<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-2660334696110586764</id><updated>2024-08-28T12:09:38.451-07:00</updated><category term="Oracle"/><category term="Oracle in pillole"/><category term="SQL"/><category term="XML"/><category term="Charts"/><category term="Flash"/><category term="Funzioni Analitiche"/><category term="Oracle facile"/><category term="Vita Sociale"/><category term="javascript"/><category term="Analytics"/><category term="Arte"/><category term="CUBO"/><category term="Demo"/><category term="Google"/><category term="Indici"/><category term="Indici testuali"/><category term="Java"/><category term="LDAP"/><category term="Mail"/><category term="Noam Chomsky"/><category term="Pensiero"/><category term="SVG"/><category term="Scienza"/><category term="TED"/><category term="Texy Index"/><category term="Web"/><title type='text'>Information Design</title><subtitle type='html'>&lt;p&gt;Information Design Blog &lt;b&gt;&lt;a href=&quot;http://www.information-design.it&quot;&gt;www.information-design.it&lt;/a&gt;&lt;/b&gt;&lt;/p&gt;</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default?alt=atom'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>16</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-6966963882507094076</id><published>2012-03-27T15:06:00.003-07:00</published><updated>2012-04-25T14:21:19.074-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Arte"/><category scheme="http://www.blogger.com/atom/ns#" term="Demo"/><category scheme="http://www.blogger.com/atom/ns#" term="Indici testuali"/><category scheme="http://www.blogger.com/atom/ns#" term="Oracle"/><category scheme="http://www.blogger.com/atom/ns#" term="Web"/><title type='text'>Indici Testuali semplici: Demo</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://go-lab.org:8181/d/demoWING.html&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;230&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3EpWwcDFJAeJ7JJWHq0gemafzPSqjwQ5QUTteRryYBgUZh_mN5nlX6qjV-qFQKjY7UfOH8soJ-Ilp_YlU4m2w-AKLuqc3UIcvkHYVDrJ5A6Uuz_KIwT7nqpDmSwUtWf_3g2UcLOpYeP0k/s320/IMG1.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;a href=&quot;http://go-lab.org:8181/d/demoWING.html&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;color: orange;&quot;&gt;Questo link vi porta alla DEMO&lt;/span&gt;.&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Dopo lo splash screen vi apparirà una pagina con uno slideshow di opere grafiche ed una casella di ricerca.&lt;br /&gt;
&lt;br /&gt;
Nella casella potete inserire nomi di autori (ad esempio Piranesi, Rossini o altri) oppure indicazioni sul soggetto (Roma, Arco, Campidoglio, Papa...).&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://go-lab.org:8181/d/demoWING.html&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;179&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXTBinrSzpaU5nPMdr1O7MRTcdh-lFyLZqWIsRoxmVsvDk43FczEErkZQ048XMd8ntu2O5V6EKlgN465Z2sgzOX0FHOQjeiOo67Rrw7XlOIh5ZrJiz8W4L9q0-HOU_qq5boqvbWG3YhiSm/s320/IMG2.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Potete scegliere la visualizzazione ad immagini oppure testuale (tab Gallery oppure Gerarchia Opere. &lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://go-lab.org:8181/d/demoWING.html&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;179&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpwjYtT1oMIpYpL1teizqLRuMp5deJ1aURgSTTnz694hplJz7s8fXoIT1hHMotslr9xQxe_NVuCwUSps8hTydIuvAgjQqrzyn_NWjj5cm7ed6c2ffwCfdFx0xFo9W6skQhNzpGoayWA3FQ/s320/IMG3.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
La visualizzazione testuale mostra i contenuti del campo su cui è stato costruito l&#39;indice.&lt;br /&gt;
&lt;br /&gt;
Questa tecnica è molto utile quando si debba realizzare una interfaccia semplice da usare che fornisca risposte in tempi brevi.</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/6966963882507094076/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2012/03/indici-testuali-semplici-demo.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/6966963882507094076'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/6966963882507094076'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2012/03/indici-testuali-semplici-demo.html' title='Indici Testuali semplici: Demo'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3EpWwcDFJAeJ7JJWHq0gemafzPSqjwQ5QUTteRryYBgUZh_mN5nlX6qjV-qFQKjY7UfOH8soJ-Ilp_YlU4m2w-AKLuqc3UIcvkHYVDrJ5A6Uuz_KIwT7nqpDmSwUtWf_3g2UcLOpYeP0k/s72-c/IMG1.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-697270277570235772</id><published>2012-03-26T14:35:00.001-07:00</published><updated>2012-03-27T09:00:31.738-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Google"/><category scheme="http://www.blogger.com/atom/ns#" term="Indici"/><category scheme="http://www.blogger.com/atom/ns#" term="Oracle"/><category scheme="http://www.blogger.com/atom/ns#" term="Oracle facile"/><category scheme="http://www.blogger.com/atom/ns#" term="Oracle in pillole"/><category scheme="http://www.blogger.com/atom/ns#" term="Texy Index"/><title type='text'>Oracle in Pillole: Indici Testuali semplici</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikpeY0T-l2lADtT-jPhs-5ADmKRH9gaBfugm0XUMQkWraFf7wptDspxL_ob9TQ1jvuZ7MvaSPvIhfi5pJrdR_LrXHLuHYEhR66zxYf3-KL-_D7otAjLIqguxy_BL6KLq_3TGO69hFWCLYR/s1600/search.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;151&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikpeY0T-l2lADtT-jPhs-5ADmKRH9gaBfugm0XUMQkWraFf7wptDspxL_ob9TQ1jvuZ7MvaSPvIhfi5pJrdR_LrXHLuHYEhR66zxYf3-KL-_D7otAjLIqguxy_BL6KLq_3TGO69hFWCLYR/s320/search.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;Che differenza c&#39;è tra un indice testuale ed, ad esempio, i più comuni B-tree indexes?&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Semplice: gli indici full text permettono di fare ricerche veloci su ogni parola di un testo.&lt;br /&gt;
Gli indici B-tree su stringa, invece, permettono di velocizzare solo le ricerche sui primi caratteri di un campo.&lt;br /&gt;
&lt;br /&gt;
La ricerca testuale è quella che viene effettuata, ad esempio, con i Motori di Ricerca. Quindi la sua utilità è ovvia.&lt;br /&gt;
&lt;br /&gt;
Google utilizza delle tecniche avanzate che gli permettono di ottenere i risultati che tutti sperimentiamo ogni giorno. Ne parleremo presto, affrontando i noSQL Database e le BigTable.&lt;br /&gt;
&lt;br /&gt;
Arriviamo al punto: Oracle permette di creare indici testuali sia per normali tabelle relazionali che per file di vario tipo. Ovviamente il loro utilizzo può essere piuttosto complicato ed impegnativo. In più sono previsti 4 tipi differenti (CONTEXT, CTXCAT, CTXRULE e CTXXPATH).&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;Uno di questi è semplice da usare e non richiede praticamente manutenzione: CTXCAT.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Supponiamo di avere una tabella che contenga un campo NOTE.&lt;br /&gt;
La costruzione dell&#39;indice si effettua con&amp;nbsp; la seguente istruzione:&lt;br /&gt;
&lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&amp;nbsp;&lt;i&gt;&lt;b&gt;CREATE INDEX indexname ON Miatabella (NOTE) INDEXTYPE IS CTXSYS.CTXCAT;&lt;/b&gt;&lt;/i&gt;&lt;/blockquote&gt;
&lt;br /&gt;
&amp;nbsp;Un esempio di query, invece, è il seguente: &lt;br /&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&amp;nbsp;&lt;i&gt;&lt;b&gt;Select cliente from MiaTabella where CATSEARCH (NOTE, &#39;Reclamo&#39;, null) &amp;gt;0;&lt;/b&gt;&lt;/i&gt;&lt;/blockquote&gt;
Dove &lt;i&gt;&lt;b&gt;MiaTabella &lt;/b&gt;&lt;/i&gt;è il nome della tabella e &lt;i&gt;&lt;b&gt;NOTE &lt;/b&gt;&lt;/i&gt;è il nome del campo da indicizzare.&lt;br /&gt;
&lt;br /&gt;
Un utilizzo interessante, utile e raramente descritto di questa tecnica, è la creazione di un indice su più di un campo di una o più tabelle.&lt;br /&gt;
Per fare un esempio pratico, possiamo ottenere il riferimento di una persona, in base a tutto il suo curriculum a tutte le sue esperienze di studio e di lavoro.&lt;br /&gt;
&lt;br /&gt;
La realizzazione di ciò si ottiene construendo l&#39;indice sulla base del risultato di una funzione PL/SQL che, per ogni persona dell&#39;archivio, fornisca tutte le parole chiave da indicizzare.&lt;br /&gt;
&lt;br /&gt;
Per chi vuole approfondire:&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;
&lt;a href=&quot;http://docs.oracle.com/cd/B28359_01/text.111/b28303/ind.htm#i1007263&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;http://docs.oracle.com/cd/B28359_01/text.111/b28303/ind.htm#i1007263&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/697270277570235772/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2012/03/oracle-in-pillole-indici-testuali.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/697270277570235772'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/697270277570235772'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2012/03/oracle-in-pillole-indici-testuali.html' title='Oracle in Pillole: Indici Testuali semplici'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikpeY0T-l2lADtT-jPhs-5ADmKRH9gaBfugm0XUMQkWraFf7wptDspxL_ob9TQ1jvuZ7MvaSPvIhfi5pJrdR_LrXHLuHYEhR66zxYf3-KL-_D7otAjLIqguxy_BL6KLq_3TGO69hFWCLYR/s72-c/search.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-4053589028671610027</id><published>2012-03-18T13:26:00.000-07:00</published><updated>2012-03-19T16:05:25.662-07:00</updated><title type='text'>Oracle in pillole: utilizzo di funzionalità non disponibili nel DBMS ..come faccio?</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgynIhl4yxIJ9_SO87VmHh7ul3MEIrUlBaJ3gAn4d3WulDKgsECl0T36ayrz3hUP84sVmgQnrngl5S6pOfaYseIL4n0MBROaFaizsWUwVTIzCA5qyuB4rvEuuA7X_ITRyPSc3us1hkYub1F/s1600/9312875-large%5B1%5D.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgynIhl4yxIJ9_SO87VmHh7ul3MEIrUlBaJ3gAn4d3WulDKgsECl0T36ayrz3hUP84sVmgQnrngl5S6pOfaYseIL4n0MBROaFaizsWUwVTIzCA5qyuB4rvEuuA7X_ITRyPSc3us1hkYub1F/s320/9312875-large%5B1%5D.jpg&quot; width=&quot;221&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Semplice.&lt;br /&gt;
La scrivo (o la copio da Internet) nel linguaggio di programmazione che conosco, la installo nella rete privata o in Internet, ed infine dico ad Oracle di usarla.&lt;br /&gt;
&lt;br /&gt;
Molto più semplice di creare un servizio Web.&lt;br /&gt;
&lt;br /&gt;
Se vi state chiedendo cosa non si possa fare in Oracle, vi facciamo qualche esempio:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Creare file ZIP&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Memorizzare oggetti fuori dal Server dove risiede il DBMS&lt;/li&gt;
&lt;li&gt;Utilizzare alcuni Protocolli&lt;/li&gt;
&lt;li&gt;Utilizzare dei Servizi Cloud &lt;/li&gt;
&lt;/ul&gt;
Quindi preparare una pagina php o una servlet Java che faccia quello che vi serve e la richiamate da PL/SQL utilizzando il protocollo HTTP.&lt;br /&gt;
&lt;br /&gt;
Per fare questo occorre utilizare il package UTL_HTTP che permette di:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;fare una richiesta tramite un url&lt;/li&gt;
&lt;li&gt;ricevere un testo in risposta (Stringa, LOB o XML)&lt;/li&gt;
&lt;/ul&gt;
Il codice chiave è questo:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;b&gt;utl_http.begin_request(url, &#39;POST&#39;); &lt;/b&gt;inizia la richiesta&lt;/li&gt;
&lt;li&gt;&lt;b&gt;(utl_http.resp) http_resp := utl_http.get_response(http_req);&lt;/b&gt; richiede la risposta&lt;/li&gt;
&lt;li&gt;&lt;b&gt;utl_http.read_text(http_resp, data,4000);&lt;/b&gt; legge, con un buffer di 4000 caratteri, tutto il testo della risposta&lt;/li&gt;
&lt;/ul&gt;
Esempi completi di codice ed approfondimenti li trovate qui:&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.oracle-base.com/articles/misc/RetrievingHTMLandBinariesIntoTablesOverHTTP.php&quot;&gt;http://www.oracle-base.com/articles/misc/RetrievingHTMLandBinariesIntoTablesOverHTTP.php&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://psoug.org/reference/utl_http.html&quot;&gt;http://psoug.org/reference/utl_http.html&lt;/a&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/4053589028671610027/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2012/03/oracle-in-pillole-utilizzo-di.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/4053589028671610027'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/4053589028671610027'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2012/03/oracle-in-pillole-utilizzo-di.html' title='Oracle in pillole: utilizzo di funzionalità non disponibili nel DBMS ..come faccio?'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgynIhl4yxIJ9_SO87VmHh7ul3MEIrUlBaJ3gAn4d3WulDKgsECl0T36ayrz3hUP84sVmgQnrngl5S6pOfaYseIL4n0MBROaFaizsWUwVTIzCA5qyuB4rvEuuA7X_ITRyPSc3us1hkYub1F/s72-c/9312875-large%5B1%5D.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-9087251629585863067</id><published>2012-03-17T07:34:00.001-07:00</published><updated>2012-03-18T07:44:57.210-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CUBO"/><category scheme="http://www.blogger.com/atom/ns#" term="Oracle"/><category scheme="http://www.blogger.com/atom/ns#" term="Oracle facile"/><category scheme="http://www.blogger.com/atom/ns#" term="Oracle in pillole"/><category scheme="http://www.blogger.com/atom/ns#" term="SQL"/><title type='text'>Oracle in Pillole: Il CUBO facile</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://media-cdn3.pinterest.com/upload/1970393556469031_SYQd1JxM_f.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://media-cdn3.pinterest.com/upload/1970393556469031_SYQd1JxM_f.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Il Cubo di Dati può essere creato e gestito solo con complessi e costosi prodotti di Business Intelligence?&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;color: orange;&quot;&gt;
&lt;b&gt;Niente di più falso.&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
Se siete capaci di effettuare una Query con il Group by...siete anche capaci di fare un Cubo...&lt;br /&gt;
&lt;br /&gt;
La Query di base: &lt;br /&gt;
&lt;br /&gt;
Select Regione, Venditore, prodotto, sum(vendite_anno), sum(vendite_anno_prec) from vendite group by Regione, Venditore, prodotto&lt;br /&gt;
&lt;br /&gt;
Ecco qui il Cubo:&lt;br /&gt;
&lt;br /&gt;
Select Regione, Venditore, prodotto, sum(vendite_anno), 
sum(vendite_anno_prec) from vendite&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: orange;&quot;&gt;group by Cube &lt;/span&gt;&lt;/b&gt;(Regione, Venditore, 
prodotto)&lt;br /&gt;
&lt;br /&gt;
Il risultato? Tutti i raggruppamenti possibili (Totale generale, per Regione, per Venditore, per Prodotto, e per tutte le altre combinazioni possibili).&lt;br /&gt;
&lt;br /&gt;
Se invece le dimensioni sono gerarchiche (non vi serve un Cubo, ma solo tutti i possibili subtotali) la query da utilizzare è:&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;Select Regione, Venditore, prodotto, sum(vendite_anno), 
sum(vendite_anno_prec) from vendite&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: orange;&quot;&gt;group by Rollup&lt;/span&gt;&lt;/b&gt;(Regione, Venditore, 
prodotto)&lt;br /&gt;
&lt;br /&gt;
Provate per credere! &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/9087251629585863067/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2012/03/oracle-in-pillole-il-cubo-facile.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/9087251629585863067'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/9087251629585863067'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2012/03/oracle-in-pillole-il-cubo-facile.html' title='Oracle in Pillole: Il CUBO facile'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-8743099157433800326</id><published>2012-03-16T01:11:00.000-07:00</published><updated>2012-03-17T07:04:15.094-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Pensiero"/><category scheme="http://www.blogger.com/atom/ns#" term="Scienza"/><category scheme="http://www.blogger.com/atom/ns#" term="TED"/><category scheme="http://www.blogger.com/atom/ns#" term="Vita Sociale"/><title type='text'>Idee semplici che diventano Scoperte</title><content type='html'>Molte persone credono che la scienza sia una scatola nera, chiusa.&lt;br /&gt;
Invece è un &lt;b&gt;campo aperto&lt;/b&gt;.&lt;br /&gt;
&lt;br /&gt;
Coloro che hanno fatto delle scoperte hanno solo osservato un po&#39; di più quello che li circondava, erano soprattutto più curiosi.&lt;br /&gt;
&lt;br /&gt;
E la loro curiosità ha cambiato il modo in cui tutti vedono il mondo, e quindi...&lt;br /&gt;
&lt;b&gt;ha cambiato il mondo.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;550&#39; height=&#39;400&#39; src=&#39;https://www.youtube.com/embed/F8UFGu2M2gM?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;b&gt;Se loro lo hanno fatto, lo puoi fare anche TU. &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/8743099157433800326/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2012/03/idee-semplici-che-diventano-scoperte.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/8743099157433800326'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/8743099157433800326'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2012/03/idee-semplici-che-diventano-scoperte.html' title='Idee semplici che diventano Scoperte'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-2074351035142823361</id><published>2012-03-11T10:21:00.000-07:00</published><updated>2012-03-11T10:21:34.034-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Charts"/><category scheme="http://www.blogger.com/atom/ns#" term="SVG"/><category scheme="http://www.blogger.com/atom/ns#" term="XML"/><title type='text'>Kartograph</title><content type='html'>Ho trovato questo Sito per caso gironzolando su &lt;a href=&quot;http://www.pinterest.com/&quot;&gt;pinterest &lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
E&#39; un framework basato su SVG (magnifica tecnica) per creare Map Chart&amp;nbsp; molto belli ed interattivi...
&lt;br /&gt;
Se vi piacciono le immagini che vedete qui...fateci un salto....&lt;a href=&quot;http://kartograph.org/&quot;&gt;kartograph&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAwIAAAHPCAIAAABvN/qsAAAgAElEQVR4nOy9WXMbV5YuWn+hnvtn9F/wPzhRLx39Xs83wu/n5ZzQjY4b10XLKpVsRbW7qu5R2+1jlywSAAFiTuSMnJDzPGdi5jxL5z4s5BY1USRFkZQKKzIUNpjI3DuR+9tr+NZav/k/S1nKUi4pA7byx//x3778139aHstjeSyP5XHDxx//x3+z1d514flvrutCS1nKP4j856P/69ZRYHksj+WxPP7Bj+rP/++1QPpSDVrKUi4hA7by5b/+k8NWw0E7kju5Qdj9Dbtft/v1cNDJDdLh6g5XTzU8HHTsfj1WMIere0IzkNqe0IS/Dk3K7tddvpFquMs3fLEVK1hukIHUzg0yVjCXbwxNMjPIVMMDqZ3phCs0M53IDTJRe/BXT2h6QjNRe5lODE3KF1vhoONw9XDQSdTeyKLhXuGgEw46I4v2hCYMxuHqcLLLNwKx5QlNl29kOuHyjUTtwaV8sRXJXU9oDk0yUXuR3A2kdiC1LbYORzjowJhTDfeEZqYTvtiCMxO5oxHPFOxXi1mXu79K7V9VfE0nKzc8jKFJeULT7tcznYCfIFYwOBl+rxv+yVxug2v8l0aWrzY1FV/jmz8bZAXm6PF1jSwZdEXFSxpZutTUVLxk0iWDqV5kjoHY1qk1l9vwhYZBlwOpZTPrCr5qsVWDqMjYqk6VDHrNZtY1Ys3lawr+q9z9u8mUPb4eDdo2V0evpc83VLxk0tVBb1UnSiZV9rgNnVgL5c5l34dEbsudp0L77xpd+7Reg5tcuTZTs/o1FV9V8dUB9kwnVjW6BF8xqLJJl12hbvc3PpFVRsRK1+E2nH5N6T1Tsacq9vcv//WfrsUntFSDlrKUS8jD//m7L//1n0ymFsndVMNdoZlbtCs0XaEZKVgodz2xlWh4pGCRgsGHntjypLYrNEO5O3bY3KRyk0p1YmTTsdqDw+aasdobO+zIpiMFGzusL7WHFj206FDujmwm0YlEJ3KTSjQ8VLBQwRy+ObToscOmOjG06FQn4Mq+1I7V3shmUp2I1V5uUrHaSzQ81Ymxww4temTTntT2pXZuUpGCOXwzNylXaPpSG24UDDqZQSYaPnbYzCB9qZ1b9NCiRzYzshmbaw4tOhh0xg4bqz2YV6LhMDtPbKn4mis2Dabqis1Y7flS8+aHkegEfJKblMM3IwWDJ5zqxK38ZHa/btFlFV+L1d7VpqZ0V6XWzwZVMsiK3H1mUFWbr195aiqxpvZWNaKk9tYsZt0XGwZZsfs1X2iNbNqXWgZVdvo1pbemEmVfamtk2e5vWHRVJcvhoIOmFimYKzbsfl2jKjZd9cWm02/4YsvpNxy+YbJVrbdqUBWHrcq9pyq+arP1WO1FCuaKzVDq2EzNYNYNcj3ViIu/D67QsNhaOOh8cq/BLa7cWO2pZEWn1g2yrPRWDaoq91Y1Yl0jSwZZsdj1kUF9AqvMZjyhGUgtu18VW//7y3/9p4f/83cfjupLNWgpS7mEgDM2VjBfao8c1pe6Q7ufm0xm0CO7nxm0L3Vzk4kUPNUpT+w4fAc+H1rs2OEyg051amT3c5Nx+E6k4KHcixQ8VoncZEK55wodT+xMXB5dxJe6qU7lJjO0+3CXscOhK7tCJzPoSMEnLg938aVuZtCxSkxcfmixqU5lBj12+mOnP7RYOM0TO5Hcc4VOMMCGdj+UezC8SMGHdn9osZ7YSXXKFTpwvit0Eo2MFHxosSO7D1PzxI4rdIYWO7TYYIBFCu6JLZ2s3PowcpOJVQKeSaTgY4eDZxgMMPjvm//JrH5t0FtVyDVP7Fxtag7f8viWxzU8sesNOtcyNV/smlTN5ZoO31KIisXWTaoqY88MumKyVYOqyvjah7+NkYK7QtuXOpGMxSrx5mtg8Q0NXzOZqtJ7ZtLrcvtXjSjZVM2gK4HYyk367PugE6VB69dP9DW4CyvX4lsaUz37rJx+w+PbA+yZJzbv2ipzha7DtyymLvdKGl4OB91QwQKpHQ7acvcXQOMPR/WlGrSUpVxCYOE5XMMRWrFKJBoRq3gwwGKVGFpsZjKh3IP17EtdT+wCmsQqMXa4QO4BOCYamZvMxOUBCAAppp7giV1AtInLTz0BYMgTu/DfgBSxggcDbOoJADfBAMsM2hW6sUokGhnKvWCAAXhlBj31hFSnEo0cO9zI4VyhO7L7I4eDY+xwiUb6UjdW8InLu0I3M+hggHlid+LymcnANVOdilUCEAqmGRfYN3K4ocVOPSEzaEdoqHjp1oeR6tTY4QBbA7mXm0wwwBKN9MSuJ3YTjUw0MlaJm/zJ1F7Zojc8sesILYOpeWLnLk8tUvBbeRt9qW1zTZvdcPuNVCNVtuaJLYOpyd1nZ98HV2yb1LpGlJx+3RPan9BrcGdXLnpWgdgyqXWTruYmfcOvYqwSJrNhUDWP70RKLxh0Xa5lUOsaUTHpdZ0qJyqRqj2LWTfIks1uOP061/hpqQYtZSm3ILDwPLGVaGRu0p7UDRV87PKZyUw8IbfYUMGHdj9SiakvwgEnRCoxtPtweBKW6BScH6uEK2Jjlx85XGrQoYKHCh6phCdhgYL7A2zqixNPgA/9ARZrZKQSiU4lOjW0+7FKDO1+rJETT/AHWG6xnoTlFpuZzMjlA7nnSVhmMmOXzy3WH2Bjlx/a/USn0Hgyk4FrZiYDY0gNOrPYzGJjjfQkLFKJscvHGjm0+yOHy0wGBh/r1NQXE50KFTxWeyZbu/VhjBwOHv7Y5QO5l1vsxBPgu4HcSw0aBnbDP5kntVWybLINh8fsfsvhGqGCfx5Tu4G30eaaJlt/832wuZZGVhKVWD6ra1wyvth2+IZGlB2uHkjtSHnl8QZyz+o3DKpq9+s6XbXYus7UruXxmsyGgq+qvbLN1gOpLffKKl4OZWxo9wO554pYoOCZxcQqHso9q1/1+DpXe7JUg5aylFuQhTeIb8Yq4Uud3GInHg8HwM3Y5TOLBUQAmAOI9CRs4glDuw9wGWvk2OUTnXJFLJB7gIZxAVtjl/ckbOqLQ7ufW6wrYgBYI4cDnI1VAlBy6ouZyYD9B1gDX4QreBIWayQgUaJTU1/0BxigMAD6yOH8ARYoeKDgI4cDcIRPxi4f69TY5V0RGzncxBMA0z0JC+RerFMjhwtkzBNaJlN1+dYtDgOuDEeiU56EjV0e9iFPwvwBNvF4uBHsN7fyk9ls06BrDtfwxLZOlk26lhnU5zG1j/o2angpkHtvfR90fM3qN5bP6mMsmWCAyXhl0FtDX4lUSqPXDaoSyj2rXw9lLJR7KlE2qIrBbNh848qPNxh0HX7DH2ChgsMzQQ8BLghj8wfY0GJilXD4Zqx0LaayVIOWspRbEKQG+VIXLLDcYhEYwUqe+mJq0COXB6AEBIRlDPAHNhOYREO7D6cBIngSBjYfIOPI4RbgpZGhgk88IZB7U18EowpMQwBlAGtXxM7aiHAAgMYqASadJ2ETj89MBm4NmAUGHABQrJFg4YUKDiZmbrGpQUcqEeuUJ2GO0HC4hkGVNbISDDr+ALuVYeQWO3K4WCXAroW/xnBHiwVMT3QKEB8e48jl78hP5vANlSib9IY/wD6zqV3va+DybYOqxQr22vtgcQ1PbC+f1UddMla/brEbqUHbQtOgKrbQQc9q4gmg1gztvsvXba5hcQ2Drmp0JTWY8x+v2W+Z/Q2Xb3pC1+ZbKlEx2TpolvBFf4CNCtUn0alYIwO5l5kMxNpcoRkOOja7vlSDlrKUWxBYeGOHzU0mBuuwcFOjRbvAUJePNRIsITC2Rg4HVg7Yjv4AC+QefA4wAcfE4wHywF4EExAQBL4OML3A1gJowD8PJ0w8HlAvUomRy0dF4GDs8qlBgzUGIAXfAiQFSxSAEpmP4CpHrmmVqKh42eIaBtOIdfq2hgEHPBCwfcFchtADnD92edh7wJcA+1asEnfqJ4tUwqQrntD+/KZ2va+BxdSdfj0xSHgfQqk1wErLZ3UDS8YWsMxRDbYRKjgMCe4Sa+SoeAKZycDD8QcdGS8bVMVgqw7fsvrNUO6ZbMPiWo7QVql1k6nZYlMnS57QNJmqjK85TNWgK3DfzGSQyjhyeZgsTG3hQ1KJVKdcoWmx9VTtLtWgpSzlFgSpQalBpzqVFdYV8ofDigW4BDwClAFYTHQKLFFXxCaeEKlEatDgbwfsA9sRfNpgBk08Ac4B/zCcHGskmKS5xYIXGrADCARgCILZmhr0xBPAkI1UIrNYwGgAaCAZwE3Pgk4OpxV27dQXHa6uExVXaFtc6xaHkRp0rFOhgoM1DOQDeHSZxQZyb+LxQLCA5wYPE8aZWSyQJ+7UT2YxNVdsXWRqntRxuKZJ1z6VqV3va+BLmEpWdapqUOsavubLvc/pNbizSyZUiMRR0WhjlUC+KyAwgVso1shEp1KDjjVy5HAO1zDZqsc3Tbrii22dXDf7G57YDqWO3a+DNgaRskDB4cmDYwyeFfIAgTIK00kNemT3PbHj8E1fbMVye6kGLWUptyCw8IYWPXa4icsDjoCrHBgAAFtgTQLEABK5IgZBdzgBVjXgbKxTyFYDOAb+IITPUdgewBfsP4joAx7BV8CYS3QqkHsA9IDXwI4EfIEro4hAbrGxRgJEItwHRgLsBIHc8weYydRMqmowG4lJ3eIwwOEPWAzxAkD2zGSAiPCS1qDgMCrAZUSVACbEXfvJArmnESWDqdp8U2c2XptaqOAO3wwHmIxXLLYeyj2bqTti65OY2sd4DeBN+Pxeg7u5ZDKDNdgNm299PFL25RjWCj5x+bHDjiza6VeXatBSlnILAgsvUjBP7IRyDzzVi6UOAKrggDKwjMFgQvAHWAYQAE5sV1yQCsFABJQBFz3g6cjhwFoCLzEwDMBSjFVi6osT76X1CYgJ0AajAvyFK4PVC8YlojtMfREGD0YhmL+AcVZ/Q8FLKrXuy/gtDgN2naSwUBGZFEUfgCQBt0aPFzAUHqNXMDdhD7uDP5nFNXWqovZKBl0LB5hGbYRKz2LqOlVTqapBVxyuiZ5VKPcMeuNTmdryNfhEn1Ug9xR8NVIWHpo7kceg4L7UzQwykNqB2FiqQUtZyi0I8gZBaRBwJgOsgMMZ5Y9kJgNmIlg/mckANi0sWpUA9/LI5SFID8iC7F2AWkQtBH81kJEBywCmU4MGHzIwG0IFBxgdF8iLknUBahFjYOLxoYID6sF4MouFrwRyz5O6KrFm9uvvHYbB1h2h85GGEanExFtgKzxP2JmAnAE0BXiksOtMPAEMYvTv1BfBuAcmB+xMd/kns9gNFV9TybLF1mKVfOuzUnurrtD5wKmZbNtgWma/afFNX+r6YufOvo3/gK/BXXhWDtdUyfLdymPQqaHdt7mmyzcSpbNUg5aylFuQRd0gqR0peKTgucX6Awx4BoBTACsLB7JKgNUInwQKHhUUS1jbQ7sfgzPcZDwJg28BVoJnG/zeELAfufzI5QGCY5VAznygeQJ+wUVgJEB0iAubEsHcxFvsBOA/j+CCGukPMMDrQGobZNXiWm8OwxWxUCZCBbfYmkZWZXxNIysmUzP7GzbXuN5hQEQAvPpgQUKQCC4C4QAE9ECYgN0I/gWAXiT4KHig4GCvf/I/mc7Zksg1G1Kn6QhkoFKBSoca7Umdi0zN4lqxTmtkVyV6CtHLHH2aBfNROM38zJE0usu36iLWciUmc8RQJmyuleqU1W9DDOjm38bla3CLz0ol10OFyO9OHsOidnY3kNpLbtBSlnI7gijSntgZF3wCMAfBjw3/AjABCCLsADgDxiJ8uGBNqgRYS8AAAPBCkXLEpgREADgApzHwNAG+wRkOIXxw7L9mw8GZoYJPPAF5zuE6C5jWSIRBFlOzxTYMwxHaFtvwhLZKrFlMTSFLKrFmMtVIJREoB3LPFZsqWYHsuesaBsQUXPHlDgGPAuEpfIKGERW7F/x3VGw5YEqC0f/p/mSRRsQmf3x0eHx0dLi/v7u1dXR4cHJyfHJ8fHR4uD0fDbCmJ2HnTM0R2pPEOdzfPT4+evGGnJ6eTrJ0Ph5tb26eHB8dHR3ubW/u72ztbc1VEucadYVoZxaTaKQ/6EYq7kjdAdYS2nWx08htIZCJSKNyR4wNbtBtsbWa3GvFOrl8DW5y5V7vszL7DRUv3aE8BgUf2X1fatv9usdvLNWgpSzlFgSpQSO7Hwww4EIiNitYMLDCwZE+8XhkD4HNBPgCIDItCpDAV8ABDgAHuIA85IBNEDsHdzoQDlA1NsBZcCkDJwAAHeEXACucHBblboHICZQI8DzDmTq17gidicdbXMMg1x2+7okd8LQDRMYqATbx2OXBVp76YmJSOlV2+Oa1DGPqi5FKQFa5V5Swg6d9/jBgbwDohOcM9i7sCp/oT+bLvcxVT09O3lRfQPZ25jbf7W/UVKq+oKe8OjVH6M6Hwbu+/l452NuLLHOaB5ujZHd7vr+7vb+3MwyD+Wi4PZ8fHx0e7u8e7u8eHx2AjrWzOfOUfqLTn9BrMPYk2Ibv7Gtw88/K7Dd8sZXfkTwGlYDehUOTzPXeUg1aylJuQWDh+VIbegahUD1ADEAAlDsDKEGlQcBWQ8Y6WHVg5MHyBiwG53BW5O7mFhsXtUMA3cDOA0sOTMnMZMCuBdQDgIPxAKaAdzqzWAAjAJ2gKIALLu6FDaeRoYwpvZIjNBOd0tma3FtDKTPAGABr0l/0CuDBhlvgsty1+w2wlT9wGAhJUbjh4sMAKB85nCe0M1vUqbrYrrtCF8zKT/En88SOLfTPV1NOjo+Pjw6357PQ0oa+FihUYvRjg1WJutxrsbVqHrhX1oEuJcdHR5PISs0+OEJu9zWATRoFfcDH8+ZrMHKFSahPQm0c6Xf2NbitZ2XQNV/qTu8Cgd1kggE2tGiXb5j0sor0UpZyGwILz+aaYJcA/CHvNwI4RMOE9kCw5oGciIAJsRqBMQA4C1CIEBBQGFAGvMpgoqGQP0AbSjMBU9IVMcBr5AyAk8H1HRfWJDAZwY70pbZN1+TeqsHU0TBCpTdoPfWK8rgjh4t1ClgIAMojl1+YiRo5cjiL3tCZ9Q8ZBmKtAvAhXz2wSi84jESnAhkPVHZva3p4sL81yY0+wTdqiU4Bc/PDfzKb6ci9hk41MpO9lp9s0KvzzTrXqIdaPzWY157VoFvXGfz09PQyusjh8fHx4cHeNE8zzz05Pv54es9rsjUZhnLvLrwGoGdEhd8l1khI73r9NTDorcxxyvfXv/u7G2uf1sq9gWdl8w2dLGV3gcCuEqlO2VwzkrtLivRSlnI7AgtvZDMTl/elLlgwsGIBbsKi8RDAUF6kjQBbEFZ1WJTEALgBwmBYFOCfFFXXJt6ithhY1YhQ6YoYgBQYW2A2gQkL/vO0KDiL4BW89ygRBqLygD4mXdXIktnfsJgNg9mAwev0hie0DGYd+KTguwbUA489IDWYpADWjtBS8VIgdKHKyKWGkRr0WcsYyJ4jh1tY2EW1kvcOw+Y7UrfRb2z4Gn9WaYhtFdEjPvwnM/pdZyAEmjqK/VFohBob6wu66xV+slgjQ72f2ObOfL63vXVycpz7hs03zz6rSCWlTn13a3ZjqsyV5eT4WKUojexabPu2XgMUuAGtBci5BS9HePM1GHpS1vvr2sPvRVVLzf4nsXJv+Fm5fEvplW+fwG6xqU6Fg06mEwa19AYtZSm3IbDwUp3wxM7QYsHOA0SAwH9usbFO5UW3HUiIBWc1IAIgIHL8Du0+cDPhOkERSofTELsQkRBfsQ41Ev4ECIJ4D+C0h2sC2MGVAZqB5whj0IiS0isZbD0YdGOdsPsNk6kN8DWHb7hcHfnGwT6bFgXQENEBwD3RqdxmdLJic62rDQNdE85B5iNYwOcPI1KJSCVTsx/prCOyiWMf7u+f3ZhnwziUSQBW2GA+5CfzpG7qaq9cfzzUWfxqP9nYkzbH2fHh4dkLnp6ezoZhYgtStz7obXhSL7cYT+zMhtFNKDIfLM9PT/MwkPFOalA39hqcfRuBIgPcYfjVULbRW1+DadyjH31dKffGofaprNybf1Yu3/KE5i0T2KVuopGx2vOE5rKZxlKWcjuCWquO7H6sEpAKATxE8I37RfEPMAQB+MCaAV8xCnvDd6eLjolCXlRiBa84AjIwHyFyD2fCaaMi5xYc+HACxObR+cCy9AfYyF3QIGCcKAvGoNd1qmJQ6zpdVomyRpQNpgpXAAMOrMPcYkMFh/A8WIdgrYL16YltBS99yDAgPAEbD5BAwfx97zAcvp15yv7O1tHB/vHRW7KfdjanvrzoeQTbzwf+ZA7f2p4Nz97CEUWXx6/wk8UKOUmcdykTR4cHmet4ijzodRNLnKb+9SssH1NOT0+3pnmoMTfwGpx9G4dFx9NFOEanJp4AhNy3vgaTUM2pH9e/+6ugyJnVP/81CBUiMei7sHJv5VlpRMUTmh+blH1eHoNBJxoZyt2hSd7d8onB9//yz//8z//8z//yfXC9F774rc+R/96+5ludveBbP7wuaf/3j3ftW5jOJyyLukFiK5J7U08A2yUrouxgbE19EbJFoHwqmF9ggS1If4VTGoEdWFdZ0b0IDDgwB6OifAi43MFvkRp0XJTnB7wA1zcyGRcZKyoBZTlinYLKJcCKACsNrMBRwYuE24HzOZB7ALhAb0T18gExIa8YyBMjhxvgZZWoQErIDQ9D7tV9RXzXTnxyfBQoDGw5QCxA5uaVf7LMEk5OXuHZuLIgY42r/WRyrzUMwwuSfna3tvIw/FD15Abl+Ogw0qgbfhsh+AJP2C06wAPp5M3XYBzIY+6n0qOV1V9bI185/zWYhcok1LZy15eJ11bu2JdzR/jkVu6lnlVmsQZTt/obZwnRN0Ngz1Eeg0aO7L4rNF2heXe5QXdbDbqubf0OqUHt//7hd1yqQZcQpAZ5YseXumC9AUESuZoBFwAmwqLB0MjhIBcXsAbRDhZ1MgrHe6wSgG7AH1x4160FDzcvyu2DKYbsLSD5gh8+NeiwMP6SoucRcvKjSDwiCPsDbOLx/uClPx85xoFzAGCH2A/AKEJ2J3xLp+sKXrn5YQitjdDUz9mJd7ZmUrdlc+2g6Eh15Z8sMxmLJ96suHN8dOjKrDfAXvvJfKmXmGyo4DbX8hVCwVsDrKWR7USj0E+WGrTQqstE9yJaxdHBQWgYTLU6DK6e936TcnpyMo4sR1jEnm7sbYRbQCsGcOrAVhqeaUzmitjIEzczgv3um/KjvyiWPXT4c16DzOqPAlZ8stIX7UAhzq7cxOzP+F+ovjYJ5E9u5V7wWaElYzI1qfN3nVzXiLLFVG+CwH42j8HuDy021YnMIG12fakGvevWN6AJ3RE16LruuFSDLiGw8IJBJ5R7o6JRDphTyDGO6IpgMp5NQQIUGBZ9CgEu06LfsltUBwGWAHI7Izc41E+DfFR0U2BWhkXtMkThzIr69ICDoYKDdVskdwh5gePIVQ4QjKLy4EVHnnwYJAAfWHII1Oz+xqC7avQbNzYMT+poTFNnqJN3l9IB2dvekrCOI3TAhr7aT2ZzHbZW29vZfud+HzuxzoY64w9wg24Puq1AV44PD3bmk/2drcODve3ZdDYaeqrsiCS0HwkVPLeYUWjMx+OL6xb7u7vMxsbzy2SN3YzMh8O3fu4pst3v3OTbCJ6VQMFB0010auxJI08a+4PM5lOLG/tSbve3cpJ+dH/1wVelUjd1pM1EDxRi4g9mkQavwSzSZpE2dPiRy498xSqtVCrELNIzk5nFWmIWhYX8gU62fJkeugKs3Fhnxv7g7q/cUMHefFYATcCRem3J6ExD6jwz6HWdqQWDrklvmFRFo8oOV/94BPZX8hhUwpe6Dt9M1N7SG3SVWxeqxIcP7x9BDVrK2wXVDZq4/KjwikOxEIjHg9UCOg04nwFSY40E9IFoOqxtWPOZxWZmPzEXRTW8ou90oOBekXoKPnb4FwL5QOwFmIBsFOjRkxTV28CynHgC9MEGTDwLguBFh/6Oo6INJGhmcQFnUNLNkxaOK1TqA/QzQKuh3Q9Vwpcxlag4fPNjDyMy2NSTp6l3sL938U16GBjg7b/UT5ZbbDDAQp03WOq9oauT46Ojw/2d+SzQ1UmWvuOc40h/mUCU2eJrIbZzBJGfZsPh8+fPLz73GxC517N4fpKmbz6l09MTuddRyeaNvY3ghwArYuhwm5k9CrR5Yum//mgE2vbQ3czsoa9Ype8V0zRW/52X5XGopXwvy8x5SvB1epYYsc5s5yRbISaRvplaY+6n6uOnVqiNA2WeGEP8bwQjzxIzt4VxqEZGfyt3PAkbucI8MUZBV6fkSGPu4Mr1ZSzRKI2smExVISoKXtKpqsU1hkVhaPAGeUW5SFgy/gAzuIaMr8nEen6mTZg/6Hhix2RrBrX+kQjsr+QxmEwo9zKDDAcdX6gv1aCr3Bpt+B82vqUa9I8rsPBCuRvKvbHDgSvbLXoPQZgDrDeIi8c6HRvs2JMmgTyL1NwRc0eINDZ3pc1EHzpiavObmb2Vu6NACxQK+c+RMQfQCY5xSI4tmJvgFMFQaB/gDzZvxEUIFHziCSg5BYy2vEhnLfBUgF0f/OTAaQDYAlweFQRGOA1QDOWAgBM7NWiLa2lU5bLDQNmw7x1GIJM6jR0fHrzXA/SmnJ6e5r6WWVyk9AadDYVsvOsnCxXcETq+jGeuOE3d/d3ti2sqF5GtaR6qBPxkuc1vzycX+ZbY6WzP59c4jOuSzfH49ORkf3f3xYsXu1tbMo7v7+zsb2+fnpzs7ezsbG7ubm3t7+wYDDPA2gbbBQ/KDbyNEKCZJ7r+61elP62sPvxq/btvSo9WSn9aqT5+UPn2fvmHmj9Y65R789TKen8tP/qLqGp26eu1J+U01EZ+m3z4h8p333R6G9zjB2sPV0qPVlYf/GgEml99UH70HyJT7n73DSc5I+an1Qd/1hxn5Im51yL++FXp0UqjQWc2fwdXrnYTL3UAACAASURBVDvoDrBnSvdXS2hBPCtUugpeNuhqJGMAOOAchfNRwE5sPVXIdfcdbcLsftOg16+dlP16HoPDxSqRGWSi9u5uwvwdV4OuaXxLNegfV1AzjUQjx0WNfIjBAysQ/MlTX8xtYSuzh76ymTvz1A6Zrrj6h8q396uPH1QfP1h7uLL28A/r331T+fb+6oOvSo++Jhk5MWiI66dF92kIqANwAMQABgFNEoADAAtF5VFMDUATTLppUaAMOaIWeSgOB3g0Kfojwt0hMQpF5QFkIb8DLDNAt0glEBdy5HBGv6ESlfcOw+LaGtm0+q3UYHJPTh05MViNamYm/eYw/EEvGGChQkidhthpnp5eWgE6K4cHe7bACa2m0G5oZPO1nwzsbINpCs36fDS8Xu3nrEwzX6ebElYT243Y1i5Ckc6DQGg2P9J4Li7z0cjo941+P/O8xHFcWTb6r5S3Pjw4UAhiGIZ729saTes07cnyNMvyMJyNRlvz2fY0z9xBpLOeSmlU0+i3PtLbGOtUrFObiaD8eH/14VfVx0+9zN4eutNY0Kp135Onxnr70X8Iijzmflp7+AeWN+dJj3v8N8nQpsEg91v9x0/d1B6p/ZD5r8q3v/i5uz10jdUVslXufvdN5cea78pWZ91o/Xu7w6e2sJUP5B/ulx99XX70H6rjDB3+bq5cq9/S6JrVrzlcPSy4yYlOmfS6xdVtvjXx+HCAAdkZnEyJTpl8XcVL7rvbhAUKblDV6yVlv57HoJGRgocKlunEZ+kNOhOzulLs6jrUoDf4RW9XDK6gBn3g7F5Xg95yubdc8II3vfnpfMJyNig2LTJpz/L4/AGWWdzQV8bGeve7b8DurD5+0Kn8XWS0SaRPIj33lO2hO/QVv/pg9dfWONJHnohC4ChjAoywBaZrJNQpSYp8E/BexEW/RjANg0W1PQJc3IgmCQYZ2jCQn9kvuheBFwoonOAPB/MaXDUoI3do9wHWAeZgVJ6EWWxbJbqT1JuP4lijXKHtil2DaVr9rsm0QpWOdDZQKF+hdRrjGnWDY8dJtL+3A3vn0eGBrytSp+WJRKwSntj1B5jFNWKTn+XR/u7WzuZ0FF0DL3hvZ0djmNOTk/2dTU9so58s1kh/gAUKHig9sdO+grfpspI4lisPZnl+wfPnw+EAxz/qkN4rue9bPD8fjeaj0d729u7W1vTC4z8rx8fHR4cHB/t7iWPLZG+AtRy+Y/c71/U2wlKC1OtQo+epPU/tUaCOAnWkVnqP/6Y7TqSzuddiv/3FjoytnGS//UX35TH30+qz1ihQRw63mZpO+Rc/d6cRLz5ZaXX641DzG3/mJFd/9lX18VPdlTObnyeC/MPPXmaPfFb6YYVktC3paaXcGwfKHV+5iUYZTF2jqmpvzWQ34EYmV9fossGsy/iaipcilczNviN0HK5lMw2TXvfPbRMWyD2NKAVS+xpJ2a/kMVhspOCRgnlC8+62Vr2SGnQ+ufmiLorLBMXecs67B/HmyZfSG65ldpdVgy5105ufzicsyBs0tNhFOyGVgAA/hFdmoTKNe+TDP5R/WI9CeRLIuc3FGhUoZKiSud2HNT+PtS3paeXbX4xAC1USdVVEBiL8CwfK+4DgPSIMQnGOQMHBykwNGmA0KCrJouIl4Hj3JAzZykA8AqsLXN/ghYYtBAiYCDEDBQf8XfjnLdbk2p7MpI6YmH2p01IJfBzHsMkd7O+OEzfUZYUiDJYZRcHx4cHpycnx0eHx0eH+zs67dse9nZ1A1+bDZBRZvszbIn9dLSB2NjdBs4HKisdHh5ktop8MrN5AJcexvT0fHx0cXMtNr1f2dnZeKwt58+IOBtPh8NrZ2bPRcHs+HfQwsd3w+I4v9y77NrpF7y1ELkEVCxOd8iR8M7WmsWmVvq7+VE8TI9bIoSdbayuVCjHylU3x7zRnbucD+Ye/iKo6jYyRJ81iwyn/RdLU3GsRT9bSxBwxP3W6wrZTxx4/YHkztbjMFr3qg3aHH/nKpr3R+qHie7T0w/e8LIcafTdX7pvPyhNxufv0bJuwaJGiQehEWafWlV7JZmsqsWayjen72oQN7b4jtEymmpnMBQns55CyX89jsPtDix07bKrhnxVF+q07+hX21otTpM/Ra94hr33jEnrDNc3ucmrQJW9689P5hGXBDVKwSCVSnQJ48orK9xOPn8cC/7evSmvdzdSEdQ7eY7B1oGBGrNPjsMs9fkBz5jRUwfcLLn0UZQP3EkDe2F3kpORF+6Fh0XoacAQImOA6gng/4CxwAhDtACiT6ORFSMhiFy2vNRKsT/DhZxa7oBSoBPAM4Eg0Smfwg93tk+Ojk5Pjoysxdd4rfKsVmeaHX2ecJBpFyQRxNvC0NR2qZDNUCPjJcov1BuTh/u6H3+6zlMP9/VEUZUEwe0cu2HXJNM88VZ6mXu7Jsc66YlenG6FChQPsXW8jvOpofY0K997E44GMMg2VSahPuZ/Lj+6zgpnZfKxTmdXP5bXmwz8QlDwOVP3ZnzG8rvx4f/Vpy1pbqT7+m2LZU6PGdoXMGRirKySjTg0hTcxxqEXt76tVchJpI4ebmbXWo+8lTZtEuv7rn2XDmEa8/MPPfu6MAi1QqTu1cs95VsEAU/Dy8PrahGUGpZPrLr/hCZ1zCOznkLLfnsdgsQ7fyS3a5Rt3t8P8pdWglwrI6185s+NeaGu9YML8exxBr/z5zB/e/vn79IZrm91luEGXvunNT+cTFtRadVSgTF5USAN7KPfpoePMY33iiwAi4O9FOSCxRo58xS59XfmxNsxtUJLAAQ4YN3Z51JwIDtCEwCgEBAR3MZibBZYJsUbGRfUOuBE4pWGEAG1TXwRndViU5wdQAzsSPN6JTk08AarXo5jRouitzYnt5ulHjhltb2726/VruM5sJnY6bw3cJJ4tNOvwk7lSdxLZH367z1WMft/guN2treu9rKuqTLXqqeqbf3r+/Pnx0cHB3k7qO2K3I3ZaDt/zpA5qEwFvI2ShZyYDKxF2Vr8oaTjxhEmo5W6LerSy+qw1CZRAXhS5GXoDq7RS+fYXNzG3nHr38QNqrSIwa9jjB0DdW//um8qPtTQ2MkewSivVxw/WnvxkqfJYq7R/WE8TcxbKmcnkHi3/8PXqw69KaxX5hwXtr/zofuW7b1jBHrnC3Vm55zyrSO4Z1LqMr6XX2iZsaPctrqn0yp7QeheBfeLx55Cy35J6opG+1E11whOan0/doHMZKJfL67po3aA3Lvbyi28bBNrg36YOvEdvuL7ZXUINuvxNb346n7AsyidK7VSnXKELqJoU1VTHLp8YTKgQSRH4DxQcrCXwBk88ITX7m0699WiF5sxQZSAcjny/oACNiwr6gHpgF4LzHFJMAR9RrikUs0d5p2BrAjkAHEvgJ4ckWyhlBgcySQETwWRETnjIcwHbEarAeVKHqdUu1er8CjKO46uRTl4TWxTflV11enoqdpqBTIxdPlQIqdvcml4oY+sm5XB/X6XptyoKNymnp6fXEp3c235ZdcmR5cg0T05OLhhi29mc725NM1fxJcyTuvA2ogLE8J5PfTGQe1Hju9Vv/q304P95dv/fSo9Wqo+fWqE69iU4GTKYEpPQSXozszObz2xxlpizWBuH2ihQp5GRu8o8sXJvMHaFqS9tptYsMWeRGmvkPDHHgZoVWQuRRmeuPA612OS2cmcam5upNQq0zdSax9qdWrnoWTlCR6cq4QAz+xuB3HXEtsPVU5OOP1qbMIWsKkTFZDfeJLAjYhN4714jZb8l9cQTIgUf2YzD1ZM721PsejPFis3/WtWgC+z375vS9WSKXWZ215Yp9rab3vx0PmEpOszTwQCbFsoN8P7Ai4ui8mCcARSCkQcrObV4/dlXlW9/cRITEl+RWxtogAAuAGexToHZtCgKolMQxAG/MRhSyE0NHmaAlXHRmscvmlcDqwAlrXhF40ZkaYHjOlaJrIj3o7wVoGzDdGKT3Z4OPzBj6wbk9OTknM375OTE5PFQwYFEYvKMK8s3Obz3yuZ4zNZq7mDwsZXOi0jqeannXfnrkWWJ7fbZpm9Xdijubc8yR+abDb5ZF1ob/gBLDNrhmvC6jsj/79eV/3v1m3/De4w/wIaePAsV8I6kBh0oOLRomEfqNFTetXIjlXzryvUHWCC/dIp8cisXPGQqVVGJikquqWTZ7dflXgnNLvxobcI8oavTNYutqkTFl7uIwA6PCAXjUHLcW1NPYo30pW6kErlJDU0qlJqfuRr0KgflUmrQu08+qyi93Nzf266r+Np73CKX0BsuP7trUIPefdObn84nLKhuUKwSE5dHZijYUuOiiD6qiAOYCCmjsU6P/cE4YJUf769XiFlsjP1BanFjXw4UIjOZrDAT4TrhmW47AEyLarByD+L0AIjwIWC6P8CyotEjmHQwKgCvicejFFYARzCgF1BV4NeiBZJGQh4sOMBhSygQs5Paws58cteK+CF5r/dilkeJKWaOkNucr9CxZdzMwC4uvn5ek5CbF6HdPti7RL1KJK4s883mxXPiLiL7uztbk/E0Tfa2N/e2N2dZEOl8ZrCDbsNgmijmAnoP4poA1QZFji6+csFBAr3AQGuBSPciM/TTWbmpQftC22ZroGlNis6G06IRWPIx24SlBmUxDZOpmnTVICsmU/XENnDAoVoSEIPgW6+lnizyGAZYrBKJhqca/vmpQedTb69JDXrlRpfgE78xisvqDR8+uyuoQRe/6c1P5xMWWHiZQUKm2IKHqBLg0wZUHRfqEWAEOMOHDj+JdLd8f/WPX1W+vV/6YT0M1NxTrLXvZcPwZTIrgvGArVCmDAzZRKfAuBy7PMAfuM1Reu3IfelSRlF8cF+DhRcXSbOoUi2QFZBNBnm2kPcBtKSgSNiBzo5A0lxUCjGZ3OrvzEbXuLFdr1iCME7fXscZBFwspycn+7tbH68+0Ocku9vbmeed9ehcUDan048xntfk+fPnRwd7oaXJvc6g13bFTqKRsAwhNgSePyCaoADQRVYuLArg8OYWC+2uYCFA7PvTWrme2FbxMkwtUgm4C3izFhGoj98mLJSxRMUdvunwTZ0sG3TVYeveoAuRMtBiX0s9gdT6SMEnLp8ZZCR3Pys16K2bKuy9VwqKvefk17k+F4+lXUkNuqbZXU4NuuRNb346n7DAwkt0IlaJ3GTAqIp1CpIaADTB5ZtZbHam6U+gkFvSU5LR9KdflR/94jv19qP75Uf3+4I5dKVAwYEMFBUWZ1I0dzxbRQ3+BXMN0O1slfqsSEz1i1Y+QJuACwI7Es6Pi5qtEHSHGmiQWQOGINhhcCmwWVFFFkB5S2B2t9/eYOsDxZKkDy+X/Pz5c6HT2bpMr66lnC+J69Lr6zubmxc52df1a6dUX1z2drYP9nbmwyixhEAhHbHlKwufB6gs4G654MoFJQay3EG/SQ0a1hcoDZ/QynX4lkGuQzo66F6guAB/0S8666G8/fjjtwkLFdzimjpTM5gNFS85/Zrd33DEDqieKPVkwX9yuLHD5SYVK1g0aH0uatDbGMhv/PE61aA3tvf3BsUucI13fXhts7uMGnTpm978dD5hQUGxYIAhMy5SiQDc5oVZCSsfKoNBlD1U8JHDj8Mu+XClVOrOYj1QSEANwKBXsZUah1pmC2A8QcEPMI+mkZo7YmYys2Awi/XclRKz74rYLFRS60yFWb0/jfStzE4Mdmj3J4Gc2mKk0QDuEG4HOzKz2JeAa7HIxQ24DMkdANML173J2Hx3gF2oKfqLFy98TUMlhUAsnrdFcZQkZz88OT6Wez2mWvWviRFsi6KvaddyqZuXUZJcLQL14RJblkrTga7PRyNHkmxRzINgNholjnPxi4yThFlfjyzr443zfDk6Otrd3NyazwKFsPsbOrWuURVP6Nj9psFtjFz+UisXdIsA0jwdDu33b65cV8RinQKuzGsrF1QHKCE4tPvgo3JFDKVBwMpFZQbhQ1Bi/KIrxYeu3H7DH3RBt0O6C2gnaAqgcKCkvPBjtwmzWPCNASfa6jdsrjXASga9btDVQfeZxW74YtvhW47QSTTS4TupTrhC87OpG3T+6VfLFLukN+gqROML6g3XOLuLq0FXuOnNT+cTFlh4Q4vOimA5So4Ary+QGccFIiBOwMQTxp40Yv6r9Og/BEVOTRblvgLKAKTGGjnypO2cpB59zw/kSaSnthCqZG5zI1cch9qI+anbk2KzP/SkcdSlHq2QjDpPrHliTWNzFutDh5tG+pT7ufLt/fKjn/3cnSfGllPvfPuLn7v+AAeDDKXjQtchlNKPkmAB4FCNELCYE52aeLzLYTr9sqJxZJqBYbw40/sTxBZFtlYT2u3X/EauLMsE0a/XJ2fiVifHx5FpQmuqaxFf1/PgGgpP37y4qup9NL72ycnJ8dHR9my2OR6fHB+/1tweCkNvT6c78/n25uY4SeaTyfHh4dVIYBpNv6bsflQ5OTk+PNibDSODJfq1mtBqmP2FreIPMJ2pWmzN5jYsdkPBSzq7kZn0BVfuwnukUyiC9taVC+rLQhnSSFAFkP8D9AnonwWBJODZLAJMDgdhMnAOIQIT6h0GfpcPXLmhhivYmoyvBXIHJgXKDQxv0c6iKNsIzO7px24T5vKQIpcX+XeTojp/qJAGs+EKbZ2q6mRVp9Z1sqThzxyu5gnNWG5/HmrQeR6EdxXt+aBbvy05/pyyiq985dIU6Wuc3cXVoCvc9Oan8wkLLDyHb7pCJylMH4Ces3zGRRkxiwXkWhQWC/vSD19XfqylqQm2FCAgWJYLtoHJbzv19qOvS/9ZGUpPq48fcJIzjbSxr+TMj6sPvio/ut9s9VOLH/d/qnz319YPK52uoP/6VfXxg9UHP+q+PPIVt3y//Og+tJCkOWPE/Nfqg68q3/1Vc9zMFoGj8JINUDT9gbgAwBmod4jn6BUdXhFbQmdaI1+FfLGt+VxotbhGw3y1vdTkXHbOx5ZJlt162eWrydZ0ylSrZz/Zns1Cy0o970PUxOOjo0mapo6jMYxKUeM0PT48tHg+0HXQcg4PDuLb899cTY4PDzWGMvt05sqR0Y912hXaiU6CZpMU6VqwH4P6AgqNyVQNsmwwVYOp+2Ln/JULgR6o1vOulQvXB/0DaTBArEaEoUDBoTzYsOiHCloCqAhx0VoVnEkQhypaTwjASv7wlSsTNRl7ZvEN8N+MCkYzqFmgdQVFqy9Ato/bJgyUQp2CeCI8VXAOTTwhLkJv4EKz+abVb1hsTe7+ym388HmoQWd2z7dv8NeqBp0ltrx1x3/z2y+/8gHuk2uY3dsjd+dGuC5+05ufzicssPBcoekKnaHFglkDVT0gFxei6alBw/8CbCU6Fark3NpoPvwDJ7mpteiYgZJaAVwyW5iZNeynp9xPD0p/Wln9tbWZO075L5rjbIp/r3x7v/Lt/dKfvucH8tAVY0OYxqZdul99/IDqa/qvX3GSOwm1tPdXKIM7ifRpZMytjcb/Wou4n9a/+6ZS7k0jDYaEqJHAMwBzEA6UEgKVarOiCjb8CVicwKLwZProcNF6YvtirJGlXEQO9/fPFtEONM3gOK7R4JrNSymX27OZwbKH+/uhYbAbG1uz2ZvnbE0mqe+rFKUQxN67W53cQTk82OcadavfyXQaUo0g1QtCTsCAhuALaBVApgHvCDg5Ahnz5K5ClDSq4oqdt67coGjIBS263rpyIWsMGsKDSjQqSiqjGqqxSkDAC3Z6RKOGPR72/nFRFRocJMjpAr0vrrByLbah0TWbb7tiB1xNFt/UiTLKRQcCMnitUFgN/FioEwiqqfhR2oQV84Xxg2MMMu9AowK/EVDRU51KdcqX2oHYEps/33E16L1yOYLyReJVl6kb9PpW/f7vXqn7xPXN7nw16JVZXf6mNz+dT1hQFWlP7CRFaXyw3oLCTw5wCbAIJpEnYdNIT7t/Wf+vDd+XIT0kLZosLjzeNj9Sy50fa6lZ6z1+sLbanSVmrNPjQJ3xv5T+9JOXO1ZppVolx4HiSVhi9kdqBUJdud+iH/3i5y60CKD6WmYLsU5tZZL45A+dnpRTP67+8Uc/d0eehKxkKJkDSA2bxLhoDAQMA0BnwCx/8DJ5BLJaMpOx+113IN72bng3Jfj591/87ot71FW//1bHzyiKLp6rtTkeqxQFLdLe2/Bkf3f36PDwsoM8R0JNO/jI3rhRaMBei3LU84IKA84DUNkhMzy32InHx0W+FWg2sOl6EhZImEGt28yGydRdsZWoZKrTsHKR3g8ukDdXLnieIFA19UUFL9v9ukau+1InkHsqVbH7dYNZDwZdT2xbXAsVYgYfCehkoNOARoUSwUATAj0JOEYXXLmpyVhsw6CqClFyubpGlGVszWCqMlnh6z/J+K8oGHeWDA5OJvDxIF4zqH1g9kANgmtuE+ZwqHkI/DfE++DiALAwQU/CUp0a2f3MIC22btKVz0QNOu8b//J9+zJ8kwvf+j2xrwts7BdPrbqu2b2Dx/2aHvRe3fLtN7356XzCAgsvUrCJy4PJBXYMoMkim+NM4B9smkijR8xP1ccPWMGOjYW/HazVhSHoitO4x/1UTxMz7f6l+vgBxWmhRk88YSsnyYcrNGeMoy7x8EcvswOFzExmM5W0nx6wvDn0lbD176vPWrknW6WVtdXuyJMTg9nK7Sn3S+lPK2sP/1AuYZuZvZU7QdGdEbJeERkC7ML8TPm1UMHBYR4WDaXRHEG3s3l80MPurP8g1LTzQ0jT6fTevXv37t2bXntGd+/e7774YnH8/kn8/i+8X6ZZJnW74yR58eLF8dHR+QTq46MjGcd3Pjjh7sri6zrXaHzUslKnJyfjyPEHOOzWsJWCjgJ2CIRjQgVHATLQJKD8DziKJp4APGjwZ6QaESu43d9w+nWDKqtEWWeqZr8eajioTW+uXDggeOSIHY2o2FwjVkkNL/lC06QrNl93hZYntnSqYtJVk6k5XMsSOsGgawkt5CyBpDOAjpf0bbkHSVXjIgL11pVrcw1/gHlC2xPaaq9sUFW7X9PpCmge0Mo+1kiD3jDZqslUVaoKyxzc2HAL8DYtEvKL7DBo+exJC2cM1KoGF870utqEQYlIlweiEuAnTA2Y1zC8BcvboCO5FypYILUzDfts1KC3fusNPsoFPAwXufX7LvPmNd76jcsV2rmO2b3zzFcufl6L+XNuevPT+YQFFl6s9lyhk+jULLFGgZo7IjKnQDcCQw2VZZtGul99UKkQm6mJyrKBw3nRRywYpN2aE2vjsC8+Wel0hbGveBI2j9RcXus+fqp78tysNZ9UwkALVCpQyLFRaf+wPszdrZzkHj8oP/rZSXrst3+RDWPoStu5E6p9Y3WFYORxqG1JT8uPftYdEZzMSFebeIsisECTROkqyLcP2RywkYwLU9gfYKkzGAb+x9vkPlxSzwveXYFwOp3+9re//c1vfvOb3/zmt7/97XVqQsGTL5EO9MUXXz75UJr28eGhI0lit4u0OnZjY+vdAz46PBQ7net17VxWBr3eOQ//GmV/d2eaeHKvbdBdCFShksTALAENCVYiKD1wQAo60HXBm4uSsEAhyC3WYpsu31TwkkFWXaFtsg1HaKOV6whtm2/7UlclKjZX1+h1GXt2kXo8jtjWyIpKliymatBVk9twhLYnY5DoDgQmf9Ax+Qa4Uqx+3e633rVyXakjY89Mdt1iqgrxK9/63zq5bvNNR2iFCuYNOhCqAwcMYlhnRSFsUJUQVwk0D/DuwMljlx8V9aDhNPDu+NfVJqzwpYVF6w/U/QNCb8DZgtNGdn/scL7Utth6emebaSxlKZ+3wMJLdWJk92eRGnV+ElUt1mlU0ywv6snCUndFbDM1h/jf1p5Uhrkz9kTINwFAQcVqp76YGExqS1H7e+izkTtcZrGJJdql+5zkTmMzan8PobHcUxJL9CrfVB8/dRJzxv9S+tMKy5tb0tPq47/pjjuNMPa7b8hWufHgz7Jh+NUHq89ak0iHtkRwX7DbwLsDH4JHfeIJmcWCnxxVcc2L1FyA+Eijjw7vOvt4azplarV3/fXevXu/OSP37t27wCWDn3//PrUmePLlF1+s9C492nPEV9XXKg7wnc5s9Ertyq3pFHK+pnk+y/Nb77+Red45itq1y+H+fmBobK0WqyRKp0Jp4YjXAs5aUCCAHANvOGz54DKBDHZEuwEv6dDuD7BVi63J2Fqg9DSqquIlFVs16aonNB2h7UsdX+pdoR5PIPfM/oYOnie66gldV2jrdFXprWlkyaAqGl5ScMgeXzeYmtHfMNkNX+rqTANWroaXX6vHYwstk1436XWNrMi9MioOCUE3OOdlZQ2VQHF89JRgnKiRBahH0C4DuFaoHmN8pTZhicGkNj9LzHlibSYGuKYg5ohKCaCHCf8LFCtX6EYq4YmtcNCxmLsaFFvKUj5vQdygSCVyp8X+WEsTAxXYgAQHKJw6dvlIo2axMeV+Lv1nJQzUWF/4jRFGQ0UQQMOJJ+Rui3z4k587mc1DVsVmIsg/3F//7pv1774pP7q/+uCryrf3OcmZGuudb+/TnJH7tPDkz5rj5q40Crrkw5Xq4werf/zRCrWo/X350f21hyuc5OaOmNkLrg9oXQBhQBoFRQfVR4HpoIq6gdzLTNbhezbX1Zl2YvIHex+lcOKV5c3E+NlwKHY60+HwXV+5ghpE3XuD69O796pW1Fv5ADLQa5K67jl/VQji7P8Gus7WakytFp4hVn9S8vzFi+cvnsNx+sbx/MXz5y9evCfE9vz5883ZOLZET+pAdhVq8xkUgV1QcWB3R5wbiPwCtxc5ToDth7LoUYlFFV/1uJZXNPaCc8B98oH1eCyupRElu78RFlUWU51E9XhcoelwGzq9rhFlk6kazLrB1kKFMuiaJ3XOqcejYmsaXY2LQthg+aCKPhDRQ7oLIlqBswcRw6OimDWgR1z0/XMGjAAAIABJREFUX0O1GS/YJmzo8ONA3cqdtPuX1YdflR59LyhyYi4olWeLKiGQnBbt6xced4OOFCzTCadfXapBS1nKLQjqMB8p+MinpVIljQ2w/BDpMpB7qbkwd+zS16vPWtu5O/FEqJAB/l5QgFDhNdCcJoGSufIkkAMFh9NCjZpG+vbQncVG6gzmiZW78sSXcleaRsYk0nKbm6f2ZmJEKjH2pFGgTSNjM9FTk53FRu4pI1+ehTIwGSEfBCgIQ7v/shFj0TLpLMECaInBAAt11pX7KkUqRDfUlePjS7dT+EiCOpaHhsHW65AeDwzig/clltu2fTYoZtv2++7WW3k1whU/+f3vvvj9z2e0oPjJ76/LD+Tr+hUUmv1Pr0AA0n5OXzw/fX56sjhOzhzFh2+oRC+1oufPn29Np+M03ppmgcbZQgt2zUXKerGbIoYKCrgAkQXORFzglyWhXR5OgEo/6HzYqv2i3RisF9AeQJ+4mXo8odxV8LKMr6l4+V31eLxBS6cqNt9BzecRxwggCHGrwekFCg0sf6TrBAoOmtMismaxizQxi0XVEZE2CXbgm23CIpUc+fI8ta21lfXvvml3hO2cpB/9YgQqzAh8chCLB/4T6KZn45W+1B3a/UjBAql9d8snLmUpn7fAwstNKlaJsT9Iu78opjmLtYkvJTozdPjcESahmnvK3NpoPfqa4oxJoEQqCZCKwMgrKvTD4k+LjkLIKQ3xKfAJjYsQfqgUFTg8IbM4r2jQCLYU4BQAImwAqH4rVBw52ycI7hJrZKiSBlNPDDrW2UhnNarjipjJtDyFyhxla5ojvedONVIdxXHmvyQnnZyc8K2WjOPvbaqK5HIU6d69V5Se3r03eD+9lWtiQ+e+P8Dx95/3qcrbVJ+Tk9OT49OTo9Pjw5Pjw5Pjg+I4PD0+PD05Oj05Oj05fptWdDofZky1KnXbJtvNLQbVmAGNB1U6RpnzsGpA0UErDtwnqUEDgRoWCBgnwFwBZ88i16yIZ8U6BX27gB8DtKEbrsejUxWdKkUa9dZ6PL7cU8kyuIIWWWYmAx4yuG9msaMiSx9UMdDPoCw1NDUD3zA6QJNbxKqK9u8QAgOQgaeNun/EOjV0xdyVw9a/r/7xK4rTYp2Zx1ra/UujTufOIq0Ppa3BlcH3Bo8F3NgQF4sUPBh0Aql9dzPFlrKUz1tg4QWDjid2UoPezgfaTw/WHv6h+vjB6sOvKt/eX334VelPK6VHK6v/ay2OtFijEN/wrG8cjEWU7wpoiIrPokTZcdE++mwREfDbgwKEwlsAjih1BaAEMAsMKYA/cETFGglhfo3uuBK3t7t1uL97sLd7dHgwSmKp2xn0sP293bvcc3SA429mS32stDVgPd8rXD29e7+79+Tn378S/7pGV1BgGLfYhuICcn4Aq3DYPH9+enIittuJbc+Hw+enL0846/UB7efk+PDk6ODkcP/4cO/4YPeV43Dv5HDv5Gj/5OisVnQMWtH+ztwTu6Hc86VuMMBGNutLHVfoZhYD2yq8+bFKgF6CUq/BwAA2Lug9qJspOITg5EWXMZPJHT53pUmoBsqioyoklyEFCwI6d7Aej8M1DaoSqQT0ikeEG0AVcDWh1Adw50DtR2j9AdokaI1QAWSRK1fQAJC6CZx0BGJghrkiNou1sVFpPVrpdIVJoEx9aRbr47BLPGttZjYE31F1JVQvANVgQ/prZjKe2I1VwhWavtgKxMZSDVrKUm5BUE+xVKcSjczt/mZqTSMj95RZYm7lzjyx5ok59gcTX4AEB8S/QYmg4FheVAdRcLAFUSlqsI3AfESoCgbioqZt0YsRTC4AC+B4Anou4l8WC9gK4AK+5bM6lsG0BnjnzV3u1gm2FxF2Y+PDO7BeUKh7X/wOEZ979353r/ciePJz7wWQplfgP+5djyvoxYsXliDs3F5f0nfLK3rPWwJYp285jg4PpG6XazR2NufPT0HpOXYHA67RUCjyYG/75Gih+hzt7xztbR3ubh7uzg925wc7s4Od2cHu/HB3fri3ebS3fbS/U2hF+ydHBydHByfHB3lkRgrmDzo230o0MjcZKC3jiZ1Up8buIh8bvCCo5BXke6MAFmzD06KlPOJKw8kjl99MzS2n3vn2fuXHWpqY00CG8BO4LmAZwipGmQR3qh5PMOhqdBU0odSgwVkF5adRQArMM1BKwGM9KtrEQoRuXPi3QJMDnxM8PfhrZrGJwWwmema/dIaltjAza40HP+quPA3k1GQzR5rxv1QfP7UiLVRJ0Clziw0UHLzaKCcDrDWoqQj+MF/qOnwnlLt2v353E+aXspTPW1CmWKTgWUHrGXtCYjCxwUYGAyoLGGRgpRUVYxetx8DHDiYXYgWhohqo5EZedKuGADwcqJbGAlgVHG4HqbNZUf4fMAiyukBzWrB/NBIxED0JC2R80Gnu7dxadZkPEVsUt25EDYqf/P53XxTk6ODJl79/Er94ET+5d5YV9CJ4svLBifEgz58/v1PBxxcvXiAF6B0BLBTDWvzvmTBWcRwfnhzuL1w+Rwdbk9HWbKxSlCVwR/vbh3ubh7vzg53p/tZkb3O0Nx/uzvLdWbY7y/fm+d58uLc53t+aHOxMC5Vo62h/oRUd7e/MR2Gs9VWyK7Y3fKmdW/TY5TyxkxlUrOCxDunlAnhVwfBA2QlgosC/KFcAStqAzpFa3CyxcubH8qOvS49Wqo8frK12J5F2th4PunKRyn4X6/Eo+JrBNcBfBSwiRN+GWyw4yCqRnSkehoplg9EFIwFvFpwAGLWIPFr8KOjrPz31cxc805FObzn15sPvdcedhuokULaHrv70q1KpO4k0KMMB10cXh6kBeIK762x6/9BiIwV3hWasYKHUXKpBS1nKLQiqGxTKvVSngqKPD6gyE28BZ6CsAEqCpxpRKRcZswUtEYjSgCaACChdAtw5KHyGdCBw6QcKPvF4uEVS8BIAQEEPi1UCPPzgEwJrD7GzUTpYbH16ZaBPT091hrmJO0Eu2CIjDCWCFb6f4MmXX9yjXtOKgidfAosoePIl8Id69353Noseiiveu9as+o8oLxWgcwNYO2fDWHCcFP+Bzjza3zna3znaQ6rPbH97urc53psPHZEb+ub2ONoaBVtDb3PobQ69raG/PQq3x9HONNmdZnvz4d7maH9rsr89PdiZHuzMDnfnh7ub+zvz/Z0Z16jZ/frIoiIF86TO0GLHDhfKPVfsosgXcsOA0gMhLXBCFH09ediMU4MOFCp3aO2nB6ADVb69X350v/ToZzcxAwX/tOrxqEQpUjDEQAK1Btw54BgDZe4lWUoj4WmAmxmeCWgnwNoBFIJxpgYd6ezc2mg+XMHwwSzWAV4mkW6VVtodfit3tzI77vwHFIadBDIKTcJDQ6VDEPEckjbyon8tTCQzaE/sJBoeq71lUGwpS7kdQa1VAWHBTgLVBILuwOaDGDxKH4V/84J1CCCCQBMCYWfTTYtUVR4c76BLAUADvoA1hmJhrojFRW4ICtUvCgLpFNiRYCMCEKMCcbFGbk3z295o76oET76813vxIgAaEHXvZVwMyNHxk99/+SR48SL4+Qn8ARpoLCpHU0+exAuN595L9jT4kyCy9g6ZpOkwij767C4ihROoUIAW2s8rqgwKYKEY1u78cHfzcK84djfhw4Od2cHOdH8bvD7jvflwd5btTNPtSbQ18rlGPdSFWWJOY20aqdNQmYbKNFKnsT5LzHlmb+bu1sjfHkc7k3hnmhbuIlCMxqNIT9Sew2043EamE4mK23wrUolg0E2K9fL/s/eezXGkV7rg5924e2d/yH7bP7AbFzfiRmzE3p25w3Exo5FGbaSxklqjO9JImnYiW2oDgqZpmwRJkCBBkCBImEIBhfLeZ6X3PrMyK8v7AqD9cKreRju56W5KGpyoYADFRFaBwffUc57znOdAEQJkjD3bZ44IEihL4ExJWMwRi65C0k/nfdcubF+5RbCso5Cezroq5UoYmgP/rfLjmaqe2SykGrkSU/EImdhQ8USVzxPxZ2w+oM/W0euzlR1oQh4SApRtwGABKAHHbfTe4G3rsxF6VyrXdcYhtyNXz/uvL+EMo9MZBY9XpYoZve3zJZsW7zK+yLULoXC+KmIKnkBWRsiVQ5/5RgLGQuP9QM7Bm9TIpEGlhGLEoJNqJXLSFDuJk3g+AQfP4bOuUBBLUcihiGcGaSEkEeB1oLUPKAcNrYB/P1BHyMYNqCDgeJCHB5qDhW8hadqz6RLIJpDvwCMEKlTQBwDFrZNJNIwKvBESX7tiUSXTaDfqSRwPffnl2R6M+MLLy3r8DKJz0mdgZGwKj45mfwU4aYaN4JlpK23WMlMev/zyY+WThkMfCSqT+TK9Bz8zjmGgyXg4GfXHg+6o3x52m4NO/RMNLKtbt4+1sZyPPBrVXsPu1q2uZ3U8o1PT267WcuRmVWxYPEAfLhfPB3YdsZje/mDpZy/dP/t3m4uv+pZ+RiQ2HbHkylhNJTyNqhtsw+QaltC0xVZVajlK29VsscKmt+jkhkVFuayvyqb4fEDFYyaT0smkw+dUIo6aO1O/H0AYM22vyU5PMZAoOp02+YoZvR2Jllq2aAmYxRcNJuuI0wFMgB0AJn4b/HiQiBCJmonkFhHf5Ar7EhYmMztM1i8U96nMrlSO6LORe8BMGpm0uBzMeUGuAOk0opDhGXg/YjnmCAWTzdU1qmEwDYOrGyVh+/b2g1v7l+a3Hvgsk3XFosUV2ti6//oSwcYzV875VnZlqWIwU10jGgSb6h1n+5sRVwe8NcizAEFO7ZfIpFyJyVjYopNiYfcEBp3ESTyHQNogpRLTYOqKTiMZMqRUSFKgsgRgBO1/VOhAWgG9App1R+JokEvDVAjaaAHIBhpqkIVVImFxOWXmxziVNVApoLWBo4IRX8jCgL1AOAmvbnM5lUirDP68P29/w9A/zezn8PPQdx+HMlNt0IfkzbQ19iEVNANDp15e1tG3RzMx9YewCT0zA0OfFjXTzAcCEkl+aQLwz4jjGGgwGfZG/c6w2xx0vF7T7datjmcAlJk1sETUxmo5SttR2+7s4agtR2lV5WZVbNpiw+LrJls3GE+jairhypgjlqp8zmbTTCYUe7q0evl1qlTKhnYiz5YDS69F1x9E1u7k9+7ZbLrK5xyh4ErlmlypqYSnkXWdcTWKz/up2JqU3zbwoI6HVCwoFgNCIWBzGY1MaETCmXkbIttSKFpUKu0qZMPgWrbQtHiDycFJqSm4k131rwZkGbe4qdM08oBGpxsO+PP141GJBLS/4XQD/JLLITATQkSRQsbplJ/J7JoiabFTHhoGKSAVOELBmhkKAM8EyQRAEmQnUFM5YtHTaMl3YfvKef/1i5uXFos43sLWt6/cKpOkqxCeSjYMjtta8F9fCj1YZWTcVSofLkqDhteMEILbQrqDHIV8XMHhDBhx6NPBMg2djGt49MQ36CRO4vkE8g3SiER1plWExjxkSUA5CJcAiEHlI1IRoVIP7TNCwh1IqSALAB00SKGR3SIkR0Q+QaqCzA6DvsBvI2cR+9jSDDS8Bq9i0Gm+EM/v7ZkiP+i2+93O78SYGETTdelsthQOm5IkVirwpK0ojY8umvgV42Ayabquazx7b27uH88G6Fyu5XngmviRBhZQO8cFQB/BOsg9CA2Rfei7OL3mGLH0qdFttTzbdp5nX+yjPNCwN+q3h91Gv+V261anpreqskQV/u0H3/3xD14RKkmLy9VUwlMJPLals1lPozydrutMXWc8nfZ0ytMoTyNrKlGTK65UdsSSIxQA+lhM0qRiOhHWsIBa2sFD9/cf3oqtr9KFAk+SAklyBBG6/+76le9ff+1Pdm6/plaCJp2w2JTNZap8Lri6mNre8N1+O7+7WdrfJGNPjEpQKu4aREQjomolouBRjUhI5YhBp1BDCsBKw2A8vUStXvRdPb/x/vzWA59psFCieHo8c+UWwbImmwfqCAymgQuBcsWY1T/P0Y8HqGK+EKjENqjUDp3yiYWgzeXo9B6V3IH290zzVJp1tVIiFuMK+yaTAotIKJNQswxk2sBboxFX4G8MOg1cdcOIU6lKTaPrOmVxhbZdwe4v+HzJhsnbcij5/rz/+kVoh3kKjhpbAA1B8wSDHd5sQSwQdYA1IadBDoTMiSb8HT5vMRmbTVfZtFTcO4FBJ3ESzyGmLtLlkE4mtRnggFQ4FfHNtsofk/iUoAUOpY8jFkFyCBkBYBDizJHFPhx+KMJgmBagFUyFQDZHPDbgJHg4s7oNqSMh/4IAExIcEELwBZSndDosV2JiJWawpeHgl1gw//ZEr9MxBAFtsJpMJuVIpFWv/+p30BVlNBy2PK+5/eqpublTc9/3CUKzVmvX6zrHtf2vnZr762PMzXSt2GQSeeMj+1PjU1XQ9HEmPSWHjimKjpT0mZd/XXH0sN/v/zJH7M8/oB02mcCE16jfGXQbvabb9cyWozQsXsBT//sf/Gfw4P6D/+0/bdz4yQdv/EVkbTn86M7uvSuPLn4HCz+sCvnpg89V+ZzNZaagh06IhZ1y8G7i6QX/7VefXX81+HAxsbG2/+DS5vXvvf8v/+3Z4tuJnTVNFDVRlFhWYhhNEASKIgq5x+e+eev014TsMzrxuBS4nfZdf3bzncCjpdD9t++8/XL4yQf5vV02s2ngQaW8z2b9aiUiloIqHjfplCsW0FoxULTY6RX/9YsFTLTEiiPjJl90xVKVz6tUpiUEIiu7slSBY6vPTEcBLiAfCjhWX5AfD5cPsNkdjZjuiKVTO3x+l0xtyXiMywfo9K5SjrD5faEYxBObbCFA5wNcbp/L75NJH5PeptI7+syZDJVP8B5UPC6UwnTKRyQ2xWIQBEDAVaOZD0T/HFeUI+2OhMXqSgXeZ9Og7fSK7+p539XzsMlHYHfj19dlW5TxaXkG7DUwVcjxFXamwrfQF5t+DSvh6KnjGrxzaFmadFojEkIxKJdDJ/aJJ3ESzyfg4MlYuCYWDSoFSQ1InQ972GIR9blBO4l2qULJCOwRjGwAiIGCEugZmKKHlAo1IvDhUB6hhfBoUQDUoEiGCfcHG1mkRdBmizJQVgKaCsh5oNmhYDXZ/KD3OwODPhmebRcCgfavhITiC8egzKeik/SZlxejXCEQqCoKUyhEfvbdxTh/dHTEFYuurvc7HVOSuGLRlKTP+/f4MLBotGaaX9z9PyUQFTQajAfdYbfRa7kdz2xV5brB1hT8m3/9R8c3sv3Rf/k/PvjJN4OPlrYXf7J6+s+/+qf/z8b1HxhEWC76qfijvH8x9uRc4N7Pbn4T/Wv/t7fP/OWz2+8EnizmgptYOlGIBdK7T6LbDyxVNWRZFUVb11VRtDQNntElSeH5/ftXUtubi29+5eZrp5be+srq2Rc27ixg2SyRz1cymdDqud3ltyyxLJYibHqby/q43J5aiQqlsCsUzNkeGzgIBps343e2r5zbeBaqqaRGpeED3uZyNZWin80ns7hCZuCQAicBH8lQ2AAxAx/YMB7/i/14PAVvGoyMJ39FPx42u8ukd8ViUCyF2Owund6mMj42F+ALQTLlY3N7dHqHSu/gcR+T86tk4rh3ooJFVTyBWudwwKHnBe8f/hHkSoxMB8ikj8n44Up4IHU2cFrI2Rn+CgY7HKHgSiWDzZt82ZZDuWsXfNtxV6WaBt2yBfrpfDSOmfx0nh+NiQDUAzdI5I4IFLU6W6cK2ixEC8FlqCmm4nEVjyuViFQKngzMn8RJPJ847iKtAJlMpwFD6DMOGSR+gHtA5YNcDQFqQH6EhALMELTSIPXAvCtqkEGmcGZz+EhnMEUtTAZqKUhtyDoW8BBkN+/YRlUY5Z2yU2RSn43fw23lSqwcCf72bA37zaJZq5GZzK9ypWsYfPmX+AUcHh6OhsPxcNhrt9v1Okh2PrazbDwa/epLPH6DwKJREcdhXdoXHx9SQeNhb9Rr9dtet261HLlusDUZKwXu/8X/91+Ow6Cv/Y//y3/3fd+t+eVX//zrc3M/nH+Y2HwSerh45Yf/ffGNP1t++0++Nzd3am7uRxef5iK70btLGY5TOE4RBEOWTUXRJEkVRVNVLU2zNK1m26amWZpm63rNtnVZdkzT1nVDlhVBqKTjmaBPYhgWx5lKhSqVyEKBKhbxXA7LZEKrF1Lby3VLskVcKQflclAs7ht0EjwVoT6BckLCYnWjRK1e3Hh/fmsr1rL5KphHkykb3wzd98lSBTkJIaUzqJWR1Tv0yKC58wv8eGQ86arR3HbckYlfxY+HSmwJpTDyTjTorFgM/cbeifA19L/A2Qj4MGSoLRaDdHYHvgU9E2QVyBuArpDaScHjVbFkC+W6wZrR2/7VgF547Lt6u0xSVaFYFQotIRBbDZgmW5PLUL8hEImEjyAPQpN08Fu4MoakkIC0gKZCPiMKHq+JRbEUUYmYWNzXKqETGHQSJ/EcAjXFLCZjzlzz3ZlHGXTT4cA7sxl14GnQVBfy53BmKmaQB852FRXRqCoUlMfH7CFJwTAapDng6tFeRmiTIWsQ6LvD/addMHE6nob81oCWh1KMSgUq8eiX8ln7xcYvBSXj0QiLRj+vgaxOs6nzfM00O41Gy/O+iJ0eKsOQqdSXodw6PPw4FdR02q7WsPiagutEfOGV/7q7ufkH/3naFPtP/+v/8i9/+X/6V96PbCxd/ubcqblvrWbiZD5Dl0uGLGcvfPXU3A98sqyJoioIuiRZmqZJEgI3lqY5lmXruletVk3TsayqYVRN07HtdqNh67pjmq5t12y7ahimqsocp0uSzHEiTbM4zuE4XS5TpRLAICydTvm2XJXu1i2xnGQyPoOMG0zK5ku2gDUMBhkPypWYxRVcNV9cmgpZqjIh40mDzcv7N3JF1lOJKp93xFJDpzQqY81WtNpcTqPS4HzjCAWNStc1Avnx1GTMZHOegh3346kKhUZxLbYa4FTquB+PjKeqQuGTfjxMyicWQ5+jdyJUR5ANwMEISimkeubyQSK1pVTCyDgR7LOhHoNCzuJyJl/2NLrJ74Uf7FSFQC5actU88fCC359qmqxOpWwR08KL4UjJ5kvwPqsiVlcqOpNzFcIWSiZXcCQM9OCOWAJYpuBxV8I8nXUUEl66JhVdqawz006ZTiarQrlpMODdr5NxTy6bdOoEBp3ESTyHQL5BDp/XiATUi5AmnNkKd6RzhFwDPA1AECiDoEiyZmulUXmHNmMABkLqS6CRIWdB+oNXAbwFJSMafoEGPCAtUIMCnPqYpRvcB+pRCYtx+ZCIRSqxPTz5Kes1fs/iYDJh8vnPUXNzeHiosixfLluSJOI4k83qX8BSsC/JYHoKg0aTUX/UbwMV1KxKnkZpRPLu29/Mhnc5HC+kUt975ZV//MZLWKGQDT7TZTl17q9Pzc390+WsoSimolja+ltzc/90OQOgx9J1XZZrtm3retUwbMPwqlVT02rVasPzHMuqOU7NcRzb9hyn3Wh4rutYVrfdrrtu1TS9arVqGLaua5IEDTKZZUWaZisVBsOoYrGSzeK5HJZOhx8vZXdXunVL5+lyaM+gElUJa/F7kQe7klBGM9gABQw2ZwkV2X/Rf/3i5kbYEsotq4LdXxVN3uZyNQVvWsnCakDXWUsoexpVU0lLKNtyhsnmPY2yuIKjkA2TdxVSp1KegtsiXtPopsWbfNGWCEcmFSLpSOWaRns66wjTIkclU3WdrqlUTaM/6ccjYVEysckVgp+Xd+JUDjVb1AV1EUxLQJOuJpWY7B6T3iMT2/oxLzRQN+tMxuSLTYuH6bDNZZ8slg06q1HZlhAIXVnlNcYVSzqddZRwbjvuaTQAu4bB6IW4LOKeFiOipapMuFqeTmdclaobrKOQroLXpHLDZBtmsnD94v5+xpXxmlKp63TLTtFpXGdyCp6wBEyP3ErnKU9jagrhyhU3u1nEiicw6CRO4jkEmhQzqJQ5EwdAxkFrK5RZigFKGVk2w+w6MD2Q8lAjHHrnMI2CpuVRPwsZBYHMEPpl0GWHKhBtRAKmBwk5rdmSxamD0YyNh747ZFWNTOpMtmZIjarerFV77d/CbVa/SRiC8Bzdd2xFOTo6cvTPa8/Yh9Frt7vttmfbk8nkc7/50RESBo0mw96w1+q3XFdjgo+uhx7dCj1aSvjXORznSVJiGJnjVFG0VNVQVefZv/39/O6zH3z1Xtk1Nc3JX/3W3I/3HcfUtKphuLZdtSxL0xzbrppmrVr1HKdqWQ3Pc2zbse1uu91tt2uu2242a44z6PWa9Xq9VqvXaoCH6rWapWmOadqaZiiKzLISw/AkyREEW6nQpRKez2ej4cCDK5u33rv99j8+vvL9QadejobZfLjB7gYvPRQN1hVLSC6DfHcMJtu2U+krCxuXVgSD9QqPN56GHLniiKW6UcIfnPNdPR9LVNzC6sal+e0ra1L5ycaleb8/VdeZppXMXT2/dd+n66ynkq5WJFbOb7x/o0ySwvb5rcsLkWjJUwlHzhAr5yPxkithGpl0JLwqEy1s3XftDsHxCpFCfjww+gCnmE37ZCzyG3snAq8DfSVwsYe/RVJuAEDQl4fRLYNOs/l9NrfL5vYAfulUuq5RDYOT/Rd9V89nCpTFT9v9CpF0lGjh+sV0nqqrpMlkbBHjt84l07jFFQw63TBYef+G7+ptShBk/8WtBz4mtLh1eWHj3iYXWfRfv+hb2dUU3BIw0Xdh59qFjYvz/tVA1ebhtjvXLoQiRYMtNAyW21rYvHSzmN4MXpovYIJDbu6dfyeZPIFBJ3ESzyPg4ImloEmnVTwOmRR16KEnNbXHmK3LAZ0ymopHdiMg4gEiBzXRASEB3AHWHdQMIO6xZxsHYeQE+CegzauzbUT2bLEzaKuh0w8UEQJG+mxBfZXPc8Vkw/k9NJLWWBaLRt1PGzsfj0ZsofBFwYhjUVVVIpXCYrHPUTnEl0rna8SXAAAgAElEQVRMoYDFYlm/n8ewz18wBDBoPBwPe8Nus9d06zq3eOYb9+a/fffs95hKhSdJiWUVntdl2VAUxzSr+avfenUzHr3+07+5glmWt/3qqa9/UDZNz3HcarVZr3uu22m1HNvudjqdZtNz3W673fC8drPZbja77Xan3W7U6416vd/rtVutfq836HP3X5x7d7fl1WrtZtNznGa9bmoavCg0xXw3/vnu2y88OvcP6x+8tbV0LvDoxsaNt6JPlnK7/vz+St2S2VxCZ+Pl5bO+q2ucSsHnvXbMRQLaSTpbsOJ3ti4vEiwr+9dFkzeYrCNnikvz8USF2VjwXbuwsbySf3inWMHrRolevZjKUg0zmbt2YeP9+Y1nIVsiTL5cTawTLMtsLGxcmvet3I5dXxcN1pUwt7DmXw3IIm6y2bpOuYVV39XzW5cXfCu7VZv3FAz58QCpDGdfJRJY5BlUL7+ud6JciemzJSFIUwj477iEaGqyOiOegR4W8iEqte2KxYZOeRqjhm76r18sYIIjYeCRNh1wEzF+67x/NVC12CqfV8lU00oW/ClXIT25rNOZenHNf/1iMoW7Wiz5/g2CZU22ZGdXtq4sBEN50XcHZxidKXqFx37/eurSQiSO1TTaVfPl5YXNSwublxYJjndVittaSO5v7r8/v7G8WbUFev9G9Nr5Z0/2LL5wAoNO4iSeQ6CmmFSOwBgtACDILJBWQPaIjEagkpuOvuNxYJuV2bZFmPmCJAWdLBgKQ801tPcR7nBcgwnwCJxYj9NFaKcjUnGioX2ghaABJ+OJQjDQcN3P+XP0tya8apVIpzvN5seeb9ZqZCr15byHg4ODfqfDl8u/YD/GoNcbDga/ru5nNBi06vXPX5r9cRjktF2tbrBLP/tmfPsxW6mIFCXSNAy0O6ZZNQxnY+MpxwXe/av3dlvE9a+fen0XoE/NcWqu67luw/N6nU6v2+20WsPBoN1qNRuNwWDQbrfrntdsNDrtdrfTqdfrw+Gw3abuvfBacjwGSFT3PMBMtWrVtSxDUVIPvrN29kXf/Yt33nohsnImvPzmzo1/9d344fql7z65/M/xtXNseoPP+qVSUMOjNRmTfBe2Li3kCmxDp6AlBEABwIfFZl2FZDYWdh7uqaQv/GBHU8mqiKmhm7BPXo/c3rl2RzSTuZVdXWPqxbVMgWnZFWr1YgETph/2adzmCzWVdAur8FNNbH3jWcgSylURqyaW9vcznko2dKpeXNu+8phTo/lrF0KRvMkVj/vxADiDdR9kekuZTW/9Wt6JaGsHYoIh5yATDaCLADZBkQbbPJAlh4DFTa7Qwta3riwEQxmLL6IiDXycHQlzGd/+vU3TYEDe5Eg4t7UqGKyrVByx6CmYo0QL19cZhXILq5sbUUcm6gYrbK8xCtkwk6nlbV2jHCWc2Yo7pC9ydY3XGFvO0KsXC5jQwta3t2JNi1dDi8k0Tj+b376yxuuMK5ZMPo0t38ApUmd2TmDQSZzEcwjEBjl83qBSIDwE7xDQGgOJDeAGsA6CIMBRu7P179CeR80yCYs5s3WDSPIMOgYAW1MLEyoFUAkSFrKZhyyJOCcAOtMu2ExsBCTQdPSXK/HF3KDX+5w/RD/nOPzE49cOvlQ6jhV4DHsuyE+h6Xq1evyZ0XCosSyZTvc6HdcwZJL8DW5bsyyJID6n93h0dPRZMIiJP70dfHxv7975jbsLmigqPG9rGuiam56Hle6egWH41/fazWav2x30+52910/NvXif7nQ6nRZx89tzc68sCd3AG6fm5t71Nxv1+ng8HodPn5p76T7dabVa7VZrEj59am7u1Olwg7jxnbk3o91ur9ttN5tN/Ma35v5mqWg7phm48a0H77zwZOFvAzd+mN26ltu8VPR/wEQfCKknXPqpXPQrpYBS3lcrYbUSUcm0Grq5cXHef32d1xhbxDwZm/mOZk0ma4sVO7WyfeUxo5Dy/o10lqrJmKvmiJU1WsJbdip58UahUnYZX2Q77jG7oc1o2xa8wuPNS2c3Ls77fEnYtuHJZUfOECu3CZa15Qx2fyGZxT2N8pjdyNU1RiF1OuPIGWr1YgETbTmUfuCTJVyn0h/z44GOVZXPi4WASad+qXfiVBw93Zs23ZUGjBdM0R9XK8KrILsyNEgPBI9OpWQ86Sqkp8Wi59/e2oq6Mu4pGIiUFXCdZrManbHlUPryqmTxJjs1YfL0OBbJuwoxFRUJRa/wOFNgmhaGP7hFsGxNIersbsyfatmCFl6EAXszejuZxs34na0r57a2Yg1uL7jss+wKsXKbEkQ7vRIM5Wx8M3b9YipL1RTcYjIe49t/GvRU0ozc+K2DQfWTOInfkfj3/D+Hg2fQSY1IyFgUoZOpOz4eh849mtKyuBzQ1JDO0AYitM8ICJvppBiUd7NVPohkQo0waPmDuhONxMN8KQy1Tr35ySSw62g4H62T1Mikzedbnj2ZfIED3r9pHB4dHR4dwuPgFz4Ojw4/gooOfjVSRGXZ3wxtfC7hGsbR0VE5GuVKpdzuri3LBs8fTCZHR0cHBwd4MtlwnM5n79D4rD0hpWj0YwDr3xXHYVCv2Wu6wAZZTCawci36+NKlH/+5zDC2psEAV7vZbDUayQ++c2pu7tQLN7hOp9ft9rpdbvGFUy+88O251x8Kwng0Ci8uMv7XT83NnTp9+r0Xb3GdTq/XY26+cOrFF1+ZO/1QELrdbvh1cBV6I9RqcbdefGVJGA4G3Q699PW5U3Nzp/7mKmYYtq7v3frW44VvplbezK3Pk4EP8luLed/tSnClFFjGgg8r4TWltC+XglIpqFQiCh6zBAxf+9nGxXf91y+EwnlbIhoGW1OIhk43QP1zZY1TSEvI4A8e8xpVFcpeYdXvT7oKZeObyUBarCSd7IrfHyB8e5pGuQoh+i7s72dqGm3F7/hWdnUF16hMnd0NLvtMk6+zu/vvzwdDuZpKMxsLmxvRqoxbfNEht4OXHjIKWS+u+bbjJo9pZOrjfjxiUcHjXDFEJLdhil4nk4jBQi1vdzb9bs/WwsPkKRoRRZaMSCyIJNIob0B+AP5JrsQMJudptOy/6L++zqkUnfGrRBz4JGi+K3i8JpVdhZT9SwTHeyoBXXuLL4m+O2WSMpjs1O5ZJiTfnXBkF7u/sPEs5Ols265QqxeDoVzbrpSW5yPbcVnCuc1VjvHtvz+fK/GuQorbtwmOrxsl8uETTqOqMtGyhWpiaXsr1jBZg067ckWP3A5ubObXrm1cvPdbB4NO4iT+IwQcPItJVbmcQaUcsQg2hmi4HZIF8pxFOAYSGaQbRyhAzgI222KzOp2GlDddDTZbgAq+zyCRdmau88AkQY0IEmzgkGB1BvD8UJOhrdegjJYrMZ1M2fJzwwGfER/insODCXocTMaffBxOPrwAfqRVc/lSicpmB58x+TXs9zuNRq/dPjw8ZPL5z7rsS4vxaPSpWGc4GDQch85mmUKBKxaPjo4821YZhi0UHE3DolEyk1EZBu5w/Af73W7W76+q6ufz/j4hke7U9IbJuVLZpBNq2X/7jT+lCmlVEFzLcm275jiKJK3+z7lTcy8+5Ie9bnc4GHQ6gbNzp1PyvVdefPFRZNLtdvv9fvTNN8Pt9oF87+xdsd1qddp7C3Onk9LdV1566WF4GH597ju3OWbxhYXIZDIW77/werTX63a7kTfm3tnxuJsvfPsGXjUMS9MUQXjwzoulZ/P4zhUicJOPr1CRB1x6nYo9IWLreHSdSKwzqS2HywqlEJffJ5NbMp6yRczkY/k77/qunt+8NL99ZWH7yrnNSzcIjq3KlbpGuPmHz5Y2aCJjSxV+ayGWqOjsXvjGKk/lDDanhm9tXV4sk5TFF1tCIHjpoWjy9NP5/aehqs1bXA4Ewhv3Nk2DVUOL/uvrksV7zE7k6vkCJrgq1bIFfus2JQjtqshvnd/eijdM3pZwoRRk0ztkclPMB/hSCM6vWAwJ5RBYggFhDBkAVEEKkQBpM+AhyCqg9tNnS5fFcszmcgqRgJ44JBYoqCCTwIiZgscBV5ls3pZChesXMwWmrpEqkTCZLBnf0shpY64mFWU85cg57MG5VJaqa9QUA3F5RwmXQzlXIVQioRAJT8ZaQiB46Wx6awcr+CJXz29fuUVE14CQk/dvRKKlpsl6al703fFdm87bu3KOWDm/dXlh59qFrSsL/usX0wXKxjcjK7uaRtVkTCESthhKXTrrf7iGhVYy4cwJDDqJk3gOgVykXaHgwnpkNot0zYgKAtE0cpgFLTNwOUitjGghWLIDpBGQOtAFQ26zUyUQLBpEK1pnMy9oVA1W1kNvDo3NA28ErwiIjS8mPPvLdSX+9PgE+pkA9BkdjIeT8XAyGkxGg/GgNxn1J6M+fDsZDSbj4cF4eDAZjYcDjWUlgqgZ+tHhQcNxDiaT8Wh4/DUGvR4Wi/HlciUe/6JNDj+vGA6H0LZr1mquYdSr1WGv1+92DyaTum0fHR3x5XJudxeLxWqmyeRydC5nCIKE458PEvoQBvVHvXa/Xet4RsMSanLFYlNUfPXmW98QaFrheUOWbcNwLIvaP/tPc3Ov3OH6vV6302k1m6nTc6fefHPhpZe+O3c6MRpNJpOD6OlTpyO9bjf65ov3qXan00mdnjv1+uvvvvDCK3M/CVOLj6IHo/BPTr0ZGo/Hyt2XXlkSOp1Oe/f1Uy/cFPrc0tdfDTUaMHWvCsKT9/9p89L3ChsXyeAdNvYQDz2gYmtKcU8t74uFPbEQ4HK7TGabTmzROT+b3jXptCsUxUpMrsTFSspkiwadEbAoX9inkptsdsdTw/EL72xfmo9ux02N8gqr6+ffXlu4zSmUK5bqeix+8Xq2mLf4YkOn9MjtrcsLm5fOZgpMXadrSkWj0s3yk81LiyUCbxjxwvV12RYsrtCysNLyvO/q+a0rq7JdKS+fXT/39tNzb6+f/emTsz9dm7+NM3k+v6/icQVPsNldoRCk0j4qvcNk/cdpGDi80043kQDbZVAIAakDVZY1GymFegkZMyKVIZBJwCpBykIOGraYJlbWBIN1ZQxNZsh4kkrtMGm/TqVqCmFL065fTSGQNLtusLJ/qUTgBvuhE0fTZDydrWtU3WBrGu1pVMPkbJGo61RVxqsyYXDFlp1KLW8L0du5IuuIJVfGPI32dLZlca5KuQqpMzlPo2sq5ckY9P1tvmiLuCNXuM2bOIWfwKCTOInnEHDwVCImFCP6zFqjJk0lhNbM3Az5sQIxA/UZ4CQ0LAaDrCDuAbk0ABco48DyB3yGAOUg3ggymj7b1QpZDyQFaF89NNFAFwlQCQzQuEKoHAlxxeKXZUn86Z+0R4eHba92jPUB6DOYjPqTYW887I0H3VG/M+p3uGIhHwh0m17TtZs1Z9TvjAfd8bA3GfYmo0Fuf3/QaR1MRgeTMdwqHwj02i1omR0cHGT9/uf3a36BcTCZ9DqdfqfTrtcbrguwSahUsn4/lcmYkvSbqr4OPwKDwDfIs5q26KmEzWUT6xfXF98RaVpiWVvTqoZhm+bOz/7y1Nyr+7XaeDQaj8cHk8jZuZ8khsPk6bn5YH8ymfS6zOpLc+/utYfD8MLc3HcWqW53f2HudHIyCb8xtxA7HAwGyt2XTs29Hm63B9yd78y9eJ9qt1qt4GsvPGC6rab/3RdukrXalA3iuN07P15d+HsqdBvbvcUl19jEE7no1/GwhkcMMiaXwwad5PJBFYtabMakUzIWcYW8WIoolZjFZojkNp/b47J+KrnN53fx6IZYioiVpFRJiKUgFdvQ8LhGZR2p4sllsRzyNNpVKKGSFAt7MCRVlQlHxmsyBkyMSiQaBtMweUfCbb7UsgWDK2hk0uKLNZVqmLxOZ10Z06msxhRqGuUqpCFUHIVksoGPeSdqZFInUhIWRaZBgHuQWSKcbrShzJitagdnICCGAeUAJw18jzNzX9TJJDg4QzcNkomCJ+rsbmRlV1NIaKsd95lkcvs8FvWY3ei1O0Uct4USlFUmkzG5optf3bx0NhIteRoFGOi49Tb07k0moxJJg5nunza4YksIxK6vC0aJXl3nVErCpks/YFgEOUdbXE4nkyCXlCsxk05X+byrhFL3NkQ2ewKDTuIknkNMYRAeNaiUJ5U+XLg442BAS4g6/SgpoG3wgHKA5QbZI1RsyK8MLBNhLgzNf8HODeT6isDNTKBdAkgEXJQ6W1IGT0L7fzojxpZbtdrn+5H8a37KHh4eTLBotF33DiZjhaZGw96g0zRFni8XNYYa9lrtmu3qsqMKdDbjGUrHq/YaTq/pZHd3q7o86DZUhhKw0rDX8ky932lOhv0pSzQZHUzGeCJhiWK9alcSiXwwOOj3dY77zdbO/87F4eFhvVrVWLYciXzSwrHbbis0Pez3j46OdJ6vxON0NquwrCVJNcM4BLnVJ2HQ1D6RrAp5gwjHnq6m930Sw5iKUjUMiYte+crcqdf87Var1WoNBwNl6SXYHfbuXvvo6GgwGEwip0+9tMR1u8nTc+/t9w4ODuTZNWfDo6Ojo/FYTEWjK2/e0Y+Ojo7iZ+fmTs3NvbIUvv/C8YW1r+6oqi7LEsfxBPFw4R9zzy4Qwbt8ap2MrSmlPakUEIt7QiGo4FGdTArFiMVmDCpZEwsWk5bKEaEY0amEw2XlckjBQlI5yGZ8BhGxyAgZfUbEnjGp7UrkCZ3ZFvJ7BhUzqbjDZXQipuAxWyiadJrO+In4pliOGjMHeehYwQCXRqXB8RmGG6ATDZ3rmlSCGolM7RCJLYPN6FTamPW+j3snIiMxGI+H1IF2kMHyZnBKBOgDK3HQJnZ4RVQLQXWEvMfgvaGV7/DSBp1WySxMwNU1EtIL8pnU6YyrUmbq/vqtNZ7KmuCALxSg8KtrReLhE15j1GzYVHE0x4qWjYCnK7TVpqMbPNbC1v2rgaotenqcTlSaJotMAeDP49b5aL2GSiRcodDQqEZxbT+QlLHoCQw6iZN4DgEHz6STFpORylG0l0efTWbB0QWtNDLvQfYeM6/nIggVAcHAF8jzEPht+BNKIuSohgzQplsPuRwwSaCeRh6yiDqCDIjUQjqVHHTbX/Yn8zSmLbDDgwmRSDiaejAeTkYDnWPJZJJKpwSsZImsKbK9llvTRCIZp7PpmiF2PKNT0zs1veMZdUvBImGumJPwksaSvVZt0KkPu81Rrz3qd8bDHuChg/FQ51gew+pVe9DtjIYDnef5UsnRtEG//3tsEPCx6LXbR0dHTdfVeZ7J5/FEgs7lPMsCw6RBt9trt5u1msayCk2rND0eDY8OD0xR7Laak+MLxTyrVZU8jaoKeYOMFvfuhNfub994TZckW9dD733l1FcvEI5Tr9WazeZwMJiMx7CIrdvtHhwc9Pv9TqfT6/XQ1/1+H97hYDDodrvdbvfo6GgQevO9/W6/3+/1eoPBoNPpHB4cDAaDVrPZabd7nU7NcQxFqRqGzHEiRW3d+NHWtX8VUo+p2CoRW5dLezad0PCoTsZtLqsRCQWPqXjM4XMaEbeYjM1lNTIOAEgs7NlU3CIjQtZnVIJceoOKrYnZLT69QcaeiLlttbQnF/fk4p5aCVt0QsHCYimoU4kql6Mzfja7w+b8gDAAfKCdfTBvBccN6h9U5ExXyuNxMR8gohsqHoVP/U/1ToQzi3wRkSnG1P2Ly4HGGZhgnU6DARLAHbgYbUWFOTKorKCgAnyDhkx1KmWJGLOxSPK8wWThDtPyTMQchZL9F/3+lEJl5UqMyfrZ7K4jFgEq2VxOp7OOVJawBLA+8IvDOCqMr4IyEqjumkJ4hbWNp6GWLbQs3ozfSWVJg5kOecB2NvAzg18fpt6g3Q8lYsMolZdXaLHM53dPYNBJnMRzCDh4VS4Dic8Vi9ARgySIVv8AeQNJEMoa5DAEbX4oj6aNMy4HDSxIoFA/oZoSqj2Q+MAFUBFCcQlXQvIFnhyaZci7CMm3wSCkUf1M95ovLD4EQIcHE53nLUmYjAbjYW/U7wx7rV7b67e9XtPp1u2OZ7RdreUozarUtIWGxTdM7sOHxTdt0ZKplqO0Xa3jGd261Ws6/Skeaox67fGgMx72JqM+kEMgqYbhsqbrDAcDJpdj8vlfbQX970N0W62qojQc55e3yQ4Pjw4PaqZJ57KmyA+6zdlueaNpi1M2iIwoxW0h9dD3wf98dvsdS9MSkUitWq3Xav1er9lo9Pv9fq83Ho/brdZkMjk8PBwOh71eD6BPp9Npt9vjmUJrMBhMJpPJZDIcDlOnT6cODwEV9fv9Xrc7Ho1Gw2GjXm82Gu1ms1atVk3TVFVTluOrbz6+8O3yzgdcYpWOP2ZSG2Jh16TiQn5fpxIakXD4XE0smHTKpFNVLqcRCb4QVPGoXN63mYSKBenEhljYoWNreOShmN2gog+55JqS3xTST6nYKhV7TESfGHiQy27rlTCf81t0gs8HDTpZE4tcMcQX98ViAACKXIlRyU08tgH0zEzUXFJmTaiZ73OWyfqZ7C5f3KfTfqmcAMb3s7wToV4Co3m0jBmQEEh/HLFYV3FHwhwZdxSqbrDQroJrAKZALoIqC9DYVGIoFNDadkcoNIwS/uB8psB6KqFTKamSrEoVV6WqiSXf1fPJNF4VS8iwniuGyeQmaBCRdAmmOhARjozNIAdOqW4RA9+Bqow7QrFlVcrLDxllauYEgMnici6SP85maSE9OkKhoVFufjUSLXkKpuPhExh0EifxHAJNiimVmIxFIRe4s7EvcEeEUgayDOQ44HhBJHR8ARnUf9BWA7kijIY5M2kRSH+gRoQiCQ3PQ0WIhvPhxxHcAbwFRNF0DzYed8WixZe/xFH5YwBoMhn2e8VgUCTwGQBqDjr1fsvtNeyOZ7ZdrVWVGhZfN1hPpzyVqMkVVyq7UtkRS45YcqWyK2M1BfdUwtOpusE2LL5Zldqu+iEeatcGnfqw1wQJ0aeCoaOjQ2iT/U7Ipb+8ODzWDhsNZAIv7O/TmXTdUtqu1jC5moLbXNYgwnJhS0g+ZMI3Ny/97fvf/b83719xLKvVaNRct9VqtVqtyWTS63aBDer3++PxuNfrAQk0Ho8PDw8PDg6AKBoOhz//+c87nc5gEHr39b12m1p96XRyPB4MBnBxp9NpNZvdTqfmOJ7r1l23quu6JG3e+MHGpe9y0WU2/pCMrvLZLTazrWAhl8/KlYjFZBw+Z7MZh8+5QkEjEgaVcPmsggWZtE/M++nkUyq2xqefcsk1OvIgtvre3q3Xnl35fvLxWSJ4lwwv46FlPrUuZjeF7JZW3tcqIQ0Pq5WQQSU0IuYIeVcomHSCTfvojI9K+6VSlM0HiMQ2m93j8gFk7uUesyU0mUwlvgEpAjgY4G8+1TsR7UAFHADToDWpCAIgVyy6Cu5qtKOQLWx96/LC1uWFrSuPGYVUyRQcfH22wR7VYFP2CGbj6TSwWVP2SMKa5Sf+6+ucRtUNtl0VtcjixsX5UCRvsHnkM4kEjkwmgCeegrwaeCbgp+ElYE0Q4D/UvJPxpKPki0srgsFafKmm0VpkMRLHHAkH2gw54Bsz1SN8gSZeDSbXtlP5a09Eg5WxCJvxncCgkziJ5xBoUqzK5aqzgSzkEA2tLuCcoU0OY+qAUSAzQo8MLbWAzhcaCYGKCoo/EANBjkAJCNIlVFeQYqANDySTM1tYjYglIIo+3FxWTlQVefyFI4BjI2CTSb/TrtvWsNfpteoIAPVabrdud2p6y5GbtlA3WE8jazLmiMUqn7O5jMUk5VKg4L/15PI/R9aWQ4+XIk+Wcju3bC5T5XOOWHRlzFOJus40LL5ZFWd4yO413UHHG3abo377GDM0RmP2Eo4rFPUF/wv8bgXCQOPJeDAe9ka99qBTtyXOlpimLeLxsM0XLCapVQJS/hmfuE+HPiD859IPf3TjzDdsXW83m71Op9vtttvtwWAwGg4BxPR6vcPDQ2CADg8Px+Nxv99HMOjo6AjAkHLv9Ao3CL/x4qo0GQ6Ho9Ho6Oio1WpNxuNOpzPo91vNZtWyGrWaqaqGLD8893eJlTNEYJEI3aMTa1JhR6sEVSxkUQmTThpUyqBSGpEQSxEFjwnFoMtlFSwkFnZNIqxj+2rRz6fWqdByyb/ou/FvD+b/3v/g8s7tf1s9963H5//Jd/NfS9vXS7u3xcw6FlyhYo/57JZaDijlfam073IZjYhJWEQoRjQirpEJvhiaGcSn2WyATu2UIxtyJYYaT2iJsljc04hpdwzO5md5J0794mcLkuFQQ0dMIdOWULHxzfCVc5uXFra34u2qWDfYpsV7KgGT7dCst2bNNZjVgPYZmMuDGBnkjFOaWaho4cWN9+f91y9uXzkXCucaOg1Wk8BpIcEQ+CjSmV0q4wciHH6LqetjOTadPiOT+mw6RCOTOpMzo7d9V9d4jWmwu8FLC5FoqaaSkJqg3kNOs9OJM7Eo4ylXrlh8yZFxV83TqxdTWVyjMlIpKOT9JzDoJE7iOQQcPKUSqYlFnUyiHT2QUKBwgRoO9bkQ5QPABUhpkPiAqQ/agOiI01WpaC8HFFJAI9kzcSIorAHxQJKCO6DdYTMmebqsA4pRSDEGlS6Hg/m93aomfTFLtT7CAB1MRhKBl8Lhhlv9FABUlRsW7+lUTcEdsWhzWYtJ0snN1Mad7cU3b5/5ypUf/eH64k9jvlUyn2ExLLxydmXh75fe+urDhX8I3P9pKXjf5jKOUHClMsJDrarUrmkzcgjAELTJBiCglghc57mPuS/+R4/pVvnxZDycDHujfnvQqfeaTsczmlWpbjCVaNCgUwYRVko+MfOYjS1R+1dx33v796/ENh42PK/mOL1Op16v93q98Xh8MJn0ut2joyP4PzYcDkH0Mx6PARINBoPhcDgcDg8ODnq9/YUzsfAbc2fDo+FwOB6PJ5NJu93utNvtdhv0Rr1Op+F5jVrNUBRNFJ++/627P33x3jsvr4W3yrIAACAASURBVF/+nn/pJ1ppl8tsScU9Pr+nE3GViMmVqILHFDwqY2GDiNtM0iSjfM5Hxtflgo9LrgnJx2x0efva9zfvLXA4zlYqHI4zGJYL725+8P2HC3//5OJ3Eo/PS5l1NvFYym2p5T21vC8V9xQsZFEJoRhUiXiVy1lsxmazCj61zAAmmMkFiPgWl9+HsgcoHIvNyliUiG+osxIFoMMnvRNhuAH111A2cISCzhaaFlZant+4t2nqjEplXKls8wVPwWCK/lglVkTrVNEKZ4AacBlqikHTSiOTJleoKURdozwFnxZa4hRRISdG8HKEtheZ3Ib7APCCdw6/MtBCULwBOVTXSC28uHPtwtblBf/1dV5nayrpzBIjMnWEX1ynUjZfcBXSFom6wbr51Y1L876r54OhXFXEhGJQLO7LpcAJDDqJk3gOgdggGYvWxALswQAABJ2v4yUgSJghZUCzHJICIqsBCaF1iTDBAT8C3DIAHSClocCCZ6CUhAsglwFagml8SMfgVHR8y5hciSmQqZmsQaUNvtxrf64SmY8CoMl4yJUKliR8JgDSKFfGqkJex6OF3VvbN3/kXzobe/Jg/9FSeON+ORVRBUEVBIllVUFQeV6kaYlhFI7Lhn0bV//x8YXvRB7fja7dzu8uAx6qyZinkQ2Ta1bFtqt1PWvKDPVa40FnMux3W03PMuu2PR4Nx8PBZyGh4WBgCILKsv8x5suOt8P6o35n2G30mm7HM1tVqW4wBp0j4sFy0K+W/eW9xdDDD3ZuvlbeOrt39+zeozuOaTq23Wo0Gp7XarXGo9HhwUG73R6PRiCLnkwmgHug1TWZTFDDq9/vHx4qqy/NnZqbmw/2O50OyKUPDg7a7Xan0xmPx91Op9ftthqNZr1etSzXshSeD9750Z23Xlw5+3cP3vvGytl/yG7dUrGAjodVLKxWIlIp5PBZoRhU8ZhY3NeJqFYJmUSEST0Tc5tk+AEVXiaDd/bvvfno4g84HBdIkidJiWFklhUoSqQogSSTO48fnf92eed6yX+LCN2nE4+Z1DMh5zOJqJDfM6mEUAwKpVBNLFpsRqnEDDoF/A2cbkcosLkAk9mh0jtcbpdKbdEpH5ncplM+PL4BZAxo+KDIgeEGRN6Ank+Z7Rl0xaIrleo608LWt6/cKlZwnckBwIKDD56KUCYB0EGFFhpBRb14RyyiiXQARrBgFdVaiJRCMxYamYRWHYzFIQxHpXxKJQx3g8IMjamirT7Q4VKJhCMTNY2xJcJVKZPNw/WQCdF0CJBejlDQ6Bwok3zXLviunvddPb8fyNR1RidTFpMSi/t87mSn2EmcxPMIOHg6GXf4vFKZrvECyhqUfUh7iLhoyAvQLEf+QMDZIGdYsJaGEgrxOsDlWLN2O6QSJBeA6hBaaZBo0Ep56L5BIoMcBy8H8x3H+SqTyToK03T+/asYDo+JS8YwBcYWco6mDLvNQcfrNd1u3ZoCIJObAiA+ZzFJPvPs1um/enT11cDaIpaJ6aIosawmijLHWapqKoouy7au67KsCIIhy6ooaoKgiaLEMJVsJnj/vZ0785d/+Ie7d39iUPEqn5uSQybbrEqdmt6t2/2WO+g2Rr1223PK4bCIlbutJp6IM7lc96OLVw8PD1WapnI5Jp93dJ3J5w+++EX0zzk+pIIG40F32Gv2W7WuZ7Wqct1gK5H10KO7a5dfT28/oRIb4ZWF8Nr9qz/+43tn/mTl2mmBYUxN81y3Wa932u3RaDQejbrd7mg0gm9Ho1Gv1xsOhwBx+v0+AB0YGet0OsnTc6fm5uZDA9APQdfs8PAQvu71esPBoNls9rrdmuPUHMfS9aphGLJ8/92/TT56h40ssfGHeOi+mNuSi7tSflcu7jtcWsOjGh5VK2GbSarloFLaU8t7THIN218Wko/Y6L3Cxvur898Irt9iMIzDcZGm2UqFwTCeJHmCYHGcLpWij86snvsWtnujvHebiqwwiTUdC0h5v5j3C/ldtRKxmXSVz8pY1OGnJxdtLYXBdS6/z+eDXD6oYDE2u0end9lsgC+FQLkMoAfSBUxXTS3jyST0xeA+GpnU6Yyn0dzWwsbTkCOTJpubeknP2uXoPpBVkKUqTHJA6gBpEfBDsCZMn20WQ0QyUD7wulBxAagCUhnSFKQ7tEeITG7TaZ9U3OeL+1whBGALev0w02rPBlrlSsyVSqBeQlkI8hL8FLwi/DvUVdzGNyNXz/uunt+5vs6plCMTCpFWKjGViCnlkEWdDMyfxEk8j0AwyGQynlSaigGpFCpiwOZrCnGEAvwJzS8AMWjpD2gVAd+AkBkSFrJVhMIOlAQAhpCPyHRhGZuFtAVfQIMMqis0fYp688A8Q9EJym54M2IlqhLZSjxat41PfuQfHByMBoPRcDDotrvN+uHhJ+mTj3fBYAqs6dhkKokAULumtapSw+Q8jXSlMgAggwhHn3xw87U/FmkaHPk0SVJFURFFxzRdy3ItS1cUr1qtO46t645luZblmKYuy6ooWqqq8LwuSTLL8iS5/M6Lgftn0luLiY2ljO++K5WBGWo5csczeo1qv+0Ne81Rvz0Z9kAtNOz3ZJKABhn4SfbabVOSPvYbDvv9Tz75+xMfNQoadLxuvXj/63On5n6wJ5Yu/ev/i2fTTLm8d/en0bV7t09/Zefe5cv/8l9Dz+5kk8mqYbQajXqt1qzXm41Go9EAedBwMJhMJjD3DpwQTMvDvNhgMOh06Mcvz52amzv14i2+1+t2u4CKut3uZDI5ODgYj8fj8Xg4HI5Ho0G/3223a47TaTYtTbN03VTV3NOfrs7/HbZzlY+vYIG7ZGyVSqwzqQ25GBALewoWMsiYVgkppQCf2WKS60LmGRV+UNxZ5KL3suvndhf/dfXcNzJLX/Vd/Iut838m0rRAUQyGSTQtUhSDYXS5/ODMn9996yuPz38L272BB+7ImXUyusok1pnkMyHvt6i4WomIxaBciVS5XJXLQpe8JhUVIgEtHiBsAD0ANYJse4B9cWfEDDSw4AI43cDgqkRCo9J1gxW2z0eiJU+j4frjNRJAFkgIIFWG2yJDRUAhqCgCxIYqIpPJOLMpfYPOIpdFKJ+k2cpnmPkC/SJq9wNW08ikVAoLpSCd9onZXT63C/UYvE+4AIRQxwdEju98Rb8sdN8csagQCVfBPY2BvphOZyUsZrNZFY8rlYiGR6Xi3gkMOomTeA6BmmJKJWYxGX1WJAHygGOMUhLYKkIOQmkRnNYA0wCIgQkv5I4ItR3yXQTOHHhvNIcPiQ92pgIOgyELKPsUIoH8Eqc1JZk8DrlAiA2pGRYP8blQIbBr8ZVWw+21mw1HrZlSMbSf29vN7fo1Mi0Ugwqe+uiU2Ucm4WfKkv540O01vVkLzGrXtOanASCl5A/cvxR6siyzrMLzpqpqouiYpq3rjmnWXbcKX9u2Y5qNWq3heZauV02zahg1267ZtibLmiRZmqYKgi5Jmcdv3Hz1j7fvXdq//37w4TXfrdNVPufKmKfTTVtou1q3biFaCKmFxsMBncvR2YyIYZ/VIxMqlebvrdvQ4dHhweFkMkEr5Xdf/dCx8E9eur9ylS6XBYqSWTYd2s4EtzVRtDVN5vlyPl81zXazCdPynXa72+3CpBjgHnAAgpF4gDVH8TPH7BBfeqxMxUMAg0ajEYj3x+PxwcFBq9Vqt9v9fn8yHnc7nWa9XnMc2zBqtm0qisxxkZU3n1z4Fh26Q4Tu4aFlKbfJZTbZ1Cad2uQyWyYZEbI+IrbOJNb59FM29pAKL+P7t9JPzj05/w/bd9/lcXzlp6fuvvE/7p7+s3IyxFYqAk0DDBIpauvCV1bf+aun83/98J2vbVx6BfN/wESW8f27WHCFT2/o2D6b2ZZL+1U2pZNxlYjLWLTKZW0u+wu8E+HMIkshqFvAawcKJzROAQ1u+CtXJemn81tbUVel3BkiQcub0Tg6vBzcEDISwA5grNWZFbV+TH+DbKane354zFWpus5UxVJNJW2hAJpoYIymUEYsggAIbW6GlhmQ31Ddcbk9OrUNiQtAG7DjiKMCmhxc8sEUAK4BcAZQEspFhUjafAGqTQWPV7mczWaFYpDLBUzyhA06iZN4HgEHTyNiYini8HnkpQEgA1KbM9s1BnkN+f2gnIiswORKDOrCqUeqWARaG9pbwJMbMx8g0P0A3oIJeSQLgCoNXteYDcQCw4SY5+lbIpOQd5DpIjDbUwwnlkw2q+BxrhBSiYRBZXRympI8uVyO7Lc85+joUOd5Kps5OjzotZqOpnabDeiC9TvNSixK5zLF/f1ewz7WAvsQAPG5zUrwbnjlZ8+uvZbcWZc5zlRVXZZ1WbY0zbGsmm03arWqadZrNeiDANnQ8LwW+Mc4Tr1W81zXtW3bMBzT1CTJVFVLVVVBEGhaZlmJYUIP3l5+7xsWk3SEQk0l6ibbqkrHaSFQC03GA5kkTFE8PlH/MaQwHo+LodBzgCi/cujLLx+DF8ceZ+K/7EdnHbHRYNTvDOgb3zn241/7mz8spWI8QUgMA0vEqrpuqqpjWZVSSRFFz3VbjYbnut1OZzQc9nq9VqsFIAaJnYfDYSfwxkfe1Yu3uE6n3+///Oc/h8uGwyFYKUJHrNvtHh4egpyo0+m0Wq1Gvd7tdFqNBjCCuizrkqSJou/OjzYvf58O3yVD9+jYKh55SEbXqMS6hgXoxLpW9OPhh2TkgZB8TOzfpkO3y9uXHp39273HN2WeJ4uFOz85tfHOf3/01h/tr30gUJREUTLHKRyXvf+3D97+692LX9t7/2tLp/9i6/Lf3X/75ZLvamVvkY6ukNFVvbzHpbfk4l6VSWl4VCqHamJRxeM6mfwF3onI3xmqEYARUEpB8wu0OJ5chgaWXInVNaqaWNrairZsQSNT4DEmlmPg0wOzYHBzeC1wC4MDjp7RySSkCHgGDXaAFhtaV02TtdMrm5dWZYv1tFjBn6ppNGr0A5oBLmcqXZplMLiDNnsJqLKEUphMbulMCu1bnBo/sllQT4ImEtAVWoIG/X1kAgL2s5CgDDqtEAmpHNXJJF8ICoUAlz0ZmD+Jk3gegSbFbDZrz0hdRLcg21ZkmQhJBw19OLPReuB7IDVAgQXXAGaaVW8laIohLhoyAqQeyLZgNQT+Y4DD4AEM03FWCdlVo4mz6Q3JpCsWNDLhySWLzZhM2pNKKh632azD5202C9YANTHP5aKVeIzMZKqqMur3DibjfqcllMtMLkumU1Q6VQqHqqromXLHM1uOMhVBS+Uqn2PT26HVax+89qfX/u2Pbr35J9tL85VsTBNFQD8124a2V7vRqDlOq9GAyaN2s9luNof9fqvRGPT77WOGwg3P81y36XlNz6vZtqmqVcMwVRV4ApXneYpKPPrp8rsv5f2LNpdxpbKnU59CCw26k9GASKVsRTlmL/RxPDQejfBEQuf5LxTN/Crhed6ZM2fOnDnjedi0rzQ3991l5VMuVZa/C7Dj5WX9s243FQaNJsP+iF38ztzceztGwxJqCl4M3F0+/32eIFSeV3jeUlVT0xzL8hzH1PVUIuG5brfdHvR63U6n2WgMB4N+rzcejdrt9mg0giZXu90eDofQSwXEc3BwMBgMRqMRsERIAwTR7XZhgqzT6Uwmk16vd3R42Gq1BoNBo17vttvdVqvheY5pmooicRxHEDu3X91Z/GHZf/P/Z++9nuQ47yxRvd64L6u/Zd7vE2Lvxm7sjZjRgAakRo5GopYjiUPN7MiREkmAoANAeAIgvGs0uhto78t77yu9q3RVWVVZvtoU7sOp+tAAGgCl4QypWXyBQDQamZVZWVn5ne/8zu+cxNLF9No1yjdJ+af4yExqfazoHae84+7xY7m1S7G5U9nlL258/JO4d13iOFUUmVxu/KPn7nz6/Pj+/zl9/n2+UFg6+YO7x35w6+Mf3Pjoh57zb6yfed174c35Yz+4duCl6dP/dP3T133jn8QXzmUd18XYPB2cllNrdHhBzrj4pEPKenQqrFEhJe9/1DsRMELbEQIv5/zIoxDSHjw98N0Hjzv00WES5eKC64tJXmfLfJIkqqLbdGeXGWkEQ3qXwSXlXID4UFtCsiKmq3JOY+LEm1FIezQ6qlJhk42JuZBVXHR9cdQfyFhSzgyPe8ZXC3yGOJDpdETIBPQdLkEQcWPZhmcLYB8qZVjFpT2zdGwdKI34x+7shCUurwA9WB8S/xGwXCgdoghY4eI6FRZSzlLOK6cdz2DQs/FsfAODhGkYTFQtBOHmTDgbQsyADcbSB08NaCfxjDBHsal4LhDbDKwahfSwC4xQwXgm4hkHrpt0okKVSUpjpD+fuBAR/ATaHPQVn3KX2ZhWDMFiTs561UJATHtQ6SvlA2U2xiVcQsrNJ11lNiZlvKV8UGNSlq7aloUusM1+d7PXgRdis14uy3xFFVtVrVGW6zpXLRUrQtpgo1rR7xo/5Z2ecM/cykaDCs8LNA3+RpUkvVSqlsuwIa6Wy61GwyqX67UamVb7/T4M9Or1erfT6XW7+LvZaAAqWaZp6rqhqoaqWqZZ0XVFEGSOk1iWzefDdz68deSN1ZsnqdD8Dlpoh1po1FGf9ftKDE1SWu/jocEQD230+0Qh1BvFQfwHD8uyvvvd737nO9/5zne+81/+7//rUsr6KnsFDzweDEEYtNHb6K0d3vMnd91slOVqiTK5xPrYCcfUNZFhBJpWBKEkiviY6tVqSZbz2WylXO51u3a9js+r1WxubW1tb20B0KAXDIin2WwOBgPgoXa73e/3ScN8p9NB4Qz0D3ZEI/329jbspG3bRqRGt9OpViqGqpZ1vSSKqigKFJWJhq5/8rPY7MnY3BnaM5Zeu0L7xouesbzrRmrlUnrlws3P3lg6/9vw1Gf+sf03Dv1CZBhVFEuiKNI0m8td+/C56U9fHD/+rzHv+pX9L91473uzR76/dvZ138U3g1d+5fry585zb9w8+A/+5ZlkIDBx7K3pU/9cdF1PrV6V4gsF/91SxsHFV7j4GhtfL+UDYtqNeMFHvRPxZABqGfJAOT88eFAhAh5Cb5fBRMt80lLiqZtHnK6ExiSAA/AHTwCsZ0g1CkBEpSK1Ei1kQtUSZfBppRgymGipGKnrgcjYsqFzYi4oZrxiNlBTCqaYr5Vok0taijdw8ojLnbA1xmATppizFMoSUkOPeyFVFrO2zhlCFs8cLPxIa8jORGfoGlHvo2JrKfddoLEdAYjDUwURDt565Mg/9A3C8g+IDZcOAUQVLsYnXWx8XSsGntknPhvPxjczSLSqkvOrhSCWROjbggYIUkT0fBEjaYAVUvnGUwOFKmLwCjUAyuSwOEOsGDYmnrDlUdsq6O6RC+2w/gUgpY/ixkgoR4WPK3m/nPXpVKiU9+tUSCZ5rkmXlPHIOZ9aDPBpV6ngL3NRIe3iko5S3sfG100mLKS9NUPY7Hc3+6MQeCTAtxvDRrD7nfB8TaUtKWtyCZ0KlnKuu1/8y9y1EyJNc8UiT1GaJGmSVBLFiq5jPrOr1Ua9btdqVcuyKpV+r9dptxu2Xa1WIQrBNNntdGq1WrPZrNdqDdtut1rYrNlo2LVa07bLhlExzbKuVwwD07bEsgrHCTS9fuOgb2bSNXFOp8MP0EL3O+rr/U6Ty6QUuohUsq3NjUfIofujGI3+pRHu/6Zx4MCB7+wYBw4c+Kp7DkU5r088RBuNhEHi5VcPrdXaNd02BEvOGUwkOHPROXmNpyhFEKBY1xTFMs2KaaYSiVKp1Gm3W63WsA1+1ADf6/XA8aDINRgMoAqC+geoCPaJ9+7dA0tESmDQR4MTAh5qt9uDwWB7awscUrfT6bTbNcuqlsuqLKuSJPM8Xyhc/vAniZnPcytfppbOFZxXMqsXc+uXs2sXk4tnbh16c/zzf7z26c+mjr55af8P1ya/1GS5rGlV0+Qpii8Wl0//w9jHL48dfJnJ5UJrMzc/emn1+A+Wj//IceZ1/6VfOM7+zHH2jZsHX146+9NCIpGPx+fO/fbqwdciMydzzptsaIYOzbGRJTqyLKXdOhNWcn4u4ZZGK5yd3okoQENtA3shrFWAAMDs4pkw7MZik6r38uzJcVrOy7kAFIFAVPKIPUL9SKXjtsbI+ZDJJ3UhlLpxZO7mghAcW1jwV6R8rUTX1FR27OjimWMOV1QpRmqlYsPgrNjE4pnLmWKxWvJGvjg6d/rIzPEvU8W8LoSyt46trYWkXKjMxVUmWSvRtcTUzIkvU8V8mU+S/gzQNjBoBXojTWfkfRXDa1RoOeef0xDUmg+gBIaFIql/oQuEPB6xDZ5dxIfaYKJcwj3sFEs5n9knPhvPxjcz8MXjkw4l51eyPqJ5LKO1YfRcAHENBKOPyvk720CIQzQekcRUmtBCeKwADymjej9AD8rkKNsT4DXsRx1Fcwhpj0ZHTDZaygfKbJRPupScX0i5dSrMJVwGE2ETDinj5pMONrYuZTwmHdILASXj5mKrat5n0iEh6ZDSLibiiq0uVxRhiHsAfdr1XqvWbVY7dqVdN+93wu+ogql5b9E/eePTV+dvnkB/uyIIqihWdL0kSZZpmppmalq1UqlWKl30RddqG/0+chg2NzYQTYXOauht+/1+p93u93qbm5soxAAYdTudmmU1bNsCsVQuq7JsqqpRKmmSJHOcSNMiTa/fOHz145+IaceQFipR9ftei+Vu02pWDamQeyiVDOTQQ2WyWrlMxWIyRckU1e92vzaY87TxF8EgceL1A8HBYABa6AFOaHuwvbW1ubHZdxx+9SLbtFqWVte5ipjRqaB78qxz6obIsoogWIZR1nWY9zQbjXAo1Gg06rWaXa93RxgIRkGtVot4JBLToF6vNxgMUP+CQzQKZMRG6N69eyRurDkCvhj9Xm9j1HgPIXa9Visbhl4q6YoyzNY49ctLH76ycukPsZmjuZVz0Znj0emj65ffnTj6xviRN5hcLh8LRdan0yGPIgiqJJV1vVmvCzQts2wxnbp64OXJT56/efD7VDqdDjnunHv/xqF/vHH4V9cPvHj1vb2OM2+Err5186OXL77/8sqZV3KxWCLgHzvyi+CdE2JsXkquUMFZJetmo6tsfF1Me4SUC8TPQ96JKGdD76KNuq6QSChlfUohSAyH+JRHpSJmbn795OGFsWWBz4ijEjnSMIBCsAarlYqK6+LMtVm1RNl6IAKjnTPHlpYChu/K/JynWkqkbhxxe1P03JGlpYApZPXg2MIXR+dOH1kaX5VEd+Dk4blTR5bOHl/44lIslbZTdxZurRg6qw2TUCeWzh6fPXl48daKoTMaHUGSK1mzQdWkUeGdrj94/kB5rdMRJr5OR1f45BqeYKj6ASphuQjSmiBFsNrosDNHUUVyzq8VQ3LOrxUDBhUsZV3PYNCz8Wx8AwNfvFLeV2ZjOhXeGQ4PGRDaKND9ruQDkEwCLZF6Gf4LHa2E3MZLiVkfSG9i+IGi29DVg46QwELwQ3hxIngE+WSyUTHt0amQVgyqhSCgDxN3qsWAlHaV2YiU8SgZNxNdFVMOMeXQCj4msszHV/WiX0o7Sjk3G1uhw0vFsCMfClQNpduqdZvVbtPqNKyOXWnXy+2a0apqTavUKEt1g7tvBcRGtaJfyTq9k0dO/eZ/OGau8xQl0HRJFGWeRwELbnsV0yybZqNer1Wr3U6nalnDlulms9/vdzudzc1NCE1QPcEvG41Gp90GKqrX6/CkqddqyFuolMvtZnOorTaMsq6XNa0kioogiAzDFgr+iQ+vHPyxkFwdqoXQUQ8wZGntutm2y/Wy9qRUshESEotFPp83FEUXd9Pl/PsMhmFIUey73/0u83Stkjjx+n2hdPDAnr17hpBoMBgQGCReefXweqPTsJpWqaYxZT6pFnwTx98KrNwRGEZXlLKuo1nPKpdFUaQoqtVs2vU6jBAbjcbW5ib00eB1QAuB+AEDhIDVbrcLBfRgMNjc3IQmGn3yUAXhZ0SxNnekc2xtbTVsu9/v16rVRr0OQqis6yCEIlN/HPvsp76b76Xnj6bmPveNfbR87n/fOv6vwdU7EsOILCuyrMzzQMa6qpYNQ1dL08dfWT7zWvjGz8c/+9HdQy9OfPT8+InfaqpaEkWRZbPJWNznuLL/pdUvXvNfetN36efzn7985f19rvOv5KJR161D06f+NxOYpP131YxTyTj5xBobX1dy/jIbNZjIMDVs5JGBFk582fGNBokCIhm1dfyMGndFzBq+KzMnD607ogaXAraAdSGkfkBCVaWgp2c9Z487HCFTdAZOjgvs6vrJwwvz3oqcr0i5mkorrkvzN5cNnZWdFxzOqBm+tfDFJCN7YmePu72pEp20YhMzJ79MFfOWXKiVKMlxweVOVMSsJWWt2MTCF5NcyRv54qjLncCZAPTAixV8Nt4m8X40R8WsYXT0yAeSSziyvlk8MAkVBOXAyFg/TtpN4O4BbQChheSsT875ucS6mHI+i1Z9Np6Nb2aQTjG1EDToCLo5lBF8QU8EHgGQMaIQJma8kDcSDTVKVyRGZ4iNRnQRvvlYHWKZJY8k2KSlgrDrxDdWyfmUQkAtBJWsVy2GTCaqFoNqMaAW/KW8T0q7xaRDTDmZ6DLQj5BYo0ILUnKtEJgvZZzF4KyUXGPD80xkSc4FKiWmrsvtmtGu6a2q3qpqLUtrWqVmRWmUZdsU6jpX05iqUrSk7M5OeCm57Bk/sXj9TCoajQQC8VAoGgwGPJ54JBINhXKZTDad5himJMuGptVrtVq12rBt27bbrVa/3280GsBAcJLZHo2hlKTdbjQaSKTqtNu2bddrtVartbmxYdfrtWq1allVywItpKuqoaoVXTdLJYnjJJbli8XY7OFL+79/5/Rvudjy0GsRxtP6MJWMTyfoePTBVLJRmew+LfTA2NraMiTp60M7TxpW6sz/899+duDAAcv6CsIg8frbe/YcGaIg75GHzAkrqQAAIABJREFUi2LQR3PjH1wS2o2OXWlWlKpKmVxCzXvO//F7xXRKV5SKrtcrlZplNep1u15PJhKSKKJ61Wg0bNvudDqD7W3i/QMjRCAYYhrUbDaBhAj0QWIGssYgBsLunU4HvotoH4OVIlrx6/V6rVZDy5hdq0ENpgiCKgh3Tvx89uSboVvvTX3+huPS72588uNcIopuspIgwG7K0DTSdVitVK5++A9XP3hx6vNXbn70/fGPXvCe+/H4id/GvIsVwzA1TZckmePunPvw1v6/c555deXED11nX5n59PkbB1+mkkkqnR4/+svg9EkhNk8FZ6jgAhtb5uLrUtZr8XE5NwQBaAQjM7088q3A84EYJ0L3gykf6x+dDyWvH1744mgkTtWUPGl0IC3xSiFUkfNm+NbcjQWBT1tyPHF9TNBZw3dl4YtLBZYrFcJ8yleWopmbk5zKmKI7euZyppjI3Pw8EqfKkjs2vioIGY1NMXNH3d6UKWRUKmrmFlxfTAo6Z7LxqpIojB+PpThL9kRvrchy3hJThNIWR1QWYW5IDCpaQGACCbiDJyG0PmnvXM43S0dXs765QmCesOno+SARHOh7xZKSWKmphaDJRNn4ukmHnkmkn41n45sZBAaJaU951IGF5xfph8dToLyDyyXdXqCySb6YMqKC4O8MmRHYZoAq6H6I0wZ2REwHymoQZQtpt1oIalSozEa5hEstBNVikE85DTqkFwNawc/FV/WiT8645LRDiK/KaYecXhcTK1RwtpReFxPLee9U3jvJhhaKwTWTzzdMyTZF2xRsU7ANoW7wdYOr62xNY6oqVS0VLTlXETNlHsmvIbXgK2WdbHgmNHti9captbEvmWxaE0VMooaqmppWNgxVUVRFETiOZRiKogqFQiIej8fjXq83EomEw2GqWOQ4TpZlURQ1TavX68SJGJGcKJdsbGzU6/Wtra3NjY2dspKh1V6z2bDtdrNpV6ugMfRSCdUQTZIEmmbzOef1d/2zd7nIolb0AwxVpGy1hFQygU1GMz4PkQ2NWuufhIS67XbG5/uaoM6TRvAAgTVfYXgPDPVA4vW3H+CBBoPBqE2Mv3LkCt1v2227PNRHs7G04/rVQ2+c/93xVKlkapqp61a53G42G7Yd8Pv7vZ5dr8PkECAGvojb29ubm5tAMNvb2/1+H4AVgKnf70MijTLZvXv3wA8hNwMACA32QELIXsVrwpm63++3W61Go2HX69CTWSNfTV1R7hz/+dhHPx779LUbH/947JOfOKYva7Ks8LypqpZpljUN/gtIge2021OHfzh37EeTn/7D+MEXHKd/Mn/p45nz+5v1uqlpRqmkl0olQZA5bubSwct/+tvZQ8+7z/148qPv3fjw+ZTfQ2eza9c/XrzwLh+Z4WOLctqhZN18wqEWg4gYw9yPUjVxC8RyCDwH4AL+BsSBzQ8WSLVSInPz89mTh6enVvm0V0i7iT8Zl/TIhYitc8WZI7Mz7rpKaUxcWBvLs1xDD8TOHg/FKFujK3xCKYT14NjCgl/nszV6JeJONNhV15kprkTpwbGFea8lF8zcgmd81dC5mlLQ+Uzh7qGFBb/OZ0pU1GZX3WemCnymHBufn/PWVcpgY5DvkCZ5LNLQwE/cOohQGh5p5PGFt4m1Ih1dF5JuJr5eDC6y8TWl4N/Z00qCqJGfCKRVKgTRwSqmXUx09RkMejaejW9m4ItXZiNcwlUePbygiETZCyse2IsRG6Gh72rOD75HKQTRUU8eCqiOATnhAQrJJJ6kKLeB+8FR8INOh3UqrOT9OhWCj5GS9w/pn5zXpEMmHdAKPia6RAUX6PACFZoT4yvFwDQdnqNDM3n3RM49nnXdKvomudB01jkWWV4qSzlLKVhK3pLzlpwb/pGyFTFTEdJlPmlySISN6FRQLXhLOVdq7frq1fdufvba6d/+f7OXP406FiWOUyVJVxRjZITYajSatm3Xag3bBt+DLjBwPLZtN2y7UqmUSiVN04rFYrFYTCaTsVgsHA5Ho9F4PJ5IJAqFAkVRLMuqqqrreq1WQ4UFUy+UKJhZ261Wt9NBy33FNOuWBTWJqaoQaEssm1485Jy8Flm8oGQcfHx58tRvmOhaRUhZcr6m0lQ8lA/6W1W9Y1d6rVq/0yTe0w9Vx8hoN5v//kjoUUbnSWPYI7ZrmxhE0/td4tUPxpl2r223l97du2fP3j+MGWx05vd/hx1/cSpUTZz91Z49vzqXaq78ae+ePe9eTYDv6XQ6A/H6W3tevS1swfYQkAgfx/b2Nj4RICGAG/wGyGYwGKBNDNgIlS/SMI9XgKEi9gW9VKvVqtVqs9FoNhrtVqteraLTUJVlQ1VnT/4k4VtJhdxh5wxfLJQ1razrpq4Th4Vuu21VKrVardfr3fn8R7c/ejF45U3fhZ+7z706dvTXmUigrOtoWqyapipJJVEsiWJo/e7tU7+/+8Uf5i4fZvN5OpOhM5nU6pd3Tv5Tav0qE54rBufoyLJBBQ0mUsoHNCqEts1hEyg8NQpB4viMZRLWPGT5hLUQ5v4SFbVik1NHPrlzYYrJh3P++XxgkQ6vyLkQnwnY7Krn7HF/IFNT8sN+MTqqcxnDd2VpfFVVKSnrl7K+spjlFo6tO6INPRAbX1VVhp2/lCkWdS5Lzx5ZWgrYOsvNH3W64rXElMMVNXML6yePxFJsrUQbQrY4cyFLM5ZCFe4empl2mGK+oXPDuI98ABgOKzE0t6JznuQFkSceVndgsskikLxxjQpzCWchuJTzzuUC8znvfM6/IKbd2AwYCIKBCp+Qsz4p4xVSTjHl1AvebxkMEi/s+5tHx74Lzgv7/uYd5y4bP/LLb8/4tp6e853hRRXJr776qf4b39S39Zr8xw988dj4OpdwGXSEmMEP/2R96Gwnah4IgEieFxaFw9zEjBdqgJE2ME6aSsAbEf4cLDHJr1YKwQofL+UDctaLznY559OooJBylpmImvNKaScdWZYzTjayxMWWShlHMTBDBWe46Dwfmc97bxe8E3n3rbx7LLt+reC+mVy+SHnGkmt3c/51g40aTIT80emwTod0OqRTwVLeyyeWC4E7Kce1yMI59+RJ5+0vfTOTE8f/eenWqYTfURKEkiDAwmcozdF1FCAatm3X63a93mw2a7VavVYDo0N0IfgBMyKJlwLEwS6WZSmKomlaoVBIp9PpdDoej/t8vmg0ms1m0+l0sVgUBEEQBFmSarVarVqt12qddrvTalUtq1GrVctlyzQ1WYZQSZOk1NxHtz//6Znff+/i+/vunnprbex8Yv02qZQJmajKZFuW2q6Xu63azhSO7a3NRwmhwWBgW9ZDSAiUxtc2HihyPWVT4iq091EeSLz+9uvXFc+Bvfuv3r7q3Oi1e9T5t145W5z//d4/jBkTv8aO+28zmqIsnT6dnX937549e//0p/d/8HlIEBqNRq9L335tz949e/a+dlUZARrwdih1Abjg7QPrQDSNqPlut3vv3j1sRiAU6ZlHMRSVssFggH60dqsFBdLGxgaU8lXLqphmq9GoV6umqpZ1vVoua6WSXipVDKOi6xXDqFerzXq9Xq3a9Xq9Xq9Vq9h3o9/3LtycPvwD59lX3edenz703MSJ38o837TtaqWClzJVtWIYMCuXOC7hc0gMw2SzdDbLZLPe24fGP38r7x4X40tK2lHKekwqBDZIyfsh5cFkv7PdCbVsYmCI5wZpGkVXhJD2KIWw5r1299ini2eOReKUrbO1Eq0yKTM3u3zk49tfjnNUUimEsKaCDNkU3ZFbK4bOKYXwMGq+ELVTd5bOHl/4YlLQ2bIUzY4dnTt9ZKihPnt85sRYdOHY0tnj83OeusY09HT21jABvsCGktePzJ06MnPi0MIXR2dOHFo6e4eR83guDYPM6Ig48mMkiiWS9iOPokXAhaOyT5KFwPeQfSt8HEZHVHRNSLmp0HIxvAzFNB59pHBWZmNsfF1MOenQ7LcMBpHx0Hz51zh9fkvP2fnOAwjo3r17O071qef8DAZ9TQNfPK0Y0Iohi09A3wNVI3kQ4KsOFnfYGEKFsXLCE8Tk4nj2AeIo+QB8fQCPSDQ0seLAwhEcDJdwi2m3Whj2f/Epl5ByiilXKest5bxcfFUr+MTkGhNZLGUced90MTDNhmazrvGib5IL3aX9EwX3GBeczKxdSa9cQF9x3nll/cq7Sxf+6J46vXrj4Nr1g947x8Lz5xNrY4mVG6H5S67b5x1j5++e+eDMH/7u/HvPX/nw+9c/+v7SjVPe+YlMNChznMAwMs9rilLRNF1RwAM1RqbPNcvq93q1arXX7TYaDZS6hiRQowF6YDBKVMD0CXYHkAjYCP7CsN2Dbhqik36/bxgGimg0TVPFYjaTAUIK+P2JeDyfy6WTSapQ4BhGFkWohUqiqMqyJssCTbO5dGhthi8Wk4ufz1/4eH3s2PTZ3wbnz1WEtMZm6vCeHiKh5mavs7XZfxwhNBgMOq1WRVUHg0HTtqlYLO3xJN1uLp22v4qU5+nDe+RxZomPDOX663sPeAke2gGexInXX58QBwPPgbdfe+2Iq7/Ro269+srNrNmY//2vTt+8fOyi/9LbP33+n8Msi0y3lXffXatUuvSl3394p9/v1+t1z/t7jri3xGuvvX1dBE8DuEMaxCCUBsSBSGhntgakQvgosTGpfIEoAoEEeyGiLiLS6Xq93ul0+r2eVanULKtp22VdLxtGxTAs09RVtWKatUrFKpdhPo6mNlhPtVqtdqu1tbWl8PydQy9PfbLPeeZV77nXxz7/lcyxkC51Op2GbZMcD6tc1lXV1DRVkiSG4YtFKpOZ+fLd9WsHKN+EnFzmY0ty2snH1/mUE36kKGDB2AJfcxLwh682vuP4Q/wMlVHbPJtwSrkAO3d04YujS2ePz5w8hN6umWuzsphJ+xeZyAoWUfdTWplERS7oTGInLilR8VqJ1vmMxsSlfNAQspZc1Lm0zmUsuVgrUaaQbRhcVc6XuXipGNG4tCnmlGJEpaOWXDCErCFkDSFn66zGptSRX6I2tOFIELMPUuhHmyoejIhuhcAZNTJY2GMRiKuBuuGj16oQXsn55qjIkpBYx2OzzMXp0JqY9ggpp0EFM87JZzDo3218O89517N6BoP+w8fQNyjrEdMeIeVGMyf4XtKuRYLAiLEh6XcQsz5IJkkIKwTUkD0OnVL5BAATCWctczE56yuzMa0YBP1jslEl72Pj62xsTc64lazLKAbo8KKSdgrxZSW1LsQW2fBs0TeV99zOOG5kHdfzzhvxxQvZtUtF17X0yvn43KnVax+sXvtw6dL+20d/MXP+w+nLR+dvnly6dXr51unxw6/cOfWvrsmrjtuXHBNXfPOThXhEoGmF5yWWlThOZBiRYSSOK4ni0L5ZkizDqBgGcqbKhgFRbbvZbBGJa60Gfc/29jamGTRIo1kaU2Oj0QCdgN9g/kNMFeYngpkgJcEkCikulCUwm2m1Ws1Gw9B1URAkUczncol4PB6NRkIhr9sdDgaT0Wg8HM4kEoV0misW6VwOyVnLE+eWp65Nnfwn7/TtlGvaUgp1g29aatsu91p1uE4/gRAaDAZIaa0ZRtUwNjc3a6ZpKopMUf9GBNSy7YquFy/9eu+e3zzM7jw6wPeM/hU8sCNYw3tgBzzaH9jsbzjf3/v+UrueuPGTH338hx98NBGdfWfv3j17/vGoW1cU9c7v9/5xsWnbs7/70cnV9ObGxpZ7/95XLrAdevy1/f4d1x+oFA3w0PcQYg8fMeAOKYFB7U700UOB18YG8sUIPobGCIB4e3u71+3atr21tdUDdWTbnXa7Wqmg/bBaqUDKPSSKarV2q1Wr1dBj2O/3UYHtdbumqtLZ5I0PX14/9UPX2R9OnPpNPh4B/kbTvm3bLdueO/L3V/bvvXbgBSaT0mVZYhiBpr3jH04e+2V69TIXnlZSK2JiRc15tLy/VPAbdESjQkNpcCEITIAlDaCDnPMrIxdExOOQrAl0enJJDxVeosNLNZWua0zD4CyFMvhMRcxoI/uxfGCBjq3ixfGcQVOFNkqVJ6asxJMQ9vRlfhhNqOSDKDZBXwhEBW0yXtASkhU+Ce8PPuUjjyN0uqG3HzpIcWRphjYxYusKphyPPuSRwTcShBB+IH76j14rk44UwsuF8DIVWioEFgqBhUJwPuefy3ru5nwzOc9fFxs0LOeM/mPnNqP/+ptHqY57D22xY2+y8c5/3H+pB490YVSwe8d5v3h3f4N9Fy48eIQH3sLDR9/l3T7p9R93Vo8cdJcX3nFZdtQcH9h8eKrkGKPL8uhBR2/K+c7fPB2mPvqh7Po5PnqeO19PvLCPbEmYrF3fyC6X6HE3xm4fx9Nvoa9zDH2DUk6DjpijbC88O9RiiDiroviFB1Z5BJXAJIMbx5IICiGCn0jsDsrhZS5mstEKF6twUSnjNZmoyUTFjEfKepSsVy8E+MSaQQWo8KKUXC9lnVJyVUws5zxTfGS+4J1gg3cY/0Rm7Wpi6QLtuRGbO+0ZOzh1/JfTJ9+a++Kfxj776cTxtxavHV6buJiPR6J+P5XNigwjsSxPUSLD8DStCAKUNDLHKTwPqYTEcbqiaIqiKUpZ11VZVmVZL5XKhmHXaoamNW273Wy2m81upwNz4XarhRJYv9cjEeJQvKIPCOFTg8Fge3sb9ADJ5iTiaPTGgy6CxTCmXuxLwNDm5qZt2wBD/V6v3+vZtl2r1WC3WKtWO60W4jhkQZAFgcrn0/F4LBwO+/0Btzvi9/scDufyciIUCt753HH7atI5XVWKtiG0qlqnYfXb9mavvbXRewIh9GQoY1erX2XLfq8nFgqaIOii2Gm1BoNBRdOEXM6QJDadLqvqV8dAgweF1cEDr0+Ig4H3wJHr19/e79ra7Ps/ePUWZbeX3v10Pnztx79Z9n368z3PH7p4W6Bpmfdf+vGeTxYqVnn+T3v2/ONxf7PZ9O9/7baw1WqtHXntmvjI9YcaGhgXHA9gDT5EnAPQ8GAwgEci4WBwP0AehC3xiaNM1mq1et3uvcGg3+sBPeOW6HY6nU7HrterltVutWrVKlyn67VatVrtdDowJQcsA9La3Nio6Hro+mu3Pv3++EffWzn+3PjRt7lCHvgb/Fav17t+8PlL7z937U//c+y9/zr1xe8VnueKRYllJ469tX71fcozJkZnc57JQmBWTK6z0TW1GBBSbgQqI/YLzRPEEQOPAuj/UAxC87zJxhAQhnVU2ntXSLs1KqxSEZ2Nl0cpOugsg0K5EJxTi0HiMUYMGxHOAx8NJDoXgwtsbKUQWhRSLoR4oC2LGFgDdhCyCsk8UDrC/WjoAFIIojeetG7gEFjC4QTw+oA1YIaIERoEQ1js4W1CLPXUayWkPXzCrRb8pXxASLm5xLqS80qp9b8iGDSas8gMfH+bHYWe3Wo+OzcVL+x7YJZ/x/nI/jsm3Z2z7k6UdP/XO6fl++e374L40DEfPfpDp/fE13/8WT100AfGQ3s9nu/ZnQ3a7aC7b7nri+72oez6Oe52njs/23379pG9910QH9j+gXvg0Uu0642x68fx1Fvoax5DNijtYuMurTgkupV8AF9jGEDDOgiPBmJ0RuIsoPjBYouE8gyr+2wM3fIGE5EyXi7hQrCXkvPLOZ/BhKWsR837mOgqE11mo8tUaIGLLfOxZSo4m/Xc4cKzGdctNniXCUxC8ZN3XIlMH5s7+y/jh39+87M3bh/52dqdi+tT5xdvnEj61jiKgqkPWygko1FdlnVFkXleEUWjVJJ53iiVUAjQFaWsaZosa7KM+Avka9Ysq2KadrVq78gCgx90s9GoVavgdVAFA7uzOZJ3QBIEtSxQC6okg8EAMyh2wdSIUguW6Zg7B4MBXgdZDaStGjJbxDXc78Fut1GIARJqNRqdVqteqxmaZqiqqaqWYRiqqkqSyLKxYDAWCOQSiUQoFLp77Oy7L1aEVE2lG2W5XTN6rdpXIYQeN7a2tnLBIJgh27JUURwMBrsaUpcVJeF0Cvk8n812HtmATaXajQZ+3iVX9UEMpFx/fWdFLHjg9b179uw9cB3FsrevOv0fvLp3z569f5pvVOTc6R/u3bNn76+PXz/yL1yxKE/+bu+Pv8iapuOPe945H6hVq5sb3K3Xdh7uA+cj1x+fC4ALPtnBYEAqX/iUyS0BaEJ00IT/AwAitwrk0qi+Dba34arQ63ZrtVq306nX681GAyaccOCsQhzW6YBiBJbq9XoR10zVqjRt6/qB58YPfu/mhy+7zvxg7tBzU2d+bxkGwdm2bff7/WzEcfngj66++9/mP/3v1z74u+nDzwk0LVDFW4d+ll46m1y6IEZn5cSykFhR816TCkoZt5zx8kk3CtnonIJtGFACJMPoDiP5OeixgI+imPEWIyuF0KKY8RI4AmMOABQgAynrk/P+jHcGkRQQCQFtQICMp4olJHO+uXx4kY+vpN3ThcgKG1/nEo5SIYT+jBEzNFRzF0MrdHSVhBjiDAGtyLINUAmoBQ6ucIMExwMdNPAQyfwBQQWtD+ThSDMkFiFf9Vql3GLaYzJhOrL6LXaR3gUGPcgo3HvMFPj0V9s5y4kX9v3NO+88btp7YPYe7b/rz7uBgsdii0cP9tTXf+pZ7bbprsf9C4tij+7+EGGzOxf08G+f8jk+eKAh5Nl3wXlh305o9HSYQrZ43Dk8+nE87Rb6uge+eErOW2ZjFS4GShkMEJEBoUAOq0Moe/A15lND+x/8AOgDdSRxGYH2Wcp4SvkAn3QpeT+fckppl5B0stFVvehnYytMdKkYWJBT62J8hQ3Pc5G5gncy4xxjApNF9xjjG6fcNxILZ7Or59cuvzd26GeLYydCjrlMLAKyR+K4kiAoPG+USsA30WCwJIqqJFXLZWQmaLJc1vWqaVYrFVPX6yO4A9xglcuAPjByQcZ4u9mEjSH61TGTYQkOemZnczUmPELkkLYg/I3yFuyGiRIImQwAN1DjEvdhEk0FJgkzGbiiXq/XbDQ2RvbTJMgTcRww4mvW67VKpVapAOpFAgFVkiSWFWiayWaDs6cmT/5zWczUda5lqZ2G1e80NvtEIfTnwSAMXRSzgUA+FALN0+920z5fwuFIe735UIhOJPB7leOatdqTX4pJJj0LCxsj7uRBZfQTg1eBJobx8p1+p9FpVJrW9Cc/Pnrld/9wZm720if/KLOsKoqKIJQ1TRaETCpl1+u9bneoWW63B4PBE64/Ps3hndDrgTEaDAYkNQwfKPnQSd7qzlZ8kEmATeQGaDaGA/nzzUaj025DmQRwDMCEI6LuBiR0df/eqbPvbGxsKHzh+v7nr3/w3JX9+5Y+37d4ZN+NA3vrlQrJ/cAt16jXrXLZdffiraNvX/7jf7/2wQth53zSszb22Zvx2ZNF13XaNyHGF5X0upx2Kjkvn3RwCZec9YLqGLqbjhLmQQLhWUF6yLENykx4hvBpL5/x8ik3Cl5ggNBYSqLdocspFQKF4CLk1VhcoWPLYKJqIcDF1/Oeu0xsvTwKb7aEpJTzMXFHIThPR1bY+DpSmaWsj4otp93TTHQp6Z1lIsuQ48DumbS1QqcM9RLYHTzW8EyDNohgO5KSgdcfVsG4OPgebRQ3BFX4V71WxRCXcMlZj14MFIPf2kyxJ2iDHk9dPLY69HAD2o5Z1PnObhWih7b882DQcG594D8fc/Qnvb17j0CNJ5zVbuDggd+MNv6zYNCjB90N/IwQy6PjkQ9l1ze363nev4io1pG/H8eo7XqJHncOu34cT7yFvu6BL56QchpMtMLFhLTH5OJYLcEvESs28EOEVca3GhpA8g0nqx88BKWsz2AiXMIlZ31Kzs+nXAYT1ooBkwqVch46skxHluS0Q0qt06F5OjQnp1Yh/Sl6bydXrjK+cdozVnBeTSyejc2cCE0dCd7++OL7LwnFosSyEssqPK/wPJqkKpqmShLaiVmKKmazWqkE1zhDVevVqqnrjVrNMs1hwzkabSwLgaZWuVytVFDwskY/NGwbGqCGbXe7XQQsbG1uboxEHpg77927hyIIpr1ut4tJbjQtD81m0EP0OMO9wWCAysVQZtRoYObDxtgS81mj0eh1u5g+ySq/1+32ez34IOOttRoNdLQVslmmWNRlWREEgaaZXI5Kp6fP/m597LOqSjUqcrte7rXrGw/Uxf6S0XgQ36Ap3K5U7ErF0jQEdHyVLrNWoxFfX7eeXCN77CBhGt1+p9ktnHtrzzsOfeLjHx1OUsGTv/kfxXRSZBiZ5/VSKRGNyqJYMc1hibNWazYauKRPuP5E5UPqXGCDAHFQ9ITJEJrkCR4iHz3JJgP2xc+dTqfZaAD39Hq9fq8HxhFcFJRDcNrc3NggSa5N2755+Jerk6e2t7c1Rbzx4Qt3Pv67qQsfTn3ynOv0vvH9f+uauYqTJ3ZHrWZTk2U2n9JE0bc8MXnqdzeO/DLsWLx16GfpxTOM9yblvS3FF6XEKh9fMemgTgXFtKfMRvmUm9i7E4UvSBQseMAWozZEtNJ8yqPkAnzaT2ABHiBABoBEWHrBcIhLeuRcMOtfIHJD7CUkXSnHVD6wVCoOMwqBTpDzhTITHV0thJaz/nk+4cj6ZlOe6UJ0iU955KwvtjaZ8k7z8XVonyt8vMIP90L3K3HGxx90yJK6GMRAsAsivrLggQCh8AzEcrG8o4T39GtFhQ06olNBreD/Fker/tkwaDR2XdU/meRwPvTiO+fFr50Neuq73e3np5/VvwMbtOtBH35NvM+n1ZB2Lck9jS1zvvM371zYwQldeOfREuiDb+HRS/S0c3jy2f57DnzxmOg6n3IJKXeZi4HHxkIH6kLiq4GVkJj1DZ9BWR86yPANR1c86SCVYQON5C86xCcdJhU06aBRDEhpBx9b1nIuJjTPhGbp4DQfmaP8U0XveHLlSmLpIusby61ddF57f+3yO7Mn37rx8SsL3srYAAAgAElEQVSXD/zg2sGf5BIxnqaHDJAogvLRS6VqpVKvVOxarWZZQZ9PL5Xgj1c2DKtcrlrWMI/CNK1y2a7XG7bdabfbrVa71ep1u1al0uv14BkMiqUB2WmvV6/Xh3WNRmMT4KPdJg7CqJuAKoAKFbMOFvqQbpDYKdSz8L/YZSgEGbUgYa4lymj8FyZUlE6IeIgURHB6UCkhqaPZaAzfXbPZtO2Q31+tVHRFKUmSKkkwiYnMnbp94i1Lydum0K7pXdTFNrrbm3+JPOhrH7ooxtbWirEYpNnNev0r77o9ilbtbjje2/vql0xNt+Mnrt7JG0xk/Og/umZvSgwDEwS/xzO0H7RtIF2AFZIa9oTrDyhDqpykPRAcEggeMtA2D94IYBeFUfwGn+PWKGwVNTVwP/1+f3Njo9vpAHsN6aJGA1bXgEd6SRSoNDyNLr333MXf/1fH3Ysrt09NnvrN3MWD1z97k1BZUFLbtl21rMsfvJCL+YxSqSQIcd9y1OOYOPZmavF0wXk1vXaVDtxhQnN0eEEv+sWUk0s6pIxXo0ImGwVBggUPBMv4vuP5gPIQJn4y/bOJNTqyCichoBAUlUAbk6oT2sSw7hIy7qxvTkw5IPQRsz4uvpbxzRNHZvwhkYWI6AGU4RIuJrZW8M2jRoa6vJjxJtxz/pWxYmQVKAr7krx38N8VPg5GB8wQMA2U0QA66HsFD4SiG8wCINwGaSTn/CDOv9K1SrmVnJ9LrEtpl5pz/6eAQbvqfR73crspQx4rwvlzYNBOcc+DvMtT60dPe/3Hn9XDB31g/GXaoMeopHZDUTuRym7v6ZGX2v2N7nae9x5RBe3bt8uZkaM89mwf3ekxjNZTbqGveeCLJyadJhuWMl6Ljys5H8rnhJrGCgnhO2B00fwFg2l0hGJ9A5LZYCIGHVFyPuAqgw5pBb+YckgpJxVaYCKLQnyZjy1ykfmce0KKLxQ843nnDcozllm7wnhvRmZPTZ546+rBV+6eO7B04+jq1PnQ+hydTSHNFH+GOZSqOuwfrlbRWUMVCsV8vt1qQdbT7XQQzgWDHwRnotRVq9Xao8V+rVqF4hh8wNC1ud3udDq9HSZ43VHla6d/DIodmDh3lslIbzy4AUyQhDRCACd2v3fvHpgDvDIW+ii0EcU0XhAgCS+CagukKpjCu91ui9Q+Go1et6tIUj6btatVNNVrkiQxDJ3NZqNhx+3LFSlb17lWVes2qxvdJuRB3wYYhIE6WtUw0t6vbjI9GGxvbW9tbjk/2PvBWq9db9fLxXN/uBalynwytnR18uyHIk1LHMdRVDIaLRtGvVrtjkqKJOINpj47FeuPXn+ieScp9EC30AkBPwHrYBcgFdI1ht8QrTTZFxQUiW7FoUnuPTFdxA84Q9x+3W738vvPXX3n/722/wVTVYNrU/NXD3vnr7abNvbF7dHv9yumOf7R311870Umm5A5TqCo4Ors+OGfJ+aOU+5rXGCC9k9xkXk2siilHHrRb9AhjQrxSZeSD4gZ6H7iajGE4DBAmWGU2MhYGXQyHOepyErON0ekwSBXiEwHCKM8ctwgrRVi1pcPLBSD8/nAQs4/XwgugVABE4MuDRLGDFwFaEV6OPBowtoMu7AJp5B0pdwz+C80tKLjjDT8Q9hEnnggt0iCLIAdjkX6P9ACgkPgaghpD7wln36tqHApH9DpkJr3cbHl/xQw6N6f1Sm2Azjc35bUxu6XTHbQRF+NDXrnnQcOsHvN7rGQ4ekwa9ezeuigu7zwg///ZBg02uGxB31o90dLirte8l2P/vDPj7wP8cK+XVTPD22/60vs4Pee0in2cHn0ibfQ1zlGbNCKkvWWCgEu4dKpkE6F1WJQo0JkQQOmF2sjIpRGUz200qCI+ZRbTHv4pEsrhipcnE85pbSbia7SkWUxuc5Fl8TECh9bpPx36eAdPjzDh++m165k1q9m1i7l1i4W1i9Gpo/eOfbm8s2TEsNwhYLM8wJNK4Kg8LwiCLqiVAyjappWuVy3LMs069Uq8fJp2LbP64XNYLvdhqshYBDmgKGeptGAygdiZ1S+UBnZ2Niwbbuzo4er2Wz2ul0gmEajAbkret0JAYBW6sFgQHyfUT0BrEH5DPgJkIWUSxqNBvEQIvGchE5AsQypDpjtiESa2BYTP8ZWq4Xc8o2NjfYoiCMUDA4rgLVa1TQRxSDSNJvLBeamlXyoprEjedC3DgYNBgMxn6eTyT9vn+3tbeHq2/udI3nQ4mc/+aJgcJaUNZiI586XzqnrAk2nYzE6n1clCXdRzbJqlrXR7/dGAGhzpImGYOhx1x9ABIiEyIBA8wx2aN7xT7LBvXv3gHsGO4yqB6MuM/x+MBgQewWCfohNET5o3HiAVu12O+yenT7/wZWDP5j4ZG9Z01RZrlYquCFJV/9Gv48vy+X391754EWepgWKYvL5qeO/cF97r7B2gfGOUd7bfGSWDs0KiVWjGFAybiXnNegIl3BpxZDJRkkxC+mqJFIUxDD+QGeDvwv+GS7pBCOCblOktOIBAhBD4rcIf2OyMSbhyIeW2LgLhyBpHqBzsAyTsj5z1N86NByiwiTdDKen0xEkgllCUsp4C4EFKrIC/AREUioEIAPCXjgWoYuIiRrsIuGThNUgaCGsGwkaI9JvAgofe62YqEFHymyEi699+1yk/1rH0+te/1kO+q07hb/SMWyYj68KSUcp5xMz7lI+wMZdQgquhsNE91IhUOHjXNItpN2WkCgVAnzKXSoEdCqs5AOQV3MJF590ISWHiTuljFvOuPWin4ks8dFlJe2QEitZ12Tec7vgGS+6x/LO657xz4vOq7G5U+E7x5LzJ53XPrj58Y8ddy4qPC/QtMxxMs8rgrCzpQvETxM5Sq2WXa+3mk100xTyeZ7jIJEBL4L5CchmY2T6gtID6QACKup0Ohsjy2A4uGDpD6AD1ILSFdkdf2MmA9wB8TMYDBojlclgMOiOUBRRaUAShNkUcxh+wPwHYgkDxADw2WAwAPYi1TRsjPNBFjo01KA0ZElKpVK2bbebzZplqbKsSlKJ57lCgcnlvNO36bijpjFNq/QthEHb29v5SOQvsibyHNnz2m1+Y3Oju9FdO7znlZtZs1GWqypV5pNa0e+4ddozfdPvcgkMU9Y0JMQ1bRuRXv1+H7kohHoB0/bU64+qGZGC4d6DXyI2w41H+v7IBuSfOxM5BiMfKQBxnAnR4KOIRtgmoO2NjY1qpVKzrInP9l58729Da7dbjQYwNw60ubmJem61XDZKJYVnL+9/6e65D7hCgS8U4nffu/bRq9Hpo6mlcwXXjaJ3Qk4s89ElPe/l4qs6FTTZCJ90cQmXkvObXIwIdIaZgFQYFfMKP0weBP/BJ93F0CqX9pXZGMgSaKIhiwYGAoJBOYnEeO1s1IJ3M+lsRwUNjWYgfsDZoMUMaiH4fUij8j2WcKi+mWyMiTsKwQUhvk5HVoSUS84HmaS3VAig153gGHDeOG0AnWEVLOdHyW9n2yxgEDBZhU+AQFLyAUgtH3utsj6dCpcKfiXnFZNrz2DQ1zL+D4VB3/wZ/NUOfPFKWZeYXFdyHiXrkbMeIe3ikk6QOujw4pMunQoLKZeS9/NJl0FHtGJIp8Jy1lfh4kLKrRZDw46wgl9IOU06LGfcfGJNSKxx8RUhtpz3Tknx+azzJuW5RXnGCs5rM6f/5cbhn09+/ub44Temjr5569DrNz/+UcgxIzJMSRTLqgobQw1JkzDStaxGvd4c6X/RwAXyptVsBgIB27Y3NzagcoVzLnE1JDWIrc3Nfq9H+m6G6/URECGKH6yeh+YuvR4qIEQEjX2JcwwJWyAVDWIxDIgzGJlKY6YkWlqyPYnhJJ5DeLWd9AN+j21wMsR+hohwhxNzo5HP50VBQBKZqWmmppmqWhIEkabpTObW0V9zsfVvLQyyLevPkQTtGOL1t+/3lL3vazc6DatlaXWDt+S8wUbVvOfSwR97lmcFiIREsQz5fLnctG27Xm+3WvjgAFWhyMGH+NTrTz5EwGL8L34gDB8wNwqjpPvv3siecTAY4H67d+8eEBVhJYkFA3bEa+JkgIqscrlSLrebzasf/P2l977nmb1EvIgIc9loNOxarWwYiiiunHrp+oGXbn78/MLRF+ePvbR6+bd3T/wyu3wuvXJBCN1hgnf46IIQX5FS61x8hU+sswkHl3BpxWApH6jwcSXnh24G2hqSDwhQAl/EtPtOIbxYZuOY/iEQBrCALBoKG1JvAlGEQhL4GLR0EddmEEJQGsH6GYdGaz2KXISAAYoiDfykjgY4RUdWc/75YmipEF8T89F8eJkKLcG2ERwPSnilQhCN7qC48F+wzkevGX6JvYidNAmNBkh67LVKurViqFTws7FVOvytlUj/lY3/82DQzurZs/HnD3zxCr5pIbFKhRboyLJW8AmJdSntLuV9fMpZ5qJlLirnfCYbKXMxPuWSUD5LOkw2wqddajGgFQNCyimknELSKaVcpZy3lPPoRT8bWSr4Z+ngLB+ZY4J3s44bmbUrmdWLecelu8d/NXP+IFcoJHyOsGMu6lmKe1dUUZR53lRVvVQqa5plmnXLsmu1arls12qIMkUvca1WazYa0DpAgpNKpTRNa9h2q9WCuy5olWF3er8PxQ/W5ahqoW5FtMlYfxOdLNqFSFWruSMUDPMZ5K6DwWBnmQObAR6hBxv80L1798APAWmRiY0s5QG5MAuSUheZOwGzSLYD+RnMAc4ZqiNIa03DCAYC7Xa7Vq0ig9MArBRFvlj0T3w8dvh/lYVUTWOb3+Ki2F82ggf27L1PCLV6rVq7Xm5WlJrGVqSswUTowPTZd/6WSqdEhoGFJuK6mvU68tpQSwXFuLGx0R/hns4oKP7J1x+fHTRAADHEiZFYh5NkVkAZUIZASABGuC0J5QPYRH7AvYHbA5gJJuNoCKhXq847X67fPWuZKk4Dt71t2xv9vqFpVcvSFUXmuDuHnr+2/8VbB/fd/PCFmx8+P3P67enj/5RdPZ9ZuUR5x4v+yWJgmostqTm3knWJKWep4BfSHi7h4pPuCh9HQhb6uSCvAQKAIqfMxbmEM+ObBcFDUtyBBlBMh6kgmBuwKagcEWMeOHEAQgHoQLsjjxrRUZxCoxn4G8QUgkbC4UDVoLOV0EiEi9LoCFyOqPha1jef88+lfbNyxqeMIA6OjgZYcFQAZMPy3Mh2HyePmhcA386Os92vVdItpj2lvE8vBpjI4jMY9Gw8G9/AwBcv555gwvNq1lkIzFOhBSXjKuU8XHyVjqzyifVSzielXWLKiZh3Ieng4mtlOlzKect0SMl6+MQ6n1hjostq3iunXVRokQ4tiIkVMb6c907l3ONF720+NEW5b9Lua0vn/zBx6I2lGye4QgFxFgJNa7JckiRDUVRJUmWZ6H4Qpl2v1axKpd/r9fv9WrWKkoRdrw8rF81mrVZLp9PD3IBGg8w67ZH5CslyGgwGO/mewQjEkEUz9iJiHUxURBuL6Q37YjIjExVpmSaCZYAwED+YobEjiITBKH2TMAqAVsOqXK9HHGtIhgPhJ0j1bSeuwlGgTCoWChzHNRqNWrVaMc1quQwLJVUUBYpavPC79ZsfV4R0XedaltZtfutgEB2P18vlv3Tv7aFQerO/2e/0O81us9quGY2yXFPpipDW6RAdnPnyT3u5fK4kCBLHwVzKMk1DVcuG0UK3XadTq1abjcbQO6rRIM1WT77+oG2Aqol98/bIkAmYiZQ+cQMQ7yhSXyNSd1LGxe47QTypnO60JgKZ1Bk5le+8/zc3Nra3t8uGYZRKJUlSBEEVxav7X5j+7LlrB14a++jl26f+cOfEW6sX3s2sXUyvXuZCd8T4ghBfYiMLSsbJxVfKTFjOedm4i427DDpS5mKEfQG8ABoAsgEZI6bdxfAS/gkYBCgDuEP6TEGrDDvFRmbQcEHUiBIo6wPsADGDyhfwFqgj9HAM5Uc5P+gcNK6DsIGuEbjK5OImF6/wcSAwHK4QXaNDK3nffMo1xcfXAWjwBonREdFH471rD/oPgYUivkfQVqMtbpdrlfFKGa+S86p5Hx9feQaDno1n4xsYQxjkGmNCd7nwnJxcKfhmioHZYnBeSKyqOQ8dWWQiS6WsR0w66PCynHYxkWUutiok1tjYCh1ZpMOLWt5DhRaY8KKcdtCheSY8z8eWpOQK5b/LR2Yp7+3UyqXkwhcrl969ffjnE6ff9S9NSgwjsWxJEIxSSZMkXVFMVbVM09Q0qJ7h84bm9majUa/X0SS8ubmJQkWn3YYxbr/fz2YyiqLYto0ZCHMA6egBfAE+GIzoFpK1BMEp6mhQoQIYkUmV2LdsjeLBSY80folZCnMe8TNsjvIWiJoVbdI7hR1EXYu6GMnTIGEO2J2QRuCfds6UnZErMU5mMEJaPq+32Wggl75sGBXTLOt6SRQVQWDz+RuHfpr13K5I2bpBOsV2Nsx/80PleZXj/vL9t7e3tza3Nzc3N3obvXYfpbGqbptitUSVhZROBenQ9Pn3XmbzeYGmSzxf1rSKYRilEghIFMjgqmDbNqwUoTkDHho8/voTgyggZtRnQRbu7BoDr3Pv3j10cpFaG27anW2DxJEISiPiP0T8jcjd++T7H4C7bBiGppU1zSiVRIa5uv+FqY/+fvnYS5c//MHl91+49MELtw6/uXbpnfTyl4xvPO++xQTvUoFpOjQnJFaVrMukgwgaE9MePumWskPOBvhgFDg6pIVQY0r77mT881Law8YcbNwBVQ04FSADZJEOe8QyXtLqhVoYrDp0OoI2VexO1D9S1oeC1JAHyvnFEemCH5RROgc8EgGMUBrDGZZGgWg4W7yamHQlXVNMdIWNrVDhpaxnOh9YyHjnc755AqRQlcMpoeOMCJJG3kJxYj8Lkuzha1UIltkYn3Qw0VUhsfoMBj0bz8Y3MPDFiy9eLHpuMYGprOuWGFvMe6cKvjtsZIGNLFDBOSGxwg8zLub42DIdmqfD88XgLBtZVLNOObUmJ9fE+LKSXuUi82x4jg3NZpzjlH9KjMxwwYns2uW5L/7l2sc/vf75r2eufy7C+IdlDVlGjmmtUjE0za5Wa5aFObs7ClTCWhyTRL1exyTR7Xa3ILDo9drttmma2WyWwA4IODZHod+DwWCnLAMbYG1NamGYaVqjzApMNliaY/Yiyg9i7NsftWWBtgG0wrFI5zNeE/UI0lgEtgngBsfFaw5GYmq8R3Ly7ZG1MV6B6LKBpdB0RiZdVMRYls3n8+12267XwQbVLctUVV1RSoLAZjPn/vSCToctOWcbQrumD/M0/m32iV/vUDmuEIn8G16AEEIbmxvdjV6717Y7jUqrqtmmUC1RZT6pU8HU+i331A2uUJAYRhVFVRQ1WTZUtQar8Wq102rVqtV+r1er1Xrd7tbmpm3bqFURy8RHrz8AMfFLxEdG/BRIezxhbgaDAbARYYPu3bsHbE18jEghbDAYAEmTqhyRaT/1/h++jm0bmlarVExNK0nS0umXLv3puYmP9k58+L1r+1+8/uFLl/Z/f+rkW2uX/xibO51cvphZv573TojxJTayIKedUtqh5v06HTKZqMXHuYRbo4baYZLQDgdFVK/Qb8UlHFxslY+tp90zKe8cClUENMBTUaPCqKahkjW0EeLi4FRQR8NeyDcEbEI9axgUT4WhBCJYCgwNcS/EKaFLH/iJICp5xB5BFg1rHyq6xibWi5HlYmRFyQfYmINNuYqBRTrmGDoo0hHi3zgMlh7V7EhALMkUwnt84FpRYa0Y0qkgn1hXMs5nMOjZeDa+gYEvnvP6/tTyedZ/O712lQ3dZYN32dBdMTbPh+cK3ikhtkAHZ7jIfN47lXVPSYllProgxhflxDIfmeNCs2JsgY/Mpp23ir6JvHu84LlVcI/R3lvplUuxuTPRmROxu5+7r703+fnPpk7/QWSYEs/LPD+MuVAUu1ZDjHar0YACGkxGvVYD9IHqeWvEvgB2YMnb7/fD4bBlWaSbBgILFM6IshXL4sGI2sGOKC5gSiMNzATukKIYKheY4cD6EHMg0qez0/GFsALYvTnyHSbFi3v37hH4hSOSGQuzIOZOzG0YpIcINRTMrI1RCBdILMCvZrMZjUSGlEW9XqtWrXK5ZlmWaUIO4hr/3Dl5yWAilpJvmFK7bvZaO12kv/mK2GAw6Pd6Wb+/XCr9uXsNBoOtzc2qrpdYJuP3FyMRJpnotuxGVWeTYTGXblkjJCSkdDpE+adXb54ppFIiTZdEUWJZWRCQOmeZJmqyVrncbrc3+v1mowFLBXCB4IQGj1z/jVECa3s0CHLFLYdqKT5K/ABh0NYooBd3UWsUgoGCGshCMEntUaZ9fxRW/xXv/16vN/Hx30fc85ZpVgxDlSRNkoqp+Ngn+24dfOHWh3uvvb/3ysEfzV49evfUP985/lZu/RLtvcUEptjQjBhfpsPzetHHJ9a0QkBIu4SUWysGhZQb7AsUygAQkD+jWqSMzH4AMiLrU1n/LKpaQtqj0RGUw1AsAwoh/BCwC8ANWuLxypDgQKAzjP0ZaZArfBywiRjfAwNBP4TTk7I+MesjGh1lR9sXThVpqWB00CpvMFHYT/PJ9aJ/Ts75K/z9Vyb22URhjboYAV44LqDS/WuV9qiFoJz1fLt9g56NZ+M/9cAX787JtyePv+26fjCzciGzeim1cinnvM74blP+iZzrJuWb4EJ3M46b6fWbefc4G7xT8Izz4ems62bRezu9fq3gHqO941xwkvGNF1w38o5rlPs67b7mu30kt3ouevdweuGY//q7Y0f/GT3wZqmE6kOjXq/B/blaJVofu163bbterwNAAA1s9Pvb29vdToeofCBHVRQlm80CQ/RH2ZaYOYglHZFWgGvBIItmshnADXEMGgwG9+7dI43xKG0QhTLGTiMZ0vQOAIRBiiaDHYt40oNGaiU4E1IvI0oRIiEi1BR+g3+S6RBTLObCcrmcSaeHjUXdrl2vW6ZZMU1dUVRBEBnGOX4uMHvFZGPVUrFRHoZpbPba/5ZMsX+PsbW1xSSTGyPTnSeP7e3tYjSKSFdDlqlYTBMEU5KaVcsQBbkQpcIrdHgtvrZiCMwQCalURUgbTCTtmrjw/ot3rxyP+HzJSKSQTrOFgsAweqlUMQygc3CTrVFsarfbBS0EOD7Ycf03R9H0Oz9ugGbczLgliDlQb4f+emvkOwVuCa/WH4WxDAYDUiMj9/9ODP1V7v9iKnjjwN7x47/OR901yyprGvJ3BYaZP/79qx88d/WDFy/u/+GV95/LxeO3j73lunmg4Lyac1wTIjN8eE6IL3PxFaPoF1NOOeuRc74KF5cyHktIoIecmCYDVcCTEL8nHvQmGysGFtnEKvx+wMQA1ogjhgaureCEoDtGSQuGQ2BuwDMNe7voCALIUG7jUx605eNnEDPAMUBUJP4CXWmAL0PNEBtD9Q2FOTHrI+QQ4IvJxoSsN+efBZMEFCWkPaW8nwkv5P2zhBJTCkESNAQtFHDe/WuVcgspt5RxK1mPlvc8g0HPxp8zvnp32qNb7rRD/PaMb6jfDl88OptdufSvk8ffunX4f8VnTxYcl7NrF2nPjYLzamr5YtF9M716mfXf5gITrP92auUS7b2VXr38/7P3nt9tXPm24B/V32fmw6y31szc+Nzt7tbt2/d13/s6uMN152y5HeUoyZKcJNnKkZREiaTEJCYQAEEQORcq54QqFDIDOB826ggkQQW3bMu9dJYWF0Wiqg6KhTq79m//9i4uXCouXCwuXIjfOZmZOU0tXszdPR0deW/y7EtLV16fOPn74UM/mz37wtzpPw+984Mzr3ynlIkLDKPLsiqKjmVVLAskkFettlutdqvlui6+wsQZsgyijehXleKOv7GxEQwG8VBOkA1ZbPBYDFTR7XaxDgG1AGQQpQ7pXcfTPLgfME84HB6ySXMyMZLpb1cmaxXpWgdGwQ673S6+AYdEIBdgDYQdWLFQB+nvJOr3aSQtZljYSP8a6UiKxWKKLGND13WbjYap6xXThIs0WyoFRq6UlkcNJl6RS54lNqpmu1F9AmEQBv52XC7nGMZ9XlZYWRlEHW12Nzdb9aqUDUm5UHJ2Irk43667qI55huAolC1kDTpGx6bGPv3z9Q//fHf4/PzYUDoWi0Ui4cXFaDicWF0tZLM8y4o8bxpG1XUdxwHXBnCM9BVy/kn/IMANKB9cJKTWScpkgES4FCHiIWaYuIbBQRJAs/v6J9XYh7z+s7HA0NHfXDv222RoslqpwEZBYhihXM7EYreO/MfVN799+Y3vnX/pmbMvP5tbXR0+/PPwjXcyM6fL4evl5ZvF0Eg5cpuNTUvZRS4xZ9JRi4krxYiQWYKhM5HpkOUfQAfpWkBCACK54HghPAU1D0k2BbtjMnEAIOK1CEkNCWyW/FQv9IIhGkwpRtCZBVgD/ISZQGAEWEPSVWHziKQw0mPf/0pAOouNm34cPSTY0ABxmWBmcZSOz2SDo/nlO2x8Jhu4xSRmi9HpXGhczAchFe+pmlILPddpKooT0jtXxYjFxE06yqfmn2qDno7t44GY4DPDoD0DUf+2o/zt40uFQRxFcRTFFovB64dGPvhlbuqjWx88P/7Rb6c+/cvEJ38MDL2ZuPNxbPzD3N1TyYnj6amTsxdeuXH0l4sXX1kZORwbfT82eixw+fXhQz+5cvin5w58f/jIz4bfe2566MPI9ZeHDj938Y3/CE4MKYKgiqKhqpamVSsVyzAgpnAdp9NuQ/6MQAM8ZLd9BWjdz7NEaam/p0YQBI7jSN8N8EfXd14hT+pYVAhuIBYsOxq7SJ8z1h7gEuIc3fLjEUgjNDHyQX0N1QfSwE/68LvdLtED9bfwYFkCfsJySHyBsYbXfGOYrq8Egga24+dxtvxo9A1/2LadTqcx506n4zpOrVp1KxVdUXRFkVg2eOXFq3qmPuMAACAASURBVO/9TM4tflVgEIZrWcVotBSLDfxtKR7nstk9Nt3sbm66hlCKhsqJ1ZpTWWvV2w0XimnPFF2NtsW8ySY1KlKKjIZunZ6++P7d4U8kluXKZdAkbLlczOWyqVQwEAgHg+lUKpvNqqqqaZpTqTSbzXW/8ISLBFfahu/PiUsC1xgBPRADEUcGXIcEnZOqFrEIGnj9EwnaI13/HJ2buXZckwTHtnVV1RVFFQSRYZLRaCYWu3bw366/+28XX/qHyaPfuvD6t9KRyPVjzy8Nv1MKXMnMXyqGbrCxCWZ1Qs0HqOi0VlwWc0vwTeUzAQJi0CMGNAMShQQO4nuDjqlUNBscL65M9QyBCstAJMR8GZ1ZiLwgNSZiJH2voSyzZLFxQBOUvfAVOwG1g852+P1ANoSCF5q24A2NtnaU1YgrIzrwAaRIfBCMf9hUgM+EqNUZJjnHZ8NMapFJLgIFculAPnKHjs6AYZKyS6nFEToxxyYXUOYDW8alAyYd00orQmZRK4bp1cmnMOjp6BufFwwamIb6OI7yt48vFQZBPBsdee38Wz9YPPfC+EfPn3n1u1eP/Xb8/OFbH//m+rFf3Hz/l3fPvbBw+UDk2ts3Dj839P4fZ66dvHHs+WtHnl+6/MrVd/73zU/fiC1MZKJhplDgy2XgKr5cFmhKFUVFEGxdV0TRsSxT0xq1Glx8nEplbW3NcZxOu12v19GbQ5xU8HhNKlZdv7m94Xs9B4NBUCz9nA1RiYLOIUAE6woqDmv+APSBlBU4AysH1hhApXU//wvP1kQAhNeTMhbm3C/cAQ1AmtH6n9qxbnW7XSKb3fAzOLErwk7hvWN9JYZDWNKw4hLSqNFo0DTNMAymV61WXcdp1GpVxzE1zdZ1nqaXrrx06d0fyrkFg45V5NKTXBTbPXRBoFMpa3v4vMwwUrl83+02u5u9yNWN9c56p7XWqrcb1VbNbjh6zZZdnbXEQmxmWqFW1GJIysxOnH3l7GvfCk5ek1hWFUVTVTVZdmzb0nVT1wWOK1MUQ9O5bHZpaWk5HM7lcqVikeM413UdxyEqaVwJpARGugu7vuYM33u+j7nn+z4DMQMY7XX9d5FL/+jXP8B03fOqjuPatirLiiRJLBtbXi5mMuV8/tIb377z3n8sfvydG2/968XXv7myMDt89BfLNw4x4evl8IgQn6RX7rCxaTo2LaYXdCqiFiNcasFiYnJhGdyJlAsBK4CVgfoHfePQ04AWEnOh7PIdNhWQciG470DmDBoJiAFei5BFo0ULkAi1KthGk5Z4IDCyicUmDCYO8RD60dBuRoglFOwAg6ATYpIBkicPEgs/J1rvnu7H1zBhwhBxQy0EmkcuLLOJhVzodi40ngyOWWycTQYK4dtMbBYMU+9c0TExs0THZ5V8UM4uPJEwaGC604DYKf7Uvq/tP+X/vBfq/rXtrn5kXw/MW+1LoboXs7otuWpH5ub2bNA946j23Or+gV97Lc8D4rQGTHXHuRmMQXZOe1vS1uBpDw5K22ueu5JTBxy6b8L79u/f97W+0X9a9r4e9p+6l3fW2wP5a+04U/ypfftOndo+a8zTf/EXBojwwUMbUejCL66998PzB7538+QrkbmxudGLaKLhKSo8PXL54E8uvPnD86/9R+D2FbpQYItFtlhcvfXmpTe/P3PthMgwMs+rgiAwjC5JEsfpiqJJkiZJqihWDMNUVce2a9UqUq5QCIPWB+v6mh/cDUwAJga3b+Ku21vWNjdrtRrDMLquYxOAlYafNAnRKOoFxJmQiG+ISgOrDhYtslCRFxPjn36BDhGiEh0PqXlhdSEt7qR9DKsROQSBRHCaIeJrHBHvEWRAvc/ZiEyJyG9JlzV5m2tra7FYrF6vb/pGAECWlmE4lqVJkioI8+f/PHzkZ3J2XqdXK1LRM3dLpJ+ITrG9hmuaXC6H7xWG0UWRf6jADR8J9cyEWl7FTC0uVnTJVnmxmI1MTkqlFKGF5NxiavbCtfd+eva1ZyWOUwTBUBRTVXENe45TsSwo2Br1um1ZkiRJokjTdC6XCwaDyWQymUwKgiDLsmVZwMpN38qcdNST7i0iVgP27frhdPe//jf8qJZHvf7rtVqz2fSqVds0HcuqmKauKBLPr4RCbKnEFoszH33nwuvfHj/0jeE3/vX8ge+fffmbkbnpoSPPz196Mzt3KR+4VgqPytl5IT2vFcN0fNZkYkZ5lU8HoC/GVzYV4LNB4APgITA0MDnkM0t8epHPxqTsEptehHM0imXAE6hYwWoIRA6EOMAZoHMApwBi0AYPPAQdNPAQKlzAQNDlSIVlzA3MDSpo4JxQxmJTASimiVUjCS/zQzASpEeM5NX7GuoEJgZHR4OOqeUViJYABIuRyWLkTm5ptBiZUksrcj6sFJbp+CyTmH0yi2J9zMG9bweGkO+MWN+VFz8oTb5v9K/U28LMB0SW785XJ/8ZOOGBh9mx1X3j3wfDoB3h6gMT2slU7xs/P3Dae06Avwc1duW0D6539eGmgSBo4IR3vbU9TtTOi+BeKm5/1u6uWNZ7r733050/+4KAUA8Gqaqt67auyzzP0SWZ51VRFBlGZBiOorhyOT7ywsW3//e14y+ml4OoFOC3miiirUZkWZnnFVFURFGXZUvXNUlSRNHSdV1RoAEydb3mebZlOZVKs9FwHacGjYVfe8K9u1/m2fDJoaafP0C4omQySegZAmVQUyB9xd0+i8Ku3yGPZ+huX9ITkeyQJmfi9EOKXGinJ4QNrO0wHyhVSeca8AepjGz6JtSou6G6gf6grm/P2PQDyBp+GCehoKA1Ic1rmBUYqZafV9Xtdj3Po2mapum6X1is1Wpw/0Ovk63rAsMsXn7x0rs/kDKzejlqi/mqwTUc/V7DfM836MklhPqHa5pCsZgLh9OBgMKydXj5tFp7GA71I6G19bVWKRaNTEwk5+c1nm44es2SqjpbUUqWkDXoGGih1N0zN0+8ypZKIsMoPK8Igq4olq5bhlF13arrrnU6rWZzY33ddd26H37ieV6lUmFZNp1Op1KpQCAQj8dLpVKxWDQMwzRNQhMSLx+iG3vI67/b7eL1n+H6B1O4trbWqNct06zYdrVS4crl1XBY4jiWouh8fuLyB8MfvnDhtW+df+3b5w78+7l3fhoLBG6deGHy1AtUeISNTciZOSmzwKfmzHKUSc4rxQiXWuDSi/dC1313RAhx0O2Fb4h2mI7P5kK3Ews3mMQCOBgSmgG+hGRTkKgN8EnwHIL0hwSykpR4/CPqIslvmwe3xGeWVCqKchtmKPmoi8irSUordo6fA4dhksBVRA+Ob4jNNEAP4BqmgXchFZZRhqPis+mlUSG9qBYjSmFZyAYMKvLEwqBda9HgCsuDgtkfWJe5B3n2nZo/tW9AhPreR7w/27HX7Ldn0u+c2wNh0IOLS/27um+q/IPP832n/TDn9mv79u3rsTV7z/pBEx54oG0H9N/InvKjgRdMP067/4n6XAY+eKaum5pmwUVX0xRB0GUZqZO6LEscZyiKxHEKzyVDd+/eOJlLRDVZxsKgSZIqSaooWppm6rpjWRXDAAOhKwralBCCgXtuq9XyqlUAgna7jUfqfhED8UEhjb7Enof0mefzeUmSUFnAooLN8UpImIEnSE0KMGJrawtLAqFkCK9DRNP1vrB3IqwGM1Tz3RFJF3THH0RDjX0SlgsSEDABeC9ETosXk8d3stpBC9LtdrFh3Q/0wNq27odS4XEfqKher0ejUZAEnXa72Wi0W62KbRM2yNI0kWXZUun2yd/NDR3XqEi/feKT5iL9SMOzbYmiUAla63RUjqPT6UEv3IaENtba651mu+Z2Gl6rVmlUzXpF7amFJEILLWTmryzfHuOKRZ6mdVnWZBmt5m6lAkAPX2lYLALpEu0zaqxANoZhFIvFVCqVTCaDwWA2m6UoShRF2H4CuDz89Q90/tmuf8/zNjc2ms2mC08Kx6k6DkfTmURCl2WRpplCYWliePLyR8lI+NxbP7h05E/z4zcuvvPj2xc/HD/9ysV3nps+f6AYHqNW7gjpOTEToBNzajFis3EpH5LQXZVZMnyfQzR8oaULZSni1kOKUNngrdLqLJCQmAsZTBxwCoQQERX1ZNT+fsC4oG4l5kKS74II/gncD2Q9qIuBjsJkSCFML6+iJAc0A8E1JgkMh7QNSKd79bjMEkmY73WcMXEcFNkggEHEMhFaKOwQ8Aim1aXofD44DtOB4vJ4JnD9CYRBW/31jJ2Fqq2tPZbivWDQoCLLtgPtO8Xzp/btn9+a3/818pXsZue2/cfu292uCW8fA7Ya+I4eBIP2XOh3T/Vh6mu7p739lQOmve3c3/fc7mR3tr/g4Sc86ERt399A1Dvwz7f9FeSP/+AT9fgHPnjNer1iWW6loqsqSHLXtm1dNzStlzOg65osXzryy/Pv/vziwee5cgkoB1+rlUrFsgB3qpVK1XHqnlf3PMswkPeOzm34H6/5oAEooe43ftd9KyDctQmZTxgR1I+63a6maYlEAuUD8pSMDbEVKWO1fNdd0rdMLH+AXVCtIEwPKhGgf9b9VA2sK3Xfsmjdd51e831+CY4BwQNcQqyJ8JNe27+/OBGLF6yaXb+1nuivsX+8F2IGA/KA2B2RRqTNzU1VVfP5fO/stdsbGxvra2uO4zSbzarj1FxXVxQwfEK5PDv0SWjsvMml/GhVq9P01jvNjfW1J1we9MCBBnsunxcKhT1e0kNCPanQWmu93eg0a9BNN1yjZstVnasoJYvP6OWokg+Uw7fGTr1TTMX5chl+V7qiuJWKbZqNWq1i2+1Wi5CIa50Ozj/0YUAq3W6XEHiAxZ7n8TxfLBYTiUQ8Hg+Hw4lEolQqaZrmuu79r3+Cfbuf7fpvtXoAyLYd29YURZOkTCJRLhYVjmMKBTqfv3Dg+0NvfvfMa/9+8e0fDB380dzI5VvH/3j1necuvP3jicsnbxz/68TZl+XsAhWdKq/OqqVlLrUoZZe49CJIGjAiiFsnAAJsENAPgUcAHKXliVz4DgpYwDoQBhE/HgiAoKSGa6LpJ5viHzq5SOEMgAZCbFTowOLA1hkyZ1gQYefoaAM5BFCFt0AMGw0mjimhNw2QDhQR/B7BHgFFofMfkydkFQAf9Nc4NJMM5MLjxdB4fHYoPnMtOTv8ZMIgfwysFn1GNmjPI+w/1ccJnfJR0LaVtn8pBk7ajoJ2T3jQcbZt9RjZoIFTfaTVffB5vu+0H7jP3Yhq23weesKPxgbd9xB7skFfHgxqNNxKxXUc0zBs00QNy61UEOpum6auqrVqVWLLoakh2zRNXXcrFce2Hdt2KxXEMFmGUfO8uuc1ajWUDJqNRsW2Ecm01ukgqxJ3eSze/XYpWEGISwpImpofyY57Om7xuVxO0zQ8arf6wiaJgWHbt2Ymeh2sE6T3amtrC9AHqKLmR7g3/UwDbE5kGTU/5RSYiciiSXsXDg0yAJuv+za+G34KPX5IoAzkIETngc0xYVJ3I/1lcBYmb5DUzjBDz/Oy2aymaev+aDYaDZ8QqntexbIcy5J5XmRZplhMjB8Kjo0YTKJPJf2kN4vdf3iOU4rFolNTNddteF42HDYlae+X76aFWmvtRqfptetOs0cLCY5aRju9UggKyamP/vRP2ViEL5dlnkcuvW0YFcuqOo5lGK1Wy6lU2q1Wfw7r2toa7IXafnYY/sREKI0LGNeVZVmCIJRKpdXV1ZWVlVgsViqVKIqqVCq4Pvtbyep+Rsdnu/6ZQuzc6/+29Om3DE2rViq6oiRWV2VBUEVRFkWZ5+fP/OjSG98PX94/d+aPmYljN478/Op7zxcXLq2Mfjh2/I9Xjvz6xvHXbnz4eyE9b1ArUj5o0qtcasHmEqQAhE4u0C0AQ6hkod4EggToRC+vcunF7NJYf6KqxSYgeUY8OzTXkCSTChS0OEoxAnk10R4Bi8B1GsciU4JhNHGUBlJB9arfi0gqLANvST6cIkcH/QPQA1QHWAbpNPRGYIbuqbkzSyT3A+cHGm2DiaMoVoxMUtGpJ1Ii3b+ADdKC7JCF3HflHFjD2j52qIL29bE1/QfcvuoS5LT3hHcfZ/tWDyV5eaA2aJCK6SFh0MBp76JtBr3ZXSd/z/33/7DvDT3UhPtBzMNrg/aQBvVrg3b8gb9UGIS+rXqthmBthFQ7lUrVcRzbrjpOo1bDN5Zh1KrVZr1uW1az0WjW61XXRdh7u9VCeabmeVXXBdnjwhqxWm37EAG2QERo3N8bTBgXgA+yWhDpdKPRMAyjVCqR9ihIH1Aj6Ha78Fxp+gkDpKYAoqXtBxpgKer6wudWX3ITJrDp5yQQsNLxA8KICRCYHtK3hQmT9jEgGPyX9HmhyoY1cmtri8AjQlDhZUQDRM7Pph8zXvMdpXFmME/HcVKpVNcXf+B0YT+O41iGYRlGxbIsTdMkiSmVqGx26uxLizeO2VK+avBEHvSVUEnvHq1GI7GwYKkq+QnspB8wfCTkq4Xa6+3mWsunhRy9Zkmuxthi3mASajEkJqdP7P+fidCcyDCaJMmCUDEM2F8hg6yN3sZmk3RjofmrWq0CowA6k/AvoukZeP03m01c6qVSaWVlJRQK5fN50EX97YGf7fq3DGP87NvnD/zH5PvfRJBfcHFRl+VSOqaJoszzI0f+69bhH6wOvRy48NfMnWPx0aPF+XPpmbNc9FY5cit044PxT144//ZzVw//org8rhSXtdKKTq1YbIwUs1CHAlKBmhj8jZQLoZ4FmAIYJOZCueBoKTqHchVyT3vOOlQU5A2UzjD+QXMZsRQCJQPPQ1JBI76L8JgGi6NRUXTXo7MMeiASgobuMIiQoCICP4Q8MuA5bIVKHPElAp7TqKjBxOEVRGyspVzIYuPo0ud8FTn0Unp5VSutCJklnYropeUnNUzjkTrFHkAgbOt+GjD64cY9Le2O483vLKbsQCj37RTbc6sB7+jez/qIqQET3l6AGzTVh1ndB0y7t6s93+xObmbvd737oNsBy/0mvGMag07UvR/u3z+ATxr85+NP7fva/v37t+3rS4VBruOsdTp4fEQOA5hzqHYQy9Co1eqe16jXXcdBsqnrOPVaDeAJ91+QQKjFwBCIGM1trK+D1Wi32xt+xzjKOuQRlgiGsEh0fccdws10u91IJIKHY/KMS7ACWRswGWKdgmWDQA0if8bmOBbWkq5vAkQsWAjBQ2Q92D80znjshooIdQdC0pD1jKxGXV8BjdUOB9ra2upXTOP5nhTacFxyFLSJ4XRh1cSxSqWSLMukawyek1XX7bTbALWNWq1aqZiaJrKsyDA8RQWG3x756He2kHV11k9XrfWlq36VCKFCNOra9mfa9B4tdK+dvt3oqYVco2bLrs7YUqGHhFIzp1/dF52b5MtlRRAkjjNUFTohgKGKbeOENxsNdM4D9MARAXCn4yd/PdL1D1Skqmo2m00mk5FIJJ1OUxQly7JhGP0i/Ye5/h3brljW2VeeOfvy12c++CbHMPFoVJfl4be+OXLyFaFcpnO5i29+b+n8n6LXDiRG38tOn0hOnMjPX8zNXy4sXedik1ximotNTpx9beriW0xy3qRjYranvAESAojBeo/YCiRUEKNn0DMQNfOZpdj8tXtBXaWVnmrH93pGLYmUpaB9BsohAfVo+8Jr4BiEf8RFGhwPQBKBONgJNgQnBPoHfA9xJwJ7RCpcPeuj0orBxNF0hiIXCTsjBTu0sIFqQg3O1zPFLTZuswk2uWDSUbUQElKzTyQMesLHZ1ssv8Al9nGOr8C0H96U6Al6M/jgNRqNarVar9U21tdrtVpPVtJoIOACJLvrOHD6cRyn3W43fNDTEw53Ohvr651OB6nv6FfCczAENRsbG9VqlUh9URvq+o4mXT9dcsP30sUDMWkR73a7a2trDMPQNE1u9KQRHSCDWKSQ52NSaCPNMuBUNvrSKoieFIIbVBbW+zINCNyp+yGs6PEhnTtNPxgBy14XHe+tVqvVAiJp+kZHLShnq1WEpsE30vO8Rr3uVavYD2ndJ/VBoCiypNV8D2KAHtd1l5eXcQZQHEFRrNVqVV0XRtJ1z/McRxFFU9MEmhZpOj5+9MRL37a4tKvRdVtpevZXVyW9vrZW97zVmZlSLMZms+tra3U/7evhxmZ3c6OviawNtVCr7jRcE8ZCFamINFYpMzd57r3IzBhfLvM0LbGsgjRW265Vq57r2qaJj0a9VnMdBz1ZCMXD9Q9889muf/zpcf0bhqHrOkVRyWRydXU1mUxms1lJkgzDIB2Oe13/dc9zbFsVufOvPnvt7WeH33omk0yqojh+5OtnXnrm0htfZ4rF6PDvrh7+8dKlv0ZHDq6MvJeaOJGbu1AOX88vXWdjE2o+QMem6diMnA/SiXmTjllMnIAGrPcAK8RRsAeJMkuACKQgpRQjXCZQik5lQ+Nw8UEVScqHIUYGhhBzIZWKAtbA7wc1LFLtwuuBwEgbF1AOSUtFTY0Ek4GUInaLJLcVuyJ2jnwvgCxOkuGJvTX6/HFElMmwN7BHUCCRXFXUxVD7g06cTwf4dEDKLbGJ2VLkzlMY9MjjKQr68sfDFSIHbvaEvBt88LC0g88AlOk1jTcarWZzrdMBo4OuYK9a7fiBD0Sq0vTvuY16nWiNa7UaEADYEfwEN3RSC+hX0nT9+Ml+nxXCf2xubsbjcdd1234KKeaMdnSiHe76eQIABERRATkFER6Rrpwezmu3if8K+UnXzz0l+uW271NHBMtdH7jgBcBnLTTP+0ilgez6ZhNx5e1223XdVrPZajZrfj88cA85FcB2KMxhadza2iLvF1APp47jOIZh+uVEWFy9ahXcHvrFPNdVRbHn7VQul7PZy4d+WoyMb1dJf2VgkC6KmVCo/ydrnY6t65sbG+mlJdc0H3mPO9RC7WanWWvXnUbVrNtKVecqcg8Jydn5+eHTwYnrfLksMowiipoo6rLsWBaEdI16vVGvVyoVxG64rttqtTb8v8imnz33Ga5/Qh11d13/tm1XKhWapsvlciwWC4fDsViMYRhJkmzb3nH9Vx3HNk3LMLhi+tLrz1589Z9vHnpG4nmhXB5665nzr/zz2Ze/nk/E58797vLbPwwPvxG5cTg59Uk5OEQvj5SXbxWCN8X0rFYMcck5MRswmZiYWWISi7wfqUGcD5ViBFUtNGShbR7qHMhlQOSAZUkv3U4HxnuhE+i6z4cBa6DL4dIB+CUiPxU7R8WNwA5iQg3xDSpuPdSSC6FSBpUSn1lC+5hcWDZ8HEP6y8BIEVch2C1CqQ00A8U35oa6G6TfcmGZ96PQYGBN9oyTAySHffLpgFqMGOUVPjX/NFPsEceuktHnuNWXPp7saffVBh/en/qJg0GEvbgnWfCVDbgdE9xAYAEkL2CP7uVhtVoglvot47p+pimgCemi6vrS4377E4AqEC1YA3CX9zxPEIRcLgf8QfQxuLkTqxWoH8hUiToVZaatra1ut7vuZy11u13CThF+hbgUkvIWETUTjTMRKhEDGOyQtD2vra1trK+DCqrX6yiR1Dyv3WxWXRfFxFajgR4613H6yxZE2IHTRfANqWiQMwlwGQwGXdfd8L2n8afxPG99bQ31yk67DVGXqWkyz4s0LdI0nc9PnD2wePNjR6FqltSsWp1GX7PYkw2DmvV6dGpKpundv4rPzdma9ll33FcgW2uvd5prrVpPNO3n0ltcSqNW5NzC2IkXZ0fOCuUyR1FCuazLsi7LpqaZmqarKpoGXNdt1OtrnQ6u4UajARUdUb890vWPmvJDXv/1et00TVmWi8ViOp0OBoOZTIbjOE3THMepWFYdAM22i8no2Ve/eeqlZ3mqyJVKAk2PHt43/Pq/nHn5mej85NSnv7t+9Gfx0aOFuTOJiU9y85eE+B1m9Y6YnmUTd4X0PJuY08tRpRhRCmEpHwJVA7lMz64wHybaZFAgFpvgfRlyz2a6tGKxiULkNrIyUBcDgkGKRa9dq69WRVLAQOcAkYCIIuUwkE/4ClBFRNYANPfQlV9oIxQUymRE+oOKHqgdfAVXhJ3DdJHEdKDdrL8VDniLFNfQUybmQmDR6PislA3wybtPYdDT8XR8CQMfvG632/JdBIlsBQTG5sYG0XuiQlSv1+FMQ5rAiefNmm8KRxAPoWow8IBL1L79GhocBV+xKOHnQB5bW1uxWAwTw5JA+uohmiGIBIfo+gpr0m9FNDf4Cak+kJ72dT8bvP88oDUMuyLdZOCNur7RC15PunU2NjYgXGo2m2udTs3z3EqlVq3WqlU0bZm6XnUcz3VhFlmxbcRzkr8C3gLAEBbLpm+f2PUFRoBNHMdRFEUgFDn/UHRBq+5UKrZpGpqmybKhKJogcKUSnc8vXj8ZGDn/VYRBa2tr8bm5gb9q1uuJuTk2m3Utq+Y4bb9e+dBjs7u52ScVAhJym1WrXlGrBu8olN9Iv3T71P7Trzybi0U4ihIZRuQ4XZZhH2obhqnrFcuq2LZTqTiVCgpknT4f80e9/sEGfebr37IsURRh6hgMBOKrq8l4vFwqSRw3PXbt3OvfGTv8rFguM6WSQNMXX/7HC699/ezLz8ZDC2PHfzf+0W8iN46UFi6kps/Qyzep0E12dVJKz3PJWTm7xCRmLSYu5YJqMQKTQHStW2wcqAXgAEJjGA+CCoKaB7ikHJ0urEyjjAUSCGACMAi99xabgPJayocN38EZAmrCHjHJgMXGcSxwRQA0vXivfBgybYAegrfA2Zi+1xFEQtgPzB5hSgQlNYAavmJKsEnEm4IEG8UyNhVApz2qZiDJiCLbYhMWExezQSGzKOeWistPi2JPx9PxZQx88PC4CWQA5hxVmE2/d7rtj5Yf59n1pTBoxCWyX1SIiCIYmtA1P3uS2PCghQqMC15MDoHbfavV2traAnhaX1+naZqiKCKMADGDQ9f8pvqaHzZJFg8cIbiWJwAAIABJREFUemtrC29n3c/nwhvEcUlTGNYMUrYDtkMVg+CPhp+SAbhDOt5R2AIZtrGxUfO8mucBLFYsCwWIWrWqq6qhabqqWoZh6rqhaY1ajSyWn+H8r6ysgAnYcf57E/M8x3HqtRrsDxzTVEVRYlmeoph8fuHaycDNc19FGPTAYUiSV6m0m83E/LzG84+49Q4k1PLTWC34Kzpq2RZzBhNXi6Hk7IUTL35jbuQ8UyiIDCNznMzzlq5XTBP5wZZhAO+2kInrt6wDzTz89d/fHfa3X/9OpaJIkiQI5VIpurw8cu3a8PFXT7/0zJ1jz+ZTKb5c5ikqMjN69sA3Lxz8hVAu3/zwV3c++ePq2AeJiU+Z5Rvs6lg+OFIMj0mZBSY+wyXn4aAoZAJcehEFIFIDQq1KL68CzQjZoJQL9ULa0wEAArmwTMfnqdVp1KcgHkJlCtIiYicNJEFAEvrOSC86SmP4Hl1mwDfEGBpEDkEnBJZBeIS4U4Ab0EL4CmIJ9S8pH8ZuwXLhNRBCER9qeDP2OsXyYaRwAC0RkgmHsJi4xcSFzCKXnHsyXaSfjqfj73/ggwfugcAUUgbq+p3hYES6fgwkoABh6UHsE3KFdDZ1u92mnzEJugK3ePwECzahVbr+4r21tQXAgTt411/vQTJ1u12s96SrHE/A5Jm44Q8cseFbIG76DtEALqRpC5uTN0LwR93PACflhrafb9DfnLyxsVF1XSxU9Vqtu7mJg6JRDlkWcKQ0NE2VpIppqqJYMU3HskiTEYwGHvX8m6YZi8V2n/+Wb34NhZBj28jT0GXZVFVVEJhCoZhOT144WlqeHAyDnkjroEI02vRztR5+yDRd0fVH3GhwGuu2RnqpYLJJ+CtOnX9r7uqnyzPjAk1LHCdzHEzVYbGIk1/zPOCedb+O/EjXP/lYdR/H9Q+CCvk2pUIhnUjk4tHTf/3Xc3/956n3vxkNhVZCodVwOJdIXDn2p8sH/mf49L/d+ug3s+deTk2ezNw9x6+OlUIjcma2FLnNJWeF9LxaCNOJeSkXYpMLQmYJ2AVVJNIn1W+sDNE0UA4QD5sKUCtTTKoXvQ7OBgQPyl6oeaEjDOIbknsKpQ4qayQEHkeBMho2QuSH6LeHzpo00iP4DDgMnfykuZ04D2EPBMfg3UGLbdAxdMujloc4EaiwUcKT/LBYeGQTK20xG+RS82Jm8WnC/NPxdHw5o+cbVK+TQli32wUJ0e5L90TjSc03yMF/wZSQriui/QRdQdQPpP+cMCgASbiDN/pCJLA5nnc3fK/kWq0miiLHcUBdDT/gve7niZIGMXKsrh/kjsdlom0i4uJut0v85UiPOmRP0Dx1/V5lzAG8V9MP82o0Gmjswj7hzEuCMGueB0WO57ow19YUxbVtXZZVSYoN/frK2//r4hvfmfjoP+HWDV1trVp91POfSCQsy9p9/kkRbX193alUGvU6QjRNVdVlWWJZplAI33jnwjs/NNnkPYl0DwY9uQ6KtqZFp6fhE/1IQ6Koz46ENvob6aukkb6qc45C2ULWYOJqKRy/e3l++OzVg99fvjuaWl7IRJeQKKzJMjzWa57XaDQ67XbHd7/EH/Rhrn8A38d4/Xc6narr1qpVU9fz6TRVKBiatjB69sqr/3Th1WfGD39dEQS6WEzH45GlwLm3f3LlwDcWTnx76PCPFy+/nr17Jjd3kYncYqPjxdAtKTPPxmcMKiLllgx61aRjUj5kMXGTiaFtCowLoAMwBGpVpI8Muhw2FeCSc2xiAQgDXI6YC6H2BGyBJjLsFtQO8lPxetBLoGQQkoqKG9gasC/ot4dDNGnaRy1M8Lv6gbeIrplQQYBZKNhZbK8tDuInVO5ILBr2j9AP8ENoagMkwrGI+FrMBjUqImYWxfTcUxj0dDwdX8Ig2qCtrS1yu+z6zVYgRYBdCFFBbspE8dPtdnErJ42+XV/ZQKS+TT+9a90PSG/7doVEj0w6e6HRwU2/VqstLS01/ewtcizgEvKEvdmXMbnhG+aC7yHCJgK/CGuF+WPxwPcdP32JqJpI3xyRh7eazXa7jYzxVquFbq9Wq7XW6TSbTdhnN2o19OPoiqKIoiZJiiBILHvqpWenPvzR9bf2nXvl29PXT9qGUTHNRq0G9+GHP/+e54XD4d3nv+270UDn7lWrVcdBZpwuy5okSQxTzuUmz7w4c+nNbXkaDW+9/UTDoG63q3JcdnuD2EOOVCDQ9LO3un7mxoPGdiS0BqfpWp/TtOhqTEUqWlxKL0eVwtLy6MdXDz937sB3T7/8jXhgQhVFDbppXXds23PddqvVz6E+5PVP6JzHdf23Wq2WHzIfjURUSTI0TZGkC6/+68ShZy689vXrb39dFgSRZQWGiczdPvvq18+/8uzw289cPfSTxPjR+J2Tyemz2cWhQnCEid4pRyfK0Ukpt8Qm5gx6xSivmvQql1pkU4ukER0OPZAPI9wUvWNQNwMq2VyyvDrDJhcAkoBOgDwgu0H5DCgEQmnC8dhcEk34EFMT/Q2OSHx9gFpQOEMrWQ+ZlVYkn7tCQQ3CJi4dwGRgXARYBlKKRHAASAGWoTcNE0D1DdiISQYgqUbvPSRNGhUVs0FEq7KJ2ae+Qf7YmZA12DfxkXb3RHQkPTET2TUeYPZzz9nxb5r/XpmvX/45IWxQww9FwipLmsD7i0FYRaAIJqUilGzwq6Y/6n5WKBqdiPEJemEg8CS6B1Imw34gG9ra2kK9AP3dZP94cd0vjmDlAOEPdoo8/nb9pmIsG90+ToUomgkMqvlpplhI8Gi+6aunYSJAAFOn01lfW0OZA79ClCkWGNdxatVqvVZDGomhKJokiSyrieLtj350/fAPQ2d/GTj987Ej35+++qEmSYaqIrTkkc5/oVDgeX73+UdBBHNDoFvd89xKxbVtQ1FkjuPLZTqfP//WfxXCIxaBQVWrsy1P4yvQM/9IY319XaIoW9NWp6eZTEYXhFIs9hD2Qjty6e85TbdqCCBToJu2xZzBJNRSWMrOs6tjzPLw5NlDmWhYlSTbMFzbrnseroqG7/LsVasPc/2DlXy813+tVoN9Q8W2lxYXHds2NM02TbdSOfvSv5x//ftnX//exQPftnUdibzTwyevvP4PQwf+6ewr37h66LnC7GkqcImN3MjMX+FjE2LqrpSZl7KLci4gZgJqaZlPB5jEgpwPq6UIOBXVl/iQbi9CpZhMXCoso7BlMPH04oiYDqp+HxbEPVw6wGeD4IRI6CnwB4m2QAs66mI9T2c6Bltq9NgTyAVxD2gk8EOgbUDqkOIXhEcI6wB2wfzxDwwTjgWUA3E0AJ/gz5aYNwLY4S1jPkwyoFNRi4kziVkpG6BWnkqkd4wB8ZxPYdDnMe4Pgx7eEfFvOcqXOfDBI2qDDT8JsusrEqABwq2ThAA0/AAsNOjikbR3e221wKZ0/D7hbrdLRDZEpAkw0fUVytiw68dBdPvissPhMJkJanAbGxubfqQoUBchTtp+mhJ2RR61ST8X0N6G7z291hfZTXRCPazWagFP4MWu6677JSfXcVqtVqNehwCZBKi1Gg2nUqlYVsWyXNt2bVtXFBg3yxy3MvTnoYM/uv7ufwbO/HL5/G9GDv2vxYkruizbpum5rue6j3T+Q6HQwPOPE0Jsviu23ajXq45j6brEcQrPizQdHH5t+NjzajHUY4MsqVE12w13rd1YX2t/FY2kH36sr6/but7tdtlslt8zfnX76LcUIgWyXgCZVa9ontWjhUwupVEROTvPx2/T4eHAyNVSOmlpmmNZwMSg/YhajiCY+1z/636U72O8/tfW1uDY6VQqkeVlmDiAMjQUefTMm7GlieDkkKYoiiCYiiJx3MTlY1de/5czL/4/l9/+96HDP01OHC/Mn8/OXaBCN4T4RD54k4lNFSMTfGpOSC+W43M6FdWpqFGOyoUwAJAfHxbohbqj8SobxD9gC5OJ07G7xeg0GulJtCpgB7q6UBcDzgBFBFBFxEbggSBOAhYB0oJUCFjHr20l4GkEHIOSFmltk3IhkgsL/gYYDu6LxK7aVynFITNCICu+gTgaQA1dbABbkDqZTFwrrXCpRTkf1EvL5ejEUxi0fTyFQV/QuC9AeWzT/grAIJA3nb5gh17vt5/qAB1DzU95JN4nIEu63W7N91YmN/GaH2NEilD4SlQspK2MCCNQXar7g+M4nueBuoh3HKkgQGa04SeeAhAQyIWBH25sbGxtbdX63A6bfU4/eI/NRqNarSL0g3Tc9AoQ1arrOPV6veZ5vSqYj37gv+K5bt3zTF1Hp7Rr2zDp0SRJYlmBYdhi8eLb/3XzvR/Mnvz1wqlfrlz+/cXX9uXjYaQxeK7r2PbDn39BEGiaHnj+W60WPA7wuI/OfLdSqRiGKggKzydGX5m9+ikVuaUUgiab7KWr9mLFekbST3iymK1pK5OTf+NOhGIRbN/Djf4AMuTSN6Gb9tVCSp+xUETKznOx8bsXXp8ZOqGKoqlpyCFu1Go1z1vDdeVr7e9z/QPEPPbrf2NjA2nHIs+XisVWswngbul61XUd27YNw61UZJ6yDUNXFInjOIqauHT0xod/Of/2c7PnX75+9Pmlq2/lZs8y4etM5KYQnyyGb9HRiVJkorw6pRZCQmaRSc6L2aBS6JEfqI6RyAtQKQArkp/QDjKmtDotZJbQew/9ECQ+hOaRCsuAMqBegIpAHeEn0OIQrANFDgTRTDLA+5WsXlqqT9WoVJTPBk2m1+oPvIViVo+8Ka9CMQ1WiTgMQc+EhrVe4YyKEqoJomxMHg3zCIuVC8tKYVnMBuV8kE3MCk+kNog/te9r+0+RxKj5vvSoXWFW23Kn9p06tX9nIeVh0r52HXwnDPJ30veL+V1H2rWXHdlVg6e91wzvv/+ByWKDsrd2Bmbt+u2+/fv9oK8Hn6vd89+xhwdO+97v9/cBlO1b9b+1U9vSwMhF0Te/QUccfJRtf5z77vOLGPjgobhD2m4BDqAyIYoTPGXi/kueTVt+wDUeSdt+HCl5csXzLugK3O4Jq7HuZ3XV/JZg8oy75gdvRaNR7JY0phFpEVqO8YxLqmwoxuGNkJIctiLAi3TNoFSHUhfWIa9aBc0DMITXw/Gl5nk9q0PPs00T9j+2aaLk5Ni2qWkV07R1vWIYMs+roqhJkioIAk0nRv5648jPRo/9PHbt5fi1lxfP/Hb6459efPO7Ms8bqoqShOe6D3/+0+m0YRgDzz8WUc/z1jqdXv+Y52mKAm3Q9Ke/mRs6nZj6lE/cUfIBg47ZUr6qs/WK2vTsTsNbbzc2njBCyDGM/v9qPB+dnv4MLWP9AxfHI260uQctVPNpIbVq8BW5ZHIptRSW0ncTk8evnXhJFUWJ42xdrzpO1XHQpVVDt3y7fZ/rv9vt4k/8+V3/oijSNI0j4voHCbq+vt5utS4e+PbQm99QRFEWBJnjNEGIzI3PXDuZiS7PnfvThbd+HBo+mJ87l7l7jl4eycwPlyNjxeUxObvApeb0Ytiko0px2aRjQiagFJZVakX2PaBBtKD2BC0zUBG6xgorM/nwJBOfQ/s6IBS8goBCEExGEInNJVUqSlr0wRvh54BK+BUxSIToh3SNoZUM3BKa5wF9iIy650JUWgGIIbQTBElwoyYBZGB68NYgu0ZrmOFLi9B0BhBm0jGttPIku0jvjAHvSwfHdzvSw/vCw/sWYz97vS9y4WEWugEwaHCo+b3vBux2UJL54GkPnOED978jZ35gbvu9lf6+v+3PoL3/uRo0/217eIRp952gQVttRyrzW3uc0cFHHHiUHX+c++zzCxr44O1YSjGg0sV9s9vtEuKk4bsjEj4f0Ac/xD2d3IIJ+d/yw0HxMEr2g+4VSCLwYsJqCIIgyzKQAYj9jp+UBGKJKExRKUA9jpS9cNMHs0Iaksn7avgBBWBTmo1GvV5fx8N3vd5utxGJYFtWzfOa9TrCZUHbVB3HUFXPcXRV1RWlYpqGqsqCoAgCHp11WZY5Dq56PEUNv/fc9cM/Dl1+MXTphYUzf4hfe2nk4H+OnX5dl2VL0yzDqDpO3W/veuD513U9mUzudf6R6dZsNmEhbZumY9vVSsVQlCtvffvmh3+MjR8rhy5zq2NSZk6jIhaf6dXFXKOPEHpSFELlVGp1Zqb/J7ogPJY9R6enN9bXH327bbn0vtn0PWOhqsFVpKLBxJX8kpCY+OiP/x+VTRmKgq7AquPAOnzNNx+/z/WPR4jP7/rvdDrFYlHTNOwcH0zsh7Qcnj/w3fOvf4stpixdd0zTVFVEsjDFIk9R147+4u7ZFxN3TjDha5m5i7nAcHllXEjO8Im7VHRKSC/QsVk+s6gWI3R8QcouqdQKikTgV2CxCMRA3BF7vojl1UzgFhWdlksRYkJt0DE+G+xZIObD4GzA9KAyBQYIuh8QSDgQqnL4BpGovWxU0D9ssiJkpMKKySQMOq5SqxUhQxyiUeoCUOuJqfNhoCgiDMIEiIUjKl8o1UGCzWeDqOjBPwk1PrmwLGSWdCqqFEJybomJTT2hMOhBufFkkBV7V7z4/vnPsrgNgEG7mJWdKeu7F/xdOew7J0G2GvTLB+7/oY65PXR9z99uo2Qe+lwN2sOjTXvXDO8/7Yf/Qww8ysATtefkv4hBolW3trY6fvY1ii913zcZXia4R3d9d1rAJiIqwl0VNR38BDdTIhWCLoHoHmASuLW1RaBSw8/Zhl+O53krKytE9AAQ0PQd5LZ8U13yE6wNeAjG99iQPD2jaoAX4J026nW021Sr1arrtttthHxB4+xVq7ZltRqNquPUqlUYHtqGocmybZqWrhuKYmkail+KICiCINA0ZEBCuQwPOq5UYguFK+/8YPzD51evvR68+OLK0Evxa6/cPPy9+ZFPJY6rGIahabZldfxZPfD8UxTF8/xe5x8JVtBHQxUEtklXlJMv/L+LF/4UufH2yuhHK3c+pYIjSmHJYOI9QshWm57VblShEHoSDITYXC7zmfrCHmYoDCNS1GfceHcuPZBQ1azZiqsxtpDVqIiUmR0+/OPg1DWRYaCFrzoOBGROpYIUXrA4u69/UDKf3/WPbUOhECmfkacUojGqVCrtVuvym9889fK3k+FpS9dNTZMFQZMkaO05iho+8vydT/5UmD8Xu3OKiYwI8TtSaoZaHqejE2J6HlIhrbTMpRctJq6VIiYdQyGsZ66TC8GAh3AkRO5jMHEuMZcNjJXjc6BhoPsBVQO0gXYtMEBcOoD0U4uNm0wcVtFwA0KXPjQ6ennV5tMVqWAKeY3JVjW6IpcssWhwWU9nLLGAfxqTsfisUlqBRAmEEKlzEcoH7fEAZ6QAh1cC0hlMHJprksuBVjXQSFppRS1GtNKynFtS84tfTRi0rbFrAAzqW/7uFXIeapW7jzZoO4vwtZ0T2HMv2ymL3VvtmuGD9j+Ya9m24vvHJMe+/2/v7eK+52r3/AcX3R5m2v2IZ9dWg2HQQ/0hBh9l4B/ngRj78xykYR43QbQpEbFt3bcQxBNkt9vFa7a2tsA9oNqFr5BFE8caogGq+2aJdT96AocjLTD9dH3XF02XSiVVVVEV6vjJA00/8qLrS2FA+Df9LO66nx6w7ptWk0fkbreLp2QAr0aj0fKtHavVKoIOEAJVdV30mVu6bhuG5ziOZemyrMmyqaoAQIaqSjwvMIwiCCLDsBQlMgxbLAo0zVMUWyyWczk6ny+l08VUauL0X26897PotTdWrx8IXdp/5/0f3Ty+X2JZmectTatVq816vdHXJnaf899qtSKRyH3OPxBnp90Gp4USnqFphqoOv/WNI7/+Py+/9b2F6+fnrn46O3TmyqHnIrdPmlyqopQ8U2g4WqtW6TS99XZzY639pRNCziOb/TzCcC3LlOW/YQe7jIVatXbdabiGZ4oVuWQwCSUfWBh66+apN/lyWRUETVFs3xwB1E7d91jfff1DwfZ5XP+bfjaw53mRSATsUcPPkFn3M/Xa7bbjONVqtdVsRudGxi+8K/IMFE6GquqyLDAMWyrxFDV+4vdDR/57afjd5NTp1Mz59NwVKnyLjU3Sq5OllQmtGGTjs2oxLBfC6KVXCsuQ2thcUioswx8IyRU2l5RyIbAvqB8pxVAmPFGOzYJZIU6G6GAncmaSIY+OenwFDYNWeb28arJJlU66atngc9zksbEPDt35+MjoBwcnTxy7/dGRsQ8Oj31waPLEsckTx0Y/OHj7oyN370YcmXKVkuWHmqmlFaRzQOEEggqFOcyH+CWSSULJhE0gNoJOCJU1nYqKmSU6PquXlp/MhPkHwaCdHMZ92KC+8ZBkx8PCoPvvahBNMXjag2b4wP0/TjZo0IEGnquB838kJPFgNmjXe3kwDNqbH9z1nz13/jCTf9wDH7x+Lp00kG9tbYHCgbwAeqCWn2iNGyuIB1L/gp8NKeLU/BRJrOu4v3f9HNNut4teraaf3gqGv9PpOI4TiURAb+A+jv1sbW11u108zqKsAFiDoh427y+9NX1jFbJsoAUMxYVGo4H+rx5x4rpupQK/H/QP99yfVRWuP7osG4qi8LwmijLHCTSNf2yplJr4YPTTP107+vzw0V/cObV/aegtKpOhMplSOp2aeG/4yH8vXXllefhAZOi14MW/nHt1Xz6xKjKMKoq6okAyAgn2A88/x3HFYvE+5x/Z9XgxvBOrrmvquq4olqZBsQTExhaLoZmxW8d/f/Hgc7nwqKPST2xp7PMYlqI8uqfirtGPhNrNTsNrenbdVlyNsfiMVlouBK9PXjzBUZTIsrZhAAY1Gw0ErDYQz7fr+gfo+Tyuf+wTNK2qqslkEjskdTEQkKS5AXC8R5F6XrNedyzLtW1SHZMYhikULh76yfm3f7I8crgwf6GweKUUvM5Fb5eWR8srt6mVO3IuYJTCdHxWLoS10gqbXDDoVehpIGcG2QPgAhE0+a9Bx6jIdHF5iksGUBoz/TQxUvmCOJpEZ9wLqC8sw2tRo6IVPm1w0cTFg5Mnjo19cDgaL5lioapSrlzU6ITOpAwu7chFnctWNcZLjYy+f/DOx0cmTxybX0i4alkuxZXSClAXamo9zXUuRHAYdNPQMPX6/+kYWswQowZ9klxYVqloL/M1HeDTAT69oOSDUmb+KwiDdmhU+rVBO4Qe/Sv3Y4RBO3mp3bvdIX3Ze9qDZ/jA/e/QBg2UTD2kNqj/3d33XO05/0Hg80HTHqgNuh/6eYQ/xCNpg75kGIR7X7fbxSMpcWlDaYbckQGVSA8LNiE1JsCjlq88Jd48XV/X0vbdcomos+MneTX7cjba7Xa5XNY0DUdc9wMi2n74NoEFkBxhWzwKYw94St7wQyuJ7LQngFhfb5Nuf99jsFatAgBVTNPSdUUUNVlWRdFUFEUQ0GqOshdbKnEUJdI0UyhQmUxu9tOpc69ePfiT+QuvzF14debsyxOnXrh66Odjp/YnJz9evXNq7NSL4yd+l7p9LHPnWGTowLV3v7d0+wpXLkssCxhkm2ar2Wz5/Wv3P/+RSMSyLMswHMuKXv7x6tXnF87+d/TyTwxFkThOZFmZ5w1FMRRl5dKPbn/431cP/CNfzju2XatWbV3Hm4JiCZRVIZkMXX/34qGfr0xdcXWmbivNqtVuuGut+vpaf9fYF4SEmrVafmXlCzjQ+traDtXRZx292I31tdZaq96uOw1Hrxq8LeV1elXOzi/euJQMLeiyrCuKqWnVSqXqOMAZeFTAJ6L/+gdweezXP1Hs4XPH87woivg56bFHYY5YMwBL4XPdaberrmsZRsWyqpUKzCBkjpM4LrW8cOmdH9384DfJOx/n58/n5i/lFq4wK2O5pZHS8riaXxTS82J6waSjbGpBp6J8JsBnAsRMGe3lsCVUihFSIwN0gIymEJlQy72WK/wWoIcYM0KzLOXDUi6EFxh+VKpBx3U2XRw9lSkWlXLC5NIWn4WdNEpyCLFH4czmkjqT0uhkJX598sSxieNHRz84eHc24ihltRzvibXpGIpf0GtDjYS2fOAwNJGRN0JsFXFEKLVVKsqnA1xqUSmE9NKykvtKFsXu1UL6/A35Uw9ozro/RTDo4PeZy739DtzTwMkMnPYDO8X2mGlfPejedPuPcO+Yu4tWewhiHtApNmj+e5bVHjDtfadODeoU21v980h/iMFH6f/tkwKDcH8k5aqGnwy/6edIEFMT3LXBW0DISZyLu91u3bdh7O/2At8OPLTuJz5ivW/7+RV4QsWvarUaTHE2/H7mfqddopkgewYsQ5UBj8VYYzANzKrmOx+iELaxvt7pdNDx3mo2Hduue17VcXRFMRRFFUVwPxLHiQwjsSxfLrPFYuL2u9m7J+O3P1wZfT88+n7k9vG54cNXD/1s9KM/pKY+yc2dy8ycTk5+kpk5k5o6NX3u5aFjvxo6/NOJT16Mj32QuvNhcuzI9YM/GDv3LlsqoZdel2V0yyMe9YHn37bteDze6XRMXY9e+um5V/5x5vLJu5c+nB8+fevI96Y+/s+7J384+t53r7zx9ekzr0ydPXj7499++Nv/Y2niSrNetwyj5rpINEMhDwGrxXQ6F4stXDsVHD1fkYtVgyNdY8RGyBcJfUFIKLmwwOZyX8CB+EJBYdnHsKPNzT5CqNqsmjVLchTKZJNKfmnu6vGlsWGhXLbQS2ianutWXRcFL8/zoGon1z/5UDze65/0lBGXinQ6rSgKfo43UfMNrAGt2j5TBf1cpVJpNZuu4yAtGHQpPilcucwWi9eO/OLqwZ8sXz+YmTlNLV0tLFzh43fY2ER55TafvKvkl4TUgpwPmnTMYmI2myBUDfAK6k2yb6WIVnl0ZnHpgFqKZEO3hcwSusDAyhAjH7R0SbkQeBe5sAx0BfG1yWeLo4eiibJMxaFQhjk1cAz4J1TcwCFJ+TCfCZpcuiIVjdydxeNHR98/OP7RqWypJBejkl+zg281rKulwjIQD/EugiY0Ve0HAAAgAElEQVQaTBVRZ4MfgjBIzIVsNkHHF9RiWM4tsfHpJxAGfbbxha9jT8fT8TcMog3q+KnUTd8huudH7C/GpBbmd2F7pN+q/5mVdGCRbjJCHRHZL7lfky4YUiPrdrulUkmSJCAD3OgxDVQHNvqCtwhBheOSVwKNkcdZHKJarUJ/41WrUEMjbMutVOrVque6pqaZqqqJItAPAJBQLkfGPrj18e+vv/+rq4d/fvnQT64c/OnQ4Z+NvP+r0Y9+O37yj6XFy9m5C1RwiAlfT82cZyIjVOhaaWk4M3shdONYavpMYuJkYf5cbPT95NjRM698h87nBZpGfQ15q57rIov+gec/lUpJktRsNk1dv/zqvwy99Y3Y8G9j1/4wf/6FG4e+d/7Vfznz138efudbkx9+b/rsG9Of/jl6+ecn//B/SSxTr9XqnmcZhqFpFcsyFEURBIXnOYpC5W7x+sViZMLiUo5CwUaoVat0mrWeSOgeEvoiBpvLJRcXv4ADbWxsfIaEskFjs7u5sbG+tt5pdZq1Vs2u2yrqYmopvDz60Y0Tr4E10WTZcxzPdWu1WrvVajWbeAbov/7x38d7/aNa3fSrpZCgxWIx27Zx6K2tLTzSEBgEfohsTsjUeq2GWNaKZcFVyNZ1mef5cpkvl0c//uWFt35w64NfLl59K3P3XOruRSFxR0rfFZJ3mdgUl7wr55a49IJJx7jUglzopX2hKEYUx4KvOOb9fngIn6V8kE7MCX0/RJcWzHssNg4mBi1jcDtEy71DTS9Ohi0xD0oGyiQ0i4FG0suroJQg68E3cmnV0xhHpqpaOnf16OSJY3c+vk6JeSAtzBAVOoSRgbXi0gGpsAy3RgiGEG2GqRIHox6BRMcAg5R88Mlkgz7beAqDno6v0iDaINzjut0uQEN/8zZutUQ3UPdDr3Djxt0TRD0eTMnijQdKQsLjJoubOx5wdzyw4ma9urqKozT96AByTyeiYCAGkPkotPWvEMQZpdlsbm1t9YoFtRoU0K7jtFst27Is06xVqzAwNFRVEQQofiSWTYwdDl17MzxyeH7o3Uvv/njy07/MXng9fONIfv5CcfFyOTiUn79UDl0vLF4pLA5l5q+UQjfExEQpNMLH7gjxCSo8Ugxe51fHs/OX8guX8nPnk3c+HvvwV3cuvs9TFEtRqFvZhlGxLPTk4/3e5/xXq9V4PI4z49rW1QP/cOu9by6e/8Xq0O9j1/4YH/5j9OofYtf+sDr06+C5n69e/dXimecvHfhWZO6mbRjQCdU8r2JZuqLoigJtB0dRfLk8evwP0xcPydl5vRy1hCwRCbXqTqdZ68tb3Xhis8Y+21A5zrPtx7OvXl2s3VcX42wxp5ejUmb22G//B1cua5KkK4quqrZpNhsNVGM31tc3/YIyaWh/vNd/ww9bxaMLmFHbtkOh0IafPtb2c3z7nxzwesL+AnV12m3P8yq2bVuWY9tA1YaimIqCTkk6n58+++cbH/xm/Pgfs7PnS8Fr7Oo4F5uQMnNsYoZLziqFkF6OGuVVpRDmMwEkTkDHwyQDBJfAj4fPBlUqiq51tbTCpebp5BwUyhAmE49ptKNbbBzaIGAgEEXc5AgtlywuBbCClAw4EqH1jES3an6CWEXImatDox8cXFhMyFRCYzLc5LE7x4+GV3Im2wsmw8QMv7UeBwVEM5g4+tRAcUHAhMPZfJrIvdnkoknHhMwiHZv5ewrTeAqDno6v0sAHj9SqiOKn5bvWrvmxViBvcE8kkkw8euLujK+ASqTrG4Yoa/4Az0GME0Ea9dfOMpmMJEl4QcM3tsY++yl6WDLint72PRsxPM9DKzJhqhBAsLa2tr621qjX0a5smaZtmrqqWrpuqqqpqhLHsaWSUC4nbn9w9b2fD7/3s+vHfn396C+z06eppau5uQtcZISPjgLi0Cuj+cB1KnyLiowxsYli+BazOsHHp8TkXSl1l41PMqt3sgvX0nNX8guX43c+LcyfvfDmf6UjIaFcFhlG4jhDURC70W61Wq1Wza8M7nX+eZ5nWRbnHxlhC6Onb336dmRyYuHG5bHTh84f+sWZ/f/jk1f/68Sf/u+FM79buHYhPDNqaVrFslpIUfA8yzQd23Zt2wL1JUmnX/76hQP/UQ4PCYkJJR/Q6VVbzLkaU7PlRtUcIJf+e0FCjVotsbDw2HZ3ry7WaDfchmv2+sXomJxbuPj291cXJ1RBUATB0vWq48COfM3PmcfnhZSlHu/135vdxgYxmqrX65IkJRIJIoXGJxF9Z0BC4IS2trZqvr/o5sZGtVqF6RF81Su2Xfe8C69/58Y737B0XZdlkWEEmoZPxM3jvx/96Pfl4BC9fKOwdF1ITtOrk1JmUcosGuUVLr3IJBaMcpRLLQrZJdUXIIMTgpTYZOKoiBG2Ri2t5ELj+cgk6mVgkqATgvsiad3C3jQqqi2dWwqmVToJzgbd78AxYIzQ24XaHBRCKhU1hdXM5fdGP7jCaYyYC2tMqjh6aOL40Wi8VBGy6EqDGgk21oYfmwpqCjtH5QtvAX1wVbVsi0WV7mXR8+mAnA+rxbBaCHGJmb8bGPR0PB1fpUEk0i3ffbjb7eJGCXUCbqNrfrzRph9zTTpycQsG5Y6CDm6j5IGV6Idwt8WqQUyGUFDDrdxxnFQqhZs1bv2kI4Y0DONXpI6w4aeDAYd1u10SMNn1o0ZbvtUy+PyKbddrNURe2IahSdI9u+fb74598pfhwz8PXH2ntHAue/dsavpMaWmIXh4pL98shW5IySlqebQYviWkZpTMPBuboqMTVHRCTM2xiRmtsMTGp7X8Uikyng+OFsO3MvPD+cWr6ZmzyyNHhg79ZPyTP+cSq4ogyIJQMYyq4yD5a63Tgfj8Pud/ZWXlHj1Qq/XSUlVVl8T08kIxHedpKh6cZou5yMzY5Jm373z8k/kbZy1dN3W9DTfIRqPVaKCiaZumqWkiy86c/OHFA/tOvfStpZFTXHySOAm5OrtNLt35EuTSn/corq4+vp1t9uJXO81O02t6Vs2WHbVsskmlEJy+8Mrklffhj+DaNoqwuBr7rRFbvkPmY7z+STsCATqANeVymeM4gCr8llgKdf3CHJFIE0qy5nkwmHYdB/8sw1i5O3LmwP8699q+hRPPihyHlgKmUChlMlPnXh5+7xezF98oBIaZlXF65Y6WXxKzi0zsrpBZ1KgVJrEg5UJMYkEphLVShEstGnSMSy9y6UW5p9HppYOhkAQf6sLyBB2fBb+CznOSzgESCJtoVJRNTi6fPJwtlbTyKsRGYG4g0CGJpyBsoPKRC8taedWhpu++f/D25SlVLppswpET2StHxkbnlXKKyJU0vzeNqK318ioQEkgm2EZjtxoVNei4lh6b++hUrly2uKSUDwuZJaO8qlMRPjX/ZPoGPR1Px9//IJliuNXijkxuoKhSbW1tAcEA3OBxk/jZ4BmU+LMRI7iOH3RFKl/k2Zf0oZBKEEpyMAYEFIBmotvtks3JI/KaH7ROygd4Aapya36yEtgUr1pFpner1eo9v9ZqVcexDMPSdZnnJXS7sCxPUZOnX7z14a+SE8fp4JXM3XPl0HV6+WZucSi3eF1MTfOJaSk9K2fmhNQsG58pRyeU/BIbv8sm7vLpOSY+wyTuGlRYLQTZxAwdnZBSs1zsTnbhKhO+lps9c+GtH1x4+0ezNz6VeR5NQ6auAwl12m0k2O91/g3DKJVK5Pybul73vGqlQopchqqqkmSoqqEomiwHx4YWbl6uViq6qpqaBn6u1Wy6rluxbcswbMMwVBVyaVUQstHQ9PlD4fFbi9c+UYshk01W5GJVJ3JpeCq2PldPxXazWXOcz2PPe41Ou03F449pZ/fkQWutWqtWqVdUV2MsIauVlqO3j1/94M9wilIlSVeUimW5ruu6bq0vIRUfw8d7/aPjHQ8hpFeg0+nkcjld1/FJxA5xLPL5JR6M4JwwQ69aRU4LjtJutVBldiuV0dMHLh3+xeLoeUUQJJaVWJYpFOhcLjB5Y+jor2999Pt8YIhaHhWSd7nEDJecNamIkFk06CibWpALYT4dMOkYl1rUy6taaUUrRUx6VSut8OmAXo5CiIMiFzgeOnaXTS4gzgJ8DILJ0F9GWCUzfOHW6SFFKiIhVcqFgJzQtAWdEJsKQLOMBng2FTC5tDh/avLEsdm51apGezpDjR2enAzrXM5keqnyjpTXmKzBZbhMCHaOjkK5SsnkUnw2pJSTlpAz2JSUD4v5iFxaBVNl8DlHpmwxL0HYlA/L+bBWjqnUann1SXSRfjqejr//QTrFoFYmEmYi1AWXjtUXN0TUs/rV0ERJQFpOyG0a8KjrU/RQNhDFQ39RwPO8WCxGamctP3AA22JvwAFd3wQFrTS4vzcaja2tLTxAE0ESCCfoHjzPa9TrzUYDiWC6LJuqqssyR1E8RXHFYn7+zPDR51fHPqSDQ6npc1R4hFkZFRJT+eBNLj6t5gNaYakUmaBWJqnolJCeZxOzUmbRpFbkXFAvRbTSMpeaN6iInA2ohaCQnuMS08zqHTY6Vly8kpr6JDj8zu2PfzN2+gCQCkI56rWaV602/CiMvc5/LpeTJOmRzn/Vtsh+Nn3HyEql0qjXW82mZRgAQ5okiSyr8LxA01QmPXXuwMcvPFMM3+qlrhrwVLQ7ze1xY58DErI1LTo19dh3e/8jco+xJW1zY3Njtzwor5ejpchYaOymwDACy6Jn3jIM13FIp9hap0MY08d4/WMPRN2Mjx7K35FIBDsnlxnp4YfMqOtjcXw8QQutr68DCXmetw4FW7NZdd1atVp1HNtQl+9e1xXFVBTYTDOFwv/P3nt/uXGd2aJ/1P0L3lr3rXXfvHlv/Jwte8bXHgeNJTnIchhbY9qSLFGiRLIZxJxDs5tNNpudM3LOKABVhcqFCqhcyOiAfj98XYcg2aSYZHNmeBZXr26gUFU4PHXOPt+3v73JYnH80M991z4gI7eq8btCfkUorMnlIJ1ZlcohNrsmYkE6s05n18VSSCyFhFKILfiFUlglkzKR4IshGY9pVJorBgGvgDZPrZIgkss1PA7xIXAzhaAOEJxNLs/mlxLnP/SvR1U6jxw5PCOOHF+KAJd5V2aaTKIQjsoUiJmRuVMjqRxVnRuZ+fxQNIZJ1bxQikJBvs4VVWw2cObY7ExQofM8FlaZohi4uHjmDiNTGlu0pXDq9NF4uqILFY2vmCJh1XCNLWjJm7FkWeOKECKyxbIhVuzs7bXVqIzHXsGgV+1V+zs0lBRDen0Dz20UGM3oFUS0RMVfPc/YCLaMMC8Dc2hYchogCEzBoHgLeAh2vZAC6PV61WpVEASIMMFkDZNv31OmhhkZTfpwV4B1YLcKUzkEqCBTsL211W61Nvr9brdrW5brOLZlAQIwVFWp1bhqNTv9XvT2J4Fbn06d+l144rPs4sXi2nUmOcOk5qnknFwOqJUwmVyUK2EqvaLgUSazRmfWFSJGZ9fVakLCoxqd0ugUVwwKpTCPBWulcJ2M0ZmVamKeSS8Qkcni6tXK+uXk1MjS2XcWxo4rgqArSl1RDE0DLUcoZHtU/3e73Xg8/sz932w2Xcfp93qw0DYbjWajAd4gTcexDaPuaQQwBMHgOJ7PjX7609zadbAbaxjiEF36y9JU3Oj3k0tLhVBo6ylc35+3SRQlkuQLO9199CD3AXrQyo1TlVxGFgRVkox6XVNVQ9c3PAlpoILB8H6B43/g+W8gaIUKwaAQAfY2AL5hIEHQd8Oz3UASGANP+R3RBAEV9bpdx3Ec2+52OqC8ZRuGpiiArelKJT376c2Rt64feL0avknH7xCRO0J+hYzPCoV1pRIik0tsbo3OrIiYXyqHqPQql1uvk3GpHNGopEzEuGJQJZMCFjbZrMnmTC4H5VdiOYpH51FNGdSI7daXYWEANzq7Ev/807npJY0tQHwI8aAhIAR17EDlAeHpOp2xRFzlfPGTI7MnRuZPHUllyTpbFCtxmUiAaYZYSail2fUTh5fOHp8dXZAlQqwk1fj4zIlDC6ePxpJltzC1dPbq+ujhdV+qOjsy8/mhpbNTnEpbtXDsxMjSUkznMCYfqnOYGh+fP3Vk9sShtdWogL2M1qqv2qv2X78hGISIzF2voVkStqEbnh0YTKnI8wGZiEF0Z9uzwYJ5E6bXwWDQ80ywUe3uYDDYDa33es1mM5lM7uzsAF0afm56/h4DL1yPQvrwO5xtZ2cHeEgIKABjCeBFp912XbfRaNi2DQZhtmka9boiiuk7+9auvDt18p3bR38xefTngbH9Ff8ok7hLxu4w6QUyMScW1kXMr+ARlYgpeFSjkmIpRGV9TN5fK0dVMokmaB4LqWSiXk1pdJor+KVSSMUjtaKPjM8UfeNEaLy0ehFbPHX1w38uZROKKOqqaup6p9VyHAc21kgb5uH+p2m6Vqs9T/9vb293Ox0AW71ez7Isx+uNuiwb9bqhqgLDqKLIkiRLEEShcPfM7wu+cVMoAV264+q91gOais8Og0xFUXh+c3NTEYRuuz0YDLa2tmSGaTrOc0KRp2q9TucFFcxDeww9KLw2/nlodkJgGE2WlVoNNDPb7bZtWYBUIPv5Asc/fLbrOfoNU/osyyoWizBagIIG6BNCjxuePnXPU0YdzpS1PEcapFfUcF0IajZcFySFIEUrCwJHUVMn3545+Ta2eLoaulH2jxbXR7nMXCU8KWHreGSGiM/KZT8Zn+eyq9Xkglj0KXhIxSMqEeELPqUSqZMJCY/yWJArBFUyWStHZDwulMJsIVSvJvO+WzKx61oPJWaILSSUIkJibPXI/rmpFUvEoW4L6ERgcQ8GqMCthoyYUIqYPGZnJ8FSA/7Njy3XVUauZoBzXcMTtlwo3BhZW09oyYnZExOUWFHpHLd2fuauz1EokcjKZM6WquzS8ZkTh1JZklk4linQdSavlxcCpycpkTC4vClW3MLUwqmjM8cPTR8/WyhjYuml5QYN20XdVwB2v4/Uk771VNd9AQVn95QIn9R/42/ZHmsx8ar9TRpKigH9dmtra2dnBzAEzM5ICRpmXgSYIJYz8FTXYP1GiAftUFElMBwJKz3E5xHnoNfr5fN5VVWBJNHyHE+B4AyTOKSB4K2+t3TBLAyLPexc0bYYlgHQZYE6+Xar1XCchm2bmqYrisTzt0beuLb/X5fP/wFbOl1YPkdHb1Wjt4nIJJddkksBuRzk8utc3scXArVyWCiFmVyAL4Zq5SjgHoVMSpWYgIUVMsEWgjIer1eTYikiYEEmuyZiATa7jEemSv6xwsplwn956dzvF0aPAoFUUxRNVZuNRqvZ7LTbnU6n3Wo9qv/D4fBuIOc5+h9O3uv1etDt7XbDdSE/aOq6Kkl1SdIkSaBphiCqGDZ3/sP00jWNzpg1/B5JCOzGnjsglFxepovFTqu10e/nA4Hn8/Z69qYKQtvrxhfRHlIPsu6pB5UCY1c++0WN40AyyrEsx7ZBxaDT6UDh2Isd/wgDQYgIxhKgZEmSKIoCHAMjDWDWpmeG0/bM/lBdJxqBkMiGxFmj0Wi4LtDOXNd1bNt1nHazWVcUS9fVWk2gqPmzv75z5M3C/PHi4pni8gU8cIOM3MZ8Y0JugYpNM6k5sbBaCU8RsWmhsMaml/jcajW5QKUWpVKgmlpisqtaNVErhdRqgsr6uUKwXk2JpTBXCHLFkFgK49FZtuCX8HidSkN9GVS8q9WUQi6ERvbfOjsqihUJ340YAWCCOBAAJkiEgeCQzmRtKVe+eWx2JuiqDLNwbPbEyNLZq/lyhcNiGp0x+FI9cnXx5grHYmp8fG42qLFFvhTTicXwxKpcI9RqSmPyWnkhcOYOJRKuGoufnOBUps4WRf/FpaVYnS1aQtnO3Zk7NUGJBDN/dGEuKJPpl9NM4wEzB+RG8dA7T/zWU7QXgwYewhlP4Uf2N2iPk9H+m7Zn642Xog+ft6GC+Q1Pax+2kjs7O6gYHoLhg8EAMQ9gVoV5ENZsNOHCrI14Of0hVUaYdhFrBy66sbFh23Y6nYaYf8vz1oAJGqbj7pBX62AwgCkY3RK81fJcuPsef7Phuq1WC9wrm42GaRimroPamyZJwWu/vDny9sTR30weeTM5fTS/dKHsv4H5bwr5FTq9yOVW5UqYy/nYvE8m4jIel/G4SiY0Ki3jcbYQRMZAwEWoVWIKmeCLQZlI1KsJBY/WMH+tuF4O3ibDt6qhsfLK+aXTv16dPC/xPJiUgXgM2H5Bh+zZ/xzHkST5Qvq/2Wg0m81NjykCNnLA6tBVVZNlSRBElgXHseCtkeCdGzUsoCNNxV27seGqsWeBQf1+XxWE4VdeJEHnaZrK81Sh8CLP+CA9SHXrnCmW1WqyVlwb++xfs+E1TZZ1VbUNo+mR9yFT2faUD1/U+Ee8ZgSS2p6gF5SJAfRBYSfAWCh31vM8xeCBBRyGosKIoA3WNP1+v9ftAoe62Wi4tm0ZhlKrgcHL3RO/vLL/h6uX/5ybP5WePVUNjVHRW2z8Tsl3o+QfIyKTQnaeSc6QkUk8fKcanyFj03x2mYjOkPFZLrtKJBbpzIpCxIRiUMCCCplgcgGdTmtUWmcydM6PR2aZXAAMMaBerIbHoTyemv7s7sj+QLigc0Vw/gIYBFXxbGG34AueYrYQMsUKt3Z+dnRB4LEanlSZopacmPn80LovpdI5mUw21Fj6zJVSlbLlQnnieDSJiXhSIZOmGEqNL3NMvk6lZSqavX4oU2BclZKDl2emfQpd0MoLgdOTOIdZfNEUQ4lTR2LJisb7U6cnKbEiliNK5WVMij3kaHWfbdYj4MXj3nqa9kKW2IdP8goG7dn+28MggCAIqaD6WJiIYZOKoAyUx8MEjZJcEGzoe6pCiKMAcysSyW15PhtAEoJ5vFQqqaoKr8DSDh9HPFD0J4AAmNNhT7zlaQIBcRglhuDeIAfU63Ydy7ItS1fVuizLgqAKAk9R6cBCOZ2aOvOH5Ut/KvtHMf84Eb0rYT4ms6zgERmPy9W0zpVUBjOEis5hOrOrObvrH1SJgaMQwCCdyahkolaJMrl1uRKSsEA5fJfPLnCJqfzSeXzt3N0jrwfnRiWe11XVMU29XjcNY8Mr9oEAwMP9n81mXdd9If3fbrebjcbW1lbfCxftWqo5jmUYjmkCbZyjKJYkGRz3j322ePVonUqZYnnXbqxh9tuNzV77OQNCAkHIHPfCwMdzNB7H+73eCzudRw/a6LV7LaftaA1dMGs4mIvdPfF2cO6GJsu6ojiWZZkmEJI7nmrzix3/aA+z5fneIIHEYrFo2zbkuxHkgjAPfI++V5AP0Ko9JHEO1DSEw7a2ttqt1vbWFsBux3FsyzJ1XVNV2zBkQZB4nqtWxw79bPbEr0pLJ4qLp7Hlc4TvSmntSmH5IrZ+rbR+jY1PEuGbRHCcjNxmEnfx4AQRmeQzi+XQHS67RMbn2PSSXAkx2VU6vSoUg3TOJ+PxWjkqVaIanZGJeM5/l876YWdisFl4QsG0lcfCVg2HSniIFUl4XChFNa5o8JhCpiUiYXJ5jc4afKlRmFqYD2t8WWPzIPpsS+H4qZFguGDwmEpnzcztmauzHINZUjhx6kimwCh0QaVzTmFq3Zcy+JJSTZvEom9soa4yKutLnDqycHqSlnKVieOLC1FXoepsQScWQmenGJlyqiuB8WWGyvPFIJ9fe/lg0OM8UB8T43mm8A9Ko+27uIdJ1oMmXA8YeQ6Zgg2DimG3r4sPoJ+HDbDQK0MXfW3fvte8V77A5+u+9Nuw3+hF7y72sFfbt++xSbH7P7/PP9RLDxl5/Y8Hw3b3f+29vuAet/7I3rjPG3X3j4v3fepRpnPDfbjnPXxhx37JDSXFYHaDJRmRbYHLjJbYvlcDD5Mg4qkgIWmYH2GahpgEMA/QMtz1GMGwlex0OpqmgTgy0nxDQSNYElB0BE30qDAYTgUvwk4aiRXB13Fd13Ec27ZBMNq1LNAMlDiOrlToSqWQSEyM/CK7eKESHMfDd9j0oloJ63TaFMoqU5SDl5fOHJs7uRsV17gi2CXWQMmtmoK4OuChejVVK0eprE/EgkolQqUWuOwSEZksrV/LLZyZPfXrmQsfgZ2qpigN2266LijHILbpw/1v23YikXiB/d/pdNDevQ/eVa4L5uGaqrq2rdZqNY7jKUqgKIYglq++t3T1g92qMV1o2/XuPUHFZwwIbW1tPVwRptVqzw4+nq+JJMkWi4PBoNNsPu+5th80F2sYoiWRGpOVysG7p94JzF6TBUFXFMswwFkMCq/6/b7jOIMXOv7hxeaQBhUSB4IyMSAGDQaDvmfXikr3YcgNwy9ULIagFdCJkBYDDOONfh84+K5tu7Zt1OtKrUbhlTvHfnZt/w/vHH1z/fKfsjNHwmP7xw79bPrkO4Hrf43c+ozwXyWD16uhG7ml8/E7xwsrl/HgOB2fYpIzYm4Rj0xRyTk6vUglF1U8rFXjNSxEZdbpnI/NBwwmyxeDAhauppYELAyOFmAWtmvnTiaBKgQPrEImTaGkMiU5eHlmdLauMoaIuyptiISWnJiZ9jkqrVBZlcpIRFLjSkD6sSRSLEcVKsfMH/UHsqaYxSeOL509vnD66LovrYuh1PiyopB8KSpXs/j0odkTNxmJNDOTM58fSmQIl14Nnz0eTWI6kVYUqjo3kinQulCph6/Mn7rNyqRM5VTyJawU+4JQxYOsmyd765GnGrIifwAG7WHJPvzma6+9hsDRg/f7hE7pD0CPBxzpH+iLvbvlgZtEyMA79t77T+y7/tDnh25sTyv7B1+815l7fsG9L/rIg9F573XAk3nv7u1Hf+97Pb5jv/QGDx7iLCMmEMTqUaql6xmEbW9v7+zsDAYDVHKCVPx7nn81HIyOgVl7c8goG6ZdiD/l83lZlnue+Twq8UXUaSShC2s53MzOzg4qh0HVUh3PMgnNyP1+H9b4TrvtWDNj8p4AACAASURBVJZrmrIg1Gu15K0/JSY/jt05HLl73Dd+8Maht6qxqWpitppcrjN5szK/evyzuRMjPn/aqpGOStty1RIwUKeFahEoUVGrKahMqVMpvhiUKjE27xOxIJ1e5rLLVHwG843SkYny6vnRAz8q59KqKNYlSZUkU9cBoPW6Xdd1wWjz4f4nSZJl2Rfb/91ut9ftbm5uuq7barUarmvbdsN1bdO0DcPQNInnZUFgcJyuVMrZ7Ol935CJuMeVljuu4ckIPaPrarvZ7HU6w69YmoanUs8LQZ61YeFww7YHg0ExEnluqtAwPchjSXseq9OnfheeH5cFQZNl2zQNTQNzX9d1weHuxY5/AChQBj/w3G+AU5/P54fPANGj4WIxtFeBqNIwOxuUplFsCYJJcGkIW7aazU6nY5mmZRi6qmqqqquqIopYOjJ36q3xg6+PffqjO8feuvbJj+ZGj06d+NWNgz8bH3nj0v4fXv/0pzc+fX380Bs3R95aPP/u6uUPSr7rmG+0Gr3DJGeJ6N1aYa2anCcTC9XUcp2MiVhIp1MqlQIRQpVM0JkVPLlWq8RqlRiTD0GRPNh4AQBSqymNyamcL3Xm2NzJkblTR5bOHp89MQL/Fs8cWzxzbGkppvEVja84ClULXPb50wpTBPVFjS2oyfGZE4eWzl4tVNKl8aPzp47MnhiZOzXByJRSTatUukGvBs4ci2cqKpvIXj+P04wjEVYtWxgbmTs5sjSxqiiFysTxpbPH506OLJ05tnjm2OyJQ7EkJhRfQm7Qky5LHujZA/E85q1HXeghpPOgjbmHMF67yO/s+Pe9dtF/8bW9PNZ3dp4YBj3qEvdHR544wrXXGdAlHvyyXxQNehzK2Ouij+/ML77oYw7mL752fwDriWDQQz1w32mfqmO/lIasVYdLYYFrggL1KGuD9n8gagJTJypCARyDplTYOyL1IDj5YDCA1XowGDQajXq9ns1mIaqPmL+IQ93wnLZQ4TdQGWAihn0qIscgpTg488bGhuM4nXYbFn5D01zbtnTdUFWeou6efHv0wI9ujrx568gvFi7s800cLAdvc9k1k8fwqc8WxhZkiVDIdK0clYk4pL0goo7MEcGVGopHdCYrliIKkRDLEbkSraaWa0U/lZonYlNU5FZ+6UJo/KM75z8AeqwqSeAq1XRd27ahN+C7P9z/sVjsy+h/eB1gEOQN261Wp9VybVuVJE1RwFyWKpfJYnHiyFu3jv2yhsc8GaE9XVefNDumy7LMMA+8WM3nS/H48+GPZ2/DmIzK5Z4vLvWwx6psK7TBFRQi6pu4EF+ZkXherdVcy9LrdRBi7ntKPy92/AOQAlo0gBiAOAzDMAyDSGaQJoNxAiyiwWAAUaXBYICqySCwBIMHVdFD6AjGFeRtG65rWxbITJu67tq2pqrgs6EriibLNY7D85nY2gxdKVfLZZGm/adfu/zRd6+8/7VLf/7GwtipciadDa3dPvP+6KG3Rg+8vnbtk8LqlUpwvBqbwvy36dS8WFgTiz6h4BOKfr7gZ7LrTG5dwEIiFtbpDBlfKscW2UIQ5IUgWAu17uClKhMJQyjrfFllS67KuCpjSSQ1d2Tu5MjM8UMLp48unT0+e+Lw3KmRuVNH1lajKp0F4wsmH5KJRI1IGyJu1gidK7kqo7IlQ8RVFrPFMqg4GkLFrJFWjZDJtC1VrRquM1lLKFkSqfEVEU/rbMFRKFMkDKHiyFVdqJhimcn5ycRL6Cn2VCvU3kGGL3prj/e91XJv3PDAq/zF1yDDhX4+fOonhEHD7aEsj9cdjwN1953kkXmi+7/sc8Oghy766M586AvufdHHHuzfd9/XfyIY9IWn/aKO/ZIbPHjJZDKXy1UqFZIkaZrmOE7TNE3TOp6OPnAOtjzVvqZn/4nC7ECohKkTQuiwLACLBTaUg8EAsV7gbBiGOY6DwvibnnsA2tdCbgtmXjShoyg9zNeDwQDNyKCgM/A8Xzc2NqAUy7VtxzRlUdQVhcIK45+9Hr35Yerukez8aSp6qxK6rZJxDZv2nzqUylSEcowvhurVpFAKQ+AHSJQwh4JJEDg7gnC+yeW4QkAhEkzex+V9bG6NiM1ymUU8OEEEx8rrlwPX3588/ReJ4+qSpKuqa9sNx3EsCwERVDEH6Ac29CzLMgzz5fX/xsYGMJMacANAEtJ1XVUlnpc4jiEIplLB8/mFC++t3Dg55LqKvMY6Wxu9eyYbjw0LgWQzVy5veprFw60Uj9ua9hz444U1Q1EeCFY9Xdv1WL1fS5rHFDK2NnY6tnhXYBiJ501NazhOq9HodbsNz/v9xY5/BGsAYEH8dWdnB57u5pB9PUqttj0Dsr6nkQGZawguDu9VkAwjjCsUEAINIXDu6/d6INfuWpauqma9btbrwBBXazWJ52scJ3FcLh688fG3xvd/4/L737zy/jevf/qWb/ra9U9fHz34xo1PX18+/x+l1YtEYJQIjuPBcTY1WwpMsulFIb9GpRaZ7IqCR+jMqkrEmdy6QibEcrQcmZPKkVolpjNZk8sjF1XwCwO5RaiZV6ppoRyXqxmFzul82ZFJRybrbNGRcLGSVKk0kw8x+RB4pkJaTaMzcGbwoueKEZgQQJSoVompVFrnimDQAXawBpuDanyoz5eJBI+Fa5U4WKtqdIbN+5jsGhF/CWHQHjjIe2UPhOSteI956zHXedpo0M6Of9//2HdxKCZ0cQ8U9EzRoC+66z3R4YOho0fTZV5gNGjPi35xNGiv9oW9gS7hf4IQ1ZN38gOn/3sAIZQUq9frhmHwPE8QBEVRGIblcrlYLBYMBrPZbLFYzOVyBEHQNC0IgmmaQLEEigCKQGx7DhsQkEeTL3CMYFqH4Ee327UsK5fLQSRjeKPZHFJPhpAGsFvQ7AwgoOlpxw0854Etz+Ue9sQQwIeUU8N1bcNQazVZELJT71755IehGx/ga+fSc2cx3yhXWJeCl+ZHZ2sixhWCYjnMFYK8pz4CdokgLlLD4yDRBmF2nclKeIzNB2U8rtEpuRKVyqFa0S8V14TsAh66WfFdy82dXDn/73NXPpM4ThFFVZJcy9I1rdVsIvgCWYxtz7gA4j25XE7X9ZZXSN8ccpVC699gSOvlafsfAgwQWrAtC0RfdFVVajVFFGWeh5IxolDAc7ng1DidXTdruLvrNab3QFCx19nc6G5t9u+Fhe4HQ1tbW/VajUil6jxvKspj8EPTcfrd7mAwcAxDJMlSNJoPhf4u2KgYDoOCUafZ3HpaOcehYrFuy25ZqltnTaGkVhNrY8eCd2+ILGuoql6v7zLTbXtzY8N1XUAhL3D8I1IzKgcD4JLL5SCy2PeE4yF6hCrqB97ziISIoDoMwDoMTqS/gOSsYCy5jtNqtTaGJLts02w1Gk3XtU1Tr9dBPRI2JICKwAFGEUVNlpP+uejSRMq/wNM0WchGlibvnnz7+oEfTZ/8bWn1Utl3HVu/zian6eR0OTTJZhZrmI/PrbH5NQWPSOWwgse4gl/AQnh8nsdCbD4o4TEAKGo1xeRDtXIUbOFhDyOUIgabNdgslNBrTNZgc1wxBB6r4JYK+x8mH6pVYjU8DuKN8KfJ5Q02C2EnEG8E4zNkDSuUInUqDQcjtes6lQa5arYQ4gpBhUjIeJTNrTOZl9JM437yyvBfD9Jahlbkx7z1qPbU3CD4/T5W0GsPEYN2vhAG7ZXdeeQS/hBHZu9vMMTi2RsEPB036HEoY8+LfhE36NGY77G9MXTEXr89fN2HIeyjOvmxHfvlt+FKMcgfITYAbPU6nY5pmqqqapomCALP8ziO0zSdTqfT6XQymUyn05lMJpvN4jguCIIsy4ZhKIpiWRaEImDjCLtVxDnY2trK5/OwrURlLyh6D6JwsKh3Oh2Y3GGVgWIomLhRqQvM5pD6gYNbrdbmxobjOP1ez7Esx7Jsw4A4x8ThH08cfj0y/lFp+Vx24ZxQ9LHLn89enaIrKRmPiFhIIRM6neYKQSAAmVxeozMGmwUfIogMwQaRyQd1OiNgYbYQYAt+lYhR6SU+t8Kk5qn4XSoyga1cyM+fmDj8k1x0XWRZo163DKNh245tA7tiuJJ5uP8NwygWiz3PNRPWOciPtNvtnZ0dtFgi4ipanNBy+Pj+30Wxm5uu67ZbrV632242ocBHk+W6JNVYliWIKoaFbx8J351QyThwpV2Na5ly29W7LbvfaWz02pv9LgoLbW9tbm30iXSKLZWatg2GFb1u98mBRKfVkmhaJMlep0Ok09t/c0/7zY0NPJkcDAZ4MinR9NN9GFjSG72NXnvIUqNcp1KhOyN3L35c4zi1VrMMwzIM6HbXcbpDrOQXNf63PRdk+H9HcDkSiQDmRjEeGGZIoBzQOeTLYMj1PSVrFK0EQhI6DFWAArsfVDBc17U9F7+m6xqa1nAc17Z3vURMs8bRY59888ZHX5848I3ZkW/UWFZkGJFhOIqSeF7ieZ6iWJIsZdILF9+9e/xX+cUz1dBoxT/KxCbZ5Awevl0O3SHjM3I5IBZ8ciWsVWN6NaEQMZmIlUPTRHJFIeK1ShSgDHD7oNITdjIQramVo1D6AJ7wAI/A0lVjsvDIw1MPAhlMPsSXIuAez5cikCUHRw6QIwJCUp1KQ3wIABBEjww2Z3J5k8vvojE2J2BhAQvyBf/Lqhu084hapIfeeWA1f9Rbj6QboYwJ4p7snU95AF4No4C9Tvy4INDuSe+hqgcu8QBc+IKCpuFb9AImj4MxcOTF50uK7XXRPTtzzy+41/0/qjfu72CUG7vvU+iy90Jzj0wsPphoe/SNfekNHjyYvKBspDfkqgizJMy/sBFE9boQRYBwS7PZrNehFF2oVCoEQZRKpUwmE41GE4lEoVAolUoURdE0zfO8aZqmaYqimM/n4VodT70NAvVop9v0bCaBKAp72bZnpQRrBsoadDw7rQ3PB6Ddam1sbABF2tC0uiQpoiiybNI3f/PgT2O3DhQXzzCJaTZ6beXiRI3P18m4iAXYvE/AwnwxqJAJ8KOGSQ1mT7Wagli3TCR4LCSWIlwhWCtHmdy6RsYUPMLn1yRsnYjcya9cx1YvF5fOBq+/d/vkuzxN1yXJqNcbjmNbFtSIwW13PR+M4f4nCELTtCfpf/gsrIjAIkILHrCC4CcsUVD5DBcF5AT1Yo7jQC+B0ZgsCLIgFFORpH8xfutPU5//OjZzSir51WrS4AqWRLp1tmlKbUfrNMxey+l3mrtgaLPf73akarXtOna9vrW1+byQxLNI+7s0W9PKicTTfWa4Zr7ttB1NZfAakRNL0fTSxdGjv5M4TuZ5yA3tmso1Go1GA6Q+X+D4h+wYKh8DTGMYBoZhiEA9GAxQcBGhbfgegKVQ8QSilCEdDVRc1hyy8kAaRQDI4OlrNhogFNl03d1iBUiW2TZeSF19/1tX9/3DxP6v3Pjoa3VZlnleFgRIH0NRZ41lRZpeu7rvxoGfBsc/rfguZ+bPldaulnyjxfUxLj1XK6wK+VUuu6xUQkxmlcmuCgU/nVnHwtMCFmbzAZ3OgLUqIvOBkwaTD5lcvobHlWpKLEcNNgs6irVyFJ5xL+udr1NpEKEWy1GwdwVAA0FiqMaXiQREniDkA1Ei+Di8AiwlhJYUMqkQCTYf0OkUX/CzL2c06MU3/uK+L1jrXhopnf8K7VVnfnEbhkEAfWAW2/bsVIEgCa8jajMK1MMH0QYRiaqhFdd1XYgM8TzP8zxJksViMZFI3Lp1a3V1NZ1O5/N5cBPjOE6SJNjLwuYV/QKTMuxWUbAKVgu42w1PEhBuG9b+fq/nOk6r0Wg1Gq5t1yUJKC9ctZoOrl798F/8ox+RydHokYs4mZRKQSK+QGdWZDyqkkmpEuWxEPgQgesQVwxBfJsrRgw2J5TCAhbSqDSPhejsukYm6mRMrYS57GqtsMalZgorl9Ozp7Cl0zc++df4yh2RYRAMglQIFK4jTsZw/7uum0qlXkj/d7tdWEph5YOOgpwILJ9tL/Ln2LZlmk3XNTWNp8i5C5+c/9M/XvnwW6f/458Ky6eZ5B0hvySVA2o1qXMFs4Y7KtPQxZaltB2927R6bXej29rsdTY3esVwuOXYX8gWesmbXa/XBcExjKf72PZ9zmKFYCC1spxaXs6sLleT8xf2/1SgaZFlTU3T63UABN1OZ9OT+YH/wRcy/mEYQLYLUFS73ZZlmSTJwWCAoAyCNagqHiVqh3cmwLZGpYiAfuBW4a4GgwEqP4QIFoxkuAHbtlvNZrPZ7HY6IJ8Nwu6qJIk0Obb/a9f++pXr+/7n1b9+iydJliRXTv5o5sRPUjff5ggCLxRIDMPz+dDYn24d/fmtkTdWLu3D/VfJ4Ghp/RqXnCajd8joFJddImOz1eSCUglzuTU6vSrjMSw8wxdDXCFQr6Yg+aWQSdCbhlQXhIUgkyUTCYVMgjYYbHjgT4j3wGwAeyFPMTUJVWkGm2MLIYPNwfE8FoaTmFweKazC+WvlqFpNAeqSiYROZ3Q6w+Z9fDHA5lb/W8CgvVHQS5AZ+a/TXnXmUzaUFIPJDmVeWkPaiX1P4wcFG+AViM9D4B0dBrtJRHSAdA+q6IYLGYZRKpWazaamaaZpKooCs3MulyuVSpBoKxQK6XQa+NqiKKqqWq/XLcuCiRgqpAAcdDx7MlhIBh5dxnVdEMUxNM3SdUvTRJatcRxDECSGZcP+4My56Q9/tjA9r1TCYnG9mlyoplZlPMrmAyqZYPJBmKrEcnR3HmTzCoO5KuPIJJMLmGxe50umWFGIJJVeVSohCfPJlSiPhZjMcsU/igeuF9auBqfO1FhWl2VZFC3DaDeblmlaloWq8JA6Iup/URQJgvjy+h/wULvdnj//l9jsdK/b3dzYgGhQq9mEhEX47q34zT8X5z8tLx/PzR+dPbcvcPtceumGVPKrZFxjcqZQsmTSrbNNo9a21Y5r9LwcmUjiElWFBNnzIyHHMP725fRUPk9mMqaqdj1Fwce3hmVVczkyk+EqFYVhdp3F2o2WVW8aNUsmNSYnV0In/vAP1VIRtKN0VdXrdVBzAOkd13EGg0Gv19vZ2RkMBmgww8AAHPPk438X5rbbgFfghMDtQwgGIBSqsYeoIcDibU+tCmEpiEQ2PT87lKIFYIRQ16Zn7tGByFajAUPOcRz4CEgs9nu9VrPpWJZSq9VluZAIXH7/69f2/R+X3v8OVSpMHvzetY/++frH379z7PWlc78MXf1N+tbv8Hy+nMkEZscnP//V6Gc/9V3/IDN3Krd4Hlu7yiSmqPgUk5ylEnN0epFMLDCZVQWP4vHFcmSWSq8ZTFrG4xIeA2ii0RlIbAFzWaMzYjkKOTJ46lGOTCYS4Esv4XHInYEpB1JiVKupGh6H+BCTDyEDV0QJAiHHWjkKxGomH4Jsu0wkZDxOZwMqGWeyay9lpdjfsA1VEb2KXjxve9WZT9WQfCJadGFahFg6KieBADisrLBlhNm247leo+UWIkk9z/wcjh94RhA7OzvNZrNQKOi6DhM6UDhRyB2m5m63a9u2ZVmapnEch+M4QRAYhiUSiUgkksvl0ul0qVTCcZxhGFVVDcNAOiuQLYJEz64/k+OAj5gsCCLD0DheLZWoSoVYuXL2D/+RySyJuRUyPstklqVymMmt88WQyWZBI1HEEzpXVKmMUk05cpWYObxw+nK+jElESqYLxMyh2bvrBl9SqIxCxNVqQkiMLhx8b2FqphyYEDK35z96/dqFMXBytU3TMgzTMLqdDtBIYVWDOx/u/0QiYRjGl9f/0OGWoY1+8L8mj7weX55st1qu40BJna6quqquXPzt1Inf5qc/DF3//cnf/8/Y8tTa9YNrN8+vjB7Pr1/DQjeZ7KrO5k2xYiuUq/EijhGpRDkeM2WxRpGuXgfe9PPHhDqtVjkWe+aPP0PrdTpcpVJJJMhMhi4WHyUmNAzOep1OrVrFIpFKOt1tNVHNfKdhDhmsRi5/+L18LCDxPAoNOpbV9P5ntzzpSyRXseVZiSF5TBSJAUUoGDyQFHtg/MOnNj2besiowqMHTxlKfw88/hDEIwFXASQaxuIdz6we2sAz7gAkNDwCB4NBu93eGQwABvX7/ZZX29hoNGDkb/T7rVbLNs26qpq6DoasyzdPTJ7etzZ5duXsGzc/+d7amX+bOfLjic/+99iBH1zf//3bR/9t8cwv/VfeSU28kw6uTR7/+e2RnwdG/5qaOVlYvoQHx0r+MTY1KxZWqeQ8k14SCj4mt14KLxDxeTKxBOFbiOJA0QPQdADKaEwWHHIgwwUWrWC1AcFgiAdzxV31VEiUI340j4Xhs7VyFEorDDYHmygJj9fwOEitGmx2l3VEZ+pUms0HuUJQrSb4gl+pvLTWqq/aq/ZfusGDt+GJpw3zH1EtEuwpYY7e2dlBRUmonATJk8BCi0RN4CcSsIEZ0zTNXC53LynjES0RwwCppGx4ho5omUfFw7quS5JUrVYrlUq5XC4UCqlUKhwO53K5crlcqVQEQWAYRtM0Q9cNTXMsqy7LiiDwFEWXy/m5z8jU7ZXDvz03cqgUmiwHJ4nYDJtZrpNxhYiBYxGPhetMzpZy+Zn5ukrrQrk6CwJrR+PJiiXlMlc/mzn+2d2jn84e/+zukY9Dfp+ALWUufuifurx89nIlfcs/8s7p3/xgeb1om6ZZr9cVxbVtx7bhmwIKRCxU1P+yLFcqlS+v/9F61mq1Go5z5/z7skB12m3btiGH6Nq2bZpKrbZ4+s1z7/6f1z74f2osy1WrIKi4fuV3Nw7+6MpH/zz62U9TixfrdJrHkunVlRpZqJEllaOaltZtIuux/lD52DO2luMkH1Kd/lLbA2ykzNrasBF903Eq8Xh6ZaW3twvH9m7NfB9q5s2Wea9m/ubIG5Ah1RWlLkmGplmmCQEhIKpvej6mjxn/kJwCAA2BHPgU+ggMHpTaRoWTW1tb0WgU4WAIGgGuGnjKYTAId3Z2EGsN8rZIOggFIJHIBVwUuPmwiYKbHKbo3cNDYKPmaXjC2Xqeq2uz2azLMletjH38L0vH/3f0yq/WTv8sdOntxI3fr539+eLJN6ZGfjy6/wc3Dvxw5vM3I9d+FV66O3Xi7Wuf/Gj29O/8Y5/mly9xqWnMPy7ml/nsMpNZJpNLWjWuEvFSZKYSm69EZunsOqAcKAoDDARZLSDuAMSBgI1CJvlSBKElg82iPJcHa3J8KQJ4CLzrkbAqMrRHpWpqNQX2O0h9gy+GDCbL5n1SOfySVoq9aq/af/mGYFBvSMe554nGIlYm/AmcEpg30RQGM/LAk+qBKRWWXhRYgvgEzIbFYlGWZViYUbkKTKkQ9oAVHbabsCUdePtOREEYePbaA8/2CC5hGIZhGIIg0DRdKZezmUwiFksnk6lEIp9OF1KpQjqdnfpLcu6U7/Q7F//45szELSoxV8uvyCU/n1+nM6tUZp0rBDUqVcOTGpcq3Tw2c3ycUxk5fGXuxoLIp3LXzxcqFWL6fCY65TtxyLcWl8mkSqW5/LpQWC+MHgoHF7j0fPzMr2+c+jAx+tH8uVsV0XZME9TkgJIMJAmk1DLc/ziOK4ry5fV/x7Mn26V/ue7uhXq9XrfbbrUajgMEJtswBLqqybLm0apEhgFIxFerVQyb/PzXaxPnU0tLEpEyxbKtUA1dbFlqp2H22s6DSOhZA0KbGxvlFyeuWIpEiFSq4xVeDQaDdrNZF0WRJLlyeWtzD063axjFcBj9aaqqWK0+AgMNBoMHa+bbturWWTBY9Y2fCEyPQyWUpeuubeua1ut0Wh6C2fSSSs8w/lFaCkYC0ogaeNZjjuOkUqmBlzWDABKqKQOo3fe86AHT9IZUN+HGYNACUIPgE0AxBOu3trZ2dnbgKjs7O90hp5dutzvwDAph3O5GQPv9brfbhjCwYWiqmo+ujx3+5a1PvhW88PPU2L8HL78dvPx28Mo78Ru/D11+e+3sz6eP/WT0wA8mj/zEf/6NUiq1cOF3Y4fenDv3RyJwo7h6FQ/f5tILbGaJza5w+XWpHNbpFJ3zs3l/OTKNhWaESgRxpaHmiy2Eanjc5PKQ2AIcw2NhqAuDwi6kAwSxIij4Mrk8hH8A8Wh0BhhCyL4eIkkgrqjRGbCyB/GhWjkq43EZj/J5H5VeegWDXrVX7e/QEAxCK/GmZ2sFRMuBxzsBagKI8SAGAKyysO0bDr9DvGHguWEjwmar1UqlUhDAAOousDsBDUAAAxWkdD2ba/gdTgj7UTgnfHbgKZqgPSicttlsuo4D9SmyIPA0nbz5q8DVf7915A3fxCfxU+9OHfyzf9VHRqf4zCKXWxEKPiq9KuNRJhewBMyScvnRw2urcSYfMoVg6vQkwWF6ZWHtxHhm4Wg8iTFzIzPHrlfZPJ1eEnJLROgmFbtLzXy2Mj2Vn/rkyr+/cfWv7y7cjtc0zTFNQ9Oarus6DigWuq676SUXYD8N/e+6bjqd/vL6f+CRbXueW9wuzGo0Njc2bNtuNhqObbcaDaNeNzXNqNdB5UWt1aCKnqdpnqJEhuGqVZYgfBMnzr/37ZXrH7L5VUMo2XK1oQuAhDzPjeeyo4emCoL7tFTlvZpAkgyG0YXCMPFZ5fnM2lo+EBAIYvsRKkGp5eU9VR/3bvfVzO8arFo1ok6n43OXA5M3uGoVPEddywI/DcdxYFQAdnkh47/nWW3s7OzAWKrVahiGAf6Aw+DMKD4E46HRaHQ985a+556B9i2IsI/S2e371Ym2t7d3dnbQngroR4iwDz0EsB59i36/D0gI6shUWVZqNVkU5699euOjb80e/X7s6jvBS78KXX7bf+EXwYu/Cl9+O3b116FLv5gZ+cHlD7839/mPEtd+TObza9ffnzjyFrZyiQiNlwM3gSpUKwWYzEqtFKpXE3TOr1FpiYiXwrOgjArAhSveq94CKjTS/gFmD2TEgA8EcSDBM9WBdyGeBPVogKvgVAB3wHLH7wbLJAAAIABJREFUYLOaVzIG5CSNSmtUWsajTHbtVVLsVXvV/j4NHjzYscHc1/L0ZgaDAYpVIJkZRLNFsXG04sKUh44BIALcBZjZe70eSZK6rnc8lV4I4w88ubbekCfowKOztL028OL2wJYYeNVPsCsFiABRdwiftNtt13FMXXcsy9Q0kWUD1347cfBHcyfeomPXQ0d/f+vAf8xNzVCJOTG3XInM0ullJrvGFQKWWHGqy/5Tl8sUJeIpiUybmdszd32uQinhK7Hp8Wg0r1ArkaMHItGMgIX4YlAsBauxaSZxN3Hh/ZWp8/OHfja3mDA1rbp8LpgUbdN0LKvbblumCRYfW5ubqAwHvhH0P0mS1Wr1y+t/WHtQ/0OBNNDJ4ZyQGms4TrvZhOyYXq9rilKXJEvXjXodJChFhlEEYTcsVCrNnf3NpY++T8ZnDR4DJNS21W7T7Hcam702eG48T0AIZalajvO0nx3OZ+nPapTBlkpUPv+kR28/aLDaNGrgLMbnffGFOY4kVUEwVFWVJMeyOq2WbVmtVqvTbsN/PSpif57xD0gIwjNQzc4wDE3T8JQhyjMMDEQmGwwGMA8g4IJCifBzyxM3Qn/CUByWqoIbgHsDMAffCI5BeAshchj/wBwyNE1TlLosm5om8Xwhsjp38eM7p96dPPi9tdOvhy7+PHb9t7Gr70Qu/zJ69Ve+Mz9ZPv798Y+/e/vgP0cu/RDP50Pjf504/GY1dKMamSisjZWDt9nMUjW5IBT8bG5dIWI6k9GoNJVeIeKLAEcA7oBXBgRvNA/6SHgcit6hoAxqykAHiC9FwKljWFMD1MXgH5wQJBYhFATSi4CNDDYHVq/1akqqRP4bVYq9aq/ay9bgwWt6dtPDgfctz8YcdoEwOcLkBbPzpmdn3fY0+mBXispSep6xOZJ3y+VyMKsCwXPDcyyC3yGkAet323OLRNM9XBTuDU2m6FZh+u55KSfAQJZpOpZlm6YiisErb1zb//3QpXd8F35XWb9YvPn+rY//ODk6UU0uUYmZWtFXTa0I5YTGlwTfhYXx5bpCSkSSLYR0vsQuHIunKyaxEFwIq3TBEDBh9ezc6DRVjijEevzse9MjH/iWlsjIhZmTnyamRnxnlyhNqy6dnV/BGo5jaBoUycM612w2Nzc2Gq4LO3i4YeiHdDqNvuML7/+dnR1UxQP93+/3QT7RdRx4EXbktmXZltVpty3TbDebACUtw9BU1TFNs16XBUERRVUUZZ4XKIojSQbHbx3/TTFwy+AxW6Eahth2tOe3o3+gdVutJ68aqwtCamXlqZwxtra2yGyWr1Rklt0aigxtbW4WI5EnPtV9zmKdxj16kErGbx7+t1RgiacokWV1VQVzMcMwOl60DwIwzz/+O54cFxy/sbGRyWRUVR3m3QOCgYEBMRv4ue0527Q97zAUy+l4+kbosW17Fr/DZWsQbkQHAOLZ8MSrtjxnZTT+u+22rmnTR7429slrdw9/5+aB74zu//adg6+FLv5w7vPvTx3+1urt87dP/fnaZ2/ePPrOzQPfvvnxt+aPfH/u8HfC53+8+vn3JvZ/9fr+7+P5PJ7P+0ffnzz6y+Lq5bJ/lEvNloOTfHZZLgXozCqVXqWz60zeTyZX2ELQZHOASADoAGGIx8IQs0FSYRDjQXwg0A1SqymNzoAeNAR+UHUYUk0EBUVIkIH40C7fCAtD3b5GZxQiUa8m6mS8mvzvXSm2d9vbT+Px7Yt8Q5/sqg8pRg5rNd53saEXHyMn+aq9vA1Fg2CVRbs9lJSB2XbYphEYzVDMgvaLwPKBeDjMdB3PmRXeHQwG1WpVkiREc0HMFTTRb3oGRigmhLaJKPjf8iSnUe5sw7OiBPzU8gzLet1ut93W6/W6LOuKsjh27Nqnb44d+fXowbemz/919ezvT7zz44vv/j6bi2t0xuAKEpmp+S/MnTzs86dUOgc5fh4LO3KuFpiYOzmycHNZFDA6u26KvsjlSboS53NLVPpm8OB7U5/tu/Tum6d/98f1wDzlG7176tT8uXOpsmlqGvA/AFL0+33HcWCd63llyZDa6Ha7oihWKpUvr/83vRDUcP/Dp8DeHCjVtm07tu26bqvZdB0HqpohaKHX63q9bum6Y5qqJOmKUmNZYAuxBFFYOh66M1aJL5hiGdnR94bs6J8nIIQaFo1yBPHw646uD/8pVqtZv/9p3cHajUbTcWSOwyKRQjDIYhi8TuXzDct64tN4LOl79CDQkq7UqZRv4tO5a0cYgpB5XuL5uqI0XRdAZ6/bbTWboEcKkOh5xv+2Z4vR9Kq0wuEwDAD42ffUiQBIIU40fBAw9M7ODgzIwWAAQw4NS8BDAwh+eZAdnuK2J2cFMSHgtKGfECWC8YbGv2vbpq4LVXzixLsX/vzN8Q+/On3w61MHvnnlw+9dfe+bo3/9xuhHr00e/G7w4vcywbXQ4q3lm6enL3488fkfrn/28xuH3h49+IvA7ChdLjOVColhC5f+NHPqN5n5c3TsNhWbKgcn8cgMm1muJpe5vE8qh9lCUCETPBZSySSPhSDbhRyUkWB0nUor1RQqqkfeYQBodCbLe05hiGoN8wbUggENSGeyYjkKhWkAfdjCLipSiIRUiQnFAJNdU/HwKxj0UHs6+ALteQUD70c2Q+hnDw2eoZcehEmPkrV+1V66Nlwwj9ZXiDGgCRTNuU1Prg1CETAJwgwIn4XVGoXZ4UjYBbqum0wmYa68V6nUaMBKjIgIOzs7QMlEeSJQC0SR+W1PxxYRNhEyaHqCvLsVWO22aRitRqMuy0qtRpWxQjxYxbBKLoulUhxJRi788fwf3pga+XBq5KOZY58unDocCuZMAeOL4Xo1CXFyCY/XqZRTwzWupHEYlw/I5bBCJpVqkkkt4MGbldBtPr+aW74UnL5AlYuVQoEmSY6mKxiWTCRymUw2kyEJQhQEVVFcxwGEseXJ1sHdwv1jGAY6Al9G/3c9k/kH+v9ep21u9rrd7a2t3cOazW6322w0LNN0HafX7TZct9lotJtNQ9MgzWfruipJmizXWFagKKpcLiyeiMxMsvmQVSNcjW9Z6q4d/YsLCA0Gg3I8LpLk8CuqIKRXV4dfEe4/4Avb5sbGcPoMWst14Zftp73t7a1hEcW2qzcMEfJiciV88o//SJcxnqJqLAuqOYamdaBmfnOz3+ttb211vP+1Zx7/8H898Nhgtm0nEgnEZUYbHoS0Op6nL7SBV7iw4YkGAQEIgM7Ak7EGbARX3PakrgdeBf5gMGh7NY/wkyxEY6u3ODL/wPhvNhogH6DJcjEZmD7/1xsffX1y//+7cPgbYwf+xX/q+7MHvz5z6DsX//yVQiJCFotUuUwUChyOszheiPjoSoWtVEgMo0oljiSrpdLdk++sXP5zbvEcE58ko3eo+AyTWpRKgRoWKMcW2EKYzq0rREKnM2w+IJYjIBEE0oiQvQI2NJR3QVwHSsZQegvwEPwDCAXH1zylaSgHA/Y0hIV4j1sNPGuxFGHzAQELcnkf9yoptkf7O8Cghz6+p7UZOvYhv629PviqvdQNqUhveBaJaDeJwvKwE0Ul2bAYA2yCmRrRTXZ2dhDnd3tIvabdbnMcR9M0zJ4Dz4sRHYxiG9te3fi254iECoBhBoc1Cc25m55iMkIMXc+Wy7Ft2zRd29brdbVWExlGZFmOJOlyuZzJ4LlcYukKFrgl4dE6k6nTGaEUZrJrTN4nYmE2H4SYNhS10tkAWwiIWEghotXkApddISJTfHqOiU+W1i6tX3538ux7DI6zJFmXJFkQTE3TVdUyDFmSOJblWJbA8Uq5nMlkUslkMpEAfUiO41RV1XXdNM1ms1koFL68/oeQ0p79D7T0dru96ZVqt1otSNttbm4CAIJCnobr9nu9bqdjmSbQqC3DUGo1iec5ihJomiPJ3Pzxc395zeCKtkI1jVrb1Xtt58UGhAaDgSaK6HdL01IrK3a9/pznzAUCDyOhZ2y79KCH8mJCSa0m1m/sn7lykCVJmec1RTE1zdR12zTb7XbfMwVDMZhnHv/wHMFeotPpCIJAEATgOVQdhuAUDI+dnR0EdFC4CEWbdnZ2Bh5hH4VvIewEmBtuGN0VcJiAcG0ahu/Md699+O2bH39r9P3/+/oHX506/M3FE99pOs4u/6nV6rbbpq7r9TpUKebivtmLH15776t3Pvn/Fg9/ffX4d4Knvxc++73Rj74TPP89MB2TRRE82moMI6MULYg7lEp3Tr7jH/0QW72ErV9nU7NMco5NL1aTC1xurZJYYLLrOpNmcgE2HzCYNFsIAvUHKD7wDwJCOpMF3WeUHQNwA8rRqFQe4kOwfYJgksHmQDUR3kJBIPB5FUoRjUrXqym+GKDSqy+rmcbDhmL8xdde27cPWXbeO+IRS/4elmT8xddeu3hx3xe/+EiT+YeueO+1fY9LivEXX/sf+y7es77aW9D6cV/l/msOmcm+Qjz/WRs8eBCd7nr25i1PAA32fxsbG4i5CWskJPuHFWjQfI34knAeVFcSj8cR5wACGKhCqunp36AiFzjhxpB8HEzu6FroAABwaN8M+1e4h16322m3TU0DOsuuUyOOkxiG53LphfNTJ95hEne57KKErVPJhToZY3M+CY+JpYhOZ+pUSsLjPBaqlSMalVaIGJ1Z5XJrRGyuEpkiIpPY2jUqPBYePzB27LcCTYsMIzCMoaqWrpu63m42W41Gw3Xb7bbjWUdtebXHlmXV61CmTVYqlWw2Oz09vbi4mM1maZpmGMayLMMwWp7G3XP2/6YnCfOY/oceQ0hr26viARYIFDODP8lGv29bFqgeG5pmedKUXLXKkSSL476xT+Yvv2+KFbfOtiyl2zT7neZmv/P8xfMPt1q1ypXLT5Ox2rsxGEam0y/klgaDwQN5sV7L3q0XkwiNycqV0O3jfyxlEjWWVWs1WRRNTQPn0T4km1x326vve+bxD4gH0eFBkB3KstCDNhgMNj1hIfgFHQBAB5UlwrUAJKHUG6Ln7+zsoMcWojsDLwkLA8wyzSt/fe3up19ZOvxPS4f/afXIV6/t+4exj769Nnka6sXAYhY6QVNV17LqslyXpHxsbe7yJ+Mjvxr/6Cuzh77qP/Gd+cNfvfrBNycOfGvl5Gvhc9+JX/qeyLJ1SVJ4nqdpGIHVcpmuVFav/HHy2C/yC6ezC+fK/tHi+lg5eLsSuSuXA7m18VJ4Sq8mxVJIwmMQE+KLIY3JQEyIL0XANhWKwkwuD57zAHFAdRpo1AqZBDEhIEQD0IHDACqxhd0qMwgsQVIMcJKAhcFMQ6smXk7doAcczJHj6R5+n4+wkd/rDMPG5w+c94EXH+GH+tAVn9izffjtRxpNDAG3RyfB7osbvXLu+s/chpNiG54u32AwAAbAtqdfgqbatkfkRAUjsKYOBgMUddjwggoocUMQhCiKMH2jaDyCPojggmIbcH6Y1geDQXNIvx/md1gbYMEeeNJwiHS5e5JezzZNKDyRBEEVRZGmM1N/Dt7cP33mD+OHf4EtXyj7x9jUHJddFgo+EfPTmXWZiIulSK0cVavJWjnC5gNsPqDRKakckcqhamKBiE7zmUUiNIGtXcV9l8cP/jS+cpenKLVW02V5t8hF1xuOA/SajX4fFhZYFaBDoG9hzYB0VTKZtG3btm1VVQVBKJVKuVwulUplMhkcx8F2TZZlwzDQNv3J+x9+f5L+h8UPpO1c1wWhFyBTg11Uw3VhYXNsu+G6IARg1OuGqoosy1MUg+Pp2aOX9v9AZ/O2XG0YYtvRey1no9u6v3j+xSChrUeUuD9VU3m+kkw+/3nua/fyYp1+u9FpGE1TdlQaiNLh6fO+29e4arXGcZosa4ri2rZr2w3HAZb6xsaG4zhdTzP6Gcb/YDDoeK3VahEEYVkWZFoHHpCCTyFGNpwHYSAUdBx4/QyhIyD9wNCFwC2EqeCVYSUhgGVbW1uaXFudOH7r+Duz59+/9fk7d07+YfzI22s3j0KgsdfrgcUYeH+0Gg1T00xNsw1DV1WzXqcr+fDC9amzf5449uuJ/V+58Zf/dfUv/3D1vX+68sE3Rz/6xsQnX1/+/NuxS98VGEbiOIGmhWqVLJWoSmX50rsTR94qLJ4prV2mY7dLgfFS4LaYX2UzS3h0RsEjbHaNzfvEcsRgsvVqslaKCKVwDY9DwgvVi+2iHyYLJmKQBYO0F4R5IOrDFUPgUY/wE/wD3UWIBkHRGYgrynhco9J0dl0hYkT8ZadI+4eM3/f0YP9CLIAOuO9j3h97vfg4f/ihE9535cdSpB9584+64QfA0NBn/Pd7t+/pmP4KHP1naPDgIVIkJEcADKHpD6IRwCnZ8Ri4W56RJ6zKqJqp71k2Qmwc8jXBYBBOAlGHnZ0dFHiHDSWavhEzGja+gMzQTA0Hw9yNov1NT4ARVn0koNLrdjutlmNZlq7LglDjuOzkH+fP/u7GgZ+sXv5TfuFUYflScW2UTc1x2ZVqcoHOrNDZdb4YYnIBJhfU6QybD9apNJMLKERMKoerqUUqtcCkF/Dw7cLKlWpwNDT24a0T+2oMowiCxPOaomiqCtXmYGcGvQFRlq2tLdd14bYBSWx7rgimaVar1T37v9PpmKbJsixJkqVSqVQqRSKReDxeLpcZhuF5XhAE27ahox7V/5Axear+H06LNBuNXctML/bgOk632224LliFNxxHV1VNljmK4qpVqlwe/fQnZHzWFMtOnW2ZSqdh9tv3iudfLBJ6/kak04aivOCTDuXFNrpNIEo3tHsBIf/EhcjCHZ6m1VpNrdU0RYHUGFiyA28G7QeeYfwjXjyECZPJpOM4EF8E7DLwHOnh6R4MBm3PNx6GCmKYAfSBQbWzswNBo80h497BYABnbnv1+agsf1j+qtFocGReEqpGvabXFTT+t7e3Nzc2gJLvWBYgIcswGrbtGAZ40ciiqEoSR2Dh+euzlz6eOP6byRP/PnXy3dH3/vHaX/6v6x98deyjb0wc+MbMyNdjl75bo2m6UmFwnCqV/KP/cevIW8Wls7j/Ghm+ScenSoEJIb9CJ2fLwRkms8oXA0IxqDNpmUjIeEwhkxqdrpWjKJMFxWIAdCDAA26pqIpeY7JQIW+wObAkg0wZ8KlBXgh8x4B/DT4bYKZRK0cVIsbm1tnsyksJg+6rmkIwaDgYNNwemWW6/4D7Acguhtjrxb1h0INXvD8Q9YUw6OFI1hf2wL0Tog/dd5m9T/UqRvSfo8GDt+XJvw484cFd3qJnyNButweDQd8zne56pugw5254Yv9oTwk7PIiuS5IkimLfs9BCcYitIX8iWPJRRArKwhGdBWDQMDxC5VEwvQLI2PBU2nZ2djqdDlTLa6pqqKosiotn/m30sx/NfP5G+s6B8vIZwn+1sHK5uH6DiE5x2RW5EmKya2AoxuYDAhZWiDibD4hYWK0mxGKQy6/T6SUuu8SmZunYndLalcraxdtH/i0dWBYYBpYxS9ddyzI0zXWcfq+3tbXlOg70LagmIiIOrFstz04Ex3FJkp68/13XVVVVVVWKojAMy+fzkUgkFovlcjmGYQRBUBTFtm2U/tj2ZBKfp/97nromeGBtbGz0e71+r9dptZquaxuGpigSxwFdevn6geDtkzqbtySyoQttu77Lle51hpDQi8yOPU/b6PX6nrLfi2vbw0Tpftv1AkK7DCE+t3LiD/8kUJTEcbIgWJoGOuOdVgtELCEgtL211Wg0XNd92vEPzyn8d1uWlU6nUda753mwoLJEhFpQwAkwCoxDgDJbnjoigC1AQijzhRpgayhaBIjW8fzRHjX+AXv1+/2Nfr/dapmG0W61gNVnm2ZdljVVdSzLUFWARJqiqJLEEsXE+tTqxMnp8+/dOPzLm0feuTHyzuW/fOXiX7428cnXlo5/I3j227FL341d+m7i9l/HPvtZamqECt0orl6hYpNk9E4lfIeMzhQDk3IlzBf9dTKh0Smdzihkgi+GeCwE1WFQ8AU5LKggg9AO4B5UDI9cWgEh1fA4kw+BdBBym0eOqhBJ4oohg8kKWFjGo+DN/PLBoPsQwHA06ImRxJ5neGHRIK89XTTosTe/R6bs/uPgrwc/u2dK8BUM+s/R4MFDkfaep5MGMyyi0PY9oZrNIZnaDc/AqOk5PyDWLcSKYFZNJBLo/BtekTyElGAeRMk4mG1h4UcciG3PK7vrOUWgsD/M9TBxD7yaKaBkdrvdbqdjaJqhacDhvXPu/fED/zJx9O3Jw68n7hzGfVdKvuvl4AQZn+GyK1IpKBT8MhHT6QzkwmrlSL2a4rGggseY7IpUCtSK61R8phwYp6O3CP/VzNThiaO/YUlSrdV0RTFUFWwoOu12p912HKfrEXfQwoBYOH3PHH5jY8N13Vgs9vz9b9u2LMuSJLEsSxBEoVBIJBLJZLJSqZAkqShKvV5vep5Qz9z/8GfXk2e0LQtKnZuuaxmGpig8RXHVqn/iZOjOJbWaMHjMVuimUWs7Wq9lIyTkZceey27sZW/3BYRaPQgI6aIlk+C0Gp48Mnn2A4GiFEHQFUWTZQvUPnUdYBCED5teKOipxj/gFaB2SZJULBbhwUQZcEBFA8+IA/hkCCtDtBJCPohJBo854Cc0NrY9L3qUVoOxgSrFYPw8avzD/e9yvVutTrvdbDR63W6v02m4bsNxXNt2LAucASG469o2iHlamqZKklKrqaJYjPkCM1fmr35689hvRw/+4v9n7027o7qutVH/hJu/kH9w4y/3yx33He9hjDvu+95z3pOG2MbpTjrHaXyc2InTnAQnxgZjA8Y2tjGmBwkJ0UhICPVSqVpV37e7q933XfUlle6HqbUogUAQQ8x1tIYGQ2zt2rX3qlVzzjXnM59n8MhLFw587/y+Z4YPfmvi/W/NHf/O8JGfTxx/LTpxvLg8RIaupxeHy6FxMjKZ8Y6VwtPV9BIZX6DTHj4fZNLLfD4IEGkuH2SyfpDFgAYxJuMDxI9GJTYkMsg4mwtgMiHoMIXwSEIqHFBcg0gIuBYBYySVwoANYpLzT14YdAew5+4wqP8/20UVt6+wNUJnq4P3xQZt2cP1ANig+8dwd17grgCHObPn6T177nrpVq/bKYr9/2L0F8VcRLhXQwR94MKh8I+hJ2ATYUeIIUSwy8ROFINRCIKoVCq4YwUOukhbFDvjLpJDAssI54Djx/UacN44LYQRmrgGBK4H7C8ALAxNkwUBuI95mvZPXQ3Mjg0c/OGV936+dOlAYXmoHLzOpubK4VvlyAybXhaKQS4XIOIejYyzWb9YWqGTS2zGw+e85fBkzjdaCY3mPEPRmycTNz8e/eCXNy8cYioVgWEUQYAYyDSMRqPRQqrg0A8M0WH/XhliHZgryN88pvnXNE2WZZqmSZJMp9PxeDwSiYTD4UwmUy6XGYaRJMk0zYed/0a93m63a67bbrUsy6rXapDJ0BWlSlEsRS1cOrp05QSfW5aJKKIR4uuWiiKhevfOSOiLDIZMTRNp+jFceO0uhJBeM0RbpnQ2LxNRPue5fPRF3/RVEGuTBUEWBBMoKzXNMs1mH42WixjeH3D9w2cKGGeKohiGwSCwBmJWbG8W34XcjIt4hnCAglOSsK5wBhGO9Dcz4mAdxz3w733WfwNRW9m2DYbCtqx6rWZZlmmahq5DhszQNIi2bdO0DUMWRVWWNQQhEjlOlSRZECSer1JUIR4Ozl2fGf7o8oe/P3fwxaH3fn3h4C+Wxi9NnPjt0Ls/W7y0Pz17NjFzgYpM0NHJyMxA2jcq5L1iwS8VQ0IxKBRCYjFEp5bptFdFsGhgPoQED+jDi6UwpH8AQsTlAlwuoFEJhYzrdJJOeyGTtPHXfBCCJIy51qiEUAhRSQ90ij2ZvEG3S1B7zixtlbVZ70PCbOnyt7oCXGLv3s0v2+rgNp1id0UdTz+958yZz18U24YGcWnv3eDpOx72Dnj1Tl7oSR44DIKtJN4j4pYQKP93kFAD7C9x+b/X662vr8MuENLg2LSBL/f7/aZp9no9uA6EPmDT+9Pj/cYRIwbAFmPsEfgADAXFkO0WUn/s9XqbGmHabceyFFFUJQnaxKoEUUqns9HIxLlDI++/tDz0DrFyg45Nc5klMj4n5gNUaolOL3O5gEbGxVKIzweI2JyQ9wk5T943VgpcTy8MZObOp2dO5mdPDOz/TmhhnKNpkWU3KhqW1QAiZoQwhalzN2uD93o9DDPvdrvhcBim9HHMP87r9M+/russyzIMk8/nC4VCOBz2+XzxeLxYLFIUpaqqLMvwpvea/zrSfHUcp+a69VoNSmO6LMs8z9N06ub+Kx//hY7eEgp+hYzrXN6SIRJSmq7RbjhIbqz9JERCDddNLS8/hGrYgw+cEOpAQsiqg7aGWNGYjFReoeMzx37//xD5PFOpiCwr8zyUFw1Ncx3HtizTNHEtciM59GDrf319HWdlUqkUy7JriCm+h1ZgF7UT4jQhrrhhkHULyR5DYNRDOoAuIg2qI3rodl/lFwMHt13/kE/aeGGrVa/XbcsCRB2I3Bm6Xq/VTMMQWaqSi7M0WXOcmuOYhgG/OKapq6ql66amyTxPFQscRTGVClOpEIVCJZeLeqamhz4ev/h+NhqNLM6OfPifNz75bfzWSSJ4lYneTC8MxReulCO3qMQcnVwQ8gEyuSgUV5RKRCVjTManUQkgfRZLYS4XgHwPHGGyfhaBoyHEkStRrhACnmjoEYNfoCjGZHxcIQTlM+gakyvRatojl0JPasP8YxlbBiA7Tec744sZ/bxBLqJ2xUBdQDh2UKduF6mugiOEXEV/xnttba2OZLCazSZN0/l8HttBnGBYXV1dX1/H0Ms1xBUEO11Iy0NZrYP4cMH+thGrG2YXbCINSBxFYSdtGAYIWUg8L1SrAsOwBEHk86VUKhuNxqdPjx7/09zg21R0iorP8jkvk1yUyyvVnI8vBOVKmMv6lPIKnZimX3jpAAAgAElEQVRnkvNcej7vvUaERuNTZ3PzZ9NTx6dPvjZ68q9CtaoIgqlpoJFp6Hqn3YZaxhoSXYIsDgAsIOsG3gLmWdf1dDr9mOa/hhQMtp1/x3FUVaVpmqKobDYLSaNEIpHJZEiSFARBFMUGIsSD+XcQHYBpmq1WyzJNx7J0RQHRUJ6mp0+9dvPUH9j0nFgMKGRC5/KWRLoat4ETAnbp9pMSCdUdJ7m09Bgu3JcQajfaDbfpGnVTdtSqwZdUKikWA/7RE3OXT1OlEl0uiywrsqwqy7Zp1hzHdZxmo4FzNsBv2ewTzbjP+oflBOtkZWUFh9qwijBErNcnb9xFjFPwC04EwjqEOBuvSQhrOqjrvo3a1mAp9hDU7P7rH1JE267/muNoinLx4A/OvfH8yb3fvHL42XI2zdE0/PAMI/N8lSDEarVKEMG50Qv7n2HKZbJQIPN5slAoZTLFVCofj+fi8VwslotGb3z624njvyf8w7nFwczipYLvesE3VlqZFPI+pbxCJRalclgj4xoZY3N+AD7TaS+IhUFpDIgWQUZDKK4AAhp06atZP2SGoElep5N8ISSWwsA8BH31UjnCF0JyOUIlPWzWW47MsenFnTBoJwzaGV/AwBBpjIcFc9nfJQvmFTad/dhnyC6A1cOYAHCQYCIBFQTGt44EI90+1sT+ihje2sJWEghvwCCCOe5v0O31enACBklArICba3q9nmWaUKYxNE2oVoVqlSWI2I1D/quH54ffnTz35tUPX1m+8n4xMEbGpqvpJbkUkoohNutls95q2lOOzFZis1xmiU3NV2NTRGg0tzQYu3kiP3cqPv7e4P7veScviSyrSpKpadAwBZn8LnSBra5CbQI7rQYiYYKQDqaFJElZlh/T/NeQTsLfN//NZhMKauVyOZ1OAxA7EomUSiWGYUiStCwLoLuObddct+Y4sihC87zM80ylcvnwT6JTJ1AkFNfZnCURjsbWTbnh6K263WnW7oqEvpixtrYWX1x8ZPSJm68NHEKrnVa3Ve8rjdE6V1DIuFDwzQ0f901eo4pFjqJEltVlWeI4x7KArdu2LNdxOu12vV5vIFLmbdc/rDf4NxgMdvvoNyFMATCQg6T94OR2H1lRDxVq4fc2YnnAYmFwMm4mhZzlHbH4/dc//LLt+geV35sffvvCW9+5uO8bI2/964V93x45tCfum5Y4jiEInqKEahW65Su57PCBPWf/+q2Rd5/xjF+MeKYL8VgxlSokk8VUKhuNZmOxTCQycfJPNz75XdEzmF0YKAeuU+HxvHc0HxinEwtsZrkSW+ALQSYNGmF+EA6DEhjop4JIKrSDQZELNMgwdRC8BPrCgJKRK4Sg+wxU6IXiilKJkgkPm/WymeV/KhbpnTBoZzxBA9MnwiasgZqr+10vTthgOCQ0XWObCy8E4CRYw2azCeQ3YCtxFy6YYLB6TSRo30RKRqtIyQHXzhwkWgSWtNfr4Q0r4CEafUqi/R0o7XbbNM1GrSaLoqXriiCwFBUff3fkvV9cee8XN0+8tjz8dsl3uRwc5VJzQtZDxWeZ1CKVmGczy5XoXCU6Q8XnCsHJQuBG0X+9HLienDmfmDoZuXEsPnrk6kd/Gj93kGMYYHxRJMm17Vaz2UZvvYZ6lfG/uI6AgRfgHkKhEAYmP9r5x6mgRzv/rusqisLzPEEQsWg0EAiEw+FcLpdOpcqlkiQI8CPzPEuS4auvn/7bM9c+/r3n6lnfjXMyEdWrWVOsOCpbM6QnLRLSBEEVhMdy6btKYw1bdXXekkidzclEVMh7J8+85b1xiSmXBYYRqtUNsIsoNmo1QAhZprna7ULRC0KH+69/3OtnmmY+n28iRi4MysEfaA9xpeL8TX9fPaxnWIcQneB2UVi0GIgGiwp+X0eqOPdf/7DYtl3/oO977s09Awf2XDv4rcnD/8v32Q9uHH5u8M1vn9v33NCBZ4cOPjd88DvD7zw7+t7zk8eeu3p4z/m9/zpx5Jnh/d+8dODZoXe+O3TwuflrZ8LLi/l4PB+LZaPR1MrK2Inf3zz++9LyYHrhYtF/regfTS+OVKJTUtFPJxalUohJe6XSCp8PcrkA5HvotBdoFcmkl8sFIAwCDBBIZ4BKBjTYQ588k/HxhZCIuu5BbQOUN8jEcjXjq8QWhLyfz3r+ecKgnbEznqCBpVVdxD4CFhYX8jG+BGxoG9HSAFwA0u9rffz6sCN0HCccDuPABVIOYFghwdNDAQ2GI4BZx4w1kKKAJBDYTVzQAROM21VwRn19fb3X60EOxnEcoE9UZdlUVZFleYoYPvTT+TN/8g8fiIy9n5o+mZw5S4Vv0JHJSvgmn10iotPV9BKb9hCx2WpqgUsvULGpou86uXKj6LucmD6dnzudn/105J3/uHXpA5aiNEkSWVZTFF1Vm42G4zig0w5PBBt0cIKY08XtE/dut9s0TWcyGdgxP/L5h3Dnsc4/nGkYhqIoRKVCEkQ+m42srAR8vnAwmE+ns8lkMhxaWZj0TVxZGPrYO3pCrkQ0JmMKZUet1gxxcyTUeaK66B/p6C+NNTtNF3ilXY2zJEKvZuVKhM955gf2jZ4+wJIkU6nIHCdxnIraD23TtCyr1Wx22m2AEuPm+Xut/16vB/VTlmXL5TIsmB7iCoL1AGdCogjCJsgq9VAmBgKjHoqW4L9dRDzt9vWpQeSNq2BQzIKHv9f6ryGpjW3XP/CRmppWrZQ8N84OHdwzdOBb1w9+Y+7YnvmPnx8/8uz44WduHX1u/NCzV9/ePXRg98U3d5/f9+z5t56/8Lf/d+LIsxOHdo8eeub6ke9dOvidm+cPp0LBfCyWiURSodDoR69MnvxTYupkbnGQDN8oh8bz/tGs94ZSDgr5AJvzKZWoWAwpRBSa56VyRCHjTMYHkCCFiHH5IPTPA60ik/EBnIjLBSBCAjkOjUpACz3ET1Bfo5LL1YxPJSJSMVhNLeyEQTtjZ3wBA7NIg7fr9XpQUgHv2EOi1pAeACMIG0oYGzYe1bB6CLErCEI+n8ftJ2DgYEeIQQCQb19DzGxNRIzbQHJF4K3B47aQpgRcAS61vr5eQxRt4NThDuHGQLVbV1VNUTRZZojKpYM/Co+84R9+MzdzPDV1ouIbIoPXir4rOe81JjHLpheKoUkmtSDmlvO+cTo+XY3fIlfGcouDodGPr7//88njvx7/8OdXP/4jSxBitaoriqGqhqaZhlFz3Var5dg2uCjbtmHHDNNSR+TOa4hEAOYwFouBE3rk89/ok5d/fPPfQ/zUdSRdAgKZuqrKoljO50u5XDISiQQCKz7fitc7duJPIx++TCbmNiIhpQo5oTZSoX+E8qt/31hdXW2jWX3EY62/NNYHEtJYU6xoKBKaOff6hbeegQXGM4yhqiBka1tWzXUNXa+5bgulYXq93n3WP8Z+5XI5VVXhU+4iKQyAt68iNToIkTuo+wzDn5to1JCgbxdJusKKbSLKzVXEDdFEsh7brn/c+bjt+gdSBlPXTU3TJEkRhKjn5vC7z53f962xQ8+O7P/69YNfH97371ff+ebl/V8fOfCvU+99feydf7v4t387/+bzA/ufu3Tg2Qv7nhn42zeXT78wduR7Awe+OzX8SToSSa+spFZWrhx7dfb8G+Hxj1Jz58uhUTY1l168UlmZ4rJeNuuVymEm7a1mfEAaBCRAgIaGrjFoBMNqrFAIA/YgLJ2B+RI1Ks5k/RvAoEqUzfqlUpjP+8uRuSeVPnFn7Iwv++gPg8Ddwi4NcgOwtwP3gIEFXSQ61kXMaTiLvoaEG1OplCRJsN0Ea9hv7GC/CN4Bt72AxVxFWtbYCrfRWO2TuQaDDikKaJ6CN8JwnNXVVdM0bcuyTdPQNFUUeYa5/O4PZk78JjH2bujKO4nJj7NzZ7ILF0v+K5mlywX/aCV8M+cbYxIzTGKm4LtORSeyS5eI4NXE1Mnh9355+ejLN06/PXnhCM8wiiBosgy9zZZhQAQAPMsdxMkLrgiAO7jrGNwDpHMMw4hEIpA9euTzj6Ocxz3/tVrNtm3Xdeu1GkinARGwY1myKCqiCFqzLEUVM5lsLLYw+NfTbzxfCI2jnBCLmBWdbuuxiI5tOSDVUS0W6657x58Ujis+SnGxvnG7NLYBEkJwaRYaxyASitw8PnzkJdCfl1hWlSQgE6q5rmPbAEuHiAc+93utf7ycINqGZdBDgvNriONnFYnHQQqzjbrxcWthDy0SXISFxFINKWb0kA4gBNAu4mPs3Xf9Yyzag6x/6OO3TVMRRWgHM1RVEUUil1q+OTg9/OHNC+9MXjw0f+3EwujpG6feOvvGt4fe+vrVt/7H5OF/v3zgmyPvfDsfj4wf3TOwf8+Vd/csn3px5OB3Bw/+YGHsQmplJRkMTp39y4WDPxk6/Ity4CqbmCkExvKBsdzyDS6zzGa9YnGFywekUhgUNoA5GtTEqlk/aIpB0CMUV0B+FVDVwCjNZP3QWQanQbSEhTWYtJdOLfE535MvprEzdsaXc2BsEN70g/sEA9SfPwcDB5V7jLrtL+e3EVuaJEnZbBYuArYPQzjBmGIwL67UgJ8Ga4s7nuqIqA1nO8B0wglwzxjPCy4ZfADcGDQbA/GarigCy7IkefnwD64e/ol/+M2Va4eKi+dy8+cKnkv55WEmerMUuE6GJ9jEdN57JbM4RIfH0nPn8wvnk7c+nTv9pyvvvXhz4AOBYQAWDfy2hqa1Wy1w/+1Wq4Y0K2DeYLpwOQl253gOCYLgOA6m4tHOfwO16/8D5r+FyLJrtZpj2y5SETF1XVdVRRQVUQR2uypBkMUiVSyGx49cOPhDuRLRqtkNFXpLadXMTtPtK409rjBIF8VSNAq98YYk5UKhbDB4RwZIFYSkx/MY3hyXxjrdTrOzEQnpdVNyVNYUyhqTkcphPruUmx9cuHyKLpd5hlFF0VBVWRQ3KHMsyzSMTrvdbDTgA1pbXYUc5B3rH/cSBgIBCFMghu5vwISQvYN4EXHQ00HSK/DL+vo6hCmwcnC5qoHUdZqIpghW0YOs/3549bbr33WcmusCG6ql65auG6oqC4LAsiLHcTQtcpxYrUocVyXJKkHwNO2fHhk+uGfwzW8M7Pvm4P5vD+x/plqpVPL5sfeeH9z//OKJn80df/HS298ZOfzDqGcxEQhc+eDX8VuflryXs57LBd/1YnA87R3NhyalYpBMLnK5gEpE+XxQrkRAHx4qX8CjCNEPSI8BayJkgIA7ESIeSCBtCGvkg2TSK5UjKhEjEx6lEmZSS6WVnTBoZ+yML2LgMKjX6+EaCsY/9qNSYEsH1g22aLAN7SJpIdhEdrvdTCYD6kWwuVxfX4crgNUGxwn+e319vYf0HcGM1hEhG9wM4CvxJrWBpLD7IRE4Vw8mHpeKwEyD9YSoReI4liQnB967fvSF8NV3YmNHo+MfxW+dKHmH80uX8p6hSvBadulSdmEgtzSYmDqVmz+bmT4xd/r3V4+9NnT015GlKZaidFnWZBka0BzL6rTbrWYTTHmjXgepSEwBAP/CX9fX12GWYFYxo5KL+HYf1fxDceEfNv/gR3FFplartVstEHQD/l+J40SWVQQBIqFKLrd4+Zjnysk+ZkWhYWutut1BomOPIyHUabcTi4vleNzWtP7jfKUSW1jA4GhNEBJLS0yp9GjfHY27IyG74eg1Q3LUqimUNTotlVe47NLi5U99EyMgQS+yrCbLmqIYmtYEjnLThDDFQTlI+Oj71z98fIZhxGIxXN+EKATShPC542wNXhU4K9PoY5/q9XoQUvcQ/AivLnhfyA7C0n2Q9d+P0d52/UOusV6rAQWGriiuZQHbpK4okiBwDCPyvMzzEseJ1arMcVWSZEmykIjkY4GVhRvj5w9R5TJTLjMEMXfi+2ffeHbq4x8vnXrp5rGfXTr447BncXFo38jRX2VmT5Gh63T0ZiV8sxgYz/rHK9FZNuNVySibC7BZP5cPKJUoXwgCuAeSQ4AEgqgI2sQg4gHSIMgeQec89NizuYBUjkjliEbG+XywmvXyOd8TySK9M3bGP8HARTEwVS5Sn8ZYSLwzayCyV9jM9ZCYEU5ig4ut1WrJZBJS3zVExQYXgfNXEQ0/bmjCu0Y4CO/eb8rvSIFgFCfcMGQ7egi/CdYZTDAQ0Bm6DskJ4FEUWXZlYXzkw98Pvf2DsY9ezs58lrj1aXLqZMl7KbdwMTl9pugZiE1+Wlo6n5054Tn/h+uf/DmyNA0UQZokgbCRbZoAhbEsC7wFTrRAvQDPBn5ejLpot9uyLKfT6V6vB47hEc7/+vo6/PKPnH/YuOPdPISDILxqaJoqy5osK4IgsixTqbAkSRYKSyOf+sbOK2TC4Iu2wtRNaUN07HbX2CMOg1Sev0+1S0Is0o27ymSPeKzdOxJSqoZQUumUVAqVQqOXDv28WqlwFMVSFJSBQGfDte1mo9FptwGFBmSD+FPG6x9iHRDlbSGSBRxVQ6SCK6oYbg+lVVxEcxG90Boa8F+4Qgt1pUH9FPJAD7L+YZn1Pvf6X11dbYFQWh+KHwBq8JU3NM02TV2WVUkCUJFYrdLlcrVSGTr4/NDB79765BdLZ167uP8/gnMz8wN/HTj4o+mze/OeYWJlnI7NZLyjXNbDZZf5nE8sBqtZH5cLMGkvl/MLhZBCRMVyBFJBAAMCwBAcxCUzLhdQyDj8DlqtKhkXyxG5ElWJmFhcIeILRGyOiE7vhEE7Y2d8AQPTJ0IrRw+JVeF+DTCm2GXinuper4fxIjglvrq6Wi6XOY7b6NVqt2tIF6KO6JXBhK0iQuT19XUcxMClMJgXoxzgxiBjj+3pKlJqdJGiGX47AEzUarVWs9lqNjVVdSwL0DwCyyqCIHNcPhlNBRduDrw/8PYPZk7+PjL2fnHhbG7udH7hbGrqRGb6RGLig4Uzfxx6/zWWIHiaVgSBr1ZFjrMNo+Y4tmnWa7WNBjHbhs00RmlAagrDa7A7gfRJr9dLJBJQEXORTu2jmn/wIv/g+Yf8UAv1UTu2bRqGa9uNer1Rq20IZIqiwLIsRfE0zZEkkcvdOrsvMH5So9MbpTFbbdUtwEr3J4Q++eSTTz755N5hBXP1hV2vDjLbhh8STcvM9qf9I8ZdkVBrIxISbYXBtIqRW59dOPBclSDochnyHJauQ2RZBwmLRqNRr9uW1el06mj++zuwut1upVKhaRoOQmQDiwSSRrA+cQMgnAYrcA1JgHURKzRwLqwitoXOZkm7NUT+/iDrHyLvz7P+O+3WwIHnzr+xe/DAs6PvPTdz7BlD1zudTrfTsS3LcRxD1x3bBo0XTVEUSVIlSYKMEctyNE0UCuHFyUsHv3vz418GL/1l+NBPRi9+EpqfGjry67ETfy6uTKYWrmS814uhm1LBX4nOSIWAVAypZFQsrcjliFyOSKUVhYhx+QAkfiD3A4EOEAvJlSjIr4qlMBAFVbN+uRLV6SRwLTJpr0rEpFJIKa/shEE7Y2d8MQOLacDurde3FcNgRgytdVGHEWzm1tfXMd4W9naKokSjUbB0nb4mXnDJkDbH/dtdxGaLrXMbMZQ0m014odvHjAzbWfDiTSQxATcJyJUWYsXtIm4hy7JA4tS2LE1RTE0zNU1gWYnjgOmYJclkyHf10zdufPRyavLD3Mzx5OSxzK2PUpPvewf+MvDW8/5bw3SlogiCzPOmriuogdl1Xbwdx/0yuCkGb6Bx6eGOHXY0GoVADTzWo5p/DO75x88/7jVbW13ttNutVmu12zVN0zLNuuvC1GmyrIoiS1EsSVLFIpHPX/v4ldjcBZ3N2zJVM8Smq7cbbre9CSv91a9+9atf/erW8QQz+OquXbt37Q89TBDiWtZDBy6PfPRHQiC8WrcajlbTRVumDa6okAmxGPCMHBo/+w5VLIoMs5GPVBRoHdcUpea6NQTGWu12W81mDemhdjqd9fV113WBt6K5WaEFQl4INWqInRyiaghq8SqCD3oNsY27SKAe8oV4E9JCJNEPsv4x5Ohzrv/z+565vO9/XD/475f3/fuFN75RSvjhmpZldTqdRr1uGka72WzW61iWVZEkTZKEalVkWYFhYBFefPsH08dfCg3/9drRX1x656eXDv3s9Fs/8l77JLUwlFkcqYQn6cQsn/Hw2eVyZFYqBqnEokpExNIKm/UrlSiX8+t0gs0F+EIIi4hBEgj4EqFYBuSKTNYPcCI4h836hUKISXvo5GI+OL4TBu2MnfEFDJwNqiOlKnCoeN+Gu4rA14J1A+OFbRbYKdd1y+WyoihgcxuIEb+3mYMEMhkYgdtAXLc1JOoJqe8e8rttRGuLX9hDnVNriEAZ9qmQkKgjZuROp2Nb1kaLim3bKE8OrHRgCnmaZioVslicOv1f48deSk+8Fxh+MzV+aOLDnwy9/8rU8EdEoSBynMCymiSpsuxYVrPRgFZ86IqvoY5lyPz3UDIGjmMnAftmeBaKogiCwN6ohvTeP//8wxW+wPnHVTZ4ITikVrO5MfmKooiixHEcTVOlElkoJGc+OfXG82IpYgplR2PrltKqWZ1mrdvZwEpPT0099dRTTz311PT09N2xRGj/rt27du3e9cLVh8nyMPl8MRKpO85DRi6PeqzdQSaEaRUFS6Z0Nq8QMaHgmz77+vTl43SpxFOUzPMCy1q6bqFkG9bbsizLdRyYfxzm2rYdjUYhHIFIHffA42gDjsM6hFWHtxMQ4MLJTaQW3EMY6hrSh8fVsQdc/7h4+jnXf9J3c/LiO9eO/3n0s70jH/6Wo8lVxI1uW5brurZtt1utdqsFwvWAVIOue5FlYSNEl8uecy8OvP3964d/snT+z7Gxw7Eb79/45NXTf/ve3PDh2MxwZulKzns9779BxWcqkSku46ES81R8XiwExVJIrkSgRkYmlqtZn0bF+UIIpOOBR5FMerHyBpXyAmKazQUUIsYXQnw+KJcjSiVcjsylPdd3wqCdsTO+gAFfPPCC4NUaiEUGcgmwrawjJr011FONWzmwx202m5FIpB+5DFvGJmq6xoluMHCriJdvfX0dZx3gHNgy9no93PQEO9QOYr7poZJQo48NBd4FA1nAT0MTTb1etywLsNK2aaqSpCsKxzBgDYPDv7+w//szn74cvvzXleHXR9/78eipN3ma5mlaqFZVSVIlydA017Zd27ZMs9FoWJbVRkyG+DG7SIUA148cJFoJngaAF+FwGFwIQHlw5/nnnH+4hy98/nHmaW11FRJy9Xq95rqWYaiyDJhWkHgjCgUin795+i+RqbM6m7NksqaLDUdv153fvvqbf/mX//6Vr3zlqb7xla98ZdeuXa+99trtSMK3f/euXX0/D5oWMhUlvrDAE8QjiWc+x9iKVrGPYFohYkLetzB8wjs+QpVKHEWBfpap64aqOpZlmWajXm82GpZlQXzj9OlpQN4RPhfArmGuIIhRoAKFA6POZtVViI+7SMJlFUH1YYF1Eb85ThA+4PpvIE7OR7X+UytzOPkECH1oWmxC7hMQ2Y5Td92a4wCplaVpdCm78R1nGLJYHPvwxwMHf3Tr09/Mnfmv2PgH/pF3zr/9wqUjL42f+EN89lLGcy3rHUstXuUyi+XwLSHvE/I+OrFIJRf5QkAlYjoVr2Z8TMarEDEQosf80XR6gzcIsNIKGce9ZjqVEIsrXM5HpzyZ5dGdMGhn7IwvYMAXDwzi3T2rsKeELR2YP2xSsdUDi+k4TiaTqVarGArQQdQmMLp9wlWriLQNdn5gGcEOgkXuItUkAK/ArrGD2GzxvhADe+EghAI4GwEBEBR9DF03TdMwjJrjKLIM1M8Sx0GBrEoQS6NnRj783bVD31k8/fK1Q99bvnlRZFmOpvtdDlQfDMOwbRseE+6w1Wo5fcLvAFvG84bvFh5fUZRUKgWBWhPpGzyS+Qeo+BMy/61Wy7asRr3eP/9Qm5A4Drqf6HKZKBRmLu5funJMIRMGX3LUKtAISXz1a1/735+6azz99NO6rm8VT/iO7tof6vmOboqKNv+8MMhtfk21WCTT6ccT3zzwWLtTe3UTwfSG1IZvcfj4wpVzLElS5TJH03y1qoiiLAi6qjZqNUPXARCzilRTYE0yDFMoFCAAqqGGeUyggBcGfF4uIupsIL4oHJRgCDPkh3D7mIuUwh58/cN4fOu/0WjAVADSbaPia9vNRsNCdAO6olw68MzAW88P7Nt95d1vZaIBqlCIBYPpSGTi+C8vHfrxtfd/Gbl+ZP7CW0OHfz589Ne3Tv05sziYWRrJLF/Jecf49CKTnJMKPj7npRIL1fRyNeslEx6NjNMpj04nqJSXK4SAI1EhYtAhj/kVAVKtEDE2F5DLEZWIsVkvk1lKe3fCoJ2xM76IgRvmV5FAYw3JKOL/AoKyh3qwwXTihhHYUDYajUgkApYRd3N0EeEs7OHAJoKzhDPBgOJKlov6cnu9XgeJYWGMQg3RrNUR6xp4X8AZYEAlrhPV6/UW6hCG3aep667jqBADCYIBkVC1yjMMR9MsTU8PfTB2Yu/Isd8RuZQsCKosK6IIHImmrlum6ToOYGI6SJQbP2YP4Y7hBMBbYHAoZushCEJRlHqfQCZO1Xye+e+iXvonZ/4bjUYbnba6utppt03DsE1TFkWZ51mKAnDG0uWPlq6dlsorGpMxRcLV+bqttmqWLLDf+uY3+mOg3bt33yMG2jRC+++qkW1AiLaonTVrNRSNfHEKHlsSTPdFQlAdm7l4ePjd76dCS1WCEKpVAOxDoVZTlGajAcyKQNkA0QyI4EIs2+v1cCIHdzXCesCd7XjR9hBUuYGE6+EEHEbjXNHDrn/I0T7u9Q+X7XQ6q91uo17vQvzUatmWBfSe8eXpobd3X/jbN4cOPHP29W8MvrV76sqZXDxOFYtELjd35rcDB386/vEry8MHbhz/3cLg/tTsucLyUHz2XNpzhY5OUtFblfBkKTRZjkzzOS+dXBQKAZWMgVSv+eQAACAASURBVPJGNeuj016FjPOFEJcPguAGrohRKS+ZXOYLoXLcU1iZLoXn6NQSlVhIe3bCoJ2xM76IgRvmnT5gASRRcL0fbF8PSSeC3XGRqjnsDqvVKkmS2I/iQgzkzHFFfw1pjoIhW19fxzBJFylVYWQP2EFsZ/F2EPewwG27iHcENpdriBSu2WzWa7UOkkAyDaOOchiGpsmSpMkyMLJwNA1waYnj4oE5medFlgW9MEUUFVk2NK3mOO1Wq4k8AUwFbmPBW9IGEhaAugB4o1qfEIHP58O/YyP++ee/hwSknoT5dxGPMM4QNBsN0zQh1IKuPYFlISE0P3wiOH6azy3LRFRn85ZM1TZohKzfvvqb/jDotdd+t008AeHOXVmf3kaW6H4ls7TX2/jC0EJrdxJMNzYIpjdHQv6VyU8vvP294UPfD82NCdWqxHEix8miaJtms153bBuSKLZt11y32WwCEn8N8Y93UAcWlJxwzAFLDj53XO2Cj7s/2IW11EES8bAAHnb94xTUP2D9t1qttT7OLce24bWWruuKIgsCkU1ce3f32b9+a3j/7nOv/6/pkU8z0QCRzwN0+tapV0fe+9XQoRcuvvOz4JXDyamTucWL0akLOc9IJTSW814rhSbK4UkmOc9ll5nkEpP2qGSMzweVSkQsh7l8kM0FIPSBchhfCAFKOuu/RURm6ZSHTCyWo7NUfCHrG8/shEE7Y2d8IQO+eJASwHt97PAgZY13gdgv4owIRkf6/f7bPg9lDtqIax9vN3tIo3EVEfrB2+GNKTZqGLmJ+0TgtB7S0G5ubvQFM1pHKgGNRgOklzrQNN5q1et1XdNMw5AlSVNVSRRVWVZlGTQsOZqukqTMsgrPK4IgQ8VBURRJqrluvVZrN5u6roN5tS0L6ILAWMNjYheCsy/gPODOYU4oisrn82DE4Rzo6/mc8w/T+yTMP7wFpMrANWJ4dbPZhMYxVZaB8g6Y7mbOvT5z8R02NSsWA4hGiAbV1X/57//tqaee+trXvvb017721FNP7dr1L9twKvr2bw2X9u3fvWvXUd/9XtrtdGKLi9YDZJsez+hvoW91cCS0kRMidTavkHGxGGBTc6HxYyMf/No/fV1kWU2SJJ4HcibgmN4gmK7Vms1mIBCAmcefYL0P9YwXGKwEF3FMY9BYB+GU4XPHaR5cgXrY9e8iss1/5PpfW1ur1zbGKjCe27ZlGKokiRwnVKssTYcXbwwd+Pa5N5698OZzA/u+HvNMAYSfLBQinqmRoy9efPdnAwd/evWDl2+e3puYHSj5Luc8l0uBMTY5Vw5PUvFZKjHPpj2QExIKISrp4fNBOu0FPQ2QVgW6RbG4Uo4tcLkAk/Exaa9cibJZL5NaYhJPMn3i0t6nn95zhuk7wpzZ8/TepUf/Tl+W8aWbn6W9Tz/99J2r4MsxMDaohfSn1tfXO4haZsNCr601kQQ07O2wrQHzVyqVCIKA+APDaeGcJhJlxFBcDD2B7aBt2/BCMI6QusBIhV5fJryNWqKwza33cSiDP99AZTpOvV4HcG673XYdx9D1Rr2uqeoGRFoUVVmG6owsCCLLitUqT9MMSfIMI7AsCIdJPC+Loq6qzXq95jiNeh3YsdvtdgNpaIMtxncIAAgMvoE7hIfqdruxWEzTtA7ihcMIns85/y4S7n6o+QdvhysgXdRIDxv6h51/DNPGEBMXS7fW67Ztdzsd0zRNw6i77gY2i+cljuNp+sL+705f+CuXnpdKIZVOGQKAhKSvfOV/O/bB0W6r3u20Pv7oo6985Sv351TkBl/Yvf+uYIcZfHXXAxEL9Xq9jN/fQGWyf/i4dyS0gZjOQxc9m5qjojfmBz9O+pdFlt2gmVYUWKgAw3JdVxCEeDy+2u3iEhik7lYRyRbG6MAyxp8jfHZNVFCuI7oE+IbioBYyTw+1/uvoW/MPXv/wFeghuJtr2zXHMTXNUBS+WtVlWea4oNebjfiuvrv7/FvPn3vj2fNv7l5ZvMlRFFEsksViKZMh8/nQ0tTEyT8OHfllYOzTvOcSuTJGhsfZ1BwRucVnl+nkAptZrsQWqJSHSnrIhIfLBajUMgRAKhkHikU2H0j7bgJiWqlEqxkfnVoSi8EnmUWaObPn6b17925y6186N/+Ix5dtfpb2fikjoPX19b6iGNjKDuqDxfYFWxMwLk0k1Ql5bDBMgUAAToArYPgInAy7NNiGrq+vQ+aggxCRtT4pAAiM2u12q9m0bRu3k4Ahg3uDso6L+FHgTaEjrN1quQiCAJjKjTJWo2EZRr1WUyRJV1Vb101Nk3iepSieYYDGhi6XWYIoZRIMSbIkCdkg6BGzLateq4Gq0Qb2otFot9t1pFbRQ/kPCMJgG1pHxLt1BEy2bTuRSMA0grGG1EsdNa7/3fPfQgyKDzj/bh/7C65QwE4aPgv4jKAIsu38g39yEFsj+K319XWIgTAmaXV11TSMmus26/VGraarqgh5OIpiKpWxD18cfPfHwYkTCCRUcVSWo4ob1NKtxmqnpSlKb231npEQM/jq3SkfZvDVh2mnt3W9kkw+TOzySMcmWkWojrlNQEzrvCWTOnc7J+SfGC3EwzxNg8CLwHGGpmmK0qjVGvV6p91maLpSLnfabYg/1tbWbMuCVdpDhEBN1EXvIu5EjOXCADvI2XQQPBmWFqSLIOfXe7D1j2tnX9T6t2271+u1Wy1d01zHMTTN1DRI+so8Hw2FVFGUBUHm+Ymjzwy89ezFt75/9eM/FpIRulKhSqVqpUIUClShkIuFh997aXH4/eT0uZL/CrFyI++7XgyMs6lFNu2hEgtKOSyWQmzWT6c8YnFFLK0oRAyk5pmMjyuEcsHJwsrMRjaoHCETC3IpxGWWntQwCDz6HX79y+bmH/X4ks3Pl+xxNg/cMA9Z8Rqi3oE9XKfTWV9fh4OwvYP9YguR5jUaDYIgCIJoISIQFwlZryENamytcAnGse12uw1QhjbilgWLjNPyeDOKUwtgy3qoLRyDfyHpDdvENog5NBr1et00DKAzBvEvRZJ0RVEEAUAVLEUxBMFRFEdRyYkD147++KPX/u9T+38a9y+AJhFH02AiDU3TVdW2rBq04HY69Xq92WjUajXLsiC2AAPdQUoUEGfgG4bdbblcZhim1+vBdhbKSVAL+DzzX0PCBQ84//BGOPeG3UYbCSnAa3H0c5/5byH5KuzJuqivvoMYaDDoxLbtBnTOm6ZtWSC8CoSKYrVKlUqFVGzkw9dWJgeQ6ipxl+rqffTnmasv3IH+Ya6+sCVO6PYI7e/DTft8D9hszz1WKuo7IyHcO6ZuREJsXiHjQsF/+b1X8okoR5ICw0BLoywIlq5rimKbpmvbmXSapmmMWbZtu4kiHpwj6SCNFBfpoUIgu4pIEyB2gSXXQSIqsIGBFQj5mwdZ//Cq3he6/iHKM3S95rqaqgKdlWUYLE3HwmFVkgxFMRQFGOdTEe/FA88MHPpZZOkWQxBitcpUKhxJkoXCtY9evXXitdjkqejkqbL/SsF7hYpOssm5amqBzXioxDyf85PJRaEQEoorQiFIp5eBXbqa9et0shidJSMzYimsVKJU0lOJLQh5v5j3PqFhEPaAmxIC/X5xo16yuWTCnNlz90E0lvY+vXVMdfer+t/oXs749qv6/nz7rp7uu/jeM+jcrZMbWz7L7aP9777lwc2PhE7pO2OrV91xq5seEz3b/UPQe83SQzzOlvO55wxzj+n9Eg3cKYbtUQfxiOAoBHcMNRHtPTZJvV4vEolAYQtSIx3UtQF2FkNDYH+5gc1EjDvQgt5EPd41xzF0HdL7wfPfmT31ypk//zdL19w+pjVI8+CIqg3M+p1Ot9NxXdcyTcgJaapq6jrw6AMmF7iCABYtMIzAMCBulZk+NnHyb1On/1j0nJ0ZPj4/ep4liCpJQq0hujhVzMR1RTE1zbYscOHA3gvTAs3zuHUF0icYe9Hr9dqozTgYDDYQ1xwAjTGM6fPM/2qfZtO284/Tb4AZqtVq4CPrSLMJ3qKJyIEaqB++f/7rSNm+jrSlIGHQQOr0sFOHZ4FbbSLimW63Czw3QGcHChsyz1dJkiUIulhcuPypb+xcn+oq37DVDU7F2/rzd0VCG71g/T/bJYEQ59BRH6JhfOGFV/pb67dCGm2KnB7XuB0Jrd4dCSE+oYlTfxk5/jeyUGAJgqNpWK4Cy5qaZmiaKknRcFiWZUALwT5hI+EHrE4o6HEcp4sYgDZyqO02BkE3Uf88JH7ge9dEqiyQ/nnA9Q9XeBLW/8YDrq05jmNZVqvZ5DgulUy2Wi3Hti3DsE3TsSxUvVUSoUVVFEGYGRgXS+n01WMvT3zySmrufHz6bGr2QiU0Vg6NF4PjxdBNMj5bTS9VovN8McjlAioRE4shOr1MJr1CcUWjEpXYQnp5TKeTYnFFqUSFQoDP+aSC78kMg/qCn/446Lav3fKEvjjnjpDnzpevbw607nrV9mFQ36s23VX/pW6787tvcLuH3Ryk3e/gHQ/49F33suWr7r7VvudkzuzZfGDrWdh6lh78ce4xn1t+Cl+6gSHSTdQ8ghMG9b72IrBxYJUALAJGk+M4hmFwDhz8H+QPWqhLtoH4+tqIw63T6TSQPbUtCxyz4ziaqmqKokqSIkmzp/8wN3Ds+rv/c/zcQdjhbdwk6rAFP9xoNDrIurmOYxoG9MTapmnpOvQSy4KgiqLIsjLPA/MKSxBEPk8Wi0Q+779+YunqOXLlOrlydXHovaVrg/6R/cvjgxxFVUly4fJZ7+iIIcuWYcAmso0sKXh0KDTgOABnQXCKHqw2wzCVSgUqDh1EbwhFKIwv/jvmH7bLDzj/4GBcROwL+3vYTPeQvBR4mjqSJ4Mr15DmRn8RE07GwQ2uQeDMAXhB7B2bSJ7MMs1Ws6lrGshjGYoi8zzPMGK1ShWLVLE4c/FQaOKsQsZ1rmDLFOJUtLHc2BbCq779fYmf7fvC+nkXXx0cRGxDL1yMxz96fks+Rsg2bc0/9BjGRiTU30XfxydE6mxOKkdmLrx1+o3n8vEwUy5XCYKjaYiHNFk2NC3k97u2jSkWa6hbCuRfNvrq+3SI8WLDTezwC0aPQbav1+vBhw5BMySNtl3/DiI9f0LWf7PZhBYKSPHKspzLZiFXZMPerNFoNhq2aeqqCrSfIs/LgsDTNA87qGJx4sRvR47+Z3D0k+jU+cLyEB2ZIELjZPQWl16k4rNEfI5OLEqlEJPxisUVpRLhC8Fq1k9nvBnvDRDT4PNBLK3KphefyDBoUwpou4ADj01ec0tYyWZPv4WvRa/aNgzaHrXSf6mtkkybznywZ9n2Abd8r+2nZeNg/yvufL8t7/yeYdDDfzTbP++XbcAXD/f74L5ovLHrIhLhHiIO7vTx8iWTSdu2cacJmHAwPWCwYMMH2J1mswmbPkjOG4YB6qR1pISqq6pjmoHTe4bf+p9LVwdGDvzbiT/8n4ngLIRNvbW1jTtZW3MRqgCAva1ms16rQYrb0DTbMGRBkAUBkttAFc1UKnS5TJVKVKlE5PNkoZCc+Wzx8qHAxFgpeINNzVaTM2R0YunKZ7ODn4x+9NLpt18spqLDH/1x7NTbXKWoShIoGDi2jct7kAZroYwUbsgCgw4zDBmUbDYryzLMBlhhvI12kcbk3zH/4JMeZP4xaAODPBxENwxvhAOXHoJFY7wIbKnxDcBDQbiDnWL/42M/B9MCIZdt25DzqyPeRcs0dU3TVdXUNEUQOIpiCALgF5eP/iIxP6BSSYMvOUoV6c873Vaf3FhfJBTafwcI2nf0PrDo26Bp5uoLOBu0EfGE9u/a/aPPZhcWEh/9B75CaP+u3S8MhgZf2P3AaOvPPbaIhJqbIyGFiHHZ5aGjvwkvTNOlEl0uMwTB0bQiCDRBhINB2zBs04QOMkPXTcOwbRuWLkYCNRAND7AtY4IfnCZst9vr6+sYTw0bAJzZ7fV6cOT+6x/WwJO2/lut1mq32263KZIkCQIi9W63CwSMpmlCBc21bUPTXMvSZFlXFE2SWJIEydvAlQNXPvjPwOj7iekLFf9IeuFSJXSjsjLBphfEvLeaXuIyy1IpVM36iLiHywfYnF8qr2T9NwE0DUhqubzCZjzVJzIM6iuHbFVg6nOWm4sm96yfbb70Jk9/j1dtFwbdI6Vxx70/WES15bPcOQd31om2rrBt+V73etWWt7oRDt2Zw7l9aNu3e/DHuWMC7v8pfOkGfPG63e76+jrkydfX1zGlB84zg9XDu0bY+bEsm8/n4XfIJdRQ7r2L1BnBrm1s/rpd6OY1DWODjtmygEimUas5lmXruv/M88d+839MnT20fGNoauSTlflRVZbbiF0NEjCtZtOyLMe2wZ4Zum7oOlxEV1VT101dNxAMaIMsv1RKTR7xDB9ZvHzixqe/u3H8tVvnXj+97/nFkaNiKSiVQlIpJBYDQt7LZZeqyRk6OrEy/sHlT/7CVCrAISRUq1BZa9Rqpq4bhgE77Gaj0Vtbw21WuIEF5gRPo9/vh0gCDDc+Eza1f9/8Q1LqAecfHwcHAA6vgcjxIJhbX1+HTwrDZmHgHACchqMceBxMHbS+vl5HBDMYXg2hEvg8cK4ACHMcx9B1XdPqruvatqlpQFsAlcrU1PsX3/khGZvR6DSWG2vWzDuFVyES2goHzQ2+cK/qVWj/ro2Gso0XbgRDmy/le2vXH5YsC11qf6gHOaTXAyhYfPzjHnxClkKm4knPokylFTIhloKzgx/NDB4Lz09QxSJLkhLLkqVSJpFQJElTFNe2VVmG7xrI4UFW1TRN27KgUrba7dbr9Y0/AYkz0pKDIAYnbHp9RO0QCsOKvc/6hyzgE7v+m80mQ9M0TffQYobkp2VZpmmapglYQMswILusSRIQrgoMw5Fkwu8ZOvLi9Lk3YlPnit7LuaUhIjzOJGaYxCyf8UjFQDW1xOf9Khljs34y4eHygVzoVjZ4SyFiOhUnEx46taSUQ1R89skLg+52fjjouFdi5kHTHnAcgDBbZmg+XzZoU3D0wJfa/ln6r3/fl98zDNryUnfd6vr60t49Z5b6Q567pmvbt3vwx7nno/0TZYPWkDQ0LtKD9VlDvPiQhV5Hvaxg/pLJpCRJvV4PNnMY+dhBTbBgN9cQNQgkURr1umUYuIELKiOmrmuKsnzimQ9/u2v6wuHIwqTE87ZhWLru2jYWSuyATUQlMMe2HcvSNc0yDEvXFUkyVRUcKtS/gBSRJYjM3InlkQ+Wr13w3zjnvX4sMPFpdPa8QiZUOqUxGfhR6ZRCJuRKRCj4ucwCE5+cPPW78YtHWZIkCzmF5wHS61gWYJigptBE3ciwvcbmGE/L6uoqQRDlchl3VIFphjYrbMr/jvm/443uM/8YWgH4DDgTihrYmYG3wPtmuDIEQDWEQMcAanyfcCbccA1Jb0LACtkgDKoFR7iG9DpM04RURKvRgN22rigcTcscVyUIulTyjhwY+eA/5UpEr2YtiXB1vm6prZqJQEK3I6HbYc3m0Z/j6Ru+o6ihDBrsb0c5UPna74M/vTrIdNrtXs/37q5dvz4RL0ajg/+566UjMyJNP6owJxsMctvomt3dO+bE5udi83MKXbJk0uCKKp2SyuHQ5MUbn71+/L/+18iRHyT8C7lkMpdMKoKgy7JlGMCAZRlGo1ZzbNt1HMMwaq7bajYhHQJrwLKsbrfbRKsLEp/wUeJkD5REAVEEywCWzX3WPyyeJ3n9FwoFhmHgiwxYcug5bbda3U7HQuk0UCWzDUOTZZC5ZSmKKpXIYnHk/V95h9+OTZ3NLFwq+kbKwdFyaLwQGCejM+XwjFJeYbNeJuNViZhGxoTCSmZ5jCsElUpEJaJKZaUcma2mFp64MGhL/MwWZZt+AMrW0JytPejS3qf3nrnD09/9qs3Imu2xQXvOMHdd6QHDoK2fZcuC1N9XpdrqVVve6p3/2XK6tp6E27P0EI9zj/n8Z8IGuUgTqn+/1eurpveQxgIchO1dJpOpo+1jDSkj4n4NMGGQA+giw+Q4jmPb0LPaqNU0RQFANJScfFOXFq6diS7PaZIksKwiig4IUZkm/LRbLRNhdHRVhf2ZY1myKJqaBuIYqijKPF8lCKZSqVYq2dlP5wf2Dbz704XhD8VSUCaiKpXUq1mdKxhCyRQrlkTCjylWDL6oV7MKmZBKIT67FBg9tnxtwDP0t3P7dh979f8qZ+MSz0Po1kKoJnADkJOHgctkuPqzsrKC21XaiNINgyqaqK33oeZ/DTHUPcj8g2/Ab9FDJIrwXwBewG03kcQm3Pn6+jquL9T7VDigltHso+0GDwQX7/V6NaS8AUfWUOf8KpK83cBwNBqWZdmmCfrzmizzDFMlSY6imHL51tk3Azc+U4gYsEu7utAHl26sdttr3e4affHVXbuOetfu1T52Zw3rNoqIufrCRipoI4q6809wjcGXd+29kc3yhP/yT38KB+FxHjjauefQBCEyO8uVy/c9qz8SanZadZmhEJ+QYMu0KZS1alYhYmIxQMVnvFfeO7PvuSvv/bCUzYoMwzOMLsu6oliaBlXduus2ajVD04AJAiRi3P6Pw7IA07PRz+U4jUZjFRFEddAChigWFlsddY1tuf7rSOX3iV3/yWTSNE2Mb4OMERTia7WaY9vAmNpqNnVV1WTZNgxgvQLGebJYDF7528W3f3z1/ZdCYx8n5gayi4MF35VS8EY5dLOaXJAKAakYZNIeIrEkV6JiMUTEFyvRuWrGy6S9XM4nFQNPYMP8PbI44Bq3bUe6o9voXu9wR1yz1avwsT1nzuzd0hlv0crUf6GlB6yv3fNZbh/d9mD/Ld2/SrUJbX7nrW6cufkO756ureZg0yw9xONsda1toFRfkgFfPGxrwKn3UHK4h7SWYOe3itQQ6/V6qVSqVqtgm8ClrfZ13uIKCGSeHcexbdu2LNiDQiOGZRgQA8mCEL388uyFw57RIVWSdFm2DQOQiVDqch1HV1VD01zHsU0Toh9DVXVFASi0JkmKIIBAWJUkWYpiKhWqWEzMnL78/q/mBt8uBm8oREyj0zqXN4WyJZOOUnU01tX5mi7UdNHVBVfjbIWxJELn8iqVlEoh/+hn88Nnrn34q+LSKf/gf81dPqOKoq4olq5bpgkupNNut1B6v4ekuOCR4RfbtnO53CqS3IIEPph1gF/0lxsefP4xnGLb+cdNNxCGthHnbwcxBTeQUGUb8fauIcI6yO5AVAQ7eNisQ1EDlzkgQ4A37nAnnT4RD4yexkUQXDUDkm4oaFq6Dox2HE1zFBUee9t342olOquQCYMr2hs6G2oLqmOtRrfTCr61a/dPL7K3a2R3Qac3l8YA5cP1etzg/qsMnHA7FdRXGrsNFbqdOtq1a/cLg1cHB7ler5RIyNXqQwU9uiRtSUokMcx2nI2bIiHgE2rVzIat1gzRUdnbi7YcFvJeNjU3df7QxMBnYb8/HY/nkkmqVAICCFPXATBUcxzXtgFDDWROtmVBHgjCoy50XzoOXioNRMDTROQUGzkh1EIIkQcwtgNkEJY6DpGf2PUfi8UwVA4X2uD21lZXW0iMDLJEsPXSVVWTJENRVEkSqlWWJOlSafbsH4aP/Hzx8qH0/FBi+lzBf63gv87EZ9nUglwMUIkFsRik08t8PigWQ7ngLTK+IBRCbNZbjsw+kUWxxz2+1M710Y+d6Xo8A2ODsB2BAfswqG7gvZSLVDbr9XokEgG/CCYJTN76+nob0amBzYKNHThIyKC0mk3HslRJUmVZ4DiR41aGXr5y+IWZky/PXDoR8UwL1aqpaTLPy6KoKYql67ZhmLoOkZAiirqimLquybKhqrosA6aEoyiWJJlKpUoQqVuHo1OnPVfPjXz4m4znskLGNSZj8EVTJGyFdjWuZoh1U67basPRGo7edPWGo9dttWZIrsYhnrpEfG7k5tl3yJXrpeUL4WtvhCYnIAyyDQMQ2bZtt5B6l4voWJpInRsMbj6fVxSliVrQwRZ3kFZAD0ElHmr+NzCtDzD/4EWhvgAn91BYA+AJnMcClwO/r6+vw3F4FohXwI25qA+ov10IckXQnoMzJZAQqqFmZrgaeCwMq4d3AY4D2zRdx7F0XeZ5ieOqBBELBpcvH/ZcPScWAyqVNPiiLdM1XajbarNmthtOp3LulV27ji61oJH+buh0f50LHdhorccQafRX31EUMG1EPAg2dIdS/dFBhuv11tbWSrFYdG7uwTXqo3NzpXj8AU/uHyJNG7J8B59Qp+m26lbD0eum7Oo8pIX0alYh42IpyGeX5oc+nb9+MRuPZxOJWCjk93gigUAiEilks2S5rMmyJsu6quqqWnMcx7Js0wTqRduyQEEPiCFAjA8SIq3mxoAgw0UiGO12G3ihYNvTRpK9EPTAUnyS138gEGgjsbz+9d9AmjxNpIxmGobrODXHgaywpeuyIPAMw1EUFHOpQuHqh7+5der16NTZ1OwAE5skwzeZ+Ayf9dCJ+Up0TimHFSLCpL1kYomIzMqViFqJVNNLT2A26LGPHbf+UGNnuh7TgC9eD4lMdRCZHrRJA7wD5znAVEEpnSTJVdSMikshTUTLhn+HC8HusNNuQ+cFWBBFFKGrJXrlNxfe+vaVQ8/NXv6Yo2kBkgE0LXEcEPZA25csCIaiQM0L0j9CtSqyLF2p8DQN/V9EPp+Z/dQ/etw3NhKZHlKIGARAlkQ6atXV+bopN2y16eqtmtmq2+2G02647YbbrjutGnIqoGdZzcqVCJddoqMTJe/F8U9+5ZsYUUVR5DhFFFVFcSzLtqxup9NutVZRw8vq6moNaSfBrPr9fsiC4A4asP51pOkNIOKHmn8X9RtvO/9QZcAoCtz700N4HbgT2GSvr69D3APbaAzuwU+EG+MxChX3RYP/qKPu+jaSM4PfcecR7qrDJbNGvQ61TtuyDE0D9RKZ59PxeDoer1YqN46/4r32kpeLQwAAIABJREFUvlgKqlTS4IqWTG18jrN/3b1r1yvnCt1WvdturnaJKz/ddXT5zrTQfbDSn384pukYBpFKPcjJpVisnEjc54RWo1Gz7TsOFqPRyOzsarfbz6y42ml1281Os9auO81NaSHS4IoanZIrESHvmx86fvnwD8lCgSmXyVKJKpVKuVwunU5GIit+fzwcTsXjpXyeZ1mB4yA1q0gSJFyBhrHuukBDqmuaY9utZhP6G0zDwOEshDiWZXXa7U67DalfwAD11tZgMeO1+mSuf7/ff6/1DxkmONJGffvQ3wrMZJIgQDEXGFnJYrGczY5+/NupM69HJ04mZy6m5oeK/lE6PkNGp0vhKaUcImLzUnmFSCyWItO5wAQRmydis3zG888UBm2UXXa8+oONnel6nAO+eDVEDNNDqghNRK+HPZaLlBdbrZbX68UldnBv2AyB4YCXwKtAhgJq7TXHUYHJEGgMq1WepuPX/+gf2jvw9vMn3/wR6FqIiOgZAh2g/OFoGkjMRI5jSRJ6VqsEwZIkkc9XstlKNpvzDN46+/r0hXehBGZwRUsiHKXq6kLdlBuO1tyIftxOs9Zt1bvtRrfd7LYb3Va906y16nbD0WuG5ChVgy8qZELIe8uBq3PXTk+cf48ul1mKUgTB0nXbNF3XhQgPkiJgyuHBYSvc7XY5jitd/uNGFsFzu/XXRaTMG50pDzn//RCH+8w/FKTAGYDL6fZpgUF2Bzq8ILiB+AbKCj2EjIbRQtoFbaQtBX8Fv+Uisu9VxDbUQ8BVcEK4AlLv42bEXfeNRgPCIMe2oRFP5LjYygpdqdDlcmry3VN/e6YSngDt1ewn399IzPx175FNeZqfjJCtDcDQZopFyO7cX1r18wx46g7i4O4ftYdRKKPz+YzX23/EVJRsINB3oK+LvtuGAhmkhZquvoEWUnBaKCGVQr6xj87se35m5EQhmWTKZbpUAoYhmeOocrmcz+fT6VQsFlheXgkE0okEWS5XaZpnWV1RXMtSZdkB5Jaq6qoKZKSQJYIf13HawAWPyQlbLdM0G0i2rNloQFa4gyQyek/Y+u90OuFw+P7rv4nkfZrNZqvZBHU8WLGATQSoENTlmXKZKZcvvvPi1Kn/Ss2cyXouR6Yu5DzXqPg0k5wvhm5V00tqeYXL+rK+yYxvopr2sGnPk6wptjN2xpd5YDGNBhJbcBE/sotoW3u9Hjg8sAssy5ZKJdiEQbYZEgYQBKwj/U7HcSzLaqNmoprrNup1U9dBYFyoVnlE5Zyb+/j8W3uyc5+de+MbM1c+IwsFIEGBXvdqpSJVqxD3AIUrU6lwFEUWCkQ+7791bW7w6PKVY1Nn3xg++suz+38QvPmZRqd1rmCKhK0wG5kDR2vVzHbdQdFPs9tprXbbq93Oarez2m3j7XWrZtVt1dU4U6xodEosBiqh0fdf2TV35VRkeZalKFUUgaXX0PV6rWaaJsQ9/X28EBN0Oh3P0e/f9tNvzOO2GjgBe8qHmn9cINh2/h0kxN1EPIe42QfOARcOwAvYqcOdQMWq1+sBlBVuso7wsA1ELQ3P2EJCB/1IWKhB4DIZ3Dkcwd6ugTi1N+6z3W63Wo5lwSIJ+nwSx/EMw9P08uBfho/8jEvPi8WAQsS0atYQSrZMuRp3+8NtOJ2NtNAWkRDwRCO49N3KG49mxBcXHcPA/y1EIrGFhVIs9uBXWJmeNmQZ/7eBuHD6xtqmtFC33W03QYe1VTMbtlYzJEdjLYk0+KLGZBQiRiXnfGMD/vHrCyOnJy4c8UwMpsNeolBgKhVQFIbgXqhWGYLIp9PxSCQcDK74/elEopjL8dWqLIqKJCmiCO1mjmWpsqypKvzSrNd1VQVycBt1mUPKBPrOIFipoWX5pK1/EPvbdv1DkRequp1OxzJNeCjIYjqWJQuCIggKz1cJgiUI7+U3hw7/PHLjo9jkyfTMQHJ+qLB8nYpNcelFJjFfTS5Sidm0Z5xJLQl5H59dpmIzO2HQztgZX8CALx5AWWF/httTYQPXQBJReCOVSCRAJh2fgM1Qry8jsoExRBCQTrsNFCaaLGuSJHIcXS5zJJmZ+fDWuXdWJj6lImPFwMiFA99fHDm3fGM4Ew5CkYsulahisVqp0KUSUSgw5XLy1pGlS29e/fCl43/+xsLlT71jZz1Xz3iufJAL3JDJhM4VTLFiK7Sr83VTatha83YA1AA3udrtgKe8/QPb61aj3XAajl7TRUsitWpWKq+w6bnEzMnJU7+bOnfEc/V8ZOEW8FM7ltVBXeJglwEnUa/X223i0k927d61a/drFyE4AOvZRiLtDaTHDmHEQ80/mOZt5x9jnHHKBzwQ3pqDfccVLnBOEJ30ej2oSgDCFN8VXBB28OBLsLvC8RB+izbSScCtZ22kNoWDoW63u7a62kbt+tC15FhWuVgs5nKGqnI0zRAES1Ez5/54+ehvPFdPCXmvVA6rVFJn86ZYcZRqTRfqltJ09Vbd3mgiu0023Se7cZs5+nHVyDqdTm5lRaCoXq/nWlYuFOr1epaqPvgVFEGgC4Xtz0OR0F1oIRvSQjVdcJSqKRI6VxAKkXLMK+T9ycVh77X3J078/uLb/3F633Ozw58m/UsAaoGsKksQPE0L1SpLUVBuziQS0VAoHAwGfb5ENFrM5QQoVeu6rqquZemqCnhhoAWHpj/Htg1ddx2n2WjYtt1oNEB9D8OTn6j1bxhGLpd7kPUP74tBgcCHbiDxDQNk8iSJr1ZBgGz2/J8vvftiePRY4f9j772a40iyNNF6vGZ3d6fnt/TbfbtmsF1bW1vbazO37szU7qjurqqW09Nd1dM93T3FLq1YgiytWCxqgposSpAgoQggIRJIrSMytNY6MyPvw0l3BICEIAESqFm40WhAIoSHp4ef4+d85/tGjlfGB3N3Ty7cPZ0dOZMbuzQ3dDY9fIbK3SMWhqszN4n5IWL+1p4btNf22g40jA3CSxKsL15CTArHOeI4liSpVqsFSA0RYz5gvwULEF6qAhAk8jzf81RFUSRJ4nmeYWRB4GmaqtezN94bOffl2IWvqMUhOnuHyd1lcvcKYxfGLhweu3j61P4fTFw/W83lqrkcxH7S1z5OffvF+Y9+dfXrP87cOCRUpsXarNRYUMiMShc0tmIIDRQBEjxT9m0tdM3It1uB24qQA5TE0naW7a1boR/5tm9rri6YIqnSBbE2y+TuNlIXJs+8+s2L/+Pom39/8sC/0rWyqeu+6wa+D+oE4EbAyt4ee20pAvSPn9ZcF7PyOEgTDVCfvaQh2vFvZvxbiMlww/G3kRAYNiEOahi3HscxLuPCxf9wLsZegIeXrCDD5e6dhH44fN5CEk7gGIEHjOlhwDHCG2t4KB9JPsGvruNoqlouFslGQ5EkIO0VaJqsVufHhoZPHpi4cq48dYUvT4r1uR7wS2xYCu3qgmcpgWNEvr2mJ/ToWyWdJguFOI5bKFPzyNrS1O058b2wkB04umcpPei0ROYmRpnyotLMAS0WX5niihN0Znj8/EfjlwZHL5wYvzpYWpil6/VmtQr7DZYkmUaDajR4moZcD1mtErVaOZ9fmJ2dnpiYn5kpZLP1SqVRq7EUpSuKpeuyIEDpGcCuQcjd0HUImQA1M0xFwIftkvnPMEw2m93k/AevC7iXelsCywL1HsBNy4Ig8zwAHIlKZez0n07vf/b+mbfnrn2euX2kMHamnBoqTlxJ3z5BzN9qzN9i8yN8Yay5cJvJ7CXF9tpe24mGC+Y7iCA4QCJQ2LZ1u10c88jlcoZhREhSykuIiuN0CSRZABYNAkae6yqSJIuiriiA9aHq9YWrb0xc/GT41EdM7i5XnOArU0I1JdZmxdqsUE0JlemFuycufPLcif1Pnzn4ixvH3py4fHb6xrXbpz7OjAxK9XmZWFSaOZUuamxF5+umSFgy7QAGyFR8WwuwAxSucoDiFZXVPXPSioLId3iaeHnfH1/8t9/Vc1Nifa44fvH65/986uDv0hN3AKUEKGnfdcMgcB0HF9+GYdgmTyQ1Pn91KA8ACFh/cc0LbHBhr4lL6jYz/rgWff3xh/4kkdrYCQMHxUdKmZDRA3yo67qAVwV3p4WI9bADhLfy8CAYiwq9chH9NCBSMXkMeDndbtdDYgtxHHtIvLONmIeAwhgg1uNjY7IoAv4UdtggbMkQxP2zr59675f3L31Qnr4sVKalxoJKF3phIY33TCXAZNNJT6gHmn7k/pCpqjNDQ4/6Lom23I+PglboRb4TuqZva54pc9VibXHekihDaGhcRaWLSjMnE4tifU6opvjyZHbk/NDx/YdefurYWz84/ubfn3rnRzeP7h8+/cnIpVP3Lh4Z+fZEdmaCIQioxOQpiiFJqtFoVCo9r2hubnZ6ei6VyqTT1WKRaTYVSQKCIk1RFEkCoi9D16FIIggC13HCIAiRlNiOz/9arUaS5Obnv+u6bcRGDbuawPch4w8soLIgcAB8bDbJSqWcy5w5+POpc2/OfPtpfvhYYeJK9t6pyuRFcu5GffZ6ceJyffZ6YeJSZfLynhu01/baDjSsMA9bHx9pJcKSBCsCTsyrqprNZmGxwCBZWGg8pL2A8+tQSALQQnCDDFWVOA5oghevvpa+8enxt37A5kf4ypRUn5fJjELlVfRPaeYUMiMTi+TivezouZlbx8upWwqZVai8Shc1tqxzVUNomBJpybStco4muIbsWarv6BAB6iFFonWqqZPWpNNpt9pRIPLMn//595544oknnnjiz/7sP90aPHXz+OdXj39Qy+eb1Spdr3MUJfG8oaqe47iOE/h+gJwhq3j41wMD737zzXOvjQqCkMlk2kiBCxZNiPz7SJ8LhgtW5M2MPwRUNjP+EKHBv3YQb+/SOt5uw3Vg6xwnaozBukAKA4dzwCyBcxMhlQywPXEc4yqwFTAgfDy2KLDVjuO42+3CJrvVanW73TAMMUELz3GZxUVd06ASB6oFOYriKIqu10EY7sJHP/365b/+5rW/vX7klbk7Z5VmTuMqpkSuJhZa/u23l6KAj8wrykxM9MP0PMq2KiyEoNOmIXGeqbi66KicpdCmRBpCQ+eqGlNWqbxCZmViUarPi7XZ6uyN/NjZ9J2jqetHJ789OnHpmzsn99/85k9HXv/7L174i9P7/3Hs6uD8+DBRLpPVKlWvA6iIazZZkiSq1Ualkk2n06nU5NjY/MxMfnGxXCgIHAdUjSB7DKVkHuLq3CXzv9ls8jz/oPMfug24aV3XPc+zLQsWOqD2EFgWKl6hkP7cwV/eOvSH6YsfTF/7ujpxhkxdas5dLY6fLU2cr6e+rUxeLN8//+/bDdp0ufcD1oUvqW+td9ajuvuDtw3VTLe7NQ8/tYMVZusLieyOhiHSEA3Ge3RYRyBj4iBG4EKhQFEULCK9amfPi+PYR6T1DpIPgwJTwzAMw4CwsqlpmixLHMfTNN1olO4d/uyFv2gu3obyH5XKQ1DHEBuGSBgi0DrXdb6mc9XeP75mCHVDxK4P66i8q4s978fWAtcIvSUQdD8HaG2zB25QK3ztlZefSLQf/93/d+rdX9w49K+DH/9x7OpJliQVIX3ihxDs+eHJvAFLc+D7rjv87sDLo44z+dozZ+phJpNhGAaQMYBCiNGuNI7jbreLF3q8iG84/j7i291w/HHpDaz+ELzBmQj4AXoFyB4c7U+Wd4ExwOiKAMmvOqiSGY6PkbyGl9D9BsMGtgRSEh6qbU5mN2LEj2dZViuKoKKwVqvRFOV7nmPbwPIHchCaJPWicRTFEES9VMqmJu5dOnbn1GdT107IZEZjK5hYCDyhhCvcBxC25BVtnz/UbrUUjtuuqz1I66yuqHctXaTI0DUDRwdmLPCHbIWxZMoUCUOo61xVY8sqU4S9h0wsSo0FcIyEaoqvTHGlCSJ9a/b6l/fOfjZ+aXDq2ren9j9z9v2nr504OHzx8PSdS3MjQ/m56XqxSFQqVKMh0DTVaJQLhezCwuLc3PjoaGpqqlqpcBynaZphGG2kr7JL5n+pVJIk6SHmPzSIP8HBoPEMMH/w3QWW5SmqWa0S5fLVL35z/sDP5m8cSl36MH3jq4Vb3xRGTlYmzhVHB7PDJxvTl/bcoAc7sNvtLlEtf6fdoEfcVtFRP8b23XGDwCYB9BUn5gNU5IVz86lUCpekQlonRsICsE7FyLzZtm2ZJpR/AF+iqWk88BySZOb624Pv/zh77wRXHBfrcyqV74GaFcZROUfjHY13VM5WOVtlbYXp/QPGZw25PqaSpP+JfCeCAvi+GKAN7dwabtC//faX+YmL1w/9/tBrPyln0vMf/+OTAz84sSjrN198cmDg14eLkOgJg6D6zdPv3fPb7bH3Xrlr23Y6nYahgzU0jmNc3uIg8SPAY0LsZMPxx0CczYy/g8h74JgkDgPC/himAyEZnInAF8HGIwniAbi3ixhfLKQQgnGsNtKQAsvURnIHcE3ASne73RjxAgeIMwaeF85dWFgwDKMVRbqu93QMEoTjEseJLNurGaxWG8ViNZcbOv7B3TOfIYpFwlY511hChkWYGSHCFYLLvKJtd4Z2rC0LC0USRTYyi0AGEXp2gPwhz5RdQ3I0AblEtCk1DZHoScpwFY0tq/Qyx0isz4m1WaEyTSzcWbx3OnX9y9Gz7906+tKlT5+/d+6b+1fOp27e+OrFvzryyl+dfffvsjPjAk2zFAUkjRzD0M1mPpudSaXuT0zMzs4SjYYoiqIo7ob5DwSnDzf/O4gYCVw3Xdd9zzN03dA0SRB0RekV0rMsS5JEuXzji+dP7f/x1IWD9wffHht8Mz98pDx6MnP7SPbO0YVbh/fcoAc7sJuUW99zg3bZPXvtu+MGwZqCmdAgmIwD17DjqdVqDMPA3ggDCSEMAOuL53ndbhesPiwZwKvhe54iSaamSTzPUVSzVmuUSje+/reRM+8hduCKKZI9ah9T9iw18U/xTMUzFaB77kV9HD1wjdC1ltH/RCj885C2rRN32u1WVC7m//zP/xx8oO99789mRq/x5Ulq4ebw8TdG3n32lx9PyjxvqKokXN0/MPDrb0o+AGXCkfeePlr3vJGXBw5MxARBFItFWBxx9S+4Gg6imcawGOxDrD/+sKZvZvxx0B6yBrBLxnYF75XhprgMGHw1gEHg9AHkAnCeAuN+wImJkQfjJkTpu90uPhfDPmAQut1ujMI/PuLahkvB8fBQ9ycmoigCXc/A96HgCMS9QRsLKsiAOpyq15vVaq1QuPTp8zPXD62kWOwxReHZYvfc5cBLkiYkIESrcWPfubYUFqLKJZGh262wFQUoU+aEnh26ZuAYfs8lUlxDdnXR0QRH5WHjAY6RmXSMGOQYQR4t4Rjx5UmuOM7kRypTFzN3joyff+fIa39z6q2/z6bu8zQt8byhKDKwMuq6rmmCIJAkWSoWFxYW5ufnM5kMSZKSJOGSw8c8/xcWFgRBeOj5D/AguCy475ZpQkzIMgyIYoLvLtA0QxCZqZGLn/32woe/O/XeT0/u//HlT56fOP/OxLn3Upc/3JVu0CpRqhVKqci6NQ8/9f19h5EWFUihL1P5ah5+6vv79u1bUzCsr3xVf0ms5M3XP2ujuy8d2k//a4O797vR8mFYLhoLh+3bICnWRx9tzVFa70YrRcTWkodbdbP1nnqFLGtCgTUxO/qP58Yibpvsw/Y3LK0KLzlshmB1gBUHMhpRFI2Njdm2DSsCWDJYccDUgSWDgyFuDAEhEGc2VFXkeUUUgQoofeWV6atfjJz7WqhMK82cztcsmXZ10bPUwNHDHrkz+udaoYt/7VmyJebDVfmOh8109NygVugLLPXKSy+89MIfyFJaaeb4yhSdud24+scfP/OrsUuDzVpVEUUp/cWvBwb239JB9L55/Jn3RwLfr55++pWJIMjlckBbEscxxM9h4wgLdLfbxfAgWOI3M/6w1m9m/HGJFkYzgOWAWEsXAU6TNcbQMbg+/hLtREUPfKchUg3Dx0OFDrYoGDcKt4Nz8d0dpM/aRgKrgJCFfTlYLJZl6/V6K4o8z3PQs+ia5lgWFB9BWIijaUUQgGATSpwyNw9+/sL/yxXvy8SiyhQNoYEh866BVVO0wNEDxwiXUWgmZtGKKfTgEKIAMRrvdOvEnY7MsmKziYNDCX/Ii5ZcIguiRL6jg6rMGo4RZUqkITZQHq2iMiWVLvTCRfV5oTrDlyfZ/Ai1eIuYvZK68sHw6S8XJ0fYZlMRRZHjeipmltVutQCRBpSduq5Xq9VCoTAzM5NOp2u1Gk3T4Jc8nvk/Pz+P8UYPN/8hMw6/GroeBIGuaZ7rWqhuTmBZVZKAaZolyXqxePbgb26e/mT8xvlLn/zyzPs/H3znJ6ff+fEudIMS5hP/uMyeLbNyy2zh0sFLP61ypdYXM+9392TrL1+64prr3H258vvKp9vo7n1v1Pc+K+Xf13GDEtdc84n6jvf6fe7rg/QdqA2eOtmpp556Co8Zfvg1x3NTavab6sO2N/ziwcsfxzGOFXtoQfc8r9FoNBoNG4lM2UgHESIBEMbAGybP86IwbLVajm0bhmGbJmTKVVHkKCp96Y9jg29NXr3CZIeFakpp5nS+biuMayChKDBOgdcKV/zzIa/RTjAfbifOo9PutFqtyI98x7c1RxNMkVB71EGfvDrw1x8d3f/1G89KHKeIYu7LHz75o0Nly2pFkWUVT79yhAgCt3LkvSNV27bT6Ztnnhl47x4S4kYsKRCx9xA/G/YGNhx/XAuzmfGHjSw4GRDqx5EnOMBGpM9wcTAt0B+ARMC6jy8LXQJsqY/ofTEqAswD3qCHiGYaWy/oQBzHNpKm7/EL+76NZArAU3QcZ3FxURCETqfj2DZkPjzXbUVR4PuB7zu2DepXEs9LPC+yrMRxVKNBViqNUmn4xIvffvl7vjwpNdIqlde4HoECQpJBRlVwDQmCjgGmFIf5hgKK/ebVxlOr3WrV8/n81NRDTr9H0KIwWLh7t1kqYZIh7A+1o6DnEgGFeuBGvhP59irHSMNJNFcXHa0nQozzaDpf7xWgkVmpPi9UptnCKLV4qzFzsTpx8s7JTxbu3xMYRuR58IEC34dcMA7zJOe/7/ssy5bL5bm5uYmJiXw+T5IkTdOqqj66+T8yMrL1+Q/eP9S+gTOk67pj28CrpCmKqWkcTUscRxMEQ5JEuVwrFM4e+MnxN3904s0fnTvw8xunP9+dbtBq27UiJJAIg/SJqPQ3g73rrvxshTHte/c1eremle3ju23P3fveaMn+Jy61zJav61xs6O2tf6O1+7yRO4H/vtFTI5dnZN9Th0cAfL0sILjmeG6cFNt0H7a7YYg03vRAvBdn4iGdMTk5CVYqRnLiYKrxAY7jdLtd2KXZtt1utUB81PM8XVUVSQIW2rlzv7vy8U8H3/9laXyQztxB0aC6rbKuKWPSlySAY8W/JMp1uX3aciID4KVREAVu4OiuLppSU6WLYm129r2nnvybf/p4/z9N3DoncZyp3XxnYODt67KmaYHv+9Wj735TiqJo7JWnT1c9kiQBHA3h9DiOMYIyTiBDI1Qw7yRUKdYafxvptm5m/CEFgKP3LpJngqqZbrcbx3G32wX0Q4x21TglAb4arOw4T4cTWxC4gs87SP0bUgPYCcb1xtAHfHGwMeAhQRwIQzHAMrmuOz09DZbMc11IFMK2HoCrIH4eeJ5tmpIgCAkOKtBUOffBPy0MH+NKE2JtViYWFSqvMkCpgPD1ImnJlK0wgK9HAnMGEGxGK6OMmwo0upZFlcu1bHb+7t0Vc8rSNIlhTFVtI0j4o2swmNBswxBpOo5jrtHwHKf3gnQ68AjLXaKEVxT5Kxyj0LNDz8JJNN9WPUvpQa01we5VnzUNoaGxFYXKS/V5vjzJ5O6S89fqU2eytz///Pf/WaBpiedFjnNt2zQMz3Uh0gmVpOvMf1VVGYap1WqpVGpqamphYYFhGMDxbNf8D8NwZmZmW+Y/eF1QNOoCC5FlASOoIklQSw/AAJogaIJgCIKq1S5/+PPLH/7ixqe/OvbGD3ehG9RN5if6hoD6JaU2doN6v/SNWKzyWFZmiJJdw6evkVf6fj83qPfLssO+//2VbtBGd+97o36PnvRY1neDlh/Z7zH7jtIm+tzfDeozUBs+NVwJys8Ae51Eqa89nmu5QQ/Th21umD7RR6qEeA1qIbJXqP1OFlngzT0YqhiZUkAOuq4bdzqmaUJkWJVlXVUNVVUEYeLE85/9/r/ePf3VzK1b9y9/RudHZDKjc1WIBgWOEflOUg9h1Y78URY8I5R0FLiBa7iGZMm0xpTF+pHXBwZ+8JMf3710GDh29Rt/evLFmxbQwUVR+euXztRDxyn3mKMHnp+oHXt+4PUx14WRaZMnnh949kwtwGDkOCGUDcvuOuMfIY64TY4/rPU2kluC9R0XtsBCD7eOegoWPcFIuGwLCXFD1AqCN2BL2oguCDbxSW+s2+0C/BmOX1FQFiMwkIvGBLqH3SMwMIqi5HI5ONhDDWOP4COg7nUsy9R1VZZNVQWKP6peJyqVkdMHR88dohaH2PwIV7ovVFNifU5qLMjEImJbKGgMZlto2grjaLxrSEsool7uNQkhWgY7S0CI4jiOWYLITkxINK0rSjWdTvoicRwztVojm10cGZkdGipOTz+6QnrPtjPj43S1GgZBNZ3OT06uzV69xBq65BKt5Rgt84rs0EOBIlvzLAVw1rbKWhJlCHWVKclkRqjOsIVRauFmI3W+Mnbs3IF/nLl3RZUkVZKAXNE0DJhjEZLa3cz8931f0zSKogqFQiqVymQy2WyWYRhVVbcy/w3DSKfT2zX/4ziGejEfqXmA7x/4PuhJK5JkqqrEcWyzSTUaZLVKVqun9//gxFv/cOLt3ZgUS7RlW3SwfAkv6MGjQauq3FfHY9a6O2pr3idpTftHg9assX+wu6+6Ud8uPapo0LqRsOU0AaZnAAAgAElEQVR97nPh/gO10VPDd384ERM6jOrQ1h/PNf/6MH3Y3pZ0g2AhaCOaYwhgdDqddDotyzJG+2KEr4v4zSBKAfFhOAvWIEB1aKoKkA6eYYYP/fTYu8/dO/bCp3/476f2/+jE/mcnrx7R2Iol064hBY4e+U4r8iErscrjecTAVeQGtQIvdE3PlC2F1tiKdP5fnhz4nwcOf3DpqzcYgpDmPv/nfVc0WVYkKQxDxy6d+uZOFEXO8MtPvnxHvv6nJ//lWPPEM78+XPR93/Oqp8E3euZYs93GKSHIHMGYQ5h9nfEHn2Dz428jwtwA0auAG2EjDUtY7mE1t5EGCPQKDA9scz3EduglxA3wrhfCPB6S+4b/4aHAbkHKAINVsZGDzoO1A8uBY131er1WqwHFgIvYtx3HAe0CkC4JgsAwDMs0FVl2HUeVZYnnZUFgm81mrTZ1Zt+9c0caqYvk/DVqcYjJDrP5kWbm7vzQyZnrX80NHVkYPpEdO0tmxxUqrzIlnasaIgHUU64O1FNKAoZvLrlEKESEnaHQ83RJWq0Jv1aLwtAHL3C78UPNUsm17SgMmVqNrlb1B5Dv6KzwipY5RgmvqBco6oWIrMA1ljwhdZm4/Qo36OonPx25/DUUFliGAUp8HpLUBUchfvD5b5omTdPVajWfz4+PjxeLxUajQVEUyJltfv6zLJvL5bZx/oPzZJpmG7HI2rZt6Lqh65qimLpuqKoiSbIgQCCTp6hKLktWKhM3z+0+NyhppVaZVWwL8aEbukFJoM7G2KC1777ePVdccjU2aOnu/bJ7m7973xttBFd6QGzQqiRRH1zTZvrczwdZs//rPnV3FSroqX4Rwf7jufkx3KgP29qSmmIYqwELE7zAHMeB7iA2TphdA5ddeAm1KbxSwE6rp8NsGLqqKqKYS40t3L9Vyi5cOvzWvcvHMzOp26c/nx++YIqkqwu+o0e+nXCDHnPBTgdJaniha3mWYiuMzlXlC799cuB/fnHp9OjFwdzVN371wy/Luq4piu+6hmGEI6++O+xE0ciBgdenOp2pj/7hjSuzp59+ZdRxfN+ffG3g3WGnfvTp50+QMFb4Zhh8YCOlpL7jjxfZzY8/Lj6H02FdBucDu0344jikhEGjcClcAoNhFnaiGB5yBPAtg+sDhidGIqzYgwETEiNuIRcx13kJDVoIksVxnMlkZFmGC4Llg6eG9EQbqX+3223HtsMg0DXNNk1VljVJ0mVZ4jiBpu+dPZK9/VVtcnD0zJtXvvjD8ODnqZs3b37z9oUvXz31zj8Ovv/jswd/fvrAb8YvHRXrczKxiDmrTBHxUfVIGaTlpAyo8D7BR1VMpTqrZikEhESG4RqNvvPM1nW6WoUw3ra09L17AVIq3XJbO30G8sMQFnJNf5lkR1PnaypdkIlFoTLN5EfI+Wv16bOV0W+uff7ze5cPa7Isi6IiSQGCMwPsZrvmvyAILMtmMpl0Op1OpwuFAk3TLMsahrH+/CdJslwub+/8dxwn8H24vuM4rShqRVEYBI5tG5rmWJYiSYokiRwHlPo8RdGNBkOSu88N6q5dszOyb3nCYnPRoO2vFOuPUkLnjGxw96UbPOTdV95ovWGAIw9vY6VYnxs9QKVY34HaRJXWkh+ZxDVvNJ79k2IP24dtbZg3CG/fY0SqEcdxp9MplUqiKAIaETIdYMbAMkH4GhdAQXzCNE3LskzTBE1p27IMTTM0TVdVqB1lSRI0wvJ3vxm7eGJu+IIhNByV92019OxWuGNuEC4WCz3bs1RbZXW+lvv4754c+F+fXTp196vf/vIfPszxvMjzmqK4tu045bPPvDru+2H92HPPHGfiiRf+11vTJ5997mg1DENn+OUnnz1Jd5rnn319zHUBy4m9AUBi4nD9WuPfQvw6mx9/iMaBAwTxGLAEbUR1CFfA5cc+qvYCqAT+EyQUABMGXgtOz2EmFfgQHsFNKMxDnx2ktgHXh/wXLmmGU/BG3LKshYUF+BWuCXdxEVlLq9UKg6AVRbZtA/bCsW3PcWCHrcmyKkkiy154/x8++d1/OfvuD7898u79W+fnR27R9TpRLjdKJaJcBjB1NZe7N/jJxJVzpelvheqM1FhQyCzI0ul8bYmdfBmECPg5l/TpRKrZLBZWz9K527ebpVIxlRKaayq4ijQ9MzTU3IyK6katFUWPDJe9jmyZ4VlIw1VeyoiJtVmuOE5nbhOzl2v3T5XvfXX5sz+V0lMiyyqSZBkGBFJgUrVQXfr2zn9VVWmarlQqmUwGqs9KpRLLsgCsXjH/m81mtVp9FPMfPKe40/EgpYsLAkzTMk1D00xNEzkOkP4cRXHN5q50g9ZqGyNeH1MvdooQ57vUHku91Xe3YU0xXDoB+y3IVnieNzc3h0GLgE2BlQgXeOOKCTi+t9+ybYC4gjNkmaap65auy6IocRxDks1arVYo5IYP3Tr+QX1xVOdrtsp6lhK6Viv02q1wx90g31YdldP5unLxtz2NsCd/fjc1IXGcwLKOZbm2bRUP//rlYdd1m8efeX9k5K2BP10cPfjcwDOnSnYQBBOvPjNY9eN44t2nvyFQDgsWShw8h13pWuMPcZ2HGH+4F2xncc4Lk68ECZZeiLUEiNI6Qg3Xc8WoeA33BNIEGOgDdgLuBXt0XEED3hiu08FIVbgIuES4PIdl2VqtBiOAr4DBpyEqLovC0DJNsFi2bduWBfreuqLoiiILgsRx9WJufuI222wyJCnQdLNeZwiiWatRjQYFP1er9WLx/oV3T77zk5Gz73DFcb4yJdZmpUYaadUVEoItTVtlHU3wTNl39NC1IEdGVUqmpvZVaGHr9fzkZHsjdVW6UpkdGoqCYCuzVpckXRS3coV1WweSxcgN8iLfwTr2tsqhOFBRJhbF2ixXnKAzd8i5qxNn3x4+8dbE5XMzd68Bj6IqyyCzGoWhj7ihH8P813WdYZhKpZLNZlOpVC6Xq9frPM8bhuE4TrFYxG5QvN3zH8ODwE8yTRPYsBzbNnQdNMh0VZV4XmAYieO+S27Q7vCCugiltNfWa3tjtH6DFw9AGzg4gReUarVKEARsgDxEfxzHMaw1sH+C/ToGCULRR3LNMk1T0zTPcXDZPE0QVL1eL5XqhcKdU2+OX/pMYyuWQrumHLhmK3B30A3qtFpIZ151VN4QGgqZ5cuTxOyV68cPTA6dF1lW4nlT1009f/JHA08ODPzq66GTPxp4cuC1U+k0y155d2DgyYGBX38z3EMF9f69PInYgCAUhBdZiJz3HX9cbvag4w8mBNcMQy4pQEy7YHJwSRfG6EA8v9vtwheHIRTYd0kWHuPaY+gGdnQCxNIbIv0BOAzsB+z7IdOBEaxgV/L5PMMwHuIQgutESHUcWz6wndiDtC1L0zRFkmzTFKGKnuNEluVomqdpRRBAjIxtNkWWZUgStFzoRgOUnqha7fKn/zz43o/rM98yuXtsYYwr3Rcq04XJaz35XiqvMWWdr4Mz5BqSb6uhazqGWpqdWQKxPSxwrd1ubz2fVZqdfRA80AO1pG6rHwVu6Fq+rbmGZKusKZIaV1GpvNRIQ6k8nbk9dfnDL/f9xem3/+buhaO1/CIISsAro6uq57qwNQqCwHPd+PHO/zAMDcOo1Wr5fH56enpxcfHWrVv5fN4wjPiRzf9e7CoI4DF1TdN13dB1VVEsw4BcocTzMs9/R9ygXh5jtxjWvYDQBm1vgDZq8OJBPAAXMMM+pt1uT05O4gIlMJy4GgLKmPFGB7ZBYORaWPPZsnzfBzSA57ogiSALgsSyXLPZKJVq+fzcrcODB3+hMWVLplxDChwj2i1ukNZzg5o5vjxZn740+NG/ZlOjDEkCF5wqy57nWaZpGAaY8/v37wOAAC7nIPofvMrDoOHSJwjPwKCtHv8YVdc/xPjD5w4ifIvB3KL8F8Y9YK8CVnOwSbDJtpF0JQTzwW/DxslD2gI41RXHMWS4MNII/orvYid0DLDrg7Gltm1PTk76SK8AA04h+wD2CXxrLLlgmWYYBJZpaprmOo5lmookgS69ZRiWroM/BI6RLIqaLIssyzOMzPNss8kQBGAyqHr93vHffbHvLycufErOXyuMD46cPzE8+NX09avnPvznu2femb99rDZ/W2PLhtiwFcbVRUNi85P3HVPHOKEtztVOu93IZr0EdOxBW/ruXfAqtrthNyhsBV7o2b6jgw9kiITGVhQyK9ZmK6kbszdPjJ79+PArf33p0GuVbJprNhmCAO9T4nlD0xzbNg3DRC+L57ptVCG/U/Nf1/WxsbG5ubnZ2dlUKlUqlSqVCs/zQUK6dVvmv+/7lmlCgMr3fdMwLMsyDcPQdUWWVVmWBEGVpO+IG7TX9tq/r4YrxRwkDA6LiOu6DMM0m01457vdbjKJg7PmPlJshjcc4sOw0IC5CsMw8H1d02zLgnJZQ1FElqUbDQBqFMcGz3/6GyIzZkpNVxcDR48Ctx0FuyMpthQNKtw7+flLf8eQJNAnQkBb07QWkrCu1WrVajVK0N3C0gyBcUAVgJOEMZi4CKXv+MNi/dDjbyNdSRzhh/RBHMchqmaHxwa3o9vttpEqKjhqAO6BXsFF4F64JC1EsqnYxcE5BXgKuC/OzQE4A64cxzHgPyAqxrLs4uIi9hdhn91G9ckxqibDiQkQXjUMAxiqojAEML5tmkAzLYuiLIq6qgJhFeAwRJ7XVRUofRVB4GmaJUmeprlmk6hUho6+M3z6s5tH3zt58F+r+XxpIT1159vrpz4+c+CnR9/8Ufru2Xp6ujI7xVRypsQ6ugQi9shlf/iAEDTbMBZGRmaHhshCAX/I1utMva6wbCuBp+ZJksznG7ncCuwRVS7T1epW+tCndTpLoSDfCVzDMxVH5UyR1NhybW7o/CfPH9//08lvL907e/juhWOF2UmyWqUaDSD4lkVR4DiJ5y3DUBXF0PUwCEzDwI7Cjs//XC5nGAY41rquN5vNfD4/Pz8/OztbLpdJklRVdbvmP+Cf8JPalhWFoW1ZpmFoiqKI4p4btNf22g40ePHaSBmqjaSYW63W9PS0YRiwwYLFCP7kINlCCG/Aagm7HFgIcPmG6zjtdts0TddxbMvyXdexLNAapOp1ptGoFQrVyQtfvvjXMpk1RbLnBvlOq+cGtddcnR9JWw2R5nS+rpAZvjw5Nvjq2U9foBoNgWEUUQRzC0EI2LCm02ld16EEPUIkbJ1OB7ansKbDFhbCLS7i74dfV48/GIOtjD/YGBuVxMORNhJ77yAG3m63C2dBT/B2GReg4YgObNMjxA0NYT/YrMPz4j06rPs+Kp7H1gsiOtA32EnDBcvlMk3T0Fs7QfILliNG+hsY6gTzChw40DNxXdd1nMD3NVV1bNuxbd91PceRJQmAXD0tDllWJcnQNCizh9yZyLLgms/evTF65fTM6HUKoaobxWI5kylnMsNnvk4PXyMWp1W6bCvMEr/DtiL6A8/TRBGYD+M4LqZS83fvzt6+LaFP4jjmCCIzPp4ZG2Pr9RWn5+7fZ2q1rXdjqWEWid7eQHN10ZIpnavWZoY+/7e/nLhxITczBfBzql7nKYomCIllZUEwVNXUdUkQbNP0XNf3PMs0bQBHRxHkxXZ8/s/MzLSQdlhy/tu2TVFUPp9fWFiYnJzMZrMEQQCiaCvzHw52UTWZY9uaogDTrGUYe27QXttrO9CwtCq8wxAMsG1bkqRcLoehfzhI4KBy6BgRAMKWK0a8q5DOaLVayWwLlK2qsqzJsibLHE0DPIgoldK3j94+9bFK5Q2RcDSomd8hN2gZb5DlmYqtsjpXlYlFrjQxfv79oVNf0gShCALPMMDdp+s6pPx1XU+lUpC4wc8eIGo4WMFhfGBpxngCCJCsHn9Yvrc4/hhOYSMVC+gJ5JhCpHrR7XZjJE2Aa2EcVMruIEY7HN7DyAn4Eyz9cRxD3CvpBcKtwVRgdxCPDHYK4ziempoyDANQFxhhGiHuOzthMrFnCfdqgTqs71umCY4RDhTZluV5HoQfXMexbRsCElj2EkJEhqIoggBKL1DDTBMET9NktUpUKnS9XisU6oVCdujTsUtnqOyEShcNseGonGcqgWtGgduKgk5rGwJCuFm6/tDnllIpewunr2xLGTEXWCQclTPEhkoXDr3yt6m7N6u5XC2fJysVolKh6nWR4ySOkwVB4nlNlk3D8BwHxt91XV3XYULCLNrx+R8Ewfj4+Ibz33VdTdNKpdL8/Pz09HQmkymVShzHqar6EPPfcRzf81oobGxbVhRFEMvcc4P22l7bgYYrxXDwGUzO/Py8qqoWEhr0EKtYiBQHwZLhHRhsoWB/30HE82BoAS3ouq7vurAL52haZFmqXs/f/nTk/DczN08rq92g1mN2gxAwqCemgVik2YrUSLOFMWL28t0Lx1ND30ocJ3Ac8H+EQQAbu0qlUq/X8UYWl2XhoWghSWqMhIDgOYYLrBj/Hp5gy+MP/YE/gZMBm2kwG/h4XNWFwTrQQ+yXwNYZruwl2HVDxJ4C3gzYswCR4MVIJhZv3/GuHeNPbdvWdT2TyeBRgk6Cw4TviJ+0hSgoWwndKAhTBUEQBkEYBGDtPNeNwtBz3RBVxkVh6HmepqqWadqmCckI4PYFoQNDVTmKElkWCF2oRoNrNolqlSiXq/n82Nn3hs98LjUWNLZsSk1XF3xbQxQPO4Jm698sTdu2ayUVZlzDNWVbYXS+Vk7dunbs40o2W8vn68UiWalQ9bpA0zLPq6KoShJIv7mOY5umD+oongeMgqZpwhe04/Pfsqy5ubkHnf+yLNM0nc1m5+fn5+bmisUiwzCKosSbnv+dTsdHDr1pmq7rwrzdc4P22l7bgYaxQZBWh1cUmFVxeNlGSsv4fYZlCFsyMEgQAoEVBNdlBEGA1cINZG/ADWrWajNXPpv49rxQmVaovCE2HI33bQ2IpB+rG9RJ4EBDD4L/jsabIqHSBbE2y+TuEXNXRk+/NX75rMRxuqI4lqWrqo3U1AHeG2KykKUL98hOwFEI1iA8XDH+8OG2jD+2B/jWPtImgw7jnzHIFNwjsEBxHENX8TFtJEcfJuRRwZBEqJoGHgebHNiy46o02KzDI8DoNRqNSqUCm3s7wUYNz4ix0mCHIJAWx7GLdS5t27btNgQAXNc0zTZqYCl7nbFtz3UtywISal3TXMdRJMkyTde2JUFQRFGVJFPTBI5TJUlG4CGq0WAIgqxWq/n82Q//aWH4uEJmdb5mK4xryoFrPIqA0G5pnXanvWpvwFUKkzfGLp0tLy4SpVK9WCQqlV5ukeNEjrMNw7VtSIRBxsf3fQeVCzjI29jx+a8oSjqdjrcw/03TbDabBEHMzs7OzMzk83mCIAzDMAxj/fkfRZGPCicty4Jc4Z4btKptsS5/pcpVH6K+7evMpvu6a8gGNtUerrffqWdMSqvCy9lut4vFoiAIkI+ABQUKN3DyHpYSnOWBJQNTivlINRPsUBvS+ZYV+L4sihLPCywrsuzilZcufPzroROv7qgb1FnuA/mR7wSO7hq9XS8Ag+jM7UbqYn7oo3NfvFwvZESOM1RV1zQIZbMsu5BO4/QNXklDRMUGcSDYbrYQ9QjGBuESGDz+sMpvy/gD6gIXs2AuOPgQeoXBQElMNI7t+wl5VNzgOjaqpgHETxzHEVIIwR2DtBeYPRuVRkcJSoU4jtPptGEYIWLJg8gNWAuIBIC1a6OaeSdBOQM5C5hgcEdspSBWF4VhgIwrzprZtg1l27quQ/mSbVm2ZVmGYZumqeuaokB9mSqKPE03azWGJOul0uyVt79+9W/F+pxKF02RcDTM+entEOfnI25ruEGl6aF7F04VFxer+TxRLgMnE88wPMMYqmpommUYICwK5IHtVss0TQAFw5e4G+a/oijZbHa75n+r1VIUpV6vz8/Pj42NAZk1wzAQ71k9/+F5oeYRokR7blC3292EWtYWr/nQl/337QZtvVeP4ot7LA1evABR9wLMZX5+HgCGGLHoIY3DNlL8gQZGLkgQi7WQUCJEkj3Pa0UR1DYD4a/IcTLPMwTBEES9ULj4ya+HT7/TBxv0ONwgRA2X9IFQLYwhEipdFOtzbGGUnL9Wnxy89umzN04eBNyDbZqB7wMjQKVS4TkuGUWH4YLoBZh2D3HO4lg9fBJFUbfbTY4/REG2a/wxvgFW6ghVzcAnGCuKz4UtOOCm4UbglADeEx4BbA/4H2BmwDLh7BWcBejmDtKEChNKGhAEwtGjsbExGAEPlSXjccBla3hDD6PURvwxMOZRgl4Ip8lw/3sD5boQNPJBngwBsVutFkCqXccxkFcElYCWrkMJDyB/gWroxuEXhk+/LROLS5LArpEob9zJgJDvukQ+v51XXJEUM2RLoXWuKjYWLn32YjY1VSsUmtUq3WiwJClxnCZJUKmnKYquaQH4EGHoOI6HkIIwXXfD/CcIolQqPaL5z/M8x3HVajWVSs3MzEDdGQQ7k/PfR7X0wV5SrNf23KAdaf/bu0HwVsdx3Gq1KpUKRVHtBJF0jOp02kimqoNoW+GVdpCWOKThfUQHBwsKWBowPCAupkkS12yS1SpZqeTuHDr13k/LqWumSCBZsccDkV6lEgA+kKU4Gm9KTY2tyMRiLxQ0czE/9OEXL/8DT5ECy2IiOEAqjI+PAwMe7AhxJD9CYtRgkmGFxdYd9rIdxCGExx9vZ7dl/HEsCi4OB3S73TChV4Ch3BGql4HjbVTeD91L8uGC0QKvBUwLNhX4YW1UsQx9AzvRbrfh+rB9t22b5/lcLod38BADAEOFN/3gAFkoBQkXwQEA6MZmxt9BJC6AFoJCSNuybNs2DaMFoSzLAqpf2zQ9x1Fl2dQ0VRSBbahRKlVyuWNv/KA+d0ulCyggpO2oCMxSC4NgZmgo2oi9+gHaMoi0CXUDhlBXqPz9K59d/OqNSjZbLxapWo2nqB44muOAEtA2TV3TgiAwDcM0TRxrCdArsOPzn6IojuMew/x3HIdhmGq1mslkJicnq9UqTdOmadqIQAvm8650g3Bead/hfspVK3yL9RW4njp8eNV5S+pR8OFyUSqwpuizZcquD6Q51dcNWn3Zvs/V9yIru43+vJ5s2eYlwBJt9Y2ah596at++p/Dv6/Z5zVusOGuVFtjqp24efgomQf/jNvfFbdjbnWjw4sGGBl7FVCoVoIahgnhJaiEdKBuVeOAkSJyAwsCSB2EAWJh0TQNeO0APsM0mUanUC4XS4uLk1S/unj1gSksF8+1H7gYlfKAoQBIBPR/IkiiNqyhkRqhMM7m75NzV0sjh0x//vjA/LfG8IoqyKLq2rWtaGASiKNZqNRvR1EJ1N+wXccQCFkeMEmihKicYdvwDRhlv1/jDugyHgXvRRpVf+AD8ayehSBAjHhcIF3mIwDBCMmRglmC3De4FBj/5SBihheQzHUTl4iN2RKisgSEqlUo8z8PxyehUC7G8eEga00M19tg+tZFKGrg7mxz/KIos0wSnKgxDyzThoRzHgVgRhJJs2zZ03dR1Q9M0SVJFkSFJhiAapdLI2U/HLhxZCgiZMpSM7YaAkGvbC/fubdvlOp3lmDnV0XhTIlWmJDXS1w69cOnwW41SqVEqsc0m12wqgqDJssBx4AbhInnTMCDvCe4p8Afu+PwvlUoURT3m+e+6LsuyNE0vLCykUql0Ok3TtCiKYRjuQjdohTT6SpHMhBZ4PxX0ZS1xgSVBzhVn9RVpT56Ef0ookG/GEerjBq2+bN/n6nuRft1eJh7fRwh+6ZrLrrP+g6w1Pn1cqv597n+L9Xu1xlP3fb61BvnhRniHGoZIwxJDEARJkrAcOAkdZlgj4PMAMcSHqLQVrywe0vIEswSWptVqGbpumSYILGuyzNM0Q5JUrVbN54ujJ8cunVwcvbqMRfrR0icu6QO0o6AVeJFvB47umYqj8qbU7PlA1RSbH2mmrxdHDt89d3Tm3lWOomRBAHVo17ZtywrDMJ1OG7qOUzm4mtdFFLedhFQFtvEYy+kmuARh6CJUbbv18Ye/wg94hw3eRoj46wAS0UX0dHBf+AQsio14VlxU6A4n2ojPEFIVOOjSQWx4YKtshDyN4xgsRAfV+8CtFxYWwIa1EFMwXAcGsIO4giADgkHocHAbMcdESGxh8+OPo01wF5DAA0sGg2MYhqHrmqoqkmTpOui28hTVrFYnL7w/ceWcWJ9TmaIpkVAyFvmJgNCOAqUtTdtKyf3yhsi0ohWwubpC5cXa7L0z+68dO9golchKhazVGJIUGEaTZYnnVVm2DMNzHMe2wzAE4HCr1QK+HDz+Ozj/FxYWdF3f2fmvaVqz2SyXy6lUave5QctsM7Jmy+wlOqLvh8vasiP62dx+l0pay75eyCZbHzdofQn0fo/Q31HAR648//v7RjYaqwd6kOTp/XTm+w97v1ts/A32O3jN+/a77MON8A41zBsExgDAqhCxSK4dYCF8xG2Pf/YQETAYKgh0w7lQngNAVBCZt0zT1DSQUwYW6cytD2ZvnBi7dErjHqOmWKezFAcKvNADH0hG3LjLfaDRoyMXT05cv0AThMzzIs+bug44Ek3TZFleSKdbCVlsG5GkgRkGeFAcx91uF+ITgHLACyveSsL4x0jYaOvjDxgIWMR9xETXRtSFAVKmhKUcQiYtRAeHrRHe8oLZwD9A36B7YDNwIgCeDk4PUV09PCb0zUFVM2Bj0ul0C9UBeUiavoVqiHBWCye5Wqj+GWCqcRwn0xwPMf52Qu+sg/gbwWw7tu17HoCmZVEUWJanaYYg6qXS8OCX5ZmbCpnV+bqtsp6phK65nFR6VzSZZbd2gRViGpZvq44mLEVMq6nRswdun/pkduQWWakQ1SpPUTLPCwwjiyIQjXqOA+xNQRDYqCrKNE3HccIggK9sR+b/4uIiuEE7Nf/h0fD833Vu0PItOzJiK8uvUFhn9ZGrLrYsq5WIoSy71KrlPG4AACAASURBVFoQk1VuxgMkV9bBBi2Pdqx8rrUusrrbff28vtd8oAfZeHzW7XPfW2zcq35PvSH0Z8MvblO93YGGk2KO4/A8n81mIYQDpshGYjqw+4FUDvg3HcTti+0K7MshzgFbdsBzaJpmWxboKpu6LvE812yCG5S7d/Lbr99SyEzPllhq6FmPuOhmWW08igOBD0RobFkmFoXKNJMfIeeu3jm27/xnL82N3gKRTpHnJUFQJEnXNEPXbcsiGo0mSbYRF0iQkJEH9wKLH8G9YYMLG9kYqT/aiYJzqJ7d+vhjHIaDCHU6aDBDpPgIeQfoQBtxt+D8AhwDd/QTLAAYmmMjcl5sYACtDPtgDzFlg7nykZYT9NBGFV6iKDYajS5ii8FbbQwWgY5hbCyYNzgXjBk2VNs1/qZptpHBg9J62zRVRZEEgaNphiSbtVqzWj397jOLd45J9XmNKVsSlSBA93dV5bxIUYtjY1tCC3X66mnwpkRqbEUmM0I1lb59auziyQsfPVfNZal6nSVJoF/iaFoWBFWSPMfxXVfXNBhSD5Evt1stDPl6/PN/amoKfJedmv8xcuLharvODdpENAi1h4sGLfOz1ooGrWt6NxlP2awbtO6l+sZF1o4GPXW4uRmHcL0HeaDx2bD1ydRt1KuVT711N2gXQYJww5VicRxns1lFUdqIGx72OrjqGxYUMEV4pfAQKyvscmJkaXzfd2zbNE3TNDVVBap4RZJ0RWEpSmAYutHI3Hz/1rGXJy5/gsrE+GRmYXsMCZcaHRwcHRwcHUzJK9b0sI9GEvhAdGY4ff2Tr179wc2THxTm7nPgA3GcoWmubcPjaJoWBEEqlQIYCgYQwGoOK12Y4JCEPWgHybyDAcboThj/DtIT2OL4ewnBVAcVtkDAI1k1A/vabrcLqSicawCocpQo2wkQI4uPJCThT5jfpd1ugwGDZ8E3gktBn+GsGG33YXAWFxdlWYaf4Qrw1N1uF3+HIVJlaiPdTQ/VSDuolmfbxz8MQ8y+aOg6aKcILMtRFNVoNCqViTOvn/3gF0JlWmnmDKHhqFzPid8+lbHtarO3brmWtYULrGCUwDuHnicE6qpccXzm+lef/v6/lzMLZLXarNU4ipJ5XuZ5VZJUSVJl2bVtyzR9zwuDIEJVAjYqjG+jKsLHM/9d152ZmdnZ+W8jBg24wu5zgzbCBq0Nl1kDG7QCWrLipPWTPn29kG10g/o/V7+L9O128gGX4Dv9rrn5B1lzfPplF9fs8+pbrNWrfuGZB3OD1v3iNuztDjWcFDMMI5vN+kjU0EZigbBlgdc1RpuhGNVuBIgjEW/XAiBWtm2wVYZh6Jrm2jZUIKuiKHEcQxCNcrk0evzoWz9oLN7V2LIl0xgYtF1lYnJqEPlAg6ODtykTLei9dBiIA6jJujChMk1nh28eefnEB7+t5habtRpP0yAiBjXAQIxrGobneYqiLKTTfoKeP45jWFIhyg1b0giJMsJgQrQDFndYYWG/GCMw7xbHH6OUAsQXh1EIsFvtoPJgvHOFpRlDFizL6na7foJQLkLczT4igMZBmiRsOUR82XEct5DoNzwXhmXAAbC3Bjw+zJkAgbVhEGIk+Iqr6APELIxxIeDfQA+3ffyxQ2ZZVhSGPeJpw+BoWuI4rtmkarVrX/zL3cG3pcaCxlbQBF6hMtaOO52ddYYMWd4GlbFO4sUJE1g6jbckSueqKpWX6vN8ebKZHjr00l/dPv9ls1aj6nXQ4OMoSpVlYOuGWlGgFMLBuQCRSngJ+YtHPf8dx5mZmdnZ+Q9LB57/u9ANSiQy9u3btywysSqvsZTyWKtSbHUhVfKckRW5k5WRp+TP/aqf1gObbMoNWuO5+py1ZrfXrRTr5yJsUCnW70YrHYh1+7zmLVaflRj2vk+9cRRqE1/chr3diQYvnm3b+Xxe13U7wQwG7zY0XEOBwRNgIWCRBJvhIVLUMAyjMASNJ9MwYDNtG4amKDLPQ1qhms/P3zw0ePAXS+gKSwnd5GZ6K8bDpG4Pjg4OzpXM2CzNDQ6O3i658apQkKMDHZzOVRUyy5encyODI+eOj1w6CXRwEsepoqiIIkBDLMMAcxhFkee6pVKJJEnAUbYQ4wgsZ7CwxkhUCOORW6heFy9/sKriFXPr428j2jdsY8CuQ2cgnh8gsWu4HSSVoG/gXsBTQDdwQqGDeJxxtB+OxykqjOqAW9ioAqiFlGVjFNqBE3VdX1xcBPRriAr4sbuDBxA6APPKRrJiSa/oEY0/pHRN09SBA9B1VUnSFQUCQnSjUc3lPnvhL9nSpErlUUBICXsqYz1PaLkztCuCQw/VllcV9DwhqKwULJk2hIbKFGViUajOsIWxW0de/PbQm3OjQ3S9DmEhieMEhtEUBUKq8CoBm6LrOKA5CFPaNAyY4Y96/uu6nk6nd3D+Q2eS839XukFLbYuY1t20/d9rey3R4MXTNG1hYQHnC3CmHEMowoSGVIx26ng5gCUGVhzYIdkQH/Z9IOTVFUXieUAFNev1ZrVay+fHzh8YOv76mrU2W3CD5NTgaIrrt5gnwJ4QCkI6kUJ1ZubqZ1e/+WBuZKhRLtMEIXOcJsuGooBEtiJJpmGAQBWsdyCgAYsy7DJxvRK+IQ7ax4lNpItqoHCsPo7jVqIQ96HHHyyBjwjf2gnyN7iXjxh7PUSOgnMBGK4B3yM4HLBAQ0wljmOcI2gjOGrSh8A5DrAcGHeMoRU+KhgGj4SmaZqmk/BkuLiNmKO73W4bFcZDagMjZKG1E0Qy2z7++EmjKHJsW1UUU9c1WVYliacoYL26c+rj1I0TvYCQRLm64Ntq6FpR4ILQ2HJnqP1ddoZW8GwBx4Tp26prSLbKmiKpcRUFhYUKExdGLxy/c/JDolwmq1WBpjmKUgRB4nlZEFRZdizL0DRQdoPQXe/7bbWwJ/FI578sy41GYwfnfxzHrQTrY6fT2X1u0EOkn9a91p4btNd2YYMXb//+/ZcuXVpYWMjlctVqlWVZURQ1TYN1pJXgqfNQiQ282Daq37ERD5gJjCytlud5oCytiKKuKKokSRwH8NJqPl/N5WZuHBs5fxi0mbxtZF7hUv19ILSOr1YGkInFuTtHTxz8baNUapTLQBnM0bSuKJqiOLatqSpAvCH8EPi+JEnlUgmjdzHGNkakbdjcgpGGseogOmls8mFZB2BBCxGNtJA+9oOOP+AVHKTpCJtXGxVP4VwDThOASQjDEANlYD/tIM4niMHglRr6DEs8QFlxNgqv7NjYgDHrIJ0NDwmy2oggMZfLwRxzEXcA3B1iPw5Sz4CxbaFqagz3iZEP9+jGv4UiTGEYArW0Kkk8w7DNZrNepxuN0bMfjF08LlRTSjOn8zVLoV1d9G01cM3It1vgDEVBuxV2WiucocfRVEEIkL+7HW0V42jghp7lA1RI4y2ZNoQ6DgtxxfH7l7/+5Hf/bezaKRBlExgGpMd0RVFlWVdVyzB8z9NUVVNVoJzG/orrOPCNPKL5T5JkrVbbwfmPkWp4/u8+N2hZcc8Wsxh7btBe26UNXryJiYkoikzT5Hmepulms1mpVFKp1P379+fm5srlcqPR4DiOoihFUfyENiGsF7DEwGvfarVM02xFEaxupq7riiJynMiyDElSjUajXK4VCrl7x++dPTR965wpkY6GlbqDLWfETCpVctdexFFGDMRTBVMkVbooVGeGzn55/cTBerFIVKt0oyFxHM+yhqbJoug5jq5pvWB7FFmmGQTB4sKCKIp44cO5fwCd4GA4GGaMRwkSJSSwLIL99pDgtofIS2CJB6scIyQEYDDDhB5qcvzbqGANLASs0RGSNguRFDy+KXQSfgCPAa/OOKrfQhQpYAxaiKU3RELfEVKxCJDSRYxIU+C54Fe8IQYzANecmZlxE4VdLVTnDLYH/BJcRuQjeQQbFUIDkPaRjr/neT7oogdB4PsgE6GKIkdRIsM0a7VaoZC6cZ3KjYj1OZUuGELdUmhXFzxL8R09dM3It6PAbYVeK/KXO0PbFBaaeH39vy+OjGiStA036rWkBl/UwrRbruFZqquLEBbSuSoOCzH5kSuf/ebEW39XyS5Q9TpDEECZIbIsCNErkmRoGpBQYN5LHP8LEHp62+c/SZIMw+zU/AePasX8341u0F7ba//uG7x4JEm2kQYhbMHx7txxHF3XKYpqNpvZbHZubm58fHxqaqpUKtXr9UqlwrIs7MBgL2UYhu95lmXpmqbIsmUYmiwLLCuxLFmt3jv626ufP3f90B/OfvCb6Rtne6EgS40CpxUF7VbUaW/JQril28W+kaDeCt5zg0LP7mXEhIbSzBELd46991x6/HajVGJIUhFFnmFMTTM0DRJhyQd0HMd1nPHx8Q7ih4RlGsC2SeACeE42KgZJ7hph3YzjGMM21xp/2Ar7SJsadsOwpMKKj4NGGNuLEaA2EsSG5RhXV8UIcwM/w+ew9/WR0EGAyFRwxD5Gxb0AmomR+HYH0Tc7iNSnhejv2kgSoYXEMnHmlOf5SqXSQpLyDuLbhK7CoME4tJD+FOytMQDoMYw/+EYwaEEQGCC5yvMAdmGbzVqxeO7gz6aufMqV7kuNtEoXdL5mSZStcq4ueqbi21rgGqFnR77TCj00yVvbU0rWPPn8wMD6hxiyPHPrlu+usTV4mLbME1oKC7krwkINlSnJZAaKyBZuf/P5H/+fyZsXiUoFyul5mobyMVPXbdN0LMtzXcs0A993sQBZGLZQGhQ7r9s1/4vFIk3T8Q7Nfzy1kvN/zw3aa3ttBxq8eKZptpCWMrzeYGlcxGwBOD7YTrVaLU3TJEmiKKper2ez2dnZ2ZmZmfn5+UI+n8vlaJomSVJTVVWWFUkSGEbm+YVLf7j44c9OvfP00NGXhgffKty/rDFlUyJdQw49jrhxfOTUidHTp0YHhyjzUYSCErIAAAwyFVtlda4qE4ulyctfvvJDslIhKhWu2VREsaesaRiaqmJ3JEAFKQRBlMtlGBacc4GtahuV+OLyJVgNIZ4fIzQA7BQhbgEL9wONPw7aYywnmPMYQYPhRNhl4g5EiNcETmwjYjoMVoAHjJE4F5gHnDnCmJsOohqK0Y4cnBUXKU06SPXdSTBDYvANRFyKxSJJkj4SpMSGCh/sI+KfJEDEQ0BUjON51OPfgThTFPm+b5qmZRiGpoksKzAMQ5JktTp87I/ffvk7OnuHK90X63NKM6exZbKUfvHffvfSC7+nGyXXlH1bDRwj9GyMGUJhobHpiYed7c2Tzw8MHJjY+EDXtoVmE/+6TWkylCBbFRZaQgtJZK+IrJHmK1NsfmR48NN7Z79ulEpEpUITBNtsyoLA0bQqy4amwUsX+L5pGEC3YVsWzNIO8mbgm9qW+Q852Z2a/5C/WzH/99ygvbbXdqBhadU2ovaCuDHegkMgxEPFO/DGukhHMI5j2O5YlqVpmiiKBEHUqtVKuTw/OzsxNpaanJydmsrOzxcWF0cH9w+f/oxM3xQq0wqZhVBQ4HDE9WP3psiEbXh4VNDaoaCkG+QGrumasqXQGluRGula6sr45XPlzCJDECxFCSxrqKqmKIBtgtXQtiwMuiwUCqqqYjQJICVhDPEyjSPzHUSCDHFviK5DfUqM6AG3ZfxdVK4SoPJjXF0VImISnHiKEOMtuBEYN+M4ThLm6SItWGyBcJ4Oju8g+XfoGOQUfFRXHCcoCmNUIQx76HQ6DT9gtDJcGexHhJh+cJLLcRx88TZikX4M4w/GGMQfDNAXk2WJ50WO4yiKazZvf/3chQ9/Qcx9S2duc8VxoZqqpEe/92f/6YknnnjiiSe+970/o2o5R+NdQ/ZtLXBNCAu1o6DdGjkwMPD8SfKhYkITBwZen9700fB00LhGI33vnmMYK46JguAB+7BGWMizUDm9YCm0ITQ0pqxAWKg0kbp25Orhd+7fukjX63yzKdA0T9MCy+qKYhkG6G9Ypum6LhDQ66DDA44FiqY4y/XC4oea/1NTU5qm7dT8jxNKZ3j+77lBe22v7UCDF89BJHIYxwcbIIgWOEjQAN7tFhLlge0OWGXHcQLf91DpDfAlijzPM0y9UqkWi/OXXrx39nDq2jdsfkSszap0wRAJR+UDlxPuXxs5daLItDpbA5DKKcSR2H/R7rlBCXw0pTFlsT5Xm748df1qJbMg0LTAMCLH2aYJSuO2ZfmeZ5om/A9raCqVclEVbogaxvB6SGERDgacCuxEwX5jOCccjLePWxz/EEkKwAYUHAVY2SGGBOt7G+lwwaIMx8DCDZvsCPGgtFChb4ToeSJUZw7eCeSPwKjA6XAkQJjBn8A5KXDjut0uDEsmk0nGpSDYA/kFJyE2jgcEIkM2Ykd8bOOPH8E0TaCBsE1TlSRFFFmKohqNq5/87Ornz985/uKd4y9TCzeZ3N0/PPeTJxJt3x9+Y4qkrTCuLniWGjhG5Nut0Gs3jj0/MHBgrLWUBZ54/cnNOTfMyWc3Ewdaq7WiaP7OHbZex5/Q1ers0NDs0NCDi5GtFRbCRWScKTV1vqbSBamxIFSm6ezdMwd/fu7A09nUGFmtgsIgT9OyIMiCoKuqLIqmruPsmGEYURRZpomDOi5SV93K/J+ent6p+R/HMQ5JJuf/nhu01/baDrSktGqE9JVwTh1itg4iw4DgQRvRXeBCjF7CwnVbUPjqur7rurYt8TwIqXIUdffE67ePv0ct3hLrszKZwRIEvq21Qom8dXL09Km5kvHwoSCzNNe/QAwv18kyMd3VRVMiVboo1mbpzPCtY+/ev3GBp2m22QQ3yLEswzBstErCg7daLYqiCIJoJ3hmsR3tIEV0nJ3BRSJwBbw4ggeDc23bMv4QJoHFGu9BYaWO4xgHkDAOBsft8c8eqhmGdRwOxhEpyB/FiKjXRSrxGDoKt4Y+x3GMt8UukveCHXYQBPV6nSCIEFGn4EgP2Cp4rhZS1QC7AqkNGDGMiX484w8auo5tW6YJXKCQxBFYdvb0Pw++//ylj35y/P3nv/34Z5/98X+Mnn3nd7/8YdIN+v1zP1OZos7XLZlyNN4zlZ4nVD/y/MDAgVGMmJ44MDDw5LMnmY3n+sSBTR22QRNpGn6IwrC2uBgEge+6yZSZreulmZmF0dGFkZF10UVrhYXswNGBW8hWGENsaGy5Rzldmrh/8aMjr/2vc+/9oFmrcc0mS5Iix/E0rYiiyHGWrpu6buo6EC36nmdbFtA4RYjr2UFEiw8x/4MgmJqa2qn5D2etnv+72A0q1594I/++8lDnKtz/9Ub9Wt8fHrb1OPh2EQPfVtrG2iObbf0ZEGG0HvhiDzXIm5OkxSzb6z/l4youhBevjRg4wAjhvAOurwFmVbwPw7kDMFGAVIUQdBAEkN3XVdVQVaiPXbj80vE3/3bx7hGxNqPSBZUqLCfeddutyCne6hEePlSTU8ATvUYzSxTb6bTbsEYHruEasqNxOlsWqik6e6c6cer6yfdpoiYLgibLuqJAKsRDrG4eEuacmZlxEB8/mFW8Q4W0CyyFLUQji3ef8CF2ZQCOgBfrLY4/XAfsOiR64HYWUmjqIJ3tJFAU/AO8gsPSjDe1SRsDazoupXFQUY+fEJvE3QsQNTPG60CvbFT7ViqVBEHADoeNJMQ9pGkAp2NYho1UNj3EMvw4x9/3fdMwslM3K4sTzVrRMk1VUQxNU0RR4rjhY6+OXTw9M3yNqFRqhfyFD39x+rOD//E//Afwgf7j//l/vPbL/0blxhQqr3NVU2piT2jylYEnB54+R/SUN5iTzz45MPD8yebak7jXthgK2nwLg6C6sEAWCgrL4rRaZ82NyqqwUOhFvhO6pm9rriE7KmdJVDIsxOZHJi5+MnrhRLNWI2s1utGgGw0oItNVFegJIK6sKgoIm0C+zEZ6XjCdTNN80PkvSVI+n9+p+d/tdsH1WTH/d60b5L//1ewzl+pPXNK2dJktez+oPTiR42Ou1n+w222vG/TUUytOHNm3+rOH7dVDndWHwntdpfrH3rCmGE5s442Rh3SYYRHxE2WiMQIMwuYmQmWoYRj6nufYtq5psIpxNE0TxPjJP5w7+BM+ferOB29cvzamNPM6V7UU2jVkENBoR0GnbVC3sepFopmludtLwOc+1IjAE730oUndXnYMUtW4TRktaerkvRPjvGf53Mzk4Vuk1OSr01zpPlcaX7z6xvE33xU1zVBVx7Is03QdB4hucWhB07R8Ph8nSP1x3Uocx2BWYeUFCwq/+qjOC7I8EOTodrvYPG99/CNUkBKh2l1YtW1Ei4yzQsCRA3klyGAGqDYYR1zA+cDeEsTzoW8tROLSRvXJ8L27SPTAQfXnPqpkhu6B6YKfx8fH4SnwPh4XZ0EHOkgnAd8xRN9CB5EAPbbx933/8B/+72Mv/pdjL/7n4689NXr+OF0vK5JkGwbwglYW5wSGERiGJUmqXp8fvXN/ZPhfnnvuN7/61fTYWCGdvnHkveL0dYXMalyl5wlZN94fGHhy4OXJ0G+3IvrEM0++PhY3m8zGGeHm+ddPMnHz/LObwkdvpik8n8RQr9/a7XZ+eq3E3VJYaDm3UC8s5Oo4LISVyCaq01fGL58rLS42azWWJGmCYEgSctOKKCqSpKuqa9sQGdI1zff9FsqRtZAIboSiiZuc/xzHZTKZHZn/MCf7zv/d6gaB+7J1J2a73KCHsJ3/G7lB+w4ffmqFasa+w49txDZ0g5YfsJvcIIwYhUUfJxqiKGqjUuQW0taBHQ+sERCQSOJ5TeP/Z+/NnuS4rrtBPk5MTNjzp0yE3+Zh5qVnImY88X2OsfFZlixLNkloZH+WJZG0VoukuICSCBIQV5DEQuz7SmyNBtD7Ut3V1V1d+5L7vu+ZVVmVNQ+n7kX2BnRjJa260YEoVGdlZZ6+ec+55/zO72eZhuHYtiJJpq4LLMsSRP6rt8588KOpL37+8a9/dvvyJ+XZr/phkK1GvnWPNZHPjJ8+fQ/mDPENlsJAEhn4pywkfmUEXqM0UkpGI0mSVcpic0x5uMRo5I1jd44evn344MilG1SzqRCLysrF23vfPPP2T7/Y9XtWFCzDAJbbdqu1BnNQKpUYhnGRBgW2DBgtnaTB6yleDROEwIXVFvx6r9dLI3Yf2v6wkkKSP827g8HC3RQVL1wbeIsuakGH87SQQhPGD/lIJTtC6kvYo8AeF8dq2DeAM4gQdQpgcXCoIcsybMTh4/BdcHkJIgHyEQULvnEM68G+7anZ3zK1Oxf25SZvL0/fXZkbHTlzYOLKaddxwENriqIrioR6x1iCoBsNliCIapWq1RqlUnVlJX/zo6mvLjYWb2vUiinUHZXxbr62Y2hox4sH6ciP26N7h96eTStvAFpoateOXesiHfrE3i1kjLY1PNuu5XJbP16kqOzISGdT1frVNbIN0kLimrRQeerSsd8/f+vMp41yma7XWYKQOY6naUUQDEXRZFlXFNs0Hcvqc08DYs+ywiAIgqDdaoWo7umu5p3abP6LolitVp/J/G8j+P/6+f81DYPq00XIA127tPC/Toep3xg731l47p2F5y4Je/Yv7KyuDnTuUwtb/WLPdPG5dxaeeyd9cnTm9WFTis8RVVU2UOw6hN7+9iF6GzpWa04O73z71Vexquy9U6Wc9z3RrnuCsau/7r6fWiXWtupS1iiUreHx3iCEgLfodBw09iq8s4GK2Sqh1VUWS9vh0HYssOG9bKi/u8E9rDvzajmz1X/TxzngwQuRRneSJAFqXcb5YfAi+JHGFXdwuj7isO92Oq0oAgEmaH+VRRGkSZeuvHHjyJt3PvjtpY+O3hk+e+ajl+q5267GrQ2D7Er2XjZIKJ8eYSr3AiM1M8IIlWy6cAaE0alPqRkcG40wduJXRrIVW82cHs/w3W6nG7djZnr0+ITgWfri+VyJM9iyzozOfPhJ5tKHn77yg9kl1lBVTZZd27ZMEzTRoBYDO8K5uTnIyUOyAcN44XJg8U2SBHaoGD4JC2uv1wPXngYbgQEf3f7g5iE5H6dUjTwkc42RDbC++4iHF4NjcKUPQDOwUQ5Ri36CGlvSC30HNaLDt+OMFN4f40IDbpYJw7BWq0mSFCK1EIwnBcATVBbilKYBDnc8JEL59O0fx/HUtbNTV8+NXz514+Teej7r2LahaX1CRUUxNc3SdcBNA1MoS5JkrUZUKmSl0igWZy/tHj76EVuc0OiCKU6dfP43E8UvXnrxAOU79NEXXzpa7ytvUMdeHtp5noqTybd3DA3tGBraMbRrDkKioaEdu6a4E7vO09Atv41OsfuPcibj2tsrRmuCUJmfv98Ra9JC7TDup4Ws1Wkh1ERWnrpz4p2Pf/GXw6c/ZRoNolYDG8o8r0mSoaqyIOiKosqypig+wmlZluU4jod4oqEO1UYw+fvM/0ajUavVkmcx/yEO23D+fz3DIGMnRgVVm8/tF+r998M9+1HgUm0+985Dh0Hpk8Bnw35QBRHYvW9E4/6y9hsp2W8t65A62yoHvIlU+trvgJf3E4Hf8FPp611zk2sP3kxbfq1lUnHQ2Kv9Nza2GL7azS22HQtsfC/3rmodQmkj8fl7Z159Devt/bgGPHgtlPbAoAp4tqEwAUtDr9eDvTgsE+CxQtRYAc98FIa2bbeiyHddVZJkQZA4jiXJpcu/mblxfuLg6xc/+ujixZnC9OW5m1+iMMhuR34nbne7FjOyKqlTFu5VxCC+UTOnx0+jdjBcLBMy/XTRmuxRHzQtlE+PMDa0ienkzUkxcEOXrV0aplTGFJbyJ3ZPTkys3D721efnBFUF0SjbslzHidvtIAgAjtBut1mWLZVKXUQ9giMJcJywSrqIIraLJK4gTwMZe9d1e70efARW5xDRtT2i/dNwlgRJiuLICZeHXNSpi/1EGkmTIPnJTopnBeefIP8PrxNUjYLrwcEZmAJuBAIyjKiANJXneYuLi/AiRL1aENx4iH8Fv5MgrKp0KgAAIABJREFU3VOMX44QT91Ttj98ERQTbduOwrAVRb7nObbt2DYQ3oB8niwIhqKoosgQBNNsUvV6s1xulkr1lZW5i7s/e3VH5ubB4qffe/dq083ve+/gUuje3PPiQTr04qh+dufQjqGhHTuP0jFxbufQjrfHu53xvTvfnps8/vIPTnBTu3bsOnH+xFSSJNyJH2wFRbSVQZfLGs8/llOtGw9MC61tIuNL47eOvnnxszcmrpxmmk0ok0kcx9O0oaoix2mKAn1kvut6jgPspjDVId6FaAZQQfeZ/5VKhWXZZzL/8XWun/9fyzBoVehj7HynH6CsrnCFj5ANQjHWxgDqVBCGx4aa57jasiH0ZCth0Ka1qQ2BLBsenb6GzfTVUX5qVcLmAUWxDeKgDe8IvYnjIIiCNrn9rVnsgRZ44L0gxBIkdFb9+sF/yvtfw+MZOBvUQlIDuLANTzL2rziji3fPUHrwELNOEASAYdQ1TVMU2zQVUQSiObrRIKpVnixmjnx44YMPzuzee+f2cGCrkWe2Qq/TCrvc7PjpU+MZtBzblezpjJokauZ0tmIjQiChfK9khuKkxGZG7qWCIIqCF31GaSEDFTG1E3eMlfkby6ZvB7XbI4fOlJukUb1x58PD43fPTh1849ZoiaUoRRQNTXNtG5p1A0Ql0ul0SqWSoig+onwFN9xGDdjpxhCMvYW9Ji5g9Xo97GsT5L9dpDH00PbH+SE4A24MhlMlSNMRPoW7qPBXByn6E0icQKIFfACcH7h5ABbqI/kkXIPDVCuAfoAlPkLiXF3Egt3r9XzfX15ehm9MkqSLiABwfitGLJG4vIVBzSHCOD8T+/tIXMxFHEKe64ZBYBqGoeu+61oIDyfxPLR/czTNUxRHkkSlUltZqSwvF7LZs7u+88tfvqazZevqr9+7wTUOPP/+iB555vSbQ3tGXfroiy8drcWtu3t3HqHbUWf8rZePjZ3f2c8PvfwDAEfT53/weFJBVKkkkuTjONPmY11aaE0TmaOx/bQQXZCbWbE6w+bvjJ8/MD88PHL+IFWrcSTJUxQAhoCxSVMURZIsw/AcxzQM0zCgux7mBqSIYKpsNv+LxSKQBj3l+Z8kSYy0xpJ18/9rGAaFe/ZDcSr1A0DpxxYGbXh8+hs3D4NW+dxUCLBJVeX+vpNe66JXn6G3qmS2rgy3+s0HfWr1dz04DNowONmgNrT21/0oaPPr2Txo29B0D3cv6TTQGiuvzveste2m1/BEwiBYKeBf2EbjZEOCxZUQx66PZOSx3/J9PwwCePhNw8AVMVkQQISSqFbrxWK9WGQaDTI/Wriy79zud24fPnjn2OHR48fGTh4fn2O6/bbhJEm1fUESCIZfGRnHWOl+KshmRlK5HxQ5AT4aF9HKqEdMmjk+OtWMPJMb3X/r/LgoNhpXD9wdPj9z42z+0kdjswTRaKwsLy9kMtmFhWqlQhAEy7KyLEdRZNt2NpuFJQzyFgkiGgHIJC5I4VYaCDUiJIvRQXINLurcTlAZ6xHtj5EHbUSKiFd8vFWFAWcOEdo6jaGBVAf8C9cP78Pft9frwW4YQKYYSNFG0l04ImkjPl9wIe1Uv1UYhoIgEATho4ZnMEuSJEFKGxxDUFuINhpOhbvJnon9gyBwHQf8VhRFQOUH8BSgWLQty7FtTVHgR2BZgWFYgoCEUK1QqCwvV4bf++/f3X30i1+uTJzTL/9ix2u/3v38p3VD9Idf2/HC/qZbOPPi61O+TR1+4aUjlXbj8Etv3Y3H3tzx9lgnJs7vHNox9PZct/sQqaBup8M1GkShQJVKlYWF4syMwrIQZm7rPGtGJ8XKeP/v3zAtFPXTQgpqImvqXBn0N8TqDLk0fP3Qa/t+9V/uXjpC1WpMs8kQhMLzAsOooqiIIrA3Aa+3Y9u2ZQVBYJkmzHwgXXRXDzz/l5eX4bl+yvMfl303nP9fvzBoPagZ52+ebBh0XyT1FlMImx65yXhgNLJpAiaNAbp/NmjD79pSNmhdlWsjhMyq4te3D42hozZMq2zRYo9+L6s/tXGR7b7JracTBsF2B6d2YJfT6/WwR4nQCJGcYYKgGJB/dhyn3Wr1HYPvO5ZlGwZUxDiSpOt1olyurayUFhcLk1fmb112DSF0jch3ABi0WlF1LRR6HGpbqX4xVP8aKWdGVh2ZRlhDHmik4nU7nbjVYaZHj08KgRMKmZlL07JCG+zC8tF3D776ypn3f3ftiy+u798/PFrVNc21bU1VaYpqNhq5XG4ln5+amhodHb1582a1WhUEQRTFdE+TiySpIRZJkgTwOng3CSNJEhyapGs6eLv5cPbH9S8cN2D/BF+BF2vID0FKA2oEkHGBg/FXwHIfhmEPUR2m60Q4RxKjHmAXNRW7SGwSOw/46l6vB7cTx3GlUpFlGW4Qvhc3hYHPwGULyL44KPKA2/GRSgaG7DxN+0PmwHXdwPe7nU4YhpZptlotyzQt0wzD0EXEQrZhWLouwvynKKbRIKvV5ujef/2H986d2DN67ohUm7v166EdQ0PvftWwZWrstX88WRA84+p7L3zRsNWJ3w699MbrL714kArKe4aGzjaCeOytvceOvfz2eEIff3noB+e3WRCzNa2+tKSwrC7Llqq6prnlCGbTwTQa25Mqe0AT2T1ZVp0tqeSy3FgQKtNk9saNQ7/5+Od/eevMfrpeZ5pNaKrXJEmTJInjQP9YV1UI+R3bjtGshr8mzK418z+Xy+m6/vTnP5x5s/n/tQuDrl1aWN8kj4DSG2GDUlWz+nTxuYcLg1LYoI1Dogdjgzb0sg9E1q7BBt0P5bMqI5W+hPVlpo0rWdvBBq0G1fQ7vza8m9RXAd64f9SDr3ZrYdDD3cvawCV1Pxthgx4mFHu0AQ8e7FHwMoHLEAnqTIaNS4JkCGMkNpnmsAeq5cDzLNPUVdVQFE2SOJIk6/VmudwoFsu53PyNQ3tf+b8lMu+ojG/KoWe2QzduhaA3+QjC8uuHUD6dYSojZR76aKO4FbZDL3B0z5RcnVepFak2JzfnqcVr14+9C31tpmHoqhqFIVAf4W1iFEULCwsEQQiCUC6Xc7lcLpebmZnJ5XIEQTQaDV3XdV2HXSOu9CdJgjPksIy6SGU6jT/A0OCHs3+AZEfx5jJC/VNJkgRIYxJCBFji4R2IGHBaJUHozl6vBwEHrOAJ6t6KkHwBxFse6iqHHTDeE/towDf6iAIRlnuQpIXDwDjwcXwjOP6A9A+GBGEXhbt4PESZiCOYp2B/oO9ro541y7I8zwNiBcs0A98PfB9AQpaum5omMAxDEFS9Pr3nH3b89Y5zJz8fO3egNnOBK5z98ntDO76/u0it6OzY8X8aQoDooR1D//jT5+/996UXX9gxNLTjrcOAHHr5+LG9Q0NbZBh6oqMwPU0Wi9v80DqB+hRaKLBVIFq0ZXJNMMTk74ye3pO5cX3y6lmm2eQoiiEITHaKM3CgzwqhSbpk7Ng2Ln7B1JqYmHgm8x9m9Wbz/+sWBm2Ey+mlscyon2t/c2ca1Nxv+xJ2PmQYlDrzhhewcZlmI+zIai+bbnbaOCZKlWY2geCs7wJLX8HYmhoP+uRGrWroc98+dGiLnWLpS9g4EEhfLUZAb2SHVVe7jTDooe5lfeACx786tvpX6878oDDo4aiN1g8sptFCvCwJYkiLUuqe0PjgIoIW+C/s1GNAqwRBu9XyPc8yDFiSVElSBIFuNMZP7Lp77mgtny9Pnb/+5YfjFz+yJMLV+QDho+N21I0fh+A2Hv0CGcCGQFU+aAVu6BqeIVoyoTNFqT7PFe6WRg8de/+n5VymT18ripqi2JYF9QIPIQlc152ZmYFVDzIukD+QJIkkSYZhisViJpNZWFjI5/PQVK/rumVZsA4C+SG4echG+KnObbDzQ9sfd51gUDA4foz+6aD+c5xBgSAJ7sJPiUhgTLGb4qp2ESsdjnqjlJ7lmupSB3EV4jqUi3q1PM/jeb5cLsPdhSm5A6gXRFEEVgVnEyMWadhqw5Fp+2NjJkiaAFfNIGSBI5+E/eFXNqKuCdD8D4LAtixD00xdL+9/PhXZDP3T8//PlY/+een6x/XJY0TmArV49NA/DO34xRdSbU5uZlVyWaNWdKaocxUj+8FPXjsP+hueIfq2GrpGy3fuybJuX53eMYzHpKi6aiyPj2+3xSxJNkgL9ZvIoEYGGvUaa8mkIdQgGJLq80J5ily8MX7uwMnd/7wwdoOq1+lGQ+Z5RRBkntdkGVinTV03dB3aGuJ227btuN32PK+F0O5xHNu2vbi4+PTnv4eaG5JN5v/XLQza+kjlb74Rgz706jeXgPoJpEP+xAfGBvV6Pfy4JqjZAXZO/bUebZTxogBOC7PVAd+gY1m6oli6rggCT9NLX701du7ghU9+dePwq1NXzuXHLptC3VFZkNFoBW7cCh5uZd904MaxhC9n+G6n0wEBDd/yLdXRWEOoqeSyUJlqzF0YOX0wPzcjcZzIcbIgqLIMyo6A83Bs27Ztx3EIggDxB1x8AccMJScfMYvEcWxZFsuyDMPUarWlpaWpqan5+fmlpSWCIDiOA0VrWAphhW0jPpKHsz+MJElgKY9Ro2+CkA0Y6hsg9aIYCXRHiK4Q45FxZy+EC7Do4892U7pmAMSGf/Ed+YiPsYMIcyHUgGjGdd16vc7zfIAYU/AtwPyB1y2kvoSBHXAZMVKGv4/908ALiGngVJDPw8HiY7S/4zhAYRwEgee6URh6nmdbVlD98icQAP3jPxx+/S9v7//n5ctvjB7599uHfnbzwCt3Tuxuzu2fu3GFWbrJrdzhS+OFybNibVaqz8vNbGH/f3/ndEbnyqbYsGXK1XnfUu5FQu2HSZ0W5+a2Lxa2pWFp2kN9bj1aCNXI+hr1q4MhpqgQS1I9I5QnV8ZPn3pv54nffaewMEPV60yzCZGQLAjAPW1oWhgEvu/7rgu5OoiKwiCAv50sy0tLS09//uPtx2bzfxAGPaUxiIIGIz3S0qoe0iCEZzVJEnAMuBgB+x5Y9OGp7u9pbDsIglYUAfGgKssCywKVXHHk01vHPq7OXDy2+8e3T39ocFVbpjxDDBwNp4IeZ0UMmIRg8JlsxerE7bgV4lSQLZM6W5IbC1xhdOzUe6Pnj9PNpiIIIseZmuZ7nmvbkJBoIcJiAFSKoughSlm86sEyCpbBUBWcjQDPbVmWKIqNRqPZbBYKhbm5uZmZmXK5DCU2URRN03w4+8OvIPPfRow4MDykFRoirYAECYXCp2IktQ3XDDGHh6jhIH0C8UGc6rgJkBApmCJJErASJPyxpgeOLXB5Am4HABngV/AFuEhPoIXoE6FWBdfc6/Xwvvnh7I8BVZA5w4AqXFuE8dD2j+PYdZwW0l5wbNsyTUPTdFXVVfX28Y9vHd516cN//fCl/+3Err/66si7w6c+Hj781p2Tn4yd/XTxxr7hI68d/O23Tr73g2N/+JfJiyfHzn2464Uf7P3tt/e/8Z2x8x8YXNWSCFfj0LbBiaOgT7K1nW1DI59/QmFQelQXF/Pj49v4QHeV/saqYMiDYEjxDNFRoZUMgqEc9NVnrn128I1v3Tr7BfBViiwLUCFFFHVVBWZLkEZuRRH8ddqtVhSGYRhKklSpVJ7+/Mc5xc3m/yAMGoz7jjWltsF4TANrirWQemWEmkcwzBDvWrAIA+y/gUAlQpSJhq5DOUwWRZ6meZIka7XJs3+49OnLQnlSrGU+e+1bdHnW1QVolW+H3kMn+Tce6Rio326GU0G2b6uuxplCXSWXxepMc+7SnbOHFydHWJKUBQGWTkPToMABER5IjwZBsLS0BGscrsjg5AS8EyAKNXgNwUeSJLA4wvLqoY4n27Y5jqMoqlqtLi8vz8/PZ7PZlZWVUqnE87wsyxgBfX/7Q5KjjSjj4Bi4crgwL0WhCwdgkCbsXBOE0IQPJkiOI0nJZcdIyhRHEtBy5bouBARwv7iFCqIWOBXeagMyY35+HqKNDuLebacku3HVAIdrEM8lSQL3+Ljsj+8XBi6HbXf+Y/vbtt1qtYBsE1C6hq47lqXKsiyKU9fOzI9dFWiKJUmRpgWaZprNudtXbx9/79iuv7115tNidrZZLtdW8otjt7Kf/9tbJ0vNUimfmb38+S+Xx87obLkfCfUF+B4GS1fL5byHqF5tc0RhWM5m8xMT2/nQGv0NBBhaEwzpoqOylrSqr54rjI6efn/m6qXc9DhDEHSzCU31qiQpkgQILUPX260WBECAnu7EMUVRlUrlKc9/OPj+8/+bGwYNxmB8g0daWjVK6XQmSQI77C5SFYA6Ojz8IWKX73Y68H4rimD7qyuKLsssSbIkuXz9vfMf/Th760u5saAzRUtquhrnW2rkmffKYTFW2H60sVp6LEn48kjZ68RxK2yHbugavilhSXm+OHbn6G8ufP46QxCqKAJztKnruqbh6lKMxCsoimo0GrCrA/8aIflPOLKNJNVcBJDEu8M2YqDBVTN4nSDUDk5XSJLEsmyj0cjlcktLS9lsNp/PNxoNnudZloUCUNr+MVI+AlhDgtqg4DX+k8Gl4iR8B8lMthGjf4Ign2lcEc6RwCIOXr+LuONwBQFup4MUT3GwgmMyF8E/O52OoiilUilBbD1BiumniwS/4EgwJk7Y4D30k7P/Q8z/tP3BpJB7CHy/3WqZhuHaNgTW/cyQLAOQBcSGRYbhSJIjSZFheJrmUEPllV9+f/94tVEs1u7cmVhevv7lHxZunda5siWTni4Edj+Hut2EUG1x0TaMR33EtjaoUincNg5pnRjZ6mAocPRVffVsGQGGJkuT5yYunRq7coysVplmU2AYXZZlQTA1TZVl27I8xwmDoBVFge/H7XYYhjRN0zT9lOd/r9dzU2yfG87/QRg0GIPxDAbWFGshbVS8MYLaOXgavMvBzz8uaUP6xDJNU9d1VVUliadpptlkm83K2Jf7f/sttjihUSum2HA0to9yCNx+bj+O0ab2UcOgtORqn2y62+nErTjyW74d2Jqr86bY0Ki8WJ1pzF06vvflQmZC5nmBZS3DsE0TqNgC5EfbiOR+fn5e1/V0ZQQ8Ii7TgCdOw5AdpEgPK12azxAjWlxEjgzHr7F/HMe6rjMM02g0yuXy4uLi9PT08vJypVKhaVrTNF3Xu4gBKEaabhGSI8U7V8jYQ0AAy30abQNvuqglGO9xYZMKC3SI1MogsMDQIrhs2OPiKpuHurdweAeHxXFcLpcFQQhSXTMx4qCDb4QzACgHWxWuBH/qqdn//vMf5wbA/vDtuCJp27ZlmqAx7DmOa1myKBqqaqqqKkkCw/AMI7KsIgiKIKiiyFGUzPMsScoL+/7tV+cEevbg94d2fG/vXLWau/HJ/M0bKrls8DVHYXxTQoi67SWEDFkmS6VHfMSe/NgkGAq9VuCs7qsnDaGmMUWluShWZ7jC3auf/+z4O9+m63WOJDmKAtZpS9dd2/ZdV9e0wPdbURSGoWPb+XyepumnPP/xxuM+838QBg3GYDyDgcU00q4UBjgkeG4TxC8Hm+PA913E02rquus4sOWVeJ5nGIll6WaTqFRWbh8++vvn1y3iTrwKEvRYkNGrqYYyfNLtduJ23A7boRd5pm/KtkLrXEVuZvnS+OiJ187ue5WnKFWSFFG0dN00DNs08aYQPF+73ZYkaWlpCZYtQNdGCAWSIMoZjHaEGo2LeETw8uciXp8kScA3J6hVJEYS2Q+0PwQ3qqrW6/VisTg3N7ewsLC8vFwoFBiGEQTBtm0Md8BLsIsEKEKkUYrjA9iA4joU+IAIKXaFKfVsF2kOtJBSEs6gQNofKgX9SiJK+8OiDzfreV42mwXfAPeFE1ch0gMJUD8znBz+FjhAeeb2X7Nxd5HYGQ6qgEfRtqwoDKE0Fvi+rqqWabq2rauqbRimrmuybGqaqWmyKKqyLAsCJCN15fo7qGH+4AxBNxrAtnX37L7JS4c1umCKTVfnISEUR36qmryloXLcIz9lT2dsFAxFqK/eMwNoJVNZS2rqXFkll6XaHF8cy1zd9/HP/6/50RscSfI0LXGcoSiAm/Y9D4guwzD0XBcopHHi5+nM/wTpl91n/g/CoMEYjGcw4MHzfb/X6+GGUkj+e6gDudvt9no9WCMSJN7UBrnmKPJcF2tMqqIIfIlEpdIolTI3vrx1fK/OliyZ9HQxcPTWWlj0422SRwmhLiiIteIoaPlO4GiuLlhSU6MLUm2OyF49v//t3NQtjqIEltVkGejXIK0FeKAIyQBxHMcwDAbkQmoBsg6wFEJcGCJeZlgBcfIcDogRP3KCWrsDJOkFH9+W/WE/imFGgiBUq9V8Pp/NZjOZTDabrdVqJEnKsgwXDGs94BIw7gFSKb1eD4dKPtLZ7iDqRbhsfIMJkuIKw7CHSHXxO2AQCHT6BdNuF1+noii5XA6DfiCywUBjHL21kT4dJF3gCsFFfQ3tHyCqayiggPWAJQE06cD72rYNLfSgO+Y7jq4oiiRpquq7rmNZinT13X4A9NqIJGmSBM8RSxBEpdIslQ688fdcedbgqrZCI7YtD1rGtvUEBa77sI1dT3+sD4bCOPLboRv5/RpZPy3E1zRqRW4s8KUJcvHGqd0vzg5fpup1nqIUQeiTTSuKZRiWZQW+H8dxZm5OkiQXiYg9hfkPz+AD5/8gDBqMwXgGAzfMYygMbmGAgjckbHGpAvbosExYpmkYhus4qiybui7xvMRxHEFQ9TpRrVYmTk5ePlvN3DLFBoIEWQgW/bhjoLULaKcbx/dSQZbiqIzBVxUix5cmGtNnrh/5qLy4ILIsNMlrqmoZRisMcVEGbtnzvIWFhTAlZdVC9Dzga/G2Dz6IwQSA28WgFrwLBFhAr9eD6MRF7VFbtz8cA2eA8lYbQaTBuyuKwrIsQRCFQiGXyy0sLORyuVKpRNO0KIrg+OHrcAtMOl2fINBokKJjbiHljQBJXiQIioTl5ELUHtxGEvFgGbjTer0uCAKYq4u0USPEL4dLCTgPF6fa4xPUrfN1tn+r1XIdJ0JUQy0kTRX4vmmaoIVuGoZj2yEozzgj791jFXrheEGHUMm1LEvTFEEQGEZkWbJWa5RKVz772dTljzW6YEmEpwuBo7cC5+FIRxWOoyuVx/ao3feLHgcaaXVf/T3uaSfCaSGFMYW6xhTlZlYoTzLLt+6e/mL62nmm2ZQ5ThEEieOgB0LXNNuyWmG4uLjoI+IonAB+ovPfR4Sf95//gzBoMAbjGQwsrYqdiosaOHu9HjylUN4GPEQQBJ7rAptOu9WyLQvyQKau44WbrFZLdw+OXzg4c+24wVfXYRoeK0vQBisnSgW1glbgBI7u6YIlERpTlOoZduX2+Jn3Jy6dhLS5LAie4ziWBUz8nud14riNWpBM01xcXGwh+hmI/1qorztdVYEMGYYnwyIYIx2rdGrBQzSyGHKLUyBbsX+IFK1hYYXsCK5/xXEM7UvwK4C5aJpGkmSpVCqXy5lMZmlpqVwu1+t1RVEURYFsPE6ugMuHRR9SMrCOQ1zS6/WSJIFfwS1DOaCFxAraiE4XdskBIlYpFouQnYJztlPapXDCdF0sRkqoMVIk+EbYH+7Utm34r+/7lmVBmsEyTdMwIHXabrVCFLfZlgUZIyDc8l3XNk1T02SeB9QaS5JktTpx5s0zH/ybQiwZQs3RWN9WV9fFthMGCUIpk3nMT9wmY354uI2izEcbq/rqUY0MpYVMyVFZU2zqTFFpLgqVKTY/cuv4B3N3rlP1ugSAdI6TRdF1HMeyAt/PzM35ngd/0DV1ric0/5NUB8N95v8gDBqMwXgGA4tpxEh7IUIMchhvgVcED6kvAVEQVJFMXTdUVVcUjqKoep2s1VaGP7p94u3xC3/U2ZIlw/5Va8HCjQmjH6duxroVM47jdpRKBbEGX1OIJaE8WZ0+PX7pdCk3z9O0jphnAcYRp/gGAWNbq9VEUcS7wATRB+M4A9IAuLkpQYBHcIR4fcQca0mKOwQGoJW3aH9w1biHBV8SBu1ieG+CxBrdlG5ohFrQJUkC8HU+n5+enl5cXFxZWWEYBgKjAOnSwzfC+h4iukX4LggL4E4DJEYB9w5bW8zN02q1DMOAihhGLMFcgnoTvN9GPcZQmMCc0Xhr/o2wv+M4ge93u90ucrHANO17XgfV2iB35XteFIZQPguDwHEcUCwzNM0yDEvXLV2XeZ4hCKbZJKvVg298hy6M61wZ6mKRZ/bp17cDD7IUpTA9/ZgetAcPulpdGh19TCdbVyNrhUiFQ/dN2dU4SyJ0toQjoXN//LepG2eoeh3IUU3E5KTK8nwm46HGQ5hCfipPg2fj45r/LoJdP3D+D8KgwRiMZzDgwYPnE5dLfKRMjqGmuCIAr23LCsPQMk3osdJkWWBZiePIanX5xvsXP31l4eZBjcrj7rAohWZ43Npha1bL9akgrJ6RYfK3Lnz4/92+cEDmOFWSIFUO2/G43QZ/CZ1isLQtLCxA0htcI+bLBpAKuF689uECDUbdhin6ZryzTJIEZ1/gVC3UVPJA++NeKoyAgX0qnCpBMlu4lIMPg/wHPjmUhyDgcF1XVVVFURiGKZVKy8vLs7OzkDRiGEbTNDgJLjZhzAQ+M9w73HILdRFGSD4pSRKapguFAu6pwV3K2M7wTjdF4BsgDQ18g98U+3sItQ3+L0Z8RY5t9/2f62K0Vr+tzLKCIAgRoggIhyRB0CRJ5nmOouh6/drB385cPaAzRUsmPUMMXaMdunE73JYKDU8QytMFSpuq6iMFkscx1qSF+gUykKlfHwl98dpfl7JzoLkhMIyl65ZhMBSVX1qyTNNzXXj2LcvCWED8UMBkg299xPmP59ID5/8gDBqMwXgGA2ODcA0CA/fASWBnAH7IdV3PdS3LMnQdJFQ1WRZZVmRZjiRXhj+6duCXkxc/UIgcIDo9Q3pSohmbrZKbpoKmloY///L3/wzLoibLIH/28XbGAAAgAElEQVTm2Dbs8CA3HiA1RE3TKpVKF8kppJdCSAbgDWKCKlDQstRC+Mf0whqiRi2czMAmxf99oP0hrw4ZHfDNgOtM71nhHdinYghwG7Wjw9KM1+sW6oKBawgQ161lWQzD1Ov1QqFQKBQmJyfn5+eB+VrTNNu2YdXGCRL4XgAyu6htGEan01lZWZFlGTexQ1iAUTgR0rIAE+EwqI0om7+J9scFkQ4iCIYtxL2LjKK43W5Fkes4rVYrDIJOHLuO0261HNu2DEMWRYFleZoWaJqoVMbPfThx6YRGrQA8KHR13Da/PZQ0oj/+xo514qyR3wrc0DMBNH0vEipPzV/77MQf/52oVlmSFFmWZxhZEFiaLq6sQB3c9zzLNCGjg8ManI+EPzee1ZAn7qSE57Y4/3G1+oHzfxAGDcZgPIOBsUGwFiRJAn4x3TyMQXywBNi23W61XMfxXVdXFEUUZZ4XaHr52ruTFz6/feJdRJZIuCnCt/jplMNwgxhOBUn3hFSvfvajGyc/ZJpNVZJEnlckyXNd0zBc1wVh6rSWar1eJ0kScCe4bgIeDpwuLpcEiMAQPoudtJs6G04P4MQM+GZwlluxfxo3kyCIDBwGPhiav+AvBV/UTTWfw+Kbviqcxk/QhhVDieFbAiQd4Pu+pmksy4JQWi6Xy2Qyi4uL1WqVZVloukl7iAgxowRB0Ov1ZmdnwYZwp2ANHBPAZzG4GFsMpx7/09gfTguH4RgUo5cc2wYjuK7r2jb00quiSDebRLVaLxRmr19lK7Om2HD7KOmHCYOSJDEU5emgpNcPqlRaTqltOIZRzmTKD4NVWq1HFgX3IqF0Tqg8NXr6DyNnDlK1GtVowG6ttLJSLhQcy3IsyzSMCPGAAxU4/NHbiFYKz38cE+MCq4+6EWH63Wf++0hs9YHzfxAGDcZgPIMBDx6ulWDEQ4hYU9tIVgnXti3LAl44x7JkQRAYhiVJslYrjuybunK+OntNJZf7+qm4HPbEu8OQPtHaBrF7qaDG3IXje14qLEyxJAmQSU1RDF33UpKHtm2DKTqdzszMDOBkcWk/QT6yi3jx/VR/U5IkkAOApEWSJBBn4N1hhDq0Ma4WJzO2Yn9wnC0E346RfjUGbMG/4KpjhERpI8FRGLD7jBFxHFzMmtoZTpz4iFgZhyBwd3C/oiiyLFupVAqFwsLCwuzs7NLSUqVSAa00/HEgj+4iLkcMuMH/wtTCZsH2h7zLn4j92+2257pxu22apmPbrm1bhiEJgsRxPEUxzSZRLg8f2T0/fNIUG67Op5vFtvtMWZpWmZ9/3I/fA0a30ynOzi6PjQX+PaZ3z7arCwvVbHZ5e/ob/VNuMRIaO7dv9NyXdL0O1PaFpaVmtWpqmoOUTyzTxFIbNsAEUdIxTMnxpud/t9vFMU2EOEthOI7jOE6SJDhTmECtfgvzfxAGDcZgPIOBIdIh0uJOkgQeUQzFSJKkjdjD2u02rBqubduGIQuCxHFMs0lUKoU7R+auX5UbCzpbsvsIBr0vBvl0ymGruIL6DWKACuIKd6fOv3f1yB/pZpOnaVPTFElybdv3PBBfjOM4QizMSZIoilIsFsEfp1tbsUsGE4GV8G4Pwog4pdsVIYEqAJdgp+uhbib8wQfaH9xnF8lcx6gjF5ZgjCnGKRC8YcX4FVht4XrAo2M66QixuiWoYRiW/hbqiHFRwzD8CvA0SZJ0kDqSYRiCIMiyXCwWS6UScF7n8/nJyclsNgsy7GGK0NlFREEQxOBztlAjWIQEwP8U7B+GYRSGPuhYhaFtmo5l6YoCYVCzXK6trNw99e7wsV2PHga5plmam3vYB+3hh8Iwm/0qfsiGsi5gAbtxfC8SuocTauJIaPbygav736DrdZ6iCrkcQxCqJOmKIouirqqe4zi23U+Ittsx6vOCvwUk7R44/2FiJ0niIIHVBCnc4ZnzwPk/CIMGYzCewcCaYvCoQ7iDH2Aoafd6Pdi8gjMwDENTVde2DU1TRJGnKLrZXLn16aE3v1scvwipIFfjfFuNfOuplMMwMrq9jiuonwqisl+NXjwxc/MiS5K6LBuq2ie/NgxAh0AJA+osvu9XKhVJktIgGyh/gJXABeLSEjjvXq8H7hO3OOEGIpy0wIUSDODFJZUH2r+LZLZgu9lFfDawB8VJhQgRwbWQ0BiufEGGxk1JhMLVJkmC4RHwW1jNW6j/HGOH20izIkHYiBi1oMNHvJSyUhiGgiDcunVrYWFhaWlpbm5ufn4+n8+zLCvLsmVZcCQ+IXwXvv424qD7U7A/vG63WqBJE3geVMRUUWSaTabRIMrlmYt7z374E1NsPmJRzHfdZxIGPZmRah/DOKH1kVBlavzcntPvfo+oVOanp+vlMubL0BTFcxzLMCzTDHzfNAzDMOI4tiwrDMMuqqgm25//GCoEkRDOTULtDKq9a+b/IAwajMF4BgN3irUQCW83peMdIaLeOI5t2/Z93zRN6KIxVBUIOUSWXfrqrUv7Xh498+7qVNB68aOnnQrSUCpo7Mye8YsnBZqGBjGg9IXNt21Z2OHB3j0Mw0wmkyBfiP0uDhTShsLggAhRbIeoq66FJBrAySVJAobt9Xp4uwkHbMX+OAkPIWkaDY2RNLjlBC/T4J4TlKIHZANGPGDHDHUcWKwh1xIiMp4E5UtaiGQ5QSQo4B5gffd9v9frQQIJA2LCMJycnGwjTiDbtkEMpFQqZTIZgF2XSiWWZS1o2EH276Tk4v8U7A/JocD3A9/3HEdTFE1RNEliSVKg6Wal0iyVRs/uGT72TopB8SHDoCRJcmNjYao49TUZnU4n2rYma5KujiHE9LreMSInVmduHPyPy4d3z09N0Y0GZIUVQZAFQRYESL85luW6ru95pmlCrRyymJ7ndRAubVvzH54gPP/biA8dd5zBqSKkDzMIgwZjMJ7BwEUxF/HFJUh8G3L1+B3PdTtxDDQnmqKYuq5KkiIIdKOxMvzHsx/8a2nyvEIsGXzNUdk+Z3SaKOhJxUCpVFDrnoIYoo1eEsqTxbtHDv3+X6h6XWAYmedVSbJNM/D9IAhMw/B930MysbCHU1W1UqnAcuahFvQEMS9DNABLWxf1pYP77CKJRPCpSZJgWhoMNPEQcS24c7j8rdg/XfrBiQd82eCVO4iuJkxRHkN9B5Zg7PUxgqGLWmOwOwcwhI+6nyAmgCuBA8AmcFXgv2HLi7uiwOVDpaxQKIC5XNRrA24AvlcQBIZhIBiamZlZXl6u1Wo0TUuSBFHRn4L9wSyQgQC1Ps9xFElSJUnmOJYgmpXK5Ln3j/z+eY0pWhLh6eJDd4rB8Gxbl6TH8/Q9vkEUiw8LWnpQJMSVFWJJrM3eOfm7A6/vKOcWiUqFqteBOEMRBE2SbMNQJMm2LMeywiDAXfRhGPqeFwYBlD63Nf8TpL+x4fzHsTXMXt/3B2HQYAzGMxg4DOoiIGeIBn5KwfFAhdsyTayeASy3RLVKVCp3Tv7u7qk/rOP7D544UdCqVJDf8u1VCmL1DJUbPv/F2/NjN6BBzFBV2zRd2wYGyHa7bVkW+NcE6W6Wy2WGYXD3NbzAlRoPMa1BXQNDKTHkFnIYIZLgaCOKfex9waQREkzFxZr727+N5MDgJDHSfIDqFc4udJEMVpIk8AKW7AiJYMeodzdBRFA4Bur1eh5i14U4AEOGoVyFU/pRSgip1+vBneJAAdIz7Xa72WzSNA2lnzSkJo2VAQgOhunouk7TdD6fz+fzEBjBSUAJ5D+l/SH7BUSLkG3tbzNEUWTZ7OU37p74ePz8cbY0pTNFSyYQ6m7bOvPp8VB5lyc7CtPTtVxuCwd2N/i5fxe9TBpcVSWXpXomN3Jk4tLp2VtX2GaTIQi60RAZRpMkgWUdw1AlybEsUBiEnVIUhh00ExzH6SCGz63Mf4iktz7/B2HQYAzGMxi4KAbOoNPp9Hq9foo+COCJxXA/0zQByGkZhshxmiRJDMM2m7VCYeHGoTunPtW5sq1QfZbb0Nsuvdvmy9x9jk2ngtwQUkEKY/BVpbkolCfr02cP7NpZLy7LPA97PlAtcF3XtizHcVqoI7of51nW7Oysj8S2cF8PrFzgiX0kQO2i5iCMEQHnCktbuisENv29Xi9JEhdRCePmo63YHzc6gcOGXEKCWAfbSBEiQbzGLlLFgi+CI+GmIP4LU+yCLhKiDxApDgQTGL8CZSD4VQsBWiH+AGcfoWbvAAmOxnGczWY1TYMtMtwLRAlgHMjiwJ1i+0NYhu1vGIYoigRBlEql+fn5mZmZYrFYq9U4jsNRyDfd/iFiLW+3WqDDqkiSIooSx7EEMXbqD6Nnv+RW7kj1zLow6JGaD/hm82uVEypMT/MEse5tHOV0k25nk58Ux/QGkZDq6oItUwZf0+iC3FgQKlN3zu6/8sWb41+doOp1ptlkCEJkWU2SZEGQRVEWxT6dt2mapukgpmnXcYDXoItoJu4//0MkvbLF+T8IgwZjMJ7BwA3zbdQPD1uZHgKcYuBIHMdhELiOY5mmqWmGqio8T9XrVK3WKBYnLx2aunLiYTWP7u3n7vvTRQCjdVtAWPV8O7A1V+exmDy7cjs/vO/E3peYRh3I0xRJ8l03DALTNG3bBlQQOCfw8RRFVSoVSC20kWwQrGKwa08DJHETLD4JQGpgpKMr8LtpZ4/LK/jj97d/kiQYeQBfDewj4LPxggtRC25EaqVYAWHZhduB9/Glwqfg4+CnvZTcEu51gtUf7IAvKUYsz2FKfNdxHE3TMplMgAQxvNWEOtgaOO3kIX5OnNpZb/8wDDVNE0Wx2WwuLy9nMpmVlZVKpcKyrKqqcA3fOPvDkZ7rWqZpmaZj29DEpAgCS5JX9/105Njr7MptqZ7RMB3XY1KnqedyEkU9xAefxLB1fbUG2argBnDQa3/Qr/AqsUZ6rBW490RYVcYUGzpbUoglqTZXnDh3Zd8rh37736ZvnCFrNZYgWJIUGEaVJKhIWoZhaBqEPlAUi9vtDmIqj1Hmb7P5DyHRtub/IAwajMF4BgMePHASeKWOUIIEHCEkCRzHcWzbNAxdVSVBEDlOYlkQEbt74q354WG2OGNJuI1lixWxDVa6Ttxe85Ne8tbERkg6I2yHbugavinZCm1wVaW5yJcmyPnL1478MTt2k6dpmecVUdRV1TKMKIp84JJBmpqwePm+X6vVTNPERZMQNVpjZ9ZFvMZ4iw8FDpwYBxuC/8bhRSslCBojtj2cUdiK/bErBYwCBCi4yAKZjBZitcEYBS9FlBykJNMhMkiQjFeImJM6iNgNTuIj+kF8TqgIwLckSQLRALjzDmLihq+gKKpYLMaoqwsCBTAROAaoN+GQC+wPBtm6/T3P4ziOZdlyuTw3Nzc7O5vL5SqVCkVRIAD89bd/Hy8SRa7jhEGgKooqSZos8zTNEsSB1/6mcPcImx8RqzMgUONq3GpGLpQQeqhIiCqX2VrtIT74BAfaEaUWhFanHcXtKG6HqZ+oE7c6cQvWmTU/q0RYvb4IK0CFDL6qUXlICzUyVy5+/OMjb387PzdJNxrAggbBkCwIuqK4tq2rqus4pmHgSlm/lIzkezec/ziG3vr8H4RBgzEYz2Dgohh4F0B0YrAnYDlhiQ+CAKCCqiybmqaKIksQTLN57sN/ubjvFak+rzNFOy149AD85to8NlrpwrgFP0HcCvqvN1/ysLRQ5NuBrbo6b4oNjVqRanP00s3bJ/44ceU0QxAcRZmq6liWjXpAABIEnSAtJJfYarVmZ2dxfSTt/mPUrISXNtxGi4FTGPnbRkBjXPtwEU9ahOSrYAvoInWFB9ofUghJCsCLcSrYtUN8AGEK5CRweShJEh9JcbVTXVTg4MGXJ6hz20P6FRBGQHYEL/S4MRhOBW/C7jZGZDndbrdQKNA07aY4eLqotwsqTQCMSJIE2x8Cjkexf6vVUlWV47harVYsFoHtOp/P1+t1WZbBpF83+4MXtEwzbrct0zQ0TVMUU9M0SRr98kdfvvV3zblzzNJNoTzZ16iRKc8QA0dv9fnZ10RC2w6G6HKZqVYfPmp5nGMVyqcTt+J2FLfCOArakd8OvXbooh+vHXpx5MetACzQ3y+tXhw67ShuBUiE1fAtxdUFW6HTaSG+NJ4dPjRx8dTE5dNUrcY0myxJqqIIvE26otimGQaB57phENi2DRSXsCFoo2zf+vnvIwXfrc//QRg0GIPxDAY8eBizmUYCgcPwkG45sCYGnuc7jmUYIsuyJHnj4M8uf/4KXxyTm9lV8tehF9+vR2x1AAQrXau/0rUCtxW4rcBBP/1V796S1w+J0CqJGkM8Q7JlSufKcjPLl8Ynzu4dPXcMGsQMVTVU1XddXdNarZYHYluuG6YEorvdLkVRJEni1Qr+9Vajgx3HwVV/nCHAUKEWapf1kNJQhJj18ZIHWZYWErgAgMsD7Y/T6b1eL0mSEGlvhYjFP0L61XAwPsZB6g0dJJQNyy7kP3DlCOM6XdT+jdEwMYKFJkkCF9Pr9XA7DO6WCpBkEuxxFxYWQkSzmyD1CXxh6TNg++Oursdof8uyNE1rNpu5XG55eXl+fj6Xy9VqNUEQVFX9OtjfxWKrvh/4vq6qtmnKggBFsbPvff/8h6/UZy5whVGpntHoQp+i3ZRCF0VCa3NC246ENEl69i30azTk2/01oRW4Ld+OPCv0zNA1+j+eGXlm5NutABaHAIywfpvUzxZHfr9A5mj9tJBM9NFCzaxYneEKdycv7r+07zfNSoUlCLrZBPENAAmZug7BkGkYLpKKgz9fG4m9rJn/UC/b1vwfhEGDMRjPYGBpVXB1eEsdIqILeJ49zzMN49a+75z7w19dPfIHlqgrgiDQ9PiZXZc/e5kvjSvNRYOvIgEN1CrfB2+uXe3WLnb96MeJfFjp9MDRA0cLHC1w9MDRQ9dYveT5OFGEVzdojjWFukrlxepMY+7igbd3VpazgHyUeN42TYwKghsMw/qZnUM7ht6cQLw45XJZVdUEVbiSJMHdHDijgysjHmLqi5H8AsYXQ2QA2QIcZCSoggbpljbSHof18YH2d5DkNQQBkIfHJ0ySBOIYvKRC7qSL2Gvg5AnS0kqSBHy/hwTkMfIXY3jBf8NrvKDDtjVGTekYHOMjpjg4s2VZ8/PzEeLPdZF4Fn6NQTa4TIBzaU/U/rZtC4JAEES1Wp2fn5+bm1teXiYIgud5VVVDpBP+NO0PxoTTgrqLoWmWrossCzWa8ZO/nrt+lcpeE8qTcjOrM0VTbDoq65tyPxLC1bE4fsIcXU9odDtx7FnmvWIWpHACJ/Ks0DUCW/MtxTclzxDRj+RbSmCroatHntkKnHboxa0gbkdra2RxukDmRf20kOrpoqMwptjU2TI0kfGl8eL42U9+8Ze1Qp5pNKhGgyVJgWU1WTZ1XZEkyzR9z9N1PQyCIAhsRHYFVdT0/McbiW3N/0EYNBiD8QwGPHjgUTBEFDY0OMMPDypTX9n38//93O/+6uaJTya+OgVb1cmzf7jyxW/40oRC5BBjkALk0ZuEQSn++z6mBxY7M3B031Ir87e5RsHVBVfn4cfTBc8QfVP2bTVw9MgzW/14yG2Hbv+zturpgiUTOluSGwt8cez6/leuH/9AoGmBYXRFMXXdtW1d06CI0+l03JHf7hga6v/sPFZ3Xdu25+bmkhT8GWM4YA+XjhW6iAYN3DZOSADiBLIXvV4P6iMYVokDDgwkCpFK6APt306x9rlI/rOLeP2h4gahA/hUMDegWDwkq45RL3C2GHV0R6vVM/C+FkpF2FvDIo6rVEmSYIAOLmaBjycIgiCILtIWha8Dm/RQu5aPRLlxaclHAkxP0/6yLFMUVavVVlZWZmdngeqaJEmO43wkC/VE7Q8XD53YAC4zDQME+zRZ5iiKaTanTr8zfuE4mx8RKlNKc1FniqbYgJxQ4OjRI0dChiRZqvqQMcyjjm7S7XTi9vzwMOyL0N7GCl3dt1TPEF2dd1TGlilLJi2ZsGTClilHZVyN8wzRt5TQ1SPfaoduHG0UCW2QFgK0kOzqvC2TOC0kVKbJxRuf/uq/lHPzZLUq0DTTbAoMI7IsVNU1RdFV1XXdMAhwHRwmc3r+45h4W/N/EAYNxmA8gwEPHl7TwSvDxhQv2bC1vXPlwNUP/nb++M6Z6+enr59XBEFimOy1j6evnF8bBt0nG4QEUHEMFPl26Oq+pXiGmL1z9oP/+Psffv+7P3/pX8ly1hQbptiwpKYlk45yb8kLHC10jcgb3oPjmKGh3dfpvnRGZZpavH7p0DvZqVscSYocpymKY5qe41im6ft+4Ptt4thLqc/+9FC53W7zPA8VsQRRu/qICKSNdD3Bm4LHhRiljehkPCSxCTFEghI8uNADRsYlp7Sn34r93ZSqUYLijwRxHYF37yKFB0jI48UXSnJwKrh4KN/AZeP7DVCDd4TYkzuIuzlCUkodJP/uIu64BClvdJDKehAE1WpV13XwDbgdBgcuEIm2EHEz7J5xWPBs7a9pmqqqzWYTqK6np6fL5TJJkhRFGYbxhOzv2DbUxWzbNg3DtizXth3TNFRV4jiJ43Lz83eP/OLUez/I3z1anfsK5YQajsp4hhg4WuRbkA5JRUKd1Z2V9xuGJBGFwqNHNNsf93LDC7dvE4WVezgeaO/SWFsmTbFh8FWdLelMUWOKOlPU2ZLBV02xYcukq3GeIQW2FnlmK1gVCW3cQdZHCzn3vkVNpYVqc3xp/OAbfzd26URlMUPV6yJNiyyry7Imy7ZhaIpyDzEdBJ1Ox7ZtnCj1kEAKBvVvff4PwqDBGIxnMNKdYtCQjOsILcSnAjvs/Mydu6c+zRx7YfLKuVpujmcY6GSZvvz52LmDSnPR4KqOwvR7WEBKbC2jSXd1b5cX+fc6OGyZXBy/+j/9j//Dc88999xzz/3Pf/5n9aUJlVzWqBWdKRpc1RTqlkw6KuvqV94bGtox9NqEpfim7OmCozCmUNeoFZDOILNXxk7sOvS7H4KKqqYoQBvdT7fUD/90aGjvRAfnGOA2FxcXYRWDzT3kq6Ey0kJMyjhbA2UXfBh4OEhdgIeGNADkTnBDbDrDAakFSCFsxf5wDXB8r9fDwQoGDuPgAC/HuC3cR6SCGHODIxvIRkA0gzP2cRz3ej0cOsDZ4E8IaSpYuHGrC6zmELrBwRMTE12kQgrfi8MFjIdYY38/1cH+9bG/67o8zzebzWq1uri4ODs7m81mSZIkCEJVVbivR7c/zsYBeXHg+1EQuLZtaposCBxFzU5OsiQ5furVA6/vOPTWd47ser40cxVwQrZCe4YY2FrkbZwO2Zx1YtVQRZEsFp9K6IPHKpV43zJKszNoTZBhTTCFus6WVCqvNBebi8MLw0cnLx2euHh4Zfy8QuQ0Kq+zZVNsOArj6aJvq/1IqBUAlcCa219Ti28FbvrrLEgLUStyY4ErToyd2zf91YWxs4cyozeYZlMRBF2WNUVRZVmVZWikD3zfdV3btl1EwQV/epxJ3db8H4RBgzEYz2DAgwetMYDhjVKqlvCUwoqlq8rklfM3j388cmbf3Kmf3jz83si5z0tLi7mbn537+FdITYzyDCl0DeBOXN0p1l0lgAq9XY7uGZKjspbU1LnKr1/51+dS41cv/VCoTE999fn4haPTl4+S+TGdLRlXfrlj6NejCu1orKtxjsrCWqkxRbmxwJfGqezV0dP7xi4cX5y8pcsyCAYZum5blmPbnnt779DbE77fRvzIGPk7Ozu7hhvQQ0SCcFiAurXB9eLmJjdFpZ8g4ao2kouC4ADqIGDMEMl14XrKVuwPiRA4Hi4sRvw34NFbSOgRL7iASmkhHUco7kAQALkH+K4AsbdBoh5fm4tkVgEd7CMtJMi1wP3iqhkG37TbbVVVC4UCVAdw+wwOBQBPA/kSbP8YSZZ+/e1vGAZN06VSqVgsTk5OZjKZarVKEIQsyxCQPYT9XaRgBdUW0zBc29YURZEkxzRZklzMZDiK4kiSrFapWq2QmZ64dKowcUWj8gZfsxXK04UABQF90PS9ToL2+i6q1SFRfzC1Gt9sPt5IZ/Oxhvd5PcdPPz0jNxaKk2dPvveDg298+8rhPWOXTo5dOXV1/9tfvP6tm8feWh49pdEFg6/ZMuXpAkRCqFO1tepOU334uDOjHfn30kJ9tFBDZ4ogQ8YV7s5f//LoO/9w58IBBkDTHGdqmmvbnuMYmtaKItu2Pc/zV//dMQJsW/N/EAYNxmA8g5EOgyLU04T31uBmMBSDbpTL2UlVlkeOvj9y6FcXdv/Nl+/+aOnqnkufvpwbObqRksaaZaiTEoJ2Qlf3TclRWVh3hMrcC3/3X9Nh0I7/83858Nu/vXb0g9mRa3dPf3px32uf7Rza8etjOlM0+Kop1E2xYQp1nav06/rlSXLh6lef/Xr04nGeomSeBxVV17bDIADOaPLozj1j/fqOnxKBajabJEni7mu8luHIANCOuBWoi/qSMCoWr2UY8QN5hW6320PJmwg1McHiCFELdsP3t/8aaC2GDUE2AnvfFurgBY8bhiF49wARRcI7HcRlAu93kTYFnKGFtNnhBazm8FucLIFIAkcYuOcujuN6vU7TdIy0LDop7QswLAQraftDjPVNtL/v+zzP1+v1arW6tLQ0Pz9fKpVqtRrLsg5SYNiK/fFVhUEQ+H4YhqZhgOSnwLKLCwsCwyiCwFEUWauR1eritT/O37wp1TMquWzwVVsmXV3wLSV0jci326Hbjnzon9qYdSKdKUGRkEhRdLn8LGKgdYzPQk2jC1JjgVyeuPDxy1+++a350RvNUomqVuuFQr1YbJZKxez8nUtHv3z7u5kbB1UIB2XK08XAxiXCMFUaW8u5ujYttJpbSOcqUCDjimN07vqtw6+ee++7IsPIPC+yLCSYgU8ItOhhJnSQFB1+DLc1/wdh0GAMxjMYuCiGH1HYSXsp7rh+msF1YWmu5SUYly4AACAASURBVOdvHt69eP6Xi2d/dvP0vmvHPiiNHzvx/g+lRrbPIm2pgJKOV+elcTkMy/04GmuKTZ0p8uWZ2yc/OfLxu3/+538OMdCf/9mfXT1/qlEuUdVqs1xulEoXfzb0691/PPL758XqnEIsaVReowsalVeIJbmxIJQnqdzNM3v+aWb4Ak9RiiCILKtKEkAaPddtt9u2Nbxn59FmEOD+JtxMtLS0pOs67NqhINJFbDF4LQM/6iI9KZxyAMecXvUSlJPooM7tBAkxQkgBeRSMJ9iK/XHLUgdR9cP1Q+IdHwZfESJaSMiI4M6UALEEwZVDbQtiiAi19EdR1EMoziRJoJCEW1ogEIEdLdxCgOSx4L6SJFlZWcG4bx8pqMMJwUngCAbbH5e9vun2933fsiygjpyfn5+amspms81mk+M4XdfhL7Kh/UOkZx4gMU6gqPBdt1Gr1SoVmecljhMYRmAYjiSJSmXu4u5Te38k1eZUclnnKpZMuBrnm3Jga6FrRL7V8ldRTrQj/15s1I7Wo4gkmn4qWmObK6HqvCUTBleVm7mFW7fmh4fvnj449tUpslolq1Wm0SCrVZYg6HqdqteJSqVWKFSWly9+9tr4heOj549OfXWoNHutuTxO17KIVCnaJBLqrk4LreEW6uOmVSov1TNccYxavHbpkx8Pn/qYoyhVFA1F0RTFcxzbNG3bjtvtKAwhnQnzFmdJtzX/B2HQYAzGMxiYPhEv+m0k2Q3OBt7sdDqWZdm2bZnm1PVjlz/43uL5X+XO/Tw/N3l87yuluwe+3PW94vQlnS3juhjWPOrDFNKwaM8CqkNLInS2JDezlz/5ycj5A0SlsjQ//7OXX/75K6/ks1mWJDmSpBsNslr96pdDb5+u1gqF+av7jv7+n4TylFiblWpzUm1OqEzzxTFm+Vb+1hdfvPUCWatBp7EsipZhuLYdeJ7veVEUNQ+/uGesv/HCKQ3Y02ezWQgUuogVGlxy2hdi/4RdVwtxH3cQhSD43SRJgiDo9XpgQ3xMhBqXwAFjMM1W7I97jiBlAgEKxvymvx07eHx8goQgeqm8CAQ0AGjAJacWUiqFaKCDpMRiRA+IMzHgxeHiIdsPMYqu6wsLCy5ik4uRTH2M5CQBKpG2f4LwE/8p7W9ZlizLzWYzn89ns9n5+flKpULTtKIoEcK8R4iBCSfAoDoWhaFtWUu5HM+ytmHIoijxvCqKdLNJNRqNUmnmwh8++83fMIUxhVjS2ZIpNh2FcXXBNyXfUgNbCxw9dPUU0Y7V8p1+rqgfDLVlmq7MZ5Jut9OJn0oMhHpFN1SDZ8t8ZWHxzkhh/MLHv/jLYjbDNBosQfSJDZtNkaZ5iuIpiiUIiITyczPjX527c/rgndOHLu5787PX/v7WqfdD12gFTrxZJHS/tBB0noq2QvUjodocV7hLZa9eP/j7wuK8xHGgzCOLoqYojm07tu06TuD7juPYtg2J0oeY/4MwaDAG4xkM3CmGgZwYf4p7YYIUS1jcbs8Mn7zywfcXz/8qd+7lqZsXh09+nr/x3sTZ3Ve++N3CrXN9sn9bjTwrxeTRwpV4BAkSbZnSuYpCLJFLtw++88PluUmiWmVJkqco4GaUWFZkWZ6i+Iu/3vGrc0S12iyXl6/vnrzw4cjx99n8ba5wl1u5w+ZH6Nx1Yv7i9c9+dOPkhyLDCAyjy7IiSZ7jeK5rW1bcbodh/ezbx5ph/eSLQ3vG+vUR6NlhGEYQBNxYBB40COqnXxx6704fX4Kpa3ACAMNaAWYE2Ng20ueKEQMQWDLtj8HpQsIDAoit2B98ZK/Xa6OmJNxOFSF6Egh0YkTqA/92EIENfHs6TQJnjlJSoBhEDFeL124f8eQGqFcLbAIb2RgxMrfbbVmWQUMjDVtOEFUuvuC0/btIj321/QPcnf6fyf6WZbEsS1FULpebmZnJZDLlcpmiKI7jgNm81WqBxmoUhlEYeq6bXViQJUlTFE2WVUnSJElkWY6i4IlYvLZn33/8v0JlWmkuAkrGkghboRyVdXXe1QVPR0Q7puxbar/R0rdbgRtHvszSbLXiGvpDy3E8QgwUtAJ3dQxUUpqL+bHb2eFjn//Hf2UaDY4gmGaTI0moRumyrAiCKooyz9ONBtNoEJVKo1SqFwqfv/53M1ePTF05NnVtv6MBqZLRChxEtN1eC4paJ8iK0kJu5FmBrXmGaCu0wddUclmszrD528Wxk+Pnj1LVMk/TEs9LPK/Jsm2avucFvg8cQjADcUF2W/N/EAYNxmA8g4HDoCjFIxwh0l4foWLBhZimGUXRSub2iV1/vXj+l/Mn/3n2+rXS4jxZrZKVytTlQxOXjupcGZH9Q4UeMAp+O/LboZuCRTP99aU2u3D98zOf/IZpNCAAkjhOlSRFFHVFkXleyX7246FXb9I0NKaxBFG8vW/s/NGVu8fJhSvkwhVi/mJz7mxt4vD5z16fH7smC4LE85qimLpu6rplFs++fYxutdrEsT1HG+BBcVkH0gPLy8vQ3d1BKp4x4piJUqx34OrAN4NbBRAxhAKQXIGT9Ho9+JZerxciDWof6Z9DrgXnAJJUt8h97A8JCYyMgTgD0jOYqgQvqeB6cWKjiyQ+YDPqI44T3K4Soa6lDupaT6OJE5R3wRCcBFH1JEj2q4vIeGq1GsMw6Yb/BEmPwb2stz9UEP407a9pmq7rQOeYy+UWFxdLpRJN05IoQhXSdd3FxUXPdT3XdSwL2sdMVRUYBkDTRLU6dnrXtS/fEMqTUj2jEEsaXdC5ssHXTKFuik1LAqId0lEYR2NdXegXzjzTlPjl8fFHFybbchSU5ssIcHE8HQNR+YnpKweOvPXfmEaDbjQ4iuKB/UuWBZY1VVWVJF1RVFHkaZohCKbZnDjxywOv/+3pvT9sZq/LjQWgl4T6YOgaLd/BRNurg6HVHWRpbqF+E6vm6Xi3lhPKU8zy8PSVC7X8ksgwPMMo0H6haYHvA+UXZBZ9RC++3fn/tQuDxl79iweMV8ce13dtMuhD3360rxl79Wlc5qMNsPOmF3nPBlu3xqojx179i7/4i28fordy8Gav0aH0pmf55g4cBmFPECNZJQD6JQj3AKwsge9zVOOTf/8/smd+Mn759OTVs0S5zDSbzXJ57Oz+6a+OqlTeFOqOyniGFDhan/3ZdyLfxkz2AIvW6ALU3WfO/+H4H/8dstwSx8k8b6qqLAiaomjK0rHnh368b0HiOEUQZJ6nGg2yXs9d+3D6yvnZi7vHTr65MvJ5bfzQ6KkPb589LDCMuvjZT4ZeOFEwbNOsHnihzwx0uEYefetUzXfKh14aenMS3ZpX/fLHQ89/cCMbRVE09taOoR+cGTu6+1A5DEO38uXLQ7umkXoD9lsYMItdqb+aHQQwudinwtbQR4BlcAfgVjsp3poH2h+cYqvVAkBJGlcL5aR0+j1A3DkhknqIES8znBwjgQC0C7+CBAZuyAqRzDu8hhNCPgbOCZ9NEKMPXHw2m8XZfriMXq+HG6ZwXzqG6YRIcCNC1ESALAb4TutPzP6e54miyLJsPp9fmJ+fnZ2dmZm5ceMGTdOmYURhqCkKhPiaJAFimqeo/NzU9FcXmKWbXOGuUJmS6hm5mVWIJZVc7kPomP+fvTdtkuM8r0R/lL7euJ/gmPH1jRlf34Anhral0QLqju3xeCRZ9liSQYm7qJWyKJIiQYDYSAAEAZAEiB2NbqDR+961V1ZVVu77vtVyP5x6XmQ3eilAbYMt1RsIRrM6Kyvz6az32c5zzprBrxvtoiVWbLk+aJzZam15QW7WKUqgztG/CQN1Ho6TUNEFmGiBxUBi8d7NEy98/M4L9WKxVauJzaYuSSDsgdysZRiKKFq6buq6oShCs9mq1WbOf+/N7/3n5VsnWkvXGNG2LddQEwpdxqy4ORh6lFho2959aw0Da+//9H9W19f5el1oNlVJUiUJnIq2adq2DXZpVH3wZ32s538UBj26/iDCoJ3joJwJnmoY9Dv/Kb6wC188ZMwRMRoDBtHr9QISNGDZbeD7ruNc/MWXrx//yd2LH4itVqNcbjcarWr1+vHn7pz5iVKd1RmxmyGB8D509dDRAlv1DYzCVtl8e3Px8xvHnrt25rdCoyG327IgaLJs6Trgh/bVHx48cODHlxVVkixN0yRJ4nlkgQuXXjj50sHTr/75D/70wD/+6JWJT88pwuyJrx04eODAwa+/s6aq/s3nEQP9YizJ0voHR2+kaVo5dujbJ6q+73c6jbPPHjh44MDBr74x02xyJ54dsCl+8/TE8UPfOlasvn/o2yc55PfMr6dEiNehgaYOTR7lqWKQxKNigWACdQjGS8RQOAGxGe1qfzjUmGDOrDfEPG5K1Dg4Bl0qlp4ywAr+lCwaSImZEBfpkyZoj+BEAa1eTo6efTSryiBEgIYGKx/GNIQFo2WkyMGuM6bhLAamQeiAE2bElPgHaP9ut5ulaRAES0tL9+/fX1lZWVlenp6aWlxYKKytVcplRZIUQVAEoVWrNarV8Y8/vHr0lYVrR1qLV9srt4S1MbEwIRbvSaXJ1vKdqc8/ufjWP9784LXyzOdGa80UysBT15YXHgqTpSwS2vMwqLupDjSIgRBkKHWDLyAGunfhl5fee7VWLDZrNUUQxFbL0nVL1x3Lwpi6Y1mWYRiqqimKIoqoikk8v3jph7fOHLn70W9bS9fFwr3N9JKOFvnWQHVkI5vAJh6BfHeMqfS4Oj8QbK5Mn339b+59fq5WLAqNBs9xqihKgqBIkqFprm37nmdbFhBC7Jsy/PP/hQuDNq7dnOm/yfrDCIN2ioP2IPp4nL/c9h/3+x4GeSR3nG98dEhGG1l4GASO44RhaFuW3G7fv3pBEQSe41q1GqCLYx++/Nk7/4RsTG+tmWKZ2A4HshiuxtsKh1FYzHa1lq5VJ8+MXzq3/GBCEQRNkizDsE1T1zTTMELfv/PDAwcPHDq1rKP4rIqiqWmaJGFeRhHFD//mwMH/+sdL928YinL98IHXLisrv/3a37+zaJmrp9+75qy9961D7zeSxL/5/C/GEs8rfnjohTHPC4LgwcsHfjneqRw79Nc//jQde+nbJ++ee/bAwUPvNwdCic1zz750n6j5GCAGbg9uEgDhlPj34G7zTZb8AfC4KZHHdEiaERjbYezPBkx8GmLKSM46II4+nJONpcQkbA7v3u/3UcPAW/BxXRKgYB0o+O+A1CJZuMNK+hnNmTNMA6t8tFqtQqHgkbYADstyYuy4mIBwxwgmcGEwTkpClewT/5DtHwRBpVJp83ySJFEY2pZlmmar2VxZXl6Ym5uanFyan19fXi6vr6/OTk5cOXf8pb8YP/tjbvZiY+6z5sKV1uLVB5fenfzs0tiFD+9dvXD5ne+eePVrp3/23xfvfCqUFi2pmsfQZHHY2YLydG9ioI2FFoBvIIDDASAoFu/fOfPa2TcPNysVodmUeB4a76ose44TeB7YvzzHgdKIoWmOaaqSpIqi2GrJ7XajUrl1+hefvffjuatHBrtQc9UUy47CeYYQWEro6hGT4iFdwg3xUDYQIHuo6RG4kWf4ppwHCX34s2fvX7vQKJeFZnOwa2maZ9uWYbi2bZmmZZoIuBGFs5Lkrs//KAx6dP2BhEHbx0F7EXyMwqCdF6sGMaoVeAjWFIC3Q58iRW3f94E71lXV1HWUcNocN3HulQtv/D2/fEMsTCjVWa2xbPDrplC2pKol1Sypagplg18HH5pYmGgtXa/PXLh9+mcTn5wRmk1dlsH4rKuqaRi2Zfle8YNvHDh44NDpNcu2rMDzNFlWURvXdVn45LUDB165yLe5miIIxpXnDn793RV54cTXnxtz3dr7h34xFjdPPnvwwIFvHb1x9tkXx4OgcuzQt09ynufFYy8ePHSskdROfeOHH5z47sGX7nYap7514NCZSoQdqn36m98+Ue31ev1+v0O8fMCUMLPAH/d6PQapYbMhAdH5IAUEpoT9F0khQ+miLbKr/Rk4Jo7jhLQ/Wb0EKB/0g+DpQ1IGxW97VMthMBeGXGGBTkYCXqwmgTIJ7rpHXRu4edY7S0mKNU3TpaWldrudElcK3uKRAlc+IYYF4AkQczA4Bd6IGGJk/4WFBUPXUXNybNuxbd/34ygCIRbfaNTL5ZWFhYXZ2el796bv3Tvz069efve7t069+OCTt++eP37n/KnK2lq9WKyurZVXViqrq9Nj1z5550cz166p3Iot1zy9PWB+H1AO7m1BaAsNwQEA2RAdhTPbJbW+KJUm1yY+Over7zQrlTbH8RwHtguou4dBYOi657pRGCZxDJiUY9uDlElRABVq1evtRqO6vHTqJ1+7/N73hfW7cmVG45aMdsGSao7aHARDYBPwcxNzOQYB9o9pbrCrtRXOaBfU2rywPn76x1+9ff4E0Esyz8vtNoQLsSUGNAWGP7RLFPC7Pv/7NQza0Dvbwk0+/P0zR5tbedMdDtjx6GF8+1Bh0Kbu38Ozbu36H3l1h0tqHn3mS186PJY7ZOuL2SYOah59JnfKzR+84bo3fPDWTbHc8flPGqIpttFCh8eGtcy+WPmBeba/I8dlDqxHlX8wrDiOY9t24PuaoriWBSBzm+Ouvffdz97+Djf7SWvpurB+VyjcGwAUGst6Y0Ujgh+pNCmsjbUWr9ZnLnz6xt+df+eFFseJrRYQzeg3JHHsuW4URXefP3DwwIGfXrMxOezatu+6mqJYnz938MAP75imrii2aRqadvuHXz+xoOjqlde+/m4trJz+xo/uVY5/68A3Pmp0vOKxbz1/K6oc/9aBQ2drSRRFD1569lw97XTGf/SVX862WlmWjb9w4FvvV+Djk9qJbx949nxzABxOibQGABS4qx7RKMMdoqHTJarlHk3A9nq9gGaO8F+UAbrEhgzfPIz92WiST9wzCAIQAeC98NaszI4jUQWJSOQcLhb7L8tZGRCn3+9nJNieEftiSBRBqF74NB3G5lximjUbHx+3bbtDk1bw8Qxqg60f3SUWcLBIKyRNWaxeb2T/zPf9iYmJAdwEZ0hTx7YD3w98P4AWvWnqigLIcK1YLCwvX/3oyEc//9r1E7+8/clHK/PzK/PzxZWVWrFYKxTqxWJlba24tHTp7X8Bw4Wt1H1DDB09DpyBFGC2dwWhDXigfAwkOUrDFEqor7RXbt05e2Ty8wt8vd5uNMRWS5NlRZI0RfEcJ45j13HSJMG249i24zhhEBiaFvq+a1mWYaiSJLfbzWoVxenP3/32iVe/2lq+JZUmB2WhdmkQDG2WJgS70ka2yRSck2G6xTz/Opha75z77filM41yWWw2pVZLFUVZEGRR1BQl8H3bsqIochyn0+l4rut7HsKgnZ///RgGbQkfyrlB+MW8sz58eIOn3OWATX51q4/bORTaNQzaBgC1fRi26bVdLglh0OHDW/xqq+vYdKUbo6AtgpvtLL9FGPTMJkNvHV0NGwYNYZl9sxiLdJqTqMRXlLVFUAlAyhJFEfJRD9gd09QURZfldqPx6Zt/f/3o98sTp8bPvnru9b8996u/m7l2Uizck0qT+CcW7glrY/zyjcb85Tunn3/rn//4xrm3JJ7HBKyuqq5tR0FgW5bnummauo6Dcs7Bb7xXiyLf81zHiW6/cPDAgYPPfe67LrhcdVU1tKUTX38olXrwwAun3/vGwQMHDj5/K03rHx46cPDAgW8dO/bLAwcOHjjwndP3PjiUP/jFB83T33l5wnXdfr8fx3GW3cWR3z5Rw4aFzL7f7/cIMMvSd5Q94PNQtGDtEiADUEhjvpCNC6EqwOC3w9gfB8MZw23jnAxu0u/3Gea3m2OvwamY2+4RhSA7ONpIJ80qPT1SiESLig2FsZgjI8Zqz/NM0ywUCqwLgPMglmKpMOoiPk3HsHAKl0f2z1jB5g/c/o7jrK6u4o4wiwSDuI4TxzG+KToBZVAXkXheEQQMWDUqlVqptLqwMD89/WB8fHZycnl2dn1paX1x8dbpV64ef1Xjlkyh7KqtwGJcX3tYENpKQ3AwiN5AjwmUPJOfvHXn41MYksBQmG2auqqGvu/YNp6chGjEHccZPHKu67mubZqOZWmKYum6oSig2GjVavfP/ejCm8/du3hs8fZ5uTwFNgGjXbCkKmvW+6a8RTwE/FAcbppvDSyFUd6jnn33o7cuvfUDrlRqVqt8va6Koq3rhqqifweQUAIIfxCgDLnz87//wqCBc9zspzcFEVuFMY93wAbHn7+ER1/Z8qq3d8w4/4YTDC5hQ5iTP+DxLonucPe61XaFr80x1eCQzb/bGEZtGTA9PHrjPT4hRHpny+yjhS8eugMRyZvD/wU0gJOm6UCjIAwdx3EdBzyKrm2bum4bBvgz7px6+dbpX5//+X/78I3v3b9+YfL8qzdOvXH3/LHW0nX8ay5+3pj/7MEnvz3/63/85PhP6oVVxECyIBiahjAoiWMUnAgDOwhiHv774dUkji3TjMLQc13LMDwiBzINA77Tca7/9BtHP3rp2fPNgS/v9XpI0NM0ZcUGTdPK5XJGxB74gR0At8TGglKinIGHZs0geLV+vw/fDz8Xk05QTKITIRHS9Pt9VlnJSB1iSPujRIEIwyfm2Q4RBsL3M7wwzoPKR5bTWmeol4wmpDziv4FZ2I2kOfpEBBDss9gBCCDgyEulEsdxbH4KOz6DAz9qf4bCGdl/O/uLolipVGB/uEzPdTudDpiLA+QMjuPYtqnrYPOzdB2UNqaqmqqqCIKhKKAaatZqlfX11YWFhampmXv3bp17b23iU725akk1zxBCR4sDJ0NBaIAQ+p1WEkW6KJiyhFrLQ8IwwtkgBpr59I3Trz3b5rg2xwnNpqEoqiT5rkudcS+KosEPYeg6DhikIGuKwpihab7r2oahiCJ4BJrVapvj1udnb576+Y1Tb9w8+aqwPi6Xp5TanMYtDdR4pKrzMB7aWB8aUG/7aeSnkZeELqZcIYA4mPCozYmFidnPj7zxv/+kUSrx9XqL46DeoymKoWmoR7qu28mybqeDxuvOz/++C4O2LGDkXtwixqCwIO9ndzjgUce/ZRtmhxjjCbBBm25r031v+MDdL2mrW9xmPVacsdFMO59rq7/TMKHPbpNiO1lmP618UywlXrher4dtt0v8MSyHRgU/DMM4ikzD8F3XtSwQmcyc+99Tlz+79dERvlZrVau1YpErlSY+euPK+z8r3D1Vmzo/d+WNsbPv3b14ZnX63kCnkOfR1TJ1PfR9FJkSkqJ0HAc9FzTXITzpOE6SJJ7rWpble55lmkkcB0BLWJbneV7x2LcOvDCZjv3ym6erVJNgDhINCDjyWq2mKArGeQKiKoZTDElHE0l/j5J4pG6slhCRkBYKBnglz2SDFkmHiHBQS+j1erAte8uQ9o9IugjX6dHUN2v3BMSDjFiBNW7wM+6aVeOZ62UAF1bbwPnR4mFvZ8EE7hf3yG6n0+nMzc2pqoryCcwV0trS/uyVkf23s3+pVNI0jdkfVbdOlgVB4DpOGIaWacZxjExA1zRD0wxVNTTNNk3XtnVF0RRFk2UMVemyzHNcs1Zrc1ytUJj8+LXJy5fU2rzZLjlqM7AUQ263SgW+Utooivxkq9tYWyvOzBSmp9fu3y/OTKt8PbBkR21aYkWHSMXqnXvnf378xT9vVqtCo6EKgqlptmkGrmubpue6CXGd4w8UBoHveT4hbxzbjuM4CsPA90PfR1XM0nVNklRR5DlOaDbrpRJfq11+5zvvv/TlxRvHhLUxqTQpV6bV2rzWWGbxkK1wrtYa1IccLfKMmMDUg3/E98EiIYMiIW7uyhv/9B+b5XKjWgWtoq4ormWF1L/DE94llbodnv/9FgZtk/w/PG7LNtpOFY1HT/uo499ybR/nPFYYlG/9bELgbAhrNsY4O17S41RItuoAbov42fjZOxpxSxvkzv7EA/PbW2ZfLXzxGCg1DEN8IZEx90hSCq4lIHYTFHvjKHIdx9A0yzBsw9AkaW3mfrNaaXOc2GyC+5Wv1R58/OO3f/CnZ177ysfvvDxz+0qrXldFURVFTZZlQTBUFeMVjm2jyh1FUUjYC+YPXMdhNYAkSUDYCioj27KQiCdxbF/70cFDx6pBkNZPfnQ3w9Yz+C2NHcUkHDE7Owvfg7uDJ2OoxpgWHD8DoPT7fRQtspxwKfa1ODcfHtNYbJSjn0GRICKF8y6pUgxp/zAM+4TAZQ0dFMDwFnxWQOISDHqJ/gtuik2msMgGxyB8YchcFDkQGbCdGgd3aPqXdbtgupmZGQCJWH8Hgct29u+RIv3I/tvZf3FxEYEjsz/e6DpOkiSB73ueZ1kWEoPA93VVtUwT6OnA8zBghcaxqWkYQRdbLYx2NsrlmydfvnXm53pztV1eXp0Yn799u1lY48vFOAy6nay5vu47zpNGQd2BalgSpZGnNuuNtWVPb+vt0uLYrdLU3ZkrJ079+KsXj73WqFQwF6ZJ0qCO4vtRGPqel2UZiicIJgIiXmJY+DAMLcvyfT8Kw9D3gS/UZNnUNDQH5VaLr9e5cnn8+uUPXvvqm9/7z5+9+/z9S++vTVzcKh6qOUrD09u5YGjQKctHQsR8VmORUHHi/Ls//H9btVqzWhWbTZlU6BGigVYxiqLA9z0Sn9ny+R+FQY+edlt4yt6FQTuDgzZd5kZfP8QlPVajaDe2n00nezQK2xpMvX3N6lE6osfjDdrWMvtq4YvXIfrdXq8HD9EheSNs9NiA4jiG4wl833VdwJZt2mdlUVRE0VBVyJpC2EtoNuV2W263Z+9cBvix3WgooqgIgqXryFk9xwEEMgiCOIqAA/BorqfX67muyzI/9AXgY7I07WRZRk2TZOzFg8/fQvpeff+FDwoDFj74noToy1BmaLfbhUKhQ2NBzGuyggd8ZIeY0BJiN4Y3ZZ6YdV7Ygm/rkrB5r9cLSZ8LCBvUwGMiiWFec1f7JyS6HhEz6RqURwAAIABJREFUG9xnSmIXrKbCKhzJRgJAZhC8nV0zXD6riCRJAiOwYoZLVbpOTlmMbeXdblfX9UKhgL9Lv9+H79/B/rD5yP472//u3buP2n9wg51OJ8s66KxhdC4IbNsOgyBJEvSIHds2dB3j5bZpGqoqt9vgm4BU3/LUxMnXDkmV+frSjMKVmChyFHjdTubbdnF2VhWENEkeNwjKkjgJg4FqWOCELoat6ga/zq9PTVw4ffP0G7N3rzUqFeRFcrttGYbvOGi1x1EU+D4URViUAPvjr49ICBCrKAwdmlQPPA93CsZF4A7ldnvq3r16uVwvFR9cv3jrg19PXDzzyTsvXXnvB7Ofv9tcuSNXptX6gt5YAXjo4ViZu7EsFLgkRK8wWWhEQks3T41/fIorl4FtUkQRDbKHKvRhGBJLwnbP/ygMevS0T8Qd+MjV7IYN2hhCPNpDYi5+J8jyTh8w7FVvjvq2QkxvY/GNd/HvUw3a3jL7auGLxzodMfHUwcPB02A3D0gZG99eADbDMLRt29B1AJZVWbZ03dQ0U9OwE2HbldttXZZBjSgLgiKKSPuwO/u+n8RxmiQBMRfnS8ddYppH3swwpBlpdGOAv9s8/e2X7qKVFoa3f37oON/tMoIZZPDIzuGfisWiIAj4FFavZtBaNryD4gFDcsBfwgLs2rqkhc7aOnClCU0qwd12c6NGCYmTD1qNQ9s/Iw15uE9csEfKDwx1C0PBT2dEwczAyz5NMOHCWDMI0QYcP8MAdUkrOyKlCNb2QqyD6280GpIkwYyAQXR3tD8aQCP772B/z/Pm5ua2tH/++WdQpCRJ4igyTRPloyRJTMOwbRsgG8swBjMNsqwIgtBsNsrlyurqiR9/QypNGXzBURuBJce+lUZ+9nBerFdZWpq9ft3WtMcqBRVmZuIoRCko8q3AUlx1oJ9z68Pf3L9ysbq2xpVKArQyeN42DFPTHMtC2z1Nkk6WJfTneNT+MFSaJJ7nObaNipFlmr7n+a7rOY5n27ZpQpNHbLVmJifFZhNV6kal0qhUVqbu3/nkxIc//fpb//JnH/78v4+ff3v57gXSZSuBXjKw5EEkFLpp5KWRl4ReHNiRtzESqs4K63dnrhy7+cGb9VIJokCgwjc0Tdc0x7ZRwMuyLCLA2aPP/34Lg54KNuhx46Cdw6Dtx502vjhw8mObff3ul/S4wRtd724VnF0+aldsUP613yEM2tYy+2nlm2IeEb75RBDnEwNYj6APLIW1bRu+Crgc0zA813VtG1MbqiTZhuFYFjQxVOIEguS7piimrtuWNfhn23EUoVyM7Zt1KzIaJQUYJQgC0LOidxAEAfxKlt392YFD55soIdz8xYFnz1QiuCikX/C7DIQRhuHExERMY94dEr9EbcAjnhuWdLKSAIoZLIPHK2FumIht1szv4r+bahVsc2eliyHtz9p8yIkZhAUXxpwoA6PgnCFNbLEXQyLpCUg1nRkzJV7jLe3v5sBbrFHV6XRmZmZQZfFoKnhn+6OHNbL/DvZvNBrVanU7+wMrkxFbkk9AJce2I1APxDGQe2EYDu7EdQczDe02z3HNarVeLN4++87UldN6c9WW674hRZ7B5sUYPEioVpM4Hj4IshSlNDPTSeMBMtrRPUOwpJreXK3MXL347k+q6+uNcpmv13mOQx3IcxyotadJglvwIKPmONvZP2AiKlnmOE4Sx6DbsEzTpLYg0q12szk/M6OgFy9JPMe1Gw2+Xm9Wq41KpV4szo1fv3b85bsfn35w5dPLR5+f/vw9o12w5ToJkxlx4IBkCLNjSeDkIqEq+GCFtbHP3v3R+OWzPMeJzSaEEVVZdm0bMkQJVQFZd3jT87/vwqCnMyn2eKNiw4RBm3FAGy9pw4VuHU3scEmPXcMaO/ylLz1z9OiWl/1Ii/DR4ty21aAvPdIye6JJsUdMvZ1l9tFiYRBaBixHYSM56IKlJBSA7JN5mg4hT33fj6MoiWNU4MEkhpBIV1XfdU1d1xTFMgwwnZiGgT0ODQXHcUAXxMr+8AohkW0gJwbLC/NkEVG8ZNzJ7+QG4O8nSY+mhzxi/vVyTMG6rq+uriI5w2k9ki5nHR8G8o1JdhQOqUc6UB6R1gRET4wTwh0y4Aiuwd9IhRwQzDYjnuLh7R/k4C+4TXwW2kDMtTMIM+o6OA8sxqzK2kP54IDFoMPb3/f95eVlWIZ1gnawP7PAyP472L9arTabzZ3t79MQX7fb7XW7aBtFUdTtdHrdbhzHjuMMekaWFQbBQHJY14Vmk+e4ZqUyce4X4xc+0LglS6p6hhC6ehK6m8Kgx1vdbm1lRWo0siQaCMhbsqM2jXZRrc1PfPyrz06+XisUMCShiqIiio5leY7jex6jZg3DME0SwMB3sH+XcO4xkVsCLeQ6jgU2AU3TNU0WxaX5eZD6KIIgC4LYasmCIDQaSrvN1+tcpcKVy1yptDYzPX7l7MU3/+Hz4y8YfMGW654hBLYW+xZxCwVZHKSRnwRO5JmDKXqAvstTa3fPnXrlr5qVithq6bKsy7IiitjuLNME9RH7az76/O+/MOgJeIM2H7LLAVuhhjevHYsQ28N3dsFdb0WDuJWv3+WSHr+VtzkSfOQitoJIb7brFk2xw5svdNPfYLcwaBPL5e6W2TcrzxvkEbVuSEBRIExTmpTOSFXbdRw4NsdxXNf1PS9NEsuykji2bTuJYxxjGgbyPEPTTF03dN22LGAGszS1bTtNUz83BYNKD9oiaCukxEcMh5EQq15M7HYRaXCOv3Dg4IFnz1Zjj/StcDtBTo2hQ4PKKysrrVYLn9XLyVtmxPiCH1gi3iFd8X6/z2yCc6Y09ZrQFFKXZNtRAkEWO3BO3S5eZyAVlCgey/4MhoI/Qb7jg44huyOfFCRYk4V1pvr9vk/QY9ZnRKXhCeyvKEqxWExJm31X++NiRvbf2f5ra2uWZQ35/MPmURThu4nOMiJUzJFFYRiFoe+6tmmiKdbmOK5U4orFsfMnSzPXTLHs6nzoaEngZHFImvODMEhuNmPiPtgq8umyn0SOE6rVbFAKGqiTDjS5ylPzN45+8Kt/wmgYaBItXTc0DSoZIc11oriVEZ59Z/sHhKzHTtKBPJzrotLse16tUllZWtJphs42DNc0ZUEAz5AmSSgO1Uslrlyurq2Vlpdvnnxp/MKvzXbJURu+KYUuCkI+USyGFAkZvimzfp9Umly6deLES/+1VasB86QIAtK/wPNiQox5ObG5/PO/H8Mg9otHfOvWvz88tgWIZIcDHo0idp6Q2vnidogY8ifcutW1fV1pp0t6AkTTJuKiHU628eZ2Jjc6PLZLILNrGLRzSWz/RkEPIdJdwsNiT4lzU8pwbzHRl7ERHnC5ZlmGyXbswr7vQ1InCkMU5JGyo4mWJgkof+CWPM/zKNWLco2SLgmJwyHBHXZyA9K9Xg8HMJBKStT1yPJZISEkJrosR383Pj6OM2TETNMl0fKEBpiRxHuEJunlpqwxyoTKB7xamqYsZ93kC2ExZPDABMCldWjQGqntY9kf3hrVBThgholhGFLWLsEHIRTokZxnRkw8rCPDSjtPYP+1tTVZloe3P8KUkf13tv/MzIxPqLgne/5xzi64D6IojiLXtsG1aChKs1Zr1WqV1dV3nvsvYumB2S65Gh/YxB60MQxKk2Tp7t3C9PTKvXur9+9za2t4vTw3N3v9+vLEhKEovV43Dvz1qQfQT0UpyDdlR20Y7YJSmxPW767f/eDtF58tLC/XSiWJ523TdC3Ld90oDE3DQByTpWm+IjiM/fHbJEli4ncdVMKiKI4irl4vFYuu40RBgCq1Y1m2YaiyrEqSriiY52jV661arVEu14vF4tLSmV/9w/rkZ5ZYcXUeeiNJ6JHyRkSEkEB/S47CGTzucfzG8R9dP/tms1YTeV4WBNswUBGPowjKjI7jdCluyz//X/AwaI/WttHU0Ac8lfVkAO0/hLX/LcPoE5EEhzTcm996WMLK2gdwSyjeZFkWBkEQBFEYpmkKoA+mPBAMoSlumaZlWbZtowiEd6EaHBJGlRW3We/AJdEoeDLk/dg10GIPc0qWYW4CKNk465TliPIkSYL8J07o0bw3TsWcE3PhcEuwAzxZTONCSU4qCNfJ8B99UkXAf1m3xSPgS0TqCgwY+1j27/f7zOfhjQAOY1fNlyISRjrgurgAeP2IBNUjUvJ6YvsvLCwg5B3G/iwhHtl/B/vruj43N7cnz3+XRs8GNRLTNDRN5PlWvd7muBvv/+DTd7+vVGeNdsFVW4Gtxr6dPhIGYTmm6Zqmb9uh5+GVyPc7WeYYRmlutr68HPkeDcn7sW8FtubpbUuq6o1lqTTJL9+oz1w4cvhPZ+7eXJqfn3nwYHZ6enlxsVatSpIEgDOsiufkce2fEZVAGASe63qeF0dRGIaVcrlWq2GUzDSMMAhC3wdRta4ouqoiLlRFEUWyeqlUXl29debd+dvnDX7dVjjfkELXSAI3jYMsjTppnKUxkwcJBhWvmt5clSvT7dXbl97+4eL9OzLP8xyHkVjbNENIoAQBOqRsDJM9/793YdAWYOOtgDM7HPCFWU8Ez/6DWL8HlmHSqvg2YitnEy7wENis4cMSokUBXAPuqtvpoMCbpSmyNPCGZWmKd7kkLuj7Pnh2e90uPATzBNjW4cbg2AKaDoPfYg0FuMCYxoVY36Hf76NmEBGdDOrnOBUuuNfrVatVWZazLItp/h+FCmyyyKpZJQCOme1WCUF9Q4IDh8QNCM/HujAo5sNVDDZo1/Vy4tLwTGyu6snsj1ZIN6cvgYoIPqtDlIMoOSCwgCWZQ2VwnCe2v6ZpS0tLw9u/SwSDI/vvYH9ZltfX1/fk+cdv0zQFbsh3XcswdFmWWq1WrXbj/R989s735MqMwa87aiOwlNi30odc0kNjg7pdR9dsTcsNyRu+IdkKZ/DrQBA35i9XJ8/cOPnrxYnrqiQpoijwPN9slsvl+bm5+bm5udnZcrncbrdVVU0ICf649vc8z7Ft13UZcnFxcVFRlCAIPNfF7gQ8tee6hq6jWWYZhiIIYPoATujuxyeX7pzXuCUqCGmxb6eRnyXRQIE1jQdFL4zCaTxaY2Lx3tLN0xOXzjarVZ7jNElSJclznND3EzCCRlGaJHjw8s//710YtB3yZqs2yzYHPPW11UT9aPX7v0+WYSzS2G17vR6j5WBdCZawwgmxRC2m4ZFutwv5C+A0saFjw+p2OmEQ9LrdmHL3hBQoXdKhZAV/nwQKgCCBt2BtODQ+IpKFiqKo3+/7RJGHHRBXGNO8T5c0oeDY0J4YHx9ng9wdUoOCi0pp+skj+G1EyydBzYwkRWGxiCjv4JM8AtUifUcuHhC5cJeGqGHDgCZffnf744N6hNgNc/Lm7AZTEtXyiA5nT+zfbrer1erw9md4jpH9d7B/vV6v1+t78vwPOnQAY/m+pqqqLCuCwHNcm+Oq6+unXjskV6aN1pqjcBtm5h9LUmMgH5YOkNGDyKBFkcH91tL15Zvv3zl3dOLTs+DR0BTFJ8KLhKiPOI4rl8vz8/P37t1bXV1dW1vjOM4wjMe1P2pC2ItWVlZMw4gJdwh2JdDQx1HkWBZmOBRJ0mQZbGetavXz91+buXxMqc4a/LqjcL4pkexa2EnjTpYOhOjjIAncTTFfe21s7Ozb9y9/xHOcxPOmpkHxI/B9y7Icx/E9z3EcFtDj+f/9C4P6/UfAOY9GOLse8FQXc/ZfsOt6+uv3xzL5MMgn6SLsrQEN4CA1Z8COjESXMmKuY12MLgkHIsqBi3Jd13EcbNzo3yNfxxbm0dgLNrIOaYkzL5jQ6uRkxuFQkSIjpolyAuZRjuWPvR1O0TTN5eXlICfdgHwReXlIHL64WtwCu0hWhGeVsITURtnbM4J7Y48GcMGnqW+Gi4TrCmjMas/tz7wszIKMkzn7vbX/wsKCJElD2r9HgvMj++9s/+XlZUVR9uT5j+M4jiLHcUzTjKPI0DRdUUxNk9ttyG+df+MHwvo9vbVmK3U4+8cPg7q9bqebZZuG5G25prfW5MpMe/XOzZPPn3z1G0sPxoVmU5dlXVEMTXNt27Ys3/fTJPFcFw8As79t281ms9ForKyszMzMrKysFAoFRVF0XR/S/nhsxu/excOcgZoVrcksy7IMQYnnedA0RE0IbAJ3Tn3vo3/9e6k0qTeWB2N0jp4EThYH2SAMQiRErTFbc3XeEisU9l1797k/qxXWgMIGWVoUhpBcxcVnVK/CA/z7GQaN1mh9wRfDBrGkE9sHNpd8/wIOBtX1DqE+83CKhNjqQhKESqlHFhKEE7tSh8CkrFPApjxwNmTwARHlsWwPrgsHsJp5l2iFse9HhGvB5gh3jl3G87xKpaKqakoDUK7r+jlFceZ0U5I+wA/9fh9+BVfO2iUhqStERJODu4DdYC7WzkB2zmyY5OC9+9r+TENjGPujljOy/672n5ychAV+9+c/CAIMn9uWhVdt0zQ1TZMkUAdNXb3SWh0bUAcNwiAvSyPGoDhEFNTdUAqiIXmzXVLrC2Jh4urRf7l45BW+Xm/V60KrpSuKqeuubYdBENLVxtSd3M7+kiTVarVSqbS4uDg7O7u8vFyr1SRJMk1zB/tbljU5OYk/NzCLCIYi4h5DduR7nq6quqpK7bYmSa1arV4s3nj/+5ePHFZr86ZQcjUAp1AqizpZ2s2ybpbl8OCGb0q2whmDyO/2x7/+u3ufn203GoogoNQEoDRglKA7yj//ozBotEbrKSwWBvV6PVbD9wh/mu/KI6WGd0Eu65KoBUvcUxqBQU6G3K7f7+MMcKvY2eE/+v1+j/QF4Vewy+O3aFjgwrDphyTFnIdEsF4JXGy+VI4X2QVHUTQxMQFkd0QERaxawK6KpdFhjv2l1+vBpfUIfsHuDp+L7Bym69IINP6L7bjf78NKHo1Pe4QR3r/2FwRhaWlpePvjrkf239n+pmlC8G6vnn/cBaSIdU0zdV2TZU2SGtVqrVh8cOVTbuGm3li25ZpviIxBkcKgIeBBg45YMkAFsVJQc1WuTF96+5+unXmTr9UalQpEzRSSD0vi2LKsKAy7xMM5pP3TNOV5vlarFQqFqampBw8erK+v8zxvWRbrCQ5aY2G4vLyctz8zdb/Xw8ktywqCwNR1Q9NkQZDa7Xaj0a7XuVLp07e/O3HxDaO1ZlNfLI0G9JLdTjYI/lIGCVeBEELwN3f5zXNv/gCSq5auG6qqq6ppGL7vB76fZZlDUol4/kdh0GiN1lNYrCmWEmCZVZVZHobMDE6iS5y8PRKTYkVsbDH9fh8/sGQUW3NKigEdkkFIaaCGZe14EZ+e38o3peApoWhZqyUkVhUAMrD3wdcOEs04TpJEVdWlpaUOCS+wrodPU9boICC9xpk9orfp0opJGBw/MzxHRAwuXUKOx6STxVAacHisBg5XGpGGw360f7FYBNPxMPZnlzqy/872l2W5Wq3u4fOPKlEYhkx1yzIModUSGw2uVLp89Ke1+Ws5BsUtiKR3DoLQERtwBW2IBhbvnPv19bNHGuVyo1qVeR6lIEyrxWGImCAMwySOE5qGewL7B0EgimK1Wi0Wiw8ePFhcXCwUCo1GwzAMy7JWV1e3tD9CLsdxbNt2wTNpWaokoYclNBrNSqW2tnbhN9+rr4xvpJcc8Cp1O1QQisMkcIkvu6o1lqXSZGvp2tvf/0+llUX0xUxN01UVBbksTX3PS+g5wfM/CoNGa7SewmL0iVmWIdUGABOgDbaZsi27QzO92HY7pHyJDRq7M3Z/IDl80iXAXozUHBkwkul+v882cZwqJjApQzngwtAxYf6sQ0qZHik6sY/zaQIoIyVOvLi6uspxHC4SKSNDDDAHiRp1SsrqMfGR4DzoaHRJHyrLSUp1ifw3Ig0sBq9h7hy5LCoQeJdHOp371P5LS0uKogxpf/jskf13tT/HcRzH7eHzH8ex67q2bZumGXie77q6ohiK0m40GpXK0eefqc1dUeuLlljx9Hbo6EkAT592O9mQYRAVRYgrSGkY/Prq+MWJSx+VV1ZqxSJfr8vttsjzUGI2NA1AmcD3Edk4jrNX9jcMA1DrmZmZq1evXr58uVwui6JoWdYm+yP+6ED4xXFs0zR1XVdViedb9TpXLtcLhfufftxYumsKZcarNJikyzIqCCXUDTR8Q7Llut5clctT/PKNy0f+5fbF42KrJfE8amBhEKQ07wYVRfb8j8Kg0Rqtp7CYmAZS2HwqFhOYNCZop0cTLshZ+/1+SnhPn8ZqkGD1SKm73+8j50ZvPszRymXEJsy8Y0IMMVEU4Y1ejpkX5QTsYhFJHOAigZyIiZUVxfN+v8+K6igVTE1NxSQbHtNotE/stNhV0Z5gd4EP6hLbr0cC6QnpO3o5FfQuDSWxAgZr/eQrHDFBXnzfh8fap/YPgmBmZmZ4+8eEsBnZf2f7r6ys2La9h89/GASu4wRBEIWhqesIREAbyJXLH/7sm6XJC2ptPu/pH2VQ3D0MeiQUuHX23XuXP66srbU5rlmrCc2mxPNABYFTHpWYTqcTkTDcntu/1WrNzc21Wq1SqTQ9PT03N7e8vNxqtQzDALcZAsQkjn3PC30fEkCGosg8Xy+VPnvnubvnTzaWxgy+4KjNAaFA5AMl/bAvRqCoHDxoml+5Of/50YlLHwkcJ7ZauqI4lmVoGutpZtTsw12PwqDRGq2nsFg1KCClHmwoLG/Gr3qk1A3vAufB9izsUx6JO8LnhaRI0NvIAYNMDqeNafIFKJB8rZvt+wnRCrM39mhyp0sEvtjL0AoJiJkXHrdHrHqKoiwvL4c0g812W+ToaKDgrpk7gYOJSLkJp+0RhtcnfXLWnenSoArLXJmTRraKe4HHZdGAT3rj+87+mqatrKwMaX/YeWT/Yey/sLCQ5Nbv/vyD4NTzPBdxh2mqsqxJkszzrVrt+rF/vnzkB2BQfOjpH1IH7YqSzodBbuganiFaUk1vLJ/66V+vzDyoF4tQUVVF0dQ0hEGmYQTEm+B7HkR1/i3sX6/XFUXp5ZqGpmlWKpWlpaWpqam5ublischxnCRJYRAwvRFTVcVWa+nTF46++LXJS7+Ry1N6a41ByKlpmORQ0vkwqM7CoPrMhVtn3l2bm5LbbU2WDU1zLMt13TzzPnv+R2HQaI3WU1j44oXE44ztg20l/X4faWVATHpdmulNaZSD7ThIUoMcchMpe0RDv6zQjQ2uQ7xw/X6fZb04Bil7r9cLaegDmXRKzCs9KomHOTYafAoDUvR6PZwZrxeLxXq97hJXDfZNVOCZY043qn7GOW1wbLWsa8OKFgAZ4DYzUoFg/QuXRBOx08U5nhjku/1+H+fZj/avVqs8zw9p/zAMWVdrZP8d7B+G4eTk5N4+/wiPbMsyTTMMAsswHNOU2m253W5z3Nr89LGXvwzqoA1A4HRIeBALg0IKgwb4mA9+9v/dv3axur7eqFbFVksRBNswDE1D3ON7XifLEmqYdrIMOKe9tf/y8rKu69vZ3zAMTVVXV1eXl5cnxsdXlper5XK5WBRaLVUUoa1x7KW/XLx5YoCdGjQNN47Np3EWD+7dN8R8U6w+feHz916YvHZBbrdlQdBkOfA8x3GSJMF/88//KAwardF6CgtfPGyd0SMzwyynRJaWkn44g3RgiweuAlsYg2Lg4IBWlhNO6hBpHjI/eCb4IewISHwZeAL7eEpswiwv9AhYihexFWJLTUhyKCBRiMnJScuyMtpqWTkdN4i79mnAO6JBFWy+MUFoB8krjS95pFTl5oSvAdtkdmNXGxBSNSK1yIj0Jfap/R88eGDb9pD292lgfmT/ne0vSVKxWNzb599xHM91HceJowhq57ZpyqIoNptCs1krFi++83Jz+c5DghzXyAOBd+uLbWiK5atB9y+9eeHIK9X19UalwnOc3G5rRBcEEmcMrmN4k1UK99b+09PTpmnuYP9OpxP4PhqXkihWy+X11dWF2dn7d+/OT00Vl5dvnvjh1RM/UmvzZrvkqi3qi3lZEmZp3GGqGoEdOJqnt0EdBIh0beqjdw//p8LitMjzsiiiG+g6Dm6TCUvjqRuFQaM1Wk9hsYH5Dgk0+iRjyf4XxeoezaBiT49pYAcJfUazrMhrPdKPxM6OHA4+CZs1joyJSzogvegeyWinJMbkEUbEJ5q7gFjvPBqdZTWGmEaHYkJW4hNd1y0Wi6yQEBJ9C34b0mQ1mvR5qCyMgCsMSasS+XdMxMe4zR7hLgHaYKdit4nsE70M2LBHqJH9aH9N0wAMGsb+/X4f1z+y/672bzQa7XZ7b59/VhuLwhAxkCrLtq6LPM9zXKNSGfvo2PzNs2p9IQcPsofui22LDZJKD957+Zv3rp6rl0qoBpmq6pgmKJXjKDJNMyBSAxbd9khnd0/sf//+/Z3tD9u6rmtbVhLHrm37rmtqmthqceXy3OT9i289X539TK5MD/pihhi6ek5wPkzjIAndDWxJtXlh/W5j/vKVd797+9L7uixbuq7KsmNZpmHgszAsln/+R2HQaI3WU1hsYJ5tB9hrPFL27hJpW49AHth3PFLVRnbeIwGjHtG6wLugZxFQRx/uCkkeWhL4RLgrpOM+EYRgH2TbGUsH2QwRLtsj3hck9yw5jkmbs9frVSoVjuNSmkBBKsZ8Hm4Zn8u6Lfi4vLPBvaQkUY4LgEFYShqSsAP6Mqht+DkhCFYbyLKMbeL70f6tVqtSqQxp/3yzZmT/ne2/vLysadrePv8JMWgnSRJHkes4uqpaui7yvCIIjUrl9tl/Hf/4SE44Qt5EkLNjX4wNzEdp5Ee+hUmxTz86+cd/9H/8y7N/WlldrReLQqMh87zE84ooOqbpWpZr277nIQC0TBN2QA0M9ZLf3f5RFM3Pz+9qf6i++3Qlrm1bui6323K7zXPc3fMn5q+dFAv31PqiKZRdrRVYSuQZSeAkoZdGXhK6sW/qYYJ8AAAgAElEQVRBYJWxJbVXbq2OnXzrn/+EK64pgiC327Zp+q4bBoHneY5tx3HsEcIJT+koDBqt0XoKC188bJEs12QbLloGLAtn+zISbngm7LbwLszJIXNNSOuApTs90sjsEKEcPo4lamxTiwg5GNOcCA7rkYZ2tHHQ2iXtjh7JiSdEExzH8cLCAmslMIfHbhBX4hHHMQNtpITTxOeyMgOrwMMb4TaZC2fZP5w3rjwihhhWEcExmAzaj/ZfXV3VNG1I+3eJEWdk/13tPzU1hd7QHj7/3W43iWPYzTRNx7Z1TbN03VRVwINunfjh58de2lI4Yqi+WLfT7TDeIDuwVa649OH7b/3D3371zrnjxZWVerHIlcvNarXdaKiSJAuCY1mubQee53ueYRie5wWs1+m6CNcQqv4u9tc0rVAo7Gr/DJUk1zVN0zLN0PcNTVNFUeZ5odGY+vjFB59daq/elivTenPVkmqe3g5sNXSN2Ldi34o8M3Q035QctWG2S2p9USxMjH/02w9+9j8KC1Niq6XLMubwLcMwDcPDxCLdIHv+R2HQaI3WU1gMGxST/lG/30+JWmOwxXW7EUlwI2thew1zPwGpRMUE58QxEYliMigog55gc2cdkIwGiZHQw2PlK+EJjYTkPzQjDl8Gk/QIYuKRdKWqqnNzc10SUugQyQrDiGBLZefBeyOiPA5oXBnuk4ESAF/AXsyuMAiCiJREkaGishLk0CEp8cJ5hGDYj/afmJhgYcfO9o+I2HBk/13tH0XRgwcP9vb5x8+dTsd1HMdxkji2Lcu1bVPTDFXVJElsNmcvPH/i5a8I63cfQcD4OVWN7SOhbpdYpMMkcENXN6TG1YsfnD76xviFI9c/fLe8utoolxuVCtiDNFAUSpJtmpjed23bdRzLNDudThxF3U6nk2VdGoh7YvsLgrC6urqr/ZMkgd4IxNdc29YURZEkU1X5er1ZrV498p0r731fLEyotXmDL9hy3dPbvikHthY6WmCrvim5WssSK3pjRS5PjZ9/5+a54/ViUWq1JJ6X2m3XskAhHRPnOKtcsud/FAaN1mg9hcWaYoBrpDSHzPYXtptjc4lIKhIFeWxMMTGY4QwMvoCDA9J5dl233+8npE+JdI11KJDJYUdAdosSAnJf1iJBWRtuFW/E/ugSWx325H6/Dx/Q6XQajUaj0cAxMekvRrnNCHUFvB01AySLMTGX4EpY3gYHzJC8LP/uElUdDmMwlIgGWBIij8FmjdIL61/sI/tLkrS+vj6k/buksj6y/67213V9bW1tb5//LrEuOY4TkrSIY9uaohiqKguC0Gg0KpXpCy+d+umzDyfDDfExgNKDMCgtFdZCz3ooLy+WtcbyzQ9+ceXUr2vr65icb9VqwAkJrZYiCJosW4aBYonvebZlRWE4qAy5bkZ/6Cezf7VarVQqu9o/JXRRFEXAbiMy0xVFbrfBo3j6ta8tXD8qlSbV+qLRLthyzdVant72DMHT247atKSq0VpTanOF+598duTVhenpuQcP5qam1peXy4WCpii6qqLQBbZG/Dnyz/8oDBqt0XoKiw3MoyrrE/UINoU0Tfv9Pl5kngz7DrYVJGco3XtEbobtqUsa4Gy3CmghC/doXpqVB5iP7BITDBZLZ4PcWGw3J5/EPFlGc8UpMdCEYTg1NcUaKKxgzlxLh+aNWeOmR2DbmAaUcMspzSGjFAELoH6ADTrNwTzh2HDBKU10x0TQB5/HEB77zv61Wo3n+SHtjzhgZP9h7C8IAs/ze/v8w/6DoDMIHMcBAsbQNNswTE1TBKFRrfK12r2PXj3/xncIAcMHthr7m4DS20VC3Tbfevmllxr16kBh3tV9Q3IUzmyXNG7pxqlXjr/8V9N3Pm+Wy/VSqc1xYqvV4jhZEDRJ0mRZVxRdVU1dB7NRHEVxFMVx3O/1vFy/73HtX6lU6vX6MPYfGDBN0zSNo8i1bV1VFVEUeV5stRqVytyll469+BftlVuDSKi1ZoplW67Zct2Wa6ZQNlpram1eLN6/euy5a2ferBeLbY5r1evVUqlcLM5MT0/ev7+4sFAoFARBsEzTy2mk4PkfhUGjNVpPYbFJMeYPUuKxQEvCz9H7RiQ7wLYkeCyfNJsSIoiDQ0KThYEYEmKrw0fAISGBC0gzCB8RETlKSPPA7L3Ys5BCBaQtxVJe7CbIFHEvqqqur6/HxDsMpwhvmtEwUUYMNLgX+N1erxeTKhMMkjyiijCYvomijEZXkL5HhH1BvT0gQExCSlj4AWV82G1/2R8aGsPYn1lyZP9h7A990D18/jfYv9vtdjoIL5I49l1XV1UEIjzHtRuNRrl89fhP529+aPDrjECI6YvtUBBK0/T0qZNZmmBeLI282LcCW/MMwaZIaPXe+Y9+/b9Ovva3Y+eOjn9yZmnyDsb1RZ7XJElXFEPTDE3zHAcEg7ZlObbNMDQuzf8/lv0LhYIkScPY/2HRznE81wWjtAEgeaslNputWm32wvPHX/lGc+GaWLyv1OY0bklvrRn8utFa0xrLSm1OKk22V26d+dmhmTtXm9WqxPOKIDimaRmGa9tJHJum2Wo2i8XiwsLC/Pz86upqrVazbRt/6FEYNFqj9RQWg0hHNLzDEqYgN14BHwOv4Ps+c1pIl1kPAvsv8teYppTDHL09y2vhdbBbxTl5Kex0AckD4cw+aQ6wXYz5qjiOOzQ+HRF7LKsi9Hq9arVar9dxQI9YVVixISb9rPzNujREjR8YegPZNpxKh5StcB7mh1gWzkr02LVdGglhmSjukXWg9pf9GYx3V/uz4srI/sPYf25uzjCMPXz+8/ZHRAXWPtMwXMexLcsyDFWShEZDbDbrxeLdj34+cfEDDUBpvR06WhI4WTxUXwzzYuASnJwY47lyYKueITgKZwplvbmq1Ob41buzV0+Nn3/vyrGfHH3+z29deE9oNFocBwCNpeuGppm6bhqGbdvA62RZFoUhQpbHtf/y8jLw17vaP6DBdc91IbMKpVVNUaR2W2g2W7Vas1ab+fiFqSuflR5cEtbvSqVJuTKjVGeV6qxcnhILE+2VWzOXf3P+7R+1ajWB4waFLlX1HMd1nDRJMJKWZRl+EEWxVqstLi7eu3evUCiMwqDRGq2nsPDF69C8SZfmcllinRGJbY+Ia9McLxxLNAOaVkV+hmI1XEhCupg4MiWQB5xch/h82cbdI1gow4sgpWYX0O/3feIFZk4RbjKgcRKPAKQLCwsgZ0MDJSDQALxjQIjahHSqsUumNI2ChLvf70eE5wW+JEmSiGCbeCV/AXCosLCfkx+HNQA3YWUMjzQ+94v9HcdZXFwc0v44+cj+w9g/DMP5+fm9ff432d/3vIjAxbZtm4ZhaJql64ogtGq1RqVSWVubuvKpWJ4x2sWNQOn4UaA0ZtFZHIR5sU6WJnHw85/9ZEClY2u+IQ6gM/y6xi3JlRmxMMGv3KxOXzz/q7+98PrXhEaD5zhFEExNUyTJMU1T16HEG0cRK3rhD/FY9p+bm0PMNIz94zjudbt4woHXRmsMkaImSUKz2eY4vlabvPzJws33+OUb7bUxYf2usDbWXr3dWrremPts4twrF959katU2o2GJsumpqEUZBqGbVmoKbJCHXv+oyiSJGkUBo3WaD2FhS9elmX9fh/gjH6/nxGlCqszJ6R9ExDyFBsNtieU6LG9hsTuz0r0yGXZ69iAkNuFRI6HPa7f73vEJ4a3Y7EaAA5juzx2PZeoU/r9fkAEM7gXwzCWlpZ6BM6Fz8tXCNjWye4iJgI6OF32oaxg0MsR9eJ4WIy5K5+okJn1GDIDn4UriYgWBWbZR/bnOK5arQ5jfzjgkf2HtL/neXNzc3v4/D9qf1Zp8zzPNE1D1wPPcyzLUJR2s9msVuul0vk3/mHx9ocElJYiz2B9MRYGdTqdX/3qV9evX99UEUIkdOP6tbNnPkjjIAm92LdCVw8s2dPbtsKZYtloran1Ban8QFgbay1enb70qwvvvSw2mzLPq4Jg67ql6wgdHMvyPY91AAMiFxjS/pZlzc3NDW9/GMqn4psFtXlNcyzLsSxVknRZFptNvl6vF4unf/K168efK4x/2Ji/3Ji/zM19Wp+5UJ08M/nx69c+/K3M86ooaopialrg+4au+54XxzET0Njy+R+FQaM1Wk9hMYX5IDdxytKmLukSIKPq0yxxSNMZPgFaPdKyZumyRzPP8DT4X+Az2F6G/2XOzyMlcPxvr9eDA/CJXqxLAF52nTgSF+yT9Ca6J0EQgJC3R3NJLHtOiE0O/g81BlQgmKeBW8LuGZKyFX6AO8GWisNwSbjOTWZhualHEz1wjTgP28r3kf1XV1dN0xzG/hnx/47sP4z96/V6o9HYw+f/Uft3SS/FtiyU36IgcCxLk2VFEJrVaqtWu3rs+9dPvqRxS5ZYIQktd1Nf7MiRIxzH9R5d3W6v25l6MCkK7SyNszhMIy8OnEFZyJRcjbflutku6Y1lpTorFib45Ru3zx5ZmLgtNBpCoyHxvCpJhqraphl4nue6YRCgNMhKa6ymuLP9DcOYmZl5rOcfpaAoDF3HwZBaHEWGphmqqkiSqWm6LCuCIDQazWr1018/++7h/+fkq1+Z/uTN6uSHlYmTpbGjtz98feKTM4ooyoJgG4Zr21EQoLYUhmG300FsveXzPwqDRmu0nsJivEFItvL5bi/XTe+RxkKPIK5dYqjDAT4pU3o0r4E9K8pxw7CP6BGJGf43jmPW2o9IYhMusN/vs/p2kGPBR10hItpcgDA6xBYDzxHH8eLiomma8Bw4oEvgBp9IRwKSmmJ5Ni4+f2Q+Xx8Uz3u9gKDErIXB3huTpLlHuo+wHnbAKDfa3SFK5f1if8uy7t+/P6T92Ssj+w9j/1Kp1G639/D539L++NkFCjgMB8PqiqIIgths1kul+x+9ePInhwYEQlrrkXmxnfXFCCTUyQaao0lEZSE7dI3AVj30yMQKG61aHTt79+PThYW5RqXSqtc1WTYUxTFN2zQtwzB0PSGEE+uK4nZ2tr+iKKurq4/1/Idh6LkuQDxQfnUcB1N1hqa5liW122KrJbfbrVqN5zi+Xl+eGrvy3isPLv5r4dbb69ffGL9wurgwJfK8riiOZVmGEYdhQoE1+wps+fx/ccOgn/3858P82/PPHa3R+ndY+OKxvR6epkeVdmygyEoZqAK7D4NT9KiS3MlNfmL3d12X9TKwUJPH9z8lpuCQeEES4u3tEmEaslt4BSS7yIBRG2BtDoBGWeKOK7FtG6yJPo0cI6eHG0ASyZAfXRIeR67JfB7zIsi/ezR3HRICo0N0tMxxJqSmntDEE3NReCNeREYIK+0j+0uSVCgUhrF/mhORGNl/GPsvLi7igD15/rezP34Lu6Hs4dq2Y5qKIKDOUSsWj7705frCDQhrBJYc+VYa+RPjY6au76Yv1uv1uiwS6mZZJ0uzNM6SMI18iE6Eru6bsqvztlwz+IJaX5RKk0u3z5z75T/M3b3Klcsyz7c5Tmi1HMNgTNO+58W5GJ01+Hawf61WW1tbe9znfxA+BgEwhVmaBkFg6rqh645loTIEPiGx1VLabTBNj507du3YC7ff/85nJ36hK4qpabZhGJoWBoFtWb7nOY4TBEGHeNK3fP6/0GGQv9VCHRKh+vZh0NjhLz1czxxtPskVNI8+86XDY//WbxmtP8jFsEFsH8FCHozqOsulPFJ5xLcX+zJcAr4L/X4/ITq7Duk64X+73S4OZts6Mniclrkc/Nzv9/E6qtYoAMCNeTQHFOfGhQbl/SiKiTKuRzpiPg3T4mwMFsC2P/iGhFhzujRwBE+ZEJQSuISM6GTgrQOSa2DZOVwO8lFsuBFBIFNSCMenY8/tEVRlv9gfE93D2N8nfqCR/Ye0/8zMzB4+/zvY37btJEmAgLFtO/A8S9c1WQajNFcqXXzzOw8+e0tvrgIe5FnKT378yrkzH+ThQY8ZDCVZGmVxmEY+9chUzxBspW60ixq3JJUftFdvH3/5y+//9H8uTFwXGo2BFKuuO6bpWJZlmpZppkQNFeUm+7azf6VSEUXxCZ7/Hs3So1wUhaHveY5tDxDTum4ZhqYohqJosizxvNBqCa3WlXf+8cj3/0iTZUvXcaRr25ZpJnHseR7IEqFctt3z/0UPg85/cjX/b2p28d3Td/7xpbNVrh0EwdZhUPPoM1/KByNjh4ePhH7HOGYUBo3WcAtfvB6J7KREJhaQAldG8t0pqRqx7YP9zErxEYlTsp9DmobAiynN/vQIr9Cj7kan0+n3+9j3kUazMrhPalAZDQZ3CAWZ0Vw09q+ApouTJMGQCH5OafIozg2bwIXAnXjUPWGHIY9nhXcGrWCZJaulY5NFZSJ/tbAJyg/MFaXEmhOQpjqKHPvF/vPz85ZlDWN/BAEj+w9pf8dxCoXCHj7/O9g/IdEJTGP5nqfKsipJIs83qtVWtXrnw1+MfXxc45agL3brxmWuWtyEkt5u3bx5s1gs5oKhzsMeWZZQj8yNBsRCoqNwplDSuCW5PNVevXP6x1+evH6xUam0ajWh2URU4dk2tNmjMHRd17ZtFIQCIlHc0v4rKyuCIDzZ8494JYXpHMe2LNuygiBwbNs2TdTPUPVB/0tqt6V2WxFFRRRVSXIsyzbNOIosywqDII4ihJ6sELXl878PwqCZhTX8m11cN0znv/z1uweeef3q7cUwDLcKg5pHn3kk6Bk+OhmFQaP177LwxfOJmKRHrPwR0Yth68QXFS4B7oe12LG9sm0IyTRLVbErwRXhVx6N8iK7TZKk3+9jc8dm5Hkea5+HtGLizk9IWwq/hd/ySEepk2NbWV5exmexrQ2bICsMsJ/x25AmkBMikoFzTYnYBlZijhxvjInJF64UN87wjwzK2uv1stzotUekwIMx5n1i/ziO5+bmhrF/j4CrI/sPaX+e50ul0l49/7vaH7ZFqOc6jirLQEkD9TI/cfv+pxfU+qIplrdgD9oxDHrjjTckSdr42oZgCNDpwRCZo/mG6CgNUyhrjWW5Ms2v3P7o9b++de54YX6qWavJ7bYiipZhqLLsOs5Ant1xPGKfchxnO/uvra0pivLEzz+ODOgvOKhFeZ7vuoam6Zo2qFSZpiJJqizrqupYlu+6jmVFQRAGgWWajuMEvo8wNyHNu+2e/30TBs0trTda4sefL/zRM68f+seTkiRv3RTbORBpHn3mmcOHn/nSoFqUb50dHsv9/zNHmxtP1Tz6TP7A/qO/PTy2+dPZ2UaB0WhtXkxMI6SRVKSPnRxtbq/Xw4bLdt6AwKfYT5Gwwgn1Sb8QGS3cFUt68CkpaWT2qEGOLgYKxWEYYr/o9XqAf8IlII3zCOKAM7B+AbYVhoTleb7ZbLI2Aa4ciArm7ULCiKBxgL0PLjCh+ZGYyGaYp2S5NXwkLs8jVG9IgFa22bGGDpoUHg1Rs44J26a/+PYXRXF1dXUY+6MHMbL/8PZfX18XBGGvnv9d7e/YdoCmnu9bpum7rm2apqaJrVazWi0szL3+3A/Kc7dMoeRqfGBr8dBq86+//vrWv8j3yAZoIS/27dDRfUNy1IYplPXGslyZFtbGZi4fvX3mvbm7N1q1miqKsiAYqqopimUY6E9h0g1/KdbT3GT/+/fvw9pP/Px3Oh3HcfBX8DwvCkPbsqDAahoG2mSOZZm6HnieoWmubQMMFFErDSEXIqo0h7jf8vnfB2HQWqnGtYS1YtX1/C//r2P/4S//9cb4eqVa3ToMGju8UwNsQ79s7DD7mfXNtgxu8kduGfFs8eLGn54QnTRav7cLXzw0F5AfZzQejHZDSBJFWU7Jmc2v4gDmBnq5jDwijCdLuVzXRR0Yb8T+zir82KzZ7gDX5W5k0PcIGukRFzBzV8wf4CNWVlZAUY9dBgcnpDbFNqOMaPGw/fk5fSLmhFzXxb2jFNGjuRuG2GXeF+9l7iqmeaWEqEoSEgkPSQ8cl71f7L+ysiLL8jD27+Z0Kkb2H8b+KF3s1fO/u/1dF5eapqnnuqZh6Koq8bzE84Xl5W/97d/8/Zf/T6U6OyBRtNU4sNMhwqAgCCqVyvYxUhcirAO0UBKlkR8Hdujqvik5atMUH0ZCzYUrZ1//Hwv3bgqNhiIIuiwrkqSrauj7pmGERPkD4zxq/yAIJiYmfvfnPwzDgBg1HcdJ4tiyLLS6LMuKwtDUdce2fc9zbduxbaDOkzhG4SoKQ4/I0Hd9/r/oYdC9qbmphdrx8w8M07w2tvbHX37jG989Gcfx2tr6MGFQrtzDopwtQxJ625bBzZah1c5h0Oay0CgOGq0Ni2GDmEvA/h7mxIxYns2+tzFJNjLMAfIttgF1c0JIzIX4tHBCZK4+jbHkk3Uvh70IiFmYddPhh3CegPTD8TrbYtC7QX6fET1MQjMNPs1go+SA/kW/38cxHg1d45ws3cfPKJ6j0oALwOVh6+yRyFGHJomCIIiJlQSv47+sneERhdoX3/6g5N7V/vjvyP6PZf+JiYmQGBd/x+d/KPtHUafT8dFcCwLf83zHAeD38qVLq/Mz773wF0p11uALjtoMLOXxZuZ3Wt3cRP3mSMhVWywSaq/eWbx25OiP/qzNcXK7DakNkAk5tg2i5xjNpjh+1P6api0sLOzV849wqtvphEGQZZltWWjGoT3n2LbnukkcR5BwJqg+nq4sTT3isN75+f+ih0H1RvPvDp/5D3/5rwurrW/+0+k/+W+/uXJ7LQzDaq2+dRi0dVNsqyinv6HVtUM1aOvYafcwKL9GYdBobVhsYL6bo63D/s721n6/7+eGYjKao4lolCak6WVWjUeW7BFStZPjN8MGHZFSJhr8wCfCY8G9RTTCioyW+b+MRoJTUiNn+VxA9Lv1er1SqbBiAHCm/X4/JLWBHk1iYw/q9XoeTeXERO6HW3aJfRhX3qUGDVLJHnH7wvGgRN8hahBU5gFAwd7XoZkjFBgYCnhf2N80zfn5+WHsH5GM/Mj+Q9rf87y1tbW9ev6HsT9ihTAMAZ7SVVVqtzVZFnme57i1+dmjL/6FXJkx+HVHaQwkNfYmDNouEnJC1xjUhIQyZsf4lZvX3/v+rY+PNKtVmUTHHMvyXBfxh0+Rbr5dCPvLsrywsLCHz38YhhEG7EloxXXdDoWYcU6uJPB913FYIzVNkizLhnn+v+hh0NzCUr2p/Me/+vUff+WNP/lvv/nqt0/ESer7frPV2joM2jpo2a7Yww78N60GjdZobV5MYR6pT0QjOXAJPWJ5T2lOlaXXHoE0sdGExF+X0iAosij8b5d4eyNiDEPSxvoRvdyMMbyLS2PSAUkjoUzNfFVMbHu9Xo9NweCD5ufnHcdhzgDpIHY0pHq9Xq/f7yPJxg7Fehysi+8TECQitCyKCngdO2NKctZsP8UBeBHn7/f7MB1q8h2ao2ZwBOa/v+D25ziuWCwOY/+QYCgj+w9pf03TyuXyXj3/w9ifvSuKojRJjh45Mjc9rStKu9FoVqulpfmjL/6lXJmmMEje0zBou0jIDl3dNyRHaRjtolpfEAv3WkvXpi/+4uSrX6mtryuCoMmyrii2ZZm6bpum53n4swY0987s32w219bW9nz/gbmiKIoBPHecTqdj2zYKhAjc0URDZSgKw4RU8HZ9/r/oYdD9B9Oqbr/21vX/6yu/+b+/+uaFq0u4K1EUtwmDBpWYXNyCyswjUc4maNCjXbNtsUE44OGLDxFHW2GDRiHRaD26GEQa1WCWo0Q0m8M2006Obxc5N1LPXq8XkWgAWg9BThMbuw+SV+wmLJ9m4NaI4B04rUfjLdiMWHc/JvlPnyaZcXyP6PXYfrewsADHhr0MJfGQZpvz3Y0e8eN5NDrkk7oCu9ouaVnDMngL8zcd4kBj2T+2vIDAtvnSBe4OmyBztMyJfsHtv76+rqrqrvbvkJrByP7D27/RaHAc9/+z92ZNcp3nmaAuJyYmYuz/MJdzp4mYiL6YmQvYbrvbMdPtpmXDbllrq622rJE0lmRJFmiSEneJFHeCIIsrAAIEsRAkQQIEC4VCofaqrMrMyj3z7Pu+n1zm4qn3w0GhsK9i5xcZiEJV5lne/M67v89zS/b/Nco/yzLQiBq6fv+uXR99+KFr26osixwndLsbq4uvP/RVpTFncmUgKF6jG7SysjI5OXnjnlDghK7um6KjtAyurDTmhfXPO4vHzh584vSB107tfabTqOuK4rsuMi4+kaV4xJHC5F+v1xuNxm3SP0EQ4IA5wSGiGWhADddJkgCBOiEqvWvZ//e6GzQ3v1CvNzqc+sRLnzy155TnR4Zp6rqhqtpl3aDRaGtRijkhF3kkF96zc2JySzWLimGXnxQr/G7nxMSuK02KjSti47V14cGbnZ1dX19fXV1tNBqmadq2jRpBQvBrWNAOePhRVhgW+lWhkXNiQfJpqIdFWjAMCQ1FR8T0hI8jB8AOwpQXK6LHxDUdEuILFBk0C67H931BEJrNJixTn1BncEwor9FoNCRc4IQwYwZEVxTTOPGQMhB4GzIQOFFO6Hn4a0xERShP4FLxcYgRXQghjRcFRH6EBkzcy5CQi1ljyr0m//Pnz7MQ+QryZxIYy//a5Y/e81uy/69R/lmWpUkSRZGuaXEUhb4PVg2Z54VOp7I4e/7DY0U3KGY881d0gz777LNDhw5dmxu06QUUPaE08uPADm3V0zlLrGntFal6trfycWvmQO3zPUdfeUTotDfrYq4bBkFOvkhMYAFM/uvr65Ik3W79MyAYT2QK4TbhDTew/+91NwgLdwuRBYU1JtMYr9/ThQcvyzLXdWVZbrVa1Wp1dnZ2bm6uXC7XarV2u22aZkKcOLBAPjUS4umFfomiaERBdkLsVCxDw+wKi5WhuGHMPMLFZ5mAmHDG0NuBz0bU9wAlwjRIWCDlrlarhmGwyI81lKA+wsKvmLCGcSi8HxoTvQIBjeMyvRkSzBpMJrQB+xRLSPucLjYAACAASURBVDCLi6x7StPX7N5ZE0yfuLIhipQoqCCcAbFoIeK8u/I3TXN1dfVa5D8ajdhnx/K/RvljtPuW7P9rlL9hGGmSuK6bxDFAFEHgpUpSt9EoL5yfOX5Uqc+aXNlRO4G1xQ26LJ/G1NTUu+++ex1uEPOEMEWfhGnoRq7hm6Itt4zumlw/z5dOtufef++pb54/9b4my6aq6qoaBYFtmqhPYZxwi/xLpZIsy3de/9zM/r+n3aAxp9h4fVEXo1bFQw4bA6/IcRxBENrt9tLS0uLi4szMzPLycqVSEQTBK0zb4lHHk4z0b0YjKqybAZYDceqIGk6DwoxrRozibDqa6QicAuF+SqxJ7P0xUXJCo3meNzMz0ydqcXyWnT0gfso+cUyy/AGzWBkhwSQ0fsyaSBDnhTSAzQwhUgswojC9OLhHGLUscMRlj0Yj1p4CE3up/AOCDGYiha31CEx5OBzeSfn3er16vX5V+UMyY/lfl/yDIFhZWbkl+/9a5C/L8jPPPKMoyqDfD8MwTRLXcUzDAE2EKooyx63Pn5v54LBSnzWu0w2yLKsAIX0dntAmsiISQr4VWLKjdkzUxdY+mz32zIEXftFrtYRez9A0HziKnhcTKRi+qaL85+bmLMu6w/rnJvf/vesGjdd4fYEXe/Dw8A+HQ5YrjgiiHoFOGIaiKHa73Xq9vkirXq83m01FUSzLKgZMsC4wSxnh8A4YhzOB3uLgMC1ouUBJHnoHhg0fCWhUh9U7cIqcJjVgEVutVqvVYkaLRfbIKPhEzZ0S2xQUH3QfGmx94stkpZNi4jonIHzIh11MRJBruPiEijUDamGB+kPGnr2ZacNrkX9GmG84+5CGpOAWxDQwfJvkv7KyYprmVeXPKkFj+V+7/Hu9XrVavSX7/6rybzabjz/+OPitoigCfbplmoHvq7KsSJLQ7QrdbnVp9q1Hv6HUZ43euqO2A0uOfeta3KAbXZsJoTxLsjhIAju0VVfrmXxVbS4I65+/89jXFs+c6DWbsiAYqqqrahyGoIJnLuwW+c/Pz995/XOT+3/sBo3XeN2FxVqkWdCDJC3rhEgLiLoB8fIg9NF1XZZlOEbz8/PLy8vr6+vtdrvdbtu2zWaeQ6JnQtw2Go2Gw+FoNEL1fUhRtU8ocDlBinlEa4AMQbG6wYwcbBuzlysrK5qmDWjeNS5QUkPvRDTRgziMtQL4RCyQE4k3y2yzD8J25nk+Go1wJdBfiBQRJkZExok3IyGBPzG4tmL1h5VObkD+zCoj0ByNRqylZkCMm7dK/nNzc9cif0hgLP/rkn+r1eI47pbs/6vKX9d1yB+CyrIsz7IoDJENAsm80OmsLZx767FvyPXzm+yqm26Qn2fxIL8dbhAlhLIkS8IkcEJH8zTOFDbU1qJYnnzpF/+hVa1w7bahKKauA7jZtqzA93Gnvu8X5R/H8fz8/J3XPze5/8du0HiN111YDD4xJlZCZgNgPMICRlyfhixYcIPQnKkSwzAURWk0GvV6fWZm5ty5c+VyeWNjQxAE13WRtc6oqzGhyQuEYj51L+ZEBA3L5xM0SEC4LwF1rRat0Wg0CoIAPGKI5ILCQM2QivE4MkuAM/UEBcduDQoLf8J/oftSQr7PqJWEySEkSnCcYkhofsVItE/NmMMCUTnU7i2Rf0QwNqPRyCe6K59MxQ3LX9f1lZWVq8o/yzKcdyz/65L/+vq6LMs3v/8vJ/8oiiqVyqXyd13Xdd3A9z3PC31fV1VT1xVBkDmuNDv19uPflGszRrfkKK3AlGLfTCP/GtlVb9wNytMsCZPQCR3N0zlLqKmtxcUT73x+6B2u1ZI5TpNlS9dt04wB4hzHcQHzicnf9/3FxcVbtf9vUv7Xvv/HbtB4jdddWEU3CIqgTzC7EY2hwiYl1G0aU4dpSPhyiJKRH2Y5ZygIURTb7XalUllaWpqampqfny+VSp1Ox7Is0zRZWwYzcjA8CLMiQhuLCuQGuABopYxA6qDFOp1Oq9VC9IYrz4mRO6CFs+B0OOCQhmYD4qhCj1FIsCKsRzInTm+Emyy7AGUXFia0+/0+Mg0sPwHBspQ4MueQObP0t1z+CcHbhDS6EhA76ZCSFtci/2azKQjCVeUfEmvSWP7XJf+5uTl2VTez/7eV/9GjRx988EEAu2yRP5zCHJjItm1omqnrQrfLtdsr5yfffvxb0sY0I5mPPDONvDyN+nl2ZXbVxcXFTz/99Ja4QcgGzXzw+uT7e3uNhtjtGopiqKpr22CuCKjMtEX+HMetr6/fqv1/M/K/rv0/doPGa7zuwipyisVUq4ZhCAmRDD8w44Rcrl8YvYkKbEcZjdj0aUIVQRUefsuygBRXKpXOnz8/PT29uLgIK2tZluu6faLyxlkCqsHHNACMJAFy1NA4UD0BoSZC6yUFqD0oNXwkJOS0qMDByRpQBgVKc1g+3LVPo0OofYyoxzYkxH1UaljnbEgTScxm9wkUh6l9yCQmKJo7I39mttnBWUojp6bRS+VfLpcNw7iq/HF3Y/lfl/xN01xaWrqy/K9x/18q/9XV1U8//fRy8kdbyqZP6bpgV5U4TuK4jdXFNx/5hlQ9ewnJ/NVpxfr9/tNPP32DbtDWolhVbS4snHj75P5XO/U6127LPG+bpu+66GfyPM/3vDAItsi/2+32er1btf9vWP7Xu//HbtB4jdddWHjwchqlyQtUf3h0c8K3GBCPAR5jFM5RPshoAAfxMeyWT/0HCYG+9AnqDUeA+jAMg+O4er2+tra2sLCwtLS0trbW7XY1TcNxoKmhNVh5YkBIHgHhmEVRdP78+ZQYtnHNAbENIAGO/HNCI7VIIbBAMKNxaPYzzhISWEifRj9CmtyGBNj7h0ClowR4cDHkDI7DtGEURYgskaK/K/Jn0WpCQ0+4toyw5nzft2373LlzV5V/TiSmY/lfl/wVRSmXy1eQ/zXu/xuQf5amoEAPg8D3PM9xbNNURVHiOK7dnjq8d/X0AbW1aAk1T+dCR7uYVuxK7UETExNLS0s34QahRbpr8hW1uSCsn37z13+7PndG4jiJ5x3TNHXdNIyQuOLBB1KUf6VS6XQ6t2T/3z75X7r/x27QeI3XXViMUyyg0Qlmb6Ay8LhC46OsAEuQ0IBxThMTeP4RKjFDFdDAatFiJQWUXgxKJATp6/u+pmm9Xq9UKi0vL8/MzFQqlY2NjU6no+s6zBvS1CkV2qGnZFmuVquI0Qc0wQFrxLpDAuqUxEGgkvo0HpITFghyA+xOWR0E72dJePw+oWZe6FlEhyzTHlPzCquh4BRIp6cEdnzvyD+j5dM8i2VZ6+vrAXFUXU7+ONdY/tcr/1qtVqvVriD/IQ2vXaP8P/zww/n5+WuRfxSGm+0vnuc6jue6lmFYmib2emK3e/rAC2cPTzAExcBSNrukb1N70GAw6BcnxRRX7Zp8BQPzR178wfTH+xVRNBRFUxTfdT3X9Vw3S9Msy4DdXJR/qVRSFOWW7P/rlf/N7P+xGzRe43UXFh68gKDqYFGYQklp3AZmIyCkDegaxE+I12NqEoyiiJmQAc0M+8QZ3iegFDz5A2LMxkeQJR6NRlAieL+qqr1er9Vqra+vz83NLS8v12q1VqslSZJpmshp9/v9SqXiOA4+NaSSR0KNk1BqEWG/otLBOiiZXvM8LyIMDxwnI9ZxZvlSwjKOqY0XIWOfOK2QeMAPLA+B6wxodAXHYUb6npX/cDiED5pRM2mf2o0Tmj3GZTBFP5b/dcm/XC6bpnkF+Rdt55Xlb5rmo48+euTIkWuUv+u6aZqCHd1xHM9xVElSJUnkOL7dPnfwsdMHXkWXtC23fFOKPCMN0R50lbrYDblBFwbm48AOLIVwg+b40qk3Hvqr0uwZodu1NM1zHMey0PaVgfYrCLbIH477Ldn/1y7/m9//YzdovMbrLiw8eIiH8DDjyS9OFyPkheKAvkCTRFjgFkDQg4c8JwzWgADHhsMhzBgLgBA8wdoxKwWbhCDbJ+pK2Dlm/1zX1TSt3W5Xq9WFhYXz58+jjvbpp59KkgTNgpOGBYbOJEn8Ao4+Uz0h9TbirzHh5fvU8IjsN/Qj8gGwtUNCAYE6Q5gIBQcZDolRAR+HlYXQBgQ7i/AUQrtn5b+0tKRpGpM/S8jFBMqCVP9wOESGfyz/65L/wsKCbdvXvv+vIP9SqYQazTXKHw6E6zhAD/Icx9R1VZJUUey1Wp16/dUHvtJa/FhrL1ti3dP566qLXa8TNBz0AZ+YxQw+sW301pX6bGvu2Kv3/weu3RZ7PUNVfccxNM1xHM91QWKaU/6Pyf/8+fOoSd1y/XNb9//YDRqv8boLi02KBURMDSUeUisonvnRaFQsIrCqeUyMzSgBwEQl1B8aFLi+U0LshSIICFCV6YXRaNQnVkgYKiiyiABOmNnLaSQEx1RVdWlp6cyZM7VabXFxcWFhAfBFPM8rilKsTfjEtAB9FEURzs5CRmYvI6IEgiIb0jQHS4wn1L07JL5Pn3BHkAmHSU6SBFl3dBXgmD71YEIVDgjs5B6Uv23bs7OzV5Y/y/wPCzUF3AXOO5b/5eSfpunKysrl5B/6fr28dNX932g0bkz+ITWGB0HgOI5pGKaugylT6HY79fr7z/3j7PGX1OaCyVduoC42OzsbFHrSL3J62GuwhWA1SiM/9s3AlB2lbfTW5drMqb2Pnz40wbVaMs+rkqTJsuc4lmXZlgVXI6RGY8g/CILFxcU7pn9u4f6/d92gMZnGeH2BFx68PjHj9ImKmRkDBFisEsFq3iy8hipBQQGKIKTxGdgYnxo18E6fyJYHhMA7Go3wqYgggGGBIhrAYREVLF9G2Kx5nuMj1WpV13WoGMdxVFVtt9u1Wm15eXl2dhbEsY1GA1kNZv8QyeGAMLG4Wr8AMovO2SGhGLNWg8FggA+GBEaMNPiAZp0Qg+JtOQ2eIIWAa4A2ZNHnvSl/YGNeVf64YMgfPgEEFdPwMPMekNEZyx/ylySpXC5vK3+x25g78fG540dcy7yc/JeXlx977DGO425M/rgpx3HiOPY9D8NiqizLPC90u3y7vXjskVcf/Gu5NmN012y55ZviddXFlpaWXn/99U2/h9wdvAb9fMurn2d5lmTgFPMYp1hJrs1MHzu0Pj/DtVqKIJiapimKoWm+76dE7jYcDIry13V9YWHhTuqfW7X/72k3KNhuJUmSEkvtNm7QRRzvN7kmd12OHP4iAvtbdborXMaFdeGCbuWdjtedXoxaFc9wRkwFUB8Btf6xICmgcdAhAdAh5BoS7ipyvDkNaASFGVQoIMT3iPuhUEaj0ZCoCTKaxQgowgsI0Q4HT2m0lSW9wzCcnp6GyWTD1SwT7vu+aZq6rtdqtY2NjZWVlZmZmVKp1Gq1ut2uqqoI0dCVgqo/63DMCHsNmhTXzywrk0/xpgYEFgIp5dRoAgGys7B+Apz9npV/s9ns9Xpb5F8UC+QfUq/otvKHqWDuCJMMc0r+u5U/x3G1Wm1b+fealZd//G+OvvZgZXlq2/2/vr6+e/du+GrXK3+Y54DwjfI8t0zTdZzQ9y1dt3RdkySu1eKazZlDj+1/6h/5yizVxfQkdLILY/NXqIsNhoPBK7t312sbF/yePO/nGb3SC68sybM4T6Is9pPADh3dNwRbauid1fWzR88cfrdbrwudjiZJiijqquradpIkAXlCeZYV5S+K4sbGxp3UP7dq/9/rbtChYyeKr9mFlT17P//Jrw80O0IYhnfHDZrcdZHvM7nry5fzlm7+knoTOy/yswonG7tBv8+LTYqx5L9PHD2IVJj6QAo9JcZBPMksAkMIhbBmQMDzKfFN4k8wcgimobbY+wOaqmDFclTZmV1E6IYjRwV01zRNJUna2NiANoE9SwgEb0g0mSx8x+89z+N5vtvtLi0tAbuoVqtxHKdpmuu6uEgoLHZGdqc5QfBB0yWEoB8URmdTGkthoshpDCqnThQkz6Fq71n5r6ysIB8DufULHoZXoN1OaWrmWuSPa06o/9SnURompf9+5L+xsSFJ0hXkbyjc5fa/aZrY//Bprrr/EyIfjVhrcL/ve57rumEYJnEchaHvurZpGqoqcZzM8516vVOrTe5/ePL9vXJz2dV6oa0mjGN1k1Xj0oTQhTqXY1uqLG86PfB1UryiPMErzJMwS8IsDtLIT0In8szQVjyNs8S61l4pnXnv+Bu/a29s9JpNTZJ0RdFk2Xddz/OSOA4BKU7Ny5C/LMvNZvOO6Z9rlP+17P/fAzdofrmM18JKxbTcr3x3z46dvztxeiWKorvhBm1zgt7Ezis5Qjd+SdsdmB1t7Ab9Pi/WG+QRkBorN7D0vk9My+x5zon4aVhgGUwI8xeKIyE8DOijpABqFxCcBor0wwKGL8wVYjIWykNtxYRgBquTEj3h+vq6pmksZMdVwdSxiw9obGRAPAk5IQsjXSQIAupoc3Nz586dK5VKcIx0XXddFwoRehCJBCQP4jgejUYhAe2nBMd3wSAQ2ExGPNjhdoB796b8fd8vlUphGHqui1ZlfCnMS4D/4RGlNs6yrfx9gp5jyRVYoJwGZwJCO/QLaLw4Wki90l88+S8tLZmmee37/8SJE/V6fcv+R+7qCvs/yzLf85j8N1N6KPOlqYNl267j+K6rKYoqSZokCd1ur9lsV6u1UunM+2+vTR13iu1B2aXtQRfKXoXET5pnSZ7GRV8njbw09NLQTS68nCRw4sCOPDN0NN8UHbVt8hW1tShWzryy6y8qy/NCpyN0u7Ig2Ibhu66PMfU8RzaoKP9msylJ0h3TP1eV/1X1D1KMcRz/3rhBi6uVLie9//HyH+383bd/8rYsK9dXFCtWlvD33sTOL++aoOrWBW+DvXPXrm3coG2Pz9yV4l83f2aHY4e6cIIL79y5a9fOS+prV3Z0tp6reJbC34r5pMtX+cbrDq8itSp0PUJn1CBi4utBLyprnoAqYVUGqIwBQYrFxBqIheeftXoEhKwaFzBd8M6k0JPIcstxgZ6QLY/YyIMgmJmZYaYxI4YEdmFIO4cEGsuS4QOCgcFVITpMiDMc2EXtdntxcRFFtFKpxHGcLMuWZSElHlJXLzs+Ts00aUpQbMhD4AJygh5hvSkxjSDdU/L3PE8QhGazCTOQJonLluM4tu25ruu6HhHo4gLSJMH1IMewCeodBAEBtOBQWZpC+vgiXNfFbSZx3KcRdFgLn5jegwJazxdD/kEQLC0tXeP+V1X10UcffeONNy7d/zjatvvfdd0wCMIwDIhBzPO8OIqSOM6yLKXmFcs0kzjGILrnOLosSxzHdzp8u92sVGql0sl3fjv38TuMY5WRi222Bw0ucoCK3k8hzeMmgR37VuSZkWdErh66euhc/LLVwFJ8U3S1ri01jO6a0pgT1j//fP8jh199ROr1xF7P1HXbNB3Lcmw7DEP867luUf6VSkXX9Tumf64g/+vVP78HblC51upwYnmj6fnBV3/w+p/87bMnpyqNZvN63KDJXUVX4ILLQl7Bhb9f+Kn494uOtI0nQZ/axg3ackkX/nMh1bO18nXlc116p1vu7uILmdy1c+dOdp6xF3SPLDx4CUH3IlpihYY+dYxGxDHZJ8YlLDzkSQFYLCeiSmSSWX0dj31GUxv4DetVZJ9FCJ6m6Wg0wonQ/ZAkCXQZDCpsYRiGlmVVq1VoH1Y9wadQzRkQJ1RaQLLvE5EnXB+fWKMj6htlckBhxbIsVVU7nc76+vrKysr09PT6+nqn0+n1eqhNZARvA6vJDDlLqkeEOcty9fhNlmWj0eiekn9A2CelUklV1TAMfc+LwjAIgsD3XcexLMsjwD127yFRgEVEbwlqlEG/z+Tp04xVlmUoPsZxHEeR67oxUjUF/yYiGq8BtbKyzFBQwO+BzO+K/MtzU+sL0zcsf8dxVldXr3H/r66uqqp66f6Hmd92/0P+fWIRwRORJonnukmS2LYNOXuua5kmKLoMTbN0XZUkieOETqfXbLY3Nhrl8nvP/XB9+rCjtANTLnKsbrYHXZQBSqnLZ9P7iQOba9dCF16OHJiSb4q+IXg6f+nL1XqO2ralhsmVtdaStHGOL51szx8++vz3znzwlipJlq7rihJ4XhRFaZL4nhcSbAGTYaVSMQzjzuifK8j/BvTPve4GTc8uzi633jx03rSsTybLf/rV57/147eTJCmXK9eXDbqwyLkoVpzYpy7yPLZzQ27SDbro8ra7ksufq5DPujjzdLlj7pzojUaTu3ZOTE7s3Hpx43WXF8sGBUQPycJZFAsQi+Np7xNN0oBgc/FIB8SljDI8wqxhoecU/2VvGI1GaYGvIKFW1ozmNfB+n8abcXlsPpmF+xGxfrJyfkzkPtB3AcHl4b5SGsbGxQwGAxy8GMEjBwBFyYJ+GGBW/cmyTNd1WZa73e7q6ur58+cXFxcbjQa6i0zTZMUIaFt2SVDZLF0PRRkSwdDdlT+rH4VhOOj3B/3+9PR0FIYOwetZpgl/KArDwPfDIECyIYoivCeKoigMfc/zPQ93hx+QAQppxtinylqWpo5t+9SoizqU67oR4axEBPmzRf594hGDJcNhISV83XdG/tPHDky+91ZlcerG5N/pdDiOu/L+jwm05nL7P6U+3y37H3cX+H6Wpj4VaDBY7jpOEseB70dBYOi6bZq2aVqG4dq2Y5qKKCqCIPM812p16/VmuVxfWzv43I9aK6cddZts0JZRrzyFA+QlgR37Zujqoa089eQjtbU5V+s5asdRWrbUsKS6JdYtsWaJNUusF141k68avXWtvazUZ4XyZG/5o9bswfqZ14+++ItmeUUWRU1RwiCIiEkjp9tn4p2bm0sJjvx265/Lyf/G9M+97ga1u71/3PXun/zts8vr3Hd+uvfffe2Fj06XoyhqttrX5wZdNNt1uQLWFodkO5fnstmmyx7zMtWry1zJDZzrosvc8tvexE4U5ti/43VPLDx4CGgi6vJLaLFWQWYScuLB8WnEhiWBi60YULsJsRlkNPLTp8kL9gb230GBkWBIOC4I1yIC0MuIBghmaTAYzM/Psz/BfMZEjADVw07EAruU+nkjalVBxIagn0WHOaGMRETNGNGMK9OPfWIpsizLNM1Op9NoNNbW1qamppaXl1utlqqquq7jClmXQE4NMRA7++FuyR9v61MbaRgE/X5fkeXFxUXP82zLch3HtizbsnzPCzzPc5zQ96MgiKPIdZwwCBzbjumbgr+yKecgCMPQJXRvkDYEQeDYNqpscRThZ9/3kzj2fd9xnDzPkzjOswzf8rXIH18idtGQ5m5Yxghb4pbLX+o0Xn/s7w++9Isbk//6+jqI37fd/8ePH3/44YdxnVfY/0hobdn/+EieZaDLQGkSDpBtWSDNCH3f1HXXtnVFcS3LUFWWB9IkSex2+Xa712h0Njbmjj715mPfMvmqq3ZDuwgdlA7yvFAFi7MkTCM/CRy0+ASW7BuCq3Xf2PP8oXdeNYWqyZWN7preWdXaK1pr6cKrvay1VzZfrSW1uSDXZsTyJLf6SWfhSGN636m9z81PfiwLgqXrhqZ5rmtbVp5lSZJEYYh6K+Qfx/H09PQd0z/byv+G9c+97gYtLq+2e+q//c/P/enfPf/vvvbC13/0VpJmQRD0OO463KCLvJsruixXzQZduUX6+rJBV7zmS66b1iXXv202aDSa3PXlXROFnNDE2Au6hxZrkY6IhjCjac+gwMMMHZHTbA5LHfvUHghVwg6CZxt/xQ/M0MLbSAloFSX5EcHT4bz4DSyKTzgfIQ2a4oO+75umubKykpG9hKoaEBoebJVPnY+wiHgDrhynRiacZQKYykPmYEBYNchmp9SEizf3CTkmI7IFXGS/39c0jeO4VqtVqVTm5+dLpdLa2lqj0TBN0yMMYmZo76L8cxp3CgkDEG09giA06nXHti3TdCzL0DRT1x3Lcm3btW1D03RVtS3LtW3fdaMwTJLEcRzXcbIs6+c5DmLbtm1Zvu9HYZjEMeovURAAsDj0fddxAt/H5HNEnOdoYfELeL7XK392O/BlM6JKYD7uLZS/Z+uXk3+7trrn5//XqXeeO71/t6bIW+S/urpqGMa2+//kyZP79u276v6PC5ygxf2/+Y1HEfq4ApI/vkcfFKqSZBuGoaqmpumKYmmaJssyz4vdLtdudxuN9sZGq1JprK9/tvexU/ueKABJ21kcwA1io+9oA0pDL/at0NUDS/YM3lE7ttQw+epnx/bue+15tbWoNObk2kxt5sjs8Zc/fedXH0388pO3Hj1z6PUzh944te+5xU8mpOpZsTIllieFtc+4lROdhaPNmXfrZ16fPvLuxsqCriiubYNh3nGcKAxd1x0U2vMhqKWlpTujfy4n/xvWP/e6G3Tu/JxmOI+/9Omf/d0L//7rLx4+sYroBO78tbpBW5pnruAGXbU3iA5xmYH5LR9nbgp7w5bm5avNfG29CGSTtlz/Nr1B+PmirqCd48age2gx3CCY/CER6+R5XtQdMDMxcQuwnyMCQoWhQio+J2TVlGDjY0Ki6xN0WELMlDGxY7J8DLRDRhzjCJWgttgPuLZWq8VxHHQWS0QjrY2PpzTXiogN18bCr4AKMTn1xEREDZ3TDFFAVRVWZMlp/tYjVodimt0njiGYYbSnQAOKoshxHJjRZmZmlpaWarWaJEmqqkICd17+ObXIROQWoIDi+/762posy1EQhL5vGYZdcIZsw1Bl2dQ0s0DwZFtWGASWZcGJicIwjqLA9y3T9FzXd11T14H4Ymia77qWYRia5tm25zh4Wabp2jbAbJI4dmwb18NKUTcj/9FoFBFyJnaITyNp2Aa3Q/5RGPz2H/+3I0/9zdSrXztzeK/CdZj8oyg6d+7cTe5/XN6W/R8QPjUEYtt24Pu+55m6rimKY1nosAGTvCZJqiSxKhjfbvOdTq/R6DUajXK5WS5XV1dPvPVMa2XSUVq+KUauipRY4QAAIABJREFUkYRuloR5Fl+A/EnjLA7S0I19M7RV3xRdtWtLDZOv6J1VtbUo18+vT703eWjP1OG9n77z0msPfOXwnl+fen/i9JE3Jo++M/XBgbMfvjf14cF9T3zz+J6f9ZY/6i592Fk81p57vzmzv37mjc/e/PnEA/+PzPOaLMMHAg8a8yqQuoP8BUGoVCp3Rv9sK/+b0T/3uhs0N79Qrzc6nPrES588teeU50eGCdhx7fJu0PZlJ/rvZKEAtl2Sht67c2Li8i3Klw6ebT1/If2y+bsL7smW2bGrNO1cfEvbNFtfOil24ZdbG8PH695YrCiGZxLpZRam+ESms9lN6Xn4l1UfinYFcTmLs+FV4OFn72c2g5UeEKv1CbuF1RfwHpwxLkxB+9Qa4vv+ysqKZVlMwaGmgzgsIqRgmKuYuIRwhcxaMCPqF4BVis0iuLCMemOhXvFZKFOmKAc0shsX6NBZ4gcXHxDxZxiGruvKsoxhtPn5+fn5+Vqt1mg0eJ6PqOv2tsp/U4/nORABgiCIwtC2bcwNnZuedm1bUxRNlg1VVUTR1nVL02SeN1VVEUWJ5w1FMTTNUFXPcQLP8z0vjiLbtj3PQ7BumyYjq8KMj2tZAMEDK4JrWY5p+q6rK4pjWb7rBr6PMTTHcTBKFkdRmiR5gbL75uWPuJ+lCm7f/rdM84M3Hznw3M/b1ZWi/C3LKpVKbP87jrNnzx7DMK5r/7PKXXH/4/1BEGRpChp23/Mcy7INwzFNxzBkQRA5Tux2+U5H4Tip1xM6nW6j0Ws2uWaz12i0qtVmuVwrlerr62ePvDp15E1LrHsah4pYGvl5EuVZcsEHSkLmA3kG7yhtU9jQuyW1uSCUp6YPP3vg6e/tfeLb08cPzp8+sbG22qnVuFZL6HSETgcwFXyr1d7Y6Nbrh5/97vvPfe+TNx767N2X62ffqk2+dvTZ7xyZeFjs9SSOU0RRUxRdVdHrned5XsDshvx7vV6lUrkz+mdb+d+M/rnX3SCWJ08LCARsjck0xuv3dLFJMVgFZInhDSDWSWnqGAoFpohpiohQWWGlWE09Kcwzo1EDsWm/MLWBuGo0GqEUxWoNaFXOCmM7CSGCsPJNEASO45w/fx7hVL/fhwGDBWInwqFwzfgUC/fRrujTBDU7Au56NBoNaaXECtQn3s2IZqQDmiXxqYEA2Qjce0qYJUgbRISSzBoLWHczblDX9UajsbGxsbS0tLCwUCqVut2uJEm6rt9y+efUpIxmIN/30fXs2Hbg+4okrS4va4piKIouy5okSRwHU6QKgtjrnXzriWMv3V9fW9Jl2dQ0xzRhnyzDQH4o8DxD0zzHcS1LlWX4PTLPm5omcZzEcaooGooicRxO4ZimKkmqLNumGdBQfZ5lfaIp9QnH5TbJ/w7vf0mSGo0G9v/U1NTDDz+8uLh4Xfs/Jh6GLfsfub0Ms3hxHIWhaRi6quqKooiiqapCt8u120Kn06qsf/jy9/Y+/rWJB7/yydvPTx56a/LwvvOnjjcrlcb6en1t7cNXfz199G1LqDlqxzelyNWT0EFFLM8Sgn4O08iLfYt8oJbJV7T2ytKn+4++/LMX/vnPj73++NLZk916vdtoiL0e3+nIHKcIgiqKiiAg/yR0uzLHSb1er9k8fWTi0wN7Tr39q7NH9h/8zVenPtwrcpwuy9gehqaZhmFZVp5lcH3SJCnKv9FotFqtO6B/Lif/m9E/97QbNOYUG68v6iqSaSA9ENI8J+uxGBKbNwuGhjQ7kyQJCwxgHlIaOGfRAquCI1oa0Hgqi5ygGljJ3PO80WgUFwDNMsIOjgmAtd/v93q9VqsVFdpmU8ILRqGd3UKxLQBvQGyXF+bDE2qWhBCGRLiY0hR9QpiBrC8kpVlxqOCAcNgimrzFMTMiZYQwkW2CccV5ccwt8rdtG90alUqlXC5PTU2trq62Wq1ms2maJrPlNyb/JEnCIBj0+6he5Vnm2HYcx57jGLquKUq72dyoVCSeV8l9kXm+12xy7bbY7c4c2DVz/PBHL//o6OuPoLCiybImy7ZheI7j2nboecgkwUOCx6OKosLzsiDIHMe1WgrPyzwv8bzQ7co8r4qiLAimqpqaZhnGJqKxbWMqLY7jJI5ZueEOyP927P+jv/mPb97/J/t/9WeWrm5sbKiqird1u90b2P+sKrdl/2eEnW3b9mZ+zjQdyzJVVZdlmeNmPzn62d7HP9jzwO5df/HRqz9fPPFKe/HD+tzRlVMHzh19/f0X/vmVf/3KG49+453f/MPsiQlLrDtqxzfF0NHiwE4jP0dFLEvYXFgS2KGr+6boKG2Tr2itpdMHX/l07wtTx/c3KxWu2ew2GmtLS6ooir0eK8bhS8f3rkkSwIqkXg/7ge90zu390eSRCYnjLF1XRNGxLLR1R1GUpSmcmKTgpkB0GxsbgiDcAf1zOfnfjP65d92g8RqvL/DCg8eeWL+ADIZnGyunGYoBkV8ifEG+BEmU6GLYsWIBiFkO5JNRrcCh8AMifoRobI4jIKR5JLQHhCOMbHOpVLJtO6UZ74ham1HgT4h2kWkfXENKkPYpDa8iNZLSAC1zd1hRLCEiT9ZqMCBwmpjmRHJCHMGVQ7EOiVSo2I+MVFNWgOdJCDjkyvIPw1AQBI7jlpeX0Vq0vLwMnGtFUa5L/jFAZfIco0NpkqBV2Xdd2zBMTVtZXGzX64jd+U5H7HaFTodrNlvVaq/RmHr30Q9fe3j1xHMv/PSPhG5X6HZRsGDpHF1VUUczVVWj1pPFww+sfvDgZgNKu91rNleP/2rp2K/Ebrd07IHF934q8bypqoaiGKpqGYap62jZCIMgyzLHcZI4RsDdJxzFOyn/m9z/UeA9+8N/8/Fzf3XsxZ/NnTy6e/duHOeG9z9LVm3Z/1maYp4crq3vuq5t24ZhquqZN/5x32++f/rd3ZMHd599/9neysfC2mdi5Yxcm1Hqs2pzQWstae0VoTbbLU1q7TVbbrpad9MH8q009LIkzNO4X0wFhV7kmYElu2rXEmpae+Wzd184eeC1ZrnMt1r4orvN5gO7dsmCYKiqbRiebVu6jtQOhtQUUdQVxdZ1ieNEjkO+EIVXWRBUWXYtK/R9G11otm3bNrYE3Jqi/BcXFy3LugP653Lyvxn9M3aDxmu87sJik2J5YRC0T5Vy1kKRFjh0WKaEqQOomJCg82ICHOsXwMeQU4kJsTcicA6Wi46IqxmaCw4HFARiesRVCa25uTmP+nlhw1LiVoTmSgkSjZX2Y+KhhEXEXbO3sV5Ln5CLR6NRnwazkVpnHbJY/QKQzICGrmGAsVjRpBhEhjSDxnL1NyB/y7Isy2q32xsbG+VyeXZ2dmFhoVKpCIKgqirACbeVP8uF9PM8B7+m71umiUEwS9clnp+ZmuLabRQsuo1Gq1otffybxY9e3P/kdz7Y85MXf/Z/zxz+bWN63+sP/eXqzOfdRkPq9XRFQe1M4nm0EyH6l3meb7fXTjx14KnvPPtP//boCz+Yef/pZqVSPrV76uATbz7yd68+8JXXH/yrd578bnV5HhkCSRAMVQ08Lw5DtCulSWLbNtJ1eYGT8i7K/3r3f700887D/2l+73994Wd/8Q/f/Oqjjz56M/u/T+3Yl+5/z3Vj5MyCAPwYpqbBJX3xJ3+yeOy3jem97fnD3OonYnlSrp9XW4t6Z9XorZt8xRJqllS35aajtF2t5xtCYMmhq2/1gfJ0czosDpLA2WRClZtGd61y9v23n/6nbq3Gt1pityt0u6oklZaXH/n1rw1VdSwLXWKWYQSeZxkGfhO4rmvblq47pumYJhthswzDdxx4cqau+64b0Gg6/HggIRXlv7i4uMmSdjv1zxXkfzP6Z+wGjdd43YWFBw+F7ZyALnLijYIeyQs4dRGN2ODB9ml+x6eJDDa/A+WCkCsrEHpDcbCAPiPubhTRc2IOh8JCDoZpCuggtFasra3hIzgd0yxM2eXEIok4LCJCRJ8AElmnSEjdOTg74suA2BuQPM9pmrpP7SZMh/ZpXDYrEJUzc4sDQlYDgjNmLhfM6i2Rv2maPM9Xq9WVlZXl5eWlpaW1tTWe5zmOg8D7BA7pex6+Hc91A9/3HMd3XXTn6LJcr1SW5ua4Vqt86qVPJn5e+uTZ6uRbn7373CdvPjn/0e7Z4y+1F473Vj7uLB77eM8/nzo00anVMGUt87wmSQrPSxyH0gbXaq19+NjssZfeffqH8x+93Fv+6MzBJz9+/Ym5jz/8/L09H772QHfxw+rUvrXTbzRn3p0+9l69tMp3OrqiSBynyTKgjTGGxuxZRoxO95r8r7r/T7397PEX/7+HfvT3ldXFtbW1m9n/sLiX7n/WJ+5jYN5xAvRH67rE8/se/Ztz7z3amj3UW/lYLE8qjTm9s2ryFUuqO0rbVbueznkG75tiYMqhrYSuHnlmEthp5G/6QBcNyUdp5Me+FdqKq3VNoSrX5p7/6Z81yuVeo8G1Wnyno4iizPOl5eW333xTV9XA82zTdG07CkPXcQBEHoehoWnoJEP9DkCOlmH4rutYFkA70TjveZ7rOCyLw8Y5fcKsmpqaugP653Lyv0n9M3aDxmu87sIqcoplhIuKOMknYAzWCeERLB7rw4C+6NOCgYGF6BOJJnIPKVEx4/lHMT6jiXRYLKYdWFY5J4iOlLoBcJZKpcLzPGsByYjPISOEmIRGRfBfFpBBDbG+kLAwWJTTnLNHIMh5nns0sB0TPYJPg7hopGWJ7oxGZENiAM0LiCAhTVdENEICUUMUt0P+URQJgtDr9arV6tzc3Nzc3OrqKkC3MUCUpmkYBJZpBp632UIrCBLHVUulleOPT7/3xFuPfv3UO7/a/9QPp48emj76ptKYUxrzgH6RqmeF9dMrJ9/+9O1nW9Vqt17vNZu9VkvodCSO6zWbXKvVqdU6tdrMoScm33tz9dRbwvppqXoW9ZfO6umFT/bL9fPSxrRYnuRLJ7tLx1dPTkwfPdhpNHqtliqKEs+j8zrwPNMwPNdNkwSdv6w79V6Wf3H/V6vVNE1d254+fvDUu6/12u1KpXIz+5/twC37Hx/3PA/d7q7jhL6vybIqSXynI/V6Ew/9ZXVqr7B+WqnP6p1VU9hwlLan874pBZYSOlro6pFnxL4ZB3YSOmnkZXGQJxEm5Ad5gTM1idLIizwzMCVHaRu99b1P/v3y9OetjQ1sA02SDFX1bNu1LFPXPcfxXBd+LRwgcKcAnxNZScBQxVEUhyG+dHzvmBa0LQv1L/hAEZG0MPlj/u4O6J/Lyf8m9c/YDRqv8boLiw3M94mDEHESy44gxIyJGxnRMB7pAYHBs+QzikcpdYn6RMgMdcCme1jPDX7G7xF7xcR1kBCYB8sYD2m4NAzDycnJIZE/Dwg+OCBQmZxGivpEiZATWSYy0hmtnCjNoQ1R+RpSSyzkkDNwnSiCEBLCx4OTBOklBODLimg+UWix1DqLGqE3EbPCu7rd8s/zXBRFnufX19bW19dnZ2eXFhfXSiWu2+20WvCBuHab73RKJ5795M1H33/+B52VT+XajFCe7qycNXrrJlc2ubLBlY1uSWsvK405qXr29MHXzx/9bbNS6dZq6BziWi2MXjfL5Xa1Ov/Bs2ePHeLLU0pjXmsv690SDmUQoDAgg4XyJLdy4o1f/dXy2ZOAMEbnNdpHLNNE8gDuaUTEGpu0Zfew/Lvd7gsvvHD8+HHs84+e/Y/7f/XHrWZTluWb2f9oS7p0/zNfMM9z27bDIHBt27UsNCB3G43Z93/92buvSdWzWmvJ5CuO0vYNIbSVyDVi30oCOwndNPTSyM/iIEvCPIlYEugCdUae97MkT8I0dCNX9w3Blhp6Z/Xdp7939uND7Y0NdDpLPG8Zhq6qvut6nufYNmb4N1u+CLozS1Nwa+HLRbYSgONxFMWURMkIFQmpOxaTFOVvmuby8vId0D+Xk/9N6p+xGzRe43UXFh68lMDBoBcQDAUFZAv08SGcgiqJacp0szEzywaEPjek+RpEOVAHCLhZ8I1sMHQBK5bD9gyJHMoj8qmU0F0Rppumubq62ieqhCAIzp07lxMmLE4REqRFRsh4rPmDdQlA60FpMkXJ3hwT8EyxQSSiRsiE+khYzYV17yL6zGl8id0+60GBSUYOf0DN13dA/sia+J4Hc2KZJtfr1Tc2lubnz09PL87OrszPL33w6OkDu88cel6sTCmN+ULRpOWobUftOErblpuWUAPxk1A+++m+3dXlZZBPtavV9sZGY329Xi7XSqWN1dW5D185svvnemfV5MqWWEPfiaO2HaVtyy1LrANkT2nMiZWpPff/x9WZM71mU8AQNc9LPG9qmk/FO5Dbu64bUb8z/KFrk3/j0Hd23Lfj1+fulPzDMHzhhRdKpRIuQBU7u3/6f5x6++nPP3wf+NE3tv8HBHXD9j+c9c26GIa3Xde2LDCFGapqKIrC871ms1urfX7gxekjr+vdki01PJ0PbTXyzCR04Prk5PpgHKzoAF1EoZolWRImoRM6uqfzlljTWktnDr05e/I432rxnQ5G3HVVNXUdcM+4HdDasz70PM8dx4njGKxzruvmee57HhqbNj+SpizPh4wgvJ9L5a+qarVavd365wryv0n9M3aDxmu87sJiRbE+QXshb8xSIFBYEQ1P4YkNiUcQ8TQzQhGNCiOxzKarUgLGYIWnjBBX4Uawvg1Eez61GYbEhRkR/n0cx7VaTdO0ARFEHz16lKkS5LRjmmsdFiDyhjShik8NC0xDrGUkoSHbjJBmWJElCAJ28D6hGON60CkJGeIioeKZBQ1o8gjaPCVSzyHBM94Z+buum6Wp67qKyANOxtR1YAoLvR7f6WysrZ099MKZ916XqmfV1qLRW7ekuqN2PANFE3mTIdwQXK1nyy1T2DC6a2pr8cVf/qfqykp1dbW+ttYol2tra9WpfeuTB6YOPfPWk9/hqzOWWHeUtqdz6DsJLDkwZd8UPZ131Ha7PP/Ln/7gFz/+3ov3/83CmZPNcrnXaHQbDaHbBdOnYxhAoI6CwKV0guM4WZrCxLLsQkJmEhKGW+D7vnfygft27Nh8/Ze3ardI/nCOB4MBuqywn3VdR93NdZw0SbA98jzXNfnp7//vp3b/t0/2T7DcwJX3Pzv1Zl8UcZgjfRUGQT/PAxoO37TueR4GQZ5lvufFYeg5jm0Y6FXnms12tTr13nOTh940ubKjtgNTijyD0ICiC9jQeQa+sKIDNBwMhoMBPKFNNyhwQkfzNM4UqmpzYfLQWwuffSzS0LtHRCul1VVVUUKiHAGdHHMuoygKg4B9UxBsShNYYO0NwzCmriysbfd/o9Fot9u3W/8wxcLSw7dK/4zdoPEar7uw8OAFBCIXUQoaARCipYAIJfBs50TKg3AHViEgHQcXAXEzRjZwtDzLWETICvNpmuI9URQNiMw5LfBGoeSfETwMLmZubg6qsN/vf/3rXz948CArybP+WVw5K+GzuHA0GkEHsZQMy+uwpsWgQDbOBILMkE/ofCFN4aa0mA2OCgyXPg3NIhLFvfjUTos3s/DxlssfNb6gQN7uuu7Ma3/7wcu/+GTiIcc0HcuSBUERBIzElz5+6sgru9Y/P6C2Fk2ubMtNT+cCSw4dLfLM2Ddj34w8M3T1wFJ8Q3DVri03Tb7aWjr5xqPfnDz49PSR3dPH3po68s5Hb/zmnSf/fvK9p+XWCrpPAlMKbTVydRwq8szINUJH41uVP/yD//lLX/rSl770pf/pf/wfnvzP/+d9O+7bM7nRrdfRbKQIgsTzhqqqkgQijs0CWZL0iRA+KWD1BkEQRxHLQPT7/bT11o+YD7Rjxw8nqiFBEN2Y/ENiV900zDRZzXHcxGuvTZ05A5K1zf3vediQruseffLP9z/+zamjhwDRyJ6RiEbxoyiCb+e5LjJP2L0J9bXgO40LxGo4/mAwAMBSFEVxFEVRhPwZ0JtQ8WzXap2Njan3fnP4pR9bQs3TuNBW48DOYj9Po0sTPxdcnyFew+Fw0w3Ks2QTMchWXbVr8hWlMT956O2V6dN8p6MIgi7LmqIYuh6F4RNPPBEzbnaC9mYxBnrvcPEhMbqkSTIcDIAPhNRL4PuDAgXytvu/Wq0Ca/TS/Z8Tn26feOggfyZP1sSTEQ7Q5fQPNExIwA3QCbdE/4zdoPEar7uwitSqsNBM70Ad4HHdDNrC0CcseRgGVpXYTIfkeZ5lKWFjbGaViaAUcXS/AEfmeZ7vef0LHEybfRtoFMBZWESO+oXrusvLy7iYarX60ksvsdZFfBbXPCS66SGxbELDDgjyB74L7oVleqArkf7JiVUDeg03y8xSv4Azy+zogBjpWXWmT0MiUKxMOUKD42gJUXter/xDGoSBDkWaCkJgMSi+mk0VH0VhELz9wB+99ss/PvjUfzm5/zWwaWqS1Gs22xsb5w4/ffy1XyqNeaO3bstNT+dDW9mcFQq9NPLTyE9DLwmc2DcZg6ardmy52V0/9/Gbvz657+lzx/YunT7cXT+H+SNP53w4QJ4Ro/UkwqG8NHSTwH7wX3/5pcL64//1f7lvx18//daxjyYeO/j033/62j8JnY7MH3mk4MdceH3rtYbvw5nwPQ+o0wGF++g76Xfe/uGOHb/5LASIQJokSZKw9+RUs7iq/GFrsaXDMMSm7ff7nuvCHeE57tlnnjl79uxm7SzLQDQb0WA/9v/awtlzJ4/DrvtkmIMgAAFqnmXMlEYE9uhQecixbZCf+L6PBwc7EI9ABiDHIAiDAL6UbZqebSuiiL71Tq3WqlZP73/85L7HbKnhG0Lk6uAI62cJ0j+brs8Fv2fLGgwH/UG+6QbFgR1Yiqt2TK6sNOYmHvrrjeU5pIJswwDg4eLCwvPPPReGIbryr7D/UxpBZ7WwiFqVM8KMvvL+X1tbAzPMpfu/mMCD28HqVuzniGbmcZ148xb9MySg8JBY4m+h/hm7QeM1Xndh4cHrEwKKR3j8MAMhzdfg+Yf+ium5hVpJksRz3UG/j/gVC1SdaZo6ZAlgFYIgsG0bgXJOs6lokGQ9iZ7nZTQ6gdIGSzXHcdxqtcBn7HmeoiiWZdXr9fX1dZanSehQCPVCokfo08BXQlSIzOD5RCEeEaY+Ps7aAnxi2YTOYm25mzdL0Ma4Znw8JxhZFn3il0yVhzTh7BcQaK4g/9FoxG6Q1W4SaizFcWBXUOhhAsR/URQLgkBTlVZ1cfrjvRvL5zRZlgVB5nm+1Vo7ufvVB3fKtZlC14gS+2YaupuzQmmUp1GeRFkSppGXBE7kmaGjBZbsG4Knca7aQdOPo3ZcrecZLANkxIGdhm4WY+5681BZEmax/9CD9xfdoF/+w5//v9t4PD//uNczFEWTJE1RPMcBQmD42YP37dhx3wOfIvfjUzqEsZsFwWdP7fjVpOvmVDyCJ808HjRL4a9RFLmuG/h+HEX9PAcOIXpZXNct7n/f9xOcKQw9zwOMpyAIcRzHUZSgydf34zi2LGuzVynLXMcJw7BcLvMcx8at4fqkhZ5cz/NAglF8fLIsCyj5lCaJ4ziWZfmeF1BmER02rusiNYVRrE1KOEUBelOzUqmvre3/zXfrCyccBRUxM438PI2RBxoOtnV9tnWD4iwOYt8KLNlR20ZvXanPvrLrvvraMpAPHdM0NM11nMnPPz979iyendu9/xcWFvDZLfs/Ie4wnCKnRmmIjnkwcE1YUodphqL+SWnQjKWRUiJbvXn9c++6QWMyjfH6Ai/GKcYK2ywwYk0JzAOAPsqybNDvg/qbuQ4JQYpBgyN+CoLAcRzbtjH0AbVlmSZGZF3HCYPAc91N3yiO0bxyIbGRZcWaPa4NqaCIxkMGg8Hk5OS+fftCIj0IaP45pklaOCtwShApekRQxeJI3ALTWQPiSWDKOiWCqgGB0CDTgzwWTATeCc0bFqaXY5ozItMZRlE0Go2Ye3Q5+eP3UOJxYUyXNWziOnGDLM+f0CAuUlCoBaTUZ2pblqHrpq7riqLLstjr8e12fa2077f/tT57TGstmcKGq3UDS4488wJo3mbLSNrP0zyL8yTK4iANvSSwUSYLbZWah+TAkkNbDR098kzmAOUXg+8xYs6N6vof/uEfwgf6wz/4g5W5SUuo6Z1VpT4rrH/eWTj66iPfaayXhE5HFQRNktD2qysK+k7Mj+6/b8eOp05HSRyHQRBHkWkYURShp6T1xrcfP2FiOgm05J7rInXEEpkXeqrimCUmUfeMicGjn+f4L1JKaOxtNhp7XnmlXC4jAYNMTOD7nutiWN1Fn7JpOraNaleaJIuLiwLPI50DjyoKQ8dxkiRBpS8mUrA4ijBd5XueY9tJHDu2jXt0HSeKIs91URAMgsBznCxNLctyLAv3bhmGa1mWrmuSJHa77Y2NVqVy7v3fHX3lZyZfdbVuaCtxYGdxkGfxIM+Hg/5lMkBb3aB+nuVpnEZ+7JuBKTtKy+iuybWZ1x7a2SyXuHbbUFVdUVzbjqPIMoyAOL9u6/7PsmxhYWHb/R9QD3W/QP7FenoSmo1nGV8EP8xbionKnmmDov6Bcrgl+ueedoOC7VZCefvgsgzzV2Brv641uQ3D/K08/pVPfWFduIg7dPbxuu2LwSeygg7UR7/AQhBTbIo97xODoOu6aG9ElQHDHYhTwzC0TDOKItuyQNeAJgbLNAGGFvg+pn6g61Edw9FCmollhaeIXKgwDOfn55lGQ4z17rvvfvvb304KeHdQRglBd6AewVRtRu3P+DgUIvTRkEBoQoIAYQke1tbDdCtUMN4AoRWDVKZPmTYcUgcutC1ONBqN0kLHNJP/gOaf+zQKnlMxEcKHjsa5WOcmVJNXwD0KaGwYkrFte/Obsm1D0ySeVwSh22i0q9X3nv8FtzZpcGVHafmmGLlGEjoZCKSKw9J9go1hzlDkJaGTBHbsW+gf2hy9Dpw09DaHjzYdoIuOM8hzHEeThV98M8OnAAAgAElEQVQ9+MBDD+wSug3flFy1Y4mbntDa1HufvP1sZ2ODb7WETgd9JyeOHFEEARwRtnniyR07fvDqOgajPMcBr1ngeb776ZPfem3DsgLPC30fOw0M9nEch+T3RFEEcgb4QNiBeZbBeUJ1CdsJPgcyRlNnzjz+2GPzc3MeQRQC6djQdV3TXMdBGxNYQTD4Hfi+bdtzs7PAPsYjkKYpDoi8Dipljm07tp1EURgEiBnQERUFAQB4QKAV0ACdbVnwvcIwdB3H0HVD00xNA5MJ3+mgIlb65Lkjux/iyucsqe4ZfOjo+Ir7WbJZDrv6GmAD5OkmaJBvirbc1Dur0sa51x76q+rSLMqsjmUBltP3vCxN8zwfDga3df9blrWwsLDt/h9eDAWOZxP6ZEAQGDgO0zOsfygklnhWXN6if5ivdvP65153gw4dO1F8zS6s7Nn7+U9+faDZEcIw/GK6Qb2JnV8unmNyF/OExm7QF2XhwYuJo5tV3BH1+p63GWylKYoOjm0jcwNz4ti2Q1C/aZJEYWhZ1uawq+tuoub7fuj7oe8bmgZyRPxrqGro+yAkj4LANIyIyBNitD0SzlhG2M2NRoPjOKZokKOSJOmzzz4b0swIS94wpwRRpk949tCDMbElsH5G3D4y23kBU5+5OwGRIG7WJpiPSMD8UL7sLKytAYp1NBrhClmrUJ8Yzpn88dfhcAhVzizBZgGFQGv6hHoSEJ8R3Cwk5/MCqxELcPt5btt2lqaQtqGqsiDosiz1et1GozL5xtT77zQWPrPEuqdzoa0mm52zrFyCblkamS46Q5vlrSCLffQPZfHFqDMFB6jQeLt5qH6e5VmSJ1Ea+UlgR64emLKrdS2xbnRLSmOu9PmBs0f2t6rVdq3Gtc5NfH3H958/L/O8riiWrhvq8lvf3PHD18qe41iGocqy5ziGplmGUdnzzcc+kIFHjF2HWTPbNF3HsUwzCgLsYd/z4ElkaYp8p2VZSNKwZCcSPMjuRGHYbbfBC4GXa9u+4ziWpcoy6kGmroNUBN4AMCody5qfm0uiyHEcyzSRwYK/ZRlGFAR4NHzXxe3Ypsm8OseyNEUBCZcmy5qieLaNE/mui2lztOD4rmubpirLgIMSu12u1Wqsr595/62lUwdNrlyoiHlojr6Oilg/7+dpnoRJ6Iau7hm8JdW19opUPfvWo19bmPpUkyRVkizDcGwbsVBE5Oq3df+bplmr1bbd/31CvxwWsAx8mt5KCuyqfcKSTmkoLyOUTkRBRUenT0AYePpuXv/8HrhB88tlvBZWKqblfuW7e3bs/N2J0ytRFH0R3aDexM5LzspOOnaDviiL4Qb5vp8SujxLI+MhRy8CeMg91wUsWxSGgDhjwWvgedDdURD4rguAfFPXNUWBNldlWZUkz7YBqmZomirL4PJEmSP0/cDzcHCk/TOatoijqN/vr62taZqWEAvms88+ywBIWO/kkPBCfBqlianRld0XdGhMs1qwcwHhf7DfDIl3k/XPJoUxZqZJcVK8wSfXbUAUV8jToPbv+/5oNMJHWIYmoRbstABmjTfgT1DNo9EIuSioaRw/psGWYjvFkChFcZ1sYNu2LLiYrm3rqgpkYa7dbm9snDm05+zRNy8ykKGXJ8xA9qlndjAcXpiaZs7QJtFmWnhtjzqzZeaImdWsv0lX7ieBE7lGYMmu1rOkutFdU5sL8yfe/Oj1Rxvr690zz3x/x9dfPdcSul2x1xN6PfOj++/7xksVXdcVReJ5mecVUdRl2dJW3rp/96ooAsvYNgzbMBRJ8l3Xd91NgirPc2wb6Ma2ZWE/IwEDB8hD800Y2pb1+enTz/zud67jIB8D+hFD0yxdRw3I0jRDURRBsDTN0jSZ5xVB0GRZFUX4SaostxqNjUoFrBFIyOFnz3HANeHZNgAPTU2zTdO1LMc04U7Zum7puiyKmizbhiGDm11RVFnWZFmTZde2dV33HQcPncTzmiQJnQ763ycPvDB1eEJrr1zs6QYs23cVN6jwZeVpnMV+jDExrWcKVbW1KJYnTx94debTo2K3q8uyZ9ue45w4caLZaKCqiAfk9u1/URTb7fal+x8ZILhBPk2qR4Xma3bSIdGv9gs4Qyz/hPoXfh5SNRzXc6v0z++NG7S4Wuly0vsfL//Rzt99+ydvy7JyfUWxYpUJf+9N7PzyromJnVsLT+ydu3ZdyQ3a9uOXO2bhoJPsODt37dr55S9vudorOzrFv/boNJvnKfytmE/azpcbr7u+GG4Q+vpYwTcIAuTw0cHAEjzoObAty9A05L0NXdcUxbVtyzAsXTc1De6ObZqwDY5p6oqiSpIqSRLHKYJgqKomSaaqSjyviqIqirZhAMDGMgxD113bDqgLFYU2rHPnzoWE6zMcDp9//nkQrDKoD6SOoGISIocaEArwaDRCuIbED1LlwcWosjmh5LHyFmvqjKnHmTUK+ARAEtFQ27DA7uQTFDVL4I9GI6brmf/kE8cQ0uassQCalPk3LKPOomeU3ljZC7cP482UMlR5FEVop7UtC0bX0DRTVbl2e/3E7zam3tn/u39SGouWWLvIQF6pc/YiZ4gqXBl7XYI6c8XJI1YgS6MsDpLQiTwjsGRP42ypYfTW1ebC5Hu/3f/kt9vv/vN9f/f0bK0mdDpcq9U799z3v/7iYrst9nogdtUkSez1ZEHQFl9++PkZkNuroog/WbquK4qmKLauwwvxXVdXVfQbOZZlmSbk41iWQ5s88LzfPfXUK7t3CxznWpauqiArBf2nzPNir6fLssxxEscJvR7X6XCdDk6qiqKpqoooqpKkK0q5VKpVKq5l2abpO46mKIgWXMvSZNlUVUNR8E5T00xNMxRFIo42RRS5dlvsdqVeDxPpQq+Hk4o8j+vBtcmiqEqSIggyxwHUe+rAw+89+321uVDwdI00dPMkvNjT3fYLusjrzbM4S8IkdCPP8IlGQ6nP8munzhzeuzY7JXGcpevYY0888QTazAPfR2vw7dv/9Xqd47hL9/+QOE3xqZCmONmpowL8T0KcJHiEWVmNjbAh/mH9SQFV8G+J/vk9cIPKtVaHE8sbTc8PvvqD1//kb589OVVpNJvX4wZN7iq6BfALehM7mady4e8Xfir+fZvjb/vx7Y954ZoupHq2Vr4KV3oFr+XCkbbc0a7Ji/+4c+dOdp6xF3QPLkamERHXEnozGahrEsemrtumaZumoWmB6xqqapvmZjpHkizDwDSKKkkotSiiqIqizPOwECLHCd2u0O3ynY7C86ooCt2uxHF8pyNxnCoIiiCAjVwVRVkQ0P2KzBAahgC2hmgvz3PA5eVZ9tFHHx08eDCnQJP9CxUDFcbmTVjPAX7Dst99mmnPiRucSYM1/+WEdQQVBk9xSEAjeD8rSA3IaUiJ/jMkyGMoRJ8m54dUxoKmxr+4QhbsQllHBN83pAajiCB0WfqKpayKGn9TTbuu67ogaUd/ia6qQrfbrdcO/Pa7z/3035c+32d0S7bc3DpEfSUDOSwmhy7zGlzeAbqcJxSTJ2QGluLpnC03Ta6stZYWP3n9xLPf+uW/PLBRKrU3Nhaf+9p9X3tmvtUSu91esyl2u91GQ5h5/vs7vj5xvrf8wr+8NtMWez3+/V/ct+Nrr89xm/7QkX+5b8fX3zz28mMvL1n6R4/v2HHfL3/55I4d9+24f9K2T96/48lPbMc0vU/+9b4dO+67/yPfcVRZhrOiSpJjmqoo6rKsCILC8xgO5zsduGV8u91tNnvNJtdudxsNcKuBogTpq9XFRaHX02RZV1VFFBEnmKqKXnWZ5/Fo6LKMth6J42SeFzodVRTBWSv2ep16XWi38TOyXxr5eSLH6ZKkK4omiih3dur1peNP7t51n1KfNTADaPCho23n6Q4u+V62pv3yNM6SMA292DdDW/E0zhJREZvuLn107tghXLxjmoHnfXD06P59+zC5htLSbd3/a2truq5fuv/9wsKRY+q2LvbwoW8a/+L+cwKwRkUb2SA0WbNGooyo626J/rnX3aDp2cXZ5dabh86blvXJZPlPv/r8t378dpIk5XLlRlukydEoVp/Ypy7yQq5YFNv245f9Jbuk7c6+3dWx/13UJ33VY+6c6I1Gk7t2TkxO7LzYNRqve2pttki7LjB50bJg27ZtWWhcgDuC7gok/xHampqmybLQ6+myLHIctDD8Hk2SkOPh2+1eqyV2u3ghP99rtbhWS+h02rUaaKhF0CZwnMxxqihauo5yQxQEhq6jFcO2rNWVFV3XwzBED0QO8CHPQy/k4cOHfSI7ZMoLemo0GiGpzhQxwjgoIDYUBp3F0ubIfqN5k+nfkFga0LLAsj4s/kOAGxIgXl6gdIBCZ4MwrKbGwk1oRjZkNxqNmEeV0IqJznNIrUgs/8/8NgSXQ2qASJIkJbwcx7bRWWzputDttirrL//yL7jVk0pj7moVsWtZhcLZ9a1igYx5Qm7kmaGteAbvKG1TqOqd1eO7vrHrx3/5nR077tux4789dnxtYeH/Z++9n+M4r3bB/XWr7nd3/xff/WG3dqv23ppbX/K9exM+f5ZlS7IkWrasSMmSLEqkSYqiRDEHkARJMIEACIAAkTMwg8k5507TPdM5T0QY7A8H/XIYlGxLonXx1hQLHA66G+Dbp59zznOeJxeP5xIJLJPBs/arz9m6bLauX7w7MXLg5IfvOO5+OvrBf+n6l//6uu2Dqw4HQxC+s8/vTOC/cGHmwgtv7Nv3ps3WZftozn/xDZuty2Z749e/fuNiIDHzyb//v1649umzXQdmFFGEYSvY1RzDlCkK6jEMSRKFAk0QiblT3rETzqFPA5Ono7Pd4dlLwemLkbne0PQl++DhlVsf0jheJkm2VPI6nSWC4GhaZNkdcMMwfLkslMtlioqOH4iO72dLpQpF0Ti+g2MKBRrHiXyeyOdLGJaYPuYdOTxw9Bd9n/1qZfCS/fYHNIZB4YcmSY6m2VIJdJzJQoHM57FMZuT862n3qIBHlXJOF8iqwjVMuVV/+L9469FmZQc2hZZlY6NZg/+XhinXVN6QaJUtSlSSK/iZ5Epkrmfg3PsMSUJkkEUxGg5XKhUQsTQtsebvbv/H43FoZT6y/xFY2bTGXVGPbN0SOes8BcCdRqOxvb0N4KmzT4dqVGgG3rSG6v/y+PO0wyCcpF7ff/fvnz0XSZZ+837/Pz/fPbOSqtfrRQz/djDoQQvpMUjR8V0Pg5OvhUGPfvuXv9m5Hjv7119/J3h6HK498i51/Zn99m37/p+gP3fXU7fgxtuwFHh1iycB/QJT14G+w1UqEs/LPM9QFMRuMKwG+ycax2kcL2FYmSQZkixhGGTGDI6ThQKIthH5PJ7NJuZPZ+w3Uqu3naMnl+8cme3dZ7/7mf3u4ZmeNwAq8eWyxHEsw/CViipJQBUCKobX4wGJvFar1QDeRrUKw/mtVmtkZGRyctJ8WG6/bk3nNi3hMijqwMegfA0JHFIBQfG3akldo3J309LXh3yxakkmoggOWSPq9AOcqlr+0nVLRN+0RrfqHULGgKvgUlEbDn0YEse2ZQPZqYJTt2xfUXLZtCZr2pb7o6Hr8ItqNBo10xQ4jmWYSqlUoaiBE6/jwVm+GJTptMYTO3PyDzFnvzkM+kvWY0ioWWvBE1cTTLms84RaWev76HTSs7DqnFgbG1i5e9E1dja10hdb7gvM9Fx9xbbveO/9fV173jkwceBn73787njPnvdsP7va/drvfv7zL45d9hz/5WunB3qft3U9dzqE4zSOU8WRoy9cCBEEN/7xGxf9HDN+dN9YwDvxzE9+8sHFYX7i4zcvh2mC4MtlhiCA60MWiwDoiVyOLBSK6XTWccc1dnH47OujF96+c/w3vYefnb112j056p4cnbx2ZPzyu6Pdb9/85BksncIymZDXC7UrslikcZwtlRDciU9/mnfeGj77R8/cKJ7NYpkMmc9ThQJVKOCZTGqpxz9xYen2obELr9068nP3yGH33T+t3jq0crdn6uJehiDKFAVHpjCMKBSIXA7PZguplH3w6Nil9wQ8ItOZHfeMx2YAH8CgzkbnzhxfE/4v1htmq6Y3qmpdl6oKZ4i0xmEyneaxUCXjLEXnFm7vn+k/I3GcyLKyIEiCANoZurX3vuv973K5ANM8sv+rlsY3nGjLMrcBwITKum2L3by9vQ33OCCYtjU92rTsOyDfqFpT/ajWhWqxf3b8edphUCgSwyn+H355/h+fu/DPz3e/sPd2s7VerVapUulbwKCH0M1jkGL7z64GfXMY9MRLeiJAeWKZ6LFrfmI1aHvbvv8n+6931ISu76Kgp3TBjadpGuiRGJoGtjrAcebLZQ7IDQzDUBSN4yxNQ6pKFgpYNgsAiMznoQVAFgp4Nptc6okv30iv3kg7bqVWbxW8o/HlvpWhE4v9n9mHT92/9P7QqVcnut9ZvPbB6NnXJrvfHD7xykzPu9NX3rP37wvd2xcaeQdZMwI/VFdVplRKJ5OyKMLMM4iyAOCA3G5jff3UqVNNyxwR9aFMa1YLMjDUtAICkKZpAZ87l037PS6va43AMZCha1uzshA6W5aJARAUIPZBBw0CKIRF1DWDEAyfhEr79vZ23dJhAsCEJofh2pAuESSIEKCrlrsnDJ6YlkAR/BUqVWjqBJGyq5ayMDxFNjY2gGi1E7V1HYhBYDm+OtwbmL3DFQIdJlNQDfomTbG/OhbqQELrDdBpbFRVUKy2H7C9dcWjVPIynaHTXs9U38iFvcPn914/8tzovq6un702NXn+9M/33A8M3Hr+3flicP5DW9cf3/ns+Wdft71x6/TLXc+/PHny+ZdtP/3k2DsLtw4EJk6Pf2B7/ZyLKgwfsf1xIpcLn9/X68Gzt97t2jdWpry9zz9/1VUEcA/dLuhG0RiG53LFdDq+cLnoG7ffu7Y63MPmvVwhwGMhAQsLWJjHQnwxyBX8bM5TTju8ExcHTr6eDIVigQCZzxO5HFUoEPk8lsng2ewOZHEP9n/x8urds6vDtwKTF+JLN4PTl733z7pGTzlGzq2N3l4duTHbe8A1cizvvJ1bvZpevJCcPRGbODLb83bPB7ale1egXIRns1ShUEyliul0IZFwjPannBM7ZvJyuaaJHTOAqBT06OzegxnARrVVN5s1rWEqdV2qqbwpl3WBUisF6FRWsi46vkgE7/cdfTa4Mi5UKgLLwjQiVGpNw9A0rW3ZZn1H+79arUYikSfuf9TrRxXchuXIgQYa6h2j7GiKrW45nADwalo2IM0OP9dHunubllbqN4w/CMZBFvq0wyC31y9I2rFLC//0XPdPX7g4NheDGAeCtt8UBj1CpPkKGPTtuEHfDAY9Sl7+upmvR08M1aRHrvkJ3CD4+iFW0DO7xKCndO1MijWbrWbT0HVNUUSeN1RV4jgozDAkydE0FH5AfYQqFNKr10NzPdPXDizd+dQ1eto/2R1bupFavZP3jqVdw8H56yPn9949/dr0tQOjF/5w78K7o+f3jne/P3Plw6Wbf1q582lm5VZm5WZw4kJ0ujs5dykxe95/77P7Z35779RvB4+/dOez54Kr0zRJ0gTBMgzLMCLPJ2OxMk3Lotio1Qxdh4HnHVm5ZnNiYmJzc7Nq5XyblmArhFpAM6iUXbcUO5rNZjwadjsdg3du3Lx22WlfiUaCPMfWLJV9qHhD7NuwnOHRbAuSJUTKIp2Nf4jpEKCBTIDACoRCiLDrlh7J9vY2Cpdta9hky3IsQQQIuBIIyojxAM8M+LlQX2zDUi2q1+tg/FkFBWRdF3kebDSoYnF16IJz9BqX90lkArhBNV1sVrXHZoi+fyQEg/S1Vt1sVrW6kRx86cWBJNh3kBqHq5WCUs6Xsj6ZySx//FxfICMzg8d+fToVOPPWx4MyM3jM9sEynV78yHZsLCESMQEL333T9ruDZ0LzN+ZuHnTd+PC3tj29w90f/vd/9w+/fB/PrFz94xlvNjv+wXMX+k+lL72079inVKGAZTI7NhTpNJbJJJeupO23k/b+6MLN2ZsH7aN3AvNDIhGTqKRMp2UmozA5pZxTmJxMZ6RSSiTjAhbmCoHI8pB/bm5l+OrKnc/yiUQxnS6m04VUCs9k4gsXcf/48JnX/NOXy+k1/3TfzI3Pb3/+4t1Tvx/tfmfy6r6VwbOB2T46vkiGp/HAWNFzN++4mVm6lJj6fOX623NX3xvq/rj36Ct4NpuNReM+Z8gxvzYzPNP74eq9vsjyqExnNA43JaamCQ1TadXNjWb9YfeMzYdJ0E0LAHUap3A7AIjFFCYnkXG+GKxkXHR8Me0Ymu396O6xZ3iGEVlWBJlv0wQxJLhb0cDUd7T/JUmKRqNP3P+oFouYQOguhlsVzUOgyXaAa3Djo+/d6vCVAyI2/IloTzVLj/Gbxx+4fgBPpmk+7TDIHwjm8wWixH9xaf7U1SXDrEsykCWEL4dBT25BWX+1dzTAHocsDz77zPXrf51q0PZ2B8nnMebQk9fDPwb64FdNij1481Ey+O56+hbceDvUH0EA1ojE8yxN85UKSAwD0xPPZpOLl7KO20XfffvwifHud+eu7Vu8/tHU5fdHzrxx79xbgydfnbj8weCp18YuvBuZ68047rhGTkRme5LLfUX3COG/n3cNF1zDGccg5hmJLdzIr/Xn7LeT81fCU+cjU2diU6f8Q4d9g/sHj/5s/NpnwG8QymWhUmEZxud2wxSxackRgbRdrVYDcbZDBw/qur65sQGBqdkx1IooOyinNA1dKJNlpjTcfzsc9N28dml2etw0DZLA0sk4x7JILGR7exvlbVVLUhZFPQijkGsiqhCqBm1YamwNS4UWsJFhCXB3MofQBBy8j4bwO5txkHfuTH5ZrTpoGaxbiiywqpZXKFztOkiV1OtQSFNlWRHFMkVRGLZw+5h7/Fol47K4I1QHd+Rhq6kfAgltokfy8sGuQ/N1Q65pYk3lwOjeEGlDLBmCv//FJzmO2WxdNtsX07jGYWqloATPvvXx4A40wSPxc7989fDVj9/+5f/4P//duYvvTnzx3G9stq49r/T+rqvLZut65cDo+bf6Pn/RNXrWNXraPXHFef/G2uitiasHrx/51Y1Pn5/q/Tgwf4Mn4jKTVSsFjcN1njCEkiHScFW6QGo8rrJFpZyTLTzkne6fuLp/rPvdyMK1lP1Ozns/vjIUnO+fuXEs5R7lsZCARwQ8KhIxeAl4FFAUVJXo+CIZmsJ8I3nn7eT82cDKzNr9oZXRm96F0cXbpx337vQe/Jfew78YOPGb+5f/MHvzk5h9XGFyGt+JgYyNZm3jYSWnJ5Cgd6DnjlkKQE+VLcpMVqKSAhbm8r5y2lGKLYTnb7omRlfu3wIMpEoSqAD037nTqD9YQKD57vY/x3EYhj1x/8O54GitHdue5oYlFw73LOQ8VUsaEcq3EEOgKozuL/gwhAIIKQDpEI+wE9t9WfxBExUIBkFC9bTDIPRfhWbqqh1r10xjd/2Nrh2KNEjPVSqKKPLlMhKfpXE8uXAhs3IjNH/FPXZ29ubhsYt/GDz56vTVD4uuwcTSreTy7cTSrbxrKOsYJPz3o0vX40v9OddIcnUw67pX8I2ToemMawQPTOKBSTI0nfeOFf3jRe/9gude3jmUXLpZWLsTnb4Ym7ngHf7cM3QkPPbZ3TN7fUv3sUwGOEZsqYTn84lIpELTiiiqkgRqcpIgwDg92HEAS7phuR9cuHBhcHAQpXponss0jGIy4J66NXD6gxOH3l1fX5++P/Taz/49x5bhF8JVKo6VBdPQIHghig9yN4MQjIpD8E7dklCDryH4QuKIxEKq1sQZZIENa6F2AOoRoAgLIR5ljcgEoGYZMDWbTbi2dUu1CI4JFwbBHR4/wI+GRwQM9wHnd+bya7O9HzHJVa7gl6ikymLwyGxW1Vbd3GjVkfjhg+7J90QV6hgfWy8M73l5uLCjWN2oqjsG9bpY04Qvfal8TeWqCluVK6ZcNkQaoInfMaOU8zKTkUspiUqKRCztmQgt3HKMnnOMnPNM9wdmB4joKlcI5H1TU70fT177aHX4snuiLzB/N+OdKucDMp1WyjlAP4ZQMiWmKleqCldT+c6zVxXWlMuGWNJ4YgcP0WmJSgbnb1059Iupa/vvdX/smRpz3u+POSZ2iknlnFLOK5W8Us4rZaukRMT4YrCSdSdd4++//sIffv9L/9RF/8rceO/xQjKZi8eX+k657p2PL9+mIjNMcoXNeQQsLJVSSsXR/6Lt7avBHQwE1iiPyYJ3iliuN8wdErQmVmXWEGmNx9VKQabTO5WtvK+cXqMTSyn7wFj3O2ujfa6ZewxJShynybIsCIokjY+N3enr21hfBwlKeMZ/p/ufoqh8Pv/E/Q/ICW4QRFKGR3nbYijDN7YtO5p2h138hmWljDIZGPk0LZ8fuN8BHjUtNzE41OPxB5DDpqU9vd5hWV99yinSu55iu+vHuuDGU2UZdH04hilhWIWiGIJIzZ8rekeW7hwZOfv2RPe7U5ffn7n2sWf0TNYxWHSPpOyDuH887x7NuUeLvvGce5QKz2bW7mWco1hgiorMFwPTRf9U3jdJhOfKyVUqukhE5suJFSa+VPROEMGprHOI8I0lFm+Epi5llq75x05GJ45Pnn217+iv3QP78slkIZWiCoUShkWDwVwyCVPBMKSmiKKmKDv19nodBsKbzSaM1rdaLYIg9uzZ09fXB1Fyc3Nze3vbNM1SLtrz4S/OvPVfL3z4wkjflWI+23vpzP43n9/c2Nje3t7c3GTL9PCNc/3H3ihEXJCYohwOJZdNy34VsjrIMhHzEXjTTct/DYV7yHTh67bFWmhZzhuQvLY6jAWgwrRluQrAwSH4Qo0H4jjQGtrWGBp8jb4FjgmxuGa5YlUNQ5VlrlyuUFQq4Oz77LlSdK6ScQpYGIi0plyp6eIOEmrWN9abmxstJAX0MB767iDRVidjR/QAACAASURBVHtrq03deeeRAs8ny0BYadWMZk1v1rRmTWtWO14P/qqCxUfdkOuGpArlO9evfH7kT2tLM4ZEG0JJ4wmNw1W2uAM7mJzMZGQ6I9PpjldGZjIyk1XKOaWSV9niTuFHLJkSA+5pdV2sGw8sRKwLUBumXNelHfdZwGHQzmMxlS0WIsssHlfZosZhGo/rPKELpCGUDLFkiCVdoBB4kkopAY9k/HP/+7/9OzBf+7f/5n89/eGz6XCwmEplwsFrB3+B++9R0dlyys7lfSIRk+mMymL2A7Yu2/41XWxU1VbdWG/WNuyH3+nDOlWdkKWJVQTaIUGbEqPxhFLJyxYOK2fckeW7C7cP9h9/qfuP/+nm4S73/CgogYEmE8+ysiAostxz+bLb7QYT5XqtVu+QY/6O9j9BECRJPnH/ozExOFGzQ9oUjZUhYhD0y1CBo/PG2bK0E1EHDX6cTctxGSVLKCdB9GcUf9qWWlK9Q2lsyzIcfHph0O7aXT/iBTce6Lzx5XKZJGHMJLfWF567NnTyd6t9h2ILvZhnBPeOJlf6EysDeGAi5RgmgzNEaIZJLFOReTIyn3FPUJFFMrJQ8M8wyVU2vVZOOQqB2bxvlknYi4G5YmCOTTuY5GrWM1kMTGP+KSo8XfSOxRZvRmd6xs+9NnH5o+GTv+s/8ds7x1/pP/7bud594fGjeCaDZTJ+pzM6caSEYWSxCGIqAsuCXQAIAZuG0Ww0NE0Dvk6lXJ6fn0e9f5gucblc77333p2eU5/v+Q+n3n3mxvEPeo/vO/jOyy/+/KeHPvj98sLs4uxk0L26Nj92+8yBnj/+69k3f+qfv7tumZp1VuYhIqM2GSChThom8AaQUFCnnhtiFJmWODV8HoAUvA/BEa4fkBbKMiH+oty0YRlc1y25agBtKHOFij1gRLhIRVFA80kRRb5S4Wj6ztF/dQx9RseX2JxHJGIKk9N5ovoACRk7tvDryGD1QS3hO8dDX6VYXd9o1jeatfWveCGLj5pBFDPz0/cBFUEZqapwVZk15XJHf62kC5QukB0vShcoQywZIm1KjCmXqzJbU7maJtR1qWHKzararOmt+o5/SOepW3WzVdN3oJgu1TShpsIZK3BSUy6bctmUK+BHW1W4mspBBcuUK4ZI6zyxQ0bGIx++87v/pWO99Mv/kU8ksEwm6nX2f/EiFZkpp+xcwS+ScaWc03jClMZP2GxvX082q1qrbm40a1Tfy122PfeIxzDQAzUgpaYJplzRBXKnAkTE+GIwuTayOtzrn5tbHb6xONITdCxgmTSFYTDKIHGcLAgiz+uqamhavVYrFouGrgP+qNfr4MPzne7/WCzG8/yX7X9ISADudLL94E3TGolHNR646wGgNCy3PkhsELUILhtqPKjLVrWmR1E3HMUfBLzQ1NiGpcEIZ9x4mnWDdtfu+hEvuPFYmmZLJQrDyHwez2az9tuO4VN3T7+RX+svuocL7pGUfSDjHMb8k2R4NuedKCdXmcRKKb5MxZaIyGLOO4uHF9jMWiXtpJMOKrZSTjnJ2AoeWcKjS3zeU047sfACHlliUmtUdDnrncp6xnOuMSo8QwbGVwa675x8e6a/+9bxvXdPvuofPb428OnExb0Dx1+ZuvrB2t0v5m8euH9h7/Dp35SKRapYhNFlRRDAVgkib6PRqFr5ommaQ0NDx44dS6VSkFkCe+DkyZPP/st/6T742tHf/tOnv/vpqfd/dfSd59544b8e+sNvBq+cuHnu09FrJ+wjl5YGzsz0Hj339n/uP/YGCtBNyxADckqzQ/IEsR2hFG9aOiIo/JmWrg+knp2jIpBQPgJl0AQcFJygTfBI4mhaZmedNG1Ed0AhGBJiODgIDYBfRNUwRI4DzeWgxzN0cf9M3wXHvR6oJSjlnM4TplyuaULDlJtVrVU3dmzCWvWNVmMDGWVsPFIf+k6g0CN2Zh2K1a2veKWT8cGBO6ahWpiptjP4XTeaNb1Z1RpQsHmkv6byj752+lxiXRfrhtQw5YZlHAvoB7xjd/xD4Dez3tzY0dqpQ5WlVTMeOqMh1XWprkt1Q6ob8kMvXappItRjdJ5UKwWplOKx0Id7X+mEQe/t3VtIp7FMJhX09R76OZNc4fI+kYwr5bwukFW5Ups/0GV7aShvrDeqG636pv2TLpvtnTvEl2CgHTUgU2I0Dn9Ags66J658cOPwzzwL97FMGvrUFYqiCULkuEqpxDIMIhTKkgRTC+utVqNe1zQN+krfw/73+/3QfXvi/kcFJMAicA1wHGjVASUIPmxaAowAoeCOhrJuy3IKQxUsaHtBpwwKXajtBaAHxZ+25V8GPxcqXDUsP5CnemB+d+2uH/GCGw/kf4hcjsjlcq67y4PHZ658GF+4UXAPk8HJ9Npwzj1W8E9lXBPllL2SXislVitpZym+yqTWyNhKJeOsZFx83lcMLXFZj5D308k1Pu8Xi0E256USDhELFkMrZHSVjK0UAgt0fDXrmWQSywXv/YJn9Pax33uXFyNu9+TN01N9Z0fOvB6duZRevJaY65nr/XDy4juLN/64evujoZN7xi68Eb1/oITjQrks8bwiiiLPg/ckkPXQTDtEMY/Hg7I3qFq3Wi2hTPnn705eOXz31LtHfv3/fPAvP9n/q//7/LtdNw7vuXti7+Dxty598MzRl/7fs/tejvnXtre3IUR2MhKg6gOhEIr2DUuXFiJgrcMRFsATBL62NVpftyyN4NtBcKhleV8DmKtaE/igZQIxum2p08JjA5EqIKoC9kITbesdpgRwzEajsd5qaaoq8rzE84aiVEolv8tFFotBx+LKyO210d6drgqT1TjckOiqwtY0sW7IjararD3+7H/QL/uOmUOPKlY/wm555NV/507P5csO++pDmAlVkpr1BwWbuvFYf03teFmNtpreqhmtuoEKP2Ac+wgifMxdpLXZgYc6z9iqGS04Zk1v1fSdC9hppe3AIEAkIhHj8j7XzJ3/7d/+m52m2N/9nX1xkchmC+l0Khy8evDnlaxLwKMKk9N5siqz9fTVvTZb1+GlDSADOT7pOtJ3b88R70Oc6AcYaEepUqRVFpPptIBHubyPiMzd+OSZtelBqlAgCwUo/9A4zpfLAsuKHAdEPZCVNyzl1ZYl5wPgBs2of6f73+l0fsX+r1qCjYj3A6Xc7e1tBJVqls/8piW9CJeNbvC2ZYXWaDS2LVFp9A4EBCgCwdfwjY/Hn6al8YGI3gi97cKg3bW7foAFNx6NYXg2G58/T4Rn5vuOzvQezK0NJlcH8p7RgnecisxjwVkmuUonVvOBeSa1hoUXSwkHHl4moit00olHV7DICp1ycgU/lVwT8RBfDPLFIJlYw6MOMr5GxB2ltJtJu/DICh5dLoYXyylHzjOB+acK3vtDJ1+1Tw5HXK6oxxP1eOZvHxrvfic83ROe7smu3orMXAqOn43PdPtGPh89/erAFy+Nnn2VyKZpgmBpmmUYXVEUSdI1DbTams1mzVJ5RpoctVrt/v37U1NTCLjULQMKWeQyobWYa9Y+fHGh/8zAsdfHrx0bG7g+fHcwk8kg4uTg4OBnn33W3d1dKpXg4LVaLZ/PK4pSt+wbEZkAeNOIVISyQKAFbG9vI3QCGWHb6qwBGwnCIhAOoGAOwK7dbsNn4AhQ3kcUacTXhsQXcSAg6MOVwGDdeqtVNU2w88SLxWQsBsp7RD4/eu6dyOIdNu8V8KhcSqmVgs4ThkRX5UpN5WoalEOUZlVtQSdop1/2MBj6fjjUD4DRzqtYKHT+9cmYqROdAED5Bv21jR3QU7eMY5tf0h/cfOJ5n2BA23z4jIjtBAPqVmdKqeTBUq2cXitF5/zTV155/he/+eW/xoNBLJ0uplK5RGKx75P5vqM7yk8cbsrlui66Dtm6bLbT9vrmenPTcaTriGOL7LvnfHBVyB3sYQxUlEspHgtVsq7g3J2LH/70/LO2o/dwhiBKOM6AuinPy4KgSpLE8xLPm7quKoosSVXT1FS10XHHQS/pe9j/oihGIpGv2P/oaABr4HRoBKyzXdW2SNP1Djn4luW8Ubcsd9oWFQ8qvoj8VLXcMzYs0Wr02wD49Xj8QUJKW1tbuzBod+2uH2DBjReZ7yn6J6Ir/VPXDizdPlxwj+Tco3hgKuedICOLZHSpGJwrp5x4ZImILAuFAF/wC8VAKeUU8TBXDGIRB5cPlJIueEl4pJR0EjFHKeksJZ1CMcjl/UzaI+JhvuAXiwEsspTzzWKhuVJ0seAdH7/w3tzda2GXK+JyhRdus7nAYv/na3ePFd3DBddQ3jlYcPaHJs7HZ7t99z533tk/d/nNO5/9ChSrkRF31TAa9XqjXoekENWlIVC22+1EInH79u3jx48/UiZpt9udlOctywGj1aGID8lcs9nEcVySpLalazI3N3f69OkvvviCJEkU0+12ezgcFgRhw/IR60xtq5aMLKrQwKlRLR0N0G5vb0OUBHoB8CEalqM1BFaoTqH6/8bGBozPwD+Z1kSbaZkVIKaFaRiNWk2RpFQ8XszlgBZG4/jUpVdnevcxieVK1sUXgyIZl+m0UslrHKbzpCHSply2eMFSw1SaNc0CQ42HZ8q+r+n6dtswjKGhoTNnzkSj0S/5yJdWkjrsYB/uqaH21kMvyzj2cejzBHbU1te28zZ2gFH9YZlmsaqwyEyNx0KVjKsUW8h77toH/rR6r4+w1KWxdNo5+Kl9+GYl4xTwiFLOGUKppvLYjZe6bLYu22HvenOL6HtnTx+ztcn0H7lHdVhk7GgyGQ1Tqak8YCCplOKLwUrGuTbWax/thyIQmLnumIVJkiKKpq6D9ayp61VLo1xV1Xq9vrmxcebMGZZlEfPme9j/giCk0+mv3v+oida2fEzb7XbdkrFGxV2AXGi2oGUpD8Fxtre32+02GjswLTlsVPdat+SkoUrUGX/QBAN87xPjzy4M2l276wdYcOP1n3ht6Mxr4xffD053Z9aGiNB03jvBJFbIyCIVW65k3MXQIhZaLiXXqOQanXYTMQeXD9ApN5vz0SkXHnWwOT+dcpPxNTbvp1KuctZLxJ1U0lXOegUshEfXZCJCJZx8MVgMr5QSjrx/oRiYw0JzOe+Eb+Li6KU/uqduFKOO0OLg5NUD3vELiZVBMjiZc42kVvvDs9eLzoHo7OXg/ZPuwcPOvn3TF14ZPPGi8+Yr4E8Jvh+aqrZaLZif1zVt0zJNRLRHxBgAnMRx3NTUVDKZhDDUtpr3TauqD6gIZYFtS9kWxVmowENVHJEAFhcXe3p6zp07h+M4xEfDMFZXV0OhkKZpqEQEC+o08ISAuNy0FOQQqQJF5E6djnVL2Qj+ddOy2oZUtW2ZNZqWbyWaE240GuA2X6tWdU3zut08y3JgF0rTuXikZ/9/I0ITpdhCOWVncx6+GBTwKMgDKuW8yhY1HjeEkimXqwpX08WGqTRr+noDzZQ97M/w3a98Pr+8vPxtvuPLa0Vf9/qWrrGPnHHzCZDIcqvomNJiHynM0PHFvHPAu3j/zun38FyOwXEQjKaKRfvgKce9G2zOIyJn3IUDe2+m1u2H9/YVNjfsp21HfFub7S3q3qf9DPDN14502fYMY431htmoqjUtOvCircv24WIpxReD5fTYJ//d1mXbM5nPU65zb9o+nqNpLnjpLZvtrWspZfZAl812fF5t1GogYVrL3dhr2zNYsMjOun7q5Mm6pRCI9j/art/F/i+XyxiGffX+b1uyh1AxQpPwcKh6h88GigZwRvhBGpbcItxrAMvgnqpbZiCA8KC0g7SRviL+QL8P3ocz7sKg3bW7foAFN97SrcPhmd6UfTDjHCn4JovBmaxniogs4ZElNuvCQkt8wc/mfaWUS8IjWMTB5nwyERWKISK+JpMxNh/giyGuEGTzATzm5IshJuPliyEq6aKSrkrOX0q5SykXEXOQ8TUqucakXGzOU0qschlnKbaEBWfii7cmr+yfubZ/7sbBlH0QD87k3GNkaBYPTmadI9m1u+mVvujclej0Bc/dw6GRP61ee2vi1AuDnz83fvpZCi9IPA8mG/VardVs6rresCrqbYvIjGY60JSsqqrDw8M9PT03b95st9tbHQKydctDAxXYobUEvTAAE9DgR7EP1Z8Q67PRIV87Pj5+7dq1U6dOSZKEss+1tTWaptFQCSrX1yxnbES1Rr051H2DK0GXV+uwOUOtBPSxzhEY+BlNwzBNUxQEn8cDc84ix4Ev1cDnP/eOncD9Y2R4mo4vMil7JeNi816+GBSwsEjG5VJKYXIqW9R50pSYqsLVdaljpqzxnbKF0un0yMhIT0/PX++QW09ssT30+vNdYx870cOzbw/Ueqpa3ZCeUAeKzqdXeheGL9/rOUhjGGWZezA4jmezy7c/WRk8w+a9EpXUOMxMXn774Gyrlhnec9i73vQesZ1e22hvbbadn77TT7W3Nuk7e7r27NlrOzxcyDVrWl0XzeSltw7ck+nVuDtERBauvf+ffvv7z8m8I+KlIhdfeONSQBaExStXktMHumy2roMHv3jpWlZVDcOoVXNDe2xdNlvXnr6c5XCczWa7u7sRPw/tf1RZaVs1GNi0SIrvL9n/OI5jGNb+uv2PDo6QECAtSGbWLSt49CaQhNrt9maH0jTiDKEjw70PtzzAPigmfW38QXEG3tltiu2u3fXDLLjxkqsDmH8c80/SscWcd7KcchSD83zeW0o4qLiDzfvYvJ8vhticTygGifiaRETKWZ9MxmQyRsSdXCHIFYICHqHTHibjxWPOUsrNZH1M2iMRESrpEvEImXCWM55K1lfJ+UQsyGbcTGoNjyxWUmuVlKMUW6Jjy6XYYt47mXVP5DwTGfdExjVOReYzznuZtaH44q38Wn9qoWex/+ztY68OnXvv/snn507/y/DZvemwF+lKg5KQAdWOWg0q6qhaDpVqyMMQC6FpaflDSE2lUt3d3dPT0+uWZC0E085QCBkkShDbVgUeiu2I/wifhGiLBlVQManVat26dev48eMnT56Ev25YLmaIs4mEUlqWFhx8ADAZYmB05qzwDuSpiIIKqTPk35ubm81Go1GvNxsNiiQT8biuqook6YoC9iklrDh88cDKwDn70EnXyGnP2Cn/xLnw7FUqOsck7WzOwxX8AhaWyLjMZFS2qAuUKVd2Zspq+s5c0iOii389JHT9+vXl5WX0iPobXA8rQ7Ya641qs9aBgSoF4ANVMk4qMpdY6B6+tH9h+HIJwxiC4BimQlFcqVSmKLJQmLn63tKdI1zeJ1HJbM/zXS9exnSpVVs4tecmZf/ktGOnf+f7dM89cmNr03HadsSD39675+WhZaNuyFWF1fmxY78+k8AjWGCm56P/EvddOfL82RCOs3Sg78UDy5IksKyhaY6DB+2GUc3eOHEjBxwgxyHbyeVa4cbL79wh6xZLBm6Kb7j/q5bPTPsv2/+pVIrn+W+y/wGaILyCpsBQjwyuBOrBcDoYjzAtYcbNDuMzVKCC86JPAhr7M+LPLgzaXbvrB1hw46UcI6XYYtE/g4XmyylHPrDApNa4nBePrpSzXjzqKCWdVGKtnPUKWLiUcgtYmM0HBDxCpdxcIVjO+vCYk80HyIQTUBGd9tBpTyXnZzJeOu0hE85y1sflA+WMB486BCwoFP1iwY+FF/mct5xaK8VX8r5ZJrHKJOxMwl4MzuV8MznvVDmxggWmS5HZgnska+9LL169dfRF//CfiGzWPnHrfs+BhG+FK5c1WdYUBZgEG5Z1IiRe29vbNcvsEEInQAGk5QMBrmn5ONZqtUQicevWrfHxcV3XIXNFdXsgEMBBULkeCRhC1EMgCcIoojug8jgiBEBFHa4Kvt7c3Pzss89Onz59+/bthjU8DKG2k7cEwRoCN/yw8BNBYooeHtDR6yzC1+t1Q9dr1hXGYjG2UmnU65IoChynyTJM0RO5tGt6xD7Wv3D3yt0L+wbOvT94ft/F/b8YvXzEPnLDMXIlYR+qZN08FpLIhFLOWTNlXN2QkEoN6Az9hbxpv99/9+5dHMf/KgDk6Vgd9rE7GEgHRGIIDzBQOe3AghP2gcOO+0OLY32pWKwATsYEwZfLLE2XCIIqFse733AMn2BznuSFX7112QUK4ARwgz5Zsajc9tO2I96Nde8RW9eRT07veXmv7ZBzhxJUUiqO2/tORnOe3oM/i3ocRM5x46PuEEEkLv/6jYsBWRAMTVPn/tR1eLleqzkOvTxUbFarVX3+YNdL17FGYWjPJ2u1WtNSF/wL93+73QZc0jk8/7X7P5lMgmbY1+7/zqtCbay2VbBBVG44S92yzkCYBpGyAbFBMwuVvhBCalrKQN82/uzCoN21u36ABTdeKbZIRhao2DKdcFDxVSK6Usl6+GKgkvWRCSeVdEp4uJz1VXL+Ss5PJpxkwslkvBIRIRNOqPSw+YBMxspZH5V08cUQXwwRcScec4p4RCZjUB8qpVwyEa1kvWzOX0o5idgqGVulk2tEdLkQXKCTDi7nxsKLheBCJe3ich4sNF9O2snIfNY1mlkbwtzDyYWrs1feu3v8lalLb+K5HEOSlVJJ4nlNUVRZ1lTV0HVNVUFLGlVK2u32lqWlhggH6E802Q46b+sdqv/wvYZhONfWILBCENyydPEBHiHmEBwEikbtdhtNqVQthyPT0sCFgIguD9XqIcIahuF2u7cstcZisXjz5s2lpSWCIFqWg8eG5V8Np4CoCnpuaAoGnijQIIBlWo6PcK5wOKzIsqaq9VpNkSRT13mWhVEgkBSqlErlUomj6TJJljAs7lvzzt9fudc30Xv85hevz17fz+a8Ah6V6bTKFg2hVJUrNU3c8W1oVJ/Em/4WYGh2dra/v99ut/91YcgPurYeGdTqxEBKJS+RCa4QKKcdRe9oxLmydn8oHvQWM5lMPB4KBLxOZ8jni4ZChXQ6n0wS+fzo2d+57n1w1GZ78/ycwuR0gawqkydttq5D84i6voHfOt1X2GitnrYd9jRr7sO2k8vq2kFb14uXMiwmjb3/2bD/6m9tXf/6njebLY/tOzpGSpGeN22/7osK9WpVFmNDL9tOLtc21u1f2Gx7bxc3NzbWDr08kKtWzaXTe+4Ua7W/7v5vW2y2miXSg6g8T9z/Ho9HkqRvuP/hUIi+DZzrzt4ZKlzVLGFrlAIhSjWEAsA0TUuzEZZhGIZhtNvtbxV/4EqeXhi0a6axu37EC268vH+mlFgloktiISBiwXLWI2ChcsYrFINUwlnJ+ei0h0q6mIy3lHKXUm4y4ZTJmIhHRDyCx5x4zCkRUSbjLWd9VMpNxJ1QHwLAxOYDpZS7kvOLeETAQkRsjUqslTNeIu6o5LxCMVBKrAmFgFDwczkvHl4mo6uVjLuScfE5T943S0UWM8578eWB8Oz1+PyV1PxFz+Ch0RMvTt34HNSDQBBZEgRVVTc2NjRNg2SrbTl8QeDbeljQGZK/nenW9XXoZzUbDUgfIVGtmiZ8IBKJHPv8856eHkVRUF4LqSdwPCHqQRjd6PAtaloGSUBuQEEfkBZSKEHhGC4bDo6oSOvr63a7vb+///79+1uWzbWiKCgTheALPyxKdlHCimpjEG3b1kiwqqo+n88wjCZQhQxDV9WaaRqaJouiJsuKKCKJRYYgKqUSyMYwBEHm8zHP6vLY9ZtHn2NSDr4YlMiEUs5rPGFKTE3l64b8cFno65FQKBQaHh7+cYGeR9ajGKi1g4G4nToQmeAK/nLKXvSMxLz2sZ4j8GtnSLJMUSLL8pVKmaYDHk86Ho8EAsGre7tsti7br2aSq1whIFFJlS0aMx932X49mJYaO/LW2eGXbXtv5ahbL4MbycklpabFBpAZ7Yc3y+mxk/9q/fWj+xLPS9zUFzZbl8329o2cPn+w6+UbBcOwH7IdXwCzGmzgpU6Hk8O+73L/ty2P1Q3LBrVtOXZBNcjtdn+r/d9utwFRITnppqVq2LbuDoA+aCLMtAbm4Z+gcda2hs7qljp2u91GBqvtbxZ/IImCYz7VMKj6pIXq4dUvdZj/Cuf2b7XsT3CYf3CWx/3fv8F6ohf97vqfb+3AoMAcFl4sJdaIuB0AEBFzyEREJqNE3CniEYA1AHpEPMIVglDmoZIuOu2BoTARjwAAkogoXwyVUm7gDOExJ5V0sfkAEXeWUm4276dTbjrlEoohCY/gUUc562Uybq7gJ+J2JuPm8j6+4C/FHXhkEQvNE+H5om8S949nHQPp5euuu0cd19+evrJ/8vonHMNIPC9wXM00m42GIsudzmKoVQ+RCOWmgGOA0ghjZWDAvmmZYJiGAexLQEi1Wk3X9Wq16nA4REHorIpDaR1Cwfb2NoRvNGKGBrhQ0QgV6hGBFLW0INRCNwEFUKgMbVsSjhDcId2kafrkyZPnzp1zuVw1Sw8XMU/hFOiJsmWZNKHCfrVaJQginU5Xq9XNjQ3TGnuWJUnk+ZppChynyrKhqnylokqSKkkix/FQIqKoCkUxOE7kcqvjd4bOvgZWVlZZCDPEUlVma51WVsCb/nIk5PP5bt++vbKy8rdM+vnqtdXe2kK0aMu8AgR7HsVAca/99om3GIIQyuUyRcmiqCmKKkmqNPt5p73aR2OzvQccw2dLsflKxsljIbmUWtn/fH+UMuUKmJ1h1/90N6s0THjJdV2qqbwplzWekJmsgEfZnMc/c9M+2s/geAnHOYbhKxVZFHVV1TWt2WiYpqlpGmxswzDAJWOzQ0O5c//39vZGo9HvYf9vWXpCkiQFAoFvu/+hcgM/VLvdRi1p+Nd2uw286bZldtF+2DOnbXGDkAQAfEu1w1nsa+MPfBIdsP00T4oBDLo3Mdf58gWjV/tX3zsyVCSYWq32w8Ag+/6HsI99/0++DC09fkm76Gd3bW9vWzAICy/weT+ddtEpt4iF6JRLIsJ02sMVgkzWx2R9AG4A60hEFP6UiCg0xaDYU0q5JSKCcWV4vgAAIABJREFUmmVE3CngEUBR8Fci7qzk/HAciYhIeIRJu5m0m835sYiDLwTplLuc8ZYzXq7gL4ZX+LyPy7mZ5GopupBZG87Y+8PTl5aGuvtPvOaeG6YwTGRZVZJUWZZFUVPVDUtEH+l8QCaHNIHWLT1o6MSvr6+3t7YMIAC1Wpqm1Wq1qmlWrUo1BFxNVZvN5rrFjIY3w9b0OyrJQHaI4jjEaKDjQMBtt9uQOG1vb0PMXbdMlyBqd1I4EVF009KhRkV4eAgBSiuVSoVCwbQcHB0OBwhnozANj4e2VaJHTb1qtZpIJDiOq1argB2b4EZSrVarVUWWwR9KEoSqYciCoKuqLIqqLEs8L/M8TRA0QTAkyeD48uBl72Qvk1jeYQtRSaWc7/TiaO3wpneQUL1WHRke7unpGRoa+r6hyA+4YEDsywR7qCRXCAAGCq0t3Dm1l8ZxlqYrpRIAUEPTQKlZV1VDVblymWUYvlIhctnV4ZtEcIKOL1WyLuv3n9M4XBcoU2JMuQJuZVWFe+B4z+EykxWJGJv3MsmV4dOv+BZHqWIRvAWBD9So1YBwo2taq9XasFQBAa+gjfrI/r9w4UIqlWp/X/u/2WwqihKNRmH/o5Gr9jfY/4A/apbAKaoYdfaOoahTs2zCAIe1LREggOyAb2q12vb2NoQdREj6sviDJs7gUE3Ln+dvAAYFIil4BaNpWdF/9rurtmfOzK1E6/X6DwGDnnAC6vozXwWEdmHQ7npswY1XTrtKyTUi5pDwsIRHmIwXWmBU0iVgYdT/YjJethAEYpCAheEzXCFIxJ0CFoYheb4YejAplvGWUm4m4wW0VMn5ibhTJmPQQZOIqExGmYwH0E8l66NTrnLGw+b8layPzXnx8FIpvkqEFwq+yYJnrOAayqzcGDj5ZsgxT+TzMCwDQv6SKGqa1mw2dU2D7jsaTEUBF816QCkX4pSmabVqFShBCA3AsL1pmmCQpGmapqobkPVaNfZKpXL06NGRkREIghC+tyyLRIjp7XYbyaIgogMwG1ClHeI1VNG3t7cRS3TTsiBA73S23lDiizgN8FRIpVK9vb0nT54EIUG4GOgvQAhGTx3DMFwuF2J8Q+ataRocp9Vsaqpaq9XqtRrQrVRFkUURSkR8pcKVyxLPAxJa7T9lH7pEBO6XYgvltIMr+EUiJjMZjcMMiTblit9tnxwfRUiI59ilxQWSIL53JPIDrk5adL1VB8EewZQYlcWkHcEeR9F7L2SfHzr/YaVUKlMUuFWokgQAVJFlSRR1TRN5XuQ4VZbLJFkplXwjB1eHbxChSTq+WMk4uYJ/R+eJyaqVgspiGo9rPKHzhMbjKosp5bxcSgl4FDBQwXOv+4O/BzFSieM0STJU1dB1EJcCV1TTqr7A3oYbCug7j+z/kydPsiz7fe5/kiQJgoB9C8Wn1sOS01+2/6HqA9UpaHUBZAEyUM2avmxZytSAzBDogauC5hqUfADKAMT5ivgDMKgT28Fvr1ar/c3AoFAsTZYqo7OR//jMmZff62NZ7ts1xez7H+1iUdef+cn+61Z36wGMQZ/cv/8JMOiJx0c46AmIBx3u4Q88/MUTLqPjOnZh049v7VirZr1cIcCkPQIWlogoDH+x+QBXCJZSbpD/gZYWwjF4zAlkIDLhFLAwTMvzxRCd9rD5AJP18cWQREQFLAwlJagGCXhEJmNcIchkvAIeAZwElSQq6RLxcCXnI+MOPOrgi4FS3M7nvVRsGQ/NZpwj0YWbkemL/SdfyyViVLFYwrAyRSmiWDUM8Jk3dH1zc7NqWZyuW8aNUPqudjg5QwrbbDTW19cVRdkZIK/Xa9VqvVpFVRCoiNSqVYACVdNs1OuoKVCtVldXV1OpVLVahQDXtDyx0QAXCv2IlQzREGXPNUs7BBE5G9ZCURI9eNrtNhzKtDyxTUv1BGW3EF5NSyVla2trZGRkfHzc7/dDvIbDyrKcTCbX19d1XW80Glubm7quA/Gz1Wrpug6Arw5mAs2mqii6qkqCYOq6KsuyILAMUymVOIbJBD1TN870n3lv5MxvPKOnlu9dZHMeAQvLpRRLJD//ZP/Fsyfv3b3TfLgm9H15bjwNq4MSBKNhVbWmi6Zc1jhcptM8Fiqn1/DgRDocdE2MViiKIUmwzNNk2dC0mmmqimLouixJIHoJYLRC00KlIpTLwdH91w7+zHXveCk6xyRXKhkXl/fxWEjAoxIZl0opuZSSSymplJLIhIBHwTOVSa6Q4en5mx9N9Z8r4bjEcYooGqoKuoiNRqNWrTYsHayqpStYtRwhoK/Usgy8YP/TNA232/e2/zOZTKlUemT/ozYWXGe73W5aJvBodr3dbkMNCWGg7e1t+Ongzw3L3wPOC/kVAKNmhxHY9vY2/KQIqEF57PH407YoTZ1cJaBAQWHpbwAGpXIYUSqnskXDrP7qrRt//+y5xbV0oVj8NjDIvh+hCdTDoq4/g2DHg39/8FXnvz90pCcUfqzvemLh56vffPJlPPieryk17a6/zQU3Hhm3i1hYxEIiHoG5d+A1o1IQmw9ACYfNByQiImBhYEkzGW8l5wcBIVQWotMeJuuDohFfDJEJJ5V0ASQqZ32AewQsTKXcAIYqOT9AJSgdMWkPGV+r5HxCwc9m3VhongzPFbxjhG/MPfLFcPc+PJNhCIKjaciYNUWp12qmYWiapmsami5B87EQ6dB4CJJK0zUNwI2uaYokaapqaJrAcYokSYKgKYquKNCJMDQNxrFURWnU66Zh1C2Nf+ABtFotWZYRJxRCW+dUCBRstre32+025I6mpfQPURUeBpubm9vb2/Am5JEI06BBG3hgQC7btlQf1y1HgralK21aPkrJZHJ8fPzmzZuSJMGTpl6vDwwMjI2NURQFTyzDAkPAtgYuSNU0DcPQdd00jGajYRiGqiiSKBqaVjWMTDK5MDdHk6RQqTAEnomFXn/52ef/23/85f/3f8zdOu6duskXgxKVVCsFQyhVFbZuyM2avv4IY/p/BiRktcOAEtSs6XVDqsqsxhMykxGwcCXjIkPTvtEjrolRGseBEC1wnCyKsijCKF/D+v3Lomjoes00TV3nKxWhUhEqFY5hiFx26PjzQ6d+O35p79rYVf/MrdTaKJ1YZXMeLu/jCn54sXlvJeMqp+yl2AIZmsK8w+fe/Q9hny/g8XhdrngkkojFKILgWBbyBGjlQHsLdiDcO1AKQsNZaFTq+9//hUIBbP6+bP/DidrtNkJa8EM1OtQdTcuIHokSQTKD+ENQNIV/alk+aID/AGw1LQO1umX4ijAQlIjgZwGUBr8cqKIhhnGz2XzaYZDLF/JFsFv3vLKizNtT//irCy/9oa/ZbKZS6T+XIm0BmU58gb7rIZTzJMjzncCgxy7joZ/iy5nau+tvdu0MzKecWMTBpN2g+iMREZjzYgtBKAKJeIROewAPwdQYABoBC6NhMQGP8MUQDNUDXRqwER5zAqWaSrlBZ4hKukBbCOpGpZQbvgDARCWdTNot4mEyZq9kXGx6DQvM5NyjuG80PN1z++ivYz4njWEsRUH+qimKrqqaqpqGsbGx0Ww0Wq2WrmmGrkNo3lH6MQzTNHVdX19fX2+1VEWBAhKYIumqKnIcV6nwlYrIsiLLSjyvCALPsmCfVDUMXdMa9Xq9VttYX4enwsb6OkTAjY0Nt9s9OjoKlAJYEEPhXyHuo7+iZgF6Z93S2odUctsiXCPiQrvdRsyDVgenG54ZKOBC1EaDMK0OVToIuxCjz58/f+bMmbNnz2qahur813t7L1y40NPTo2saZO2mafb09Fy8ePHy5cvAEWk1m7qmXbxw4cypUxe7u3mWlUWRL5eBJ1QmyWIy4ZwZWb3Xv3qvFybILCTE1Q25tYOE0BT992S48cOtx9phpgKjYUo5LxIxNuchI3Ox2ZN3z/8xFfLRJCmyrMBxIs8bqqrKcs2SCqxWq61mc73VAjI7GMgAW4uD3z9BJHx218yg4/7A6vA15/27PR93Xf/kF8Nnfj/b+7F/+hKdWKLji6XoHBmewgNjRc/d1aEe/8o4xzACy7IMQ2JYPptNJZOhYNDj8cTj8XQ6zXEcTF+CNE4nQRgNgcMGBmzxPe//WCymquq33f/wPrpU+C74dsBJAFAgp2p0eLW22234PaBL2rBU5qETB1kWTIShaYmmJUuGkBz6baCyU/Vp1g0CGIST1Ov77/79s+ciydJv3u//5+e7Z1ZS9Xq9iOHfDgY9NNv1ZQ2sR0ovT8IfX1pt+tJjfgMY9MR/7Vy7MOjHtnZgUHKtnPHKRAQ1v5i0hysEKzk/k/YAdmHzAQELw4srBIEijVAOkKPLWR/AI+iOAagqZ31AlIbqEZV0lVJu8NyQyRhUnqB0xGS8Ih6h024JDxMxBxFbFQreSmot75vMe+/HF29HZq/eO/nq6sQtPJdjCEJkWVkQdEXRNa1qGM163dB1JDECoAeV4oELDDLTO3rTqgrD4QLHyYIAjxOZ5yWO48tljmFknucrFRAV1BVFliTgHmmaBj7tkL9CgX1jY2N6evrQoUOKoqCREBReIYNsWe4cqJIEj0r4DIrUTUsyDgLxliVTBB+Agg0EaFTkhytpWaoqiKNQ7RDq7ewMBoNBODvilW9sbCSTyWg06nK5NE1rNZsw+RKLxXw+XygYBDFJYJEDgoQGoqYosiiKLCtWKjRBMARBYxiezQ6dfjO2MsgVAjtISKRrKt8wlVbd2GjWNteblrLijxoJPZgOs9phmmhKjMoWJTLB5X15z+jijT/cPPYamc+WSVLieZZhBI4DTjrQ8zVNq9fruqbV63WwmXjw+1dVTZZlQRBZFkk9VUolGseJfB7P5TLRQNAxuzJ+c/D4i/7ZGftw79rI+ZX+gysDn9tH+hI+V4WiWJqG8qcsis1GY73VqtdqcL+QBIHjeDAY9Pv9kUgkn88LgiCKIsIBW5YXBGoMwR7+3vZ/MBhUFOXb7n9AZu2H9z8UcgDBwEFqlvwjOiYQieAs7XYb0BhgKSRvsdXhbA8/LJrlhF8RACPo9yHItb6+/rTDoFAkhlP8P/zy/D8+d+Gfn+9+Ye/tZmu9Wq1SpdK3gEEPoZuvhCxfWw36aor0XxMG7VKCfswLbrxK1sPm/ERsjc0HoJDDpD2VnB+0EKF+I2BhqPqULaIPdMGIuBMwEChHS0QUvoAOF2gngsMGdNDKWR8QruGw0G6jki62EGQLwUrOL+JhYGpzeR+ddGCheSqykHOP5V0j8YXe5b5Dw6d/h2ezNEGwNC1ynCbLsijKkqQqCvQO0EiLrmmapum6rioKEJxhEKxqmqIgQFtBVxSo/dAEIVQqDEkyJMkxDEfT4dH3omMflTAMzgKPfOiLQdiCeAclblThF0URES1R7d20ps+aln0SpICmZcEBmfGGJdsIjxDgcqIQ37JmgOEhhHgS6NECyS6EaciJUXui3W7XLCs0TdNisRjE/bolvY0031DSvLm5qes66nS0LHaFqqq6pkEjEmoSkiDwLMsxjMiyZZJkCILGcSyTOf/ePzLJ1Z3uGFs0JISEzI1mHTSmv08T1u99dZSCmvVWzagbclVmNX6HEpRzj8zeOTd67VOqkC/huMTzfLkscJwkCMDLURQF/n/hwQn/3aqqahZlDTq2Es/zlQpXqUgcx9I0yzCwk0s4XioWqWKRKBQYkiQLed/ixOpY32z/meV7NwqJCEOSiiBIgqArisjz9WoVyqjwXAcAgYjAmqaRJJlMJmOxWCAQSKVSFEWxLIuazq1W6+zZsw1Ln/N72P/1et3lcn3b/b/eMcX21fsfumNQnUJABw3Gw6HgTUi0NiyxIjQtb3ZoIKHZOriPgBjUbrdbll3r0w6D3F6/IGnHLi3803PdP33h4thcDHBcpVL5FjDoEWrQV8Cgr+UGbX/1wPwj3/4N2l5PvoyOd3ch0Y9xwY3HF/wAekQ8Ah0xKumClhbMw0PxBhjTMhkD21SJiAIxSCKiIKu40zgrBCUiSsSdwCUi4k6oG8HAPJP2MGkPaFLDB0opN2Ag65MBOuWiU2465eTzXiK6lPNMlsJzWedweOZaavHa8KnfBR2zMN/LMQyM0tRMU1fVZqMB9CCgszQaDVVRqqbZajZNw2jU67Io1qtVRZKqug6tBzBXZ2mapWmqWIzPHncM/skz8ol//Jij/9DwiT2Dx34dckxxDAPdN1mSQFkRGmo1y1QICt0ta1y2ajkNNS1lfRTyIMtsWXLVQLBAualpCa/BA6Nq+Wajcvr29na73W5YFrANS8W/aflXw4fRZyBqb3QYZdM0TRAE5N+oc4F4naY1fo/YGMBygJ8RgBFEbaBVIQVqSRBUUayUSixN0zhewrBiOnXxw/9cTjv4YlAupVQWA7eHRlVt1c2NVr3DbePHiIRQKQgxo8G/opwXiRidcCwP31ybGiHy+TJFAaZXZRl46IosV01T0zSACw3LyVzX9Vq1CgjVNAxd06qmKUuSqesgesmz7M6u5jiRZeHIAvCpy2XA+ixNyzzPMYzIcTCNr6sqYCDouzUaDdhP65YLGGIHG4YBD3uO4wiCyGQywWDQ7XanUql0On3w4MFCofC97X9JkiKRyLfd/wA7vtX+hyJQu92Gi9ne3kbjYGhas25ZhgE2gH6ZabmGIQwHF9Z5BMCLW0+ztSrAIH8gmM8XiBL/xaX5U1eXDLMuybIoSjwvfDkMeryf9ODdZ67bOxpgT5pjtz77zPXrX07KeXzw7NHzP3P9+v5ORPQIeehrYFDnKXY7Yj/CtTMplvNSCScZXwOtINEa+wJ1RL4YAjQDThowQSaTMSAJgZsYkKah0gNttVLKLRFRGA0TLGoRDJ1BNUjEIzBNBsPzbCEIdq0iHhaxEJVwCsUAk1rDQvM5zyTmn6RCkwXn3dzqzaUb+/u/2FMqFks4DjM1IB0ETYRWs6nIcq1aVWTZMIxatQqqgDBQBn4RoMUiVCo8wzAkWcKwMklSxWJ29fr8jY+HTv5+4NjL/cdevvvFnpmLbyxcen3o9N5MxMezrCrLmqKAXwfiHm1Y8v+IXwmRcXh42OfzoSDbtjoIkG7CAwZy6LZVnEclpYbFToV4ig4Ln0QMDHRAeHKgFBx167Ys9RQ4eLvdbjabqVRKURR49kDiiypbMFoMp4bnB3wNAR3SbiAJNRoNTdNU6AAahiLLkiDIgqApCsBTqlikisXI2uKdYy/tiPvRaY3DTblc08RmVV1vPIKEfmSMaasUBEJBNb1uSKZc0ThMKqW4gp8Iz7omx5IBT4WiQK1HlSSR501dhy6YCkbulsuEYRgwtwW/f/iAqigwLgj4SZGkqmHARuUrFZnnFUFQRLFC07IgyIIg83yFphVRlHhe4nlFkmRBgNzANIxWswkYC1Sy0F6CPpFp6VBULSN3qKbAvpIkiaKoDz74YGZmxu/3h0KhdDpdLpd5nv/u9r8kSclk8tvufyDx/Bn7HzIcAIKA5xA5r2YpJcKREZACWjSASMQKQritZVHLt/6GVKRhR6LOJVq7Zhq76290oUkxvhDkC0Go7iCFaGh1geYhEXey+QCIAAHEAWIQ9MjYfAD+FTpfQPeBAXsq5WbzAZAUkskYUIsQwxqUpoFIBOJDZHyNLwREPCwUA2zWnffPkuGFgne84LkXmbsenbkUnji91PvhwLGXyyTJl8uqJAksC9oqkNE26nUY+6qZpqYohqbpiqIrCrTAgEtRpiiGJKECVCoWsUwmuXh5qf/TsbNvBsZORKfOxKfPhu5/4Rn4k7fvnbGLHxUTIZCVMzRNkaRWq2UaBtI1QQUhYDxAHrm9vX39+vXLly9DRIZ8FM30QvhrWC6tKP1FXAFU4YdPrneoxpmW/eSWpesPHQeYlIGCPzyK4TlatWy94WhutxvRPLcsPcmtDvcAlNdCqwIuCT4MP2DLSqmBJ66p6s7YnWGA5DFfLnM0zZZKVKGwcOsLz/i1SsYlYGGZzmg8bsrlmi42oSbUrP8lvmNP69p6uBRkNkylpnK6QClMTsDClYyz4B6237tD5HMMRQEFbYflVq0auo4aOqZVcdyh1Oj6gzFya+4afv9QmYO6DghgmrquSJKuqgDfeZaFJqapadB6qxoGlJ1URYGxwM2NjY2NjZYlJIjYze12uxMrbFkygLCv0P5XFAX0tziOEwQhl8uFQiG/3x8Oh4vFIsuyqqr+Ffd/pVLBMOzb7n8AYX/e/gc4iE6xYY3TIzZ0w1LBBkwGyAlOBzFh2xqXq1mm9Ki1/VTDoF1Psd31Y11w41EJh4RHmLQHcAzwfkDtsJz1QUEI9blQyQeAC8y9A8VHwMLwSfL/Z+9Nv9y4zjPxP8r/wHxITiYz+X1KzpkZTcZxEmexE29xbHlJTDmSF8mSKMoSKYqrJO5Ls8nem7039sa+r7UAhapC7QVUAQWgG/h9ePpegqtIkSIpu+/h4WlBhULh8u37bs/7PBmfwiQUZh9zjYl6vB3oaQyLyZUoAVwnlFp8vylW3lFrcSa1KeT8jeymXPTXk6tcdIHbuZVYPJNeOhGfOZK89c7yyR/eOvWG1GiAw8bQtLZlqZAY0zS307ENQ1MUZL2mpuEyqHPLgiDyfINhmGKxViiUs9mS/4p/+vdXDv9r9vap8sankenfZ5aO55aOJmcPX/rt/w2v3lIlSRIENCxs09zvHXS71A04ROIUZ+iIJLjpdLpHiOa6hIENSeQuIdKlMQ28AvJdemQjte1MqBrR83c0GiHLhIvaIwoDKMjTw9cjeOe9vT0wBiEMwmOPCJUtHTD2CHsvAjiK3qAghkG/j2gP9zFN03VdKNVrKMsZBjoy9VqtkstEb99upFfEYkBhErpwfyQ0OTv2BxEJ7d2lm+G5Vte+CxnNJ5c2L/zH1Y8O1RlGlWVZEAxNM3XdNAzTMKjXHxLNFrr/w+GQBkmUX8c0zS6hVAbhJzjBcUPbNJ12u23b+xIZpum0206n07Ysg3zi/nQVqhe7uyBQcAkRDqbDUO2AccI2EHyMHmn/LtEaE0URUVE4HI5EIuVyWRRFwzCexv55nhdF8YnsHw//NPaPX2EKmRoR5Y39TjER6KATanQcjAaOAB71CXE2qke7u7svbxh0sA7WH/Ci1SAuva0xcehgIABC5wsAIBR4AGGWyjt4RanFARXCRD3lS0TnC5piQjGMtwBshEAHnbVWNSbkg3iFTfsa+SAuEIvhRi4glSN8eksqBkqhxUp4jo3OZ9Yv1gLXEvMfJed+v3P9t7Hrr1/87V/nYn7AelqiCI3VliQpsqxIkqVpcrNpKIosCK1mUxHFVrOJIRquUmnUatVCgS2VchuflALTs6f+4+ZH/x6aPlbcvFDaupBY+LiwdjZ66/3s0tHLb359Z32myfMtUdQVxdA00zDAo4MwiB7WSJ1xeiINRe5IB2J3JwQEkNoihUV4BK9G0Rh9wqeyX4Dp91Gfd113PB7TwxonNQXSUminQ2RfkXEiW+33+41Go1ar0ZMd+S5Oc1qxHw6H4/GYhm64G/w70nT6PPj6aBHCDSIMAgMyxBn4anV79vLy+cON9KpUCipM8k4kZCmYHSN8Qn8QDbK9u5HR3TY05O0WqzcKrVqsmd+q+K9ceO/fmXwW4bWhqm6n03Uc0zD6RNV8l1AY37P/dARyf/8xAtluu47juq5pGJZlYdbPNE0QHIDpimLaMCxpGka/3+9ivKvT6bTbu8OhQ+wQ/Zou4Q0CCo1Wa9D2pW2dJ7V/TdNkWS6Xy+l02u/3x+PxXC5Xr9dBbfX49l8sFnVdfyL7x9d5evsHYKtPdD9QD6PxFq0kjUhliKYrFA9Ea2x4xX2ZWaQP1sH6A174xRPyfqUa4zM+jU0iFsHIGGIdoILwChDNGIwX8kHKDwTcNOgQIUGPMg+f9SOuorUlqRJFSIRQCaWmVjWG2hKX8dWzPja1xaY3q7E1Pr0h5ra4xHJ283pu81Jp62Jp49Pw1DuZuSM7V19bPPr3s2ffbPK83Gy2mk1L101N01st4H5kQdBkGZ2vBsMAqsJVKvVqtVYs5tbOlIM3Nq6+t3H98JUj3wnfeC+/caHsu8KGpzOrnyWXzlR9lxJzx9ILR6+9+82tufNivS43m7Zh6KraIUJLtmVRrCV+GBHhpAGRK8Lh6DiOpmlLS0uj0ahH5IpoP4uCjkejER2o2SN6kDh/kYjjehzEQ8K/goiqT4Qe6YHbJwqyNN5yXbdQKIii2JvgBe4S9jYU6umzdYjMJICiLtFCQq6P77vftXEcx3F2h8NBv79Pum0YmqJYug6ILl+tbs1fnj76/UaGREKNgiUzkKO/S3fs3rLQV25NEgX1Br193Yy22jDEfaIgPrm88smPb575TZPnFVFUJElttWzLMg0DpN7oK9GR8gfuP/71982P4Ev2x78J8nc4GCDisW0boVLbtvueh2KPhylx190lwjL4XBgefDkFL1Pn7ZA5dlgs3Pnj2D+6bKMH2b+qqrIsA2QdDAZTqVSpVJJlGXUXbOsD7T8SiWia9kT2j1jtWdk/7ZpR8BM+lyKQHDI+RkMxAKRQr8LG0n/NgzDoYB2sF7BoGCSWIjqb1LlUsxhGkws4Hi7j4zK+/RCnFsffaH4hiIFemMokwH+I+AZqGygLUVpFKHWAIgjBEFpj0GrFh0rliFyOiMVwsxhUKhEhty3mtvjk7VJgeuPyu0snf3brg+9tXXg9fO03N97+P+ff/nYtn22wLGh+5GZTk2VFkmRBkBoNudGo12oNhsHUEvpfTKGQXT3Bxhc3rr576d1/nT3x07kTP6uGporbV4q+q7XwzfzWldzmpcLmpeTS6dzq2fTiR/MffX/+07fEel2VpP2mmGX1PQ8KXHAbOKxpXNIjGpBICsckeQ0EAm+++SYcDM5Bh7Ck0PQUp/wekRwCHGePEI2MCLSTwiZQDaKnf5/wxeHEB4MA9SKDwSAUCpmmuUu4TPD6HtERWD8fAAAgAElEQVRGwB36RBscP+A0x/+lyTq8BZxH3/O6xO/2er39QW7TVGVZa7XQ9OGr1fmLH6yc+2UjvSoWA0otTuToG44hd9ua51iDXmfode9rkH2F1v26GRbRzQAyekfIbpS2L94682Z0e1lqNFrNJsg5TcOwLQs1Bjqi9bj73++jnIByS7fbBYkoHVMfgtAP45Pd7u5w2Jvoz/Z6PRc0hoQXlPpyGhl4hJYdMccemYukqOTRaDQcDqemppaXlx9m/x4Zony0/SuK0mq1arUa+Ip2dnYYhhEEQdf10d32HwgEaBzzmPaPV56h/SPCo6N8+FD6GOh20ftjY0ejEY2oaFj5UkOkD9bB+gNetCnGZ3xSKQI9VMQ9CHRQDaKT7eATwigZakJiKSIUw4hpMESmsUn0vMCOCJJoyrsIYBBaYHQOH4CkVjXWLIaahWAjFxBLISa+Vouv1KJLxcCt2Y9/ef53/zJ96jc3Trx+7ch3pw///dTx17hyuV6rNVhWaTZlzHwxjCwIUr0u8nxm6Uh25fjm1TfDN4/k18/mN8+V/NcLwenAzMeX3/2XxdP/md+4WNy6zERuFnzXC77rbHyhGr6V375WC9/KrJ2vBa8XNz4rrJ66ffLVWx8fQmdNUxRNUfYhpeQQhGOYPPVGJCemk8MjIsRoWdba2hrySDp4Ah9Guw/UBdJzGSksTXbxCurzKLzTy3DIAtjhEOJaOpmiqmo8Hoc/cF0XtX34MI+MNHueNyYoztFoBM9KR1rgCJHR4itQpDaaNcPhEL7W0DR0xyRBkAVBFgSuUpk7/97sxz9qpFfEgr9Vi2n1nClWbIV3dKlLoEL3Cm58hSKhuyFBfdcGUZBNdDOa+W0uPr927vXVa2cEjmvW64aq2qYJEibDMHYJrR9tmjzO/o9GI3hlRMwAU+9jqzsdBDpA/IAacb8a5Hmddhv/cH3Pw80R8Ux25ahVI47pED0vWvKZtP/FxcWpqanRw+1/NBo5RF7jMe3fNE1RFIvFYjqd9vl82Wy2UqlIkqQoSigUeiL77xKWoGdr/yOiM0/fQqtEeIA+mZYfEoUfBFsOmZjDFz8Igw7WwXoBC794jZyPSW4p1RgQzVQyDDENFDPomBjl+0HXDLUcDH9xGZ9QDAvFMGImXADN+WYxDE0xXIYCEsKgVjUGdqJWNdbIB3Q2wWd8XGZLLoWkYoBLrBSDM1Mf/jC+eq28s3jj2I/Wb56/+sFPK9lsJZ9nSqU6w6DkI7AsV6mw5XKDYfLrJ9cuv3nl8LcWTv70+pHv3Dj64+mPXp07+Yvr739//eIbscUzXHQ2s345v32t4Jvi40sF/3QjtcLFF7n4Ujk4XQ3eyG9cSC6eCN84snTihzdPvIammKXrQJh2XXdIhDvgCeiBSwEB4/EYDoN6Cxo2eUTaHYcvxVjQdNMhlCp4kYItHDIxhNOWYq4nP506GHr9iAgRSJJULBbhz3CgA18yGc3Ab8Eb7RIppSGhp6OVAHgRPDyOe+TZID4G8BZwctBwt5rNJs83GGbx9C/XLv2+nrrdzG+3qlGNSxvNst1i70CF3PZXMxJ6gG6Ga96lm9FIr+TWz/hnbuSiIVkQDFXVFQWU0CAt7BGhqyfd/y7RxkK3CKAc+Hg6UEYRP7gSLKC4IfArHtHVGpHW1WQs3iVi6TR06BN5Pmr/Gxsbn3zyyejLtH/LsiRJYlk2FApdunQpFotVq9V6va4oyufa/3iiLvVs7f/+/acVL5q30B4cPoW2v0cEP3QQBh2sg/UCFp0Uk8s7cnmHKogJ+SCAzJgIo5SJ6I61qjGJqMSjC4Z6D0BCCpNAaQeQanBJY8YeTTGwCgEcjdAKn9XIBzU2odRijVygmthQq1Eht91Ib/CJlUZyeeHsf1058p2bH35/5tN3iqlUOZutZLO1QoGvVBoMU69WmVKpXq1y5XJ+9eTG1bcXTv4se/tUdvVsLXAlNP1BdP7j6MLxami6FplhdmbriUUhtcLEFuvJlWLwVt5/i0/ebqRXmZ15NjrHhKeLmxdTix+nF46tnv3prbO/rTOMWK+3JElTFNMwkFUDDQPUJ7CZA6JPNCQMKMg+J/0BDv1+vy+KInV4FMhJ8ad0Foz2O5Cn0qEYHOi4IQr7OOiHhNQEf+8SApXBYJBOpxVFoWk67uxNSFFSECuelp7dLuHJpbNCCHqQyCK9Bo51gF5Mr2eZZq/b7ZABpX02v3qdr1Y3Zi5tXPmQiy80c5tyOayyKV24Dyr0lRNh3buPLJHqZvBZuRIRsuts9FZg8cbG9AVMLGKwEcK9lmmiNkDZup90/+lbYDyTsOURoSqmBuORYSj49dHEYBciGABoKL6HUgfRAqRHhswn7d/zPIiuPI79I+T6wvbP83yxWFQUpV6vVyqVTCYTDoeLxSLDMKIoKopyv/2j9/Ql2f/T7/9BGHSwDtYLWFRMo1WNicUw2JxpzQbhSz0XgJgGpuLBgog5MhAeKkQ2FWNlCJjQ+UKIgxYYrsd72bSPz/pxMVWeRxNNLu8I+WAjH6hntvn0BpdcFTIbBf90cvVCeuXcyrn/unr0F6V0uphKVbJZtlRiisV6tcpXKmypVM3l0ou/j86fnv3oR6mlU+nbn5R9V0u+a1x0Lrt5teCbKvhuNNKrlfBsPbVaCc+LuU0usSJkNvjECpdYFtKrBf8NLjpbC05lVz9NzH8Uu/We78Ivrn3wKoh326YJTdZetwtIKcTYkVXj+N7d3R2Px6PRCD/0iAa1S1QpkGt6nlcoFN56663RxLQI0muPkPZSVCb+E5iGHtEigEPCiQxvQY9UHP00sd4jUgyRSASdAjgG2nnxyNTMLiFTmUSzjkjeTyEgI0IVg2sQA+CR+v2+6zj4A35FSI+Zuq5KEmbHmhy3cePc2f/6q62rb9XTt6VSUGESFCr01YyE7idL1Pdl5Bt5TIexO7fSi4dP//ofqoUs2M87lqUpCobb4UHhUL/w/qO1BEvwyAzjiEhfwZZGpGsDI6QzTS7BSsMGEBB4E6yDMAzERrTgREOBL2D/kx2lL2D/1Wq1UqlM2r/rurZty7JcrVbBV5RIJEqlkqqqkBDG5nx59v+U+38QBh2sg/UCFpVWFfJBsRhuFsOA9WA6jHI9Y+aLEklzGZ9cieIHgKY1NoneFvDRwACpTALgIbkSRWuMXiwUQig7ARytsYlWNYaLm4WQxsRriS0+s8WlNqrR5Xp6nU0sV8MzXHS2uH35zBt/k43FCslkOZMpZzJMoVDOZCq5HOpDbHzp8nvf2Zk9WvZdzW5eroRuNpLLpeDNYuAmF18uBmfF3KaY3xKym5XIAp9aYxMr9dRqMTBbDNxko/OV0M3M2vni5sXy9vmdm0cSs+8FL//y2tGfcpWyqaqgJvJ6PShc4kB372YHASaUnulI8SlgEz4Tx/ru7q6mab///e9xwsITDImsEloYI4J7ADSh3+8D0IAPQpSDdsZk+b1LuFt6RGpjOBwqipLP53FzioRArwSnMwXb4s44yvEVcB9cQ/FJeO+IMMog8PJ6vREwE64Lhsm+51mGAeVOudmUBUGs15scl436p0//5uPXvzF34ifN/HarFtPrOVOqttWGa07K0X8VumN3l4J6d+tmiMVAJXQjvr1y+tffLKZiIs+rstySJBdxhG23bRtu3iNEO19s/yk4hpoTjUUQqXQm5uFHxJfTPhEsDVgiwHf6RD2Dxg0UsE9Dmaex/wHhzfoC9l+r1Xief4T9w+abzWaxWEwmk8FgsFgslstlQRAwNzd61vb/lPt/EAYdrIP1AhZ+8djUhpAPCrkAmln7whe5AOikUcvhcwFEMAAMMSkfqJ8Rx1CGaC7jmySVpmUhpRaHUkerGhOKYaCFoLTaLIZ5AiRSmYTKxFuVHaUaY1IbrXK4Er1diy2XQrNMbJGNzhV91+ZO/uz2Z78qJJOFRKKUThcSiUIyWUylchvn+dTajY9+Gpw5zu7cYnZmq+GZQuAmn1wR81u12DKXWJWLfjaxUoosVWPLfGpNzG2XwgvF4FwjvVqLzFUjM9mNi2XflfTyqfjsh6Hrv4tO/TZy+ecXD3+/nE5orZZtmm6nA3KXbreL/gVikUmqEuSvQyJAgTNuNBrhGupvaESCjLlHGHVxk9FohL8pRgFF9S4Zh6YgJBzQA0LNgmsoZpZ6Vo7jeJ5HoYh6owFhxsNDOkSTckTgFC5Zowk5bvrRtCoAF9WnjHC2jUgIaNyu42iKYluWIklaqyU2GoooNjmOr9Vq+ezGzU9vnfg1E1tuVaPaAyOhfu9lJ1fcD4OohKrm6KIlM3o9J1d2KqGbcf/aucM/4MrFVrPZajZtwriNKAHqGRQY9DT7T3HB8MQozwAxPSSKENROPDKcRcE0o9EIj0EDF1pKxN+7hCiB/ueLsv94PD7J1vi59u+6rmEYgiDkcrl0Op1IJBKJBMuyuq7ruv6s7P9p9v8gDDpYB+sFLPziNQsBtRaXyzuT4vCAAbFpH4Tloa0h5IMADGGODP0y/C9M0TeLYaqP0cgH+VwA4GhIt0JJHgGQzqWkShR0ixgWw0wZ9O2Z5FYtuSnk/bX4qpj3V3cW+cQKE12ohm/VQtNX3//B2uV3EivnC/6pUmC6GJxJrV9avXL48vvf3bjwFrszm9++Xg7NNLMbfHKlmd1iU2t8aqMWX5FLASG/Xc9scqn18s5SM7sl5bcKgZlS8GY9sVjYvlrxXy1tnk8vfpya/yB49Y3ghVdnTr0eXLxoqKqmKG6nA36Xtm2jKdYnLHM47ieL/EBQIhXG4Tgg5CW7hG0IGOcOkZueLLzvEhltZOF0wMQhQzRDImdNT/lJJ9ohmo4U1lAulzVNw7HrkjGZPaKPQTsg8B8uUYukxz0t6Q/JnDPFNNDKk0dQoo7juGCdcd1er2eZptPpQPcN5Ja6oqiSVGdZrloVGIYpFtevnMn5Z+7I0U9GQqAUennJFfc7Yvuc0Y61TxTULCtMsp5e9y9MLZw/2uQ4sV7XZFlrtfZHDtttkByC7bDX7cIAnnL/8fYuocPB9fS2k7hjRDDj8ZgOT+HvPaIs4RLtMFrL6Xa7CFMmzXvS/o8fPw4dsS/b/mOxmGVZj2//+JrU/g3D0DRNEAQUimKxWC6X43leURRd11/I/r+8YdCBmMbB+gNedFJMLIZblWirGuMyPoGELxj4qucCYikC0Qw0wvisX2MTNGph0/ttMnTEqISqQMpFGDpDF0wq76CSBFg0oh+I2FOokMYm6llfI+uv5/1Czs+n1uvZrWZui0+ssLFFZmeuErq5dPa/rh757szJ16aOvnrlve/MfPTjlU9fT6ycr0Zmcts3GunVUmhOyGyyiZV6ZlMs+OvpzWbOz8TXlEqET280slvV6BKTuN1IrTZSy3x8PrV6obh1qbx1YefmB6Erv1o49q3ZU4cuH/n+5q2zYqNhm6ahaZZhtG0bdL1g752EFNDZEJfQ+SAFBKaB/o2kkKJEUVrv9Xosy164cGGXjDqjco7Ttj0h0whEZ49QniBfB8oB/Qh4mi5RpsT/HY1GkUgEj4THoMghetAPiYAUzYmRpsPJjUhHAG6G9g4GRIoSBz1e2fcNe3u2bUPlrW3bpmE4nY6mKBD+BGi6wbJNjqvXaulwYOmz9yFHr/FZU6y01bpjyN227rnWoOcM+/eojyEYehniob3R3u6kfJhjyDZQQdVofOHs5o2LAsOIPC8JgiQIlmGorVaHcAXBHVLkyjPZf6BP8JYOUeCaLEjAAvHR+MeimGi8ETHEeDzeJbyIMDlqloiHRiiETdj/xx9/nEwmv4D94zkf0/4dxwkEAk9k/6jlPMz+u92upmm1Wi2VSoXD4XA4nM/nGYbRNA2cls9h/1/qMMh50MI/BiK+h4RBd6vM3yUA/0LW5qE7OvdP/TSTX+7L/mrP5IEP1oMWDYP4jE/dl/dKAs5M5+ExCEZl5xHBIHaRyjuQVt0XRiWlIIVJUMUMIIQQVDWLYbTVEA/hjZDpQFsNoGwu4xOLYbEUUaqxWnKjmfc3875qfEXMbTXSa/XkSjEwXU8s1nZm4ounYkunmZ1ZNjbP7MyXgrea2fVGeq0cWajsLEnFgFQMMom1WnxdKoXY1AaX2qzFVpv57Vr8djmywMVvl4K3Cr7rJd+1iv9qYf3T0NTh8JXX5k7+4tap10Mr04rYVCTJ1DRIPrVtu9vter0eFCj3Oz7dLhoKe4RqdkQmYEejkUtmXvA30ug9wsYL3+AR6YB6vX7o0CF6UNKmVZew76OijnvCCcED4Q7wFrTMjiuRhauqmk6n4avopAzKNjQdp4Nm8HlDwj7XJRQpqB45ZDqGzrl4ZNYGBQDsBrzC3t5ep92GezBN03Ec27Kcdts2TcswpGZTFgRJEBoMw5XL69Ofzp/66V2RkFJ3DKlraxPqY73dYR/B0J022X6n7EWFRHeAQf1up9vW95XkuYxUDm1MX9icvsBXq02eVyVJEUVdVUE9BSFS4FQAN3mG+49/6xGh/qPVFHSXaMBBI60u0TTFGhHg8ICQBgEAhHB5RGiU77f/kydPplKpL2b/eDyXjPQ/wv7b7XYkEnl8++8RkfnHtH/btlVVrdVqiUQiHA4nk8l8Ps/zvGEYlmV9Sfv/sodBUzNLk3/C0eSpixuv/vpqlRVc131gGLR5aDI+4M++8sIjIRIGPZM73fkyz+6rHYQ7z33hF0+tRZnkFsIgKIUB8oz6DUo1RAM1CUJFtK5Q7xGKYUzUy5UoCkjojiFy0rkUlOqBjAbmGkL0lKQRPyCEQizFprfVWqxZCEmliFgKNfMBpRJulUJifruys1gMzpVDs6XQDBdfKgZvVXfmq9GFUnC2FJ6rRBa45KpY8PPpDT61qdai9ey2ysSY1EYj52tkfWLBX9lZ5hKrxcBsKXirFpkp+6/l1s9HZ49Hpt6Z+eCfzr31z6Gla/VaTRYErdVCK8c2Ta/b7U8kP8j/kPbhzEXSTNtVwBDss/SSs3gy6d8lvLcuUa/E9blcjvoVWgkYkpF4OAO4DdyTwn3G4zHFnO5NsKe4risIQrFYhNsYEQo7enHvbjpdmumOiEIkmgJ0KIb6vCFh7KUeq0cYkPc9ENkuCDUM+v1Bv4/xMV1VTU0zVFWTZUUUuWpVYNkLb/7f8OxHzfyWXNkhlEJcRxddS+11jP0Gmde9EwwNhxPx0O6LAQ9RYFC/23fbXVvraIIpVlQ21chsXPz9T6LbKyLPN1jWUFVL191OB5qmPWpRrovNfLb7T+uFtBSxR4Qy7gmnUHEZj8c00KHlClrtGI/HIwJYpuXD++1f0zQ80hezf1pNebT9t1qtfD7/+PaPL/iF7d91XRBbl0qleDweiUQqlQrDMLqut4l62tPv/1cgDNpJ5PAnmszrhv2/vn3qT155f2k92e12HxQG3RdzvHgf/6zCoLsDvDG+2rO484vfoj+6hV+8WmKdSW61KlHwBqGlxWf9fC6AyXaK5gEAqFWNod6Dkg8qPWAVojxDGpuQyjtATKNuhAl8wKJRTGpVY1J5RyiGNTYJKXvIrDaL4VY1Vs/5dTYhlSJCPlhLboiFIJdc59PrcjFYjS4z8dv19Hojs1GNLjHx20zsNptYqcVv1zObtfiKXAyp1aiQ99dzPrmyI5bCTGpDLoW51EarHOKTa83sRiO1UgpOs5GbFd+V8vaFyI131q58MHXsZ0yx0OQ4sdHQZFkWBMsw2pbVwWx8p+N5nm3bcBIuERgaj8c4+3DOekQnyCOk+11CiDIej2lmPyTqBOgO9Ii8Nu7jkgGcwWCAoxYpMk5YhzDP7hLCRpzXcCRoPeAH4Dyy2awkSXuEYhg+jFbygZagQy644WCCPg6HO/0segEc2IBoFCAXxzPgxIcHwrdDIQ0A177ndWzb7XRsw1AkSW+1ZEGoM0y9Vjv2k//BRmcppZAhlKwWKIWguWH23fag5ww9d9jvDQeQIXtgSPS84qG9SXy07dpqW9sHBnGJ5ZNv/F01l2kwTJPnDVWFdIbrOD2Cp6GBwpex/xQOjwLJYDCgxR6KwukSRfQuEVKlgQ4dyxoQyp8h4QZENPOi7J9hmFqt9vj2TyFEz8T+gapmWTaVSu3s7CSTyUKhUK1WNU0bkpmJL7D/X5kwKJbKc3XxxmLiT195/x9ePS9J8kOaYg+vkUw6e/ozf/aVVw4deuVrX/vaoc3Jn8eT7ScSajzsDl87dJZceycq2TxEWleH7m2KPewt9BMPnX1AYHJfFHT/9/5CT0sflDzk5Ibc+cQ73+fOM9DXnlW5649m4RdPKoWkUkRnk8D3gBIa5R8qIobGFuDSCH1A89MshhUmgRgIIY5QCNFoBiNjqCEh1qEFIURUAF+LpQjE7aneKnQ56jm/xiTEYojP+JRatJZY51KbQtZXja0C8SPktuuZzVY5xKfXudS6kPM1CwG5ElFqO3zWp9SigFqzmS02vdnIbDGJ1crOIpdcKQZv8fF5Jjxd8V2JzR/3X/3d/NnfzJ75lcCyIs+DJUhrtSxdB0tQt9sdkLlcl5yzPSIkhIQVh+Ykkwrc0i4hYkEuOxqNcO7Tt6C6MyC8cKPRqNfr2bZdKBRwVlJXh8QUaXqHTB3TdoNLeHjhq2jjrNPpoINAU+3Jo58CLGhujfvDrY6ICAB1Zvi++I7060yCXul0cZcsNB3QRrQtazgYWKbZ9zzXcTRFaYliSxS1VktqNJo8H91avnnsJ1x8XsiuEx3WvClVbYXv6KJrKd223nNMz7X73c6g5ww8d+h1J0Kie+KhLz8YuhMGuR7CIOCja/HM+sUzb36LKRZFnlclSSYKYoauU5kLCmH58vafBihoAI1IIIVX2kSJHfehMRAtOo5IEQWlC1rL+VLtvz+hVna//TMMw7Ls49v/kJD9fBn2b9u2oigYyw8EAvF4vFartVotTdOeaP+/AmFQrlRj681csdruOF//wSd/9tcfrGznK9Xqw7FBd5zzXWHDQ8MC8updEdRE0EF/fPgd9qOAO2+689Od//9kb3lQGPTQYOPpnvbeKyc35M4T3fnpzvvJAz27vt8fydrnDcr5+IyPS28rTAIhiFAIYUyMTfuoEJhMmBUB4pErUT4XgHQGFWFFKCNXolRSHmAjyjCEMAgz+YiQQCeN66maPd7SqsbEUlitxeVypFkI1bN+PutjUhtcerOR89Xi642sTy5HhJyfS202C4FGzqcysWYxpFRjUinSqkSVaqxVjaq1KBNfEwt+Mb/dSK9zieVaZKa4faW0dSmx+HHw+jvzR//55onX+GpVFoQGx4n1uq4opq7bpmnoutfrtW17/9Tb2+u6bp80pHDO4lybnI/1JuTG+oT+hAZPd3AzZGxkRES8afnE87xKpfLuu+8iGwamYUwQoLShgLoUrbj0J8Q9KPRSkqRMJoNj3SGTKfRkxzVwnxSZS3G7eEic1Lh4l0z/0mr/iNDrAchC+wtwnEMy0YZOBFwIHJvX63XabbXVUmXZ0nVIjfLVasK3vnHlVHL1s0ZmVSz6W9WoxmWMZsmSmbba6Oiia7a6trofDzlWfzIk6ncn8UMTYOrnHgYxCf/0+5eP/rxWLDY5rsGyqiwrsgy9KzBwOkSB/Mvefzr25RHhiBFRRId1IZKA+4epUIQNQh8Y1Xg8RtFoOCFcOmn/XcIn9PT2PyKSXvfbf6FQMAzjMe2/Q0Rkn4/967oOuY9cLhcOhzOZTKlUEkVR07RH7//LHgb5w7FwovbZVEg3jOXN3J9//eg3f3ze87xcLv/wMIguEg/d68rvCQsmyycPKqU8EOP80Dsc2hzfExbc9/bHesuThEFP+bT3XvnIC+48x6PLUwfrUWufNyi9iYgBSCAoqoqlCKA/6Gfhb8iBIVRCbwuj9Sj8ACFE4ydESwiqEPdgCkxj98Mg3EoAGroWB5E0PhEVI3TZoDXWqkRblR0+42NTW0o1xqa2xFKYTW/xWZ9QCNazPia5xaa2GrlAPeuXyzu1xBaf8QmFYD3nE/MBNrlWT68LmY28/2YpcCO1ciG7+llq+WTg2jurp783dfRnfLUqNxpSoyE3m7ZhdGxbU5Su6yKBw9E/6Pd3d3dty0IzAocpat104eI9Iqw9Go26RJ8ICA/UwD1CUkJP7V1Cf9IhvCydTkfX9RMnTriuixwaLyItpsf3gJD905yeZtjwQM1mk2EYitOk4Rp9ZrgcmpFjEofCKeAGJt0DHc/BUY6Mf0BY8sbjMdwD/ThaHkCTpUeYaTyiPobhKVPX5WazyfNyo5GN+NeufnL9vX+ML59q5rfkclhhEno9ZzTLlszYCt/RBEcXHUN2LeVOSORa/W57Ej90Z8b+y6NevLsp1rXVjiYYYllhkrc/e2Phwod8tSqwbJPnUfeyDMM0jF6v14MUvOf1iKDVl73/8N8ekXTYJWNZNGqhBQ+4f9ghwotdwo4IZ/8w+7906dL8/Pyzsn8EOvfb/87ODt7+OPZPEUgvxP7RPgOoyO/353K5arUKCsd79v9lD4MYjv/uoSt/9tcfJLL1f/rJxf/5jWML67lut1utMY8RBo3H4wm//vAm0b0vju+JOcj/eOw73A3aeWAY9Oi3PAit84io4+me9qGbcHcNaWLRD7tTeDuIh55o7VeDMlu1xJZUikAgTCiEhGIYhRkIX2CanUrNo8aD/wTiByUiqbwD4LNQCAFtjWl54KAhpEoHx1QmQdDQPiCQcEOxFMHFlKAI7TY+65fKkUYu0CwEhXxALIaUapTL+NRanEtvi6UIk9wS8gEhH2BT+/EQk9pk05uN7DabXONTa83cJp+8zScWshsXM6ufReeOB6+/s37mB5ePfL/JcQ2GUSVpX0a+1dJVFb0wZwKSjMY/PQ2Bw9gjWty0rYCjnE7K4Lzemxh16RNxeDREaKUdHqXV5HDCwtPgNHeJNhMFFgyIgFGHKA9Q1CdqRfBqw+EwnU4bhkHBm/Ce60UAACAASURBVA7BL+PBaDMC3q5PKBBHE1jO7oRSB2274KyfrPkjIcb8M7yI67qUUg8PRl2U67qQOPB6PafdVhXFMgxFklrNpsBxDYYReT6weOXK0f+Yev/bjfSqWPDJlYjCJDU+qwsFU6xYcs1usW21jpDINWXXUrttfQI/1B3eNWP/JTXI6KTYPndiR2+aUlVlU6tXjm/PXmNKpSbHNXleQftPUUxdtyzLMs1Op9P3PNQYns/+0w4UnPSICEGgVENjBdrHxCgTkDQwM8RPD7P/qamppaWlp7F/j1DyPML+w+Hw49s/7dy9cPvv9/uqqkINLRqNBoPBcrncaDQ0TdN1/WUPg2KJFMO3/vv/+/DP/+bo//zGsb/94TmvP3Ach6/XHxwGPSBWePKwYPyQ+sfj3+Hzq0Gf+5b7A4v7XySvPOXTPlYY9Mg456Aw9IQLv3hC3q/W4hoZ7EI9hsKAUKcB1SFaWuA8ZNP79D/4AaEPAh2xFEHFCHggMA9BnR58QpBWpQxDiJDQdMOsGYiIwCtNKRaZlA/BFp/1qUy8kQsI+SCb2pZKkUbOL5XCXHqLTW0hcqolN6VSSMwHavHbpfAil1xh40sF/1Q1dCO+eDa9fCo09c7a6e9d+eDHDYZpcpwmy+A41hSlY9vQ/bbBa0cQDx3C8DYgFLE4B+kwCz2s6bmPv++pFeHtfSLouEcoRjzPm/vg70794v/79NCflJKRliS1JAk3d10XNEW4PzJyCqFAlk8PcQqGwD0DgUCfkNCMCPc/RVrQvsyASB/gGnwX2i9wyKAybjUgCFmazSMi6JCpYNwT5Z8+EaCFe3CJYGev1wMDnm1ZXdc1dV1XVfwryIIgcBxfqzUYZnPuwie/+t/15JKQXRcLPrkcbtViCpPUuIxezxlCiYREXFtrOLoE/BBm7IkcR//LjITu8AZhYB4U0hqf3bx2euvmxWo+X6/VBIZRRNHUNEWWDU2zLcuyrLZtt9vtQb8PWbHns/9dwuzXv1t8FLWZDuG5wWVDotTrEm7oR9v/uXPnQqHQF7Z/BB+0hQc7GU1Af5CK4CMe0/67ZGLrJbF/uv+O4wiCUK/XM5lMIpF42cOgQCiiaNbvjt/+H39z7C/+9qPppRSKe6IoPgoiPdE8uhvLMgm+eWQE8EC0zRPc4XOxQZ/7lgeEFXd/twcjjL7I0z6sG/ggbNCD33UQBj3hwi8el95sVWMak+AyPoVJiKUI1FKB5oEWmFAMY34e/4lZMBR+MBIPNVaUdhD6UB0xKKqizwXeIMq4CFpFzIihHwcgNipJoClCyAXhekRCRI8srrEJSLFK5YjGxDUmwSS3pFJEqUWr8XW5GOSSa1Jhu5nb4BLLpeB0duNSLXg9Pn88dP3thaP/fOOjn/PVagPq8c2mIsuaotim6fV6Xq+3X/shgACAA0ZEh6gzoSk2IOLVNGGlwJ0BIVXrTlDxugTmPCQ8ufhZkZprF49FL39v/dTfn/3PP92a+0xTFEr11uv13nzzzQ5BRnuE4A6fhTYEdS0UwonRYkRyOPqRxU62JyadE0VsDMhgM27uOA44UejFPULxMiRi4IOJQZjxeEyrYvBne4QpeESgJABGmESw1jQMXVUNTbNN09Q0Q1HEer3J802ez8cj/lvX2OgMn1hopFebuU2x4JNKQbkS2Q+J+KzeKBhi2WoxbRXBEGbs23dIqL+sSGhvtLe7NxwOB/fSJ+aD87dOvM4Ui2ypxFUqYr0uCYIqy2qr1bYs27IGg0HXdW3bhkk8t/2n5orbdoh0PO34UJC1R2RHERB8rv0j8vhi9k/vTEfSaCMVPTtUVgzDKBQKj2n/KNW8bPb/wP1/2cOgyE60XK6w9dbbx5ffO7Xa7nQ1XVdVrdVSHtEUm8BI3xcS7b929tDnhEEPmr16ojuQS185e/axqkGTd6fDZY/+bvcCwL/w0+5f+NCa2V0fPPFgB5NiX3ThF68aX+fS23zGB2wQ+BIVJoFhMcyLoVnGpHx8LgCZMKiMYaaMTsVjrAzhCw2AUM6hxIxSJYrgCdcAXYQpMwoqUpgE6kBKLc7nAlzGR2MjRGBselupxpRqlE1tqbWYWotpTKJZDLHpzWYh0CpH5FKITa5xydVSaI6JLdZ2ZnMbl6qBa8WNz3xX3ty8+uGtE6/x1arSbCpgNG612pbVabe9Xq9H8j9aNqdwHzQv8AoO7hGRH6Ithg4ZhxkQ9QAALJD14vjDKYwU2SVkg/1+f/3yya1Pvxe9/L3o5e9df+uvtmcuD8ik7nA4tCzr5z//uSiKNFee7Dig0EIdFfLXRqNRLBZxMe2MjMdjCn3dI1wpyHTRFkFbYUCIkeAw+oRVzyPsdj2iwUm9SIfoK3UIpwB1gbtkUNmZwErvQdzAcWzb7nW7TqfjOk7bNC3DQI9SFgS52WywbDKwsTF1LnLz3WrgSjVwNbtyNrd5kU8s8qnbzdy2VA61qlGVTen1nCGWrRbb0QTXbHXbune3HMeXEgkRefmB53qO6VpKW60bQkmpxZO3z33227+p5HJsudxg2ZYomqoKQbGe67Zte0BkFqg2y/PZf5RzRhPyokPCuIMfaCFkl+i6Pwf7x+sukZvoTUyqD4nqKsuy1KQ/1/5pHPay2f/9+/+yh0G0oYiA3SX8BFh/uGIaB5NXf+ALv3h8ZkutxRq5gM6lhHywkQ+iG8Vn/UD2gOK5kQ8yKZ/KJBDQgGAa4QuQQwA+43pETmCjpnyJNFrCH+CKIFUG4kS05OhlCInQbkO1qZ4LiKUwm9rWmHizEJLLO1IpwmW22fSmVApJxVA9vSUWAo3sVi1+Wy74Gum1QuBmwT9VDU3XgtfLW+eT80eXPvr29WP/wVYqmNDWWy2QGluG4RD3DMYRZJBIKPtkyhejNMj8cLqhqoGc9Z6zuEeUhrqEBAVHKh30RWmH4jHnjn17/qPvIwyKXvpOYO6WIjZw8iKZ9jxP1/U+UQKHA6CYJM/z0C8bEnGDYrGoqipc0YjIqQ4JEwztCNDUFl8TXx8OCe5wd2JAGpsAOAVaKnAYcCSThYQuYaIbTtDfwU1ix+D790Ee7bbrOK7j2Kapqapj2y1R1GRZbDQwTl9Mxi7+/ienfvXNG6d+fe69H5z+9T+GFub8M9c3ps5PHfnW2oVfV6OL+8FQo2BKtbbacAy529aIHMc9NaFnGAbdGRajKGkwKIpFf2b93MlDfxm6fggkihiLa1uWaRimaXpQVCVjXM9z/4eEGWiPiMb3yQA5bJ6ieZ6b/aPHNDmlD6uetH+GYXief0z7xwe9nPZ/z/6/1GHQH5em2EGP6Y9pUfpE8DVjPB6gHEQhqPeoTAJQHvSzAJRGIYdOvON6NLDkSpSirekYPGIdqRKlYRYCKaEYBlYagZdUiQJahFoRCkjooGlsnE1tNwtBzLVVE5tiKVTPbtcz22ol0sz72eSakN0uR5YqkYVabIlLLOe3bxR81wtbl1MrnyYWT2SWjq+c+LdLh3+A1FxvtSRBaFuWDl67TgdJIa2fU+wnUAI4Sem4CjJXCkTAsYifx4SVH3/Taj8FXvQIuz8FZuK0Fev1kz//k/CFf4le+m700nf8M1NsMQ3XQtsHjuOMx2N65uKNAK7SUSyaCkciEcRMqL13CHtvjwh694iSFNwPHonmx/he+Mr4Oji1aZewT5QsuxMTQP27Z22GE0R5FBRCncHe3p6DJ+l2e72ebVkAZpm67rTbpq5bhmGoqtxstppNVZK4SjHuWxFYtslxpVQy6d/YWZvfnru4cP7I6V//4+3zb0ilYKsW0+q5O3IcX3YktDeBkr4bHiSXw430SmHrwrnf/r+ls79tsKwmy5auG5qmqSpEZ/GPMiDqts9z/zuE+hy3osEBdeFPZP+iKOq6/jT23yFAIhr60IINtf9MJmMYxmPaf5+QAL2c9j+5/y9vGPRHuCbmsQ5KQX/gi1aD6lm/VIogQAGlISo9GBbDaBiT8tG5MACAUMJBQMOk9rHSk5AglUlAqxUdLiblw4w97ow+FyInRFHgY0TlSWMTQFuzaZ+QD0iliJDzNwshIR8UCsFaYl3I+VulkJD3cekNNrVeiy2XQoul0HwjvVZPrVQic+XAdCV0kwndqPqvZlfORG+9H7z8xtTRHyeD60BpKJLUkqS2ZXUdxzRNCn7Eub9HZpjpaUWhjjjyOhNzIj1Ch4MuAO4DF+kRTpHOhLg0Dko6V9Ih7COmpkUv/N1Hr/63G2//1eLRb/jnr4NdBm/pE1oUwDWuX78eCoX2JvQNkJHjsxAwpdNpJKNwbEhw6YFO4SA41hHGwbG5hCgFfos2FOAC6bgQ7TuMx2NsUY/QyVBQrUvIYEaEKwXPQ5Efu7u7TqezSyj7hoNBr9fre17bttuW5bTbiizbpokhPgCoNVkWeF7g+QbDSPV6nWHYcpkrl+fOH5k7/Ws+vbbPNiSWbYW/LxIaPGul+kepqwrZdTZ6q+I7v37xre0bF8V63YJMr2WZhmFZlus4g8HAIQpTz3n/Yepw2/i3GJFKzJPa/zvvvPOU9o/iEAUSUXzPpP1nMhnaAqM4vAfa/4gIwr/M9k/3/yAMOlgH6wUs/OLJlYiQD2LcHehmUAShLISf98Xni2GUiDAUhmoNLeHgJpAkQ0WnWQyDX5HL+DQ2sY86qsVBCMRn/QqTEAohKG8AJY0SEa1I1XMBPuvTmDgm4VUmXo2vc6lNsRBo5n1MfKUUXqzsLPLJlXJorpldFzJrBd9U3netEpyuhW/mNy6klk/nVs8k5j4MXfvtwtlfrVw9Dky02GggKe+5bqfdhk4qTkxKQ9cjyyGCpkMiqYjzsUco13AmdgioE+kjSh0uIbfdI0O8tLe+R5j+cbfRaCSLotZqNTl2Y+aTrZlPFVmmCSucEN6LNRqNLl68ePLkSXzQiCBGKZ5JFMVyuQwHMyCiTh1CxwJAKC34O0SgA18T3gInPoUz94gsVK/XG4/HDqHIg1PBE9J5nz2iCYVvjfZEh+ghAHAKh9rr9VwyHzQcDGzbdjqdtm1jWM82TarsZhsG4iFT07RWqyWKsiDIgtCCPmulwpXLodszO8vL8eULciWyL0y2HwnpnmuT2TFEQs+wILS7tzsc3gMPapaUWryZ3+Jis8XtTwvrJ9Y+e339xjlVkhRJskwT8KB+v9913U67/aL2HyHCgEw/dQj8+Yns/9y5c9PT009p//jVQ3QyIqLu99h/OBymTa4RIWZ8oP1TWM9Lbv/Y/4Mw6GAdrBewJptibGobIQ4KNlJ5h88F0JNqFsMam6B9LhLWJPlcAPEQhrzwRpnIxWMqvpEPTk6EYfoMk/O4IViqEVpRlkVcoNTiTGpbLkfACi2WQnIlwiXXK9HbpciykNnkEivl0Fw9ucLEFrObUwXf9Vpkho3cKmxeqgauJZdOx+ePpxc/jt46Ep1++9Z7f3Pjo1/UWVas1w1FMVS1bVlup9Npt7uua1sW7QXQlK7X69Gslxbhkdg5hJJuRHSIcIB2CB/aiMBFHTJ1DPeAcg7FIuBDdwktG7LkXSLSjrN4d4IzekhEl4aEuS6fz2ua5hG2FYfMyHiel8vlGo0GMk7qbJCvw4V0yNgLHMku0RKnXrBP1u6EzDgOdKTIGN7pTQho9yZY5ujb4RRHRHB7j3AsIcsfEDVKz/N63S7iIdM0nU4HUqy2ZWmqisoQ/oB9R1dV2zC0VktsNMR6XWo0+GqVq1TYcnn5/JHIwon9SEgst9W6a8q9jt7vtoeeuzvw9uHSz6og9Eh4UG790+sfvXHmtb+c+fAbp3/7T3KzCdszdB3xt2VZ2I0XuP/U8geEIf3x7b9er8disedg/91uNxQKTdo/7eLdb//Ylq+K/R+EQQfrYL2ARcOgRj6ok8YW4hjQ+fC5AAa7KA8QakUY+AKLDwIghFC0twVRMFSS0OdSanEgoEE+hHBKrkSFfJDPBRAtUdIgNOaUWkzIB5nkFpfebhaDjayvVQ5xqQ0mfrueWq3tLPDJ2+zOPBebT69dLvquJm+fq/ivJhbPxBdOppZORm99mJj7MH/7o9Ts4Y2z/3b+d//CFLKaLAOc0bFtVVFMw+hisqPdRvqINg2ObPwwHo9xruEYpeX6LmH37xGaELgB5L5o/9NyOrJDCo/oT8BL+4T3Fjk0Pdwn6+e4M95LUZ+TcIo+YavrEkGowWCws7NjGAaFcMKZTcJQcLLDT+BpabvBJUR5NNuG68IFeOY+wZMig4cPwDPAOcGd4JTvEJHtARnAabfbzoSieA+kc7bd7/dt24bLMU1zdzj0ej3TNHvdrgMMtWXZlmXqetdxNEWB8oksiqokNVhWajTqtVqtULj09t9uTx2RKxGNz5pSta02XLPVc8x+t3MXSOiZREJ3wYPa3bbe0UVLrmlchs9srF37NLA4nY2Grxz7hW/hgiJJmqJgZr5t22jItolW+Qvc/xEBEb+09m8YRjabfUz7x65+Vez/IAw6WAfrBSzKGyQWw1IpAig05f5RiYw85DKosAaqPrR3BpQ01FUxSw81DIQ7EJ/X2IRCRsYwA4/pd4i5auy+iAe4pzU2iYYal95uFoJSKaIyMSaxXouvcKl1NrEiZjdLoZlaZC67eSW7fjG3cTG/cSG1fCazfDqx+HF87lh26Xjo+u8Cl98IXPzl0sc/uHX4G5fe/W4uERbrdanZ1BXF0DSn3TY0DZWG/sRwL03juhPsI6PRCEfqiLT/kTqPx2McbcgO0U3YIyO4+BvH8Xg8RnrdIeO7FCOJE5zW8Cn+dBIVgZR6QIarR6MRvOaQSDshif/000+z2SySTl3Xk8nkeDzGHXCs42SH/xiPxyOi7wi/4hJCPDwM8K20SNAlUtiTkAjaK8E+TLYq8CJ94B4BySJN3yVKk3SiB5+LsoTneV3XxfeybRvbaxrGYDCAtK1tWZ1Op+95Trvtdjq2aeqKIotiq9lUZbnOMFy1yhSLl97+enLls1Y1qtdzllzr6E3XVj3HGvQctMaeHVb6fniQZLVYvZ6TKzuB2ZupULBWKPDVqiQIsiCosux2Or1ut9ftWqbZJ8TKL8P+P5H9S5L0PO2f5/lcLvcw+x+SGX5a3PoK2f9BGHSwDtYLWJQ3CMPnoE+kJRwMvUM9A/Pq4AECkQ+AQaD2kStRjU0A+Azss1iKgOAHpSBCeAgkUFKqREFLLZV3MCmGSTQotiI8UmoxpRrlMz6hEFAqO828j0+vC9kNJrbE7MzXIjN8dLYWmqr6rySXTycWPs6tnNq58e788R/Ofvity0f+/fIHP7r6/g+vH/3JjY8PzZ87zBQziiRB0ckyDLfTsQwDzHVt294dDlFXR2kdEEv8TUEMWB4RpsbPFE/QIwwi6BfgVjjEnQlxShz6yA5xlPeIhgD1N7gnzYMRn+Fc3iOcvCMiZkSbCPjE8Xh8+vTp06dPu67Lsmy5XMZzDohiAH2eARmooVk7XsSnTx7l95SgKIqWlvq7hFUFgAxsCM56+EKPCDxRrwZPSTsaFO5K97/dboNh2SOALSzERt1ud9DvO46DSSvbNAEYaluWpeuSIMiNhsBxbLnMVSpnXv/f6Y2LSi2uCwW7xQIk1O+2h173mRaEKImiN+g5nmO6ZstWeF0otmqxqQ9+Gvets6VSg2HqDKPJMogiEYhPouBfkv1/HPsPBAKvvfZasVh8nvZfqVQ4jnuE/eMHms98hez/IAw6WAfrBSz84jULAT7j05gEMMvQtaClGpRwUAcCbxCt2aCNBWYgTIdR1kQwKKJBRiVXURmSyjutakxhEvgUjU3SO6MlJxRCOpeUy5FWJcqmt8RCsJ7ZlEsBIbvBxpfY6DwXm2PDN8q+K1Xfpfj80dunf3Lr/X++8v6PLrz73ZsnfrF89VhkY44tlaRGoyWKAssqkiQ3my1RbElSx7a7jtO27b7ngaim3+/vDocAqDpE/HyPSCANCSs0XPMumbYd3C1ptEfIZ3tEg4nCC6g7QfqIDBjv6hCd1OFwiFQbn07nZXCY0iN7l8z04tjdJcqXeBKczo7jFIvFdrtdKBQajQbyYDwYUnNkwEimx+MxPcRxKwompSgHPBg6JtSf7RKlzA5RdKIu3CETQEOixNknRLrYwNFohKQZ+zMkAzj37z++OzL4tm3bto1t78K1eF673bYI67euafuBha7rrZbUaDRYlqtU8rHoxvXPpFJQZVOGWG6rDddSPMekBaFnhpWeJFF0LdeiUvPJ4Myxq0e+vf7Zj+u1mtxoqJIkCYKmKL1u17YsTMZBw+6l2v9H2H+5XL5w4cLzt/9SqSTL8qPtHx9KN+SrYv8HYdDBOlgvYFFsEJPcahZCtAIEZmepEoUcmFKLU+0wBDQqk+CJUhgm5zU2ieoOZsEAA4KGPOgWW9UY+KbxMwbThHyQYqX3eYPKO0zKJ+SDQj7IZbbZ1IZUDNbTG3xqrZldr4VnS/6pWmiq7LsUnDqydPwHU8d+eu2Dnyxeej+0Ml3KpiSoxAuCJsvAzBqqqrVaLUkydb1j27qqOu02BFMH/X673R4OBp122yOC27S8PyIc/HuEbbZDBLqRL9JD0CMkucibaQJNS9+TGTaFXKAJgvsjhZ1MhSmYlEI7O2TCBTnreDyebOSNCN4TTz4YDILBIJoIOIjxvYZkfnhI2Gzp6dwnDDG9Xm88HuOGe4QND+ksvEiPDLrjIelXcCdGkcfjMW1q9O5WSIDLgS9xCDswvNrD9h9bAc5l+Kq93V3P8xAYwRl7vZ5lmm6nY2iaIkl6qyXW6yLPM8VicGl668Y50hpjHF3stvW+e09B6OnDoHuk5onGKpeWSsGlT1/78BevJIPrdYZpNZu6qqqtlqYohq6bhjEge/Jy7r/jOJFI5MKFCx2iNEzrN8/Z/mOxmGEYj2P/HTLE/lWx/4Mw6GAdrBew8IvHpjbQFAN9MwA9KPZAGgySq/iDCxAP4Q+ARLheIEzTmPYC4gdlIZ5gq4GzhiwrCkhourWqMWE/zApqTJxNbYmlUC22JuS266n1Rnq96J/OrF8u+a5UfJficx/eOvHL6ZNvxHwrTKnEV6v1Wk2s1zEJr7VauqK0ms22abZN09A0yzAs0wQitdNu25bVIwAUZIrIgzsTJPcuwaYgv8SBNSIYUofoY9Pu2B4ZVKGZK3USyFZxFlMoKE5Dh+hd02ORHuIjoig5Ikrd8C5wHtRn0AAOd8CZq+v6zs7O3t7ewsLCu+++KwgCbTTQ23pk8gUokMleGz33+4RWmL5xRCZ39giBL+oEaIW4hJkXJ/6IsEqSYsf+DDb1dngd+/CY+w+v1iFiBfvQV9uGnpNpGJZhqK2WqWlivS4LQp1huHJ54cwbobmzCpM0muW2Wp8oCD27kTEaBu1LzROUNJ+Vy+HtqWPLn/yGr1REnm9yXEsUDVXFpFi73bZt2yOA3Be+/yzLJhIJWZbp/h89evTkyZNLS0sv3P4TiQS4Ex9t/12iyDG6mwPpZbb/gzDoYB2sF7BoNUjIB7n0NiA++IOCkMokwPtMu2MIbsAcTUflUR+CKiqKSRqbBGsi/hctAkEovp4LAFSECEnIB4G/xuiZVIo0sn6xFOZSm9XYilz0C5mNvG86s3Elv3mpsHEuu/zx7YvvL5w/zJbLAsdJjYbAcS1RVGVZFgRDVS1d71iW2+kAL4KRHKTdnud1iIwDHGeXKIgN7lY99Ca0qXHU0q4BTZqBJ0CCOCQqBLR+3iaiiTjpvAmeEqSS4/EY93HIHE2XsJggl0Va6RImtz0y00tHaeiJj2egyE2O4yqVCl6sVCqnT5+mjQaczruEF248HtOsF9cgZR+NRl0ydIOHHBDmlRFpSXQn2FDgMyiQYjQa4c59ssm0q0JhIuiAUMfwBfZ/d3e3j1113b7nOZ0OGKi7jmObpthoNHm+zjBcpVIrFC787ptsfIUUhAhCqP+s+mJ7+02x/WpQ+w6XdD0nVyJCZm3z+tnVi0e4SkURRUy3Gbre9zzTNAeDgdPpDIkmw5ex//l8PhAITO7/hQsXzp07d/z48VKpRPf/5MmTH3744ZkzZ1qt1stm/8PhcGdn53HsH1aEF7EDL7/9v7xh0B+dmMbB+mNaNAzi0tuo38iVKJ8LYJILQ2E6l4LmPBlij6OQg6l49LMAiEagg8sQKrHp/SkzFJbQFEOcRJkSwRkNdqJGPqgy8WYhyCS3lFq0Gl1tZLaY+O1KeK4amSn7rxU2zkdnPpz58FvXP/oFUyrVGUYRxSbPt5pN8EGrrRZEUlUohZkmAiDLNC3T9DzPNE3Hcfqeh5o8zYA7hKitS/hC6KFMIZyoTzhkfKZDlJKAM8AZCtgmTkaABmi+SwEHOCh7hF8fB2LvvplhmlMiSx4Q/WoKKcBzAlcBqCaFYpRKJUmSXLKGE8JJsiwDD4HMG54JfgiPR4suAE8g4R4QNmH6jToEWIoX4YrQaOgTyTOXiBI4ZGCYDjDTB3vK/e/1erZtO44zJBvkdDogFrJ0XRYEgeP4apUpFpfOvrr02eukINRwLdVzrAE4hJ4eKL23D5HeHXj71EFtrXN3GMRGb21cOXb6F3/BVyqGoihkWAywJ2Censn+u667ubkJ4Xrs/+HDh48cOXL27NnJ/Y9Go9vb24FAQNO0r4T9W5aVTCYfx/7pA99v/7uEtPBls/+XOgxyHrTQH8X2PSAMukcl/hHrgXrvX2BNSGA8rRTGUz7JwfrqLPziqbWoXN4RUNcphtHwovNi+9EPk6Bq8AD9YOIdtRyM1gPfQ+Mn/AHvIqpBGDoDuaJI5vMRYO1HRbkAn/W3KtFqYrNVjsilYDmy2MysV8IzmfVL2bVzxc1zq2d/fvWDV9lSia9WmzyviKIoCJau64piGYauqmAfbts2JZiBsjOSPPgG27aHhLKvSyZ70aSfhGp2iXA0LqDHKK1V4LCmtXccx3jRIaT+8BPIPlFLx/E3Iv0dmlkOyARNn+hvEsnQcQAAIABJREFUO2SYdkRmgPFejwzs4DmHZJYeeW2n04nH4y7BZ6CGBJ/kuq7P53v77bcXFxfxYLSS3yFz0fj6fQIWGRGpBJQEXMJ6h9MfOI9dAmilfQp4O3zieDzG8+Mhu4S+Bf/32ez/3t7ucGhZlmWa4GzRVbUlSXKzKQsCX602ajWmWDz/9j82cj69kbdarGNIvY5BOISesiA0UQrq9/YnxSy1owmmVNW4jFwONzKrzM50efuz6VO/Wp/5RKzXdUVRW619pmzbtm0bMcRT7v+JEycOHz58+vRpGn88j/1/LvYvimImk3kc+6cPdr/9jwhG+2Wz/5c9DJqaWZr8E44mT13cePXXV6us4Lruo8Kgzw0pnlXMcf99Ng8diIIdrEcvGgaJpYhYDGOIXcgHaScLw2IIdFDggVoqnaJXmAQm5EH2I5Yi6JQBT42qD3THgL+GzgZFFOFiKqEqV6LNQpBNbSm1KJtYlwqBRma9Fl2ohG4Wt69U/Zdjs7+fOfGfweUbDYaRGo1mvS43m4am0QF44GRty3IdB82v3eEQBYO+5yG/7BJKXJy5CC9w4NJqP86sycMO9f8BkchG5orDjqakXSIsgL4AcmtnQoiApoDD4ZAe4jiOcdTiYTpE2XuPkLaNCMgAb+kQVW0kmiMiYIRz3DTNRCLR7/fxzC5BFMFdDYdDnucvXbrUbDbxiXBXSMcdQtACP0TdCS1H0RkiPHaH8L4guafJsUe0OUcESz4gE0BoeVCf90z2fzAY4B+9BzGydrvX7Zq6Dmn6Js8LHMdVKlff/9f4ymcqmzLFSkcTXFuFvMZTkUrv0RhoMBz0Bp673xEzZFvhjWZZZVNiMVBP3WYiN8pbn5597S8KyZAqSR3L0hTFNAxD1y3LcgkZ8RPtfzgcvnz5cqVSofuPQP857//zsX+O4xiG+Vz7p42wh9k/AqnxePxS2f9XIAzaSeTwJ5rM64b9v7596k9eeX9pPdntdl/SMOigqnOwPm/hF69Viai1uMYkpEqUiqoCu0MFNDBBhtIO4h46DI8WmFiKIEISimEm5QN1EFWbp4qqqCSBdBHM0YAZEfXWbTa1JZUirUpELgW55Go5PMdE58uBqfji2dLmZwsff2/mk99wlUqT51VJMjWNim4C/ozZY9dxekQxuwcsAmFjAz2xQ0ZjcFy6RAQRiSM9BCmMAJkrzkRage+QqZnehCIjzT7hPHDY9QhDCc0IcQ0mU5CS0lyTHrh4PJqF03MZTwLPhNMW3oUeshzHlUqlPtE6oOnmiGhk7hJCOVrhn5+f73Q61KlQ5KZH5nQcx9kls774RsOJQWu4MXzEAMKohCYYiJABqb1Rh/fM9x8XuK47HAw8z7NMs21ZlmFAd6xRqzGl0vrlw5tTp1rVqN4o2C3OMWRSEOp+QeX5u2Ogoef2u+1ex3AtpaMJplTT67lWNdrMbXLx+VrwamnzzKf/9ZflTFSRZa3V0jWN4tU6nQ4UXR5//+fn548ePbq0tGRZ1gvf/+dg/9VqVRCEz7V/2q55TPunhZkXa/9fmTAolspzdfHGYuJPX3n/H149L0nyI5tim4fu6U/RF772tf0I5YEB00MuO0saXw8o8jwiDOLPvvLKoUOvkHvdaZ+9cpa/5430Y+480gM+dKIBN/GR9KEf9NpBXeqlXPjFa+R8bGqrnvVDyQsRyX7okwtA8gIDYlCDp4GLzqUUJgEhMJAJMSkfiBZR2sEgGJpriITAtUgJioANEksRQKp1LqnWYo18oJ7ZlkvBcniBiy9nt65mVs9lVz9JLx678t6/pUIbyO9bomgbhqnrmqqi+TUcDm3LarfbINnziKhh27aROHYmSD4oRgFHKlAFXUIE1yOUry4Zl8XxTUEJgAvgLMY5i+OsRz4UGSoyS3cCnTAgvHAUwdCZ0D8aj8cDQm1C/Oxej0hwI4CjZz11Py5RKQKcs1AotFotCr2EDxiPx/T5RwQiig6I53mXL1/+3e9+d/XqVST08FijiU5cn4zkTH7okHD4UpgqhZh0iHRljxDrYT+/1P3H0+LKQb9v6jrmBCVBgNxYOuQLzExJpaDKpU2p2tEE11L3R8Ym5TX29h6vLDQZA3mDyRhIb1oyozcKCpMQi4FGeoXZma74zudXjq2d/dH6jbOmpmGizSPzSp12e9Dvf+7+7+zsvLT7/2XbfyaTaTabn2v/XYKzfkz7H5AuHt77ouz/KxAG5Uo1tt7MFavtjvP1H3zyZ3/9wcp2vlKtfg426K4gY/MQjRFox+oBVz7sMhJKTPz/B3wiXfQy/uwrX7srwpq4+aHNyXfyZ1955Sx/1yPd/6ETd7jz1rt/uvOeifjvIBB6+RatBrUqUaUaAx0imBK5jE8lsGgwH6LAA334fdafQghXguZHY5MKk9C5FJfxoZK0/38LIQRJFHON1hiX8WFSDCUlNu0Ti2EhH2zk/Y3MVimyXN1ZKPinS/6pauBafv2Tm0e+NXv2N02eb7AsBm1s09Q1re95UM5Cx31vd3c0GvXIEAc9lJF0okzdIwT83W4XeW1/Qs0AWZpHmEuQzNG8DQ6AIklp/ofRGKShLiHedQkwk/YO4POQBDtETxQPPyBzyPSopac53tgjUpEoyCMw8giDHO6wu7sbiURs28bF+ApIQ8fjcZ/os9LnRI8AmTQ6Dshui8XijRs3fD6fpmm0RYLdw7FOEawjAvJwCOZ0PB5jq7F7dP9lWc5kMtlstlar0f0XBCEUCiWTSYZhnn7/e72eB/Y8z+t1u4amUZGNJsfVq1X/rWv57elWNao38laLcXSxa2uea92JhIbDx0NM3xUDDe+PgYSCwiSlUlDIrLGx2dLmJ/loYPnqsaVP3wnO3QKUzdR1dHJhG/0JJSx8a49g+T3PO3/+/FtvvbW9vf2F9/+rbv+xWExV1c+1f9zzC9g/IpIH7v8zsf9H7//LHgb5w7FwovbZVEg3jOXN3J9//eg3f3ze87xcLv8kYdDkInHB51w5eRmJIx545SMg0g997/7NJx/h3v++/40PDGgedNuHxGsH6yVa+7xB6c1GLtDIBSCGCoQQaj8amwTps1TeEfJB1HvwCvRQ0eFCiNOqxoRiGBSImBHDD2iK8Vm/UAyjfVbPBRQmoTAJBE9CPrjfhqtG61m/VAoJOZ9c9BcDs2x0gYncSi2f2Zl+/8p7/5bw3xZYVqzXTVU1NK3rOJ7n2Za1X0vv95Fp0RQTWRpq1zgZ4VHo0bZL5l1p4XpEwJ4e8Uldwu2LDBWpMA5W5K9wCQPCxI9zFocvnAR9F/JLnLkUYYCHRB6JOyOHHgwG4/HYIbr3OEnxMC7RlHCIcEGHkCuqqppOp/eIBjj1Fi5ZyMI7ZF6Xpqf0jEavQZKkGzdunD59enZ2lmaxuVzu+vXrc3Nz5XLZI/JJxWJxaWlpYWEhl8vRzt329va77777zjvvTE1N0S8bi8WOHj16/PjxpaUluv/RaPTYsWNnzpxZWVmh+x8IBN55553Dhw/fvHmT7j/HcZubm/F43DCMh+2/53mgCO97nmWaPde1TdM2DFkQxHpdYNnpo9/dvPa2WAwoTNJolmyFcwyp26aRUHd34BHE9O7Dg6E9sASR0bBuv9uhvbC7YqDsOhefq/guhK699tnb392evxBZmfXPX1MkqW1Z/397V9rc1nWef1i/9Uubpu1MJ/3QyTSTpNPETaZJmsRO0tQep3Enduwktmx5jWXJWkIttKmNokVxBRdwwUpiI3bg7hvuvbg7ABL98PA9hjcqie2IlHFGo4HAi4tzjw7f827P87iOE9KJGPg+PPh9YuLBYImZubm5A4KF74/IVzFPok+47h7hHx+y/R+Lxe67/7HhP/3+/9D6s8f5/Nb/uLtB9Wbr+09e/Zt/PZ3OtR/52cSXv/HqzGLe9/1qrf6nuUEfcFY+2Q064rKP3vOINz/6ow84MaNVM7g/R0/p8NpPcIM+FqT2flVs7A8dw8FapBvZmEadQEjkoHcHfzd3VyEWhtIYGnogoyHubaEDGrr07fw6MkMAyQMGL5W3wTwEXL1cSaA5miHRwFfEFdbF0oZWSwnFdam01sostDL36onblbXJ7Oxby5eenDz9M77R4FstRRA0RQEoLAxD9D57roviFyJF2CPWzhmRThCz5n0Cs/SJAWUwGLikEYZPBYQfRuALMxoQKz9LP/QJuoLwkdX+UU1gDQERKZHhBdL4SMKz86BHPCI4+dwRet+AZAeYS4QTyyXNJlQuZFkul8uws31ifmPxPYu2cSCxfhqsAL4iIHIUn/DA7LOtVmtqaurKlStra2seaUtls9lr165dvnx5Y2MDD4j2EXZ6/dnr73keul6werlcDjw3s7OzbP2z2eydO3fW1tYkSeoRH12XdMecbtfQdUUUVUmSeV5qtxfP/+Sdl77H5xbl8qbW3OmIZVttuYbk23rompHv9EIPaaEPOEOHZTL6sz8KDfMj3wld84O1sIxYWttbvRa7+tzq9OTctTcvPv/D5dsXxHZbV1VdVcF23TEMnwDVSFt+aP3b7fbo+uMwRgqBrT9LOeA0fVj3v2VZW1tb993/cKE+p/3/ua7/cXeDkulsvaX87dde/tLXX/nyN1795o8vhlHPdd1Wu/0nuEEf8CA+ORt09GXDT+cGfXzaZrj85FfPLR96QUe7QX9ENujjxjgxdCwHc4PUarK1u4ouZuR7GHgelTKUwKCfCpFUwMFQ5II6GKMOwkeAC4OLw5c2gT5DPxByPwCLiXtbQJwp1QSfX6tlloXCejV5r5GeK8Vv1hPTxeWJndkz1577t8V3zrRrNUUQdEUxNM3qdFhzJQwTS5YgimVHKcz0AbF6sGA3JP0gbwRLwkC8eMG6BxDt4Z4DUlbqkgoH7CCLAlmKvk/ANPbtPaJ3QxKe9VfiRyxgHZ0SngKnApoVWCvrcDhkNQjY30KhwHFcSChlf0RegMW17NkRmx6QvBGWwiN5JtzZJc0Bdoqwsyok/QdWg/jLr3+r1bp+/frFixdnZmawtoHvF4vFxYUF1Fws01Rl2TYMsd3mGo1Wtfra4//YTN0R8styZUtv7nSEsq00HUP0LDVwOpFn9wK3H/r93vvO0Ig/NIAD9EF4vOXbmmOIloI8ULqVXcjMvHzn0kuL71xcvj6xfncysXxbbLclQUAtzLYskD16Hzlcsf5LS0vPPPMMKxQe2/X/i+1/QRAymcx99z/yNydx/x93N2h9Y0vVredev/d3X3/177/52vW7Wbixoij+EW7QaH/0SFvOJ7lBR182/HRu0Mf0Bn3om+7nBn24N+hDrtP9n308js/AL15zZ1mtJhvZFaWa1Btp8By28+tI2/CFOPI9zd1V0CpC8wtuEFJHoF6ESgYA9vCi0HAtEeoeahsEClvlCvF6dhVaY1o9LZW3lEpCKMUbmUWxsCbmY83U3drmzcrateL8uXde+snW0rTEcYaqKqJoaFrXsqIo8mCYKFRltpil1mFukMBnTQOwzh51dKKuD/vLeidhlKMoGg6HrJ/xsIcjigJq28Q7OCcwARh0rLA7In+N8BftDiyMdkhjEpEl7CwLrPtEYntAxLW9EV44Fmh6hBY+ODjIZDIQXcIREpEuZjgiBcUOuQHx+TLDfUBtoaxfBCE1mwAeCuaeHYqjj//A17/b7e7u7Jw/f/7UqVOxWMzzPBBKdTRNEQSJ4yae/drWrdOt9Aw8Ia2R7fB7llx3dN4zZb+rh64Zed1DZygKBr3w0B/q98kB6g36EcHjbb9ruB3JVpodfk+tZ4TCSnL6xXO//u7ae5NcvQ4KR0UUdUUxDcPqdNDT5rouGGZYRoStfzabvXTp0gld/89p//M8X6vV7rv/4fqcxP1/3N2gre1EuVxptJXfvD77wpn5ruPrhqFpuqKo93GDqFz0EYzW8kiR6UM+x5GXDT+lG/QRpNjhWH7yo/f/pC+9D1Js5LZjpNjxHvjFq6YW+UKcI8eF1a0gLgbkPBBeaj3dyq2hJUitpcD3g0QR0jxoJ4I4BpqpoSEPCD38J9TXQCxkNLP4lnZ+XS5vN3dWxL2NWnKey8VK8enKxq3c0kRq5mxh7s0rp/6rVsqL7bYqSXCDgiDoRZFpmtBjGg6HHhGcsPZGmCoYQdjc0QiVmU7Esv4IARqMPmx3SLwmuN4lolhcPxwOGcwkIAAL7sbug4/juzATXImgtt/vD4dDzBl3wwfZHXDq+CSTtE+8tzDx+C7c0LKsdDrdJ3VMnCsO0QHjzoiYWd6ePeNwOISlxg0dGiwHgMuYlcfjdIk65fis/2FOxXV9GrqqdnT9ysTEiy+8cOaNN2bfPX/rzV8mZ99spWf43JJU3lDrGYMrmFLVVltIC/ldI3TNyLN7gdMLPfhD/V446IWDXtjvhf0oeB8aZipdjTPFitbckcubpdUrl049lly5JzSbXL0utFqyIJi6bpsmyB1Mw4AwFnygARHtsPXvdDond/0/p/1frVbr9frR+5/t85O4/4+7G4TBGqmQKGNjLKYxHid04BdPrW7r9XRzZwVVKoDFhNImckIAugPJxQBfQI0BCMbUWFEIA3sQk85gfIl6I92iDBPkWtFDXc+u8sWNenbVaGTqmVhjZ7m9GxOLq3sbt5vJmez8RGHx4tzZx9995X+EZhNiTJBKRYcpeIDCEelNZO8RjbGmzi7pBCEoZIZpOBwiGkMEzCxdGIbMevqkrIQXSPjDpOIyBJ2wwjDHiEoR6cJkO4QogWnGfZgp90YQvyxs3SddAlQBhoQl9gkdM/pFCLtVVQVjkEOYZ5w0+Cf6M3AlihrsMMMMWdyMO2M9XaJ3Yw2kbJ64EhM+Vuu/Pxj0ez3bsqIo6tq22enoqurYdmxhYfLy5aX5+Y2719dv31i48vrV0z9vZWfF0ppSTejNXaSFuhrnGqJnKr6tB04ndK3I60a+0wvcXugd/gncyOsGaAnSeUs+pAhqpO7Ov/vW9KVT7XqdazR0We5omiJJh2Vc27ZMMwyCXhTBY/CINdFxnEaj8XCs/+ex/2u1mqIoR+9/li49ifv/WLtBY02x8XhYB37xxFK8kY0plQQyNPBv0LIjVxJ8aVOuJOC1gDkaamLt/Do0xeD0gHNIqSbRVY37tPLr6DTCZfCWDoU1Kgn4WBBb1eppvhCvZ2JaPVnPLFaT98T8cit1N7c0UVi88N7vH7194beAyks8b3c6uqoiCdTv9aDHNCBgPCwXktV4Z5/Y9PeJGc8l0hGPpI5YnAdrOHolCwQRzMGcsVZKlkJnnw1JUtsh3Ufk2xHdBiPQ4gFRyrKKHsv3HIx0MxwQx/8BtVjuE0MdLnBJmbJQKPA8z06mYISbhH3FAZHI4Z+I6zDtgCROMfPhcMjqC96ICgHi2oBoc9GEcazWH+/btg1H2XWcwPM6um7quibLhqJwjYbQbG7O3frxt/75q//wVz995J+E/LJc3lTrab2d7whlS653tbZjCG5H8izVt/XAMULXDF0r9OzQs0PXCpyOZ2muIdpKw+BLaj0tFFa2b/xu+u1TfLOJJJAuy5Zh2KYJ3922rF4UWaY5IO6ZgLhtnnjiCcZNcNLX//PY//l83iV01Sftf4fwYidx/x9fN2g8xuMhHkxaVa0m+UK8nl0F7h1FKyR+BJLCYPrwqHyBR5ExLuKzcHfQGY20EDqHwB6ExBKgYRDrAE8jvkutJtu5NbEUl/Y2uN1lfmexsnGrGLuamjlz/cXvrNy5KjSbEsdpsmx3OjhR+r1ev9+PwhD1/j4xp/WJtA2hJ+tehIVFiMZ6G/v9/j4JXyMwZT4Hs2KsdQMGi3UADIiOlhnuiNSkI0LcMBMZUis3zDraL0bLDThpWKYdX42olDVVwPqzdgpcjAC33+9vbW3heXFndnMMzAr2t0dMwT4JVUZEa7tPnG+IbvGkCHYRASM3wMocaBo9busfBgG6j6MoCoPAtqyuZYFGyDIMTZK4RkNstxvlcja+9Kuf/+APv/5acX1KLK4KpbhcTentfIffM6WqpTTe94dMxbM039Z8W/NszTMVxxBttdkRy3pzRy5vFmMTK9evbC++JzSbfLOJVjagGjuGAZw/UiBRGHqui8n7vn/27Fn8tz406/+Z7/9EIuFSO/kn7X84QCd0/4/doPEYjwcwDnmDsktcbs1oZECZKFUSrLYFqmjgvPjSplpLAduFOtch33QhDq8IMDF4PCh4IXsE5Dww9oCeyZUEimVINYl7W3whLpe365kYX1yvJOabmYXyxnR9+041PpWbf/v2K99bvnmBq9e5RkOTZTSZ+p7XiyJoh7kED2FWxiV+jn3CsiI17RJKFuYPtiki1pB9ArzAUrNWSpxefaIzwWnhkVwAiw4xDcSjMLhwXAKC4MIW90gr4IBaJZgdx+gR8BtZLphUh1QeYT0xH3Z2YtqJRIJljEbN9P7+Pi5mZh1rgtuyIwevh8Mh3sezIAGAY8whHFA4AhdCrHzc1j8k1pYe1WuiMDQ0TVMUq9MxVNVQVV2WxXZbaLUa5XIqdnfm7d/lVybrqdmn/vsHzz/9+M2JN7XmjtHOd4Q9U6pact1WW12Nc3TeMQTHELoaZysNU6zo7bxSTXC7i7Hb15ZvTKAtWhYEu9NxbLtr24HnQUl+0O+HpO/bJeHxh3L9P9v9b1nW+vr60ft/OBxGROd4Evf/2A0aj/F4AIO5QY1srLmzgjwNWpvh6KDjR6km+eIGE8QA3F2qJJAKQhsQGobwJiuZ8YW4Wk/jNdI/cLPQOg3+IXQXKdWkWk0qlURzN8bnV4X8Cr+7WN+a3lub3Ll3dvq1H81Nvg7iRFUU0WNhW1YQBJZphiNADJf6NwPqOWV9Dz3CnvRIIjEgyCvL3rPLEEeyxHuXGGBZZMly6TCyiIwHg4FL2kksnoal8wlBAyvpkaY3gmzWHzAgeSOXBClZnO0StYxDeGO8Zql46G+7JIrkUrMw66LoEfbngPoVWHVjMBgMh0PYfYTRrLmBPVGfgMED6kLtEy4aa3Lc1n8fi0mioWan47mu77rQn9cVBdgxTZIkjuMajWRsdnnqD7XNqXbm7ty1Vy689qy0F5cr22otpTWyejtv8MWOUDalqinVLLlmStWOsKe3cmotJZbWS+uTZ371rVImKXGczPOSIBiqamiabVmmaULpzHWcKAyxH2zbfrjX/zPc/6ZpJpPJo/d/QOKsJ3T/j92g8RiPBzDwi9fajbVza2otJZW3kaRB2zISPCCJBjAe4HaGGkPSSKkm4TDB0QGxkFJNQn5VKm+DKAi+DqBhkBXTGxncFq1F9cwKl1+vppf43EotdY/bWeCz9xpbN4tLl1avPnPlt98Wmk2p3dYkSZEkaKn6nhdFkW3bzGofUBsNjAtsHMvAeyPcaOw1fuoTAjYiIhMY9x4Re8DAMUOGD4YEcsY3wqix/kfWSonEfkjQX4dIaeG9jaYEWN4eASVMJ54FRwKOH9bigOfCBMrlsiAIo6EqTgUcRYizHYLy4nmjKBoOhzDuWEDHcXDwuCNIq5C0CyLSlnJJvWtADarHcP3DMAx8PwiCfardBEEQhWHHMNxu19A0WRRlQZB4/rDtjOOWbvzh6stP3Hr1PzNzbzVTd9rZe3xukdtdnDx36o0Xnorfu6bWM1pzR2/l9HZeb+W0RlapJsAWHbv29OQbv0CtDS1BQKhB5y4Kw14UdbtdUDz4vj81NVUulx/i9f8M93+r1SqXy0fvfySKTu7+H7tB4zEeD2Aw3iC9nlapngWaH2jFAzAPnwZoeThD4EIEYJ4rxAErg8+EJBDqaCiWoROolV9HOxGu4Qpx/M0V4vCr+OKGWNrkCmtSMV5Pzzez88XVqb21d3LzF0qLb0+9+nh84SbXaMiCAE1KuEEw0KM9DYg++yQACWvoE9qFWVvWo4CPw/bBBEeEHwmJ7IRZahbbwUbDODrUVepTQyUzdqyggCS5QyBelrFn1hZBML5iMEIbjSfqUS8qK5D5xOSLgHUwGKTT6dH0e5eEuFnQeVgkIo3MA2pQQBUDZ7Pv+5gzygRdIr7D8jrU4oA7sHoBzPoxXH8kYBzHcbpd3/cty4qiyDRNFKo819UURVcUVZIknge/YjG1uXj9rbef+kpi+qX8wpnNm8+vTE++N/Hqk9/50qP//pWt+WvSXlwub8qVLbmyJZU3xOIqv7vQSs/cOfOzhetnm9WqxHEixymiaJum6zhOt4tl90g+3XGcc+fOzczMPPTr/1nt/1arValUjt7/IYHeT+j+H7tB4zEeD2DgF6+dW2nn1rRaCmzRTDUMpIjt/LpQ2mzl1qAzDzgYqlqs5bmdX9cbaVym1lLgUQT+C5Wvxs5heglOD3qGcCX1XKeVaqKeifHFeDW5UN66J+Zj1a3p0uo7pdjl3XtnLj//o/mbE+VCoV4uK4Jgm6ahaYHvW6bpkWKzT4z4+yM8/ezgiUjtiBmjPtESwvy5I/pEzAgCG8wKAQeE+wipY5RZf3yWmcuQ8DIRUZVEJFLtkx41zCiKC4iP+wQPRrnBJ4mi/oiSNuw7uwDHQBiG6XSaReQB9XiykBdYZUyYHWAsww9jzawzji5kBdiscENE8D3qkP3QeXAM1z8MQ9uyHOoWgsKGbdtRGDqOg43UtSzTMBRRRIFMFUWZ5ydOPTp9/tT67evLNy6vzb67cP3tqTNPX/7df7Qys9zuPJ9b5HNL/O5CO3uvmZqub03Fr//m6is/F1stTZY1WVZl2el24QPtDwbAM2LCqVQqmUx+Qdb/M9n/lUql2Wwesf9Z3/HJ3f9jN2g8xuMBDCamIRQ3NFK3ACQeXEFSeRsNzkjtNHdX1Xoa2mH4qd7IMOVUlNXq2VXGH93cPeQNOvR76mmGNQNJIypokJqXyluNbEyubLd3VyqJe9zuUnX7TmXjxs78hdzc2ckXvrt6d2o3lcomk7GlpcTWVqVcrtVqmqo6juN7HswZEuMwTIhvSuY5AAAFl0lEQVQv+0RPAnPDAlOYb5Y/Hw6HuMYh0C/MGQs38RrJc0S6SEHBGsJ0HpDIEUOy4Bhm7QXspyyd7hCFWo/YbDGxfRIzYnE2s5sha/6lnoMgCGRZLhQKOEv2R4SQmAvl0sANEbm6BGMZDdadkd4L9oCsmwHnEMvABcR8wyLgY7j+qJ7gEHJoxcIwNE2z0+kEnue7rm2aHU3raJqp6wC6t2rVvWxC4XmJ49q1Gt9otKvVVOzuxWe/VV6bbGzf+N9Hv3366Z/Wt6/XNq5VVi/tzp6eeuP/hFbLUBRFkmzTtC3Lc90wCGzbxv/1F3P9P/3+z2Qy8CM/af/DCTvR+3/sBo3HeDyAMVoUMwgDP0ohDX+oubvKU/IGJECHKqoEKEM5DHAwgL8Y+yJw8rgbWqpBPw2GIYGQYkJps5Vb5YvxWjomluJ8PiYVVvc2bu3Fp/JLE6WlizNvPPbexGnQsRiqKvJ8tVyulsupZHJzczObzZaKRY7jDMMISMa5P0JiNhwOfWK7PyAkMGwQsvqoBYREbua6LiI/ljxnQR7CRNhumDMYPiTzB8QOgsy8R4AgZv09wtewfibcOSTaOlZAwfvD4dAdAcUwHE1AUBpEzMVisdFoYDKIkh3qVB2M8MvBQAeklIlODqwPTiwcbwFBiBHRsvOvT5DgHqmRs3jaI/rdY7v+eCKWlrBM81Dg3bYD3+9aFnJCuqqauq6KoipJhqJ0VFVst2We55pNsdXiG429TGJjZnpz4b3Lz379laceOf3L75dj50uLZ/KzL26+d0dsNnVFMVRVV1Wz04F2A9ygL/j6f5r9n0qlTNM8Yv+zctXJ3f9jN2g8xuMBDJYNUiqJQyGwQhwUz6iIQSvjUBqsvI1WaK4QR4sPymRIFzFNDGSMhNImX9yAx8MqYviDrBIcIIhygEexnl1Vq4nm7qpS2aql5lrZherWTCNxJ7c4kV84v3bl2avPP9Kq1SSOU0RRV1XQwKDVQ9f1VqtVrVa3t7fX19dzuVylUmm325ZlIRyERUOod3BwMBwOcSz1+/3hcMhy7AgERxtxAurWRFCL92EZeyRnzewpO25Zznw4HOLcRU5+QDhe1o7Azg8Y0O6I5uIBsexjPggoWXrDJXJbWNVEIqEoSo+AuIhi8c994u0NiLENQTOrRxyMYIwDUmiPSLmJPSMWoUcqAXhGNDr0SJRgtA2CXX981p/VXKIw7No27ul7HoiFbMvSNc02TTAyOLZtdzqgW5R5XpUkWRD4VktotVrV6sI7FxduXXvz8S+nbj9fmH81P/tSbuZ38Tu36qUCpH8NTXNd1+l2+70e1rPZbM7NzX2R1//P2/9hGK6trR29/5FYOtH7f+wGjcd4PIBx2BuUX+UKcbG02dhZPWyOLm40d1f1xmENC+JfQNGDBhpVMHFvCwTTuIAB6fniBleIM+Yh/GFd0lr9UKYebUMMa6ZUk2Jpky/EhVK8mV1q7SyWN+/kY1ON7VupmbPFhXMzv39s5dYFrl4X2+2OpqH/FPFr4Pue5w0IJ2IYhiAIOzs76XR6e3s7lUrBKzJNc7S6dED8bA5BV1xi94ftGxBfbY/6bfERZu8GxIHGok+YPI+aPUdDZ0SlMILM0DMjzipfqEdgMsyYDkb4dhFzI/REPGpZVjKZROnBG9HExnwwf/ZEeMGaWwNq78BtHYK34DBg3RUhyU+6hGTG9QdEr+eP6H7jYMNZgpKET9jm47D+BwcHAZ3lg8HAdRyLZDeiMHS63a5tm4ZhaJppGIaqmrpudTq6okg8L/O8JkmqKBZ2dnLptMxxLz/216kbv9qZ/vXkc//y5A+/m0+uq7JsaJqh6ybpZkRhePny5See/MV4/f+M/W+a5s7OzhH73xmRDzu5+/8zc4Ma4zEe4zEe4zEe4zEeX8jx/++q3SOJjldVAAAAAElFTkSuQmCC&quot; /&gt;



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&lt;a href=&quot;http://media-cdn.pinterest.com/upload/16818198578471086_VoYKJM8O_f.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left:1em; margin-right:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;614&quot; width=&quot;600&quot; src=&quot;http://media-cdn.pinterest.com/upload/16818198578471086_VoYKJM8O_f.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/2074351035142823361/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2012/03/kartograph.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/2074351035142823361'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/2074351035142823361'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2012/03/kartograph.html' title='Kartograph'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-2673091864340052189</id><published>2012-03-10T16:18:00.000-08:00</published><updated>2012-03-11T10:14:15.562-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Oracle in pillole"/><category scheme="http://www.blogger.com/atom/ns#" term="SQL"/><category scheme="http://www.blogger.com/atom/ns#" term="XML"/><title type='text'>Perchè utilizzare SQL solo su tabelle? Si può fare molto di più...</title><content type='html'>&lt;a href=&quot;http://media-cdn.pinterest.com/upload/37365871877841447_vHuPmyEm_f.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://media-cdn.pinterest.com/upload/37365871877841447_vHuPmyEm_f.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Abbiamo già visto come accedere a dati LDAP come se fossero tabelle.&lt;br /&gt;
&lt;br /&gt;
Ma la stessa cosa si può fare con file di testo, documenti XML o fogli di calcolo.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Come si fa?&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
Prima di tutto occorre che Oracle sia in grado di leggere il file; per ottenere ciò, occorre che il file sia all&#39;interno del Server che ospita il DBMS (improbabile) o che sia accedibile mediante URI (molto più semplice).&lt;br /&gt;
&lt;br /&gt;
Le istruzioni seguenti consentono di ottenere il contenuto del file come campo Lob (Character Lob in questo caso), oppure come documento XML. &lt;br /&gt;
&lt;br /&gt;
select UriFactory.getUri(&#39;http://localhost/mioFile.xml&#39;).getXML() from dual&lt;br /&gt;
select UriFactory.getUri(&#39;http://localhost/mioFile.html&#39;).getClob() from dual&lt;br /&gt;
&lt;br /&gt;
Ovviamente questo è solo il primo passo.&lt;br /&gt;
Noi vogliamo una vera tabella, con righe e colonne....&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;

Documenti XML&lt;/h2&gt;
Con i documenti XML è tutto molto semplice...basta utilizzare XQuery.&lt;br /&gt;
&lt;br /&gt;
select t. from&lt;br /&gt;
XMLTable(&#39;//rows&#39; PASSING UriFactory.getUri(&#39;http://localhost/mioFile.xml&#39;).getXML()&lt;br /&gt;
COLUMNS data_in date PATH &#39;/rows/@data&#39;,&lt;br /&gt;
id integer PATH &#39;/rows/@id&#39;, url varchar2(1000) PATH &#39;/rows/@url&#39;) t&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;

Altri file di testo&lt;/h2&gt;
Il modo più semplice è quello che prevede l&#39;utilizzo delle external tables.&lt;br /&gt;
Le external tables di Oracle sono delle istruzioni che permettono di definire la struttura di un file in modo che Oracle sia in grado di leggerne i dati come se fossero all&#39;interno del DB. Ovviamente le prestazioni sono un po&#39; diverse...&lt;br /&gt;
&lt;br /&gt;
Un paio di esempi:&lt;br /&gt;
&lt;br /&gt;
create table txt_table (txt_line varchar2(2000))&lt;br /&gt;
&amp;nbsp;organization external&lt;br /&gt;
&amp;nbsp;(type ORACLE_LOADER default directory my_dir access parameters &lt;br /&gt;
&amp;nbsp; (records delimited by newline&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; fields (txt_row char(2000)&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;))&lt;br /&gt;
&amp;nbsp;location (&#39;myfile.xtx&#39;)&lt;br /&gt;
&amp;nbsp;);&lt;br /&gt;
&lt;br /&gt;
create table txt_table (nome varchar2(200), data_nascita date )&lt;br /&gt;
&amp;nbsp;organization external&lt;br /&gt;
&amp;nbsp;(type ORACLE_LOADER default directory my_dir access parameters &lt;br /&gt;
&amp;nbsp; (records delimited by newline&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; fields (nome char(200), data_nascita CHAR(10) date_format DATE mask &quot;mm/dd/yyyy&quot;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;))&lt;br /&gt;
&amp;nbsp;location (&#39;myfile.xtx&#39;)&lt;br /&gt;
&amp;nbsp;);&lt;br /&gt;
&lt;br /&gt;
create table txt_table (nome varchar2(200), data_nascita date )&lt;br /&gt;
&amp;nbsp;organization external&lt;br /&gt;
&amp;nbsp;(type ORACLE_LOADER default directory my_dir access parameters &lt;br /&gt;
&amp;nbsp; (records delimited by newline&lt;br /&gt;
&amp;nbsp; fields terminated by &#39;,&#39;&lt;br /&gt;
&amp;nbsp; missing field values are null&lt;br /&gt;
&amp;nbsp; reject rows with all null &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; fields (nome char(200), data_nascita CHAR(10) date_format DATE mask &quot;mm/dd/yyyy&quot;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;))&lt;br /&gt;
&amp;nbsp;location (&#39;myfile.xtx&#39;)&lt;br /&gt;
&amp;nbsp;); &lt;br /&gt;
&lt;br /&gt;
L&#39;unico problema di questa tecnica è che dobbiamo utilizzare file localizzati in folder fisici e non virtuali (accessibili da URI).&lt;br /&gt;
Ma anche questo si può fare...&lt;br /&gt;
&lt;br /&gt;
Esempi ulteriori li trovate qui: http://psoug.org/reference/externaltab.html&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/2673091864340052189/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2012/03/perche-utilizzare-sql-solo-su-tabelle.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/2673091864340052189'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/2673091864340052189'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2012/03/perche-utilizzare-sql-solo-su-tabelle.html' title='Perchè utilizzare SQL solo su tabelle? Si può fare molto di più...'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-3941970262845781895</id><published>2012-02-29T13:25:00.000-08:00</published><updated>2012-03-10T14:55:20.335-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Funzioni Analitiche"/><category scheme="http://www.blogger.com/atom/ns#" term="Oracle in pillole"/><title type='text'>Funzioni analitiche Oracle per stilare delle classifiche (ranking)</title><content type='html'>Vi è mai capitato di dover individuare i migliori performer tra il personale di vendita di una azienda?&lt;br /&gt;
&lt;br /&gt;
Come avete fatto?&lt;br /&gt;
Probabilmente con una istruzione del tipo:&lt;br /&gt;
&lt;br /&gt;
&lt;b style=&quot;color: #ffd966;&quot;&gt;&lt;i&gt;select rownum, venditore, tot_ordinato from vendite order by tot_ordinato desc&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Peccato che, se la classifica andasse suddivisa per regioni o per gruppi di prodotti, questa tecnica non potrebbe più funzionare...&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Ecco l&#39;istruzione SQL più efficiente:&lt;br /&gt;
&lt;br /&gt;
&lt;b style=&quot;color: #ffd966;&quot;&gt;&lt;i&gt;SELECT venditore, regione,&amp;nbsp; dense_rank() over (partition by regione order by tot_ordinato desc) as classifica &lt;br /&gt;from vendite&amp;nbsp; ORDER BY regione, classifica&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Oltre a rank ci sono dense_rank e row_number; ci sono piccole differenze tra loro...&lt;br /&gt;
&lt;br /&gt;
E se poi vi chiedessero di avere le differenze di ordinato tra un venditore ed il precedente (o il successivo, il primo o l&#39;ultimo) in classifica?&lt;br /&gt;
Niente paura: &lt;br /&gt;
&lt;br /&gt;
&lt;b style=&quot;color: #ffd966;&quot;&gt;&lt;i&gt;SELECT venditore, regione, dense_rank() over (partition by regione order by tot_ordinato desc) classifica&lt;br /&gt;, &lt;span style=&quot;color: orange;&quot;&gt;LEAD(&lt;/span&gt;&lt;/i&gt;&lt;i style=&quot;color: orange;&quot;&gt;tot_ordinato&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;color: orange;&quot;&gt;, 1, 0) &lt;/span&gt;OVER (partition by regione order by tot_ordinato desc) valore_success_inferiore&lt;br /&gt;, &lt;span style=&quot;color: orange;&quot;&gt;LAG(&lt;/span&gt;&lt;/i&gt;&lt;i style=&quot;color: orange;&quot;&gt;tot_ordinato&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;color: orange;&quot;&gt;, 1, 0)&lt;/span&gt; OVER (partition by regione order by tot_ordinato desc) valore_preced_superiore &lt;br /&gt;from Vendite&amp;nbsp; order by regione, classifica;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;div style=&quot;color: #ffd966;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;I parametri delle funzioni Lead e Lag sono:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;i&gt;tot_ordinato: &lt;/i&gt;il campo della tabella o una espressione sql più complessa&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;1&lt;/i&gt;: l&#39;offset dalla riga corrente&lt;/li&gt;
&lt;li&gt;&lt;i&gt;0&lt;/i&gt;: valore di default se il tot_ordinato è nullo&lt;/li&gt;
&lt;/ul&gt;
In pratica i due parametri strani sono quasi sempre 1 e 0.&lt;br /&gt;
&lt;br /&gt;
C&#39;è molto di più di quanto spiegato; ma una volta compresi i meccanismi illustrati nei due post, tutto il resto (se vi serve) è semplice.&lt;br /&gt;
Comunque vi abbiamo descritto quello che è utile usare nella maggioranza dei casi.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/3941970262845781895/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2012/02/funzioni-analitiche-per-stilare-delle.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/3941970262845781895'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/3941970262845781895'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2012/02/funzioni-analitiche-per-stilare-delle.html' title='Funzioni analitiche Oracle per stilare delle classifiche (ranking)'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-5753801292171751000</id><published>2012-02-28T03:48:00.000-08:00</published><updated>2012-03-11T01:22:07.856-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Oracle in pillole"/><title type='text'>Oracle avanzato in pillole</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://media-cdn.pinterest.com/upload/106608716148655311_RTdM4nF3_f.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear:right; float:right; margin-left:1em; margin-bottom:1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;408&quot; width=&quot;300&quot; src=&quot;http://media-cdn.pinterest.com/upload/106608716148655311_RTdM4nF3_f.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;

Con il database Oracle si possono realizzare molte funzionalità applicative avanzate e performanti, in gran parte sconosciute ai più.&lt;br /&gt;La documentazione esiste, anche in rete, ma spesso non è di agevole lettura, soprattutto per chi non lavora da anni in questo ambito.&lt;br /&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: orange;&quot;&gt;Oracle è un bellissimo sistema ma continua da essere, purtroppo, per un elite di esperti.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;Il nostro obiettivo è quello di spiegare cosa si possa fare con concetti ed esempi immediati, ma soprattutto in estrema sintesi.&lt;br /&gt;In questa ottica scriveremo una serie di articoli su argomenti interessanti e poco noti in modo conciso e lineare.&lt;br /&gt;
&lt;br /&gt;&lt;b&gt;&lt;span style=&quot;color: orange;&quot;&gt;Giusto quello che serve per decidere sa valga la pena approfondire ed utilizzare.&lt;/span&gt;&lt;/b&gt;</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/5753801292171751000/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2012/02/oracle-avanzato-in-pillole.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/5753801292171751000'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/5753801292171751000'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2012/02/oracle-avanzato-in-pillole.html' title='Oracle avanzato in pillole'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-8943387343573121909</id><published>2012-02-27T22:27:00.000-08:00</published><updated>2012-03-11T01:23:52.499-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Analytics"/><category scheme="http://www.blogger.com/atom/ns#" term="Funzioni Analitiche"/><category scheme="http://www.blogger.com/atom/ns#" term="Oracle"/><category scheme="http://www.blogger.com/atom/ns#" term="SQL"/><title type='text'>Iniziamo a conoscere funzioni analitiche di Oracle</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://images.contentreserve.com/ImageType-100/1531-1/%7B876F87D3-F417-467A-BB3D-04C9641CDC61%7DImg100.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://images.contentreserve.com/ImageType-100/1531-1/%7B876F87D3-F417-467A-BB3D-04C9641CDC61%7DImg100.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Parliamo di SQL e di aggregazione di dati.&lt;br /&gt;
Queste funzioni sono poco conosciute, ma estremamente utili, in quanto potenti e veloci.&lt;br /&gt;
Cosa fanno?&lt;br /&gt;
&lt;br /&gt;
Parecchie cose. L&#39;uso più comune è il calcolo di progressivi (Running Totals).&lt;br /&gt;
Un esempio? Gli estratti conto bancari con i saldi a fianco. &lt;br /&gt;
Se hai un conto un banca li conosci di sicuro.&lt;br /&gt;
&lt;br /&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;Come si fa?&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;color: #ffe599;&quot;&gt;
&lt;i&gt;select data, descrizione, importo,&amp;nbsp;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;color: #f1c232;&quot;&gt;
&lt;i&gt;&lt;b&gt;sum(importo) over (partition by 1 order by data) saldo_prog&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;color: #ffe599;&quot;&gt;
&lt;i&gt;from movimenti_banca where correntista=me_stesso order by data&lt;/i&gt;&lt;/div&gt;
&lt;br /&gt;
L&#39;istruzione chiave è:&lt;br /&gt;
sum(importo) over (partition by 1 order by data)&lt;br /&gt;
con cui:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;chiediamo al DB di considerare una partizione (insieme, finestra) di dati pari a tutta la query (partition by 1) ordinata per data movimento,&lt;/li&gt;
&lt;li&gt;e di utilizzare la funzione di gruppo (somma) via via in progressione.&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
Per chiarire il concetto di partizione o finestra, complichiamo un po&#39; la nostra query:&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;color: #ffe599;&quot;&gt;
&lt;i&gt;select correntista, data, descrizione, importo,&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;color: #f1c232;&quot;&gt;
&lt;i&gt;&lt;b&gt;sum(importo) over (partition by correntista order by data) saldo_prog&lt;/b&gt;&amp;nbsp;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;color: #ffe599;&quot;&gt;
&lt;i&gt;from movimenti_banca order by &lt;/i&gt;&lt;i&gt;correntista , &lt;/i&gt;&lt;i&gt;data&lt;/i&gt;&lt;/div&gt;
&lt;br /&gt;
La finestra, in questo caso, è quella dei movimenti di ogni singolo correntista.&lt;br /&gt;
&lt;br /&gt;
In questo modo riusciamo ad ottenere, in una sola interrogazione, sia i dati di dettaglio che le sintesi (o aggregazioni) di cui abbiamo bisogno.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;color: white;&quot;&gt;
&lt;b&gt;Facile, efficiente e veloce. &lt;/b&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/8943387343573121909/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2012/02/iniziamo-conoscere-funzioni-analitiche.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/8943387343573121909'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/8943387343573121909'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2012/02/iniziamo-conoscere-funzioni-analitiche.html' title='Iniziamo a conoscere funzioni analitiche di Oracle'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-597630502172969228</id><published>2011-01-28T14:31:00.000-08:00</published><updated>2011-01-28T14:36:29.490-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Noam Chomsky"/><category scheme="http://www.blogger.com/atom/ns#" term="Vita Sociale"/><title type='text'>Noam Chomsky: 10 consigli per difenderci dall’informazione che imbroglia</title><content type='html'>&lt;h2&gt;La strategia della distrazione&lt;/h2&gt;&lt;br /&gt;
&lt;p&gt;L’elemento principale del controllo sociale è la strategia della distrazione che consiste nel distogliere l’attenzione del pubblico dai problemi importanti e dai cambiamenti decisi dalle elites politiche ed economiche utilizzando la tecnica del diluvio o dell’inondazione di distrazioni continue e di informazioni insignificanti.&lt;br /&gt;
La strategia della distrazione è anche indispensabile per evitare l’interesse del pubblico verso le conoscenze essenziali nel campo della scienza, dell’economia, della psicologia, della neurobiologdia e della cibernetica.&lt;br /&gt;
&lt;br /&gt;
“Sviare l’attenzione del pubblico dai veri problemi sociali, tenerla imprigionata da temi senza vera importanza. Tenere il pubblico occupato, occupato, occupato, senza dargli tempo per pensare, sempre di ritorno verso la fattoria come gli altri animali.&lt;/p&gt;&lt;br /&gt;
&lt;h2&gt;Creare il problema e poi offrire la soluzione&lt;/h2&gt;&lt;br /&gt;
&lt;p&gt;Questo metodo è anche chiamato “problema – reazione – soluzione”. Si crea un problema, una “situazione” che produrrà una determinata reazione nel pubblico in modo che sia questa la ragione delle misure che si desiderano far accettare. &lt;br /&gt;
Ad esempio: lasciare che dilaghi o si intensifichi la violenza urbana, oppure organizzare attentati sanguinosi per fare in modo che sia il pubblico a pretendere le leggi sulla sicurezza e le politiche a discapito delle libertà. Oppure: creare una crisi economica per far accettare come male necessario la diminuzione dei diritti sociali e lo smantellamento dei servizi pubblici.&lt;/p&gt;&lt;br /&gt;
&lt;h2&gt;La strategia della gradualità&lt;/h2&gt;&lt;br /&gt;
&lt;p&gt;Per far accettare una misura inaccettabile, basta applicarla gradualmente, col contagocce, per un po’ di anni consecutivi. Questo è il modo in cui condizioni socioeconomiche radicalmente nuove (neoliberismo) furono imposte negli anni ‘80 e ‘90: uno Stato al minimo, privatizzazioni, precarietà, flessibilità, disoccupazione di massa, salari che non garantivano più redditi dignitosi, tanti cambiamenti che avrebbero provocato una rivoluzione se fossero stati applicati in una sola volta.&lt;br /&gt;
&lt;/p&gt;&lt;br /&gt;
&lt;h2&gt;La strategia del differire&lt;/h2&gt;&lt;br /&gt;
&lt;p&gt;Un altro modo per far accettare una decisione impopolare è quella di presentarla come “dolorosa e necessaria” guadagnando in quel momento il consenso della gente per un’applicazione futura. E’ più facile accettare un sacrificio futuro di quello immediato. Per prima cosa, perché lo sforzo non deve essere fatto immediatamente. Secondo, perché la gente, la massa, ha sempre la tendenza a sperare ingenuamente che “tutto andrà meglio domani” e che il sacrificio richiesto potrebbe essere evitato. In questo modo si dà più tempo alla gente di abituarsi all’idea del cambiamento e di accettarlo con rassegnazione quando arriverà il momento.&lt;/p&gt;&lt;br /&gt;
&lt;h2&gt;Rivolgersi alla gente come a dei bambini&lt;/h2&gt;&lt;br /&gt;
&lt;p&gt;La maggior parte della pubblicità diretta al grandepubblico usa discorsi, argomenti, personaggi e una intonazione particolarmente infantile, spesso convoce flebile, come se lo spettatore fosse una creatura di pochi anni o un deficiente. &lt;br /&gt;
Quanto più sicerca di ingannare lo spettatore, tanto più si tende ad usare un tono infantile. Perché? “Se qualcunosi rivolge ad una persona come se questa avesse 12 anni o meno, allora, a causa dellasuggestionabilità, questa probabilmente tenderà ad una risposta o ad una reazione priva di sensocritico come quella di una persona di 12 anni o meno.&lt;/p&gt;&lt;br /&gt;
&lt;h2&gt;Usare l’aspetto emozionale molto più della riflessione&lt;/h2&gt;&lt;br /&gt;
&lt;p&gt;Sfruttare l’emotività è una tecnicaclassica per provocare un corto circuito dell’analisi razionale e, infine, del senso criticodell’individuo. &lt;br /&gt;
Inoltre, l’uso del tono emotivo permette di aprire la porta verso l’inconscio perimpiantare o iniettare idee, desideri, paure e timori, ossessioni compulsive, o per indurrecomportamenti.&lt;br /&gt;
&lt;/p&gt;&lt;br /&gt;
&lt;h2&gt;Mantenere la gente nell’ignoranza e nella mediocrità&lt;/h2&gt;&lt;br /&gt;
&lt;p&gt;Far si che la gente sia incapace dicomprendere le tecniche ed i metodi usati per il suo controllo e la sua schiavitù. &quot;La qualità dell’educazione data alle classi sociali inferiori deve essere la più povera e mediocre possibile, inmodo che la distanza creata dall’ignoranza tra le classi inferiori e le classi superiori sia e rimanga impossibile da colmare da parte delle inferiori&quot;&lt;br /&gt;
&lt;/p&gt;&lt;br /&gt;
&lt;h2&gt;Stimolare il pubblico ad essere favorevole alla mediocrità&lt;/h2&gt;&lt;br /&gt;
&lt;p&gt;Spingere il pubblico a ritenere chesia di moda essere stupidi, volgari e ignoranti.&lt;/p&gt;&lt;br /&gt;
&lt;h2&gt;Rafforzare il senso di colpa&lt;/h2&gt;&lt;br /&gt;
&lt;p&gt;Far credere all’individuo di essere esclusivamente lui il responsabile della proprie disgrazie a causa di insufficiente intelligenza, capacità o sforzo. In tal modo, anziché ribellarsi contro il sistema economico, l’individuo si auto svaluta e si sente in colpa,cosa che crea a sua volta uno stato di depressione di cui uno degli effetti è l’inibizione ad agire. Esenza azione non c’è rivoluzione!&lt;br /&gt;
&lt;/p&gt;&lt;br /&gt;
&lt;h2&gt;Conoscere la gente meglio di quanto essa si conosca&lt;/h2&gt;&lt;br /&gt;
&lt;p&gt;Negli ultimi 50 anni, i rapidi progressi della scienza hanno creato un crescente divario tra le conoscenze della gente e quelle di cui dispongono e che utilizzano le elites dominanti. Grazie alla biologia, alla neurobiologia e alla psicologia applicata, il “sistema” ha potuto fruire di una conoscenza avanzata dell’essere umano, sia fisicamente che psichicamente. Il sistema è riuscito a conoscere l’individuo comune molto meglio di quanto egli conosca sé stesso. Ciò comporta che, nella maggior parte dei casi, il sistema esercita un più ampio controllo ed un maggior potere sulla gente, ben maggiore di quello che la gente esercita su se stessa. &lt;br /&gt;
&lt;/p&gt;&lt;br /&gt;
&lt;p&gt;&lt;i&gt;Noam Chomsky (Filadelfia, 1928) è un linguista, filosofo e teorico della comunicazione. Professore emerito di linguistica al MIT (Massachusetts Institute of Technology), è il fondatore della grammatica generativo-trasformazionale. La costante e acuta critica della politica estera Usa e la lucida analisi del ruolo dei media nelle democrazie lo hanno reso uno degli intellettuali più famosi del mondo.&lt;/i&gt;&lt;br /&gt;
&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/597630502172969228/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2011/01/noam-chomsky-10-consigli-per-difenderci.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/597630502172969228'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/597630502172969228'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2011/01/noam-chomsky-10-consigli-per-difenderci.html' title='&lt;br/&gt;Noam Chomsky: 10 consigli per difenderci dall’informazione che imbroglia'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-2708692760577089447</id><published>2010-03-19T15:00:00.000-07:00</published><updated>2010-03-20T09:05:29.055-07:00</updated><title type='text'>Grafici con Mappe Geografiche</title><content type='html'>&lt;p&gt;Quando occorre analizzare dati statistici su base territoriale, si può ottere un impatto visivo molto efficace con l&#39;uso questa tipologia di grafici, che visualizzano delle cartine geografiche con regioni evidenziate in colori diversi in relazione ai numeri rilevati per il fenomeno allo studio.&lt;br /&gt;
Un esempio banale è l&#39;andamento delle vendite (o del PIL, o della Spesa Sanitaria) nelle varie regioni di una nazione. Le regioni con valori più alti hanno un colore più intenso sulla base di una scala dinamica riportata (se desiderato) in basso.&lt;br /&gt;
&lt;br /&gt;
Diamo un&#39;occhiata agli esempi.&lt;/p&gt;&lt;br /&gt;
&lt;h2&gt;Map Chart dell&#39;Europa&lt;/h2&gt;&lt;br /&gt;
Questa mappa dell&#39;Europa è un esempio della versione più semplice di questi grafici: è presente una sola misura e non è attiva alcuna altra opzione.&lt;br /&gt;
&lt;br /&gt;
Con un click sull&#39;immagine si attiva una demo live con la possibilità di modificare i parametri in modo dinamico.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://www.information-design.it/Plotgen#Europe&quot; target=&quot;_blank&quot;  imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.information-design.it/Plotgen/Europe.png&quot; width=&quot;600px&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;Mappa dell&#39;Italia&lt;/h2&gt;&lt;br /&gt;
La Map Chart sono un&#39;opzione addizionale dei Flash Chart &lt;a href=&quot;http://radix-juice.blogspot.com/2010/01/advanced-but-easy-flash-charts.html&quot; target=&quot;_blank&quot;  imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;(descritti in questo post)&lt;/a&gt;: vengono attivati impostando il paragrafo graphtype=&quot;map&quot; ed indicando quale mappa si voglia utilizzare (altrimenti compare l&#39;Italia).&lt;br /&gt;
&lt;br /&gt;
In questo caso vengono previste tre misure e la scala con i range di valori previsti ed i colori corrispondenti. La scala può essere variata trascinando gli indicatori triangolari: in questo modo vengono modificati in modo corrispondente i colori della mappa. &lt;br /&gt;
&lt;br /&gt;
Come per i grafici commerciali, i colori possono essere personalizzati. All&#39;interno della Demo tutte le caratteristiche possono essere variate in modo dinamico-&lt;br /&gt;
&lt;br /&gt;
Potete facilmente fare una prova con un click sulla figura.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://www.information-design.it/Plotgen/#Italy&quot; target=&quot;_blank&quot;  imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.information-design.it/Plotgen/Italy.png&quot; width=&quot;600px&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;/div&gt;&lt;br /&gt;
&lt;h2&gt;Mappa della Germania&lt;/h2&gt;&lt;br /&gt;
Ovviamente tutte le cifre devono essere correlate all&#39;area geografica di riferimento, pari al nome delle regioni. Nel caso dell&#39;Italia, i nomi delle Regioni (Lombardia, Toscana ecc.),  &lt;br /&gt;
&lt;br /&gt;
Questi grafici possono essere trasformati, dinamicamente, in tutte le altre tipologie (barre, aree, torte ecc).&lt;br /&gt;
&lt;br /&gt;
Ovviamente, quando si modifica la nazione (da Italia a Francia, ad esempio) occorre anche modificare i nomi delle regioni. &lt;br /&gt;
In caso contrario il sistema presuppone che non esistano dati per le regioni da visualizzare.&lt;br /&gt;
&lt;br /&gt;
Tutto questo può essere sperimentato con un click sull&#39;immagine (demo).&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://www.information-design.it/Plotgen/#Germany&quot; target=&quot;_blank&quot;  imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.information-design.it/Plotgen/Germany.png&quot; width=&quot;600px&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;/div&gt;&lt;br /&gt;
&lt;h2&gt;Mappa della Francia&lt;/h2&gt;&lt;br /&gt;
Come potete vedere, ogni regione viene contraddistinta dal colore corrispondente alla ordine percentuale calcolati sulla  sulla base dell&#39;intervallo tra valore minimo e massimo.&lt;br /&gt;
&lt;br /&gt;
Nella demo (click sull&#39;immagine) potete verificare che:&lt;ul&gt;&lt;li&gt;i dati vengono forniti mediante documenti XML&lt;/li&gt;
&lt;li&gt;i valori statistici di riferimento vengono riassunti in una finestrella (tooltip) che viene mostrata quando il mouse passa sopra ad ogni regione&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://www.information-design.it/Plotgen/#France&quot; target=&quot;_blank&quot;  imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.information-design.it/Plotgen/France.png&quot; width=&quot;600px&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;Mappa della Gran Bretagna&lt;/h2&gt;&lt;br /&gt;
La mappa UK è l&#39;ultima inserita di default all&#39;interno dell&#39;oggetto Flash. In realtà puà essere aggiunto qualsiasi numero di mappe addizionali. Abbiamo limitato la scelta alle principali (europee) per mantenere al minimo la grandezza dell&#39;oggetto Flash.&lt;br /&gt;
&lt;br /&gt;
Attualmente gli shapefile (tipologia di mappe che possono essere importate) per ogni tipo di mappa può essere reperito con facilità, ed al livello di dettaglio desiderato.&lt;br /&gt;
La fonte che abbiamo utilizzato noi è &lt;a href=&quot;http://www.diva-gis.org/gData&quot; target=&quot;_blank&quot;  style=&quot;color:#FF2C00;font-weight:bolder;&quot; &gt;questa.&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://www.information-design.it/Plotgen/#UK&quot; target=&quot;_blank&quot;  imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.information-design.it/Plotgen/UK.png&quot; width=&quot;600px&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;/div&gt;&lt;br /&gt;
&lt;h2&gt;Utilizzo e setup delle Chart&lt;br /&gt;
&lt;/h2&gt;&lt;br /&gt;
Queste Chart possono essere utilizzate con facilità in qualsiasi pagina web. &lt;br /&gt;
Le istruzioni sono esattamente le stesse giù fornite per i grafici commerciali &lt;a href=&quot;http://radixjuice.blogspot.com/2010/01/step-by-step-instructions-for-flash.html&quot; target=&quot;_blank&quot;  imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;color:#FF2C00;font-weight:bolder;&quot;&gt;e sono reperibili qui.&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/2708692760577089447/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2010/03/grafici-con-mappe-geografiche.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/2708692760577089447'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/2708692760577089447'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2010/03/grafici-con-mappe-geografiche.html' title='Grafici con Mappe Geografiche'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-500835459632618254</id><published>2010-01-26T09:06:00.000-08:00</published><updated>2012-02-29T16:45:42.482-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="LDAP"/><category scheme="http://www.blogger.com/atom/ns#" term="Oracle"/><category scheme="http://www.blogger.com/atom/ns#" term="SQL"/><title type='text'>Come interrogare LDAP fingendo che sia una tabella</title><content type='html'>Questo post è per te se lavori con il db Oracle e se hai desiderato, almeno una volta, di gestire dati Ldap come se fossero tabelle relazionali (o quasi).&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.information-design.it/examples/TL.zip&quot; target=&quot;_blank&quot;&gt;Qui puoi scaricare un piccolo package PL/SQL&lt;/a&gt; con la logica che consente di accedere ad una Directory LDAP, interrogarla mediante una query ed, infine, ottenere come risultato una tabella.&lt;br /&gt;
&lt;br /&gt;
Invece di noiose spiegazioni, mettiamolo subito all&#39;opera:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Scaricate e decomprimete il package; va installato in qualsiasi schema di database. Non ha particolari prerequisiti. L&#39;unico diritto richiesto è di accesso (execute grant) al  package DBMS_LDAP.&lt;/li&gt;
&lt;li&gt;Provate, per prima, una query semplice:&lt;/li&gt;
&lt;pre class=&quot;brush: sql&quot;&gt;select c1 from table(TL.ask(&#39;&amp;amp;(cn=SMITH*)&#39;,null,&#39;C=IT&#39;&lt;/pre&gt;
&lt;pre class=&quot;brush: sql&quot;&gt;, &#39;certificati.postecert.it&#39;, &#39;mail,cn,uid,sn&#39; ));
&lt;/pre&gt;
&lt;li&gt;Se tutto è a posto, potete tentare interrogazioni più complesse:&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;pre class=&quot;brush: sql&quot;&gt;SELECT tl.f (c1, 1) mail, tl.f (c1, 2) cn, tl.f (c1, 3) u_id, tl.f (c1, 4) sn
  FROM TABLE (tl.ask (&#39;&amp;amp;(cn=SMITH*)&#39;,   -- Query Conditions
                      NULL,             -- Unique ID Condition
                      &#39;C=IT&#39;,           -- Base dn
                      &#39;certificati.postecert.it&#39;, -- Ldap Address
                      &#39;mail,cn,uid,sn&#39;  -- Attributes
                     )
             );
&lt;/pre&gt;
&lt;br /&gt;
&lt;pre class=&quot;brush: sql&quot;&gt;SELECT tl.f (c1, 1) mail, tl.f (c1, 2) nomeresp, tl.f (c1, 3) cognomeresp,
       tl.f (c1, 4) description, tl.f (c1, 5) mails
  FROM TABLE (tl.ask (&#39;&amp;amp;(CognomeResp=Blas*)&#39;,  -- Query Conditions
                      NULL,                    -- Unique ID Condition
                      &#39;c=it&#39;,                  -- Base dn 
                      &#39;indicepa.gov.it&#39;,       -- Ldap Address 
       -- Attributes (fields)
                      &#39;mail,NomeResp,CognomeResp,description,mailS&#39;                      )
             );
&lt;/pre&gt;
&lt;br /&gt;
Se pensate che sia una cosa utile e volete qualche dettaglio tecnico in più (che abbiamo evitato per non annoiare troppo), chiedetecelo e noi cercheremo di provvedere.&lt;br /&gt;
&lt;br /&gt;
Buon divertimento!</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/500835459632618254/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2010/01/come-interrogare-ldap-fingendo-che-sia.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/500835459632618254'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/500835459632618254'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2010/01/come-interrogare-ldap-fingendo-che-sia.html' title='Come interrogare LDAP fingendo che sia una tabella'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-7963002019152914217</id><published>2010-01-25T08:32:00.001-08:00</published><updated>2012-02-27T22:41:25.543-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Java"/><category scheme="http://www.blogger.com/atom/ns#" term="Mail"/><title type='text'>Ricezione della posta con Java</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8J7Mgk67geXuEJSBGXriP0Yp8ALiMJO09IeSfNlHkwhzTdc2Q06MXYJKbzxVdncOn4MPRnOAPM42KR7svejdMMFu9et20Kyo3gRUjtVj6pb-2I4KFjr5XZQPsA5kG1c3gtyHUKQs4rLkd/s1600/bobo.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8J7Mgk67geXuEJSBGXriP0Yp8ALiMJO09IeSfNlHkwhzTdc2Q06MXYJKbzxVdncOn4MPRnOAPM42KR7svejdMMFu9et20Kyo3gRUjtVj6pb-2I4KFjr5XZQPsA5kG1c3gtyHUKQs4rLkd/s1600/bobo.png&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Software Designer e programmatori non fanno molto uso della ricezione automatica della posta in arrivo.&lt;br /&gt;
E’ un peccato, perché la gestione automatica delle mail in ingresso offre impotanti vantaggi applicativi.&lt;br /&gt;
Proveremo a spiegare perché con l’aiuto di due semplici esempi.&lt;br /&gt;
&lt;br /&gt;
&lt;h3&gt;Gestione delle risposte ad inviti/sondaggi&lt;/h3&gt;&lt;br /&gt;
Supponiamo di spedire una mail ad un gruppo di persone per invitarli ad un evento, fare un sondaggio o qualsiasi altra cosa. &lt;br /&gt;
Dopo la spedizione, le risposte potranno essere gestite mediante:&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;una Form in una Internet Application (oneroso per l&#39;utente),&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;una persona fisica che riceve, registra e risponde&lt;br /&gt;
&lt;/li&gt;
&lt;li&gt;una semplice replica alla mail&lt;br /&gt;
&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
In quest&#39;ultimo caso, non occorre avere una Internet Application né risorse umane impegnate.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h3&gt;Document Management&lt;/h3&gt;&lt;br /&gt;
In un Document Management System, l’attività più noiosa per gli utenti è quella dell’upload dei documenti nel sistema. Questa attività può essere fatta gestire automaticamente dal sistema, inviando i documenti in una opportuna mailbox.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;Come scrivere una classe per la gestione della posta in ingresso&lt;/h2&gt;&lt;br /&gt;
Vedremo ora come gestire il recupero della posta con Java.&lt;br /&gt;
&lt;br /&gt;
&lt;h3&gt;Libreria utilizzata&lt;/h3&gt;&lt;br /&gt;
Per prima cosa occorre scaricare il package (&lt;a href=&quot;http://java.sun.com/products/javamail&quot; target=&quot;_blank&quot;&gt;javax.mail&lt;/a&gt;), di cui utilizzeremo le seguenti classi:&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;b&gt;javax.mail.Session: &lt;/b&gt;  rappresenta una session di lavoro in cui ci si interfaccia al server di posta.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;javax.mail.Store: &lt;/b&gt; è la classe che rappresenta la radice in cui sono raggruppate le varie cartelle.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;javax.mail.Folder: &lt;/b&gt;è la classe che rappresenta le cartelle che contengono i messaggi.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;javax.mail.Message: &lt;/b&gt; è la classe che rappresenta i singoli messaggi.&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
&lt;h3&gt;Il codice passo passo&lt;/h3&gt;&lt;br /&gt;
Per prima cosa occorre ottenere un oggetto Session:&lt;br /&gt;
&lt;pre class=&quot;brush: java&quot;&gt;Properties props = new Properties(); 
Session session = Session.getDefaultInstance(props, null); &lt;/pre&gt;&lt;br /&gt;
e connetterci allo Store attraverso il metodo getStore():&lt;br /&gt;
&lt;br /&gt;
&lt;pre class=&quot;brush: java&quot;&gt;Store store = session.getStore(“pop3”);
&lt;/pre&gt;&lt;br /&gt;
Dall&#39;oggetto Store, ci connettiamo al server attraverso tre parametri: host, username e password:&lt;br /&gt;
&lt;br /&gt;
&lt;pre class=&quot;brush: java&quot;&gt;String host = &quot;mypop.it&quot;;
String username = &quot;myusername&quot;;
String password = &quot;mypassword&quot;;
store.connect(host, username, password);
&lt;/pre&gt;&lt;br /&gt;
Una volta ottenuta la connessione possiamo accedere alla cartella contenente i messaggi in arrivo.&lt;br /&gt;
&lt;br /&gt;
Se stiamo utilizzando un server POP, la cartella si chiamerà INBOX. &lt;br /&gt;
In caso di server IMAP invece, la cartella potrà chiamarsi INBOX o con qualsiasi altro nome sia stato impostato. Supponendo dunque che la cartella si chiami INBOX, possiamo connetterci ad essa attraverso il metodo getFolder() dell&#39;oggetto store e poi aprire il folder con il metodo open():&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;pre class=&quot;brush: java&quot;&gt;Folder folder = store.getFolder(&quot;INBOX&quot;);     
folder.open(Folder.READ_WRITE); 
&lt;/pre&gt;&lt;br /&gt;
Possiamo utilizzare il metodo getMessage() per leggere un singolo messaggio , oppure, come nell&#39;esempio seguente, utilizzare il metodo getMessages() per prendere tutti i messaggi:&lt;br /&gt;
&lt;br /&gt;
&lt;pre class=&quot;brush: java&quot;&gt;Message[] messages = folder.getMessages(); 
&lt;/pre&gt;&lt;br /&gt;
A questo punto, per esempio, possiamo salvare tutti i messaggi in una directory:&lt;br /&gt;
&lt;br /&gt;
&lt;pre class=&quot;brush: java&quot;&gt;for (int i = 0; i &amp;lt; messages.length; i++){
File mymail = new File(“C:/dir_email/nome_email.eml”);
OutputStream out=new FileOutputStream(mymail);              
mess[i].writeTo(out); 
mess[i].setFlag(Flags.Flag.DELETED,true); /*impostare flag=true per cancellare il file */
}
&lt;/pre&gt;Infine, chidere folder e connessione:  &lt;br /&gt;
&lt;pre class=&quot;brush: java&quot;&gt;folder.close(true); 
store.close();&amp;nbsp;&lt;/pre&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCv046TyTkvkYQRjd4SMQ0GlanP5Lmzo_O5nE7JVIQc_if84kT12Bh16qFI__jKYm1PrLlf4Rm4ryh9r7GKvSQpzCFhzoXKy5NaL5zg5Q2uHpQaMIWDrHUCW5yiNBeKiTtWuJ3pgl822Mh/s1600/lisa.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiayyjg-YMqp0iXtv-OuHYMG0HGPC8MTwI_mngtGvCDROtWzlhMa3B97dN-_NyWaidM5Uuze1QxsJ2RsJhf9SBZaaKChvcow3sb5C4h5Rj6DzACkF73k4Pzdht-s92t9AbgOTrxKYO_z8LX/s1600/ruprecht.png&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Esempio completo&lt;/h3&gt;Un esempio completo può essere visionato &lt;a href=&quot;http://www.information-design.it/examples/ServiceMail.java&quot;&gt;qui: ServiceMail.java&lt;/a&gt;.</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/7963002019152914217/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2010/01/software-designer-e-programmatori-non.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/7963002019152914217'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/7963002019152914217'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2010/01/software-designer-e-programmatori-non.html' title='Ricezione della posta con Java'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8J7Mgk67geXuEJSBGXriP0Yp8ALiMJO09IeSfNlHkwhzTdc2Q06MXYJKbzxVdncOn4MPRnOAPM42KR7svejdMMFu9et20Kyo3gRUjtVj6pb-2I4KFjr5XZQPsA5kG1c3gtyHUKQs4rLkd/s72-c/bobo.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-5118652460603796980</id><published>2010-01-23T14:09:00.000-08:00</published><updated>2010-01-24T01:48:35.162-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Charts"/><category scheme="http://www.blogger.com/atom/ns#" term="Flash"/><category scheme="http://www.blogger.com/atom/ns#" term="javascript"/><category scheme="http://www.blogger.com/atom/ns#" term="XML"/><title type='text'>Istruzioni passo passo per costruire le Chart Flash</title><content type='html'>Ecco le istruzioni per realizzare le Chart in Flash illustrate nel &lt;a href=&quot;http://radix-juice.blogspot.com/2010/01/advanced-but-easy-flash-charts.html&quot; target=&quot;_blank&quot;&gt;nostro post precedente&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;&lt;/h2&gt;&lt;h2&gt;Download e Test&lt;/h2&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Prima di tutto effettua &lt;a href=&quot;http://www.information-design.it/Plotgen/PlotgenTest.zip&quot;&gt;qui il download della Demo.&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;Quindi decomprimila dentro una Cartella Web. &lt;span style=&quot;color: #ff2c00;&quot;&gt;Attenzione!&lt;/span&gt; Flash richiede, per motivi di sicurezza, un folder indirizzato da un Web/Application Server.&lt;/li&gt;
&lt;li&gt;Da ultimo, richiama dal Browser l&#39;URL  PLOTGEN.html oppure index.html e controlla che tutto funzioni correttamente.&lt;br /&gt;
In caso di problemi, controlla, per prima cosa, se hai il plugin di Flash (deve essere almeno alla versione 9).&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
&lt;h2&gt;Come Creare un proprio Grafico&lt;/h2&gt;&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Prepara, nella tua pagina HTML, un elemento  DIV html al cui interno apparirà la Chart.&lt;/li&gt;
&lt;li&gt;Prepara un documento XML Document contenente i Dati ed i Metadati (tutte le istruzioni, ed il modo per provarle, le trovi all&#39;interno della demo)&lt;/li&gt;
&lt;li&gt;Richiama la funzione javascript loadSWF passandole come parametri il nome dell&#39;oggetto SWF (PLOTGEN), l&#39;ID del DIV contenutore ed il testo del documento XML&lt;/li&gt;
&lt;li&gt;E&#39; tutto. Tutto il codice (e qualcosa in più) che può servire si trova in plot.js file.&lt;/li&gt;
&lt;li&gt;L&#39;esempio mostra anche come avere più occorrenze dello stesso oggetto Flash nella stessa pagina ma personalizzato in modo differente. Non è detto che vi serva.&lt;br /&gt;
&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;L&#39;oggetto DIV contenitore&lt;/h2&gt;&lt;br /&gt;
Come abbiamo visto è sufficente indicare l&#39;oggetto all&#39;interno del quale va posizionato il grafico. E&#39; necessario che l&#39;oggetto abbia dimensioni esplicite  (width and height), come nel codice seguente:&lt;br /&gt;
&lt;pre class=&quot;brush: html&quot;&gt;&amp;lt;div id=&quot;myDiv&quot; style=&quot;width:200px;height:200px;&quot;&amp;gt;&amp;lt;/div&amp;gt;
&lt;/pre&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;Caricamento del file SWF&lt;/h2&gt;&lt;br /&gt;
La funzione &lt;span style=&quot;color: #ff2c00;&quot;&gt;loadSWF&lt;/span&gt; effettua il caricamento. Ecco il codice:&lt;br /&gt;
&lt;pre class=&quot;brush: js&quot;&gt;function loadSWF(swf_id, cont_id,num_in, parms_in) {
  if (!num_in) num_in=0;
  try {
   if (swf_id.indexOf(&quot;.&quot;)&amp;gt;0) swf_id.substring(0,swf_id.indexOf(&quot;.&quot;));
   var cont=I$(cont_id); if (!cont) {alert(&quot;No cont &quot;+cont_id); return;}
   var wdt=parseInt(cont.offsetWidth); var hdt=parseInt(cont.offsetHeight);
   if (wdt&amp;lt;100) wdt=screen.availWidth;
   if (hdt&amp;lt;100) hdt=400;
   var flashvars = {};
   var params = {menu: &quot;true&quot;, quality:&quot;high&quot;, play: &quot;false&quot;, wmode : &quot;transparent&quot;};
   var attributes = {};
   var X=&#39;&amp;lt;object  classid=&quot;clsid:D27CDB6E-AE6D-11cf-96B8-444553540000&quot; id=&quot;&#39;+cont_id+&#39;_swf&quot; width=&quot;100%&quot; height=&quot;100%&quot; codebase=&quot;http://fpdownload.macromedia.com/get/flashplayer/current/swflash.cab&quot;&amp;gt;&#39;;
   X+=&#39;&amp;lt;param name=&quot;movie&quot; value=&quot;&#39;+swf_id+&#39;.swf&quot; /&amp;gt;&#39;;
   X+=&#39;&amp;lt;param name=&quot;wmode&quot; value=&quot;transparent&quot;  /&amp;gt;&#39;;
   X+=&#39;&amp;lt;param name=&quot;flashvars&quot; value=&quot;bridgeName=flex&#39;+num_in;
   if (parms_in!=null &amp;amp;&amp;amp; parms_in.length&amp;gt;0) X+=&#39;&amp;amp;&#39;+parms_in;
   X+=&#39;&quot;/&amp;gt;&#39;;
   X+=&#39;&amp;lt;param name=&quot;quality&quot; value=&quot;high&quot; /&amp;gt;&#39;;
   X+=&#39;&amp;lt;param name=&quot;allowScriptAccess&quot; value=&quot;sameDomain&quot; /&amp;gt;&#39;;
   X+=&#39;&amp;lt;embed src=&quot;&#39;+swf_id+&#39;.swf&quot; quality=&quot;high&quot; flashvars=&quot;bridgeName=flex&#39;+num_in;
   if (parms_in!=null &amp;amp;&amp;amp; parms_in.length&amp;gt;0) X+=&#39;&amp;amp;&#39;+parms_in;
   X+=&#39;&quot; &#39;;
   X+=&#39;width=&quot;100%&quot; height=&quot;400px&quot; name=&quot;&#39;+swf_id+&#39;&quot; align=&quot;middle&quot; &#39;;
   X+=&#39;play=&quot;true&quot; loop=&quot;false&quot; quality=&quot;high&quot; wmode=&quot;transparent&quot; allowScriptAccess=&quot;sameDomain&quot; &#39;;
   X+=&#39;type=&quot;application/x-shockwave-flash&quot; &#39;;
   X+=&#39;pluginspage=&quot;http://www.adobe.com/go/getflashplayer&quot;&amp;gt;&#39;;
   X+=&#39;&amp;lt;/embed&amp;gt;&amp;lt;/object&amp;gt;&#39;;
   cont.innerHTML=X;
   cont.setAttribute(&quot;hasObj&quot;,1);
  }
  catch (exception) {}
 }
&lt;/pre&gt;&lt;br /&gt;
La maggior parte del codice descritto viene fornito (cosi com&#39;è) da Adobe per questo tipo di operazioni.&lt;br /&gt;
Gli unici elementi degni di nota sono:&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;swf_id è il path/URL dell&#39;oggetto SWF. Nel nostro caso PLOTGEN (si può omettere l&#39;estensione del file ).&lt;/li&gt;
&lt;li&gt;cont_id è l&#39;id dell&#39;oggetto html contenitore (nel nostro caso myDiv)&lt;/li&gt;
&lt;li&gt;num_in è il numero della Chart nella pagina&lt;/li&gt;
&lt;li&gt;parms_in contiene i  parametri additional che verranno trasmessi all&#39;oggetto Flash: nel nostro caso il file XML con la personalizzazione&lt;/li&gt;
&lt;li&gt;Questo valore &lt;italic&gt;param name=&quot;flashvars&quot; value=&quot;bridgeName=flex&#39;+num_in&lt;/italic&gt;permette di indicare il corretto caale di comunicazione per ogni grafico, quando nella pagina esistono più Chart-&lt;/li&gt;
&lt;/ul&gt;Questo codice costrusce ed attiva l&#39;oggetto Flash nel DIV indicato.&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;Personalizzazione delle Chart &lt;/h2&gt;&lt;br /&gt;
PLOTGEN.swf è un unico file Flash ma puà visualizzare differenti tipi di grafici, come mostrato nell&#39;esempio.&lt;br /&gt;
Per imparare i pochi comandi da utilizzare il modo migliore è di seguire la Demo, dove viene mostrato come cambiare l&#39;aspetto dei Grafici con il javascript.&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;Nel caso che sia la prima volta che la Chart viene generata, viene chiamata funzione loadSWF; l&#39;XML viene passato all&#39;interno del parametro md (nella variabile parm_in)&lt;/li&gt;
&lt;li&gt;altrimenti, i parametri vengono direttamente comunicati all&#39;oggetto Flash attraverso la funzione freshJS&lt;/li&gt;
&lt;li&gt;La comunicazione tra javascript e Flash viene gestita dall&#39;oggetto FABridge; questo aspetto va approfondito solo nel caso si voglia sviluppare in Flash&lt;/li&gt;
&lt;li&gt;Tutto il codice che serve è contenuto nella funzione plot seguente:&lt;/li&gt;
&lt;/ul&gt;&lt;br /&gt;
&lt;pre class=&quot;brush: js&quot;&gt;function plot(MDin,num_in) { var parms=null;
 var swf_id=&#39;PLOTGEN&#39;;
 if (!num_in) num_in=0;
 if (MDin) {var re=/\&amp;lt;/g; MDin=MDin.replace(re,&quot;[&quot;);
  var re=/\&amp;gt;/g; MDin=MDin.replace(re,&quot;]&quot;);
  var re=/\&quot;/g; MDin=MDin.replace(re,&quot;^&quot;);
  parms=&#39;md=&#39;+MDin;
  try {
   if ( !flexApps[num_in]) {var myfunct= new Function(&quot;return FABridge.flex&quot;+num_in+&quot;.root();&quot;);
   flexApps[num_in]= myfunct(); }
   flexApps[num_in].freshJS(MDin);
  }
  catch (exception)
  { loadSWF(swf_id, &quot;swf&quot;+num_in, num_in, parms);} 
 }
 else loadSWF(swf_id, &quot;swf&quot;+num_in, num_in, null);
 }

&lt;/pre&gt;&lt;ul&gt;&lt;li&gt;Following is the code for building the MD parameter:&lt;/li&gt;
&lt;/ul&gt;&lt;pre class=&quot;brush: js&quot;&gt;var sa=&#39;&#39;;
  sa+=&#39;&amp;lt;plot&amp;gt;\n&#39;;
  sa+=&#39;&amp;lt;md graphtype=&quot;col&quot; palette=&quot;azzurro&quot; urlDefault=&quot;plotdefault.xml&quot;\n&#39;;
  sa+=&#39; mis3=&quot;Physicians/1000&quot;  mis2=&quot;Hospital Beds/1000&quot; mis1=&quot;Smokers/100&quot; \n&#39;;
  sa+=&#39; dim1=&quot;Countries&quot;\n&#39;;
  sa+=&#39; WallsColors=&quot;#00,#999999&quot; WallsAphas=&quot;0.1,0.6&quot; WallsAngle=&quot;90&quot; \n&#39;;
  sa+=&#39; fillColors=&quot;#dddddd,#aaaaaa&quot; fillAlphas=&quot;.5,.5&quot; labelColorX=&quot;#444&quot; labelColorY=&quot;#444&quot; /&amp;gt;\n&#39;;
  sa+=&#39; &amp;lt;dim1&amp;gt;\n&#39;;
  sa+=&#39;  &amp;lt;d key=&quot;Austria&quot; mis3=&quot;3.4&quot;  mis2=&quot;8.8&quot; mis1=&quot;36.3&quot; /&amp;gt;\n&#39;;
  sa+=&#39;  &amp;lt;d key=&quot;France&quot;  mis3=&quot;3.37&quot; mis2=&quot;8.4&quot; mis1=&quot;27.0&quot; /&amp;gt;\n&#39;;
  sa+=&#39;  &amp;lt;d key=&quot;Germany&quot; mis3=&quot;3.4&quot;  mis2=&quot;9.2&quot; mis1=&quot;24.3&quot; /&amp;gt;\n&#39;;
  sa+=&#39;  &amp;lt;d key=&quot;Italy&quot;   mis3=&quot;4.2&quot;  mis2=&quot;4.9&quot; mis1=&quot;24.2&quot; /&amp;gt;\n&#39;;
  sa+=&#39;  &amp;lt;d key=&quot;Japan&quot;   mis3=&quot;2.0&quot;  mis2=&quot;16.4&quot; mis1=&quot;30.3&quot; /&amp;gt;\n&#39;;
  sa+=&#39;  &amp;lt;d key=&quot;Spain&quot;   mis3=&quot;3.2&quot;  mis2=&quot;4.1&quot; mis1=&quot;28.1&quot; /&amp;gt;\n&#39;;
  sa+=&#39;  &amp;lt;d key=&quot;UK&quot;      mis3=&quot;2.2&quot;  mis2=&quot;4.1&quot; mis1=&quot;26.0&quot; /&amp;gt;\n&#39;;
  sa+=&#39;  &amp;lt;d key=&quot;USA&quot;     mis3=&quot;2.2&quot;  mis2=&quot;3.6&quot; mis1=&quot;17.5&quot; /&amp;gt;\n&#39;;
  sa+=&#39; &amp;lt;/dim1&amp;gt;\n&#39;;
  sa+=&#39;&amp;lt;/plot&amp;gt;\n&#39;;
&lt;/pre&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;Default per Chart e Palette di Colori &lt;/h2&gt;&lt;br /&gt;
Non c&#39;è bisogno di comunicare ogni volta tutti i parametri. Ovviamente è possibile definire dei valori default, mediante un documento XML, che viene puntato con l&#39;attributo urlDefault nei parametri di configurazione del singolo grafico. Questo vuol dire che è possibile avere più gruppi di parametri di default in base alle necessità.&lt;br /&gt;
&lt;br /&gt;
Di seguito potete trovare il documento XML utilizzato nella Demo. Se il risultato (come lo vedete) lo considerate accettabile, potete ignorare il tutto e non farvi problemi.&lt;br /&gt;
&lt;br /&gt;
&lt;pre class=&quot;brush: xml&quot;&gt;&amp;lt;plotdefault&amp;gt;
&amp;lt;md graphtype=&quot;clusterpie&quot; curPalette=&quot;Skyblu&quot; alpha=&quot;0.9&quot; fillColors=&quot;#dddddd,#444444&quot; fillAlphas=&quot;0.5,0.5&quot; showlegend=&quot;y&quot; labelColor=&quot;#444&quot; 
WallsColors=&quot;#111,#eee&quot; WallsAphas=&quot;0.9,0.1&quot; /&amp;gt;
&amp;lt;palettes&amp;gt;
 &amp;lt;p key=&quot;orange&quot; values=&quot;#F9B832,#D53825,#AA1C09,#F99831,#D36800&quot; /&amp;gt;
 &amp;lt;p key=&quot;redviolet&quot; values=&quot;#E92011,#AB0A29,#7D155F,#3F1595,#2B2BBD&quot; /&amp;gt;  
 &amp;lt;p key=&quot;azzurro&quot; values=&quot;#107FC9,#0E4EAD,#0B108C,#0C0F66,#07093D&quot; /&amp;gt; 
 &amp;lt;p key=&quot;blu&quot; values=&quot;#5081B5,#36689E,#22558C,#0D3D70,#022245&quot; /&amp;gt; 
 &amp;lt;p key=&quot;PD&quot; values=&quot;#3E9865,#300901,#7E1A1C,#3F835D,#530709&quot; /&amp;gt; 
 &amp;lt;p key=&quot;blu&quot; values=&quot;#003E5F,#025D8C,#107FC9,#23B0DB,#1693A5&quot; /&amp;gt; 
 &amp;lt;p key=&quot;petrolio&quot; values=&quot;#000018,#001830,#003048,#187860,#F0A830&quot; /&amp;gt; 
 &amp;lt;p key=&quot;zucchero&quot; values=&quot;#07629B,#215A7D,#38525E,#574A49,#6F4221&quot; /&amp;gt; 
 &amp;lt;p key=&quot;reddish&quot; values=&quot;#B83422,#DA5D3E,#D49B93,#C46D33,#996E31&quot; /&amp;gt; 
 &amp;lt;p key=&quot;terra&quot; values=&quot;#4D2922,#713327,#9A402E,#AF4C38,#C55B49&quot; /&amp;gt; 
 &amp;lt;p key=&quot;ocra&quot; values=&quot;#EFAC41,#DE8531,#B32900,#6C1305,#330A04&quot; /&amp;gt; 
 &amp;lt;p key=&quot;ciliegia&quot; values=&quot;#D11C1C,#9E0B0B,#5E0505,#E76969,#DF3E3E&quot; /&amp;gt; 
 &amp;lt;p key=&quot;militare&quot; values=&quot;#EDE3A1,#EDB83B,#ED7F3B,#ED5311,#ED3013&quot; /&amp;gt; 
 &amp;lt;p key=&quot;rosso&quot; values=&quot;#F9D4C2,#AF3236,#7E1A1C,#530709,#300901&quot; /&amp;gt; 
 &amp;lt;p key=&quot;viola&quot; values=&quot;#9E0B03,#BA2222,#C4423B,#936AB0,#714C8C&quot; /&amp;gt; 
 &amp;lt;p key=&quot;gialloblu&quot; values=&quot;#DA9F16,#D8D830,#909030,#186078,#184878&quot; /&amp;gt; 
 &amp;lt;p key=&quot;verde&quot; values=&quot;#219652,#146629,#093B15,#05260E,#021206&quot; /&amp;gt; 
 &amp;lt;p key=&quot;verdechiaro&quot; values=&quot;#BEFF9E,#73CC59,#4D994D,#266640,#003333&quot; /&amp;gt; 
 &amp;lt;p key=&quot;grigio&quot; values=&quot;#90BECE,#79ACB0,#6C9E9D,#5D8B8B ,#4D716F&quot; /&amp;gt; 
 &amp;lt;p key=&quot;grigioblu&quot; values=&quot;#90BECE,#79ACB0,#5D8B8B ,#4D716F,#022245&quot; /&amp;gt; 
 &amp;lt;p key=&quot;grigioverde&quot; values=&quot;#C5BE88,#AC966F,#3E664B,#204B41,#274432&quot; /&amp;gt;
&amp;lt;/palettes&amp;gt;
&amp;lt;/plotdefault&amp;gt;
&lt;/pre&gt;</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/5118652460603796980/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2010/01/istruzioni-passo-passo-per-costruire-le.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/5118652460603796980'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/5118652460603796980'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2010/01/istruzioni-passo-passo-per-costruire-le.html' title='Istruzioni passo passo per costruire le Chart Flash'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2660334696110586764.post-1364117582489348915</id><published>2010-01-23T12:30:00.000-08:00</published><updated>2010-01-24T01:48:35.162-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Charts"/><category scheme="http://www.blogger.com/atom/ns#" term="Flash"/><category scheme="http://www.blogger.com/atom/ns#" term="javascript"/><category scheme="http://www.blogger.com/atom/ns#" term="XML"/><title type='text'>Grafici in Flash avanzati...ma facili facili</title><content type='html'>Stai cercando uno strumento di grande impatto per la visualizzazione grafica dei dati in Web ma che non ti faccia impazzire?&lt;br /&gt;
Visto che i risultati migliori (&lt;a href=&quot;www.ilog.com/products/elixir/&quot; target=&quot;_blank&quot;&gt;ILOG Elixir&lt;/a&gt; e &lt;a href=&quot;http://www.axiis.org/examples.html&quot; target=&quot;_blank&quot;&gt;Axiis&lt;/a&gt;, dal nostro punto di vista) richiedevano l&#39;uso di strumenti non proprio banali da utilizzare, gli abbiamo costruito intorno una interfaccia molto semplice. &lt;br /&gt;
Per utilizzarla è sufficiente la conoscenza di un po&#39; di javascript.&lt;br /&gt;
Date un&#39;occhiata. Se vi piacciono e vi interessa approfondire, basta un click per raggiungere una demo/tutorial dinamica e funzionante.&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;Column Chart&lt;/h2&gt;&lt;br /&gt;
L&#39;attributo &quot;graphtype&quot; va posto uguale col or colstacked or coloverlaid (1°, 2° and 3° esempio). Nella demo, trascinando il mouse sul grafico puoi cambiarne la posizione e l&#39;orientamento.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;a href=&quot;http://www.information-design.it/Plotgen&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB-Xvc1FAVpKYvmp8bZ79Y4ukKjesA8SiQjzTuX1SN5ZkHAA_KlRlEwZbuZ1gwCOav_6JGXAysbflza_qWEqllXlb4m80RUGeTEtc248RXtE_dao1UhyphenhyphenbB66395vVPi7k9vOzp4erpQ1w1/s400/Col.png&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;a href=&quot;http://www.information-design.it/Plotgen/#colstacked&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG05Kn4gkYSKpMdJgD6m_IT7hBVzou5S6QaFCdT1e5VIz8RaMslPhRkh-GjrQkCXP3obr4L-lhNeX5lupovU23hmkTotJBLNRkCzYH-8Zmml_bSci4pSxDWkODNBU6BPKxJK1AqiG3qoxy/s400/Colstacked.png&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;a href=&quot;http://www.information-design.it/Plotgen/#coloverlaid&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3353-BXdcncH8cZVM3DPzb9ArtpgQqoeGoNfe2yoxinhftUXesZ2yB9r-Cuchqh1_h6PL9InETgkA2D_sWTmKnUpXkuOIz_V-CJmXgT2zVaIizirUii87c16JC_Ntqi6l0zCdxnrAglM9/s400/Coloverlaid.png&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;&lt;br /&gt;
Bar Chart&lt;/h2&gt;&lt;br /&gt;
L&#39;attributo &quot;graphtype&quot; è bar. Nella demo potete cambiare tutte le impostazioni. I set di colori si selezionano mediante il parametro denominate palette. &lt;br /&gt;
Anche le palette possono essere personalizzate oppure aggiunte ed anche modificate dinamicamente.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;a href=&quot;http://www.information-design.it/Plotgen/#bar&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie10Z6D5rsiRsUy2ZY_yuW124hURDKsQdftaPR2e8ww_PJH0v113q5nOqS5HoBE_XiInXwf0Dqs8FNaKqBXwz-MxV0N-lSqYvg3Nad-J40awuWZckBl9Ayba4cjPewNUz9sJr0R8f6hNd0/s400/Bar.png&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;&lt;br /&gt;
Cluster Bar Chart&lt;/h2&gt;&lt;br /&gt;
E&#39; la prima Chart Axiis, l&#39;attributo &quot;graphtype&quot; è clusterbar. abbiamo utilizzato la palette originale, perchè riteniamo sia molto bella.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;a href=&quot;http://www.information-design.it/Plotgen/#clusterbar&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxvTsLKn5oohI1VnmI398ieBFyM5MM0U5rqMtb8t6HdxAK1mPCvM7RX-jJUXhQIYWuyEHgw4xIDHv1G2BzYILFsvsMHmrgGTi528eWrfbni8mtUJM_6h99w4XiW3rbggZtSd9C4KCjLy2U/s400/Clusterbar.png&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;&lt;br /&gt;
Area Chart&lt;/h2&gt;&lt;br /&gt;
L&#39;attributo &quot;graphtype&quot; è area. La definizione dei dati è generalizzata secondo la nomenclatura tipica della BI: Dimensioni (Clienti, Prodotti..) e Misure (Fatturato, quantità, percentuali ...).&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;a href=&quot;http://www.information-design.it/Plotgen/#area&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYUy4pv09IYfF240Lc1IZXq0p6UBy5Au0gEa0aXZXpUFeFcJmK5U37ieGpfPamadxXFXEwSsLB2wNm-YjffMztrTNR12jHAXYDKQnvyslWEmSbji-fdcMeeSH_lSChFt27P9RvAd_yIje3/s400/Area.png&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;&lt;br /&gt;
Pie Chart&lt;/h2&gt;&lt;br /&gt;
L&#39;attributo &quot;graphtype&quot; è pie. L&#39;oggetto Flash è di circa 500K e ci mette pochi secondi a caricare, ma solo per la prima volta ed per il primo oggetto visualizzato. Successivamente, poichè l&#39;oggetto è sempre lo stesso (anche se cambiano colori, dati e tipologia) e poichè viene memorizzato nella cache, il caricamento è molto veloce. &lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;a href=&quot;http://www.information-design.it/Plotgen/#pie&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHa8XSIYL2x9PVpih2iMQ3uiIj7vCeISmw1hUt0qmkbH7ivoXyIL3pxnZk56hz58NWlIALokZTTT9RuZJaEdkkOx80p2yDSUYqxHEwmmGnjRAdsNMDpV1TGwFieeucATEC_dwVzmEY1_ZN/s400/Pie.png&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h2&gt;&lt;br /&gt;
Cluster Pie Chart &lt;br /&gt;
&lt;/h2&gt;&lt;br /&gt;
L&#39;attributo &quot;graphtype&quot; è clusterpie. Praticamente di tratta di un grafico a torta con un raggruppamento delle misure. Può risultare utile (per esempio, per i risulti elettorali [puke]).&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;a href=&quot;http://www.information-design.it/Plotgen/#clusterpie&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot; target=&quot;_blank&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJHiiJH6B_yvFcrqHH61zKbjd1tOVikQvueZugeXjsZEC_MvG4mwHCQiYx08RzWWlCLR8o-8BQ1LCaBA-CWOGdLbHMe-fJzE7BL_hKquCx6GWETF2lTBG1vAZMiwzH0dvXFX5RIRI3KtvO/s400/Clusterpie.png&quot; /&gt;&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://radix-juice.blogspot.com/feeds/1364117582489348915/comments/default' title='Commenti sul post'/><link rel='replies' type='text/html' href='http://radix-juice.blogspot.com/2010/01/advanced-but-easy-flash-charts.html#comment-form' title='0 Commenti'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/1364117582489348915'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2660334696110586764/posts/default/1364117582489348915'/><link rel='alternate' type='text/html' href='http://radix-juice.blogspot.com/2010/01/advanced-but-easy-flash-charts.html' title='Grafici in Flash avanzati...ma facili facili'/><author><name>Alessia, Roberta, Saverio ed Antonella</name><uri>http://www.blogger.com/profile/07926554114217727023</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit2PhcMFD5MqB7_JOcVz-2SUxoQbXTjYTpIzLrgTGuDnc6WD6X-wI7c1kFz2WVbn4ofNJn84wTMiPOb8lqxcaA3aLg2xqCG5MIqvXRe59ciyJAZuQ5ksMcoppBSS6zNQ/s1600-r/poolhat'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB-Xvc1FAVpKYvmp8bZ79Y4ukKjesA8SiQjzTuX1SN5ZkHAA_KlRlEwZbuZ1gwCOav_6JGXAysbflza_qWEqllXlb4m80RUGeTEtc248RXtE_dao1UhyphenhyphenbB66395vVPi7k9vOzp4erpQ1w1/s72-c/Col.png" height="72" width="72"/><thr:total>0</thr:total></entry></feed>