lPx7aS6ghCqRf3FhM/9f2Snq5tp4uXfsw7eBI0MHY6Lnfb+IomRF0X5puzgZNrpKLUE/z7mgB/ffoNceC4fpR5TW9EKHbSoZB26k//xrzMpZAxWQEL3SXFt8M6zT8swu82UdY1+GzBIwUQh0KFzLi8gnnH64hkJKf49nqNtEsCJ6M+cW5sXTjIhvg8NYuYN9ZI7EPtTeBkXlSTZ62v4/gxHV9t1T1nzBXm0rzFOP9FVQPWTDbl9wfxzGPs30/uzlNPNz2x/GXThpaW2NymrlyD/wTz6zL895jXYEvrs6jUdyQL7jyVnpx9R72gdYLJGRec0BtNk1ufStuiAHnq4zc4hDlxseJM39EHAP9teCplijpeYjaqKINFKkosAnF0XlUxGMDH6T1hYP0za2H6esHeJ2u7KdrxKx/8ckiBBzii6RM4DBesjhx0UGb0IFKPrKO5c66cueCYXPHEGJ3uwmCeKZdP+VPB0E4WYRtzCYmSoSyeQ4QqwoPfwbs4arTLMLOVYV2ni58C9ZXDtgMYyUc4D6+MJ+ujHakCe7r3kdNTAKWY0IyjmDuR8DbsAsdxuCdIAYvaI1XVPyePzGWzgZK8f2HH43cAEG0uJdHdRjxS3jqQ0j1sHZMKtjSqzgxVbG16xsxIDPGgDs0Mpb+29d3U71zMP3d5xdwpqLdGDGn8Sjf39tIDTQRazgpmV9cu2CN73USzAwgKOBvmTDpEm70lG1A15NZ0X7xMer7cYQARJtOhVUmidtwFoSVBxSsaJDaC9nqCQPQoL0K4n4comDoHPmJoITKFdzFHzy8qzvRElUhkCr27Nc+HKKHULc+HL/G2f1scpN0kY/X0mOiD/7py69S9coEKmUcvzQngL9DCCfjwwhpEOE1VKT9A/g4UH9U5gspgC1wJdT0Nug9xWd93IZHPa3BjrHwD+clRkCgGB/1iRbwQ1/xZTaV6B2cCrzboS+7ECyaltjiPD0kAuDJzjqallK6uLiQbi6SZhae3AtedRFC0ItjZROhqamQRv1hu5YhQjdM6ATbIOQLRqI9hpLFwiLHOO2mEQ0Q3bheM7c1+OhRbgktBg5RKE8Q7ti8BZyew3ZeK19GZd5ILzfR758+T4P4RETCIh47hvP3w5VPcYQ62sWEAgN0nHeJKy7BBFkbpG8erSF4vcDPpB/ty1DsCjmESaAPvK1i33fLGh2xDH00YoepVczbaNVP+0cGY8y0kGMpEzB1zLSdiHtCVW/8HrQcpvTuHB9IV8lm94dv76Vv797HFHI1Ep10QwSNl67JC1xQ8Izyg6a8pvOBkQhBnvPSq4J5cB/jIe7/JWrj/zcg4/ipsQ5cjhfQQMpJ+BRpSjqJaBTzSnQRbcKQQfeZkwijWHgJSaynRwirKySGcv+JcTQ6v7pyha2/x8jNAXbi8+XW0m6RKqzDeZBX6L+U5zeULOaQE8a3+9sF2r9WKebsm9ryb8fBj0w9Cwleq+jVXkZ01YbuYHqTLcw3GTv+faVFJ7hcdEAksnjeIuErauNccG9+eysv9ryL9bI6c340wyEMAiCXiaIbE2pZrvXRthqSyAjONycXr4B4nenx2kb6pzt3aOd+Oo9dfYI0TUMQ9xKrg0OqqDM7dV6qujr1XSIqvzHdazoJ6VLbh0Tl5ywycaeMDmQmv2iBqWgSDXVjDQUrkagEHORBxWRjlc5YreH8c4qS4xbb026tr7H37tX0IbbdcbrWj8MH5A6nnlNWsk0yC0MUIWAoOmFmjBqfYugcMUfEwgyhtCOliKLdLJCodZ+TXCS3hDdsQLl4zivFp/gdgqD38grf5JfAMwi1qyJRTs2QSWlk6k6Wwc6+UG25n/ddMjIZzrawMJ96SUrjtq9Vwp7UBjUg6MeEnGkPrBCut88krXCN4YbhpPTlt6S3JQ3j+PRounrzQkJ5wS5vCJCaIch0h+kXnCOUh9WjW2Sa4vMQ4dZ9BCrASnxV4OUQzny23k7YD/ulY5Xe5w2ER+9jFCFyklU+wK2LAUZmCahVQEizMXbhANiHbWAHn4bHOC4ebS0R0zqWFmZm0gBal9U9CDArpR485RUmYmTe/AkcURD1lL567yvFhG8Nc+vGGEce9hh4xVFThYQ8iDn3iRqhUmcFTeod5eyEywU26z20HS/TS7QmHTjTLrKb1BSb7NyYHkfwBud4rgIhrHawiyN4V4LhQHeBldiikMT4eTQXMYRWc1n4cET/OAVgZS7CNzCM+SvzFz80rXg96IzeTphZXHGzDmKu62xYTeem+yDiF8hrsZSWSOn15emzVL+8ECvUHoRXY+NVsevH00/EQnezK20zEcyTjjsAePY8tjz98NplzCaTCIloGpwz4EOJD+w85sKJg4oGk6H+WYtzT0YjvFx8maAIUBUfz6GB6Qcuh012+sJOfIXIi2c4G7vhzh1CTno75lIHxmFD9TrQhnSEWRS8PiFDnatAOpid/qJSX8MLgqlLUFUT/YwFXqu7TNB2tTZ6nEfSJbWGtL0bDfQB+STUtgkjhp7fpzhRbqR7hKg+g7t3oPmZmx1L1+bG06WpITYgYq6DVyeob+VR4uGxhEC4Ukc4+7IAscLIIVHM0GIM+O496jH8nC2RaAb4Bf3zCf7/JaW4v7hTeuxvV+nZXJ4ZuzQoLrg6t8QFucqZkpmzp51Q3pFviwnmeS9SvNfieSVzV8T5nOejcdwcDWNSW2QYJ0xSPdad+u6prvNKiVhdJ6thVjgWpsWp/jQ+/0H65hlJKr77il2mvsGZDk/k8YnwUj43OxOJKE6p15p8d5m6EFIh1pAUx4WPbPxUgMgdg1zbip+4hHiJ7YXXSvSMVy5gSr8BXoZnJHwRCZhAB656bDKTFz6e1tGP3r7zAAL2kBSU4+nTC+fSJNS+jIdvLMPByGOEsiM6XuNFp+Ywp65YoccYAPPWeL2r9xl58jV/5xKe9vaBIpLrbNJe3uAFI8qlYPz2g3+gZPSBxzjSVAUvYGCaUrP+6aijvxj5O9K/+7e/SP/4v/8+3UGAWxi4Roz9UdpgnTg20Zf2mLi9rKbUVrzawy8Aryph+HQppX/5ku16d7fTAqrtq9fmkMAhVKQ+LbGlq5v2HrGhxWmpH6cscJZREC+0Bog3wihy/9s4WluNhtq7N/13dRcd4xaeKHBYjZOVmIaUPsQ/AHzEOxu8aKR3IH04y45afbMQltH0+3/+L2lrawNHvFehNWqWzoWjnD4HvTBMGWkw2hgr/rBSdAwgv9HeonW2693Fe+PD5fax82776Ool5gTwd9MeY7GpOgRHM2NWYHSKvS82T9h0ZTU9I6vfoyfLrHa6081zl9OlCxNpjJC+MYhgNzfWMesgjcAY2G0PmDSBRZ0OSFARkcARNRrF9sjy5NBK2Ra7ZqPaSrEiUmyTOCoceOTDvfZbsWN3b5OwLbgufdnfKWzDN4hN76Z9DxByTVhVJ1rhFzcvpYvz3ThCwuMw93WjBbIP+wTL288VBJU7yy/TJg6MvWykMcK2p5oMXBS4W5YBeYHhvKew20q3aA2Nkej/PEVNB4ItbVKjJ2oKH9vjR+rXgUDViWZPzUYN3fsIIZm/+vzTdO/5JmGXd9EOET5oXgpygRjvHxop7MTiWbdq9+DXwByARzcDp1s41UYLfo7+ixedCh2+nLYE72K84Or88TzzBNX40Sn2bKTRPXxiVl6wxfPGTtpkZ8jnZA2auvlRmmS3umtzVcKjwWE0t6fQDFMW94FXOLnHeCuiWwo8xJk49x2gZJFGnCzm4xtMLvA0Hv2ePzb4zf1nb2qfs87X/DvoE/wgM3KPXsPLHeLOckZu74kmaqUmnSkeKDqRXyKB9tX5bBBsqaDMx2ut1jvwhpHlEvcxqbU/BWZwwZg98wmLiCG9gygyFrOfKQIIGatwI/cBHGncsvAYxxrXfr04dn282Itj3I208oA9oVdxBPv6q3T//sN04+o1tvpcSOMjo6mrn7oZELcMPGYp0wHDNBNQsdEDjWDFW4K4RPtyY3/io/0R7kG8WgPrpOQ05xGIWJ2HWYSYUmF/DPVxpe4KVCvDdw8fkkDiYZokt/a/+fijdAE1YQ/Td4CEKgowr5Aym9iOipTHJlsBrqgQ0cfwCpAAeItS8UL+SjKjMB6WgI3D5ncaFLGn8d1zTBjaqAR/tnhGUlzUbe30FFyxb8HYA4v4zY3WIRPVZqvquw5y2mdfquBxZQ4b+MxIevLofvr22+N0ic0phhfI0IQOt06bqtiFawQ/HxNG4ly+R8jeV7fuYUffTB9+dDMtLE7Htq90GwJ2mkaw1ZZZRW7DSHvJ+OQyN1bo4iP44La/YAxwBDcKMJztXuu3fXHsil6K/8eE19Xxa5DXW/Rk74FxGPLWzb1o1GNc+7sP0z5mkBJpVI2dfvDwPolq/hgb3fzql1+gai+RgIVVJHGJaLSBGnBiguh1YaOMcBBmwrUYHd/258UxO1uKc1pgYcAIGZ3Y13UaOxXXNLOBX+7noCZczbXOiMvEff/h29uYNqrp159ex5FwlF3Auow6T4OsZnpJFCWB7YADdlT60AuR9AifiVMWCrFfAhDFwEW7cWh0zOlQMEL6BlZFE8OhKdrLRcZJs59qU228RgV0sUQPuy13G2usSviY+0xSU3UMiIXvJAlDH5n6uqDOg5WL2D9rafnFkzREJM3Y9HXyHqBeB086MeFsIwC6eVEJM93zx4/SoweP8csYSRcWL6RxiLkhoQAo8KGhOdDCytwMd0rgNI1CB1rt99dPWYw0qINb9IK5RT+Af5cMHHB2IdiqgdTGqr9NtQdfBWGGffISkRimJ15+epetWJ/jp9TPnCBBDz5L+KtCc6APSHnSmWK+vulh0ADGRduvc1Q+8XMVMbgbFa7tkGY0EEJOEEgVchTS6vxuksXx4ACzCrzjJb4ey8+Wuf80jY2Mp0kylU5dYQEIIx+HDOD2gvMw+GRWJfiTPldQF96iJhHVDsUQYfHYK9Ls4lxxLPgfNISTQcNj1hZCaNz4N/zJ8/csnNWQZJ6d77F69ipR+oI0qD6h+JupFiqu2IWqmGtxrf2Pjc88OzPzfKvX8ndf9vq3DL2t+JyJHk7kTkGoZLA+DFUGWP7TW3MPtZH64YEBVj9w6P09HL14ZnSWrD3Dn6YXKy/TvbuP0uoqaqQHj1hFrKVFPG1vXrvO9oQFke9iIna4+kBgMfbQ+txcvnh30fe2pv0kX6FFwF0iXfRVs0QgAu0KfqeQ46oHBNReGnDmDiJTYgW1hqT5+PFjNjMZSL/95AZb942kJjFFx/gfNHAYO6SvNZkkDF31ehVCVgZ+ZtJqytlh5sWL3t/dAmFoG2MV9Lb9dtvcQux8WiYTyE03gua1LogvxaY2+c6CYftLon5q7DBU3i1lGxBwkz90Q1iMQ/7s+iJECj+BB9+RspbvH19BY8MaEAZ6gnOLdnAjx1Y3SRbz3S1CmFbSJ59+wLais6w8IHQ4fnaymu9DTRorQ97V3z/OO8V/302r48P05T5Hwqnpt+8vrBCY4PQqmFYx0dH6MFbFFOdI6FR44cMIXTc4BfTfMBSuG5z84MZ5Mqh5P5EKpD999OxZ2DI1NSyQkcoVpcKBCXmsU02ixMbcDQUzh/i8p7QTAsfR8Xt9pEL9TxR0bJsx21VgoF+F3t40ld3ycEokucYt5pUC2YWFGdIGIzDrwMhKrs5qVyvZMc4NZpvTScy9FkA14MDOVNQhPNRD+Q6ZOK8IpmP9kRiEE7bJ334U6izivHKdzDtwh2OpJSmFEMX3ThyYajyrQDKCya2Bjd8d/PrB1aszncS+X0//28az9ODJvTQ2OUD443Aa6xuGrpiTgNwIhHuawW6TzH8KTNcXLqUrF9nznXdjvaMt+NqgDSoxV9z5MLKq0U/Rwunz81COAA9NMMwOkxz44I6Z6kAUYLpgRAqPGgg6YEQ77AbWjXmph3y92zhy4XdM2GVXunp+Jt1aeokNeRu78QGby5BQiQHTuc6c+u5VLw9wwBwXgBEvDvwBG2PMMhMomvQT/wVPTgiRhGe5dBDvsLfB2OEmLdx+tUf65qdrbKSyQiIi9hzAln4JHD43N4cGgvuZ4Tj6Y3qhDvobA4ppQj4YW2trVpE/ZjrgApTvdY6xQRmwF58tgkI4Be3jGDDzwo8owri95N/Oaxm6x/ZPpH71ATPF6Xr/+iLnioff36y3X1d0RsZjCd7sMX4VfyL9Hqo9iyRpL3ScqoAheEjvVaU+zgtAie0J3pqRiQpnqV6k5gGk8W6JCMBvMoA7eP11s9PN2OhUWl3bJCzoBSkjn6e7j56BmBVScY7jUNdNHGxP6mf1EFufMhH1TJS4yjtze4sW/rR/gxnSBtdbtqUAXUHghH/YqoSD8OJPoC4IuLWJqv32XWxg5fThpYvpMlEALAJxBEPzwZJunZX5AXCusEuQEnunfTbBCvCt4slzwrZkJ1DiCqFdEse88n4zWq2W0AZxwhFrDWsAiCpb+BE/3/nHe5QPeTyKv0UG1xIyTyeCTjtGUlh/HdNABa9jx03bqn1Hm0uOd5K4nDMy+iKpVp+wEGMXMISZaZ2WgIUOZArQmmRuLa2npVcbCHuj6crNc6itXRkfIX0ryNBPTBaHCHYVKHonW1uidacIX+XwYg40sGOrotR5KxMx73q7SOTsh8KoxNQxY4Doj05ejpN4BW2Ildwx7zUTlVUeEsVx3NHPyoClQYsjzM3PYMftTbcY02/v3Gf1eEiSpb8ntEvNGdVynyv1iELhXZokAmd4E7/eblrbrzyf2/shXuloqb3VuFxXMwo5EkY2mwqzg3DZ4s/65l765ru7aZ/59/mHN9N1vH87T5CwyJrXy65re2jBsC7zLIsAx00vX73oiSLp5qON0yluNzmAC8AIOKmJs5glL+hE2yTULJSLq/sG93YgHLhBhoJPFMZSe7y7PEYsMX1whVXVRgGD7qJfiL5pvL+DOOzxdBfB9/7jR4QjfZpGGBOFqA7CZLd2jhFW7qeNzU2cEcfSBPn6+2ii6zHcOYroAxqvc16dtkusbYHycIxLdKpo0k/9V9joaOiiJHZpBM87sJX3IEF2Mb6O8zG47r4HOjQa418xdnp/l+uH5N4fSRv4kyyt46OytAyNvMJ55iRCTifSzC4JnzqNtOBfLhmfIud/LAJb45Fv+AmPituInOCWPAMNJnhTO6qyB0MHuRDQTuJb4+ZBy8urnN9FSzeQ5s7PpsUL+LAYBbC9nCYhjuyjhqCmOYbMe/h07ZOTIWgeuKkfVyR6QvPh2MdGUwhRvtlI/y4Ec0Yhel2gMPMScP1rQaXgwX8OVNsnfWz/eK7SZPLZuiLunBUwqiUJhZTXjFwlKKW/bGJO8yoDkGRJkB1qO/pmyOPm+BPX5VJtxY5Gx33GD5Ob6jg65SlURlM5SKjwvETl1U0iDglaA0J+RLIUN2uhpRBmqE4xf5HQm+nC/CySJupV1O2PHz9Ny8+X0hoZwUwOcOHcTJomwYpxt050HZ46Ica5b8XL899WW/LPONpy+8zHl1I8FvIasGrVVKyaCi9TyVj7ZCie8W8x3LLJ4v321HO+V6AUKj21FDp/1bRtAkZXK4JT6XODvMJ38VS9eg0TA4h6SuzkAaFfIq30cM1dxNAlyVBFMJw1IbpU3xoO1akuhBy7YjS5FgVxqmhUPnHmaCUFhnjBHrwRBs7cyk/bnYuMPX7zbr1jnZCaewxprCvpSka56RREVfCj68Gs3Y61n8k1DANemJ1Lz0nT+k9f3kr/4e9/Q0pgGCRooEf7MzzI/3T/Nh7x5Hi5hLMPjhPuvT0APDvBI7PBJYTATrd9pV2bOCHIY4W59vBg0ZxvAByjCjQJieftRZyOEvjp+MaIcSxwJrJsBbPlAhedK04xJ6b9YQFBmJFJZXgCoaqhcApTcp/rXuJe3Z7Xthif/3vS4H7x2cfBEB0/HeEiTXC0lcrB5UjqQhsjeQXvCtsp9zrmMU7guN/dA9vxD+0E90uQFARiO01+1FG167digg0d/dZwJHq2vktO8Bfw33q6tjBN3nQSPsEMK7R9CK9wnWm3N9dY7faRGpe5BTA1oR/uYm9mTNQk0eUCnwIWtsN5zXt0lhMfaAOiTgh94nbQDEEpYnpwbKhF8YXmxzEu+B2icES4WRfwk47sv9pJPcBghPZoC36FZ7c7jF28uEgkBLm4YWQKxSxYgS9qVjZ4OcVPYXlrD4GwJ12+iKp9yNTIJMBB1lL5UnWFRgtV/9sGG20bNQXZHhcFP2dxTtmE9maEPZ1zmaoMsqfA6kaNdLonCC2oj7tIb8r2oIMskEaHR0m1/CwtVVbwMZgnKyCJfDBZEMWW6lsIRgiUBeMU3aR2jIhzVBMtn7fDrhjHFq4JkzdzhZMBLdvJ+IOIMc62XbrPx3njXf722puPUG4VEbitRD3kp9AMc4yQbEKgDbITLr0kA+TSBlEihGJ0BQ7MAAAgAElEQVTQ5gEG8+Mbn6TzCHYDfbB+Bq8D4cd87qNseWwOiT1UVWYdVc3XhSCq81wDdb2TJngd7ZZO6jdkDn2LrXHeC+coPNMMIYfzfOd/67QI/a7yZtQCt1rvKAh1TALqoX4EyRwunGmtYwykggY4HvlT6TCsBqZdZXKYNUmC4N6t2q6rZkFyAjrzaL0NdEAKYswvKnKAQ6WY28tpb8/FBAYy4bz6185hfDvzmCxRR9hA+I5UHRKfoEGcz0xQNaje93Iw311BSu9AelQeinA/KFwfxFeA6/GtF+oAHp0D185FLuNVpO7lly9w5mGL1hfP2O97Il24cCFNwOAtJ8TEXpnsTTVycB/pmYu9SeKaPX+N+c6Z7iLLHbDoZbA7WDG4g1wvBO0Ub2mLgNaxKnYBEy6aDTiaMMUiUQ0k5Tst5btDyH04/VlougsLGBmmAT8iDty4xhJngJXQxiuSdiDY7DFeSy8bTMLHaX5ukTSavWTOO0aIwdDJ1pVb3CdO9cEgFIyEm+p24V4n36aCkecr7DIUaGZb28bLycUNr4ueykXxmL+3TtEhEzZEmKBjCkwMGXFvAMyy0X54zutSvI9agqjzGqpzm01u55XYpeivjMZiE4Sxey5Psam6yWH01r165UZ6/IJNUkbOs0MahBdkkPCyXTrx5kvp4BRJ3BAxduszBAyeSZw5iY1YqbBuAXdMxFNLbCPOxii0COTVAU1moh1daUjtjXjdRKWsp297eQ2BQHIx1V61ddJ2t675XKjKmTtdhKUZ/+39AyyDTw7Ym5uJ2gmnLqPzJps0q8Yyed/JToejzrf3HuD0eZ+NSkhlOjVByBHaFZrSyWCZvczc43sIbWWIskyn2wnONVeO7qltV+hQfKSDxol7HRDGeNdACm2vJSQb495lzuSATlu0Dwf29PXzvfSHWw9gzq/Sv/nlzfSrq1PYy0mlysrcJFE1NCl7rIA6y8Tzs3I+BS+P6J9QHkBtIkHDUT9wkW62itDjPQotLbiqiXGwY26AnM4TmutdUbzthHmuTV+BSPW9dYvjkarYgYOplyAIrixxS+An0AQe7oleVthwNzK49/bjpfTN17fT3//6lxAQtIPbbL4BYz9Kg2SkfJQGyReApYq+gIfEaAsrd3JT/QMlYu44b6VP4Cz1RzsBbgx3q71vDkUPXEHZB9X1+u4Uhhw7wXX7AX3MJgafbV+R+d3kPlF4xBKx4X7ht7PbFbVCHV2lSjfTgZ7ZXkxKNYSmClLVMRE/w2gjLIdsniOl6mB/9UE6OF3rS4sz89Dog7S5tZtGzzGuCGPHOOiYXKXjhBWo40L9gBbcwbmW96qV0YYfe5nbL/oTQiMDJL6JhwJIPIwFkANMDca9q52x7dLLDjbXsn3u8yFjVo3ciVC5h0CLg1dot7rhQ46/tNgU0rESRXhskL9+tcbGSgifWzBv4+tf4Lm+A1Pvhf6dmxsggdQ1aHYl6LYhaN3mIADJIpc9eLuD9N/B6rxEMqleeI3mBhe5znojSR1/UUx4R39AZredFc8tLj6a8CXbFL8ZsxhD+mua67LaUC/4DPeqYcvFZ0IYkCiLRByFr3yj+F0cvafE5NenQT4jM7cW+YSbG5WY/y6HXOhV3EvYjyENAtOGartSSrdoXwy1op3imhWpgjA9pKtoB7Stjd70VqEpAIe/3JQ/VBj3BLJDsAtgiAEAsK0ynzX/+/cXVrBMFBVxqnDLOjQgWSpBdZaHcY4BEVCtvILwreHU83x1gzzTW2l8ks0cFi+y/eEgiT4OWfn1oD4kO5WwZPQUaFTjHbD5RDcDLVwi3o2GyPTDvsKK5hjJztSpjrQoIIhUY3rG76dSpxh42sdX05I6hNpegF4MvKsY73E3KGEK6QcRmCjCX/sYCCzNEy0EjTatFzgBvljZSDPjOPDM4NiBBA7NYpLRTIQQ21tsfSoeFXB1EmU1px7lZkyyiD9vFd/RdsIx+v5CnwOBmZ48FM3n5shwx1HCkaMn3q6jrU6EOZ+TIBTPg2MBJ57n6JaEuj6Y9ESVrkjc3TcYCSDgJxE7jJDNRiF1chR8C3E+ShcvfEryGZyAeKm2VWWSMqt0R8b1IDOSExJipopMkPv87v7tGUfbj2+3vf0XmN2Gr/lKO/zUqpiSk9pjpeu2qwCN75BFDM3dEBthVAVnOxAmoF0IuYTsNS8xL/vSn/74ddqcm0nN61dYQZEohesHrLTMdtZDetXDgD9aNWLMzLoWdl4FcwieGpoOEEyZOKI8eIcaCSzdpK50fE7SBIlj9oCdJPaYCUDWy3TfMMF1hFyWKb/AI3qR5OsjzCOFoyYSilqjQ4QKeVIZfO+EeYhTUeh8RplOYNrOoF7fEBA/84vnHAcHLR/9qcOTmkJzpKtSFZ+LOsEX4NqNAC68TZkr3bI9Xq+AJ2VO9ANb9oIiCdW5tIOHnzu6PX60wqY7U+FAuUyHV1E5l/FxUGByvHoh/BXmi5hhpjknnkKw/30X1QN/5jxfjhkHf8dFD2eK7Y2kRHH0e/4N7kW9wqiYoz7aDi+/O5/fV9wngUp5jtFEgKtDR9xtzF0J3f5VVA9VHHMxCnXmt8mopiZ62Y52Pn399dfhVDw9jjA8ApwJiZGRW2dIzPRdYmGYszAKekRFRgH4foaa+/hwzaPv95JbyL4hMn63Xm8EYs43mJHsQBJ7LE1lVaN2rps0v8OkDc4LqiMXC9SZEACsY5/J/wqz6xICppsALT99gvPbXhrAUXMebdICdHFibDhCE3toQzefwhnasYSuoFqvgcM6pILRoaEOLUHQ5mheMT4AKVobxIkx44c0nE7HTTLRszTAccufY4AV+Mzd7WMbzzD+gQ/0/w0O5NEp2uDfqAt8PAYGnQjiajSdFx69FnNCJkHLghsHYlF5boRw0xHAPoi08dJiDAIY3BgP27GozLq+p+QXetl789F3+rsLhtkOkPbv3hvMNJ569x9jSosVXzFR6kjeOq44sXvJUnf5wmKorDdQxz1dIjZ1mdAUHCRMcbpDushJ0o7WcBrDqRjnKlTAEFpXUH1O8B76B0MJj1qAJzvWk9r0l8cQMJmdce8hgTJ5lKIcvLBztuDl2DMNgjnJ4CQEOuN5zpAX54v1WkLzAexjDrV+O0417K/amY9QG79i04unT59GnvZpvHZH2BK1ghRYI2lGTjUozFy96CGf4RnjFONWjEMei3jxe/44fu8r1l+MMb0LwtLCFycCz4p47yuqiuMNcZQE8Kv1TkglWZuYwJzWniksOrCPmWzl9pOnZPEaTBPlsVCf33nwGLg8S5c/vM7ubTOMH4xRPKY6V3V1KJv4KpmOFTQTWmFGAiVW5rbbn/zd9v9Q/9/XN6/5rvY6MrziCNPZRtVXoQ0KMY1wLKumPlZYcySXqZanI154nTS0tx69QGN2OTY2URSH5Yd26wj8DLUc+B70DmEwhGKZE9LMPja+feaE6Sg7wAc3oDjAv+Iw2sUcYDVyhLnmpHMgNq65/eRFuvNkCdhUSF07mj65PJnYjwK7PxnbYOgdMO8qElad7TebrOIkKmaWc5xzP/OcFY6mff4xRTjlT64n/3a2uZJUWDYBimrSwvTAQoBNeurEup/wafIZwXF0kNX60tOX6Xck9Zmb/YfQ+hxgxmsgmM8THzmoZiHaTJCaKiHGpA6dsJxih5bzSNBjhY4gz1dSEmeGW8zhuDn+FL9tay653Z4qvhdX8j3C7+x3s2y+r7hCs+Tnzh7br/15/cwRunUBBvj04T1CupbJxsl2wf0zAVPnjUJBTBS+29+iPgQmfnXS3m4EbYVlYQV15KMqyE9x9xF4A+ZxN6YLE31pr6ZO5xw1hwaL0YpUv6eMWQ0nxDpayx1MAidVVAUIwPrVlEo4PGJqMqKO9RmmniqJYV6lb5/cQmu5F+2Zh4kvzs8hpLgbIIs5m6WjGyWSpMGsHTVmCt7+vIsVf7cC23tKhuf33WLuCku+TxjneeCxWFwpGCLIZEk33w8ieE66dvY56/Sc1/PR737y/HIhcJZWEU4H4KlYBh6dpfIyUq/e1+amdSLH9RgfEVoJh1P8c1UTDfHtP1DaO5y/+0hmQn7P5/Ox/Zzf31VcYYUUD0JFO2G4skvRS1WqQomr1QrSmk51E8Rq6xW/xmr9O9Qzd/tepumpeVYhUzhZoZpzgwieqensAKF1NSNPUhI2pagSEmInjvimouQ+cM5NYkLPxHXZO+QtUFikLxgGMPS7yE47ZdxBhLj1VBU/V32n/Y5PgSP0AZUaQskuJgvHZB9txZOlZ6xGX7FhxEK6uDhF3wpm5MAKBwfcYj0ZAfztOOXVckYyz7du9+s7S0yEd14pTvqOAuGK9715b9GX9zwaxNHrBZF8c6djJlA8HLT0tseszjowd3QRsjg9O52+RX1aQ5NCRIogxYt5iT2yp9JvPv1F6uXZKhM/aC2VmN+gHvihEOV0drVP5QK9VWy3Jbc/H1uXv/eQ4f19N1it9+T68jGeg2mWNI0wZLGJSCSygGuiXqzikdwFA/rtr78gOc699BT3/d6BVXYtY+VBqF0FvIvds1QrU0+VlbNWD+s/CXsgXtww3QUzZGE3LOO2XmFuVAnz6STUSXOhducajm+GNHVgsTnYIAPc1j4Z1RrpQ2IFv/h4NhKroLmFcdPWyiBNc5yBLbBXo6VbQhW1mDglDlrC8ZR+S1pOmEM/ptif/GmvR7h6vsc0p74o5pQCs2PMnXwMyZUAwAdI4duZbl6+SkbFHZy90HoBK6LcQj1vn6bJ4qd2pME+7GUcJmsIP6ogOtFwFPXxgNWKN6wQ3djFEolC4psvbS/F76LtPHKmH/k8F3jo7WedT163qBF8X3kz/wpi7+/2T66nvY5cvzrFw13COAc70vWrl0Mr+ZJc+KPDCMpjfSGoGaLnfAmVvhpZtCVlVotOoAq/WfZAIRnjQrfOeamWY86RLnRge1PTITPHHRf4FfTJv/ZQhRUP01Ge4X+FxVVIptA6s1p2E14I2wXXS2mVbJgrqwfsuMc1ksPUG6QUh+bNTY4SqkwsPWM42O9irtUc6HEFLY2ppp3v/A3cLSOcaQLuYGOwDPs8PtEa8alVYp7mH+84FljA+9qe8TZ/nz139vEY4RjnN+Odn/mLnufZfF9+DnMcdkbVyjAMkcuhCCQDyQvcVbqCIEUfAULcoJTjPxquGiZadra5xW9fJFAyE8mTPp+rAv12pGv/bg25oe+u3dUrCfOZXKqiu+iLqjPtCV0KJHRJjZQrC5PLDMMch+emyWw1nNbHN9Pqq4N0++lWevJ8heQeW2kByW6SlRFh74S2dOEgQ2Y6pHeFmybSkEBogoEipbQr6Fdr7EWWECVgHNzOL2HkClnoRU/4Qz0QA4uI4KPeVUjA3AXWqaYXBsI0mDwIf0Rqyj6Me9vYifQJcNVz8ya2IRx3rCTDMktu/uY/H4lsazjjXNGS4rrIwPPRCo/vLlkIePdVnj6DyO3j5/fcpnc9L041v4fgZ5yKTHmxGgL29EXhyr4dM+4Plp7GJB5nKb6F6u3y5Uvp+nnU8avsYubWSMxXx+CkmM3RBNFX9bc2PsfsFOcFYX62H+9q77vO/dBzMjTVht6XNSb5O4vjKOKCs4m0jXDIA8KhsI1jl+uEyw6ShLynrz8dre0QXkRCjN3JNArzVaW8t4d+HHuDqZJrACfcHcAvNydxYXKItslduA4gbNrcy7SjBDE7YpkjKRPG3ZjaXK1jkUr3n++n9R18NcCvySHmCvOgwRxxzhrvXIJGxCpYmSM0V6jqmV+u5u1Tntt2KnCYcxLcH1OsU6Hfo3Xm+sRLtQ7ZxcN8CiFUBz4X90qbDEXTL6IJEZgn8fsgzntAi004TtLa+iZJRlYx2yGoY4swOraG8Nw4JnMg7TYWO95NFUEAmdhBBxknGboaNn0wYhq1ZvmbvhZzzXafwpisx0+eE2rQirTLIkGBCO24lL+/b/74rsIcUWhHbLM45vz26CfX471nv8uoY+/u4x40FBPQwOn07MXLtM7uddNk3HuF8yCjDhv2PcAU4q+/BQgddTlv9EkJEbkAQusdxapXGVpaLAX0Mk+Dc+CEEqzwMr03qrfj+h5bFbvzHmYk9u7oZIfEEnn8T0oIVqAPzUmP2c70ydMX+AixPAeHu3Bi7MIx5LdsQDWEE18PizXfcrSP3wBVx5bgCP8HeMq56FMDBrEJ2hEwZQwjtS39cRvnjF807DWcHKsfKiH4nblJOGdYm4fC9/lxXHKxbj8tsBXwbD3X/rzP2bYT8N39VfQryvOhru9Iq558rJjyTxW1nXPzj1MIpYlY3NwkDPBwReMcQwUPYLRrIvCEAV5bhzaQTHxzY9uPEjMbYCPtkEjny22oCKe0ZPFc+zF+tJ3Pv88erTcQl+crFdGL31Az+2OMaRdit6FREkz7pD/AMKuWoXOzaQFoTs2ekDHpIVt1LqXbTO5HGIX60EPNTrM/98IszmWdIEchKGBywcmEesRpJv4Jey12YU90UIpkKSANUmuYAEBch8tVUDjwIQQEDDmr40Owee5t4okLKQEuRb0ivNnOhOkxCKia6YB7TMu4TJz9K+Jlh9kvfphNJ3ZJPFIlVq2Eikt4WoSvAy88hXc73LM9ynsyomR7dzz8N/zxPb6jILCoZSWIjKvF9+VxfVfVEgJpImgUMBEuBWlzugtLHA+7e2IsHdcjHDv0xm6QiayPxDkvVpbT//3lH9JldtbaA7k7wSV22WXbzVoaGoNRweTrOOFISoKAUKuOYYwi7y0ml0lLKhAGYWIRLk7C3Pb3td/7f+i69wgP68/wF15RP/PigJWzAmPf6R6hhbuos/eD+BxDzI5wdqz2aNNESGGP2X0C8r+9/SAd75ImdgS8JF/9MbhhnPSpO5TQt1Oo2VHYAV1Rl9k5apftafdYdYNDmG7qqGhrqDRrmIqE9wl16Ml+e2UvrW4z9xlP09D2IvFsYp7qQGugHb7JJGpobmIcyggEnQgdHQoLSCWdXQU+2S+LMLQeCdEP2YDjgff8EXaORx4fj9btsYl0oanJEvnVXW340f5NU2T2JcwDrEPDT2CkPAnMephXR+mf//hVzKUhhJTz05NkBYMO+Th0QwdYaUWD+g+JHBFOrspfq9yZ07EipeYqwk/R6zfEuuhO8VsY+Kmx4pQOWpwrCnp/CUPP/S7q/PO/Xew8FwQfeHhvxjFh5Pc8F30yj8/r78yBHjQAO+S116RgZji1PmubW8Suz6Yj5s8gue9do3dBYwwUdIOlOv0w/NWEUlCoaFQ4EqsKMXRRuCNEOecUugSsHukhdAEtfa+kk46ZWk8TuJRxTDMMsdHEqQ+e/WyZsFu2HF7f2GVuH0WudYdg5txEbMDUifrtFFX79HgfTznH+dAmtS36TpzU9gn9BOdtEk2UoRe4U/ChU8a3znzQ90OBP+OsnclwEob5u+ffVaQa3tdefCZ/HBuvn70nn1Nbm0t+xt/5vRl/At+pKx/zvdL4/LHOStC3VgUiwCmfGjMhGDrMhy8MgWEjvKSNoYcDF4NS4t73MXQRyo8vE2gZwQqkJnk+6fgs7R1u/25j31e6iZNsoCJ0pdcBgy1LAGB+MXhlVijUX4RxQMAAXsMJFlNQBltOszhfVM8NpPmRcyAWqx5EwnU8xW8T+nAb9c4ctrVRth0dxCloGJXvKKpQ8/yekspTB6MaiTcsMidVWDJxETji7fkm4zZ2sYinBXniu3f7zCn2UgYBxiXSgY9Rh/m7baOIfgTilRBM1rZ20v0Hj4B3GWbGhh1UoL3Q7fz0ZhVmmYHnwfZcPi9i5MnOq18jxg+A9zVi+cy7imOakc+xFe62I3/P1971rL004Y8QA4ta/xwXe1+cfUmCGHVoZfduxrNLj9dRNCy//tVn6b+S2vXe0hNWEmQrGx7BEW4EvTFJM1Bj68B1aAIXnomUwlJ46nSFWgaPDTuyhEkEFBM+lrMwjJPv+fO+/vmYeJ7HwLpz/R6FXQ+M0jldZZMXdwHrkhDCMCrYqiVydCVdYmc403I+fb6MN+9Gul1j7/hLi+nKIl7ICC9VcKQMAw6sgoKBnTBz5xtOYeCKPgddVYgmMcc9eoIT4mM4Uh1tUw2Gt8TKf2V1Cy3QcDp/bh4fhP40RTq38tErVq/cC+wbVRzwwFHpcxUib94Id2prMsdkKu2qYftmERd+bBG+wsnPWdipau8lV7elTqRAA1+SU5iEse46P1YQkssEausAqrYDEoGpajGt0pHbL8ErSoUd9i4tzhGmZjZKXFKBl+TZ9zluZlGLFaXaLgVC/sZqT6YOnKUnYpbM6+1S/LaO9vbnfjj7C4bu2wqGkHEpH63vhwSiHKJmvT4njM5+crtyvfnoeYMbukLNQbQTTNL+7iA8PsdZcJQ0sacu2OhbZPnkfhm5Ic6aM3xPHQ1PUD3w1qQ/JWO4w5lDWBGZwiLI7hkZRChC66OdEjs2MD1AcKWXgJIkRPhDkKU3yRKePN4mtFBn5nV8G3rZi2EwzeDTMT0/woZNaksZb8bxZHuduYE2C+fByBioORQ47LEy3z/YTZPk41ce81wxxxlF2i19KqPZ0gcrj49jZcnw8Xf+Hhfe8cf8Lbnk+32m/Tnrlw743ly810+Rerw42/5M+33OI5/3uv20Hr8bbZLb7jk/tIeXgck+oPrd1Jc6qhl25UA5gZ0eoVCGEEo0VKhIH0tAys/7GLr1tn9yQz1nA3p4Vy52MJf8PRPafP7sUQnMerxPyayL1YTExQ7rMJLVEz6nx6qhBAFIJEOZYbl0kIanIFgkzDhi4m+g+llG17SEinMT9eNX5IMeI6mz+aqn2IKn0SDtKNpc6AAe9YYLqZSyFAQ1M3VXvsIl8j47cEiCInCdo0KUmsCAIc43TA8QXpuUDIdBYZXlddNS8iN2iHpBopxlHFbmZogVZW9unUfH2E87HUKAyJhmf2MMW/3zt0XEFT4h4LTgm+8LmKlueU8RP36o5Hf7LusU6UQ2BQjf9X0lcKmFPLE6p+9CUS1FMCd+9TCeEpMO6jwEKCQJJHTqhNSNA6joDtIYIV2HBBb/8qMP0wfXZtIU9KEbe92Rcfh0rYrX67ECKn1XMK0Q2ldBTermNJZjiJAhW5n5ZNjYdrcqzHAs7v7r/wp7P7leYWOdqrXFfW3Z8j1XCmAvbZQoIhQBi04Yriu5CVJyDhJONNJ3Pj18hEc/fduCUSkK91IP7Drsv3r0hzyAOrwOrsnwYh96vhuK53a5vsdVTKF9K7GKIXaXlYx7vE8S+hh7JcAju4BXGWKrN30nNnKxRFU9NfGbvwgYNcauhDDtfLKPufg9w83+/piS57J4KMwyHldZWWvbZ+M08MN+M69Yabnni6t0U8yKud1o0JpodvqxH7jz3swU9OEhuR0wSwwSCXHIngd9MHMlaiDOmJvwl3A8VL6+U89iqZ9LPbV7YqiqWwaKAkY5nn71nrdK8dv5YFttpHCxD+LCu1boPp7hlo/tcH2r+tYPGbowCTpOvT4nzP04Lmfnb67XYzhigiuTo2xDTS/NWz4F7XPx8IrQr8VFMurROTAGXGQhA2+QLsnMA6+QNgsTp5AGBwSE89MP3/0InDgGmQEG4DWzkpN8B2/rDTbT4cXr7Or3BD+YBjkazPq4ShSPD39442KaJgHO7CwJshBuG022195jMcUE7mN+DIwRN858l/YcIAkcE5Yn7RnFYXZkeIgQNrakcuVFcSyyRtL+K4r1MceFsXDKeJthJPx85n3FlLPe1158Pn/yvPfYPpY+E885+c+Us/X52/blMc635zqt14/3kVcCb3A6ZREJKqaqZAVahqm4zeYpHN0E99pjRUpVFTqeKKUF02JSt2hyfs9bRwEiwjkxo/4WgbdxwWxa08GHckfyMVeUG+xv62sH+AkI2c2qA88cMqAZfqCU6p0gGENm/GJMNtr+ul7ar6OEMe9FTjBtikhBqB/LMOkq6tz+4R7UlYmNKLrYsGGN2O8NNn8op801YrxZ9Z2bHE4Xz50PG83gwDDSrczT9kkMGGDaYchVqKLoq0za0lRfD45EmkxA6k4/aD/xsNdcwOR3smNfs/1DxF+vuLUjPztx1htmf+ZRcmh/cBMHFiZB46iCN7fEVSn33cVBzzDLcMzjUCDr+xFWWAu3/Gl/i9esX+bX/g7POb6Z+LY/0/6dWuOf53L9MTV8H/+EARf4OEEYSxxsTmE+44Tprbw6CgHI3OG1A1ZmtMFkIBGHzIYbvWa4AuYH2OgUCE4UXICjcbxmcgsNB6fcJ9xz+f25Lxlunv8xJePq2ToCrsyzCgKkWb5iZytjh2EqMqgSTmcAMJlqvka+hi7sPY0ekr1gd9zA36NGvvQu9mq/Ok5IDpWLVpGDG3iEp7dmJ9SnfrAShSakiU0d/zcEIVa0PHCK+/o9uNwSGRaHUFkskiOftAw4zzHHhBnz3mQ/hgwhjpJMRjELX2ZokNkTFFIj1StjnQmKeOBHuIlnBY6d7f1f/jvXJz7lMfII6gUdqDrXKAoyJpPRri1si09xTTpjiuAJEsmwoENLgYDEpjM1mPnsMP4JZEQbHx+OFKDIKsSgQ6/AF9XPXSZngta5Ore2wEyJZ7yV97zGj+JMnI4/xe+izaIxT7Y+Xs7nC5Wr8/3t4nWLcM0w8Hc+73f76HX7116CrnLe65b83jdwKea0zLUXjdchqu0+zDqzUwPpqzuFv4J0Bl6YRgkyiTr8o5AI47da57Zec3qJ70InGXLSy0KnXGNIDzCLKVFp8x0cHOa36nzG4ZTFE9E6+3gkHmCL3GVh9ZQwyS22MN3eJoMdA9CDNnRmrgtHt8k0O0OOeQhkbw+ZHpEuJI3WpSCDaI5wztzHM96+9GFKtdjPOtoj+VIfflOOUQFDxgBtX4aZfRBW4pbFezKMMsw8n+GYj3kMPOZn2+/ze74n0yaxBqAAACAASURBVMD8bL4v/z6LNV7nhXHwj8/7jibHflIba35SKyCdUnCxHu/xt59g6AVzbklYVJIb8/qlb+oP5uKLlMbEuT+XL7z605WM8L7Rdue2O+WgSXS4JUGhoinuESkLJhbpM7W5KaQwYauK+xIOGAF0McFP08zIHEy9Mz178iiSbOy7QQzJXjZAvifr++ncAjnFIXa9qDHl2a62dc/Qw7qCXY5T1F/Ysk4g0hLbUFdJtdGC1FmFu5py3/YiJzHIRcOd6IwTDlHGSkqEGSyIuoMoDXM3IPCevrQNTvTw/2d/lFbeJREGVyvUYwAQBszEdeSw4Tkph1l5Xzk/m+6/2IxNNFRXhzmPg6sHBbnj1phH9dZXjMb/ZwAkHur7K+Wro3LU1IKZml5yBmaqWeCY8J0xVpImeDKz4SfX2O8bU+x3z9dIiXyYJj6/FipINJ8IghA5cMIVSx2cdvc+t5Wtkb9b1DZXOzyKTHkIpqTG/Od/up3uv2qQaGkmfcCm4QvsXtcHcRRPidnkwwqVNphVsYrK1GyMTZbFJwgeaju4RKWB4X772YqKrFykS6qIQ2LjpIlVTliNG/ZZ20cYwR7bjcZmAqH9GGfKX332YTrPCtDds5yDCtUltBJl+uhquij2sVi4yFCkK6Ltfw9FNXUdQgOfQNOl2KIAeZjW11Fld06nMpoN6U3QNgCt+cFFijA3y+DuGk6cqOV7YLodhEea1KcOMy8ZTaHvBQi5jRZyZ5cdz8LU4w53JMcio88qTr67+Ba8QnKQkU+y7fO1q4toDDDvEFM+iEa0gzwcXaRnNYmXceQuME1mpbOji6JgfuClRQphkS9JP4sx4l7OFXfE5R/8k3nID974E9yQ29J+9LsfQ+ZMvCbDzx+T5sRFGWMungu2B/b+tcDIdfxURyU1UCxeF6prWo7czOD7kakrjb5pjVqFWMFwKlYhelOyWlE6M+EL6xFyQlfDZm7yDWO/B+f605Wpm67hWa00sTdu4nW5lP70hD11V9kNDs/ZGcT/8UhkUCHdaDP1g+DQDFbSSPk4lHQzK/r4dEJMXH25165OXuVeNggRMY/5hAlAGZivEKCG+ZehHmtkcHqBQ5weo6567C7reD7e+d9BYUyKEXy7L+Kh46dyTC/tDqhKhbGqk1d0mOX4h1cuo7HYhkjX0mVU75h2oUbgM2CR4IQXK/Az1NK6LFRXlDacaJ35yQ+hEodRutEKim36qeWXQtsUQsyl4GY6feDM9vYGHsaEV41NkghkBrw7JCfBYbrz+Eka6bxIjm6YFSFoJbO2MWkVFsSPKqvoLib9CClNTcf6ahscJ95aX44Xaxtpi9XVF7/8LN240Mu+3+zKRWYw7e+HAMq2WJf7vUeB0RUbpSAsUO/PTRtsluPs0RYCppgbxjmDOYFTO/rQaNsFAUzYNDXenX49eDV9xB3SBZQ9iT2f0u7mIXVB9pmLkSkTXJMmqmL+f9h70x/Njuw+8+ZalbUXl+bSCyl2q1tStyzP2MbAsAcYwP/rfJkvA4wxHwwMxoAN2ANJtixbttSUultiL9yLZBWrsnKd5zlxf+8befNdsnaym5F539hOnDhx4sS+2RiEBRhHFUGK/eupO7oznV6A4uDnFfanfMhjLR99+GuWta6ysfRl1tGRTNavrB8PWWI5YBnIW86vEO7Nl5h9RPeWty/dU0HnySuAT7nv4OiIpU9mZu+yL+mXXK/7IU/T3nvATW53uamR/RyXeQGHg0QsHfJoDkfObt28PrxMhphzB4zgt7kr4gqdAk9C7ZIBW9TRddENS2bKt7LobKZ5ZC5ZG84bdTse5pG5B0CtA9hZI2yXdWkoASqlPQPZqVsP25sD9zh66qVlYZ158LNDX/UhtNs21wkO+J6G3DyUJsSWaWd64nU1K8AmVo/SZYhmYgsTyl27PML7RaqqUMjQlgHa5soNfLUWa+1OpiYD3MWaQYX90Xqn2akk19AQmE03UnHBgW2Dj5pss2nCIy17CNUxPdEjekNuStu7ziYsNhI95DIadx//9O//fnj3Fz8r4b7NJqR3eNHnnbo7mDVuaPTM5Kk7wKk0LzMrcJnRwd6Va8NH3jFOPE6XbLgLlrg2OePuHeeecX3Axo8P3ue1IBp0r7a8waYVU1prnAS02l2VDUn3nDNfXdOiXnSVVXvlNOSuKe/BHzd2eC3j99jh+ja3p9E3Gq7DFNfMPRlAVQJX2LRlLWzlbmVQOmkvZhkTBb6Qvzh+1EQu8mjH0grKoqqSLsuXtDojs8+IyZeiPIq2y+D5TaaHv//d14Zf8RzkB1SSd79/MtyGLx6pRFzpLMIvZM6Ztwest58wcvJqXCuEL6mQ797dHt775BNG+qybv/r68AaPmcu7+9xv4P4Qb6A7IkytHzPCgjx46eYomWeHuB1lksY63z/SLe3PV1HBU04sD62Cp/xSu7djUY2SDfbRONuhLBzCF3sAN+n81EVSgsBPWEKnkDcirl2uNfd9j6JRtjYt8yZ5VHYerC9lQ5OdeZ4F5uum37vP6jmNrvvYLrPc+BavVNqg+9QoQlA3UF6ig+dNlK6ln54w40Eia6mFPSBf3v0YV04GUHc6z3npyg1uM7w0fMzrN++zLn6H44Jf8H3AucjP2DXvOwXuZ7n96sv1aM61rc/ZST9w7v3l4q3vt3s7qBdwXaEeVNa8+gP0VuPtcAGybb2GlFN2KkdmjbDuaZDX1X3VfpGdwuWbhu3xTfO2/KaOT9mehrpHa7y625hrjpJ2qgFbdYbsFH69HDV4jEabvQKrmgrSCbYVQ7nNcQXnc9ed/qluOjG78bSROVY9Hc2NMMZ6gI8pApZHMrg/241rPorBxCfpR5hY92EhrabAb3DM5SG91xPmve9y2czp9jWuF7wy7L52dXiNHiw85fzmfl1U89kXnzOSYsfwRx/XZoxf/PJXTAt/Z7jJpptXePHthpugGCbts5Z5xHEY1//tOnjszLvzT+lMnDAFZsNd595ptJyBqKNJVDxvvMbLcbzj6wmbPSop5yKso1rl8txZ/8wjVLzqnCwyaeWywyLdNddlXXumEmavWK2Z20GzKfSWQKeEuQOF6XZ77lb15LIjNDPenAeVrq611sUjmF+UskPJBoiqgKrcQYgrB4qt6bGTvcVFG198eYcO5E1GK1eHOyy9XGXz6lusd//qH3423CXzP2H/xesv7Q17t1jqIe33H/BDx+aYzuIeey8ucRzp0/fvcqb9+nDl9uXhfaY8/xrZfMDo/w+++yqPmQCu/CHnrjVXhcHUO2cFSv7knCP64ZTFpCpkdHKp1uv6Z+qIRi3ac1bKvUehqN+rs1IVNDTQfSse6u+1waf2VlAFxyyYDQRMZwqYNLND302Rl/gu02q5p+KQS0usMN1H4ROi4inxKSy/PT+VLpLjDZdu+JNLt2/yuM2168OvD/6BmR07wpQTAB3gmtOIFR0jPgwb7Fp3E/IxS1uHdIIeMoP0BcsaX3Cd9s9ZEvr7996vy7AOYLwnV159/dXh7d/7Lrc/svGQKflbvIR3hUw7YWv7xsGnFnHWiW+zFk69ytWzjKCIQ9lrcduEV/uFeFcN34o3eYMBmHljPDcnt2okbMGqY42Cm5rFKo3kVJ/jhx9dQ7oYy9NxTTzGnU/MuiujcXOmxa+toSu8fNVQWzhIrgEEHnlWFaGI5ElUFSCl4EUpRl1e1QiZLaNLJKVbonB389MoBKZF6pOuklD7lg5pqkEn3STWFZcNGgWzfJOS761bblR7mVHLLaeRvLgGONrjuknpIetDN25uDO9869uMjr49fPTZw+Fn//BrLkH45fDTX7zH1PxveNr1xvA2wvzmq7fZLX+ZRmmPdTx2DhPvDtfN2fs9OfFqQzKEwuXuUyvXY3bd1y1HTANu01u9zdvPLB1Xx8W8OnbjB7SZst8mpVwpdyqPlTmD5EjJK3OdPvbe7lM25Ji7R2zo8bWtLfhgnm5SUciP+9QOJb/OeCAPfqXwrGNHyLczIHZdX6SqicKqbUgnlaQVqw0PqYE2Kh3S6+ahyxwh2qIzs/85Z9VZznn71RvDbzjG8+fv/u3wp3/134eT+1yq8+22scsK0J29bnzzlIe7g7fZ/LRDw/0Bz+7+D6bpf/bBh8Nt3gLwHQDu5ag70bc5tsZcErMB3I1AuXKqkyaPptvLOanEwbtF58jlnl32hchvJqpfIPsoJ2O2SgQrXeSt9Zgb+uzUbTLFyy2LyIubcr1Dwg20dFk4CVETPcOnks8q1vG+m8u4M4OOu7Nl8n1ThL/VinqfTrIXAykz+18yxvbcuUWJnN9FLk8YZBxQ+LaZoXFEuEn9t+nmNOR0nz1Ad9n04cYyH4X6gNs3P+G53Xss/djou+R1++WXODbJZV1XecKaHemv8ya9+D2udRU8l2qvBnlGXf0lA51T1uC9H3+f5043OWroIyvSZgfXBspSbx1un0y9elpVtzd7NXDxQ7cuWKqQ38IxAsTc2orzoeJ/3ufZu1S6rPe6tE7pcdmYEyytpbe1j7KvVuWEmsXOT19ohNHPOmjqnvDPU2+v19gjb52QlkgpbHanHs3WRqtQYyHF2arf+4gxIDCkGqFyqrbWM2nMiyP06B6yRnvoDV4bvBpHw7GLRF5Btw15uP1pTZkechxq/5QjKQju1R98t84/fsxa0cccAbn75QPW2z8d/ssvPuJ95qvDd2jcv/MGo202fZyyVvQyG992yQxprzgxM3iiAoVCG3h0P4/h4VWjBvbsAMMsAosmrdv1PLn+9OJaVWXasDtyvUS6j6lYPGZ44giRGRSXR3apYLYYUXl+2El236y2InZG5YDGbMedYsoBmV+dVLydGDS//akdyiXgTy89j4LJ+I+gN9eIcqqXdFlVQd2Y5wfWZpevcSc7DT21pL3wS1SUr3OD3D/5o+8Pv7j72fC3v/4Vl+ns8xDJPxo2eD5XGd/1MnsqXY8f8c+U6lZtpvsPf/bnw7sffTQcsvv32+98lw4m8sxovO4Eh18PuGnrMny0slXmwULjeIXGUR63joZPlF5hrV1u1lIGphel6oEo6Nig81vZPwqUD6JYmHa4Qcx7/I+ZedtxNsGZMWSJgT2JYWnrCk8Pu6ZAx9Gd0R4rVVlx1kUwLLNNlaP1Wq+fenzN7LLKusPOMmJY6+Cn7OXZZrbC2/M8yrfn40FC0T4ok8xVVgP/JScvHjBj8x/+8lesnbOhbv8ejTj7L5BhXzl8g/Pir796k13ye8we0TA74GZD4ubDu8MJuzrZnz1c37vJLXDMIvFkKUbaZgZMyCI1LksfvIF3k82d7pZX9swX9jaxi4iQTv2TudYN5j0Ncxo6YXVXtTr/bA1jsvx6lbI2ddOun7ijx63XNT9LZfx+/S5845Om6mQ5GB8/RuhOnehpKuUGjBin3MtcTjClKr6zzLHE1OUmhie4DFyki6fQj3rguigFeSxlQszbIpOEmMhmax0VyinMsOk245vZiKzg7e/VsZfK4MYwjzC1DKQ3ir/n1g9LyKjkaDm8XramM7lYxo02N5jOtHQ/cJqeBmeXNU8febh+fXu48fnV4Uc/eIl1zpPhN7/5oG6m8urEX3DV7E9/9vdM7X0x/PDt14dvI/g36Sk7hXzEQwRXmAZ0t7OJcrBAhtSSCEmlQOFG1XrKOtUJlRg5gEvjb/g61eO/SNftxSoT2pQpmUqY09I7bOff3OeAISMBlxiqUSMzPSJz2Qv1aQQfMhI9oBfESkT1/n2F7wYVy312c9vpM7eLpWNhhqVlT9wvQq+OGBVVvaEM7S4vmLu10ZPy5saXfdK1xxSkfDlmSeE60+bKp5stb7Pr8l/9r/9i+L/+zb8dPqey/Ix7jm8iL1c4ouFxNzudb337TQq7nUPlmLva2VHsBTK//6PvD//oh2xEQqA2meU4PGhHzHyzYI9OqVOid+99yijdcmGH2Iqt5Y99DnHRhBaNLQfNPek/q1IfnHXVtii3z0NdzEVeETufja10alZ52qT6SDCwTpfQsFhnbLOreoezpl9wamKLdeFKGTzyXno7N5s05PveG40yDUVt4UwatVhDqPR9VGVIcTSJD58W6WJe5B5K9H8cJdX36Qg6y3cdXlSnjvKzfek6u9Ovci/HLvc+IJ8cdfD2PDs4nzND9P6HHzMSv4PMUfde/S51H0sWHKn63re+M3zrFS4yYiaIQTk4KbvMdrpJeIN3BbYJf5N4LvFa4iHr6fv3HrAceaP2MHAHDHs22Ex8g7PtLE3u0/B/8cVnHLPcg8f+oSi07os6RR59DtpTHI727Vz1DW6BjvmveamqSkD+1/j/HFhrS845TxySC0aoeaoLHphF/lP4qb2Fb416a5vayS1zj65NDSydTSIVzKhtf7l/h7VJmEQv1nWRazQm9vAfeOEJQl2jHvxcA5FWNcmy4FTUYylfKHAAeA7RaVMjdC5Re61HsT5jBWajGCU+VXTNtc5JHE5Bq/SLv4m0cB6xLt2m1BA+4Hy3eJupoTqPWT07M80eZovLjDLaosMCZaLEiyPyURVmOeBn8jwi5jrTkWtKhHXnwSnMOwTfIVNR9u5dx9mlZ+ub2qds6niJyuHmrbZr+c03NocfczToywdvcPvRXQrDZ8OnfF/w4MC7rLe/+wkb3pjOf+NlRu6vc0nIF/aQ2XzHOWHj99YjR6Ue5TjaeGnY4p75DzjOcZ3R/gYPTdStfSYN0hR2K7PaHQlvTHIlW16bFuiv/RKYzZecj2/pXfArTonw3+kBVARdXBZyeW/v0TOS+vlpN29WKRs0yCpVo2XiIbpm57c2tSGDH3EW36WJDUaND5nt8FlQ1z1t3O/B7xIhRls+46nKC0gPuYCm3gqoOBpmZbpX6fWGbv0iV/Z+9X8SVbwDQXim3U+7hdHTDDKXXLG+mqnmbLmhI+NuOFS8KyyNzi5yfp2ZiO+/+urwN3/73vBf/u7vGZlznpjG6iHr5DdttJATL8Q+Rmb/8t0Ped3tZHjbG7fYALUHjA23vDWZdmEvMWJ1o9udfWi68jL3M7T8pH6ujrO8tiwfbHAczrRQN/g4jLTZcDoX4jvWKnlXpuJ/qC+vSjGFSqjm8Fi/yDdxit6m1/ccGpOgiz/JYLtFzTjQJVaAkUnGhiw/kPSKepeO8Zc0ai5pbbt+zpKCyuNRAGOyy0z5JnNqVE5dIQ+qMyZc5eUkbZXHGRg0XrhwccKIt2oYywhITP5WjUbgkzgBneoUUniovDgkIVUUGPWCgzLv0rCcKRPSotlv0YYp06VfZND8uUUd4kmazz6DX8gCl20OH3J70+Hl14Z373BunwrRa2sf3L3HVdN3aIQ/hzfu/OEODEYgr7zKXQlsAn6JEz63WBv3Pg63LIASCNffmapnL8c2Rym36IEjrpxTJ03I9TZrPbYvW+x29w4FO+6nTBXc46pidglRdqnPJYi6tso0DKrjaPDSPRzu9XIGbyZBjdUWtiZ3YPE0hryRf47kZ/xxGQFeqJRnPxtKc7Zu8MN0Uj1BDCNe0IxK4RGScGXCXI2JwqgLbYB24nMW0Wgc+CpHlnMDGVWjHIvtTzoXE71owl9aduioX2ZPjXLkM8AeORR3XRoFNvHzuA3Moh6sBCkqRavFofV6pddkCqxy1GBKYA+2xriqULEt0itsS3/593bxPZEyoWYy1GAqQW0ZDn0kpAqbEYRJpEIaG9UtPRV6klGVwDG9RR/xWNj8XJsTg0mqW/LMoJkLzC0Gcma8Ci8Vn409o8VdBOsyV8de2+HWOY5c7fMYwn0K57tc5+mmkc993pXHIn716V1GnpfYnHKT9aZX2Tz3gAJwQKG5OtzkKVHq4eK8S//eRWwTZuFWaM28oqt+mrvA+qvO6J17830xvyVPS6KOnxvYXLMzGbqZDyp1C0jrmGluKrq2pHn0+opqpOkxKLOBefPWNrfk/ZgjQZyiQG5cN967QaXJXo5dOrWf3+Ec+5tvV4PtTYU3eW3we9/7Hmvwe9x8SNl2RhPeNimWCE3uRG4EpQyV60ik2hHTn0qblUurxBp8fg3uJ2z05jcibpan8FsFsuKJXDSkrXzLo2qIy7HBKi+RGRt964R0maz3VK0klbF+Uv9VRHNnTA3+jNMjWIobMgkVWV2kFx/5iV7wNlRj2ELwiD+Gvc8JnS02ttnA0P2jAaJBprN4n7rlH37zEa/v3atTPPtcwuMM5DVOCLzJ3ovvf+9NBh+vED/n+m1o6BjRdlXb5LG/GsRBrTfMmcZGZ+NicQxHZeyY61ftiJ2yMThluw2r6Ek4WKLudn3dv2qYq9FteWvj/KJV1bsSgRDZmbW8VMVUjSEJtLFWRkofGSS89srMlpbmP7rHf6K3uObhtHustxCVToOeW8OKOfQCiqBRagtBNVBi/moq6Z1+Uho3pKAIb7+tIOtU/C4fmG0eVDrnsM1eAHg2mKaPQhT4yijhxrAjv5wa0s3Rq5WERzUqXkb7NuynrIGalde2v4e+zVr7Z8OvGK3fowG/++D+8LPf3Bl+8cEvhi/v3a2brd7mAYktaiaurK6bwTY4w75jHEbzDFXPh5nwjvH1fs+QhJWopzStBP6t8+TO6rtHXE3siYdjbjT8cHj//Vv1HvwJxynpVtbnRsE7vC52586n7IKnUWdK3Y2Y1M9jYzdWKgv50+T4rJdu41cjSMO3vR608Bam5juWBcPacValwazSImgrNuX3u/sz1ilLGdDxGw6OVVrxeGmQC3kwYqQOsTvJWJg9Gm1G8DLPiu4c3x0+954CRoJXmU7/IXcfvP3Wt7l++Ao7qQ+HaywtcrMqMyRuqjP3yUuy2FE/TS91FRtVHaYzoMG1o4Z4cF6X4i5AGVPO1a13Yp/CPW/7s6YjaZ3Go902W733q7vcdTBgbX2n8fI5uQRoGfK82XTx+KR7+hlawQozVmFzRL9IhUnieFzlON4p32Om8apIUtk5leqavrqdijdZ5wVkuLHDDvhbrI8yjfIxU05//bOfDe/96pfsGP18uMZO0T2Ovjm1wnC+cHJCk0S2SZua34LI5KN6vnW0P0n61uF+Hv5PTP/XuEGpPiOt8g6j5W9zpPGzd/9++ITz5Z98+sbwBjM6xzyosnP9JTbUDdx2+B7LPJ/W/eXekOjpDS/l2GWq2eZ2mVrF3+pPusTE16p0Ku4iqlXXhs0oao6nVe45iYKgLov6d8J9zpflyRUm33Kox/NxQOdd894OeJ9NkN5z+TpXZP74rdfrhb9NTwUw+v42r0++9e3rrjYO95j9qSd+j9ks6RVzNNjOGKrqnXEvgGK47gkdL5ypTamVzU45t/z29yI5f9F6rCJ/QT/Jw8fJI9O3TvU8SBy6pUFPeP248bAJiw2g83L+2bFSXSSyBvnifqlOqsen7hdlz9+p+GU9wUy5Bf7x9cQwVlThHaRIg08NSkVNa9qVJSNqaglP6z5H3Oq+L81DiJw35lavl64N1678wfDWm68yZfppPcbyGkfWbrNj1/Up16aM5pQFqbbLveWVefm086zHGdy6qaKX5QX9lNyuiDsNygqQr68XDfNNjkF+yXr3H3z/LZ6T9b2Bu8Nf/c3fDS//0+9z3/3D4R3uTXj/44PhvV++z5vRV7jM4w3eU2fph4r5GlOl3sBXM09LuKBsjiI9hzD7+UoKlAUbdIZnNQovYDvTbZCQQI4ES5YMqpymZBr8XAQJ9Y2+jAMpi8v8L+p+yHJe3cRGxWINtsEGtrc4WvbqjXfYaMo0OJlzwGbUPRp1xIZZHTaecknWJaZ4fEntga/hkPepCxyktGO3XBCDbBWdVVlJEXBjXhvX8tpZ2PNKXCU7YyMY+3nI5+eS+ifpV+/NT5uS4Dbt2SdRPCYi/dwDNlMBnjlcwFCF+gJwzwSE2QQrCpWJqgzuIkpCO6dzxqR5Cht7/M8FXOowk95qqI/cpEfFa1vuOsmOo3VAyHYyADd6sJ6hvsTTj8e8bT3cb5tz3mBE/uaNN4aTb7/B5o220YQ9Yd5/Vum011UbpsS/gBbp91tFf9FRRCxAMDol/LQ3mBmQhZEvR/fUfULfMsTr/GHSsqBfefdaNkI2Dtgs+TrH1b79+kvDe9xt/94vfz188cffH+6zEekux9322Zfhe/F//P13hu+xIY53SeoIl/fiM4dkTfBYaZVz9TIca53ewDjtJMv7eTk6G4XhhHfT0u+yyp6fR+FBeFrl+wnE1/LvPe422C4NOut3xLWLvhlwyY1qtRmY4QN1lqN0Ztk5H85U+hEnIiDYR2zYgoW/9YwpsG6ifqOD582OnjWvq6rxGbsLAs0UoQi8OgGmMZ8BK82dXM2QfQUMynvqm+jryDI9q1Q6DD2cuK2P88VP95pyt6X3O+Vxh+bZCLsoUdOC3BOo3/TTP26znjpuZF0Fja7Fhm+pEnzi7ZE7nXw4QDWTlwlc8y0QYNqmpDBGPeCGn23WEK5a5pGuikPR1m6LjUCXbY7dh0Lko5PjtOfw2J9xhG0s7EI5YkMIM1vsSubyDwqRO8ePLCwUol1GUYDX0qT4fSKS07J0AnyAhHV4Xhpz533Rq840atFfdEsXX8wTvUgd/WOe6g1vwzEmbo5zCvwi7JlOWhL3LP+X+M9zagnAV9qZ9+TZLXyDUw9eGvODt7/HjM2V4Wd//2veiGcZ57Xv1W71A+7N3mBj5kssenqTnOfZt3n55YCTLLuXbjTZeax0IsuOvJFL9b4E2FD5lfx0uC1pzbXB1+mZjNY7uN8dY6t7VqW31cOW8XCzSW1fT64Kv9yPRoE654hC4m5x1TE72E94Q8JlwGMa+pvcr+4piwOuEL73BTLDPbm+Ae/xPu9tr7qMOkca3aO2xTS7W468Xa4tKyIbqKVtRJJUUF+/n7QZz5Jy40g8fZucQVb8pIGTM/S4xgb9hC3cHnciKyuD0jt4lsQ+Ke4kNrr4Yu4TuiieauieamUi75oA6hs+iQAAIABJREFUJz53wpeblZtCT+ZsU1rqRjCmsDz6dnf/y+EhZzKvXbpK5cyxGo6wPfRoCPAbrJlXxcgw3SdAPWu972tYEH/KEYZpGqf20LFMlwdfZ/Wo6f06p3UR7ft1Ux7nhTlv77Oge0yFHlDRvsslRl/SQf+MtwBOOTZk4d/xEiIq6002Nd3giNEDyvmhlfGsoVgUw2o3Zbpu3gMskt+a6kyvKmDG0OoVYZrIadLtG7WKA6nAowf2aci9ObDj1dYcS3PLeZ3TZ8Zkh0cs9lhXd5S9f+9e3TroZVq2FbsccTwmz93r5sDjus/LehTZ0w6lkDUqFXGvU8qE9c+jVkFPI+3raLuo/5QW7dO8uiiuR4Eznmncxrtto21GmTmZ/PL8dp0tZupEvxxhMUIvWvGohxsdVDXSHiuERKIuXj8rlx0uCvAqynp32q4fKmY7E6uUvURVcGuW8DDtGMlyaodxcBOOMaEKlF+wS67VijP0FbaGy+DlWMVM+AirstMYZgWPel2u0cHYOEMKYtnCGXY2hYiTZ009vmGjXhvaBEDVGhPh4FD1Zj1PvMMNGK6NP6zX2XjJiM1xFpQNz2ISjydYfV7V85iXudzG46v6+3xeTb021Gd+TWfy1zz1SstMgdW9v+Stgc3D8HOq15WqYJUnfqWgx3P5ptpNMCrDZQqo14OvgBb81OtJC9zjJC7T4DnV4JrlDe7uIVilDJtwgYssqZs/8VevjaFMQ6rqHgOHHStUaFkGUnGAN3DG4SddxrVO/nu8PZ3NvcmDZs9MbCPcl5jR2WOvxX/76bucKb/FlOr28MlHvxz++J03uMiIa4q/dXPY5Y7sL3mFzLQ/ZDfTteu7XOLBIx2UxT0eChiTz1OrD1rDT6fAjVOefTUdlzgvfJ/XXpx9Mh3WHbd4OPsB1/HeQ353ucviENwuz59wM5vlwDvSd5FbR4JHwJt25d/8tVyqwqPoupkH2oVXfqVRPmg27JOq5Id4pmbdjHvK997uFPMqJY2zewQwR6asV+XdOhVeTOkIDZ5PDh/EV/wc+TONI7iMU7Ozo+yN5AI2TnUTxmzg2FPNIu7DX5dFdhjBy2vj2WIDpXXgQ94T8GTOHvW66fEhleCuq7jBb45Ky2xfU8viqqONv+3b0LHlbTlBg3dZmDbbH/NcPX5FM/FHCZd44zbVi76xjRE+PDdcyl7vrtkwwR3eile3qJgTf+zqvdk4jFO30G+6VOIOPcG7SLd8BY/w8kS34JTeAzrql73Vz0wXWOQWLUfovmDTEuIDBr5/PI/GA/LKYRr0TW9KI5zIDZMEqhfO0S3mOaZmMgNXqTRAwRvYMO2EeZ0wKn4X1auHOAL3+Kfm4O/dE8eR696o3q+ZrWwa8+2vQmXxt2BH8/xKUi9YYGcoX/GQOsIOiA3tMSPy1uBiL3mi8KBzn0cpd6c292af/oovKumIveIw7zoE4Wt0C/MqBTWVdoUqsMZj+Hyrwvtm8ioFmhlvQ3/Tm3voXIVD+F71eEA+8zrjjus03AywM6wrkJYv8ZgNKQOGiXldHPonjTEnjO51+ZMVLx27PRrzV5hWv3r102HvIZ0+zhP/15++yw2Ex8N3v/tdXv9jMxzroMdcaGRYG9598q3uUGFktuVuZ/rPX3A22Zv2rOQ/+fgenc0dLhHhTnmOwp0w2t9ifn/X3c/g2t64yR0Kd7helgEBjcE2cXrjlxct3X7Jy514svULLibhZrDLdFLdQOe741e5evYW14J+5uPuK5RprTKBrjlpN4jm8GYFipVewTnV+3xNnIkv9oZ4Xr4WRSTslP5mH+VrLn6Lgp9x6+NPuh1U6J54QnfiVFfpHxU8dfkUzjU2059b4YBEUCnzJzSkdNqz3GgHvq5hdEaHTowdGR+0ojnGTvxBjm41pd16q4+3gYz8qgDuhm+NWtITvcG2MqNZPFNcU3vC9HoPExy9Lr9SHgPb6zGLs6etN+sXuOhxs/Geumk3vHryR/hVSjjD+Gn2s922fmlfWzbnspzGYAF9Xe3UUaVmE8qf67hnG3QKftegP+SRBpsrlWFC/AzH6KbfVAl7mUplleobiR63+FU+AOANd1ssFxTN2Bs5redn50SFb+mzH+FQ7ciNHZGZzxmz1146ilTfhDfZhCe0m93scBi0UYNBwUfR/+OnjcJ8MALuFJ9AoWfxWtcdmMuxT72ZQictrG0eG44z50dcg7UDf4SzEd/hM7z8bxhJP6N7R+vL1D5XgnpHvcdH8lVDTn44q2FlrQo/gyf28DzuU73Sg2MPZw9SYVN5m9MqdcBegVUqgjyFMfulMb3dqX/sy8LHHySFR/qT5pkfhkVy2/un/PRuvVmc7Wv0zu1xJyEXVKEvulLwgA6XvfUrvgCIHFznGOQpncAveZTkPrcIvvX2O8P9O7/hFStuQUPOvmBz3CWm3I847ubNpntXryF3pJP0WyIcPFiJ77GFeYtGm2V23l3/gstFuLubZ1xv3bg1WGTvcc/I3U9p+Jk78ilNw35xF/veVS5BGoZfvn9/+NtffMCogfPKt24Nr/koB/R9+QX1BWXykDL1/oefgatd7SkLTNeifJinV6izal3+nIU+b4t8JI5lekL2cq5b4OM/1UNfD6eZ/zHsisI7IjsbNjG0cmX9FZ41vE2eEiZ6QkUvWMq/Aw1DpJQeu9GYxrzeTCBXt2m4rf+lt64fKvRttsyS62xt6oDgtiFvNVQL1yiKb2LSTp2K3E3pTzrk3ZT+8D/u0YN9qgeX7uIzfOLT7kDEBtF6pC/LiSf4+nh6c99gB3fCqicNoUO7n6rHk3jW6cEjnPRaz/bftpVvRhGVswBKSBN0Gpg1I/QNd0ISJsQlMb1dt3wSol/g0mDrvkgFj36LzOKRVr8+jpgTT6Oyj0Gq+QgfcZ7BlluD7fFobnxpIiqYxz4KAxbEsxWOCk/G4bHDlH61xrrRktqYuiMYSba9Z53cMIREd1Tjpj53l1pYDkBw4DOuREc7X5eA7OqhPPCJ/9Ae7vo6YcabaXoyxdVSe/7X9K5SdX0vaVOw+7yMICtbT6LqKd9RcMWj8Lb8Vh7ID3i2SoX+yM48/S2UHa9eHjVLu+GMK4VvWRzbHsxdoawIW5zR5/Ia2lYELzr0D43RdTP/X2GUe/fAazI5IEHD7kkI5cuOJtsqeVtgb+AS56p0T7mA3WNJN25ca0eKSKO3ClshM7Ht4Jl4sPtIC4O0j9kx/xd/8RdcPcw66siPd955h7u4f1S3S+5tXR3u3fmIBvxa3ZOwD/4vHzxk1H0y/O3f/ZxnhD+pcKfMIr391neHH/7g+ywl0YFkJHjKQGDDY5fghSMmZ6FKmUu+SYd50tsXBrygY/BM9eRNOozxF63mKGXwIkp8/SeKHs8qHMKZL6pmHi3NZcaLXjaE67+EVQ+ctFs6rU5Kik2K6UHuHQQIB9F81p6WNUfsjfe1F6glArcpD8xTUPGp5vm7Op+TNuOVV5a/ZWlomNf/JnzRMfKkNxuPMNGXYQxtCVu8waJ73MrAT/x699ARPbAX0ReFiSzFL/q2I/CMqGxGKmFkr/oJNUatE3f5ZcNjtmTK/cQumlln5ps4BUCls59r5nz1opFmVWAxHjNyXKXczS2xqugyTBd1G8TqkAC3yZThBmutqk3osqn03vJSI455b1IMQJSQNpjgFz5mR9e1RkQl4pSkewFUjQY3IWhXyB3vggfdhFvZirW5KdoKuTq9zpEWy46vYJ3WpgRg5Y9TtHQC6g5f3Cseg6HsAEBOqcKLqUbAo1vzOf9ro3PMWmrxC/wWFCuqFJhldZI8SIV2Hiv0QJf3HodX4leJ1y/2RWHjtq5BDJy6bDOu9jUfzcvoLwgqo6LDwKiiUCOfbGvO4tS3qXkcLa64L9Ldw7FO2QCdICfhR/R14fTvYafmU4ThFx/ySBDEv8RrGHs0lm483qOT/vDhfTbEPaj16utMdd/mmtfbXNu5xd3Y95j+PmDt/JQ7n72WGGem3y1HyGMlZ5Np9IPhL//rX9Vd83/yj/9ndjvfHP7Tf/pPw//465/WVL1T+FevbPAi1u16Y2CTXc/Xb14afvXBveE/8qLbRx9/NvzJn/zJ8M47bw//+l//38Of/ue/GK5du8blJK9D48Nq2F955Qb3dp/nX5/O8ChuvZ58CsyT6OLtcffmkrFRtvs4lrn3MDEHn/YWVxu91UxegNbowRG9cCHRsfe65nxTtIFzL4/1ebuJH7rGMuB44xiLSbaMH/NMqvVWuubOEFZJMo766wqPPsij4YJvbmj4DB11xBIO82xllZ8q2x7rD1Vo1Tzl97L0CRu1DCZ4+4bRMFN4/XuVcNFDcx8ufgnX+8Ut+roBg3CGb+1xG90bRjfjbnWL7q2urk1xbVGd+Th2Vvu6kr1nGXqkTiVRleBIQSPOWJqDOySz8cEI8iUiR4A2uNqnzBF2l+m6VcpRX3D2cGGSeJ1yVIKqEUmDTj7UdMo4BV6tIQjmDbojaIBsIQODv3FFaTYe8RuPZnWVZjsM3KrZRj9jsKLLRqSaC85t1otNLQzsB9bOyGiHh07jHzCCOZRupvV3mGbfdIofDI5s7GyppJugJfoWFMOpxKT7MiXtpkM++qWhrTVvp5m8qWZUfdp1SvrjP9WN1hH6NF+FC6/UVymnftepTIsZj0sI6sfHuzRKTPcymzGrONYhGv1NV9Jq5SSNsRdf4FOLg/XeMb+XoU64Zf7itlMUvOq6PaCxnc2MLQuM+xR/z09H1Zs0yoqvj/3YN/6cd05fun1zeOPh7nAVHt1k/vvm9hEXFJ2yBv4+RyNNMGP3G7dBztQ5j24cseZ9n81s4vaz8Vbudlgk/+WvfzP80U+4TQzzR598OnzwwQe81PYHCOAG+JBnehD3eDCH00zDZeJy45RHmu4ztf/J558Pr3B648at21w1+3KNxj+58zlr6WyQY83//ffv1Jp7kt+nLWb5Jf/kQzqhodM8ClxwPKouXmXKePLpFrx9/k/zosV1tsKfxh880u4nzcYjLnFftEEPHvGfMWcQNvJH3CrLeerd0B19Fp6ySwNQ8BmQGNoll9agQx11t/WGd4af8KqaR9Uecj01w6xqJ05pLxy8zBT1ac+R9miJvg2oLT/OoInL1mMchMEbaZS+8Cu8Cu3Rk4boc4xnTfJYnquENXzKtulSyaseps9z/VR9PL15ET36B0ZcoSH5r66/uPu4KqLJT/AkL63P5YnumtX7rxp0I6jEkVmH5I4NuhEdMt17SOatWkPfYGedWSLSMEuakhDxxtwzJ4w4YMcktcMkGXNr4NRjTgKEOmG9sBJG06a/aVHtUOEY97HDDlQa0fMNunvLW5iCA0evG5f4Kw00tMfOfY+KKHiV7m4Jd02Xmw5G6LU6TaGoZ2i9OMOhNcqp0DTq2n3o5Yj4fAHYEfmOo70DXrxiF/Im05G++X3sc1Eo36O24TIvDFeNKe42SPaGlykF1R6zmxvlxwZCtAXeFBQ3K6nC2+jBN7XHPbqdD+OQP6lMFL64rQu/NXn9LHijGz54Yxa3Zp9T9XGeVQ26cOZhr3TL52gksiuMPPJLHNOwPR7Nkempe+zypS/I4hVnyoT2VaqPP+boJ8jW9tWd4e7dB8Nf/fmf19T4nS95MfHbf0CcjNiZffvFz/5ueJ1X+/6fv/vTYffhR8OPvvctZpk2hjd+74fDxu6V4ec/e2/4mEeBnFY330z766+/PvzkJz8ZvvO9t+uzMffJzN3LV4Z3fvDD4eVXX6PB9kgTjTMVuqdYPI1x996XdBCvDq/i/w+/fn94/4OPhl//6n02xd0ZfvjOO5SHLTphx2yI44lM5PAusudTw0mPfIg5evhnfhkm+Rn/lPdVPFzlJ87khbiSn8HfhxVuqiBrpUqYxCGwZtNRcl3ZvwbJGENPUzM7bJiP1qRf3IEzjsSluVfCuIvdXqDHY49LDm2mU597Kol6AfoKJ/HUIEPaa1aKph92WHNaH82mDnFp9VGT69DiTECpsSw2asDlALJqM/BAf/JXc+y65WtIgmreEe/de7Pxh4aeF7r1vDJM4k74qV334JrqvZ9mw6oSh/CJUzdV3Mqy5EeYpD3w6irdrT9SV6lv79Gj9kWcekbTi2WcuiaX6oIAKowd3uf2icRGAlMhZXAaGoJA6qY0DyeAvgpsIpdoPzPFiiKVvITUGrIhbPwcjZJ2G9pFuke1mrsVNwkAzg5E7bY3HInY4uiSBdHPxAqTtddKrISOcag31XqSNUovB4XGNPGDRBJT6fYwnb4HY+neUSyUPPVO7B0qOWKFRirqCkOaQKRZXuSO43QkxCvtKjcjbbBTaIPbvDYYNbkeLH6/igU332xWWWjcLHdEeo/JDxt2i8gWD6evatCtoHveJB8iKNfZFKWS1kV6hK88F/z4HK48Fi4Nb+LQLacUFgQtJ2VglVJ+pN8Ro/Go1LNMVIxagUDYFICARUbVzZfwQv/wynDSPg0bHNHX+YvPNEivfFE3jPni8bKkKfhW6X1cmo8pn1/QsL76yt7w4x//eHjppVvDx+wo3+S98//z3/1iePe9nw+3b98e/rd/+YPhte2fDNdPvxxev00j/vOfc+nMGyzv7A5/+Z//kru5eSeT3unN6+xY/+xuzR5I95vfeZUHX+4Of/Znf0aj/3FtbvvhD97hnfkrJXO3Xn+Zo3DMwNGgX2LenhNqw8ef3hvee++94ZCZO6fcf/T7bw//+//+fwy//uV7wz/7n/7R8K2Xuar2rhvyTobXXnuteJF0TXV5UemEfyrzQ7p085N3kbkCeIwf86TKKZ1DzZHX0JJyEXviTlTn86/JaPzTKKUuFF4ZSJzuFF9U7ymXU/dW7zV3Z8ZKUSeIy8+4/KRRPpke441/aFIXZoOB2y4NujXXKXT4gBS1NZtv7SZgpqe8Q/10yJ4KXeoiKwYa1nsb3A64yzO0DNrPNOjzuqjxodHZ6pYW/+heDbzLmNaVjebQl7rEtJgfoV+9V5WGiVvvr1lc8iJmcZgHussf49Dfr8/LxFkBZz92lqRh3iCDZqb6MKHV2R/p7PPdOFV9fDMkE0PSqMwo65FR8ZsGcThDh1b6tlPGnoN2CmyDQunxF28Cch33EmvG1fMiA2d0t/yoaE3aHohdy1P4WiPWmOcD9EZ4yJTzJabgxCVx7spsDZahGRHRoDvFU4IAHb3eeIfgTtztKQqnbiIvMSpQKRo7LBGAreyX2KVrwkPyXNjKu36SCUU7pcjuiTTWcQ10Imed/6CeovT+4o1q4KkLWXt0utg19co84ind8C36Sm9NqeHXVONN6JD3pwjVg+N9drV7/StvVFPJ1pN4rqdz3rfOh3ahTQtsnOWH54Plq2qRvsluKVEdE+kWZi8ekU4vtImgV+AlP468VqlN1l6N1wYqvLQQKmgRuFXh1/n5apNnmKXVOJyR8e1q3eqlKOJJuoMrdKhP/QITfRPmpFEwjqRF/4vwJ3iW6eKQF+4VkB/a1aVNFVlYFr53R8LmVsPzf+sanWX0a3T8rjCStv9H3cxS0AHP9LI+vn3IkbGj4crrNFZMwT/g7e/vfu+tYZ/OuyOwf/Uv/uVw/8G94TK70/c5Z/4Ro/WbPAb0yreuDJ/cORj+5t2fDg/Z+PmTn/zR8JM/+qPqvNoh95Kazz/9gmn1e8NVOhDm+S2ecnWd3MbclwBf4q3tl9nx/gZLAF+yLf4Bx9sOr7xO2WEciEy2kyNK9HJVdQj5Ln4/K0N5Jx+rguuWy5ZjWe4jHj/zPWah18lNMGaXeexVC4HL8H6+Wa1ONVW0C1eVMDIR+ZQDygFsOae7DOfgpPk33XpP1fTmD8VVHlrNoD/IrM2Kvdr11y1ps94FAp6mbm8DJusxeEH4HQCOacBdInGN1orUunuf6cIjRio+z0vpo4HHz/8z+Fs8zW1RHrdYvZCm4rOSQpnfLQ2WEdMm3vlXQOMPbIUvjRe9e2+Wd6fORKCkU1xltyxi1kcazXt14295L++aXFTg+pEm6Wxxissw+Qw3D9/cpX+f5Sdld8s9K8ZLxMqA9Zl1meHyzeNquBt8q/uEyYDAWWP5c/Uqr91RHn0z5PiQTtxlGgQb8203YJljEOhRL4l0OlIhs1HfpFFXtV+cTEzZBCDx1ajr2xotYc8rGDLy37AabXw9Lmd8pKqCZMOdsCSVMMZBfDM9cOrGOWdq4Zc28aFkvyrxNtv8V/eCrPTZ+DP6Le+ktOkyrzIOf9eBFGTDjiQ1HGO4WVykx3CV0HmUM5O0Oa1+yKfu5jun5y1Y6ipTqGq8brooHeVX3PbUATezo5L2CjfyQXOEJv6lp6efwBO9cXHi+BWyFq/nSS/KpDnfjIEXoDl8uQDoI4H0eRNz9EdCNAFWfmrrBfoOHUMv9bBDrlwcPbzHJjnWqgFCo/KlMqal94Kj4g0/ltRr19kUi0xf5obCl9jO4g54Pe7c2R/+23/778NHH344vMUO9R//4R9S1I6Hjz749fDaK69wjSw3hB1eHv7N//vvh1vY33jjDabev1szble4JOlzcP7ml7/gZjruoGVvzuuvcIf8Hvcb0yGTBis0KyUruhepUiaSH+rKQeyrZWKsIxTCVASkGwufXF6vcsuekCXLE/1s/dfw2Yg1d+KxsR/LuPrUbIMwda+4xjQ6m3i2IhvTVECYWeMu/xIakwlvMOezmkpKo8/K3KxcdjhbErpf/WYhO/evmjFpGPVk1izfL0Zv5Opi0GehIpu6zvKZ8u3FTXbArA9mx9YsYOkx9wJwFuWzsYU4sffmi8QWBiXcs6Q9uBPXReh71jCmf1ZuJvyTzghBwQk7fvq1PG/dl2dN51cdf5+nmnv7k9Auv6dqkdsU5qJ26uuqby8xJeeFLY6aDqkfD9j7ssfTqbYvjojtmKs7BXpao1xabd1o6Cn6XCjDyJdZBM+KO8K3Y+DlL/cZ8n/26Z3hT/+//wjMwfAtNsx9hzX2D9jN/m//3b9jg9R91uH/jhH43eHll24O77x9Y/jn//x/Gf7mf/z18NmdT4ZPwfnqt14Z3nz9Dabqr0GjU5xWPtBSjd9FU/ps4FIeet2YkkdPSw4el/pV8ZdfJ6vaA9+bE3fcAtOnMzDf6E+XA+H5Iqx9PizyX+YWnNGtx2vgSIC6WEaPCLRIAlgIF1RI5f6UfiruEZfmqJhTsOK+Sg/djxN2FV79prjXwT8v/8q3kb7EmfRr7819Hk/9EvZ3Xe/5pflR5G8V7yxGTwtXH4+jNWe49liC8ETJlg06jbi7kT3AcMIQSvMpGy1PODVxeurFLs6K0agCu3/fEbMNLMsm3ATnWfYdzq7fYrPaH/8hm+t++Ps1knZa36l2j8TdusE0IdP3/+yf/pPh3//Zfx5eu3J1+P3f//3hjddusD5OpUKD/Ud/+CMG5vtsxoQmwr7E5TIuWe1znaxvE7B5pKYP+7S8CHPKRK+/CDrWxRm5lM6pOXb1RWZxxy964st6buxPWw89S/Ge7+8uBf26e0TG1vKkS+gyWN1tyF0qaA16m4mhL97Wdo7ZZXVCz91z0QLn0+15qJ7w3rwu7gh46I0e93XhL+IfeoI79orjIgieIUzRMvaDQp/RhcZnGPVvBernwTPlJCpm9TKPeRf/R9XF4XJY7btgzwcryzzGssWjGZc5731QN7XteE8wa54bp667uWRkA97WEN2QdJkp8t09XGxn9725DZ2fK3tu6OO6WKbKnS3X4wE76j9h7dz1+u+8+a3hn/zjP+bFrr3hzTdvcz59YEreI02nw62bV4Yj8O7tcYqDW2qsdGzoL9OoH9HBOHb9kFkAN0w/4qzlo7Loaw/fl2XNkSETFr/IcW+Pf+8W89eeKV+TBPT8nuZb73fR5FR5rxF5a6MtV9WgO92GqgZdgz21ulh/rHweJzLxPKoynr5O6+PtzcvwmsAwqnCBT6U57svCPop7cEd/lLDPElZ6zjBwjCxpVy8Y3Ke0B+ZZ0vd1wT3lUXj1pDxK+Ojyozc/GX9snDlLTKF2s6AN6VF1wA+H77zx6vDzX38yvPL6t4ar7ELfolHfYmPTLpuPPD52whELN6btcLTNzTIPeYbXfU+1kxmieDGzpuavXLZR97w6hyuZcr9+ZY8GnsdXeAXwiy/ucgPcmxxLe8ARNjblcH/8VXY+37juFOAwfHjnCzZU3aypeveJbG9cofPgpTfOIPhGAYirvLr692JU8nmqP708erJ09XIppp4u/bRH19x/wie8ZlUfHltzfIa/0/jPRfXsSTgX5fN0SPrDd/W4RV9FjzB+ydeEUbchn43Qx17xptvgq4XvAiWwGyqepwqxxtmbL0qDYfJdNMw6uGRE4B6HroR9Fnrybpru5GH0+EfX/Xnn77NI/9cJ51SWngbt4qwNrYx661le71ZnSv3tt75Dq3kwvPLSjXpYRbctGlB1p89dv671d8x25u8zV37fS2Z8bIhi7wZNG3dH1zzAxvr3JRpnT3kwNU9jbrzuaP+Is+agpBHfZfTNrmjouMfROfoXw7deucl98vdrtO+a+TEzBqdsrbcDUpE8DQY8IY6Uh2X6E6J/JsFDa5Avk6u4B157Psv+N+U/HHw+evIj+pPEmjyd1v+05+0qUAu4QFHJ+LlLfJ693tOxLrZFzDH8Ivd1uFb5h4HPo1e7io6pX9E1OibNvR6zIPM0tAD6vYj8Hcn9SmiKvHx5XqrPj9782PFTMbf7HDweypFTGsxddr2+8colRuxcMsPUuw2yl4fQmlZ+a/QY0ikN/kPC7zFXvsktb65te33y/sFDGm3OADOavk7gI4brDzlkbsdhzxH2vhdOcRQH3FcYkds+7/OcquoSa/na7Qh4LMc4r167jsZFNJzJrXX+rPsB2B/LfGwePEHAlInIwFR/AtRPLWhoEqHmXm6qDI9umvsv8FNCAmNd1uOewn1jfzoc6Hmc/HoSzJHSVxDHAAAgAElEQVQB9XyZbKm73O2pWVgdvhuhyvNurUCunhMR3l4CW2aoENqIviWA1Tl6/nYYmr3QzsyGc3rQsKtimBFM8B5PwzZvpPQTZ+6Gn4Ub0xP4qZ70Fg0jIbppLL0LX7Cj3Ucl5FcOuYW29HpNl1/s03i1G4f+fqGj3I0fN1XwlmXBj2dxV61BSmN4Mw1unGcXPKYQjQdxDS3RdTePtZvW3j1uCfu4ujTKH/H1PDI+0+bCbx9v4hG2h4/7VD9gROo73V5hnPxS7q/TwBne9Onup+pxLop3ij92YfOJI3m+CF+Pt/cPrl73nLON5FWOfx0c8ETp3jUazgOeQHWdHB6wEc6RNje51OY0z00fMoq+tMdb6ayrO1o2jcqQ3ZoTzqLrts1U+ykL6UfYlVTXvh2dt5sdmZonPsPBEOC9wrldYlJ5RYi62AnaNjfbm9nS4rsRUZvcc1Gb4+KwRO95Ji/Cj7hXIVoS9iLOkS3xmZ52NrjVWYmvzw9xxj1n0Ov54XOFsOV36O1p0c14/ZpU9b5nzYnrrGuzSVe9kAk+VWB7PbTr1qvmvr4jK1yVMxjd86rihv7ZWxlj/OfjmLuEhuj6iCe4dLec2WYYl8calRn9U/50T3jd16nAGCbhDBNzcKuLW2X8lISZvRzPCdpZfjaY87+pf8XvF7uQxpd06RcV2kJz6Aps1fljfoZXLmHRnbbsziviHmmQf6N/tTlQeTaXhXPERjjOeTyBgzinsvIs4nkCEn9ngrruHeVZVPPFusFG1srWNXZ3mTsDp/IGMjvfUVShtRNee6oofak2a6o8rtU5cKfcCFTxLnrmz4PJHX7xqlrszWcOAWHpSTSwC/9+I28XZtU3gCs4sEiOWv3WAs3rua6g6TVax3Z1RQzPz0u6q0E3ykoEug28O9sXJfT5kfZNTBflwLoG/aJ4LgLXBL1JcszR+/C65ZsXiB7iq2uWblXo/+pS2ijzamL/VG52c626rZfbqLMWngsw8NfYrjq2STVMLbR1zW9rdpkPERvfXOmmi3GRu+0vuG3E843BbKc1zgeujUZ30usWfQSfRzQx9fkQc2RKe9I+CfaN9RsOPBIHlKVFKrLWyksH0cS5ZLxzPWeMzAZ/yWw3Gj8X4BEd+gG5QbnJj+k4lBF5l3gSEEJGugvmm5+vHgcqn54hWeJX9XLRm/ULjHr8dP86qOKfjUxXoHvzujSsg322/GDcXJWD4+dWUo1PJ/UUdkfcRUf52SAL28bsbmg7qZsPbexNbWvUNS1SwnjVs1gcxS+uBheEJIyNvjMCxlF6Bb4whgVIv3H6hgNPlwMpz+r5WgxTOY29Cs2FiAhugXvzhQIvAWrl3TLf6Jg16MKnEmBlrOb3jTSAS/B94/yCOVBrSheXqcemtpeF3hyEEdDocf866V9X2ltDTCUBs+cj4sb5VuDHBn2sg3TzcZ+CFwyzI2aveK62fmmjjj8R1PWfVngZoRuuPnE0PAWDpTXgxmFDPtXpPIw0Nc/zv8mT6EJozkcFdT7QNy7fcOCCHJjJEfCRMfWIVdavz3V0R9l3p8oq1eMM3CK3+D2qnk674cRbDboF3I0drfC3ApJIHzWCb+CfLwfMp1V1onn6JEr8wTE1i7eXk/ir50vYJ6HhWYYNneqqXo95VfzrYJ51+ltj7jq4FQsjddpIN5s5BrYyqvhtb/Ft2+SEJX+EsyHHvd6EN5HYV0mLOGpGAANSoY1vdYV21r/BuhWsmfx1+LBahcfqfs+ap6up+cb3t5EDvYz16Yt7k/UzPmW5SPU6xwGWpyy/Nuh+UbMReiJKYdFehFyE4mD7Rn/uHKj8WlULPwWKIhui6s1PAfVXEkXJ/VeSsvNEpVnVR7r9bMj9fNr41Dl1VMmJ7S+qNczoeAFeevPxl8qhNrbNXcrURTQLX6P1EY+46nMZwCn5FsAOw1QJVzMCeAh1EdXnSW++SNhvYL7hwEU40MuVZr+0h+ck9aKC20Uc/MEdewfyyMbQF92LXuuOZmcQ3AG7SQPe3rBdjDt9gZpxcJrtiRSjhScKD5utXVC+gNbMjSZffyvTxF24RfCzkcToP7OPY4n19kL7SD+h/SKBnLq0IpSOpmvho8I2M5d9F8EtTORzmV41/yK4kf+zeJzpwe2i3yzcExqW0b3WvaPVVuaidAfuCcl+4uBKs7Qw2caVMjwF631xCMgpN7tsHB9wQQyuxQSOp9Wb1+6Z4ViW+Ubh0ytT9hibqjLQcw5zuSF7I0iN7gtJAj2u3srj44Z+seFG2luBHEnR7euSJjteY1lV77+uXETWF+kE+dqrVQ3rvF7NleijTh6fnW5Pnj+KHtjHZ6Htt5/KdGxvs6N9h4psj7fDH3Lxwwln/xi21053h/KzxHZC24KDgZ68ZmFOHQ3wlwG9IwTPdHqePdMCNQVoMAK5Ac+qpXbPjutrqSyi410ViL396oGMyI2n6ALwkEsvfEN8h3OtgfYN7a0NsCOBRzz5aPiIq9lgnKWDzxfmIL+8Sxf36C6hvufumVkBSBIPXnhtpuevObtfb9menTL0Dd2ZAq4/pzlzHw2yVK7twG+frJVXblI0bWCfgmM3HQjByAetjbYFoKOTvL9//z70+jaz78N78Qe3hXFd2ClpMB9U/tq5muryx/h8wIPcLf9j3aSRbwuazVdx2Vnyla7dbc+Ocn24L3iNHSTxVh6Wzg/K+A49yzx2SnQLTOTOl7nctymuo6PGc/luXojbdKjsjNrITPVTwi1yD5wPD3rE64S3is2rQ684I8AWjZ9vfkteKfCrWmzNDEMUsbGDNbpNNOXTfJV288r8OECm9nh/vOQHLqTSMOg0/d53oGplrMl9eNPeed7kIpktjpkfkhdXhvsPiQf+bD64O1zb4vW1Y25qO+JedfjlmXDl7JgHWnagm+vbOYveEphktlypKPnhnPEWt9KgiLkltjhA95K8L7fKxUaftJtX9Qa18kHZE66puWQp3ZGLlpYzXB3ho1kHIXtV/3j3gFOMLZ7TU2lTipYrZXOV2hzxWi6k3zzSrLJOM8dnSShXf6yPzCvNU/wtv/RRzevQBpe8012VV7LKsuBnKg+CBIfmDd61l77Ge+WVOg9ZkDbTsir9Pt3a0hD+inHEP2abLHCJ5gS8xDJsksGWDeut5OHYYywaZuFHPE1GdEUlm1uko9PYQOJnuuRLSwslc4uyS/zazX91PyArbP0gC6tU3XVgmBEsITcp2+bAPvdQ2E7JJ+vebBKHe13eneX5nP9iECOfmjNb1nfSa3ZX5aDMUkdSwKr+op6puyC4uGkD2usuBzF0Qtab8RrTPNd7f+uuooKLm3yASXupsMURehJdNOI71Q1Q8Hhs+jA9taMMz7vmZkq+quwhVt3PNJoQYc0sAEW3VCUTo/eA8s7Ge7saqbHzYWMDXl+ZUrV0td9WeCW3s0OLuE1jBNMUCyHjNrgu06NBTY36KFy6VRrOFeoRfI0mGRaMnkfGOeOVgnhGSSeUErDo1dgJwhnQ0TL1194qSHXiIh/Mgcat83rxfcSVnFI3/uJb4RvTQKNer3vBlCqY0tYYRFwVoGFKukhe0UOe9fnb09wK8ghXSDoz9nry12ga5nO6uKpcGT1wRUane07bQD4pChFFb3PD0XPWI/0j+jOacSr/ozid8YvFvOzVmITK45bOlg/L0m8DpurzLPxRP/EaVjo9vp62QUV7uuEFE5QLUmq1u+XtcPDXiu2YckJz1WBHHlgBnKW/65CCJfEXUn6KXeBTb1+jPzQJt9icLoOdPGDGtfN1HdLz/DM+aK74+akcNdbFSjlcpaQ1n3BT86qwzW9aRqVprpqozxsj87lXPa9695hDf8pa3KO3TsfZshg/9YTv3WI2H6zvfUUvmxaLniqXjU4HNw7wqgMHr+zY7zhooc638bP+Mg/6dC2jNfFO9VXwVY9I49jQS19koo9zivOi9uBVj1m8i2lqg610+CqOccDSGhr4Umyb67Z1W5t0PCmHm5RP4yj5hX9F/9hO9XKwyNynNbSpmzdb4KyPAcm2PS7bq8oWIicWOhl8VVuRMDws8It0YdepNE6Fs0qhdWRNIFeh9Me/ZcrESbiMiEqmxk/cpqF6Y9VRaGH0dyQetSiWjFCLYWN6DDHDLc2jXbf6QzeuDRh4XIw6W2lXgPGn8PYOvVne+ife8ZNfMauvDA8uYVap4ArM1F75E88F+ozvykX8R3M4W50SfOWFvf4UcrnijXeVf4ZNekaaSV2jf+R7A5nze25PTLo0VekGj7K0nPuNvwmzSPfqUQcf6jbk4mpu2MeGcFG4uNWdDefJi3el3eTJg+RV8qDZz+ZxDyMSZyaizoaLa9MT7qzreRtJLKWuseRtBf1TDMbTy+jUf2pfR1dGKNNwF7E33GOClgSQ1lXqTOXcAa6juwN9JKNysK5M9wi9FSwqNEVv7unwLebDqvRbVg3FOJjfVgfN4hoHMcZlo+6sXJmpaw8Zbvo5u1sYRqFKukKfetyCd5FeeI1n/Awj3fkMo5tfYHTTvE6tg4l/8Pb2Po64924V9xoaDGc6oic/go8klUramm3+K1z81FUJq55ZBetpv23vbhaQcWjpNPUtEBlnq18IRWKlNNF1OR5HAPY6aoQ+Vq/JDCMR/+wDh3SJS92G0b9lKsSLr0+Q7n7HXcZrV8C2RnRlN67Yu0iMXyVMVF3hqBuecVc/84G/aAGu0sGPAr+ow9N4pn+jYZmedIVH0hO3WYOq4wIVuAVeZ5x6uKRnPiOxgr5KH/78naGfOqDsyAtS0uhFZsRpXDXt6uiV/DF7rTJ0l++hRc6XWffxC9Ha+zzQvXfTbvzJPfEWvoku/xa5z+DpIYunFLSXvEK3cSlLFSf+y/J3leyKU3z8k5YWCWjPKPH3Xzwr3lE2w4dFfhboimOkNTDqhluEu4dZZ04FFLjITvRF+HVTxS9hF+mKxyoVHMEZ2BRb075KreswGD51Sx+XZt2nvF8V1yI/6VyGQ/epPExx9GEXmRNeehu+swLWhzmHW5mpwsGPaQXA0DVYYeRZIguN+ohnkW4CehqmcUzzbZH/lNfa/cybmKMbPmnS7UnVonh6nL18JV79Z+aM0PtAnTnlZwY/ho3dNjYqbtHj3qc9bsL4xS+82N6iQTfjKrPkD5WagLHXqDdYJrojmmUsDVF9hGUGh/lguKZrWYalRdjjmJDQaDVxePgVLgVBRukujeUxCTm6hSlF70hHaFdPgZ8JF5QnHa2OtqFrQi1KUfS6Dr2990+qxadKOmPudc2LVMIu8tMtAhV/05SvwtoIq4rIBXrRjzwYDm+hk550CEx/tVryXN7bKVROi0H4GUBrfeEHPMNev4RPOqJLo2bp7wuVeFT667fhvablMEZHJK0iGnVpE6SIXqCbfkVFGMzSvund55YDg64Jv2NaVyjXNFcp8ecTruJDT/qnadf9jGIAZ+fJblVUeDPN+95fNOaoHYJKezzX6OLuvzXgs/Qsg9vZmdO9CMY9CFPVeED+QIuzZKuU+xdWKTta4f9cbyG0t7hWYVjtlw6FeRG+xaxukVml2r3ic4jQEz3yFXv0hDB/lyuFXlWC3uS9xMs6szXo1p1VHpCVKiKWjyOmednis1V3nhPaDSlisaygQoN63MpjwU/kO7zX7mdYead73DQ3njWmaU9cC1BfyGnWIR7jDT3TwH1aenPxbgq8wC6tUTFP6e/TEnNgDRtz76c5dmFq51UvdCZQpummOX4CT1VtqoC30tojnZrF5+tO6grIo66hG6+JSYK0G4f2Wi6gQlOnKdGrESQ8RuHKr8lcefszq8R0B8ZEzOju0tPHW/FP8Mgf141T7Ux1NyGpMhCZ6jXNC1+Kzk6XV09DJS9bHnCUiSm88FF9luYlkZ2OhVW4wIYnbvQIjviJpl7QgunFG/PcvBj5Vo2/QKO9TdPPK1W9VMEn3ZqDK2Z1/c5U6MmbXpf9vb2Q+4PC3fg3aXTVfZFMuag4sJuplX8rwmfk3RCe/200bs/KkVO84s/n5srwUz1Kf1XSH/epvln3qbdRpg17wYNHPWFjFj+r6uVe/IQBLlnMysIU+QJ76I4e3OpTtcjtPMzU5ay9xx9zq3RbmhdEewZB+HjG8YwleFo+GId86tN3BvwRLeGB/PYTr/Qbh3Y3fV5E9enozTbo4grNxife4O9hz8eTPLOMNTrm8K3eMoz7To1Hv9PT1iYcsglrm7qk0kf9Z3y9Cp6pew+jOQ1o6NZuu2M95eMsuqfRTRqD2/C9WftUrfM3DuPsv+AwrPH3OKZm5rEDvlQ3DvNEXMEnnkrPrOVowYM/evgXPZE0/zltgd92LWSDXZFxGI7dKemOYnbNUUFoXqZqMwUw7tRUIGrafhRWw7t7MBlWa6sepaGecgOP0/PUZeSoFcpceKZxSZeJEU8SpVsYI30KV40WXfOEaYHtj9+dFbcWi21VdTC0EkcqNjsAmZkwHRUXQmb8lU55Ag3ulDyAf6fjxoYp7dqT/kV+FTd45FPSKZzx+amS5rI8xo94k4YpLmk7GuNZhtrCJI58woknHyJVQSOw9p42yY9D8sJ0RbmZJqqnI/IVfPEzPpW6dMqPksnRXbhyS6YF+URfxX9Bj3lxTE7vU+iIqFUk5Pn2mCemf5WqzXQrAIzfNCQ/NYdX6se8hqZalv7wJzAF3P2wJbT442mOrdOx4zDGaVzyTBzh3QayqtnOr3ln/KtYmPxIlOLsv5aG8dVE/FTheU97wk/1jDCn7rGnctcu3fJRmoyj7U6ey1XC9LphVil3ICcNkankefJsVfh1fqE3cci7nj9pSJfh6cuQYVXRNdtBjOzobnqTZvXVeeBARJw2DHM+Fv5uKtm18jTozhjU87q+wmdnxEp8bNAjK4YPjUmrtC5S8Q9/tMt/7X2DrlvyJ7hjX4Q3boGNfarLI/EYr59mv4TrZSBu0QuXHf8VSlzGETkIqDgqnrFB73FOzcKposc/r/3FT3/yqvUc1XUwUZolIowtbAt+bNCNKw26F1nYNovjkAxXGGdMwk8CaCmrQSfLSxZcg1/VoPfE9gkyUQpj0QmtKpl2wiaiHm577CzMxbVA6ycNujs9TUhkOg16xQEvxHtMmkoHqHgFhg3uz6Tbs7JBT+Uwj/WsaYMCkUIrr1TGa1wxl+Exf+SF9IovfBGVZuM5HHm3DL0w/ZewhWvs8NnxMzOF09088Rhb0qVbxL7CjZFpFkY935QO3cVbvCcdiUN33bSvUsKtUjnBIM3SEtnXLO51+Jd3RVus4lWF/9JjHMkTKy3d8rVQy3+n6Xl4+LCVU8uX2QDuOqky8iVxqas26UVKUxr0NexZTsjoI65UtgEOzxJ33Bfp63a5B0f4Fj4aR/OLZC3C3uR8sU9zTZ6LyzjEG7nSnDK5Cscqv/AiONX9VMY5ZtNSFIk/eKIngEcDVcLpN+VX4C6qT/GvC1f0VfXZZFh4cQRP6F+GR9kJvLrwSYt+diDUdTN/4hd82lep0LEMRv/gTRyB1a9fsgmu6AXXdXwSbpFuvojL9Bjer+Idj4UaJnij66asCKeKHv9qT0d3/fy2r1y5UgybFko9TaCELFM1Qvf8Kz01e4o26MMG7yZLwHge2wR4/tm1xpNxhK7XFrB27hhPr23QE3+INkHSVfFRi8kovyo03GMp3X7C0a9rjMLcK3HpV09M4lFrxI1v1VEI9IMHD+pN3h3SIU6vyVQVKLJ0SrpWjdDDv9BuWOlKptigS7f0+/ZvMtD8qIqXOFcpaVqnfC9bXMbRzqK3xlCadro3qhfhEWaZsgGR3u1Lu8Ph/sPqUV++fLnkyY6VZitMlSP04OrTL8wqlbw0nvTYU8iLp56n7/g54+tIt+FWKaVAmLzVHZ7Lf3m1TtURtxVAJTPIiFPr0iZe45P2Khc7beQhivAn+gq0M6/jh+PSGOXJ/TDS77KG8Rj3tWvXqhK5xD0TyuIl7wkgXeZP7Z+pDvUM3TmDtIa/xe+Or/GTd+ZJlHCGUQ9f4zfVl+0yD5zpkV4/ZcU4VabPOB1M9PxK/kduDK+K+9Rsh0KYwPWyJax4VqmU72Uw4ZlwKQuWQ+lvNM07pdpDZ/Q+bYviyFnzwEl/8MuzqUocTUceKLvWwqT0LOjYUMkXcWYmRX4Y1vs2xF9H2FbMUJ5Futgmvsir+M1jeaWe/NDfNIb+8FX7KqV/DxuZjVvSZzzTvBamz9/EFd14tzlXHhX36LonPbppNh7VDGYN74STDlX0hPWRpFu3blU+3L1He4qMbQeoQjzGj0S6dudapiNeop8xUNzTj5Q0t4IjwYRbN0IPWcGVBDlbcToKsIxyVOh6dqOJHp3rg8RXTAFJwiXNjlLa39hAw7eCHRlovIFN3PEqFgsf4pboffiAzNwI7LHB0KvQqvTXLUKccI+jJ65p2GXuU7hVdpcMVOb7MmU6Kj0AJM7kg7r+j6OCK7o4pnmnW++v/ZyC9mUwy9x7HDW70zs8ojl5brA+vpjDq2VohauvK3c4NLcI67LAibPVFwuhzB9pCG9DV4ATf+B0j9kw6/N3ReTgCv7o4o9ZfV0JbDCGairpiD24Yldf5Nb79+Yp/t5Ps/EtUrq3b97hfJR4e5zLaNDdBiz+vZ74ezyPYy6cK+RsWfofJ64XESY8M27Npif6i6BnGqe09DRuWxnn64uWZhvEVZW1FboF1gYd6PpTj0riE2np1fiP0IC6G31Vg26YCEXw9Pilz1F23cgGPqfL7STU+XI8DesnHKYKKh5V4cNJW7nwU/F1zbR201iwxbwKOoMX77xINr/+tzoNXXz6VXpwk5662KF4KB9b5WlcVvTCaV6lLLCr1JzueSXf45zf5LUYy6rYjVkZWPTZTPuZv0WDcGNakg+VfvxXqb6HvAiu8hXcsKq+HqbiW8c/w3WBQnf00NyBnDGu81+XP32DN8WlfV14YepDImPGMDefobZZhIsq89wa55muf8nr6NKH1els2ZhXePoJ26dPt6laI76zdIirx2cStJvvq5QwvWph5oG0+4XOpEfddPdp7/HEPMUf9+jLyvAiOgwTeoJ3Xfzr+Bc6luFNpzxwUz3lIHy2vPVf0TnhcY9jHf097FfRHLmYpiP586Jp7vNVc43Qp8SF+AAvI5qigACe9U1YKyLNKSDBJbhhZmHLMkFyFmUJuU7BkTiKbqcyvXyDRtw4/cRmkRVOmJp2x6XgRYSyoRUoIyx1MJVfT03inOsFUnEUilHSFXwbuKleV6aCW3enQtVdxCg7uqqnK/E0nyf/Db6pPsVswXYK/VH06sdNEWFPGvWqeMGtXnbN/FXeoJsPxrtKJb8DM8NlnqVGczbGPO7S4ZWVwd+79+mkG1VLLIFTF7+6Ku7Lwo/JCmmPrCctiwJO070IxvD1Fd0jn+M26n04YS+CN2FCX+VXhy/x9rh68zR87FMdlCtV4ml6J0eE0y0NzTIkwqgaLMIxUQ1v46Fe2lNnaV+UJt2jgj/2qR5ciUf/mPXr8QdX9MBOcfZ2kyeOhAnu3n4Wfs4P3Vv5sdxQeuTprPzM7cIZSu610A1O998F1edRn97G997l+Zun+b1tBvpVBWZmKhzQVRlHJZkMXEZqNaBVaMbNJGASRz7DnYkUv7gpIgVXolLOF/oJ7uggkfDxEhNohm6vuqt0+GOUY7yzCJKwscDrLp3ijB63hGnpEFWDEadobMCKh1imejUIBQPuEa52fEsj8cm/pCM6YGfctD8rJb2qx9UNa/r7T1z5TFNLuJC4N63yww5QpTluC/QKP8LpbR70upssWxwtIcFXcNJhr0PdQIt03MyjPv2hfepe8QLf66O1OT7Gb9KXoOvsgYveZHJMY2NN8WjmDmDMxZMxYNzcVLWqQ5VGZxFdxWvyt9dF39un4cboO20kunOZGkN3imrsU7h1dsNJT3ThHxfXurjinwbdeDWr1MNX7T2PNOfTbz19886I8L1KOtXz6R/3MivAZEHlAuaZ3sl5ykPBjTDC+VWHYM06sPF8XVWfF6ZhmleNYS8udZGv5C9XaJAtZHhNHWOMXo0im930r2lsMnKqG85L+9v+iSYBfYKTzClTesaUX9X4gV6vJw51R9ZJjLr0xy4mhTHwGAq5/rqp9ypw0fU7b25hWvgWum8MdOntcAcO2pg3vULYmKtGPXGo92ZBYte8SE3TMIUJzl4XRrt0VkdOB8VggV50j+T26SpQ3OO2zF6375lHHb+TphlNBl6hAj8FCe2Vn3rKP7TkqnrCjkko/wL1Z1RJw0JdvqxIf6UhEQbhI+ihzyC9OfaL5m+D97fhKbrgx1Q1kb84wcGziLap2zQu7etgFpC4CM0Zt4bz4mlI4NASPe6r9HX8XxV26rcMV8mvsjsyQz3mKY7z9tV8WBRn8NeGTuM0vrFkRGIq/kVyT3R9eTD2hDlP29ffZVk+LHN/3ik2f/uv3qoygyzoNoYqG/MSBHVGONVI4j7VF+Xksl6oeJuQKKzaLqakY8q8oq0LLl1+hRe90jP69+I+E8TOL7iLJIDLPgaa+SnwI9HqfqGrx9+RdNY4wjcCoQ/fwjcJ3KerN59F9mi20NvrYqj4TTT8beOGxXiLL4u9ZnsHit/he6cHr8ns8yRyE/8l6Mu56FwAUPwhruqhIqdFp7IyIg//oi9AMTrRKU3+4OKySO0SD1/wW6Zq98IkD5fBXsRdWpPe6OvoT3oDXzp4ogy/CEdzN/uBnYMn2EzXX5zBEXsApiOEKWzgHlcXX6UJBGZFjz/uq3BPYXq75v4TT+wxJ93L4mhT1st8Gz55JN7AJo5mLykqBLpHrYu3hzNc4NXz9TCag3+mj8uT1p2rlOU0pKWuTZiKVxlaohLXEu+vvHPas2k6wu8XnYDkdfT5WZPHoMwVyrahzUqQ3dplbwIlI7KDV2a0Dz8rXIb0rHbjxrS4Z9iWy8NMUCUvRIsrZqcM23tJqFcAACAASURBVOcmMrCOcXE5ITFxlIdjKbYmG8wrtlvPUoGpdxErsQo2Tn3mVVwjb+zoCKZqNIxmURl8gV6j8Jr2BQBdONfqjblw6NYVwpjFrDnKcAvVGO8iv1rTD8ETgJauOf6J92NZF03dztIjbyYZXbGbRv/HdERfRUD4YnxVWVagkUFJ78i7ZWwLfkSmGvDAyTM/aVNfp+r5S4Fn6mw3RT6vUkmLME2m5g1o7KvCc3hz5KrlaaQdg2H7uJMPlUcmuqZJoVX5qwik2xRPdUDhZU9LcJU75Z4blviYyyN+L66Jv+dknUU5KxeW/blqT8DO7YtMSUtY2exnmL4o2Bm3nhfLzGcCjBbT8iTKuGy484lLc/Gu/Nqx4PBM/8QZGN1WqQoL7+WzeaCKXvwf7ZUP1flVUJQP60fyY1ESRzzmVX2BQRe+hWl1FwQTn20B6ZroAi5yD5y0PpFq08MNhTKtvdefCPn5vHDO2jyVHSOLHjGGhIz+iMEXgPeysy1pbbNWm1qvupFCbuHR3Yw382oEjHuv677BwXhvG/MvgnVsI8vFMm5W29rmLmWPkxULiAO9vbaGqFEZIFYzzhheFT209z1czX6eH/RcsmcuN5hncAMUvK5jYHWdIuXkmBvLavxJBtv5aMQ3ATPjMSGATSh7puhu2sw4BV4/lx4MMf6XXdkRMwAtDZKPVZjohq2CZDJ1V43w+uViCzs/FvRZZWOBg2+mtYLwE7/outdu+BFv0YJbXb0qPO7mr3YLpUf7/DyDbL6Gr61KAWCBksaoxBtdd8/BQmZ9G2PFXnlMzDXaBUaWtEKmATWiVDvyxikbFYHQBU46jEee8yRgXc2aStE8Nz0wbPCUeyovnaJ6GuO2UDcw0VY+FZ+49OV0bCQR9nV4Tmi0oL5D3cIYruiv/Ov9O1CMi/CH56HpbIjexv0Fu60juwXvvPVti9sLlQnlau/a1drwZ4i6b7vkS+mmfNIRkK+nXI5U5VwYNpaqPN/adPwqHdpa3mxsFucRHxsp8k85QtBqxKYXjl4gZnyVndw90eS/df4F0a5uLJ5nxgfTYmX84YcQvV13wy9TjfYWXtjg0V3VdMucF7y0UuCNae3WtJb2tacsyF9hxJUBjHbj0i5PW9w27A1ndQKVcnhoGQxd0UPfmfpgSSIrD/FTwuqhKsq2LwCSuXXyp8x6mmTzBT3LlGZzxRV/QGZKN5T3uNc1r9u7Vd/63O4OZ9fvP9gfLuF/fERpNyPl6Vh+i7vYLccO8vCoenaRriScUIFYplUHDw+Kb7u0GwfcbWE9VfjR6/Ev+TrWiUeH8M8OZRR+LZ1zvcomBBVNMACuNGYVddSfPG3qoPR4zPeWN1KqfJun+JMWOyCFpJLJ/QciJL1c04S/g0olGidpI3qthjP9Z/+kV87IYOIQjx2QJSr1v96Ri+i62Q7evHlz+OjjXw33798ftquxxkNd1esVZecee3ThJayIK47hM8Lrt1BV6SaczC/gCrgQ9GKOMqMxqcE3e73LjYN6qQW6orbB3cRWRqZbitZRsyx5Y7Ja5SWeEXCdXrSt+Jk2VtJMDTDL3LJCdOIJqtjVY5YTwRc98I+ji9cOUeNcw9Dzr+IuidXPZgSBnwG0fPENb5leldnoZyNeIj9JZ4th/isG+ZH0zX0ewySfRlxF98i3GbkLUUKBADJzRoRUlePCEE/bseqwGZE2Ek020vnpC3+Lu/G9me10IPuEqeI4EqebX0vH6LhEax31CShlLfJFDCN7Ei85Jm74q0vJ8xLcv03O5/PhYqlLI78MuvhcedXEUPjwfp0enBXcYrxIdeVAuNk3uhus1QFLdACW+4NPBE9LBVn0C+A9gV/WNxdVLb1C20lBui8e9KJRPBJc5CP6E025P1LMX2HgKmxkrHqE+3EL4NNOZgTGwmmm5Y55e9nPk8Y+Luno7avSPKN/BEqHMQ17BDF6cKWcXDSehPtd1Xv+ybPiGz2ozXG0fYYv+CtPaHzOMNglb38F1zzKWHldTW/DkMrZgtIaZEfowa5LGu6xs3XGZYQjc2dhktFB8Vum9/I7y5dnlMbIQPQ+7mcUJWhnmd9FEbfonddTNSJrNXxfh3Quk4sgz1Hp4G90nM/c6NDmkqqTCsy5cIuQV8UNZHTLRwqfeldeFgVf52ZeZ5ZH8299g75KqGVn82+1Stm7CmYathon82Ydl5+ifwpn1b7g1R66Zn5PMb4pqsQ1da+4YYQ8W8WPeXgh52rmTuCkI7p+mmcw82DnTOtggvNcwK+Iw5PQL99PPWXi/J58xF71Ro0eurEvvShnxKoRtbEe1ayOwaNNt1vxMfKoikb+O6ci1sXKackWnx2CBil63Zx9jZKSTNRsUhGedJ2MVdPtCf+s9ciIeszGqXld/qyjLeGj9/B9XL17b14HU6dICBC46D2OZ29ucpMu3lk9s6clBZAy1Z+MukyRn8ebeMR/Ph/Nj1YSRoEtCR4b2xlJSZcOzn4ZIuP5TsBn8MsM4lGJ3zKFqjLWjE/y2zfm5j1r6K1Sbolr5ieJ4OsYtjJXBsAQVcvscKScntmPWd1/icjOQ0a3uplZTaCaeTZST4AXqDvqzhcypvTHPfpspB6Hb/TH4oBraJZab2u0irIa81NVnTG2pLodawau3KtyAt76lnCGbmuh2vhT/AnkOq8uUY7jVS6KqGzU2wcMsO1dg1BQIPOfcSq+b+zF9CJVGsDo0qK5L29PQl/KbKtj5nx8Epx9WPH2tE/9evvTN5sePgVK40xHNsqujJC/GfFO9adGUJPFVpOKdGqHBMjo86JFPZfT1FeRRpdqT0mPsl15V+mw7GCvwE1G5ngSZ3NpNAipez6xB65hKf4kyGPoNuh9o/47P0KXh2lcrMUqC+R7+L2AyYFJ5i8AeWpOfcUyNT+1SFYgSiGYVhplhwFV8a8In3BpCOagc+6lUkpcwvTmeZjzpnVwif98yK+GyxPRz0jX8I5y21FTKihbZeoM7dmoo7m1m677uWxDJwC97gZQmG3kq5XHbKMrMKP2tXkr2mrwHam3xtw6u8V1nr+z+r7CSMK8Qj0P/fxclsmI7uvyZx2Vi8IvcluGZy1sa6mqUZfepGVtuDFCG7InUYYvFMl4dWWq142g/M/qglWvsfTH+8ls0hgpSCryTm94p/zQ3mr7RfGm0RWbhUl0jdo59LjbXf4vVeIJLvHIrNhHfOzhehKVBl3dTZe/9Q36OmY50s169LQw1BE4EMh6G/3nUf2Y3YpIsrkKHIKQqTWFQmFM/QvoE6l1BTpirPCHP+pxn0Yun5TbqBn+SYCATAvaLNzSGALxjS4HfO1KHtarWzaqmG3IHbmfHHJsbJYB1kmtkXbqvbIDv1pDn2aaiAVQzmJWR7mFqPRC0ConR+s1Yg/eCpwcLnB+KkDBhaSS4X6XckBfgN7LttGXjJP+p6Ua758evtAl3qoTRnbL23w1lpxmQwI+RX2aqtijr4sq9Ao3M3fpiFvhG93PwM4azT6ms7W1YRs9dn/bn9Ib3IHWrkr9atGQx84qecTS7rNHM8XVZIbyhznh5nqDafgxV5gGK3L/5oESuzFP1UiQzpHH6OCUhv77nW/Qi08jD2W+GVi8Ht16TT9Zn8yuzGpS0oM9E/PTrmCeBpHFLxCtFMexda9RXxdp7B4NSdrUVa2SGvUuzDfG8xyoY4sU8Doe5agcszvdfa61TccbRr423tY5XauT2TGtJsDy/Az/ge/dWsxnc7owzkYcDSK/NvEWpJoRaC13vKr8KDtttJKu68z7uRqS5j7SRW69/6OYS5YfJcAEdl34lKM+2NOkv8f7LMwlB4+NOKPdiyI4K79Vc0lAE0aQaKY8KJuLOgnK8dOq758s4bME14HqbgS1vcE5Q2m071GCkAoYXfdeOJKW6GKt89kM96eC5xSAZ56nb/L2+AyvPW7Rg0vdT/eY1R2BRC/6zYQRl+5WZIapJ1VHv/gX4Ahr9jqyCW4Cce6wZbpnOn1v/YCz7FdIhxVnOwrkaMheHnlbm5Eq94N2potTJewqVXB2/8avNjkR9phw1YMc8RQ2wJSp4lOibdFUFOFfzTiM/jlH287EMo6C5jonO9LmGdNVSh6qkp7ebNTyS135tE8qDab5iN5PnUOXR/oXVKO/7GOvKDSXW5dX2vWTVs9UH9UFQg2XbppMC8dtZ3HO8hE/aTB8T3fiim4cykp4I17hDevX4xP2vJozP3FFNr1jITSIF4oqnsQRefLOhNATPTSrx+183KQbR/OvNrtpZkTuojii2tLkGWL4ppK1RRvT3BvmGc7ydZP32JEIIJA35D30C1/pJx9v37467O/7Hv0R54V9N5pyglh4D0ReOkx6zKcj75/gfO8W90MckvbdyzucVwYhjb/ni+X5wcOHw/Yud0iQiD690po0q8svv+APTwx3UTXFPw2nv+lOvhuXSrfQMg0Tu/4pI3ETT5R+fTp01x688tA6MjCG3YUvqkPuaCgeQ0/wSFNkSLrlp/bUeeJJOsSxu7tN3h3MeKif8OrmpfJjZxC0xWPdHnDG/OHD/WFvb6/yZm/v0nDv7n7RIq0pM8a/7Xnxg7mfvBPGeuGjjz4erl69Cq6Hw5UrVypeZU6zSrP1wiY88q4M6YKwKtvHyMjMjF+lC9yVV4TVvs15+Hv3vhguQ9+l3cvlJ055ZPzS4ll17YYzner8i6FweM78088/4yz39ZrROjo6QN5vUs8eg/vesEMZUrWaB5IqvAiaS428C7dtB2Wer9SJ5emo2tUTyxx8stDUmZKip8UfSTF/634N/Pb394tO3aQ3yjSroru8tv/gIW/aXypeesHabIQ+A+oDYC4mi2WJMkOnqse1LnwaqD6M+BrjW2L0056MURg1x64ujO4Jp65b8E5146hGAcEp3DY4yFNdtIGfjXnwnlKBSUnDZ8gwdWM4Uggno5TE1SCX/5ZI2JCjGu7ztdSUf2M7OEMa+6yjiY940wE0vJ9wxTMEWR1pK37Js4uopCl8VVc5EoT4iqPwg1s/4xR33RddkA2+GHnGPrqX2/wnrom350/v5uVByXdDhy513SutuCeMML1Zf+3Ca5buuBX9+C1XY0Ng00r44FA3mOFTSIn1HJoG31La0ySgfuuUeWqn0lsavRFxe9dODF1sOzlURMZ/+fJlKj7KBrDHxxR35A1bVS4KhZ0wVaN5rJTMNyshuutWkLQ5VOLyyU7tQAV9gNmGzItTqDQpQ8JtcfnIlSt7A3UkMAMNA4029QPXcxAPnSUa9WOjptKzEvLSkv2HqzuUwlZFCU2mRxVeqVuJPYky3fnM93zi1LxOKS+rVPgaudKedGg2f1T6azdOG/K4BTbxmObwQ/Mh/DOMYVVT+s23xG0D4SdO4RInaCq8dv2EsaHb5dKizz+/V/w2LvNsZ4c6D/KMz8+8F/7SpT3gTsn3w2qQ9vauDLdu3apOQxGGzG0ihOJVVhBEGnHyEnnMkqdwxrPoaziaf9Kqm5eq7D98UI2vtOtntjlLtb21C4QdNTouxHl4+LB4J89t8L1f687dzwp+lw6BjbmdDWcNjw5ax4BrdIgUQscKVdp6tUXaw/OUgx6meE08drYVVflXlylBq/l4RP45W9bobvJnPshTO0YPHjzooztrhpQpr7bDHPWekISUoFXKcPkCF7v6uvBWPqoQptlwqtCjHjfxTb8U+sAJG3wyJ+6FdPKzTa/JDCHW8rHxrh3kzTpLW8UvXSNu7f6Jm58Kmzi1lDt66C6AyY9R6E92zuLpK9gKO/b4FuWCcuan6hv02EsHv/wSLnwrOi1IuBtfGn/hpyr0xN00lyLJ9qotkPJMXCpHf+LfpIdaPBh5s5B+4W1cFqjQZP6pit/EF3Pj+Nk0xU/YSrN0jHTplzzpzeZ9YGPWX7e4a1+lTGJ6/8IZfzWIY9r7sElH9MD1tAWHMOtUm14/Go7I4GM6oTbCp9B+QEVxRI15QEVycNDwOCp21OztYifcKidrthnBGcp8rc5BtWHy3Hw5pGKhUtlvnSZvoZMk6ru6jcy37h8wmrh1+0aNyA+ODof7wJ4+tOFn9mT3EpUko8eD8SYt3I72H9So3pvkNqjhvFjItOczveGNuu7Jhyk7L8If8a1SfVzCxR7zqrAX8QvtSUvSqXviiozb+dNd3ulXFT4NpnY/VcInrA0RVJODqYMsU2SQzKJc+tlx8qazLUbfdrY2HD0eIi/wv422rV/nsyHGod3ZARtx6ThFbqTN4qi74Y6Pd6rhUe4oLcQKjXTwHuJ//8HnRjRc2buGzDkTYz4DBaw1nnIqec6ERpmmqKRvkT6DGflkBbazY2ejzf44wnVG6IS0Ojth58KO5Wd37g6/+c1vhvfff7/0Dz/+ZPjuW79XfPnhD38I3KXhRz/8PeQbOYWsLXC2jZuWkFZPuexaajx6eXLcOrc20qFV/+pYw0d52W6bswNsRykznnbibOB3K5xwKk+VVBmzU0HZ6VhS/md/WvkwbJMn4pgysWVmA0zgRLbInkRM8cQ9YVbpU/zCho7erFsP25sX4b8IDRH2DQvNmFlOqyiequCIXoUHf32rEsQ85kXB+xM61RX8ZapwiGvyCR+3ZWELBnrToC+Dm9ECQPhVbgagRHm97LwYLcMyd5euqDKXPVI+jyMwszjHCifuQJYx/nP30TRHec6rd0j46NKkOV/ojb9hF5kDP9X7uBaZG7ypOZue4DH+RkPjm+ZU2A3GUe7ZsMLEbVGccbPTc/XaZSpYKyDwOuQZ6VCunZKs+HGjLmZ6nQqYSt1lCm5krTg26YA5fIeKathrJI/ZnfF1HSaVzhH0XCHQPh2DE+TZqz9PGGR51awVniNz1SHxO0o7PHpY8V5l1HZywhQkNdfuJUZ8xF+DMyKvK0vBe0ClFV45la+yji+68Ve3wWsNXXgp1Fme6bJIpSFc5KebjZW4/VShJeZ14S+ST/8/e+/dpGeSHPhVe4tuNPwAmBmYmcH4mbVcd7tBcpdOPAWlECPEYOi76APoE+gvhf5QhEJ/3OkUJ+nIo7jHJdfN7pjdsfDeNNBAe/e20e+X9Wb3gxfdjeHu8kTtXQFv12PKZGVlZWZlZdUTBbfL7uzbOluVsdcZsUzeZ7ZZ2HxunoQn66sCdRt3WW6+z3b43HIytBTklG27tG74zmUfBaJpLVfBo0B3djhAvznL95151uljY2ePphsa6uPI0dWw2sgRFVhLiyvl448/KQ8fTpWTJ58tL798royO7sP8bb0VHpcClpYQWNCLZRsyFva8Nt7pl+1bxtwvjApG2yXuVBYUotY1MDBY7t29Xy5fvlwuXLhUbt68CbzLYRkZZjnghz/8sfpAuX79Zjl06EA5eGB/mN+d1YsXjy9vk1qiEEArrSTM0k4PAt0gDBW/5COjuFoD5yo0Pd39mPAZO46t6APazbjSyc5gm8Rptl/FyetdA+98b/3G/rC/bGd4LDMvDaFBVXxvFb7FvISnPcPNvCI/B4jXNmivYC2ZN2PzGYx9ZhnNsiw/70WM15k28xmb17QZsvx8Z9wsW4FuzVtloy2Jnywn6hGWwJmJ6XDv+TXLtlyD6Zv116eP/93CFWU+MdMFmsRfYnG7Ne1y2i8kSn8GH21dA5tlKPijrdTTvI8Me/xJ+G2LwXbmtaayoA/q1coAJrbeqbVrY4LUIt96m2gVGDVUwDdTi8rH7Tjht/7AP2UnY4pnSQMx06yzGrMmbLbRdMaGZv80r03vz3S7/aKAHf/Ufq8mw20atTzr8CfMtb5677VwmSbjTG+cIa8zzued8eKypkSkKwwoNpWDONexl1swWX76gCiQFdiWbh8p/F2qsOw11sVD+Lv2DlN0TRyAoR/g5dIJxVIL5r6yUW7cuo2Jd7WcfeEMs+8CYyxlaHAkGL7rjcJw4OBgmVvsK3fuTpaHswvBuBQMMspjh/dTJwJL8z1r91S0hfvarkrd2Q/Z9owTp+KN/+BWPHZi5B93X8vaXaD7fq8g/9krJMzNNnltsF2Wn2lWsWTYl8nIpR0FrOmaOMg8Mn/LyvfGeZ+xZZnOPJblz+C9z83jGrcCXDic3TorH0BpM40m9IAHClKIm0aTtcsC9mu231nwGhYaZ6YLC4vlww8/LteuXSmnTk0i1E+GQF/FjG09lquO4dJNP7Pi9uQXamjjWp6rpU8rH2njWsWTuoOI6fPodm5VLntQepaYiUuD4mzfvvGAa+rhQwT51RDkV69eZb2ZtSOCRx1Lg27zOnP6xXLz9q1yhXS3b98uZ8+eLa+//irKp/jQilDptM3G6gTKgRGBM+jBlSbzdZTUENKQg7iPGTqZXJFUaXUtfwXFu69P3lD73LG2wbcRzG8eg/BnvyRu48VOf8BH0oU4fWzbmh2VofM6742b15EezPosC87rTGtFewVxk2mb6SzPX77La8vzmfFO15nOsjJvlut9hrx2O5h5mnIlrhXaKmfmaQtbF32yTDBhDdEBPNx6bvlZtrFl7xYSmq0y2+VkGT5XWDRDJzbzHhrdEuKm995gGSFUACNxlvfGMv/Ha6j58q/5dwu+Cdg7+sL0WRe9VbO3o22BXh/Ti/Wi428T/sADQzhhiX6nzorbKjB95n3iO9IAe95n3oyb1SWspq2DseJM/DwtVFikhFq/5VtOmtyyfssRlb5PWC3fWWnClHHmyXgvGGSqzoz7BlxzU2wzo2YmrUKlf4fCuhtzqeNMhbEqowx+8Q4z6esdhPZlJn6EA8bCVTjxMC5gS2VksKvMzC+UlcWl8suPPmFmvlYOHj1eJsZYc6TeNRSqPpzeejH9+uXEheVSzjMTunz1WhljDXUIhues6PDBA8D3GuUNxAc9RG0PWmbQYhsn2c58ZvuzPxI3mSbjp+Fot3zN/M168tr31m1f7RU+D40Ig+VmvxvndbYvZ+WmdR1X5zRDFYIVDyEw2oxfpm/d2ybcbd6UdVmHeZr1mcf7KuSZkFHNw4dVMPtMOISpmonrTNLydNTrZTZp9Zb5EGF58eJF4Fsrp06dKi+fO0sbMa0Ds7Pb+HAK8cOp6ShLeWyZECD0TvtJGBYgYvNksP2JG6+bv0zTjH2vkiLMKhpaAiz7ys3b5SPo1Zn31SvXQ9ifPfti+cIXvlCef/5UOXDgQBke7cWScL2898H75Wc/+ymwPgpF5LnnnisT+1kqiOEvgEkDjo68rlCIG+t3jdxrnUH1J+ilrYBGXxZM/azVP5pFAV6B9hkglCGu+/q7yvgISxoc75Z9lXSQOLDMXQPjNt+LB0OvBRjyQee1BeezRG7eGzuoLTQL9pnItZF2vFrdXkEwsu6MsyxjnwmDZeZzn+W9z/JnPXltGq9NlyHLz9jn6EORzhlmBPMBlHkNtsOfgkkzpLPxgCfIcHvWmPVGpsafZv2Nx3EpZJUYXM/sjsHkvcHyxJ8db3CGvWNoN68p0H2UAjFxYP68FqacsVvHNoaerMEv6WUwvyHjuPHjKm2t1OfiMWLKjVBHBfVl3vqYUuLisbLyFXF9W5mH/VW9pytuvI8PI1CmoqnZn018+zzvm2ma14EL0hm87vztBl9kAMrIz40lmNZ7Y+vwF/jlmUzOPvY++7imqQqq5SVcWWeW47vdwjAMbJFZlfU6m6JmZgTGsA1m3LmO7pp1ixk7U+NY04yZDYLe3hW3LWaHodyhCOip2wdDcnY+Nb1SLl2+zJevWuXWnbsxg19AuA/BPBX8q3hE6yE8ONSDNWCzTD2cLecvXir3p6bKMcytRw8fKZeuXClTj6ZjVtQ3SNmY4WOCDqyur9tO8bJXyH4Rd+JJU369TkrZK/fu7+wTy8k+MWXiX5ieJrCf9j77MOH33uusx3otI2HQs1xz9MLCEl7i92N2rKe4zl/pQGd+cRA8gymgVrJmPY5ZubbLiCSiX4n52Z5Kc8zEmbmvrC4FT3vwYLIcPHi4HDkyQTK+0Bftrkpt1mX5Cm/h9L2w/eIXH5bpWZzmoJXnTp3l/Qqws5aNQBsYHkGhOwD/YtnHWTtyzNHag4K5AM10o0gmzwPELXzUvq2wWlfeN3EmLAbfCYv31iPuNPdfu3YtYHN2Pj09jSn9SPna175Rzp17uSismdSX2dkW6abKiePPlgcI8kuXLgX/vXHjRlgp1tfFA8LaQ5hgllsTES2P1h1/N8vS6iLpqpNfKEuk1eIxvTgT4/HK5RsoP9Plwf1HZW4OxZgxGv0ALnqxAnzli6+VY88cKseOHQtZqeVj06890rb8RVU7/qHt9GsTH73xiToBpABDxnHDn2birCDTGIcpD4RmOvOJ/Oz4TJvldcYqP1lu853l+bPTfe+15XqfhBDOD2iyItJf1pWwZL58bvnN67jfWKVsYK7NDxOP19blLMfOiXIYOHHiVhum2m6ebfX0Nq6a7eisr/lO0tAsusJAsBjTrmOWMmz21rUYzV0GBbChTfv1hr/53AcK8Upu9TqeAW+0wTbSpj6ZR7uOvjU/Hbidx/RPC4lb03m9vgnsDNhVPEi9tx3GbmWxT/qUChnQKOvHQhJK4W8rlOYDFtuTyshWNvFCX6TyGTBAB8abDGgZQuI5nglHm24cPIZ833ktTlSafC/N5gwlNOjG+mUUsuMfaYDy6Rnrtjzj5gy93lfG7ftsh9d2r+vOTfisJtvR+bwJgmy7r28dIfqoPJqZxSyOM5AKNokeIEDv3pksn3x2oYzv38c41UFuuYwODpfhERguTkJ9zJbvs86pWd6Zt8rYIGupQwiQsZGxYMr372O2vH6D/HikoyiMkF8HPKyHECPjHya6CN70aNc8Cpdi5jNaDhOfOXMGIVQ95ednZ8vDRw9wkmJN1mUS+nOdOgfbCn+21/bZ5my3a8jBAHkm3hJ3yQMUfnuF7P/d0rh27BqxP0eC/YaKs9WX0sSvE2rfV8Ej7N7bJuH3ur93IPAm3UsP1jeLkLx48XJ5H4F5iS2TvAAAIABJREFUByXq5Innik5bz508yTYwtpIB34afpZXOEKZVEatQWoY0IP76+51p66wlXa9E+dK1dWueVti9994HZYH6XnnllfL2229FmcG7GZbLy4sBqzxopVs+KWWxFY51aa/n5xbLIr9VTNmtlcWywBayDT7ZKx7N41a3I0fGEbKa7R9AC/2hlMzMzJBfnDBWoCl0Xca9Xu9OnKpFaQOnthW90pkwrPXoc8HsHuaCdZrSUUxcx+betliXysYc7VCIv/vuu+X2rclo+5GDz5QvfOmL5RWEuWmnUEScZPob34f/SWuxDA33lQP7xyl4Hdzj9U7dKrjCVs9ehy6Ss8b6OTRiDD9b33DGLQ9xOYIlCmCZejBdrt+8FWv39uU8Fq6F+SXGWZ0wSJPiD3DK//av/nX54hfeKl/96pdDqCtX1nFQie2g9J2fZ26Gx3gj58IjGZuvS+8QGlUz5EDK2M7Na9N1XguYRCSRSrBJMAsLC6xl7GsWveO1azUi5MlAawlZvly+lwbaKdanoqQgceZDqnjmO0MTRu8tI0Pz2mcyKtfisgxKqoyJPOu0x+9MB9Lo7PB+Z5bOWOGaH3BETh+0Q2fd6cXZ+XwLDrSHEdYhdRLq4rovtlrQBv7llogoeruKrKo+3m5aCMKKge0kasQrDDhnXRKdZlhIKXC0jLbYj6nWooUnYRLWhDefZYlNMLzWzCqBhgXDvmG9SCYy0FcHvbN3Q5QPbsVbeDgnztrwVxhst2kjS/yxT70Pr1XKCrgYTCoGEr73NX1C5sylXtfniZF8b7Hb18KqN2llsjAPHLqss3oPayHYi6HLMClLeBnMNsnyDDIsg88cE8Lv8o5babx2rPSjjLpX1bTNNkfGgNF+qPBnf9R3FZ/W0GJtzrGgQH0Eo5TRuBYuLxoaGuE9+2lhrIMIvh7r5vvnNkkHOVfWz8MAH83Nw9zGmLWtlNnpmfL2F79QRvcfLj997/0yiUPRWZj92OhYufvv/7p0MTMf2T9RVqh0EYbf28O+WRfTpQDg6Idpf/Ub34hyXLecY4+vsD/zzGHModgfYUKLi7P6ApWJ8f2lxczfvIZmG5PuxFPyIMdbprOPqrCqeI4X/Ml83nutcNsryKhr31AOcHqd/Mg+qXU0n+U4EZY6uUj4s56g9XaH6v1su6RJt20ZND0Hr4IetFA4m1hBAe5lyUSz9vnzF8uPf/qzcu/eTLlzG3vtxkS5eOFH5c//m/8KS8ggvy7MuHfK4AizXJdT1mH80IGmeic5Ktf79o2GoFtYmAv8Xb9+rRw+fBDB9lK5ceN6rJN//PGn5dYNZo6zS+XosRaCt7DVbB99i2II3h3Dek/2QYNDzLjl1QqoEdbL52YWY8vccD8zWSYIvfTr2Bjt6mWnw/xi4L63Z4hZKUrg6ATjC2tjH7yVMXvoAHIBOu0dIO8GEwG7n35yF3WvChVjSqEd/FW+D632wefXEG6xBMl7T0D0XmW4F6VxEEXzxz96JxQU6X4ZRz0Vyj/63h+UYXBhFWPQ3/jYAOXC162DPlqj8pWVRzRzqSzMoWjQ/xNj+4Gju4wMI6RRZEoXSocdZ9hEXm0gM2N5YaPML6yWZ0+eKHfvPQh8TE5OAcfPysPpWfpihef3y7PPPl/GJvaXE8+eLCdOHgOPfVgpFsv7779fLl9YKj/9+S/KwSPPlDNnz9E+8IBi3odM6oMeBmm73zlvAXPsOIBnOEFj1INTt33O4bdysMygMI/uw9Tf1zbpCmsOqIx9lh+T99qQ7zIWKRKnDNEg85Kgvc9fvNjpD8AHYQPek6Gi0AFlx+rBa52m995B0dvLpvo4nKK+833CleV13ufzrZgOjJkFD9x7Lh+2jlbPtnnKdvQz07ReNWlh6iEOU5eE1y6sWVde5+zCJPksmY5xFwMhyqPMiotamGn9Wedewbx7Bcuo+y57wiQVuKRM6xK2fhhIEx7LSjiN891udWijCY2eskxv/ydMga9GGVlWs/zdys3n5vFnmcLsz/6o8MMA+7aG2mNwZ/4m/naqV9izTNNm2caGvZeMoAfaxwgnfrwfUqBbZgj0LWZet7fI6C27uxumqSTcJSQOfZ3wJx51KFwF75oUNZluUmY3jGqJLWvXrt6IEr/yxS8HA2HCDNNS+DN2VOnsf+JRZuI9zLjGRscRBC0EPzNAyr1371558OBh0J/rpZrgR5l5q7jNL8A8hveFqZ3HAAZ/owl1bKBcLKyT90G5culy1H3m1HPlNL+jRw/BTxA8I8CKErUEoxoa8JCR7T4MoBt/bHPiUIYmzRo6x0zixHfNa+/3Ct0sQbilqTp0Qc3Qmf1ln1iveKoB3EGHhhrXPtvI7Zk10dZ70/gT/kqrbc2WFNKW9Tj56tX3AeY9OMS4gZYVyPce3C+3bt7FogEjR1h/duEGjL2//OhH75U//dPfg+Z76O+DOFRRADPYXoVbd1U8W8xUK89RkejZ8vC+cfMa/TcSvEAT/gjOaK7Pz80vs8VsrSwuYAreYPYufFgNOHEMPDDBgD/op6EmvsYEIKwMVCv8I2xJu3ntVtkHLYyND5cV+lSrzcAIs1+WCG7ffASFYQHBy9vh5MRJOhQnXdSlUG2tO7MFV4yPnja+LRvjfrQj+j4mbuQV5fJnlVziXmDqRsBpDbyFw6ZWh/v3p8rkvc/KW6+/Xf7sz/4MOMbge/gioDeus8VMqu+G566xlt3S+iJfd1eGowEiPnzoUFgDeoFNP4ZNLLjSAhimcuqVBiR0AWAkjTFpVaE9MDFR3nv3l+WTTy/FuDmPZezw0RPlj//4X5YzL7wQE6dBLAFDWFi6VYKxlpG9zM4slV988GH0Vd3iuVoOcZCTzqdr/KZp0+jYSBnqGSjT7Jkf7BqKPvBAoAX6rBcnO4W7vCRoNwk2mQVQBsKNDfk84+YzryUA3zkIcuBl7LMs37RPhEDME093fGAdCUPGJqzPM65p8r0Das/6ya+G6+w1BqlcKTRpWsVA9VkO6ixHkC0/PJutn/RBZzwzZN1xw5+tfA34LTfq472MPzoCXNW21HLMb95kYN7/qiHrCrjbDMo6630yqO0422CceXetG/iF03RZft4bZ1m+z7J8ls93Lbf9ItM1Yxmi91F+W1CaPNN0XreL2vG9NGq+xIex5eZ9wpxldMbZ7mbdNU3FXWXetLedkeKrwOBJMIzkDZ0Ft+8Th53lJz5jSaaNi27W5GgONMtBH8zIVdaAAiEKk1bfoF0hgLA20RkoyevlW7/z1cKkHYHBWiuwrMLcFTLOnFGbmLXMsSYPc2XdfBXTYZjmWQPdh4lyidn/hUtXYgxN7D8IU9vPzBzmyjrkHPmeeQZz51uvY4mQmSPoYXyrzOrHYFD7RnUcggY9aSa4yC4I4LF9JB6dvYqH2l/tccj4awaaFSH7zfG7VzC35YlnQ+1/6lA5aj/zefZzXhsbwtGLOPsn+yXrN02+S1iswx8vQsnScGp9HtTj7GsK/wNnZc64z738Egz/06j/g1+8x1rwm2Vg6ACCZABBPA/uEYzkV+S4vDWKsF5D8enn+QLm8KtXrzMT/AXWGw9QWSvHT5wsX//610nfS/56CIyCZIkZY7Wc0SYFecCj5QBHLtd0oSPsVgG3PEkL7PziAhaZ4TLI7F0v8w2Y4xrpp1AEVZRdTuzrrx0iLu2/PidKzIrle6IXLIOhbd6Q+De919k33nstXrf7pfJnJyyfffZZrIOLv6NHj5Zvf/vb0BlWpbv3UH4msDD0hyDsBzfd4KnVAgZqXmbtaNV1bYjf7WTPPvtslE9VUZf9V0Olj3otTVW6cpbsbHt5eTbW7i9c+CzObTh37pXynd/9/TJx8FAsQbmVc5pZ+zs//1n59NNPUDBcHmMyiMKmkjSBQmD/z7EzpK+PPlxF2WGciseKE0+FWy0HUTh4FL1hu5eo1+AYETe9Elkiyhc7Xe/0zLQGkdIk4iTkfLanQIIAaue0R2GUmH/qM+GLHzP07NStZ7yr9TQ16cc7Ys/6qcoZpuUZAnaqNfZZxl6zol3f0+kGB5DP5SdN6M0jvjLkvXGGvDa2DNNHWRBtvstnPt8rPO19sxxxkXVaZtTdBivrzbqyDZ3P8/1WTBss1595Mp/vO9uUZWWajLfK2uEiB695M38zVigZsqyMs6jETz7PON8bZ3nNZ/k883e+q/eVRpxhGLLsWl5TyVFhrPWYxveWKwOJ8veYoTfb/3j5tbwRBKPyeQUbewsT3wZTZhm0LL4/llsWY1bcgyVAmR6e5Tz3ehMm0BKvEPE6e4L1UxhmCqWZWrwePwwzYt12em62zLBOPyh9wmQPMFPn8Lny4SeflGt3bgTjOfP8mXJgbLy0YG7XruBEB/M5feb5cvH8eUz+MzDX0XLquRMxcxPgOYSNs/T+PqZPj40gbjtC4itx6L14MU5LiFm8z5DXe/cfeRhe0m5aarboGJhq+Vlm7essPxl6mtG3n29fJQzbT7av4h1FC98KvgSbbl/CWiBDn5meixnXs8+dLv/i279rR5Vrl6+V6ZkHIbiOHf8as1E909foB/1gaATCGntSwOza9uS9hwiYG5jXb5VZnLH0vlZoffbZpfKlr3491op1IBOPzsRdY1c4IWfBScxXmZhqXdIq5rKsSzl9ZQRacRlPWlSIOOtkabjMsGwzun+AteKVcvEyTpEIdduoVaUqtViGgDOcuOh/ii6bLYQQfFUmWsdD5YXWlfdizLpy3OR9xu6llwbccvboERYB6nz99dd5vVH+5m/+Jg6ReRml6G3Wqe3bCCgUttvjWFVS51kicG86nRBOc7yKIE30gRs0nVBofO+6PZVQPL/2uHd2/N57vyh3J++FX8IqFonf++4flzfeOGdT8IOYLh9+/HG5dPUiFoR79LfH6g4GXtwyd/bMqXL8uKZ44WI7KIczaRUQv1o15oFNJe/23Tsc4nQIJasuU3loD94spXvOPqzLhY8dLFOb8eTfJMydkJqpM433XucvNNFM1BlvCfTOF95XrGZ+0BqdGh1BB8t0vK5a3LbmLozN0ISr+TyvNUNmDk8IopZ4ZT6JKusz9j6OKuTavrQuCSpyNeptwpB4aOLOChKuKDPKsZTtYPpa/uPPt1PUK+HaKySOjLMNpk+48oSjJnxeG5rP4sFOfyDybIPp85f5rTPbmnGz/J2KbD6zbINx1tOMPb0sw9PK3em9ZSUuOmPTC//Tg4xIEbkdUtBUuLW01HaYTsZSn7cV0STA7exbV9lWYUn8+TJhlQ5dFhtiXc694wEuFlJPYWthihzf59qns1vyAEKUR56gc2h82Kk79S9yVjs9VUaYTbudaAPtn8kXpj+0f8yK+zHLr779dpzBfogy11mzXYCBriAs1jBhLi3OU/5aOXbkAOu0L5Z7OOStO1tbwCmI2eEAQsC113G2Ci3MbbL2R8HWg/nxaUGYbe+WAkQGLQ0+b4ZO/Pjuaf0HF4lyTJf9HVsJETK1zqzjcWU16806M/a513mfNNd8lu9MOzSEv4On+oUvxWbMzGdmXPfeCB+ko0cPMkt/sdy4diUc4n7+7jvlW9/+SgjO/ROjAfsA5vhePsO5gkJ38fyF8sknn7GrgFPRbt/DpK1neuWVfSxvXMFEvsD68r27D7G8AKcCmrXaVWaQuVWuHkVK30OzfZiepakl+hKpH3A5w3Um7Fn8D3AA044+4Lo1R7DevH2nXEOJmJmfA/k4xaIEaIygx4LuXUN3RG2ugU+EJRBwU3FmqsRTxjs9S/wZ69w5M4MgRznUwfL61HV0m7XyzjvvoMzcCCGvovLFL30hYIkjWIHB9ekNrEOP2JVxf/JROK65FKG3uTJFmDfbDrshyAWyGaB5g5YU+3gei4XOfvqNuRb+Amb2+/dncGz8JeU/KJevXWXnx/2wHrz0wmkUDbbV/fKX+DUcLt/93u/iuDrG0sF6LGuJ22EcVoO+GSMuw3z62flQ5lSATz73LIoGyp9WHBQDhblKxSo7I3qbBJ/El3ETfq/zecb53vscEF7nz2eJ/Ez7eNyeoYRIfPxN3iV8lmO5xnuXWeHMNBlneZ2xpnPLNXDV2W1bdWU5xvVXiU8Bn/w4y4my2mVGwZbdcZ/Pf9044dqtnG14K66TOfq8XleBlemynM+La5DRxkcl+GY5XmfovP68+Eg4Mn1nnOVmuqwv46e9N99OtOvz3crMso0t366tcaWEWmel1UzbLMvrDDXtNp7yecbNtHld86jysrKHxI2yZZPQYnW6wyMZ4apQlxnraBPCU4bMOiI8IpQA69jkfPcoV7MqbVlr6RNRPfE3WN+UWVjOyPBAeeO1c+HZrNldc/lbb7xWNj7eLAeZyR86eKRssn7LNK688tKZ8tKpMzA7Zm3M5ldh9AqLHtr9YBJGz+xmBAcly14xz9YIylY/Hme7jfM6U+R9J/7zeab7vLHlSLa5HcgxUsva7qNm2c3rnerwffNnmrx3VqBO4r0HdOkEqyLo1iVnh9HP9NWzz54IC8fKai97qi/ELHBi3O1t/TigLeDZjEc7eXWMvHr5SvnRD3+CcKAMfCHs627Ww1vQQz9CYoW+uHvnftF5S4GtuVcBtrS8EOOgtkFFs/oRLC0thO+NgllrZpfrv9SjAFvBzI7Nn/V/FAsU+5+9/x77uj+CRqqypmIUPIY2KnA3cC5zdVyidBkoxp1aJu33OnHtdY7JyqOe5DHCWfuq9sthaHBycjKePffcSc4+uB04NP+9ybs8r1uAPa+dnCxJscUNh7Ib+CqIC/1GNLfrm+Cs2DPXXYLwk6nCtxVEqPJKBwjGnHh5yEZzfQbcyteN4+mrr74aM+pLF6/g/8CsHIE+hP/Cyy+9jJI8xP1UuXLlGvTfX77+ja+Vr7Ps5ZhyCWUcB75YRgN3GdyJoTPibfrt4qUr5aVzr9GXvVhsplm/14uepZc2zui1GiSqp4UcNBmbPpFqnPdx0XiX90/EEHStFwTtErZmM5oB6ZzseJ/nOxGcBNDZDvPsFdwWYZ6E3+vmL+twHh9pYEa+l5l6L9a8z/B5rjOtcdbVfNa8bpbXfJ7XCXfed8YyBn+GnQZH4qdZTrSr3abm886yvdc8Zxn+hDVj8/lrlp9lZZvyfqdy81kTP5kvnxnnxzma75rlZv27vfd5M33Wa+zzzN98vn1d2y39OfPOOsyng41ButwrRPl7mNy3LFTt/rCsrEeqc53VtVEZeJjKPX+dtIMw730wETBEetbQAaOHmYoHychMYxYCY2u16dndDgZh952mVunG4SNj9totYpr4nUH0M9s79dwBtrW/XSYOscUNq+zMDB7smOc1s46iAAwdGGWtFcdVZhODlC+tqFsoiGDpOGLp2a05d/eQfZNtNqXXtqnG7XHoA4LpM63Xe/cfZagItfNlese8Jk/v/Rmayyr1WaV3cbNbyPwJT2c637uWqiKlsKQDqQ+I4El5boEzxYMH95fncSq8cuVSwHH9+vVylJ0Iq0vwPdqtA5Vr+c5Exb3lqpS528Fz+CeYyXsu+SLn6A8OjJaPPj4f/TlP37jVcZCZtjNN20wXEfun0m8/M8AB+nKD9XbXmpcx9y7iTyEN9JCvl8NRrt28xdbFB+UneOavra+U06deoiOmy9RkPSlQy4rBsdDjOOFWJZOei76qbyPJVt95l/3bvK64r2n9q+I1hPXoNYSo3vXPHHu2vPnmm8yEn4k1bT3+Pbt9FkvRfmbBtsrjj0FxHHpzlxMNpcMxPNvdurcP61MrDn+pPhSb4eMBhCx7PBk2yggCWBy6bn/i5Em2zV3DefFHLEEs4th4D8e4Y6GAuQjW0/OwzF+fRzjPlhPPnCx/+i//pBw+sp/ZOP2EguAuJ4OKhBYRlTTH39LiXCyb9NLOy1dvcs7DFXCjEjbL/vZLWNQWquMiebdM7iIqCa/zOmpp/8k0Gevl7qBp/syf92owuwY6tTK8SjyPp9tmhLVjK0HU68eFbh6ll++a5SRDbD5rXvu5UkZAPApiids6kL0XviBERpZtkm/EsyBHs9WB75X1RxmN67zP98Y+y+d5nbHvmyHTNZ81r5/WvhTm5qm4rrH5bI/MPevI2HYYmu2JBzv8iU+ktttj+sSXSaN86slyM26Wv0ORjz2yDPPlL2HKe9fzMmS53ud1xs1nzesqtB6nX99br2Fv/KYwkVYrTUYm71h3Sxibse+b91F+G9+ZtxmbNkO2JfPDzRjI7PenbqiUjq19q2euJ7vpmOZhMn3QsL7tgUuEv2YoZ91+XCe+KsiDHKfuv1Xg9g0wl8I0OQcjdPbhTM4jLPvZIlRYU11lpjN/n9kOjGjyzlQwVT+zuh+v+eVFHI2YvXm62BgnYc3OcvgGJl0P/tBpyxlQms9l7jHpyUZ2xNnWJh7qs208mqXzfRazd/9Fr5FXGq39vUW/DAHxJc4r3uu15db7Okay3mbfZN3GSUfGzWvTK4zEtWcpeEqfJ/w5682tdpatYPa8/SMsZZy/8GEocJrSh745GKbYcWbqS+w6WGL7l2uqR44cCU9tZ3MLrL3qsT7BDohjx54pV9m6pp/E+fMXEETjYWauExY/xIL/hfUpfIVVYor2b6KoLaBMXCm3bt9F+LHujoLmR07W1rpje9aPfvzTcuzEYDjKfQnT9hfe/p3yt8vvlEdTV0KAgrAYR67Vg2naS/n83B+/ocKbM3nqT5wnvsRT4lZ8Nu+9lm71cn/ppbNl//gE9ehD4kdl+oJu9dAXVmexOskpCO3qhflW0WFwfm4JOLriy3CnTp2iPzCjY4HoxudAR0Ve8oua/dMIKH1YJVzbFu/dRwbKn//5n5e/+qu/wULyDjg/wm6OwXivKd89+Cpi9qmKg78TJ06w/30kTt3zk629vewUwGlUnuQsfZDT7NyOeBul4/a9yVD0LjDjX2GJRj+J8f2kX5nkAB8UQKwfg5zxgDJfCVNI8zrjBvRxmc8z9qHOM6kVilzfiUTNaRmS6PPeNPFra/5qvylskuhjHYt05o1B1obT+yzPwVph2X7mu/osa9s7BpKtBJGvXY8Pm+VknVl/KjL2eWdo5ksCzTRb+Rksee078zTzZXrb3qw70zbjTLtTbJmWkbhKi4PPLTe152bezvqa7zqvXYO3jZZrHeb1Ouv1ujNk+Z3Pd7pv4qTC+zjemmU1r3cqa6f30mkyD/PYBn/irBP2zJ8x1B/p6ppjjPpKq9FnFb9NOCzTYLmWYd2BKzRy29lsa+bb6ZnvAgbK0BvZWYjfg45TpmDE2SZnxpo6e4YrkZonxijC3HHrjL0rZoT4pIQJEd4K01WQI0fiegim5Ppq+I6wnqoS4PYqnYP6u9hGhgAYQWhb17of/sBfpxcBFE5Y3Kx39WOu51hY0cNPC6bM3OARmQp3BTrFRpu2cVvHhPedv8SJcfKLKHCHP83ydngd9WZfm1ZeZjd51nfSQdKH762zllnhUoB4b5r6vMJtmaa1f/M6yxEO38XuGpzCfN9POcrSbj7goRDXo3kRL/KhIbeyrZcXXjxd/v4f/gNCaizWUleW3arEbJxZnf3tdkOd3hQSL774IsJ3MgSaB5oo5HUU80heTwicR0l7OH2LPNUKUxAEavZz8zNh8h1xnxf0IOx+TOTRo/uYpm+Ht/wswn1oeDRg9IS1fupVUHX1HyhvvPkqh7h8GSsAjpptJVElLiw6seesxRY3rQFL5cD4oXLvPr4VLMkYcix4LZ7Ej8qOws1rg/j1F7hr41dv+wkUzjmURusaGxtCiC6y1DMcPge0IiwMrqe7Pj7KYTLTfBJ2E0vDFQS6nucK9G9+85tsvRvl3Rx420f8kLQHUbI8JGc5/D/iIDNwoqA22C7ppBuleYIdHhcvXMExbpLzAYaxCtxB+RqhT9krjpKmr88I1o6vfOUr5Q/+4A8Ct0MovHfv3AJulBDgUdFxz/0C1hKPS75ylXV3tuHpsPcQfxWXVJCG5SrOjvbN8soQO0mGWYffjxn/ZuBlW+oGiP/5z28CA0l0v4my/v9QhgMsB5nM6T+Hz4+BEAIwqQziMZ7lA2KfdYZ41s7WfL/bdWd+2GPMnhSmbluzBouL2HtuqqAFHu5jvd4zE9juJLNWoZVZGpDt7QCzjSuZbsJdhXem6IzjrXW1mXW23XbkdWeef073CXcn3j8v7Fo+PMQkZql6UfNzHqsyoZATof1YSzwhTpOxzoazs3Os+z5gJj6BIqf1pQoXPzqi8H4L50UF+h0OO1F3GsdRSyuLDlthikd58CAY63LdPoWm5nXr9WwDe1nB6nqvp685m33EEaaa6WfxjhdGlwXc3njmzBm88d8qp84ei+1XerrLBzyW2Bn/6PgAQp5zPtjmGGvuCLppvPmHRxDm1Cd9KSwV4AO0lWqBqSssTKkM5WRRPCePkdbqV/uqEqCQa7XcNeF5Ev3VfA5+XZbyLAWFJRPf+KDQD37wAxSVmTiWVXO5uNWi1MJSocl7mLVug2vtnku/zNJFHw5prdZ8nCKXXxR87rmjlIEV4DZnB9y6Fbj0M6ya1adZW3dnwDG+fXDmzAuhVOks5+z7/PlPy+VLFzjl8W4IdGHwuQqXhwF5vchSyszDmVjaUJirCLkcc+jQ4fK7v8uWuAOc+jjIx3f6V9kDj2Pq8jz99muGJiF3FrXXu860vw33DuJsc/P6t6Ftu7UhGZeDLH+mzee75ftVn4vf5o+aftWinsgnzAl3xk8k+id40FlX8962ep901Vm9XspNfGS6yKcpU67XEXwmE/WV1/4UyhG3n6mWxT0zN4W3WPYHNIhx71UIKlyKIKqKt/E3rhXo5giRTX2p6GVsym06sY3Ndu/V5przn8ffnE0KTQqabIfv9g7O6hFybdyAghBmgeW4rufzY/xA+PVzmtthtrRNI+hch53HietwWFP8zrmHt+jl7hn7ek4rvC/xURKFvIJS50T9H/xYimYtWVsZAAAgAElEQVSSTb3f6SdPWFtdWUBIYf4GFH0xrE/B7rnjOnW5x/syzlhu73JL1iKzdC1zI6MHos+ef/7Z8sUvvl32H8BiwDr8zFpdO48+BAELCxvl4f0HmLkngW2MI2w9P30K5UPPeJ31ekOgiy+/sa6C4QxbGBKX4jFp22f+0jrsRhfbqBCs6UAecAyx9u/8wgNs/PKas/lhrAsPcSb74MOPOG1vJpaSFLITB8bjYynO1j0tUn8EBeut67djFq+fwltvvUXx+in4WeC6XHL9Oo5wWDGclR955lg5cOsObdjESnKWr8w9V44cPsaWtOPA3h3r7Dru/fjHPw5lZRJnPY/MndPyxVLXEmfruyTiUpnHMrvcdTC2qSHouR/BcdLZvofpvI3SNjRM4zam2Qd/P2bs5vu1BXpFYDV9NZGfz41/m0MQFw1sElvz+p+67Z04/6eub7fybXMK9MBJe9AlLnbL96s+t9xatkLjVw8Ja7OE/y9x2oTHa3G6Gw4rDhSZiFnXftpbaTTL1a+q2aoq1GONPUSxAhWcwbgU6oacYe8Uh5BqCyaTC1N8GIdrDwjxW87bfVEFGF0TwZnOdvCddbdD+5UmY1UEQxPvltm8b+f6R0dPK6MN6j+63MyQ5Xf2kwzfd7v1XeZXaLlEocLjbNo8/pxtatJ1V4J+IgrQAwd0PuTsd3CjYHYC76mAIzgc9rM2vIhAn2f2LGP3gz1+NATn6QhDzPzGmDFPIVgD3yoSbP3TCrC66ra1FgKM/Y6Yf8dxnGtxrxXgs0/PY/69FcJc5aALodLVhTKA0BK+kcFxDrlhjRi4tDawCh+C2HY56/YkwPfefx/LwkXuH7GtcaIc/NPDEA9nsLM8M4MT5bERvnzGLDqFsuXu21d3QYgLYRS/4tRf0GQbgSHEaQcYqvVCYtEX0Jdl+tPhz5/r6CCzfPDBBwGbs96TOLKdPXuWvC5tegS0S1gcaYyQdlb/85//PM6FX+Y8+pMnToXgV3mKUxSh2z6Or+1mqWOQrxLq3f7Ky6+F4uCys8qDYT9fHVQQ25aHD+9zCqNKAt9aYO/8wYkD5R7b2T7zZDkUNg+LOXz8SHnx3Eth7XB8vPfee+Xe6lR5+cWXymUc4sSra/cjK73kr9YcLRguOfzaAr1JsAKcA7H5vI373+oo224jm9e/1Y3+j9w4aarz1xQZvw449pm/DJ33+fyfIt5prHTCYr2ZLmNNpjVsxwpzT+xSkDMa+fmuCvUU4L71S2nhTAfDcCb+ZKhl+k1qz82WkRribHnHOYVgHGUG2JmTdFvlgVMEfg1tGDN9O020k+tme7N9GXfW8Nt0n8pPkp6fQ3Wbkm1XQLqzII43Zvo8iuB0tqljlyegMeHEpMtpbghfGbmnxnUh/P3YjvqdZnbNys5Sh/ganp+wvYljXPQE5ekX4dqtwkBlSy/2/Xhte8DJvTtz5bPzFziw5W6s3SrMNdereOgprxLpcdxxqhzCkAX82J7YC7xD7Y+wKFg9Qe7dd99HkF1nmX4ZL+2L5fU33y4nj52O9WdnxDQzhLBtG2ZWrTLg3nkFsJYGg/SxTYN18uB3NlqsLy/hQ6IyoAPo2hpebRCnZXn6mkJOJUglRyuFa+kqKSoUwufnVI8ePYyQXGRpY5D0HPutroPzqPVrlbjPl9JmH81jAcGCgFnjJlvd3nv/3TL54B6KEIfI/P734uM5wuh6+wBnC4ygkPg9CD9+Ns9Ha6zL92fOniyHDv8XcV7/Oz9+h/64Ff05jkPfX/7lfxcHzIxxsp3H0rrNUA/9n/7sHbzc58qrr7+Gg+IcWz/v48F/pXzpy29SJucB0O8qAssrHNkb2PoN/tlpYP4Gi/9nV1S0tz0qvU4m1MTDPyXQ/7HqeVobhCM16EybuMj7XyXeqX2WK8qNqfbXDs06vG7e/9qFP6UAB7rmQUNtz+MNEpZd8ahJHROdOWS4caWg9JqfTNqgYDfouVyveS7iYr0W56/Hq4y0UShXgqfjpAK8wlITa2bfCPyDL2t2xkdsqH1S8bg1S9+pDtJGm9uxeQ0+27XNNcnn/vu0vpSOfp2QsDbr2bPPOipzzOiQyF8Qx/n+fBBlyI81MUN0hi1eg0bAssLNGaeC2hmffTQ0CiNnRqlQU9lSAbDPnOF7kpzbD3Vw89n++MY3Y4atZatsYVNgMG9krbtub3TdRIGKDMLEfpUjSjnlD6GmLqfgdUYrKbme349dXgHvPniduTxq2JV3qWGtTbMKZs3abI6k1c5m+8vk/TucJHeFD5q8FMs0h/ADmERAedKbM0+PC/YTp5rdxaNKTdJC4lV8+INKytjBUTzvXUeupvrIBzyeDa/Z3ubrZa4Dn3vBP/zlR1GPgvoInv/nzp0LZWCR/fZ+2awb/wLXwF1uEB5P01PRqdsCEZicqX771t1yHce0q9ev0nfd5au/8/WYMZveOp2Ri//bd26UF848x7tVFKupEM52v1/Oe+b40fIMisRf/dv/J3wiLl+9Euvlp06fDgWERoeQnufkRRU2l0ue40AZDw7yRLwLly/ht/BV+moWJaMV1hKtEL+2QE9kC2gi3Ov/lEKz3c3r/xRwkP2fwjy1aNue736TeGiWGde7CIrPW6f9Zcj48+b7TaWLNrSlSrNtT4PJtMIso936ab6mOfV5XeveafatrA95TyUK6hrgfM2Qs3+n4P7IUP/VflUxCBhCmFfhTaJarmVSsEJKU6gh4IjncWvSCL7NtvjA6/xFgn/mfxQsSTtJ+8Jv8F0+260ZKZjcSmU2Z5ppVg/HKJj0wOAYgqQ6xvleob6CMxq+Wpi+QSWCuJuZuc5bmsI9Hc7PeHrGeA9TdY91tfxxjt9V8Kr6eVRsTw9fa2N2ruBdQDCrJDhbvnXrRvklp5hN4lQXZniA94S1oAGn/tH3mnpZ+0UZVelw25/b63SUrM5p9St5bqscZheE2bHXczbCWBy0ssqDbk+oY+34Y45FPX/+fGwve+ONN3D6OhQ04DYzze/iV5wKp9eWr+BWkHWtDYY5fV/fWOBbfBpMY3rxtbHh9s1WuXDhQszQxZUz9t9nZj02to+0bBFjVq3PhzN1t5gtsce/OrbhcwANH2ALWV07L2G1UOCLB8v1WrhMo8legTtAGceOHcG8/iAUA894d+vfQz5adPvm9fKd73wnhL99nDSk9eDbv/cdOzRm3cLomrsWFD/wokJ3+vTpOMDGGbq7C46f4PhXrWi025k6KhUE6TpYxGri3mdMxz/tPY2tTMMYMw4Df/teVNTnfu5yg3pqjEmE52BB3DdC7YytB8F5vHOA1HrUADUpWodmw23G1IR7G/7anmzf47ElW56lW16T3/hup5D1JeQx63GG5Qu0wp3xZx0VvopPqbt9z1WFAGZMKmGp+OeeG5q6a1zhM8fTgml2+ll4B86fVlTnewaa3ejPmVzM5nhWmdrnga2zwN3ut+F3JiLzs07xvVcgye7BftsjJKPeI0m82qKdNogJW7NuaT9wAuyVdisNxylu0Te1lhQGzTqToTWfeS0DohTwID3RFutgOmWrpJsu+sNlbK8NsaTNTW22qcRdB/468Jk4yDjhq3EtuJrVq7ey9RhMr6JRb4jbl/UBf9v3RpbSLNdrcfh5wnYP2o5s03bs+Nzp+Va7G/XYL4aI5Vdci7NaR713mWKrdHEJoMJfZ7H1jU/qSWv2TsWvsW+bMXIYczomYiqMo1B571d0uhCMLQSkXs7u/WdjWjzzy3B+8EShc2/ldjD2ZWb17kceYmvgAjNVZ3M6LcrcFWYiOvgIYHgIirNVzdCLQ84mEQaY923vHDNx17MfzcxyTOn1OCLW73cvMF13HTdm/3in9zBDdVeEs38PtRljH7XHqNbvB7AEQJ19mHykuVAkaIcCaeqhn1TtR+hNlCWEsQ5gvb0jWAIuxfrx1NRDhN99tt1NU7Z8xGNQcdjT0Q182B7bpRD3y3g+99sFl29fRDdZL8+ffj6WG0YH+ZoZTmPSn0Kub5BtYDi3uWyhidu17RE+Fazi8zrKA6oB/1rU5RbMZbz4OdUQS8IyuPeDNipLwnGE2bRe8p6cV7/s5tkKbhkcLP/6X/0b8rbKH/3RH5Vv8Olgz9D3ECCF/R/+0R+Ep7+fqlU4K+z9oM0fsr4+RB8cYleCytntO/f40NFl8rAdje2K+8GTVoTbN25DG5vlOFvuHLhnXzjDVrfbfADpJtvXLuMoSRvoJ+lPPwt2B9rhit0qYIw1AUnIsec0CFFxJJk6DCBokFUJm+es+ehQ4Ylr/SDT7/uCKyp3LYLSPa9XJkZOCSti/sqM/SPxti9jZFt/BACMNGyNEFDXhbz39KMWGtUKZasx6RVI8cBrPcBDLNzdMLN1qKqPZwr+WAfsiK3HDsvDUYRbIlWrlRnGGhFanoD7zvpjDdH20JY1sGjaTQjHU34YW4/HPNcTk1YyKGBw5Am8Cie/YMfBQKnTl6QTrxX/vKdC74XPt/4xl3U7YGSYFBtMJV6TzpDM1zgELDjs4qcZFsxwDcLQlh047iOWUAzJVJvXzWeRqONPMDTKUglxS4oenwbrrjjj+VNC1pFxE36v1Xo9X3wVE98g5RPFtd8M7tkA6Qx+0RftFTdtPARs5G8G0xnEYXf8gflBA73OcGA0luVMQ6pc59r7DO2stS94aL/Yu+Iy30HZAsIzElgHuF5nNqQJEMCAG9MoIPvZYunYzzQ+Edp5fZ4zvPjOAEU0Qze0vwkjGeZLUuscpuGJX5pBh8QRzG6QPc3DngxHPk1xHnq1jkDoAZbeXmiDs6rFpWuyhoq3VMbqvTMdx59jTPwGLYIvmYiOU2a1bc7GHXcG5m6U5aCUh1R0ACj5wSX0/lj/gJM6w1MBeLyBNZ3Pat6aDozzSGXGLVEechL5grZBnO+kb+7ji2mBS4GkmAC2xol1ScVZossHwtyKMU3/B81pPrao9pihEMeLfRwzYzNHQcbWRyyBAZvDyhBjn3eOdcvZjpndAadbxIKHIlT8LGj/2GBZ4d+BI4eYRfI99DsP4XM4wzGz3jd+GM/nJerXKW2+/M//y/9YDh2bKH/xl/8tddZ97M4u73O++jSe8NbnevzBw0cR9PJO9o6Br272rw8h1IYx3a9Df9NssepDIZhjNn0bofOTn71LDZxzznfSNzlHQGXUU+ZGRhHWLLfbtH6c52anOQ8eoppinzoURT+wvt4zXFpdqwH7KPu1FdL22z7qk9ZnZ1c4inWSfesIrg3Kl0i6OIDl4QLOaJY1R/vkIygEEE8vwvURDmTdCLgBTeF4+XkOwizbuf72b75fZvjwiV+V+9LXvly+9q2vlVkE9gQnFN66xeE7+/w0LzyU/vDLge/9/N2yb2yC9ej75Xe+/i2+IwC/HURpQZEZ6sJxjbKjbr52Nj17J7b9qeS4v//FiXPgbo2T2e7H+vbyyjpjWfpe4xQ6DndCTvzVX/8HBO6r5e9/+LMwrzt2jhw7Fe/m58Ehh/Gtr7uev857T1TcVwZxVPzs4i/pvn6+aT7PksAn5QtffAvzO46NnCEwgAJ1lzMA/uv/8s9o83QcjnOIPe8T7Jl/772fl698+Q3OFMAS08syyAC9JrIVXrvFDhzZlWPE2Hv3TRo74OI598Y8jefG+dxype6d4qzTU6tiBCicSbv1i7wMNtUPGEgwFKjJ+/wJR/BK65fS2vA243zeGYdUJL2xw9Thlr8uYMnrzrgzX+CP/AFjI452tOECRTvDB8gBVzsWJ/We+gFNuIQl4ZO5iS/T+cz7p4VORpnpbbqqlv0afcx957Uw7PWr6KPP4LI08R/9S1ieFne2Ie6j6RVP7W58Atbgt3sUbr69goNyr99eeXd8p/LU+FWadnzs/NuxjCceVhpw7hh44H2MRdoW7bNKntV30pJKinlIzxj2SkEdT4CNFgcTz1iG7m/7HsprP7OMSq+ddKISnb/GO9M3fk+j38QLID4WgvfwRJrz2vH1ZOz4aeO1I86teIEX3pkyxK48qF1T0kbGlb9Rl3i1zibt5M0/MoatgXvKUzlFWHoEr4eUOKt0zXpycoo24miGsuaWtJPPnIy11fsP7jBDvxde2j003pP5/GCOjltusRJvrunqFCf7xEqPUB0PvvkQweBM1Rm6+9Y15ToD1iT9wfu/ZL/5DMKH74UzW3TScIB9z6OYykP/hbF77rsz1cOHD8bs1dmyHMRP7/qT7w0A7wZr9UNuSWPG+Srnj0+MH0C49QZMoA9YUEzQKB/yJT9N8yq/Z06/ELi1TE3ZfilO07uWjGWtBShNflbUj7+Y3vbNIfjefe+XCGEc11AyZxCwQ6w564OgdSB8D7BK9CF0Fbx6rx85cizyS9MtTtmTn+pYNjyyL/p/iVnzEnh0b76m7yOYzz1N77OLF6LuB8DsQU6KLidGzqb9st33v/93nLd/g4OByM9HcD54/0PSgB18IxYp8wG4vX33PoTbhwVgHkWGb5yz5z2sMszof/CDH8QEZgC4P/nw43L9ytVynH3sB8b347A4xpHKg+XYM0fiEJwHmO9/iU/AxH62D9I5s5TH/FmTTiXhjCXuGiTyrctAtHeZTs3fmbDOBJo+40zi+MhD3SshISoMdwsKKuZ28dprQ6cJ1ZlJN8yjO4SYhI+ywMyiG+++HigVHbTWAQE7yAwSs1cR7159pPWP7Yn6zWd6QPG+/uq7eB7lel+z+l6HEEPWzUXcZ7Xexbud4KMi8S8KAobARS0vCwmlhzIl3hpkwg4GFRxzKYJr8K6GrJ3Yvok+rnHcU0DARV9p8pVRZdguo8KUz3eLnSV2U0f9URKD1PaGEkam7ZKfLEFGFgy5nSrrlgkbghnzF7HAP+po/8S/QqFmQ9ikRDFfNKxdq4hKWmg/SoACm/HMP97t/NsyGwtQZ6A6meleQaHmgA9sinevmdWII7+S9rTgrG33IC1kw2yq19b1ZAAN7UB5W9fglkEcM/3tBJFOi5LB2sV+DY4JaDFGrWOeGTrJ6ti33Jon7kF0vBPhWXa+b3eC/e2/eO+7TNeuLd4Jh5Kk/YuyxaPKAg3xk5zMSsha646sXIoX/61Bj3sFrQ/dWDl65Fv801JWrWXkgudsj7vtUqA4aq7/tkhv+/VjV46Den45cfBGY3Bqu2iWK9p9XMpHpJUB4H4ex7AP3nm39KBMTnHMq1vStLBMPpgBJvgtz7WIvvbqufLmK6+VEbyp9QrvRSPQgUvzwSDXXZQ5yAyvG5pbxSN+EGF6kJPmhjBJr9C2fuo6wBry9EOOL0UAX0VYbTDtVBEwbw9je56T1IY1QSPUujlOdRCz/TxCc356qQyhhAzzMZJZttD1AY/cWLe4Pqxd48zObyNQ95FX5eDVcy+Uv79/u6xgYZhfmCnLCGG9wDWX23cuDwBOLAm4nq63uB9K2cdMdGxsGIHfioNthnHIO8S3A5aPPFOWX8Zr/uMbWIE38Z6/Amrou7DgrsXa+DRCdx0vfh33HqAYzc3rgT4MxjdwVnse4Sj2naASK7/4p9Jw7f5DvoT2cbnw2fky6idKge/s2bPR67cwdyt8Zfv7wMUCyo1WEY+aVfG/ePE87Z0PPwctLNNYMfwanJ7udB7KGlYR8OJzFSiXT/xSoVv/NjeHy03W0T/+8JNQtm6yRm4bXG9XmRMOdyUcx5nvhTNny8yjuq3utddfDHrXgRErCNQkww+zm5o7A5NBEsyBWAJyFhzPFXJhtlLoyJQUgHQhZ0djv0DTpBwaxYdugziNMcSHNl/XzivRqt1774iPQ/odjPRmDA7LoHRNc/InmY0XCiU/OqHg6Gn/JB9XVkTUNpMxn3DTVcQxezaO8p6Maz6JlxoYcD2bDATKk5g5GDGe11iCVXApQGs5mr4sV8CzfN9Hvc3n5ttigk34yAozCaYajg2Wa2vaioXligsehtgOlFm75dlEWQspzGR9W7F94L24EbcuV2B2JPYelsC95SrQYYwKfUdTOzSv89nOsUxV45w/YactQKp51eFhS6ST3WKhj/fCbbqMo0/N52CPFvCOtLbDd6YLcM1HiHbWlrUfRKQZtZ27nb6+3f5rX9hf9clOsQzd54HajjhyMT6EdLdA7i0QbIyCUmYuaHwCmz/S6W65yRodRf2N/jF1vQd2x0eMXfvV9LKodtAETMjyjUNQW6f5CI5h01t81hVx4z5eRmJS+lz6ib6L28CNQkpdRVyIK6iA8mqczzPmcaQzrv3oxc5BWBIuU3i9jQvaYCXSG9H2uIFftHErbUf7wblx9qN8zaC+JG9hUSceVd8elRbLgw+0W1rvK9wWIpYpuc1ftsvN8jNW2RBGfRtYDG3HlMNjuRrfWAtcuWxpfS4DnTx2tIzCwJ2qPOAI0XVmiiuYvq9dxqlq8gFbqGZD0Hzv975XnmcfdXiyM1sc4pS1FWanCrF+FRXqGOfAkyG2ba3ira2pegBbtscBY88OuAYQ/C1mxy5l6QS2vLDIUb0eNtOqH9VhO1UfSBpnljzM+rstH8RkP8GMsZ9z4lus28+0+IIeCoVCRzpYQ2ABCpYCtAiWSo8eniinTp4oPyPfGOvwKic3Lt+MmfdPfvKTmDHPYdrWS/vHP/lhLH05kfEgl29865vMfO/Fh1Y8k931fwXcGNaGkeHxMs7WNM81H8IBMPZhY2lwOOggKJ2oFNy8fjNm331sS3PtX4H77//63zED5+CWgyMc1jMVOwc85tag/4Onvnnojvv93avuFjiPYxVHWg/8Lbt8xYxfK4A/nRl9L43KN1zC85Oq7mV3+5nPtDa4h9y95deuXeNjRh5TOxqnyN28eT38Ir7//e+XM2dOs1xxL8o6c/ZUlGV7PMfd9O4EuHHjWrl+40q5dOlStNX3ePVLWZVAK7XXe+kw70Og+6AjXRXoDibFioOIcmJwMRAgAqb/kGQt2wHQ+bM8B0o6BpE8goQYdRO12VTEmsnUAP05mEKYC5YZQyhxzaCQWQlPjS3Suh3hT8aZr6alMMsRKmIZRQhv/ta45o+2Up7tCdhlFFzLMGxvMA5iHlKEwnI3+LK8Wo9ZIluUxzWhCkbSiX9+FhWwWCj3MgHNpfVFu07gjrqJc31zE+mhIqCcD9YX0iRxUrP7xmAdny9UphC4gmFFPttrB4IEeymeyV1tW0esEsD3HUjqS1634xQW0ToKUDBrGts2+YaoD9zUptf8tRLTR3HtdtT+qE+sZOuK5Lbf3dT2WjUE7xzbD2Lt8diibGqzSB49FkLzJ00KomrFqrOB8Ltwlp7gP5azfWO/E4xSkEXsYytmnFUflbayBkKiV+Od12LRUcR19AnpY6zYXhVDnof0E4x2XR2x9RukIGnf/+aJfoKgVM5tp8LLauOeq4ob43ye9BulkMIxGiOHXNZd6+eiHaI0roW5pm1ei1NntkFnZI1WRkzJ7dieFR/WErF5okTSC5dw80Z/ifhymrFYIZHP64TG/LTDpsdzC5dSbE/F9070YX2Vh5i/jvGtmD4I3AO/ZaRVwNm8ptUJZs73Fu/zxbL75eqli8xc97FV6hofYmEbE6Z4hYeniPUifNYwBdsojJcxg3Pvc1gOgdHZ/H7K8vO3a866oTfXst3r/DxCdmz/RKR1GXWAGTxnpmD5pNkIfYWU48vDaBRoOpxdvXGdCUhPOXriWZ4/dM6GIrdRphF8R44foH5OncPUvg+Ttx/rubs4WV584fnwU/Hb6gMqAd0r5d/+m/8rjlu9wxq7J935G9s/Hie6iTZnuzqoaUr+lGNSP/nkkxCELie8yuEtJ4Hdc859rzJ06uwZAMefC0VllMNsZjiLXT8VwzzLF8ucyOZ2QGfG+7AefPbJh1i9uzn1jtPzHj4IYaslQUGttUCr2iDl+EW5r33zW7F277fenQAsoey4379aSeGBEIXfgl9b5xz5dlnddgbPrdtnbjW0TW6P8/mnn30Sdc7zYZ0/+ZM/iZPf/uEf/iFOh7t89TLLB9Os4d8tnsI3gff8Gnk9zU74JMRR+nSCcwXusfTywx/+sJw8fjhoAqc4iVLSrDE3MXgy9gQdQzh8kC6uMVFk0AElZn9k8LSqmB2DWB1MunDACM/ndg2Sbh1gNSZxNC6sAdQfpccAB2aI0SCzlagibF34nB/PFfIOCAes5cXA5TJjkWdR3u8UO0ijKsuiUPmryrugWfJjsbDx3NL873uRS/Kt+0wvvnwuE0y4MrZ839Z1PNgGmbyO2a15vG7DrYOWAi/Smk8hDR4CDPFNWnOKO3HVGccXjeJpfS8zVwA4g2qrLgF77ReZgsKz9kXUQ/niupbbGTvDwPwUQgWmSKwSpxOitdXDS+p9POF5Mza9QXho4o5xwpvpjKUjsR/OjsTiwOBf8b9FJlzns0jQ/iPdKGyMLco862TKWJrI+1aUjcjwJaU1Y/swLE3WEhXvHAd8vLenTJf3guNIcMmgOm0+Gevh6q4OZ44VbmgFUOq94oGZJaUELikb9hI49t50eiT7XnFfFSPq4F3AQilAxI9EQUdtuuLW+3jMoCCHl5HWFNJr1BIxl4Qog781rmmffF7f17Iqvmuamr/CtF2T71RYokMDZtoQYFELseNV5dEc0qx4tf3xTiKwDXRmlCip2UY7N9LV9vE08kVTfB+vKyS1PMuvY8KYXDV9XNV6vbTenWLLk5clqqIPSWrsw5YMGvzGpzKJ7Vdn3CeYpTur05Pbo0KdLV7HHKsQ6UPg+IEUHQIVEs4oVdiRs7xjZo/zm2eIK5CF15mrznyDg90cTvIKghMBz2z71OnTZQEBOcaZ6q4rGyxPT3qDM0xnlB5qcuz4M+XLX/5yeX3+zXKAWa8C6v/43//PMsMnPPUG/uSzC3xG9yuBbz/uYj0erqIX+JtvfDFM1H44Jixe4MPZpXSpJ7mOb27nssxF1p2F23Xrjz76qLz88qvl/GeXMUXfDZjmOFgF+e3EHxP8bLU9lHIAACAASURBVAhAnefOvfZ60LdOnqwCsNSic2j1jE9F2LV0dw1sIp8eItjdZubBLq7lu3d8bHQ84FNBcWYep7tBL/oXvPvuu7Tx0xCobgd0D7/e8H5fXmXH7XX2jVsKPWLWmbq4tE79FQzGWiGs19m3af2QjpYI+0P8zoCPBY581Rrgx2T0mncb3+ycJwN6HG/dm28Z7mefnpkqH370LmvqnBIHnL0rYUKWuhgI/DMEw2nHPZpqDdJ/m1NmOh87eFpq6FxrLlLvXDFGEKn9mpH+i/edsfl7eGgZBlPndc0bj4PMw9ga6WRO/IAljFUOeEI1hFMGaRwsWguM1TyN8/lOsYPc9GsMimBeCErztLqdXWNqd8BQjl7z1fSNYKIenDLDzGjaqL8RZz3CpkDcDb4WGp/bUazH5QwFeQhUyq+e0RoDvWHfJTCKaQVtr4oUMY+idOsQy8ayo8djCJt+1KbhILIfvLc9MWOkHLFoHt8be19ZWS0r33fGaG30BeXSdg2Uru2ZX4XOZ5ZhHPl2iIOBkibrq+XbTsuzJdBSG/Y4gCPoUYXStxU32zP7QIa186ttsQT/N4O34q3WLR5oNRWuA+g6eHUHwjo0oVAPLhktqhC1W0IJ0jfiNGi/jbGY6ZKuEUddlKPSanEyfsutLQYG4QCYmD3TH52x9dgDKms2ZDv2DtxCq+vgPGAVV9IPSfXgre+gW0Hit45034DGQlEjncpSNI2Stahlvxt7Cpewb8Ls7Fdrlzb8Z+8EDVEvt4wbnoVibw7eOZ54HumJq8JecRB4o24zmib7P/AQDwQWCMSr6UJYSeuOSeCPuhkRJEHXoV2MTdsR9Vgul5bTjvNanrb1s2UkccyvU64/Rlfk87ouPwI/5QQvNHnAVmNpyn81iNP25Q6R6VSg9AVyQUrcBv6oR5zqda7S5bqsbbJvyFBefu3Vcp0Z4e3Vu+XjTz8JAe4hIwoBTcf7ODK0h1m6vaMHfIt+UmnrZ/Y5xNpuNzNLvdlXVeBREBb9Ih+H0Lz4yvPlzEvP0x4SA0DvLCZc1tXv3p8sq1gn3C7XDyzDfKzE40nvcCxpL2vEhzmn/MVXXo4zy/fvH0LwuB7tPnYc4qDBD3Dgevsrb7D/mjV0TO/HTx1nvd2vtiFk+DjZ1CSwM6vsZ1vc5vQM5Z3k1LSzUe5tjkJ13V7BrhOa1/2sdT/iIzTf//5/CDO0ZmqVi2UUoEmEv0fb3uTcdIX5OE6EL7x0Dhyyp55Zt1YGt4ZpkfBEPT8Ko2D97ne/yyl1b8VnZacQnPHpYJYntDD73gmC/eznaf/u73+A0nETwT9dfvTjnyCgcbhD0XGZwc+rBj10rzKDfh6v9LdDIdKKoJD3HICYSYNidwd4P4sTnw6ILhu4D94+dmvat77zL8ow6+ee237kmaPlS1/9Cl+HG4o1d8t+5fXXHJzwGQ72wdyudUClaBwF5MRzz5fDVy/GcoJKBHoKAh0mL20KoP8MQa6OMEJ+dD1uvA9KaMSkY/kmQqyfcL0ChSrQpNTYvlJf7/hX5ukArmY6WUANdS5X61Fwr/LCImUufgHa1Xl02Rgc5lDAB2ymc/AG0yA9xBYhC94hNl+YptGw/D6vZi+ZlDs69UbUacLnlivjDEclylljJOfARmkM/GWcDUlz5s7w4Z1KOZYv48o2B0PjuXBJZGqQ0GbEtiXWZ2QI5Ku9Jhy1fuPov3YsRlUR0OthKgrbYCOBR9+1oqPMawF1JmcZdVudD2sLfV/reDzWKtMCR37ooZfY7wjLpCMfsVYA7+2OzthUBt8p6DKW9LyvscoT/aGvBgMPQyDpbIesUUYfNXFdY5sjU8w4+ycSNP+Yj59tDuMn11UwKtAVkPXeoy0ZUe2cj8ddwBXzK+LavidjLW8qJBFA/QZKYwv4QzELRbFdvpH1dMbRXbWdSd9Br6QTfseDerOxee1pBYzbb6Qd8R/3PoufBVZhqUJAwqCzEI6Bi3of/cFr8zs2xba4jHvyizOtAOsimnYgM6Av1VbycM3wqWmtAkB9vhHKDxfU4z1R/Oxn2+C2p3hB2cbRXpq1AU2paDn2pDMoLdreon4/07oJPg0hfIkjXzu2jihf6o1rWsGDSGu3APsq1VluKCKOE+mY5Cr4DjzxZst873OVJrLQPjAIXHsFcRYCHR5nHcEPHO/xY0Y9Qt9Sxxo48hvzTLKYQXaXMy+/VE5cuFDu4BE9jTAYZs16dGAceBlvwO9S1RyzwlFnZbRjidlgV4s+FxUI8xYNX6XXwsudzulhy1eL+mN2qzMDQaHjRKUbgW3alkSMl/3A2EgIuCk+p+pe9Nffer289dUvlcMnD3JYzXpZcIYMYZ95+RxC/6OYXFzhpDfhWQVnGxzK0otP0DyObcPDrBnjADcyMVy+9p1vlZemZmPN98iRo8xOT5b/+9/9VbnLEap0ZAmFBUE8iYnftW+V7st85U3vc2fe6Bvgsr9MPXgU56tPcfqbSsvE4SNlP574Ya2ij+b5GIzr4bM4+7nf/C7LFp+icBw+dBTLgXvP2bd+5nRYAcaBT2HoN+nddulMfXhkrFzDGuLZ+ANYLyYfTAVNuWd8EG91+8fZtnz4jbfeLF9nFv3JR5+Un7FW7kDxUB+dR4dw4JvXSx/l6MihI+V7f/i98i5bAh/hJHf2zAvlu9/7/fiQjqfcDa4PlvtTD8L57sChg+UQwl6Tu310H2VGInQKo7KpoyfghlVgGOXNmbx73t3+2PvJ1TvRuQ4CF/gF0qD5IMw7mm1yAPC8OViEfkNHsnY+05nHENN/PBN95zPfmdfyswzTydjiPRxFjdzP4cU6D4RmMG2YjugoTUBr65gvuFbrn8bcYWdr2jBYdsKQzgqaRHye9VpepjE2bz2AodY1xIlBa3wqb4nvEWvKWguNqJ5MZJnW54EJmliEy2fZns5YmCzf59bPUPVRtNc2+7ODNtgHSzFot56pzMwfDUnYPInJNme5+Y34aAuKk/PTsFJERzNaiS3TPMbZ5nVHOd+uXl70E4DVTDeHCcftMSusv1UTP/mB0zU312v6SdfvDABCCXM/5Ql9eGaTDgDj+RoEJ0H29bH/lPdzOMlosrJf1UQHnT0wqNbV+ug3+zf6TyYGnDrcCOsAmq048DOFwt2Hpq3nLokLn4MGjwp1GBXbcvpwCzbNBqq4ZG5+8RX5KH/L4sLsRNwlPoIm5ZiEsMgA5woOPGrV3UghBw8WOdrhbMq+ER8yvlq+++Fteuxbpk5ntfZq9BGg2l554lqsw9b2u54Z+GGwufwkHnwfdC6XAg/C7S/72bbkL4Dlj/e+l94MwqqHrWZNt+oMDY2EOc/PPS7M44zDzGCRGcUybdxYY1xbFf3gHL9aNGB/9HNfNweL8NyypS+qiefC09/vPXDLwEkD1how2m88gkaXaFM30sJ1UPHhdifXYO1njwhlqAZepItY2+V54I543fXIqHu7/cJhM4koC8YFM7O4FEaxDMj9IoSxrHKE0iUsjhvL6gMOQ94nLn03gMCybE2Xej87421BR5uhhWBdRKnYpF9shwxe+JcY69UixjMA6qIAt0AtM7tzLduRkXVExfyxLoOMNvgXZa2uOj49V4G24bSl9cNDWOQnfdiJ/ab8Ev2qkrBMnV/6+u+U+2xzmuPsgvkWs1aEnZ8Fdba/ilB5gFcz0rfMsQ/Z/loFH27/YrGY/exjpQvT96mjz5RJzL9DmIUnJ/n+OPB6PKyz4IALGPs8bAZz9yzPzPPmV78aHwf59NNPw1zv19t6ccS6+WA2eOUmMHpAyjiHrfQj/BVuZ197udyamiwnn+MLcCtseWMW6wxZZ7ewQLKdzdn6JorFs+depM3r5TxmdJXCQer3QJpwekaZmjh4COVmDV4LX8EaIZ79FGsv16N4vP/op+9AiW1ZRUe59n7j5k34Ax+qGXcczOM0yHo2AnGFvr124xYH2Py0/N73/qI8e/bF8tK5c2WR8t0jP8J4kX9IC/uwVFy8fBlBjCUBXI+OjZebzNadDavUCdcX3vpiuXb9erl69Sp7zk9jHThY/vbv/o42r5VDfAL1HuknMJH79bQjbC97iJ/B83jUP3fiuTKJYFahmF3g06qY9O+haFy+ciVkpU6HS+B/ElO8SypjWAw87OcgpvUZHe0Yf8MccAOxwWPnoMv+cvDQ/nBe3M9aegsHv17O9e/6i//hf2VC4wBiawTMzljilEmlMPLeYDp/Eo9BU9coWojpkqnm+2RQ5m2+s/zt/DKSKhADBkWGdUH05guzOcj2JCI1cTtM5hD5Ge2W62wqYmBKZic8Xkuwllth3R50CY91WJbpbK/3Erz5FdiW4YAXLz7zvde+M73v3CqQdTTbbrn+Yv2KvKbPeo39VThVmOo6jVsfLCMEC+nJvlW2bXC90DKFK34MBj9lqHCwDT7LtlqO99YrzL53XUrlRaXENZ4+9oi2hA3GQumkgTkqEGEYWlZknJ4ARafEexltvq+nE9U2eO60dRgSjwln3ic82Se2XeE2yuFAK+01JuEVL9mWZDriI3FvLP4NMibLVxkYZO1QYaV3rl623dBVH+9pCk2TrqADYu+royLI5b8CcRGHGcsUZvtfOGTE+cu6fWcanwun6cRntlGYfC68xqZ1bcz8ttd0+dw29ivkwa/WEPFjuvxZls8M5jFYns+8z7Kc8XkvndkGBbvprly5FnBq5rNveBQwyBESvyKgl+M/qTbyJP5tn8F8wpMhYcs4PgIDTTrjsc7sW2GzvYaEvdk+r61LoeiWKoV7hqALaYOf9VhmzoaEx/J85vUSgsP1UB2UHENuB1IJr4qXtI9wVGGGvhUg3nsmdz3v3LKAE8YrTuqygHgWFvtOXqgyaH9iDobG8941btepfR5KEjiofMz+sx+F32sUtxgbVfnJ9Oa3fDR50q2GyVxep8OXtNDHGPSALvvTbVSeJObar4fKuHbby/gVhwfZB97dI03ZhspDNtltJE/yS2mPHmFWpi9eZiatuVrFwbGv1cmxZZCvXkaI6RDm3vKHmMSPHz/GrO84M8PJeD+MGX8QwSde+lE8xK/4nJ9bQmAthml+dLinHDkxXj/p2eVskdTgAqjIRVtRxjdQysWLJuhQ8FVoGJPzmL+XmUAZVoHL/hZO14nv3LodfT5E/XWdu36sRfgdZyvQ6gC0vw+HMde2Ndbcu3cntuGtoVT0OqbYinfowMHiZ1Lfff+9WIJYAQYVvrEh1tXB8TTb8xzfOtidPn26KlXU4dY6dAeE74OgWd8tMQmSfzozdpfYT37yo+j/ZzCZe9jZFMsUfob2zTdfj+fi3fLDIQ/vfLeq+dGbgzgm6qC4BNzSs3Stwuaaue2/zyE28mz7X9h8Lj9xfDo2BpGLm5uLmPs5TW6dnQoc9tP1vf/+f2L5S0eMWqADzcRmclD5LoPXvs/BGYwEIeRXbkSuwXL8GXyfaS3TYP4s02eaNWSKMUgpXwbnrI/Mkd78OUAdsGHm4hmUH/AxHYt0Cb/pE+58Zj3CknFem9E0wuTgMZ+wGNse3/nzWeaxfNN67/YBB4zl+jPYtsSTsfklPn8JV8KoUBT+2kYZTd02sYo2nuXasQrYDFE+BCbMMsK1efAXhFAtKSlsLNO04tUyvPcgAgnDgeF2Cr/os8YeTk8vkxHV/ZR14Fb01+8xO6NLBmcsI5TRCaPw20brSvwaB3xtvPrOe2ExNogLp11jCKA51tQsy3J8n/BqClNQGRu8Np2wW0cISwSaDNqBJMPxcI0W7Qm8qgABn4xYhiv9OND8FrSM3Zld32AP61t1K4r1ih/7NoVa4tG+ET7rty9N47shtgV50IVB2IUrB5ztlkakJZmUec1jWdajQN/UAgTbS9wlnZk3cWq+LN/30p/BmX/gBsXLMn0ujsTzQ82RlKHS6Tu9bs2bcJvfmXk3p8k52xF225flG5tfeBMH5rHffCe8OsBu9ISRP/JbryF5h/lsp8H0zbyWrbVnEHpSmEV5lsnPYF6DZeVYzL5JeltgNtoiLwWRXtxrkZHO5DEqIyr2wiStVsEM6PFeQevzFbZzpYCVPkzncwW2zxVcMYPW0QwcSj/Gvl+Rzug967Fc4xToPnfc6MxmrCBLgU6z23CthVPToQN8zAPhsry4VPYxu1agaykbcq0cASAN+XGRBYSus1mXEe33O6w9TxzEDE8/6O1dcajyQL9AksbZf9GfDL1+aEZ4xGnQC57cxgpFFfqZuXkELguaWAs8YjX26ctrwcOKig34HUSpgDpx6HPPOXuxgaWb9eRuXKzXNphgwP79FjnUFQqjfiYKc3EjnrT4MQh5yzhDSVGxcyzY14uUJTxujbPdbrGTbvw8q85n48zUbYtKiw5m0oCOdT1a2eivXiwAfgjF9PKWDcbqCjsDDh88RG0oXtDKLWbu+zFrW88+9pk7gbSfpV9hOHnyZK2b3n0Q5nZiLBIKV2FyBh38HD4oL71z5xY4FS84K1KndOBBM8McAiMdim/pqu5P50t15PNwn0OHDjATH4pyHeOO07Gx/WGGd3zIr+3TudmFaK/PTGMQzo21ZUz5w2VuZpIZOx/vwXrRu4nGVR1qJEwQws8htSkDCPGZHWD30CmqK7AAtUJ5cgvtwb19JGaAS1Ssy8ooSEVUBiASPQ6dGvE3tkQIpM5YmrTmGCADIGNIBst7qgznDoYkyGgTJ+UENMQ6MvjcwtQA1WCDcbBm049dURitr5tFUE3SeHowtpwFMMAhfJ3tNP0xKoiZBdMICbFFOmeqiBWeO4hpA+/7WRdsuf+ZogAT4oPQuxVomPwgNjBGLWicmIctL2wz7fpMrxOFM4kWJhnh6McBrgfCc73RgSNTteHum1xhDwh9H/D7PAifcvUHkOmrxGg6DQEfMwuYupUwwGVsEqg/gwza3wDvEkcLKBA61nUxE5iCyDWtd7NhVPOW7JPay7JmbvoxZo3geRVGU+95y32Pa2T2HXk0qWmKjCN+IVgHjAqZcY/nCTB4ZFTGvdKEdVO87zW9ysj1Q5iHkVEoAsolF/oCmFVW5sm7xjGSK7zz/QqD1/KWuDa/+3MHYBzzMLo1nFYckHrYevysA26JtbswbYMHac79uTIH6aW7m1moygCfW/Q4SQ/l2EQ7XoQe1fT7YDBuDZnHMUfBKUPbIJ2zqGW3CQGD7VqK/oI4CNKl9TjYjL1fhUbtE+HxmQNyDdysbsIAwbjMBhXZTo3+kJGLb7fc9PizDMqzf9wutEpZCzAyn7svWAcdnYkWMb8vQmeDzHScsWoCdMvNCsxgYJgZPNeaDQPnEPMa7VixrzA169QknfZhjpbOl7BYqBhJr87M5ANmltQcR9J5KE6csNWD57QMKtsvs832S38qGBlsfwoZcWPfLLF6KzOzbxzbOrEK9yB9YTvm6FcVpmGEW4s+iTVt4JbRz4I7Z+iWZZ9avsF681mOA9/r9GiaFmOnhdnTflF4msb3whGCj/J6SOOzYPKMiZb7swgqZobeXgQFAk9nKmd6Cshmu1U6/LnHO9sdTBj8WG4PipD1zrIs2c8yk/3hmHf3+aLtoszxsYMct8oJbcCsU9Y+TMAjMPz77bVhHQJ1lPKTpQpgaSc+sBK8gTZQ/jDOZc68nTy4TrwI7Sq4hWlGHgBO9OFZkI5I45pxN/w8lFY6PNiTghgK3LDvgX0F2vC0SoXg5P36adAB6YCJ3cqqH5MxHXxfxQAYrCNEAOUYQG/83FHjQTDyL9fqJbleFIx+lFDH2iNmwQfYVuexxs6o9SVwKcIxLL5tr0p491ztf832ljeyj6VE+mkZnjTMVrVVePn4gcPlx+/8NITxi6++XK7duhle9Y8YH8JoOZvE8rV7mMYf4AwnDuwzx5380LPcHXv9bTpxYvGIycjxZ08gvNmix5kBizw7fPhQGWNmPz3NwTYsEQ/j5DaKIqLS4Ul5Kkr9w4xTYPWsfL3ZPELcY4CnyOMzaUSrhQq543RZhYpxKf8QVkZy8N+ZaXDC8hpnPAdu6UMGGf9WGVAFLctB5lqgAkT8y8A0kQQDljHzXsESM2k1OG7DBAVQbtVSOJhPhizD06SrADW9cTJ0GaKyY0Mk0sOrMkjeO1AlYE9H6kLwLXNQAoaIYCah4Vs2oOuFS6shrjaDhjlDOcEcPY8ZXkQbaJvEx0xMz00z+lzht0G+FouDnmzWg+nCdNAdpzaBKIuCkimezq51+N59i56CpNqwDPNcgoDHcKCQ4fheT1N5nw52prI+yI+OwuLAc+sJr1wK9nxv4bAZRDHYJCaJHJ2DGCEE45eAZGyur9U1dIoCxk3aGJoqHzkY8BvABIncgRozTTR9GYpeoS38CBzcGyoS/GYx+UyzzqSg6gdMvXnFiwQlc9IKosasx6mOFjJaPbGlFIoPPIWzo/i0XOoWV64PBm2YVpz4o00qTxtsbt2AXhzZKnJhbqXfH81qKYDAaZ+nALofeANGoEAV1hUkjE47CvJ5cC6y+ljmMQ7Bio1tCVyGQxGQuLtCJmxfei1gtmcNGo69xjxzUAApbWVQ0UnUxj00T1n2+xLeS6v2PzOQRUCGfEofjRRuBeAm5yYLX+yfpf2bDHqFgXtgxZ9MNRUHMBnMdAM/BuHqx5Jgv9hPK+RZZC03ljKABF0iBKo4HGRgkSMO/KDFvAVe8ri2z8YeTJUwAJ/zbep+rATO7jZRYlvktR96maF00b+POGlqgP5bXKXNFBIHI4kXTLOKYRm2ZctAohPJv+6YFIEQxSYwtxgQ6/SbSzADwA4Rc48yQgH7dGF2jEs7pHMmAjpok7Texwx024dFISsd+utlIiFzU1mRDzA86DPqs2yU3TVwr1DbYElglX3NepS5RiwfET/yowUE1z6WTAzCbzsSDoWG9USf20iC9WvSNK19Vb/4BZ3x3kmJfWiafvI5KZE+9qEc1vEGfOBg2U4iBJ+grZpD5WuAAxByJmhEHmKZ0GUXY9i+zp99I6oFVn45PILA2sTUC917uIuOgw9ZN9/AcnP08DHaXD/jGWu8CHcdj31nPDq8rzyc42MfCIwBFHOqCRqqH3SBbuFTD5gJSu99zHj1Jwo+Tz+KG8fwCmeS9zGrVSgssyVsRE90ZuA0NRR14e6KiRAwy1Hb40A+rUD3n1tr3SbnJM1a1xgjKysqsqwjHx4PfqpCERMpR54HWsEPlDEt+5M2yyvkh86s/TyrAn29ezq880UuPV7WOEJ2puWRq/BtkKj530lFKIK8d+IEo4D/4SHP0sEqBLpKu8excvzio/Pl5PMvlMmHk2UK5eg+79egUU/Uc9KywdIFwACT+K1b5/w4jmEVfunEFO4Xyr58ZwwB7T7wh1gH9LiXf4yyrLGIvJpiNu8e9hGUvT4ndCjb7qlfXJqPz+N6vK/0MeMSKDLF/nGyJPrEoMqVtCaR3GGtXr7h0ogTFXd7hE8S+dfAb4ttg2t8QrWra6gsMbnB8qSTFMRMac78As3Eei9LeH4rV8KOr+lwrybowI41VAbA0vIc6eogzYEmEUiwDg6ZFyOGn6DyMOJal4TSj7ah4FeoSEUOaoW+TFiN0nNuY+1K2BSCwOrM1g610ZUwq1nQZ4ERajIIh+/tpXjHa9/73Lz+NMlWoq1lmF6BvIkJQ0UgNHSYl2n1XDStPwe/a/rrgwFp1GcdsW88BHotx5mdQTz0qCiBE51aLE/mI1NTO+NBCGmx5DNnKnrHuiTBuA8zm2auaK8FUo6WiHqohMITRg9efK8jGhKSPChUaKcKRU+OArgQkg4IvWR1ELIcB37gh2IdoDJL+bkh4nZ/2Hfmk3VK3AaFXMT8sYzoR66FTZj8KbytJ6wyvBMH3eBDQp6CqMVnD8QaJk3aAGoZYAgW6qJloVzAO5mpV7O8pizxvwgxtxCI0o9CXnyqrLANgnVJtsCQzhlp9IuCijbJePqdxQvvCjQOHC0GqKa7Aeg0TLE8W0Aoz7GGpclTr1Y9qkMpoLkqk85qFXIeeamFooVUsn75k+zH3RGauecY4D7R9NuD04rmR/FbBR8Mg+fSGRfgBUHQAleMiw2eI/VQLqBR6neW44EdK+ChS+ZCvSodflDCg0DmtT4AT2zBAgidOxUeQ8zobP8KsDkjjf7AXCxdO267mFlFv1GH+A7rizHKlCSjNzPgRr+HpcjxyXvpID5ugckeTsigkl8wJqA33oIB6Bo6judqizHOYEBawtgOarqe3lX6UOdTx0c9PjPWLMGXpu1Y82XmI//QGrYJH6qmUc3qCB1piraBeWgL2lZ42hesTasO0aHMwGX6KFha6pCCXZsj9D+KEox+cxhGTn/FXnb6TwdfT7a03RLLMuNeJziXcProz/DhAY8UzsQGszPjRzNsN/3azxGrvY4n8q0xm9eZVjgG+6BL8KEiZf2OYS0cGygoAT9CaVlnOU3S8FZp33VwHcJ0fHqA45bj3ynWPHWFDwD06RGqKwgSTfkKzk3MrzJ6lyulxz5xTi9MY6qfOHQwxqA0564lrYGebyDO13Ey7RnFsgUdaLmIM9zJ75iEiCNf0DWAidteeCAoj3fObA/ypTdqpz/ka/T8GniBbnt7EMq0Z24WGMkDaULDWiS5RxWlM6OOPgSRs2irU9nQAU4lTx5hvmXGpZMqlwqgMNCLooUMqGMaCxlLjjFbh17/38budUmPGzfAsDSjs3xYOdlNVVJbuZlcWi4md7V/UpuKk7hctnWwNBrlfcDBzLeq/Ailnv6aTYIACAIgyO5+nyyxW29++FNRgrfhHm8LfT/6pSPD+mvLKz/0ytj/6pWp3/3dn8bmvdNe4+JLPE3QimTlXCVndAVDbZwcR4+MCp+HU/kmrJbbvkk/kHaP2L1sr4H2feTmEwAfkvHHPqaT49nEzyOK72vPuPFYnj1Tv/7280QfvG9A3W+T95v09ducDjr0Ve8bELHKwjbeG1/V97Y4E79ZDmkSco6KowAAEztJREFUAi8HXJ8QAN62kLGBMco82TNzoViuW2MwY7ppgBH0M4On0OpAM9YelajSeDGU/xm7q/Aa6M2+ZobXgNTx0ymdZ92sVswe0d7/qcuYPw4eBQ4fBOpss2CbCXYWyqDw1l/3reBu10Z/UigskK9YCa17JtGjVElGTE2AxtMM76FTm2aDKQO4maF3XbBjzp9DYKIMXSUrDb6DF1pB8OznyzoIb+Bp+gPvM3PuTIHVXljQy8FIxdWRoIf48KwhXJ3oRj+t1nUqKkEM7waLWZLXKXL81Z/X9MYHDhXv3sz92WcGoQLoqPbstH7W4EzMPqVUUHVdCMzXo4QLQ3FCdM9et4bLE88geC3lhJQSCmEnAizdNrAkhrgWZpARaIniPwY7Xo9w1XY0MMpoQBdj7/p5bRuQxxEyuA9PydPjUQRxPmWX2zhHHAofDkl4BfN9hsxyyFV0PM2Dt2nfzuP3HJgeI7kWcmQ8wvsmi0cBef8/h3GiRwl6Gq57yXi4fsmAGgz4/7QZ8zfVZSh0AUPx8tHrR8/jHXnzhap561NU0Ur45Jqy8QTAl3ivrkNiJBklytJarrW0cie/6qGIpgFVfvxqUNukZLzZac0YkKd5JCyl8bY+861mBpEyMCMx28IfG4J+b1zy9me2mVwYpCPf1bVH4qzhBj+e+DoZObniRFhjToZ8XlJ5YzNTO+ePcIhOSoORnockkguy9KGlAhY+m5Mc9cxt8mh5yxvLxtJFM80+ey4yj74LvWvMDLQZmbXqgIxcv48p5HsW3OpHsjSOAH4nRLfJ5By1PWuw8X3ecYGJ4a+vGQfjyngzCbipHa8D5iSO05IDbcyS6z6ZEe3d65+ondd3Gmuc7QGV0uTZ0B9Pg89h/mytPHgMsesnNuk2DJ5UX3RIZGSISEn4J9JorNKHdEesnfFrDEZ2ilnPk/IuGfbO1zkeZEhEixP5x3adf5PS/2w5SZ7f9bOZ+fftwn6fo/gq2RSqnncLYAODHX9mktK1DX+MGl37LjkUrXgdHHtmbOyyBwVyNuCZCHzbjP994e3POVtjvKJPJEok03iPyNHRJhr6iSNqciCKOLYhYu3G7n9yHP29qONlm85EXRKKSI/S2x6f+9IelJv2lMSnZ1ffxMdk0OBIn4rEiTBc1UcmmIwYsSV7bA99Tffjmhk/PM2wjR/84WD93M76H//7p9bbW6KYzbLhnU78JTz/8h9/ffSP//znnq9v3Tn5fZ1u4AgLp48sRe/7ol3sicnUdfLBDjBIHFpjWzuW5Tzd8S76OUwiKXC1JPWidXTRk59/6aMz2bdXvTXvu16h67OuP/XInWWy2xrQ7ov6gyMPpmi5JYOb2iSxIoCiBJ9zEMgjujHjcTjaX/GCsa+/bnMu7S8Zgx6nhxlXKc8xEjGGIZ8NHlX+1bOIGX0H5XrzsjXvPgHnt06wUcEmro/F+3mwPNmzyUQn1n5ljvE23GNs9eZOf/jWPhJAQORbF/R6wP5Wr4HSANGuN+RwNyhJa7aEz3E2giSSCbHOxgAOyZeYyqBYgzQ77PYwgmCdpYAMQOXN7MxawPrwmLfbQEtIr1vnJlA6/G1hEsI7YZ4GHzzHYFRuNyAxVOh0uOfwm1G3eQP8p08phPBKaSqvjLMXD2hn+VmVZlwp4+4ZyJSHNLOvCfcZTHVqWlAkgbdIULZtAi6puxuxDFz3Z2d7gmsjB5qUsav0S2dK1GYXERiJt3xzY2PH68rGF/zqh/OE0pMNURs0wF27zsrgcb1ej502bsWr75I2rT0+pkg7OBWUaujNDMuZcdGnBvzLZj6/1QeWNF54aUaD5UPyJqwNljWmQ3st1i5Bd+2ezTrWXuE28hKujCBa23Q7CtcbsnywwaNr+kTYDh0co5etJ+o/A0VeA2SUv/5CN3kG92aMWf0b7pYaJKFW98iIshIY5zf5TWbDi9EVRqtCyirZinZGnwPKIIzBseGn5s3AGLEnKRV8xkfLK3hADsCD6/VVX5tqucTY8baxWYJpLVzY7lkO0NIzCjVaZuYUz6Bp3OHf6df4lAc4MKMdf8B0H22ia7f1A74bo2QjBAeGM3ptXBorEDGz9q6RaJiyjT8f+JioW/3is5K+sKU97R884kt8PX1IPu+czTJng2P7LhKTQAY3PEZ6DHj/46txG+GDL6U50akq6DvwXWtPF8B5Zn89mK69QMzsfh7dTB8M/cleaxkp5LNc8ywjzdhxVuqy6Rd0c7qfNCvUz4/zfijtMUj17HUOAL6OcsZf8hNO79qQdhO//qGXxoggWEaxFPU//9lu8/hNX32sr5+Et7HsE6ife4+6Nw2K6I1jkmyfCVRyVLnve2lJnDl7QXIeX3x/9pd4Z/ub1uRt8PLSFrzwvfSz54lBnW4Kfg5NPOIQTkg9YIyu8mRQhDelGz023FnbPRuIp9HK/PxTEYboo6PYmHGM+mzqbU4FPJ8bzxnHEz3KAQ0fExqTTLvPOUazRyH5nkhKeodDOEa232wF2f8uPfK6pQP9x1F7Fr+/L7r8a2vaJn5k35j487f/NJtqvS+ffuQgNa/PMS4k3qNr7+vP9+mNH3qtrhm0RBbg8qG+edlYfFW+7iNm9fSj1zky1KZ9KnaseyHP1R8sEzU+u/Fb4f2/fvn3GTv0kg+xfChS8Vv93aBv/DZWRXTi8y/xDC9+z5B7MgG/zvp9G0iNt1hoTL1rI++nXgjw7Yv0RJsVPxQN+PghOf6Xf/23nNpjgOqfmE6yjzGRv0k2odpBYMAh9Aw0Rrh7qSMzYkK85TCHAmTkRwhiIDgsbv1xlNR9I8cYEFxlDIx5lKPiM/OvTR05r0mMMsyxKSYaR9j+r7MPE8g31AMYfoxNqfpnfT9qg3uMlUF4lL8iEibDwyGhYcszrJSpwUl5SO7hG28bfpIOOJ2RR5pC5U0RJopE2ZmhUejB1g4cwFFfGdfwIMgGjfYoJ7u7f/zxx7mvzOK+MJzVA0taGuXLc1AaQpJmfDsT9N5jEZsnzWrrkcHPmhBHT7jO8/LKj1KJlmknAYS/frPBB2y8Qbs3H8W1ue8ZXo+GoHt3LXPEfs8hfN5M1ECxwYuHS57MMDhZrJuZBc/2zMRO3+ymKztM0fc2QR+eJkP451EP+FkiGl4EZ/YpMDDhMOtZ4S0pB0/1nF2boSg3a7eVUXecQYOlZD1NaI5MCueP8uuefsOPeQ69e8bAjJ+UIfhwFVlBuwS37Svt4p9riRHFKzKkrnvKuG88cNjcV45cOQ/Ota+sw33l4OC+PDh6+xW85asT0tOm+9qiXEYGUwDy4K2s36I7r3q/t5A0P2ZUR+NA6Jqz7XoeRzLcu+bwGyehPs3A365hfNL28L3f24Z2yLT2JeWVkdTx21fCbPISitQX+GHmRnKFRNn5o3gpN3qqcUYWU/LeByBpb+gJpr7VV5PXeCO/Jgn4wPmt5ekHBpee0hKDApfFVV1tOOunOYcjOrSDVmflhVrBFiGk4xjlV+W/qa/e5MA+jZa3rdMa+48b75+9N8B46bn/n/qalzfCwQNds4chHnESGYGJotaWELYlKJMDxnj8ndoyzjhCM/G5k4HFb3G0OVOehOd4wXOdPjNW0kMPTnVjOt2AXuH7keM7uUAjvbX68mMTmUSi9k/fHtjRWN3pwwyzOngyhtxZZ5YGnzuc7MXgAKMJP+3pWdw5mqqQG/AHn8pN/XjGGdF/9MpV959mo2Cj7ExIklXOBG8Pf+eDXcnwk5zeJvwj31ftIYGzTYKiteMAhZtZ9JcculkCS1d6k+LZm6aBImGNO5v9UnGDN7q0K8FTIlNn8nDkc/th5Am8omcfelf+096N/8e///7RH94U7TATCkQHYH5L5wwAJeLM6Bhg94yRd8e823pmlCzmRTD/16NBK+TKRfMQvpu5xqBHgA+4g28ASLxdM/pM1uSDcTWhrLk5cMxWwfFKv7bIN4BPXfWX6D3bFCZhEjwkDNEO0s9mrwchmfYv4VVeXoCn7tTrNw7N4wh1JEG9fLQMj+A49SqnJl/SeehMsUzoV/uO8ieF1ym7dVLmCaM8g5RRetwO+4FP+VbejBRdjhUEwlfj1dLqoXWEBfyyHSOE3TMI8Opc07zxSoSjPQRP8y5XmR7e1Y/NtjklkrzxcjtTkGDYNTwDJ1wNTPVXkdmp6p5jNsjEh+etMQ4OujK49i7A9QjyUX7WO6Y/aYChqfZyLgZOO4TdE3bkgNgoA3czpE/tZLd72rq+9WThTOuTnAo8GCNSWJABIv3o0R/aX3kUBZHQJg1vnVNkW0a++l6MMf0q46s0OAZ3eT18qD080qa24SMNHhC8+61t/Ni+WoUFFocZioyrsfIpJTjLSOrWmZQ1emZPBpD1iw1Nko2Ko6iCP06OvJGbuFwdMuTrXGaQ8B0ZKm82r6KFYo938MANLXL6Um8xiExVRz/1z9lY85jGhGAhrUx5cLM80XRx2hh4YHa4D+dJzh34obp6g1Pt4bvJCCPWpCa81Ff81EXxvPGucuBOxAus5ETPznhFU3XMRmlE423o7rdIn82CQsr4gtcRFd4Z9mDuUdG/SfAbOuKQszT9nOz7lO7n1r7zRoaXWkWXneTKGFMfu38jKjAVy29d3utZfy+a8zFD9iR9QD+OjFeH4Z8NqfgxVMRDkkpHFRmAD1z7c+/s0LY28lmucH/b1iRDtWnw7/7ShGdpkL099Ckzhwhr7X9ppu0sxD7pRjSiFpPXwSNGD+/GIOLAkZ0qhF8OdzIhcTym/Fz5c/rVnox9ymJ0abwpY+R3HBr4BEublq0YeLI9H0Yik8n28CvdJKH20NePdImIJfzN5PW759qv66Tn4T2vR47fk1r2uY7WZ7Ufp3N0sk/R1JSkwA19dfTeRJIsadXebBLWYDxB28hFlzv+XXO48RNOm4Zf+tcSs9YSeLxyhN+DoG2Fy/M2ggEAAbwdutdbXr68QaBZmJmAEAoEGb+tN+c6xLlJyqRFGtrTZgIvCXdNfR0SQymDCatXl5EzAh5I1W84/5AMPDiBscbJIF2653xXfPMu6Vh4l/fuodcW+CdMeZ97x4MjqOppf/mypfb6wD/399626Rou+OHY3+5vHo934W95Z2Uu6fBbHtrHk6X4wouh2PKupdNfD88Qr4e7eN0baMYj+oev9Q3Y0raNN+Bv+VtKrDYY85lFVR5eXx9LK1iXNGz7YGjLIRSvPBytmaJNNIhBV56Xf+Acnnl15IFj1n6UlfDeGOLKN0omn3LQzvJteWN56MAL7wbu/zctjQzU9gHHAq/Bkbd8d5bkmVlrG134uHAueYzPAydeKqucQ300uu/31lm67eqX77hMW05bIg8rL0fWOa9HZywuzpu3/IHH13C1odxlsiyytF22Q3dob5eL1HMN98XZ2fKPe3+bd/CBl/Luw8e1s2v5rkcpd+03+Ge9N96HpDKWAKc/tq+S3S1LhkUcFi+wHRL5Ofjd8YZyD540eCSfjcTJk895qFbmrEhGdcEk0011B1+8CWDOWnjmRNlJrt4XM/vylz71Bv4dHu4tvcq4jx7H3GPUol/+llOfrpVM1Da5jy/u+81pCvwk15OnbmlwkxeOyi/8T08aa+W7D59+3uF++ON6ZDneKocHytV793TONctcAnvxQY9033b13XMt7X15kr0CeYWD21X9Y93/gb4K5ADMkoKfYAVnZunT9unrmSiAlzFNVAb32VzOGav8mNx4mBUabTGOSVdXnAy4iTje8WDx1JYDz/T7tF1ZZ+nQfwy6ZQyTjuXBg3s1RR/+LNARqrKRuoA1BIDjdMoDc11LiN9Om4z+LMxFyHlhGRzg3c+275Q/OJL1mwn3UKjc2DuCPUr2IHJT9J5wV9rUjs5cou/PtRnk+/KL39dn9bfO3gMPpa7dm7BPv+XPvQb60ufskJT/+lr+3vdbUk6SvzBd+629La/D9/fmL46br56+cN9gWZjO6usD9y/blM8oMIhkYO9r3z2wzM5fFcEBk+vr3rZl5yj41uUWj21XOXUcNpNoVxvy9zecFh/nPcAHxzG0xCa4uL/wGfM4ODgzDPJ34Hmi4OD5MAhuG4xlDpyga+I+LQ4y1KNaFhebjEYDdG9xcr5Me704El38c2RNTr2v6g9ddzTqA7yRp32H35f9cdm2e2CLrDkzmMsb50s5UBZeWx/eyshzKOuLiduu84nEPcjmllUPPGnhKb/JfQf+LU/cf9e7ruHJcVnnRd/rN4clFeUXH+etf/IfcNE+mMsbZbfdrbd15cu7m0/c001ulAEVnF1ekTf0BP+0G3/qfzjqH7CkbY9jqPyWdfuyzHzEqEx5e5x2D17advhSGzjjeDf78drhmdjgZTjhFbqnbnnb/l4vTtrYce7e8soscqIxFVRGmxJJ1+6NkHNJnU3bhvNlcg3G5bmMqQuu/IWv3IF5x9cAnXrL/3Neh5whhM/DcXCCgnqS8x4Lf/G5xF/ZyS9CctXU+7TL9oT7PZzgN1jh66mkPKjsDyNcxLc6E01JvO2TGljxMdUSfuk1OiK+kY3rxiGg0wY80TEOwcHf3gq47QG3xRWtl7+1s/e3PPy8G2Tp/l/429/KS1HdbQAAAABJRU5ErkJggg==" /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-8246133588111632577?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/Me9sH6q5FPQ" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/8246133588111632577?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/8246133588111632577?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/Me9sH6q5FPQ/batman-lives.html" title="Batman lives" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/11/batman-lives.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Ak8HQX44eyp7ImA9WhRTGUQ.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-1335506434382341798</id><published>2011-11-11T00:07:00.000-08:00</published><updated>2011-11-11T00:07:10.033-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-11T00:07:10.033-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Objective C" /><title>Convert ms timestamp to NSString date</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/aSz-nFcMYnJexQhZlnVStjrZV3U/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/aSz-nFcMYnJexQhZlnVStjrZV3U/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/aSz-nFcMYnJexQhZlnVStjrZV3U/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/aSz-nFcMYnJexQhZlnVStjrZV3U/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;pre class="default prettyprint" style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;&lt;code&gt;&lt;span class="pun"&gt;[&lt;/span&gt;&lt;span class="typ"&gt;NSDate&lt;/span&gt;&lt;span class="pln"&gt; dateWithTimeIntervalSince1970&lt;/span&gt;&lt;span class="pun"&gt;:(&lt;/span&gt;&lt;span class="pln"&gt;ms &lt;/span&gt;&lt;span class="pun"&gt;/&lt;/span&gt;&lt;span class="pln"&gt; &lt;/span&gt;&lt;span class="lit"&gt;1000&lt;/span&gt;&lt;span class="pun"&gt;)];&lt;/span&gt;&lt;/code&gt;&lt;/b&gt;&lt;/span&gt;&lt;/pre&gt;&lt;pre class="default prettyprint" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;code&gt;&lt;span class="pun"&gt;&amp;nbsp;&lt;/span&gt;&lt;/code&gt;&lt;/span&gt;&lt;/pre&gt;&lt;pre class="default prettyprint" style="font-family: Times,&amp;quot;Times New Roman&amp;quot;,serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b style="background-color: #ffd966;"&gt;&lt;code&gt;&lt;span class="pun"&gt;&lt;/span&gt;&lt;span class="pln"&gt;&lt;/span&gt;&lt;/code&gt;&lt;code&gt;ms&lt;/code&gt;&lt;/b&gt; holds the number of milliseconds since &lt;a href="http://en.wikipedia.org/wiki/Unix_epoch" rel="nofollow"&gt;unix epoch&lt;/a&gt; in an integer or long.&lt;/span&gt;&lt;/pre&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-1335506434382341798?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/IwvW3CS0MhM" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/1335506434382341798?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/1335506434382341798?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/IwvW3CS0MhM/convert-ms-timestamp-to-nsstring-date.html" title="Convert ms timestamp to NSString date" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/11/convert-ms-timestamp-to-nsstring-date.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A04CSXk8eyp7ImA9WhRTGE8.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-5070669163396669783</id><published>2011-11-09T01:12:00.000-08:00</published><updated>2011-11-09T01:12:48.773-08:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-11-09T01:12:48.773-08:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Java" /><title>Get timestamp from actual date</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/KlE3cU-iL_aW5_druBwl8bywZyo/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/KlE3cU-iL_aW5_druBwl8bywZyo/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/KlE3cU-iL_aW5_druBwl8bywZyo/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/KlE3cU-iL_aW5_druBwl8bywZyo/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;To get timestamp in milliseconds for actual date you can use:&lt;br /&gt;
&lt;br /&gt;
&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;b&gt;new Date().getTime()&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;
or&lt;br /&gt;
&lt;br /&gt;
&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;b&gt;&lt;span&gt;&lt;span&gt;System.currentTimeMillis()&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-5070669163396669783?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/hZfHgfp-Rtc" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/5070669163396669783?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/5070669163396669783?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/hZfHgfp-Rtc/get-timestamp-from-actual-date.html" title="Get timestamp from actual date" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/11/get-timestamp-from-actual-date.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkAAQHg-fSp7ImA9WhdaGE0.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-4007188729544821127</id><published>2011-10-28T06:32:00.000-07:00</published><updated>2011-10-28T06:32:21.655-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-28T06:32:21.655-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Javascript" /><category scheme="http://www.blogger.com/atom/ns#" term="Sonstiges" /><category scheme="http://www.blogger.com/atom/ns#" term="HTML" /><title>Hide soft keyboard in webapps</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/phXQ-wsCH-Wp-ieFVNDUOP4vDww/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/phXQ-wsCH-Wp-ieFVNDUOP4vDww/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/phXQ-wsCH-Wp-ieFVNDUOP4vDww/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/phXQ-wsCH-Wp-ieFVNDUOP4vDww/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;In my project (App for iPhone with Dojo and PhoneGap) i had following situation:&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;i set focus to a textbox and tap my text.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;As next i touch list item. This cause the movement from view1 to view2. The keyboard is still displayed. (note: i have´t pressed "Done"-Button)!&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-zNwxJ1VCNnQ/Tqqs6Wgs37I/AAAAAAAAAIk/7vcyDbd1u9s/s1600/Screen+Shot+2011-10-28+at+15.22.58.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-zNwxJ1VCNnQ/Tqqs6Wgs37I/AAAAAAAAAIk/7vcyDbd1u9s/s320/Screen+Shot+2011-10-28+at+15.22.58.png" width="240" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;span style="font-size: x-small;"&gt;touch on first element set up movement from view1 (top) to view2 (bottom)&lt;/span&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-ntL6Cl94y3E/Tqqs655BjZI/AAAAAAAAAIo/v5nSbk8Vf-c/s1600/Screen+Shot+2011-10-28+at+15.23.18.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-ntL6Cl94y3E/Tqqs655BjZI/AAAAAAAAAIo/v5nSbk8Vf-c/s320/Screen+Shot+2011-10-28+at+15.23.18.png" width="252" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-ntL6Cl94y3E/Tqqs655BjZI/AAAAAAAAAIo/v5nSbk8Vf-c/s1600/Screen+Shot+2011-10-28+at+15.23.18.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;br /&gt;
&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
The cause for this is that the textbox have´t lose focus. For resolve this you must only set up the event for losing focus. And this event is ... &lt;span style="color: blue;"&gt;blur&lt;/span&gt; ... :)&lt;br /&gt;
&lt;br /&gt;
&lt;ul style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;li&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;dojo.byId("searchField").blur();&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;or&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;b style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;span style="font-size: small;"&gt;document.getElementById("searchField").blur();&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt; &lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-4007188729544821127?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/05-L3FLp_eg" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/4007188729544821127?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/4007188729544821127?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/05-L3FLp_eg/hide-soft-keyboard-in-webapps.html" title="Hide soft keyboard in webapps" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-zNwxJ1VCNnQ/Tqqs6Wgs37I/AAAAAAAAAIk/7vcyDbd1u9s/s72-c/Screen+Shot+2011-10-28+at+15.22.58.png" height="72" width="72" /><feedburner:origLink>http://didos-blog.blogspot.com/2011/10/hide-soft-keyboard-in-webapps.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DEUEQXk8fCp7ImA9WhdaGE0.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-7856308207010232375</id><published>2011-10-28T05:50:00.000-07:00</published><updated>2011-10-28T05:50:00.774-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-28T05:50:00.774-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Sonstiges" /><category scheme="http://www.blogger.com/atom/ns#" term="HTML" /><title>Enables or disables automatic detection of possible phone numbers in a webpage in Safari on iOS.</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/hxOY8Tl36BFN7jc3xjiQq9dhX0E/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/hxOY8Tl36BFN7jc3xjiQq9dhX0E/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/hxOY8Tl36BFN7jc3xjiQq9dhX0E/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/hxOY8Tl36BFN7jc3xjiQq9dhX0E/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;In my project (App for iPhone with Dojo and PhoneGap) some numerical sequences saw as html links. &lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-6K7vm4YrKVo/TqqjEQqjoJI/AAAAAAAAAIU/Y6KQK4Qlgpw/s1600/Screen+Shot+2011-10-28+at+14.29.44.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-6K7vm4YrKVo/TqqjEQqjoJI/AAAAAAAAAIU/Y6KQK4Qlgpw/s320/Screen+Shot+2011-10-28+at+14.29.44.png" width="251" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
The cause for this is that Safari detect automatically some numerical sequences as possible phone number. You can cotrol this with following MetaTag:&lt;br /&gt;
&lt;br /&gt;
&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; font-size: small;"&gt;&lt;b&gt;&amp;lt;meta name="format-detection" content="telephone=no"&amp;gt; &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-w__W-uM3ZnI/TqqksyqI2KI/AAAAAAAAAIc/wxNartEqCOI/s1600/Screen+Shot+2011-10-28+at+14.48.15.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-w__W-uM3ZnI/TqqksyqI2KI/AAAAAAAAAIc/wxNartEqCOI/s320/Screen+Shot+2011-10-28+at+14.48.15.png" width="250" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
More MetaTags for Safari you can find &lt;a href="http://developer.apple.com/library/safari/#documentation/appleapplications/reference/SafariHTMLRef/Articles/MetaTags.html"&gt;here&lt;/a&gt;!&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-7856308207010232375?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/CCZpMhRXgN8" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/7856308207010232375?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/7856308207010232375?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/CCZpMhRXgN8/enables-or-disables-automatic-detection.html" title="Enables or disables automatic detection of possible phone numbers in a webpage in Safari on iOS." /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-6K7vm4YrKVo/TqqjEQqjoJI/AAAAAAAAAIU/Y6KQK4Qlgpw/s72-c/Screen+Shot+2011-10-28+at+14.29.44.png" height="72" width="72" /><feedburner:origLink>http://didos-blog.blogspot.com/2011/10/enables-or-disables-automatic-detection.html</feedburner:origLink></entry><entry gd:etag="W/&quot;AkEERnk-cSp7ImA9WhdaFkw.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-7753157714246453281</id><published>2011-10-26T01:43:00.000-07:00</published><updated>2011-10-26T01:43:27.759-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-26T01:43:27.759-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Java" /><category scheme="http://www.blogger.com/atom/ns#" term="Sonstiges" /><category scheme="http://www.blogger.com/atom/ns#" term="SQL" /><title>Hibernate HQL: Get n random rows</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/tdnij6o_gHSVmzR2iCmNMeHX7vk/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/tdnij6o_gHSVmzR2iCmNMeHX7vk/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/tdnij6o_gHSVmzR2iCmNMeHX7vk/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/tdnij6o_gHSVmzR2iCmNMeHX7vk/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;Example:&lt;br /&gt;
&lt;br /&gt;
&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;List&amp;lt;Company&amp;gt; cCompany = session.createQuery(&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; "from Company company " +&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; "where company.companyIsActive =:companyIsActive " + &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; "&lt;span style="background-color: #fff2cc;"&gt;order by rand()&lt;/span&gt;")&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; .setBoolean("companyIsActive", true)&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; .setMaxResults(10)&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; .list();&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-7753157714246453281?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/53T-Y-UBL0U" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/7753157714246453281?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/7753157714246453281?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/53T-Y-UBL0U/hibernate-hql-get-n-random-rows.html" title="Hibernate HQL: Get n random rows" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/10/hibernate-hql-get-n-random-rows.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DUAGRXoycSp7ImA9WhdUGU0.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-634919526872662350</id><published>2011-10-06T06:28:00.000-07:00</published><updated>2011-10-06T06:28:44.499-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-10-06T06:28:44.499-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Javascript" /><title>How to load JavaScript after pageload?</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/SJsDmHgOwfm93DH0O2h17Hfe8r4/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/SJsDmHgOwfm93DH0O2h17Hfe8r4/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/SJsDmHgOwfm93DH0O2h17Hfe8r4/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/SJsDmHgOwfm93DH0O2h17Hfe8r4/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;For loading JavaScript after pageload, you must:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;create a "script" element&lt;/li&gt;
&lt;ul&gt;&lt;li&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;var&amp;nbsp; el = document.createElement(“script”);&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;/li&gt;
&lt;/ul&gt;&lt;li&gt;set source and type&lt;/li&gt;
&lt;ul style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;li&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;el.src = “somefile.js”;&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;span style="font-size: small;"&gt;el.type=”text/javascript”;&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;li&gt;and append it to "head"&lt;/li&gt;
&lt;ul style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;li&gt;&lt;b&gt;document.getElementsByTagName(“head”)[0].appendChild(el);&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-634919526872662350?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/dqF0jnGiyLw" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/634919526872662350?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/634919526872662350?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/dqF0jnGiyLw/how-to-load-javascript-after-pageload.html" title="How to load JavaScript after pageload?" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/10/how-to-load-javascript-after-pageload.html</feedburner:origLink></entry><entry gd:etag="W/&quot;CkEGQXgzfyp7ImA9WhdUE0U.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-8290112379072383279</id><published>2011-09-30T04:03:00.000-07:00</published><updated>2011-09-30T04:03:40.687-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-30T04:03:40.687-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Java" /><category scheme="http://www.blogger.com/atom/ns#" term="Sonstiges" /><title>Hibernate: org.hibernate.LazyInitializationException: failed to lazily initialize a collection</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/aJHLi5Kl4YEvVgQwWxxAugc-3Cw/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/aJHLi5Kl4YEvVgQwWxxAugc-3Cw/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/aJHLi5Kl4YEvVgQwWxxAugc-3Cw/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/aJHLi5Kl4YEvVgQwWxxAugc-3Cw/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;This problem was caused by @OneToMany           association.&lt;br /&gt;
Solution in my case:&lt;br /&gt;
&lt;br /&gt;
&lt;div style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace;"&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;@OneToMany(cascade=javax.persistence.CascadeType.ALL, fetch=FetchType.EAGER)&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
More useful information with good examples you will find on &lt;a href="http://docs.jboss.org/ejb3/app-server/HibernateAnnotations/reference/en/html_single/index.html#d0e1517"&gt;jboss.org&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-8290112379072383279?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/3eg30VFzCKU" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/8290112379072383279?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/8290112379072383279?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/3eg30VFzCKU/hibernate-orghibernatelazyinitializatio.html" title="Hibernate: org.hibernate.LazyInitializationException: failed to lazily initialize a collection" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/09/hibernate-orghibernatelazyinitializatio.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DE8FRHgyfyp7ImA9WhdUEUw.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-7315194505604624491</id><published>2011-09-27T02:46:00.000-07:00</published><updated>2011-09-27T02:46:55.697-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-27T02:46:55.697-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Javascript" /><category scheme="http://www.blogger.com/atom/ns#" term="Sonstiges" /><title>Random Generator for Javascript</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/SszXthDuRkcMs4e9SFTlN1zAkes/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/SszXthDuRkcMs4e9SFTlN1zAkes/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/SszXthDuRkcMs4e9SFTlN1zAkes/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/SszXthDuRkcMs4e9SFTlN1zAkes/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;This random generator return a mix-value between numbers and letters. Optional you can give the length of return value.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-family: &amp;quot;Courier New&amp;quot;,Courier,monospace; font-size: small;"&gt;&lt;b&gt;function RandomGenerator(retLenght){&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; var chars = "0123456789ABCDEFGHIJKLMNOPQRSTUVWXYZ";&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; var returnValue = "";&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; var rl = (retLenght == null) ? chars.length : retLenght;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; for(var i = 0; i &amp;lt; rl; i++){&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; var index = Math.floor(Math.random() * chars.length);&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; returnValue += chars.substring(index, index+1);&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; return returnValue;&lt;br /&gt;
}&lt;/b&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-7315194505604624491?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/K69oI9Kltmc" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/7315194505604624491?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/7315194505604624491?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/K69oI9Kltmc/random-generator-for-javascript.html" title="Random Generator for Javascript" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/09/random-generator-for-javascript.html</feedburner:origLink></entry><entry gd:etag="W/&quot;Dk8FQH48cCp7ImA9WhdUEUw.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-5886853845149339682</id><published>2011-09-27T02:13:00.000-07:00</published><updated>2011-09-27T02:13:31.078-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-27T02:13:31.078-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Tools" /><category scheme="http://www.blogger.com/atom/ns#" term="Sonstiges" /><title>Realtime Webcam Sudoku Solver</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/grJV9OsMygbZ0UKOmcAYLh5xt_8/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/grJV9OsMygbZ0UKOmcAYLh5xt_8/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/grJV9OsMygbZ0UKOmcAYLh5xt_8/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/grJV9OsMygbZ0UKOmcAYLh5xt_8/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;h1 class="fn" id="ctl00_TitleArea_ArticleTitle"&gt;&lt;a href="http://www.codeproject.com/KB/game/WebcamSudokuSolver.aspx"&gt;&lt;span style="font-size: small;"&gt;Realtime Webcam Sudoku Solver&lt;/span&gt;&lt;/a&gt;&lt;/h1&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-5886853845149339682?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/jOX__431sjo" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/5886853845149339682?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/5886853845149339682?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/jOX__431sjo/realtime-webcam-sudoku-solver.html" title="Realtime Webcam Sudoku Solver" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/09/realtime-webcam-sudoku-solver.html</feedburner:origLink></entry><entry gd:etag="W/&quot;DEYEQn04fyp7ImA9WhdVFUQ.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-3094363996768114036</id><published>2011-09-21T02:08:00.000-07:00</published><updated>2011-09-21T02:08:23.337-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-21T02:08:23.337-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Javascript" /><category scheme="http://www.blogger.com/atom/ns#" term="Sonstiges" /><title>Convert string to numbers (Float, Integer) in Javascript</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/YQ9jisY2AVvav0b-D2WCW-yX61Y/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/YQ9jisY2AVvav0b-D2WCW-yX61Y/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/YQ9jisY2AVvav0b-D2WCW-yX61Y/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/YQ9jisY2AVvav0b-D2WCW-yX61Y/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;How can I convert strings to numbers in Javascript?&lt;br /&gt;
&lt;br /&gt;
To convert a string to a number, you can use the Javascript functions&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;parseFloat (for conversion to a floating-point number)&amp;nbsp;&lt;/li&gt;
&lt;ul&gt;&lt;li&gt;&lt;i&gt;syntax:&lt;/i&gt;&amp;nbsp;&amp;nbsp; &lt;b&gt; &lt;code&gt;parseFloat('string')&lt;/code&gt;&lt;/b&gt; &lt;/li&gt;
&lt;/ul&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;parseInteger (for string-to-integer conversion)&lt;/li&gt;
&lt;ul&gt;&lt;li&gt;&lt;i&gt;syntax:&lt;/i&gt;&amp;nbsp;&amp;nbsp; &lt;b&gt; &lt;/b&gt;&lt;code&gt;&lt;b&gt;parseInt('string' [, base] )&amp;nbsp;&lt;/b&gt;&amp;nbsp;&lt;/code&gt;&lt;/li&gt;
&lt;/ul&gt;&lt;/ul&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Examples: &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;pre&gt;parseFloat('1.45kg')  // 1.45
parseFloat('77.3')    // 77.3
parseFloat('077.3')   // 77.3
parseFloat('0x77.3')  // 0
parseFloat('.3')      // 0.3
parseFloat('0.1e6')   // 100000&lt;/pre&gt;&lt;pre&gt;&amp;nbsp;&lt;/pre&gt;&lt;pre&gt;parseInt('123.45')  // 123
parseInt('77')      // 77
parseInt('077',10)  // 77
parseInt('77',8)    // 63  (= 7 + 7*8)
parseInt('077')     // 63  (= 7 + 7*8)
parseInt('77',16)   // 119 (= 7 + 7*16)
parseInt('0x77')    // 119 (= 7 + 7*16)
parseInt('099')     // 0 (9 is not an octal digit)
parseInt('99',8)    // NaN (0 in &lt;i&gt;very old&lt;/i&gt; browsers e.g. MSIE 3.0)
parseInt('0.1e6')   // 0
parseInt('ZZ',36)   // 1295 (= 35 + 35*36) &lt;/pre&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table border="0" cellpadding="0" cellspacing="0"&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td valign="top" width="568"&gt;&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-3094363996768114036?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/W5h0Q_S0Tr4" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/3094363996768114036?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/3094363996768114036?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/W5h0Q_S0Tr4/convert-string-to-numbers-float-integer.html" title="Convert string to numbers (Float, Integer) in Javascript" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/09/convert-string-to-numbers-float-integer.html</feedburner:origLink></entry><entry gd:etag="W/&quot;D08CQX08eyp7ImA9WhdWGUQ.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-216053548191437689</id><published>2011-09-14T03:24:00.000-07:00</published><updated>2011-09-14T03:24:20.373-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-14T03:24:20.373-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Java" /><category scheme="http://www.blogger.com/atom/ns#" term="Sonstiges" /><title>MacOS X, Java and encoding problem</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/cps6ojpkALBBoZP_fruGjjjQRRc/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/cps6ojpkALBBoZP_fruGjjjQRRc/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/cps6ojpkALBBoZP_fruGjjjQRRc/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/cps6ojpkALBBoZP_fruGjjjQRRc/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;&lt;div style="font-family: inherit;"&gt;&lt;b&gt;Problem:&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;/div&gt;&lt;pre style="font-family: inherit;"&gt;I have a client that's attempting to output Swedish text characters that he's&amp;nbsp;&lt;/pre&gt;&lt;pre style="font-family: inherit;"&gt;entered into my app's interface, to HTML documents.

Unfortunately the HTML encoding that is supported
&lt;b&gt;&amp;lt;meta http-equiv="content-type" content="text/html;charset=ISO-8859-1"&amp;gt;&lt;/b&gt;&lt;/pre&gt;&lt;pre style="font-family: inherit;"&gt;is currently not transforming his native language charset correctly.

All of this is working fine on the PC. The PC Java environment outputs the data&amp;nbsp;&lt;/pre&gt;&lt;pre style="font-family: inherit;"&gt;in the correct encoding type so that it can be interpreted by the ISO-8859-1&amp;nbsp;&lt;/pre&gt;&lt;pre style="font-family: inherit;"&gt;enabled browser.
&lt;/pre&gt;&lt;div style="font-family: inherit;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;b&gt;Solution:&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&amp;nbsp;Get to &lt;b&gt;Java Preferences -&amp;gt; General -&amp;gt; Workspace&lt;/b&gt; and change &lt;b&gt;Text file encoding&lt;/b&gt; to &lt;b&gt;ISO-8859-1&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;b&gt;Background:&lt;/b&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;The default character encoding in Java for Mac OS X is MacRoman. The  default font encoding on some other platforms is ISO-Latin-1 or  WinLatin-1; unlike MacRoman, these encodings are subsets of UTF-8.  Programs that assume that filenames can be turned into UTF-8 by just  turning a byte into a char will cause problems in Mac OS X.&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;The  simplest way to work around this problem is to specify a font encoding  explicitly rather than assuming one. Specifying a font encoding besides  UTF-8 and UTF-16 is not recommended.&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;If you do not specify a font encoding explicitly, recognize that:&lt;/div&gt;&lt;ul class="ul" style="font-family: inherit;"&gt;&lt;li class="li"&gt;In the conversion from a Unicode subset to MacRoman you may lose information.&lt;/li&gt;
&lt;li class="li"&gt;Filenames  are not stored on disk in the default font encoding, but in UTF-8.  Usually this isn’t a problem, because most files are handled in Java as &lt;code&gt;java.io.File&lt;/code&gt;s, though it is good to be aware of.&lt;/li&gt;
&lt;li class="li"&gt;Although  filenames are stored on disk as UTF-8, they are stored decomposed. This  means that certain characters—for example, e-acute (é)—are stored as  two characters, “e”, followed by “´” (acute accent). The default HFS+  filesystem of Mac OS X enforces this behavior. SMB enforces composed  Unicode characters. UFS and NFS do not specify whether filenames are  stored composed or decomposed, so they can do either&lt;br /&gt;
&lt;br /&gt;
&lt;span style="font-size: x-small;"&gt;&lt;i&gt;--&amp;gt; found &lt;a href="http://developer.apple.com/library/mac/#documentation/Java/Conceptual/Java14Development/04-JavaUIToolkits/JavaUIToolkits.html"&gt;here&lt;/a&gt; &lt;/i&gt;&lt;/span&gt;&lt;br /&gt;
&lt;/li&gt;
&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-216053548191437689?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/e0-370erJiw" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/216053548191437689?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/216053548191437689?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/e0-370erJiw/macos-x-java-and-encoding-problem.html" title="MacOS X, Java and encoding problem" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/09/macos-x-java-and-encoding-problem.html</feedburner:origLink></entry><entry gd:etag="W/&quot;A0ADQn0-eSp7ImA9WhdWFUg.&quot;"><id>tag:blogger.com,1999:blog-2808912537266169822.post-6727487777553867652</id><published>2011-09-09T02:16:00.000-07:00</published><updated>2011-09-09T02:16:13.351-07:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2011-09-09T02:16:13.351-07:00</app:edited><category scheme="http://www.blogger.com/atom/ns#" term="Java" /><title>Null value was assigned to a property of primitive type setter of ... - HQL, Java</title><content type="html">
&lt;p&gt;&lt;a href="http://feedads.g.doubleclick.net/~a/4X88m0PA7fNNMwzJ4taisNXnSkc/0/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/4X88m0PA7fNNMwzJ4taisNXnSkc/0/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;br/&gt;
&lt;a href="http://feedads.g.doubleclick.net/~a/4X88m0PA7fNNMwzJ4taisNXnSkc/1/da"&gt;&lt;img src="http://feedads.g.doubleclick.net/~a/4X88m0PA7fNNMwzJ4taisNXnSkc/1/di" border="0" ismap="true"&gt;&lt;/img&gt;&lt;/a&gt;&lt;/p&gt;The casue for this exception is that formulas may not have an unknown (&lt;b&gt;null&lt;/b&gt;) value for &lt;b&gt;primitive types&lt;/b&gt;.&amp;nbsp; You must use an &lt;span style="background-color: #f4cccc;"&gt;Object type (Integer, Boolean, etc.)&lt;/span&gt; which can be set to null. But &lt;b&gt;int&lt;/b&gt; and &lt;b&gt;boolean&lt;/b&gt; cannot.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/2808912537266169822-6727487777553867652?l=didos-blog.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/Didos-blog/~4/M9zCHji9KPc" height="1" width="1"/&gt;</content><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/6727487777553867652?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/2808912537266169822/posts/default/6727487777553867652?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/Didos-blog/~3/M9zCHji9KPc/null-value-was-assigned-to-property-of.html" title="Null value was assigned to a property of primitive type setter of ... - HQL, Java" /><author><name>DiDo</name><uri>http://www.blogger.com/profile/00638162722244794483</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="16" height="16" src="http://img2.blogblog.com/img/b16-rounded.gif" /></author><feedburner:origLink>http://didos-blog.blogspot.com/2011/09/null-value-was-assigned-to-property-of.html</feedburner:origLink></entry></feed>

