<?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-3761969781280393380</id><updated>2024-11-05T19:00:20.376-08:00</updated><category term="MEIO AMBIENTE"/><category term="INFORMAÇÕES SOBRE PODA E CORTE"/><category term="CORTE E PODA COM A BH CORTE E PODA"/><category term="CURIOSIDADES"/><category term="SEGURANÇA DO TRABALHO"/><category term="AUTORIZAÇÃO"/><category term="CORTAR ARVORE OU PODAR POR NECESSIDADE"/><category term="CORTAR E PODAR ARVORES NA FORMA ADEQUADA"/><category term="CORTE DE ARVORE"/><category term="CORTE DE ARVORE DA FORMA CORRETA"/><category term="CORTE DE ARVORE: CONHEÇA UM POUCO DO NOSSO TRABALHO"/><category term="Cortar arvores em Belo Horizonte é com a BH CORTE E PODA"/><category term="EMPRESA DE PODA DE ARVORE"/><category term="NOTÍCIAS"/><category term="PODA E LIMPEZA DE PALMEIRA"/><category term="PORQUE PODAR UMA ÁRVORE?"/><category term="Poda de arvore em Belo Horizonte"/><category term="SERVIÇOS EFETUADOS"/><category term="TRABALHO EM AGOSTO DE 2010"/><category term="cortar e podar corretamente sua arvore"/><category term="corte e poda de arvores em toda a BH e região"/><category term="empresa de corte de arvore é a BH Corte e Poda"/><title type='text'>BH Corte e Podas - Supressão de Árvores - BH e Região</title><subtitle type='html'>Tel: (31) 86716933&#xa;Compromisso e excelência nos trabalhos de corte e poda de arvores em Belo Horizonte, Betim, Contagem, Santa Luzia, Ribeirão das Neves, Nova Lima e toda a região metropolitana de BH.&#xa;</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://bhpodas.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>39</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-8192383516013648625</id><published>2015-02-02T12:08:00.001-08:00</published><updated>2016-04-11T11:54:44.809-07:00</updated><title type='text'>Serviço recente de corte de árvore de grande porte próxima de construção. Missão cumprida com profissionalismo. </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/AVvXsEi7xtLKavjO7bur4D9gTk0zviA-qfSDWCpcV0Yb80Xi-0DGK2RYa2gX012KBPVSPLQ_u7eHdTXCrukm7a1-JoXeBAZA0iikX193s3Nr8aiA8L4sZQ5dPcFUtmhrwBL1qIAUFDbnGVgUKJM/s1600/20150119-0012.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7-JlQf7r_QwITRql0cXcUC3GMcxKMeuTHJuOmbN1beR32PHqVSwBLeOR8NY2sdSPswKVU5lv1ft69Ot-L3MqiyaJDKzlBAKqGLgJgN78H07QZhCEiGaTYPmCJ_4r9dOVSK_n1jnvW600/s1600/20150115-0004.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7-JlQf7r_QwITRql0cXcUC3GMcxKMeuTHJuOmbN1beR32PHqVSwBLeOR8NY2sdSPswKVU5lv1ft69Ot-L3MqiyaJDKzlBAKqGLgJgN78H07QZhCEiGaTYPmCJ_4r9dOVSK_n1jnvW600/s1600/20150115-0004.jpeg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;georgia&amp;quot; , &amp;quot;times new roman&amp;quot; , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: blue;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;(31) 3072-2819 &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3d85c6;&quot;&gt;&lt;span style=&quot;background-color: #eeeeee;&quot;&gt;contato@bhcortepoda.com&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3d85c6;&quot;&gt;&lt;span style=&quot;background-color: #eeeeee;&quot;&gt;Tim: 973048150&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3d85c6;&quot;&gt;&lt;span style=&quot;background-color: #eeeeee;&quot;&gt;Oi: 986909614 &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;color: red;&quot;&gt;&lt;b&gt;Corte de árvore realizado em Janeiro de 2015. &lt;span style=&quot;color: black;&quot;&gt;Motivo: risco de queda sobre Escola. &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6tnETB5SdUT8BaSFGhtYbsNufy1hGPPxGwaFytSBq3r5NRpTDt399JMU5a50hgastyKSQntMAJNyNdGimkwkIuJ4kIjN8wHf_YLlqrTyxJvtoFN5HSAd2M-R_Ugkchy4W_eGAl8ETCT4/s1600/20150115-0008.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6tnETB5SdUT8BaSFGhtYbsNufy1hGPPxGwaFytSBq3r5NRpTDt399JMU5a50hgastyKSQntMAJNyNdGimkwkIuJ4kIjN8wHf_YLlqrTyxJvtoFN5HSAd2M-R_Ugkchy4W_eGAl8ETCT4/s1600/20150115-0008.jpeg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;b&gt;Importante contratar profissionais: &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
O serviço de corte e poda de árvores envolve risco de queda de altura, projeção de partículas, contato com ferramentas extremamente cortantes, ente outros. &lt;br /&gt;
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&lt;span style=&quot;color: red;&quot;&gt;&lt;b&gt;Cortamos árvores de qualquer tamanho ou grau de dificuldade dentro de sérios critérios de Segurança. &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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As Palmeiras Imperiais necessitam de limpeza periódica para remoção de folhas secas pois, são grandes e pesadas, podendo se soltarem e atingir bens e pessoas. &lt;br /&gt;
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&lt;span style=&quot;color: blue;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;No detalhe a esquerda, o nosso técnico realiza a remoção de folhas secas e cachos suscetíveis a desprendimento em uma palmeira de grande porte. Clique na foto para ampliar. &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;Realizamos limpeza de palmeiras, limpeza de coqueiros e poda de árvores. &lt;/span&gt;&lt;/b&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/8192383516013648625'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/8192383516013648625'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2015/02/servico-recente-de-corte-de-arvore-de.html' title='Serviço recente de corte de árvore de grande porte próxima de construção. Missão cumprida com profissionalismo. '/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7-JlQf7r_QwITRql0cXcUC3GMcxKMeuTHJuOmbN1beR32PHqVSwBLeOR8NY2sdSPswKVU5lv1ft69Ot-L3MqiyaJDKzlBAKqGLgJgN78H07QZhCEiGaTYPmCJ_4r9dOVSK_n1jnvW600/s72-c/20150115-0004.jpeg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-3344968546102480165</id><published>2015-02-02T11:57:00.000-08:00</published><updated>2016-04-11T11:55:48.242-07:00</updated><title type='text'>Limpeza de palmeiras e limpeza de coqueiros é com a BH Corte &amp; Poda</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/AVvXsEiNuSU3oMxRUFrHygTyNMaarPNLwrXlw3VxidYaZrgVgBu9AOQwNSlRrv-o1ZvhJg1dL9vaFI0l5NU5XNq8mCc7td2DRLBdJ6oEy9Vn0OSmUhekhFiqR3G9x6kokPLsjcr_OjLHDFyIXbc/s1600/20150119-0010.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNuSU3oMxRUFrHygTyNMaarPNLwrXlw3VxidYaZrgVgBu9AOQwNSlRrv-o1ZvhJg1dL9vaFI0l5NU5XNq8mCc7td2DRLBdJ6oEy9Vn0OSmUhekhFiqR3G9x6kokPLsjcr_OjLHDFyIXbc/s1600/20150119-0010.jpeg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjlU9iqyiatKbx21aUmVAUe4EMSBPBp__9XMZMtJPd4wauhgrWa9KEzWTEjOoDnnlGyyYXG7mB12cIRPbSr6GUs9aOm56miW_rjvA0pF_Ci9IVLJIY9fuiU1rlaZlFh8GmbE1EOGgOFts/s1600/20150119-0018.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjlU9iqyiatKbx21aUmVAUe4EMSBPBp__9XMZMtJPd4wauhgrWa9KEzWTEjOoDnnlGyyYXG7mB12cIRPbSr6GUs9aOm56miW_rjvA0pF_Ci9IVLJIY9fuiU1rlaZlFh8GmbE1EOGgOFts/s1600/20150119-0018.jpeg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrSWIFnex8_yGhacdTBw2zXfFuQq4a6utMNNwrqIjBqxIEqp7GHjchCPOHTVgFOYwS3eY6NKZ-cizSOiwtWfskqioQ4kvY7mVD0_vGunMi6XVLNSSJ31xT6KmzmGWFQQaVWfN_CFb7mMU/s1600/20150119-0004.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrSWIFnex8_yGhacdTBw2zXfFuQq4a6utMNNwrqIjBqxIEqp7GHjchCPOHTVgFOYwS3eY6NKZ-cizSOiwtWfskqioQ4kvY7mVD0_vGunMi6XVLNSSJ31xT6KmzmGWFQQaVWfN_CFb7mMU/s1600/20150119-0004.jpeg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;h3&gt;
&lt;span style=&quot;color: red;&quot;&gt;Limpeza de palmeiras e limpeza de coqueiros é com a BH Corte &amp;amp; Poda&lt;/span&gt;&lt;/h3&gt;
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&lt;span style=&quot;color: #3d85c6; font-size: large;&quot;&gt;&lt;span style=&quot;background-color: #eeeeee;&quot;&gt;Contatos &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #3d85c6; font-size: large;&quot;&gt;&lt;span style=&quot;background-color: #eeeeee;&quot;&gt;Tim: 973048150&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #3d85c6; font-size: large;&quot;&gt;&lt;span style=&quot;background-color: #eeeeee;&quot;&gt;Oi: 986909614 &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/3344968546102480165'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/3344968546102480165'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2015/02/limpeza-de-palmeiras-e-limpeza-de.html' title='Limpeza de palmeiras e limpeza de coqueiros é com a BH Corte &amp; Poda'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNuSU3oMxRUFrHygTyNMaarPNLwrXlw3VxidYaZrgVgBu9AOQwNSlRrv-o1ZvhJg1dL9vaFI0l5NU5XNq8mCc7td2DRLBdJ6oEy9Vn0OSmUhekhFiqR3G9x6kokPLsjcr_OjLHDFyIXbc/s72-c/20150119-0010.jpeg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-2159372637654460256</id><published>2013-05-31T19:57:00.001-07:00</published><updated>2016-04-11T11:57:14.542-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="empresa de corte de arvore é a BH Corte e Poda"/><title type='text'>Profissional em corte de arvore.</title><content type='html'>&lt;div style=&quot;text-align: left;&quot;&gt;
A BH CORTE E PODA é licenciada junto ao IBAMA e IEF, serviço com qualidade e responsabilidade ambiental.&lt;/div&gt;
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O orçamento para corte ou poda é GRÁTIS e sem compromisso:&lt;br /&gt;
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(31) 3072-2819&lt;span style=&quot;color: #3d85c6; font-size: large;&quot;&gt;&lt;span style=&quot;background-color: #eeeeee;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #3d85c6; font-size: small;&quot;&gt;&lt;span style=&quot;background-color: #eeeeee;&quot;&gt;Tim:&amp;nbsp; (31) 973048150&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #3d85c6; font-size: small;&quot;&gt;&lt;span style=&quot;background-color: #eeeeee;&quot;&gt;Oi:&amp;nbsp; (31) 986909614 &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/2159372637654460256'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/2159372637654460256'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2013/05/empresa-de-corte-de-arvore-e-bh-corte-e.html' title='Profissional em corte de arvore.'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-5045747622130459254</id><published>2013-05-31T19:53:00.001-07:00</published><updated>2016-04-11T11:57:43.897-07:00</updated><title type='text'>EMPRESA ESPECIALIZADA NO CORTE E PODA DE ARVORE</title><content type='html'>&amp;nbsp;BH CORTE E PODA: ESPECIALIZADA NO RAMO DE PODA DE ÁRVORES&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL1ipImlyrmNBcIpxyaUqkoC1-IRYi9SUWQsUJX75obVWwMQVnkqZie77DN_c-fj-EmQFZiaskD5_XUu9rAGffKbmHctHaUC0lrY-tngrty8-cVQaG0z-h1YYdlq0aM-aOUud6TwvObPI/s1600/FOTO+TRABALHO+UNIMED.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL1ipImlyrmNBcIpxyaUqkoC1-IRYi9SUWQsUJX75obVWwMQVnkqZie77DN_c-fj-EmQFZiaskD5_XUu9rAGffKbmHctHaUC0lrY-tngrty8-cVQaG0z-h1YYdlq0aM-aOUud6TwvObPI/s1600/FOTO+TRABALHO+UNIMED.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Na hora de cortar ou podar aquela árvore em seu quintal ou empresa, pode contar com a BH CORTE E PODA. Nossos profissionais são qualificados e experientes; Realizamos trabalhos em Belo Horizonte e Região.&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/5045747622130459254'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/5045747622130459254'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2013/05/empresa-especializada-no-corte-e-poda.html' title='EMPRESA ESPECIALIZADA NO CORTE E PODA DE ARVORE'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL1ipImlyrmNBcIpxyaUqkoC1-IRYi9SUWQsUJX75obVWwMQVnkqZie77DN_c-fj-EmQFZiaskD5_XUu9rAGffKbmHctHaUC0lrY-tngrty8-cVQaG0z-h1YYdlq0aM-aOUud6TwvObPI/s72-c/FOTO+TRABALHO+UNIMED.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-7013749423748329599</id><published>2012-10-10T17:27:00.004-07:00</published><updated>2016-04-11T11:58:35.791-07:00</updated><title type='text'>A empresa de poda e corte de arvores BH CORTE E PODA é parceira em desenvolvimento sustentável </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/AVvXsEhkGAqur_Zr2uVHmW9IPVTrJOQgK9xPHLkiQQ9GI02OGeBoFXwFrpCi6_4nRjJHRDDP7mGT-L7nuRMTLawu1YDpEnKhqTfUI_E2DxQzUlTUFkND2lP4TyyMv3vHKRoXhFhCqdBv34U4I7Q/s1600/arvore+muro.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkGAqur_Zr2uVHmW9IPVTrJOQgK9xPHLkiQQ9GI02OGeBoFXwFrpCi6_4nRjJHRDDP7mGT-L7nuRMTLawu1YDpEnKhqTfUI_E2DxQzUlTUFkND2lP4TyyMv3vHKRoXhFhCqdBv34U4I7Q/s320/arvore+muro.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: #38761d;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;color: #274e13;&quot;&gt;&lt;b&gt;SOLICITE O ORÇAMENTO SEM COMPROMISSO&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
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&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;color: #274e13;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;(31) 3072-2819&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
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&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;color: #3d85c6; font-size: large;&quot;&gt;&lt;span style=&quot;background-color: #eeeeee;&quot;&gt;Tim: 973048150&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;color: #3d85c6; font-size: large;&quot;&gt;&lt;span style=&quot;background-color: #eeeeee;&quot;&gt;Oi: 986909614 &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;A&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;color: #274e13;&quot;&gt;&lt;b&gt;BH CORTE E PODA, &lt;/b&gt;&lt;/span&gt;Tel: &lt;b&gt;(31) 3072-2819 &lt;/b&gt;empresa de poda de arvores&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;,&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;atua na região &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;metropolitana de BH. Realizamos corte e poda de arvores, limpeza de coqueiros e palmeiras. Contamos com excelentes profissionais e maquinário adequado. Atendemos a residencias, empresas, autarquias ou outros órgãos. Nossa proposta é oferecer serviço de qualidade inquestionável em um ramo de atividade considerado como um dos mais perigosos existentes - cortar e podar arvores.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/h3&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD8BX1x_s7hgFREzuE3NBie64Jp_gZO0tDjMiFMjRhnu2gA-ELVLPSMCWAaJwkn3qd2C1WvXMwwXGOSaqD0N4zzRdQQNHFIsic8KYXSwTIEa0m8n4Y7v7NejNmVr_-KNsjoklllc25H8A/s1600/GEDC0138.JPG&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD8BX1x_s7hgFREzuE3NBie64Jp_gZO0tDjMiFMjRhnu2gA-ELVLPSMCWAaJwkn3qd2C1WvXMwwXGOSaqD0N4zzRdQQNHFIsic8KYXSwTIEa0m8n4Y7v7NejNmVr_-KNsjoklllc25H8A/s320/GEDC0138.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #93c47d;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;BH CORTE E PODA&lt;span style=&quot;font-size: x-small;&quot;&gt;. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Trabalho de supressões e remanejo ambiental no condominio Alfaville&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;em Vespasiano - MG, Setembro e Outubro de 2012. &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp0VMBvHcdZN0-aq5ePvF05s5Vdn8A08AwtM23IMMx69aM4iMBBnE9I2RlU58Q8Ac8y_wtGGSCrfu_8Bnr78qzOPTdradWTvZKjqIaK3y9I-1xi9teIDU_96NPzsO3DiDFdlbhvvN78uk/s1600/trabalho+terram+alfaville+vespasiano.JPG&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhp0VMBvHcdZN0-aq5ePvF05s5Vdn8A08AwtM23IMMx69aM4iMBBnE9I2RlU58Q8Ac8y_wtGGSCrfu_8Bnr78qzOPTdradWTvZKjqIaK3y9I-1xi9teIDU_96NPzsO3DiDFdlbhvvN78uk/s320/trabalho+terram+alfaville+vespasiano.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small; font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Temos recentemente realizado trabalhos de poda e corte de arvores em Betim, Contagem, Vespasiano (fotos acima), Nova Lima, Sete Lagoas, Belo Horizonte, Raposos, Esmeraldas e em outras partes do Estado de Minas. Realizamos orçamentos sem compromisso, mas antes de nos solicitar, você deve primeiro requerer autorização de corte ou poda de arvore junto a regional da Prefeitura de sua Cidade.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;&quot;A GENTE CORTA ÁRVORE E SEMEIA &lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;IDEIAS&lt;/span&gt;. VOCÊ COLHE SOLUÇÕES E A NATUREZA NÃO SAI PERDENDO! &quot;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXYVP-G7k9Q6_GZbMTSiW9j6HswacM8jaUooR1RLZPOA9kiJCL3_kP4niomXxTHRIEs7cHV0HFtKigJ3LrjDjpDJzal2r_wVesOvgSlmOWwass2wPrigiW5IE6RcTYFMr0ml0p4TCOIeg/s1600/GEDC0132.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXYVP-G7k9Q6_GZbMTSiW9j6HswacM8jaUooR1RLZPOA9kiJCL3_kP4niomXxTHRIEs7cHV0HFtKigJ3LrjDjpDJzal2r_wVesOvgSlmOWwass2wPrigiW5IE6RcTYFMr0ml0p4TCOIeg/s320/GEDC0132.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #38761d;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Trabalho recente realizado em Caeté - MG. Setembro de 2012&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/h3&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/7013749423748329599'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/7013749423748329599'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2012/10/a-empresa-de-poda-de-arvores-bh-corte-e.html' title='A empresa de poda e corte de arvores BH CORTE E PODA é parceira em desenvolvimento sustentável '/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkGAqur_Zr2uVHmW9IPVTrJOQgK9xPHLkiQQ9GI02OGeBoFXwFrpCi6_4nRjJHRDDP7mGT-L7nuRMTLawu1YDpEnKhqTfUI_E2DxQzUlTUFkND2lP4TyyMv3vHKRoXhFhCqdBv34U4I7Q/s72-c/arvore+muro.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-4581586256109691510</id><published>2012-09-29T04:40:00.003-07:00</published><updated>2016-04-11T11:59:00.186-07:00</updated><title type='text'>Empresa de poda e corte de arvores é a BH CORTE E PODA</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/AVvXsEiLezF-R8jKJoUxJfpEH9kVqBbjFg5TMQSOp9nPhcRhOldxiD1HzPF56XYHnWErbZhBbVKban1tgO4OZKB6vQTo7j7MGPg4fya8dR-sMZ8yAN3iOcbtV7MaVxedKaNyPkUeK3YJecnUceQ/s1600/GEDC0114.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;480&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLezF-R8jKJoUxJfpEH9kVqBbjFg5TMQSOp9nPhcRhOldxiD1HzPF56XYHnWErbZhBbVKban1tgO4OZKB6vQTo7j7MGPg4fya8dR-sMZ8yAN3iOcbtV7MaVxedKaNyPkUeK3YJecnUceQ/s640/GEDC0114.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipVix0F-E6oxnvltmMHKehaAotd6naEQGRlyuwCN7RuFUd24yu9J7kXb3-7CMuQR4XOlnP8lBB1fUdPVahouE-B_biPIl2aEB6qp8lMXnf85pe2sI44yHEjsJy2z6xuUzKj5JGmDsC0-k/s1600/GEDC0132.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;480&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipVix0F-E6oxnvltmMHKehaAotd6naEQGRlyuwCN7RuFUd24yu9J7kXb3-7CMuQR4XOlnP8lBB1fUdPVahouE-B_biPIl2aEB6qp8lMXnf85pe2sI44yHEjsJy2z6xuUzKj5JGmDsC0-k/s640/GEDC0132.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Empresa de poda de árvores é a &lt;b&gt;BH CORTE E PODA&lt;/b&gt;. Realizamos o corte e poda de árvores em belo horizonte (&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;BH&lt;/span&gt;) toda a região metropolitana de Belo Horizonte. Nossa especialidade é cortar e podar árvores, limpar coqueiros e palmeiras. Nosso pessoal é treinado periodicamente segundo as leis em vigência no País. &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Orçamento sem compromisso em toda a Região metropolitana de BH.&lt;/span&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/4581586256109691510'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/4581586256109691510'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2012/09/empresa-de-poda-e-corte-de-arvores-e-bh.html' title='Empresa de poda e corte de arvores é a BH CORTE E PODA'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLezF-R8jKJoUxJfpEH9kVqBbjFg5TMQSOp9nPhcRhOldxiD1HzPF56XYHnWErbZhBbVKban1tgO4OZKB6vQTo7j7MGPg4fya8dR-sMZ8yAN3iOcbtV7MaVxedKaNyPkUeK3YJecnUceQ/s72-c/GEDC0114.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-7165684812333787005</id><published>2012-04-27T08:20:00.000-07:00</published><updated>2016-04-11T12:51:02.699-07:00</updated><title type='text'>CORTE E PODA DE ARVORE EM BELO HORIZONTE E REGIÃO METROPOLITANA DE BH</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/AVvXsEhTHpnFsjEoyuUwb3GtHcpTDlUjTh6CCRvq7RqWnseAnN-0ybHunOudbbJPY-IZb1ghNsn3qS8J0CW888zlxxcBnwXO-bwgDEbSdqS-z2zxouNDUEEOT1qOPw9an9-KVwk6iipZto6sI2k/s1600/GEDC0546.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTHpnFsjEoyuUwb3GtHcpTDlUjTh6CCRvq7RqWnseAnN-0ybHunOudbbJPY-IZb1ghNsn3qS8J0CW888zlxxcBnwXO-bwgDEbSdqS-z2zxouNDUEEOT1qOPw9an9-KVwk6iipZto6sI2k/s320/GEDC0546.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Intervenção&lt;/span&gt; ambiental no que diz respeito a cortar árvores, podar, limpar palmeiras e coqueiros. Esta é a nossa especialidade. Contamos com equipes periodicamente treinadas em consonância ao que reza a legislação Nacional de proteção da saúde do trabalhador (Normas Regulamentadoras do Ministério do Trabalho e Emprego, etc.)&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Temos recentemente efetuado excelentes trabalhos em corte e poda de árvores em Belo Horizonte, Nova Lima, Contagem, Vespasiano, Sabará, Ribeirão das Neves, Sete Lagoas, Betim, Lagoa Santa, Araçaí, Raposos. &lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheorSwYG6JW5dy3t8fW3YlKzUgQbvPvMiq1WlZMLVRYxCRCNWRBR8tgG3ssTzG34QZf1XSeEVByKRyClElM-11FYGjJNT9VK57Nbz7jW6nqgvUDZzB5B7iatlsdZLJeohdoWcnqk8o6xc/s1600/poda+de+arvores+em+bh.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;207&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheorSwYG6JW5dy3t8fW3YlKzUgQbvPvMiq1WlZMLVRYxCRCNWRBR8tgG3ssTzG34QZf1XSeEVByKRyClElM-11FYGjJNT9VK57Nbz7jW6nqgvUDZzB5B7iatlsdZLJeohdoWcnqk8o6xc/s320/poda+de+arvores+em+bh.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
.....</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/7165684812333787005'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/7165684812333787005'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2012/04/intevencao-ambiental-no-que-diz-repeito.html' title='CORTE E PODA DE ARVORE EM BELO HORIZONTE E REGIÃO METROPOLITANA DE BH'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTHpnFsjEoyuUwb3GtHcpTDlUjTh6CCRvq7RqWnseAnN-0ybHunOudbbJPY-IZb1ghNsn3qS8J0CW888zlxxcBnwXO-bwgDEbSdqS-z2zxouNDUEEOT1qOPw9an9-KVwk6iipZto6sI2k/s72-c/GEDC0546.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-1374267924811031065</id><published>2011-10-22T15:12:00.000-07:00</published><updated>2016-04-11T12:49:33.052-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="EMPRESA DE PODA DE ARVORE"/><title type='text'>EMPRESA DE PODA DE ARVORE É A BH CORTE E PODA</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/AVvXsEjkxbdRpkkBOjKHJsveNnYygi5n_e3LsE8pWjPdXfTHOG0gohOUdE-yN7lZEyVxbnUyzctV_xI-7dL-NXmQmuEq3Im_io715y4ZDeR9Pm5UjMEy85LF7ZzjT22QLY9opxVvs70eEcOMW8E/s1600/BH+CORTE+E+PODA.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;EMPRESA DE PODA DE ÁRVORE&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHHxcBIBDxgSLLtmSFQq89ZPQwjL091yNwNvU1zs3edq8M8n_u26lBD2U6j29XgY8eNjYvfhfCkcNjYl30bWXfnnav5M2qdxtzgWhEYjayAROLdpNjGoUtq2-FpcaN54WHp0fwcy60Pq8/s1600/FOTO+TRABALHO+UNIMED.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHHxcBIBDxgSLLtmSFQq89ZPQwjL091yNwNvU1zs3edq8M8n_u26lBD2U6j29XgY8eNjYvfhfCkcNjYl30bWXfnnav5M2qdxtzgWhEYjayAROLdpNjGoUtq2-FpcaN54WHp0fwcy60Pq8/s1600/FOTO+TRABALHO+UNIMED.JPG&quot; /&gt;&lt;/a&gt;&lt;b&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHHxcBIBDxgSLLtmSFQq89ZPQwjL091yNwNvU1zs3edq8M8n_u26lBD2U6j29XgY8eNjYvfhfCkcNjYl30bWXfnnav5M2qdxtzgWhEYjayAROLdpNjGoUtq2-FpcaN54WHp0fwcy60Pq8/s1600/FOTO+TRABALHO+UNIMED.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt; &lt;/a&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;Somos uma equipe de profissionais experientes no ramo de corte e poda. Realizamos trabalhos em toda a BH e região metropolitana. Atendemos empresas, residências e órgãos públicos. Vale lembrar que para realizar corte ou poda deve-se, primeiro, ter em mãos a autorização de corte emitida pela Prefeitura do seu Município. Esta autorização é o amparo legal para a intervenção arbórea. Se você ainda não possui autorização a BH CORTE E PODA dá as dicas: Procure sua Regional da Prefeitura levando consigo os documentos pessoais e do imovel, solicite o corte e, em questão de dias o &lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;técnico&lt;/span&gt; da Prefeitura vai até sua residência para avaliar a árvore. Sendo o caso de corte ou poda, a Prefeitura emite um documento de autorização para corte ou poda. Agora é só contratar uma equipe especializada para realizar o trabalho. Jamais contrate amadores! Trabalhos em árvores envolvem altura e ferramentas cortantes. Não permita acidentes em sua casa ou empresa. Na hora de cortar ou podar chame a BH CORTE E PODA. Já são muitos clientes satisfeitos em Belo Horizonte, Betim, Contagem, Sabará, Santa Luzia, Ribeirão das Neves, Esmeraldas, Sete Lagoas, Araçaí e Vespasiano. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;b style=&quot;color: #cc0000;&quot;&gt;BH CORTE E PODA&amp;nbsp; &lt;/b&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/1374267924811031065'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/1374267924811031065'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2011/10/empresa-de-poda-de-arvore-e-bh-corte-e.html' title='EMPRESA DE PODA DE ARVORE É A BH CORTE E PODA'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHHxcBIBDxgSLLtmSFQq89ZPQwjL091yNwNvU1zs3edq8M8n_u26lBD2U6j29XgY8eNjYvfhfCkcNjYl30bWXfnnav5M2qdxtzgWhEYjayAROLdpNjGoUtq2-FpcaN54WHp0fwcy60Pq8/s72-c/FOTO+TRABALHO+UNIMED.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-7310504145999238628</id><published>2011-08-02T18:00:00.000-07:00</published><updated>2016-04-11T12:51:18.269-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Poda de arvore em Belo Horizonte"/><title type='text'>Poda de arvore em Belo Horizonte</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/AVvXsEgz1wdJ6wCP-NDG6OzgjFmKhfL9bPcFteRvossIPgUh43VqDr4zIVMaLt1Qv9X-qh_Qi20PpTr6huBVDcxvJFSTR3Q0_LYmkZKbh9mqd0NMn70zP6EVwINBJZni1-PIjwnF0OqL8TEZ6Hc/s1600/BH+Corte+e+Poda.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;249&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz1wdJ6wCP-NDG6OzgjFmKhfL9bPcFteRvossIPgUh43VqDr4zIVMaLt1Qv9X-qh_Qi20PpTr6huBVDcxvJFSTR3Q0_LYmkZKbh9mqd0NMn70zP6EVwINBJZni1-PIjwnF0OqL8TEZ6Hc/s320/BH+Corte+e+Poda.JPG&quot; style=&quot;cursor: move;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;color: #0c343d;&quot;&gt;Para realizar poda de árvore em Belo Horizonte contrate a BH CORTE E PODA. Nosso trabalho é realizado por equipe treinada, qualificada e experiente no ramo de corte, poda, jardinagem e limpeza de palmeiras/coqueiros. Não se esqueça de procurar a regional da Prefeitura para solicitar a autorização de corte ou poda. De posse da autorização é hora de procurar uma equipe especializada para realizar o trabalho. Jamais contrate amadores ou curiosos. Lembre-se que atividades que envolvem altura e ferramentas cortantes são de elevado risco de acidentes. Além disso existe ainda o risco de danos ao patrimônio. Este risco é maior na medida em que você contrata pessoas que não são profissionais deste ramo. Na hora de cortar ou podar árvores em Belo Horizonte, Betim, Contagem, Nova Lima, Vespasiano, Sete Lagoas, Ribeirão das Neves, Lagoa Santa, Sabará, Santa Luzia e Esmeraldas pode chamar a BH CORTE E PODA. Já são centenas de clientes satisfeitos em realizar corte e poda de árvore conosco.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/7310504145999238628'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/7310504145999238628'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2011/08/poda-de-arvore-em-belo-horizonte.html' title='Poda de arvore em Belo Horizonte'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz1wdJ6wCP-NDG6OzgjFmKhfL9bPcFteRvossIPgUh43VqDr4zIVMaLt1Qv9X-qh_Qi20PpTr6huBVDcxvJFSTR3Q0_LYmkZKbh9mqd0NMn70zP6EVwINBJZni1-PIjwnF0OqL8TEZ6Hc/s72-c/BH+Corte+e+Poda.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-4220396827129108388</id><published>2011-07-31T17:25:00.000-07:00</published><updated>2016-04-11T12:50:46.460-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Cortar arvores em Belo Horizonte é com a BH CORTE E PODA"/><title type='text'>Cortar arvores em Belo Horizonte é com a BH CORTE E PODA</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;É comum as pessoas fazerem contato conosco procurando saber sobre qual 
seria o valor para se cortar uma árvore. O valor do corte de uma árvore 
pode variar de acordo 
com o tamanho, espessura de tronco, proximidade com fiação elétrica, 
projeção sobre telhados, muros, imóveis vizinhos, piscinas, caixas d&#39;água, etc. Nota-se que o preço acaba por variar de acordo com o grau 
de
 dificuldade em cortarmos ou podarmos a árvore. De modo que já 
entregamos orçamentos que variaram de R$100,00 a R$ 9.000,00 para se 
cortar apenas uma árvore. Sendo assim o ideal é que um técnico de nossa 
equipe visite o local onde está a(s) árvore(s) em questão para dar 
orientação sobre preços, aspecto legal, agendamento do serviço, formas 
de pagamento, retirada (ou não) do lixo verde, etc. Sendo o corte de árvore em Belo Horizonte ou em qualquer outra cidade vale lembrar que é 
fundamental que o interessado solicite a autorização de corte ou poda na
 regional da Prefeitura do seu Município.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9oIKqp4NgCFJByp1emp9RiOdyqKdBAIgQvk0do5fw3ssnYY6Xd5o4kDPxdNtx-Y9uRn_xwnQjNLR3sEjdYe4tLOO7gNpwv4rs10ZYxi_m9xIoYD-6B_8ZCe5HQbypP9fk4qQZ2y5dL48/s1600/cort+p.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;249&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9oIKqp4NgCFJByp1emp9RiOdyqKdBAIgQvk0do5fw3ssnYY6Xd5o4kDPxdNtx-Y9uRn_xwnQjNLR3sEjdYe4tLOO7gNpwv4rs10ZYxi_m9xIoYD-6B_8ZCe5HQbypP9fk4qQZ2y5dL48/s320/cort+p.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Cortar árvores em Belo Horizonte é com a BH CORTE E PODA, empresa do ramo de corte, poda e jardinagem com experiência de 12 anos, profissionais treinados, ferramentas adequadas, e preços competitivos.&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/4220396827129108388'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/4220396827129108388'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2011/07/cortar-arvores-em-belo-horizonte-e-com.html' title='Cortar arvores em Belo Horizonte é com a BH CORTE E PODA'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9oIKqp4NgCFJByp1emp9RiOdyqKdBAIgQvk0do5fw3ssnYY6Xd5o4kDPxdNtx-Y9uRn_xwnQjNLR3sEjdYe4tLOO7gNpwv4rs10ZYxi_m9xIoYD-6B_8ZCe5HQbypP9fk4qQZ2y5dL48/s72-c/cort+p.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-6898009841393402931</id><published>2011-07-16T18:00:00.000-07:00</published><updated>2016-04-11T12:51:52.755-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CORTE DE ARVORE DA FORMA CORRETA"/><title type='text'>CORTE DE ARVORE DA FORMA CORRETA</title><content type='html'>&lt;div style=&quot;color: #990000;&quot;&gt;
&lt;span style=&quot;font-size: 13pt;&quot;&gt;&lt;b&gt;&lt;br /&gt;
&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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9RkwNuGxXiTLLzPjG2MzH6Tq64KVl8XqK3J+ORkf98QnXKkl/sarfGE1RpjP9zaGpz9Kr/jMWPmZ9dr29oY9429u7Xx5dNXbW7tL3tC7q8MTa/Tm0lC8AMYLqJYB81WhPZVMZImxmezMcmNyaXpmNjM+Hev05GKdLvflfJvLNriEhRh1Tkv7WuPhUlOMZ8CI7s+XqHpXafTU3lRsZkV2clmqP5NoT0T6S2LL11qr3yhPrk5ZfSFVI8MFiI7buIyXSXsp3ctnYTLhw5MAGQdDFUkti5xBKVUp0gopDTlYl/gKg5koYeFcg2PrLGLBaAFl66zaksJdRWnItEWJNYGr8a6IZ1SxgzrojfgDcRBNY5iOU2mKN3g2x0tGUO/mog2d1AU2G9R7prW0YUxX4+1cop+PdPTsUquwshzpxdSWpvUjdJkRGiKcR4kiJbZkrsUr42pwTBF6stCT0SruM4AR3WFLu/xFyJZ0eFJusoxzDQYtwLbo6EJpwWhkBLFgyATJKkE1WKrBEjUar1JkncGrDNnkQYtAyrQ4pskTEaLOg0UcqVB+E/HkwICFQSUCr7MBCwOLOFQi5MkQXqfRMkFWKapCsVWOKdKgHiDzBFOg5bLAFzgmT3MmyxoclWHhCIFGaCYjownao8IuFXKFETjH8vUwVQkCGZIoSWiBpSoSX1djUxmhFQEzlDeG+OIopBO0IXCGCIZhOII5eQ+RpDNjeWPKCjfioqWweRmPC3wuzGW1UDXN5jQ0Lmi1DGtEPArBmdHMZC09UbVmu8UV3d6ryyffXv3m9o/e3fvFui82fjy35cujez4+sO30vetXf3l84va18w/v3/nrX8/ff3ju9r2rP/z03cMfv7v/+M4Pf7vx4C837//l3o//efvRv9978l+Xbz+5cu+Xizcf3//5/95x8OwnWw4cPHV97uS13Ye/3bL37M65ywdP3pk7dmvvkevHzjw4efGHY+cenrj0ePfR6/tO3Np7/Obu4zf2nrx16Py9Ixe/P3T+3r5zdw5/9/2WI99tP3710KWHu0/fPHn9p8OXHu44dn3n8Rt7Tt3ec+r2jiNXv9h7/qs9FzcfvPL5ngtbD1/bdeLu1we+23bk5r4z97cdubn18LXtR29tP3pj6+Ebu07c3nr4xjdzl3efvLfl0NUdx68eOH/30LcPDpy/u+/s7f3n7uw/d2fP6Zu/Oecu3Dtw/u7hSw8PXry//9ydgxfv7zt3b+fpG1uPX9ly7PL2k9d2nr6x49S1bSeufHXowucHzm4/dfmboxe2HP+2//Lb6z/dtvvc9aeGCcxGE4AikXqE1DW/Sg6z3kHGDsRhu2J3hhxwxo9kffbwwEhogSs+ZI8Ou+KO4dBiZ3wUzHq9SQeU85AlCDf8VDHAVxCxhglVmLb8SMYRSI4EUqNIzkkU/FDGDmcdUGbUG1uE5R3uyAI0N0qYDsK082UPXXAQ+VGh4qaKo2LTEer7opOB1DIst4owXqQKLzHWy2xqFimvlXIrqcxyUmw64lOoUB1li4tCbZvasRXXUOYqnK8OVtaLY+8miy9y7dfD428nZj/Iz75vbtg5sezdXPNFtbFMba+IVKYVo8NPvJjvrcg0pxL1icTKdc2layrjSzP1XqgzGWuOafkSYdboaAHVG4w1HoqUsExLkLL+WJlMVOmwhaWbfGtWb83q2ZaQbQn16VhnNlXsK+XxUGtZbGx1ujUbN3tirIJpFsKk3Auh38HhETjq8KujWMLvEofAiJfO41JVYC2aMHC+wok1gSrRTIWlywxukViBwIokUsD9eTCQg5ECzle4cE/TuhqcRX0JwJ8M+BIgXREAHQZ0lMgzbEGg8rxUVLR6NFgOabVIpJmQimqwHMlMFBL9vNbUM9OFeD8T7aeEiqp2Y8mZnNaPBdua2AriFklVKMzC6CqNWChoQFyLx2sEYAagIgyVEKSC+SwArMBUl/EX/L68l2mQWAkGcl60iIBGwJ/1UTUyYMJYhSTrHFwksAot9BSmJQYsDK2zWIMj2yLVkfAmD1UoqEKhdRYsk64cOBxz2nXvaMLtygBAAWU6AtcTqCbNtFm2yWAWgpkoVcCxLAQnAFQHUR3EdBhNQlAMIPOUUlX5vCQZqlqOsnkZTtBIigZTFF4QhUYENliiJOFFnmuoVEUK9mKRqTRqcIQlSo2I1IgwliSWVaUe5U2ZzYtYksKSVKgWzUwUlEqUzopyJSoXo0xWxRICnVG4vCaW4mpd54ph1lKFclhtJmkzSBdVvqrFpwqJGTM6nmm9PpGdLYf76dzyWvO1qVe3bvr8xK63tn/y1cn9ey6f+vLEge1nj+88f/L0/TvHrl27/sMvV+8/uf7g52sPfr50+/Hek9+evnz30r2frjz85Zv9x9/6ZPPmAyf2nby8/dC5HYfPf7331OZ95w+cujV34uauI1cOnbp96OzdvSeu7T5+dcvchc0Hzm87fGHXySu7T13dceLbnScu7zl7dfupS/su3vjy0OmP9x49cOnWl4dO7zt/c+epK18dPPvVwbNbjl7ceerK1iMXP9lz/NPdJ786eH7b8ct7zt7cc+bW5iPf7jlz68iV7w9cuHfs2g97ztzafebGliPf7Tl7c+fJ61uPfbf//N1vDl/ceeLyiesPz9x+vP/89V2nvpu7eHPu4s1txy5sPnx2+/GLcxdvHvz21s6Tl3ac+HbfuWv7L9zYeebqlpPfbT5xafPJi1tPX9p88uIXR858MnfiiyOntp6++P6eg7suXPn6+NmNO/b117354b7DT4kZQy2UtVJZKZhSPivkEmQqCIbJIdY+KtocQZsrPOqN2fwJmysyMBScbwuPOGPOAXnRSGjIHXOMKIOOyLA/5QKSdjjjJk2AKUJMEcTz3kDS5o0O+ZOjYNoBZ13e+DCgj8BZB5Sy8RUooA+5Iwv8iUUBfcAXmQ8lByjDgeZGcHOIrdiEulNfiildT34VnZiBtXFPbiWVXUGmlmHpWbywhjdf5PiaI9T3xSf90b4rNuHJLEMSU0Ck75NaDn0pFp8A00sIczlbf0WzlgvlVXKsi2QnqPH16fKy4PgrqTWbmhu+mV330cSqd9q91bkl66qtWb0yEU7XmEJXbiyJZKp4vIRaY0pjWbI0E82OBfW+FGtzZMZLZL3BGpGZVDOTarzDx9pcpEaFili8zuS6otGXzbFgrsvH6pRaRBQLDpVxSne7pcVkyudRhgOak8qgg+QCt2IH9QCYgcAMBOcQskjhBQJIgz4dCGQgIA1iBQLMIyOa3an74CLhz4CogaEGxpQ5tsJzVYEpc0SRVftRQEfhLMkWRb4sU6YgllW1ERVKSqgZow0BS9NcKRishfmywhZlsR7mq6HYZFpshIgiy9VlsaMEuyG2xoM5EMyBeBGn6wxkwnABYTsc1aQBM+DL+30GAJUQV97jLwboHguWQKQMIxYImQBahLgWK/cluk4BOb877fPlApCF+3IQUiLFvko1hEABx5s81ZGIluAroPa035kNAAUULOIBCwMK6GjCbU94BkKj7jTgzYJwkUCLCFpEmBrF1mnCQAkDFSqMWGLpLMabFJVBOYPiTZpIo1KJ18eSqV421cnlJiy9n02O5zIzVqiri80IXVV8KZwsi+pYIjSelDoRqROJTmeoksxW1eh4Jre8nF1qxcczkY4easaDtUikmRAKQd6UQ7U4nRW9IQTV2dSYEWnq8U5Ga+pqPaE2k0xBxg0By3OowfF1jSqJXEMV2+HQVIrvhOgaL3YUviXjJZYoc+pYIj1bzK6oFNd0ln20bmLj6qlNL7++7aOXv9y45+rJD+d2bD1+9NiVK9d+eHzh3r2DFy699dmX244cP3z56pEr11754KNP9uz7cu7Ixs3bP9t38JM9BzYfPvXeN3s3z53eeezijqPn9p66tP/81R0nLnw1d/yTvYfe37Fn07Zd7+/a/e72HW99s/nd7Ts+npt76bNP39i65c1tW9/ZuWPb2bMfHTjwxdHjH+w7sHHn7g07dn28b27ryTPbTp398vCxLw4d33ry3JYTZ3edu7TnwuUdZy7uvXhl26nz7+3c99nc0c8PHvv84LGP9h784tDxj/YefG/nvs8PHtu0Y/cXc0f2nr908Ltr20+e/erQsS3HTm05durLg0c/3LXvk71zW46d2nz05KZtu97duvOrQ8c2Hz/15fHTX585v/nc+a/PnP3k6LH3Dsxt2LN3w5697x888PHRw69u3bzpwL73Dx54b27/sg/em9zw9lOIrCFqBAqqPoHzSSwaEQldxpP8AG2zSy6X5vJEnFDaRxRBOO91RAY9SZcn5R5UB4a1IXtkdJG4YFBeYNMGHZFBZ3TIGxvxJ2yAbvMnR32xYW90KJAaBXMOxHT706Nw1oEZbjhr42sgZjhdkQWO0DxXeL4nOh837GI9wFW80Qk8PoOxNbvUcfFNe3oFGZ2GotNgbjVTf0Mz1nD1N7TK+lBprUJX7MkZvLSGzyxDimuY9BJUqtu0rpcrD2tdv1R3ciV7pAdll3LxPpYcJxJjpLVCXrrJXP5R6bUt48vfr3bXp1qvJJe+W+2/li8tC1eWh6srIoUZqTyrjr2abr8cz09wS1+vLH+zUZtNVlelcjMhY0VM6dCY5SfLoNSh+BrKFMFQk4q0GbmE8GYg1qCjdSpcJUJlTKsQapVQKniwREgWluyr8Y6K6qBQoMNNNRDx+SJewiID2YBX97riLnfcC6RBKAv7kn5H2AmkQTCL2KPu0bATKRBMXQDzKJhFAhlYaMpyR2WqImpSfh2FsiScowiLlxoRvhrCDZ6xJL6kEnlO68TYokgXeKooEHmGtHihrvJ1lSwK2nhcaCp4iSYrLFnn+JbENgRPyutJueEChBYRvIzRLYZps3xPkCaCWI2AKzDRJHymD7AAblwgmgRWRek6IXRYooJ60x7QCJB1hqjR3izo1H0BEwMMNGBicJF0Z2BfHrElPZ4c6DcRbx5yZQBHyjcSdS5ShkeiztGYazTmdiV8zrjXGfc6Yh5n1O2MuEbVEXfY4Y97AlEvqoNUBkUTYLDIx5ohqcAqJSlSDwkmJ1lCsBSMNxPhSjRci4lWMFgL61P56HhGG0uRZRnI4EiRE3tRrMxxbZWs8EJLU3vJ+HQ+1E1yFTXUTWZnS/qkIVXDYkWTq2HGlPAMi2dYrwbZBB8QwXGdlYpqZrqQnbGS49lITxfqarATpco8XRO1mYQ6FQtORsXxkDChgWWSn5Ddhh+t4tJEEK/Tv/F0aJlWJxOZF8tKPxmZzJVe6ZRe7r20+e3xDS9WV0+99tVH+y+d2X726KZd38y8tXbV+++s+/zDlz7e9MaWL9Z/9cnHB/e9vX3z7KZ33tjy1aoP32uvWb1iw9tvfPn5O5u/3rBt84f7dry7c/Pqjzcs2fjq9DuvjL35Ynv9ssYrM/V1M2PvrF764fra+hlrzVj5lcneO6u6b62a+WD9qi/emflgffv15bW1M903Vq/6bMPazR+u/nzjyk/feemr99Z988Hr2z55c8dnb+38fMOer1Z89GZx5Xh7/fLpjWtnP3h91Sdvr/rk7f4bq1vrZqc3rp3euHb1xxve2v7F+/u3vbPzq9c2f/LG1s/e2fnV2zu+fOmzTS99tmn1xxum31nXfHm29cryJRtfffHTd9/Y+fUbu755fefXr2z+dPkn705temNi42sTG19b9tGG3ltre2+ttVYvmfngjbENa8c3rotPNp5ys7SDIpws4ZcZIEi7JdQlgm4Fsksee9Dp0lzehAfM+MG8z520D6mLnAmbW3cMqgOjkSF30j6iDTgiwz7d7ooNO6IDzvBih7bIFRnwxAYCyREwbcMsL1MLSB2CrYNCHWErAJKzMxUvkrPjBUdAH3KF5wHJxVB6iDAdageJTZPWy4rSC9CV0cJLUv31iPGi8FuT6m1MdTfo1Ve18jqNqTpi02R2JZ9cgurTcPFFLjkFg/pzaHaB3HCF2kC0D/NlV3ycTE2z0S6eXyqVV0VLq0LjG1Jj71P9Dl0AACAASURBVCQm3810Xk90XteN5WJ+VjKWy9U1UXNWTk+x1gqlvFqtvxzpv6lbs8H+msz4GqM4oVVmE/klWnpJKL1Mg00vavnpGhIa59UuxRTBYB2NdthgFSNSLjYPiBYcLBGhKq3WaKlEciaqVLhQQ1TrkmCxdI5gCjSVJUflUdwiA3kwkA34Uj5X1A2kAoEkMMgP2BUbbVGemG8huxjOY+GJmNgKkhWWb0h0hQt2Q1xdRAySrghUSUTyNFkUhEZI6+lSI4LlOdzgyYIU0AmiwCE5AjdptibRJR5IQ2AWY+oC25C5ThAv0XRT5LtBuExiFZptC4ABATk/ZIJAzk/USa7LgxZE1EmiQXlyPsACmC4DlSHAAqgug1QRwPRTNZxtUlgJhQsQVkKREh4wYbRMuVJ+uEgiJcqXg4cjzueFQYfuH9Rsg5ptKGy3xd0e3e9NAfaoa1AZWSwOPov/eT67aFixeWK+AWFoVLH7436X6rRJox7FCWgev+KCwj4iBsMhPx1Hw0WZ0ykuRYdLqmgIdIoCFD8SQak0I5dUxhS5UjDUTSrdhNKNsXUFylNkTXYmoZGIx5/DkAIFZNFgJ6qNpYSaRhflYCumdhJcRWVKSnwsK9ciQjkUaiXkahhLM3ReToxlAQ0mc5xSj4Ta0VA7KjaU3+ZTsaOwbUmdidE9EW3QYA2j+ry/CtFjjL/idxVcYA2CqgjZodVlEW48KI6HuF6QqPOgSaIlXurHotOZ2Eyer0as1d2Vn7xaXzeVni6nl1QLyzu1tdPFF8c6byxPTlWn31s7vmGN0jSMlWPJybpY1JP9UuOl6c76pfWXpzqvLqu8PKm2M6FuOjaVj07mxHaUb4a1CT29wsq8WI4syZI1mW4o0aUGkKflsaQ8lsTKktJPsvWQ1I7nVtXK63q5VTV9WTG7slpZ17NeauVX1YzV9cq6XnJJga+Hcyur0clcbmW1/tp46ZWO2tP5ejg+beRW1EOdbGFVp/nqTGlN31zZrr4y0X59afPVmcb66eorE/EJi7Y0wlBIU5XqydTSan/ji7U3lpkv9pOzjfh0RZssKt0830rrS+tCO0OXY3gpIrb0xGxVbOlsM/HUC+DIn/2Ln/MtmgcPDrNudwj0RWF3NICbtD8FjobsA8HhQXVoWBsaDA8tDi1y644hbeFQaLE9PmSPDzmTw6PhRfPYPw6r80e1+fO5Pwyr83yJIThrk1uo3EK5BkRVvXQVENoQXQUCuWFXYoErMR81bIH0gCv6gl17zhWdB2WH2Ko32IGDHVhfykstUO3D/XfzY5ty2ZV84SWp+IqaXs5GJtHQGCS2/HTFSZfdfMMLZxegxgK2NEQYi52h37NFW6wPF5ZLyXHKWCZZK9TMNB9pE7kZubgiGm6j+hRRWRfMr+S0fsBYzqdnGKUJVF7S2q+lYmOYuUIyV0jxcTw/K6RnqHATTtWpyoRm9mRrWkuPy5lpVW5gwTYhtvHwJM81EKmJcGVQaSBKDeVNP55y4ykvpnuINEDnIN7Cg1Uu1BCFIiNWBCgJ2mUHkkL5ssgUWDSLIgZGlAixKam9EJDwEwbOFCg0DUNJ0Kk4kBSMZzGuJJAWy9dkKIf7M5Az7kUtUmgH2YZMVQWqJFIlMTqZ5usqW1W5WoipKHxdo8uKOwYTRZYsMWSJkXshviFxTRErUniVoZsiUqGoBk80OLzOQhXKm4fgMh6bTYpjElEnAwXQl/ePxm123RmwIKxGKNMhpIKRTdqV8diSDqSCoVUcrxF0nZJ6ItNg6SaHlHC6KTAtES1TZJ1DyvRo3OPQA0MR95+Yhe50wB51zRcWDCiDiIXaw06fDvhTAXfcaw85vXE/kAA8EY9dsQ8JQ6Oizat64CgMaSCTJDMdPVbR+BSda6XKE4VMI6lXY1ErJKb5SFFjkjSTpBUzKFlBMkMlekkqz1Imx1ZkJE9zdRm16EAOgwwCMghfGvZnEMgg/BkESGGAjqIGgxpMII1TJVFuR9iqGmzFKEviq6HIWJo0eMoU4mNZIscDUUiuBYWyKNcVtshDGYQqM27dg1cppsNRXQ5uYFAdhVs4UINtBRfUgoG6H+nAxBiJtlGiS9JjHNYmmb5AdTmmL2E1Cq+zYBFnWqI0pvGdEFmThZbGtTWpExN7cb4ZlseSkRlDm8opvXRsuiC2Ev4UC+VE1JTYskbkRCwvcpWQ1IqxVRUt8FCeChgUVKCQIoNWGLTCwFUaqTFonYWrdKBCQjUabfJQhfZbOFrn5OkY3hTwpoDXBLTCkQ2J72lMW0HKrNgLQwWKbSl8J0RUBaoukTWRbsi/SaTI2OP+kYgHNEmhq4WmkkJLY+sKW1ekTkTuRvlmiG+G5G6Ua6iwQWMWxzVUtq7QVZmpBYmSIPUT8rjOtSNkXSWqQU+GcKcwoqbAFg8XBSBP+/M0XpGxihwwmIDJPvW070//6nn6994/PAc/PyCMuCI+nx7wp0DUxME84ksHnLrPkXTbdbct6RqJ27w5lzs16ss6fVmHLTYwHJ4/rL2wQHxmJPTCYPDZhcIf7JH5mOFkKl6m4oWMUdi0uRILHLEXfOkByBhFLQdSsPnSi1FjFMoO+fVFvuRCv74IyY9QJRdX80HZYaWLRiYotYfGpujIJM43vEzVBecHcWsUL9jh3DCUHUbyo1Bm1Jdc6I4+640/C+rPs0VbuAtWXtLSU3S8T6gNKDXOhZsYmXYKBTDaYdUqwRX8YtkbbHgTE4Q+RUU6qNoAQ00o2sXFsi83LRSXq9E2ptbARI8MN2E+50gW8YSJ5ZpCZSqSaLCxBq01KaEER/p8sInzFYgv+eUaIldAoQBQGY9fHQ5EHGjCT2cR0WKUmhhuqpFWSK5JTIEFE1AgDpIGzZdFtshTRSYyEQ2PR1ADCyQBKBkAYz5vyMkZpCfoGKIWOSWbL+SGdcSteYE46E0CQBb2ZiGsSPEtGSsy/gyCGgxmsnxdpUoiVwsJjTBdDrJVVWhEyKJEV4TfdklvCnDE3FiFppsC15H9JoLVGLzOevMQUMTROgsUcaIlBCwErxFUkwYtiGmzDt3pynjoNovVCHlSQas42+UDFuLN+/E6jdUoqsGyTS44pggdUegpeJUhaixapvx5GKvQeI3zZCF3BoZLDGhRARPDiuRIaGRIGYLykC1kd0Zc7pjHHfNgOSyQDHjDnkAcoAxSsFgmT+NJXMqJYlpIVOP9F3vNJbVEKZprpMx2Nt9Mp6uJeDGiZKR4Jabkg/FKzJq0kn093IlkZwy+LIqNkNqPcnWZKvOwSZIVHjZJIIviJRYr0GAWI0scabFIjoCypCcRGFHc3gSMmSyYIVzRgCcOkUVJ6+lkQcTynNqKYVlGqEihTkisiVJLJi0aKxDqRAguYkgFIzss1WeRJh6oQ2AD9tVBR9Hta/g9NS/chvA+BrVguI2gLQyoBJAmLkzL6jJNmlb5viiOy8KYRLd5ssMTLYFoCUARB8sU2wkSdR6tMFRTJuoi01RtMWCB5AgYDJCnhxSPOwYHdIIsSmIzwlQUIIPb4wF73O/JIoECDpYpoIi7DMiZB31FBKqRUIOCmzTeFYmeBNVoTwGBajQ3EaJ6MtJg4SpDtES6G0TrXKBEAkUCrTB+EwEtgmzyaIWByyTVFIkG58sjcJmEiqQnB7rSAbCIU02R6UgBEwMMBClRTEvkuwrV4Mk6TzcFpiUhJZKocXw3yLbl36JcJwhaBGgRgQIOWoTfQO1Jnz3pAy3Cofv9BvoboCLpyyPOFODJQk/9LvDP/wz8X/8S+J9/xP71BX7esDbkiNsdunMoPDqacDrT3t+emz0m6LNgsAgDptebt4NFH1LxBwxnwHCCpsuTGQrkbf7sEFKwo5YDtRyoZfemFrmTC3zpxUPan0Yiz7n0Bd7MYtiyYUWHR1/o0Rf60ov9mQEwP4zkRzDThpk2zLSHeiRp+ZCcE807MMNJldxwbmRQehrMDMK5YTAz5E0s9CUGkJwdNz1o3mEP/8mnz/Mn5yG5xWorYCyXw20k3iWkEgBqi+3McyPkM2TSFaqRkokkWpxWRVM9pjwbKS0Lp7tcYUqpzkajNZLP+grjCqe7NQspTWmhAixn/ELCkzCIWlerdLVIDo1aZK4TTLUlPgdwRkAqwpwB4LqdNwN83hupkXwOgKMuLOGn0yhnkEKB4U2aNRg6R5F5Cs9QpMEylkAXWK4k8DWZrYhaP6J1NakuMQWaM2l/yG1nh1zCaCDkcYs2T9Dh1zywDtkVuyfiQfN4IIdgFZqssHSNB9KQM+rBTRpMo6TF0yVRbITERggzedTg6KrCN0NEmUMt0psCfDnInQaQEo5XKa4nOdNerEahDdpjgnCVxhqcp4DiTd5ngHAZZTocUsH8JoRUCGEsyHQEsIgyHQEu4+K4wnQkqsUJYyrblck6R9RYoafw3aA6FeM6QaYloWXam4PdGdCThTxZyJbwQkWS7QQBA0UKuC/l8yQ9vpRvODjkTXgCScCh2tE0AusQnkKYPCmVRK2mRhpauKpFSxG9kszU01avYDRzmWqq0MpnKnrMjMQL0VRVjxdj6WZGK4Tj1WRuzFAbYbbC8zWZKNJSOyS0g3xLJspMIIfAJs7WBLmjyh1VbMhshcdNkq3waB736ZAz6rFHvR4ddMR8zzOLBhW7OxnAi7zUCpNFATUYoa7SJZGt8EJDlNtBfWkyNBZWxtXkch2tYJ6cD6pieIdCmjhQA311EGjCQBPG+0SgAQL1gL8GOAtub9kPNxCwBlE9SpgSpBkptjqhzCjB6SDTZdgxXpwJ4h0Ka9OBKgqUMbCCu/OQ10SYtoyUabohezOIPeplGzJdle0RP5xjAzoJpWmyKDMVFczRQ5pvvjjqyWKeLObMoI4MZM9ALgP2lQiozqItAahQ/jIJ1VmkwQUqlLdAeEwca0qBMgMUKbjKwVXOa+KONGJPwY4MZEv5h+Jer4k6s/BQ3O0xMEcmMBT3unKQ3yK9JurOo64c5MhAI0mvOxvw5ACoRDAdQRhT6TZPNvnfJFhE4TKJ1SiggHpygN9E/CYEFlGgACMVgmgwSIUAiyhaJfE67Uz7oRIBl8mAhQUszJMDnWk/UECfeo55+hnmd8+Qv/sD9btnmN8/xz0zT3zuBWnes/yzL8gLFkeHB+P2oYTDlvZ4TBAuo2QLD1huoOCCyz6k6EWKXiDvGIm+ABecgfwIVfWC+RGPvsiVmD8Q/MNo+Dl7fN6A+kdnYgGQG3bE5w9rz42G/7xIenpI/ZM9Os+bWgzmR1DDBmWHgdSAN76YLoH20EJXZAA3PWDa5tBeGJafnU//DsnZfYkBZ3ihM7zQoS2yqQtckYFAahRILcYKQ4gx4E/O90bmMaaTztkjdRRPjCaajFJAPPzCaJUxxiKo5pRyqJSHtRIZq7HWVLQ6o2fbcnkqMbO2Nv1KdXyV5cZfCCbB2liSVp0hHTXrarEeqjRjxVo4nqfL3YRRVxNFPphBiLBLtXClgKXaQrLJETFHpEIqBUzKU7LByAYnmhyf45gsQ6ZoLEm6ZR+aIpS6JlYVPEdyJUFqqqRFQzpCGESopbEWwxkUmUZli+MzBJfGuRxJZ3E8hZB5AtRBJIOILRkvUXiVgQyMbYiIgbtiXrrEo3mSrYhsReZrClOWAmnSHYP9aQItsGAeB/MoYCBMSyRqNFln4DJONJiAhQQsBG3QZIfnx0NES7BnA14LZfqSO+t1pFzSRNCTA5AK8VsxwWWcaglolVZnYsGpiDge4nsq2wliFQYukmRNJOu8OhULTkSCExGuE6Rbkj3pG9DsgIm50oHRhBsuUX4TcSZc3rQPLiBwAXHGnF7dG0iD7pjHH/dDKYgp0FyRJdI4mSHksqTVNMVUwlYkVkoma3qmnjXaeatjZmtpo5032vnSZDnfNVLNDJPimJTA5gUiT3mTgDvug02cbYi+NIhaJF6if4PaD6eWZmKTifhEPDYeE2ui2JC1sXBkMi53VKLMoBaJWiRgoFiRoaoCXROZusRURbYmBdsRrR8jLJKp0FJLTC5LJmaToUlNGpe9ef9owu6zQLRFoC0iUEf8DQjuksQEQ0+wcAsFG7C/GnCZXm8RgOooWAX5SZ7oEFgd4foM1SawOoLXMHFCJHsU1ETwHk10abRFQVXMW4CwGkU1eKJMQwZGVziiSOMmLdSDmMEkxnNMQQFiBJKiKUvBDcETR4cVH14O+jLUcAQYjgCONOIzKW+BcuVxt0HYM4gtDbvyOGAxPpOyp9DBKOAzGcDifDnKkUTsCdidxl0pfDQG2pPgcNS3OOQaifkHw5554siCoH1B0P40Mf95YXg46nOlEW8O9+ZwVxqxJwFfDvZkAoCBEDWWavB4lcGrDNXgqQYPFjC4SKBl6reDjC8H+fOgJwc4Ui6/GYDLqM8A/GYAKmF+E4JKGNFg0Cr92zseUEB9BgyXyacWKM+9oDzzvPjHZ7h/fZr+59+T//I09bs/0L9foL6wSFu0OLx4gbLoBXnBQnXxaMLuyfn8Be9ocsiWHHKmRx2pEUdqyBZbNE/4/eLgn+Zx/zqoPrc4+MdB5ZkR7bk/0//0Z/qfFsl/eJb6nwvEP9hjCwbV5/7M/Muz1P96lvpfw+qfbeEX3InFvtSQJzlgC7+wSPzTfPoPg8LzLxBPDwnP+2IjdmXhQvqPi9k/2YLzqIIPy7mwnIc0/YThh1LOQNIOZ11Y0YEVbWTJTph2IL5ALPtky68WoUgJM/tKb7WRaQXjFS7TVMUUEsySibqiFlguAUcs3uolEyVJzdK5ejheEHPVECG5CcEVjOE47xRVKG3IibSoRsiMoabyUjIjhWKEbsrhDC1EoGw9lChJmkERmgePeFkdQjUvHgYwLYBpEKZBWBjF4wSVZOg0B2gwnCRogyPyDKQjTFmQmkHMIPxJiC6woWaEKbBqJShZQqwZSrTDgkHHmqFgVSDzOGHgZJEiihTX4tm2ABYQV8IrdoJSOwjnELkhizVRqkuMxeE5Es7ifh21a75RzetLod4UhFokZOFomQILCNVgkQoGFmG8TnpyPrhGcuNBbiLEjofACuvMQ2CZdBuBoYSD7olQhQLL5Ejc5TNgosFRTZGo8+GlenAyynUVvCYQ9f+fyEBLPGzRfCckdDV1MiGPRYOTUdAinGk/31f4vuLK+PwmApdxd9ZvSzrgEsK0WdCABpRBZ9RNFCnMIAIpCM3geI6EkjCSQvEMBccRJIz5RT+soHJejlcSYUuLliKFMbM4Vcz38+aklenlkp00b0pyKSRWFdQkwDziz4BIicSrzFDYDhgoZBGQgRFlBjFwKIOwJZYvcVyRVZuK0gpGJyPRqbjUDrINQWjL0lgoOBWRxjSuEyRqHFZhhHYwNBHVxuPxGT2xNJFantQm1Oh0OL0qFVsalSeCwpgEFmGsSbETEjcp410WbuF4l+WmgkiThGok0WWZcRFrUkidgKqY1/ASTQIsgb68254ccWcc7owDKQJoBRpOjnqLADPOE20KqRN0myXrDNfisQIhNmQ8R2IZnMxTVJaWy8FwI5buG1o1yeVVKiPACRaI4ECMgDMcXQoFUsxoCBwK+m1RyKljjiQ6EgUXBz32GOzLUL4M5UpijjjiSmKeFAFmOSjH+1O0I4LYNMibJMEsB2Y5IE25YogngbnjqDuOOiLQUNDriiHzWdsiwTmi+r1JPJChAxnapxOeJBrIoO64zxXzepOATw94kwCQhlCTQAzck/D79ACcx8AsAuVQqszSNd6d9o3GHE7d40p5R6J2e8LlSvmHwnZfDgqYqDcLudOBgIl5s9BozD0acz/1gvLsC8oz84J/elZ4+g/MvzxN//Mfmd8/JzwzEFm0OLxwYWjhfGX+QmXBYHTQlXb7C/7h+PBAZJEtMexMj47EBkfiA/b44GBo3qD6/GhkgT9rC+RtQGbEoy8aUp4bDD67SH7mOfp3f8T/ab7wx9HwohFt4aDywpA635Mc+Q2O6MCQ8sI85g9PQ//0O+//WMz8eSH17HzimQXkn0alhd7oMJCw+WLDgaQNybjgtCuQtINJF54DSAPE8j665sMrDq4JBFsQV/Rkp0RjKlgYV7ItgY64wiaZrktRk4labKzA6xVFNQU6iYkZmk+Rao5L1cKhHMdGkQBjlxJEpZuNZ6VIis9bYU4CaT6A4F4/4oRQN8kC8aSUyWlahAXg0UiCT+TkpKlwEQSVvRFLwMMAKHtwFcRkEJUCiAQiCoyHSSbBsWkxWAyjCdKtAp4wAKdQusRyNZ60aLGh0CVR68SS4+l4NyEXRbHAMxlcKQmpsbjWVrkyixcIoSXQdQavUliFBAuILx1g6rzcDsrtYHwizld4tsQiGcQT9vljATCNu2OgKxqADMKbCgRyiDcLQhbuzQJgAXFnve6sF6lgzrQ7UMbgKg1WaWEqIkzGAhXKb2FwjcRbLFBCAyUCrbNUS4DLpN9AARODiqQyFRPHImxHJeoi34uIvShVDxLVYMCg8IqIlTm2pbAtBa9xSJlGKpQ8GdKWxpAK4c0HgBIKVlCPFUAbJFInvPnAC/IiR9JLNXi2IQZyCJwnsAINplE4i+M52qsBQ9ToAD7k5D1QBOEygpAXxbyc6We1WkQsyJFmPNZLxcbSYlXhqyHC4t1JP1jAIAsHDAQsYE7dh1dZyCK8qYA3CbgiHpfm8oY9UAzAdJjKYaSJkUUCNmAoD3EtXhoLkU0eKhFolQYKKFjA4CIpdpTwVFzuqFI7SFdpocXhRRQvY+qEIvRFps2GloSliaA0rarLIspshJuUkRaFtBiqJ8J1BqpQZFtkekG8yf9G/P1/PL1JryRZmh2WCwoiBJJoEFBTrOqqysrKzIh4gz+fZzdzm+d5nmdzc/N5dn9DvBdDRmZVJqu6uwgSghqgRK64k3b6eVq8FoG7M4MtrhmOfef7zjkXX5PckQcLYJQPR2kXm49HaRedgfgKGc/G2JZS3+vivczseHrLUXNG2Ij8gvfPXnwf6nPN3wfJMbYX1vSxCDaRtwrcpa/PbC6WEJtEPZrNZNCmAIcaOtTAJoceCcYsVsj0whi4BJIKRKFguYRmIlEoVKmRU1VYuvTUICcaVehErmKpzJSmto+ZmU5MZG5hsnND3nrqPmDnhnVJhZVNTVViItOlxsx0PJfgmIMimplKaEyCHjL2USjAxj6KJRQ3k+S1jsYkEhHUhKMLnp/LysaQthq94tE5NS6wQTLuRSCQo+AE64YANueIpYDOWGzOsTsdX4i9EGl7468q1nXVva46t7fm1Tv1+7fKdxXzqu5Wanblzry5M28abnWYdKASIJcYtSXxDQ4vYGyNYWsEmIyGWW+UdttetWpcjdIOOh1hs+Egqlf17+r624bxrh80oGLQ8Wt16waeDKklAqa9YdTGShCeDMG433ObDb1yI7x5y/zhDfFNhX3bVaqg3QGdFuR16BxgizEW9fC4TyQDLBqM3TYaDPkprm94bcfJZ0J7JMwnyroQ2haeftLnH8zdD4GSgMGClfyx4I6X56A8eaqPawmtzWXAHL3iwtgYgEoX0Qb2XE62Try2ymMYznV/oqYzS7YojANURxENAUCGQ7CL4WOex3Wdn8/jsgwthw8y4/SyOv+wS3ehGPHmVI9XXrzwwpnjTR1napuFoxe2OjWDY6ouTDSk4BDn56Ky1+S9Im4l8z7gVrqyc8L3qbYxnYMdXQL/6MYPfvYce4+u+94Tj5L54oj3Kral0DmBLUhmw0onWT9rwQc//hApa0leSVROgj6IpRi3lIiSJUpWvzj4jMZKCi4J/qjgSwousW7cH+YAPEdHExDfseiaBeYkezGl9wF7Mc3PEbbhqIOEb3nmpGAbTvvgG59CYEIAEwJfCcZLKF4c7mjSO83+lKkPoXhy5XNArlRma+ALkTvq/MlAFwy+4tijLFwU8V4lNtSgAOEVjuwo7MAwD9J4jUMrsl9A2IajjzKzl5EZxe9U+WSSpcAuFe3ocEulpfTwmDLWtrJQ7Z2XPKXuIciec2Nnc1PRPLre+8R/yYStipd8wx70YxCaYdiKAQr0VZKqPJj0VuB3ElFS7IIXVyKVk8KUNdaKVLJYAolbTj6K4p5X7xXxrOBrGl2SwAztZgC6JKkNLx4U/cFiVzw5J4F0hM1gZkPLZ8n96KhPGn8SrE+O/mJL7w3lxdI+udKzSR4FbMdTJ5m7mNRWpncKs5fxFcfsROmiCyfZfG+gJQRmQ3ZDSkcGK0F8NpZOvPXR5k6ScJLFoyRsJWbJkRNSXEjchLVWZnpK4l04uxSz88Se6OHCDReumWtaIhuFrk80LuRQC4cNtCcCoImhAUvEApGK7FSTt559nzGFTGYCHFBjjyAzQVwY/FRHA5adqOxE5ae6NLf4XCdDkYokfmpiIYfFLJ5w9ERS1ra8soS57pxjeWXREwlPOKaQ+Zn2+lg6F6mYQ1wCsjHUI/GAxnyKTnip1OKHnJ/IeEAzqcBPZKnU5JlO5wI15/EZPQjBmt5q2YNhBA8juOeDQIyPU7LnIS0L7Lpw0wTulF7DGH1VdSoNv9bwa3f27ZX29p36pmJcN9xq1bqtGNc186bt1cC8j85ApATAYkis8VExGhUDaA4i8zG6gODpsO1VW+7dIG61vWo/avaCasO6GkT1rlfr+XX1gef2ZDdojCcDdAY27dqN/A6aAEA66AftplWtaXdVtVJVKzWl0lLumuJVX6/2jFpTuRrYNSwdIHEPj/tI0MGiATtBxZIQp5Q844ytoJ9Y64lTD6SyRrU1EV4ktUCskvTmnFMyXsnHKy1cKMFcjpe6NeHVmdAS6kxG4gE8UNuYP8a9cfYYFI9RcnBYF3ZLJVoYViyUu9jPjWAaWolDSzRGozgBJ7Efha4iMlkaZJlnWtJkEc12OWeSbmnpiRzOnGTmRnPXL127sJRU5QIB9xipUJ1TpG8dZioIa0U9GeJW4tYiPZe851za2exC4Iv6wAAAIABJREFUZkvR3DvmwVr8OA8efetsqUfNffb5vaA86NSOAacQsaKH8YhcUs6z4zzZykFWtrJ5MpS1zM5YJEaoghI3Kj3j6YXgf0i4tSgeVGYt0FsBmuL4kgEn8DAfDzJwmI+pnUDvpPGcGU1JsGT5kyFeDHonDVJ4mCHCWSd2IjgjqYNMbiR8JbAHTX8OyI0CFcwwwYWjRa01ZmNKJ59eG+zOxOYStzf4k8XtNXwlcAcFWzHjAgEKuJeM0A0NLJDBDEJ2FLQhhCcd27H0UaaPMrpgRhlCrkThaFALSdyb7vtEPTrklJe2hnXy2FIUFop18qyTN//TWtlocIKzC1E72/6HRH9w5YsNlySz5sklRa4ZdE7xR4XdS8JJJdecsJfFnUxOaTRBqZxkc0rIaW0psiWungRhz+BzhFrh+IoAivG4hIEZ2kkH5JYltyw6J6gVPU7Hg6iPlhC2hKV70XjRtfcqtafgBUztGHxNQjMMWhLUUaBOMrJhoRWNbThyIyBzlljz1FYkViy9FYSTyu6F8Eug3ivUEpNPvHRk1AsvHRnrvRb84Kv3mrATyBkt7eTwOXQvjnOw1bmcnqJw4yfboDzli3MxP02cXE+WnplJcsAYuWTNNCWXCY8cmzCXCfxElme6vLDVlatvfGMbWPuIKWQqF+GAGpjw2COoXCRTHrQJ0CboTJbmFldoZMRjPgNZVF+DO8oIcNG2PBg5CJGwgIvCPkFmgrw0iZRHAorMBLaQsZiFfRIJqIEKdSWgr4zHFo56JOISmE8xqWCsHcjGOnx/pEOoQ1GxQIU86GBEwREl27GHV9xdQ+sPfWTgwaMAFbeGsDGhhG4Yo7o6qOvDgYeSc/mrTtDvhoOq2ajotU7YbfntW71yZ1a7Ua/pNRpuve7Uml5jPAWxJTrMeuhyPMg6raDWDuvduN4Oqw3vtu7eVMy3b+Vv3srfVMy3TafScu/6UROeDkdxGy0H3BYnV3A/anaixjDrtYNGy6+/lb6r2ZVe3K6o1zfyu47X7LiNW/4PDfn7jn7VMa875nXPvgWCOhR3tD1DJCPAavsnw1hK1kKWU7bL1sKLNf8xDS+Wd9T9o64v+fhkLj9kRskjSldP6XCpmjmbbIxsZzlTwZrz8b1tbaSOWG2wN2gAiDO6KVQ6Yh33xlJGiSHuzzXFJcpdON1Gdm7DAsaavJ06y91iu189PpyWi2kaeotpvt8tN9syzux8HkYTixQhQcftRDZiSfQYORG1QuVzkUhYYSYbZ087OuJOkw+aejH1iyXuFGomsktN2OjSzpS2hrBW1INp3XvOo+e/BOpJ9z9F9otjPdvCWSSXBLWghJ3Ab3luxXrPrvfscitePxv0lFb2mn4ytaOhn2xhrbALUT1Z6sly3odQirfsHrsRiRXX9ofgBINLklhx4lk3n0Pt3iHmHD5jmbXErzW84PAZy25kbM4Ra3GQovhKEB5MYieqT17880x9cMcZDk9IfqvjJS/sLOMhcp4z93niPk+0c0ivDe0cSmePmAl1qz8IwYbTa/uDYQqBUwRZYMiCeJ0HoUsSmuKvzAue4PJJp1c8PCHFg66d7eBjqt/7yskxHgLvQybtTLzgXvfKevSVvaEdrfBDGn5I1ZMlHzTnyVW2or4XuQUpbHhuw5FLSjrJ1Iqmlqx8UK17Rz/oVE6iPsSltLVVjZPIbwhyAXf8+iBuQ+W4l/aoPdVPh9AcGmSjcQkjc5Ta0sQCFw6s+iyzJ0p9ls1POnuiySPJP/LUkemkvUbYGU7H+I4mDzx9Eok9N5zC4xJljyJ3ktAliS1I6V5W7xV6TakX0fto4TOYWmL5HwP/gyEfGPfZMC6q/WgwC3Jgd82TFj+H9kHXlpJUsOZKExI62DjlJZ/s49k5V0I2Xlt2IUghZUwlKsSJgGAmfPg+dS6BefTD97l5CKxDQGUClytkIrJThSxEwMd7FgT4eN+GexaEppywMtm5xs41ZqaShUQWEl1qZCHRM3HkQ4A7RlICjUkwxMY+2rfhsY9jGUdkHJZx7FTBcwHySSSk9V0wdsieBiIBRaYcXyp8KaEhIS81vpRAE67znXfwbZ3vDlQI8oiWMgA9BIkILKGIgkMzGk5IcspDMQEnJJJSXRu84apVpTXyoWEAfdX2B6/eiLrd6YaDtt+rWc2m2xlmo7rTqNnVlt9sB61B2gcLYJB222H9znp3a7ypuzet4K7mvLs13tzo319r371T/vAt/9vfM7/+nvv6Rn/b8evDpDOK29CkO4jq/ag+zLtA0R/k3ZpbaUfNN/J3b5Xv6161ZlfaQQOYDMZZv2NeQ2ETSTtDr9q1bnre3dCrdq0KVYCg00K8fvrolo/x5sMkWluoMhRj2pxL7loL95aQkGO1x3gIF2BSRBRn3y4Eu+AXD9H05HmlSFtDNcM2n9Ps3qLj8choqiu2r9X/zc2/bIl3gNERJzRhgSOmGcy0YuNP1kE498NlFEzDyTLfnjbLVblazpfldJZlm/l0tywfzpvzeV3OoyFQy6bOdB3aiayFgpHKYswqU9na2fJSU7e6drTUk6VebOVsSEdNORvqyQpeMv3oayc3+JAHH1P94qgny3nv6xcr/iH1P0XpHyf6oyEeJfEoSCeRXTLyXlIOMr/m1KOiHhV6zqhHTT+ZzJyjSkbeqdrREjcquxCZuaCdbeVoUnMenVDEnCMXPFIySMmQK5Fcidb7wH4OlaNJzrhhAGE5I29tZqaQpcBvdfXssjv1tbYidjJ30Y2X0PwQiQcdn7FEyVJzXtyb3EZj17q4t4372LiP+Y2D5CI+VfCpNAzxQYAgEwbKiabVrWqNbjggNxSxotE5gS8pbEEya57fScrZwGc0veKZtQBPSKSg2JWkXmzjIdCfQvtDan9InefkVXMYfi7MB08+GMresO494+zwK5mZc/JGyl6C6NEKnizzrPBrTrto8U8JmI3hCSYeFPc5cB9cdaOoS8nd28mjb5xE7cKhxXCc9cgVgq8QckPQB3qQ9vtZv2LctvwmWADcjiYWKLsjxAeOf2SYI8k9sM4XU/kgE1sMXsPIEhkvYHiOYluKOQj4jsVWFL6msRVBbmlsRYxLGFvi/EngdjQyHZMLVD7x+AxGClDcUeqJM068uufMs6QdRO0g2veatOLG/tA9meZGEaestVbtjeGs9GDjxHu/uE+XT3l+dL2FLESEnDOwPQbdMZ6S9oP/atVS9y41lbip0tPAoQYTIQNFFLfSianYdxE4ZbiVzq8NdqmRpYzm/DimRwExCggoYfBCpGYyGCI9ezBwR2AIAQEMxRgUEx1zNPIRLOPwnKemkrAyuIVGTES6VIiJWJcHFabVVocjByIySlzK/FwUl7J1tNW1MTTBW6p+SzWawrAtD5tiDw2psYsMLBCNyZEDNaTO2EepCYekBJyQIx/qWkM4wekZj+XUV91wNMrgQQL0ouEwBfvxqBv1RjlArMl+MugnPagcA5PRMBuMp+B4OqoaV7fqm1v1Td26adi3d/qbK+nbt8I3VeOqbt3cqm++Y3/3lvumbt32g2bPbwzCJlIMa/pVzbwGij44HYyKfjOodeNmzbmtObe9pAXmPagYoDMAKwEk7THlGM8GHf2mLr0ZenU06cFRd+w2YbcjTDBrKbhzefsyKc+RGjNjvtPF70CuTZsQJLQpA7AyjlSHpDZoI+8kB06XWlhKk40+2ehOwRJmN9xL6b3uH+XgosJ+t6tWlCWz+/NCXwnmStYLnrERTBrUB2/bwB3EAriIxZMwn8a6Idu6whEECcOOIsk0OWrVGXychNb5vHQcQZBQO5JwASAV2Co0e2aqpWZtLO8SGgdLWCvMUuQ3irTX5YMhbGVuLXvvE+3o6Cc3/lRkP5Xuc6SeDPVk+B+i8FMiHVXt3uT3gniU5LMinxVpJ8p7ybiYwkZklxy34ukZqx50/WTiE5KcstJWo0oBTkii4KhSoGciljNUKRBTvu/DfR8epySYEECMwzntf8yd50TeW/xKHUe4sNa4hUYWIpwy5Fw0HgJqrfAnC5mz4ylFbiTxYqlPnnbxhJ0h7k3jIXCeYuVgMwuVXWry3pX3LjnTgIiBMw4rRDChXvXN3FYZhGDH7QM5xB1EdE4gM5xYseicYtY8uWDEg0rMGWopWO8D88kXD7p+ccwn3/uQsTvdeB+5n3LvYxL+kBuPnnK29IsjHwx+I/EbSVhL4kZWD7pzb4fv3eRDED17ylb0nt3wc5j+cUJteHorGI+29eiIK4HMcKFkrK3mnkx+jstHeuA3/7nBmvfpNQEWgHTihTOPzWB6TYhHznxS+R3NHyh6jwv3rPIo8hdWvHDKe4k/ccgSeY2ywBYktqLorQDNCHCCcgeRWJNQCY9yACzGxJpk9iy5JMY5iBQgPoO5NamdRW5NkjNE3jLMDEUnIJQO2Tmh7PiB0/4O+R1bkuqKZyckk+LWVrM3mrM17aUW7p0//9c/7r/Mw51BeTAT43iIEDmBZiS7kuCUsh5C6xLBMY3HLGCjkI3RuTj2cX6lsgt5HOH4hFUPtrp32blKFiIxEdCURVOWLCRuoctbRz/6oxAGIgjOCCjFgQhBJxScEU2jNwwgKCHBCAcjnCwFei7Rc0XcWuLWhlMW8AkoosYRDoYIFGPjCCanNJZidMHiKU3mfN8c9w2oowJ9c0xkHBQQPQsaeVhTHV4zjZY2GockEKBgQAw8uGuDSEYzC5mY8l9VzVbb7/Wi4Wt51fK63agHTEByQwETECwAZA6P8uEg7QOT0SDtV43rplNp2JVb9c2N8qZqXFW0d2/43zfM27Zz13aqDfO2aVV6fqMfNDturWlVxlmvbt1Wjauac3tnXXfjZjOotcP6aNJDFiC5goklBE8GYNKBsh7gNaGgB7jtjn7bNSp43FdWhHUQhnoNdftSTmBaF1P66doMCoWSR6Q07CMVgKgT4oBSBk7G+bkwQG4EA1QcxPTwIGMWO+vxY7G7BII9HLHXuN0xZqS9ZqUphnhdc89rG0Zd8YsveXLvCwnZJarf3P26OrhiFFR3ZYyBxtAARYBRr21rcmiYGkNrDO1IgsmzPAHpMhX52nweeoEsGoSdqWamWIWWHuLgEFobK3xMjIPFLSVxo3Jr+XUWxq1Fbi3LO1PemdLWkLaGerLsp8B+8ox7W79Y4afE/RDkP0/9z4H70bNfHPO9pZ81aSfqZ0PcSuySE7eStFWMsyXvVCQlXv+BYIgBAQoE6MhHxhGOpBQ1lYiC6znwndJpmkDfh5EJRy2k4NM0+JCb51DZW3jOs3OVmSlkIaI5R0xFYWdQa0U82fROAwua3EjC2VbuPeMh0O/9V5rGLGTj4tuPCbfSoYQBI2qccEBEUXOVXqrUQhH3JrdVmLWETslXRRixorvhAFuQ8r1BrjlqyaJTAp2SUI6RC17Ya6/3mw/e5JcFt9HEk+3/UCR/WrgfYvPJf13O+9B5H5oPjnY2taNhnC3zYhsX0zwZxlE1T5q8l5IfE/3R0J5s9dEynt3wh8R+cokpOQ5AKieUpSAvWGIypmfjmnoFpX1uSxBzSNgz/bDDrAn1XhKPnPYgqxdRPvHodIzPYOnMMntSvnDKo8hsSHyFiUdOfdKIBY4tSHxO4EuKmNPDFAJTmNmJxIoGJuAgHcIzhF5TryZNbIZC+QieAPyGsh5VooSHQYeawsRk3DTugKjHzHA4HiEJMPK6aAIJC0bbKuKCd4+WczC9oyUUDB2T9389Hn5ZJSeHiXF+QtMTip2xUIpDKY4XnPMU2/cxMRHoXGAmkjhVjZ2rbk31YCt76398ePxS55c6MRFe3z4zU4SVyS10aiozM2UYQP0AAGN0FCMde9h2hk2j94a9bejdrgd07GHHHYExCiQoECFwTjMLFS14bMKTpYAV9DhBxgkCZ5hxtoBgXFfaHXOApBQYEEhE4TmPp+wrVsIxPfKwjgG2tFHHGtekXssABh7aNsFbodMwRuOYBhPqq+/5d++kmzujXrVqt3qlYtw1vVY36vWTXi/uDrNBL+7W7GrDrbf85q1+cyO/63r1plX9lvrtH8jfNczbnt+6U9917HrTuG1btb7XGvjtrtPoOo2B326Yd/2g2XYbNfPme+7333K/rzt3t/pV06mM0g5SDrDZEJsOoKwzjprjoCWvaWlOyQtaXtBcgRHRkIxHwgQTUkSIYW8h2hMmXeqrS2THDITX44nCS2OS6VJsjxNHlkvZHsmJgyjj33+c/fL3p8eXyV/+ev9//JfPq52pewDA3dB+r8+/I7zO2KrzBZR/dLUNkz77yaNbp25BpYvqgBJzpIECVA+Ee46rsyQmMuS42wZbTQFDBQTBej16DMSmHlrKZpG6lqjr9D/89Yvmc7SGQvzQyJXt52Vw8OmYNjamc/KpUlAPpn6yySmLpARRssa9+6r2FDc6ljNoRkpbzX0Owk+JejKMe1vcyf6H0P8cRD/G3iffeDJfaytpqwhrSdoq1r1jXlz7wZd3unnxpa1BFBwxEaip9LqYqaRubW3rShuLnWt9F2kZIJpzZCnza8O8j/33efgyDZ4yfeeJS11cm+LaFLcWt9KJmSSeXPniu58KdCbKF1d7jOiNTi9V5eQpJ49aKEjGyntHObhozo0CAsk4ICTvpJ60d8m5TC0UeikzawkpqFet+bjAoCneiwB8yWhPNneQ6RWPz+hRjHQ9ACkodEpzG02/9/m1ppwc/1N6+Ken4MvEfA7DHwtur3FbSbu36AUn7hTj3vZewuhTnPyQRp9i/yVw7m1hyTtPrvcSmE8Ouea4gyxcNOPZDX5Mgx9C9axqezl4cuIX37kYxkm0nxTlyOoXQdxR+BRkVxhSjEZhl5gj6HTMrAlmRTErCkxG8ARgN6T1rGv3ErnEuA0jnyXlJOmPBjEj0CnBrnjxoNALDp2S9ILjtqJwEMklhc8Jes3QSxrO4XEKYFNk4HXRHEJzCIyGTb3WtVvsHGNmKBj3xR2jXyRmifsvjvveUg6ivOWkNe8+WM69bZ6M8DkwTwZTMvbJ9M6WezDUlaisJTRBwRDqucNRDNErkShZouD4lSrMZGYiyjMteEiNg0PPeHrGv3qSxhEKBCiSUuJG10+utDW4pcIvdTznBw4y9DEwxTo+CCToeEL2A6Bud5tW985o3amNpttvO/2WNxiEYNPtV5R6RW8OQ7TtjVvWqO0MO+6o7fQHIYiVJJQiA3/U0NsDfzxOMLIU0IyGEhLLGXap4AU3jgkooQce2rHGYEI1daBjw6OQ7NjwNd+9VfpdB2va0FdX8u07+apq1Zpeq+402kFnlAPDbNRw652wPcwGnbBdMW5fW+9Xyru33Lctu1bTb3+H/vq3yK8a5h0QDjp2HYyGXafxGjUzDnvDoANFfaKEoXw0invjfNQPO1X9tu3VemGzZt5UjauaftWwrjrOLRg2mBKQljBbgPwUJ2IEj2Amx4hwDBot2O5KOcZHEO0M3Ck33ZmLg2cHFMV3UaKu6SiCNnGipeloGAlBxGoGbNqoH9LlXC1K+eF9cjh7xYx/ekn2D7Yag2oG0X4Pd9s38N+BZq38HJApMDJbfa3Zk5vfj37/d3f/HtXHuIFdd96RDGzoUpFGvqVjowHS62C9noDCniyig7ar8OtplAR6kdvzebjYxB/+dIlXnpkp5SUv7lMupEmfiO/j9GUyciAsIYS1QhQMGCIjH+JXMr9ShbUmrDV2IZNTligYZsnLB824t9mV0DTaYAxRK9p8bxlPprATlIPKrXh+JbILXjsa7pOvn2zz4gprLf2hTD5P5Z0prAxpY8lb2z6H9jEU57p7jrOPc33nERORLCQ058GIknaO+5gFz4Vzjs1D4N+n/n0qLnVl5+jnQNiYSMbKB0/cOe7HKT6V8LnCbExiqSA5z6w0YWehBU9MRWFjcisdyVhsIvBrE5sINaWvXQJkwmBTjl6J8skkFyy94rGSAifoK0HDFvSrYAqdklhJ3amtO7WFFBS54K2nKPlxRs8lYias/tPp8E9P1FpCZ6x0tqiNIJ90csHKB03aq8pR1y+WeW/pZ0M/G8bFfN0W/0PkvPjqoyXfG+xR1p4d51Pof0n8z4H1ZHnPbvnHyfzn6eTHmF0R0p62nxTvRdcvgnEvBh/N+AdH3DHijoEnAD6DmRUlHgVshhIzjJhhxoMWfvTko8gsaPPRDD8G8lEWtxK3FvSzYdxb4kaWD5p5saW9aj7Y8lHmtzy34YgpPggGXbszCvo9pw1Gw6HfA8IBGA2hBBDXlLrnhC2tngR6gdELTN4L1Ay3Hw1pxxNTXD7K/EbUL2byJfNeAv1iKgeVnpDCnONKhl9wYAgNA7BpdTvuAJ+xUE6gGS1udG4mCTNZXWruOVAPJjXn6Rn/qneDMwLLGWzCsgtZ2pn0TEQymp6JSMaOPAzJ6PGE7IRjIMPRBQdOsEEKwyWJLVkgR4ECbfuDitmsmq1bo3aj1mpWu+0BbQ+oW/263W26/YrevFFrHbf/GstRN9qDEBzFCDHnXmnmKIS5tQyleMceIhnd9+Ga1kMLHs7ZccJAKTuI6IYFdzy8F5BVHfyqatWu1auaXe1GnV7cfZ0Gjqdg02u0/OYoH47y4eussOU3q9Zdw6j1/W7Xbl1zb99Q39aUSs/pdu3WyO0P3c7I64JBH4kGWAbQBczOMbxAwGREznEwHQDpgFxiw6QzCFt36ttb6bu2cTVyq1jctE9U8UkPH+TwwdbXilAwbEaQAYx5Iyknwp2mJqiR4sXWWJ7crFTG6C1K1lQdkuQxirUoukszPV4caAZs2lheyJaHuyGx3Fr7s/f5p8Wnn8qkoOMpyTndDvWHJvUNYtWVKdwW3iBe2z8rVAr967f/83fA1193fv1m9P1Q6DE+o8aKG5uaKlyOmzRwoF572LoDmnUWATxVOK2L7TIrC3exiPLCzksnm9t2LpenJN14qALcgu+qyC3ho9ElmH4qxh6EJwQz5fCUpCYMGuNEweATmpkL0lZTD6ayN4S1Qs9YLCe4tchvJChF6AVLzRluLfAbkVly9IzllgK/EukZq+wN9WBSpSDvTHom/o8OFDtXpY3FLXQ84ehMDu4n/FQXF9bmz/f6MeqaiLLzqalqXdLpl617ybhCY3JFKDRt47ClLG9t4xSKW5ueq8LaEdaOsHXZhTkMKHyqiDuHKBR2qRuXiF+bgE9QU1lYmWQhASE5CggkY8lS4rfmIEBGEcasJXankmue2gj4koFLglix3EEGcgTIEXLNYSUln/Sm1e8HY6xk8BnLbTRxb3Ir1f+Ya4+ecNZHOTqeEsMUxpds9qepdm+KB4VeceyKV46aetL5jcivOfWoAcHYee/bT556MdVHO/l5yh5l61Pg/RjZHz390VDvNefZSr9E2Y9x8kNoP+vshnyVFzjv1fRHL//imWch/eyEnyx+R4sHVrnI5geLP0rKRXWebLIk3Acr/ZKIK0E5qMWPE/vR8R49733gPrjyTlU2mv3gew+BvFP1syFsRHrOkCWFZ9goGPatTtdoYSkMhcA4GPELRtnx3IIU1ww7J4gSRnLglab0/FZNvxV2HLum2TXNbGh8TggHUT4r5JKiVjS344n/P0CNKCk4Q7GSfA1QAxKY38nCWhE3KjPllLUqzURtq/MrGZ7gSI7DE3wYgMNojOQklBN9D0QKahTCXQ9AJxQQ410bHKdk0xtV7F7TGzVDsGp1GsFwXOLwksbXLLwi22H/nX53o1evjErFrLfD/p3Zrju9utPrRuB4SnRjoOZ0uuGIWLHYgsaXDLMTiRU3ypCG2akodShHsZIcZ2g/ALresOn2m85wmOBgTgEZDeZMPybr9rjlIS0PuVZ6X91o199yf3gnv32toUb5EJ5B/aRXte5u9Zt20HoFrBvt+s6s1OwqNkXwEkVzaOj3Glq9It5W5bum3rhh3rXU+sDqDO322O/iKYCnwNjvdu1W121jU6TjtICkTy7Qhnk7CttV9W1TuyLyvrSExRmQPcvnf0w2fwr1lSTNRCYlMHcMmQPMHggxas8YMyOytbw4WpO15kREZ/Atgt3RfGcAXJNM1/ZonGq2un+g+U6YcruTn89lPyVfvpTHx/CHXxb/4T8eWKVOylUh6KNWvS+8HSk3VNwnox5g1hY/hh/+6dLgb+/IqzpTGSo9yBjfwZUWUqdlgmRgAOyQ5Ng2RJnHlpOgzL3YVyQBSTMjzc3TQynoaBe6oTTQmcqbl2m0dhgPcxaGvdSYAOczZvKcmVtj+qnQdwYSoq/+Z+NgiUtZP9n6yZa2mn6y40958BLJO1XcKfxGAmPoNYCUnNFYQYwTGE5QfiWKG5kqGWGt0DN+5CPsQqZnIj5hmZnyGi0grAxhZRIprywdPGCZXIkep/mnlf8wUXY+OzfUfSBvPe8+50qdyRVt7TGpRGeyMNetS+Tdp+Y5cR8nyjY0Txk50YxjThSaso+Mc0YUmrIPwg9zbmX0baSlAU111DWhlgHWlH7XhtCcAWK8qrVregcpiF4EDlMYLgl6KwA5Urc7g2Tc8vrQFJfvDemoLf5xE3zO1IuNz1hhr4WfC+c5MS5+8DmTLgZ7ULAliy4YuCS5gxx8jsWDwm4EesWpJz35koWfYnbNghEARGN8SukPrvHoWO89eismP0/pvUjvRfW9KV1U5aI6H9z0pzj/U5r8EHofHPejpT3I8lkwn1TtzBv3YvTBNE589oM7/yVJvvj5z3H+Szb9xzL+JZ/9dRl9iq2zaR50YckLc272p/LwjztlKycv8fSnqXtxqIKSlrJz8ayjLa8UYc6TGQ75IBSOiRTDMwz0ga7REpYsVeBwBJITjCpwdk5wC7JnNTt2vWPXx8lgGHSgfASmA2KGsWsazIBxDoITeJiCbb/XDQfonOAOIlFS/FqgFyy74pECp5YsuWCZtdDzR8pRl7aKuJHpgqUKCvJhaS1pZ/PV7wKXZD8ed0NWG6tGAAAgAElEQVRgXOBwSYI5we5UYikgJcNslfGErJm9tgfUnUHNGzYC4MbsfCve3jndYYEOC7SXg8Mp3ElHjbDXjLoVp/5Gvb4yKk2/3/QGFaPVcPtAgQ5zuBONxiXej0HhpPpfEnorjDKk5Q1GGTJMIW7H98MeNsOJBXmtVKpmCy7JhtOrGt2WOxqkeMsfvxGab8XWrdZ/K7a+qhjXN9q7G+1d1bpt+fWWX69at1fKmxvt3bX6tmrdVq3bd/LbV/DqhG0wGfX9bstqNYxGx+p27V7P7Hb0dpWr1ITbod0FvR43RZgJxEzAsd8dOO031LcV8bqhVYdBB4h6d/LbtnUHJ116CoorRN1g3pmZ/WBufrIXn21zozAJxaWkVLCEA8oZQRh9xh4ILlAetP2Tn69kxRrVOr8hmLqoASOsAjGNsJQxodOB3skuwpug5IwFC8jWcnkwXn6ePf1U+FOKM9vZTrTnOKDc6DM0e1Dfwb96C/37t/CvR0Z1/+dZW7jrSo3g7Nxi13/z9m9+3/nm69rvbjrvYHpUbV9JGrHdT8JYOxyLSWFbNr3aRuenaTo3zJimdcDIWGPC5Ud39pQYU0mbcNkpCPeWXgqzj/nsY77/D+v4wT/8ZWvsdftkSUvRPJnGwdL3prSWpLVk3TvKXnOffGWvcUvBvNjiTmGWvLhTiJIGojE1Z9gFL6wlesYCwZie8ebFVfbWyEeMsydudPcxfU0cBQOCLhWuVPWNL051OpPFmWmfEveSiWsHy0S61JSd75xT7z5HA5ZKJWVu+afUOUXCXDe2gXmIovdz65D79zPvUoaPS2Hp64dMP2TSOjRPmfswte+zmjSs8L2hixmnkFto4tpkFio9l6iFBOUEvZHprUisOLgkWsEAKFBoirb9Hr3l9PeW9mQrD6awl/UHy/0QSkfNfg4nvyzs59D/lApbldsq3EGRHgz+rKJLuun2mJ3I7ETnky+dZGSK0kva/+i7Ly42RYB4yG04YSvTK1F/sM0Xnz+q1oeAPcrUTjBfHOeTb7844Zdo9pdp/CVUTpJykoKfQuPFlE68ehH1i2CeBf9JtS+i/6QGz7q0Z/OfY37POT8Ezo+J/1MavA/yT1nxMXPOtnMwJ5/z4mMmLgR7b/kPgXOwpaVs7UxjbyoL2djoI6NPROjYHnW1ToOr0hOSKxkixSAfhIMxVZBDZ0DkOOgP+1YHDPptqzZOBnA2QnKAnOPYFBlFg77fHUT9pt1ouM2G27zRK1W73o377aAzikZ9v99xOk2z2Q9GXW9Q05tQjoIxZNxb0k6mZjQcwfyCIycks2CRGQlOsU40AgoUnGL9dAzNCHRJD1KYWPPsQSHWPLpgBilctTrdCBpNycEE7yTjmte/NpoVuwOUOH+vt5Nhze80ws7X3Ldfc9+24l49aDbCzjCHiQ3X9PtXavWdcjfIoKrVudEabX84ypCm22v7g7Y/6ARDcs0xO/5Kub7RrvtJr+k1foP/9hvmDw2vU7WbFbP5Vq5UrU4vHlfs3vdy7Z3WvDbaXw3Sbjto1J27unPX9Gotv1537irGdcuv35k3NbvScKs1u9oJ26N82E96bbfVMGp3yt2dctfUWx2r2zN7XaM79kAkhOAQ6JvNvl7tKNcV+puhWcVTAE3BrtloKDdV8d2dfDVw6gOnThWAuMLMA2XtKXtPeHsy2FPejg1OhlAw4oRWZzztgVpB2lO6vJjHz8n+2Xv4kq/OFinVq72/49XuELv6vvmr71q/qgDf/ub2335d/V8BrorILUztqAm6ePR2H6PVe8+c4LBUJfTWh39YSNm4iv9u+dn763//mL3XK8Tv3sK/vqO+0dcM7PbejL/WV5J/st9Bb/71H/7Vv7v62xpYedP8Qx9rLi/F9jIJJnK5chZbt9w6s53D68AQvyaNPueNzz8vvLUspaQ5Ezp0ZSg0wp2x+1JGB2v9uSgeo81Ps/QhuP/rMXuOnbMdPgXuxRGXsnPxhKVgX2z9ZP4zTm1kqmSwnMAKUj0Z0efUfHCoOYNPSWmrcEtB3qlUyfArGcup1y4YM5e4pUKX8jgkqakkbSxl57JTJXqaeMdIW3vKypJXjjDX0VQYeTi/tLSD7z9MvPuUzmS2kO1dmD4Vzj6wDoF/SsuPW20RmOvE3mbhaTH74d7cTvR1pq5j6zCRl0H0tIw/rIxjysx0ce1Yl1jaWOLa5FaqfnH0B1c+6cJJY/cyvmTGBdZPx8McbjjtfjwiVjS+pJgdL5xUbivaz57/KQ5/SMu/LCe/LNSLrd07xr1rPDriWRPvdfYoK08WtqD5o0RvOfujpz3ozIYl5yQyQfASFfe8cpLcF1c6avqD7X6O2b38z7bnDS9ddOeT73+JvE++9Wy7L7b93tTvVe1BLf5hOvn7QrnI7IqwLqK6o60Dp65JbUNpG0pckuaDIu5F/b3l/ZgoD+bkyyR5Cicf0s3Py9Uf5/lLEj8G8WMgloJYCsZGVxayPJe4CYt4sLHSjLWiLkQqxvAABs0B6kNkjJEZTk9IekIqawlNEDRB+lava7QAbzD0e6OwC4QDJBsj2bhp1qtqBUxGUAZ2vDaQjrpR71vuu3fKNTABgQmITJC23e44HSAGBv7oDXv1HfmGKClyRjNLDs0xYkriGUYV5Mgddt1uNxx0M6CbAfCSJnYCsmKQFQOUOLkXyb04nlNASQAl0cvgRjCsur1ehlbs3p3Z7qZQNwKvjWbVbo+mGDhFuhkAFPBvmW9+Q/xuOB2PJuAgG40mEDwnG17vRq+/U+460aju9Kpm+7XKvjNaN2rtWqneavVhBHbDQc2u1uxKP+nUnbu/w379O/K3N3rle/HtG+n6jXR9ZzV6CdiKRt/Lla/Zd2+Uu696SavpVyvm1Y3+tmJeVe2bmnNbtW8Gabfu3FWt21cs60atftJruPWaUb1Vbq7E6xv5tqY22lavaw07Zo8pGSxFm3K1KVdGVmPsNhvCGzoHnJMkzvGhWR/aTcBt96wqkY+YEpr+5AcPsrbGxNlYKsfqDNJnsLHAyRCA7D4ZjoUJxkVAuBe2H/3P/3H953+6/PE/785fktW9GZQkwldorQVL9TZzc0e8qWBvG8w1aHTYCLaWwuJj5KwFMUNRo8P4gFXS+gQjrc78xRMyiAh7hz9PPv3TYf3HuM58++3ob3/b+Zsb9GsiGP22/bdV4kqdCWSA/aH/9f/0639xNXpTRyuUCYUrc/2Yfvr7YzyXQPqGUtvBgk02ohAMzCm2/ymZfXDyR1PKMSknGuQ7SO8kR/Pzf75sf5isPmf+Vk8fXXen735ZTl5ic6dOPibW0SBywr7Y7Iz1n3x1p7Iz1jhb0laRtso4goFgzK9E9WRwaxHJcSCChv6oY3XRDEczXFhLQw8AAnjojV+FVwMXGvmIsDLij2X4UqQfy/Ax80+RsfOUlSkuDH6ukoWE5zw716ipZOx99z7271PnFLqHUJ7pwTlZ/bQrnhflh40+D4LDVJ2Gznoa7Bekp3cFgvDV/c8fvFPpX8rkZWkeEn0XmIdI33nzX/bzX/bmfRB8TL2PifHoqI82vRWIDSdcNPYoCxeN2rD4imAPHLNnuSOvPZmvVY980l7DEoxHx372zSdXPRmjGGJ2Ir6m4TlufnSFi4KvaWSGixfJ+WC/SsYHUR8tYPfFTn4K0p/i4HNsvvju51h9tNzPEX9UmJ3ofgiyPxX+p+j1yDLryTIfTe2i8VveeDKlk8itaLKA8LjPZsDxlyy9V/Q5ljxqzkHMPnn2o6U/Guxeko6ac7YnL0nxIY0f/OQxmLwk6VPon2z3YMozXpkLZISKU9bZG2xGqgvRWKpCzooTbqT2AW2AuCBoDhBvDFrDvtGjJxSR4kSOIzE8DsCR2x86PWqK0lMCjIChP+i7vVEwxKYYu2Z7QX8YjwbR8Eq8broddssRC5Je0kgGIxkMhKOu3bkRb665KziF6DmF5ggYAXAKde1O3+313d4oGgE5BE6h0QTE1zS2ovopMMzHownEHARoht1ZrXY4fOVxTb//O+q7O7N9rdZrVqcXj5tu7zvh+p1UaYdDcILe6HVoiveSUcvrIgtimILYgmz7vU7Qf1V3tv3hMIV7IdTzwbrRbVrdqtasG+07tX4tVhpGo2k36k7tzrypO3fX6ttfo7/6LfGb78TvfkP+pmrXW0GnE/WG+XhQQNdm7ffcu2uz9lXVvqmYV7fGu4p5VXNum361EzW6cbMTNivG9a1+VTGur5Q3FeO6Zlev1auW06wZ1Yp6V1HvmkanY/d79qhrDdEExTOsb7bRGGALmM5Hygpf/Rzbe46MB7DbwaIekQyQoAPYdTzu+/eSdWC1NSbPIDrqIHaVDtpqifSVGzwcGCvGXLNCBnpbZvPJe/wlO/0Y/sP/db941NQUzA6ilkGoWh2Kt98Cv/67/t/+ZvDvasK1smTCBzN5std/moT3BmR1quT37kY8/FQEW5mw+/FZTR6s8F6b/RDmzyZgVH/V+Fd/e/cv/82br37b/reAXm9x1/9b9W/+l9//C3UmbH6afz/6/UjtqjPBWkjBVv301+N//X/+/sNf5tYEQeUKwH0fbxk1HaVH/r/9v3/5+L+v5j94i0+etxPocChkkDVnFy9hfrHMGRNsVW+r6DM2f+9bG0meMf7JUleiuOCNo0HkBL/g6SnNlIz94DqPHpJicIKiGU6VDD6l+t6opjZrarOhNetqo6G2brhK1+oPPQAMkZbeo0pO2Vv0TKRnIjWVXs/F8R9TY+eKc4XOBSJj6OKfrxIFJ6wMNKPZ8tXA6Bk72z9F8kwLjrG98Zx1NH3a2MtEiu0ejVaAAcAzQ4GpIuA7oKPP0viy8g7F0CCVZWDs4/h5Jsz14LnIvsyiz3n+x2ny08R8cvT3DlwS0IyQH03mIIn3qvPZ7cVdYAJyR55Yk+JFCr8E5nvL/eh5H0PzyeF3Er+TgATCCrJhtqkNC80wcIrIj7r2bI1LFFvi5IYy3xvSSXyNn1dOkvmoOy+Gfq86L779MYj+mAc/psGPqXTRzSen/MvCfvbkk2a/OOmfMu+Dp1006SAxK8a8N6SdCAWjkdHkEjA7yv/n//3zP/yXhy//aZMcBG/Dq3PaPf1/PL1nkyTXebY5eiVKlERRNAAIM8D4aTNtq6rL26z03lS6yqosn1VZLsvb7mrvxvR4B4yDHwAEQQIEQdCJpEgZSiFppVUstbEb7xu7oYj9svsb9sNoN+LEiZN/4DnPefK+r1uiqmRiPQUZiNIS1ZYoNwStI6eHiURXkRuC0oxxZYo1Sa5MwSkASUf5Ck0Xca5EsnkCjke0mhgR/VQGFas8ogPPSls0GUYLCFHCyQrBNViijIf0YCDh5xo0UyeDSZ9f8wD5SLQARHLhYDpgl+1e3RvKhdwJdygXQqtopBAJZYJQEaSqeLQAwIUoXsUiuXAg5Q9lgqFMEK9ifIcDjWg4G4KKIGRGXUmnK+325nxIA41W4JWk258PwXUMb1ERE5yLLS9I9ll+cYZbCBSAZdU5L9qfSRlm+aVZZn5Rdjg1jyPhcWqe5wMv2+QVTya4EnevJL2LMRtUw8EytKw6FmM2fyYULoBojcQtFjRxp+pbjjltoiuUBYAC5FTdS/zyAr/gy3gdSbtNW54VZk6gJ08TZ87S518Gj7+GnpziZmZjCxfExQXNsZR02lJujxE69gr0/Gvoi6fJ4+eYE1PcqWn+9DR/dkY4NyOcO8+efjbMmmLPXohN2xM2e8IWLAY8Wa8j4bJrTnfS700FvcmQJxHEKyRdo/ASLHcZbcQR5XB+U2xcSitNLNGlkj1GaWJ0MQSlXUDSASQdtBmO6isBaSEoL0bkpYi8hCRW6HyAKoUoMyw10WSPzo1YcyI0t9XSiDXHXGsnzuc8VMoVt2CtgSWaeLxNAhk3XoO4DgmVwlwTT65JfAMXm4SxqSd6gmxRW68PWvslD724EDkDyM7CRD/6YK9xqXQBOvknp4597fwfnA28AGgOOzEV1Vx42g9rXh+7TGfhbC/eOqwme8roZrt9yaxu6ePL5f27rftPN3dulmUjUB2zO7fN+jp/98PVN784uPXRWv8oO7hu5lbFeAOXqrAxkgtDyRwpuQ7f2y+WxlqyxaUHEmciokXGapTc4pgqRVVJsSOKHVEbaWJHpGs0YiB4hYyPE7GuBBbgUDriUjyLrH1FcoEGRNTwSA5wqe4V2YlVcLxCRvNQNA+JPVXqx6k6508CTENkmxJWpNRugq4wgA6FkpFoBonmkYAedcgevMrBJsG1ZLxCUxWOMKnEIJXs61JVFsuyVIoLBdWFBCqjdqpeeXl6Go7F+HRazOUCFL4UDYAqq9YLZF5O9Eu0qSjdDF0R2YYqD5Kprbw20ZW1hDCQEIv050MhM0p0GXIQI7pMfFv15lz+go/qkbAFUT0ytZsQx7HcYTaxleT6PN1hxLEUKQJQCfGkvGSPBZvoszxEZSseqUSZAYu3CWZA423Mn/VQbVxaFag2Lo15pk3lDvP6Torr80yXZXtc7jBfOCjKI5WoU1SDUVe15EaK6wjPPrEKrvZk1sQCvN1NXADYxWKT+cGP73zwyZU7D0aXbzaLLZ7PAJyB8BWKtzi6wvBVJt6W5IbAmqRk8elhQm2JaAZkSgSkR1yszRdzBiS3X3ThOYguYKQOo3FQKfJCgSn0U4mGHKtw6YGutVU0i0BZEMqCQAYgKyRcgEN6EMwAcA6MpiPRdATKRv2azyU5g8kAmIuGsxGP5l5g56fxqQV2PpQJshZF1wjcRJgagRYhOB/GyxBsRJ4tp7Tsjq+EswFP0mWXl4NZP1wGbdKSP+OOGAHcggkLA0tAtBjxp71kA48WI0uxJXfC7Ul6fCkf1aSC2aA36ffo/gVu6TRybkmwwRUMNrFlaWWRt53DZ8K5aCAbcaoeXzq0JNjdSX8gHVqWHN5kACqhUQMNZUHQIIA8BhmEPxn2xAMBPQQW4EgOWGaXToNnzhHnz2Bnz2BnTyGnTyCnp9kLc7HF8/TMi+FXzhDnZ2NL59m5c8yFlZQvZELubPDYy+BzJ7CXztKvnWdPnmNOnCaPnyZfO02+dhI/fop4dVaYWlTm5qXZFd0GVCKwBT0TPfjyfk/GH8iGgzkgmIn6UxHaYpkmyzXoxCiWXpfISkgfU/Eumh9z1q6eG/K17URhHGNK4XibYCtAzIL98sJs9JUl7BSSdMo1WKnBfCmSHFBsLcSUA0obLq0L5gZv7cqZDiyZ/nQbZg231oCSHVzr4JkRr4+4cM6D1aPKGo9bYCjrDWY8Qd3FN3CqBJW209Z+YeNeL9kSfOyyHZ7+1tRXz0dO6qtx66J53PXcseeOvWT/Ol+Gkz3GxVwgcqF0j8/0Bb3Ndw7L9e18ZTvHlND+Dau4rqkW1ruU375Vvv907fID68F31z78yaWf/O7+k083Xv/u6MZ73be/PLjybrd3tVDZSZQmcnFNvvxkvHa92t3LtneyV59MJldrtY10YaTKFqX3YlwF1YeSsZOVuqI6UIkywTd5rsERZQIrYVxLyO0UpL4C5ECkhJE1mqgyQkdMruvJ9QRRIymLhkuIMlJpi0VNHC6iRJVimzG2GYOLpNBRpX6CqDJ4iYykI/54MJKNss2YOtLEQZxucqTFEXVa7KmxrsRZAmux2iCR6GmxsiiZUrZj4HGmszkoti05lzs1P//KuamTF+b/8uXj33jtte9Mnf3O7Nn5iBtQSK1tcFUNzDBInpZ6KaouYFWaafHCQFIniaARQVskPeDxDq3t54gBl9jVkntxeSMmrQv8mKP7lLwWE8f8s5j7SBGAqwjdYcJGJJQLRYoA2sKjDYTqM9EaxAy5kBmh+wzWwoVVnhnQoYIfbyBcn2Z7VHo3oW/HU7t6Zj+rTFRtM0F3GG0zkdrKsG1eGcelocJ1BKSM/VecWpWEC3Bly7j99PL6UXO4Y+wfWVu7xtGV+puP1j96evjLX7354cfXzJZodBW+gCU78WfYH8niWZMk8giSjjIlQrL4ZztdxL3CCpyKUAZKF7F4WySyMKnD+bYuG1yqrlbWClpNzPV1raXAOggmACwHYwYaSATCqfBKbMUpOoFU2K96vbIbzoF0hYymI6FEgKwQaAGmaxRhImAuAmbDwaQvoHngPOBVnB55BUgHPfLKAjm9zFxw8Atuxe5RHXPklF1cCqZ9/rR3ijh3gZlZUe2RjJesQrARArI+zAT5FkXVULuwEEi6g7rHozihPICbCGKARBn1a55QJuxPBVcUl010+FNBtIKDRWRFcfv0IFRCpaFK1FmwiIFFbEXxriheu+S0SytgAabqDFljvVpwRfItcc6AHgWzKJTDHLxzmV32a3637FoWbKfAs6eR82fQqTPo1DnqwpLiXEn6bHH3FDO/rLq8uYg94Z0VlldSPm8uMhtbOvZc8GsvAt84Dj93HH7uZfC5l6LfPg6/eBI/fo45dYY6MStMPZu7Bwwv1kLxNhatR4Nm0Jv3e/PBoBEFinDUQIECEkyFyTqljZT4SBA7OG4GSNOntOHMgC6uCmodsvYS1q4uVMFkj5YsBM8H4LQHTDrRjDdWg9NDPj+K6X1G62G5DdbY4uM9KNEBk12oviNqzXCs7GsfxumCawF9aSryXCg+LzRAsYP60o5Xwe+8HHnOps7ZlfnXIt85GX7Jwc/BmWB2LV7bLZS3snA8SKVBPB76oxePzYDn5ogZpBA9FXrlAnwmqNhLG4n+1UqsDKZ7rN6h5RoWrxPtPaO8ltQaTHZVbV81s+OY1sQ371Suvdk9vF+9/rj+83+498Vvb/zoN9ff/dHW+z/e+d4vj974ePzg081L7w4md2uT25XJrdqtD7YuPRlu37baO+kbb6/v3+s0djLpHp/qC0qDJAphqUmnJ4n4UI0PVaHF802eb/J0jaZrtFfzP5NckTVaHmipjZy+ns1s5XK7eXWsQEUQMWG4BEkDke8IXJuXByptsbTFMg1O6Mi0xXMtkWuJYkdkLYau0Vybj48TyY2UMtb4bkwexZkWR9RppsURVUroxpS+orRkIkNq1bg5rDIJ/sVzr71y/vS0zf7CydMvvHpGzRXkbB6VJHs0/CcvP/fC7KmvnX7Bw4FiI4UZMSRPh1KoTXD79DDd5HIHRu4wT7RpcV1VthJol6ZHUrACskMqsafIm4K0wfNjBqoDWAPEmxDZwkIF/6K4sCwvRYphvIH5015Pyh0uA6FqFOtR0QYCWUjIjIC1KNZC5Q2J7lNEEyWaKN3F+CGlToTMXjK1q8c3VK7Ppnb13H4uPonLQ4msE6nNtDSQiSoFF1GkhOEVMj7W29dan/32o9//5z/86nefvP3+5W5XLRvYxjDxvXcPPniy/eUP7/zyZ28+/ejacKtYGejmIIPrUG6kZ0bJ3GqKLuIefoUu4umhRhcxPAfxFUqss6lBPNmTkj0pPVTxDKiVhcmlfq6RSFvxfC+d7ejFUV6py1gGESqc3JSktowaOJxHHYLDq3rDyRCcg8BMFEhFkDyMFhC8iAkN/pmWna/RTJV6NkmgTZwqYfPolF928jWcLIJA0ksYUTQX9iqOoO7xJ1ze5IpNnH8GcXIlHT7d6VPtcNoXUh3e2GJEc1JFgK8ioO7xS3Yo5Qd1Xzju8kt2n2iDUn6mjESz4WgBAA0INKBIDgikgl7N79X8cBGn6hxcxP1JwKuFbYLbHvNABoaViUAq6FW9vriPqXGoQUZSiFsKepVwOBGFs5iDW7mAzjqFlUDchxbRaAGHTAYwcE8y4tJCnmTEnQKcyfCc4LCpXpcecmj+Jdlti7ttmm9RcR77duDPXwh//aXoN1+KfvOl6LePwy+cpV+bk84vqjPT/OnZ2PllbX4ltRwoeaE6ECoHQuWQz/C5c25Pzhc0IkAZgcoYVEL9qSBexaSBwDVxtoFIXcyvLQr1aLJNVjbU5l6qdylf2dTiDVxuYLEazJgAW47SxTCe8/MVMDMSyhtxc12J9+D6RbWyL4lWKLdGrd0u7D+2pHoQ1hfiLSAgT9uok+fCzy+SJ3EzlN1W5DEzTZ16wfv1QNoZ1FdedH/zBcfXX3U/byMuTIdPLsNTkOL1EUvJGl8dpd3Eol90feX0H77qfeWU/xW3YOMqqNbmfMKii5oJSza+BOSGglSGapuJnXvd0bVqdVe3DtKDq4XCiDFX6Tvv9V9/2v3ulzu//se7X/z64t/82xuf//ryxz/Zef/zjXc+Xfv0N9e+++vrV9/v3/xgdOPp6Mrj7pufHX7224f3Ptzau9dav1kvrcpiBUkPYmg2ACRcSDbEWZQ6UKSumFxNxNoxsSNKXUkdqGABRk382TWFlSmsTFF1gWkIz56EZJ0gajhaRpgmLXRjYl8iazRpMXiFDKTDtMU+k8tLQxWvEkSNJC2a78bkkaquatJQ4bsxrEoQFkG3aHWs4FWMa9BkBSOLaFQMhBn/cnD++PlXxJRsddtb+xc39y6++OoZAKe8ADRlt3/lub889vU/jlcyfhY89p0/nUddeFGI9zOLjGtF8gk9KZiLpHbTdJ9hBiw74oU1kRyyz1KXgkWf33CHzYA44fkxA9YiRAdFmxBah8gugTRgqA7ibSy+reINhOqRkWrkWW/FjQXIQpAWEioH6CHJjKig6Se7GN5G8CaENUB/xk23cbqNS2Oea9N8h9EnKmcRcpdT2jxhQHgB5ip0aphIdBWuQo9uDX/7H7/8P/6f3//j//TTo2uD8UgvZqFJVzpcTTy81njjqP7JO3v3b/QGvaRZEcU4nCqJ44NOdVLK9pL9S63Va/14XWTzhN5SnyH8oQQQlL1IOooXYK5KSU2eLmJ6S25slePVGJ8neYNSLJEp0FI9huVQxqTRAoYZKGIgXINDDFjsxNAiGmvHqCrli/ucotMluQJxP5gBoukInAOZKsVZFGEiZBkVmozU4WkTZyuk1OShdMgnrWD5KJwJrrDzS1/ZL3sAACAASURBVPSsV3HY+PlXAy/4EytEHQbyoSnktIO+EBDtYdEBxT0h3ubEZkK8DVLcgoGSqUhYWPHRS6gWoDNRLBGkslHaxEkTx00cMZBIOuLV/E7Z7RCd/mQYKZOeeMgp+71aeJ62O0QvVRegHIIWMLSAhTSALgtYgWarUryt8xUpKANBGfCLoYAY8IleN+tEMmhER6ECC+YZfwLyxqP+BBRMo6EMipgsYrLhLOZLRX2pqE122yRvIA8dexX69gx3Yoo7Mc2fnOZPzgin5qSzZ6hX5tXzK5mFlcyCPTW3kllYTs/Z9AuegsOVXVlOLNqSS4vxxeW4LVgMRYphV9I5L8xFCiG6jdNNjGnhUo8S2jhuhtkCaK4m9CanNRhjHJcqOJYJCBVEaZBUIULng6kuQ+X8yTbZv1wob8qldc7cFsxtobwTK+/EWpeTq3eKzUsJvhZOj+n8eoyphoPx5Rn0Nbjgr13O7TwZ0GXgJfvX5uBTLubCTOTEy4vfeGnu63Z4dtZ7Ys5/ajFw5vjMX55efB6XfXKRDEkeB718NnjqlPc4mok6qaXiJOMT7D52ORSzs/lIqk0b41j7IDO4krd2NHMiFodMvo9n2tHyGLl4N/v4w9br75o/+c3+z//24hd/tf2v/+ujL3+199nPtv/6H2/+6FeH7/5w/INfX3rvi40bb9cefjJ+50d7t5+O7n93ff2WWd/VjFUp3qJTwxhXxYQ6wddIqoLxTYauUXJPknsyWSG5BkdVKbrK8o0YW+ef5TYTJsNZstAUw9kIXILCOYBqMESdgkoI14mBRQSvkWiNwGvksmyDy3AwHyKaOFrHnpnp4DoRraBUl2V7HNWk2A6LmHBuN01ZuDqMcU0SKURQIwzE3WQ8vBKa+vrzfzg1f2J7b73f79I0u7y08u3nXjpz/sL52QsvnT7x9Ze++cff/lNEQWOGdNY38+dT37yA2sgy79WCZI1GKzhQioLlKGxB7JBhBrS/4IObsDvjemaWWFbm0DrEdElxEoMtiOigoAVEq2F6SEqbMWZEPatH9oydHpJkF4PqIDdiyT4ZqUagNgR2QLADhBt+R34pbPlCFS9sRdkhgzcIbV2T+6zUJfk6WliP6z2ezofr68ntG+31o+bqYa0y0Ed79Z2j3uOPbv/mX372n//37//5n362t1nXxNCoIT643vzw4ej6duJgJLx1q/b0jUG9AM9P/QUK2YCwHcUi5Vo+U1SjpC9XSQw3W1a/lK5o5W6h1M2bfYPNscm2nuzrpEnxliD3ZG2gclVKaQp4HonVOdIk0CKKGng4FabqDFiAsRIW0oNe1RXNhoF0MJwKBNMhrEpGDTicizpVzyJvc8hOt+aNGhBgAJAJyWNR6HNshyabqDyMYQZKlEi/GgglgqSBAcmgk1lcRKfPBF9dJmeQTFC0SMaEI5o7pLjhVIgsIHAyjCcjqOT3wHOuyDRErVByEI/5Yd7LaNFYGsXEgJRGxRSi5EmlzPMmg6QgJ7vi4FZcosefDM/Ty4u8w6n5w1nEo4U9WtivR5cF7yLjAjQISqB0jgVVFJBhuZpMtYt6I1+dtAYXV0eXJ+3dbnWtlmwkRSOmlONSWUc0BkvxrKGyRZktyniOhVNkVCciSSQYB71KGEij0QzC1iW4SB67wJ9ZUs7Pxs7Oy+cWlOl5+dxSfHqaP2nTLywlpqaEk+f5Vxf16eX07Hzi/KI+OyfPLMbn5+RZW3LpGXbGm3Z5065Fcc6fcaM1kGnhfIcR+7wyEOQulxloxXFKqbKZoVraSHMmhqaDeD4i1rB4m+QroN5nlDqi1JFUl84OmVQP7V9Nbd43h9ey5R0xu0pV99TVu2WhHuWtKFUKBePLXmkByvvYKrz/9njz9badPHfK9e1l5AwS90KKO8TYXMicB5kHWCcc88KCxwXO2sNnMcFNJUJ0AcVzMJgMhxQfVyKhRDjVU8kcnOnJWoMxVpXaZqK5l6puKt2LqeFRbnLNqK5xhR7W35cu3c9ffZC//cR486P6o6fmZz8bv//95he/3Pzki/Hv/vXuv/z+4S/+9ui3/3bvi7+59OCjxpXHhZvv1C89NNeup9du5lM9lDL8sRqktIjEgGcrqFCnyDKKFKJKX5R7Et/kyApJlAnWYuECHM1AhEn51BCQhsW2BufJgBYlyyxiongVg00UNtGoAYFFmGnxzyx1TIcnLTqYD9EtGihF4CoEW8gz8CbeYhCLjFbQUCEcLUYh8798atFckGviHnmZb+Bg2ksVIqWuavOe+fq3/iAMOr/xza/ZlpbdTt/pE+dPnZx2uUJRBIdJ/JWzJ776/J/TCUosiYFY+Cuv/emfnvs6nMc5S0BN3Jv0R00QrkJQHUQacLQadmdWotXwojJ3jj69KM6FDG/UDCN1gBnQkXLQmXGAFgBagM9wByoBt+GCOxDUBu05O9KFiQ4KVEJQHcS7uM/0hRthchVfKdqICYyPo9FOwF20S+uCcblANRixL8ltiq9CSNpD54OZFn318fjv/+cf/vPvv/zdv/zwH//li5//6sOf/OL9f/9ffv2f/9e//4//819+89vPbl9bS8lgy2APJ9mnbwy//Gjn3Tu1nT5xdUv54GH/jWstTfDPnvl2JGCLhn225bko5F3f7Lz79GF3UNMzSndgHRztTPbGW0dbGSudqOvpfi4zyifHGaUXz2xkEsN4rMnjRYxrcJwlBFNAQI944gGn7MXKBNfg4ALkU12hpA/OA2Hd75BWkDL+LKnBLjntktOfCnmTfqAAepIed8JNNnDCwtguyXQIvsOxNY4osiEFQDIolkMd9LJXWOErlJuzR+J+Ihcl8yCoBSOKj8pAiiXQBQJNQWwKZRMwRLkBxE4yfkEBo4gTIr1CAqNlMIysRHG3qCCiiso5RjY4TIOCnC8shXyiF84hXsW/zK+44n4gjwXTkC8JBNOQPwFGMxiUwGENxxO0nw6HeTjTLjY2epVxsz7pTC5tXbp3tHN93xpbmVom38hWhlWtlFLNVK5t1ied4eFk9WhLb2RtiDsiQX4hAmpYQIq4OX8kCavdFKAjx5a1+QVleoo7sxSfdWcdrsyyr+h05WyegmNOOfed6Le+HfraGeb4vHr+gnx2Tpmak2cvSBemuSl3xhUw/I6kPZDze3X3UmzBpTrC2QBehqgqTtcIvkHLHTE7TubHulRj82spYz3FmhhXQQnjWTYyENEcaM4L6U44tcKUgpkxXd4UShO2vCkYa1yyg6oNUG3Aep8iCz61gylNDEq74Iybr0NcBVy720h0aQd+xs9eIFLeRINKt4WExTFZEOBX+CxEJkKY4hOyULbJV4daphnjTZIooFgOJg1MacbibUmyOLUV09oCZyLJLlff0atbWuswVd2WxXLInIj1Dam1q2zcyB49rlx9VHz9fevzX+58/2eT3/zT1X/493u/+oejv/vXO3//r/f/+h9vfv+n2z/93fUPf7H94PvdW+9bFx8avYticY0srFFiNUgZftaMMCYgtUi2CnNVjK6iqAE+67DgAhRI+P2aDy7AiIHgJTLWkqIZJJgA8BKNFSmkQKAGDhoQXIbpJotVCaAAQSWUtDhpqGmTtDhQmAbHtDhpIBMWAZkQUaeEgYRbtD8TDuUBj+63iY5AJhBI+akqDhuRaC7IWLhPXQGzfrwExDuc2dc9wOIff+2Y07P0ta997eyZaZcziMIcAvEYJkIoFwDgP/vWc8e++keOiBtWSCLNvGR79Q9e/eMVwRNrSZCBOGRnqBAO5gNgORo2Qs6E3RFfBkohZ8K+KM7Z1PlnQbzCiAqbgUDRs6zNB0tepAVGrSC/wUFtAO5EQzW/p+iMWEFv3hmpBLw5F9wEI1YkZIXEXQFoBel1lF6Ds0eqfiApa7yyKoEF2Kd4qEJEqaNBfh6LO6+8Mfj+T+9/8YvHv/vnH/zqtx/+x//2q3/795//7//97//j93/9xZfvXD4abm5UoeCFcpbomsxWX33nbvftu8337jWPNtSjDe3ulfK9q62uJUOhRQzyuhzzLIMfXtp48OTGrbuXW93ypaPdt959cPfB7cNrB5VuOVtPxwoimsT5ckwfpGJ1gS5RjEmDehRKwbhBYQV6Drc5Y/5oBvOpIcJkoAwK5xA0CwUVXyju80kuG7MMZAC4AMMF2Kv4gTSIlalQOoKViVAmjJhoZjvNtdlAyrsi26A8KNRisZos1RWmyLgYl5t1kjksGg8SWZjKo1QGRhMRRAOIFMzlaa7IklkK1TE+Q0sZlhYhko1IChHXWTXJxOJkuqTJKR6lARAPZvNqOivyEirE8aQhVocFpcg7MTuUALAcCqSikVSUrvL/n2+fDuswoCMu2u/CPHiCjhmKaurZVjHfLOWbpWQ5o5uZfMPQy2lCxCEGJCQUj2GMylIqQyo0k+DNXvX6m3fe/ME7R09uaLUUIMNeJggniVhFhXSMMgTK4I55ss5nV9+SOu/NuTy5FX/R4zPc08K5Kf7sKfK10/Src8rUBfn8Wfq1U+RrF6SZk8TJM+Rpd8Y1L80ty0tMmwqmA/PMnENY9ihuv+oNql4gGUQyIJ5HqCKe7Mcli0+NtNRIE+qUPpTULiO1cLocwfI+phwKqguh+Dyac8bqodqOxJe8cQvUWjCm2xnDm+pgWgsOSXP5MZfs4Hb8pJubIgu+eJsQqqBYAeUaDKo2JhdMd5jWXq44itOZCF9AYkUEjwcoPahVSaMv1iYJY6imh5raloQaK1q82pbUtkQWEKUpkAUIyQT1XmxwrZoacLU9vbQpIxkHb4aMNaF7KTk+Sq9fT+3fyz/5ZPDT31398d8cfvLzjV/8/ZWf/93lf/iPR7/6pzs//u2VH/326PGno703cht3U8NrSvey1D+KF9YotQ0qLSg9ZuUWhhsBvg6TJQDQ3UDaH82GqSoutHihxTN1GjcxtIiCOZAs0+lJVunFyTJNllmqwjE1ATVJqAgDBoBVCbxGPpO0MK3YM++0OkpKHUUbJqWuxDd5tIjSFisPVKrBhtKRaB4KpsLBdIiyaDAXATIhqSuQFUzssmwdh/NhqoIke1J1nMf56H/7s2Mnzr72B//tj15+6dR3nj/9ja8fDwfYYIBxezFnAFkJRo9PzZyxLRKJGKiQdtz9Jyf//FXPaaJIE+YzZkDQq3uhChg2Qsvy0kJs3p/1BfOBYN7nzayEi95Iyaes8wvKrDfvdGXsQDW4EJ/xFBzUGA9UvMupBVfB4TPdbmMlUPLSQ9Jf9EMtRN5RyTHFb/HyHh8/FBKHvLbHxkaYOKSYGgKkwmKdlcpILB82evz+7dYHP7zxi9++8+OfP/7uJzd++tM3f/KTJ59/9vraOC/FAiThLJsxUfBnE+DRfuXafvnqjnF1K/3oev39+70HV6sfPVq9f9TYGiR7jXjXSqV1Lp+Pb++sDkZWqarvHU6uXNvd2B6N1jrbB5trW+PRVr+30S12DS7LkimSNTjaoJkiQ+eZgBgKihEiS/MVJRJHogmMyHOABrNmjC/HlIYSb6hEFsXSMFskkHQUzUKReABIhKR6TLRiXIUNJcIB2R9Ng0AqQpRwqkwIDQ4zEKKA0gab7ufkmhJvJYzVAl/i4ATElzhCR8kURugom2OSjURhUEjUNEwjpEqczLBcio2lOE4mFI0tV3LtXq01qJcahXLTLFlFs15sD5qT9VFSVxYunIYgD8uCZk3PleOJUozPkGyeYAwyJAcAHSKKNFXh8BLtjwMuwQ/IsAvzICqhmgnJ0Dg9Rmu8nI0LuiSm5EROk5IiziOEgMbTsWxJ13JKrpw12+Vqr1buVQc7oxtPbt557/7Nt++MLk/EogrFMaWmxyoqV1KiCewYUAOcGee0ML0YX3SkHAvq3JI6PyfOnKNP2xNLnqzTnXU407Z5eWaGPTMvzS7Hl+bE+YXYvFt3TVHn59g5uAwvcksz6LSDs3ljLge97GRsYdWP6CCUjEaTQKwpUEVcaHDaQBWaTHIgplelwqaq9WmpjShdBDOcTM0ntiPpVaJzMZHrYdV1vrIpsDknU3AVR1RxjaFzbiK9gul2QJ5jC964BRpjNt3FKxti71I2N2AyPSbb46obSb3FREQbEvcCigOJe9UaLpowHF9hckGxhokNRmrH2BpNmjhexMLJUFQPxSyWKWNgyi/U8OJmIj0S8utSeTeeXeO1Dik34NK6sHqzsHGnsH03f+v9xjufT977fPXtT/vf+/nWl3939bu/2PnsN1fe+mz1g5/tDq7HE/1w7UAobdOFDap+oMhtgK365RakdDGphSkdgq/D0azHJc27paWg7kEMkKwQWAmlqqTUFekaFU6FgAygjTS+ybMWmxjpTI2DcghtsZRFRwqRQDoEFmG36g2mgPg4zdQEusqnJ0ZymE0Os0yFZ6sCkkHJEoPkUb4Rk7uq3JOZOiN2xPR6mmuwWAnVRgpVxeNDma4RibEKF6JMmWDSlAd0HvvqsedefvErX/2Lr3zlL7/1zVMnTyxHI7LPw4TCMZsbnV7yXVgJyvmyXDS8dHSF9P7Bi3/0p6e/FtIApIBFslG35nVrXsAAAANYUVdsks0Zd/pSPodi8+j2iOF1p2x4E5xhz3jSdnfWQfUxuBWJ1PyRmt9XdNrSi0gXRHqAp+hE2yjWJnyFUKgKcRMRaiHekhcfINo+r+2x4irCNINqD82uxZqHhVvv7//075++/s7WJ1/e/eXfvvfgzc2j662bN/sbG/mrR629XbNeZowsJjBOI0+1m/F6mVvtq/dvtjf6yrV94/Wr1pWt7JWN9MFYe+tW/8md8d2rg601czwo7u30P/nk7Tv3rmzvjrqD2t7hxtH1g6s3DlfXe6vrg4Mre8P17mir39/qWKsVzVTIJI4nMSyBYgkMjeOkzkqVhFpPpbtGflxpHQ6r2+3CalVvZ/kCz2XZeEXRyrJWE2MGKRQJUgdFkz54fat70Mp2U1JVBOUIX+KwFEpkcN5kpJoA6yCexWNlsbpZz/dzqW66sW0Zw4JcliRTFA1BLklqWcl18t3dwfrVne7WIGXliZRApTi9mqoPao2+1exZg1F3OO61B53BZDTamPTXxq1ed+dgfzAYUSQukbiZVhMC2bbyrXahMyjSMijlmEIniesQrINYDsUNiq+LgiVJliqVlAgHRgWYUElcpmAO80IBV8QTAAMgAWI0yop0OhcvVbJWyxyMW+1ebTzprm4N1raH5VYxV0mPdoa713dvPL798OO3Hn781trVzVSzgCZpXOcdhO+YJxdw6O4ZYX5eXlxUl2djc3Pi/Hlm6hR+elFZsGnL88LsOeL0a+Arp5DXlqT5GWbakVyxqzaHYlsUFhfYxRXZOUfMTUNTbt4VkgNe1hMQ/FQaF0sxpkATBRItYOFkhCjhWk/mqgRjwvEOpbRxuYXQpp8ouijTrfVBpRMpbFDZAVZeY0pjqjJh830sYUWenTMd2EefBOWZTAfOdOBcD003wcn1nLnOpTpY92Kmvh3P9tlUm040CDLrx9N+phRRmnh+TcqMBK1DZsdCasgrPV7py3yTo2tUrMljJTTW5OWOKDQZvkFzFgHlAul1SeqSWp9Or3Fql2Sr0fx6bONB9eBJY+dB+dLj8tHblSefjd/7cvPjXx689fna/e/13vly8+it2uCqamxTYjtkXdEaR4n8FpuZ0ETFy1jh5CqLFn1cDcxvq3QNhPI+rBQiKmCsw+AmghYRtIjwTS4x1pS+LPckooxzDRYxEKyEPvt7KPfkWFfCahhgAP5UEKsSz/izyXEGL7FMJZadlNLDvNZJMQbPlWJoEidyFJ4nkAzMmLTUEKWGKLZiSleO91WmSit9GS0iUld41uUxdTKiBQkdx2T8xTOvAARqVKwVV/Tbz51/5fiSx0UBQJygshid8Ua4JS882r+2df2WCw37OeCb55//w5f/eAaYm8eWHLxzgVlaZJcX+WWn6vbqXn8q6E64/XpgGp9ajF2wK/PezArZRhzaoi/r9OXd0VqIG1NB02fXl4Kmz224gEbIZ7qXU0tBM+hMuyN1JFyDPUZoJetZTi0jbYAaRKU1NLvD5TaZ3Bo7PCrefm/nre9f/dXfvf+Lv377h1/ce++Di6+/sXrxUnU0TJoFvFqiZM7ldx6PBs4kJH+jyh0dNB7dX/3J57c/eHv9wzc3Htxs/fjjK08frh9Osj98evTlx7dvHrQ2x4VmVb12ZfXjjx6MV+uqRisaW28aO/uT7b21g0tb5Vo+Z6R2DzarlqHn46livDGoZKp6hA6ESB8ciwqZmFbRM00j2yrq9dza1e17Hz768e9+8c6PPmxsdeqTptEvCmmm0ErXhyWtKEhZvNBSMvWYtZZ//NHt0X5bK0lqURIyrFqUpKJo9AvFQSFeUZgsbQwLpXEx3U7lu9nymqmWZT7Hppt6vKKkGnq2nSv1TGu1tXq4cXjn6tUHt688uL1398rq0db65a3tKzuT3cna1urO3vbO4e7B0eW1ve3R9tZwa7M9GG9s7taqzUI6b2UyCRwV4cjlreG4Ux4NKsWyWqgphabGZnHeZGiDjCZB3KBiDTneTmY7+ZWo87W5Eyfnz0zZZi+szJ+ZP3dm9szMwvSSbd7mWIyCIT2lFoupZFJUVS6dVkpmpmRmGu1ypV7Il9OVdimeV/VyevNo591Pnz798cfXntxRy2lEoYM8cmxGWFxQHLP84rxoW5Ds8+KSTbHPshemqGmbYl/RnHZ5eSm2ME2eP4OcmqanXgq9fJ6cusBcWOAXVmSnS3J6VW84GbGRywExAGkgEoeJBBYr8PGKqlZV2qBDajCihdEsRBcxIg8iqQBrAkjaTRZ8sXpIbkbkVsjYJPmaG8nOR+PnM10w1YxU1ihrkzPHxPr1zNat/ObNTHdfHFxU2rtCdYKvX09OrmpXHtfufrg6upbdvFPpHKbzYy7ZJrUmzpoRoQplVgW1Q0hNWB/S2TU+M+HFDp5ck8R+jGuzlEXyTYayaNZigEyEbzLGbq50kBPapDJgiApA16JSn6QtMD5m61cyo9cra/fN4e3s6q3s6q305bdr26/nJ7dTxQl68KR69F5r+41ifp0s7ouJCZlcpxITUh1j6oiQ+qjUx1MbAt+GuQacnAh4JYxXwlwL0cY82yD8ui9aANgWIw8lrs3CJYhrs/JQoiwSrxKURcIlhG1x6a0M12YBA0BqKFYluI5AWzxeocW2ylZFviKprZRYjUs1Ta0ntUZKLMpKRZFrChiPggkQ1kHaINkyg2YRuSMxVTrWFCLpCF2jIjnAl/STdSqoBSANFnLSnGfx6PU7P/vN3z548oE/RP/lt84tLcMQknB5aHeARZnU+SU/pRbuP/3YjUXCInzWM/1np/7iFcdrr3lPLVLLC8zSArN0Fjq/zNvD2Ug4A7hUN2Igi9ySXV52qEtwBeD7NGbBQCkEliNhMxAwvPbE0pK24C96/UWvJ+98ttyG21VwEQMKsEB3wRuuAZFqiB6gUMUbX8W5WoDIOlJNzOzH2qupg6PW9evdT7537XsfX3/0cPPxGxs/+PjGo3sbMdrZb6rZeFSXA9cOLatED9rSxW3zyRtrt69XD3b0D9/Z+PyTKz/86PKnH1z+8pNbP/zg5tOHhw9vb927vn7raHL/zv7+bi+VZvcPx82OqeixerNktcxa3Rivdi5e2h6N2/lCcndvMlxt5wytVM9uHIwv3dzrbbYv3jrcuLw12lutDi1rtb1z/eDwzuWrj2+98fTRw48e7d/cXz0Y7R2tl9tZTkHNZuLwqP/kvcs3722+/talj77/YPfyajIn6oZa6ZZLrWLSTKYqqaSZrA6q5YFZ7OaLvdzeva3dW+utnXp7qzbYb02ujFYvDQZ73d5Ot7PRaU069WG7Nui0J6PR3pa10TMG1dqo0dvod1e7vXF3tD4er08Gk0lnbXWyd5Aqmv4INL9gn56aj9F8U08rUYDxuy+OO4frvQd3Lr7z7m2rky42tHiZzfUTaktEMjBVpmMtha/LiVpyyb90av7MgnfJDXgdQeecbWHRsWRfsXm97ggQwFCQoTGWQgk0gkJBCo+oEhWX6Uol0+lUe32rP2pLWiyKRzOVXLVvjQ/Wn3zy9NbbD/p764la4dgUvWiLu5dk97K0shizLwi2JdFxnpg5h05P4TOnwDMngFPn0KlT4JmX/a+8FHhpjlk4i56dZxeXBds8ObdAzDsFV0QL+2N+QIkQOs5maCHDxrKcXJAUU4Y02MN58CwKp4BwzI2nwoQeZHJBthDEU47sAKvvCIVVdONupn1ZFMoOvRVo7XHlVXRwUeofiv1D8e4H3f37hVvvN+591Ln5nrV3P3vj7eq1N8uXHhTWrqmNHWF4NVPdlErrglgFsKwbz/nwgj/Rp829uD5mkmt0cV/RxrgyQLLbEtvG2BaljERpIDBNUuzHhC4PlyDQiBI1lGmS6W2NaaHKmEus8fmDhDxmykfZ1p1S80bOuqqb+2J+gzF3+dqB2LysWhdlY5Me3MrkN6jkEC1sc4DhlFYpfoBRbRCpBTErHJ+wfA+lW2BuX31WAbFyiKwB4YwTr0XpBgHkI/9/Fg7TpEEjyjRpvsPRDYptMYmJKnR5IB+CS1G4DILlKNtjhL5ANRi2ydMWz9fFzJrBlEQiyyIJSiipxqBcGlXznWJpaIqGIJdjqVYC0kA0BYk1AdZBvsqJrRhRwj2KBzIQqAjHeuKK7AQyQFgBMI2Y9s5t3zz87o8+17Kl184t2p3Q2Sn3udmALyycm/MfP2+j1EJv58rhvTeCDLKCeE44znxr5vmp4OxMdNavhMI6ENJDc9SCV/NDBuKJ++bpRaJMBBIBqAjTLZpskIABaOsaWsfgKqRM5LAZ8eX9zpRrUV226/Z5Zd6dc7tzTp/p9ldcnqLzgjrrM33UgPAVXK7kgk04G0osQImlqDjvAU87/ScZzmeWhGqJ2VxN3bnW++zjmz/+O5bLgwAAIABJREFU9PWf/fDhTz59Y29SzKjgR29ffnBr7frFxqWd8nuPt68eVC/tFJ886D99Z/L0rcmbbwyvHlS+9/6Vv/riydtvHHz45rV3Hx116umrl9f2drpmOX7r7l6rV7x+67DeKXf69XavVqsb+UKy2TRXVzujUevKld3V1U6nW+v2q5m8mkjF0kYikVdjulCwjEKzONgZrR5MqoN6uprON/KZSlo3tXqv2BlXhmvVg8vjvcPO7bvr3//+nbv3N998+8rDR5cvH20YpWSxnClbpVw5l6/ki/Uir/IJQ8/V8mpB1Stqb7cxPuisXuqNDzrlYd5oZ0rdXNbS9XIiXU0X22axVc3WzGzNLLat0tBKt/LFTtkaNmqdatkyy1alUCnymkLLMTmTtvm8drfP5fafPHHWPrtY4IQ8SQLzs61M/OrW8MbFtR987+Hh5X7K5LgULJUZsoCG1CBVYcSexlZFVMXmPfPnlqem7DNzzgVnwOkL+yMwsLS0MDV1bmb67Pzc9NzM2cW5qeW58zNnXztz4oX5mZMz51/1e5YgKMAwSCaboDncHXAxEqNmk9la8dK9629/+vFbP/ju5MrBsXPYvFPzO+PBRd7hkD1O1XeBXjoDnz8Hz0xjszbBcRY6/7Lv+AVyfpldPo9OzdOLdtHhEJ0exeMUnX41AKVAN+v2cf4gF4AUiEnTfJqjNJLXWbUokSkCjEepDApIvqjg5rJAsSfqVdTo0qNDfXRRu/q4vn07s35Du/medftp8+Z71uR6/OjN8o1367v30ocP8pceGZceGbv39WvvmA++3330af/io9zkhrz3enLjdsLa46192dzgUz20vquKFkAZfqkJ5zZi1cvJ+lGqfDlePJRTm7Q6RhObtDikxBEXG7JkE6VaGF5HITMaG/BCn1PXZKHPxYYs1yPoNhqf8OKIVtY4dcKndiVpREojPLvDZzbZ3DYnd6PZDZqt+/VVPLlGiN1orAcynQjdgfAmCFVDwYKbGxBYI0q1YKoFEw1QHNHKKku3YLQaplsw20GJOsg0SXkssx2W7/FclyMbpLIqxScK12XEocD3WKKBQGb0GXzSlbAjNRBvYGgVZdt8rCvRFs9UeCRH0sUYlefpXIzLiXIxrlX0dD2TbmZKw2Khlyv0M1pdIbMEX+YTnbjclOgKheRhtIhG85BLdTtkpyvuWebtHsEdUaMXwvPWZvvo4R29XDp1YR5l5JdPzv3ZN47bPRBIyqXW+OGHn775/c+vPn68GHbOh5anA3MvLr7iZnxKS42mYNTAwRyo9BWsTBDV/yKs4iWSqXFMgwtnACAHImXck/AvCfZgLkK3uex+gRtKcJ3wZkMXhIVF2eZMe+fkWa+x7Cst+k0b3AoEyx6ii0QM76Iw5eDOBeX5pIXVh7KsATTlsUwNB1bQ8AWVcUY8p7HI7Gon9eTe9k8/e/RXX7z1+O7OzUu9h3c3y3lyZ2K882jn2qHVMMmf/Oj6+2+vPbzfe/1296P3Dj9698r33r91sNUadYxSXtlYbRxdXh+Na/VGdnOnvXMwvHx1Z/fS5s7+andQG6+1treHnWbJquasak5TmG6r0ulUO53qjZuXJuv9/Yub9V7FbOarHdNoFCYHawc39pvjxtaV9d1rW5uHo/2jSbtvdEfGeGLu7Ldu3Zl88r0b77+999aj3ccPD+7d3jm6vL46bHQ71mg0KBTzzXZLiqsohbESj7OkNWxUekZ7o1poJnE5iomRWIZS84KYZcUsl7My5V650q9V+5bRrOTqZbNnFbrlbDtnrTUq3XLRypebZjKfEOICxlNBLCplkply0Q8AyzZHKBRxLSzjbjfpcGCO5QyLDcqpK3u9R28c3Ly70VrNYXKAzsJ4DnaLnmgGQssMZrBYHA9hwVnHBZvfTgpkCA6dmz1/ZvrsCy88953vPP/Kyy+8+J1vnz113LY4e/bUy89/689PvPKt577xJ89986tL82ddrkUMiyAoAKERh8fuDDiDCABzVCyldTfXrz14/frDN475E6BNcDtlf0CPuiW/M+YNaJFQMuKMeVckTyQV9cg+O7cSSUWhHBJJRxapZTu34hI90TQIZWEsh9MGHZHDfsZnh20u1IkoMJOkMRnFRIRJkqgGESk4InhgyaeVqUydzdao1qp6eLN+/53R44/WHn13eOm+cf1x+Y0P209+MHr0g+H1d6o336vfftq4993mtXfM3fv67Q/qV982bn1YvfW0cvmt/OqN2OCIndySGrt4bZfLjAm1AVBFd7yDxCwg3sX1MVPcV5o3cp07+dqNVPGyktwi5VU4uUULQzw2pJgOClfCbBeXxvyzrAFfykM0ELqNx4a0NGaxOgCaAdQCmB7GD/HYmFQmjLxG8j2Y60X5DuBUzpN1P9MM+fW5cHYJt/xo1Q+UXOyIJLuYK+2IVsPSGhctB2JjBm+C0pil2whWj8KVEFaPiiM6viawXZxukXSLxus4XseRCoJUILZDP6M7SWOeamFA0R/IunzplXDBy3QwdSPG9Wm4DBIWQVk0WkTpMsdUYozBs0VRLMpKOR4vJ7VqIlFOamZcMaV4RVHKsVwvTecpvsSxJTreUbk6C+UhIAP4k0G7tOKQnU7VbYvZQ3oopAaXMXtx1bzy+Oajj9/TyyWE4yFasAbrd5+8/94PPp9cvnrvvfef/vjHe3duRmN4VIQcmPuE87Q/FlTbcTADBbQQVaXoGk1UKdpihaaYWc/pq+n4IBEf607Zu8Q5/l+a3qtZksSw0ps3RehhV7urJUFgMADGt+9r65b3Ln1VelNZ6SptZVZlZnlfdW9d1327720/3YOewQADS5BciuIS5FLURkgR0qt+kR4gRZw/cF7Pifi+nFoq2xDcrdf7dMWFym2w6sFxNZvQclmrfJ/ai6nZsl9N2ZGsF8l3YmU/nXfTgF8EvQJgpUEtpgwRUkumS59C0MNK/h5S3Edyu1T10FOgYZvy9bpQSx89+MiS0Pevt+9fb8eBdHM5VBpVBk8+vQh/+93lctJ48bTz6Ez7+vXwN99t/+FvXn3z9vRvfvtmMjQ1iQy62slmsF73x1NvtemdX86evTp7+ebq8bPT4aTz/OXl9fVpr2euF/22LQosNp/4p8eTpkCORt3nzx8tl8NOYM2Ph4vT8XAZaO1md+qePTtZPZpPTwenT5adga7bbKcn9UfqdGmeX/Z+/evH37xb/PaX29/98uLrV6vnT6avnp1enW8Wk2HX6xiG5bQ9jm9AWC1freYqlXbg2X0DYSsQXRIMqmHSfw7RRGGuSikEKZMwC1dwMAcX80gF5mqERutDwxwYRtjyRq4TmordbFoSrbJNR9Z9y+m7drctKU0MQ4rJOJKIgYd7lYMH5cO7XYUcdcSLs+D9t+fugMeVYhS6f4juxIjIIRGLCfmsWMEkXPNUSqITpeR+fP+L+1/86KcffvTJT378kw//8i//80c/+eGXX3xysP8gET88PLwfizyMHj6IRe4f7t1OpfbL5XS5konFDyKxvb2j3dsP7tzf343m0ulKGSBwvdtZPb784Mvs3Z/FPr1f3klSmX0sugMfZoQibGExKn1IxDJCPslmYlSyKFdAA8HcWpxOHRHxGJWsKNWyXCk2ylUZzFDZ3eJOEksk4PhBaT+HZ2mTIpRaAjyq8vkSk4rDewUiikuFybZ1/tTbXpm/+ePZv/4fb//hX6/f/ir4xR/G//DfH7//Q/+3/3Xxx3/b/vy/DG6+t2++t1/9vnP8WvCOK4vnzOyGGl0T9rLAhxG6s6dMUu622hyltCWgb2rOlmL7RciIVfUjfgTI6zo7BrQtZV4yrUtauyCFY4hZVsQtgvSyaL+ADcpAN4v1q/gILtrpnJFIKNGYfPDnGRgdAJVO7kB4kDQi2ASABoWsE4V6OaiXyxqHRSdWMI++AH+0Q36WUnbj8kOgm650U4CfA/tFdARl29ldfgfqg41TAQjL2BiNqZGyWwCDUtktxJXDpBojpii/osFumZlRgAeAHbDSruT0DOBV0BCG/ErFLWB9AA7KJSddtFMFK1n1csQYrg+hilvI6kkkgIgBiXooFdL8UMQdsmYSNa2GyAgqYTUFI3WKsWhQqHJtCtcxe27gNiaELKQBwoBn+jRgATk5mxCTR3wsLibjUuqQPYrysUwzcx98UJFBa+GG2/H1t68606HW9Z69f3/67NnZ8+fzR4+Onz3tbzewzCASQZlMga08LO+l6SxsIGkhs4PupcV0Xis2VzI5oEsGUDZByEaQNga2a6lmAWzX8B5bNmHUp/i5AnVqOaNStMG4lIX8OtwjM2ap4EBRORWRDmNqJGOli04BDpGyU66YecjM1K20PoRVr4ASd9t2wWnlRTziNou14j00f0/E0zenPRZL79/58P7nf7V796Oj3U8zyfv9QG5wVU1Gvnl79pvvnlgtaNSjF1PBtaBel97Mje2mc/Nk2VLpXGa/WIyDYFZSyPHUa3vS6eV0sui8eP343fvnP//mxXe/ev369aObZycvnp32gtZ6Hox6liYzmsxcnC6Pj6eTcW+xHHb6VssVeZXozdzp6WCw9tcXk3Dafv3+yenVdLywhzN9trLWx86bN6tff39xtlF+84v1b3+xffNs8v719tX1yWIcdtsWz3IwVKNo3ml3VcOmeBFneACvwwTUnwfBxEWoagUvMirJtWhSqnMtmmvRdbFea9S4VkO0ZNFSlY7uTL3OyjP6estXVU9SPckd2Zqn2gPbGbedkWcP2oolEzSmyMKTs7XFkUh8H0nsRm99qFIlicnPx9LPv93ONrrRo/L4YZ5LpujYLnIAOnjdY9qzjtJWCZGkZYYUyAcHO3/x4Q8+/uKTD3/2449++uMvbn3++Rcff/Hlxzu7d+OJQxAqVKvZfD5+795nH3/yo3ji8DCy88mnP/npxz/+6JOffHnv1sPD/cN0IpbPRXPZdKUMksQHt1J3HhR27mTv3s7c2QMPImj0EDmKE6kYnnxY3XsA7t4p3/+ycOdO+f4OvJ/mcxkuG8OTsXoixxUSROoQOcrSuRyTP6jsA41qmSs9zD+IAkekjsMidDvxeQo7yhJHJTapBGRnJjoDyuvjj27cv/n7qz/+/cX/9n9+9ff/fPHVL/0//vP2r/90/Mf/dvz7fzl5+dvuxdfaxdfa9o3Uv6zp05wyyZirkrkui8Mk34vRYZQOo2w/DpoPzZOaOAPoMI+5SaZfllY1cYEinUw9LHBTiF2AjQ2iXuLyeY1bV4RjqDbKl9yjshsD/QzSK1a8dFI5LFhJdFCNyfv3yVsHwgOkX0EH5Zi2X/AS9QVYDjNHysOkcVBoxzLmYbq1H2ncvU98cp/45KPCf7pV+0laj0TVPbBfREYA0K/sNnZjavTPdPyKX87amaSegIIqPsaAbjkuHxXsLLMghQ1LTPDmcbPSrkBdqNKupNUk1AWQEKi4uaweh/wi5BernQwU5IFuuugkSu0k5BerXr5oZ2s9iB1RRIgzfZoKaapLky5ZN3FMRREZxrWa4HJKKNVUWB+rvMcYc50PGGttkB2CG7JUSAIWkJYzKSmdUXNZLZ+Q0/tsJNZIpOVMUSvSIYfblBgq9qw7OJ1Zg47Rc3urmTkMRFfP4WCOAhNYgbE5riPACgq3UNTCyloFaWP0iMX8OtLBuKlQtcGSAVQsiAgoIqD+rDJTjk1hLkFunegzzLRRskBqzBNjpuRAaA9PaLmMWSq6YLkDF9pAzigVbbDaRpobrRbgqF3FzALrFWk9/uyd98tfj7/5uvP2xrxaMqdDauriNBCJ3P1hIX67VoniYKrJwjU4J4n1ZqOm6xxBlr12Y3vcGw40msraLfTqojsMhI7LbJbtQa8VdNXx2D0/X6yPRxQDKxo7W4RPb07CoeX66uZ09PT59tvvXl4/O3n+4vTn76+P172gq14/XmkSYZvC08fHw57T67WXi3EQOnZXs3yFEmu6L2sdudWVTh7PZYsTW6QTSP2JzjTKFJMj6fSTJ723X02fXzkvr6z3b0bfvVu/e7F+ejF9crmejweh33PbPkULBC1wzZbbH02PTxGKeXCwl8ilKIHRHI1ROJTFGIVVXUV2JMluMhrHtnitY+i+Jbd1ydVkX1NCVe5IgslhPEzJuNXTta7C6LTYbhAKKZhCZ9hGaqVcLnYy7z9dj+hinC7HypEvWChKQAcnC+3mOpitZdOvp+D7GTySIqNH9SgV8I2BKnlyq6PzLYHTBDfsOL6LEFgkGY1lEnd37n38xSd/9dEPf/zxh7fuf3Fv985hfD+diT3cufWDH/3P/+4//I/3d27fuf/FrTuf3925U4YqTIOlBA4lcaopCi2NlppEQ/ggiSQilcOf7f70L774z1/Gv4wAkQeFnS8St1JEeqe6d6dw/7PUlz+LffrT6Ccfpz47qkcPkaNDOBrHkkWuHMeS+9XDPFsoNyppMpNnC0W+VBKKQKMKNaugCJT5HKSW6zZgz5u9bcsaUg2ztH1s/9P//tX3f338za9nf/yH8z/99+tvfjd899vw2z8Of/+nzYvvO4/eG8ubxuwJN33KDR9R7WNUGhW4IMUPskw/Lc3LzXmVCFLkIEsPi8yoJC5gpl+E3QToJNBuFvbSYDspLrHGusbMAWENG09o/YpiV2VimnOuudogA/lJYlzkVjC7RJBeEe2X8AmYNaPFdhrpl6gVhs/hgpcC+3loVEy5kZi+E209LHgJsJ+PK3t36p88pL/MmtEvkJ98DH14j/4iYUYK3fR+c6fgZm/jt6LKUUQ6zLdzwpaPKrEva7fgAVJwizvc7oF4iAxRfEYgQ5RZs+ySy5n5ilctOqWEEq945WqnlLOSYFBCB9ViO5nQdrNWpOTFslYk2dorWEmgky9Z6Wq7UA9gdkRJc5Hp02SnzoesNJKUkSyPRHUomjO1vTKUQcNeG2Kfl4YNeSSaK50NKbpH0T2q1sWqDgC0QTREYR/OmfmYFE/I6UP2qNAqoW4tQaYpl2105O5m8PSbF9a4Y407vCO3+naerGaISp6pYq06bhE1o64vdHWulbUKZCPshG+uZG4uIH6taFaYKU+NWW4qwl6tpFXIHtmYNtkRSw7YP9MKyREjLJv4gAS7aNWD/uyCzlol/lhGAqpkolkVTDcreChUDRjUyjW9iEhHMHf/218P/vmfz3/3S/8Pv+j+/a/6f/3zwbMTe2AxnlL3TdZpsS2Zmo27ksSYlkozGIyUiuVEo1mfL4OT05HXaQ576m++e/rs6QIBY11XnIyczap3fj4bDNpet4Wg5ZbZ9HyzExhX19v1yXh7Nnn8ZDWZeVdP17/81avVomMZzGRkjQeG2sQlsSaJdQQp0DSM4yDJoKxMtYfWdDsJF12lLbtjp7f0EbaKMuWmTozmVn+i9Yey26G/+mr5i283L57Yb5+5716Gb58PXz6Z+k4j8FqDoHNx8ejFy7e61aV4WVAdWmpJlkc1NdXupguVdKFief70eNvu93hNZmRB6xjtYcfuu62uqXTMhq02rJYetlt9W/TkWrNexsu0TEl2ExMwkAZxuc63BWdsG2GraXAkCzYa+KOTyYvTqVrLK/WcAMfw8g5WunOxaV1dOldPvNG8kSzduhv9cRqJxODIIRRJ1DJJMAUQIKvymqfLdotoMJwq+ZNhux9QAgfW4DJczcPFVCUTK8TLtUqhmtuP7t7bvfvJlx9/cffzD3/2oy/v3dqLHlRRsM4QOEsTHMMqTVxgARyDyPoHIFNOQ/FY+fCwsLeXfRgFjtJYKgJE4khsHzjYhw53wYMD5OioFo+SCdSsH8LRFJ6pNIC6QVQaQArP5NlCmswk8VSBy4MyAMpAuVEqNfIVsQwqFbpbp32kc6LaCz7YiM9/Mf+7f3758ueDZ2/93/399s034Ve/9N//fvT6++75a+n6F874Eb15ofjHuDUF/S3hrDF5XGXDvDQBxEmV8LNELw+7iRh/NyPvot1sSroPeYman6FGJXJQZsYA3itSwwo9BekpWB8W6FlFe0Solzg1L2DDlHPDcKsysygy8zK9qPJrhJ4D1AyEwkLGOCq2k+igjE0AsJ/POtGktV/0EzFrL27sHsh3M/YRMiql9cg+f3efv5s1o0kjkraiWTcBjcppJ5YwogU3C4RVfFYvd0uJVhwdIWAPQoZovl0ouMWsnYP6sHQhC9tGfYrzJwI5pYAuiPRQpIeW3RIcAki/Wu0WoLCEDSuFdizSvJfQHuadSNY6SOm70ebDkpMuWemKk60HoDCjpYVQ72C4h3I9WpmK2lxSxg1lLBgL2T0xnY2pTeVGj+MCRhwIVBeveRjh41gH/f9k9z6MD3EkQLJGLqEkM638PhsBPaQWkEdE8hCNZcjCXjHSOxlf/fzZ6HwutJuNjkxbPOOKWItIE1nMrNftOhOw7ICj+hQ1ZCoWAHowM+WwEEeDOr8Qaz0C7eJ5rcyOWHHe4CccPaDwPgG0QcgDhQXPzJiCWWAWbLUD4ON6fVQDQrDsVkoWWNDBYgsuKEDVQPPNUqmZg+QMJkUnW+4f/3T5b/969d//dPlffz//u2/C378d/OLZtC1hu7d+WEw+NGU66Oj9Xsf1rEaT4yUOweFUPpGvpiWdc/wWWiu8fXX5x9+8+5vfvz87HhothiAqHIfMl8F0HnjdVqmaoViMoBGhSTF8fbOdnZyO33795Hg7vL5Zv31zYVu0aZBPn8yGPRWoRDUFNy1elklBxEkKqRFgGS2gLDI+nlh9C2+SlEJlgHQOTjdalOYK4cS8erbYbLuPn4y++mr99qvpxYn47Kr1/TfTX32zvnk8aFvcbNwNA08UJdPpNhTT9sf9xdbqTXrL7fryZrZ5cnz2XDN7FYgWVGcwP7aDPiGIeRiq4GgBBTNgOY+CBQwq4ygqstFqukzDoqMIpshpvKDzmIDVJbyukM2u1Ao1WiWbBiO3aIaBhn5r6kqhUg9ktEVl64XbUPazzZh79rj9+kV4stV5KZcDH4J0ti4jUAMEBWg/sx8rxAtIqS4QrNJglQanSpKla64tOYbuO01bI5o0yKBlvIoJ9SoOHqQje8mD+0cPbz28dWvvTjKfzlUK+WqxCJbLMFiGwRxYiRey6UoRpvAPslAiDcRKtWwRy+ym798++mIv+/CgtB8BDuO1RJ4vlsQK1EJhHSspINVhs1QRECBMqbMOj+s41IRKQnkfOEgRSViFUAPNsukIenBU24+gBzvAPaBVUOacsRaVEREcN2ePjcWltrxUttf6s/fdxy/N7U1zck5uX0nHr0T/BNZHFXdRk/yC2Mk1unnCTtStJKBFICNB+EXUK9TDChKUEvJhUomU25mMtl9yjvBeUT2jmRnEzCA0LIKdLNhJY70C2s/hk6JwDHFroD7O1McZtB/LW/ehIAr58Zyxk2ntZPS9onOUd6I5+yimPEy29jL2UUzbPWje22l8GTd2I/qDw9aDQ+VeTNvN2Ed5N1nspKPq3qH08KC5k7ET0KgMjMrFMFefo+VugVvR1AynZjjSg6kZWZ/ixJxMGelqABALhlpxxILB5zQ2IYAArg3rxISkZjS34qkZiY8xelEnpmhcOQCDPBBkUvp+xtwvedFKN17pJspuCuuVoG4B9Apop4J2ANitpBpx0CrXOxg/oPkBTXfrVAfle4QybWhzqdHn5UmD79FUp15VS2gbqXewsl4CXahil0t2CeyABTsfl2MJJQn1akeNBNyto108wWRREz8AoruFwwSU7a7686vV8umGa4tSoHROQkhGAAVifZZ0SbAF1by6eWb2Xw2tR3ath5MjGvJRJKzV+yS/EOmJUA8Jskf8GWWDdWBqhFMjnBzWmQlZ66MFM9fcCkC3fCjsldp5YlKLy0cRYScuHqabsbySSfGJopQtCIkcteeMyV/97dm//Ourf/3T8//n//rVP/3u/JvH7acLbdqmicoRkN2VOKTXNSy9ORyFakuRWrJqtRpq03AtxVJqDAYTUL6U1FXO1cW22ZwOvUoxwbIohpVwEpjM/NOLRTe0Yaycr2SPkoeCzC3WI8MSzi9nl4+mfqBoak1qgt0O//jRsCFUalhqMXOvb45fvDjfnIwtW1GtptNva11dbmsFrJSqZssEkIFytUatSpRwHuKVuu01SKa4WDnXTydfv5ufrLhv3nbfvuw8OtVf3ozMFmHpDdvRR+PpYLzojZdmZ6i2+/3V6frxs8Hq4tH1L59cf//45lfD+ZViDhx/Hkw3itM1/FDzOpyucbpmhL7VD6VOW3RNLfQER2vYKi5SlTpAy4zVd5xxW+sZeItmba7WxBCqXKcqCJLTJSLUqY3fPB/JBp3CMp8jmU9GDnh1op5vlNVctG0EQA4i6dtpIFqoZQ5z+7uJnVQljbI1RuFIka1xJCkJDVPjWjLbkhu2SqmCYElaz+aMBsLXIBZLVfN7qaM7hw9/euvT+9G9vUTkk7tf3Dvc2U8eJUv5RDF3EI/uRSOHidhhIvbBQeZhrHiwn37wIHZ7L/NgL/NgP/swDSdytRTUAEiTqBn1uk1UZDCCxZJEpsgUK2wV4Kt1tUYZBGWRNQ07Ag+qzUpZLEBqte4gsF7Ncokcn4T1UnNMNceEOMScNW9NSWtc7yzI0+fm2QtrfMoZvYo3hYNNbXEtBqe4OixxbqamRvFWXPBLsBarNA+oTrmixgpSBHELZSNVsrLldj6pRJNqIm9lqp1MUt0tWlFuhQLdNDYoIr1iqR3HBkVuBQsblNvA3DGIzwrwIFEfZ4DgcI//SVK9DfhHBWvvqPnlHvdZTLp3KN6G+/m8E03p+wl9/x792QP2i4j84Bb50x3p9mHrQc6Lp63oQfNBrp0C++WD5k6unTqUdo+U/docItcYf0YUvBQ6ALABnG4l8lam4pWJCV7tVKA+bFzp1JKmVwy95Ko+BPVQYkZXumDFBckJQ04Yfi2wS6Y2xOgZTk7QHep2tZNB+6W8dZSeywOLAAAgAElEQVQ19oFuEh+XuBVMjkGiD5SNVLGVKunZopYDrXJJLRTkHOYizQmvzEWhTxIuXHdAwoXZgGwOBGdjNgcCqkNVuUx5BOFiTEA2JjzTp/CgTg8oPKjDbagW4ICDkAOWCJgEkwU1tCxCqEaWWXC/FKvyKKYQw4tpuB1KfZ3rSHWLlsYq3xcaY0lbGeJMYoaMuJSsR7a0kbkZz80FesJWHYCdcmi3BrchdkzwU6Ixpck+Ug9AcoTBbumAeViyskUzU25n0V41KuwifhlwixHuIdTOV/RMthmvavmimOEDUujguFr6mz999U//9u3Ni/5i0jyZqx0N6aqYQhYUtsIRBagaM3VO14VevzMc96SWHIwGjt+RbcOfDDXXpJqcZEi8SAssoQqUzBHreU9uEGfHo/UytAw+CPTxuGPazVI1I8pcppi6s3snU0xRLGJYgmk3SLpaLB0ybHkytWZzpyFC6cz9RPo+hGQIBlB1nuZqktEUzSbXauynI4lymmjSAAlXSRAkAYxDq7UczgGqQWlG/frZ7NWrxfVTfz2j3jy3npxrj8+sP/z6etTXzJYgSwLL8gQtqKZndobuYN5bbr3xMphtJ6vr+ebVfPNyc/b28vrbzfmbdm8tmaFs+5obKE5X7wbdydQdjqS2zRstlGdRnj7Kpx/GI9FCKguVQAatskgcTh9WYgWymEMyRThThbLVarrbllc9/WLmfHU5NNkClPwcK9zuasCixz46sV9cD/u9JlpP56rRIpzJgpmd+O5e8uAgFc1UC5UaVICBLFSBaYptqbQqozwL8RQs0KwpGz1XcnXelGXXsvq+4tmM2swjQL3BluvIncPdn976/C9+8uF//PFf/bsf/OX/8B/+p3//Vz/44aef/ODjn31wJ3F7v7h3J/rlQX43AyfySKpKFECqhIsILqG4jGEyCktwpQEUuXKRKcBcpS4Cgkkc5O6nwEiRSMNCOUckMA3Mc6kkcQQqxaqczfNx0oXpDsx2qoIPWAta8EoNt+TOcNEt8Ha6f8LaY0zqlPwNExyzvJvn2jnWKzZCSOjDNTsHtZJUt8r3EbxTBu1sunlYtnNpJZbRUkgAJdVE3soB3XLZy5a9dLWTQQdlZonVRtWSlyh5CaiXwxdVegPX52VomAYHKaCfLPnRI/lWRPpyh/nZLv9Jxnh4JN+Ka3fvEj+JKfeSrZ2HzOd7/K28Hb+Lf36P+OJQeniP/XxXvLUv3XvA3toXH1b8Ij7GgG41a6TgEDhq7uXtJDmD8WmVXUJAN13p5Kh5DRuCcK9SH6FoH9pjH1a8ovvMUs6bRSeH9pH6ACuYuVofhboQFuLEkKUnXHOjWI+dWg/XTtV6D401DvABVLYzRSuZkHYL5hHYSdeCIj2AuVGd7tdAq4w4UFbM1Bys3sazfI7q0kxAwwZQ1YoVNVfV8jUbUieS0m+aU8OamM2uKHdEb+YMT8Pxeaj2G+2FPjjvOnMjPA28tWcv2+6xJw8VbahJoVTXCLABs04DEJAqj8bRfAzJyUN79mzbf7TgfY315damTQ+b3EhqzlVmLDJjgRlwiItIyyY9oHAfJcMa28MbI5rr1/NinPRB0M4WpBg3xhC3UPMrdB/NyjGyj1TMLO6DRAChTlGcEJCeryo5xicQHSoJRVgCwEaZ1NAynl6eh3/4X97rDl2B4gCcyOT2a3hJ1zmahlkeqcLpdC5CMnCzxSuG5A+6TuAIikg3WLrBN1uq6bVlo4WSOAgDSpMjkQpWzbpaQ6hXB23F13gCyOgi7hp8k8fq9YrpKJLRzEGFWCFRhorFStrxWvNVv05VNJNbn4/CiV0A49HMQwDLYRQA1Ss4V0dIOA8XjnLR/dQBIZJ4g6jiINmkAQIs10qyJaJkGa5lNKM+W+ivXs3evVu+fzd7/si4PlWPR9zTbfuX785nPcNW+UHQ2azWHS/0/JHl9TSr448Wx5fXT998s7583mh1jc5M96Yv3/3h5vVvzh5/89U3fzucX+nWaHn8VNF9EGWKANLUDM1qm91gdX45Oz0rIGgBwzIolEGBFFoss3ASzkTLR8lqvIRkuQbB8WTPb0979surzdvrE5WFsfIRASctpT7sSsuxc7Yd93p2GcjvHO1kgWIRgx7GovcOD44yuWS5UsUJ0bQUz+MNgzWMpuuyhtHy/YZlsa0W39JpWeFbumDbcqfTCsOm47QH/f5yMTk59qeThqEzikzKTUbXecsiNLVEkXEQ+GCvtFfhK0WqUOUqgsXQSr3GAoJG0k0MYyswVazguWI9hYpVwWOMvijoSMsmWBmo8XmUzSJcDmQziJCvMElMLadqe4naLiRnYDUNK1lESfNuWexWIOGg2amYQ4wxUoyRyqCf8nbWmxPdFduekbxbxltpuY+ZC4YLIXGIMT5AeGVxVJNmFNNDMK9SMbOIX81paagLMDOq6pYTUiwuH1W7hUonx29Iao4VvAwyqhALpOynq2G2HCQL3Xi+G816kYT18Kh1/1C9m9J3jqQ7D+iPb9d/fND48h710UPmk3vkT3e5z6LyvZKXyJrRpBYpttOpVjTVOkpb0ai684C9cwv79IDfzRqZglWu9XB2zlbalUNuP9dK1gcAO0f5JYr1StQUg/wKt6SaJzzYqf6ZtZYQo/UeWu+hOS1ddSqgC2SUNNaBmQlL9JnGQlWOzVpAMgMO9dBaF0M9qGzkYLcUY3aPmAepxl7JSNS6JSIEiC5A+RjVqdXbqNDjCJeWR1pzpMojXZ0Z+tyifQZUq7RP2Me6tWmpAyk49tWeJrab3VnQ8g3ZkdaPF+fPj4+fTsOlo3WF4SaYX0yXj9bBsr9+ulk9WQ5OhrPLOdrA6gpJ6XxdY/i2QtnNHAUWOGTz+snJuxtz2ae6KhlIeChyE1WctthhU5gojbFUcwkmoIUB2xwLyrShzsTWQtRmAu0j+qqBmHnUKuGdqjLnhAmF+zDmAeq60Zyz8ownPQTSClxQx1oloUuSDlXTaqiEQFwVl1CuRZAi7I9Mv29IGiUbvKQLnYFndgwIh9phO5wEsiXiPKY6Ujt0bN9ye67YEhmRW27X/enY6ri9ycTudlGSPErEk4kIUs2LNHrn47/68kf/qRrfrUTuNWulfOROJbUr0nBLYRsSjXP1mkCkqtlcNVdFKiRHGO0WIxIoWXVC3ezKeTCVA5IwWUEoMJaN7kZ3jnKxg3QkC+Yq9XIBKeagPEBAJawCklCroyfz0ToDZAt7FfDw9VfrN29mr1+Nnl933r8K3l67Ly/b719Mv32zdVSqQSFdxxgEvut25ovj49NHp4+evnz7/tlX32wfP2MVAyKF9eXzYLINx2fz4+df/+Ifzq9+cXb585sX37veKuxvTs9fjKYbvzfuj2fnV9cXT25Gq2Mr7CfK1QpFASwFixTYqEWBWLGWb5gMVK9kC0kALNlW6/rqdLsezcfdjik5mtBkMA4HDZU7WU/6vY5lGQAC33rwYCeegBkO45uK1WEkFaZ4SlKs3iiYL73Z0p3O3OnMGU+cwcgbT+3ewJ/OnXDg9IdGfyB3upTWUtxOwzCVtiualuZ1JidbbzIxez1jODBHI3008jbryZOrDw6hSKKeTNdTaSyJiXBNhKtEvs4DFTRdBmMInq7TWYRKCS2gOxb7C7kTMr1RoyGXWg4qKCWqmas30qSUw6UcY1QgPlFlIqiUwuQkbZYaHtBwKwB3UGX3ZR/g7XwG/ZxSYotLpbukgjVjjWpqCAlehbGKfAdg3QogRbluVQhAxEiXpaNi8wjQkqRfFUZYc0FWjSzWrZJ9pNaDQK9ETmp5O0Uv6tS8hg2BYjtd9rLksgb2i+i4WgkyWSeatg/S9kHS3I2o9/eatw8atx4yn+7xX+xyn2etg0Px1i73ebK1kzH3wTBLLSB0UE7rUTAoJZToHnc/byeTWuRQ2Nujd/6MSXiIHwAOUgvIrJIvtEqAVQXtSs2HYLeUU+L0gKjY1VpYZyZsxQLiQrJqgxWjUtbLeIAjLlLSKoAJIW0McdCqDiB2De9Q/FCEbYTuMeyAIQOipBbKWhHzoLyYPMAfgEaWGWDNKY46xaKYQQxAHonmyjTmpjzSzblXN3nSahAO3+y1WjOzNdWdYyc49+2V48xsQiFZXegth/3VxPTbTuAMFuFk0796eWoHajB3rdD056HWscLF6OrN9fNvXg42I2/qs7pAGwKlC3Jgesuh1HO8zTg8Wyj9Tu9is3l9rc/DmiNWNBJtc+LYbE4MtiezQZMNGpzf4MMG0+XYDqPPWp3TdntlaNOmsVDkES8NecwCxSFHduqwAfB9piTlCa+mTCRlIvEBwwcMLFfknmjNLNpicY1AG4gRtnRftgNVazcoARvOfcc32CbJNGlWYh3f3VxsTh4dTzbD0XI43UwG8344CcJJ2A7bs81Cs/UaTbqhH47HoqbxslyBwEo5X4fL016br1fj9z/PH95TSYCupuIPPiklHpJIocHV6jhYBPKsyvOthmbrsi6RAolSiGLJdJOgmwSnkIRQO8ocFNECQIAH6cODdCRVzqWr2Wg+VqmX95L7h5lIuVYtomWUrZFNKl2MF8E0hGRAJP70Zvrs2ejmOnj1PHhyqjw7114/bn/7evLu+cy3mdCVz4/no57P82xDlESlRfGi1DJbbld1PNMf0JJheIPB/Kw/vRjOrzZnbzdnb5ebl/PVDS94JK0RlGI6Pc8fdYKh7fkt21Vs9+TJdZWgjkqlj3fuf7Z/7+PdLx4k79dFbHY2dEOrqfAtXe6FnccXJ6fHs/kkHIVu4BodW7Nbzfmkv5gM5/OpHwbheLy9ul6cPfZnm+npYyeYOMGoO16Fs3V3uu5Ol93p2hlMOpNFZ7LoL44Hy5Pjy+twsrL9IS21YIbLwWi0UMoAUMMwR6vN5vLx7OR0uN7487kzHCqB33BdwfPU4aC9WX2QodJ3srcjwP4RGMnhGUQAQaqYqR6hVAHB04xQbEhFmktqrdJgSE+m7HIl9fqUohaaSr6h5DSr6vbwdliXnardq5thzerVnTGlBShvlRg9DzeimJQwhnizA2gBMtiKVh91x7Xppdo7FpwJbg7qSoBwTpk2C6Sew1vp1rBmLWhliDVCiHZLmJXD28WSFEWtHKBnmB6irDh2WCvp6YqTz7QSxKRGTuvEFGVXBNKvFtuZUjeHjkFoUCp20hn7KG1Fcu1Y1okmjYOj5sM97k5SO0i1DuF+PmtFovIDuJ+HgnxtVK24WaRfqXr5TCsRlyL77MP7tVt34C9vQ7e+BG4luFRRrQImFlyP6FCotpCyCpWUarFZKEn5vJjO8inAACELLqsAbGFsX4jTqaIMsH0Bs/AcXwRUGLNwzCJQsw7rNcbnG/0m6dJMlyNdUhyIQo+zN2axkSdcDNTKoFbCLFAa86BeLEuZipzHDNhbu+fvzl/8+tXl108mj1dnb57cfPf27M318YvH8ycnxy8vLr9+MrwYC55Imwwh04rb0jqWOwj9yZgSOIyqj5ajy6fn26vV+mzqDSzD002/PdtuvHF/tJ6Fi5HuO2boym292W41HYNqSfk6WiTrtKHpg5DSW85iNrg408Y992RmrQb+xWz4dGPM/brJs67cOR62F4E5aQueROiU1m8Fx6G7aHdWHucwUiDgep1tM8pIZTwWbqG4Q4IqjBk42xXEUEK1WomvxJE4pmJiVylQlTxeYnR2ejYdbnqL03HLlSSdExTG9DTVlHVXnx3PNucnj549Onl03Jv5vWkoqDxQq6IUAhMwwROSriy369FiZnc9xTQ5SWqoKk5TxVI2GdtzTcVWeZXFDK5GVpNQao+FswqDUGjRNkTX01W9qdqqYil2t70+3bQDr6k3dVenGiQpECBeoRpkpV6NFeIH6ciD6M5RNgESaAmr7CX395K7iVKyiJbuHNy7e3i/XKvePby/G9359PZHmcJBOFAfPxk/vRnf3PRfPe89PlWenklPz9TrS/v6otO1KF2qiwJ2fXW+OV4Mh8OuH06Xq9XpqRcOWm7H7Y841cTohtefB6MTtunSDbftn3j+yWx5fXbxZjw9r+HNMoBTrELQotX2Vydnq+3F6vyR3RvQqpqslh8kDqKlBMyCktNYX8zmq+FsPjzdHv85jy5PTzfLs+PV1cXp+7evL0+Pjzer4/Vmtdr0xzOn22t5oWh1aNkmm2Y4246WZydXr06fvlpePNtcPT++ejXcnA/WZxcv3k6OL/uLY6rRqmIUUGNJQeFUE280OaXFSCovqQhO8ZJqdoP+fOmNxqJt1yWJa7ed5cJczNiO+0GaTt7J30rg0QyehJpgTUFhrpKsHsBkpkalm0rZdqCuC81G+OMz+cmldvWo1e/XhkN8NmP6w/pswQ5HlO2Bbogut7I/otph7fKFf/12GM45q1enWwVcyXJmuT2hu1NWDxBvQs0v1JYPt0dEuOSdMaX1MDWoqUGt1cMZs6APasawLvuQEqJKiIoBLPexHLMPSAlEL9SssjShcRcoyynILoFuBfAqjTVf66NoCNeHSFqLg0Gp5GZzVjJjxLNmPNU6ism7aT1S9rJQWM60YgUrlVQiBSsZER7u0neKdqo+AMrtTMFIAp1SxS5G2P1kMxZjI5/mfroL308x8TgZS9HZLFcsNUBpaLgnPWVsISpR5MAMWYhA0UQ9WW5UyiJQMwnCYQmH5fwmZpCd08Hx2/PgbFQ3GMYVlaFpzf3ZzWZ+s53dbJ5+99QY6c2uKPlieOLLQdNZ2LRN8D5HtUncqufYdFUqFRt5sl3XZy05kNoTpxXqvfVwfrk2+17Ld5ePLjZPHk9OT+xBoPm2Nw28qe+MPH/R0zpWOBtvHl0OZjNB1jTTmSyW881iNOnfvHr65t0LjETCUS8YDaar43ZvMFmt1pdnatuygs5ovZpuT9qDfric06pqj0bD7bYVhnqvr4ahMRyKnqePh7xn47pC25rkO3LQVnueNel585E3H9jDLmeIkqt508Cf9VaPN+PtuL8Og1UYrMLweODOu+7SD85G3nHPWYb2IjAnHqFzpMHXFZo2hGytlMGKhVoZYlGIQUASMLstrS2LGheO/IsnZ/PNbHm6PH18bnVckqfThdTtB1/uHe189MmHn3z5MYgBNaouteSmJoWj3mAybnc7tue6frdl2TTP0QwOADmRJwQG7RqiI9MKBag0yEJ5BingQDbwWqJISTJvdyzZUA3XMb22Zpu83BBakt1r0zILECAhUtPtnJbZ///z2i2gYCyfOkhHIqnD2/t3H8Z2k6XsQSp673BnJ753e+fWZ3d+9rPP/nK58V++Ojk57T55MjjdGk8f6Y9OxYvj5s3j9lcvhpN+s6XUiHpRaTJPry/fvn2z2qwXm/VoMWs5Tnc84hRN1K1qjQDrzNmTN+Plo/Hs0Xh2NZk/WR2/kNVgMrvYnFw3JIsVWgQtQighKi3d6TQNuzucC7pZqdcS5exe+iCSP2Bl4tHNdjLvmZZq6BpLM6LQNAzLddqDXn80GC/nK9t0HMedzlanF0/OHj8bLc+84ao7OZlub06vv95evVmfP9tcvhytLwW9W+O1phXavTne0DFOLcBUHsIlw2eaRlP1SFYheBnnJFZUwtEsHE4Mx4OwWr5ckXTd6HaMMJQ8r+n7cr9H2k6apj9IEpEUeZTnUlHssN5CQRFAGgAhw6Yv2AHnBXSvT87H1GZObxfE2YqajepGK90P4dcvO69f+99/v3zxontz47545V/dtGerhhvWxsvGeNXUHECyK4ScR8V0hYw0XcifCc6AsPt4wyo2zJJole0+3h7S1pCyRqzep9yJoAU1f8Z5Y1ruQKqP2WNmeNravgg3z8P+qd4acZQFamOOcqASnyg106lGEgvrcAcpmuV8KxcTY8lmLG9kM1oq0jiMNQ/zVibTiu3zD6LiHtApAe1yvHGUlhPxxlFSOton7u3hdw+pB/UAzMoxMkRxH651YNgGAaOS4ROoDhgLzT1ua5MW323CCg4IGCbTzizobefWyNd6dng8Gp7NnKnHO6LSM5We2Ro65sQzJ54SWr3tdHl9ev7myebZ+eXb6+mj9fB0+fT960dvn4+2M1ImWZ305x1WJ92xc3y93D7fjM8GSiizNiP5Tbkns20mjsQOKvs1BUuDaYRB+Vaj3e9yqlTjWFZWRd0UddPo+P35crha+pPhcDWdHC+8YSC0NNWyguGkEw5U3ZlMl1dPrher5XI13WwXF5cno0m/43vr7elseTIYL9anF16vV6NphKZEVTc6vtsfal7H6Q/d4Xh+duHPFqSkkZLW6vaatmcOhrxlQRyHNhpNx9G6nh4Enel4eXF5ev301Tfvn755ffXq5eXzZ93xyA39htpsaI3V5UbQRclRrUGnsxh2FsNgPRmeryYXm8HZ2hqFo7NN/2RpDDqtnhuuxmbfoxUuVkjECnGgVk0VkyWwQLB4QxHsjiNqUrqYTxVyAIaAGFAE8nUay5bSuXJWNRXdMUzXcgOv7buDydhy22xDcDpebzRuqgpB1cqVnOOo01Fn5BtQPtbAq/nIHaKcapIgkI2hYK5SzFTKOQSDG4rIy03ZaGm2qbdtWmoILQkXaJStpco5mKqpntm0dYjGAbKGsCRE48lCMlVMFZBSHi7moXIOLCWKmSxQPEgc3D+4tx+7v9j0bl4cr4+9y4v+ycZ6dKZdbJsXW+nxhbld6zSZYsiC64gEAcBIZX28ePXm5Z8r6LZluG4ZhmGSNruBEw7Elks1jNHs3GpP3e6S4e1ECqaYFklrnGC6nelkfmLYnRrJcA2l7fcH07VstYsInIPLkezRrb0vOYm4eXHhB7ZlaovJuB8OwmBoWx2xoQgNWW85vf5kMJydn1+vjh8/ff71xfXb9cWL7dN3k+Nn3uR8evJ8sHgkKF2cN5tGwCheCeMKCIeyatMKh+tH0+MnV6++efrq2/X5M80MBcnhm6ak2rJm6YbTdv3BYNTrDdqea7me1emYga/6PtduE6ZBt10+DD8oC3G4lS830xFkh3BqULPKtilzogUrK5hpmo1JaqHnY7MRvhxip2v67Lgx7CNBt3q2Fb99P/ybv97+4XfHf/3Xp19/Pbp8bFzfdB499cazRtvHFaOq2YjooLhSrIk5Qi6qHuYMKF4rQtS+0Co19LIV4K1uXW4jkltrtjFnJGgu5g7Ydp+xQ8qfNPtLrbdQe+vWq19e/OGf3v/L//13f/yX79785nqw9QSHsOZajI5CLpJpZqo2CNrgTn0vzsUi7FGymYqLyZSUzGiZjJKON+PxRiwlJdNC8hDbS7GxkpwD9WJFzmJ2OcNFAC2LmEWmi6mTxur1ZPPVvNFjYLkSnLTPX2+8ud10BdVXBLth9Jz+ZioYMswQiXJ+NxlFOaK/mgw3M3cUtAKrYcvNthquhpunp5un5/5iGCxHP//td7//X//2v/y3f3z/u1+ePXsyPz9ZXGwfv7w+vtxIOjfbjN794uWbb1++//VX58+3q0fz0cmoPWqTKpWC0vFqAuQRQqO9WWewGnaHXX8Yrk5P2kG3N5lMV8dOt2e0u5rVtjzf6nQkXZd0reVYstEaLRbz9cn2/Ors/Go6W/vdfqfj+37H7zrL1WixGAyGviSJitoKe6N3X/9ie/H4/PHVaDa3u91ub2i63W5/NFis5ttzfzxTrI7mBqxiaG4gGm1aaoXzZdNyAIKq8Q076HuDkeX33P6wN1ua3aDbH8m6xUuqrFsoQQMIWqqUYRRanqw0qzWcj1cXp5Pt2h4E3mTQXU7MXlfxPbalKl5b8dpNx9K6njvq6b5rhm673x1tJrZvl+DSZ3c/+8FHP7y7c+/jzz/78Kc/uftw55Nbt24/fPjhz358b/fufnRvP7qXyMa5JtufDNzAUwzVDbx2t+P63U4YtLud3mg43yw0Xa4ChTB0DI13DEEgQSBzmI8+IIBMOblHI2VdYQ2tGfjt2WwiKc1suSgaeqpc4lSl3e+JhuZPhkSD2U/H//Ljj1LVIkSRAIHzLY1RZDPskDzNiByrNEiRFVqKaGgggaYr+d3o7qd3PiE47NGT4+cvz5+9PDm/GJ+d+tuNenVpXF1aZ6fmsC8Ucw+IWm57POx2TRipYHV4NBm+evP64uqJ5XqyYWi2zcsywQqD6XJ7ef3k2bvp8lK3B/3xtk4pguhISgcnFcPq++GyG86CcKTbbm84myy3vfFyNF8fJTP//gf/+Ucf//CvfvYXJSjT7mg4AbEM4dlWPxyMhvPt9urt2+/evPvu3bvvb178/OnNz99/98fX736zOX8xP77pDs+IRhsT2rwxZJWQlQKCdwQ19Men482NNzrpjM7Wj17PTp+dXr/dXr3xh8fh8Nhsjxx3slxf6VbQbBot3bFMdzKaB92wF4TdjjscDlVDp5oi21J5x67rrarYLAjCByUuUhKO8kwkju8RDgrIZanHi11O7rItn6WbZUbIBiExGBCuU+z74PGaPzkRJxNiMqr94XfHv/vN+o9/2H73zWy55CcTZjoT3G5Nt6CGXELqUVzI8iaCy5W6WGJ1SHYw1cPUNtryaoxcaJqg3qnjQpZo5MyAbnUI2alzzUrb53oj2emyRpuSrbpk1nSPHa/bl89X73/z4g//+P3f/cvvf/cPv3z06vTlr278Cz/JZkpKFTSQJJvJicWSWkbdWoSM5uViTs4dkodRJlrUiqlG6k7lLigDGTxZoLOoCpAWIniEf2Jybo21kP7W/n9pds8uxxHrXLeXli3rykeyZFnJlqwje6SJPdNxOleOrGLOCSQBAiAAIhIZBEEiMOdUuapTdZ6eIGlGGgX7yD6+vss3nX90P8y63/YveN693v3sKLorOMRv/+Ojp785TROhrfDy3qPBp3942dtvOsPq8HDAVwRCIBmFh4qoPxHFaDpPFkOJmC8eiaQSnCZrtqHZhl6v8bqcxfKMwtOyIFX1B0/PX3768cHZidVqOJ1Wo7cvwmIAACAASURBVNdpD4dHD85G015ZFx6fn/zX//0/Tadca+jdUVupylJFZFQOYQowU6AU1hm3VEe3es5g2qfZ4s3bN1bWVkORcBrIIihRb3Qsu8lyIpQv0AynV6olgacY2qhVeVlheEkrVxvNbqvZazjNZr3Ratq6WppMWhiWSSQCisxPp9NOp2dbTUGUZweH0/2D/ngSisUDkThBc6P5wXjvcHpwcnj2qOJ0cFoolhTdbFIlSVArombAOBVNZVM5OA0i8VQuls5t7fhWN3biqVwomgpHkjjJ0YwgSprX6/d6vRiG5RE4B+f90XAwFc9gBVqRcZGPgbk4DPmTic2gf9MfiEOgOxqLgbkUnE9A2VgOAFAwBQLBeNgfDfoiAU/Av+3edfsDCSCTzELecDiSjAJQ+tbCzSs3Lt+4+6E35FENDSrkYRwpkBhOkbwsAWAuEAmTLEMwxTySiyaCeTidy0VZCh50qnwxt7VwzbN2m4QTVpnXRebscN6uWyWOoRgyiyA5HPPGom9e+mDT583hWCyXRRmSVmSILF5buPdP77176fat64sL615PCoHDybg/GozlUgiN4yUGLzEIXczh8PLm6uWbl13eLatl9IbOYGQbVU4r46qccexCtQLrOqzJ8PbmzfXVGxCUbLVtisbD0dCtO7eXlldphlM1I50D/eFQDEjdXlr68M5CJl8o1xqKXq/ag4rZUyttitHBPFuudCCYQzFBVEwMpxG0iOJsOovmMbrRHW7uen/+5i++88O/+ee3f+ZyrxTwDJzPZDPJZDTCc4Io6DgplkSD46uVarfIlFFCYkQ7miZCSSKYwANJPJxjEc4UqmPFnjcHD1rDh7o95ZQWq7ZI0aGkumKONGdUa81rjUnZ7Nfbc83oxBJoLIGk02g4lFhb3fK6fVi+0KhZuiQhYCadSoQiwR2/d9Pv24wEt5LxnVzGDcMXXMkb7txdF3BnMXTVD28HkB0v5NrJbEQKvgQWCAAbGcxX5CJFNhiM3Nj1fSAr0f1D4fnL+vm58eyZfXQk7e/znQ6qqrECuoWiO7n8djKzseX+0B9Z2g3d2wot+FIbCcRHSDnVLnIqmMcCYMGTx3051A0WPJm8m+bTRT5FiQBfhms2S1BJGInEki4YjYNItFBMlyRMVItFDgnEdhPZCFgASAFHKSSUDfmRYF5HY2zypv/OcmJtJ++5Hby3FF/1FgIxPu0rhsNsIi6kwmxsK7+T4FJhKJBAI1kyBXNZpJSB2XSlzSsOXR/KfAUpMPHTJ6Mv/uXF5398WW8rrIC8/s3580/uTw46eyeDZt82HK3qVCqWDuMII3JqRWcloSSJYlmVNNVuN4fzcWvY0m3dqBv3nzxs9tuczA/n45efvDp/8USt6AxfavW6o9n06Oz0409fH+xP57PhyfHe64+fz+bD/qh9eLx3eHZgt6zeZDCYjRrDjlwrwwxOSVxn1NN0ORoLXr5y8dq1K+FwEEXRfD4PgnkMIzKZHABkfT7f4uLixsZGNBrFcZxmGQTFMIzgOJ5jSiWWk3mWIZF03NPrVI4OuqOBNeg6DE2IvMDzvKTIgiRSDC3K0q7HjRLF/ngynM4UvYKRjGaYzd5IUg1e0cuGXaR5rWLBWNGw6s3uoN7uOa2uIKqKXjWtRrPV63SH9UbHqFiKWiGLbCKR2nXtuLY319dWEolYAUdxmohnkpTEK6aRLuTDQDKFQrEcADNFShILLKNZjtXpMYIcTac9odC21+0O+sPJeNmsUjwHE4SgaTWniVNsKguRLBdLJZc3VrY9rnAi4g54wokIThOcVMLIIoQiRYZOZTPheOzD27e8wQBOExxPY0U4HPFcu/ZOOuGvm1JZxF0rNyQ6//nrR88eHLTMcsuuVsuKwDIEgaFEMZRI5IvUwsbWzaWV3VDEFQi5I+FoJodQTEmvpNGCOxpLwkgglcT5UpFjcigMYWiBKkJFAqYImCIANB9KJ2JAAsbzRRYnKJQp4WypAMNxGAnhWFjgQUku4IVUJhNeW7u7vHIPBLMsy2qa3mr20qnc7o7v1s2FewsrMIaDCOwLhXe8ga0d39ZOwBuIL6+5Q9FsJkcKij2YnI5m9/ValxWqgmI6zQHJCBQr243+V67D0trmj3/6k29/71t/8c0Liys3JIXCClA8FtrZ3Aj6QyQpYIQEoyUQ4RBchAklkaV2g1AkTeZwTa6Nzc6xYs/LjQOrf99oH1ecPbU2UWsTq33cm58PD57VB6eaPYEIWbOGcqUdzxAuT3zHHd/djW1vB6MRwL0b2HV5I/5wHsjqvGCXVRZD4uFAOOL3RwI7Ib83Gb+ysvzOwr3bPs+FtfBlT+aOL7+8AyzsZpbjRV8M920nl7diC2kyCDJRlE+gbAwvxVLwVjq/XpJj9Tba6uG2A3V7hGVlqtVUqeRHkc00sFgsBiQNpLgkjIcoMZcnEzkyniUSWSJBy3C1WdKsIs0DRTZhWEW1guJUlBEAgknQPNDsSXZL4IQ8CIUz2UA87i7gaVmlaRZJpkKRuM8X3HV7XSSNN1p1RmCpEh3Jxi4vX8srhQiRCKARUEJSbDZOpV0Zz3bWE8RjORkBFTTNZ9N8tmAQJUeA6TyvMiWFLpuibgllq9Ts6u2+3h1UhpPqbF5/9Hg6GFZFCRVKiKIWe4Nava012/psv7d/NJ7tDw6OZ82ObTnVwXR48vB0sjcfTifzw4PeaGi3nPHeqDvq0DxFMLhhV5WKyorcYDp8dP7w5OzYrjuiLEFwnqSp3qBfLqutpv3s/P500m/Ua8+eP/7t73797MX5eDoYTYZOu87LUh4voCQhGuWKbcq6AiO5pcXboaC3Vi3bllHRNVkSIDCbywIIDNEkRZEESRRlSZAlAcfQXC4Xjcf8/iDLspIgluhivaYTaErkkPGgMp86HJMrYlmGLBiVsm3blUrZadjlil5vNsbTyWA0HEymw+msajtmveG0ujjFbu/6E2lQrzo1u1Uz66KkVWuOIKp5GMvDGJCBciAiyWWa4WWpLEtlOI+BOYTAaRTFUrEolEm9f/HdcMgXj0cXlxcWVhc/vHvz5sLtZdd6CgYTEJDHC0WOkSvlPI6DKJ7IQHmM5CS1yPIYTedx3BsOekKBDAyJ5XLFtjXDrJiOXrM5UYomEzfv3QrGQqlcOpqKxYGEL+wHUQjBMZfHnc1D2+7dcDwWT6fC8VgOAYPhQCjqW99Y8no3ORrJpP2JiCvqX2/VxFfnR6d7g1pZlEu0JvFOrSrywtLauj8a9YVj/nhyw+O7sbjsiyXc4ejNpZW7axvX7i4wqkYIYhJGwCKxHfD7IpFQIpbHcYJlGUWWqkZR4LMYAqD5ZD6XzKUDUf/G1ur2zkYw5PEHXCkgmEj5d3aWd93rWAEiKSyRiG1tbfl8AZ835HEH+JLcaQ9RpOhxB9OpXLVmNbsdu9nSayaMFV3uwI4n7PHHltd2AmHAHwYiCYiXrUZn2u4fDKcn3cF8unfc7k17w72D40eD8V4olvynX/7iez/6229/9xtrmwu8QALpGJzP4gUMSOVAEC9SakmyONEsKY1KfVLvndQHp2fPftedPWlPHg/2n1uDM7U+r/VO2pPH9d5ZrXkoVYY4WwNQMQ6yCYhLoyVvNL+2G13eDC6v+za3w/EUnEggi4vb8Riwvbm7eHthd2OLghE8m/FvrkOJcMS/s7u9tuve8ob9rrDfCyQ3E7HL66sXFoOXXMCdHWBhN7O4GvkwAK57gOXN6O3NyC2A9GVJfzTv8iSXkwUPQPhRNsIpCVFLYpQnlV0sYNswssYwHpp2Z4BFivYxTEQuQ7wEFtk0LeblGgOS6SyRzKAxjMspVUYzmXKNtBucbuCSki/gYU7IpjK7IBpUDaIkIdH4TjLprVS4w8Nhu11lWSwNRGAkm4ezUD6TTiclRbTrDl4kyhVd0CTBVDxAMAjFfNlwFE3leQxg8sbICaPJXSCQosCCSmEaHcjHokQGU6iKU+n0mlpZ0ityWRdqllyvq5Np/fR48OLZwXRo700ajlECU76lWx9srNxIp/2B0Oba2u31zbs5MJGH01pZHI27o3Hv8Hjv0fn9J8/Of/Wbzz7+9PV8fzaaDO8/PGl16senBwdH86qpHx7v2XUrC2YYhjo5OWq3m45jTafT2Wx2fn7+8OH9g/3pdDKwzIrAM+WyWiqxmqaoZaVS1RmO5kXBbjba/V61bkMocm9lwe3ZSiaDKJIrEogil1pN27YMmsJDQS+QjhdQuEigZBFXZN6xq2VNabVa1WrVNi3Hsmt6edRvDTsOAkaMMnl23Hpw2mOptCzijqlxLMlxTL1e7/S6zXar2+/N9/f2Dw9Ozx6cnj0wrQbN8DTDi5KGFshoLB1PZLI5RC/XFFkva1VF1mmqhBXIbCYfCSfS6UyxSGmaLssqDKORSCwYDIdCIRyBgGTk0gfvbm+tciVK0URZl0RdZGXWbJkVu4qz+MbOpjvgiSSj2TxUNmxeKsMFMhxPuQNhTyjkjoTdkfBX7/vecHjH71/ddAWjiXyBSAAZmmViiTiKFbJgbse9e+fe3WsfXo8l4iWBd+3ukDQFowiMIikg7Qv4IRhEkDyQiYdDXgzL0UXItXU3GtzMpf1g0u9U+Fm/fnY43Rv3DU0mUGR7e3tn17O2tZ0AcjQvYRQbjCWXN1zJbD6VgyNALpBIcWpZ0I3dUOTWynIWKyRzOX844gvHIkkgCcGRDLDp8+6Egis7rmXXdiSVwBkqB+c9Qa/X74kloikgCcFgMOjf3N4CQbBI0qqmkxSzurJ56+bCndtLd24vba7tgBkEQ2ifN7y8shEMRWLxpCDKe/vH9UanQDBwgcyAKAgXEYLNwoQvlPaFkxmoiFG8UjE5ScMoniopmtHkFSMDIb985+03337jBz/+zsLyTVnjcmAqkYyIomiZDZZVWF5X9GbNGWm1Aac2ZGPg9E9Ua6w4k1rvqD6+3548HB0+nxy/7EwfVZyZZo4Vc1RpzJ3+iTM40hsTwWihtBoG0JXt4NKae2sn5PVGg/5UPJZdXFhdWlheWVi8/O67IddWTeTwTNy/scRhYN1Ucrn43cWbd9YW3fHwgmfnrnfnwo2dDzZT95aC169vvXXP874vs7ARunpz9edbgUspZA2mvBgXzBU9MB2KwdvB9EoC2pDKAK/Ek8BiHl6nabemxeniTreFj4acJKUFKYMVoyAazBUiKJMByQwuoJxKKjXOcCS1Qqt60WkKls1pZVxWUL1SLGBRj39h17tQpLIUA47H9b29zmDgNJsV01ShfIooInpFsW1TFPl6vW7Zdb1SlRWtUCTSSI5S2BSaC2djq56tt65eXNxdj+bTyUKuIFCYSCOlYqmqEDKLyWy5Uas6Ncuq8SWWoQmWIVSVc0xlPLSH3VpFpUQmP2jpw6aeCm1/ePGNeGCLIfPVqmgYEsfhokTzAt1q28+ePxqOuk69Np4ODo/3jk4Onzw7f/X65ae/+uSzX3/6hz/97uzBqawKkiJKihiKBMPREE2TmqaoqtrpdOr1OkVRlUplNBodHu7ff3Bc0ZVkKprPgxiGchwjinyjVR+M+oNRX9HkVDYTS8chFCngqKoJCJzVy1K3UydwGM5nZInj2CKcz6aS0Vw2pci8UVH1suzYVcc29/b2er3eydHxbDI1K3qtolRUVhEw06Cmo8rB3GLIFJQLMWQeAoFQKBQMh2RFazTb48ms1x9OpnPbaama4dQ7jWbPslt6xarVWobRyOWwhcU1jzsYDMRSyZwoaLVqXVMNTTX4kiwKaqkkyLIqy2o+j3h9gWg0ThBEkUDTqeh77/7S63MdHE5rtq4aimooCIkQHIEWEW/Is7K5vLK2GI6G8ggcT2REsTKfn7Z74zxW3Nz13ttY3/B6kvlcgaVoQeBVVVT1dC6/7fYFIvFMFozGY8urK+ubG+ubG7fu3HZ7PTCKxJOJ1fU1IJvJgrnV9bVfvPnLtY11gsRBMIsWoHgsGI/7c0CYpeA7N957640fLd++JLBIvaaN+o2D2diu6rlM9s6dO1euXocxPJtHNcPESCYQTdC8XLEaulkf7x0xglxguDSMrnvcBF/CaBoAYZxis3AhDuRSeSSUAhY2N965euXWyrI/EWclqVqv282W1WgaVVOUFJYTEZwMhmKra1v+QATDKdNqKGqFpniPO7i8tHHzxt0333h3eWE9EkxUNDMaSXp9gY3NbY/Xn4cxVTPsRteqd+xGV1KNcs3RzTrBiDDOZPL4xo5/ZXOHYHjDbnOSTrJqGizkC8Q771/87ve+/e3vfvPt9/5ZVBinXlVV2bKseqPT6k6me/en+w/ao6Pe5Ozw4ceHjz8ZHjxrTh9295+MTl72Ds6r7TmtOHlKBZCSK5DxxwqxHJNGS2m0lITpJEwnYUo0mmWrQ3FaFsILBYYosqlkzusJra1trK+ubaws37l6ORX07HXr81ZNZ9DjcfOz5/crKnvn7rVLNy4t725cX1u8tHznwiXX5SuuS0uhW3e9l29u/vLOxhvh9E2EWOVFr+UAsz3u2avG4xf1k8em3aOESobggryS5IQIwwZq1VzDho7m4sMT/d/+dPrHL48+/Wj4+tVEUiC4EBQ1lBJgVqEEQ1Rqou7ItYZWMXmjVur1K+OJJStYwxFlBYvGttBCbDS2e4OaWqYaLW04tjWdyYLhelNvtU2SKqTSUZYjVVVWVZlmGU0vq2VNLmuKoaeRXJ7EabmEcTRUxELpxOru9nbIl6eJXLEQzqZCmWQMykRBoMBSIAInUsl0Op1IxLKZJFaAZKGoykVNKsK5yLBd6TjKsKnnU37P2p2VW1cKMFDiSL5ERcK+O7evp1MxQWQpGjeq2uHR/NH5w9FkaDkmXsR2fd5gNOIPh5LZVDSZIJhivdlQy1q72zk6OUYKaDoD5HJQJpODILhaNRuNVrFYrFTKHM/SNDkcD07ODuf7k+G4N54OnIZZrihFCoNRsEgRNFukWYotUUQRZdjiyenB4/P7osTKSqnba/ICwwsMjORKPD2e9GezSavV6PU6Bwd7lUqV58VMOptOphKRsG93Oxn1AAkPlPWOB+VRXzMNyqzyqsQUCYyiKK1cZQVZrdT0mk2XxFZvuLd/Um90HadXr/ebzeFwuD8eHzebY8NomWbXsxv1+2KrqzsbG56NDc/q2nY0ls5k82kAhPIFluNBCN51e7N5WFJkCAYROMexxUsfvHPt+gclnoqnwqtbK+uutW3PljuwGwh5AyEvBIM0TXIcUywWaYoPhVIeT4SgSqP5gdlowxRZduzubGw0HbvdrHfbmlHVjKplN1XNYNgSw5Y2Nrd3dj3haGTLtR2Nx0KR8J17dy9duXzl2tU79+7evntnaWUZgvMQDCaT8e2ttUjQk01H4hH3j3/wrdsfvvs3f31hY+UGlAnB2YTEk92mUzW0EsuBIIgXiWQ65fb4Mlkwk81Hk0AomhKVilKuZUAUp1hRqzCiWFKUNATtBgIwVkRxesvtW1zbvHrn3luXrmz6AzDNMLLKlytGozWY7s0OjvvjWas37A6mTnNg1geCbOTyRCKdL9K8IGo1s9HvjQVeQWG8iJOpRGZpYfXdX7535dJ1IA3GY2mvLxRPAAhKhCOJYCimasZotj+c7tU7fdUwOUmjSlKBZEGUiGbAW8trixu7AEyqlYZSsYeT/W2358LXLlz4iwv/+PMfCTLdH7XtutXpdZutHieoIFz0BOMr2/61nfC2P+WJgb4EEgDwULbojcPr3viWL+lPQGEADabgVJ6FCBlldYiU4hDpT+b9yXwoA28H4uEUSPOqYTZqZsOxW9WKRRJUPB5fX1txbayuLty+e/U9Gowf9cx2mZ3WtV+/OHWM0tWrb1++dvHqvetXl26tBnYu3I1vvrNxaTG6uBG/d2f7LVfgYqcHf/qJ/ed/Gf/7v07+89/3/t//6+G//mnvi9+Nn71qPTi3hxPedJBqDZxO+BdP6/MxfTQrPblf+fyT/u8/n//xt4f/9i8Pu10Ogr0snyFogJaKhEBiTIGRScNU9KqgqlTFYLUyVa2xKBzxe5fQQqzd0Z48PaiZvKgURKWgV2mnKekGixFAMOzKZGNQPpWHM1/BQtHkmlWtmkalarACbzbrZt1BSSKbh2GCyMEIkM/HMxmEpnhVNZoNpVJTzBojyATL8rKSh1GcICEIwjCUL1GmqVpVydBZKBOyjJKlsxWR8G8v+LcWMTBBE4UCChdQmCIJTZXPTo+bzXoaiKuq3Ot1RpPhcDx4+PjB2YP74/ns5cevj85Ox/PZ2aPH3eFAr1TBPAQjhU63zwuSUTX7vXGj0bKtpq4bWIHE8SJSQKkSLcrCZDaezIbNtiNIHEYgKSAeS4RTQJzj6UbLNmplSeEtpyqIrGUbjabV6TYGw05Zl9EChBYgKJ+JxoIIClJUEYJyyWQ8kUhgGObe9e+4vK4tt98bINCCzLMCg0sltIglui2x3RAP5o3ZpNGq1yyzyrIl22mLSpXmlCyEq7otqbVarTObnTnOqNmcNpvTRmPi2OOq0dPUpqo0NKXerE8UxWEYlWFUllUkyWA5SZJ1o2qrmiHJqlzWMZLKQHmqRMsK3+01rn946R9//vc7ns1oIrjjc+UxCCqAIJrLgmmCLCBInuMYhiY5pqSrFkmIxSK/6w3dXVwDUVy1zLJjCxVNqGg5FI6mkxhJFRkWRvACRkqySjOc2+Pb2t4JhII77t2VtdXrNz5cWVuNxmNsiaMYOgvmMrlsFsx5PLuu7fWA3y2WqHQiePXS23//w29/91tf+4sLF7bXb+fBCIlDFIVkgEQw4CnihKqq8Xjc6/f5/MFAMBwMxeIJIBiK59EiTnJJAAIRjKA5l8ebxwvecNAbDjO8pOpmDsFC8ZQ3Go9mciW9IptWpd7sTufN4USz6lazOxjv9YYzq94zrH5ncGg1xqJqcUK5SIsbm7tr69sETluWUykbHMOWVQ2FERDIXLty/YOLV+IxwO0JvvnWe5tbuxRdSiQza+vbV2/chlC82Rs2e8OKVTfshlQ2EIJOw4Vsgdj0RC7fXFpY2fnwznIomrp1b+EH//D97/3ouxcvvVkgwGQ6tuN2ReMxt8e34w2kszBC0HCRI/myZvdks4PzlTBIlKqtcn1Y4DSQ4Fm1Zncm/dlJrTWtNidmd96dn01Pn45PHtmDmVyrk7way0KbLu/CyvrS4tra2sbayvrSwuLy8uLa+tL62qJrfXH55gfX3/6p+94lJuuf15VX98c9R164e+mNX/z0p2/85J1r7324evfCvbTvVmzrXmR5LbYIM769E+lPfxz9+Q/df/1t48+/df78W+ff/9D54hPzT1/2/vjl6IvfDF5/PHjxsjufiQ0bmo2ovRF5tlfaGxAvHlY+eWY/uV/91evhgxOTwHwkGcbJhFgplXShpJZ0u9zu2YYpURSIFhLxqAtIeQO+VQxNDHrVo4PuYGDl4SjFArKOjeZmb1wpSUgwupHM+Oym6jR1w1S0ipBHs5lcKpNL4UWU41nLsSumpWq6YdmW3dQMU9WMQpE26y3DbpQkNY8VsSJbsepWvSOoesV06BJPslwBx9gSY1p6q21OJi3TFGtGicQAlgSrKqXyBQyM0QUQygBQLk9gOEPRkiCqsqJp2sHBnlrWgGymZpkPHj0cz2fzw6PD07N2f6AZVYykCkXaEwgmgByEFnbdfpygcYKWFX2+d3z/wfnp2ePH589Pjh+22n2SZQoUXu80Hj8/H++NOsO207aT2QTF4jVbH4w741l/ujc8OJ6dnO6fnh10+50iRcQSURjNV01jOp88eHT/+ctn7W4LRvNANr3rcW/vuBKpZDSWACEYyOSTqZyqGJpsqILCM3Q6FmKKuZrO7k0tupguFlIUAWIwSBJFhuYtqyPItZrdE+Sa5Yw4vqqWm5PZg6dPfn1y/GI6eTQcnE3GD/fmTybjh+3Wwd78ydHhi7ozkUTbqHTb7Xm3f9jqzvqjfcNs2I1uuWqhBKVWjMnBQavXnUxGs/no0uX33n73l+lMIhD15xCQ5plMPpsGAV4siSIvi1KJ5VpOvdVoryxura2402k4CUCROBCKpxY2N+6srbqCvgSUzeEohKH5ApbK5gLBsD8QWlxa8Xj9aSCbyYKpdCaVzmAEXjVr3X6v1WlXzRpSQAOhYCQWjcTCkUgomYhEAt6qLidj/u9/55t/ceHC1//iwje/cWFl6RqUC0eCuysrt3d3NmEkZxiGLMuFAgLDEEmSFMVkAGh1bevewuq9hdVoLJ1IZkEIlbSKy+Pd3HEBYK5QJFq9IYrTvnA8ksxgLK9Z9XK9IdXMartb6/Q0q67U7KrTqTodpzmY7t3vDo8NZ8SrdVFvNLszpz3c9Ya+893vv//+JZ/Pl0okk4mYyLGJSBjOASWOuXdn6eJ7VwL+KAQWbt1eeOvtix6v37ScIsOub7sW1tZSIIjRNEwQjCiajTbG8kABzxRojFNwVgklc8ls/v1r1/7+Zz/+2Rs/vXLz/RQYS+WSMI7kC+jq5pZrx73hcvsjcZhkaLFMirpgNJ3BfrU3q/ZmVm8+OLx/8PB5f3bktIfNwaw7O22Oj8zuTLV7jGohrASgVBxEkxBCiXKhSAejsUgklkwmY5FoNByJRsPZXCqVjCzeufL+G39/7a2fbN96Bwqu9nTq4cwpc8jyvcu3b1+6cff6O5ff+cWlty58sHt7NbW9Gl8jtOzT171//fPR5585//Gn3v/zb4P/81/af/6i9vtPyx+d83/8XfuPXw5ev3Jmc346ExoNuKqnxl38YES+flz74kXjyYH48lR79aD2qxedcYeOBm+WqJheKabAWDgVdofc3pA7kgqEoh6vfyMU2c7lwoJYqBmcbZbaTeXspN9pqUQxMZ6Z45m5d9jgpTyKx1keGk/rT54d9Qb23kG/P2h0+o5hKpWaLKklgsEJmpK0MidKMIazglgxaVgD5QAAIABJREFULYJmYql0MBoDQAhEMBgr6jW7JKk4xVKcgBAUTBAIThQZulLVZ/uj0bj94MFs0KueHHWNMimW8kaZrJvifNzoNGuOZdM0a+jVVqszm8xtu/5V99Tpdb9yndIZYGVjc8O1E4rFU9lcNAmIqk6XRLlsqJUayfIUXTKthlNvl/WarOhlvVbWa5bd7PfG1ZpVdWqyLgkqL6i8rEusyDhtuz/pyapgmNpo2js4no3G3WarVi7zOAGngOTCyrLb68EpUpBEwzJbnbakqZlc1hcKyopmNZrD0eTw9Kxas6o1q9MdOvV2RTfJIosXCF2R206t5ZQL+VinqcgiJgkYVoAIvGBUrF5v1unvWc6oUu3SrM6Wqhxf0/T26f2PHz7+1f7By8n0Sbf3wLT2TGuv1T5td866vQfT2dNB/9Rypo49rlS7arlp1Hp2Y3h89uz47InpdPWqM5rtH5zc742GnW5DEJml5Tt//e2/SgLRkkhjBBJNRRKpKARn2RIjijxFUY5ld9sdWVRgEAuHUsFQ3O0Lw1hRqdRQkkQZOpyMh4FkGsrFgFQ4nsApWq9UeUGKRONujy8YihRJ2rQc22nolaqsKjhBFnAsHIl5fN5oLIEROFviKIpC8nDI58UROJWMXrv23ve//9d/8fULX//GhVu3LqJoEgBC6XSYYYk8nAUAAEXRcDiYTMYpispms7kclM8jQAZaXdu6cfMuSXGZbD6ZAiqmRbIMhCIACIXjqUA0KWpG1Wk1uuPZ8cPWcF7vTXS73ehPO8NpezBp98ZVq1mt1XvDvWZ3z6yPhtOzdn9P1e2a3XJa3bX17cuXr/7gBz94/+K7lz64+MH77+y4NmJhXyQcLHESihRxjC6gxWgs8eGNW2+9/a7b46uZNi8rbn/g2s1bi6tr69tbd5cW766sBBKpnXA0UyClqlO2WnLV4iT13csffONbf/WNb339+//w3d3AFlqEaZ6keYYR2JIkQmghDUE5jIjmoCXX7s3VzVVPyJvIhjJwDEJBgsEYMZWDQ/F0Jl/wRoAwAMdBzBfPLu/67m3tbgWjkSwYzYHrbu+Wx5PMZME8BEEQTVKKJEuSUMDyMJgMezZ2lm+sXHvz7rv/ALjvfPZg8HBmm0oh5Fn6xS9+fPPOlZuLN77/sx9e2Irdixd2cCHanXCffDr49Sft331W/1//+/w/vqx/+bHyq+f8Jy/E//yP2Reft8fToqAGQrGrheImzwcEzs9TnqoQPhvSXzx1PjpUXh2r53v8Hz4evH7U0PgEhfjzOR9ezKAkhBTBPJ6FsAxKQkwJF2Ry/7A3HNvjicWx6b157dmTQYlNZNIbe/v1/YPWcGRxJbisUof73cf3984f7B/uDU+PpratTued0bRl1bVaQ1FNqd6rq9VKa9Cz282vnBdOFmmhJOkar8qKoetWTdJUUVXkssbLEicKakWXK2XF0FiRUcql6by1N7etKnmyb08HSr1GsgxAFFMYkeUEyrRrjVZzOBw2261yuew06iWBB/MQVxLQAp5MAVAeISmuYljT2cF4stfo9OvtniSXqzVHK1cFUR2Np7P5/ngyqzdapmkXCjiKopVKRVVVw9BljVPKbG/oiAojKhyCgelMIgum05lEDgLycAYn4EjE43ItuV3L4bAbxZA0lIulkjjD6DXTbrcbnT4nqYFwYsvtj6ezCEFhJENyAsnydInXa9X2oDOdTx49ejAe9Qbdxt6kLXKoJBRkESsUUqpWqlT1Xn9oN/pOaywopqTZ5Wqr3p44rWmzu98dHivljqi0e8NH49mz/vDcrp+Y9lF/+LTdfVSuTKrW/OT0k8PTFydnL19+9LtXr7/86OPff/TxH168+t14+qDTO9jff9hoDCqGxYtCkSwwTGF9/d4Pf/SdZCq0616/c/fa2uYCWgDzaJbhSEWTGY6laVrT9GrNSqVzGE5phklxAoigCSDjDYaQYrEkyRhNc6LEiRJGUl8NqWwuGktFoslUOpcGQAynJLlc4mWW4wsYmQPzqXQum4MKGImgWCgcXV5a31p1ube8kiBHYtE4EAsmAj9/+yfX711ac93d8S7TNIzjYCIecm2vR6PRcDh8d+HO2sYqCGZZlsYwLJ/Pi6JommYgGF5YXGY5/srV67cXFtO5/NLaZiASVw1rfHhy8vjF/OhBozPtDY7a3f3h+HQ0Oun19vb3zoaDWbPRte26YdQsy6kYVrVWb7b69UbHsltfhZzXEwyFIjdv3rx580OPZzcSDfj8u79442fvv//e0uLa0uJ6JBJTVZWiipcvf7C2tgKC4NLSSjIFOPU2y/EpIJ1HoJLApHLpW8urMTAPIJgnEg/GkhkYJlnG5d350d9//5vf+vqP/uFv82hK1TmSgWkBowUCZ4oYTQJoPgGBGayQyEO+RNITi0dzoC+RXPf6lrZcW25fIBL3BMIr664dTzAcy+QxMl+kgQIOMxwpqwjHhbLZRB4usIyk66qm0zSLF4giTqRTCY97O+DeRIEwBUZCa9fcd96k05uHTa6tId0anYps/Oy//+2Pf/Ldd6+8c/nO1QukFC5wXquF7h9ID++rn76yf/8r5//4l/7nL8TzY7hR3e40gy9fKs+e66M5WZJ9yezNWh04OBDsalrjgoc98rOHtc/OKq/2hed7pacz9vevOp8+qjd0UCbjYNoFQmGcBMUypxgCrzJfDSWFbrSNyV7z6Lg9muizSfnsxC7L6Ux67eS4/cVvXzy8P9U1ejKoPziZzvrNWb856Tdn406naVRNSdMZSSPVGkuUkKJIabZRazucJpIiq1oVuaLSAitoEi2wjMhRPIMWCwUS+yox6BJXksREFnD5dn1hL4pnygYlS1DDLD48tudD2VDzNJUoV5hqXbU7VtU0clB2c3trZW111+NOZwCMwKE8ghOkIMo10253BqbV0CtmvdExrYZmmCVJnUz39w9OuJJkWo3zJ8/Gk9loMm53O6ZpwjAMACme5yyrNp0NLEeuVLnprMGLWCzul9TScNxrtOw8AkmKaNlGvVHTdUERyfMH+5NJJwvnMjAkaJpuWQRTymNFkhNLchmnhQJZKpClNIhEkhkAQlhR6YxGg2m/O2rLGk9zBIHDsZjP0Lijva6hM0IJuX9/Phq3u/2eZpjxNEJwZZySSnJFUEyzPqjag0JRQnGFl+olpcUITad92hs/0arzmnN6ePrFk5f/4/D402bntFIb90Ynk72H3eGBaQ87vYNypVMSbNOeDMdnhtFRlBrLSW6vB0jHaBoNhVzf+c7X/f5Nt3t1efXm2sYdnIAYlhAkjuHIHAQmUsk0kE0D2cXVNYykeqNxuz+omJaiVwRFVSsGXeJhDM/BCIigklauOXVBUau2k83BaQCkGd6o2hXDIikukcykATCRzASC0a9Ylkhm4gkgDYDZTB5Ko2iOyGVhXyjsCnrW/Ztf+/bXLt15d2nrViobQArpcHgnFg2IAlsqsQAAKJrMlhhJEnies22z2233+12e53K5XCKVpGgWLeA5uLC2tROMJBvtgWE3+/OD8d7RcHa0f/RwPDvt9fZ6vb2DvYf93qzpdJv1TsNpGnrFtmrNhqPruiyrtl3v94eW2ahVnbrTXlxYfe+99+/dW8xkMhCUg/KZVDqGoLmNjbU333z74nuX33vvvStXLt26ff3ewi2ffxcEs5lM5urV6+9fvLK2tpFMJlEUlhXeqJUbgxGr6RhbEnSj2e/rVk01NBDNXbn2wT/94idvvvPzQNhVcyS6BMPFVDIXDiaC0XQymk764hFfPBIFgTgEBlJJdzQSzgBZrIAzDCvIvKzxgkLRpbJuMqxIM7xqmLrT4Mo6rWmK4yQQJARkPNHIbiCw6/ZubbnWVzfWV9d8Hm/Y74n6XEHXcsx1Dwmvy4ivp+R0ItivoDoHeLc+vHr5jX/4x+/98B9/cPnOlQskHyAF32DCnJwozx5Xfv2R9dFD4cvX5VcPCFNZCnu/b1U2P3mtffqJef5M3z/kmm1wMCzcP5aGbWTWxn//qvOvH3U/OhBfHwpPZ/TjcfGzx7Xnx+VRk2iUkQLkTaY8BAWZTrneqiqGoFZFp2k0O2bVkp+8OH798dmj8+HerPrpx/OmjZFE6KNXhx9/8rDd1HgOGXTMw3mv1zRnw7ah8jyLzyftelPHixmGR2oNpcij4Ux0y7+7HXB7Y0GXbzecjHpCvkgqlsylswiIECgAZYKxEABlWJETVFHRy6zAx4BEJB0B0WwWiqUyHiC9XdXgRyfO8byiiSACB2WVLCk0zuI5CEymU4lkGsjkoDyCFvDpbO/8yYvzJy+6vRHDCkWS40pytVYfjuat9qDR7H6FMF5Q+r3xdLL//1/3Zcuyuu2OIsmJeNTv86BIvlGvdboVpy6eHPUFAVNUTtUEp17TylKn1947mLc7daOqqirHMEiJQS1LM+zqeH//sy++fPLydbnmpHJwKoeajd5gcjycHeG0QPNyvTMY7x09f/3ps9evX37yan40W1lbvHPvJphLYwUIziaqZVYoIbKInZ3NWm3TrjvlqtXszh49/Wx+8LA3PKiYnXK1xYk1BBdEpVlv7XcH99u909NHnx+cftYdnR/d//zpqz+//OQ/vvzD/5rtP6+39iWtIUiWVmmURMO0hzVrON8/Pzp5oRud4fDQqXdohk+kkgictSxNksi/+7tv7uwsA0AoC0bzSDKTjSFoDsxnUkA8j8BsiVPUclk3UtncB1evvX3x/XgawEgqEInG04CoalXbqTn1mlP/qpGEMTyeBvSaWdaNsm7olSrNcFAegfJINgfBSCEPowiKFTAChOA0kM3DKFrAgTSIw0UUxHCMojj23ubisnt5aXfhyr2Ld1av+cMbeSSOYRlJZFmmGAj4NjfXGYYpl8vHx8dHR0fHx4fdbns2HQ8GvcGgl0zGV9fXMAKHMTyVzTU6fc0wm91Bbzxr90cPnzw3662aaZumXS5XrJpt1UxVlCaD/qDTtYyKIvACz2maoigKjuO1Wm1v76BSqcqyGonEbt68fenSlWvXrm1vb/oDbq9vp0gWZFlcWlr59re/83d/97f//ec/uXL14nsX33TtrCeSkUQisbKy9vZbF9999+LNmze3tjaWV+5d+/DyltuXL9KG3RC1iqhqeq1asYxULvk33/1vF7524a+//Zfbu8sEnSsyIIhEfcGtUDy44drecG37IqFEFkDoIikKebJIy1KBZZBiEaNpkuVwioYRPJuDKZKTFb3EywTNcZJKCGIIyKy6PUuu7e1gwJ+IhxKJaCwRjydTiXQmmfLtuu/evO7bXsWzUQlLnfb0Xz3ozWvFhpCe12lHgbLxjds333773X+8ePXtG4vXLqTAu1lkyWmADx5ov/mk+fnH1tNj6qMH9Plhvq6t0sjFR8fwrz8tP38qPXuu/+7L4bMnulWN1mvJvp19eiD+1+8P/u3j7kcH/Gdn0vN58XxCPNlnD3vEtFPc63FyKa1XGLtRHk07pw/2H54fD+ddrSLQHNYf1R8+3nv0eLo3N4d95cFZk2eie7PKF58/Ni1B5NFOqzwfNx6ezmxDiYc8YZ8rHvGSJCSrdH/o4FR2x79qtyu6rev1mmLqjMIrhma1nJIiWC2nYlcpnimypKwrjW6zPxmYDQuniSJDV50arwiJXAIh8qaj6lUaAj1Nizw/axzPq2QhvLVxIxJz+yM+l3cnGkswbEkrV0mKYzlxMJy+/vhXDx89PTp+cHT84PDo/snpo/39+0fHD16+/NXLV5++fPXJ6dmj5y9eP3z0dDY9aNQ7PC9almOapuM4qqx8JaOXOIZlqHwupUi4xEPnDye//fz5+fnRo0dH3V5DEFme50i6WG+YR8d7/V5zPG4Ph83Ts4O9o8OKVW90B53hVKvaUtmUymZJqja7s9HsdH74qD2YdYbzyf7xaH64d3JycHooqKJrd3t7Z4umisGAx7O9Gg26Siy8vnqDpuFf/+Zjy7FTWajd33v58Zfnzz598vyzweR4OD25//jj+eGTzuCoNzx7/PS3k/lTu3Xc7N1/9Oz3H//6P08efj47fP3RJ//2ya/+fTx7XHOG0737dqNftbqG2dGNznh6fzJ72O7uS5JRb3QpukSSpCSyg0HDttWf/vR7u7srNA0D2XAwtFskUZYrYgSCFGCGY3lRoGiWotlWr//h7Ts/+slPVze3kpnsrs+/teuOpdLxNOALhSOJZDSZAkCoUCQzUD6aTBFFyqhVG802xdAgBBdwLJkCdty7u27v6vra+sZWOgOIkiKrCsOWaJolkCKF0SiKpUHgw6Ub97bvLXvu/eLSz967/saub7lisAyTl2UmA8STiQgE5RiGGQ6Hr169Oj09HY1GnXZzNOx32k1NlZvNej6fz0FgtWY1Ot12fzCYTHv9sVNvyop2ev+sUtVVTTSqqiKXRJGSZYZnixVNNCuaVGJKJMmSRVEoiSLPMJQkSfV63TRtw6hFo/G333733r1Fn8+3trb24YfXvmJWIhlxuVw3blz/8MaVxaXbyyu3s7k4RaOJZDiRiIXD4eXl1e3tneXl5du3b968dW3LtfnmxYtvXbx0a2H59sLirXt3F1dXAtGgO7D73b/71oWvXfjLb1zY2lmKpTyxlCcDhZJAMJGMeP2+tY31e8tLW7s7KTCbyGZXdlyRDACgCCOKhuPoNZNkOShfyObgRBwAc0g2kw+F4y5vYMW1u+La3fQH4mAOKhIEy8IYns2CyXgq4PZvrq55d1zba8s7aws8nrs/dh5PrLnNDCuFBwPlpCcObQrLeX7+j3/zz7/44eL6rV++//MLBLOVg+6aZurjj+q//1X3y0/rv3td/egBeTpKHI0iR6PI6/Pi04fEy6fSi6fqbz5r/Nufpg8OmUeH7KM99vWp+l+/m/zxhfl8gn9yxLzcJ18cUA9nxKQO7fXJs7lSrxaqFVpSigQJlkSy3qrqVYXmCFnjNJ2rWaJli7UqNR6Ujw5Mjgof7tf296x2UymrRN2Wjva6h/MOlImkYl6/Z9Pv2cRxsCTgvEgIMhlN+zNwUqqIcBHWTM1qW6IuYgxWZImSzEllkeYp1VDag1az7eiGqmiipPAEiYMoRDBFqSzqplapiSU+X4ADhooczYxHR82qgiaju4VCtoCjOEWDEFrASKPq9AfTRrPX7gy7vfFsfqRpVrXa7HQmJyfnjx59dH7+0YsXvz49ffL40fPzx88PD06bja5jNasVq4iTuQyoykq1Yjg1s9dqTwb9yaA/6LQdU9cE1KmST+4Pn53PG5Y8G7eaDVPVRMexTLM6GPQODmdn948ePjr5zeefHJ/s90bjRntQEjWc5HGSJyhJVEzd6Jj20G4MTaffaI9a3UmnP2l1R7ys5QsoK/BqWRMkcWfblUzEBKbIEHDDkrc2bnu966alN1rN2cFxu783O3j87MXnp/dfPXn26y9+9z9fvP7y5MFHR2cvm9392f7TwfhBp3/26MkXLz/9H6P58/bg4fGDX0/mzznBRjExB9G73ojLHVhe23G5QzW7p1dbJyfPHz36yDAaJMXRDGdZtV63Meo3SiXshz/81urqLUWhgUx0170OQmkQSqeAeA7K0ixD0SxKUEWmxAoiiKAYSQEg9NV6FU8DGSiPEsVYKh1NpvIFLJ4GvMFQOJ5webyRWNTj2QUAgGEomqYBIBUIBAAgxTCMKPIoiuZyGVEUy2UVx/FMGsjE0wSMkSRRINGbKzfeu/nOf/vxX/307e+/9cFPl9evVWslmszJQpGmUY4tFlCI58XpdP7k8dPzR4+H/UGnUa+WNV0RdUXs91rz2aTRcOy6M9/fOzw9eXT+uNXqOI6jKJJTrzWaVQRJcRxi6AxeiHMMZFZKTBGqKCWOxJgCQiBQwO/OZVOSyEki36jbg17fcRwEQVwu13vvvXf79u0bN2784s037i7cWdtYTqZjbs/27TvXb92+4vVvaDqDFzMknQ9HPJlsMp/Pezy+WCwRj8e9Xvfi0p27C3e2dt27vmAoltzZ9WzvuEKRcDKduH7jytf+8sJffuPC//bXF27fvZyDIqvrN9Y3b61v3t1xbbi2tu/cun3x4sUr167evHvnyofX37n0/vvXrt24d2/H78+haJFhcYoukjRXEiiSi0aSHncgFI7HUuksghQ5jlX/P6beq7mNRMn31DmnT3urNuqW1PKkKHpvAYIEQcJ77733hUIVqgooeO8dCZCgt6Io1y21PWZmYndmYnbvjRt3Yx82NmKf9oPsQ7/sS0Z+gl9k/P4ZmYgPgoBQKABDIBSEYdjr9oj5gqWZuTUicWl2kjAzFgbsPz/tXe0UD8rhV3u5n04qvzxtHG/FXSb+V19cu3vv+gJx7MvvProWjgjhECebVp0eIa8vY08Pgqdde6+m2m8oD9vKs57+tGc83Da9uoSeP0XPjgJn+/5O1XS85T7teF7uwv/2MvvbCXbZdly2bc+6zpd7vtOOq1My7TQ9e22wkHLEom4U9Tideqtd4wccIOxL5+Lnl8evf7j8299e/f33F69f7b16vn1+WqsWwN5W/B+/X9SqEY9LjYfdyWgggngEnHU2Y9XtMIKgy+02uz0Wj8+sNUgpVILaKPeCbiSGxLIxAAFcAZfSoDTaDE6fw+V3ArAfT0bimVgYR9AwDCOg2+tAw4jX7wqiIBZD8BSaLUYiuMftkHaa0d2teKcWcZnF5OUZsYinNxoACPEDMASHE4lCOJyy2/0omkCQZCyWazR6qVQFgmKhUCISyebzzZ2d007noFxq1GvtVDIXxZMhCLOaHQE/WClVO5tb1XIlHU8gQSgEBhJ4JJ9O1Yrp/U6u24j++sPB8W61mEaO9tq/vH3x7PIskYglk3EcD8NwMJtNd7qtvf3tg6P9aDIDo/FgKBpPFWPJUrGydXj8stk+/COe2+ycZAtNCEmkc9V8qbmzd7y9t9/p7T67etHb3c+ksmDAn8SxSAiolZJSIYNBXZGIeV6v12pzkchMmcqq0ji0erfB5INCqWxxK1/uxtN1D4A7PREML8dT7Ux+GwqX3IFkNN1O5rvNzXOXF6fSJTCa1OhtLi8YgDCXF1RpLXKVWS43lkqtvf2Ts/NnmVy23W5ubda7m1UYdt++fX1q6onXa7ZYtVabzuE0S6SCdSqFJ+DbHS4/ALl8AacXsDo9ar3BaLVxhSIWj681miQKpViuYPMFdrfH4nDa3R5/EIJQzAcGaXSmXC4VCHhcLntjg0KnU5VKudVqBkEARUMQBJrNRq1WbTTqFQqZRCKy2yyAy+N3ur0+p8vveDBy97PbHz2ZfbDKnpsjDRJIwwHQ5PcaAJ8JBp1+j1Wtku3tHXS2etl0oZgvBf2A1WjQKKRwwFcr5lKxSLWYK5cK1Wq5t7e7d7BfrlYiYRSGQAjwRnEEAGwC4bpOw/V51U6HDENt4ZDLaVU5TSrIa7fp1IDDatQpxSKu22W1WgwWsz4WjbRajWKxqNFomEzmzMwMlUodnxwbnxybnp2QyITLpIVHfd+PjveptQKBaIPFWbHYlBIpl0CcV6kUIpGIy+Wz2Wwuly0Q8Oh0qkQqF4okPL5QKBbpjYZAEIglIkwO9S/vXnvvwz9d+/O1weG7Gp1AreUr1Vy5nKtTyc16g1Qoom1QhUKhUq0SScQMDntxmTQ2MzMwOjoyNbVEWqGx2EKRRKFQiYUytVJnt7osZodKrTXbHWAIAUIhk81ustmtdpvdbrdZrFqlikHZmB0fnxh+IuGzXUaNTSNWc8mwVXpYwzvZwHEDf7FfON/OAg7pl59f63/09cLSyJc33r92fARdPcXPjkO9LffJbuBgy7WZV+039bUkp5pg7tQlZzvG423jdlN9vu+7OPCf9zwnW47LHd+rffDnk/A/LqK/niA/9nzPO/bnO87nu66jtm2vYTvsAjtNbynriOPuTBZpNDI7O/X9/a2T091nV2dXz897vdbOTv3ooHW4X9tsJkIBbdCnen3VeXbRLuUhh1VSyqPRiM9kkMjELJddl4qj4TAYCDhNZjWNvsoV0NU68TJl0eG1uQGX2WGyua0qvZLFZ9qdljCORKJoJpes1Iq5QjoawyI44gfccoX4jwzODbi8oBtGvYkUFEKsIKDe7yZ3mnijAFt1vFXitFQiUGsMVodfIFDQaDwuV261+hOJUq93trd32WzuHh4+39192u2e9noXnc7J1tbx3t7l5uZBLluulhshCHM7falEdnfn4HjvqFVtYnAoFYvjKKaQSHUKRSGVyieTCOCKQuZOGXlx2jrdqxzuVI/3N9uNcm9na3u7UyqVdnZ7vb3dZDoVjeM2hzWeSGF4MhLLZwvN7d2zs4s3Zxdvjk5e7+5f1Rr71fputb7b7Z0eHF8dnz1//urnF69/6h2edHr76UwBDqEBPxjBwnEMK6TjrWpeLmYFfPbDg53Dw8N8oYJGMnYnbDD5Lbag3uiTyMwrZC5hmckRaHginc0VwhOVcLSiMwJCidnuwhK5zVyld3jyYzrbWqcKNXobGknUWlsAhMSSObvdr1QaBQIFiyWSSFVyhcrjc/sBN+B35TPRRDQ0/OTB5OSgRiMxmdUut9lk1rLYtCXi4gp5lc0XKDR6qULL5Ai5PJFMrjaZ7VqdyWiyeX2gxxuAQ2EExb0+8A+JrtWZ2BwBmyMQCMV+v9dqM7o9drfHbjLrpDKhSMyz2owOp8XpslptRq1OqVBKVGqZSi2TSkSQzxcCALvNaLJqZoijI/OPFzfGl9ZHbj/6ZH6pP50BQ5DVZpK77LqAz+6wmzud7XQqb7M43TaXVW/UyuUiLsuiV0dhMImj7Ua5Xitt72zWGtViuYBhCBzwaZQSvUqWTmAOq8Zqlhv1Iq2ao9dwQ6DNa1f7HTqnQRlwmBV8llbCV0p4TpseC/ntFr3HbYuEQ4l4FIbAyclJIpH4xRdfkEgkGoO6TqVMTk+QKaTpmZHp2SeHWQuUAAAgAElEQVRzC0N80Vo6B3sBvUrDZ7LJlHXS8jJhdnZWLJa63W6tVm2zWex2K5fL1Wq1arVaLpezOGyhWIBFQmIZ/y/vXrv252vX/nxtfLLPbJGhmFut4akVfK1C6jKa9Eoll8mQiMQOh8NoNNIYdAaHzeRymFwenc1hcLhsvoDLE7DZXPLKGnllbW2Vsrq6RiAszy8sLSwS5glEjU6rUCmFQiGdSltaWJwaG58dHyfNzk2ODJIWZ2eGH88OP5x6fIs4cgf3aN6e1f/1h91//ND7z78/bZXR+7c+evL425nZ/k+/uHbtb7+Wfnmbe/E0Gg8LAOdqOiwsxoTdstqhGTQrHkDOqW5F8vTA3q0qXpwFrw4DV3ve355iv16E3xzCb/eh307Rf73E/3mJ/XTke7XnuuhYtyuavablZDew0/TWim4Y1ONhb7mIx2KgzabxeCxIKOB0Go1GpVotdDk00bB7dytbzgWdFsHPP+y9etHtdTMuuySbCpiNIpmEnoiBR0edej1fKqXMFg2XR1MohUaTyukxE1fmdEZVqV6EwxAA+xE8lCtnj08Pnr+83D/s1ZuVcrVQKGWxMBwAvSgGJZK4z++yOoxOj9XqNrq8JrdXD0Om3Z3MyV5mu4FVMgGjkkNZmTMZ9Vab2+4KGAwug8Gl0dgUCpNe73Y4oFisBIIxCEpks81W66DdPkwkKhiWrdV6nc5RrdxKJ3PpZK5ablRK9UQsHQmFMQgtZLLhEAL6/BqF0mWxFNNpLBj0WPWgTZaEjP/88fioW+jWM7FwoJBNRPFwoVBIplMRPNZotn/97W+tzbbXBySSWT+IWewAhmcz+UYYLwBgzOaAXR4sX+wcHL28vPrl6sVvvf0LPJ7D8HS2UMViKaPNGUIi5UojlymmEsnNWu1ot9ttVSwGucuqj4bhMIrFoql8vtndOc8XO6XKTja/2d462dm9zOY3U7lWY/Po+PzHxuZROFoB4Uyxslso93xQCsPL3Z3LfLGDYNlybStXrAEQ4vIFzHaX3e73eCCvF9ZoTQqllkZn6gxavUFFpZBMeoXbYXx0/yaBMO3xWJJJLJWOxhMREArYHHa5QsURiHVGWzAUDWGJEIJj4VgIiURjqUQy6wcgq83l9gAqtV6p0imUWpVar9ObbXZ3EELDkajRqI/GsO52u1or4lEUggGTWadQStQaOZfH1GgVEAxgYTgawyAYUCmlPqdNp5T5/XYQdi1RpqwB7TxlmLAxOjp1e2Tips+rZtAWqGtzNMqC32NNx/FysZJO5KNoDAVDAhZn8MG95dmpBBaMgN4I5CvnUnEcqddKiSQeQmE/4A4joNWgAtzWSj6Jwj6f22TSK7Qqod2i9diNWoVIwFy3aRVSDl3JY8l5dIWEzeese13maDgYBNxQ0Fcp56Fg4N133x0aGrp///7Y2Mjq2gqby5IppGweXaHia3QCg1kkkW+YrKIQZvP6jUw2eX1jhUbbmJiYuH//4R+qHkFgFINcTrvdapOKJWq1UiQS8ATsSAxRqCUfffrXa3++9ud3rt36/nOPVx+EbFTaolEv5tE2SDOz6wSiXCgU8wV0Ko3NZsvlcoPJqNCoeSIxi8eXKJQGi9VossjlSr3WoFNqBTwhi8Hm8QQMBotEWiUsE5lMJoVCIS4RZqdnhgeePPz+7pOHD+fGRnhM2sYqcWl6lEleoMwPr88N1pLAf/uX5//29uifP+z/17+97LWTTx5+Ofzk26mJB7duf3ztX/5WvTxD/uX3ejom49Huo34GHmSY5EORwMpuUxOFSDsNZacq61SUJ9v2047zh8PAj4eBHw+Cbw6hn4/gX45Dv52Gfj+DrzqWy675tG0437Hv1AxHO95u3VXM2FxWoViwJhPRENiZiofieDCbisQiUCYZbjfy+zu1y/POi4vOdjsB+9SFtD+Mmo16ltshxULWP4DVaGQ2N0u7u+1EElvfWGayKDa7USbnK1UiJBzgCphOjxUIemxOE4QAtWapXMmlM7FoDIVDAIKCKBbc3+uenx1ud1ubW3UsDGULyXIt3+6UNzvF5ma6VIS329HNCtzI+hvZoE3LW1mYspmMFrMTBHEQjLlcIQDAg8G4weARCrVKpdVuD7rdiN8fsduDdnsQw9LZbL1U2tzc3GvVO/lsqZArYwhusziddg8aRIqZQgRB4QBYyGRRCA4BQCYWC3q9yTCURpwp2HR1UGsXo91a9mS/26yWoGAAAAA4hOLRZLZYMVodCo1WqTUIJUoWVyaRmdRap87gsTtDCJZLZ1v5YqfZPto7eL53cLWz+7RU7QDBsN7kTGaKkUSm0twqV5qxeDqdzJWLlXa1uttpdRsFrZInF7OsJrXX48pm86lUKZut+/2RSCSvM3icbgSEEm4v5gNwBMvmi50wXqw09jq9i2J1p9LYC8dKqVyr2T6p1HbL1Z1ILGt3+YNIOJ0poFgUw5Lt9m6nc4BisXQqbzAY1GqlWMKTCDlahUgiZPU9uEUizHg8lkgYdntsIQSEQsFCqdjubsNo1OEGw/FsMBSN4EksHDMYrX/sIghFMrPFAYfCQQgFAnAsnnZ7AJPZ7gcgtwcIIZjb7dQb1HqD2u2xu9y2AOj1eB0oBiFoEI+i4UjI63OKJXwen2W26N0uGxbwa6Uiu0UbSwQpzAWubG2VOSVQrQ2OfTs2ddvpkHmcKqNWGALtfo+1Usg+Pb883DttlJtauZIwNX3366+mBwdcRk05gW+WM2f73RgG16pFLAy7vS6rzWgzqm16ucduhAFPCPQLuRyRQMhlc6RiGZ/NkQlENoNBL5eQ5id5VLJFLTFoxBIBVS5mmfQyj9Nkt+hRJIih0Pj46NDQk/v3716//vlHn3x4/+EdMoUklHDNVoXdpYQQi0ROoTFnzTYxFvFy+ZTxiSE+nyuRSKhU+uTkZH//o8XFeaGIK5dJZFKxXCax2Swul0OmEBstWrFC+M6H1669e+2bmx/f77shkTFMFhmHu2oySOR8Loeyvjq/sLq0tEFeXV1ZXl5eplAocqVCbzR4/T6bw67TG40mi8Vq93h8KoVar9IZ9QaLyWwxmbVqDZfNWVlZWVslr5CIG+trPBaTRibPT05ODA1NjQ7dv/0dmbiglQnYFCJhcmBx9EEzi/z2Yu/t0+6//Xb+P/7jp1dPt8YHby7M9i3M9w88/vra2SG81/X+/EMBR4SrSzdkvGGDYsqoGm+V1PW8zKobTmMbO3XNxZ77dNt1seN5te//4QB4cwj9dBz69QT59QT+9QT++TTwet/9tGs+7ZhenwZOus7DjrtdtlVytmTEGoYsKdy32y0/O++9fnH660/Pr54e7O00Li96r64OygXMbhRbDVy1hOKxihxmrsshhIM6lXwjnQIAnz6Xx6rVZCKFWKza6ZkRyjpxZHRAoRSnM3ihmPT5nQ63BQkHnR7rH4Jsc6u+1WmUK7lUOhqNoZVqvrPVgII+m9WgUctUSolOr4zgUL2Vv3pxeHRcPz4qv37eOuhG99vhWtrv0AsIMyNsOo3LERmNbp3O8cdg5fViDgfk8aAomsHxXDxeTibL0WgxmSxXKp1SqZXJ1PL5Oh5JFvOVCBYDfEEIRBA4nE/lNuvtg95uPIJDQACF4BiKVvP5QipVzsRsWp7HyH9x1Prp6uDyeKeYiWUS8Xq93t7sVKrNSqO9s3+ULVST2UK93am3uuVat9E66O1dHp++Prt4e3r+5vT8zdnF2+3e00qtV6psJ9KVdK6KxzPFSvPi2atmp7e5s58tVFEsFo+l08kMFgx6HZZMFNbKODIRHfI7Q6Df7wUsZqfR6LZYfF4v4gPwaLycK2zisRIAxoRiPQDG/YGYzRWCsWy1uZ/KteRqu9OL7exe7R++2OycpHPVYqW5d3Raq7fNFofPF8rlapXKZjyRTSVzNpsNhoPlUi6MgKkoAgMupYz/6P5NiZAllwk5XLpMJnF53EEEhdBIOleNZ0r+II4n8zAaBYPIHwkUEIDTmUImWwyAIZvdbbO7ERRPpnIRPIGFYygWDYCQ2Wy0WA0B0IuFYT/gxqNoEPK73DaDUWOzm4wmrVantNlNAdDr9TmNBo1Np7Zo5VDAAYBWjniNSB2bWx0gMyYfDnzxZOhrp02MwrYI4q4UojEsGA4Fy7nSs7Or88NT0Onhrm+wVknTT/rMClHIaU7A/u16qdeqxyMo4Peq1UqtTini0hVCpkWvDnhdGoXycd/gw3tPhgdnZiaJy0sUxjpLp9BIeDzOxtrq4jSXtqKRss16icUgd9m0COR1WHVQwJNJx9fIK+Pjo0+ePJ6YHBkefXLj5pdffPnp3QffUekEFndZrWNzBUQqY4bDX/aDRoNJKpMLTSaDwWBQqTRisXhqamJkZOj2rRuLszOLszOLC3MrpCWVWmZ1GI02PZW99vWtz+7137z78OsH/d8y2SS1lk+lLYoEG1zqupzH18vkfCZzhbDEZNAEAgGJROofeDww+ITGoCtUSpFYKhRJFEq1zeZw2JwxLIqHI0a9gcvm8DhcFoNJIi4vE5f4PA6HQaeskLh0OpdOXyeRNlaXp8eGSYuz9NXlDdICaXaENDfcLsf++3/8/O//fPnbj8dvnu/Wi9j8zKN18sT8XN+9u59cO96DdjvAv/69k45rnjx6Z3r0UxFn2KiZt+nnROy7fudSu6zarGivToLdin6vbr7a877a9789gn85RX89w345C/10Ar058r058j3ftT8/cP38DHl2EDjq+lolaz5pLKRcMcRqN/CMarZGyRLz1w0aIegzh0C7WS/RKrlaFRvyGfIpv88uLaWBUtafiFjRkJ5JnzbouXDQsrmVxyI+s1W1TJqbmBxeWJzWG1QQ7E/Ew5VqvlLNF4rpvf1utVZwua1uj61RL5WKmc5Wo1TMBEGvViM36VUuuymMgFaLvtkoY2GIx6cTlqe0emG+EKpXQ4c78e0mvFUGspjZrefPjfYR5qYX54nTU0sDA5MzMyQqlc/jKZRKMwji2Ww9lSqlUpVUqpROV0ulVrncxsJxpzPgdPntNjcMYVAQzWaKeDjucniz6VytUk8nUxiCapUqk05vMeg9DrvVaFBJhShgDgdMr893Xp73uo3S3s7m0/OLUqniByAUi9WanaPTy4Pjy97+yYvXP108++Hk5MXu7tODg6urq19evfz74cGLYqETxUt/8BTHC14vEgrFAiCSSOaSmeLh2WV7+6De2tndO97tHSbjKa/D6rEbiykUCVhFPIrNpPS5bV63BwyE8Eg6nS7H43kczwWD0UgsH0+Vy9WddLZ5dvHm9PzHRuuwUOrGUjUYy9pdGIaXM7mt9tbJwcFVr3fSbHUz2SKKRYMQmkqVUqmS3xfyeYPpVL5UqjQajc12/WR/Z7fTqBXTPqf5/p0bAi4tALgh2K9UynkCvsZgVGoNTh+UytUDcMIHRpyewB/eKgih6Uwhgif8APTHOdNYPA3BWBBCpTLVBpWpUusVSrVGo/J5nalkNIzBZpMOhgCX0yoUcExGbSQcymWT6VRsa7NxenLQbtVyqXg2goW8DizkjSVAkZK+SBmm8ufZkqW+J5/f+v49uWQt4NYmI/5GJbmzWSvnMzEsigaxbDwddLklDAZks6p5DOripFXGD1h0iMdRjEcDHqfP6xaJRAq5VMxjcKirxPmZNdLKMmF1g8LVaVxIKGcxghKRQSLSS0VqmVC6RiQSpic0Ur5OzncY5U6rxm5WRUJAOoGl4mGdVsHlMEaGB/ofP5hfmFqlEGlM8szi1GfXP/jgo2vDY3emZh/effDZAuHx/NIAiTwhkTGpNPL8/CyFQhEKhTabTSDgiUQCBn19lbg4PvxkZHjgcf/9oeH+gaFH0wuTq/TlRfLMDHH8ixsffHXz4w3GksOlUao4JoPEoFbIuDyVUOS12102K4tJX14msNlMsVRCWCYuEpamZqYfPnz4+PHj8fHx6cmpsZHR8dGx8dGxibFxwuISg0ZnMekb62uUFRKfzWJsrK8SCeTlpdnJsfGhgeWFWS6TRltfmZ8aW19ZlPIYcgEDcOqjiNvv1BpUHLOWL+SRpifuMWlzhIWBidHvr726zPzypv5f/+up2876/ONro4OfqeUEp41qM5HUiolUTLi7aUtF+KWkLIUJ8hHhZc/7cg94exL69SL8+wX+yzn29jj4+tD3ct/16tj75gL86RJ9dhA42QHaRWsUkrpMbCmPSF0ZEXMIGhlNKaMbtUKLQQoBVgx2Vgp4KY82SuFKHjJrmMW0t1WDD3dTTjvP7RQl4m69gVcqR4rlGGVjaXDo4fDIY51e6XRZLFY9DPlz2URvd2unt9nb3YonwoVimsdnWsw6iZjH5dANelWxkM5lE5ViptdtlQtpk14F+F14JJTNxfRG2cO+G6PjtzisqYCHX8k6allHPe2GnPLp4fsc+rpRb5LLNGazW6OxqNVWo9EJgnip1CqVWhAcxvFMIpnLF6rFUj0aS/v8QTgUKVcatWqrXmtXyo293aNysebzBLxun1Ku0qo1TruDy2TxWGwRj6uWy6RCgULMp6/MJTHP1Un34rC7s9notlvJZDoIoXqDNRiKlqqb2UI9nauWqpvPX/18+fzN+fnr/f1nrdZBLtdCQhmnI2QxB+z2YDRaTKUqjUYPAFA4FEmmcvsHJ4enF2fPXr5889vzVz/vH5y2W91mpVHMJJN4qFVOBtx6MX89FvYXsrFWrdpubuZzlXKlmcvVotEsjmeam7uF8iYSTkeixVSmEUtUgnDKH4iZbGA4ViqUe/FUM5luIVguEIgCAAoEQn4A8ngDDqdPLtf7fCGL2a1Rm/U6SyKR6nQ6u71OMZPIxbF4GDKopf0Pbwt59CiORHBEJpOoNGqLw80VSNfpAq5QxZXoXD5EqTFqdSY/APn8QZ8/iKA4GETAICKVqaQyFY8v1unNGq1RIlXqDRaxWKrVqHhcJp1GoVHXKGskpUKi16lsVmM6FetsNff3touFTCoZzedS6VQsl4rXs+kEAsTxYLEc1ZiFU8Q+tnSZIZx/0P/J97ff06roAbfWpBFIuFS3zWDSqgCPNwxjpWTGa7ZImHSzRBjzO0CzBtArMJfZa1ChPk8+FYeAgFyqgMCgUiLkMjYmR0dIxBUBXx6LlcqlvVr99Oz893LlIJWso6Ek6A9RSGuz4+NyES/kt7vMSrtB4bCoQwE3DLg8TguVQnrcf//TT96/dfubJcL02gaRzVvnSRjLlPmhkXufX3/ns+t/+uz6tZvff3jrzkeffv7nb29+cv/B7YeP7i4tLU1MTKytralUCo/XYTHrzXqNQaO0mrQCIZvKWNtgkcVqAVNCG55+/HDozo27nz8avE3amGXzyZSNebWaz2NSpXw+h0bbIK9SNyhLSwtzczM02gaXzyNT1mgMOo1B39jYYDAYDBqdTqXRNqgk4vIqaYXL5gh4fNoGlbK2yqBT11dXFmdnhgce9z+4Pzk6RF8nC7ksDoPK2Fjjsxnz0xMzkyNjw4/HR/pnpwZXiNOL88MLc4O0jQUWfXFtZULII81OPZgcu3Ot2wZePS9126GJsW8+/vAacemRTLZst7PBgCgSkXvdG8mYtF4ybVasey1fr+a43PE93wd+PEF+voj8dhH76Tz85hh+eQhc7bmf73vePoXfnKPP9oMHW7561oT6RXrpspQ7r5OthYOGSh46O6j98sPJ6X6z1yltbxbevDjaaWe9NplaQqGTx0KA6ve3Oy+f1TqbkXTSdXHehGAzjb4gkTHXNpaWV+f9gCueCP/hI0rF7Ha3dXqyf36+//Ll+Q8/XPp8NhaLEgg4t7cboN+hU0viONzdrB7sbva6jV630WlXspm43WaM4FA2H04kA1oNXaUklbL2gy2oW/E1Mi6/RbAw8UgqYOk0WrlMLZWp2RwhjcajM7h8vtxidcGhSAiJ/AEprw+MxdPFUq1aa3S6u0fH58VSDQvHXG4/BGNRPOl0eA0Gk88HuFwup9Nps1jdTpfRoJPLJH+cAVIImdGQBwEcTovOYTHWq7VsphjBk24fXG32Xr/9x8sf/3Z4+iJTrOPJvMnq4XLlHI6CwZAwGBKRSGc2+/3+CAjGvF4Mx3Ol0mY8nk+lC9Vaa6vT2zs6bXV3e4fnzc1dLBwPgkg5X9jf3jroNs8OWi6LTCHayCQgg1ailkv8Xl8QRAJgyA/ARpPdZveEEBxFEzYnGICiVnswCCcdLsTlwWAkl8ltIeGyw43j0brZBGo1LocDDASwCJ6MxtJ+AE4mCq3Gbi5Tj4RTBr3V6/XjOJ5KRt02k8eq1ypEEj7zkw//IhWxU0k8giPlcjGeTEBoBMOTqVwdxjISlY3KlLDZYpFQrlYZ7DZPKplPxLNmk8Nh98ZjmWQiF4IjSAjPZculYj2dKoSxWD6b2+1tt5p1MOC32yzpVKJUzLdbja3NVjyGu10OnVatViksZqPP6w54XUa51K6T280qlZqrMfCHpm5LNBsiOfnuw49v3fyrXLLmtsrlAtoGaU4h5lJIBKfVBvmDmQiOg4EcCqeCvlo0FPVYmjEkB/tkzHXmyrLbZDZotBqVNpVIy8WSDfLq6JMRFoNrtwe2umeFci+R3rx49reffv2vZ89/++HNvxwdPAP9obXVjaW5WZ1caNFKDUqhTs532wwmrdxq0lpN2nt3bz56dPubG599+vlf7z38doE4ts4ksgQUGoO4SBgbHL7zZPjW0Oj3BNLoImF0fnFscKiv//GD0dHR+fn52dnp6elJ8tryGpm4sbbMoJJVcpFWp+AJGXTuutlrEuuF82szj8bu3hu69d396xtsogcwKlQcBmOZRaeskQjUNbJQwBOLBEwmncGg8YW8tXXyBm2dz+cLhUIOi00iLi/MzLIYTIlYqFTKdTqNRqMSCfk06voaeWWNvMKirTM21gQcpl6tcNnMLptZp5JzOQyRkK9UyGjUdRaTSl4lLsxP37t78+Z3X9248dmDB9/Ozw/zOKsM2oJMQp2euj8+9v01i5GiUS9TyE++++5P9+99TFh+skR8TGdO8YSzAVBUKtnSSXXAy3BZyKCLVssYnu2BL/bBH47Rt2eRn87xt2eRH0+Q18fQy0PgYtv++jT49gJ7dYL2qq5qyhQFZYmQup71lFLurSp6eVy7OK6dHdTOD5vNarJSDB/ulA93is0SGg2ZJbxFwCU63U+/elYpZj21Ctyoh212KYe/cuv7zxlsMoYHkym8vVk7Oz96dnX+9OLk7PRgf69bq+WazWKzWURRAMehUil1drbX6zYAr81h1eXSeLtRTERDOAZaTWq7zRgA3PEE6g9YUunA/n62s4WcHcafHkS7FU8cUtg1NCZlWqPgc9hMGo3BYvNlco3T5Xe6/GKJkssTmcz2EBLRGyxyhUql1hpNFoPRbHc68Gi8Wmvk8uUAGPL5gw6n12px6nVmqVRutdqTyaTX68XDEbfTxWEzmQwak0Fj0NejKAh4zPEw1KwVXQ5nMAi73IDdFbC5gnY3ZHEEDBavUmtj8eQcoZzOEel0DgDAY7FSLFaKRouZTKNa3Wk29w8OLo+Oro6OLs8vnne392r1JhxCkQieyBYDaAyP5+qNrVKxlk2melut399cPTvthgDT6tKIVS/WKPhSEZfLYQkEIqfTHQBDQABGsRgcimRz5WKlXap2tnsX50/f7uxetrdO2ltnldo+hBSisUYi3oSC6US8Wq/v1Gqd7vb+2fnV4eHTvd55PtuAwGgqWQT8sMPhslgsBr3aZtRatHKrQRXw2L79+lO7Rb/b6yRT0e3t7c2tbrZYqTa6xWonlqrmKtvF6jYMR2PRNB5JajUmBp0rlagCQCiXLaNINJXMJxO5SDhRr232dg5r1Xar2dnf3avXKkgIQkJQPpdptxq5bHq7uwUG/FAwkEzE2q1GIh41GfU6rVopFamFfB51hbIyx2Qta40CAmXE7JYotLR7jz759sZf2IwFs5avlrC0MkHQ7dDIJVqlSiNTuIwm0GGzyiUupcijFOWCnhc7rV/OD7KhAGuVtEFcdttcxXylVKyZDOa1VcqDe31EAtls8x+f/7B/+nrn+NWLN//2j//lf779/T/+/q//+z/+8V+7O2dBMKwQy+V8joLPkHCpMj7dZlRbDSqrSSsT8+7f/+7x47sP+27evP3ZNzc/vnHr4+8fffVk/N4ScVKh4tMYRMLy+Oz8IIO1LFOw5xfHHj66MzY+dPfu3cnJydnZ6fGJYdLK4uCTR0MDD8dHBsZGn4xPDM0tTjCFNC/qYsuZ90Zuf9f/dd/4vevff7JEmdJaJEzuCpE0ubG+QlpenJocn52dplDIRBJhYmp8enaKSCKQKasEAmFoaGhsZHRibHxqbJxOpfF4HJFIIBDwWCwGl8MSiwQ8LnudQpYKeQqJUMzniPkcHos+MTJ4987NyYkRmVRsNOiEAt7KynJf38O7d7//5JOP/vrunx48/H52bozJXFUoOCTiOHllYmz09vDQd9coa319j969ffMvd75///HAN4Mjt+8++OzJ8I2puTvk9QE8qsVxFeBhYkFhApGd9ZDnB9CLw+CrY+SHk8iPp/iPZ+Efz9Afz5DXp8GLnuvHM+TNOfbDGb7f8LXyzjSq2W+ju00UAWRhUL23lerUo9m4v5pHimn4qFe5Ouuc7FX2ttKVLGjXs5KYqZByYJC8XQ+FUaPRwBaJ1+4++IJMmTPb1FaHPhwN4VHk7Pxob7f7+vnl+cn+4cHOzk4zkUBtNh2NtuJ0GquldCmf8LrMcRzebJbajWIiArttBtBr16kleCTkcdvy+XgyCZvMwnod2dkOd9vAZsVRyxjjkCxg57HWp/Rqgddpczhcf9Dnj2o02YwmCxAI4tE4HEJNFrNMIecLBSwOW6GS+wA/GsZMNrvJ5kSxqNcHutz+eCIDBmGtziBXKsRSid/v1+l0arVSr9fa7VarxaBTS7wucxoplvIAACAASURBVCKKokgQgkKpdN7rhQNQNJGponje5cNgLBOO5ROZaq29s3Nw1mrttVp7zeZ+q3XQ7Z7u7z87PHx+cHC1s3NaLLYjkXQ4knA4vVgYR7FIKpevNLdiuWKx0uztHm22t+vlys5m4/J4p1NLV3OhlcVBvZINB2xhBAADXhiGy+Vqq71VqdZb7e7mVm975+Do6HJr67DZPqzUeqXKTrm6V64cbHUu84W9Zuvi4uz33d6Leu0gk2kUi+39/fNe7yQWy5mNHovJH/DjmVQ1CIbBQCiTyeVzmXg45LHqfXaj12G6c+sbhVTQ2WqGI6F4PL7V2S7XW739s2cvf6luHoTwgssXPjx8erB/2mp2tzZ72939WDTt90EhOJLLllPJPIbGgiAaj2Uy6SISwsNYDAJhBA6BQACBQ4lYPJ/NQWAQQ1A4CPm9PovJnEmlS4Ui4PP7vT6r0eC3mmVcGotGcjjVbr+OxltQGJhrtIk7Dz767tt3xILVEGDRy7hC1oZWKtIpZRqFUszlEmemOGskLpkAmTUWIcuvFtUi0OuD7tuzw2Yu49CbIH+wXKhDQcyos5IIa/19QwsLq0KZBk+XY/laaWv3xc//cvbyl4vXv52/+OXZ81+Lxa0IloMCqF2vXSfMzU8McairJq1Sq5Co5CIyafHmzeu3b391/+G3N29/9tW3Hw6O3h2ZfvTZN+/e+O7TsYn+h33fPur/ViShiSQ0sZQhkXKXCLNz81OPHz+enJwkEpdGRp+QVhbX1pYY1BX6BmljY5lEXphfnh6eHVphLZPYyw8n7t3o++qLO598dvPDsfnHM4Th/sFba+vzY+ODlPUVyvoKjbEuV8roTNr84hyDy6RsrPEEXC6Xu7y8TKfSRAIhjbK+TCDOz88uEhbmFmbHJ8cmJsZmZ6cX5qdnpseXiQsb66tTk6N379x89PBuf9/9Rw/vjI48GRwcmJycHB8ff/DgwTfffPOw78Gj/oe373z35defDww9IlMW2Fzy6Nj9qelHG+tTpOXha8SV+9NzNx/0f/TZl9e+ufXX2/c/+eq7vz54/MX3Dz5aIj2SyAluFyfg49rN5CyufroffnEUenkEvTwKvTpGXp+gP5wib86xtxfY69PgiyPg16voqxP09Un8pIvsNkPZiCkdsUQRPR4y1IrBw17++KDaqMbcdjUEWJCgvVqMnp+0D3v5Rhmp5gO/v91pV4NJXB+GVGY9jc9d7O/7grg8LBJT01kURjw2u75Szb54fvH04vjnNy9fPDs7Pd198+Yqm43yeDSjUUmnr9otWhJhbmp8iLAwbdAqvC5zOoE1a/lSNg6D3hAMxOLYzk4TQdwerzYIah12NgyIyiljDlcmQzLIzRt5/AVxYUQi5IwMDROJRAKRxGJz9QaT1weEI9F4IoViEbVWw+XzGCwmg8WkMah8IU8iE7O5HKFIwuYIBEIpi82nMzg0OpvBZNsdLrVWI5ZKFAoFm80OBAI2m8VgMNisZpmYp1YIsVDA53UmErFKpRZCIgga7e1fnJy/2tl9enr+4/7Rs/3jq/2jp0enV7XmdjZbxfFcOJxB0RQI4gAQDgajXi+CYelmc2f/4LRYqh+fXBwcnjY2u5s7+2g0abK6tDqz3eZOxeLNSrGUjjTL8WIaXiOOBL36GOJN4MFsKgr4vSiK5gslFIsgCJZK5vy+YDKRa9S3ctlqMd9qNver1Z1yaXuzfRyEU4FgymQM6LRus9kPw/FCoVGptnLZciKeT6dK3a2j85OXnfZeKBiOYLFSoRz0eyCv3a6TWjVir00zOnhfyKOiCGgwavx+r9vj8wJwMBQ1WLwWNxxNVh2uUCScKmQrsUgKhXEYxAA/HAqGAT/87OLl+dnV0eF5Z2s3mykFANjp8Pq8YKlQ7mxu9bZ3GrV6IhbPZbLxaCyXySJwCPD56VSaVCzRqjVsJstkMHocdq1UbFCKdWqRwSh2+3UEyphIvk5jLzx6/NX7710jk8ZjYR/ss+jkfJmQazMYaJR1HovNo22IWdTB72/kUP+/v33WK8ZjgN0i56dR8PfXL394eulzuPQqHZ8lWCFSbn539/oXNx49Hn48PD65SKQLxalKLV4sJwu17t7JyfmrQq5pNwfYVLGYLQu63Hq5hDQ3Pfqkb5Uwv0KcXyHOT4wPvffun65f/3Bsop+ysUBanV5cHl8mT5HWpscm+r/59pOJqf7vbn3yqP/bB4++mZkbJK3OiiU8sYQvlYrHxkYmJ8fHJ4YXl2aYzLXRoUckwgyBMN3Xf2d8dniRPDe/NjNBHPvTJ9ceTdy7fvfTj755d351nK+gj870DY8/oNFXxRKeSMrjCVkCEZfNZVA2VtepZMLy0to6mc1m0ulUHpetUsoFfC6TQaPTqWwug0bbmF+YHh8fnZwaHR8betz/YGpydHpqbHpqbGJ8eGx0cHZmgrS8QF4lzs3NDAz0Dwz0P3ny+OGju/2PHzzsu3fn/s3RsSeTU0Ok1VkyZa5/4Fbf4++WV8fvPbx+bWr59vza/Zt9f/n63rXvHr3z3vVrH3517cvbf7rf/9nU3B2eYFEuXTZoVh3m9W7d/fI8dnkEPj8CXxwHXx3Dr0/gN2fw2/PQ23PoxYH37VP458vIiyP0eBvZ3UTbVaSYCXTaqWdPt48Oq51ufnevlk4jXq85nkBT6WgUR1AUaNRSvW6uXkUjiKacd5WyjjiqycWthZTLrGOoZRSDluVxKiKYy2lXWa3KdBppNvP1ev7i4uD589Ojo+2rq6N2u+xymYwGNZ229uX1Tz54/52HD+4QluZmpseXifMrpMW52Ym1laXZmXGrzaBQi3yAFQCtvoBBp+fSNiZsBkanCpQS2iKuhN2M+YmvifN9Grlwdmbi8cDDgcG+weEndCZthUxaXSNzeFyxVEJnsGRypdfvA8CA3WkLwmAYx2wOO4KGo9E4ioZBEPIDoNXm0JstHiBgsdrZHJ5crpRIZCaDWSlX8LmC5cUlFpXidZiiKAiD7oDP7nFarBaDzWK1WpxWi8fjCWWz9UymlsrWstlqOPrHpnsahMMQHAbBcDpVqlY2e9un//z7f7798R9HR1dPn/64e/A0Esv7wYjJ6tNqrWAQTafL9dpmIVtJJdI+l9PntNbLqWIaoSyPN8vRFA60K6mjnWa7Vkqnk4EgaLVa1UqVx+4upPPlbLGYzsdQHA2gLqvbbLSJhTKZVKVQajVaE+BHXM5AJJzw+4JIKNJqdpr1TY/L36xvnp08/fHFm1fPXhfSebfNJeTyqCQCl7zAW5vaWBy0aTlTI98rZfRaJZHLx7PZNB5N5oqNduew1tjLlbZSmUY4nFFINRK+1GqwBTwgGgyHkVg5V03Fc6VsJZsqxvBkMBBCQ5Gtdudw/6hcrPj9/lAoVKlU2u12NBpFUTSdTv/RFAqFSCQilUoXFxdtNpvL5QJ8frFIoFRIPB6T1a6y2pUMDslols3Oj3zzzYfvvnuNsDgCgWazUUIiTHGYGxw2k0Je53H49LU1AYPKJC+Uk8iby73/7V/fvrrYxWG3WS/75cfn/8//9X/8+z9/bRVyzLXVh3cevP/ex198/vVHH3/6/sefjM9O8yQigUwikkldbm8wAJnUpqWxBeYyTcmUYZ5QKZ6F/QExlz/yZIDHYpJXiWvk5W+/+/L9D/7y8Sd//e7m9Zm54RXyHJk8TyROTU8PUOmE+cVhmYIlEG0sLI0QlscXlkYpG0szc8PrG8tcHmOVTFgizPb137t1+5sbNz778vMP7ty6Pjs1ODX1hLg8S14nsAQ0AmXuvevvfPrdR1/e+fTLWx8PTNxjCFfYIjJxdXxhaXR1bZbBWl1bX1zfWF4iTM8vTM3MjhOI8wuLMyurhGXSIpNFpdEpfAFLIGTzuAyhiMPlMHhchlIhUchFfB6Tz2OymBtsFpVBp2ysrzAZ61wOnbxKGBkdmJgaXVqem12YnJkdnZsbWV6eZNKJ1PV58toMlbYoFFPlas74dP8X33341e1PbvZ9fW2Z9WR+48H9sY9uDrzzYPTD2wPv3B34YHDqm7t9H919+OGdO++OjXzFWH+sVy4c70DPT7Bnx+DVSeDlCfT6BP7xFHpzFvzpLPjzOfjq2Pvy2P/8IHC+FzzYCrUqYCriCPj0GOLCcSAaDyRSUKEULVdTyUwECQcB0G+zm0IwsLVV3mylcdxi0K9DAREalDWK3oNu9OIg36qEMjEHjphTUWennUon/GHUjYe9kYh/c7NUr+efPt3f2ipvb9cuL4+Oj3eunp25XdY18jKRMD85MTY1OTo/N0VeJQwP9X/80bu3bn49PzepUku1BrlQSre7NRTq7MLiwGYz9vy8utuC81FVAuLFQ3zmet9g32eMDaJKKV3fWN2gk2fmJlfIxCXi4sLS/PziwvziAmWdqlJrXR631W5zul3pbKrerCXTqUKhVKnUMplcBI/F4skIHgNDSBBB4RDqdHmMRrNGo1PIlBAIo0EEAgI2oy6Nh1rVfLuea1ZTxSyeSeKVQrZWqafiuc7mYTHfqla77fZuo7FdLNXz5Voik600mnv7x4l4Bo8kioVaZ2u3Vt2Kx3IgEIGgGIalMTybyjSq1W6zsV2vbRYLjUq5XchWKqV6PIJjMAgHHMloYJ00YdXzQZfWYZC6jIpkGMJgEIZAk0bDYzCkbI7baArZXS61zqM1hFwevVgq5/HNKjUKBRN4JJVIZlLZRCwZRiMBP4jAaNAPJCLxWqmcjSctOgMWhONYBPZ4hQymUiBUCzjCtVkVc0EvIIXc8tXFx2zaTKOWrNVyCAJ7fSAayaSzzUi0GI2XS9VOtbqFI1GlWO6xeoKeoIQvM6hNoQAa9MEOs8tt82rVBrVSFwxAhVwxn82lEslUKlWtVmu1GoZhwWAQwzCHw6FWq00mk8ViWV9fFwgEKpVKrVarVCqn0ymXy6UyoUjCVGn4NodKoeLKFYIlwuznn7//zjvXpqb7Q4gdDFp1OpHRoFbIpXy+kMfh09cpIi4z5LUkMV8hAW+3clcXuz+/edbrNs5Pdv/P//7v/+///T//8/cfAKv+8/fef/dPf73++RcffPDBu++/98lnn/Y97h+fnBgbG7v7/Z2b39zou32Xt8awSDVBvSvuQ/EAEkNxDp091D+oVWs8bqdQxB0eGfj6m88//OTdDz78841vP79z98bduzcePbo9NHR/aOTu7MLAk+FbkzOPyJRZ0uoUlU6gM5cXCROLhIlV8iJlncjm0BYWp8fGB8fGHt/69rPBx3eW5scGB+/NzI7yRUyNXkYgz99+dOPLW5/euPv5l7c/Gp17JNNzhMoNhoBIZxKXVybXqYvTs09m50doDBKNvjY03D8xOTw7N0GlkWn0NTaHRlknMVkULo/GYm6wmBt8HpO6sTo7Mz43O7FGJq5TSMvE+bnZifm5yRXS4jJxfnpq9I9HJHOLUyvryzQmmcvfoNEIK8sTLBpBLFiTSahyBU2n59vdGuLazI0H1z+9+fFn3396jSWbXmENLKzfnyXfJmzcX2H0rTEGuKJpFneSwRgfevzxo7t/vnfz2vLs9f1N97Pj4PNT6Pkp+OoU/v8D66ezwOsT34sj34tD8NkRcryN1Aq+aMgMeDVyKUOp5JotMqtNYbLIvX4LFgZDSKBcLna6rWwmrtNJxEKKTkM16dZ7XfT1VfX3N9vnh/mzg9zuVnyvk+htJRtlJJ3w45gDBMwOmzIUcvl8plDIE4/D5XJye7tSq2UajdzWVnV7u5HNxJFQQC4Tzc5MzEyPj44MfHvjel/f91NTQ/39dwaHHi4sjRNWJjQGPptHJFPGykXwxUVlq+QpRBT5iDiFiYSMIcLsPatREQR9Hq/DB7hlCrFQzBOI+HyhgMXmsjk8qUzhB0AIRgwmo0whN1nMHp/b4/PG48lCvlIoVpOpXBBCtUaLRKFWag0KjZ7B4a9vMBRKrUyqcjl9Rr3FbXM5LcY4ChYzsVopub1Z3u3WGtVCLpUEfMFKsdGs956ev9nZOd3fP7+8/OHk9OnF02etzXYqk04k05FItNFoVUp1wBcMIzG/D5JKNAaDAwBQEAxHYnkAQGPRtM8TAP2hVDwHuEEERJPRWASBzHqZ3SznMQgS3opezmKuzW8Qp7kbJA6FrBLwnGpVPAAkfD7QYMj6Ay081k2mm9FYQKuDrVbM6QTtVtTrLqUSvU63XW+EQwgKwY1KNYXjWBD22Gwmpcqq0YYBPw4GmtmsisfjrK3KWRt2KdMsoliklIBFyFwbJ833t+vpej1fqZRi8TSGpzE8C0IJEEr4AmGd3qJSaJ0WRxiO4EgUAbGgD5YIFS67z+MEAj7YbnUpZGqxWMrjCXg8nkKhgCAIw7BoNFoul3O5HIqiPp9PLBZTqVS9Xk8kEnk8XjgcttlsPB5PLBYHAn6ny2o0KxQqrtEsNZgkUjmHQJz5+ON33nvv2uDQLZdbqdXx/j+e3rO5rSzLEr2iKNF77733JEiAJAiSMAThvTcX7l54f3HhPUAQoPcU5VM2U1J6KTOVXVVd3WW6qqtNTfV0T7+ZNzPRE/M/5oPmvYjz4cQ531estfdeaysUHK1GoQFVEolEIBDoQaXXYYoidhmXyqUSNDIO6jG+eHr9Vz9889tf//j//uuf/td//ef/9LuPESeMmKGl6cliACi/e+f2raKKssq7d0sBoOhOcVlf79DI0OjcxBRvm6Hii0GuQMkVRj0Bg8ow2DPwCbCsFtMaYbmrp72k/HZtU3VXb0tzW+3dMgAoAqpqivsHWxaxY3QWfmikbWikbXi0vbq2aHC4bXp2ALs8zWSTaHTi1PQwbnmBTFlfxS/19ra2NlV2d9bOTvePjXWNTfSuEhZozM3ZpXGgGKhouNsz0lpWf6t/olWu5/JkZBJjaXl1amFxZGKqd2CodYOIJVFWlrBzS9i58Ykh/BqWsrWxgJmemR3HLS/QGSQ2hyoScpiMrW0qkbiJXycs07ZJLCZ1nbDMZGzRaWTiJh67NDczPTY7M45dmsOvYZfxiyvrOPz6EpVGIJNxuKWx5cUx3OIwAT9F2Vrapq3yxVQCealnvL19pLlzrBXgy7BcyaJAsSQBcVzxLIk2QCD3rm32msx0xCsyG6h61draYt36Us1FQfXyvv2bV+g3r9BvXwS+fRH4/qX//wesH14h71+h71+Hv3oZfXDmSUc0qEuOuDVOuwaCZEoVRyZnymQssZQhVwj0BjWPz1IqJFqNQiZh6DU8p11sNTLfvd579jB97zRwsuf95s3Z80e750fBg13EY5fJxCSpiKyQ0UEVF9TwFQoOBMkSCeTyspBM+kwmdSjkikQQFHVEI/6dbMLpMAv4rNWVxcHBzvr68tra0sbGyvb2+tGxvtn5kdW1mW3WssUuTaQsqYTx9MB5lNXtRoSZIDPspCoF81w6xqiX89ks3DKGSF6nUIksDpMn4AtEQrFEpga1PjQAwSahSMLm8EQSMajVqDUqkUQsEkmo20wyhcbkCphcwQaZSt5miOUqg8lqdXpi8XQoHEd9IcQbcDm8bpvrqJA7yKZSUX806ErH0UI2nsvEk9GIy+E1GuwuR9DnTXxaqJVO7+V292OJeC6/E46GEMTj8/n29/f38oV0MnN5frVfONgvHKVTuVQ6t5s/DEaSoXCikD/0+0Kw3mIxOkC51mV1p2LxWBg16qX7+ZBJxyfiJx2wjEcjrM6PCbaJB4lQIYzG7ea4zZSwmmKwIWbQo0qFTyG3C/humSSPuJ1KqVUmijktPgvsgGCtQqWRK20wHEFRn80e8SIRjzsXjXx2dRGyWV068F4hF3VY9UKOXSlCdGKbjK7nE61qBm8LszDZvr8bOSgkDw/2DvZPzs7uX99/fnB0PxzLRRO5k9Ors5PLdCyVjKQi/qjD7DJBNoPWlIhmYuFULJzKpndTyR2/P+j3ByORCIqiuVwuFovl8/lgMKjX63U6nUAgoFKpm5ubLpfL4XBIJBKZTCaRSCQSiVgszmbTUpkQ1IqtdjC767faQTaXsoCZLCoCiouBgcFGm10hEm9xeSQOhyqW8M1mo8NhM2iVRp0SUotterlOxoWUoqDHEkZdu+nou5ePfvfL7/7245tffvPkKOW5t5cK2mALqLDrdX2tbcUAUFNeXVNVv4zFyyRKGpWOXZinU4hGUOk26TVioYjOFjK4S7Pz9C2qgMOVSkT4NVxpRTFQDADFQGt34+B4b99IR2VNcUk50NBSNjLWsYgbWcKNbxAxhI35RezYwuJoR1dtRVVRS1v1xOTgEnaGRCbMzI5397Q1t9QM9rW2t1aOjXXhcJMLi+MY7CR2bW5sZqC8/k5DR+XgVGdLb9XoXDeVu7pCnMJtTGCww9jlibmF4db2quraOzV1dycmh5ewcxOTwwuYaRKZQKOT1wi40bGBoeHuqenhLcqGgM/6pAGFArZEzGOztuk08tLi7OhIf39f59TkyDJuYWUZg12aW1yaXVqeXyZgF3FzC0tT8/Oj8/PD62tzm2tz62uzW1QsmYJl80lao2xhdbJzpKV/phtAQlJPQKw1klT6Na5whrw9IFEsabTrBj3ZBG0FPPzjHBxwbgdsxFcPbd+/Rt9/Hvz+Vej7V6H3r0IfXvg/vPR9eI68f+F5/8L9/Svvhy9C330Rf/kodHnkvTgKPrzOPn9yfnaSzedCud1QvhApFGL7+5nDg93jo72A3xuP+EOo1QxLnBahUUvd2zFfHPn2svZMDH5wGQujGljLiAWhXNaViFq8LtBilkTDtrPzTCzu3tuPuT2GTxe7XevzmeVybijkSqfDuVw8mQzGYqjXaxUIGMPD3Z2d9fPzo1js1MRE38hY5+RMtx7mHZ0EnzzJvP28cHZgjboZhSjvKCVKo3RQiJkYqMYvTjGoW6BGweLQ/7+tvCqxVMLjC1ls7hqBuLi0QiRRhCKJQqWETUaXx22xWQVCMZ3B4fHFoB5WaQ0CqUKh0Tu8qBsNOrxoOJ5CfMFMejeZyMajqTAaMmq1kErutBhiQS/qMetUEh0o9zjsoUDU4wwgnqjTHvL5koFAKpnMn5xenpwcBUM+UKMA1XKxSCAU8JRSidfpMkMw4vEiHl8oFAkEw6g/nNrJZ7J5u92ZSqSjgVgsGPd7AgGv32OzQRqlWScNITDiUK9hR5xGuVbGtunlQhqJT8JrONsOhQjiMlSUTXCLqKZsQrQtK4eJKCRWPtslFUJchppB0fMZdo3cYzKGPb6zwt753v7NyenxTjaB+hCz0aZWFKJ+j169Hw08OdrdC3mzHptPp9BzyIiW79XxAyapmIYb7qoM+4zH++nLi7Obmwd7+yepVKFwcLl/dH12+fDdl99dXtzs7uTPTs7zucKnclUus+ewe8OhxF7h+PGjZw/uP9nbO8jtFvJ7hWQ65Xa7XS6XUqnUaDQymWx5eXllZYVOp4tEIplMptPpFAoFnU6XSCRGo5FIJKbTSZPZYLXrLDZ1JO7QGgREMpawsVhdXVxSAnR1V7u9ap2eB2r4cjnfZDagfo/JbCBu4uUijlLEYpLw8yN9Ug4dlPJ9DpPfZTnbT717dvX+i+uPby5/8fb6Zje0F3ReZCIpr0POYW3h1xyQSa/SapUaWAsZNKBcwk9EvJdH2fdfPX356Ozm+PDB6VnSH9jPpCIBXywa3D/IgTrFDGaqpauhtbuxvPZubXN5Y3t1U0dNVd3tW7eB1vZK3MoUhbpC3lrm8Mh05uboeM/k1ND0zMjwSE9DY2VnV0tXd2tff2dvX1txEdDcWLK6OiMQUKk0PIGImVkcaeupa+6uqW+vqGq+U9lUNDrTtUqansUNTGJ6Onuq5xaGlnATC4ujQyOdxXeBmtry6pqyjs7mvv7O6Zkxwvoyfg07vzA1OTU0vzDR29OOWZheXVnEYeeXcQuLmJnpqdG52Yme7rburtauzpburtaB/q6J8aGF+akl7BxuZXFpFTOHmVrEzayszC8vzxA3MBuEOSZ9jc5Yo9HxUiXr0YsLJSTsHGnuHGkG7C6eBxWptASZCsfijC+vNm9tD9DooxTy0Cahh0EZUgpnVcKJJEp7eKZ5cq774U34w+eRHz6PfHgd/uFl4P8C1jP3d8+cX33mePvE9eKB++GF+/zAdbqPnh9Frs5y56c7r17c+/brZ89fXD1+fHZ8vONwwKEgEgkiEb/bpJUY1Nx0xBz2KZIRcCdhOj9ED3LO+1exR/fSj28y15fJ/YLv+CB0uBe4vsq+fHG2fxB+/uIiGnP4A6ZkCkln0Hw+mkqhJye509PdJ0+uz8/3798/++yzm8vLw5OTXCyGkMm4oaE2DGaUSMSxOZtCEensKvH525PXn+f/7rfPXzwJHSQlhSj3MMFJozSDHLsy36EUMM16vdGkF0n4Blhvtpq0eh1PwOdw+VyeYIvK4PHFdocL9Qdhk9HudCTTqVQm7fagCqWGzRfJVBqryxvP5HL7R+ndvVh6J7mTPzg5Pzg5zxcOg4Go1exA3b5YIGDSqIw6dSrqP9pLZeJBl92kVSk5LL7F6DLB3p3Myf7+dTZ7ZLf7+QKJTCYRS/hWC5zNJDxuu9lkgLQaUCFHXE61XKbTaI1Go98f9KGBLTpjfmHRaDQ7bE7U7c9nCk6Ly2wwBTwel9XIo28EPIZ82ruCGTzIBmKo9eowe5CJ5iOIQyNxa6RBGEQ0Mj1nW03d9GvkPrUU5tDsYm4QUptE7IARzAVduQiaCgQPcvmzwgFitUURXwL12fU6g0wSdzuOEuGk01oIejJui1studmJHwRdCsqKnkvkrc9peZtWNYtFXsgnkevzvUwienRwnM0UEondo9P7B8dXiXQhk9u3WpyZVPb89GK/cHB5fu/y4ubk+NLrCWhAyAjbQLVeLlNDsMVssSmUap6ATyKRqFQqlUpdXV1lMBh6vR6GYbfbjSCI1+vV6/Uul8tqtRqNRqPRSCKRgkF/MISI00C0MAAAIABJREFUJPRVwpRIStHDIuzy5OT0QG3t3aIioK4e0OrZYgmFLyDx+dsms96HupQqydLSNGF5QcAkKwVsNmldRN9GbZbj3ex+Nn6xn352lf/hi6sPLw/e3k9+fHH8N+8efHx17yIdPIj4jlKRh6fHB+lU1OfNRIKne+mHV3uvnp49e1B49XTv0WX6bCeaj6AOvepoJ/7w8vDsOPfmzbOXrx5vkleHx3oXcTPdg+2N7dUtXXWd/c2VNcX1jSUNTaVVNUWt7VV9A80DQ62T0wOj4z2LS9Mzs6PjEwMDg53TM2MDg91d3a3tHQ3V1UWjYx10OkFnkIhkjI0tXNdA060S4E4VUNV8p7QOKG8AphZ7SQwMbmNseqmvb7BhCTc+NdOPWRrbJOGaWirLyosbGqubmmu7e9ra2hubW+ra2htn5yYwi1Mzs6Pzc5Mjw32jI/1jowN9vR1dnS3tbY011WUtzXVzsxOf2l+zM+M47DxhDbe8giFvbc4tzY6MDS7i5vBr2Lm5Mczc6BJmFDM/vLI6tYKfJlFx3/3w+uR6d5k4NzjTDWg0ZL2BwhcsCEULEgWOxZvm8WelsmUY2jIaKLB20wYT3ZaNm1PDm+euN08dP76N/Pgm9uMX0f8LWM+R98+875+53z00f/nU/uax89GF5SQP7SYN6agxETbls8FUAinsRk6PM8cn6Zubw5ub452d2H4+c3a8l44FYn771VHq6b0dn0NoNWzHg9rjPd/Brmc3bU+EjYVd714eyec8F+fxq8vk5UXy4jxxfhZ/+KBwfS93cpp49fr69Cyd3Qmk0r7r6/0nT85vbo7PzwvHxztnZ/mzs/zOTiSTCaVSaDBoTyS9qQRycJhIpd3RuDGftz9/nvr44ezlI/9FQXmY4j46UR0keQYJhrLaj1h1XofVaNKrNQrYBPEEXAp1i0Qhq0FtLJ72oSGtDpZI5SKxVCiSaLR6u9NhdzqQQNjuRpxeFAmEg7Hk7sHx4eV17ugknsmF4imj1SGSKaUy1aexUqfd5TCZDEqZSirUKESQVoo4zdEg6vciAV8kGkofHdyEAjuxWMHtDisUkFSmNplMNqvZ63H5UcRqhOPhUCoWd9nsn0iWXmvQ6QwajU4NarUQ7HJ7g/4ApNVJBRKX1amSKhUSqcdmM+rUZkjuRyCnWdbZfDcRsuXT/mwM2U0GTwoJn01vAsVOSGnXSJWsLdn2plHM8WjlCKROI/Y06gg4oHTI7XdAYcSRCEWigUgyHPfanWY9JGKy1EIBajXvx8L78WDICluVIrtSKCLjDTw6exUjo+BtUpZ0CyckL5oUdMrymNesOs4nw6g36A+EQ/FAMKbRW0hbLAZX7PYF0ulsLBbb3S3s7hYi4YTZZJfLQIlUxWTxBUIZmyNkMLl8gYTHF7L5AolUzuPxOByOUCi0Wq0oiiII4vP5HA4HDMNWq5VCoXA4HBiGURQ1m81KpZJGo3J5DMLGwsraJJ21IpZtz8wNdnTVd3TU1dYWd/dUQUa+RsuRymgcDkUq40mkXA53WyhkapQCtYSnlQr0UrGazzepVfl47Pn9y69ePfjmxcVPX1z84u3xN48Sv3h19C+/fPWnD0+/vLd7Gndd5QJHSeQiH73aix5n0HQAPttFrg/8r+6nr/Zdj0/8lznkyXFiP+48THku9qP3zrIvnl68/eKRVMqsrL7d1d08OtE/PNbb0d00OtE/NjnQ2FzR1lFb31jW1lHb0FR++w7Q3FIzNz8+Ozc2NT08NNzb3FLX1d3a0lrf2tbQ1l7f2Fja3FLW0Vm9vDq1ScEurk41tleW1ABAKQCUAkUVQEXjremlvlXS5OBk0/B0CwY7TNiY3yQtjU10D492DY92jYz2d3a11NSW19VX1jdUDQx2Dw33TkwODw51DQ51YRZnhoZ7R8cG5uYnp6ZHJ6dGMIszuOUFytbGGgG3srqIX8Ou4pcWMNOzcxPzC1MbxLUNyvo2nSIQczaJ+I7OxoaGspaWipGRjqWlccLGPIG48NnLi8cvzwlUzASmD7DbBQ4HHzZuWxyseFoXSYA2J9eLSqJRrdvFtxi342FpOia+ONE9f2T77m3gxy+jP72N//hF9IfPIz+8DHx4jr5/5v3+ufvtA/P718h3L4P3jqGIl2/Sb4FyslREppCwQt62Ss7TggKdTqzTiV0ueG8vef/67ObqNJcIZWPoWT56WvA7DWytfOP6NBJGNdGA7vwouJNxFna9ZyeRp48L967T11ep05PIXsF37zpTyCMnZ9HT8/jV9U52B02lfZms/+bm8Pp6P5FAQyHX1dXByUnu/LyQzYZ3dyNHR+l8IfLm7aPPX90/PU7v7HpzefeDh7H3789+en/84avs9QF4mOI+PFZc7clcBsJE3108ZmwTj+NwGXjCMnZ5aXxyjELdojMZ6xvENQJxfYO8vEJYxROIJMomkbxB3BRLJWjAr9Ro+WKZWK6SqTQ8sUwgVch1BoUeYvFFTJ6QzRcxuQKxRCEQSrepTB6Hz2cyJRymUadEnGavE/bYjTYTpJTKLEaHH4m6nZGgP4OiKaPRrVbDeoPZarahiC8ajuwX9o729i9OTk8ODq9OL28u7qUS6Wx6J5fL7+YP4umMxeF2ub2RUPj08MhpcVggs9vmQj3eCIrGgr5UzIu4DOmEG788TlqbUwjpCiFTLmZJhAyxgC7ibevUIo2MJ2JSjGpJwGmKuK1+hzGOOrMxNBlF3HaDXMI+OcwH0KBKodFr4aA/FPGHLQbYbTKrxcKg0+6CtCa5RCfiwBKulEaUbW9yCEt07CzIInHW5rZxY26DgLkxa1TxYn57yOdGXG6Py2cxO+VynVCiFEiVTK5gi0oTiURKpZrL5bNZfA1oEIkVRpPdZHbARhvqj6TSu6g/bLW5rE6X3e3x+VEURT0eTzgczufz4XAYhmGXy6XT6WAY1uv1nySh0WgEQdBoNDKZ9C3qJotDZHIIMiXNaJExWBtlFcDISFdNze2aWoDFWZEraEoVi80mb1HXuTyaTq/Q6aR6UKyRCcwahZLLFVCpOqks6UcvD3ZfPDz9/c9v/u6nz37/4ebvf7z58189/u3XF3/68OiPHx7+6svz7z8r3Mu7juLwTcF9veu4ytlv8vbHh57Hh67Pjtx//OHeh89yv//w4Dff3fv22f7rBztfv744PwhHghbYICkvB+rrS+vqyxsaK1vbGsYnhrq6W8cnBiam+qdmBgeG2lvbaxqaymtqS2tqS/sHOjCLU7jlhb7+zp7e9ta2hpbW+obGyvJyoLu3fnS8c3V99pMYBO4ApbW3yupv3a0BSmoBoBSYwfZLwG3s+uj0Qtc6cQ63Mjkx1VtVUzSPGdumr8/OTczOTWAWZ+YXpkbHBianRvoHuoaGe7u6m3t6WzGLM5NTI4NDPZ++enrbu3vaZucm5uYnF5dml1cwyyuYBcz09MzY7NzEIm5ubmF2dnFuamZ8enZieKSvr799cXFqaws/NNQ2Pd1PomC5AuLpZXbnMNgzUt833gQoVBRQSzMYmSodWWekSZR40LBlcwsCYY0XVaCoPBHXBP08P0o/PdY8f+r4+FXy47vED59Hfvwi+vHz6Osr8/sXyIeXvi9uzO+eOt8+RQ5zKpOOqBTjYS3bAsu9LqPXZXY4DKGQY28vHg47pVL21hZeKRNqVFIenawUsdxGlQMSihlYB8zZTdvPT6MHe2hh13t9mXzx7PD1q9OXL46fPNm9vIxdXEQzGVsyYU2nrbmcM7/rffRk7+Gj/f2DqNWmBkHBxUU+lQoUComrqwO/357LRa+uDk5OstfX+5Go04vAKgXH5dCms66jk+DVVfjRw9izx5HPbrz3j/WHKe5lXphAiG5obQ3T0lx9a3Sgi0QmzMxNzsxNrq6trK7hCRvrn1qERpNFqzNAsMlmd6pA9TadxhPwbQ67TK5ksjifMhgpDAaVxeKKxQKZzORwaI1Gg8ns9CJeBLXbnW63NxGLOy1GSCWXizjpOLqbCScjqNdlddmssUgym9qLhHKF3QudzsHhyNRq2OVGDTqjCTY7LY7D/EEutYO6fWqZqpDd8/tCVrMDRYJWi1NvMMMWO+KPqHWQFtSJ+QKzwWQz2mPB6NHe/mEhn4qHzLAqErLHIvb52b6hviY+m2Q36RC3xe93anVyg0EZCLiiIa/LDqfigXDA7XNZElE05HdZTdrNzeWlpWkyZc1sgQLBaCazLxIqGXSuzewKB2MhX1AtV+hVKotO4zEZ2WQic3ONsoKBFSI5i7o+PQIJmSCHKKRiE16dlInnUnFGjTjgtaMedzgYye8e7O2fRBNZNxryoH4E9RmNEI/H02h08Vg6t7OXyRbiiWy+cBRPZEPhRDKVK+wdFfaOUjv5WCrt86NOt8tis9oc9mQ6ldnJWu02nUHPE/CNZlMoEoaMMIW6xRPwP0WjmEywTC7U6sVGiww2i2NJlwrk19TdbWgoKysD7twFYJPAAAnojFWZjMPhbgtFLMLGIodDYdE28AvT22vLzI0NMg6nEgg9ZksEcX/54sGLe3tfPTv448cnf/mb5//2m5f//rvX//671//rL9/+9398++dfP/zjx8vvP4v88u3OL7/IfngS/uvPcz8/S358mvqXn+7/w/uzv/x89acfz/7yq0d/+On6n3/9/P3nRx6jQK+ky4VbbU3ld28DZWW3bgHAnWKgs6NlaLivpra0rbNhcKR7fGpwdKJ/dKK/p7+tsaW6pr6itqFydmFydmFyETc3OjFYWlEMFAG37wDNreWT030rhNnZpdHqxrtAMXCnCrhTBdwqB+7WAEApMDbXCRq5TN7q+EwHBjvc29/Y09fY2V03NtG7ScKtEXDzC1Or+CUsbv4TJLW1N7a1NzY1V1fXlLS1N3Z0Nn+qmg0N936KV1lewUzPjE3PjE1Nj07PjM3NT2IWZ7C4edwqZnxyrLmjpb6xpru3Y3Cop7unpa+/fWZuuKevcWyiS2sQxJKOB08PlFrG4srgyEwroDOwFSqKREHki1fl4CZbsChRbZocfC3E1MEsrgBHZ0zyhTOwcW3/EHz7RfD9u9jHd4mf3sR++Dzy0+vIF/fsH174v33u/fy+5e1jz6tH3sMdrcvKctvE0ZA5EfP4ETvidZjNWrGYKRTSTSal1aqVSrkyMU8u4cNqhcusTQdd+2kEkm87YN5P3z/57psH9+9lknFLJARl0479PbRQ8FxfJy4vY0dH/rOz4OVl5N27s4cP06enocvr9P0HhbPzTDTm2tjAMJkbTicUCDggSOFwGA4O0ul00O+3JpO+ZAqJxd2H+4nLq/z1TfbsInpw4E0mdLGgLJ9U7YS4cS9pJ0gJOfAOHY643D7cU0Wj4Jewc4SNVfLWJpfPArVqiUxKJJOWV/BkCpXF5vIFIpFErFSrtHqNWCqiUMlGs8nlcQdDESTgt7s9DsTjCQRcKGLzeMxOO2S26Ax6tVqj0WhMJovb6XKYYadJp5Cw42FPPhsJ+myI26aWy2QSuVYNadRmUGWKx/MoGjs4PDs9u46E4rFIUqvU6VR6AVsIyjVOiyud3EHcgVg0vZPdcziRcCxtcXp9oVg0mZFIZBKR1Ga0q5VaAwiFAmELDGlAeS4TBkEBpBeLJbTJ8W61gq/XKCCdCvV7IlG/zW4C1TKLGdLrVJBBo5CLcNiFT/tEKeR1sYjHZFHxazgqbYvJESL+hMsVsFg8q/hNyGCJRpJOu0smkQq5HAmPp5aJyfhlAXNLymUtTY3S17DbK3PU1RlQQHHqBVoplU3F6pRcMY8hEXDFfIFcpgbVeqFIxhfLYIs1k8mkUolEIpFMJv3+oB8Nh0MJo8nO5gjdHv8nr/XR8flObg8y28RyhUKp1kMG2GTUQwYP4o3Eok63y2q3ma0Wo9mkUCmZbBadyeALBeubGwqVUqmUq0G5ChRa7aBGz4/EHSIJvbzyVldXQ13dnbJyQKbYMlukUhmDy93msGk0OhG7PM2kbUgEdAWfJWPTSbiljaVF8iqeT6NbdOD98/3ro8Sz68xXT3O///H+n37x5J9//dm//Pb5f/zLN//xL+/+559f/u9/++L/+cP9//qH+//66/Pfvcv804fDP39/+sd3B//+8eGfvz//b397/3/84cl//NOrf/j56jffn318e3KccUQQrVUvnhruLCkCSu8AjbVVZXeKbgFA8W0AuAUUlwB1jRUd3U3DY73DY70z82OrhMXRicGe/o6B4Z6W9oaxyaGFpZnBkd66xoqyCqC8GqhrKunoa+gaaKpoKAbuAkApcKsMAO4CxVXA7Uqgo792eXNybqm/b7h+cqZ7eLS9f7Clq6e+b6B1bKJ3ZnZ8ZXVxFb+0il9aI+DWCLgl7Nzk1Mjk1NACZnJwqGd4pG9sfHB4pK+9o6mhsfoTw/o0DLG4NDs3Pzk+MdQ/0NXR2dzUWldZXdbU3tzT19nT19nb1zE03D061jc82jUx1SuS0Fjcda2Bo4W5S6uD87hu4vY0oAJp65tj2NV+Fm/JYGXypMs8ySps42sgtgLcUmooJivT5eZkdtSfvQi8eol+/Tr4w7vIT2/j370Mfv8y+Oah6/uX/q+eel4/sL154n3xCDnI6VGPxI9oQwGrwwEb9KBQxJXKBDI5n8Uhy5U8i1Wv0UhtZgOkVe+lk/GAB5ILDXI2l4xxmyTffHn/xfPje9eZ87P4+Vns7DS6t+dNJs0oqg4GwdPTwOVl6Nmz3L170cvL0PV1LL+HJpLus/OdRNIrFtMFAqrVqr26OohGvXt7yZOTnNkMstlENpvodkO5XPjgIHl6ln30+ODt1/d++Onp+/f3XzzdOT9wFaLyNEoP2/E+M9ZuWObQRnDznTo1H9SKtQaVXCWWKcR6SANq1Xwhj8PjyhRyFaiWKeQcHpvFYUpkYq1eY4D1NpslGA5EYlEn4oItZoMZMtttLp/b7naZ7Ga1BhSKBUql0mI2mo0mUCHXKCR2WGPQSLxOQwi1GjQiMwyKeOx0MpVJ5TLpvXSqkMnsB4NJxBcyQGaFFASVeolQoVVDPKYAlGshnVkuUUuECpPR7vEGRFIVgy3YYnC0ZlsgmvB4fQ6HSykHDXqTWqkVi+RioQjUKORy/vTsgFC4DWqFJNIyBKlgSKsBFTCkF4t4HDaTvkUirRMIK1ipUKCWSzbX8DIRn02n2c2w1QjjsAtsFoPH4zE5wsVlIl+ktDp8sNlB3WZpdXA4HLXZHDqdTiGXwpDWoAe5HDqNQqRs4CcHOskrcwY516oTOGGRSkwm4SdRlw5U8CGdSioUMJlsqUQplamYXAGbL1Cr1WKRwGaxxqMxl8MdjSTPTq9RX9hm9YaCSR8SgiGr2eL0oWHEF7TaHE6Xx+Fy2hx2rV736Yilkk9GThaHTWcyRBIxbDJqdFrM0uLCIkatVtvsJp1BBpvkchXT5TFIZOz6hoqqqjtlZUBJKbBFXTRb5BqtgEhcoW2TNFoFkbS6SVjk0jY1Eq6YQV2emVpfxEwNDqkkElAu1oPis73Ed1/ce/1g53//66/+9Ncvf/PTw199c/6bHy5+8+Px3/189Oe/Pf/jx/yff3X0H//w5L/86vKffzj6x2+O/uHLk3//+OgvH67/9ZfX//jj0d//ePzHH89//+H6b9/ffPvy+NFF5uoos7E801JfWV9VVlNRWlp8q62psbam4m7JraI7wK1iACgCahsqy6vuNjTX9A50YlcW5jBTU7NjXb1toxODU7NjoxODLe11pRVA0V3g9l2gtLqovLa4vP7O3epbQAlwuxq4XQ18UoXNXRXj811zS/2zi32b5IVN0iJmaWweM4JZmhif7JucGllZXZybn5yYHB4bH5ycGvnEnubmx5ewM59mSheXZmfnJoZH+rq6W9vaG1vbGuobqurqKz+Vveobqhqbapqaa5ta6zq723qHesamR2cw03OYqZn5sem50anZobX1+W3GSltn2craaGdvyQK2UyBdEcnxAAhSNTo6ZGLpTXQnIjaYGaB+W6nbNlr5BhPH61fGkgbYSIGMGwfH+qdPXF88R77/Ivjzl8mvn6HfPvd/+cT73Qv0zSP3V8/R5/ddRwWdx87SqKkmWGKz6dSg3G63QpAe9XvSmVg0huZ2EweHO4GgN52KifkcrVKmFPIUfIbXDKp4FClnIxI0eT0axKuNRc25HU8savJ6FZGIIRLR7exYzs78N/cj9x9EHzyMnV+gT59mr2+ymawvGnMJhFter/H4OBOJeK6uDh48OC0UEl6v2emEfD6ry2VIp/2Hh6kXL+599c2zv/rVl+++fnh9k33x/PgXPz7/+O39e/u2q7wu6aNEXBuIjSDhT44NlS/jBnErU7ML46uExW0Gmc7a4gnYGh1oNMMKlRwyGnQGrUgilMolFpvR63PZHOZ0Jh4KoxCklyslSrVCohRLVTLYCpkdFgR1I6jX7jDbbRaP2263WfSgcmZ8cBUzyWeTFBKG16nXgwKVnCcWsCOhsM1iV6v0NqtXpYLMFqdMrubyRAa9CXEHrCYnrLd4Xf5kPGMxOlBfyOP2hyOJYCSZ2z9K7+7740mTxxtKZU5OLy/O73ncqMXs1IAQjysSCAQiMQ+Lm18lLEBGpVzFZ7IoKo1MJpMQiRsCPpfLZLBo23KxKIT6nFaLzWT0ez2QVqNVKZVSCZVEJK0TNErF/m7ObDSJxAqBWIXB4vHrZPwakbJFn5qeF0tkVpvD7nTweJzp6UkyZWN6ZnxufgqHnScRcGIO1efUG7U8rZIm5KzOTbb5nFq/15KKBkOoz2w0wbBJb4CVKlCuVEglIpGQT6VssZkstRLUafQ2swvxBqORTDKx+8n/bDLaFUqtTK6WydVqUCtTyGGTEQ34P9ErFajW6LRiqWRrm7pNp9GZDAaLKZFJhWKRQCRkMpk6nUark8sUbBXIg01yjVbW1d1cUgLU1NypqgYWl4Y53A06nbCxviKXiWRy0TphmbiOk/HpMi5NQCcp+CylkLeJX94iruvUCsRtCXnN904yjy+zP3354Le/eP2f/vjd//zXX/yXf/r2l9+f/PQu94+/vvrv//T8Tz8f/7c/PP3zz5d///3pXz7e/88/P/m3n1/80/sHf//D5W++Pfz4xe6vvj758Prg84e5r1+cff36/s1ZXsTb7mpvKi8pamyoLr4N1NdV9fZ0NDXXtnc1N7XWAUVAdV35rWLgTumtsso7Dc01jS21Le0NjS21rR2NNfUVdY1V5VXFRXeA22VAZf3dqoaS4kqgtPZ2aX0JUAoAFUBxzS2gBADuAuV1t3pHmuYWB2cW+hexYyv46bmF4SXcxBJuanS8Z3RsYHikbwk7Nzc/OTzS19HZ3Nbe2NnV0t7R0NhU1d3T1tnV0txS19hU097RNDDY3dff2drWUFtXUVdf2dBY3dJa393TNjTcOzU9OrswOTY9OjE7Po+dm1ua6R3orKotaWypHJ/ubWwube0o7xus4QjwbV1FNPasExEiISkQj+l2suZMGvIHpJkslNqB4ik9GlaZbTyXV2pzCiGYKhDO8/mT8YTwq3fRl08c7156fvoq9uVz7zfP/V8+Rb5+hr555H790HV1DKdiMred63IqdnZC5xdHewf7yVQmGIoEQn6vz2Wxww63xeNzmC2QQa/VqVURFHWZYFgljXotYQekkzJDfpPdoTRAArWGYbVLvT4wGNReXydyOXs0qo3FdKdnyNPP0vcfRDJZaH/ftX8Y9CJwLOYJBGx2uz4Ucl1fH/t8dqMR1GplIhELRW1HR9kHD07fvn3y3XevHj89v7zey+aCLkRvd2qjMVchF9hNOuNe2VEKTAcYcR854CaByoX+vqKGBmBqpm98qn8RN4VfX5rDTE3OjE7PTkxOjy2vLs1jZrDLGBpji8Whb5DwS8vz2JUFEpmwsblKWF9hc2gms8Fsg0CtEtQpjGaD22MLBBHU57LbTLBerZZL5CLeOm52YbKfsDJN3px32lRGvQTSyfQa2TaVwmXzlAqtWqV3udFwJOH2IMFQJJXcyaR3C/nDnWwhHkvv7Oy6nAgIamHIEo7E4umdYDzuQAM7x0eeSJjCYUsUaqcL2c0fer1htzvo9vgNkNFqt4SjgcROJBzz2jwwBjur0Mi9PgTUahRyqValFHI5hJVlPo8jk4o/mVp5XDaXw9qmUlhMulwsAhXydDzmcjhdLo/JbM/uFBCff3V1bXxiCre8uk2nSeUysVTE4bGlcpFEJpTIhCIJn87YkkkFRiOo14pgg8jtUDhskrHhhlzGe7yfzCZC2WQsl92JRuOoPxiOxOLJhNfjQlx2m8lo0GjZNBZ+ZW2LRGfReSq5HvVG0on8TvYgEk7KpOptKkshB0GNji8UyBRynUFvgCGNTqtQKQ0wpDPoNTqty+M2Wcyfwuc2ScT1zY3Z2XkOh6XRykCt0GhWWmyg2WKYnBopLSmqrCy+fRuYXxgSibf5/G2hgK1UyIQCHgxptykEPoPkhEG1iC3j0gwqCYW4xuMy1SqZ1QKjXls6ju6m0PtnO4+vCo+vd798cf7x28d/88PTP/zq+Z9+/eJ3Pz/84189/sPPj/7668vfvr//h5+efPzi7P2zo5+/uPzVV5e/eHf+/CJ278C/l3AgdlUIMYX9jnDATd3arKwqAW4BtXUVRbeBsvKiuvrypta68cmRecxMY3Nda3sTcAsoKgYqqkq7etpb2hprGyrvlN4qrSi+W1bU0FzT1Fpzuwwory1ubK+taam8XQGU1BSXNZQDZcDtqqLyppKyuuKSGqC66U7nQN34dNf4dFdHV83waPvoeNfM3ODk9MDEVD9mcWZsfLCru3VwqGdouLeru7W5pa65pa65paahsXJwpLeju6Wpta6xpba+qbqmvqK+qbqts6mhuaa5rb69q7m7r713oLN3oLOnv6O7r72uuaatu6Wzr72pvaGyrryqoay9q35wtH1kon1ovHkfwjTbAAAgAElEQVQB26vUUOWqDYeHZ3Uy7W42kE3oQj6JHxEkosrzc1cmq3e5eXoDBQRJZjNLr9tSyFfFYoxGjU3EBTfXpmcPra+e2H54F/nyuffbF4EvnyJvH3u+eOz54il6vg9Fg2KHnWezytCAPRwNeRFUJJaL5QqxXMaXCPhCjkwpMsBai83sdrt9XmQ3k85nkse72XvH+dPdmM0g2S+ET8/SDx/tF/aCsYQ1GjcnE9ZHjzJPnuzkctZYXJPJQt98e/r23d7JqSuVNuwWfBeXuwcHyUIhtrsbczgMCGKTSDg6ndztNvt89vPz/VevHn78+PW3376+uMgn06g/aNMYRJBZkUj5QyEXrJOZtUK/RbIfB3dC3KCbiDgIes3i4mJdSzswu9C/jJ+bw4wNjnSOjPeNTQ71D/Z093Z0drdNTI1ilubmMFNzmKlVwuImeXWTuLKGx3I5dA0oN5p0dofJ7jAZTTodpBaKOAIhWyziymVCmZjHY9NY22Q2jURcXdjawDC2l6WirUjQogO5Sjmbx6aSSZtiociHBJUKjUYL2exO2GSEjLDb7YVhk0QiU6lAhUIll8shCNLqdVw+z+n1BONRhx8pXJykj/aQZMjm98JWh9XmdruDOp3F7Q4GgjHEF7Q47B6/2+wwIiHX4XlhdnGGSCU5PF6tzqBQyFRKqctphyGtWq1UqWUgqBKKuKury+sbq2q1UqtTOexWP+rxIZ5sJhVA/QHUj3i8LodTA6rIZOLQ0ABuBctg0XEri3jCsh4Gt7ZJm+Q1Ko28zSBPz42PjvXhVqZo9BU6EyuTkhZmuyAdL4CYzQa1y2YOBlCPy+12e91eDwwbLGajzQSBCrlWpbRAZrPBpJJr6VT2Fokp4MpAJeSwIqgvbDE7lQqtBjS4PYjNYXd7PbDJKFcq1BoQ1Gq0ep3ZarHYrD4/GgyH/MGAVC7bIG5il3FCoZjH47HY2ypQ6PaacvmYx2sfGx8qvg3cuQPcugUsr0zq9RKxmCkUcMikTbFIIBUKljGz2Nlx/MI4YXFSzKFwmSStWuJwmtWgXCoVw5AWcdt2kuF7p4WY3+lzwMmA83AnfP9s9+3zq69eXr357OSnrx//+NWj92/vf//m5vMnR+cH4f2s96wQvMgHz3dDuzHPaSF+fpBNhH2RIIL6PXa7lc1l9A71tPe01jZX3i4D7lYCwF0AKALKK0vaO1uaWxu6etpLyorLKu42tzY0tdT3D/ZMzY61dzU3ttTWNlQ2NNfU1FdU1pdWNZSU15fcqSq6XV5UXldW1lB+q6IIKAaAMqCqqbS+vaqpo6qlu7q7v2F4vK1voKmnr6G7t6F/sGVwuGN2fgS3vDA6NtDZ1dLSWt/cUtfa1tDcUldXX9nQWNnaVtfQXFPfVF3XWPXp1DdVf8Kpts6m1o7GT4yvvqm6uq68sqa0vOpuWXVJeU1pcVkRcBu4XQZUNZRU1NwCbgM1DUUtnXfbu0uIWxNmGwsyb5nt294AF3CbqF4LzWmmwBq810l3O2kO6zYMk2GIinhFAUTicbJh/YbRsJqK8y9Pdc8emp/ewN+9CX350vfd69Dbp8irB863T5HTvMbr2FbKcALBMl9AkStEGgME6mGN3uRBg8FozOlze/zubCFTONpLpOKfPCUnB4f7Ozv7mVTQZfVZdVa91O+DDZAoFrefnCYur9OX16lUxhFLwmdnwW++uXj1Or9/YM9koQcPw1fX6GfPMrGE9eQ0s7cXN5tVEKSwWDQIYgsFkZ1s4ugwf3FxcHpaSKfD2Ww4l4siiMXrM/mCVrtbr4PkQhGLRFwTchgxn+10B73ccx4kZQHXpsuGB9Wz6+ttzW3A1GzX2uYCgYjBrc6SttY4fBqbR2fz6AIxh8Wl0VlbHD5DKOGKZVypgq8ChXq9AoJUWq2Mw6Hi8Zgl7MzyyjxueW56ZmR2bmxpaXoVN7eMmV6am1hbmt1axy7Pj1I3F7cpS1TygkbFFPFJChkLVAo0oEKn0YaCMb3OyOEKlSpwYRHT0FSPJ6yNT04QCAQIgjQajVDI1+o1EpnY4bI7vE5PABGDcthttvgdSCakd5lFcpXLG3AjYTSYsNhRucpgsrokCqXBDIlVIjtiS+TiBAqha6CHTKezeHyhWCCW8GCT3uG2ZHOpcMxvdpgcXpvJbuQIWeubeMLmytr6CptHV6llRpPeYTGaIZ1KJrYaDVqVfGN9ta+3c2NzdRW/RKass9jbMjl/i0Ykba3RmBQydWOdvIYjYDYp2A3SvFC8qQJptG2MBmQlo+69XOzq7PjocD+VSGYymVQm7fG4osFAyOdJhsO7qVQYDWXi6Yvjq3Qsa4WcYq58i8SkklkcpkgqUsslagFfIpMrdQZ9MBwKhIKfrOkiiZhIJtEY9E0SkULdYnM5kBHWGfSgViMQCSkU6urqKpG0RqHiyVurUhlPIhWMjQ+VltyuqS4rLQWWl6fEYvra2sIWZZNK2ZoYGycS1jl0qpBF5VIJfPq6TsnVa0VqtZgvYNEYW2KpCNSqNRp12I9cHB9kIqGg25kKBRIBNO737aWTR7ns2d7uk/tXD2/OHt6cXZ3vHR2l9w+T8STichlCXnsM8ewmYqf7+7uZrN8X8HgQk81ustmRUABPwk8vTo3ODtS1lQN3AOAuUFQC3L5TdLf0TkVVeX1jTVnF3dt3gNt3gDslRdW1Fd29HbfvAEARcKsYKK+629hSW9tcWdVQVlR2C7gL3K0tqW6tqWyuLm+suF1VXFx9u7GzprGzpr23fnCio2+oeWSiE7M0OjLW0T/Y0j/YMjHVv4idnJkd/wRY9Q1VlVUldfWVbe2NXd2tff3twyM9fYNd3X3tjS21lTWltQ2V7V3NnwjXJ6iqrisvrSguLgFu3wVu3wWKS4DS6uLqxvK6lqrqxvKqhrKaprLqxrsV9UUVNUBj2+22ruJt1ozTy4fMW14f2+WhA34PP+wXJqPyWFiaTqhs5i25BMNjT6llq4iT5zDSEQc7E5OHveyduOjNM9/zh+Ynl9rvPke/eYV+/3n4zRPvsxvnm8+CuwmFy8qwGpkBVJtO+gp7O6dnF+cX945PLtKZnUQqmcln83s7+4f5g6P93UIuEgmhKOJzu0w6nc9uNWsUkFwIKQWwQbK+MWsyS/KFQCRqDYSgRMp2eZ168mT3+fPCixf5m/uRx08SxyfudEZ3fh7YPwhrNEKJhCUU0onElW0q0WKG8ruZvcJOwO9NpaO7+WQs7rc7DW6vCbYoDSY5fmN+ZmFolbC4TSNpNcqQzxPx2o4zSC6sTft5ARcx6qeaDFgapaehHpid78IuT9AYBA6PvEVd36aRuAImm0ffZpDXNpaxKwuETdw2g0hnkclU/CYJt729sbg4hcFMkkirTCaZw6FStzdwy3Ms9haNtrlNITC21wWcLTGfJuRS+QwSZ5vAo2+w6QQsZojLImhVPINOjHotkAHU6zR2u10gEAnFIj1kWFvHY5eXQK1aIOLKZBKJRCSVink8Do1OEYi4FpvR7DAFE0Grx6q3QxafPZJP2PxuJWSgMrkUOhvxx+wuv0CsksrUBshotJmMNlhv0spBKVvAbOpsauxoxCwvLOMXcavzAhlHKOPrjJpYOpItZNwBt8Nrt7osBrOeL+HNY2eXCVgak2K2GBCvQ6uWiXhs2tbm9NQYibgGQ1ov4rDZjTa7UadXWawQqFPoYVAHqRVqCWV7k7K9zmBtaHRCjZaj17FZzBUdyD07Sl+dFc5P9vO7O7mdzN7e3s5uLhKJnB8fXR4fX52cPLy6d3JwGPGHEafPbLBEA3HEicolajaDz+eIGdscKpkhFsqkUjmDxRQKhVK5DARBh8vpdrstNqvdbge1GhAEaYxtIpHI5rLsdrtKpaLTmfPz8zQ6hbq9IRDRNVqZxQrh13C3AOB2EXDrFrC0NAnDSoGAIRJyFXKpWqmSCgU8Jo28vszaIsjFDKWUBelkarVYKOJweEyegCuSCMViIWTQoB5nKhIJIWgumd5JZBLheCaejQZiYTSCePxeN5JIJJLJuD+IoGHE43dZHcawHw37/PFwBEX8VoszGIqFIwm5GoRtFoMF7h/r7xrsbO6u6x1ta+utbeqoAooA4BYAAABwC/ikBz+9NLU0VtVUdvd2VdZVVNZVVNSWF5XcKq26W9lYUtlYUlQFFFXeqm6vru+ur22vaexuaOiormy8U91cAhQDJVVA31h7Y2dVZX1xS0dVfXNpc2tVU2tVV3dzR3dTTX1FV097fWNNa3tTW0dzY3NdXUN1Y3Ndc1t9Y0ttU0t9VU15edXdqtqy2obKiuqS4hIAuA0UlwAl5bcrqks+icTGppqm5urGluqKupLG9tqWroa6lqrK+tKapoqG5qr65tL65jttnSWtnbc3KCMaA0kLESELEbIQAZObj0bVVo8ACcoCYaXdwQ6HFIWsMZ+CTvM2u45sVuIhKU7Ln4u5WN88D719Yntxo/vwxvflc/fze9ZnN84XD9Gbc89uGjosuB/d23lys3+8nz7M71ycHF+dnYf9AZ8X8bidhXx2bz+3t5+7vnceCqMGSIP4XCHU63VYbQatSsRX8FlGjdRslOv0ArNFHona/T44HnWEgsbTk/heAS3kkb285+XzvcePUudnfsiwBYIUuYIFG0GNVmGxwuFQIBwM6TRajVqr1+vD4aBao5CD0kDMAxqlbMkWW7KFp2Bo3A2BjAWbdclUNBEJeh2WXBzJJx0HKTiNCmIeute4ZlJihNTBxcmqoZ6y0aHGsaG2ro6a2anhwYGeicmRicmRVQKWsLlCpOC3aAQqfX2bsUFnkOgMEou9LZbwJFIul0djsbeEIpZCxVeqBVIpm8kkSkVMkYAqlzI1aj6Dtsag4jkMIpWIZ1AJc1ODHNamz2u0W7RyCVuhEMCQxmyBeHyW2+0EQZVAwJMrZRab0ea2WGxGPaRxuqzxRNjv92k0ahaLIRYLaYztbTpVqVU5vE4X6tEa9Z5wKFHYg+xOvkTB4UtADQSq9SKRhMVgCgWcjc1V/NqiTMUZnempbLg9Ptc3vzSKwY3j1zET00N01pZIwleBSr0RttmdBhjS6nX+IGq2wjwha5tBZrCpcoXYAGnUaqVQxKVSKVwe02632p0WPaRRqmVmK2yAtcb/Q9N7PTlynumeqC7T5b03qCoUvPfeZQKZMAlkApkAEpnw3qPgCoXyXVXtm2waUWxJFEmJThQlUZQoaSTKjGY4M5qjOXPGxO7szu6ejYmzERv7Z+xFz4l4L77v7rt643nN93sq+WQ6ZrWbYBcYo8PJWIiK+AMoSIU9OGYHrDICc1QKdDpOtBrFRr3UP+peX1+fnp+9ePHi1WevPLq9f3t17+x4kI4nSrl8PpXDvKjX7afIOB1NVMuNUqEao5KIB03GU3ggSFFUqVDMZDKoH0EQTyRMRCKheIxKp5OJOE3HIjRFopjX63ERRDCdTuZymVA4ALtsdlAXwF2pdNTlBienxhgMBoPB4PEPgrgPdFi8CBQKY4l4NBIORgjUCZitFr3ZpFXIRSqlBAAtVptBb1A7XXavH84WkvlColTOvvH6Kxdn563mYTadK+aq9UpncHTZOTwt5JrFQiOTLuZz5VgsQYRDxXJhMOhfX93rdbq1StXhcNA03e52+oMjOk7lCulIlIiQwdExxuLSlEC0t7o6vbQ8PTE+PDzCuDPEGB0dnpwcHx0dZjAY4+Pj07MzUzPTKxvru5yD2eXF+dXFu/NTQ1N3hucZC8zJyY2xOebUyOLQ5PrdLf7q6u70xv70+t7E7CpjeIoxvsDY5q2Nr94dWxybXp6YX52enhubmBtdXJmdXpgan7m7uLY0v7KwsLo4MjE6NnV3an6aMTrEGB0an5lgDDHGx8cYQwzGHcbo5DBjjMEYZtydHmXcYYzevXN3YmRyanR2bmJiYmh8nLG0MskYYzBGGHfGGaOTw6N3R4aGGUN3GFPTI3MLI/MLDJFkBUEVOKmjUqZmL3Bxm2DQJaTQwkston+RHFykKlWkXvNfDOirQaxT8sRQadjNx+z7IYhdj5s+fKvxybcL3/tG/Cffq3/63er7Lyofv9v/7tu9h9f5UtZ3WKeO2oVuq9SsFcv5TCmXrZXKhUy2Uak+e/Tw3e9+55VnT87PTy8vz/uDo0qlVC4X2616r9U47hw+uX9dz2d3N1eb9fTNbfewlY1SSKOW7LRynVbu6qL54LZ3fa/57PHRB997dntdrZYx1K/IZr3VarLeKA1Oevfv3zx68PDs5LxePUwl0iRJ5YuFdDblCbjT5RiR9NOlMEzYAhTsj0AhOhCOBnECjdGRQprOJ/GTdvzxVfZmEL5oI4MqVE8aYogAUK3uLDIOtie3V8dnJxnMjRXW/g6HzdreWd/cWd1irmwxlzZ3FreYSwfcLblCYDSpnC67P+AJhhAEhTxeEAu4I1E/FQuAoB6CTBSJRELuAAq4YYNGxVUpOAa1VMJn2YxqIWfXZlbVyqlClsqlyZcA1XanXipnBye9RJJCUV86nazUiulCMhwNuhEnBAMeL4R43W4XBNitwSAWiYSwIOr1eehUrNIsh+iIxm6mCrnW6Un79KR/dhkhYxhKBDEcAux0hMCDPgQBorTP6pANjzPmVxhc4YZCw7U79AazSiIXCMUCvdGg1ujkCo1MrjRZzFgQDZOhaCwUjYVsoMnlcb70I/ChiNVuUWtVgMPu9Xn0Rp3eqJMrZSqN0mq3SOWS/YM9jVZh0qtAi84DmYN+kPCBmMdCBqFsPBANeXDUEafwXDZBRnCKIlEsmM3mM6l0BCeocCRJxxIUnY4nUrE46kX8CEpHY3iAwPyBSIgMExHABlrNNsTjDeEEHaUQj1erUZlNBsTr9iGeEBH0uGEf4goRGBUNpVOxVJLGg3673RqLUbV6qVLN4gTi9QEREvOj7vmF6eHhodHRUZFIgBMo7AL8KBwhsVSKtNuMFrPObNJqdUqZXGQw6Gx2E+iwIj6Xx+sEQDMImekEHo76C+VUt9c8PR30er1ms1WvtQv5ej7b6LTOBv3r9uFpIV8v5Ku5bKlYLLfb7UajgeM4juOBAAqCdjTgz+Yz2XwqkaJRzBOliAM2c3p6ZGiIcfcuY2SEMTT0n8JqZJQxdOc/z/9Tag0xRoemFmamFmZGZscYI4yZ9fkNzsYGd3GNN7PCnhtdG2Kr9oQG9q5oZXVvfHNvbGd/nCOY396fnFhgbLCXVg6W53bmFzfndjlbK1sL47Mj0wuT4zNjjGEGY5Qxuzw/v7rIGLvDGGHcnZkYmRxjjA8zhofujAxPz84whhiMEcbIxB3GKOPu3MjYzOjYzNjY1OjY+DDjf75zZIRxZ4QxdJfBGGeMTo9MzI7fnR4fGRtmDDGGhhiTU4yNrTHIJcsU3eWG/8Gzypvf6ndOSIaf0OWqSK7shT1iCBLEY5ZsEkjR5mLangipIogoT+vqWdtZ2//ogvr42+33Xs+885z+yfutH3639b0XrQ/fOX7rtfagF8ukfdkcQceDJE1kculiuVSu1Lq9/snxaS6T73WOjo6Oc/liLJ7EiTAZixdLFTqWqDcb/X6/VqmeHQ8apYqAw0qlwu++9/rjh6fZdCiAgnjAGQm5KyW61yncXncGx4WnT47eeP2s1YoiHuXlRbnTKeYLqVI5V62W+72jXqd7fXXz+OGTZrOVSMXpOJmvZzqnjUovl2slkzUyWQrROTyRIw87teubiyeP7z9/cvuNV69ff3z02oPqeTt40UYeHOOdvC2FSYIO7twog70zKeFtsJhLW6vz21urByymSMyTKoRcwd4ua43JWmbztgXifZGYLRCyOPxdkZQjUwokcp5UzlGqBRqdWKMTG41StZovlbK43E0ue03I35KKd9VKrl4tkosPeOwtHntLJj7weexBFDLqpABgCAY96UyseVgxmXWlUqFUKsVi1EvZUq4WwiTu9jgRnwsnUJxAPV7IajPWG+VHT+4f9hqpYvLm6VX/3nE4S9GlNBLBgzTZ6vdvbh+Uy1Wj3qCSSbUqqUzM0WqFXsRC0q6V9WGuYFmj5xnNUo1OLJPzd5jrbDYLgiCv1xsOk9EoTRCEzWaxWExujyOXT1J0CA0gLg+MBvxEGA+TITpOhcmQD0VCEaJUKcJuSGfQehC3D0X8mM+LwFESD6IuxGX1e6xWo8xikMQj3hTlT1AoHUH0GqnZpHXBYDCIabR6q9Uul8osBj3igl0OkCRCpVy+3+ke1uqt5uFRt9eoNXOZfKVUjUYoJwjZrQBgswM2ux/xUWQ0RtHJeKKQy5eLpVIxT1NkOpUolwoEHnCAdgIPVCslDMPicTqdiWdzsUIxedgudrq1RDI6Nz/1nwqLxyGjBBbwwm6L1a5xOExms9pm08Gw1eN1QrDdj3pgF+hHPYEgggW8bo+DpIPVRpZO4K1uOZOP5YqpZDpWb9aah+1q7TCeyObz9Wy22moNBoN7/ePzUrleKJZrjXo8GfP5fMFg0Ot1BwIoHgpmculIlChV8rliKpGmVtbntraXl5anV9amZ+dHp+fv7HJXlQbe7sHiJnOGL97Z5a6ubk5NLd5ZXJ9c2piaX5/YOlhmy3bnd6Y3uCtM0caedI0pXjqQb+9KNwRalsWrVVg4XOmqWL7CFczusyc2dkbuTjPmN0ZmNkZnNybG54emlsaGJhiMEcbI9NDI9NDI1PD82tzQ1PDM2tzwzChjlPESfcO4y2AMM6YXZhh3GMPjdxijjDsTQ9OrM8MzIyOzYy+lFmOEMT47OTIxOjTGGB0fetmGY0wODc+MjE6Pjk6OjE+NjE0whkcZ27vTXOGCB5Vnyq58zVfvhpIFWGliMiC3yGjZ8/nkVNSYTztyaSAcUGbi5k7dW0xbGyVHu+a6GOAv3qy//qzwq88fvfNK5o17oR986/DjF62P3xm8/Vrn0W21XMJb7UylkUrlE+litnncP725f+/xs8evvlGrt4OBCBVNUnQqRMajsTQajBDReIRKhsg4lUhHqQQZiWXShSAW4hywo9HA0VGllI8lY7jfC2SS4XQilIwHbBaFx2WMhKDjfv72ptVuxT0uZYgAIhFvMkWWytmjfvvhg9tKqRzEAmEilMvlWp3DxmG1WM9mq4l0jfaEHA7MFM74rx4fP3nt9sHT2zffeu3tF2+++drj155dvfKg8+rD+lU/fN5Bn13Q3QKYCcoon3h/jbG7PsrZXdhen1ldmJoaH747dmd2bmJ7Z2VlfWZuaXRh5e7a5twWc2ljc3FldXZje2lnb+0laG1haXx5dWp3f1Ug2uPxtrjczd3dJSZzcX93kXOwKhXvKmQsuXhfLj7gsDaUMq5awY8Q3kwyDIEGuZwfCLhxwp9MUdlsmqJIg8EQDocP281ev93pHTYOq72j1uXVaf+4UyhmqrWiy+ugE6FMKdHsV9K12NG9ViDhw7NhPEtCuNsb8vkJrNlqNBo1jxsOBfxEAEHcNp/X6oYNQdy+zZyQq5gur8EJ61UaoVjCeUnC9fsRgiDCYTIajabT6UIhhxOoSMzT6ZVB3OfHvEQYb3db/cFRoZSPJegoTRbLhWarcfvgpt6sxRJ0mAx5EHeYDCWSFE2FgqgrFHClYoFoyENHvPUiXcqEe63C+aAR8DvdbnuUJBqNWuOweXZ2ls9l6EgYR/0EhuZS6XQ8kU9nDmv1Sql8eX5xc++21WxfX91cXdzrdY6K+RJFRgEAMOoNXq83TscymUwhly+Xy9VypdNp9brtbrfdaR+mUgm/z+v1ujOZTDabTqVjiWQkmSILpXipnE6myO2d9YmJu6Ojw9vbm7ALgF022G1yecwwbE6lwtFoIJmMFIrJUjlbLGWKpUwsHolSRIQMhiMoFQ9GYwEqgZ1etgZnrWDI44BtdJwslPLtTq/R7GSyxWKpns2V44lslEqgWDCAB8NkCHQCEAR5PB6LxeRyQVgQTaZjAdxfquYy+UQ8FbGBBpVBorcq+VKWWMnV22Ru3JiuYnaPFAkZYjkklfejhBnyqgJha5h2KgwsAyA0OsVc5ebawdQic4yv3lZYODITR2bm7whW+GqmVL/HFS9aATaKye22fblsgSuYPeDNTiwwxuYYo9OMoUnG6DRjemVkdmV0YuHOxMKd6eW7Y7NDc5vTMyvjdxfG7kwPMSYZk8sTMyuTy1vLjBHG3dm7jAnG3YXxlf01xsQQY4IxsTw7MjcxOj89MjfFGGUwhhmMYcZ/1oMzo3emR4ZnRufX5oRytidgJ+PuSMxZagTTJTfoEypN22LN+i5vbn5ziFGpIr1u+NnTersRCAfV4YDS5xJECdVhzV3K2Zt1GHYysQD/0eP0zW3s6z++ePe18oOu//3Xat/7RvsH710/vimfnxbyhXCvX8tXsslSttRutS8uTu4/bF/dFJrdTL5WKDS63bPe8WWre9o5vuifXQ+uHgwubhudQaHaKlZa+VIzGk27YNRsssdjZCFLnR63TvqH/W79/vXp82f3X3162zksx6JYCIczKTwRQ4OY3QWrE0k0SmOFcqpcybXa9Xq9Gg4TEOSIRiPlcrFQyhfLuWServdKuWYCpdxGWIknfEf3WjdPL+49uKw1yk7IZjYonXY1hdvvDTLPbnLnHex+nzjMWAthFekV2jTbIs6cWsrks9elggPW7uYuc3Nvf4vH35MreXqz1GiVvaQFqbUivVEmkrDY3K3d/dX9g3UOb5vL32Gx15h7S0zmIp+/LZHsSyT7PP4mm7Mmk+xp1Tw+d/Ngf0Wt5Ap4W6y95TiNFot0o5EZDJrVarZYSGcz8WQybrWatVotRVEXV+cnZ4Ner9NqNev1arlcLFXylVrx+LSLR1GZTshXsZCok67g1ZNsvBnxxtyFfv74QT/TSOE05vXDZBT3uB12i95pMxg0YoNGaDPJggGrQr7N5ixBsFap4uh0EpNJlUpS5VKuWMjFY1Q2nUklkpFQGFdoymoAACAASURBVPUjMqlQwGerlBKpTODyOL0+V66QLlXy6Wwim0/FElE6TnoQuFIrDk6PDtv1bD6VysSjdNjldoCA2WrV+r1AJOSOhjwk4Qr6AQJz3F51by67R51Kt1vL51KpVKJSq6ZSqUScblYr5Xwul0rm06kkTdmtNpVCiQeC2XSmVqkW84Ver1etVuv1Zr8/eAmnrtUaQTxkNlvlCpVKpTFZzKFQKJ5MUBQViZKFQiFfLAQCAbvd7na7UdRXKGbOL45Oz7qVWrrZKjx+cr27t/WycmHubqbS0cN2sVimk2mcovyVSiKRIBqNXCwe8nhBq03n8YLJFBkhMS/iQPwg7LGa7cpACM6VqGIjgVOeRI7MVVJhmvDjaDqfy5crqVwxW6ykcsVMoZgrlSuNeqVZxUNBCIJ8Pp/TCdrtVsTnIkKYy+MkacIOWR0eG+AyKQzCUNxvcqgdqNUIy/GEJZK2+ENKKm0laH0goo4mzU4vHw0pyw0/Sqi8mMyJCDXmLaF6kSdfsLklTlRr96glhgOdXaQ0s402vt0pOOpFvvzitT/+9p3Pf/jkzddaZ6fxaMzuD+p1Zo5QuSVWbHEkq9v7U3z5ls4mlKhZUs0BT76zy10+EG+xJdt7gvUD8dYef2NfwNw+2Lo7OzY8c2dyeWJmY26Du7POZy7vb3JVYrZcPLu5OrE8P7e5Ore5OrmyMLo4tbS3tsRcXWaubHE21WZJLB+s9+Jn90vXT2v3npbPHhYrvYjNI+fKNmUmHgPHtVHKeNSLtA6DjYqv3w2V8lA2Za3XvYmEwencA507aEAQiakKVfCzH91+9KL3/DL+6bcH3/9G//n9WjIKRsPOUMidylL5Sq510j88OY0Vy9FcKd3oFg/7qWwtn2+m09Vc8bBQbufL7VKtl8rVw1Q2nW8ks7VgKBGN5Q87Z6VSG7DDUTIcCnrDuD8WJeqV/NOHt49u7z17fHtzdfr6qw9feXJz0m/cXh+9+85r777z/N1333jtjYeDs87LaVS1Vjw66vZ6ndPTwYMHt0+ePnjw+Lp/3kmXY5kKHUqhWkCudyjTtVg0F47nqWa3TsXDJpNKJNgJodZBJ/7KTemyS9z2Q42UuULpaESoEswqxash1Arb1U6bwaRX2axGp8NqsWrtoAaAtDaH2mxVWO0q2G3xY040ADlhkw3Qvrz6UMdLmxObTQUAGggygKDWaJKo1FyJiCkW7vA4G0L+tskgkYp395gLFpMUho1+P1AoxHI5Kp9LYqjHajXbbBYE8dM0TZJkAMe8XrfbDSOIJxBAgwSKh9FwLGgENRq7rH6aKw+S1YtU41726Gkt2481rst0PeKn3ZEk5sOcOr2cvb+5Mj8p5O4ohHtaOdugEXhgHexQSiVbuzuzq2sTMGz0eGwulw2G7PEYmUzEquUKFY3kc5latSgUcPb3tt0ukMD9FqsBdNqCBEpSoVwh3ekdprMJO2gxWfR8IUdv1PgxL+J3G0xaLv/ggLMnkwvlcr5JL9NrhSad2GaSARZFNOSuFKh8OpTPRC9Ou08e3z54eP3KK0/v378plwrFbCYaIlIxOh4lw8GAH/FlUmk6Srkg2GIy+7wITdNWq1Wt1vp8aISkUulsKp2NkJQX8VusdqPJ4oRcsNtlBwHQ6XDCkANyujxuyAVrdFqr1Wow6LwIXCylBqeH/UHj+KT5+htP9AbV/ML0yChjh7kejqCFEp0vRquNeK2eJEnE67XiOCyVc6QyntmicbntMjlfpRaLJCylWmC0yrVGscdvM9sVWosI9OjoTDAc80MIoNIrfEF/oVqM0JTbhyAYWqiUo/GYSCYVykROD6Qz6EEQhGGnTqcxmXUGo0apkRrMKq6YpbHIA1GPzChwEyBMAF4SIjLuSNYaTqgjSV0opsyVQCqpbRy640mdB2GXKs5czoYTiiilg708yMO1OlmBiNHmkiGE2eZWORAtGrGhuKFS8X/0/Ztf/vTVn3/24Hc/f/6Xf/GNP//NB//w9z/80999+rNfvHj3+w+//d3rZ6/12j2q3go3O1Qy70UwrdUp1JnYNqfE5pTq7QKbU6q3i8wOlR3WGwC1RMM/kO7tS/aFOokeMklNSivqtHgBqUktNiiFWuW+RMAUcheYa9uCveXdtUXm8uz6zOLOjMLIM0ESH2lonlDPv33y5vvXl8/a8TJucKpZ0j1Gq0/Xu6H7T2pPX2s/eFy7uslVqggdMyVTNptjb489lMhZ8lWn2rhMpQyf/fjRe2933nqQ/+y7V5+9f/v0plYrEvUK3e/XG81yvlLIFkv5Sr102Kn3juvdk+rhUTZbTSWLUTJVKDRarUGl3s0W6iSdQYM0FS9kC81crhGPF6PRbDAYc8E+Ag/ADquAwzLrNRji7h42W/Xa2XG/120nE1TrsHZ5MTg5aV9fnzx5cvXw4fnl1fHR4LDaKGbyCTJKhCNBig4nU3SpnKNjEQR1HZ21a91ivp6IZILhNGZFDK2Len1Qrfdr1XbFDBg1elko5C4XIt0mfXOWuTyKPjql60lTM2nOEkq7dkstXfW7NYBJYtCI1QqhRMyTSvgcLnNrZ352/s7kDGN+cWRnd0EgYsoUbKNZ9jJ/Gc0yuZIjkbHsdjVJIoGgw2ZXGk0SpYpjMIpdbqMT0nkRi9Uss5ikQv7W7s7s0vLI4tKw1aYIBqFAAPb7HVSUMBrUZpNBrVKAdofT6cRxPB6nk8k4jgcgyOFwALDb4fFB4RhmgTUWRN25KdGHaO6MzF9EYj1/7owKFjwal8QTBbCYCw1DgENrNSmZmwsK4Z5acqBXckGznCIg1K1fXbqjlO/zuRuIx0KTaBB1wQ4r6nVZDFqjViMTCQGLmcB8Jp0asBpoEne7wHAkGMD9LwN02qx2UwD3x5NUkEABh9Vo1smVEoGI+zJkCrHNbgQdJqfT6HTqYacecmh9HmMy5qPCnmI2QgRcOOYmI8F4IprLZQaD/s311clRJ59O0BEiSoYjYcLv8yJed4yO9rrtl8SrRqORz+dTqVS73U1ncvFE5qVz/fHg9Oz8stM9and6R/1BtdaIJeJ+DEUDWL5YKJZLWDAQiUR8Pi8EA2aLxgEZ3V4L7LaQ0YDFqh+fGGYMMTY2F6lYIFcgMRzwYVYAVMoVB1abwmSSSeUHsNsSS+AexC5X8hyQEXZbQKcBwQCHy4BgdrtThdMQ6FPrAbHcwBUqD0Qqrtqk0lq0PhwNRHCtWc8WcrliPl8qVOhURpuJube7v78vEPD29pg8/oFQxBVKuFIFX64Vmp0aIunXQwoi688dpYgCFiki+Zb3cODPVuyBsLhcdVSqYLloy6eNMVJRzFoKKVOC0h7WPY2qq1wAU2l7LOmwOSWBsI2IOUGXAgtZvH5ltYJ8+sG9r7545eefXP7mR/d/9uH55x+c//JHj/7w67d+++sXv/vtd//1n774f/7H1//x3//w3/7x87/8w/tf/uKtz3747N33rt584+j5887tbeXkPHN2lqk3IyQNBUNAp18o1eLRFJap0ME4mq4nvRG3zW81uQwOzIGQfm/Yj0QCwXjEHfZFcnQoE01Vs5E0aYKMGruco9hRmA6U5gNnUNO5Krzx7qP2ZV1hkY0t32WEMg5PRJ9tYGf3C5ePqv2LZKboDlEGX1Dh8otgn9CDSZSGNYl6Ead03/3exbsvuk/vJZ7d5N56tX3aS3YadD4dKmSpUjFTqZSKxXKlUusdnfSOThrN7mGzd9w/Pxtc3Vw9fPro+e3N46Pe6cng8umT1y4vH1arnXAoHqOzrcPjSqVNU5lUMp9JpVGvC7SaUrHoYa1aKeRzqTRJhEqFYrVSKpcKeNDv97lDBBoiUCKEEhE/SQfxMIrhSKVaSKZoxOdyOG0+vztKhXyYu9rIH190k0WKiKFEEvXTnlQ9FoijvqjX5rEKlTwzqPcFwEjIVcwF7p3mL7rRm2OqljQfFYBiVIOAHPb2KGtrYnN5bH56eHFufHpiZGVlZmNrfmtnfmdvjrk/v82cX12fnJ0fHp9kLCyNLa+ObzMX2NyN/YPVbeYCm72uUHB0eqFEuqfVCcSSXaFoRyZnMXcXDtirAt4mj7Mu5G8wt2fm5hlDdxh8wVYo7AoEnKGQl6bxRJyMhIOlYj4ZT9BRKoD5fT7vS8dwpxM0W/QWu8HptdvdJsBvsPpURNGd7AXSJ8HsBV66IcmWR4dJZE6OzMaWGlkORJvOhtxus1kvCfkdbkAnYm+KuZuZmD8eca8sDm+uT/E46xaTjCIRmkSJgCeTpLLJGIH5Aj5POIjGyFAyFgnj/mQsEgwgERIP4H4PAuMhLEigPtRDhANuL6TVq0wWvdGsM1n0kAv0IDDkAiEX6EfdKOZyuWyBgDOEw6jPFg3DNOkmCdfJUaVRS4Vxj0Ih0GrkUplQo1HJpEKJgGvQKGHQhgcxjxv2IR4M9Wk1qgDmxzCMpul6vX5ycpJMJjEMC4XJQrGayRaDeAQL4DgRxolwOBKFXZ5UOts4bFbrtWQ6hQUDeIgolIr1er1UKuTySZxAfCjg9lqcsCGeJOyAYezuEGOIsbY+HyTckagXcKpASOn2GOyAgox6HU5tAIfyRapaz3gQe7GcyBVoPOQxW1UuxKIxiITSXbZowxM0amw8rU1ohpQc6Y7KJDY59EKFQKaVGuyGXc7+ytaaRCVTG7UihYTFO7CDgFKpVChkUqlYp1eBDgsImUG3mcXfdBNgMOHBM97qeT7ZIWOHITuhiVfh7mWofAhTSW2QEDdqzmLWXCvaq3l7u+Zq1zwXx+Gbi8TVeSydMIcIdbbgDYRMIQqkU558hYjQAEnb+t3QK/fTv/vi8U/e6376ovaLDwe/+9G9Lz86+/knl7/68ePf//KNr37+/Dc/e+Xr3779579+989/+/4//fmj//t//8U///mTv/7dd/7mD+/9/dcf/vM//OSf/vzjL3/65s+/ePHGGydvvnF+clZM5/BGO33YL3bPa72LarwcihfwWr/Qvzw8uup1Ttqldvnkwcng/qDcq/ZvBie3Z9VerXN6WG7l+lfNzlkxlsfS9cj5o366EVdalVKTgmHBVUBEZyc0kZKrdpooH5HFNlFoYkfniWY3HIlZwrQxlXf6cSVKqE4vY3FaHUR44YAc98sSlJ0M23PpYLOaqpbSg1777OjopHt0/+zy8dXNWefosFjp1JuD3lGjXE/HUrlktpgpFNL5Sr6ciKXz2VIkRGF+PJ3I53OVTLJQqzQziXg5n8kmYxjirhYL4SBOBEO5TP6o2z8dnJyfn19dXRwfHz169OCVV54+enx7dnl82Gu4vA6FWkKEsNOz/tNnD7/59huXV6fnF4PDTk0s4+5ytrYO1u1uC+CzqkGF3CpZ46xKjWKFRaYDtDDq8GAOn89eLVNP7rcfXBQrSXu36CxH1bmwkvBKZPzZuwzG5vIIi7m0s7mwt7O6sjKzuT3H5W/KlPtGixBy68w2qVLF0eoEZovM4VRrdQKRmKk3iABQrdbwePxNLm+Dubuwx1oWiplCMZO5t7jNnOfwNnb3Fjc2p3eYs2vr41vb0zvMWb5gq1CMBoNQoRA7PCxVyrlmtVTMZkIBzAU7bVaj3WZSa+QSqUAqE3J5LOb+JovPFKnYbMVOIA0n28F0P5AaoOlzH5RVu3NGMKaG43qLXx5IONAIEI37I6SHjiAE5iR8IGhSeGFjKAjWypSQtz4zxVDKDww6kVrJ5R5squQCl9Pi90I0iceiRCpOpuJkhEAxn4sIIDQVomPhEBkIkYFoLBShcB/mBiGrFTB6fBDkBgCnxY04gyG/y+swWrRGi9Zs00NumxdxWGxKoZDJOliRiLZNBqEfMdcq8ZPjWjFHm0wqmVSgUsv0BjWPy7JZjTarMYAhkXDQ7XL4fW63y4FhfhwPvFxAczrBeJwOBFCJRKLTGwHQ6fH6TGarVmew2UHQAbk9iFav82NoLBFPZdK5Qr7WqAfwIOSCnU4wl002GoVSKVGpJOIJrFSma7VUMOgZG2PcucOYmRnFMKhYohJJNBb3np1XT07L/eNSNkeUKrFsnrQBWidsQgOQQsXX6MRSOccKqmGvWWMQipR7DkSrtfM1VoHJqTgQb+1wVrfZa0zu1j5/T2VUChVCE2iyOu1as15nMQQjOBrArFYrm80yGvUo5rXaDBa7zgYZ7LDeR8Ii3T5Lua6GxVZcmz9LknUk0fCEczYioacy5mrLe35J9ft4qWDrtfzpuKHT8D9+UGy38HrNHwrpYY+YToAYYQxGbKV62O3XGiysBw8qX/3F2z98/+wn3+v/xSenv//RxVcf93/+buuXHx791Rf3f/vj259/eP6j7x59/n7/N59df/2LZ3/76+df/+qVLz85/+Wnlx+/aH3yre7PPrr+5acPv/7VW//8tx//17/75MP3rjt1PJ/yVIpEMoFEaahQJnqDTLNHFypoZ5DM5LFmJ1Msx1IF8uSm3btqZurJSqvcOm6d3jt/8PRhrpwtN/PlVq57Vq8eFYrtTP+md/rwtH3RZrBMW6aQWukVWnBF+SzRuc4mqr4AZc6UkGjKTiXtsTQYTdiSOah+GGgfhdJpYyQkCQTELpjnBAUOQBzGHdVirJiJZWky4kNwGI6jaBxFY4gvFQwmQ0QuGStlMp16/ap/3KnXE6Ew7vO5AEc6nihksqlYPJ/KxekEHiAioTCB+UgiQEeIcBDFUb/f44UcsNVso0g6EiIDgQCKoi/HVblcJpNLx9K01WGOUPjgrFdvlPOFdK1eyuaSoXAgHAkifrfXD2MhP5UkbbCVyd/ZlTDlgEwNadC4H437PWEXnacylWSzVTg7qT+57T6+V+tV/FedwFEJzIXlEb/UoFyfn2Aw18cVwj2ZiCXi7+/trXK5mwr1gVi2vbM3s7E9tbkzvbe/JBBuSqRMo0lktkgMRuHLXpVUtv+yDNRo+RLZPou9urE1s7o++TJhyRUHPP4mj7+5t7/A5a2xOSu7e4uwy4AgNrtdHQy6AgF3hEAjOJakyXajenrSu7o8IaO4zW5ye5xSmWB7d90Om0GvyR0GiJzHHTMFSwCUUhojXFOUD2e05rAUKwCOkFqkZ9o9aowATRYZYFNJBEwxf0cm2tMouFo1L0zADkA9Oc7Y3pzRqHhC/rbNrPLAFg9ss5rUbshut+hNepXVpLVb9DazzmbWAXaTyw2+3Pg3WrQWu8FiN9hAkwO2WewGELJa7AaVViaUcJn7mzt7GwIxxwoY1Tq5SMwWivdfCk+Djq9VcxCPkQzDmN+O+YFoFBWL2VzevlanBAFLOhULYIjTYfMhLjKCh0MBlVJKkuGLi7NXX33WaNQQxKPXaxHE8+TJowePHjYP2+1Or9Xu5vLFXL6YTGXwEIEGMDSABfAg4vehAczrQxyQ04/5IuFgOISRpJ8kkXojVa0liiWqWKIyGXJ3d+3uXcbwMCMcRq5vet1evlgKV6rRi8t68zAVxMEw6bm+PSqWE4lUyGJT7+6vypU8J2zCw14XYjHZFGa7wuZSaqwCrU1ocirsHj1bvMPkbojVAo6YLdVIdtg7SoNSpJCs7WyIlVKVXs0T8GUymUIhAx1Wg1HN5uwYzQo84ra7dBBqMkASuZ2zp1pTeoV41Vu+l4y1/VBE6Yvrk3V355zqX1KVhvewhXa7wUIe6naIXB5KZSEqAUaTznDMhhH6XMWfzHvRkBH2KcOU9fZ+4dOPrr/62dMfv9v55K3il+/Wf/+D/l99Nvj6J+f/5cv7P3+n/dtPzr7+8c3vfnD6+Yvax69nfvhW6Yv3ml+80/zVR/3Pv9388bcPf/Ze/9O3Wx88r33rcfGDb3a//bx13iE7peBhKdQoErUiTobNMdpcKMLxuBFDZSFCl4xDqbgnlUbrvUSpTSXyoWavPDg9Oj0/uf/wQatzWChlqXg4HAsGSSSaJlqD2tWTy2fffMqQerhATK/08vWoMNkOHl4mSkehfAMtNbFYGgScPIN5B4S4NvDA4eTQMVOYlDugHat9KxCUIYgMBIU4Zj1qF7r1/HGzUqIiAbsdt1vTqK9KEo0Y2S3na/lkKU0flrPHjVo+TvkdIGjUe0G7C7SBZjMMAj63B7BYnaAjnUrk0rEUHfHAwEseE+KCrWYLaAdMJgsAOBwOyGSy2EFArlTIFHKdQQsjEOAGyHgklU8GcIwI4xRFOhwAivoIIuiEHVjQB7qAMB1yehwmyCzUC0x+S7gc9iWQQAZLN1O5w1y2njk57w4G9fOT6oPLWr8ePD/ETuuuXFhOojLYdsDdm5yfYmws3V1bGl9fmd7eXpyZGdrYnNzZm9liTqyujc7NM+YXhra2p5cW7qyuDG9uTRywF9mclfWNidW1uwfsZZ5wQ65iSWT7zL3FtY0pFntVKmcp1VyxdJ8v3BaKmVz+pkrN1emFcsW+22MIR9xer7WYj1aKiWYt32vX85k4TeIYBsWTRJQK+vwui1XP5uwecHdtkMkK6xDSQRZ8jojWgAm4thW+Y9WRVLiyBiRvcVAaoWV3SzCnsQoitAfx2/x+AHYYYYfRCWr1WqFKxQMADQTrt7Znt3fmYNjI52/v7S3z+dtms9LttlosGqNRaTarHQ4T5LSBgBmwm5wOq8Np1ZvUap3cChhhDwg4LRq9Qizj7+xt8IQHfBGbK2BJ5AK5SqzUSPUmtVInV2hlcpVQKN7ncje5vA2JaFsp39eo2GHC6YYNLsig0YjMZrXDadUbVG4X6PU4dVqFxaxDvJAPgSk6HE9EVWoZBANB3A/BgA2wOiDQg7jjydhL1ujZxXmzdZhMpzq97u2D+5f3rmqNeq1R7R51SpVirVFNZZJULJrOpmgqhKIwhjkAUO1FTKBDJVfsiyW7MGxeWLg7NMQYGWHguLtWT9IxJJ3BanX65rY9OKnk8qFCibr/cEDHg4BDL5ZwBEKW3qAwWZQmq0pjEFlBtdNtUJsEch1HpmWrjEI3ZjODap1FYQb1JrthbXtlZXOZK+KIFRKemM8T8/c4+yz2AZvL2dtjSmVCjVqmUostNrVczdWbRQoDG0DV0ZIXy4LBChSsQIljPHNOJQfhynUq0UYTDU+5j6errlon0D2NHvbDzaNQ8zh6fF0k0s5Cl8q1Qo0+mSzAXkLrwTVUFookrF5UQpPqj97p/Pqzi3/53av/x9dv/C9fPfrTT07/+tPjv/ns5I8fD37/wdFv3+v85r3D332v9fsPW3/4qPu7j9ufv5X71fuNn75V+PT17I/erPz4m/Wff6v7kxedN65Tr1wkn11kP/rm5fffun7ryfEbTzqdGnZxTL7zovPR+ycv3qx/+xvtd946fuNJ5+aidP9RtXuSqDWps4vDcjkNQ0A4hJdLhavL06PeYadb6/VrJxeH/fNms1fun7cYfOsmz7K2Khxd4d4RGFbgoCycsiC4wmBlKjWrJvO22yNwQhyDcdNm3/Oj4lTGgAR4duduOu9IJkECt0RJqNfKh1E47INQhw0DrDEPFEeccY8jE/CkSTQVDSQiKIm6vIDZpJRoxUKjUmZSyXVKqUIsMOs14WAgHMKdDsBk1FqMKhgwWU3qgN8dI0Pdw2YyEcP8qMMBgaATglxutxcLBuwgYDAZ9WaTSCFRGVUqvVqpU4FOwIciHo/L6QT1eq3RqFeqFQqVXCDiK3UqC2j1EIg/EUDTgVgz5k/7/Wm/m3K5Iy4X4UrkqEQqVC3H71/Ujhuhwyw4qEK1hJ5EJUGv1Kzdm59gLM/eWZwdXpq/u7+7tLE5vbg0PLvA2Ni+y+Eusw4WNrem1jcmDljz21sTG5vj+6x51sHSxubk+sbEAXt5funO+tbk2sbU1AxjYoqxsjaxs7uwtTO3zVxg7i3t7i+vrk/uMOcP2KusgyWl6gDFACek8yO2EA57YAsEmnRqiVEn5XI3RZI9yGVGMZfNrodga4Dwwh474DIBXgNCge6oyYCJ2JYVHrDsSCq0Qb4aFXCMGyZUHqsEQFQfiiF6s9TlsQaDLoJAcNwNQSYfCvgxkKR8ciV76A6DxVq1WBQmk8xgkIjFrN3dlZ2dlf39DbGYbTarQcBstegNepXBqLY7zHqTWqYUcQWsl99cN3dWOfx9nvBAKOHus3deCiuZUsQTHuwdbO9zd/c4TOb++sb2wtrGNHN3QSzc0mm4gE0eCUGY3+6CDMGgy+222wGTSi2FnDYHaNHrlE6HFfW7nQ4rBANeBEZ8LtBh9SKwz+/2oUgml05lkla7hcvnCcUilUolU8g1Gg3gABEEoWLRWq2SyaULhVy5Wrq4ODu7GLRazU63WS6nB4P689eu7123O91MPIHgBIATUKuV53C2hoYYo6MMt9saCrmdkCZCQp1uptPNVGuxKOVJpIJ0HFNphJvbCxwu02rTgQ6TTM7XGRVmmxpyWwBIZ3aozA6VCVDZYb3KIFHqxUI5lyc52OMwGaOMybmJ0cmRHRZTpVdzhNyRidG7E+NqrYrHPxAI2ZDTptWKudzNl/bOervAjRuIrCM/COdOiPQJHmq6Yifh0oNM6TrpTputuMRDqb0RJUapMUpb74eaJ2TpKFQ9iSMxO1lFq6eJ3lUqXXUTSSuesEUyDjxmdvtEXjerkTc9v0d88d3qX37c+foHR//wxdm//ur+v/364b9/9eyfvrj+20+O/+rD9tcft//0w+6fftj9+tP2n386+G9fXv71J72v3mv+4kXtp29VfvZW/Qevlh92sAjEizjF9w5jTwblZ2e173/z6v1vnv7g3dPffPHk669e+7vfv/nHXzz/9//62f/5j1/++Y8f//IX3/yrv/3o97//8Eefvf3m85vzwWGnUYqTwUw80qikSwUKDziSqeDp+eHVde/m/gkDIRUq29quaFhqWAA8LCQowiMKHypAEF4qZSqXndGoGgB2jMZVu33bCe/ScTUVU7sQPhHRef1KD6L1+S1EEErGcL8b1MmFKiEHUEshvRzWyxCrBrKquUt2YQAAIABJREFUzXqJXLwvYK3z9zdUYrZZI7No5fy9HZNWibgdkXAgl08Vy7lYIhrEfbDDKBOxNEqB3+twAma3E/AhHrcLomk6GAyiASxKU3iICOBBXwDzBwNBMgwhLrvT4UK8WDAQJHAMw7xeLwAAIAi63W6vD/Ghfg/i9QcDASoEhb0gCUO0K95Opo7SBp/BFXX7aL8JNJqsmgjhvTqp3DtKNdOOk5qzXwYyES2Faz0O0e766MHO3Obq5OQ4Y25mSCLdE0t2+IK1/YPZ3f1pNmeJw11l7s4tLTIWFxirK0Nbm2ObWxNb25O7e7Osg4UD7soua2Fje2p1Y3yTOXfAW+eJtrnCrbWN6c3thc3thcXluytrExtbM+sbE8zdOZWC5QCUOg3fAWi0ar5awRdwtvncTZGYqTcJHZDOYJIKRHtC0YFKK9EZFYDL5PRZ3CG7K2zSIyK+dd0Q4HaeZfS4iAdsmwKK+CEBh63z2+NyLX+fvaEzKvQGhUottdh1Kq1EoRPxpSy9VQ44NBNTjPFJhlDMFIp3d3YX2dwNhYorEO1tbM3PzI7Nzt1dXplZXZtbWZ1fWZ1fWJ5aXpvdYq6wONv77K29g02B+ECjl+2zt/gi1j57a31rkbm/zhPui6QcuUq4z93d5+6yeUyhhKVQcTVavlbNUSlYTlCF+a3FPBkmXFqtmMVa5/P3rFaty2Vzu+1Wix5y2sgoHotHiBDqRaAIGUwko7lCOl/M0HEygPvxEEbFIjgeCAaxSJjAMD+G+hDEYzEbdXoVYDdrtAqlQmI0aW1WI+wC4jHy2dMH3/jGk1devXr46Pjqun56XqrWyd5R7qhffOWVew6HYXp6ZGpqGIJMmUyYjHop2psvEIViKJPF6RiSzUeyedIBGQVCllwhstmNMrmQdbDlRsAQiQYIrw9z+gOQ2aaWyDlGi9JgVslVwrXNpZn5CRZ7d3l1YWtnU6VR2kEbm3vA4XF39/ekKplUJeMJ2HqDSquRb28vCoVMAFTqTXy2YJElmje5haVBJNH2YQUr2XJXHqSK18lAFfLnLMGcxUspiaQ2WbTFctZMDT6+TVUH4dZVsnJKJ9tEtkv4Y/po3h7JO8iCM171FFpos4fX6/Bp13PVdt4eWp4cmt8awB8+CP74Of3TNxKfP0/8xYv8X32/+adPO3/6tP3XH1Z//17hq3czX74d/+W30j/7RuLX3yn+4f3WX37Y+5uPT/7ind5pETKLFoz8ZcwqJQBViXQ/Pim+9+bgR++d//h7/S8+Pv7lZ+c//WDw2588/uqHr/7o3Xt//Opb/+u//vR//Pe//H//4+//v//4x//x73/+t3/8w9/89sff/87Tb71xdX6cp8NgGAcySSyXCR82MozbB4nzy0ixbG804csr8vyUOB0EL09Dp/3A2XGwVYcxP1ernrGaV1zuPZt9PYAL40kdTijwsB5wiFRqlt4g0mhEcjlfo5HIJVwxb18j5ZrUQrNaYDNI5FKWRLQrFe9pFFyLQe6064wqyf726v72ulzCNxrUao3sgLO3tr26y2bKlCI3ZN7bXtjdWbBb1Djmhh1Wi1mv1ah0Op1er7cBdjSAOSCnH0PxSDhCU9VWs1iv1g6b1WYjlUmHyQiCIAaDwWQy2e12GIZRFPX5MZ8fg70IhCJKUKd0aYGIA0n7Y+14+iibbKVj5aRQLeZLuCCor+YjV71kr+jpl4FuwVqgjfGwIeBWCA/mN5ZGJ0YZIwzG7DRjbX18a3uSxZ7bP5hd3xxd2xjZYU7vMKcl4nWhYEUm3dRq9s0WkRNS2QGZQrnH4iyvb00uroysboyvb88sr09Mzw/dnWJMzw7PzI3MLYwtrUxu7czv7i9tbU+vrt0V8NZdkFalYOu1AqNe5IIMiMsM2lVWm8QBq0BI7YT1PhTw+gAHbHEjoNYg50l2pTq2DVEZPGKDX2gPS+mWR+3jH1g2HaTJ5FeNLjPGl+5ItQKDTSOS8pj7m2MTdybnxsdnxubXZ1Z2Fg9ETL6YubO7cHeCMTt/h8Ve29iaPeCs8wTbChWfy9/ZYa6+tAlgc3YEQrZcIVJpJS8TE4uzfcDdYe6vb2wvrW8tcvi7UgVfLONyBXs84T5PuM8XseQq4R6HyREeiGVciZwjFO+y2KvbOzOb6xOcg2WxcMsF6TUq7tzcqNms9HpBADCQJBYO+70ep8ftCEcC8QQZT5DJFFWp5tudejIdI8IBkgoFCdTrc0EuEPG6A5g/l02TkRAI2LweyOuBDHo14oXtNpNBr3Y6rC9Vm0Ytc7ls7XYhnQlSMTiT86ezPq9PG4k6IqSrVkvp9dKpydG52QmXy1YuJ0kS8SKWUjmaSqNOSONwag0mqQMySmU8NmdHIuVrtPK9/a2p6TGNXuZGQMBpsoEGk1Xn8joAp0WllYGQVa2Tq7Qyl9dhNOsgF2i1W2QKqVgq4gm4cqVCqVbpLQYABv2YN0D4HKAFx925TFitPFCpWTLVtt0jjeYcobxdDm7f3Wbo/NzyNd19pRCqOr1xNZ4xUnlje4CdXIazJZsb46ZKdjoPYAkjXXF3bnNszZLcumnxccw+vi9mrJ5Ej27TF/ezjx9nf/C9/gdvlT54Hv/Bq/QHj/C3B87nLfMbbeuLY+c3e7bX26ZXGtpnddWrh6rX2qo3upoPHro+ezX42avhTx7j791Dv3eNf/ok9p3LSDmoBGRrhF2W9gGUy5LBoHYG/8b9xuu3mdfv0996Jf72U/on73XffV76zqPSW7eFD7999OXnj//q1y/+yx8//Lc/f/F//fOv/7d/+PJf/vT5v/zp8z9//cM//ub977x1Xi8QPljrg42lXJRxNUDffq3w6F6kVbH1Go7bc/zJTfT8CClndK2KLRLkeeAtKir2IbtqzQQArmez5nIVyuYcuaKHpBx6k9AGqA1mlQ00maw6o0ljBwwAoFOr+XqtAPFZcRwmCFcsFkzG8AjhC+MIifswH+SBAb/P7fO7nTBgddqtLtAAWmRq6crKBIu5KOJty0QswKqzW/QWs95s0qnVSrVaqdZq9EaDyW4GYNDqsOlMRjvs1FksGoNRpdNL5TKRRKxSqcxms1KpVqu1er0RABweL4oFQi4EtcCQDYO0iFGPmXSYAY67ssf5aJXGs6QONOrMWhi2hlDwqBo5rWNHJXsra8pR2kTEEPJpTOr9lbmh0SHG4uywXiuw2eVS2Y5UvmWy8ACHFHTK7IBMp+dazHyFfFsq2VCrdk1GLmAXqzUHW9uTqxvjiysjy2tjO3tze+yVTebc4urdmYXh9Y2F1bW51bW5rZ3/n6a3bK5D25IEt5iOjg4zMzMzMzPriJmZwZIstmzLzMz3+jL4su97r7i6amp6arqjY/rr/Iv54JqIjPUPdkbG2rkyESQK/JPCQqEb6FSYRESWiilyKY3DRCGgtVRiB4+DZXMREjlJa+DqjAK1VqDWigxGpcWuC0bcGpNMZRap7UK2Em+JSkNlfazXqgoJ7AXD0FqXO2slCXFMCYUlomosyiZIAwzd0dBa3wJrhiDbMDQ0hoYGbaCuBSAwzTUNAI5upLMxHAGRwcEisc3t8Do0vo3BJvBFdBaXgiMiPmXvwpCtn0QWlgBHoCHtsCYYshVHRDDYJBaX8onFOHwamYZFYtpRWChXxGYJmXQumULHEMkwEgXGZKG4PJxOy7ZbZcm4y2FTxmKefD6aSAR8PpvJpAqH3eGIx2rTOZzmUNgbCLq9PofLbbXaDFw+i8mmKdUyj88ZCHllCrFOq5SI+Xabye9z2W2mYMCTSkbTqWilnCsVM4V8KpuJl0vZajWXy8W6urLVSry3Jz43W52dqYwMp/t6o+trQwf782MjnTazqrEONNQCs0GZTQUtJplaybHaZBotl8PF6w0iuZKj0YkFQqZAyJQrRBarXqtTtEObqQyi3qRWaqRcAVMqE1ptRpVaxmRRzRa92aI3GDUut81s0bs9dq/X7fG47Ha7yWQSCoV8ocDqsuUrhVginMxEs5m4wSCTSRhqJUssJXiDinTR6osrtG4Gz4BqIACMsNaVkQ0tJXIDNluQ7gmz8iX52LhratI1OeGcmwmsrKbKXSaNBe8I8ac2StawQOUkGQJMW0yk9bGsMUm6x9Y/Gd66ULp9beT5rdFvH09+fDX/d+8W//py+tcHoz/eHnh7kv3iSunra5WvzotvLyWf7vsf7jjvb9sf77k/PKh+fDX+0+Oh99eqX1zreX5YWOnW+5QYAw8V0PLTDmPGac66LMOF8I39mUdXpq4fdF6+kNqedd7aL52t5x4dj729tfTZ49VbZ0PXjwc/f7b99z/d/e2rq9+83P/jm6s/vD389Zsrf/fzg+8/u/riweHda7vL0wO5uBccbiQ253zLE46NWe/SuH15wnFhMbgwYp8bsg52qgpJbibBTsaYbhfO4cQmU4J8UVWpGtMZTSKtyxfdoaip2p1OZSNDo33dfZVsIZkvpbsGyuWefCobSqQDmXzE47d5fbZ4IpRKRoqFdG9Ppae7koiHLRaTUq3QmnQGm0nvsJo9TlfQpVRy2XS0VEjzeQy5dCidDmfSsUQy4nRZ/X6vy+NUqhUGq9FgNVpdNrvHodRrxRq11mzWWSwag94T8OeLhXQmVyxVypVqT29/Ll8sVXsKla5q31Chp9sWdimcSiQHGawEw9WwzCnzF4Ol0c5EJZUuJwqleNBvGBuIbsxnV8aD88OuoU5TV06fjihCLikF29BWB/DIJrtZwWPhWAwkn4fhCdA0egeF2o7BNtQ3AjKpCYkAGBQgERpoxCY2o4PHRpCILQRiCw7fgsI2ItD1MER9O7y2rQO0QkEHogUKb4V0NEKgdZ/CjBoaAaQddLQDGBRw2Rg6FcagIVGIBj6XyOMTqYwOtgCFI7fUNgJQC6DwRgoVy+LSeEKWWMlniyksGUlqZgWLFkNQKHJQJg/7yovpyYOh4mymc6ZgT5ppUhJNTAKtoBXd9OlstR4CCAykQM1qxzcgSU2tKAAaAFuMq28BTRAAQ9XR2RgEpgmKqG+HNXQgmqDw5mZofRu8CYWF/v/aEEGhY/AkOALdCse24SioNnjTJyBwUDINiyMi0LgOKgMPx3QQGFi2kM4SUGgMNJkKZ3MwEilZKiEI+FijXpBOekJ+m8mk0mrkVoterRbr9VKFis/mknh8uljCYXMoLDZZIuVzeQwOl253mQNBj8GktVgNFqshGPCkU7FqKZ9JxwuZZFe1VClmSsVMtZzLZRNdlXylkhkb7unrKw72lZYXRzdWxzZWh06P59ZWurc2+i9fmj89nluYq1bLkbDfgoI11QPAYZL0GqmAS9Gq+RarXKFk8vhEmYyl1YoNJrnTZfJ4rZ3VQr6QikT9WByCSME6PdZPTg6tTqnWyEVintVmjCfC6UzcaNLK5CK1Ru7xOhQKmd/vdblcJpPJarVKZGKry+YN+ax2UzoT7++rxmI+l0Nj1AtUSoo/JPeFxWoTga+EomiAJKylSevNPkqhW989ZO0dtkzPeCcnnCODxtlJ58yEY2s9fmEzPThkj8YFYmU7gQFW9iqXbk8v7pT2b0xOb5f9eZU3LU91amfmwod7+c8ezf71y83fX8x+eDjyx9Px3x+PfnO9+vPdgZ/u9P90p++ne70/3e/+7k7pi2upt2fR9+fpj69G//Zu9pdnE789n/vL67U7m2mvuDWkowb0fJeSb1cIfXpNyKrvyQaPt0ZeP1x7dH3o8fXeu5eKV7dTVzbSD44GH56MPr859fTm5Pl+dXchdu1i9e29+fePFr95vvbD642XtyZf3Jp9dn3u8fnC4+vrl7YnFkdy4GAteLQRvrybPNmK7q+G1qcdkz2a+RHLUEU+VFWX0vyukiKXFoSDjFJZGU8K5Zr2SFKYzKrSOb3HL9HoGGoNx2iUOhyGdCbmD7nDiZAn7PFFfe6oV6yVqsw6lVnnCngSmXQynUqkkuFw2Gq1ajQaqVymVKvUWo1QKhEpFEa73R8JJBI+l0OtVfPdTm0qFfiUfme26TV6hc6g5vJZKAxcKOYJRFy1VqEz61Vmg8Xn9SXikVw2WSomS8VQImH3+D3BSDJXzHZ2RbP5Yk9/slgJpbKeaMQX9dH5lAZYrcIi86TcfAOPICQmexPF4awnYUmXfdXecGfFsb3WuTQZnRx0DVdNvQVNIS6LeYRaEQ7eANpqAJ+GJcBb2+oBDFIDaQV19QAGBxh8IwoDCARAJAACBmBggIoCFCTAQgCT1MpldBDwTRRqOxrX0A4DbVAA6QC19aAV1ljTDEA9qKkH9Y0AjWviC3BiEY6Ab2LQO7Q6nt4ggsLqcIQOHBFBYRFcQWMoaadx0e2oelAHIIj6ptYaOKYDT8GhSeg2NARBgbE1zPJULjsatuVUwwediRlfdNoXHPc4eq3h0YC1ZCaqMKAFYLntOA4ETW3EM5p4cowrLLMGBO60zJGSCI1Yd1LBV6Db4ADUA1AHQC2orQcQaB2oAzVNANSDujYAGkBTE4BBa6AdNTBEPQLT3NJR09AOOgiQBnhdDQTUtIF6SE07sgXS0dgOa2mB1KEIUDQZCsM0IwmtCFQjBt+MQAEspqa1GbQ2AwK2PujTG7USm1lnMxmNBp3JpNAbJTaH2uMzpjLBVCbo9poSKb/XZ7PadLG4v7ev3FnJZ3OJYiFdyKd9LrvX6Yj6/dFgwGO3uGzmaMCTiAZiQXcpn8inIvlMeLC32NWZzKcDvV2Jtfne5eny6lxxdS6/Op+5fjZ5+XBsoOqZnygN9yQRENAIgMuqD3psdovWblG7nZqg35SIufR6sVTK9vut6XQ4k4nkc0mzSatQiskUHINJtNn1FqtWp5dLFXytQfmpwcQbcHr8DpvTJJLyNDql1W4KhPyRWNjr95itJr1RpzfqlGpFJpeMJ2PpTDwWDdpsOqmYzmYhtFpqOqMNR0SRGN9ow4rkzVYXsdKr6x8wlkuS8THr0WHh0kl5fy9zdlq5d2fk5Kh4uJ87vFgYH7MOj1jNFkQ4xoyn+Icn3dduT63s5EcXwpNriXyvPltRbWynjy7m3jyY+O7J1D+8X/vXL1Z+uN3z7fXy9zc7f7nd//HB2McHIz/f7v3lft+He13/9tXCf37Y+r9+3P7rm/nfX8z/9HTxy5szF0cjURXWLUbbpUS3jmdV8C1qicOsd9kNuYx398Lw4/uLd671vbjb/+S8/Oy8+ui4/Pp85PWNiWc3R5/cHHl0Pnj3tOvmxeLlzcTxcmB/3vPktPPBYfHZWc/TS91vro0+OO69e9B1bbsAdpbdBxuBs734xbXAyVZ0bkjvM0LFDKATA6umLRliVPLyXFrU1akrVzRqbQeGDFRGhNaMt7gYUgWay4fDYcCoF8nlXImEI5OLJDIhg8eicBlcmZDCZUh1aqVJb/Y4HT6PyWZVajUSmZTN5ZCpFKFYZDAZjWaTXK0SyaQylVKjU9tsGo9LZzHJ3G5jJheOJbw6o4LDpzE5VL6ILZEJdQa1waT1+l3haMAT9JrcjkAqmSyXgumU1ec1e9yOQMgbjVucHrPba/cHLR6fJxK3+AI2X9Dm9/nCXrGSL5BxnGFHsjPuSblxfCxPz/HnnOmeQKE3mCk5olHl1GRibbEwOewb7NR15aSlhCQXFjs0JCoSIBsBFdlEhjUh2wC0GTTVAzgMUOkQFhchUeBFUgSJDJjUeqUY6dQxPEa2Tcf0O6RBn9pg4golRCINgiW2CiVknVHA5hOgmJZaSE0jFLTAAAxdIxDj7E6x0y02W7nRuDGddSTSLodHyxVTa1sBaAQCJS2WdxmcEjIHzhBiWGICS0DiSOhtiNZ2LBS0gjpkoy6oHd8dGdnpHdgr59fC/ilzYtkXX/Sbe7WWPr2tRy+NsFURvres1XiZZGGT0kzQOcgDE4ELlwbGt1LpEXN+xN49GUp3moNxtc7E5vJRFGpHB6wWiWxCopvrWwGoBzUtoAUGKNQOAq6FTIHiiK04UlszHIBGANpAM6YBtAHQDBo66vlyTkNbTX0TgCGbW2AATWqlcdEUBhyJaWhsBg31oLERtDQBGBQwaC2JqMltVzvMWqtebzMZ7Xatw6UJhCy+gCkUsXv9Jp1BanNoo3FPJhfu7S2VSimTSSUSs2VSgVTCN+nUIh5bKuCa9CqzTqWSC+QijkTIkotZOrXIoBHqtUKbSWa3KmwmmdsqjXpV+YhuZSpzuNU9UDGnQrx0SDjc5dpd793fHKMTWqHNwGnVRIIOLosY9JvTSU8kZI6GbU67SqsVOp36aNQdiXjUarFOJzOZtUIRi8Um2xzaSMztdBskcl404R+d6E/nonqTmsYkfdph2RxmpVqmUMmtdovL4/xULc7lc0QSvkjCdzhsfX09fp9LKGSymVgioVkqRvX3u/r6rLE4t1SWj084p6Z92YzAaYePDur2thNXTit724mJEePMlO3Jo8mH98evXu56cG/s/Er31mYsmWBEI5Rshjc/5798ZXB5M7WynZldi1WHTP44Y2LKcfO87+nNwZfn3c+P81+eV7653vnV1dzHJ8M/Xu/+6+PJ3++NfHGS//w09+Y4/fvjkb97PftP79f/5audf/325NnJ0HhaG9NQXXyMR0r1qrlhq8pjVnnsRrfL6g84ogn74GDo83d7P369/cd3G398tfiXL5d/f7P0t/c7f/vy4nevlr9/u/rh3epPb1e+fz77+b2Rl+ddT07zn98a+Pxm/3cPx7+5P/rj4+nPbg68Pu95clICO2v+i5uh04vJw+34wUZkc9GfClEETMBnAKkAxIJMgwamlLcODjoqVT2RBigcINF0COQddF6TRIGVqch4QiuLhZNIWBgMlEYnUekkEoWIpxDEcplCp/oEiUomVclUerVSrRCLhQIBD4/HstlMiUwslUtEcrFILmYLuSQ6Ua4QWK1qk0lhtWrNFo3BqHS4LVaHUWvSeIJub8gnVcnCiYg74HH6XBanVa5VG2w2q9ttdjrNTqcrEAglErFMJhhNOH3BcCKdzBUzxYovlgjFU4FYJJGNhRIef9TpCFsL/blYJdqAqW8jtXA1dINPbvHJKr2Biens2mp1a7VzbMBdzcr68tLenKwQ4cWc9JCd7tAS5Vwom1BPRgMuvU0mwRoMDLOVqzez7G6Bxy/y+QXZnD6V1EYC8lLB3t8f6RmIRDIWqZ7WQaxrRAAIGrDFuGjCGoiYJUY+U0ElCzAsGY6vxLHEMKWB+OmuoNRlL3TaK72BgYlsrjvgCht0LonMzMz3B2Jlq9rBwrFbmlBAomUEMo4aKGhE1TXhGpvIzZqIKjOVKCwmihvx6KLNOamOLFsjC1ZlgS1J0gwFoSJKhwsARd3iTAtHVhNDi9Gp9eTFK4MH10cmNlOJHv3AfLQ66hueii2sVCem8gG/2moRhEMGjYqNQje0QQGeDGHxsEotx+VW6nUcuYLG4CJhuLr/SjhqBI3oWoVNSpeQa9tBK6LhU6JIIwSgyc14eitHiKUy2sm0NhQGUKkNTEa9VAj1OjmpmHq4LxoLGOwGmVmtcFmNer1Yo+VKZQw6A0VnoLg8AptLkMpZAhFVqebpDFKDSa7RiQVihkDI1OnlGo2Ex6OI+DS1WqhTi5RKrlbN12j5GhVXJmeKhSQOFyvkExRKulxGYdGhYi7crCGVM4aNpfzMiDcV4nkt5IRfMDUc2Vjo5jNgjQDw2fig38xmYs0WWSxq7qwE0ilHOGQIhc12h0qjEWg0IqtVbTDIzBaN020wmORavUSrl3B4ZLVOGgi70rmo2aZ1eqxag1JvUqt1ci6fxeLQOVyGSMyTSsUikYDH43C5bAqNSKWT2GymXC5l0MkiEUunEYiEWAG/fWYmvnuhPDxoXZgPXNwrXD7rnZt2ry0FLp+UTw7yB7vpzdXQwoxzZcF3//bInRuDD++OPbw/fnSQ396MdXVKvW50IStYWQzfuzt5/9Hs4ZWelZ3swKTT5EIvr4YPdjPzQ6abe5mXlztfHGe/OC+9Oox/dbXw+Wn+/aXSZyeFt8f5t8f5O2v+b270/bevd/58tXr3QmFv1NsXEjv5MI8YG9OwfQqWQ8byGuQOvcJh1jodZp/f7vZoQiHZgztzHz8c/vHN+sevFv/8fPH314sf36x9fLv5t292//LN9p9fb378cv23z5d+eT334fnUD0/Hfng68eH51Md3Kz+/mPvl5cL7u8Nvbww+vVQFe9uJrbXw9npkZcHbmRNMj5gHunXJCCvoo5r0MKMeEQlx1Gq4SNLi9LJ4klY0FXCV7UxxGwIPsOQ6rgBtsctUKp5aLSQQEEgEFINFkMlEMpnIE/CFYgGdQ+OJOVwRRyDlafUqtU4ulQnlCpHRpLVY9V6/y+G2yNRSlV5h99kdXpvdYbBYtUaj0uU22x0mp8sSivo0eoVYIeKJuQqtUqFVKnUqtUFjdlg8AX8kGo/GEtFYIp5I5fLFSmdXLl8MRmOFYmc8nat093X1DVZ7B1L5UrbUGU0mTHaD1a03ubRKi8yTcOk82hoEgDNgFDEhkHXGCo5oyhwMq+Nx7ehgeHo0NFBUDxblfTlJMcIqhjnj3aaJbmsqwC1EpT4HI5dUF7OGcEiWy5mqPb58xebwcsMJRbXHlS0YI3FVKmfW2VntBACgAMABgAPQDhqQAE1piWYdsZxT4xIbg3IksxlGBVwFjC5s5sshaiM6FOfH0mKWoL4NDiBIAEGDViRogIEmNFDYSExFmyMuSHeZnRGRO6YoDIRDBTuU3AhltHCsjOiwP7sQ690t5LfC/iWjbUbumVV5JpSyDFmVpjkqYnmQhJfV6mOMka1k92KAKquLVOQXzwc3T7q6Jr2VMdfcVrF3PJgrmxNpXX9/JJ+1eexim4VPo7SQiI1iKd4XUAUi2kLF2z+YiMSMTo88W/JYvTIooR5ObcZyOsgiLF/HbEAA0A7acc1wfGszrKYBAphCJEsAE8mwPAGeN8EcAAAgAElEQVSCw4MJBDCzieJ20EM+dlfZUMxoKnlTPKj22eVmldCoEoSDpmjM5vPrlSoWj4+XSOkancDmUOmNEpmCLZExlVq+UiMUSVlcAZUnpClUXLVWYHOo3V6D0631+o2BsMnpUdtdykDY5A8Z1To2i4viCrBCCZHPQ8mEaI0UbVLjy1nteL8jEeBUMorRfs9Yf2CoJyjhoxtqAZ+LU6pYZAqUx8dmM/Zy2Z2Im+IxUyrtLBSDxVLE7daHw/Z0OpgrRGMJrz9o8wWsFptSLGVQ6DgsAU6h40RSjsmqE0q4n5y0CpVUZ1CbLXq9QS2XS6VSsVIp1xvUZCqBSifR6CSBkMOgk4RCulzKkIjxHjd/bS1/fNhzca9wdqnn5LDz9Ki6vhy+e3Po/u3h/Z3U0pz700O+sBE7P+s6P+t6cGf01rX+rY3o3nZyYc49Pmy8sBG7fqXv9o3hx0/nLp50zq1FqgNGd5Bc7VL3danKMeadg/xPT2e/uzP0/e3ex7vh2yuu28veu6v+W0u+gxH9Tp/mwoDuyV7hzVnf5oA1acR6JbCAAueT4uMGXtamcMnYOi7ZJOUa5CKtQuJx251Oo9OlioSUJ/vdf/3p6Lcvlv/8YuEvny3+8Wbht2fzvzxf/PP92m+fL/36dvbn19M/vZr6+eXUL6+mf3098+H5xC+vZn9/t/zt48kvH46/ujHw/NrAg9MqSGW4PX2axQX/7Ix7oN8wMmwZ6LP095pjEZ5Oh7DYiIWSNpKQas14nYWk0GMxDCA1E+QmEk+JRhBqsaRGIqW9vaPWZFIolUIkAkqlEBRyqUatVCmUAgGPxaWpdVKDWaPRy1RqqVjCkUkFVqtWpZYKhEyL3RBPBV1+h81jMrtMfAmXRMUhMR04PJLJobK5DL1R43BZCSQsmUHhing2t11n1ss0KoPN4gr4ApFwIBBKxJLZdC6TyqbT2XQ6G43GPV5/PJ4MBMPRWMLj9TtdHpvL7QuFzQ6L1W20urWeiNUVtarsMpqETJGS2RoWTUrSumSumCGQMIbjBrdbnIrqx/oDSyO+0bJqMC8bLsqGCtLxLvV0n3GkU70w7h7qMkwMucsFrcfN6ep2Lq9V51fK5V5nZ7+rd8QfzajlRjxN0o7m1CN5TQANABwAAmhh1LN0JBwP6oponGG1zMqIV+2elLzQ78h26sSqVoUOIlU0BMOU0XGr1YYSiGt1ZrTNQ2MLm0gsoHPiXDGGTA+JZAWTS6Hto+rCdsEdFQ3NZtQurjtncJUMgX5LaMzRs5MOzJnti2r7oso5q3COiPU5qr9XWp5x2LM8X1WWGjVNHhbdnTKcBNBVjYkezeRmMpSThbOKzn5X77AvldUZDJSgVzQyEHGa2QoRSq8kFjLGdEpXLtnKZXuxaK1Ufdm8s1Dxjkzmu4biud5QuicQ7/IG8g6qHN9BaaGKcAwpsRYKaiCgphWABoDCA5UW5/MLTEayzUzxuxmRALuYkfR36bMJQdTPNqlxTGI9shWg2gGF2MrnYdQqht0mCQT1sbg9EDTqjAKPz+D2G1I5f7YYiiRcuUqsb6Scq8QK1USmEIyl3E6vTmsU6UxirVEkktG1RpE3aHL7DXI1iyPA80REkYwqkVO0CorNwAi5+cmweHk2MTseGBtwlrPqVFhu1dORUABpAQ67mM1B4QgNKg0tFFINDIQLBUcyaSx3+ksVf2c11j+Q7+pJ9/Tl+gYKqYw/lQvky1F/2BqKOcw2rUYvo7OISEw7HNWu1EhdXpvDbVFrZEIRhy9gy+QiuULMF7AFQo5SJUXj4FB4KxoDo9IICDgEj++gUeBsVodKiR4b8y8vxrc3UocXS5eOKrtbqZlR29Sw6Xg3u7+V3F2PPX8wde/64MF26upx5dpp9WQvd/1S183zvttX+44u5p7cHX/xcPrutYHzs67Dg3xPv1aiapTpWlIFUSYr7OtSHazG3t+f/Pbh1C9PZ359MvXyJPd4J/bZWenlceHNpc7nR6UXx52PD6p3tkpjaaVHCrPwoR4ZPm7ihzQ8n5ob0AhtYo6aRdYJ2Ua5VKeUpeMRh8PgcakLGfPCdOjnL3d+/2Ltn37Y+j9/2f+PHy/+0/utv71b/fX1zK9vp/94N/vxs7mPn8398W72tzfTv76e+eH5+IcX0x9eLby9O/LuweSbe5NvH8w8vTECXAFKuijNFqQGMyKblyfTkmRa1jfgSKYUsbg0llLGs+pIUukOCfU2ulCDwbDryRIISQiphwMEqZ7CgSMwTW3tgErHCASMtqZ6AgYpEwm1SoVMJGbRqDq90uW1hGPecMzrDzhsdr3JpLLZdA6nUa4QaA1yvUlJYREwFCSNRyYxiQQqHoHqIFHwZCoBCmvDEdAyhVijUzK4dI6Qq9KrkTgURyTgS8UckYDBYUtEYq1SpVfp1EqVSqHWaDRarV6pVmm0eo1OazCaRTKpVC4TyaRytYoj5Cr1YptPb/RotC4lR8lAMeA6v9aVdspt4ngllO+LK40ciZxksQkSMWN3ybE07F/st62PunZn/Wvjzrl+48KwZXXKNdGjH+zSLs6EVxeTk2Oh8bHoxERyci47vphJVAzepNQe5mvddJEJR1G0kzQdWGV7h7QVLofgtWhH0WiMKNI9/myvzxTgx8v6dKdhaMpntKNRWJBMMCbGTKdHuYf3hlcXfdPjlrXl8K2boxe2cpNT3oPj8vpuYnE1cHql+uTF3Mp6dGM7u7FTCiZkvqS8dzYW6Tb7urT+fl1xxR+Y0eunJbZVjXNWaennqaK4QEXYO+/xZAW5cVtp3juwnVaEaRRdG0nZxDXBfXkpRVDvi4pjGZVcjdLq8Kmk2u/mBT18l5mei6tnRqOLM8lq0VjIarIpZTAgTCa12aJteDITzZl9cU1xMJTq8SS6va6sUeHmq1wCmY2DoDVBSXV4LowuRMCwgMIAOj02GhX73IxsUtLbqR/u0feUZBMD+qEuZW9R4TUTSHCAaARULOCzYDRKCx5by6BD5DKSxSb0B3RWmyQSt1R6osXOSDTjiqSdvqjZ4tU4Q0axhk0X4HHUjjZUHWgAtW0Ajm3BUmFkJpopJDF4BDIbwxGTJVqOTMuVKOg8NsKqp5czJp+dNdhtW5gKR/1cLqNWJoRyGC1tLaADCnRahkJFEUpxKh1VocCoVDi9nmw2M2UKAl+IUaoYGi3XaJYq1Vy7U+Pw6EIxRyThMtkUgbDDYtcoNWIak0Bl4JGYdqGEzRUw8SQkiYxFoTsQyHYCEU2jE6k0ApVGYDDJFCqWxiSgMdAOWDMeD5dIGDwOViLG2W2MjY38xZ3izlZqez1+elg+P+k6vVi8cdZ946z78EJ6byN+9bhy83LPp3m0k7l8WLp7beDxnbFn9yfPTzof3R69eda1vxm/dJA/3MsMjRhCUdrYjHts0rm4FL5+eeCbVxu/v9/98dnihydzPz+b+/Bo8seHYz8/mf7waPK3l4u/vlj54fHS2/PJR4cjy90+jwzvkVMCKk7WqUtY1FYR2yxgmUVsJYuqZDN0ErFRo0zFwjabzmGVJSLqQkJy+6Tr3Z2hn1/O/NuPe//x48V//Hzjr29XPr6d/+Pd7B9vZ35/M/37m+k/3s58/Gzh4+fLH17M/vhy/oeXy6/vTX7xfOnLV+tfvtp+dncO6F2kUFbqDnPEami2rO8d9hS7rD1D3sGx8OhUPJRUlfu9vrgKRa3hyNBUEayVANpptTQZuhkHCDw4jNTcjqpvaQdt7bUEAgIBbUPDoTQCgYrH0wgEMh5HJGHINLxQxNHqFHqdUirhEwno5qZaKo2AxsDgqHYkpgOO6UCTUHgaDkvBoInY1o42DBFLoBIxRDQCC2dx6PliJhDy0hhkJo/Bl/AYPJbWrDfYTCa7WadVG7UanUZr0Gvdbnc8GUtnM5FkNJ5OpfLpfLmUzKdLXeVUIZMqZOK5mNmtSRQDRo9aahIIdRwouVVsEdkTtkDeE8x5nFEjiQ3DkVsYbJjJwk/HdQMFw/qo7/JG8cZu5+lqZmPSuz0XvLJXmu63pMOcXELSXTH2VK1Tk4mdncHL1xfHV/O+nNIYZBkDTFuUFy7rPEWVOsIRuMi+AYt/wK5Ny10Vo7No9OSNsU7b4nb16PLYxlZpYNDmdmBjIfKli5k7lytPbvTcv1q+c6l451L5xnHl61er7x7PnR9XLp+Ujw+z9+/0Xz7Nz0+aUnHKxIhpsM8wMxMOxyWxnDLTZxlZS1bmvLlZe3zRqpoQGxYUxjGJvpMj8aBsMWZ1zOGO80vjHnWEpUnwiQYYw4JhmjEYUSNdAYXigUSN4kugGDyAIwAaBbAooFWgRvs9G/PZrcXs7HhgfTG1upiYHvcN9tsKRVMwpsiUbGYP3xmSig0kvg4vtTK4BhJTg8MJ22HMhho44OnILBVeYiQHYoJIjNfbb52fj01P+menfLMT7sEuZXeBP9otHeuRzQ4ZZwbMvTlFT0bVUzDnErp0zBDxKz0usViIIRIaGCwohdbK5iFVeiZbgMHR2thiHILY+ImeQBMALaAZVtMAA58WanVtALSBRmhNO66VzMZR+EQCA03mEYRKnkzFUSvoAZekkDIFPXyTBmPRYUxabCwoxCEBCQdwGACHAbmM6A8qvUGFP6wwW6gCIYRGq2exWqVyvFJNE4oIIjGZRIFR6SiZkieSspgcIldMp7LxaGJHS0cdg0fiiGg0DqED0USkIFFYaAukhs4gMFmkTxYNJpP4CQwWnsZA0xhoNBZCoiBFIgabg2uDAD4fvjCfvXp1bO9CYWUxuLYUWlsKHGxnjnfzx7vZzaXgxmLg2mn107xx1n35sLS/lXx4a+T+zcGbV7of3Rq+e953+aBw5bB4/bj46Nbg47ujF7YT/YP64TFbtiA+Oe394evjn784+POb4798uf/r643fXq399f3WX99v/f5m+c/PNn54uvD1/bm/fXX288ujy2t9MSPPxCdaRAyPUpT32VMOi5HP1XFYGi7LIBCI6XQxk2FQqRwWo9tt9rk1AY84HRJuzvivbsVvXYh/c3/09xfzH18u/fXtyp/vFn57NfPjk7FvHwx9+2DkxycTv75a+OOz1Q+vV79/vfbtq43n9+bfPdt8/XTzwa2l3c0q0HkY/qzSHuab/WxvXDo8m4gXjDa/IJk3pyv2Ul/A4hMb3aJA1sxVEgEUyJ18gYWp8UnsSSNPy6iBgsYO0ND2XwYiPA6JRcKwSBi6o4NNIkuFPB6fRaLiiCQMiYzFYOEYNAwBhzTUA1ADIO1NkI7mJkgDDA2FYTsaYU0NHU1N7S0NbU0QeHtdc20brLUJ0tAOa0llYzqjQihhKzXSdkQbHANjCphilVihlZstepNRq1YrpXKRXKNQm9QKvYKnEEj1crFWKtJI+EqhzqGXGeQqi9rqt6gtYoNHITPxFFax2MRvQNXg+FianOqIWxR2CVmAAY0ANIAWKOAK0BoVsTOhWBhwXt7I3znuu7yRnx+wrY77H1wde3Jrbns5fWEtv7qYHh8JHB8PP3i4uXs8PLqa9ZaUnpzMERfo3dRERdM3G65M+noWo90ryUCvOThgD/XbtXEJ04iPVi2zK/m795du3pzeWE2uL4evnVRe3Bl6eqPn1a2+Z9c7P7s//OJG78OzzqfXB24fd17dy187KR3txm9dKV05SldSVAUPaIRAI63zOskqFcwT4qU7DdUpb3HKWZhzJJZsynGJfEIk62Ybylx1kORN8YamfLGiUm4n8Oz48JAdJmuiWLAYFbSZAUALaMcBgRyGJQECGZApAIsFNjNpfNi7uZy7sJZfmY/1VDRLs6GT/crJfmVsxBGKSS1OpkiJwjNrYnmDNSzKD3ptcSlF2q4JcB0ZJVuHExiJ0aot1mUfXkwvbWbnlyIHh937B51b6+mN5djpxfzuWmh2WLu95NhesC+PG9anHbuLoeP17NpMdGIw2Ft1F7Omct7id4tkErRIhCBR63GEWgqjhcmDk9ntOFozkQ1BURpAK2iAghZUHZLUhiBDMJQOIgeDJEJAA2hF1DUh6slsHENMRRDaYcR2Go9IZ2MlQoLXJjaoSBG/yKjCGlQoh5nsdbCY5DoKoYaAq2mHAK2WKlPiaKyWaELt8fL0BqLTybVYWBodzWwVqDUsgZik1QtxJCgGD2XwSEQ6msrGM/lkCKKxrgU0Q0E7soHOxcvVXJGMQaYjaSwMGtsKRzaisa1UOopORxMIUCKxg8FEszk4DL4Zg2slkmFtENDYBFAYEIqqdnZ7Tk8H11Zj8zOene3E0pzn4mbqZK9w+bByYTUyMWi4clRennHfvNyzux7bXArubcQPL6T3txNHu+mT3cyty91n+/lnd4Y/ezz5/O7QnWs9r17MX9hNRRPs8SnP+bWRr98f/vzVpd++PPnh1e7Hzw//4btLf35x8e++Ofzb1wf//OOln99c+Pbp5q9vT09Xe1N2GR/boqITTAKOWci3y+UmkVgnENhkcjmT6dXr5Ww2h0Q2qtUqmTiVChVz/nhI0503zA86N8Yd812K6+uxl2fV7x5MfXyz9tPzuQ/PZn54Mv3946nvH89893ju+yeL3z5b/uH1hW9f77x/tnv/5uLje5s3ri5urPWWiw5gCYt8WU2y2xksGAdmM5G8Ec9sZktRhe5AsS8USJmEWqrZL5eb2UhqC4ACvpllSRuNUY3cKQYdoB4JQBuog4KGdgDqAYGIhMPaCFiEQaNUiAVysUAiFRBpBCabhsWjcAQ0k0VFoWFEEhaFhmGwCFAD6lvq8BRcY3tjM6IVNANQD0BLfU1THagFoBaAOtDcCtraazk8MpmGRqBbMSQYV8xkC+kUNpktYknkAqVGKlVJuBIOW8ol86kQHLQZ3VYPb2pAt9YhG9uIUJFBzFXz5GY5TURB09u5SrI1qMayYAI9S+4UK5wyKBVCFOH5OjZFiEXRIKAB1LWBJgggEMDMkPv2Sdf+Umx9yrs07OzNyDenoyvjwbEe29JUeHE6cnY88PTx6osXW9dvTuWqWk9RkZ30BMtqlZMQyUj7Rp3lLlO+yxDOyYIlRaBTE+w1jexWgn02c1ahC/E7+13rm8XDw97rV4cHu9QXVkK3TooPrlTuHudu7ade3+x/dav//mn55Y2hGwelh1f7H1zr3VnzX9qN3T4rXj/MnO0lt+Z9/WVFNMCqVk2BmChWUAcKyr7V2NBuyj2qVk/KBP0c/ZDUUOS4c4JAWtAzbI9kpFovzdel16fFPB+VZsMbCmqsoqONBhqQQKbF8aRQKqteY8BHouKVlezGWvbooHt7I3OwV95aT26tJ3e30xur0bFRWygmThV0vSOB6dV8/2Qk2+fIDbqygy5XWm6OCIKdhlivfXKna2yrsn19Zud8YmUnv7WTXVqOra2npic8FzYSR7vpo53YxTXf+pzpaMuzNK5ZnzIdrYVON5NrU/6ZYf9wn7urZOnutDmsNLOJrFSg5AqkXIUWyeE0dhOD30piNFK4rTQ+RKQm8OV4HKOVyoXhmW1ULgJNaWlDAggaNEJBTSvAUdvlBq7Vo+LJKWwRAUNoYTM6WJRmhQCpEsPVErhKAuVQa3nMBhoB0Mn1Bh1dKEAjkaCpFYAGQGc1YHGARq0RCjsEAhiHB9PomDojj8PHEUjQhhbQAqlphAAEDoqhIEEjAE2grg0giK1oEqS5A+CoHXgarANZC+pAXSNobQeQdoBA1jU2AUg7QGMayRRITS1oaQOtbaCpGbRBAZXRLpJhc0XT4mp+ZMx9eNR5dFjaXIstzvnu35q4d2v0zo3h08Py6WF5czV6dDG3vR7d30rubcSXZpwHF5IXt+Kby4Gz/fyDG4OPbg0+vN5391Lx3uXy3fOem+e959f7ltdi86uxr789/eark28+P/rmzf6P747+/PrKV0+2fn538OPrvb//4drfvrv63Yu937+8drzaYxITFAwkuaORi0Oq2WybTK4TCMwSucdgssqUWqHYKJXzqTQGnsBj0qIh7/z86PxMb181tDaTu7rXe22v82gxsjpgWuk1XFlLPDruenTU/fp85LObE989Wvz60dJXj1a+frx+/WL/3EBgZ6m8MlMa7AkP9MaHh7KlcjgYMQOejii3s4xBWddUpjqeIvE7AARw5fhsNZgseWMljzdppYvxRC6yg9TMVJCNEZ3QLqCrKK3kJgABDdgaFBPWhKptQdU3w+rqWwES085gEHhcBg4N64C2QuBtda11jW0N9S11ze1NSDQMjoQiUR0dsDZQA+obaz6xEmgE/9UFVP9f/+I1TaAFUtPSBuoaQE0daIcCiZymVHPxZCgUUQfDNHegmyCopjZkM5qKasW0NqKaKCIqU8mpQze1ENsAqq4G00CS07ACLIQKwfIwbCUDxYSh6O3etMWbtsCozaAdUOVEqowMZ3QQhDi8EC02cVUOIUWAghFqRSpyPKXdv5A/20uvTDoSXoJT2+43o9NB7sKY//bZ2MObMy+erD1+uHDn7vTDR3Njk/ZYXlCYcuam3Y6UIFqSH50Nzi9EXQ6iRtWuMyAsHrLaRTTFeZ5ObXjA5qholH5mKKP0hbjprGxsxDHcr9/fTjy83vP+6eTLOwO3jnNfPZ/+5sX824eT379Z/+L50pM7Yzcud17ciV5Y8187zd2+Wn54q+/RreEbZ71XLw1t73ROL6fHV3NrV4Z61+PpaUdo1qoaFcuHBJpurjpJ5hlaTT7C4IR767BzfCMZ7tXx3HhVWmAoyO1dBnNRLfezvRl170S4a8RfHnAtb5ev3pq5dnv6zr25B48Xzi4P7O7kdndyqyvhC9upmWnX+IRzcNSb7zRXeh0zy7lUxehPy3umwnO71XSfLVDSJPusnbPhzLCbqYPnx3yzO+XTG6N7x5WtnfzxSc/6avLiTvbaafXCqm9zyXG45bt5mjzd8R+ueU42Q2fbyaP1xIWV1NpCcn46Ws5rChllpagbHfL19Ni7um2Vbmupau0acOcrls5+d+9IYHQmkSwYA3GFLyqL5/SesESuw4sUGK2ZTmE146l1bXCAwAGxEi9SYKjstlYIgDQBHAKwKfVsSo2AVa8QtbKpANMBuLRGh4mVjhn0WppAAJMq0GxeC1fYSiIDHBYQiACJBFgs4AvRbB4aiWlobAUNLaAD3QTFNGGpCCwV0dAOUKT2xg4AxdbCcHWgCbSjAVOIEStIOHJTaztogwISpQUKAzAEwOLrcYQGBAowmW0KBUGnZfCFaJWO7vJJQ3Fl77BvYS07MOqcmHZv76T3L+YvnXbfvDa8vZG6dNx57/bYpaPK5mp0dytx6ah0+aRyYTVyvJc5P63cPu+9eaX76ELqdC/78ObAoxu9j86rZxei98+7Ht4dvXiQ290vvny38+//8e6f//nV//Evn/3zn8/+9tP9f/n47O9+vPcPPz34tz+f/svvj37/6vrvX9x4em0961PziG1cPBTXVqfmsrR8nlEk1QrFLp0p6vQapUoukUpFojGQdhoWJxPxo1Fvf3+pryc1N1l+fPvC6wcXHpxN3Drou3ahfGEqeGEqeLyW2Z9L3Tkaenxl6tm12ceXZx6czdw8nFiZSI9UAxMDqaGeZH9vemqqb3p2qNpTCCeCgK0li61stVdcGI6500a6FMNTUaJFd7oStAe0KpsIgm1sRtZCsI2gESDoUHvC2kJqbiE144RYvAhDU5CkdiGOiwItoBld34ysa4bVQTrq26ANSBQECm9tbG+ohdTVNINWeEsborWmEdS31MKQkBZIA6gF9U0ANAA4DtaGaP1UZAbqAWgBoBmARtDUBuqbQF09aO8AVEqrREYQSwlkWhsKX4cmN5PZMJaYgKDAGlENdah6koTSgG1S+tR4GQmvIKOEWIAGioCKbxUIzFyRhaf1yAV6lszCtYSURr9M7RaiOFCunk6S4Khyotwp5hkYrfhaIh+m90o0Tr7cwuofCx7s5/Z3I6tLrqV55+y45eJmYnnGf/vq0Hfv9+7eGHv6aP6rL3eePp89vlTwhlCZqrBvLRwbNvsLsrm11Pm1sb2t/MKEb6zPUsrLCiVVvCDNDZl9ZUVqzJme9LrKao2LprUSClXDxGzw+KTrzevl9++WH97uv3qSv3e9+/v3Gy8eTT28O/bgzvit6yPXrw3cezB25Vp1ctKwuRk4u5S/f3fo7u2he3fHz64Mb13s2joZWDrqW7oymF8KpJe97kmDop8n7qSJ03hjjsbVN5j92Oqw7vzh5O6NgZ27o9kZpzhMMRQllk5FaMSemvBM7nSeP9u68eLC5QcrJ3fnjm9OruyVjs6HFjeS2wflyzeG9g5KG9vpiUlXsSRLZoSxlDSeVWbL+t5Rb++od3o1u3bQM7GeHV1Nj21kJ7cL5QmvJsjqYIFAVd814++bdC+sJ/aOuvcPu3f3KiPDloPd3M56aH8reO1S+sZp8s6V7O1L2TtnhbtnlftX+452cgvTvtkJ7+SY6+yk9+igenrct7tXWV/Pzc5HZ+ejW3uV1c3izn7P6mZxfDq8uVteXk2NTXj39qsXdsvTs6GePnOposnkZMWyOhLjef10vRGlNyLNVpxejw56ePGAOO7jRz3skIvmtRJcJpxBhXAYKYmwLOyXaNR4tQZrttMsDqrNRdXpsXIZXK/DK5QoiQQlUxBYPDiV0Y7A1rVCAYWNJLER7ZgGOKmNwEEINDQMrQlFqWNLUVw5RqjCK4y0cFKfKtjkaoLZzrG7+Ax2q05HMZuZPB5UJkMZ9GS7ne3xiDR6issn9QZlmbJpZiWzuJmdXYsNTNg2dtMb2+njk66jg+ryYvTyWe/+xfzVs56rZz0ri8HrV/tv3Rg4P+u6dFTc206sLXi3VoLri56d9dCDG/2Pb/Zd30uebIYuLHnmpux9A7rVjdSX31369//+1f/4nx/+5//46d/+8Yt//8cv/p///OV//9+//sPHV//0lzf/+vHNf/+Hr//xp1ebM8fhhcoAACAASURBVN0GMVlIRYqoWA4RreSxNEK+RaHSSaQGqdKi1IroXCIMJWGxsdAOEZdlNWmjMV9XTyZfCJXyvqf3Dn/47ObXL0+/erb//smFO6ejt09GXt5b++LJ/o+fnX/4/MYf397/8/uH7x4f760MlFPOyaH8wszA5Hh3tSvf1VPpHxkYGBsZmhgDjrSVY6CHKr78SFJuEyodYpNPZfJqwhm31ibF0GFYBry+A7RhGukiUm0HqEXW1GPrSFKiI203xwzWhElsE+BFGCwf2YxvhFEhoBWAFlAPAe3IJtAE2HK2KWDmKrk17TWgCbQimhCEDjQRDupBO7KlpaOBSMdqLEoKhwjFtH1iKzgJgqPB4bhGSAdoaAIIBJBK0YWCLZs1er1iiRxDojVgSLVYUgOW3oLnodsobVgBVh3UoMVYbzVgzNqyMwV/T4Dn4JtShnBvwBzXGUIKhgInNbP8WQuB10EWIzUeEc/AUHkk+qBS5ZHIHIJwp1vrFYtMdKNfGq86u8YT1x+uDI0Zql28K1cL29uhh/dHvny/8erFwufv1h4/nLx7e/j2raGXrxefv5q9db+/e0AcztGyY5Zgtybbb7x8c/zypf6HtybePFg4XM88vjN17870lVtje1cHBpbD5Vlf53I0OmizRPiehGhuM3dyfeTStYGbd4c/+2z1wYOR+/cGHj0YvXWjf37OPTPtml8Izi6EFtaiazvx7aPMwLhuat4yt2jf3Y1ub8fu3p+4fnfy6Pro5tnQzp2p3q20c0DrGNYYB+WBZYuul6vKkr29gnCXqDSsHl1ynT+euPps5vEPu9c+3/D1q9x9Kt+gPjXjLS2F165PXH6xtXRpcHgj0zUf7pr1dk66Mv16vQfnTbKn12Plfv3caiya5qcKklReFo6LbC56MquaXkydnk8ubBR6x/1Lu52TG7nSqHtwMd4zF04N2bwlpaeszA5ZPUleplM1Mu2PpkSRGF8oql9bjp4c5LdXfVeOUrsbzisHkSsHsfOj1O3TwtPbQzevdB/uZbfWYpdPqvdvj51f7t3fLVy53HfppHd2Lri4FL16Pry1XVhciq+uZw4Oq9tb8e3t2Npa8Ogof+lS+eSkuLOTWFry7uwk1tdDFy+mb9zom5gwDw9rVlcD66uhzZX0+nxifty/vRLfXAqP9RsGOnWVjLycllcLhmREks+ou7ttmZw8kRJlcjK7nWi3k8NhodPBNJkpVgdbrsKLZFiZmkLjwUQaMk+BR9GaCRwoX0NSOzhMCUyix7uiUntIZHJz1BaqzcuzetgGK1VnJvtDYm9AaDJTMlltIqkMBHhuNzMel+Zz+kxW19ntznXaqsPe1b2uzaOu3cs90yuhtb3sxJx3aiG4up7Zvdi5fSG7tBLaWI9dvzawuOBfnPOdnVaODwsP747euNqzPOtaW/CeHeaun1We3Bl+cW/49mH25n76+nF+cdYVCJEnZoMf//7Jf/vvX//6x7Ovv779+uXlb7+487c/Pvtf//nnv/7z9//rP//8f//3v/39z1/sLY45NAIeEaHmUV0GuceoDliNXpMh5LC7jSarWuPQGlV8KZdEw0DaVSJBJhkJh92xpK/am6l2p9bWxz98/+LPn19///7Oh/e3//Lh8R8fHvzw5bW3Lw6/++LOq8dnV06Wz44Wr5wsbywNjQ3kRwaKuUygUIgVS5lqd7mrrzeZz3uj8VAmCwQ2IUqADHUGXRkbT8sK5D3palSs44nVHFAPIKgGOp/AlTIIDDRTSAGtoBXXxFDSuTq2O+eyxI0SlxgpgEk9IqGDh5NgMXxkB629Fd9YBwc1UFCPqFF7VOFqWOfXtlMgGBaSq2LimEgYrgWKaSLQ/j+e67O3jURR0LTmzAl9Otvuti3bsjIl5kwWM1lkkaxiJZLFnHPOOYkSKYkSlbNlWc7d7j7hnrkXs7vAYrHzYbD7df/SfrjAAO9veID34Spzbp2z8GTuh6cvf5TpBD88+WqeMauxSF1hjPJDEMyTyud14LLbBWyP442GvVjAK1VboWyNJI2UT4lQMi0BWIIIFsPVTrWr4jZEIIaJmdvLR4cRcxQiM6gxoOUb1pcETxY4P9FEz1jyhT88nPl59RuuZnVZ/Pwl7zFLuyq18NCg4fH698uSZ3onQEZ01qi2tBGoDT0i9bd84A8g/KjRNZQqmlhCuLmJHx353rzJvnqVPLuIXN/Gh1tENMV3eFeM5Iv6xDO5Le2cp6Ynyd2x93Q/9Nub6s1x7O3rwq+/de5/aZ69LW+dJzcu0oPLbHHH586CtZHv5lPv3d+GtR7a3cJ/+0fn7m3m3bvc/X3m7CJSbRooF8MXEUfS6khWVRtYygNTogxka/JKUz3eJTI52fae8/A8fnxb7B5E8mMXkpIJXWsr6FNplOXbRo15ocy7LCKekilhqgNtX0XOP5XGV7HytvX0t/bwNhMdEtowHy/orGXD5pt64yyT3Q3Eh1R0YPPUDGRKxtQ91NpXpebn7rQikFW3xx7Cy7N5+fEcGIxqCDsvnoYCMc3+Se7stl7rUYU2mW+T/hyY6ZKFoSM9sGU27MYAP9K0OOIKq1+UrWL+qBqCVyTAg9PjxHTi3d7C765DF0f22wvPyT5xuIPfHLl/fZd7fRl9/zp9NHEc7DkO99z3t5mbi/jbN/lPHyqnx8Hxpr3dgt0uejjEb9TNo01yOrHtjdGTqf1wQl6del5fBV9fBV5fBU6m5M6m8ezQ9m+/l473iZ0tw/E+cbCL7wyJrY6lUwGnI+vVsfd4Yp+O7P2GqZLV1orGZFRZLcODnq1Y0qeyilBU6HKzPF6B2y1AkBWrnRNJgE6vDMY5GuOq2rQu0sxz5c8A46pQt8CQPZUjNMjORdwiW1BO+gFvXIO5BBC2rjYuCmU/g+Ylq4Nnc/Ih05IvIInH1U4nLx5VNut4Pm/O5uBy3d4c+Kp9V3c3uHkU2TwKFfuWYt+SLIHhjLrSsu4dJZodvDsgD48ikz3/8Wlkf8/bqBs6bfN0z3V+Gtodk3s7tqvz0PVF+O4qcn8R/nQRvjtwn+85tgZYLA6UG+j568bOYe7idtAZJItlX70WqVWiF2ejX7/c/D//83////7f/9GvFDCNUivmMuZnF598DykEtUwYh9SYQeXCYYtOI2FzpBy+nC+R80WoAdSr5cGgM5Hy+8O2UNIZS7lrjdSb1wdH095GO729UTyZtq4vhycnrWrFvztplcpRlxuhHKZAkHQ6EZI0BMMOm93icFvNGKzQaXQIbHE4EcoBkbaZNdU6FsPdOZcMkUKUzhW3BTMe1GVaYc199/Of//jtDJ2/9PDZdw9mv51fe8ZTsGVG8eOVR39+8sdVYGVdsfpCODsnfq52KrVutQQX/bD2wxP246fMJ8/Ys9/OffPdwrcskCkjAAkqXgWWlkQvV0XzdMmS0iyicV/QuC+sbiOEyh/O/uX50o+wTSPX86RattmqdASMVpcKJQT+gKrddh5NU72OPZPSFfPG7e3g4VFuOA4X67ZwziJHeFq7yuDVS3CRo0TxMO4j3kMwpLWkYVNUZ/CpVTbhLP1bmZluccs1KE9iYLxgPfjm+X95tPzXReHsqnTuGefRmmJBiYvMPo0lqNXYBHhIhYcU1oiKCEpdcUCk/dGAvaz1kFxVg1nnQzFes2PY2iaSGZHHRw+E2JRr3eagJfPq+oAcHEaO39VOXpd7W479Xd9Gy7I7tFZzqoN9z9FZaDBxHL7O7N5kNy+Stb1AexoNl+HRcXJ6lTu9LSaLmq09x5e/tzfH+PGx9/jMP96hxruu7an/7FVxPI20t5y5FpTv6Ad75MYE720a9w5szSZ4dhEZ73o29/3j85S/ahAS8yvGn+ZNDzVJPpKXmxNigFp+Lv4TgM/7Suqjd6XdV+lsH033sOK2c/qhdv7PzWCPwPKgs4WmJkGZl2urmRO7ntiYIss6LCOzFVUa15raScPCwkzPGq2YyRAgg+YRihuKaf0BxfQg0+57+puByVGmM/QUGjjq4vrTWndKjQaEZi+PyqgNPq67ANpjSn8aTJTQfM1KOIS+kPL8PH90GL69Sf72S/nLx+yX95l3ryKvLwK358E3V5GNtmG6g0+3yckWdn7i/fQ+9/4+e30R/vS+8OG+cHLga1R0fvd6owLu7zj3x/aDbXy7B14d2i8PbPeXvlcnzssD8u7c9ebS+evb8K9vw3//FL+/cl4coOdTy+kesjs0bw9M4z50sGPZH8ObXe3u0Hw8sR7tOLe6aCGjLBe05ZImn5dXG+pCVZkvqrJ5VSwOxBOKdBYMxRUuv4jyi4NJnTOsMNnZZorliKsccQUWFDlTKlsEsHj5ZooFO9i+pJr08a0eni8mxx2scgvLloy4nRGOyhNpVaFoaNYt21vunZEnldAkUmCxSlS7jlQVSTaQVAtJtEyZjjlc1gWyam9Ckanhm3uR0Z5/Z8/XHZD1FnJ7lz86CZ+fRXa2qckOtbfruDoP3V7HLs+Cr2/i718n31yFPlyG74+8u3242zTW6uZwSh1M6FNl6/mrjUY3ni34EymP0wUHQrZEyptKBWwwImPzZWwue2mBMf9cwlwVrM+DAAfWSRAd4LUimEHDW6fx1+k6QIEZTKjJEAt7UqmAy4cF4lS+FkuXQul8IJXxe724x2WJhimv2+L2wIm0wx/BivVkOOn3hByekCORDiUzYasLgwnI5iJdfqcBMbIlQpFaZSBJECOkoGFGjEhT/Yy/5PfmPIla1ETpzXa9P+6Qa0UvV57SuctCGZvGWmAJaAKAxRKtMSXrLDldgcqERsG383/904s/LMkXRDgfiZsUDoAJMdZ0tFn+7KJs8aVofpb7VGjhs6B1tpGusEn0LiURMXnThNEml+rocgOr2Aylyx7cqVEbuRoTj/SChEfnjiLxgi0QMzncskzWPOx7Og2i1yaGA2q6F5rsBfsbrlafKjfJYBrSkmIJwlfYAI1boXAAfJT9UvGCpl9RuiRcmKYg+TTZLEvxQmVed4a0ahNjif+TxMhcly98N/+nx+vfv+D89N3in2bZD7j6NSnKVlv5Wopv9suCVSzeJF0pELJzST9gtjOzDUuli23tuyfHvt4QHY7JjRERivFtjvV0Fnz9pvXhl9FoL97ZCWweRc9uy9sTf6uJtOqm6Z57YwM9OPEPJ1Rv4rj50rz5rdc/imycJG5/G97/tvnmc29yHD+7yQ02rdND3+VltNHQ7YzJi7PgeGRrdy1b266Nsbe/5dk/TV7d54d79umZ7+jce3TsuLoO7Gzju9vWfg+LZ5XJijFQ1Kkcq4uab8TuJaKihsJiQ0DC1r9Y1/wsRpeojHrzPF0cOqI1uLzlMnn4VAbceduafOpFhh5PnyJr8KLxmSIscm8Q1gakjgokzlVzWspBngnwl6CH7SzorDGFN2/Eg3JHRJXImOMJ/WQveXha6G8GNrbD2TJi94m8CZUzKofdXDwkDteMoYYpUDfGO7gtqoqUUMwtUZtpItms0yvb2gpcXWTvbjN3rxIf75OvLvyvLvx316HrU//+mOjUVaMBdHPuu38VeXsbvTh2new7JlvY21fxV+fhy2P/9Wmw3zRU88pu3XBx4D3aws62iTcn3nfngftTz83U/urQ9u7Cc7WPfbz23p3aTraNV1P0ch8+n5hGbfn5FL05s//2PvLLffDqCN/b1O1tgpfHtnevogc71tEQ3RmTrZauVJY2u5p6W9Vo6zs9uFjWdPtYq4t5wwKnn+eOiLwxAKboenIFdq4bnXTEz3KkpFRS4kgA7pSSigEaYgmy0SxOpjsicYYEkbTSF5Uk89pgXBJLyjJ5TbuDbW3a9nc9u2NnLqPNF431LhUvmTwJlSetohKAKyfP9hFXRkbFpeECmK7jtQ1ntYOFEtJSw1SsG8+vkuNdV38Dq9b1k4mj14OPDz1nJ/6jqeP8xHu4T50fOA6HlmZS2CrIN/tou4OlS0abX6bHed4oYncbbE6T04sGQlQw4qS8uFjCm3/8fO3ZMsAUKLh8jUggZdEYS0/MWqFewREyXypEDLmQyafTFEI+KFNqJFKnFfM4iWDYkS2GozlvIOnIVCO5SiwcczvdmNUKO10ETkIwprF7EdxltAdssMNicWF6AgJRPerEcAdm81gz5YzNT2lhg9GKWX1eyErIjUaVxTIjMUnxEOFMuRK1qAqRrYuXAb2AI1tXw4DVb1FCIkAvNOIaiY5vJnUmGyjRC8wug86uUhIyJSk1h/SmsJ7IoGQW+2b9ay7MEuFCISZQO5Uyq+yF6BmahEUET24XB+ouawK2J5GNw2qxF/HEEMpvSBQcvpglUXB4o4iJkPrjaCCBRbJEruIIJox2l6RSw6fTeH/g2Bi6qjVLu2PdGvuabWs8rfeFlLhb4ojBnpwVDUMyUqRzKwQW9qJyjmlcY+iXZ/k/0GSzc5zvJYblZdZ3q6xvVtjfc9XzC7xH3y38cebrmT/Pzsz8ODPzaOYF76dlYJajX+Hpl2myWbNPIUHWBMZlrZWrtwntYbDc85X77sObwultvjuyZsqqo7PQpy+N86vkv/5j8q9/n375bfftx62b+97uWaY/CTSHVKNHhKLi0Y7z+Dw8mro6u9biEB6c+cevk1s3SUdOWdyiDu/K++epmze16Wn84Cy2PfVev05fXsc3R+TuLjWdug+m3tGWfTR2DTedVzelT78M3v3SGO07Dk78Z5ehszPfzU3k+jp6cOB596F696EWL4OxBhRpGaEIx1qSaQJMOC6TEOvf0Wa4yKIYpyExWaxLWqJAecfvKUKgi2f0S/CU9vwfOxf/2t942/L0KbxmRkoGpKSXBwVQRkFWDI6GcRV6/BP/v7KRl2Jy1VE0OkvmYJ20x7XuqCqc1Cbz5vF+rNKyVlrWRA5KFgzHV/nOlrs6sCdr5vKmPdGEa7vu4Xki17U3R8Fi2+EOqZx+eblCHBwkpnuh89Pw8dR7/zpxsEtMd/CLU9+rq/DxgfPmMjDdt56euN7eJ+5eR6+vQmen3v0JdbDv3t9xbG/hp1P3/ti6M0C3Oubjif3VoftyjxqUlaOG9mDDdH/qeX/pvdxD788cn67cn67cZ2Pj6SZ4vKG92jF18+zdDc3JFHl9bt3b1EyG6lenxOUhdjSxfLiLnB85r84D52e+btdQa6o6A7BUlZXq6o0RkcwC6by83DRmSrpczeCLS1E3w+JmoB4mGeajQQ7kWcciPGtC5MtryJCIDIlgNxv1sFEP2xmREG6mNybRo/OOAKfchgs1fSKncLjppQq4M7YfTQPNliWaVqZKRk9SESrqI1WjJ692FdTZDYyICYiwqDiw5du2TAVp9e3lmjmd0/qCwnYPj8SlybSsWNbEooJwmNPrmLdHxMmh52DP3qprLg6d1/vU2RY+7hgzCUkoLHF4RHqEDtukuFND+WDUrtcaJLjVSNrNuNW4tr6w9nJRuM6SMDgKPk8nEZk1AGFUaQG2US0U0BfkQqZOLtJIRRa9DoeMRpUaVElL+Villowm3d6INVEM1PuFSMrnCtg9fjths2AkTNhg0onYfajBqhXrpEvcVbacz1eLeEqBWCflKvgcOU8Da2EKRV1Wi5M02QmNxQSYQA0Oz5issEApdIQolVm+yJkTaJhP1378+tkMYOYQERMVR4gIHCl77AnCFkFtEVRpEUlNbBUh1ruUSFAP+TWGgCbS9WdGcWMElNvFYpzPNtJFFq7WpZBgfCwJQyFQYOEIYLYjjRY3Yqm6O5TB4wXb3nG93g2Xm/7BOFPvhhvdWDSNGxAeZOHaPHIIZcIkJ1NBIylds+9MF83xrLHedbqDymTO4gvqHG5VMm8rD2KJmocIGWiyORUpklq4fDMT9ChVDvED2l9mWd/Oc35QwOtUQB2I64NpI+IB6PKnXz+f+Wn1Tw+W/vDXFzOLoseLoscSmC3H+FyQ9t3CH//w88yfn84sCmclZo4IXEd96tpmtNL37pxktw9jnU1q7zRydBH78s/Bp997RxepX/8+/vzb+Py6dnpdHp3EKxu2QFpV27CfvS50dhzjs/DgJBDpQM2LQP3cjxWlUJJrTgrsJWWih7z6UK+30PGB/+5zY7DvqQzRyUXk5DZVbIAHJ4Fff+ucnUbvXuV2x+6DafCXz+3bu/x4h5rsu69ukvcfSr/+rf35b913X5qvP9Unl8lQRYcE2b6aLrNN+NogWZRz8Lmnsq/59kV1iKcN88XUurVsKB6EqkdRY0Qita0J8WVbTrf3obX1prL9rlk+SCfGEbKI0gwLMhc/OKCQjJZPrj2RfEtH5rnk6ir0YtXwHE7p4Awod3KMAaE7p/bmdMWBrbJhbwyozqZrY+wdbnkyRcgXEcdzmnwdqvbQzUP/5mGwNXK1N13tobPRtW2N/bvbgdvrwmTs7DSMO1vWybb19U300/vc4YHjzV3i4iJweuG/eBXeP3ZfvY6fXkb6m/j+YeD4LHr7pnR5ldnZdl5dxAYdeLNr/vKh9Pun0vEedXnsHbYN5Yxwf2Q53sPHXc3JBL47o24O8ffnjvOR4WbHdL1tvB5BNxP47sz+9pX36pTcG+un28bjPWSyBfVbqssTV78Dbg7MO2NyMLAMt4hsXl5t6lMF1XDiHOxQjQHeHdnjBW0srwnntISfR8UAIiyK1E22lNKV11miEmdebY3Jki3MnVK7U2pHXEH4hGrLAkwxYIphDwqDKXkwBXRH1s09V6aiHmxbJ7vOnW2qPyRzNUOhYwkWdeke7i2DlqjIVdSWdlz+Etg7DPvSKntQ5IvKag1yaytQr5OhkCxfgKIxRSwub7XRdEpWKWsHPWS65zjYc7w6D18ee68PXXcHrjeH7n5ZGw9wo0HAgjI0BppAviQH2UpIpIPlIjlLqRVIZSyhiLa08Ii1Ore28HR9/ilz5QVp0kJqCQwqdXKRUsQH5VJQDqglIoNSjuoNRpUaNRkoqzmZ9FYqiVojHYw4J9Nhq1tJFWLugNPmIgkKEwJ8PawxoDrSh+kwjYE08DUCkU6qRFSAUaZGNWpUw5SxeEqeQCMWgwAAKeQmlRLW6HCDwWqaMcBQtpRRgPJV3hJTQlsVzasIsQzjy3AuEtIKTcxV5bzGDthTKBYxK0mpEGLyDetShKN3KSC/xhQGXWVbYiNMZixcM4MOrigdUp6JsaJ4ydLTlHYJFAI1HiWWhJ0FMlCm4nVXpGiL5q25uqu3ldjYznY3k41epD6IZoouTwT2xoxamGHAOKhTZKZ41oDMFdMYSJZA9VyimyfcsnAGSRXs4QSeK7ljaWum5o2WHLhPxwBezrEfzgsea+1SkZm1rlwALGzQJqYDs1qMGy1gwZTZnzKhfuCPP8+sSn6iy59+NTvz4+LM9/Mzj2l/XeT/RJe9nGM//PrZzMxXM4v8JyCltEUQe8TsjCPelKU08HfG4Z3T9HAvcHyVObvNdkf27an/4nXx3ef+1V3j+LLY2fKWB7ZsF6sOqebY1Z34Mh2kcxiMds32kjqyjaMVhXNgsLV0jraWamjDPbM/LfdFJdUNsjv1bZxHTn9tjG+Sybbx6lP18Cp5dpN5fVd6e1/5/Kn1z39s/va33u2bwqdfWx9/a999qN19qt//2rn70nnzj8Ev/8fk+GMlvUnaCnJXVYPnxFhGog4xXmq/W8eeISWl1E9f0D0EPCxPF/MPSCgu5xHLUmpd4WTWDqOTD/XststZMslsAgHGUTili5q57+l//ln4w5L2GRNZZGMrYgeLji4JnSxPn7I1MCirS02C0QFpyyhsaXmmT2Q6aHPL2R97Rnv+7R1fq40Wyvpa01Rtm3tb1ou77N0vtZ3D8MFp6u6+8eZd/fameH6W+PC2cjwNjIfkZh/rNo2jTezowD0cwoeHzu1966v3qd4u3h3jRzex3tiWKuvaQ3u9RxxeZHYPw50uvjfxbI9sp0fej+/yH99lby4j22Nsb2LdmxCTHXRnbH53F/z4Jnh/5Xp76bzYQ96eWt9M0d265Lir+XTh+vuH+C/vIh/fhG8vXAc78HjDsD2EtkfwwZ6134PaTf14bB1t23en7u4Abwzw+oDMdyzZpjnbgosd3BYSwk4mZFujYvJwxeQvGsNVhIirIi2SSKgBfE0KL6J+sTWiDBTMZFihxRkqdNWT1nkzWndCrsOXfSmZOy5xRgWjY3+th2TzqnoNCoT5jQGeqOhdKXmoClFZJRqT+msmXxkiYxJvRp2qm8MZdaZs3Nz0F3NIIQv3eq5225bLG9IZXalsyKSV1Yp+d5sa9JBB1zTdtu0OLZOBuRLnbhTl/bK2UzU2q2gkoiEpGWKTK/V8gYJhsRtcAUKnF9MZL5j0Z0vzPyoAOqwXizhLbNoLRK+gMBMGgVpAwqWtAVyeQiCUcrgKgTDm9ZWSqbDPpVEKMVwbiThqtcz2zuD84qDWLEUTQdSKqPVKrUmjAOWEEwcRjdqs4so4S5yl5/QXLIClgJUqWGVymAkfAZJ6pVkp1kt4Sh5PzZdBMi2uM9qMRso0Y3NZU/mkRCWW6IRGq1ZpEdkTFrNfC3kVoFf+hPPg29W/rCoXkAhEJFEkCFFJ1J5E8AhExs2gRymziYwhndIFyB0SImtBU2ZDSKugJI4iiSXNCkoC+jUyu4RIW1xFqz1lCVWpcMlmcct9SbMzBOYb3ljeitjkoQxpsSstDiXiUqAehdkhNdrFqE9OhtT+vFlkWBAbljG/wmAVEn6tP4mlSu5GN+6JIHpMzJYtcuRLs2vfP1n7Tk1KJGYOR0tjqVcEEJ2rWRGCq+4EnG95qJAuXrLqbfxn9K/Yyud04MmP8zMPF2e+np357sXMM/rXfO0yANHF4LrBKoWdShMlR1yqYN6W7fijJWt7N9bfjZy9qTaHlCPIHx8GQmmZM8BPlSF3EFjjfm2w0BtDf23oKnSJ1shbHdgPbwrn72pHb6ubr9LZXWdki8BKSqKuhlIisqayVbVERmZ0UgcengAAIABJREFUMXw5dXZAWGJCY5gX7lu8dYOzqI634M3TyPgksn0Q6mxSlZZl5yB0eVd680vz3d9701ep7sTTnfoyXSxQBrMjW+8qMbhNd66Tvh5sq+s8G2ZFmPVc+63IuWJKy4iyjmddoUGzmqBI5uY8Fn/zgP2nOdmPi8pH6/qnSgczObDjCYXAsiyjhGBI6244mcj6gvrZX+l/XDcvih0suZcvdjLFbg6LWJUHhHjF5B+60LzeUzcZA1wyJkm10VKf3NwP1ntErYPt7Po3hvbehnV33zs5Chych27e5a/u86M9/8FZ4vwqe3QaOz6K7E18l2fxk8PQ/sQ1HGCjTeLoyPPxY/HqVWx3nyo2NNWeodQ39HbIwdTRGGLtbWqw60mVoUReW22jpSrU7WOTXefNVfT2Jv7ubfpf/+q8f5+9vg5/+pzb3yNubwP/+mf5/o3/cA9+f+e7PMSuDrCDgXajLJy0lJ8uPW8u3H/7nH5zE5juWI728J0xstHX7++RF+f+kxPf9i51fh0/uoyM9z3NPl4fkK2J118C/QWdJ69xZzQGB9NAsfGg1JMxFIaeeMPqShvMHqm3aCFiWi3FlyCrFj9gj4PWqBZyiixemTWi8ufNWpJpsLPUGM2TVPjSKltIGK/oqbAAJZYyWXWtCW/t+b1JACSWgwUw3SF8Bb0tLg8UQTwgsAaFnrgsnFE7vPx0FioU4HzeXK+T+byxVIHTWTCZUabSymRa1mmb202o2zLk0uJiWtKtaTaq6m5B1i6qGkWwXka8PplGv640sGCr0uZDUJvBjGshk0yp4oqFKwadAFQLULOSQXsu4CwjRpWHwg0ahVYBaOVypUSiBgCrxYKbzWYQ9Dps7Vqp1y5BkMxqNRWL8fOLg3qjEI75bQ7cAOulSonGqDFY9PYApUV0Uh3AFDOEKgELYEm0YrlRLlILFSaF2WYykAYNrNZYNBpYLYNkQpWAI+fwFTyRVjRjdZJmzIhSsC1AIC4I8YDWGAwHdETKBPoU67plHswU43yumckzc9QOhSVkcOUIf9lhz2JajxKwi3Q+tcot03iUzhrlqlDhnt9eIN01yhgCTVE9nsOklBgMqD1VG5aAzAG1N2fxZhCJfhX1KMJZQqBcfr76baYRCGSsZkqpxUWuFGKLmsTQutjMMHpk1rhBYxOYfQpfkfRk0HCRCmZt1gBEuPUmUrHMevLNzzN/+mFm5quZxyvfsFXLalwEIDxLQE8l0XjdE626jA4AdsoxrzpecXgziCOuB0w0wEQDrTwNxoJsIogUgBjXlzQHkrDVq0qWbI6gzoDxzFZRuGBNVKlMyznYT7THvsams9xBe9uuUFomVv9goeg6eAHCaBLt3AvaHw0kK1VByz37yevqxdvmh39sv//naOc6e/SpUTsK6iI8bZRnTIvDI4Isq1U+OuhnozExFpcQWZUxKTamAG1CwLctC2yLai8jM7T68lrcxwvldWRAYPULlPCcMyntHwcr2053TuUp6XxVg7Osd1YMcBLwdi1EWRfYsloqanGAvmx5Mg89xIuaUJ+UOVjfsf6wqH3CgBcY5qXnskfPJD/OyR48F3+/oHgoRFfmRF/P8v6s9QiQBGivEJm9ZPtVLTYOglGF1MWRuFgsbElI0Tn4Ks04x7euA26uKiAR2RmWBEAkpO6MKlY15ZqWwa6v1sHKNWO7gw2G5GjHOT32b+05BtvWnSPv1r6z3kU3tp17B8Hdfe/mlmO4QU73fSfH4bPT8Mlx8P374pu3+Y+fqzdvkoenge0jd3UI10aW3j5VGaLZtmnjIDA+jVf61mILGR/4q22k1YP3pu6L68jlZfD16/jFdejTb+XX7xL/9u/tu3fx6xvf23exjx/j15eu928C9zeekwl8OILuzpw3B9Z3V94Pd5H//q/Wx/vEeMu80TPUqvJCXjIYmC6v47/+rXV2FdvYdfS3HbU+Fi9oO7ve8y/91mmytBcM1BFHzqD3CBQEw+gVo2FVsEq4sog3Z3EmYXvMCDkAIgR68igW1endMgXJh/3qZMfnK+IKnKPCOaCdb3aL9HaOI6EOliAsKPJn1IST4fRw8lVjvgZbvVw1PG8PSTMNLF5DIIrpS6swLzec0xqJFcLNNBOrdgenUIATCR1GrMOWlVBE5gsKCduax8/NFzXVOlQqqutVXSErzaXFiRD7ZIfsl5WVjDzoZWdSWgO0TGP8wBO/xJ06rUnMFa+JAAZfsAJqhaCGp5QxBJwlswEQclekwnWNXEQgBo1cKuFz2GtrCrEY1uuNWq1epcJhYzTgtRFIIuFzOGCXCxttd/qDRjYXM1sMuBXRGNRKnQKEQTWk1mOQTC+XGxQSrVSsEbEkTKaYscanvVyfW2QuMMUMhoj+nzHFDA7AFij5Yo1IrBGJ1MIZEwoZEK0B1ajMgNTAU1pEOrtMY5cy9csvxD8vyGaVLgD0axbkc0yIYYnBRAyBA6CWUkhxARTQW3O4PgBKKckz6XMkgziqTjyHcVEex8JeUi4yzQxzwgjFdBJKIKOEIoytsPM9RcyWgCAHYHbJlQhvgfPTHPNhIEfhfkhLAGavFkB5QhPrOffRI8Z3QgtTSYlsWSTVDwSrzmQnQERMWlIC2ZUgLleaBWu853O0By/XHi6wHv/l0cwC52cGMC9HeIhXgwf1EiNTZKBDDjnuB/maVQm07k6ZNTiXr100u4BomUg3HbEibver3BEwXkSDCUMsC1eaztEklcljBCVyR8BEGc82bZkanm9hm/vBag8fHwZAywtA91CieywzPIsX4WQVJ30yb0Jf6jhNBMPmFR9elnrjoMXJwQOi/lmSKurgJABn5EzsOZQQyZw0pXMNSwGAnSbzMMAk4BpiaNMoCrI0SSnRMKT2PIlNe6iJlEfuSA0GKQYaEDKUD7nQk3jXUtp1p4f28n6oe5WtHMVtFRNZMVpKerRsQEp6MCNfwV8+0f1ANIy6gMiWhzjm5WeSH41RJQdZ4aDrTyUPZ0UPHrK/fsz77iXwSIyvSYg1hnZ2Uf5oUfP8J+EDOG1sXJWH77rF41RuGlEHhIaYDC/oZG6OJijSRwEOtrxueqkPipGQyJfXJluW2siVrpmrPbI/ctZbyPFJbGfi7g7wjRE53LXvHnkOr8Kb+9Ro37k9ce/seQZbRLmqb7ZNe1PP3X3++lXq4ibx8df66U38+Cq6d+bf2neOjzyTq7A3J43VtY0dKt2Gy5v24Um0seNujKjxSSiYAlIl5ebEfnIZvL6Nnt8EBjvoq/epw0tPb9N4cOYYjo03d8GPnxOXl86zE9v7t5Hrc8fhLnI6Je+ufJ/vk//8rfzmNnpzGTg7dQ83zNWqulLTleu67ibZGuInN+nRcTCQUeTaSKpuphKy1MiTngQjmy5DGLAWTI6KReuVCi10PGk0+VWgU+5Io54MQYQgyKHAQlCiE9C5FVJcIEZ5Rq/GW7RTaUzvUtgSsCWo1dqFXP2CxLRMRpX+ojlchhubzlTRkCzoczUkltUlCsZy2zqaxrojXyiljWS0sRzY2nREc9poTt0eOrJ5KBpXBcMy0sG2ubieoDiSUjj9vGhaXm0YewO8UTe0W6atIR6L8Hzu1b0tbKOl79WN4YCgVIIB5ezc4p/5kvmXtAc09nOeiKbWCgEZ0wIrNQruysJPXOa8BVZCeikgYSgAvsdJuCmrVMiTS4Q4YsJgIyDio2ZIKuQJuSyNUpxMevP5cLmaOrvYe313QdjglbUFE2xQaJUSJSBRAnypUKCQcGV8sRYAQJnarJKDUplOItWIBHIuX8bhAWyGYA3QioUKHktEp/NpdD6NJaJzpSwewJ7xR92Yw2xxGnW4Ug4LBAbGCvCCpafNSR5/T//qEec7umGZj7If8x6t6Whar0aMCmSkREZK2BBTZgeQlMWSRt1NLxNmA065yCYBwwYkjdrLlNKjklISgZXPJzksZB0Mq40RtRBjiDEmR7/EUM0zVPMPVr76Yf5PDNmSP0fhAbMUFuq9aq6RwTUymIY1IcqR28UPGN/SNIt07TLoUUYaXjgA4kGDP0cZKRWIAyZSYSZlNq+eChol2jXCD76g/yDQ0kR62pLgZ7ZqQW+XyGCWCuOZXEqzW8FRveRpFgDTuskptUe0sQrZHsdaW6HeKLK1l+wMA62BZzyJ9zcDlEPIEfwAaJ87w4p4HkoUDPGcbmvfW2xCe6ehSAZwBLmltqW2QfUmkc3D9PAoOz7OX7/tbE/j4SRY71L5Km71i/w50F80xDesljQgolYVPobEvrxu+MkU5OkDHHvNgBTVypjIUNbIk2K6i6bOyrQpQJ+SGWNSLKlsHEapjNZfMQ/OM9EWGmmj5Ykv2MIcRYOnagl37aGeQxeSqYNSvAJrYwouxTQVQZadxnXS1REpQHE0HoncLlS6JM4KOaeY5WEcmn7lW/rXa+DiT9zv//BiZlHx2JrV08Hnf1mYmXk8MzM781TykCyak9vB2nkGigA/sGboxmdyF1Pl5diLkCkqM4QkWFpDJNRUUunPaWsj1+l9pbXp2Njx3L6rnJwn3r6vTPa91aZhsIWfvYq//1K7/ZjrbWOb29aTi8jGiOwMLEdnod2pO1dS7U7d59fx/dPA6avE+MA9OQuNjzylHhwtqwYnPndeZkuKk10408cLm7barjvRhIsbRH/qCWblpQ7UGWGdTWQ4wWs9bbmjHR3Ydo5soylx8Sq4e0ieXXlPTqm3b6O7u8jW0DDdI64uvJfnnnevY6OhuVXXdDv66Z7j+jp6fBrc2rG1N/BaD+mMHNmmuTq0FzeskTIUq5vJiNhThIIDiqgiaB7Ci6bQ0GuMaxUeqa2AWrOo2iUz+DRY3Aw6VZBLQ0RgOGDAEhYJKQT9Op1HYwpBeBIlUpg1jduzJBY3m/1aOcFT2fi2tMFXQv0FON0iaxvORNnsCAOhlDZfxyZHqZ2DRGfoCcRUmbKp0iGLLTTbQGob9s7IZXdzzdgqQbFcflEkqbJ7eeGkvNpGB2NHpQVvT7zdPjYYknsTF4m/DAVYBzv27Q2837ZkkqpOxw4aV9eYPwqBRYmaLlUwzIiSJA0yKUMt5xCwCjcrMVhlJUDKZrTAKpWcD4g5Zkhr0Cl1KrlaIdFrlDz2ulTEpdMWOUwabFShqLZSjW+Nm+8/3nz4fBtN+Jdp83PzzwCVjC3kMvlsASASq2U8mYgN8PgKIUPEZArXWSI6D2CLVQI5KFVBcqVBJtWIAK1YqhHxZRymcJ3Op7HFDIGcO2P1oCpIgnvMBqtqXbrwE+3bP83OLALP13WLS6oX8/JZummVBTOWtYsME52HsDVOJeQHTUGD1q3WeNTGmInIk+6mVxPQqUOgwq/RRSFjCjElYJVPo/AqwIhGF1Gq/YCAZPFRutTKEaB0um6epn45J3j07cIf57g/y1ER4jcaHKACBzROuYKScM0MpoEG+lT6oIZpWJHZBLYclhsl8pvx0jhVGETNbvUi97HcyEkUHP4IgtlluEsZSlu8CROIcVGPAjCuznO+WxX9zNcu0qRPFvgPBOAq37CC+BRUAhIaVtjql0aHyJs2FTuudJUYT9MHF8Wdg1SmBGcKZqudA5kWdMaXDq+gObBXmpjTzwklxJd36f1Tf3MAJwvybFV38aZw/9uguxtsbAW6ewmO7AnhEkRTmnKdaPWp3cNkpUNmW2i6h1cO/ME+IqKWFT460/TYFOE3DwPOgkbpZyoiHEWMD1XUqoyE6aXxAwy2Y9mckSc27VgcEJrnfl6bscZk/bNkqA7jCUWy7/CWETiq0LolCodA5ZQsKp+LSb7cBSg8UoGVi5cturiSjq7wSLoQZ9PBFTq4wkfZjirFwTiACxBT4hX9yldrf3nE/+HbtT++lD2m618y9fNijP79+p9mns388eXMQ9Zf4KgCsNJ/5vz5mfCvMpIGh0V4Qlbe8VcnQTwmN/mFZFROhiSuuCxegZpbzkLT0h+7pqfRg+PIaMc53nXtTt0XN/FX73K377PHN+FyB9yduq5uk/1NrNUzX92mji4jibxs58g7PvBuTt2jY399E29u2xtjsrxJpLvm/mmoPvX4q3pvWRdtI8k+Xhg74i040jBkenC6bRqf+TcOHBv71t0TZ2/b0tu2dEbwzhH18W+l67vI4anj8sr3+9/Kd68jt69CF+eeq0v/1aX/5jr45ja+tYnEIpytLezoJHBwEtg7DrY3iWIL6e66Nw7C2Q6ebGHlkTvdJX0FvTkg8FQRQ1SJF2FLzqj0S3VhtcILQHGDJYsoPQowpCOzBBKHtW6tKWTC45jOo4n2I1DUqPSo5mUvOWauJYFSRYc9Z9X7dMYQiEQMBr/SV7PHeh5rEkoNPO6sIdu1B/KQjqR7k9pMDe9vh6pdR7lt9UYV3ZGnseksdohoSZ/vE8Gcxkis2DzcYEIRy2ojabU3BqSK4HDX2x7ay02kP3JmC9pqzdTqIKhlzu9hbXQtjQqYissyKW2hhCAYRwTM8SULq4zHcjUbQdXBkLVSiNhQLW6W9xqp+9ujfreQTfuL+XA84lYrRHIpTyUXGvVqEZ9BW3459+wRn7MGiFkc5pLfiw83q+Pt5tv3519+f/Pm7QVi0QvEnNW1pTXW+hprncFjCQCRUCnlyUTrfNYqd40hYv6vJVzhLC+zl2i8VYaILlQJeHIuW8riyjgCJV+g5HMANl24PmP1wmY7qEEBgY6xInkxy34wL5mV28WgT6H2ACxknU+wORaWzCkFQ1pDUEemME/ZGWr6I50QkcH1YQNZsFoymD5uElJSgV2ii0KWPAHGjIaoEctjzoYdcArEdi7dtCzAGFofsKx69iPjL7P8B2ua+RXF/EvBE6Z6XWtXmbxGESKUYDwpyZNZ+UqHWOMG5HYhmYHxpDHQcFhi+jnBIySgCRatiEfJVS5JtKvxAqmGaALZM9QuEMieukMqEKV3xmHcK1kX/bjA+ZqtmhWCiy+53wmMy0hQITAuQx4J5AbMHqk3B0cqWLSM5tu2xtDb3Qm0Nz2lJhaKKzNFYyytIR2sSFzW7uHHp5GDI//9u8Kvv9c/f6nuHjhqbfDyLvXqfSVThQJpLeETgxgTdQpHe9FcAfr863B6GO9veVxhMWSj+Yra3kUsN6HE9kUwzEpu4eO7zMZ5xFVSqXx0ZZAJZkRoXaNMCZawpyvoU1mQKXetmSICOCh0ZVXJFrZ9ldt9VSQTcjSqIDOg2ikwhVRwRCfGeVJSwLdwaNplmV1CN65zLKx10yodXnkm/3nduDQvf842MRgG+gPOQwkF8G1iqVuhT5r5lORH/sOv6X/988ofnogfSKycRcXjVdXsmmqWpny6rpx9tPYHlu7ZvOibWeZ/1dnp+Q3KmVKZPdxEE001Cab8EUf12GRnepKK2gbV3HI2h9TOYfjkOlvrWBpty9a24/wq+elL49/+t63f/1v//tfSf4LV6Jt7Q3R36pqeBfpjsjcmSy3D6NBb38QrA6y8gSUahsoW2dxzdw58xZG1uufJjajUBtk7j1f3fbEu2jmJdE7CxS17qAZG62D/yNPaJUYnroPr4OjANr3wn7+O3H3KXt/FTi/8928Tb+7jpyfO8zPP+3epf/y99v5d5mBKnR77Jju2w6nnw4fS0Umw3UdaA2xr39vZcdW3HP2jSGcabkxCoTrmKhjRqIJIqB05Q6RrM0WUWh+g8IjBsFIf1fIItiKgVIc1gEeOFQlj3CwgRVDUaC1QaJowxc1EwWpOmS1pdEmzTNOvyZxymV3Ot/BeiJ4x9DQWtKZxy6Ndr6uEQQFFoGH1lpFwk3BmISqp9WQM6abNFdPUBm5fQhstQJWBI14xVrec7owKCwtdaUW8AMay2lITLbcwws32xWW5OhzNqYsNSzilCERl4aS8WDHa7HQT9CISkqQT8nRCHvQLi0Wzyy1RaZeZ3McLqz/wJUsev6VQDEbD1no5Xkh5Qi6EwrUbvfzp8dbp8Va3nXc7EbFwTSZhmwwKymo26uVqhUDApXFYCy4HTGDaejV2fjG+ebV7fTM5u9jp9IpCMePHB3+d+cPMDw++XaQtsfjsdQ5jmb5K4zIW6CtPFmdXuTSenCvWiHhyLo23+mxl9sni4+erz/5TMYaIvi5YW+PTGCI6T84VqYUzfBVdaRYoESFoA4xuNeRRUTnclrPY86jKLZXa+GjKCMf1aMqIZ8zOktWdt4ZqXluGoPK2SC/sbngcVSdZtCE5XBnQsnG+OgRqwnplQIvnSVPSJKEEYECudIn4KF3uEChdIg5M48A0hn5ZjHNkNjHXyNB7QDhkXlfT1zWrK8oXi7InfOOqws5fkj9F46DWLRHB644sbAmqadInOpKvxbgWt1ygmtOj7EwZp/xSvvQRamP5o8pYVkc42dGMNlUyeqMynuKRUPNEQ6xzdbMyfI1MqOGQTGxZBd0iV86IR1U6OxsLybCARG9jJqtIqopU+jaUYgZTymTJkKsa96fBm+vk58/V6+vov/977+5NbG+fvHkVurwJf/lH8/d/Da/ui5UO6Y4pNDANsbF3D2KJpPL8Ind9Wzy7Ljj8PJBYRILseB9BM0IO+hTLiYevE2e/N0pj0pYR24sKtX9d5FjQxthISSHyrK5CjzQ+htpJI6Ii2M1GXMzmluvqY2v7Il3b8XUvclAIeCF5IMAYy+r5l8Dzx7yfGSbmrOQZ4JDBSUThlnMwNp/ksLH1BfULmV3yXPzsBTD/X+b/9FKzogiAAqdcGQHxGiVySV+o52aezjyX/YwkQI55eV399BnzLyuiH3UEC3YJFfAqYFoADC8yTUt/P5ismGJFgz0owhwc3Ml1hQCteRFEFk3kamPDXutbb9/X905ig7Hj4Cx2dpM6uUq8+VS+/VC8us8eXoXHh65UWbE5oW7fF67eZHaPfZOzUG/iKPeRwYE3VFJHKmB1mypska0Db+soWN3zlHfd3bNY9ywxvM72rtIbr3LZbdfgMlncdSb7WH3PNblN7b9Otnet05vIzol3cup59S736bfq/fvcyYnn9jb24X329jry8V365ND15XPpP/7V/fVT+e2bzPVlbH/iPJh696ae8b5na9/dHJKNTUe2g1dG7mANCdWxSIss7UWSQzee0rrKsCWuclcQvUfozJvtORNVhI0RtdTB5+IsRUDOsfKwMmHOWfiUSBvTY2UbVrbZ6y5L1qINaYwxiAUz+TgPcEi5MOcR+8dvV7/SuBV6v1rpkGpcUiIFWWI60CvB03ospTUG5QavCA0r0CCA+qW2qEKFrjriCrOHG29Y4k3UmdMSSXmmT/hTykBcXmpjqTJk9/NJD8cbA9pbzlBKrYaehxOq3YNYPKkxmhddLn4mpcuktPmsHkVWUJThdAGQmak3cexOnS9o8fhhnx9JJalmLX6w02hXIiQiLxf8/W5ue1Rr1JKxCBXw4b1OYdArhYM2SC8lMK1CxmIzX7Sa8fOz4edPJ58+Hr/7cPDm7X6rncxkvVY79GT2+8ezP9JZq0/nnvAlPJ6UxxQw51bm5lbmFpnLy+yVl4yXz2jP5uhz/6ufFn56NP9odnV2ibNEE9BWeCvL3OV10TpHzpkBcQD3621Rsz2JIEFQbZMgUZBImZQOsQBjCVEWEtO7K1Y0AeEpk7NAJloBV8ZqS2JoDHaVHL6G11VxQlEjWbSBYYPCo1IFddaSHc+TMpdC6VG8lD01BBW2PAyFlGq3GLDzlC6RvWhRUCLQpxCiHBa0LiMli9KFv8x9tQi8nBf9vAT8ZPQDOpdwUfazGKMDGMueNmnsPBG0rCO5MhNtTfAQABd48qcOvzxTQRAbnXRx/BEgGAdOzlObY+fuvv/wPB7LKc3EqtL0wuJmkxEp5GLbUmo5sc6FXqpsTEdWb0tp4aAY9gltcaXFL3AmlPke2d0PZltoqW/Nd/Du2D3Z9/7yqfa331q/f6n/4++N376Uzs88r++i7z7mru8Sn740/uP/POhuuTAHp7kZcIcV27vBz7/0zs7TN69LlZYFsdMQ95o9JdL51xjmh2zLz1CU5WtqNq5CpTHuyIhKuzZzmCUinpEFKZzii+3zAvy5o6AIlfUK8wuJ7rEzJNo5jp28KhTaeKqNBztkZMtNMy5+w/iKZWGu6te+Zz1c1q1BMdiSIYiCXeFRzWsXV00rPBt33bRqipuVbo2QkMzM/WERXFNHjc81y8sIG0yZn6nmHooe/XX9z4/436m9IhFGE5mX1yWPIILVHoWu3nVPbqobu6Gt/fDRVb7SJqIZbaFuyZZMobjS7ZemcsZIUh3NaHJ1ePsoevKqMDmO7p/GBzvO4cR9cpUaH3gPLqInt6mNXUdnbG0MLbGCrDsiLt/kdo8DjSE2PPCUBqgrJYnXIW9emezCpREVaZnDTVOgbkz08VDTHG5ZyhNf7ypd3PMVJt7yNFA/CMR7WHbTWt11FDfJ6sia75oOb+OTs8DZbfL+c+W//cfm3V3m06fS//1/7d+/Tn26z7x9Fb848ny6z3z5XPn8ofj7l+bnj5XDA19/A5uehltDcmPiboyo+tjtzYPxjo1Mao0hwFVB3VWMzEJkFnKWLTqPONq2BUsWLCCDnCIRQgNIDhzXrRlXmBgD8Mn1aaMmrpeH1EBACWVhcwEnqjZNUC1zSvEcqg9qoBDIt3DYJsbPnAff0f4qt0tUlJRnXte6ASyht6b0ppBC4xPjWYM5ruZbaIbA/8/DezY5khhmmi2JFDVDcmY4w+6e9qa6qstXoQreew9kIpEOCSABJBLee++BqkJ53+W7u6q9Hc8hR0OKRhRJcbXiUtrVbtzebdzG3cXFxf2H+6CIi3h/w/PheSJetiUgQyNKEyVQYVPWoASPKWNdwp7Waj0cqW1Kjo2b8EmHl+cOiR0+vtXB0ABDRniMCitsHn4goaWDCodbYIGm7Q4+QXAJgkva+W6nEIFZUsktLveqWDZkMHF8QWs85cgXfMmEk/YCxRw1307MN+ONsr9HtBn4AAAgAElEQVSYo2JRnPIAlAeYn8uurlT688XFhZIFkE6MX56cuIKh8lTSfnjQOzzo3b8//+zZ6tOnK3t7zWo9CKMyFntoZnaQxRmfmBwanxpiMCcGRweGJ4Zuj9y6PXKbK+EMTt0ZZg7PimbuTN+5dvfqGGdsaHrw/K3zH9+++O6Fd9/7+IfXRq7dmRy4MXbj8p1LP7r2o3MGm1RPSHQ2MeTTAV6N2i5UOUVat1SMsmUEX2BlcMFJPSVVOQUWvwoLG91J1BGBPUkb4NHBQYCueFwFpzUGgWEAjFnUXg0Qs2BZXOlRSRxShVPK0I9PqoeYxnGFXSAnuBzLpACZ0dMyNjClcUuNPo3Wo+RbOHcEtwa5txmq0Vn1EFM7IITGRdaJKdUtGTZrTxg9OcgZNyJ+Za7ngdyicc75oekfjs18QFAixMmE7JOkjxdOyuNJ2ea2b3XFubHufnCaanahYsUcz+k8URlG83T4BOjhWLw8nnkQ8PAiNcRfBONNlMrqHXGllpjW4JPFvmvlJHvwsnXvWb206M40kYMH6eOj6M6O9+goeHTk39x0HB76vvyy8eAs+vh5/uWbxvq9SLVDwA4OTAr76/H9w+zBXqLbsy8suctNKFM1EUGOArsjc9xlQlcZ4MVR3QdC7GagrsVCLINzRIneDtd1SJSto8YE6A0OdE1Nju48z7/+2XI0p9WBQ0rDrXzNunov6o5IiZhU6eOn92OGlP5j8aU7uuER8xQTF5pSmDoMglnCnEQYMPvHnIsX+BeG9EPj5rFL7MsXZ6/yUck10eCQelLoVl+TDf6Ie+WdyffP3Tz3/uQPzs++P6G5rXCw5CgDC8hbS8Hdo/LccrjUsK9uJ7cPssen5c6Ca3Ur3FlwuX1CKzJB+8U2OxPBplMZY6EOLax5Y1ltuYU0Fuw7J6lm35EoGsotpNS2pivGYhfOVE3BrNIZ4oXz6vaSY3HX314l000g1QILfVuqB/tLBntKTpX1gToYacOxLmrPacNdLNLD4z27K28M1KF031nbDpbWaXdB58prvSU9XdRkesjmaao0j/Y2XK0l29o9/8nD9Jc/WfjkbevJ49zb17WjveDhjnd5Dr6/H3j9NPfiSf7hcezBSezoKLy04qg0TK0+Xuoh+Q6SasHZnh2LKiwBmdzBMQdVYhtb7RHrfXKDTy5AppnGYTSssXrEVlJosLETTQfolzPNIyqvhIVMK4NKKS1loMxxy5TYK5cH1GKvXO5Tqb1KNAXassi0boxpmr7BvTKmvMvQjgsgttIu0ZNygFY501YTJQO8UsAnkxIcIKyR2FligqmlBNaYWm6fldtnZwwDMmLGEpYDYRkHGhFik0Js0kBxUS83XQIIiqcF71rtMzYP3xWQOn1Sme5OtorVWm7ExgVABobzigVbIg46cIEDF1UrLgvAlkqHnS6dGeTb7Opi2be0Unz4YPnhg6XN9UqnFZ5rRZbnU8uLmXYzVMi5XU6tz2uGQIFENAyaeWzmDQgU5LPObjt0dNA6Omy8eb1xctw4Pqrv7hTyOZvTqZDJRqZnrgmEo0z2sEgyI1fxOXzG8Njt6dlRqVo4y2WMM0eGJgemeJMz/KlZ0QxbPDvGGh1hDA1ND94Zv3Vl8PKVgY/P3/jx+xd/8P6l964PXRmYuH3OTCpUOF8Gc02UQkdKlDa+wi4w+9V6Sm7wKkyUTIFzAEqOhfVUxhqpkLjf5EvZ3HHM4tEYSbUtBhm9OrVLrrDLjH6d0W9AM4iW0rCtLINPr3bJ5Sjf6JKZ3HKDW6Z3SfWU1EjLZXau1MZTOIQat1wAscYVd2c1k2w9Y1h4i2eecKSNRNKosLHCTYfBLVHauGhIl+75SotBOgNhPvko6yOR5o4WmIhlTP3NwNyKJ181p7KqWtV8fBi5t0Pf2/I+fZxdWiROjhOLK+7ukqe/HXbH5GRMDrqYFjerveFfe5BtrNOlRbc3q7fSfB0xTUSVqw+Kqw+KS8e5hYN0ukv6sqbukmd1g17b9D44TZ0+Sh8cB++fxo4fxp+/Lt9/kolmNOGUFnZwdFZGsuSYW4keHhc7LaK/SC0u0yePis8+7abbVoNnmo8ODOt+zLffYVmvXed9R+UYllhufHj73LT0/d49b3rOKkZuqZwjlhBL5RhefZB8+KZ58rT66vP+9mF6+yjTWaWNtklP3mBKqVyLTl1WJ/BJpnG2xK/RxC1Cr1YeBKC8w5RCdFGzOqS7a7j73ZG/+s7QX507f+7i9OVxLeODyQuDqglLBuc5ZReF196b+uC7d77znRvnzn18blZzW4FMabAZV0QVTYP3z5qH96u5EuzxSemQbL7vmVtw7x2kTx9VWx17d46k/eK5BXcmZ06kdIWaZeswWuvizb6jsWBPlozhjNqbkOXqllwTSZSBYs9WnXfEK0Akb+is07mWtTSH1xbJaBWgMurikrO+7aNKhkAddJX03po50sNj8wQcl8FxGRSVhJpobpkqrnnJnC7SRueOU6V1ylcxVVbd+XmivGjff1JcP4qv7YU6y86N/fCL1+0XLxtvP+m+ed14/qT0+nn56Vnm5DB4uOM9exA7PYk/Ok09f144e5rd3KVzNX0wq4yUtPG6pbziduf0RFKn84qHFTcVpEjpEitIkdwpVDpFRlqudPCJuMER0Cxupz/55rC3ndE5+XjSbA6pp83jMq/UnAQEpGgcmOLaBZPA9Ih+QkWrJDhfgvLsaQQKGZW46Bbr8ojothjiBMuUIw6Hq1RmLhytulJtqrWZpnKIM2cNddx6WiLGZzVegbNkUVM8McG4q7hsDErY0AgPmRhVX5/QDfDRabWDHSuC+ZrVE5SEUtpWnyo0iFDKSIU0Mu0Qahd4/RqlZpTDuYaiQhsmDvpNNlgs4d+xGLkqxaRMMqrXsRBYmkg5tndb65vV/kLm4KD98P7C7nZlvhfd2S7u3avs7pQO9hr1qjfgMwImJmhmkQ5FMe9st3ybG5m11cTjR739/cLnn288fNhY7gdXl8LdFpWIg91O4OHD/uFB797e3MZme26hvLbRffryeO9gbX6xEUv6qCBJBUm5Vnxj8MrAyI3R6aEbg1eu3v741t1rd0ZvTjJHxxh3bw5dHRy7Nc0eZ3AmxmeGzwUrTmtQI8e4epdYaeMq7DwhzNS4JI4UpLTxNQRfBjM52mElwoI80mIvgFM6zKUxYRIqgeB+kz0CgpRWY5eIYK7Wo7BGAQkhYOgnpHahxq2QoDwiDGZaAV+O0BMiETijd0ntGYs1opNgLK1bjMRMaqdUCDL5xhm2dlJPylWEQOXkYQkTGFRbQho9Jb/Nvwz61HzTFEN+e4R76eroOzfH3uHIrqdLWLFp7yxR+ZolVzHZnZPhAP/pWfb0KHq067+/H3r+OP/kNHewH9s7SO/dzy9vx4ode7xgLLbQw0eluQ3//GYg38FdEYWV4rGU1wAXP1rH010yWMUiDYJMA3o7R268C+JTID5V6xLdZefOcXRjP9jfcO8/TGeqgC+pdYXUGmhGA7MNuDhecCyvRJ4+bmxuRh+cVh49bz161QkWjHr3DMd6ewa6yYRvD2svnGeckxOjrqTCYJ/cOMu8+NvFo08acJjHs9xQOkahIGf/Vf3pTxaPntY++3br9dfrn/zt9uGLlpXmy+0MsZejTilVSZU8qpzCmEy7UBUyKQImTcSiCpjFbpU2pNdHDbcUN8/dOvfu6HcvTp2/PH3pB3d+8FfXvvPR1AWZS6UJGq6Krl9knv949sPLM+/d5f5YDo5DDk44bVjejB6cVDa3UvsHxYOjQioHJrLGxTX/+m54fTecyOnCSWUyr89VgLWd0P1Hlf6at7dCdpaIbM1cn8dzdYAM86sLxMJOoDJnD+b0iaol08biFTBYMNYXqd52xB2Tx6qWwoIjM2eLd9HkvC3YtmJplb8FuyvmQBtxFIz2vAGMSLUejto5G2kidMkc7+CRJlLdpAsrrvwymWgjtXXq6HWzvx+t9p1bJ5nVe+G5Fc/Z89qz190nL9tHJ/ntncjjR8WXzypnD1P9efTkIPz4LP3oUfrp88Lpk8zmoX9u1R6vqJN1U3ERD5SNdNmIxZVoUgeENfqgWuzgcxE2B5o1BtRsYAoKa5GwzpuFawvhR69XF3cKgSwK+1RGj1yIsDjQLJQAjREj28oalA9d5V27yLgwphp3ZAmRhQ35DZ4cgUVAV8rmiKMGp4rKOorz6cX9dmut2F4vLOzWFnarpflYtEKGK3Y8YtCSfCnOdJet1oRGTfGEdgYLHhs33L4puTBjHh5V3+RZp5mmCWfKXOm5K21bNG2Mpo25Gh5KGREH3wAxlLoRvuSWWDak1Ix7PDo28xpn5rpUcHfk9gfTo5eHbn4wNX5FLpmELJK9e72z09WTB0vlqr/RCs0vJubmovPzkd17xf5CeH0tdbBbOjmo7W7mNldTywuRo73KwW5paSF0uFc6e9B49LB+sJd+8qj25lXvcD/99Kz2yav5n//s3tmDxrPHc7/4+ennnx789Ouzly92j0+Wn784+Nf/8vt//dff//Gffvm7P3z7pz//7qc/+6zXq3m9drmcL5PxIEgvl/MlEg6Px1AqhVzuNIMxolaLQVCrUAj4/JlzzrRFbecz1INCy7QEY1kjOj0lh6NGb9EmRzhSC8NACAyEwB7UGwkeQAgTObuN1GAuTX0h4YnDIKkE3SqdQ8ozMfAEpHXJrzAvXJz8EUM/riBEEiuHq57gqydlJpaRkKoQvtWv9RZtPMuUmhRKcTYU1gO0SoULxRbWhGSQb2Lc5H781zfOCRFWfD6gdEqAoP624Pr7Q+/89eVz53547uLddxXQ7NXRdya4FyAHP563lNv2dAlw+/kYPl7Iao53g9vLZL8OrnaQ453AZy9bp/fzS31vvWmvdVx7J8XN7Wgqq9k/SqzthHpLrkIdTpctctOg3DxqcQn0BNvoFIxJro5LbsgxLkDJpeC4Fp7GvJLmsn/zOLN+mCz3iGBG60trLE5WMA/BlMziVkRKbncClxqZlE+9sOCvVomj40p/JZyt2+TQ2Kz+poycZqN372ovjeqvcKDBwir17Kdrz79eefXt+u7zytbzsqugGVF8NK6+iETFe2+aS0fpZAPtroeXD7O9nWRtLWQNyaeNA7q4nEsxBTR3yDh4UzVwUzE4DXHuaqZGdIxh9fiUaXYWnLkju32B8d5HU++cn/rBjHpsgH3z/PCH19nXz/343F9e/Ytp09SIcvDDse+zzeNqjEXF9SA+K5ReUatv1mrYy9cL3Z633XXtHuS6fU+liWVKpkob7SySuSoYSauXtwL5mqWz7Gr2yeWdYKkF1XpwoqhLV4yJiiFZNVb79oWdUK6N+XNGX9ZAhOSOiNIV12Ta9uK8u7pEh8pgoGQJN2B3wURVgcyqt7QbdNcAoqDzt1AsrcHSGjSlduQMkTYeaSLOhCreRGNtrLjqDtSAUBWwx2WJprWxRsXK5nBOv/cwf/K4cnxaPnvW7C5Rm/vJ/ZN8rYE9PC2+ftPeuxfqL+CPHqWfPy88fpp79LKwsuuJV1TxiprKiEIVDZVXJXpoYg53lwC9X4znIVNEJyMlcpeUa2UqnRIsAZi9SgutbK2nDh7PHz1erM1HA1mcSiN4FBRALBUpM/i0A6LblhBgz9hNXiNLO+NKk3gYLvRTdMYRLLgLc4lEPRTKU6jXQgSQcMEXyLh8KWe2FvQniGiejOZJzKM1EWKrWw575WqCQxZAuo6haR0LHp0ChsYMt/n4zKRu6CLjPTnBVxAi2Key2JiRpDaSMtBhZSwDpEtYKAk4aZUBnNEaGUz2dR53QMgfHB+5wGPeYoxd0UpnhcwRpXjGYhC5HCYcUaaSZCrpWFjMlav06ka+UvesrKRabe/Obr5WJ4/2i49PW4d7ha31xP2j2t5O9vigtLkWP71fPz4oPD6rffZJ/8FJ7vgoeXaaf/W8evYg9+Ss/POfbf/0y/Wzk/rzJ/Nff7H/7TePfvHts3/47Wd//5vP/uVf//6//rc//OEfv/3bb99+++2n//zHX//pj7+db1f9Hns6FoiHvEGvU6+SODAL7bK57YiLgGmXzWrWirgzQg7jHJ40gkGlws5T2HmzhhGVUyBDOdagTgazjS6ZhZIDpESHsa2kmAxoqaDRFwJJyhCIIqmSx5/ELKQSprRYwAh6NaGaR+uQTqqGpxR3+RYmEYeQoNFMyEWaqaGZywOMizenzysxXnEpRpcIKcKUwLMArTK4ZVIrS43y1KhAhQvNAR3bMsOBZiU2oTloUpIKiU3MBdkXJj4698G5G4yLJqecIb11fuAvh2c/AglOZ8lf7RAIwQhHZPc2g0c7oZMt/1Idmi+b19r43pp/fzteK6GhkKa7EHj0uLO2Qnea1qUFe6eNLq94YwlNOKFJFi3OgBJyCtiqOxqcy9SMMDUjKpsIpLVY2OjNwvl5X6LpWDrMLx1mS30KD8qotAGmpXTO6s/b8DBocGosNAh7TC6v1qAfVymHQlFTdzFYm6fl0MQA78Mh+aW72mt3tdfkHk5i0bX7urP+oLR2vzh/EAs1ITQp0/lYHPiOOSIKdbH6Tqi4QidatljDFq6iJq+IB41x4fEp8+Co+fYl0Y+moOGrwovXhFdvSwYGZcMXpi6NKScvMS59MPzB92//9Xevnfto5LvXme9dHPubK2M/0qAyKcDlm1mXJ89/9+pfnp/80S3ulTHpLQ3O1loZdkpqAkYnx/+aMfY9GByjaWk8DdTbzo17qdPnza2DZDynC6aUlS6SqZpydaC34cm1rOtH8f5OIFrUbh6FN/b9+abZ7pulk9JoUYt6WYiPGyqaCgtkqAThQUWoBKfbzmTTnu26Mh0SC8lcKUO0hbvzAFWxJBY9gS5ONay2otFZNkMJhTWuACNSTxlMLZCBEuBKaVrbgXzf4c3rqJw2UgXDFaC65M528ELXVlsgs1VrtgKtbEQXlgOlFpFv2Za3I/11/9KGb33Ln8oou3PIxpZnac2xsGY/epJaOaCDJbk3K7L6p9Awi0hKQg3QntPiGT0PmdIFFPqQRu1TgTEAToAGWm3PWMkMXFgMrxzVWkvJQArPtgLxKuWMQZ4coXJILUGzFBebvMZoI0QmHPO7HSrhjBWDhXaq2s/VFvPhgjda8sUroXgpmKpGgxmvN06GUpQ7aMNIswXXesN4suBz+syhBEIG9Ihbag/rIL8MTWihuApKafRhmTYo0QVkWBpQ2AUTskEtIZUCM7EsVG87o0lTugi3F/yZEpYp4vWOz+FW6UxMCBa//9650bs/pj1gIeXxOoGQGxMxx7QS9u2rHwzeOq+UzUAWicnIRWCp12s4ftA7OG6ub2VLNcfGTrbVdr942j27X314XD7ay52d1E8OCsf7+fXlwM5G9PXzzt/+dP3TN51nj4sP7ydOHyT3dv1Pz/IPjhKvn9U/ezt3dr/86GHzszcbb15v/PY3r3/3D5/95tdvf/+7r371y7cPTzc/+/zsz3/6zZ9+98v/+W//8i+///u5SsFHoBG3w2ExJWj3Qq1UiAajHmfU4/QRKGrQ6MR8BZd5zpWz2FImS0BhpKUC6xQQUGmdQjSi1xB8Kod40pAnaQnkYButjObQSAqJJbBq3V9tBpwebbFOR3OE3ad3hs2wVy02M3i6cZmFqcH4RpfC7FHpbOJYwZWp+M24VI+KDTbJuPDWrHoU9Kr0LqnFr9GREhOlIFNWW8iohHk847SRVk5pR7938y+vcS4LEL7arbnGuS7BJHgCmVKMXh7/cIR3XW/jc1R3jCgzmrF0F7z9Je/hUfbZ4+rpcebBfuzZ/ezeMvVoL7635j/eibfrNsolTqYsqxvp07POwV6qXDAvL3oen1UPj7LVOtZfCS5txDor4Uge1uE8xKdV20QKTGii9UgUTHSC8ZYv2vDY4+ZQGU+1SXfKhAYUJpIfKKLxlsdfJrEIaA1BaocG8BgiSVsmb3dRGo9fmy4RoSykwWbVBEuITF6YeZcLjdlzZltCW1j2JZt2wMXnmu7IiGkNxSPLFhXNR3MGuomDYYXCzol33faUSU+JiazF13Q6yigHmbqjuHxbfIEJjt6RXB2WDcwYJgeFt0ckw3JEMiEbHuLf4uqnFShXBjNVKBPySDnKUZ5q4vzAOx8N/M33r//ltekP+cC01i7w5WF33BDNWxM5iz+ogMDRTEIXDStzBajUsOWq1mhGP7fiXd2JdJZdmSrQWnS2Vlz5BlTr21f344s74UQZCOU0iaIu3zTvPUyXeognJjHaxrT4mDulsoWl6a4jWkf9RSjZcnZ3Uvl5b6CCxjsOumx1Zoz2rJEsAFQNdhRBMKpwV62+Fu4oAuawDE6osbQu1CY8RbPJxUH8wvWHucXjZHaemD+I1VapWB1KNOFsB++s+/rbYV9M7Y9rGj1XqmCpLbhbK7563/Xk0/nGgnP9XmR+zd3q470VR6VnzXctKyfhyhqBRNlYkgdG2Na4wFMxpJYc3roViMjFDrYlZTRGdEDcTFYcUMyMpyxygo/HjL4iXl6KlOZjZNTqTqJIwKR1yPCEVYKJhKgAS2BEmgD9gNausVBAsEBTCafZrrMFrc4oYrZrEMqsRRRsBYPwwSZcMy0YFWrYGqsEIQ3BFOmL22J5TzhNpIsO0qfEKSlMSUTm0VndgBCdUnr51pRBF5BRTYfcKXQVsFw/lmoF/BksX7Nv7CRTOajZ9ezsFyNxALUJrVaBBRTgmMIKSnBEWcr4HKgWMkql3Anm2J1LH7wjYU9JOZNizoRSynQ7zWaTIBJGfT5TKoWVa2Sx4kjnkWbXs7YRvX9cWF30vX7effGks7YU7Peog93U/k7y9KT4+nlnfzd2/yj1+DT3+Cxzb8e3tuR4fJI8O0o+P80/Oyu9fdX55iebX3628fknG7/4+elXXxx+/dX9n3z54M3Lg4cnK3/8/c/+x//yz3/+w6//1z//x3/7D79/fnIQ97pK8fBat+5BwaTP5UYAHwHHKNKLw04YsOpVfMb4OVtMi0RUzpQRCsrNtNhTsPoqmDMDoFGtMwmqcC7iV9M5xJ0AyYgpXiAonz4UMBeLZLVKxWKWaoMiXBIrwXPSKqtD5PTrfEnIhPPlwKzUxACdCjqOxnJkskwVu1FnBDKTCiUm4JsYQpCJhEwcw9Qg79qkbGBUdGNCevs266IQmLo5+9Gl8feY2vG74tvv3vqe0i4LNnwTylGeaUZmYd+Y/BFLelMFTJQazifPOp++6T25nzs7Sn/xuvP8NH+0E3r0IHO4F3v5rPH0cb3ddjhJoZtWBMKG1a3c3nFjbTtbabnaC/7do/LaTiaWsaSK6OpevruWiJbs1eVEvO135R14EpXZ5VgCizZ93gzuSaGOKBDI25INN5WCqBRooaTpjtfsURAJ0JlCbEk4t5yeP2zunC7k6t5iy7953OisxhG3VIPM2AJKq1d8g/F9vn4QokRanCkyDN+e/uGVse/dYP1ITnKRpIluk1STdNcdga4vshACoiaVW8ZH2Cq3jKo5tH4lnDDjGVBOsNUOrhRhCsCpadUQSz82yL06JR/imxjZ+cjSSbu9Wdg6W1h/0OltF+Z28sm60+oRy8EJ1C/X4rNmkueIasqLvuXD7NxmtL5IVebIcttWbttKTazWc2RrULxgDGe0ubo1kFQtbYfW9+OLW8Fqj9g+Tu8cZaJZQyxnLDax7hK1shtZ2PZHStpCF002LdEqQGU0vrze7GYTUTlAC3xVqLTuzyzT6SVvsk/5G3iwbc+sBaILbrIMOUsWS0ylpoRARIGm9UTWRGSBQMvhrxO2lMka0YQatlAJKvfdSwepjdNiazPY242unxazc478Alle8tTXfPO7sc5aoLMWKPec6RqSqCPBgjFUNPW2Q401Ktm0Ntc9xQVboW8LVc32jKKxH44tElhBixa0cE6NFXVAUqaPiOGcXheSSt08lU+qoKTWFEBWCSxtwdIAljKb/XKqjDb38s4UIrdJZLjYU3JN66fEdoncrZR71YaQSUmph9WjHCtf7daYfCa9W2f2GQQAU+eUs/VTcNBkDRhZuskJySDfOCOB2GILSwKxVQhXCXMMdjERNlncEpDgQATLGZDDbqHFI1LZmGJ0RmJjGgNKJGmyxk2zxnFXAXPnUFvIGK85XCHl0kZkcTVSaZDrG+lo2KKWjSlFY/zZASl3zCDjmJUCOXdKJZhh3L3OHLuDm42ssRHu1KhOyuMy7l698O7UyBUEki3OZ/f2mjStT6WthaKtUnX05ui9vexS37u3HT89Kb5+3n31rPP0rP7ktPbZm/5Pv1h9eJQ/upd49bT28ml5a829NI/vbfv2N/1HO6E3TytffzH/2dvu55/Mf/3V2pefr3z11farl8vPni49ut9/8nD1t794+3/893/+f/73//rf/vwf/um3v/6Hb7/56vWzei5phwxewuJCTUEPFvRgXhfsdaFBr5Ny4RgMQID+nNkrxGNqs1doT+idGRMW05BZs5bk2lMmKTojg5kWWumMm7GgNtuhC23a7dW6SHkkbI7FLMkkHAobYklLuojGM9ZM2ZarOvMNtzcK+JIQTml8CZSOo66QJVXx1vqpcNGF+AyeLO5Ko5BfL0N4t1iXbrEuCQHGrHqYpR0d5F6+NfPhIPvCj+98j29iXGNceOfmd25xr8d7kcWH84BXqyckPO1IKAsvbCZPHjVfvp57eVp6e1p8vJ94eVp4dVa8t+XfXKPXVqnenGNpPZDOW+weEeEWO2lFqelpzoVjeVski+Qb7kLL1VuO5Kr2YMJsdQqCGWtlMcLTjeucsmDDB8cRLEOgcdRfJB1RizeDu+KWaIVMNtyRst1ACGJVJ+JXcw0TnjzmytuMXrWv7vHXPFjA6AgB8Yqr2o/Eyg6rRwpTklAWwrwSk43FlF41YLPBjMVGy1Xg5Izs5sXx748qBu5Ibg4r7gzLB78//LV6+BMAACAASURBVO6wakTikOr8+inj9JhqmAXMzJgmP5x4b1Qx4K3YzV45EtQaSDFAyZUYx0IrqTTiTlpL/ej8vfLKcdObQb0Z3BG1uOOwCmYhXkmu6+xtxzxJnTet82UNzTV/tkOkakhl3lXo2jJNJJDVxStgtU9mW2i9T/Y2vOk6WOphtTn7/mnh8ZvO0ePyvZPc9mH6+dt+d5FO5IC5Zf/9x42zF639R6XuhtcTl2vxsVzX5svr6ZwhXIXIpJZIqIMNJLviDTRxe9ZIVWCqithyJrxgji5Rjgqk9UuhpB6MqjVeEZLQk0Wrv+l05K1UGSfzsKeEUUW4sRZsrQcaq77KoifeQHLzztZWKFACiovu+f1EadEdKoPZDtHdCpf77mQDDZXBwqIz3cEqy+5i3xmsmNI9PNHDwADP6Oep3LNgQmGMydVhsYTmiWgumNOhVZPMx1MFxeqQDEjrtQGV1CWyJEy2AqL3yc0hdWkrHl/wGv0SX4OAY4AYF0lsYp1fP6odZ0AsqVelDOgmwBmuXTSgvDugvKuk1HxcqPSoFE650ac10GoxwrWGTVjcEmn7wKCWa5qcUg7IUJaOFCltXINHpHZwLQEF5JXo4SmCEiAuPuwW0lnQnjCqCB6WMOkouTGg9pQJjUuChHU6h1BvF4TLaKaGV9uOzjxdKOLhkEkuujs1fIE7dfPW+XemBy6zhm/yJ+7ePv/+6LWL1z78AXNkgLAYPbg17iMBtWh29Nad6x9O3L2klc9UC95q2YsivHQG7nTpRtPdXwweH5d2t+Obq8GNlcDpSfHty7lHDypHe5kXT1pfvFl8+6L79kX3k5ed0+PM6qJzpe842A29eVw9O0i9fFT++ov5T141zh7knj2pffp24enT1v37teePFz55tfXF68P/9I/f/L//87/+X//9X/70+9/++Z/+8Vc/+8m99cVcPIhbdJBBlk/S+bQ/EXFFw6SDMMMWrcuFud04jJjOOZIGV8YMBeVwWO3KWTwFq6dgxWI60KeEQ1o4oHNnEG8ed6VhMm5xhAzZojMUAqJRqNUNZAtEIGpszwfqPbqzHFs7KC9s5UpzwdZqeu9xf/WwtXLQ7K0VsrUgTpsDOTLV8AeLJEhpFZiQZ5q5zb5yefJDPSnXk3IZwhOYZ8Yltz4c+CuBcVwEzsxqxq6zLn0w/N73B75/k3vTV/M271UKS4lUi46U7dm2q7kYWFoLv35SfXGcWu2gKz3sYJOea1vLBX2njc7NO/9/YHnDWn/MGM/BmFumMU9BNn4si6RL+NxSpNQkU0WMoOW+JFjtRyJlZ6BMllczVMll9puxOOzP26kUXJwPp+ruaMkezCO+DIQH1FQKNJFCC630FjF3EccSAJqwiBGuv+QMFZyxqitRdwXymDNqsEc0rpjekzB4Uya1ZQq082y0nAxpMnVSj3OuTr3/o5F3bnGvvHvrOx+M/OAHg3/zzq3vXWFdntROjCpHpnXjw7I7g8IbI9IBhm4EDulnVIOwT2EixWqMo8Y4eEgXKOKhMmEPG9wJMNX0kjFQCsxoUB4RMupwHuaTueKaQB4ozrsTdazcp7pb4VjV2l71L2xHc20skNUla1C6Aa8dpbob/tayp9knqz1ifT++vh9f2g5tHaZ3jrP1OWd70bO+l5pfC/ZW/PU51/pe6uXni0/edu+dFnYf5g8elxd3IlRCGStZkg001bTFaiiVNfsrMF2CyKwpUMM8ZaujCKI5o7sKk2UIzxqJvBmOa3ReIRBS2nNgsOmAo1pPwRpuOmIdl8UnpbNAYc7V2YzUV/zhsjVQssSbuDOt8+RNxRU6WkdhvzjdthcXPKkWke06Ey1bfSvY2AiUl6lEC8st2Ds7kXADhiMSlWtG7WHL3GwkbxB7OHwXWxOV2eoQVNQNm26x7dPaiMKc0nEJjpAUKCipKarX+GQs65SrgsT6XqmDqaaEBr9GScqYZsaEflwb0CpoFc8h5tpFYo+C5xCPGiaFTqnCo9IHjc4yKUD4QMgowvhijEdVnPH5UHopNq4a/GD4b96/+71J9ZCOFLlzsMbJk2GzRreIiGikxmGe4qbcPIr55FhQ7UpD1qDGEtKZAxq1SxJuU0QacqYttqjRHtVnOq6jJ61Sw15ve0Jhg147xWNeZ09dm7hzfvrOx1O3L3FGb/MnBoevfCRjjvOn747cuHD5g+9pRLMBp1XCGWVP3lIIx3kzN9mMa4zxC2rlmEY96qPVuSxSKtrW1mLb28lnT5pvXvSO9jK7m7HHD+tba9HN1cg3P9l8eFh4elp9dlY73kuu9l2Lc7atNep4P3q6nzzcDJ0epl4/qz9/VH54knl8Vn75vP3ZJ4ufvll5/Xz5y0/3/vDrT//tT7/8H//5j//3//aff/Wznzx7cHKyuxVwE1qZIOYnE0GSsOrcDjAV8+RSfqcdcNhAtxu12QC/33GOTAO+EmpPmaCgkkiYySyIRQ3WoAYKqLVOscA8DVBKC63WOcQqnO9JWukYFIiAsRTaX0kvb+YX1pK795vz66mT5/29J73ds97cTr67lc/PhTwplAgC/rQjUfE5wlbIo9fb5CKANa0cGRUP3OFeY+unppUjcpQvhXl6Uq5A+Rz9pAicmVUP880zI9I7Ekw0Y2TwYcGH4x9Naqda+43iWibZDbrSULrjWTku7Rzn375oP9qP7q96npwkP3leObwXnOug7RayuEL1Fj3pEkhHVdkq5o3pUxVbIA02+oFUxZYoYYkSWmm7C3VHpeetL/gTZSLb9vT3SuXFWK4fi3WDkXYQCZmLC5FMk2qtJnMdKlRAg3mrPaQO5CBPymSPaivL4UTPE+9QthQgI/gmn8oWBc2kAgvofTncETOZnUINypIAYyApgCmxAWVaSSFGSUE7D7QLRPrx967/xbRi8Drj/OXJD0UWNg9kjsmHOWamAOIKIC5I6yC/AY8AeARAgnoqh0SqjtwcHa05Eb/aHjXG6mS84WpupCJluy2oswUNVAq2uBX2sMmfwz1Ji9nBQ2iR0c6c24n7c+Zyn4rX0FARyLVsvY1QrmVL1a35Dh4pmnJtrLlCtZfcqTKQKJqKLXRujd45ydy7n6/POY3wWG2BTJet8ZJl+V6iOu/qb0d3jvNr9+Iru5FsDdo6Sm3sJ3vr/lQVdkUUgYwp23FEKmi6S2bn3NE6num66TLsqcB0hwCjSixjcJYsSErnraGOPICnTUTa/O8JCIvpEj1PvOuG/DIzyYvX0HKfotIGkOK7sobcoiez4ArVkcKyNzXntAYl1VV/vIlH62iyTSS69kgbj7bwSBNDwjKA5jnTOsAvxFMaLK0xh2UCgmGIyBV+sTqoUIVliqBQF5ePAneGDDdn0UmBk8uwTk9DU1AKMIS1Sko8bR4V2Vlav1SAMYCYRkFKODBbRSmFdqHAIRI6xbqomUMIpyCmgJSO6CcmzAyWlcOE2AJcyLZyxrSjaq/KUSLUXiVZImQO0UfjP/hw7PvfuXru4tT7w6KrUEBtDamsIZXBJTQ4+EaCQ/gUwTwSKmJWv1pp4wthpiWkM/pUGrc00vGiEb3JLQVpGeiRUElTpoxjdn4kDsAwVyYZIm0Kv9Mo5QxP3r5w5+MfCKeG1LxpOWt88tbHk3cuj906rxZN4oDYBkpEzIGRW+/Njl/izlzVysd9Lk277p3v+LsdX7dDLy1GHj1q3z+qHO3lHhwV3r6ce/aodW8rubka+eTl0m9/df+zV4tvn/cenZR31sMrC+71Jc+9zeDBTmR/PbS/Hjo7zH7+qv3F297rF41Xz5tvXvVev5j/+svtrz7b+eYnJ3/+48/+yz//3T/+8svf/fzLpVYj6CZdGKIS8YWsKatRiVs0HgJELCqKhCjSShJALuXPpv12HIhEXOewqMFfIaCA2hrUWPwaCTyrdYo1DtGY9JbJozK4FDwTwxowiCH2rGYMCxgBmxRzqxx+AxkydFaT0YIt3/Ft3m+FirZgyRaruf0lOxGzePMEmUTtMavcwhfoWZDHqMblWkIpsnDxqJVv4YgRAeA3ihHBXfFtrUslgNgcw7TIwhKCzAHOlTvca6Oyu2JUyALYcNI2rp26MHNJ6pRRVZcjh1FlItwgq+uxZBWdazvmatD+um9nlcomFbm0amOdPrmfiSVV5QYaTGp8SW2mYSvNexsr4WTdXupStb4v3yYTFcwd1Qaz5kLH1b+X8abMrrgp2XLhEQMSNqQWIoG6B6S12Q5d6lKr+4WF7WSyitNJY75N1pYCuZ67shLYetRs7CTK61F7BlCSAkcWIhKgEJhV4XxXGiZiJsSvhH0KrY2FBRQCw101PBsp4fGqHaUVMuPkOO/KKOcK5FHOyO9yNOMCAwPwaCDaaPEZfSW31qEAPBpHHI7XvUQYsIdNVApCaFW0QoSKmDdtmdvJNtfikbJt+bCcqJJEQAc4xBZS6o4BNr8Wo9WoVxUswvG6DfXLqLQpXsXjNTSQB9ItgkrpvWkdGZYXu45Cx16eI71JlTepWtoKr+xEaz1HY55cvhdbP0yt7icieWMwY2it+BJlKNPA5jbD6Tpa63uSFWu6BNa69mhGv32YXtmKNRc8tR65dpAudch820HF9eEinGrYIxW0uECnem5TUBKecyaXqNx6IDLnpBtoZpn2VmFnHnBmTHBYSZdhLKJOdMhQDfflIbF5hAgq6SyABxWOuDZUxwJVhEjqyKyJLluDdUztYKXmXIEqkp53R1qEOw+E2oSvAhNJHeiXGL08a0iOxNXeKkxVEYl9lmWdYMJTUkpkyYBQHmQRU4qw2JBWKyMSRVDCc3LUYbUmopF4xMa4QeWTMuEpno3JJ2ZnLWNslMHHuDycpw/phU7xqGF8CprRRgwyWslziCctswPq4R9zLvEI0YSZMWmcngGZE8YJBaWAUtCUecocMX449cF3b/7FxZmPfjj01+cn33tv6Ds3OOe9RQwJ6+QISwbNBLJoIItmO7Q/b4N8GpVNZKI1rrzNGjFoXBI8ZlQRPAXKVmMsgX5Ei86SPoUvpO3NBXBMwJm9bNLOGJWM6+e/c/6dczNDH8tYdzWCCZtJwhy+PHHrI5OMAaoYUtaNyYEfaoRD3Mnzs+MfCpiXDaoxJy6IBQ3Vgm1/t/D0Ue/gXvHRw/bLZ/NvXsyf3a++fNp9dL9x/6B8dlL/h189+rc/f/7VJ+uvn/bOjitHu+mDncT+dnR/O3qwE/v0WevFg+rbp+1f/WzrN7+49/kn86+fd776bPmbr3e+/nL3m6/2v/pk78s3h7/75ad/+Lsv3j4+CrtJxKA3ymWoUW8DDTopDzYp6oVYmMYDHiTgQXwuazJM5lK+SMARj7rO2eIAkQCJBOhMW7GoyeCWmSk1mUb9ZdLi04G0FgmZ0LBZTYjFENvsUSkhrg4VgqRSbJrWoDxXHCAiBoFxnG+a4Jsm+MA0SGulGN+RwXRupQITG5waKSQEPAaAMpo9BoVNjsVQpUMuRoV8iMs0MIYlg2zT7Kjs7qh4cFQ8MMi7Pq64O6EcHZYOjanGr/FuclHxj2cuD6vHlZQajFn0PjUSB/Vehbdio7NANmtOhOWLPfvKoqtWBbd3Qo8eVxbX6XqH6G8GnEGxPSxzRjSNtUhtNZxqk4kGkWoR/rwl0cDprClaR91JA5nUe7OgNSAP1GyATwYG1dmVGMs86S6ixQU6VkJqfd+DV3MPXs31d2Jvfra9eZLffFjee9ZafVDMLHj8VcRdgrwVDE+avRW70i7WOsVEAsRjRjJl8ZcxMmFKtUlnTAe6xL4MlKg5Aln03zVfuGAnI4AcZCM+vZ6Qwn4j7DeH677KSg4LWdCg2Rmzppt+bwoL5my+NKy3cQFSFMgjdAbSoCyLWxKvOfQ2LupVeZOQPajHaLXNr0W9Ksglo1NWs1PoShiKC3SwaG2uhh1htSOspjNGT1JHhOTlObK7Hsy3iXDeHMzpiYBwfs1/cFpKFoFkEfj3J5P2ire5QlXmXeES6M8Zc117c83vL5g8aS0RkpJ+CYBOoE5mLGdEnGwtOBJOG0pdR2vJH8oBmFcSzEOJms2TMvrzEJW3QBEFWbZ46wicUANhGRiRA0EpntLRZZguw0RSH24SaFjlLyPhuq25ESPCKjPJMzo4WEjhLVqQiFJlZ1rCcqNPhCW1gSZu8ovtWaPGzUWjKjShReIaMKg0eCU6SmCgRVhSSxZAPG1AkzowqhY72DKXwBwzyNxSOI9AWYsyLBN6OUBej9cRa8HCQKYELgETZ87ADF1Eq4uohQ7OmGGIjTJUPumQ+hYbYfEIAQvlTALTsyibaxewbbwZhDWDcG4ph0aMk1fEN0cNk4PqkSkTQ+CQTAIzAlLMIfgqvwbJY1DKwkM5A+IbY+rB65yL3x/4q5vcC3jMqMA5XMOYhuBjfh3mM3hSqCNhDdcpT85m9mnVTqm7iJsomY4U6Zx8Ky032Dl8/ZAencmW8U6X3tnO+Wi1Wn7XoBrTSkcmh340cv1dg3Rcwryp4g8ZpOMq/tDM3Y+EjCsCxoXxge98+M65qaHvscZ/qBLesGjHlKKbtFN6/6C6vZZq11z72/knZ937R7VHD9tnJ/V7m+nf/OL+b35x/95mtlN3f/Xp1t//3ekXr9c/e7X8xZvVn3y69vnr/ovHjWdntVdPW5+/nPvsWfft0/YXr+a//nzl8zdzr561376c+/LT1bevVj59tfbZq+0XZ+sPDxa2F+vtYsJpteilErVQQIBmSKc0q6S0E3GixmzM264my9lgxGcL03gsYP/3nbOGTSZaE2v5qDzhSMKBigsNmj0ZmyOJKHHRlGJ4VjPOMk5LUP5d8e07ghtjogHEp7dFQWcSQkMGtU0wyL+iwHnxOT8Y1ApgttGnkdqEMptkQjMusPLUDpXJbRQCApVdLccVBq9J69ZrKZ3CqdTTBpVTNaOfGeDdVhIKA6nlGmcVhJRv4TC0k8PSoVkTc0g+wkXF1wQDw7pJXcAwa2HxUI4pbNDRCncZ85XgTMmaywFb29GTB8XD49yj582942y1R+RqcGPJGypaamuhdJeMNu3uPOQqWpJzrlgX91WhxJwj1EQTC2S676ruRJJ9j6cM4WmDqwQHu2Sw4zYGlNGuOz/nWdyJbZ3kP/t259VP1p58Ov/JN1vbD/P3ntTm7sVy805vEQD9Eiyp9ZStgYYdCGiAoN5dxBPzgXDbTZdwXwUL1QhrQElEdPEaWV2KRopErExmWz6zXWIPGue2CkTQrEYFwSKZaAXSczFflfLkHDqn0pOxBUquSMXtSSDeJJyqu2GvHKLEuF+hhhl6nDO/k/3m98/69/KVfrCzkUxVyXTN5Y6YogWbP2XNd3wAKYI80nTL7UoYYjVbuIz4MgDul5udbB3OCJeg+op/6V4i28TnNsO9jdD9p81nn/TnN8OtZTrfsrVXfK0VX6xqpTN6OmegMjpXSpPq2GINxFcA8JDE7hcHk7pUCUrXkGLbmW/a40WrM6QodFx02uxJGKi0CaJEegebiGiovAWJq+GEEkmqDH4BFFFYwnIpOmWmRaEG7q8izpTR4pNCfpkjach03fN72VAJQf1yi0dkj2rpotXkFYmsE848oHCwsJTeU4HtOTOa1JkCUiAos2WMdN0usbElNrY5qNBSIrWbB0U1SMpgiWnghFFK8icMI0qvQkEpkCyCFFBFSM50zkqCYkNWby1BmpgayJlFXqG1YJXSUkVAAaaBaWhqyjJpq+BgGhCSogH1IM8hkNGKEeP4DMKS0crrslvTVtYMwhnSjF4V3WRjwlmYN2qY5hEitl04aWVOWpnOptuaR/ESIffIRtR3+Qh7VHXnBvdjmY2nd0nlGFdsnTGQUrNHpcFEzgTiTuPWgNFbcAQblCVogAJai1+FBLVkwoT4ZHJwXGoetXnFrR7V6Xg6HU8iagjRar9HEaJUHkIccModEMekGA445QbJoIx1hTv+IWv0B3LueVB92yi/bpRftwFjEa+knoNjAdVck+x3vLvryZP9Ur1k39vKff5m4+lp92S/sr+df/lk4eFR/d5mLp+CFzr+o3ulF2dzr57MvXm28OpJ9/SouLcV292IHO4mDzbjj49Lpwf5o+3E4wflV09bj+9XjvezT04bzx/NHe6WNpez64vZbMxOgEoSNhCACVKrVTwerNNY9SqdVIBbdBioTkc8zVIiSKE+l7WQoHIxd9xvI1HdOTgC4AnIkyM0dqnIwsYiIBIwqTCREhdJrFyQ1olg7m3etffuvntp5jwHnEWiYKhGxXtBd4HQeWRgUIslADhmgiIGOGGGYma2lcWHeTyULyLEGq8ejeOekheJoEbazDZzFQ61gTarXTpTwGyJQBJMMiofZRtZCptcbBHIYLHRq5PhYhEimDUwhuUjswBb5zPyMJGQkCopNZbHVLRS5hIxgAm9T05mQV/KlMhZljYiW4fZpY1IqUXQCU20ABB+abyO+YuQOwskeq5U35dZCdtzIF2zUiWTPa0mi4ZQG6/vx9efNw6/WkotewNtW7jrTK/6owtuJGVILPmQuKa27Pv57+9/8s3Gg5et1f3E17/eb694gzm9P6P1JFWFBTLRwmxxjTsPaEmup4QgcTOWhMiCLbEQLK4nPSXM4lfhcb0tpg/ViETT7csidAb1pVE6hSWqVLzm9qaRXC+Mhc3urI1IIYE6TaRxOAppXKpQjfKXXf6Ss9SPBwtEsIBjfpXFIzLY2HqcdfJq6d/+z7//5X98s3ZcDRVQd9xExYB4yR5Iw/6U1Z+y+tJwMIf5stZ8jw7kkWABDRZhV0xf6HmcEU2oaHFElK31UHvVn66ji/8fU+/V47iCJgvW9Ph7b09P9/S0ObePqzrlK71RplLeUvSkaCSSomglSqK89+m997Yys/yp402b6dm7izXAPi32af/PPhxgsUC8fH8gEBHAF3Gc+9//77df/WV3ZT+9f1U9edHKNYmlvVR1kc/2qLXzwvJpLj/HyjVIb2FCMZBok3TSqRRBOeuPZ/y5LlOa45I1DIyOQvy4UkLieTDdYZQKCknTuO6ImEFUcwTilqBioQt+phhAk85oCVQaRDjlIQ03mw3IVRwUp40Oq9SIXJ9XK7hSQo0mrZQxQneJFVRpU2HTr3RoLOVJzEaxlCek2oKyVW5TqOEGFDsgu/FUiMoiPnHGQgy6uAnE8PO1MJoKRCthh2BFMzCex+kyO83OEKUw02FnNOuUbAmVgIDpH+fGPIYbKoLBTNDCW+yyne/zZIVwKU68hBFVAsiAnwUfOBW3Lxn4LPjwGTYEZKD7wKMxZmoAH7VEZu4HHo+Gpx4En01zzgfAwBNs+BE2DObxoIlEOwLdiKB5/Ndj//a7id94Yg4qixBp0CfYXPQkJDnDRijAOYUCm5s10j2dz1OxIuOL2MZDTyzw0yA/xST9yXpYNAFGsSlmMF/H5xaE2V6k26brZbReRnXZpgjWGDuWVhw08hjxf2pqLokZ4/ABnhhEfZ+w6P0489RUp4z45NosuzHPn+9nLw7yB1up24vmUj/eKJHlHH572fvh673//NPZF29W//Tdwf/y18s3twvX591Knsyl4EaZuThsXB41zvarexuZjSV1Y0neXU8cbqd3VxLne4Xz/dz5fu71TevVdfNkL7u3kTzayb5/vfT2xdLBVnl9MdcqS3EmiHinGSgIuRz20WH/zHTAPuW1TRKgBwk4DJlVeIKAnHo8XDD4fJJrF3WJAe/w5SiTJ23haSdj4/OMFZ2AYl7GQH0Ru4uaDsTc96wfeXgHX42EszhfjcA6AMg+uSWI9ajekyo7BWNBEeqMJ2YL6l4yj4eMEJiEptmZSco6gowDMgRpGKjArqjXGrZbGaeVcVrCNlfUC+sYIAHDwPAMYXVQdidpsyIWwkC9nOMP4x+MgsOOiN3OOYIa4JV8gB4icjhbYazsVCjpn2LGCTOUWYizCb+YCnZW9NqinKoSiQpu1EghHSBkm5ANRcwglvQyBURsRqSeoM/G0rNR1nRrTTTRJZq7ic5RZvNl88V/7i1eVbvHufmLcn0/FWtgWMqDGu78knj6tje/ox29qO9eFXNNtNKntKK/0CWyLay/rTbW4vk5NsCPZxeEgDAZku1yS2ALZKQYbh2UEz2RzSNGV1DqjN6ImP24mCPiebK5lmuuZLVStDJv8BlUq0erqyamBqkMJjZ4IoMjaZSr82gGE6qReI1DlQAYc6u1CKl69Uo41xUay7pRow9fzP2f/8+Pognhoh0THMkKk6lFmosJo0wnimFW8XHJkF6i6svJyoLG6AE05gDYySA7lqgRYdleXYjXl+O9rUR5PtrdVL/4697Jy/b2eWX7vFKZ5bpr6txWsr+dNNtUtss0VuXCPMeaXrWFC+WQWIW0NqZ3SD87pFaRYHTs7vi/hHVnfjGmNoiw4ebyAKLa2GyAzQbYQgjWHXjKE28QeMbjiY3HGpjcCWOGC9bt6dkopjv8/EQoPg0IFihu1RphpUbwJpBqMe3NdH83V5yXfJEJKh2QGlRuWUENL5ULRasYkQ1SBVBshOU2E1IdpBmcRAeFMpPoy87I1CjybAx96onZ/JLTIzk+sX/kijkgA6RLTLQqWMJWIAFaeAuQC06JFlfCSTYIsBCyKTNwCQrlQVfCDZcQaVkGszBeJrmugBbxkAn50wBZpZACFjKhMWZigrFMMJbR8GQojYzik3Q5+jQ09LH93gA0NoCOTcYcVtULlcLhFk81uXCNCRqhX4/9+h/u/Z2NnfLFnH7R9dR7D5BcVAoM8k4v6xBKvFjkMRWcwcYJHYQlX6LJY5ILjzvMFqsVYF73VDrs4XltbTuxOM9vrklb6/LSbKRVRSp5fynrL2TcCdlSyfsbxaAUHdKFMTkylIiNa/ywERs25fF2wbuzEP3jl3Mvz4uvLqtne+bmorS1JLcqZM4AenXuYDN/dli7PGm+uV18c7t4fd69Pu9+8Xrj63fbX7zeQY8RiwAAIABJREFU+PrzzeOd8tF28fygdrxbON0vXB6XjnYyx7vm0WZme0k73k5/ftv99t3Cq8v6xUHu6qh4vle4vWh/8Wrl7c3iH786vjyca5YkgQpyWCiKgiOP7tnHh2CvI0JAWoxmw6DIYQINRcNBlcfVKMLhvrSIN0zxDqgAITloQcensIkg77FAo156Bon7YckPil5ICUwR4yE1QOaJoBbAs9gD7/1ngcf2yPQkMeqLu6gimVxSlVnRr7qRTIitMUSBwHMkauJIhnCJvqAK+8UQngpjBumOBUZRy4fTd3858BsH656hHK6I66n7yTPPUxs2jSkwncIROQDEvaOhAQ/viBSpkOKHE6FomYETIRdv88QcgOpBUwCZBbkKES0iao3RquHivGQ0WTELaxVcLWPRlJ83AUJxQLI9ViVyqzpXpYRWJL0o11aVq68Xl0+yjXWpv5eKV6DN20ZjS5s/KWy/6rb30uU1BVZm5Dqe6ND9w8zCYbrQp9bOzP6OIuc8qRpYW2CjCWtrRWitiUoRUEoQnw129zNCAVIalNYW2UIYVP14EoxVaSaHxis0rvtCgk2rR+N50uzIZkfubJbkIpuoCXIlklvQlBqHJUJUjhDbsYAGRFsxJEfgOVKdVeS2CMo+LkcaXZHP4d3tXL4XayzruQ6f6/D5ruBCB0LsZEQPyjk8WaKqs0p1VmktJZUsVurLMRNrrKQrCwm9QkPczMPJ31oC9zNtNiw7sm22t2nM7aZSDUIuBHtb2upJrjTHFfqReC4oZHzJGlZeENQyzJm+sG5nMh6tTfAlIFoIpOdYuY0W16VYGRYrCKY7/Pw4kw+qHSrewKMlEDGcaMrF1xA46fCJFndsgi6GsmsylLCHtBmmCNgjQ4G4BU+5o3kgmgdGgbuAOMXlQtEsIFdxNz3Mm4BcwrVqWG8yYpFAVCdlgnwZizcZ0gwyRRRKukHdAyfcpBlCkh5E9wbjdjwJmguJ8no2Oat4ePs0NTYVHg0q7mFk0Ba1Iml4GBlBUjhuhpkSzzfjwXQo3CTpNjUjW70pj8dwj7DDVmk6lAcHwoNoBePnhJAJoUXcLjmZZgSrkEETjLQ5fTUp9MVBfOgh8NjK2wagIdCAH/ieDEAjFnrGGfOGkhhg4FbRYxGdw+yUJwWiZQrOEzOC/WHg4TAyNM1Y3IIdTYacrAWQXIji9QtOTEdBCZJqcSwBg6KXNmA2DZcXteZqMlEhKMnG667OvHh4Xju7qF1cVE8OMwfb2vZafG0pMt8jZjvI2hJztKd0GqH5HjrbhEzdUkrb5lvwYgfNJ6e7Jd9iE9pbjp5uSW+uSud7xuVh9tt3c3/6em1/PbE6Lx1um7vr6f2N3Oub+W+/2Hr7Yun2sv/8rHNz0Xv1fPHzl2tfvN5492L1+Un7eKd8e969vWif7pdO9vIHW6m9jeT+mrG3mjzeTj8/Lt2eVW5Oyy/Oq2+vW6+vmhf7xdeX3S9fr/7pm6PXV6sXh3P7G+120Sjo8ZFHn378u18NPvzUbZsEfDOAbwaH3TwLc+FQBPdHUJ9ABlIxIskjd2ANBBUgEPMCcT8o+gHBC8W8uAKIJdYfdVjQ0UDcAyWCSBoKGQBiwmP4qE/2winwceDhM/DRPffHI9gAYoJkEQsZgYDuDyYCrrgLzsBUicGy4XA+gqbDbFkI5yOwQcAG4ZOCDs5tIaZsjB1NoG7W5SBmfIxLyDGF+TQU9wU4B6oEUB1gsjiZgpksDioeJ2sJyU6uhHMl3CdYg/EZNg+JNTK3oIhlMtMT6xtGayOVbkelApyokYVZId1m+TyotZhEj4s3meKGsf1q9varlYOLyvXb2Y3jnNkgY5lgY1npbCYLs0KiRiYapFbDoxl/JO0Tc8H6ilRciLa35Y3LAi5P6FVAzLmx+Gh/RynPs6kGBvPjyTqeaTPFeTGSCubmZK0tkimEyqDRLCGWGKUeMboiqvq4PK41OTjujaRxscBkujpj4EpFSDRjeosPpxFYD8ZaAltjoRwu9GWkQBIVRplTuHo0KHm0tpjsxGIF0mhGhQxMa365QCSqTKbFm22huqjnO5KSD8s5MpoAC11ZzpGxNFpfNOQ8bXbkUc9DKzgQisxMA4+FDBwzITbpjedBOQ9pZbg8z+sVBI2Na2XQ7NDJOikVIDblrSxLpUUxmvELRVCqwohmFasQXwKSs4zaIZGELb0QpQtB1HBjKQ+kO5gSyJRAoYFHq0i0iiApN1UAwJTLr81YmAGnOEGVQdhwYRkvnvZ6hImfrNw0+TQoTSOqMyBMRXIgYwKwZCd0DyBMR8xQJAMxGTCaw6JFjCuR6UVZafP+uA1UvS7O4hcdkOqGNR+RCsKyB9cDnd1KZTVbXErjSXACHR6FBvyS2xNzjGIjtugMksG8st8vA2ACE1tapCZgBSLajbp190x8xqk6Z+Iz0zHLY+ThTHx6PDJq4S1wAfYbwcno9FN0cIq3DtNjHsMrzovp7bQ0L4/R48PYMJyBHbzzQ+tHQ9DoxzN3x7Ap3KS9cgjNMVbRMx1zP4SGfjvzMZBBiAoziI1O0pPqrDKGj1rpSbdgB2SvL+ZEtOAMOUkaBG6Q5nwmXhPUumD21dKCmqhSvbWkmgU52bm8abx8Nf/67fzhXu5wN3O0rZ3sageb0vZKdGdDOD3ULk+NsyP98tRYXSLn2tBSH+tU/P06sN4ndpfYlT6xvy4cbco7y/z5nnF7mt9bU65PCreXtfVFaWcteXVSPdjO7W2aL5/3vnq3+sPXu5+/Wv7izdrXn2++f7X+7fvdP317/M3nO1++Xrs+7Xz/xfZfvt9/9bx3dVK9PC6dHxYujso3540X57XLw8LJVupkK3Wxn7k6yF/u53ZXtcuD0uvL7pvrhTfXS999cfDd+5PN+VqvknFZBj/67S8+/t2/3vv4Nx//91+NDT+0jD9FQg4a9bGYTyABjUNNiVKo0B0yjXs4F6QAiAYiMgDFAwDnAjgXoYNj4OBHE7/3S24rO2VhJqd5q020+1SfJ+7yK95n4KNwEdMXZK/iQrNQpE67JYcjZieLhE/1hYwQnEbhNDpJTkNJHDdp2CCwDEXmWDRNuGO+oAwE48GA4A9yPiqBYzIkF6LZrho1cSoFpnpxqRwmNF8kA0UykJeZ9Ecno1kw2WbYTIDLhcJJD58HhQIUrxLhTMjocYVFub9rpluMUoATFZwzfFoJFXMhvU6ke9GFs/LcSXnnprNxkDt/3vzy+818nYwoztlNg1WdehmP5yGjQS0dl8QCKBZAtYpVl8TZ/XT/MDV3mt55XZ89SKxd5rM9orkuzu8leltaa00x6jhn+IwGJeXRRJUS81hl1YwVmXiZTXVlUg+FkxAQc4wBj4GYI9WVY3naz9qFHKNWY7F8NGKGxRIjVRk8CUptAUnDoTQUTMNkPcL1JbLKhit0uEAiRkiqc1KViWQQvcZUFjStTBX6UnlerS0lyvNqZSGRbYl+chKO2gnRA0VsUMRWnk3M79byfS2aQj8d+c2w674LHXeiI4kqk6gyYHSKSXiSVUI0AbNNze4Y6SbOJl1aDYek6XQ/YnSZ4nI8PRtV6jibDQDxCTxpjxYCtOlJ9OlIMUikXXwNwTJeuhiKVhEnPxYuhaC0G836PPJUMGH3KtNEIQimXD5tZoR49Aj4+Cl0l60hSMqNp71ULvj/ERaiu9k8xGZDYgX/Ke+DJbtSpY2uQCYBoUIhut9OT2AGkOjH+QrFFnC5xUnNKCC5YNnji1pLS0kqGaqtZRcPW2ef7+y/WufzFCj7nvkfDgFPJonRKdry2/Hf2DhHQAP8MjhNO5BU2KeALtkzI9o/8d6d5CYD6cCUMAXlQzPx6XvBT6kG6VAc3oR/jJm8Dzzy6H5fMvgIffwIfTwRnQjXw9K87IjZx/BRMk/QJWYIHvYIXkvYOkXZAwpEFzk4TY5SM1bRM8Hafjn2OzhPhCsskQ9TJWYyPPEUeGKPTHtijpDiA1U/EPcgiZDW0YSKQGUIvSkmW6JWYZuryXyXq/T41d3M1W3vm2+3r6/bZ8flq7PazXntaFPfXuL2VmNXx8bVsbG3FdvZ4E8O5cuzxNpyeLYF7G8K28vs5iLTKwcaWdfaLP38KP3qonRzkntzVbk5La7NcVur0uFO6vlp5Wgns76s7m2aJ/ul28vOH7/d/Y8fj3/4evfHb/b/+O3B91/u/+nb47/+eP6XH46/erP+6mr2P74/+j/+5+c/fLXx9rb75qbz5Zv5F5et19fdN89bN6fli73s2W7qdMc42U7urcrbi9Lprnl9XL04rF8cNt7ernz7/vBkuz/XzAkMCAZm3PbRxw8+/Ke/v/PBB/869Oze9OSA2z5OQm6OAHgiqLOoxkB3UAN54Lo/4H/6yHl/yPvoiePeiPexJTQ0Fnzq4x2D/keIEfLJHkdsxq270RI6HZkKJYKYibhEG5FHjGXFI9lCSS+eA23c5EzUQuQwn+wF9GAoAfzUz4umCUvYaglboSSKZUgyRwdV0MU50QQslKOZfkKvx/E4kKyKyXpMLIblCpXqCFIRIxRXWPMAkXFcsmFxK6271CKSqOALe9nKvKiVUEK2gZIV051KjQjxE/FcUCuAxQ5llKFsFa106IXtxMJ2YvO0dPy6N7ubWjrM7pwUXryZO75sLGwkCp1IdUFKNelsT5CrpN6kYkWYMrys6c/O8/lFPtmjuifppevS4kV+5Xlp/22nt6cdvm4fvGodvmwdveouHxaaK1q+K+R78e5mNt2Kze/XS4vpZDOeastykYkVKEj0eBkroQGo7AcENxQPZGfTyZZmtJO0QZIJENP8WCIUUnxoBpkR7EyTp+pRc6fINPmgEQKTobCJkik40Rays0osi6eaQnFO62zmu1uFfF9J1jmjEcu2ZSGNA4yN0cAAZaUUwIVO6GVOr/KW4MAT6yefjf/+8fRHsODUK3S2E6M1L5cOyEU41aQK/UjM9IciIxHDTSScmO6srGtynUj1o2qH1tuUWMcixRCs26fJR67oUKwGw/pM2PRIbTJSgdkqxlYx0PAwFRTPAYjp9SrTiOmd4UZ8qhXOeKINDEq7rdzIBP0MNDzOmIUtI1QBDOdDZA6AdBdTQOzsOKx56CwkVEijKxAJv1Rl4hWaTALhNKI0BSqLIQmAzuFcmZaavNqK8SUaVQIuasrsq9vPF7au5vdvljurhd56ae2kd/b5DqGHnnkffDj5uwHg8U+t6o+DT6EUMgiOWcK2MWx6JupGcoQlOjUZsczEbF7dM0wOWQWLPW791P9xtMuG62Gn4h4kRiyc1W+AHt3/CH38GXjvE98nY/SoT/VOhscHwGdB2cdVorG6ACrgKDxmDdtdUS+SIPwyyNREdcmMtuJOyY/mqSnGRpdZ0IA/tn1k52w2ZtrF2d2CHTFCU8QYX2ERHaJMEkvASo0Xi2FCcpdmY71V/fJF79W7hevr9sVp9fl5/Wgn+/K8+f6me3NSuD7OXh9nzw+Se+vi+gK9tcYd7yuHu9LuprAyRxxuxU+21aO1eL8ItvNBU7X2qvD2cvz9i/Zfv9+4Pintr+tnh7njXfPldev0MH+0Z759OXt92dzfMW+fd794s/rN+80v3qx+/mr5q3cbX3+++c37rT9+e3B73rs56/zw5c7/+PPJn7/b+fLN/Nvb7p++3fzjN1tfvV16e91+cV69Piqe7hhHa+rBSvxkQz3c0E520q8uG9dnzf2N3OlB7cdvT757f7q72m5VEo2KkTMlCHL+y7/83d/9w53h4UdDQ/fHhh4EXZN40IF4pyOgO4YF7mAp9Kn/yTRhmUTH3bR1NPB0GhpxEhYXNZWaVWeoyRnG4o7b3arLrbuZFvPAfx80AhPhEZdoI/KQT3EMQA/pMuaRbDZu0s5PeySHLWoF9CBmoqEEgKYJB+f+zejvP7Hd84h+MIGE8wxbjESLbDiNSxU+N2soRS6SxJsrhXxX1WuMmEeiaYDW3bhkUwowpTgoyUrLM1zCUZ8T1g7NrZOSWcdiSQ+l2qiUKxAb47N+Sp/JNol8C1/fSx6dF8+va2fPq59/vbS5Z+ye5BY2lPp8pLXEL28n1/czq/tZo0bqVUIpY8l2RGpQiR7X2M+Spp/I+LC0W+szpS2FLQXjHTSzHOWqQLQcqG5KsVIQio3lemy6FU5U8Gw7snne3Dxrrxw2upt5KUel6qJSiqTqolRgaB2EBTepBF1hC5WE6CRCJhDKwEJCQCjxpdUylQ6PB59SyVDExKMlCk8jdsHuVvxIgWRbAtvgmSoTawlGX4mYeKYnNVYzejXCZ9DGaqY4p6VbMblIZbtKZTGll6O1xbRaZKGo0waOAIz97vBvM03JhU3dH/9wwH5vMvDMT1sLs3pvq5CssUIG5NOhVJPO9aJaGU5UUaOOMwl3NB8KxKfSC0KkCPpik25uLFoCyYw3VkPTC7zaIT38iFcYxQwHWwjInXC8HQ4l3aGkW+wwZAFEMn4o7cZyfq6J+1SrU5xwihNcE9cWuGgDCxnOUNJt5yfGsMef2H4zBN3/aTYR0j2g5maLKJ2FwplQgLc5qYmwEUrNyYgW9PB2Jk+Aqt8angjE3UyeiDe4SJ4EZZ+bng5yjtZ6fvW4c/hitdBVjRK3tFNf2msu7jfd1BQU99rCkz/tkw/Bg0PIiF8NDsMTn7keWxnXNO0IJSGfHhhnJvzJgE2cccoOmzg9E5saIJ76U16P7psWZkaocV8yhOSpYBr+JPDpM/LpA/DBPf/dz7z3ngKPR6BBv+jmShEyjdtp+zg87op4BoMjvx/98JH7mTafbpzOyn3dIwVQk3QInmfg4Dg5GVD9PtkLKH5HZMYemXZyM37RBap+b8yFGpDWjkezBKH5CMm5sJN5//3W2pZxeFy8PKvdXrVenjf3lhO3x7Xbw9L5VvrlSfFqL7O5wB1sKu9f1r981748Te1vx8+OEgeb0t66eLiqHKzI+4vy9X7+fNc83U7vrqrXJ6W31+3T3czNee2L13OXp+WjPXN7Xd/fTl2cVi9OqyeHxfOTyvV56+2LxVfXc7eXvXcvl9+9XP781cqP3+zfnndfXva/+2Ljz9/t/Pm7rW/fL79/3f/z95v/63+e/PDV2pvnzefHxbPd1MG6vLsobM9zR2vyxX7qdMe4PMwf7WT3Ns2T/cr3Xx/8jz+9fPV8e3ujtThfLhRVIhz41a//+c7P7nz40W/uP/hoeOCzgGeaQQJRLCCFIQH13xFqvJt32SjrUHBgNPB0HBgg1FC6oyyf95avZgNx5xQzPh4eGWfGnKodr6BexcU1GDs/jWSCSCb40P/pp87fh4uQnbf4FAecBoK6F9ADkBHCTDSoBdA0MYKMP/Y/c3BuMh+mijSShEMqACoAqkN6U9TrsXieZnVYzbPJKl+clRM1Ui4ifCYQz4Zq80JllksUQ6kKXOqGl7YStR7dXhCi8lQ86UqWwFyfhmJjQtbdWo+tHhjLW/LxmfnlV3NfvO98+UX39qa0tiHs7ulrm/Gl1VitG17aT0ZSzu5OUq5hXAEUalg4H3JJM3gB8uh2izCCV0F5mbPGx0Yjjz9w/KsjPjqM3ZtmnpgrQu8kq7UJKuWyhD6lNKdSQme3s1oxnKxElDy9f720d7XEJzFSCkompRYjWMzro6alAk0qQbkc5UwSFP1qXQwIflTDuLyAakiyJSZqUTaN+nhHUPJOhiemojZbzGWLuSJNIb2Syq1mKqum2VeTdS5Z58yOnOpIra1idlaLmrha47JddfGwle/repU3O4qYoygN5DMEwvt85MwMOGYJDHEpsrmWb63na8uZykKi0JfUEpGoUukWo1UwpQSpZVjKA0IOkJokV8GUDktkAnDCaWeHsZRHblNSk+ArsNohlTYhN1C1hYfTLr4CCzUMTfuwjD9SQaGk28lPuGMWKOl28mO46aOLoTHsoZMfizWJeDvsVaaxbBBIeCz0yCD8aCI8ZOctY+iAk5uWmtH0gkqkwXgjkuhKM+REek6D1YDeiRtzqliPYmkITYEB2fPU9wDSAlQGheLeCeAZqQT5FFZfTBe6qlmLJfORYlNZ3W+1V/Ko6B103x8DByaJ0U9nPrrr/HQEG3PG3KP41BNg2Bbx2CJul+hBs+goMeJVPNORSbfkmOImnsAPZ2JT9rh1jB63ifZH0NOJiFVdShcOqkP08EPkwcfejwfxgUFkYAwdsuBjsBqkMkRQ9NnDNjJNkSl6wDf82czD349+aI96uIbk5H3D8ARVYLEM+RR45lcCDt45GbZwFRY1oIDktVIWrso4olapFbMx04gWrG9md2/7u8/b+5fNw/Pa1XXrzZvZi5PS7npiuc2vtvk3Z823p833F63Lnez+knqwpl8eZp+fZA939I0VbmOFO9pNnO9nNhdj+0vq6Ubqerd4vpU93kxdHhauT8qvr5oHW5n9TWN/M72/aawtSZur6tVF9fXL7ulx4egge35euTitXp02Xlx1X13Pvb6Zf/ti8f3rle++3PnLD8ffvNt4/3L5x6+3f/x68+t3i1+9Xfj8Ve/96/5P3vD2rHKykz7c0I63tNNN7WgtvrMQPd8zTneMoy1jdV7c386cH1XfvFj68/eX335xenwwu7RYMrNxALT/4pf/cOdnd/72H+78+t9/fv/uf3dYRxgkoEbxdIxWaOQOU6BJE4MTkId3zJCTXs6h1Pj+QWPv3UayJ89Q4y7Rds/zyYfOP3iTXqoWDmgee8TiFe1YOjSODQ4A9138VFBx/gRQ99jYSSc3baXHfXFXUPHSeXIUHnHzLkAJhtRAtMzQeZItUpRJRkt0vMZhKpBqy3o9hsS8cpEx6ky+z2XbrFIE8206WQLzdXxxU23NR1d3k/NrkjP4kVEI4ZERs47NbemVZSFW9mvVUGuFb83RO/v6zraytSacHRmvbsqdNtLu4EbOk8i6zSqYaSDJJhZOuzyREQ8/luhHuBoOpbywGYzN8d6UK1jwTWuTroz9M/zju+iHD4mPnxKfDBCfDhN3nyEfxbooWwE+nvqXB7Z/x1SHUsb0Ch0zETBqo9WQVomW5pMbF3PNlVwsQ5otmTMwiHdxaVwqMJgcTDREUgOFAgsIXh/vRlQ4mqWYBCQXmVxPNdrxCXj4iffBDD1F5gm2yORWM8lZFVYDmBLI97VMWyzMqoVZtbKYVMtMbTlVmFWXj5tSnqwtGfXl1Nppu9BX1BIdzxFSnqwtpBIVLp6l3ITF7CjJulCY1RcPakIGLc7KlQWt0BcLfVEqwFoFr68o2W5UyIYg1UkVQLYIh1QHnHCDmj1WJ415XmqFyYwPT7mlJsEXwZ8eX2JlJCDN0AUk1qAd0Uk0FXBEJ4GEBzUDDmHSp1qpMgimXGQRYKpwuBRCTK9LnJqkhkHD95MkfwY+egY+8sQcXJUR6hFQD8RbfNhEXdGZ1LxGZpDqdgFLQ6SJ6bOyJ+awR6Yt5JjUFpKzCmaA6Z4S4BzprozFPRDvUossp0G91fzexXy2JTVXsv6IbRx4NgYOjMGD/rgn1hIGoSEsQ1oZ+wRhtUddI+joBDkOJIFn0NMZzjpKjAziAwPYMyAdtEQnLdEpfyJ4P/D4QfAJkELJKjtKj4+xY6PUmF2wjeEjdmbaxc5gctDPOj2UTa3G4TgEx6FYQfBx/gHvYEAKCo24JWyFDYytRO46702GJ+ycbQIbDSpezAAhzReS3WgiwOYxOzkCxByI5DK7/Pu/Hh+/mj2+aZ/fdPaPi9fXze+/Xb85r71/0dtbTgjYkEJPnKynDxbVzX5ssx/bXpS2l8SVfmR9Ibq3qexvyCv9yOGmvr+qLXeitVRwd0F9fdr47u3i5WHhaMO4PilvLcmXh4WVXmyuSS90o/ubxpfvFr5+v7S9rrfr5Naa9vq2c3lcuTyuvb7uv3sx/+p57/2rxT9/e/DXH47/8s3uFy8Wfni/9tXbpduz6ovLxu1Z5XAndbidvr2ov75qnuyk91blo031YF1em6X318SjTfV0N3VzWt5Ykg+2MmeHldvL3n/8cPHjNxeHe73NjWavX8RJ/6/+7b/+03/92Z2/vfOP//Sz//bf/u7eJ7+3Tw5iAbvMIjIL3WHKtIO3CU0+qHhBPeCLu5r7ldS8lpxVfDGnJ+b41PbhU+CxU3RMUONiW3BGbUI1YqOnBgKPfLwD0YKw7LHAT2HZRSYDg4HP7PSIjRnxxqZIM+gRprFkcAIeAmUfEPc4I1av4MBTEGaAFmKcqzJsKYymQDgRYgphQPHDmk/MQwH6WVS3qzlfY5Zd3lLPnldfvutf3NQX1uVql3KCd5UcQKm2aMpXWhTbh+neaSbTIxb39NVtpV4DN1diy11qbzVeNH2JpFMynGLeH8kF5TYVb4fZMqj2aBs9cH/m36UaWV7TtU6ELSPhMuxNuSbjY8Pi0BPu0b3wx3fDf3jEfjIk3PsU/vW/u/7LMH/fZYzDJfcQfm+GHQRVm1CASNUbTYOk7g+JTrHGZBZUtRUTS8zyeX/xuNPbraWacV/YNhUcxuMAk4BJBXBTU4QWEIqkUmcA3h7LknKRNTtKrqclaoLRkppr+dycnqgJ+flEfcUkFT+bBKVCWDCxaBpMNyNmJ5LrcakmnW1HNs/rehlXi2g06asuSBvHlVyTLfW43noiVSX668bWZTdZY7kUWOhLMRPxEWO8Aabr0VJfzjQ4uUDETAQSbAHW4ibGUdnt5S0ewYKlg2KTQVMBJz/h4qcCsgNLB4OywydYuRJeWNJiBZxJhZQqrbZ5v+gKxN2IESKzMGqCeB6JNMLBlM+t2cINhO0QdAsDsh6yDk0Lo9PRUcBwB5OeCXoYMUHEhC3MZLhAumJOtsJABoiZaKTKukWXOqtkVtPqrMLVo0gadfB2QA8CepAp02AyBCYBocnF2lHQCIgdLlohyCzMlcO45K0sJHJdqb6cmtstLx7WST0oFsPpvkRl0MJa5on3/ig8NM0SxEynAAAgAElEQVRMPfQ9sFCTT/1P3LxrABy0RWesUWtADzwGn86IDjiPeXS/V/P7dGCStU5SU4PwsEv0BNOgLxkcoyZGsRFYB/g8w6VIDz4d0dBSzwjRzmn/iGRGYmnGDlsGnA8j+TBpYlyFxVLwNDUxADxGjGBAdoGaG0t6hRKaaNGE4iAVh17Gu2t6qgiXGuTzV73zm9bN6+7pefnVq97nb+d+0lbnh4W9NX1vNbnWE03Z3chBy01mrc9vLcQ35vn1OW53RdpdkVb6kfU5bm9VPtzQ9lbl/VVte1HaW1G/etn/4nl7b0Xd6PGrPW6tz+8syas9vlvGNuZiWwvx3WVlf1V7cVp9flj8/LpzfVS6Pam8OWv+X//bix8/XzvZNF+ft75/u/L+uv/t66U/vl//5vX8j1+ufvtm4fVV85vX89++W7w8KF0c5C8PC5eH+ePt5M6quL8hnx+kzg9St2elm4vy8V7m4qh4c964PK69vVl4c730wxfHz08WF7rZetlAQO/A4ONf//pXf//3f3vnb+78zZ07//wPdx7e/93UxGdoaDKt4nfoCuWI2UexYQs1wVZov+KNVuhohR7HhqepCXtkegwdsrFTbtE5gY+Ec5gramOyRIBzPrbfReL+cAKcgQanQ8+CkamQYHsw/Xsr/szPW1zM8BTxBNZc3ojFF7Uq9QiZBICYIyA6InkyWqKoLObkZqbC43AKhAwwZIQAPRgpEkh8Wsz6Ggt8dZaZW42f3dRKdfTksnxwms9WoFQRJGIWMDIeiIwqZUxpkJ2jbHM3UVsV10/MxTVJki2GOrM2H9lZV+b6kc4s31lV2jtppcNSFcyl2K3cSEi3jaMPLcjDaBbMzomRHBiQZvy6w6FaJ+XxMXVsWBp8Gnv0iL/3iL/7IfJvHyK//AP8qwf0R9bUWKjqAfIeqgqSuQBu+AjdI+QxMGaXamR9L0dkgNp2jsniZAI0OvLCUXt2p9HZqLAJjIgDbsKCS342CaZanFqnxBISK6LpVqw0n8y0Ja0UKfb1/maptZJJViJmjY+beLISUYokn0Z4E64sJuvLSbPFdjeSySpRW5QkM1DuR6O6UzIDehHqrCr7l/XZdX15L7Wyn841iZWD7PJhsbVmmG0u1xXmdnL1JU1MQbKJRvSQWqD0EoPHPbQaCjAzTAIKJ6GQ7PTHbTP0KFclEcPvFWdA3eMVZ7B0CE4GtG5MaXGxUljIE2qZYVJIaTkj1XlQ9o8jw2yRQjMwYoJoAaHrJJD1BU0vVgOBrMdtzDhUy7Q4Cma9WB6wchN4AQKSfqHNexUvVaaQDAalEHfcS5Wp1GrKKTpDRoiu0GQ+7FcCZD6MZjA8jxMFIlKPhEthooCHDCCYCqAFRJyNQVkANINUCWVNyKhHirPy/F6p0JfWTpsHL5Y6m/lsV3IQY27GYqcn0GQIMUKOqBVQ/OPw6FBo0EJMQgbsEj1EPgyZmFPxOWQvnCdCaWSas1vo6SnGSuRIPEsAKXias9s4xxgy6uVc9y0fQ1FPuiwaBb67VGjOmdmqJOi4H52e9Dx7NPURmYDitShbIAHZC+tBGz2hdKJ8GfNGJ9hMINWm9TJWmeVm1/Xd49LOQW5xOX71vPb6TW9rO3F73bi9bnz9funz17MHW6mNJfloK9Wvh3eW9evj6vlOfn02draTma3jy11mf01ZaIVn6/jGPL8xz59sJ5c6dLsE9aroznL8YF2daxALrfBKm96a4zf60Z2F2PFa4nBFW21H6ungZl/YW5TPt9LX+/m3542r3dznl613F813Z403J7Wvb/uvTqpvzxvfvZq/OSi+Oqm+Pq3959eb/9P3O3/5euP9TffFafX9TffNZfPyoHSxX7w8LFwdFU520ntrysGmcn6Qujot3F5Wrs8rR7vp56e1t7f9q5P61XHzzeXcX749e/N8Y22hvNSrCFHKOm25d+/ez3/+85/97M7f3Lnz85///d1P/s0y+RkcHGNJ2x3QCLhE20R4JKh7f+J+vkazJeKZ/74rOj2BDk6To4DshpMBr2DDDNDDzPB5ijHQcAIMRR2w4ObTyAw4EIrMRJJAgJ50k6OI6AjyU3ZikEx4qWSQyyK5OTVqoqmOmJmV84t6vM4qLU7rxpg8hqVDWBqiS+FImVI7Aq7YQpGh6myk1A2nCsFSE48p1qV1pdoic1VYSXttwN1hxwcO7KlWDUsVbO4gm6zjYHQ4Zji6i1ytg1cbyNa2NrfA19qkng3I2aBeI/GEB08HQ5qbyIec/JiFeCZWcELzQaJjDHg4gT2zsKNObcab89pNhyVpGU+MWVKTVtMyrg5YU6OTyeG75EcDsaej0ghSDzFtHE774k0qmof4PEynAnTGr7UYvRtNdngmA7vCE3KRSdYFrRTtbpQW9hpXn++pRbY8l0y3YsHIlF6j5CqOKnZcdqolQiuTlOJGOJuUQXJNvtyTiq2YlEGMMq0UMBcyVJ6XpTyeaUVTdUrOhvJtNl0j8222v5HUCnB9Ib60k944KuycVRrzsc6y3FtVk0W4Ni/WlxQhA+a6QqJKKXmiMqfKJgoxU6wcEFJILI0XeppaZJkElOtpkOjxsFOQ5rPgw6Dq9cRsXtEe0rxoCuBrLKgHsstGOI2QCZDNYEunHanM8tmwUGBxDXJHbKl5Xe7E2Go4UqfxAuQ3XL6k05O0YeWgXZl069NI0U9VICjjG8afTtDD0Qbjkd0j+EhAD0BpCMthcAbGcpgypyAmjOVQNIsEtcAEOc7Vo2yFCSaCXsXrijuhNIjl0El6YhAfAk2IrjP2uM2X8IaS/kgGUfJhrUgvH9TXjlu9jfz6Sbe5ks0047Dg9jJWQg/hSdBGW3wxl1dwOhgbU6CRJPyZ+7477vXKfmUhgeQIK++w8o4pxvoo8MTOORy8kynQfiUA6CGn4EKSMKyBldW8WuL7G9WFzXqlk4zKMCX4q93Eyl6zv1bMtRRaBdkkYrQkOonAca9W5xHJk+7GENnBZUKZNtta1eY3Uxcve+c3rbOL2slZ6eDQPDzKPL+uvnjZvHle73XojRV5Y0XeXJGXZrmjrdTprrk+L8416d1l9WIvd7KVOlhXDze0463Ewbq6uyLtrcq7K9JqP9LIA1uLsZPt5EqP/QnNQmity55vG+fbxvN982hV7+Th2TK+Mx/f6PHbc+LphvHqpPL5Zeti23x5XHl9WrvdL3593fvyuvvT+cd3yzcHxdentXcXzR/eLP7py7W/frv13dvF25PK9VHpYi93dVC42MtdHhaeHxfP97OHm/rRVuLiwDzbS7+9brx/3T8/yp8fll4971yfNZ+ftK6PWi8v519frW6t1JslQ1f4CBseHHz2wQcf/OM//v0//ePf/va3v3jw2e8mx+8HPUOAd+iOnZ8OaJ6J8IhDsGLpUDiH4BmQyqM2eiIQd06To5P4gE+whWQnrPlCshvgnREDEUyC1aEgPSNmCDhqH7V9+nTiAyhiE1KQn5rwhcfd+Ait+eM5zE9NhDVfPE8GOZtaZoQ8ES9RrIn4olYmh0YKOJ1D2QJO51DMANk8Ekn5CWmaT7oj6kyuhuVriGZ4o/HphBlQMz5ed4XjM1oJU4p4vIBKRazQ481aGGZGwuJktgpnKqFUKahlPfG0S8q4o7pTyoHpZgQRHXDcjao+sUV549Mz9DCVAuz4cNREmRQEyG6P5PCnvIECEKyBcBtB+qi77BlRh59GHz1i7j8TnjwTBwbjw790/eoJ/cSmTFMVJLuiSDUSUx2xHMhng0IRjGYBOuHjMiGYt+kVOlFmK3O6nKOMKn98s/L1f17n2vH6crK2pIl5BOQtUhFhk554NtRckhd2MuUuX5sVcw1GNAKRuMOsUekKGU8DiSKxsJdrrSYZzR1L+ZUcKJlAtklXZoXeeqI6F+utJwotuj4nrO5n+2va8m7m+KbdW1WzTTrb5npb5uZFq7GSmNsu9DayUgZpLSUb88l4Cq3OG2KGkHJUssrnelog4gjyTjs98dj96QQ6SGUxtkRY6cmg4vWKTrdgh7SAUGXdEZtYYrp7tXRHyc+lqiv5znbt8N1Oa68+e9aRO7HMWhI1ASQb8CgzDtkizFI+wwrmXHglgBeCDtEyhD2xCRYoDaBZyK/5gCTgkT0/qSqqTHHNKFHA/ZrPLtioYngmYhWaPFthwBQY0AMj+HAwEWBrjE/1PkMHHJITSIcckhMvEXSZkAphWglE9FCprxZacToeqM4bc9uV2kIKF31uYpLUQ2KJHQMH/YIrEPf4Y14X5yQy+FPgmVNwkQUqlITCFZapRKwRm0NwTYYtkAGDWiicJYUab2dtw+AQEPc3tyonb3aWDjqthZyaYfRspNTSs1XRrMTmNsobR91yP0nLocp8pr1WUouckCZSdZHVoVxX4owgxllzDWZjv3D9em7/ML+6qh3sZn/8fvPz97MHh+ntHX1nN3GwZ6wux4/3zZ0N/cVV/eq0tNLn9tf1fj280udXe/xqj+tWkN0VaWc5vtShN+b5ww1te0lc7jLbS+LhhtavYUsd+mI/s70kNvJA0XD3SvDRmnqxk9pZiC03mYVaeLnJrHWim31hrRPdmo3dHhbfX7Uvd7KXO9mLbfNyy3x9XP3ju+Uvr7vnW5nPL1vvr9pvzurvLppfPO9883r+j1+sfvtm4fakcrGX+/8T1s1p+flx8WwvfbJjXByY5/uZlxeVn14Ln5/Wvn2/+u7F/MVR9XyvcrBZenW5srVaTSiMEmdy2RQABIaHB3/5y1/84z/87He/+9cnj/4wNnLXbn0ccA/eIbMwqPughD+keakcxFdJ0gyRZigkO2HNIzdZNg9Fcwhp+PgChkgub3jSBg3icU9ED2GCK55CKdFr9T6yeh/BtJXgnHTcx2khhHNEEyBvgCFmCuZtAXrShgzIBYJJBgnFg8puNg0GhRlYdrEmFM0hkQIaKeCI4ubSASI+Ixi+Si86u6oubSW2Dwtqyr+0kay0o2YtXGhHcdEeMxFC8ShFkpNdqTySyiOaGYynfELGI+UDvOlKtXDB9FOaM1EjW6tJ3gAp0UupARs9cdf+gQUbiGRRgLfHClS8xNA5HM3AZI0Md1m8T2M9KtiARtXJj7BPPgA+uEvcv888fsA9u0s/+XXwD5+FH3+GPngCPwQ0B5UOxHLg1lWjvaHpFSSSdIWi4yA3KaRD7TWjvWws7hTnNgqHzxcqXWV+K7970b39ere5kijNSY2VRKJGHr/onLxsn7xoLWwnlLQ/XUJyNaK9IGbLxOJGqtblpXQwVSHVPFTscAA1TEk2wfAJhi+iubQCnG3S/Y3k5mllbsOozcb6a4lCi9Xz8Ox6cnE7U+pxjZVEbye/dtpsraXzHanYUxrzye3TbrGt7J7PLezUM/V4vqspBdZoiCDnCnIOCzQ0g41N42N+wTVFjNnoKbUT98c9PtHt4R18hQ3EvPEa5+PdU/AYKAQ8lGPtYmn1cmH5aiE1rytdMdaOeiQbkg0MIA9swhjbQKgqwHewSBMGMu5AyumQpz26fZqfFHp8yACCiUCsIwQTASAZpMphPIsKTQ7Pwc7YDJqBf+rngFNguEQyVXoEHw7ofkfMEdADY9SETw8QpbBH9bkVr0/2BFlbkLJGVVDNUpWebtbE9lJ2bqvaWs7FsxTEu5G4P17m/IIH1aFwhhgGBh97H2EpdIKcxLOEXwm4Ym4iHwaT0DAyMgQPW6lpJAlTJglrIJ5EXKzdxdpRCUhUxViGKjS1xmxGVDEIt27sts6erxYaspQmtRwTz4TVPDu7Vjm8Wt07X9o46i5sVDJlPlvj59fSe6fNncPK7l7x/Lxxclh88bz58qp5c1k7P83f3lRevawfH6XOT8y9bX11gd9alZbnoi+f18720jenxc3F+PayvNbnV7rRuQYxW8fnm2SviraK4EIrvDHPL7TCuyvSm6tav4bNNYjzvfTOcvx4K3G+l95bii81w0dr6t5SfKEWni3j3QKyuyBtz4mbfWF7Tnx9Wn1/1X6+l7/YNi+2zZu9wsGi+va88ROLXe3m3l00bw6K1/uFr256f/xi9csX/Zvj8k9p16vz+tVB4Xw3e7mfe3lWfXlRuzoqnO9nLg7M093M1VHhxXntbC97c97483c733+5+fKqe3vaPj+of/lq62i3Y+gMjno0VcwXMhiBDo8O/csv/ss///Pf/Pff/eLRg99PjN7ze0buSM0omYWL62mxQQckO5WDYnUqnAW5Eo4lvc2dTGlVq6wnjE40OyfSCZ+bHB1x3YN5h5QlxAwG0da4gQSwcZJ3MXGfFx6JJWGjxHJaKEhMgdQ0HnMyqh9kpxHBrpUpSvVhopPLQKwBhARbMDLlJEeDnBVXvaTud5BDuGRzY0/by9rBdXtpx2z0Y4cXzXQRA4lhNDK5sJk162w0ARCSN90UOmvZzpza7MTmlhO6CcrZ/5en93pyXM/y/ErqmYjV6mE3NLPq1k5r+nb37WvKZWVWpWFm0nsDgiA8QAAEQBIg6L333iXTe5/l63rT7vb0zmgmQqGQtH+THlIxEXj6PeDxxPf7Od9zjr00EiI1VCi4w3WUTtq5pItPgmLSizAGUYYqw3i4KTpDZiTiZtMYl0CSHSneCoYaPFOm2ZYfbzGmtHORW/sYefiR55OPPJ98gjxZFjcXedXH5MI/gJ899quWg9pP4MefuT7R+FaopCPVYY7fNCsDToxbhJiZDGphbqPY9Z+/7py+bPfmsaPLRmMYbo8UTnbKKeT8zeiP/3p39Kp79m44PMycva5/8cNk/zxTbGCFGr5zlGoN+MPzfGsgVlpMJAUqKbDY5ppTebiXCiRd/qiNChkSFZwM6tN1KlHBExU806CTZVxKuat9sdTxizFHsoxX+4FM3Ret+HL9UGkYzrTFTDNQ6iu1QbTYltrTTH2Y6O2UQmmqNIg/2fgNLgFK2e8RbGpw2YRtauE1HaJah5bJFE5ncZtg1ZIaUAIMlM7iM8uNoMNv94TAdefac9Mil2RwBSESqDNgNTI6u2R2yBY059Zya2u+Zzp+ZZl8BCb17rTJlTQZQ5tWxbDBrhgCWmNQ9wx8sk6q6DJlDpj0fp3er1tDV8AowFRIIo+sIss6RuOJuZ2yHYi6PAlwCVq0BM2ehIcoEGvkujFgRnKYLezQ8SYsg3oDDlS0h/O+aImbHjdHB7V4WRATeKkXKw8TSkmgoogn4PRIABhy+YsslkTV+KZbBvS0TkNrAcX9jxu/MvFmOOb1KOCKZ1mLq+28lclSsOJRQ2uxhkSFvUKSrA7T7Ul+dtA8Oh/mKxLLu6oNZbZb7QzTnUm2Ny8U20qxrdR7mc642BsVD88GX/9w+fr9XqEi9IaRn/569d33e999vXV3Vb05K7y9q/35u9nX79unR9HhgB6PmNmYO9iV9raDww65Mw0M2tR8LEw6vp2RcLwdvsfq8z43blGzLjNp0/0aNqjjwwbRr2H3SGtvLDYLnlGTbBY8jTx4eRAfNoidHjdtUndHqVmLrsSd4xrVLSCTOr3bE44n8ulM+fK69vasdLOfvtlPvz4pXM7jpxPl1XH+5VHu9Unh9iDz7rx8d5h9fVJ4f1H5+lX79Xnpcj91fZi5Pc59uKn/e8F6eZp/c1W+Ocme78fO92NHc+V0N3Z7mj/bS1wc5X74avrH73a//TD54q5/spv75v32q+txPEJptIsQZE2lo0FJwEnk0eNP/of/8cHPHjz4+X/5nx5/9sv1lYcPkKiDznlDdZ8rYLByaq9i8SoWOGLlCzAgaqUKESqjkQYlZEC5hHpFvYtRuxg1ITsBnzZS9FGS87n6N3Z4DWZMCGtmZTBe5FIVgYt6Eb/NFwYhWodweq3jMejTCEkQFQ0m76INX1G7HlmJFS+vs1NrXlEP+jWQoHPQKhu+wqeA8XGhNVW2T4uJEh5KurX2T0nBKKe8uTpf7UeEBOxTPBBnztSEdj/S6kpbe7ls3Zfv8v3jtFiE2CxAJe0WapkIm9mYK1Flc3UxU+Sz9WC6r1AZVG6IuVE80QjSMZhQPO2zujII42VKF7Y+9a1+7H3ykeez38KPPiOWPseffwwvPvWrNxLO54pRlbSvhk0qyeBKA9aglsuBqZYvUUFHO8pkNxyMGtmQNllGKz1/reevdYV6T3z5btQchEZb8Upb3L+oT48Kp696R6+6k5PicC/VHovXb2rzw1itTY1m8ullKZ4GGx2/FHEMZpFaW+iMw82xjHLqdI2hQ6Zcg0lXKRe+zMiWYNKdKBOlrlAbhoSYU0p7WlNlsJusDUPdeay/kyoPpcJQLs8SmU4olCcTdb61nRnsl9vzXLGtyGmKCLiyTTnVkP/3R39vgNbxEIiILjOu9QZcnoATkUEkAnEFziO7PQqExFEyQ3kU6KnlGV/i0Rie7KcQCd5wr6tca4/0DxesTz7R/VaFrbljTiDquL/poBZW1nzPPgX+0RbdBHMWIG1ZQD5T+1eQAqgXNYaAVsNsbFBr1pBFw6hdYQcUB+EU6JAtfINJbkVV+DKRR7gaDadAk2i0yza9X+eKOKEkhGbRVWLDIFqwAgXEoWVswyE5xYIPYIxihpQKTCjLJOtSsZ+oz/KNrYJU4tkUHaoGiTgOBAErb5Na8v5Xe/c1y5ensSS6ga4v2J8+sT62cmY0BpsZIxhyAQGHUg8WJunSJDM57tbH+VI70Rzld097d2/3797uN9qJ3jCzd9g6vhhMdyrbx835STNVEcQYOppVa63kaFrZ2qnvHbZ29mqpDJ3PU3u72ZPDwtu7zqur2qurysvzwu+/GP63P2xfnSaPD+STw/D2lGtWwX4bnU/Y6YBplsBuDZ726EmXOtmWxi1i2MDKKUc95z6YBrd6bLPgmXWZrR7bKkKtIlTPucctatggZl1m1CSHDeJgGhw2iGrSkZH0gwo6bVLzNrfXFzt5eFyjjsbS9V7ycif+xVX11XH+1XH+9Unh3Xn53hK+PSv9uw388rp+D7DenZffX9feXJTvTvI3R9nL/dT769rFXuJkHjnfjb8+L364qb0+L14eps73E2+uyic70ePt6NE8cntS/Om7nZ9+3Pv63eCL1/2DrdQXr6fvXk07zRhJOTweEwTbWJ4KhQU3aP/F//Z3P3vw4D/87YOPfvl3jz795QMyDoBBPRZxYHGHQ9C4QwY6AzI5iMtBiGLhMm4u42biDtC/ycTsuGzRepfCdUbME/4MqpSZSJlxEptiEmEjkMry2B+DpSyVqgWJEECEABeptWPrgQREBa2RPCGmPDCvs2HLRMgM+DYIyRIu4m5m0wA9g/xaqYhBgo6UrakmVx5KrXm8NY0qGSQQc3vITV4BEiU2UWIxv5mLevGAg0+gwTSRrwrFKt8eRruzeGcnGS6hZmzJE9Aa8aV19yMqYocFIxG0K1kyWfRnW5JSF/Ek7A7avQFHpMLn+1EyAskNkcwTVsWx5tcsMutP6NXPiKXH9OpzQbPIapd4vSGDanPwRsbj7vpdddqSBeECTOQ9oTLa3lEaY+HgPFNuYKy4Hs04Cg2CCWr4sEFJuvJVYu8kd/u23+wH9k9Kx1f1QpMXo0BjrAz3Mu1ZJFfDBlvBapNO5TzZIjreimSyyN5+Vo64ugM5lkaaA7nQFP1hF0htJspUuStE8wgZMIhxVyABBBKATzLHS7hPMst5uNjhC71Ad57Yv23NL6q1aayylcwOwsVJ7H6IpzZJ3R8HqY1SxW6UlkA67FWKPMw7rJjWgmrkgt/LO0gZgoMAGcWwMOwJgfmtPJ2h0QTmliCuKOhJI51h0BhuZqx0ktEi+meWRTNjfuFe/kj9qzV8DUi4fHVaG9hwZxyujHWdf6HyL26KL4zhdYO0oRFX1f4VIGmzyEabYtaymy/gxTV81S7b8Cxq9OvpEu6Ju0JdwV/36Tk1XcKhBGAJGFaxFUfY7o4BlqAZySBYDttkdOaQnSxzRIldxjbUtJ5M4ZgComG3J2DHI15YcnsER2YQr8zzRAKlM7RQFog0aWDNBr8FTuGty3btqGpkDFyJZQq+TWRdjW6QScwl2t1BJ5ehitNMfpisbxczvdjgoF5oxvK1SLERm243mr1UNOEr15Tjs+FoWjg47sx3a6m8PxRBSN7uC7jmR81KI04xrko91h/lG63o1nZ5Ok0nk8h0GDk5zF0e59/dNd7dVG9O0rMuM+lSV2fxty8Le3Nh0MHadajbhKdDejqkxx2yV0emPXp7xG0P2K2eb9qhGnmgkQcnbXrYIGpZoFnwTDu+WZe5V1vVjGvYIKYd3/37vM/louZSzNrOeyYNclBBpw3fdsc/bfjutdXNfupoLL08yt7LqDenxduDzO1e+mwaOZ6EP1xW743hu/Pyy6Pcl9f1b1+2//T19N1V9WIveXWQvthLvrko/3vBenNR+uK2/vayfHWUPt9PfLirn+8nzveTp7vxy4Ps9+9Hf/xu+8evZ29v27dn9bd3/auz9tvXO7N5maSB9c0Fp9vsF31igF1dW/qbv3nwswcPfv53//GjX/7dA38WQsOmYAmT64Q/7/GlXZBiRONWSDESKQcWtfE5Lx118GmPmIYgQeeRLfdRN1CyAoKRjnvEDBGp+BHBtmZ5TIc9fAqHRbubNbFx5LnxM4DSMIrLF3YivJFRXLl2gI06IU7jU+wQp6HDFojbdLPrchHp7ifjdao+i3Z2U4hokrJYMI3ggokNO+U0zsoAFXBKKcKGbgCk3gpvsFE40wy1JslYnuzP0/VRJFb2+RQ7G3P5Ig4uDhigJcivJ4JWSnLm2qH6MJHvKpXdPF9mINkVLDBsHCFkty+OUCkUTnqNIYsmZFqg19QR67psekyuLbLqddkJ1P3aFKLLY9o8ZqlSYItFW6y/zSMJFyYZJ0epyV60WEMDIQ2KL4iKPltFczWs2CQ7I/HgLHd0lg+GLfGsJ1chza6HhKBjJDMh6lG/rtThL1+2Kw1frcVOt113aVEAACAASURBVGPdXrBYIru90MlpZWe/kMmT/XGi0gomS2ylG/78+S/okK0xVi7e9hnZwsiW1jyarNNczEWHbXTYJqQ8oSwspLyRIjU4LBT6UrTGlLYS4RqfGURywygbh6NVYXLSrE3SlVG62E/UJtlMM5prx+uzYrwmS3keoCywAIRyfjHHoTLi5gFPCOJLoldB8ARpYezuIASGvB4JttA2G+d0isA6rP5U99AbR1W42irbTZL1CfzUW4RVwtpGYF0lrCxzi5uhFW1Y5Uwb9aF1T86BliGyjrJN2lcnjUEDXiK0rOY3+l87ZTtTpuk8rvRCNtGgQp4jaQ8QsVuDRpOgA6IuLatR+9R6vx5KwGAMMofsjojbnUDsCrhKqN1RL5JCqSwZqIuukDPUDH60/qsF6xNXyElmKGfQpfMZ0RSBpAlPCtMJVkfEw1b9iWmSK7F4CiOS2AvXko0zs2kS4G3RprR9O27slGgFLvQT/YP6yat5qRmPp8X+uFQoh9+8P+n2cvEE0+mmMzk/HwBJxmIDVjb1D1nRtbVXPbkZ1zuJVC5QayWn82q5GkqmqWyWKpXp06Pim5edy+Ps0W50fy6d7CtbA2bWp073pJ2xb9ojt0fMsIX2G/De1L89YkZtbNhCB3V01MS3B+zuyD+oo4W4eXckzLrMvM9dHSb2J4F2yXtfvzpleNQk7wH8oI5PO757znW+rez2/YMK2ilA4xq11xd3uvywQoyq5G5PONuKXGzHLncS13up83nscCSdjMO7HeFgGDqZKidT5fYg8/asdLWbfHdevt5Lff2q/eVd83I/dbmfureE5/Po69PszVHm7iT31cvm9WH69jh3uh17dVa8O8nfnRUuD9Nne4mv33T+9aejf/3zyU8/Hvz41c4Xb8Yvr3tvX88vrkahMPF06bdrG88I2iuItNNl+uUv//5nDx785//5b//Tf/ybB9mun0nY/SnAnwWJqNUrG9ySjkw7qYxLqCCJHn+/4VfMInTUBfh1/gqFpD1siWBLhNG3qUaXxQLt5Ix2nw6RnFTU6w043H4LFYdhyaVyPXNSajHp5aIeIQEB1Ga6wWOiOd3kpBxCyVYPq/bHnYWBGMxBXMJZHoeiFcoELzFRABFNXk4P+02Jqj/flHwhQIjCsbI/mCY0jiUzpHqk+shBaFJ1AQ/Y+LgnWqIZxcVGADHuUXKonEGlNBLKoFzULefIYi9c7EdLoziVQt2Sw+43UVFvIEvpoRWIt7I5wuI3GkSTKerYlM2qoGktaHqIrzyhNtQRtzlPapKwuUKrM7CpgHlqPrhCQklPqO5Dg3oubIqmXdk8OJkFpagxX8fLPaY5ES9e1U9vK7O9WHsoiGGjknS1BiJCq9igMV7EIFqVa/p9IVOl6T+7bLS6wXQOy+epZBLpdKRckSnXBFFy7x7XMxWR5O0wY8rWg5GiL9f0K0U0kAC4mIOSzRZkUc6jUh7FgiYibA1mUTGLCBk41RbidT7WFLKTOJcnI+2gUhd8cSRS4RONoJAmhCQZqwabs5KU5yPlYGe3lmpG4jU5044xURwLelAJ0no1ZsJkY+1EnKTSPg2mszB2WMHQKJHoptiMH4sQQBCEFGQd0+pY0zqxiZVItEi4UiBY8K7619aD68a4Xquon7PPHqGfqsTlDWFFG1C5UjajrNWLGqyIUlWabXLWkGUJWiTzOJnHjax2E1+zB8yf6D96Di2wVcoimjYIlScB4nmMKlGehMcZBtS0FskRZJkhSqwj4jGHnN4MZpEcUBr1JhEwBiFpjC4xfEPEcyQQgYi8zy4BxoDdFHKaZJdFcZtCTkvAhqYxbxSy+M1ihddim0uWJ26/bX4z6uxWWvNiaZCkw15S8lSH6WovWazGmu3sm/cnJ+eTeiPR7mTGk9JwVEhnOZw0WRzPAWhdjqKDaa4zTAmSB2Ot4ZSPFYFIkgyE3JW6OBrFyiW61+YvTvJXp9nzo8TRrnx2pOyM2fnQNx9S2yN62iNHbaxZAjpVz6RL1AvOrQE96RKjJj5pk7MuPWmTnTJUTtnuTd/eWLzYj+2OhH4NGzXJWhZol7yDOt4qQqWkvV3yllMOhV+vZlyjGt4rwfW0a1BBD0eh7Y6/W0AGZbyVhUZVcqfLH42lq93k27PSPau62k5cbSdu9tNXu8lXx/k/fhj95evZu/Pyty/bb89K37/r//B+cHucuzpIvz4vvbuqXO0m3p7nX57mb44y764qp9vRy/3U2U785ih7sZe8Ps6+uii9u6n94evJv/3l+F/+dPD9l7Ob8/rNeePD+63b22G7G1dilBJnjFaVxa6BUYePQV+8eHwvsv72wYMH6aYPETft5Asr+dzGrIBBjSdsgKNmKGLxRq18CffnkERXDBRIJ6uz+tT+Gutv82SRAONuW9BiYDRECrayegulgYJ2RHY5OSOdgJGI2yVaLJSGT2GhHJFqBKmwS8qTiTpnQVc2nY99EVe0QmU7QrYjVCZSYSBGq0Qo7/XFnA5aRUddaMhiw9ct6BrEmf1RhJZAKuTOtcL5thJKU0wY0rqWbNimBVO9MH1KSI5YlSv1FYTT+4K2QlOM5ohEkc7UhEJXLvbC9Vky3w97g1aHaEbjHi28asI3kIAdYHRewcrkUDwNa/zaFXZDH7OrgoZlUfuYXFsLWjRRUB33qJOQs86ok6Ax7XUXcE8G9pfo/Chc6gb6s0ihQqQyrnDEqKSstaF/76o0O8mcvGq0Z8FYzq2knbkapqSddughLWo4ySBE7fEi6iZW3MSKF1fdvB5u7eW4gAUjNaGwmxOsKKljBbsX1xGMBaZNOG9HeXusxLNRLxt1KmUslIUN0DM7sWpBX4Cslgjbg3kMVxxsHKLjHihgYZLeaEMsTBJ40svkydQ4lugrTJbwhpwewSHmmECGlUqimGYAzs4lmcq0lO2lk604GyO4OEmFMafP/lD9uZN1YFGcStL3y/gT3RQZp7WI3pfw2X12F+9etD+HYwhb5heARXfU48nAWIl0ZyB3HvqN6+OnxDNr2qqP6jXhzY2QaoF4bEsYV5kXhpDOJBuQImKL2jxp6DmyrON0RsHIVhg0jax5lx+aP0HjHizlVWGrDsmGZzEVtnafGqVKFJyGbSGHNWg3BW2moI1vB7ECpRfMJsluCTvhIo6XKZVvUy+YdbxJwxmQHEGUfCvkhjXsNoeBRVQFZHGjAjyBli0BG54lkDisglY3YZWZ1FFRpDLOtLdLJ2+2965G3e2ylGEgxpqpSq1RdjJrnJxOT89mu3s9SSa6vdxsqzoY5sfTwv5hq9NLVGrSfKc0mmUrjVB/mh7MC5VOBKX1NG8dTVO7u/mL8/rJYaFVp7fGwdlQ2J6Ioy416GDlvL2Wt+1OuJ0hc78xZtzCOmVwUEcbeWB7wM77zKxL39OrXhW+B1WTNt2rov0atjcWJ226nnP3a9g9g+9WkEEdr2WBdNggc2shZqUQtyYDmlYObGbdrRx4H79qZjyDMr7d8e/2hL2+eDgK3eynv7iqfXFVe31SeHWYu91Lvzktfrisvj0rvT0rfXld//K6/s1d64ur2jevO7//YvT2snJ7nPvqZeurl82b/dT9MPbFduz9dfX6MHN9kDvZip9tJ4+m0euD3Je37e8/DH7/1fgPX4+/e99/d9c5OywdbGfmW+lKhed4J+N3RlNMpiwTHGhzaRDMabPpfvGL//yzBw9+9uDBAzFmIwIaL7/uZlc9wiadtBMphyOg1ZIv7KLOLZuxuJtKIf4sYaG0m/CqO+bmuyIQBzdZtVO2YxnEGbAQKdgjOays3ht2oVGQSiFWVm/h9EZKzaUxMuxWypwRXsMlFxay+6IgFXHmukF/ClJKVLhMSHk01WarU5lNOCNVKtcPMHE3qTi8vAkNWF2UPt2UokV/IEmE0lSsxIsJHBedHsboonQq+2M3byyPY8WBIiRgJUsmSz6E0mRKTH+eLnfD0RLDx72+iDvREGJtkcljbAG3+XRwyMYnYSJst+CrcMQutTk1t7mAL2kj1rWAboFRveB1pgy0GQM2oq6NOOCokvqkxxAH7HEASXn5PL590Ti6bh1dVLZ2E5GEoz3gGgM22SCGx5lwCYnXsEyDHOwq9RGfr+O0uJksQpGMO1mEQXIlmoelFIhyajEMMLxlNEvvHVVZwe7F1AEZ5CUgWxI2TY8fv/ilE92EOWu6KaGiI1rlEdHkpFedlMpKrNiJ1WiNFrOIUmNCJZKMA3QSEgoELDnZHCE3BKkpgGEXmSeEKsfkSSqD+Qu0P0tTcZRJkFI5gEqQL0GGy5KQ4+OtWLKTYBKkUg1xScaIGdacq8lOorpby4yycAS1804yTrMZf7qXzg6ybt5Nx6nkMOkKOZ1BhycGARHQFLR4Ml5XCjRFreuC2hyz6cL6F8wykHfhTWyFW97g1zSBjSXsmS1qoxu0Mw7gRdIgmrSsdg1fc0dAtsIs2B8vuRY8YVegzrtl5waxjmcxs2DCcphTcZoDZiSDQAkYyxLGgNUgWnS8CUzCrpjnBb5qjwP6sFUXNFENViuYVsiNF7hK5dO4EtAysa7mTM/xjY9Mn2lD9gVMpQvY1LTWIlqdQYc75HpufUpG4O2r4fyi35zm05VQoRnpTAs7J91aP+WlzIEIeXA02t3rjcbVk9Pp9k7r6nr76nprtlU9Pu29frt3et7f2avt7FWSaSoQcg+nmbOb3mCWKtYFVjSnsnhIsvXa4ofX/ZO9xHwc6FbRWd836RLTHtmtgeMOOu/Tkzber3mnHWLYQBp5Z6cMdcrQqInvDLmdITeoo60i2KvC/RrWKcONPDhuUVs9dtyiOmX4/iunHBFhIynpBnV81CSrGVchbo0F1CFmJRnQ9Epwv4zU065mxtPMeDp5eLvj3x8Etjv+SZ0e16j9QfByJ3GxHT8Yhu72My8Psjf76cudxN1h9sNl9fVJ4XgSvhdc14eZd1fVd1fV68PMh5v6169ad0epu6PUzUHiYify9rJysZc8nETm3cDBWDmcRO6Oi9+9GXz3vv/upnZzkr06yry57nx4PTreL6USmN2+oNZ/hlFGJUHKSToUoyHUAkBGmob0etXP//4//ezBgweUsMFJOjFh5ZN2MmLGo2ZIMeqoZR29Bip2QLaDitPGm5AI6A46X7iWNikNlEU8KcQi2Uy80R0BnAErpADBKscXaSaFMinUwmrcIYuZUa+6F4moBw46CcUTqQuhEuPPoN6g1UJu8CkECphIxQHwGjhgQMOWcJngku5g3sun3cE8QioOIY0GsjgadCplv5AksQCABZwe1uwitVZknY94AyncFwWFHJpoCNlOKN+R0lU+XeUTRSaao2J5mgxYuKjbHwMJyeZPQS5OC0pmO68FA2YbvUGFHV5R76BVHtmEpV1aflMlrK+Im0/I5d/BT1WS0Zh2qyK2jYRzI+aw5CBTymNLuu2yncni0Qq7dVS+vOudXTbGW7FGh81XsdY0IObAVM8fLCGJFu1P2ju7kdlJKloAcWGt3KOjBRDhVg2uT6mANlHCcF5LB6xa8yN/yDXdLY6381zQmSowoQRicD5LVfwQa3CQm3ZSg4WB7CAi5HA4YMJlC5/20AmXh9f3T0rxFk8l3Ewa9mUROo36C5RTsLAFSqxyWBI28cY1fM0iWs2CBZBc/iJLJUk0gkQbEbkeBgU3maD8Gb9b9LAZv1QOSeWAXAnSccLJ2nAFiXdjSjMSbigGwmjxWc2ECQuj5UlJLkkGWK8BN5v7lWhHMvt0rqDNzBmcssObgqCMd5VSrdKrDz2PniILBtloT9isMYs9YdMGNWgF0QZ1zpTLHnWGRmG24TcFbc+hZRW2voFukhnC5DMAITsQsjMFCpBccBKxBe14lgi0Q2gGtwbtQjOA50i6xHgziF4wvkBXgDjoiLhUvk2jbDXHHKu+dY2oV/t1z+Dnwb70HFn+xPrZMrGm8mmeE6rP3QsfOx8vYKtqwbgIPl90L1l5C5v3WWmDw2cSUxQXQXP1cDTLCQpaaCitflpO0sNZ6exqqzco7R+Otrbb+4fDD19dVBvxck05OO4dnnSv77b+9NOrP/zpbjBIsKyFonR8wJ4t0dsHueOzajaHEvhaTLGfHWT+8sP2F7f1m+PU7kjYGXKjJjrv01t9YmdETxrobp8d1dBu0dMve0c1dN5nJm3yfsLmfv6mnnPf86lBHZ91mV4VHdTxrR47bBD5mCUp6WpZQObWZG4tImzEg5pK2tkseIoJWyMPDipov4z0y0ivBLeyUC0JdAvIbk/YarH3EYduAZm3/feRq8ORtNsRbvfS9/bw9iBz3yt8c1q8O8x++7L98rTw/rr244fhu6vqh5v6H78a3x4mz+bS6ZZ8MpO+umm8OS0ejJVhjdnpy2fb6fdXjR/fj++Dpic70cvD9DfvplcnjVYtkIghLGvyIBv+ABBJUoKCCmEcxm0GyxqCOPx+bGNt8T/87YMHoZgJ51ZAaomUtZRihGW9N2KyiTq7ZNbQmypsTcfonUGHlbM6ReeC/dljxzMNb7RIDmcYcEdAE6v3hF0aVAXJztwoVpql2Ayy4VnUEWuAYCTjIBnzKnUxP06k+5FAkfGGHGQMcrI6C7lho9W44qDjbjxi06NLbkEbrlHRGilkQCpihwMGIY3yKSRaFSIVnk8QXr9dTBEwbwN9BhepRTmLm9ZqwAVIMDAxDyk7C/2wnCNjZTZS9AUTSHOc4KNuNgIUuiE+CeIhs5j1Wjm1za8BBL0eXXJSKjpqIxWLVzZ4oiatsL5EL34CP/yd99FH7s9VklGXcK4pps2kfSNm1SbsppgTTEOeiEuucJWesntYefduvjVPJjLeL77bShS86RZVmITYvDc7DjX3E0umf3T5lscnyVgJYiO6UMqKC+ucYpBSLjFmS5QwPmKnREu+EYB9eiHief3F7ssvd5MlNpCA5DQeKVKZdjBUwPksQsRcmaHklSxcxuNLAmTMwaTcqW6gMI34Up5Ih/cqDq5I+HK4NwLoyE2PAtA5wh6yWWU7nEWBOLRObIb7SnYro4JUYNDtDoBm2mIkTS4BQBUcixCwjLoDYLwVC1dD/gzjS9OJXjzSUtAIRiYooShyOT8ouO0+m5DhI1VFzgddtI1J4L44YmcMVAr1hF1u2emvsaFe0CZZX2DLvzH92hg0SKMQVkSdMYev6bPGbMawAcx5DJJZKxioGmMK2j42f6bzGb1x1BUCvFFYT2oNlI5M4R4FdAZdVtGhZ0yeGMRW/d4kYuTNSBozCRZLwEaUqDVyXc1qbWHHKqHSB0yWiP0xtKANGEyS5QW++l83fmkLO9bI9afA04/Nn6hZ/SP3s4fAwt+r/usitupKQM+h5Ue2xxbWBCueaFPyRRC3z6xk2HQ5iDI2PuRFKUu1FWv2UrV2vDcqZnLScFybbjXT2VB/WB7PqgfHvXiKbXbik63S3av5zd1sPE73+/HBIJbNErUmf/OqO9uK1+u+na3YyUH6w13jm9ft28Pku7Ps3UH8aOxvpG3dAtAvAd2Sa96h9wbcsIr0y95JA5+1yL0xfzgLlFOOSZue97luBWkVofuu36CO31u/XhVt5MF6zl3LAuWUY1DHG3kwKenyMcv9eyXtrGWBrR67PxSmTWpUw8d1YlyjxjVqWCG6BeQ+OzquUaMqudMVzraiF9vxo7F8Mg6fz6IX2/F7eXXfOnx5lPv6tvmnL8Yfbuofbup/+HL84ab+6qz4/bve9X78fFu+3I0eT0NvTovXe6l5NzBucHtD5e64/M2r3vdvh1+9bN2d5K+PM+9v6xeH5WFbiUhuRQZZ1mRzLfr81njGx0kelLEFZJzhvShql2WWxMBf/+PPH0RTNpx94YQf+mQdl7DhUTOdBdAkYBJ0z71LC+6FZe+KnjGpvJvL7rWHxiefmp+s4Jur6IbGpwMUt47SWjjDOrRsoTRcGhPzhEc0A34DqtipGIAqTrdgre2Xj78+CDcD4WYAVgA0Cm6Azy30JpOGyTiAKnZP0OTPIVTS5UsCHl6NSUYdsugJ6HHFhYWdQpZCJcDNWLy8g43CUs7npvWM4nFhGyrLQzuhctGbbMydbgl8Eg5m8USdx0N2NgIkqmzg/tRVHmWjTibiwCUjGrHSGdArm9g0gIUMkKh2Mqtm+oUnarQquifY4996Pv0UefI5/mwjbNKnnGsx43rCrE5a1RGTVjKhBYTJoammWGlJsRgcltyiYEkkISXprg/Fxlwh4o7YIBCok/GBPzsWg2WIiZvwkBoVVoWEiVMMuSaRqmCpChbNw6xsCSTAUjeE8UZ/BGiNY2++2+/OU2TAFErBsQqlVGg2DZIJJygZiaTLl/UEiigVd8KSycqoyDjgzyGRJi81OCBgZfKEv+RzBm2A5Li/DaPCN9wp2JWAsALlkF1iS7r966vTH87CrbBXQcyM1URbVZ7NF85Vu9/FZP1cgZdqsi9NO3mHk3dQSVKsiKAEghLI5fzuAOjPcEycZmMUISEIDzpwYyhLt+Y5XxRiUygaBtgcYRdMUBQwslo0DUNxEEp60DQMKE5Acboidqjg3RA1aJlwJABPBjbLNmcUxIsMEPbag26hKpIZasmxpIJW4/0oILnwFGHkbJ4o6pJBvhFEM6QzDNhCjmfgswX3AlYgLJJtAXq2Rqm0vG7dt7FCrm1yGiAJ/lz1iyfg02fgwhq+ahQMj+2PPrV8apftC55FrV//sfXT/7L2CziP6VjDP6z98qHhM1jx5MepaCUA0KZAjEgWxUAYFUNwKIw1O8liRQ5HyXItKkpEPB2IJoV4WoylhGRWjKXZoIKVqtLBcef8cjgcZweDxOlp+/XLycuXw9//4eif/+Xq5qZxd137l59OXl+Wr/dSHy7KJ6Pg9Y7y+ij56jA2rnhHZXCrgez1qWEVGdXQetrRKYDjOtHKgb0SvNX2NfJgv4ZNWsy46Rs16FGDHtapXgXvVpB8zFLLApM2vdVjK2lnOmzYHvivj5L3HcP7sedaFhjU8Xmfm3eY+5j7pEFutdh5mxtVyU4entTp++mcbgHpFbFRlRpVqW4BHZXJe4Z1sR2/3EncHmSu91KXO4nXJ4W7w+zVQfpyP3VzlD3fTeyPpYu9xNVe7OVx8subyslM2h8ExzV6VPUdTyKXe7kvb7vfvOq9u6zfR7denua/eNm8Oq72mzLmVdksT0ymhzrT5yRjYkUXG3IDqEaO0nKU8Xotfj+WjIWCAv3AiT2F2RWfbAiXEF/cZmVWnaLWxGmWwGf2kM0VBlaRtU8Mnz+1Lv5q7Te/0Xz61PXiBbq+hm1uUroX0PKad3XZvajDN57of+fmzWTUQ8VAE65iEyAhO62UJljy77zZruyU7X6LBt1g0zgR9XAZ3O7T8FkEEgxSEQvmEaWC26kVLuHgEg6AWfP4NwF23YKvIgHr/d5OPbSKBByBNCkkMYS3wn6TnMZBapMQzR5Gq3c/s8DLYtLrYbSYaKUkOxd1U7KVDFjokIUMmPwRu1+xrds+fWb8HRJ2uDitCX2ucX3+dPMXNmJRA3+mJR+TRZclol1mlx6TT9cktT5hU8fMmrhpXdEZEha9YlBz61wJi9aYYitQb4UiijuZgHNZrDuQHeBCukoGc55wm25fFmMj3l/xpsb+WJeI1CEhY1VK7mTNy8fM2SYRK8GRAhxKu63eZ4RoLHUDcgYV455ogextp//yf75jIg5GcbmZTSxsD1UJX9YT7vjEBi7WMAO1YufVoGT0yBY05gSCZiaLo3EPW6D8ZYbOURvEJpJCnbKLLvrWic1VahPKYniR9sS9G6RWbIS+/39/+P7//vHqDzetkw6b8Vto24JpUQWuIwpq8VkRBSYSKB7xUincJdrxOOIOOuk0EanLiARlegk2RtAywscpXATFBAnRBjetRUQLG4f8GdQr2YCgmcljm/iK1A1yVQaMAlAcNPr1Rr8ejLuFQRCukBt+rTvjBdPIgvfFM2iFLvF8LRQbpYs7FabA+nIcHEMcAScguZehdXsQXIY2XnhUaIpyyG6LYF8Cny+4nllEs96vNwrGTXrTJlntsm3R8+wfdb9S+7Wf2j9b9238cuMfVrGVx/aHOkZj4PQLrqcqbG0VWdmgNoyC8aH9odqnRuLw3z/+Xz5e/+3grF0YZZJ1KVLgG8NMa5QdTIvhKFltRIMyqsQolDBvap+m85IS51wePR/EaM493282e4l4mo4mye3d8uX1cDpNN5uhnXn+9avRl19s/fnPx3/8/fbvf9j6P/568uqq8vqy/Oqs8If3g3dn+Yu5fLMb+fqmfDjiBmXPuAafzIKdAjjrMv0y0i557zt63QLSLXrvldSwTu0MxO2+0Kvg7Zy3XUT2x6FuBbnn64M6nouaI8LGuEXtTwKdMjyq4QfT4M1B4mw30ivBxahlXCeOJsH9oTDvMNsdf6+ItrLQXl8clPF7gNUtIK2st5NH2jm4kfYMS8TxSL7Yjl/vpf7dDL47L786zh+OpIu95OV+6nQ7drGXPN6KXGzHzmbydpvebjO9Enw6i9wdZm/2s2/Oq+8umz+8m3x5277cy1zuZa4O0pf7ybvT0u4ktT3OKkEQ8apstmdm+zOKNcOkVozAdmgdIc0BGY/G/fG4wHEow8APmKQHVxxGQmWmNvAEaPPrjD6NyvtiybUASA5vFFpyLS46ny1YF5YcS4/MjzcZw2eOhY/ND5fh1UX3kjPo2EDXNpDVVfcSEfV4RCuTRKJVno15Hq9/pAaeFye53CRv99kcjHXR/Fgu+wkZcPm0dkLljwMwuymnQa39E04yOOGnlLARybhIft2vmENpFxOxUbKVCjtctAYPOrk4lGqK5ZEyPioJMTBT5YSIO1NiSM4Ik2qzc8FLbFrdCzRv5mU7Qm+aXY9gasPpXST9WoJTByJ2gjdhAcAXweLVoB1bd8AvdI5PAeKZy7cABVbqhyE4pdUIS0u+xypJpUkYDBmLWf0PHgAAIABJREFURlJrxDVnxMCUoPJ2eH5VPrttfvPDXqvJb83i/V4oJNmUBAhTqnDW29iJ5HdCkYmvcBSKTchID8Xim3IdiLchqejk4kbIv5qo4/EqwUbtNuy5xvW5Pw4Yoad02EaEzKhgCqaRw7tebzcrplE66gIDZjoDsSXMm3T4qqiviopt0lf0MiWYynnZAu4KWoGQ3Rl0UFlarAU0hFZLG7iKgKQJNa03BqybjM4m2aAEbA3YdD6jGtNRaV+qn9l5vfen//7T+ddnzb1GvBXziAAig27Bjkc8YsHX3CvUd/PRZgDgzVDISichMU9RCsjFEDYKZxrhWEkMxIhsPRSIeVnJES/RoE+DSVbArxPKRGkvafarhSbLN1l7xOZOgjbF/jvLp2DaSzdEb95nDLroWoAs8SpSbxIc9pDnif35KqzObpfj40ygqRhYqz3ohhOkCtGvevUqRK9C9M4Q7I0TNt712LxgE+yOgH3Nu6ohNlahF1DErSM3loCnn9kfPgYXFr3PzSGrltX+zvS7FXRlwfXUKTtiA4UpUN4oCEgOi99oZHRAwOHwWcyINtdNNabFSj/Hx8h4IXB4Mfni+5uT6614mi9WI6W64uMBOUIQtM3nB/0SagbW7NC6G97sjpP9SazdC5VrbKcbnG0lLi/q79+N37zsvb7tfffl7F/+6fi7Lwf//NPBP/908Oa2+v1Xwy9eNr5733tzVT6ay1s9dnvIbw/FXo1ol9FRy9cswtMuN+/xO6PAvZg6nIYnLWavL17uxAdlfFghjifyoIw3Uu5hhdjtCfM210iDqYA+J5trSeBeLm212J0uv9vljibB2/3E6ZY8qmDNrHuny8+azKzJ3BvAfgmbNZnjibzbE3Z7wqRO34cb7n+72xO2O/69vnh3mPn6tnHfKHx5VDiZRk+m0eNJ5GQaPZ8nTmexw1H4ZKrcHaSPh4GDDjOrkWcz+XIn8ea0eHtUeH1R/dc/n333bvz6ov79+9H3b4d/+GL65rT48qRyc9L+8HJnPs4rMqSEEQBaN1gW3PBmMIayIdCN6d1ePSd6hQBGUC6cdD3whJ1ECjYxOpV32eo3LrsXtcQGlvCCstMZsG4i679T/3YVXDbSeiDodATscAr/2PzwU9sjMAb9r89/vuh89hx49ty1gMUgb8jBZ4lYTUg1gkwU1LtfpJuhnbuZVA64/Y4n2k/XHc/spCaQQkMZFOG0hKCTE8B0N57Mgq2OL1fw5IueSMycyLoYUe2X9bmGj1NsqaoP9GlQwYIKlmAayTSFVNXHyXZf0EILxmJdaPWUWAqzup6aHY8FyV6q+2ttwYuvEoyaD1kIdpMLGgXZIsWcvOTMVMNSWpgfdn0BF8NbWoNgtoz4w5pg2tTcFYI1p5FfeEF9rgq+MGVNmqhGz69Z+DU4bMj22e3z/Olt5bvf7+3sJJpNttFghqNwvkrlGky+y+9cN8rb4WAbicyoyBSX+97IAPHG1vxFU7DicHGLVuKRAf4cC2m5hMMXtRm9i1rPUx30JFannht/BXIb9Vm0sZXItoLHb8ZykUYku4XehKMuMgtpfGtQyqEPbIb6DFGE1rAlOAV4Ii4o4tbTunVkAwh5sASpZyw6n9kk2JA0sYxtrNMaLau1hqxICgUUt7/Mpyc5KAxvetWIBG/fzd/95e3gtBtthMUCm+lFgkUfm4Irk/jFV1uT8yodddmpdadvPVKlQFZbGobjFa7SU4rtcLUbTZfFbDWwd96IZFEp7RVSHkjQiSWUyUGZmeyO2jZ9q+4kwLQYOI8648AqtY6UKLoRXEQ2wRQZHCSwPMc1ZBPvXIHVaIomsqxTgqAYjqV99iCo9VmcsldD2tSEddmj/dy0qKesbslrF4AXwKqFtZgZo5kx2gXzGvSCK9J2v9EqGM0B8yqh0nC6R64nn9s+36A29KxOha19bvwEUgC732RlDU7BYvbprLQOlcBwXuhs1U5f7adrUTFKt8alTFmmePDsdnvvdFhpxLvDghwji7VwuabIESKREer9VHeaK9ZCUgyWY2Amj5frzMlpcWsrenJS+OrD8NuvZj98Pf/Dd7vffzn5px+3//jN6Lv3nVcX+VfX5R+/Gb+6Ll+dZrdG4qjLTvr+s8Pk3VX5YCfabzODDtssIqMWM26zW31h2vXvjkPnu4lpm7tfXDVrMjtdvldAZg3f8VhqpsFmBqol3cWIrZYE7svZtOE7nSnbbe56N3G7nzidSodDcbvN9ItwJ+cZ16hpwzdrMtOGb1KnZ03mPtBwPJFPpuGdLj9vc0dj6XgiHwyDxxN50iCPJsE3p4VvX7b+9MX4v323/d2r3uksdjZLnk4Tu73g/kC63EmdTJXdnng2Uy4m0mGX3W2zOx3/Xlec94SDsXK2m/r9N9v/9tfLv/54+Odvd//l98f//V/vvr5t7/SVs73665utYT/FsXbe74ylKKvzxYbu81iOkZOkzvZ8UfWxzw/GUn4f68FJ54M1+IWO3tzAVj8zfvy54XfP7I89YReZRpGYxy6YVdDqI+Pna54VLa52CDYo4jEJtl9rf/fIvuCOep84nmpJjZnVW1kDIrvcvDndC0ernMr2yIGr5DS+d93duxlIOTqUpTYcT1yketX0CcEb5LQHYzbiWc/ZVfnrb8f7h4mz8+ztXeXDl73bl9Xdo8T5daXR46Z7qelhttQWowXcJ9kx3hjOYrE8KSWhTJmOZdF8jZ3sZobzpBwDIWwtFAE6Q7neEZM5tN4SgmGbz68VQmZRspTr9GwnPpwlUnkBoZ3TeTVb5P1+S6XKhCRzJOEoNfHjV6XmXtDge6JmnprDG7aEwShvGujnZMTIxCyhtKPaZUp17OysUC5j83lkuhU+OCs0x1JhIPZPc2ffzsQ6Kg/J6mUkfxiQehBdMIl1Z2WP9+fNoSoAh9aM6CMzvoBKejHrcXNqgNfYfKtq76PKVKYiVjhgYBNgc54+eDXcu+tjYScs2/Gkxx22wCmAKsPOiEnPr3uSdpOggRJOe8hq4PR6WrfoXNpANGpMB4S9QNi7TmhsIdcyprIrwHNkeZNV2ySbSbCYBQtTYKEwxOQYKkmSSYxOE2yOpFJorCtxGRxVnHrvki/iqIzDsKB3Uatev9pBLPsUa6buG+wmZ4eF/Yv61lG5NYjVO1FGtBc7wflFNd8LiFmvmVjzFzE85fYmXf4Gs+5TWcI2f0/kugJWIdeYTXsctMegp941KENZwx5fNcA1JFcU2fSZjLzdmyReeFSPbYuOEGgLAFiaBsIwnqSNPqsa0z93rS67VaDs9eU4Lalzy+CC/elj08Ml59M16MUGsvLc9dQZsm7Sm09dz9xRz6+1v33uebHsXVl0PlOjGwZSuw6tmggtJnu0kAoWnGZE/cL4OFIQd84n2yfDXD1GB6BoTuiMi8VGDMRMsaywc9Dtj0tffnd5eTcfjAvFihwIo4WqPNoq7hzUq00pW6AqdW5nN723l3r/vv/THw9+/Hb6+rZxd1H59sPo3/56+v/829W//eXgLz/M7o+Vfvuue3GcHve4UZcddphxj9ufh4/3E+M+36hgnQY16XDjNjts+uYDcWcUPJiFT+bRcZOZNdl27v8nTf0SttsTjkahUYVoZb2Tum/e9u/2xNOZcjpTDkehk2l4t8u/Ocm/Pc0djQLbbWbe8k3r5LiK94vopEZN6/S4Sm41mcNh8GAQmLfYi3n0Yh49HAb3++L5VuRiHj2dhi/m0f1B4GI7du8H/+mb7f/rL+c/fbn95qR6uZ253s0djsKHo/DtQeZ0Fpm3/afT8GFf2G36Dnridps7Gkp7o9Dbi9qPX8zuzht//Hb/n/9w+tcfD3/8Yvbnb3e/uuud7eQHrci4l84kGQTWQp6NVI4VQqDO/BRjrUqapgRgRfP5uuYJQtgDIVIK+x68AJ89NH+iQpa11MYKuPSp7rdqTGXjTWZWb6A1anRjFVxe86xsIutWzuxRQItgX/Gqfqf/zBZwPjR9/sK19In61xrvKhSwxWp+XHK46E2t62m8SkfyRLbBNcYKFTSzYTsu6NzECi3o0mW0P5UPz/Pn15WXrxtnF7mj4+ThUazTpcYT/vZl7d2H7uFp7uKmPphF2iNp5//j6S2bJE2vc92W7W1Zki1bHtsjGMmj4cbqLoasSqhkZmZ8M9/kN5mZmZmzGLuapmc0kizJ3taGEzvixN5x/s35UHFOxPry/IE71lrPva6747V6haCDBzp47ohKY2ZY3fxY1pAsmKodb7HhzFWt4YTW6uQEY0rQRtMYiCaIYbTSrA6W3kS2Ohj+sDiR0eTy+kze6A/p8aRtLcBqt6LtZiCXAgWcbTZrPRSWnN3kRmcxthb2nPCvKNnaoXKbrIPJLHhPXJQq6bQmtE6PstoIiZjY72WFIgKVDiUHD21RYaRl8daN4aHbVFKpk1xXR+NoKJUxOsOyL/ZgZF4CnPclGGXyzQiibB3Fe4YRrtHVcDR/Y4vyJVUH99YMu/RHP332N+v4z+UOBldPkNpY8ZbHmtTK3DyJi8sA8TIfDynbIRoOP0b8DKnYFbhZPCcLq0KvM1ZRYjhGhj6UoDfpW2SAQdCQ8VoyESCjVFiyibongb1gra4yXmDUaKKOQAVIdIDKNND5FhZOiiLID2UugQhiGRNKsYMptlLUdqrGRrL6eBYvWw9RY0WNQHXAlu64QgKNCZ+rmIt1W3sQSBfM5bonV3FYgmKNi22PK5QetjogVAYEW5wXJBDL9/GwBizFTpfGFYaySZMDnvM3n3E2t0Twh5Q1nJ4uiwJkI5ti4lBMHDxAl/hVfJd0h3PANPN4kJgMMCh6JkqKEzmkcD5qk7YDFyCeE9ZIGjLXyjuUoPY4u5/DP3uKe7TD2vwK+emvYb884O3ssDafU15QjfTn1NVnpJUN5uYz/FMYe5ekxPONrAP6NoK2fUDZxDD2xAATSdnCMg/koNCbgOqDvAFSSrQsb8xidWsSea8rCErUTJmKqdCwC9XgaF7OFrxuny6ZcRbKvmY3Nl8WW91QqWTP5Y2djuvt2/q37xuvbwt3V5mvX5Xeviy8ucp+96b6p9+03lylv77N3ZxEz2bB5dBzdRrvt6y9pqVW1FUL2mpBm03KYyFBKiYpplXpsCjiYScC/GpW0yoZOhXjoGZpFfTZgDDl5aW83JSX20irmxlNxsdrZbVJD7eZ0d5vxOctaN6ChhXToGzs5HTTurVfBKpxaTOt7BeBTk7TyqhyAUEuIEh7uWkvtxSRtLPaTk7XSKnuBauZVv//gtXNA4MSOG/a7/3uxz3Pt5el39xUbqaJk15wVnctO55lyz1vORZNR7egb6bV46rxtOuc1czjsqmT03ULhnbBeDqKvLuu3F2Ur0/yb6+q728b815w1HTdHGdenZW9kEQqwvM5KJEQyxMcKjRUyKNAYlfw9B2Zji7TMZGE9Y2dRyQaQq7kKFTcB1+iP99grqFkiG3O5j3h/1CC4FiYHAuTqMbBONubtNVN6jqct48Wo9BilMgpXiVtbFC3sVLsCu7pT1f+eYPwjKEiAH6Z0s7Zwj7cJz7hqFDxklFjpom1aJ2FqNJjuOJtrRHr8LDiGXkkKTm5TJ5cJvpDZ61hLJbUmawslZZYbbhcXuELcAolfbFqjiQUZgez2nG1R2FPWO4KyINxnSekBMxMh1cEeYSQRxjN6FNFYyijsXl4eivVHRKbXQy7h5sqAMGoNBSTBUNih4thg6iZnKbfd3u8ApWKtA/7kkbZrhZc3Xqw1wiUMuZSxtyoQKNxZDiP2gOCFfhPceI1smqHKt+2uKlGM7Y/cMynvlhEYAZRNhMun1XGEmKtCS0GEPa0NDFx2+uAvqRSpISGklQRZ+CBrTXWJzDBQ5xqFa9cUwYoCg8RyX+yx/yCqtnDSTY3qF/sc1f2OM92OE8+2vm773/y4Gdrf/urzX+k6Q5RvE2yAuHKGwMNB9dMFjmZbDNJ7GYTtYhH+E+eUR9u8FaR8gOei73L297j76xRnrPNLJwCS1DhSTrqLm8PIUUdKjB0G5vt5DIg+pZgc435fIu7jpIh6CBZ6hbQtAQkd4sLkklyOFqw7S2DhohQCJHBCE8OIgELptWHijV9vWM5vY4fX8RzZa0NIjlc1HRWORh5z67yp5e5dN5Q63pSTYc5rrSlNHQAK3KweU4WUY/b5G/gQeKe/ABnJDG8PG5IzAmKVoXbBxrsU8YGTk8XBlSioHpbiKTbBWQjG6ulIuR4gp5BAVl8l5RqYCHEGLyaQtEzuXYRXk16QVkn6ykoKYYK0hASJAkgw8WIJ4TH/+WTv/rl7kef7n+8zdmCcXe2OVuP8E/QSuwK+fkvd3/1FepLpABOUuLx4kOGnCQC2P40FMg4UkW/w6/XgUKHX09iH9p8el/cKgM4apOwOcp7I+ZCPZovh9QAD0PclGsYgbDx5LzT7CTTOXcq64jETLGE2e9XpVLGYsF8cV74/XfD//jj9F6tvn1VfHOVfnkWf3edeXuduTmJvjyL//7r2pur9Pk8dDTyXh1F63lto6xPRoSZuKScU2fjsmJa1SyDpYw6H5dlo5JKRl3JqEspZaMANPNAISbLR6VxLzcbEOZD4kZa084BxYi0nQMqcUUzDwzKpmnDPmtCnby+kVaPquZxzTKsmOpJZSUmG5T007p5VAEnNVMro8kHhQkXK+3llqPSRkrVK+jHVfN9dXK6VkYzqpjGVXO/aBhVTJWovJc3Tiv2i2Hot1e1397U3x7l3hznlg3XpGo/bnnOB/5p1dLNawcFoJ/XDQpAO62qxeT3gjXveG6W6d++6f7nvx29v2svR7FpLzRoeltl+7QXHLX9rapfLMAi9h9hMS+o9F2eCG13y2VqCgz9lCfDywEWV0og0RAwxAsMYU9rED+Ai/fXGat7/J09/g5ahthiru2yt6gACS1FbjHWn2IfrpKerZFeoMUokopAVhN5FsEOY2+VuE5VU9YIq4/hXxzQNzkaosEn4WqwgSyYbjrCOcAVk4o0hzzZLp7yOQz5U6lqN5aWBkJcj49Zaxj7Q2e5pktmJKWqtlBW2x1kX5AJuUj1pikaF4diEk9A4A4KQgllKKkKpzSBuDqUANJFWyCmjWWM8Rzo8IutTl4grnRFJOGs2uJi621krnRHrIYDZmKpYY0mlcWyIRwVh8OiatU0GHhGfU8wKCKTVna3/xW+94lBQ4sHdY2Cu5Cw1POu42l21Iv2++FSHRKqkVIDWmrC2kNcb4jTqOnHAygR5btshHiIG/DSrWYMT/BCYz60R7nOgtxcVNjboHNkl6QFHC+JZkXSLIhN7uco2Qu+E8O2oLjWQ7T0xQrho8fon8OFK1Q9gqiBMUD0DufJDx8/+JuHD3789C8/hv/zByvf59hIHAt5n7dO1eGiPZ+vYRNAdL6dxgDxdAOGYcJRzQSMDoXVHEqDIpwaw3Nw9vk7fDtnn7dL0RH3ebB1xtpzyot11jrHwTHmQZGfS9CjpAEuy0JgmYhyD1cfkhhCIrJ83xQVQwm5FCIbwtxgTT98mS5PHJG0aDpzvX1XGI2hTg+8vI5cXIXfvc//tz+P/uf/mJ6dhI9PQqORZ74MpTIqE0ST22jmlJoFEjgWstwvRKuQQi+PABL35fAN4Q5CgyZBDIqdsadCfkF6JAzLtwQHxpJTGtFhARpMiuG4pWyHeFeI2uQeoNVkgo72graFkuLwagrTzCNoqHQja4uz9xXmIc3E2BfBEVLUC9oaUna4w9v7AvPF9z//wU83f/6currN3f01/NOnpJU1xsZz6up9DvM+Z4+uo6jcUooMt4p8gqTskNjIRN5brseSWY83AJpsciOkShQDXBnZ5FI5Q2Clm/KETZG00+7S2JzqcMLqC4M6A8/t0zU7yUY7kUjZMjlnqehpNAKDXvT0JPf1m/affj96fVv6+lXp3U3+6ih8NvXcHIfuzqJXy8DXN9lXF8m788T5PHCxCC+Hnnt6QSmr8rvoPictERZk47JGydCumjIxadTLyUTE9bwuExGnw6J+3dKrmLJhcTYszoREpaisGJHWU+pR1TIom9o5oFs2zjrOZcd1bzjoFcFuQT9r2o977kXbMSiB7ax2UNL3i0CvoJvWzaOKqRqXZ/38fFBYjkprCcWgBB53XfOmfdGCBiWwV9DPGrZ50z6pWeYNaFK2XY8id7PE5SB0PYq9mqdvJ4mLfnheczTimkEBPG47RyVDv6AZFLWVqLCX03Yy6kZKNa5YhhXrUT94Pku+u679/v3ou7f9YcvXKNpm/XAxA+biumxcX8g51SoaAb++D3+EJa7J1RS5hhpLW+UAg8I5IDL3pRqWSsenMFBYIowvpj744vCzJ4RHByLYFnsDq0LTTVSc8nCD/mKXvbVCePIM92ifu/OC+HSLvoYQwKhaMk5GOORjdul7FDlRaOKRJBiaAic1s7gaPF+Di5RM/pQ6nNWqzQSOeNfqogMGFOQixZLCSh3Il1ROD6VQVjfaRl+YqwLgGgMStOLMECmVV5rsBGeAlSpoR4tIrmJ2BUWQjx/KaOJFUGulqk1UvZ1ldvOtXqHNJzJAbGdAYvXx+cp9ACIpQKzaguPLdwx2EuRlZQq6eFIejYuDQV6vY++0rP0udDQL1ismm5WBRHzCY22H/Uq9iuJ3ykateD3vGbUTk37yaJFvtXyFmtXqYXlikvFxyOujl/LyZIznc5JmQ+h04UsnBKDhQGdC+lOiXN+SHNvBnFSe4qlLcn6MzQ9QGXaMLiXEAztI6arAhRc6iV+iPnyC+wir2KQZkCjphiLIdtT1Qi/953v/8IOVBz/Z+f73nz74h/W/+Qj2Ac2CddZNuqSMAmDUIVHjKm/OaLhWisTNFrsYTCOOoDvEaBBUI56gO8QpkRQAh5XBKVo8QYnGSBEr+MfrtOcw7s42Z5Nuogo9XLGHSdEjeTYi14KXO6kaN0OgR2sgWqJmhmIik5fVOQ4NL6KNpXdym3j52+rtq+R8anv3KtGqKa/OfI2KPJfiXp/7j5fOsxNPt6Uf9E3FvDKVlvT6kNVFF4I4lV9AVKK26M9xykOKkYxRozkuHlyJ2pMiyBYG1y9mufiHAOERZYXl4lMsbKqVcyDH8H2yLRGc55dx3OINHuwFa3tPglrn7O4J4F8ePtrjHaCkGLqRpQhr1tg768xtjku0K0LAJKhDNQGtIbKdwhX62ieHX/3y4NMV+sauCAGXY77APdlkb8NEsD3+LkaJPuDCdhlbSpdEaGSzVVTAIcfSYHqr1ObUOlwA5NB2+8Vgwm73AwoDD3QoohnX8qLnDBhsHm04Ya00o9mCNxgxFcqB/ihfbUTLtXC7m5jPSqNB+u62dzzPvXnZvDzJvXlZPp6G//Sbzh++aV0tQ1cz3+vT8JuzyJvL2B/eV6+PwldH4bvzxOUyMmhYwm5mMsiv57WFhCwW5MVD/Pv2qlkGawWglFLkYpJKRpUOC9NhYaukL8blATst4eMVYrJsWFyMy7tl4z3ec9KCumXj6ThwMQvPu65517Xse86G/ttF7HTgvZqGjrquXtHQzQPdPNDJ6YZl47hs6uf1rZS6FpNXo7JWSj0um47bzkXDvmjYBwVDP6+f122Lhn1SMc/r9vNe4HaSeDlNHrd8kzJ03PJd9MNHTW8/Z6xGlJ2Mbl63jcvgoKjt5lTVmGhQ0k9qluOO+3IUPOn75x3f8Sj68qT4zaved2+HJ7NMv+lvVVwOKyfqV2STRr9Po1IzufzD7d3P17c+4fAPRXJCtRVOZCGJkkxhHvBERImCqdBw5Woum0988BnykwMRDKtCPyM9wakxdBMVLUPgVWiUGP6c+HQF/xgrQ23R17YZ6xgpUuoUbVG2Dxj7T+CPqXIiU03GcPYOWdtaJz9RhewRmdHNUZgIQjUcz3yKoz1iCV+YHfjB2O72UXwRZqVlSBcV/ggvlVda3VSpBiZSwRR6lDPI9cfFQuWeNyq2+jj2gAB0Mu0BAV28LTfi1RaKVI+T6vASAO8MyYQajMpM1TvYmTpk9vJInOci7YFUj5QACJOTWmqYq01rICJqd+2tljUaFsyn/sXEf32eujxNTAbeeFxRLlniMfWgE5wM4j6nLOYHxp3UsJMsZhytRjAW0y6OM9misT30dkeuVtuUSgpKeXk+I5kMrckYx2HDBkNMJQBzRllQgm9NC8CMWF+UaYtySYJnbxkYdgzfTcHr9vHqPZLuQOZjoCTrL8ifouVbHBser9uXBlkU8+HnmI9+vPb9v9/6L3+/8/2/fv7gJ9s/+DX25zgDwlQBQiO3pah3lI2N60KgBbHNJJmXqw0JyVokH6JTQBzNRMAqDsg6NFGNFEEMTVDENpKpWixOBt9jreHkiB3mKk4J36A9QgpXJQ6ixsdwZeTejMwaYJs89FxNf/2mODuNZCvaztR192357E2mPXeW29puV+e2wS+PncO26tVV4JvX0ZOZddTR3p57l1Nbq6E6PXafnvhKZdV84ctVAQTjKQskcC00ghpD0uL4Th5ChljnbMsiKpQGx3IIGHbOvhQp8El4HhHbyWc5havsnV0x8iviymPamiKpZ7qEBJBOtXIIIJ1kZDAh/nPyGlyEohtZhzKsPmfZl6H3RIckE3Nfht2ToEgmNsXCRqlJZDPrEXltlb1HNnNesHY3+XCKmYXXErfYm3v83T3ONk6GwUoOcSKU1iM3BXQ8NV1h4Flc6ljKHQzbwlGo1kobbDK1SWj1apUg3xUEq51UuZXIVcO+MBjPONq9dKkaavfS00W13UvnCu58ztVuRafjzMub7vE8dzzPHE3jr67L16fpy2X07jT5+iJ5swhcz72vTkJ3x8E/vK+eTrx354lvXxWPx76zWbBZBJpFIORilFKKdEwcC/KKaVUhpczGZe2qqV02hN3MuJ+bjYpLKUUtp0n6+SEHIxUQJHy8uJfbLhruCZ+X88jpOHA08F7OI5fzyNkH7h4vAAAgAElEQVQkuOx7+lXzqGo5HwVO+p6Xy9jpwNvJA908MKqYBiWwmwcGBcO0aplUzPea1c3qplXLvG4bl03jsqmT0bZS6lHJOC6bBgXDuGw+aXsXdfdpJ3DWDU7K0Khom5ShbsbYiGtaKc24bD5q2Wc1c7+g6eYUg6K2m9dO69a7Rfx2kTifxAZV56IXvpznfvtu9Pa2e3FUqpddJj2dTltzOUQOu8hql3AFWKmchMI83977Ao1b5YrQRpswU3RHU1aFhn2I26QyD41Whc2pU2r5D4gAdpO9us1df0L8iqDFoWSIPe4WQgRjm2g7zPWn6K+QfBiMtYWVIMkqnMTGf4Z8vIlfxfCQWqf8OfyrDcxjjopg9stsIbkrqtDZaForRaCACRS7Cj2Kzl9hCZ/5o5xwUqAG4TYP1eFnRLPyaFbJle+xpTtk/rrSTNQ5mRIQz1bCjT6e3ExiyGA8DUpuJpGFW1w1kqtGSEAcmbfBVSNVZjJfeyjS4w0eXq7jNvp4ciPa5KHG80pPhFdpm5cX8UxR4w6w+0NXq2WtVQyv74rzsW/YdXRq5lbNlEjIy1VjLg8eH2VKBQjUM7VqmlHPTSegXNqRzzkbDV8qawzFFPmy0QJRi2Vdt2dNJvixKAeyY21WdCopSGfEEtUWU/SMq9k1hplgQuhuAPIolwnhJSFWoG+T+pg41R5CvE7UHjBMGKoBhZJuvqB8zoaIRANyjf3wHzd/+LfP/+rDg7//8c5f/WjrL/569cE/Hfz4K+ZnWBMCCyJYLmpsFoyMfOlZODHyy308nGwfznlB0SBFTiZeheDayVTgUOHlKLwcS1Kh8nLkDgZLh9YFBUIrWeqgi+1UEUTDSbbI0nW9h2IPs0/uskeX8fObdH8EnV/EJiPncuFpNPXLI9/xWfC7P7be/qbcGxlDfvygqZh0Nb265PLI/vXLwPWJYzYAOjXpcmY5O3G/fpVYHLkDYbrZhs5WgR3KVyQ1mqTGGtOAxC3c48N4ThHZQKeb2TQrh2UTHIhRXIfQWnKwbZxdPgyvp66yd8hm1gvWNg6kKZJ6UVi1JztEaYl0O89cdjDsPLgIhRAfkrUUpAStThgPlHiSiUOxcNFa6r4MSzJxREE1ycShWnloNQUuw+MBxkPC6lPK5jYfQTNS2RY6VU/k2pgIAYxjpAvNHKmVLzPzhAAjkHG4Iya7Vw9a5G6/MZR0uiOm0XHD4tEoQX6q6I/nPKV6OJF1ekMGh1fT6Wcm80owAvqCQLUeiietHrcqGgHbzdDRothrBU+XuXd3rbcvG3eXxdcX+atF5OVp7GLieX+VeH0avpi4bo5D10fht1fp716Xjgaeedc5btsbBV3Ew6rntTEfJ+xmVvO6elFfyWkrOW01q04FudmwqFcxDmrmUkKei0kaBV0mIs7HZfm4rFUy9KrWs2nk+ij59qp4NY+fDIOvz3JvzvOvzzNXi+jtceJ46DsfBZYd16hq7hb097+H7ZyunlQ2EqpeTl+PK9tpbSulaSbViwZ01HLOarZRybRoQLOabV63H7Wco5JpXDZPK/ZpxTEq2vo5cy9raqcMzQTQTADtFDAqmfp5QyejnlZNy5Zl3gCXLcuiBZ30va+O099clV6d5k+G0Wk7MOuEz2b503mxmnd6HVKZBMvh7Ol0NIORLRDjWHw0jQlXaVkyJUWlZWgAllCCD0RBX1jP5uNQ2A06GyOS0ZWAEPKCD2DC7RXK4zXGyhfoT/AaLE55uMvZRAj2GAbyLmOdIEcj+bB9xiZDQ1S6RBILZ4e0RhSjeVoGW0VeRz8CXGItxNO7+BIAT+SsbSF/hSJ/qQKxFM4zsXrP4qZaPJRMVRvNyRjCFZ0F6wjzVGas2krEsVbYSjiWvcaQw9kqtBAkKe0cIUgSGPB0OYws3paaiQI9hqHY52tREhDH06AYMhiBt651MFxJNeDmejM6Z1zmS0oAG9bipjoDrHLL1OjbW32o2bZOJr5m0zIZeV69LAw60HIamPRcZ0fRwcCVTMurNWsqrUskAK2eqlJSzFahSIL3B4Fk2pbMmJIZMBCW60CiTIVodG2ZoprDfyqWrfsDzGiMHwiynB6K2nAg0e5pITyUENpSEkNcwDAeYhTbPIjENGNxqn2unQwXbRzKdlhmEsdGQst3d/grHCcZq4dviVY2RSu/xv78wZcPfrj5vR/t/uWDhw/+buevVwQP93U7G+LnuoLCWgddLRvViPfUrSq/ACPZo6jgZOXBPmeNacAqfVxjQs41YHCiTRx/Xe/n2GMSW1Tsyak1bgaUlPkKWiDI9Rc1ha6pMbEXG8DxZXR+5P3mfenixN8qq3p1Taus6De0k4GlUpRPJ/bJDAoFKT43+nxhnvbUjSJvMdSVM8xZX3N5DKkkD+0W2MmRczq3T+aORs8YSHBsIZYhIiZpMUjxvtDBIwHkPQGcA4mYVj5CgmNa+aqIgQKyqAaWwCkmaykkgMx1i2HSQ7gCS7fzlCkDL6TgBGQ0lwANkFdYW/syNNnE3ObCdjgwqUfGMLHJRjYDEmEBusCvwunom1w436MgGzk7AhQV5LBtIqaZx4MkeDWFqKUjRSiJS4AQ7BwK99V+KVmO5uipMhtP5ZR40la9W+6OW6AwmKvHBEoGlYMxQEpP1JyphoxOJRTQeyPmeM6TyDrdAcAXBpM5V70VrzVj9Va01U30BulQBLTYRCIhBoV6RCKsVkruUS866ARnw8ir6+rdZfFsGrmYhc6nwbuz+Nvz+OXCf7UMXS1DpxPvydiz6Ll6FWOnAlYyqkSA57WRk0F+MSlPhITpqKSUUefj0kJMWkpKKyllNa26N7UXErJMRDRs2hYDz7zvXg69/Zpt2nEfDQM3x6mbZXLR9V7OYjfL5M1RfNn3nE9Dp+PA7SJ2Pxj2S2Arq23ndPWUKh8S3d8GtlKafgEcFMBuTn/W815PwpOKpZMF+nlDN6cflUyzun1YNA6Lxn7OOC7Zj5re+5GwnzN3M8Z2yjAuWRtxTT2uHBbBadU0qxvP+o5XR+FXx4nbRezri8I3l5U35+WrWWbRix6N0qfTQr8Zjga0cikOj1vFE1e5fBRPhCZQtwVSokRJ5QixchXVaBE63MpQ1BhNWc2QTKnl0NmHWOIehrDLEVGMdvWDXf7mCuXxLmd9g75CAXBUHQ4phNF1xF3G+gbhKZy1RZSikKwdvoFOlWNVkADD2aNK0Qw5YQv3dI+wwpAfkgX7bMUhgvR4C/UxjvEMS3+sArFc6Rae/lCk2vXFBIG0xOpnYBkPxTo4FBbIjXiuGkkW7ohBIl2G4OmITCWOIEZQ5GgOQFQ6OSTxLpL5XGDAS0wEEYhzxmUC3SHo5UBRiQai5bvO0shn8HENXn4gp60OHGoQKdPCfGFud+Qs1vT9oavbd8znwdPTeLthm40D83Hg7V3lu/ftb983anWwVAFqLVsiownHVNWWJxTVBqOADmSb7aJYymR3icSKw2BMabYxlVqM3cMst0yBqCCekSdS0mbb4guwGazHBgvW7qVH8opgVuHNKg1hrtBK4FkJAogq9bAoOjQDxMMFm0wjgQbgkeIdPkTnu+g4HWJL+JxkRXMCtH/FfvgXTx78YPt7/4D8wd8ffP8H23/xOePjz2m/JjnwzoFVFhNitfB/3f+ZraB3lYyOgkFsp4osZK4RL7CQiNK9Q94qFJeGSrpkw5SoG5tTb7oOFru2RAXI96Bc1x6rGlJ1YHEZGi4dzY5+vnQdLRzfvc9/c5foFGVXU0c5xqlnhMOmbtgCThbO8xN/v6v/w++Ki5FhOQZfXfm8ELyUYfca8vkQNOo3k3Fms62dHrubQ3O2qbOFmI6U2JRUSANCvpOL1WC3OHsoJZHtkHBdMqyWIXDJdQkrw8Q74CFh3P0D7gHPxmfbuYdq3C8OPoYr0WQbE6UnUhwcgp0pSWj4Qek6b2dPDGdYWFSQxgDpuriBZuIcSHGHKvIWDwEToj5HPiLp6FgZgQlycDICToLnGjkKh5ymJOOE2D3aJktLJMvgJNGBQE8mCvdFIF3jFFojWmfckG2HzD61xiaKFDy+lF2gpHmiZm/MotTzFHo2iXWAwK8RmfuQR+2PGCNxa67oS6TtibS93oy0u4l2NxEMGwADWyonkihbBPxavRacjjOlgtMNCW0m5nwUfX1VvT5K3p1lX11kvrktXi+jd2fx5cB5MvbcC1a/app3nYWYNBHgQSB22LTeniaaRf39h2CrpM9HJff5EaWktBCTlpOKQkKWDPL7dcu06xx1XJOep1k2deu2fhNajAKvznPLgf98Ermax68XiVnbfToOXM4jV4voq7P0zTw6qlruLaCtrLYYkXTy+n7JOK5YTge+84F/1oTO+r6raXhYMg3Kplnd3i8ZO1lgUDZNqtbzgb8R1/Sy4EU/eD2KDAvWXtY0r7kWdXc7BRT8kkpE1s/rRyXD+cD525vsv7+r//vXre9eVf/zu9F/fDv6/Zve69PypBUctcKXy0q94DUBbBYDtrvz+fPVj5DoFSxpQyAlUrlIphCDo+1yRRieGKtQ0wJhgz8EhqLmQiVsMEv4MhqDR+BLmWIl9wFJj9tgvdhmrWIVCIoWK4RYZBWWZ2ZskVbQfBhRglxBfcHWkmkyDEmEFOhpMgsHxdxaRX317ODTDfSXaNa60sJA0VfWDj5iy/b5Sjhbuvd8+wMU8VPASrB6GLYA2xZgGj10jmKHJtpQmAgqG5Uq3kGz1inifThtVWnncXSUbeJzqhwrh3gqF1cIEngAVmQgCPQYpZVS6DjsIaEvpSx0HOG8rjbyRctGo4+ntNL8aVWhYUrlldGUxB/hxZOSfFEzmfnHU99o5Ol2ocnQd3mWrpXA6dB3e5nrdezZnLJc1TtctHRea3UwsmWTL6wIxTWZkl0D0vaRX1ggvtUhCCe0jbYvmtA4/YJi3VLvOrtjfyQhc/u5vgDHF+DE0jLQRlIbMUozNpBXmyN8jg6Jl26zQBxJg9qmP8NID9BiGMtIRgphWBmcbaGi5DCYeIPmIFDsOJId8wvMP//N+vf+6fBvv7f24K83HvwE8cOPyT/7iv2pKMnbV28/pH7+4e4/foH+2FkxmVPqRNcjdzCULpY3B1ijErmVLNCjbUFe/zj8n//3RWvqrvftxRboiXIzVW136qkO7MWOOVPVNofGwcS0OHK8ehV7fRu9XDpenXjenXlvxrZ3x96vzwOLtmFQVd+c+F6eh1/dxBcz27APmAxbKvlTM7gdDhAqBXGvpYVsyMHItDwPljv6RFXjTPINAabIRmTbqQyISTJSUBocTk/fl+E2uEiaVUQwcAgGDt0kYFpEVAOboKHu8w7IAI1soHJcgsfU53gT9RAgkOwsflSBtzHobj7LJyJa6PcgELFXQjfQpB4Jx8JlGNhci2CTtvMM+wwjQqM48FX0M46OofcooKjBGdUHMvZIzu6KAHIDw+gWBDOAK6oyeYQAxInmreGs2RHV8dRET8JY6iWiRXc47y71UpVBJlLwyHUcAv1AqmWojTyejKgx8QGTwO5WBcJGfwjU6tkKNU0iI3r92uE4Nxzn5GoKV3gIWvh6E1emIAUDulzWwefCV59/qFFgR53QzXnxdJbs1qE3N6W31/mXJ4mjoevmOHK5CM67zl7FWM9qYh52MSl3mQlxP7dTAbtVU7sMtstgr2aqpOWlpLSSljfy6lpGXYhJCwlZPa+ddByznmvYdi5GgWnfezKLHE1CZ4vY64v85SL+8jh9e5S6O8mcjkIXs/DFLHw89F3Mwhfj4KwJ9YqGfgkcVc33+ON7lNX1LHI1Dd+HTVyMg+Oa9f62uVswNNKafsk4a0I38+igaGylgVkVOmp7elnTsGQ76wbnDXctqiqF5a2kblQ2L5vQ7Tz0x1eV//5d97//2/jfv+n/r38/+W+/W/zbm8G7i8ZRP3k6Lby66NaKXrEAS6Pubu189sG/fO/jz3/yfPtTJGEdQ9kWq2l8OYnJQ7IFh2IZUSwjmm3SUNScL4cskFJtEKPwu2QmVqYRPKAZCNus1YeoT1CivU3qM6GdSVagEJzNNewjvAjOUGD3Kau7xJWvNj/CsHYEOooxoBDoyb9+8S+rqM8PKM+R9BdMGZKlQFBE20z5Pl+NUFlIe5iP+cp9g4Nm8TE9cZEzwrcFOULtAU20obFRuGrkGvJXNCl8l/CIKNynyzEw8uoBdX2P9EJp53kyYCBvtEVkcjPFFhDaA0JvROqNit1hoSskMDmYdi9PZ6P5kyqtjWHz86tt22Dk6vTsjZa5VjMOh+5+37lYhC7P0qU8MB54G1VzLCztd9ztBnQ0j6QSkvnUUyxpCyVdJCFr9p31rtsbkapBokSNeb7xIYbwTKUlBSOaRMLQ7oUH41ij7Utm9MGIIpPV2yFWOqO9usnX23YTRBOpDoRahCMmlVgIB/RHa7hPWABuh/Fii/yUID/ECPZpWgJWghRCHIwcvkJ5+Jj0GcWOQ+sPUHrYR9h/+fHu939G+Psf7X3vA9SPdoDVbfULmp+IMMD+YetH33/ylx/BP9wTrMVGHm1IaE0prQmFyEgUgbhQQR/O62IlIF83pkqas9t0oaat1IFa05AtKNpDWzDOCycF1ZapN7Er9RvxDLNck0wnhj9+l/vdm/i7M+/bY8f7M+/rpWPZBsY1zaJr/OYuOe4YywVZPiecTi2pBKtUEGVSnGyam4yz6jV1IMhI5MTjk6A/I1Y5iIYwm28joKSbOBDHDgh4YYkgomD5ZGsi5AsBkh826Ms+lleNUtGpFiHTLqKbuXARimyg4wASE2LviGE4I+k5Zx1lwPMiUqqbQ/Nw4ToMxkAggmSYCMa0MGh6MlaGIkjQXAPjkLO/R9l4gfySJEDwNSQK70Bj4uSr7lorGE+B5bJ7Ok03at54TBuP65IpXSikdDj4To9oMs+MZmmHT640MD0RIFfzlzqRYiuaKHriZW+y6pfpmGI1LZCwZCr+TNGbzLnUeg5oFRstwkTabrKKWFwk7OAhYOCks45U1qEzcpQ6ulLH4IowKMxzOOopibJNo+6uvvjog588wBw+6TZ9Ly9q417w+qxwNImczYKvL5LfvMy/PI29Oku9PEk087pl350OCz1WklENDzrp5bSqWdQPGtZ+3VzLKvMxQTkl69fAbkVfTsnqee2871qO/Sez0GIUOFvEFqPQ6Ty+GIePJpHLRfzlaebddelqmXh1mr2axy+m0XnHs+i5Zx3nrOOcd13Thn1QNk3qtrOh/3QcWPTc93Uf17zoua8W0UXP3SroKylVLiKpZTTDunVYt86a0MU42Mnr7++fB0XztOGY1V3FsLKZ0rey+mHJcjb0v1omrmfht6ep//y2+3/9afbn30/+1389/fPvF7+5bd8ui0f95MWiPG4nfE4lhbiDQq4gDp9/+eSnv/zsHzcOHm/Cn2wjn+1jXzAEaL4EpwKYGoDF5qHUOrbRIjZapGqAB9pUBBqSKaQQmZgHWAWCrMNuM14QVYfPsF9wTBSmDr9Le87UENbRD7fxTzkqAldNZEjRoEdKFsDlFqbYRBHoyaaQ1BFXs5RINPMFVbzHVSP1brbSTPQmFSY3UwFi40Ug17Do7ESrn+WOCdnybb76wJ9WMcS7u/jPWQoEU4GSmRkY1s429sk+ZW0V8WUwb/PnTCaf2OqX2IOSXMOeq1qcfoEvJApEJOG4PFs0xrO6UFx1elPO16BQQlmuGhfL4OVV6uv3teUyPBy663XT7W3+N+/b/Y7z7DjRazvCAdGw551PwsWc7uwocnoUnI49w5Gr0TJnihpPiA9CVL2VKlEfqgC8L6ygs7bp9G0IEiUSxn4/PptlKhVXpeJIpQzZHBgMSRMZTSAiiWbVqQpoC/IUNjJLA8cI1w4Fa0juBoKziRHs71BebBCeobh7m5QXVB2RoERTjcR9yfYhAN9Xb8P1ex+Tf/Fz7Acf4v5uG3hCC2NoIRwjiFdXJL8m/eLn6H/58drffAT/cFe4lpz6DTGpws2C0mqNi31A+BJ0Mo0Omi8mGi786YKq1jSUyqp8QT4Z22ZTKJURVOvqaIzr9pB7Q7PNgwKhbZnycTCAvjq1X8yN5yPD726C//E6fjs1nw1M//Y68+Y89M3L9OnCd7zwvnufPz71TWbQcGytNTTdvjGXl0UTvHrX5I5wLAGGJyvTR7hgSiL1MZVJiSqv1Tdt8gLIi6lZERU3phemLBSvUl8Pg7WwOue01AIsh2xHhHpEXMVoCXD5IUKBOtRiqRATqcdRXGyKi70lP9jXoncU8E3RLtVCp5lpODWWBpA4RjqOB5MZmUoLxxs3QEGl3s4LxXSxpCGdBmslWylrbBRtp+PE3Ulh3glczdNf39QHTW+9YJ0Owstxstv05bPWVMpYqnj640y64EqXPdlqIJpzRnPOwbLiCOhcIX2q5LV6VJ6g3upUGG2SUNwSihoDYYPdKQ/HTGariCdAE8lboFkAWPlKA5MrxRGZeyQ6bHv/IQqzqtawkKjnv/74bz/79MdKOeF0Wbg8LbXrnnrJejTyXS6Cd2fxq2XodOy/OYqNGtabo1jczw25GD47JR0W5uOyel53MglMu45ySlZOSRp5dbeib5d0jby6XzefTgOdmnnad8+H/qNJqFuHeg1Hu2Yfdb1Hw8DdWfbtVfF0Er5ZJi+m0eNBoF+xnoz89+yXedc1bzl6RfA+A/Veqk7HgXnXNWlB98/zaehk5O9XzY2crpRQ1DKaQc1yz2A4G/omdeusCS07rmHF2iuaGil9wiXI+qWDku2457uexd5f5t9f5r+5KvzxffvPvx3/8Zvet3eNd9e122X+bJS5WVbfXPVLSQegorPo8N29h2TaAUdM3EI8xdJgLBkJw9j/6sVHSOKGVEXRGNgiKYHNQ4llZIWaoVCzAKMEtCgkKo7JCaDJ8Ad77HUmSIKx1+kA/oC1TlagaEr0NukpjPwCxdxaRXzBVRFoYpQ3brAHVGwFRgAQNC62KSTFC7YsIYlQj2fI4XIrOdWwZduOVM3sSykzDWsop/Wl5N641BZgq8xomQHFlGxYvOzGyMtTHCBID2UGYqruFOtJEgOVJkY82f2YIkQ4ojqRhkgTwoxOfrJgSheMhYolFlflCwa3m5NKqYejULfnK1ds51flasOdzALzefjqIjmf+s9OYpORZzr2DnvuYc89nwQvz9K9nqdQMMTjilLJeH6Wn46C16fJxcBdK2rSCVE8IazWwXhGFogLPSF+qgCcXZZ6w0gmY85krEYDx+2Uh4NAMm6ORcBBL56MGwp5i9lC15vIBjMlEFfESgaDh83WIiQQmWPGElUwnBB2yN1laUhI1g5BdEiUYvaY2zwrCydH8ZwscYAnDHP3lJs7qo1nwoef0X/xiPcrRuhQUeKQPEhenKqpSj/C/stPUf/0wfbf/cPaD55SvnBUDOoAn28miq0UvYfHU8D5sn2VHuMLCVweerUGjCeOydh2tHTPJtazE0+rob69Dl9dhmtVVbOtFakeOYPIYAQXieKyaep8qHp74Xq5tL5a2L4+db058f7mJn46hU5nruXE1e9aowlef2RrdsB6S+/ykrMF2fFZOFfWxrIyq5+hddFsKVl2HvB17IGB09a2yopaQV7DSirpUQUlJGfF9cKcnRkzirNOQzMK1AKWdhipo39OWPkU84RsYeAAEkxygNJgYAoEyoDHWigEO31bjXzCWduUwmgOljgsIwCEdcYaUYUly9E0McIX0UZShmTWbLQwEwkgGVUX0oZmyTbv+M4G4atx5G6W+O48f9pwXrQ9kzL07qT07qx8NojeLvMvT4qjTqiYtSbjRo9PWar5M0VXLAfZA+r2NJut+/1xc7YaSBY9kQwEedTRlD2StEWStlDU6A/pk2m7Pwj4g4DDpVBrGUaLMJg0SQEaV47nSAnrew+39h5hiTtYwvbDJ7/YP3j25PHPnjz+0ARyi3lHNAzcXVVfXWQup/6Xp7F315ll373suy9moWHdUk2rom6Wz06J+7m5mLRbNS0GnkHDUkpKa1l5u6RpFdX3y6x+3bwcenoN62LkO56GL44S455v0vePut7lJHI+i746z72+yB+PgtdHyZNxaNnzjRuOe8HqV83jpv2+w7p3w7fy4LjlvFomjkfB41Hw5jh1Ogkfj4LLgX/acU877lbRWM3omgWwXTJN245xzTJtWo577uOe+96Y2s4ZGmldLiBbtn2vTzIvl8nXJ5nf3VX/8Kbx/qb4zU3l7iw7brmPhpGLWfp8knt/3X93M8xFraCGIxGSUIdraPwWT0rG0fcPaXtELkoMsKU6pkhNU+pYCi2TJ8TQWQd8AY4vwIllVL1JyhNRCDQkCGlBSPtAYKZpfCI0bwfwi6CUVu8TKuxMgnB3G/dIYWWx5Ohd3GOxliLWUmR6eqRoc0RV5qDYndLQ5TCW4gDNfCY14oN53eQq1ztJpJs2o48byOkiJTCQ05m8HEdIYHEznWGhKyLRWMgaC5nEWaWLdlRmstbGEGowOjubKYGzZUiLV6oxs+R6qhKkQ15ZJGXwhRWBsNwAkpwubjymikWV9Ro0HoXbHW9/ECxXbKNx+PXL8mTkKRd1Vxep5TyYSkgLWW0urT5eRMdjf6Nh7ffd02m43XbO59GTZeJkFimllG4bxe9mZLKKYlmXK2uzJa0nzHUFuINJeHmUXiwyy3muUfaWcy6jjqVSELVqisclm44zs0m6XHbmilZvSG6E2CozVWGl8fU4ICAQ26lMAM0HSDDyisTEpMnQTCVOBNIZKgJNhSMoUWwLdV+yjdTukxz4QzPiifDhpuYFyrbHjBLpYby6LpFk2bq6/CHr0w92/+4L0sefYH7xCeLnqrAAjMvAqIRvJFClu4GUiivelqoPeOL1XEE9GEL9gXUxd7aaustz/2RkXkxsqQS71wEiQXq1Is/XxIEEyR/BJ9JU0LDqdx2MmtJpS2t5WsoAACAASURBVL5oK78+dd0tHe+vQt/dJU+mULuuLeZkhbzM6SGVaxqVfi+WEWtNyM7U1Zi6PFmZzEECE2JnVW8pA/6hByhouSEBIywkBngYN5vgEwrzJmHBxogbeGmLOOuQF12csE5ZtB/q6V9QVv9555dPGKs4A3lfjiLbmAdaNNZMXhXtoEAC0y+AKRAIFYoBMfeFe0ghjGugqt0iiZFmtLGaLfdinhz2/MOO53Qef3NZeLmMH3ddJx3Xedf5chL4zWnq//nT7E/XubeT0HENWpTt05K1mzGMS/azQfjupHCxzBZSRick9HjknUH83W+OhstSd5rL1wPVbmJ52Xn5dt6f5LwhwOFV5Yoel0+VykFmu6hY9vqDQCgCRuPmaNzsDej0NoHJLUWS1giMXRRxA45d//AXP/zqyS8RqPW9/ZUvv/rpJ59+gEKucNgoAn4znTR3qo5uyTxoWC+X0ctldN53v77MdipgLia5N1uV08pezTxs2qpZTbMIVNLyWlbeKqqbBVU5JSskJM0iMOs5zxaRq5PExVHi5UXu/Ch1cZxeTiKLcfjuMv/2tnx3mT+ehm/OMifj0NEwcDIOzXveYQNql0zdknlYs48bjlEdGlRtlbR20HJcHyXnQ//xKPjmpnR3lr08Ti76vn4TGtTt1by+lFSXs7pKWtsqGYZ1S69q6OSBQdn4/0VR+Bdt96zhvpklf/ey+Zubyu0i8eo4/fYsdz6JnM/i10fZ5SD87evuH76dnc3yg0Y04FQZ1GwBF0ci7B5itjZ2HsEw60wJmcA+3IQ/QZE2jU65xa1U6hhswSFPiBHLiHTWgVhGFkrIEgVTKKWLlWyDVQ1C2gc6B9cSkMqMVLp035fRgS4uADHEOozYgDN4eAwxjK/C2PxytZnlTxr9SYPOzvantGoLhaeC6yCKwUW1h7ippqE8gooDyBrmezKqQBG0xZRar8gUkKmMNL2FReXtitQYmYGoMlOpgi05SLAFhAojUWulKvVEAv0FV7TvCSiCUa0nAsQKkNkltfvlVpc4GNelC+ZwQjucRKs1qN5wjifR4SjU7niqNXsmox0P/KWcrlI0lAt6r4vltNNSKWWjYR2NfMfH8fPz9HjqWxxFRxO/3UGr1qzHi2Sn7jIZSFIpzOFiJDKqVF7li/LTJU0yr6k0LM2W4+K8sJwm2nVPNmlwu4Qul1AiP2Rx91weeaMVaXSitXa0P8n542a7X+uIGFQWgcoiIAuRVDGKLkPgOOtqO0Ogw2LZa7v4LzlqDEm8+xz7yQrhM7hsm2hB76m3n0ufb2o3d417vCyfn+OxE0xpSUwNkGR54a56/R93frjC+vIx+dc/3/yxNiKQuphMAC2HWFwtKtu0mJzUTEVXqBsafVu5qY+nRMEQMxLlVCvKYk7SbmoKGUG/DUyH5lpZWaoq/XGm3YM3QgiB+EurdTebojVLvNOB7tXCejUw/ObS981loJrmht34QorbriogG1IPbFvshxoznKfbVbgJgSaoiwulIY57AIWXIX3ZQHHStyTbz/kbTwXbuzo8ysaghxSCNCjImSRFiJc2iXNmekhJ98t4MTVMhX3EWP0E98VD6tMtKfIhcx1pIO+qDtfEsGe8DbyJjAeJOC0WJYHh5QdqJyeQ02eq9kIVKtegUd93NAvfnmff3xS/vS68PU3czvxXA8fbhe/N3Pt24fv2PPLnr0v/578O//d/jP78rvI/3lZ+dxI7b1oXFfDlyH83D19Ogufz8KurwnQUbjZct7ftu9fD7jDV6ifzFd9kWe4M06cX7aOzejAKBCK6WNJQKDsqdU84pssVHIWSx2QVcQVoi11msUusTqkMoOwefrWPeozCvUBin2/ufbmx8xUKu7W5+/jh41/97Bc//uhXHzx68usf/OjBr/71J2Y9p1ZwdOvefst7Mk1069B86K8X9d26pd+0FdOqclazHHonHUc1o+tUjKOWpV3R9uvGclqejQqrWWWrpJ+PPOfL6Nd35VdXhdN59OYs9/a2entRuDzJXJ2lj+eRm4vs1Vn6aBo9nkYXo9BsEJj2/Vcnmcvj9OUi2a9B04532vEux+GzRWI6CEx6vuUkcjKLzUeh2SCwGIePp9Fe0znuets1eykD9Fuubh0qpjXjtnXYMvZrYDOvu3ervjxO/+Fd591l+XqRupjGb48y846vW7LOO75py9Mq2O4uau9u29++Gd2eNwftOKhlwXa+2tr4YnvnMZ64z+IR9pAbK1uP4ISDQ9LB+t7Dz558iMCvaQz/L0lv/R3ZYWDrauI4ttuOOWa33cxSi1lVkkrFzMxw6hSeolPMzMwlZpZajXa727HHyWQmmbn3vrfe/XPeD/4nvrW/vfZam6nU0k02kVRFVgA0vgRLYyNJ9DmpkiGS0TkCEldABc3qPq2FJdbgiayxWextrhzJVcyLgSWGZBry8YwuDlexKFCjVSam3iWy+pQSLRmwsowwV20mq80kT1wMwkRLgBktqUA3KZBXGP0cqZkghShqlwD0yVR2gUhDZnDnMdRRjZnlS4JWv5itnBfpsOm6RWunqQ1EnYUGGsi+oKxed+dLjlQeThRgyCUrNH0Gh8Bk5wVi2kTWWKrCuSLUaLoaTWelaovGVLmcrtWCe21XNgUUi8ZAQOT1cstlY6GgK5YN9aa11XGcX+T2TxKpvDpd0Lj8bLuLWa050ilDMgXm8kanlwea8bGsorPuqnYsta41kVUGw6Lt7WilCJUL5kLelEgCLp8wFFeDJppYjtPomGa7RCQns0UEg01pdYMWDyhSsyQAy+RUhbM2nhLNVy1qzDSGaHp45lsSZ1QEoAm8seujH92c+WyK3Y8BkROS4bvcu9PgDCVI4yR53BRfmBExo0x+jEN0oD+aeOfywqf9lOsIwdCdxW+kLrrYRp0k3cVwJ4x+/vpRLFfV1Xu25S1vICrYP4kXK0AyIy2V1fGEoFJWdzuGgJcSClBWeoblnslsxWYrGhBakmjGWLxbMuVAKklPRohPDuzHy+DjTfNBW32yol+rKTbb2q2efnvZUCuIknF2IMzQwRiVE29I8PUZmSDI0pYB56pHlJDNqBcecIav4m/dIN+/wxxDGqg0v0ySNWkqTqDuBpteWcGqKFo1VVieM82D+BHh1ABn9A75/rdL125Rh+4xxwa4U/dZo1ewdx4yhqeE0wjRNEaCkFjolqAkVYFqTdfRYe70KH92mD3YCh1s+Pd77r2O46Rnf7rp/utR+O+Pkq8P/K8P/D/ue59uO384Cv7tRe5fv9T/+br6t7Pkq93AUd2wXdScr8DPdwKPtvwn24EX57lHR5lHp6Wz0/Lubr67HC9UvMmMo9VNbO6W9o7q+8c1t08uU+JsMD+VNYSimljSUCy7s3lnoexL59zxlNPuVIUTZptbSqCNz6MH5tEDRNo0ljSJWBy6//DK7fuX3/vgjx98/NZX33767fdf/vmDS598+h5qYTgRNm2v5ZZbkeV2YLXjP9iOH+3Fs3FlpwZV82AqIqlmgXbZWM2A1SxQTis6VbBZ1GYiwnxcUsko8ylFrQie7MX2NgLduq1Ts+6shfY2Inub0bPD7P5WrNeGtzeCB7uxnfXw9lpoazW4vxXb3Yis93zVnLlZshVT+m7NudrydmvOVtXWrFi7DXi14+k24HoJatfsG8v+1Y6nWjClY6pqwZRLAo2ypVN3JMPSXs3cKKrzcUkyKKhlgJWqbW/Z/9sPvc2WZ7sT2OkGN9q+UhzMx9Qnm/FfXvSenTV+vOhtLseXm+F6yddqhN0uzdT0nZHRW0Njt+aXxkkMDJ6OuTVwfYG4SOMRBXIqR4idXbhPpE1rjRybWwr7FP4omCm6UnkYcsiVAIfJxVEYSzQmATQo+/gqzCz2Lok7wVIssKRzjqgsXbeorBTAwdC52BIDEXRyZEa6xEhTmNlSA83ik4B2ltJEkugw1gBPolvUu8jmAJOlnARgotZFV9qoChtdDDHkdp7ExDS7ZXINVWfj+RN6Z0QFWBmQlx9IA52dCOTjSTVLIuWCSDpvg7nFkiVbsERSpmzJHYgaap2QNwz4wxpPQOkJyte3ktmCOVeE6m1XsQQVisZ8wRAMSZIpTbMFN1twJCovV6BaywF72N6gIJKQ5yqG5U1/vesw2ol2H9MT4eusRKdPFM8Y2iuBjb1EpmTwR8WNZfveaby5Yk/kldGUNJvXrG34cznd5mY4l9dbYaYrICo17NGUFvZI0fhBEn3GGzIotSyTVc4VEkwOpSdstnk18byrsZIMxvW+qEqhIYoVS2YbD/aKF3B3R+e+Q5IfTBHuIHlDKMXUCOfBPfrNGdUkw0/jxrkUH4UdYpBdhGn56C3S5fvUq7Oi/inOPb4VN066qfGypBBpnvYAdHKa68HD00yzbU1lFFY7yWon5QoaI4SOJUXeABN2k35vnSp1rcWObveMuwd+b5jtDbNp3Pts8QOx/KFaO+J2LfpdC5Uk/XRVn7Avvjrxvjzxn25bi0nO+aH76Yl/f9Oy0jM02jo4SNO6Sc6yypCVB7fcQElDsJLHZdNIEI02E+dBLMFGF6V1gqSWF9cANYepG9A1PZaVsH09pik7lgz0h7zpD8e/uM8cukV5cB136yrm5pfIKyOCuTH+3APq0C3svWHq0Dh1CMEc1Tp5gTRYqNuPzoqHe8nzo9xGz7fV9eysuA83vBe74R+O4j+fJH4+jr7aD/y44/1xx/18Ez5bgU5XoGf7vtePEj+eRZ/s+X45jf9yFL9YhvcbpicbnpfHsSe7ocMN71rL9uKi/NvPa8ttn8clrdf9e3ulYsH97MXm46dr+4f19c2s2yeH3ZJIXOv0iC12PuyWpPP2cj2QzDhcXm00CTs8GsghUeuYeMoEhjg2j36IJU3Oo4cejlz75PO3P/3iUt8f+j74+K3vr3315TefvP/RpUvvvvHpx28QsKPxiLlRC+az1l7L3244C1ldKiZvVqFODSqm1cWkslnUdyuWVsnQyGmXa8awm2U3YLNRSa9mXmlYVxrWw+3oRs/TLFu6dcfeeuxgM7G/ET/eS+2sh+slqNd0bq0G13u+1Y5npe3dWY+utX3LDXcpbWiV7cWUvpwxdqpwo2htlmy1PFQvWDpVeLnh7tacvbprteXtVOFOFc7GgF7dVc2ZC0ndWttXzetbJX0lrSgnlb2K6WgrtNX19Kr2F2fVs93MVieYj2phM1PGmVEIEdmIerMXOt7JrXej8SCYCOkgPdegY9usMoEQTyQhpuYGFtATRDqazqfcH7kzPj9GYmG1ZrHWyKexkWjCKFuAUuuYwbg+mbfV2pHuWjqZc7n9BkAvYnLxC0szFDqujypCEHnTTPk8X4vlA0ugmy03E2UQUWLAG3w8kQ6vcbBAF1+oI8vNbHtUo7KwATtHD3PkZpLRywVgqsHL4IFzAEzmgUg+uCi3kOVWGluDkZoZOpfE6lPqLVy9nW/zSW0BCWBlqMxklZnMls+xpbNaM9ni4hjMNKdHmEyBwYja5hSlCvZYyvy7IXpDCtBEA02UzZ1ko+OOJNSZgjEcV4TjikBQXKxCy+uBjb1YrQMnclrYxzM76OGkvNy2Wj3MfN0USsl9SaknLgznFIkyEC0CJhfHFZFpIIoYWLR6mJkK2N1wdTfg3eNwuam3ucmAARUI8SErMRqXRZMKq4vli0hsbq4cQPsjKm9QZbKJeGKMRs/2BEGpima0SiJJGxwAgjEomrJCdrHLoygU4FrN12qFGg1fOAYmcyZ/ArCGpFo3lwvhF8Rj45x+lHaOG2CwfTQqjCdYllDg9BD79hjnNl4zOUy+ssjv95aAUEXnyahdMZkExKarlkoLrlbNnYalVtG7YKpWgwyGeDY7wemhhqI8HbTEFQ9BLjwILcEBqkw75Y9zYhkJW/hQDszIgQmRbGBt07S5boKh2UKEUopSwhbEblPzy+PowZp5tQ20q/LDTevmsr7XAds9o9VLklmWvHWtpaRxdS2SmBgHESkuhjwLyDIaUVypb8LSnN7Y8xnaHmPH69xI+Lczhpoba2a9P/rVn0c+72eMXMfdnZLM9TMGhzijMzLETdy9eSUapcI+JA3gFWiGhmAJqxJlW6npOruo/fCi88PT6nbPe7ge2Go61qrQxW748V7o6V74+X7ox73Asy33ec9yUNeddU2nHeNBS3e2avvpJPrTo/jZtmu7bT7qWJ9v+5+s+x6tuX49z/7369ZvzyrPjxIbLcfpTvzsINMo24wAOZcyv/5xo90MbW3ldvZKy6vJctUbimotdr5SQ0ykTaks5PWrPQF1sepLpGGDWZTIuL0hA2gS8CU4HHmKyVvCU6aXcBPTiP57A99/8c37n3z+zptv9338l0uXr3zxly8+uPTnP73zbt/nX1y6e+dzmZTscatFoiWfR16twImoKuwTxULiTEyRikiyUWmnYtrqeno1qFMyHG0EOhVjJaNul42dimm1aVup288P02cHma2VQKtiXW64j7ZTjw4LZ/u504PcasezuRLaWg2udf3rvcBK27vW9bfK9lbZnggqyhlju+Jolmy9uqtVtv+Ord+Btd7xby2HNnvBjW5gteXdXgk3S7blhnujGyim9CtNz0bb0y4aGjltPirLRaRrTXij7WkWLPursecn9VbZqVPi6cQhIvo+izqs1+BtJjqkY2hkOOzCfR5zjs1EkPDjfB5GrqBJ5Uw0fhqNnyEz0VQuAUtdmlycWMDPSjUsmZru8GiYvEUqa06mpmhNLItTnMw5Ell7KG7JFgORhFNvltOYBAab1OdOgQz54tjSdRRrmKddgsJihZUCejg02SxLvcCQz5Mls1KIxtcRKJIFjhon0lMAmA/CPLWdqfdy4YTcm1Up7AS1g0JXzjDVSL4Ow1KjuFqcGuZAQYXNr3AElAo9TazBq8xUsRZHF00LAZRMhzW7OfGcLpYFnV6BPyyLJwC3R2iD+bGU0eESG8wMs5UtUy6ptXgbzM0VoWBUUahZ26te2McDjPhwXNZZ87XWvL3NcDyni2a08bzW6uN6YtJ80xorgLmW1eCieRKSaBHwp+XuuFjrpIkMOIWVwgeWQAe10Las7PiLDR3soxTKqlCUY3cSXF5aLCOJZ+TRlCyakbsCvGBSprOSTQ5mIK5yBqT+KAD7FAoN1QpLAR1boabJlBQCdZIvwtpgOeyQwzZZOedeaSdqRW+t6K2U3N1uuNLwbuxn6mshlYOJYA3McQfZFpwmLmQ5CNq0RORnLMrHODasNS9T+KhSGAenRbVt79ZZSmslZypGi5MdjCqMJpJCMmU3YD0OajwkyCbl4SDP7iAbzVi1bkGuRcxhvkHTr4u1c2zFKIF71+Qhac1oJr8fS74qVo6kcoJogs5lXQ250T+ceDYbiu266qCnP163PDkO5FK8XIrXrSubZWm9qqi3Ab0dLdAjYl1zei+gTIgMFb2+alIX9fKMVpJUK7J6TcWiqlq8B6nYeSl8nLMvB8GSzVh2gFno4+Ev3h/49Br69veLNx4yhseFUwjlwpRkdoA6PMmeGqWMDGLvG/0KVxystHy1muvRaWlrJbBStR0se45WvPttx37H9mQn+PI4drHlPmibtivAZkm9XVJu5mTrGcl+RXPeMz9atb/Y8/36OP3To/jFrv9i179ZMz7fCb0+Tv98nvmf193/92/rvz2rPNmPXuzEtjuena7/dCddjOuibtn2SmyjF2s3Q91utFbz5fO2atW9s5MrVV2ZnD2SMMbTUDhuCkVNsbTDCqt9IbM/DLl8epWWS6IhqczF+aWR2fmhydn+B4PXrtz4/Lurn3/06Tuffv7eF19//O77b/75w7fe++CP129++e3lDweHrhJJ0xNTN/j8hUgIiIXU5Zwp7BMFXLxYQFRMqLe6nt9XVCs1y07PvVq3brQcqw1HI29oFU3lFHiwHnlxVn31pPVoP7e/kTjdyx3vZNba/tOD/O5G7GA7tbkSWu34dzfiG91gq+xYa/v31uP1gjWf0DWKtlLa2Mxb15u+XsW53vTt9MI7vfB2N7S7HDnaSJ5uZx7t5c93cxstfzNvfXZc2Wj5OyXHdi9Yz+hWapZSXG0HiT4bp5TQ5+L6Stay1gonQlohe46IHWBSxyUCJKDEKSRoPnvWANBRiHuIqZt4zMgC4v742HUEsp/ORONIczgSgsLCULkEvpwlVPKWSEgcFUmiz5ntMp4YqzPzgjGj0ca3uiTuAGCwCLRGPuwBjRaF0aIEdHJAJ+9T2JgozjiWN87VYvCCcZWDrvfx+DrMHOXeNPG20s4Qm0gsNRrFGh1AXJ3CP1DaeGqHQGKkiU0UKURRu1mWqFjv5wqNWKp8hqdbUtppNPmc0s6whOSeJBgv2gNJgzOktPmkCiOZp1xgyWY5CgTk4boi0mTBkC2bk1ldKqcPhRWgjuh08f0huUqFC0aUTo8QsrGyBXMsBXiDkmLdtn+abS67cxWT2cnwR8XJoq61Ecw1bOWuK1Oz2ANCZ1gUK+lSNVO2aTF5WHTZFBTkmPwsS4gbyKskJqzazRKaCRztohzCG100f0KYLauDEXazoS2XFJtbrhcvi8dn8YOzWLFhMDmIngg/kJCanQxnUBCIK/0xZa5qz1XgSsPrD2tdPqXdJRXJ8PcGPrtx66Pp2Vs49CiHtsinLwEymkHNruQ9y91Eve7PZKwun9zmE4eLpnDFpPayuRBOHeCwIazcR2dDaDIwLbRinHlpom2I1rRwlKdzEIXyGYuDVq1DRhNJq8Wg5r9Xi6fsBqwLIq527D88LZWL2kxK3unZ0wV1qqgOZ6Qs6SiC+L0lzAqXVdmWIV1QAzokmXbTYkcbLUiLbaFRlbUrkl5JUorQXx55H+84t9r6ja5xcxXaWIOqeeFyU91ta2stTbambux6WqdRTYTvapn9mz5dxciLSIQxhb5mdawEdA2Hey8Wf1xy70bBul1fsZnLsNAnH6aNP8A9vIu5dwdz7wryyvcLVx5QB0b4o9fQNxZkCyQNfpo+tsSakutpwah2ZTm8tx5bKdk2qta9uv2gZT/twk82PD8dhP56Ejtbth53zMdd43nPfLFiOWnq19LieoCxkhTuVTXHHfPLw+C/XlV/fZo52XAdr7uPVtyvT7N/f1b9zx8a/+uX5f982XyyG9lqWNar0Ebdttf1HvSCu+3ASslRiGjTQc3GSnxvJ59NQ7mctVJxFYuObN7RXY6HYsZcyb17UK82opGEw+HW2pyaUMzhDUIWh4bJxeNIcxMz/ePTDx6O3Pz++md//vDNb7//y8d/ufTt93+5cv3r9z96+/KVL/784VsfffrOG2/1/fHtvvsDl2cQ9yenbxIJY5CJfXZUzibAsEdcyRnaJUunDO2vBJ4d5Z4eZnd7gWbO1Mqbe1X7WtO12fEu15zdimOj7TvdzlzsFw63Usc7maen9efn9ccntfOj4pPT+vFe9nA7+/S8drKb79XdK03/o8Pik5PKWtu/1vZ3qs71pu9sJ3u4njjdzpzv5k63M2c72SeHpWfHlSeHpZePmj+c1c93c90y/Opx+2K/0Ks4jzdT2ZCinNAWYxqniW5QYI0akkFFtpt4MCTQa2hEzPDk+PdzMzew2IdcLlIsXBIJUCEvIBNiF5D3kLN3hwa//fKrt2/e+nxqpp9IRtJYGCobyxJQqFwC5DLiKIsL6PFpRD+DgxbJyRZYlsrD0ZTFFVAptXSJkiRV0X7vsORqrlavkKuEfSwtmg6gcKIpvHgaL54WmIgqF1tqowFeHhNYYmowOOHMOP7uIOo6hj9jjqjkdp4YYvFBCldHEhipJPk8z4AXW0gyO5WqRNDV83IrBcMd0Xu5jpjSl9aHs1CqDJfaPqtXQuNPo6n9YmAJsFCsHrbZyXAFBJGUKpYCglGF3cUFtDini+d08QANLhJVJpJAvmBa2QjHUupCDeptBE4el0otm8PPMzoZwaTC4uUAFoovoYqXTLagUKBZ5CgQeiczUtCVl91wRMSSTeuddL2TbvKw/Gkl6GYoYLrUQVU6qCY/y+pn+iP8UhnI52QXp5EfniaP9n27O66dfd/ajitdUtk8tHRZKwKQGgseDgntPq4vKk8VTUY72+WXmqzcUtW1uZPN5h180QKVOoHFDMnEFOzCGJeOhiEFFT/DoiDyGWejHrJaBckslK3Y3DGVwcdTOehiK1HmoOiCHCGE5RpQ1pggUFQH8or6htPgJLFFw2LFFJc/fHaWefq4UMqBIQ+Pxxi0gEu5mDgbFW0sO3xuWiTEzWWU5aq+0bXmqmC+oU9WgFLXorHhcm3Tyn6wWjfWG4ZQmNvq6EsVeauleXwe6NWUpQT7Ytf59xeZo1Xr6a67XdfubjlPT0KHu856RVoqiJsdfbqidCYFnqLK1zKbCoB31a1IKWkutjih0lUthrpDmtVqamZBRkXxcARRua5o0qYNUp+MpCHOMKdQwoUh4uAd9O2HlIFp0cySdukB5f68GEEDCEjGuFhH0ZtZ7ZbveCu5WrbvVB3bBdN2wfB0xfV8w/10HT5sgPs14NGy6dGy6dmG7fW+599Pgj9tOw+r6l6M0wyxVjPirbLm+a7vf/219evT3E4HWqsZ9nrw0734q7Psvz8t/9dPrV8eF0/XfdtNay0hX69CqyVzJapaLUCPN5OrBbsTpGRj2noZrpfhTMqs0ZCcTmm7G+8uJ1c38pV6ZHmj0FnJl2rRaNIVS7nDcdgVgDwhq0IrEsgYZCYWTUSOTPXfuPfd+59e+u7G119f+fzba19ev/v9Z998fPX25bf+/MYfL/X921t9b77b9/V3H03O9t+6+/nd+58DGnouafE7xRGvtJaHallTJqxoZI0Hq+Ffn3d++2Hlr087F3u50530+V72ZDv1+KD46nH7xWnt7z/v/N//9fSfvx2+fNL94VH3p6e9317vvn6x+u+vdl6/WP3p2eovLzceHdVW28F83NSuuB4faQt3vQAAIABJREFUV7dXYodbmefnzefnzadH1dPt3Pl2/mQjc7SWOt/OPz+qPdkvH6+nH++VHu+VDlYSvZLrZCPz9KDSK7n2l6PZiNpv53otHKOSIKBNULGDhKUBKmGciBkm4keHhy5fv/nhvQefT0xdxxFG6cw5CmmCRUfg0MOIubuzM3cnxm98+dWlby+/PzJ2G4ObZnLxdC6eJSBhyUiJiochzZPpi/NLI0u4CQXANFpFTp/a5ddojRypiixVkX8HFldIUmkFGlAmlnH7WDoMTjJNlM8pXCy+kYAVTtLVi1TlvAJmiiDynZlvxnB38KJZogQhNNE0bqHGLZZauByQjBcvMAHiomBaYKZo/SKugUiQzRKlswITfoExYI1IQBdXCOIMTn6mCkeyJr4CBYckegdDokULlQizk6GzkmEfL5HTRhJqh5tnhdkunzDgl1itNIedrTeQfH5xICKPJJSBmKzadpRatlgOiBd1BphudrPUZoLKRNTZGZCHpzAQ9DDL5OIY3ex40RDIaDwxeTgPcuUImQEDh4QGF0NrJdvCYm9RZ0nKVHaqPcTL1fTVunFz3fX0PPn4OHy2711fhjpNXbWiKVbU1bZRa0Y7/ByBes7qZ5vc9HBa5YtJ7V6+MyAGTTSOcC6Tt7766875eTMU0mQyUD7ndDtAk06qkrG5TKxaznZYlcmYbXLi+tTMTZEMa/GILT6RykplKpEU2bTQiJWYsEL9ktZJc6ekexfpcs8aTIggB8kE4Xx+tt/LTkYlGz3X6W60UzRnIpLNFdfFSWJzzZnPyEMBdijA9gc4ThfN4aSKFVME6i2RcsoMkxcJV1UGVCAujMXFjZp+dcW6u+/ZO/A+voieHHhOdhxnO45eUXG0aj1at++t2pMxvstN9gcYy11dPs2PhOneANXupxn9NLEVS9YiWVYS3LKJwtJ5LZpooxPtjEWQMCaZndYuTAHzk4rZJQOeAlFpZprUJVT7ZBwjEyNeGEDfxclRXCtzmP5wkjuGEM9gZfPmmBqOa+MFi8FAq5esr86qT3fir/dS/3VR/HU/9utB5LxjerHlOGpqd6vyH7ZszzegF+uW17vOXw+9r3Zcp01wIyNaSQr3yuqDuu7Zlucfz4o/HkX3upbjdefhqvtiN/z8IP7qLPvrk9Kz/chOy7ZRNXSzwG7Ttt92bpUtGSe3EpSfr4RaSX3CL8vEtQfbqXbdw2HNCIUom0MaCOkzeU8gYuGLSQoNNxCxWRwaf9gK2TWugNUdtKn1UtCsVIJiOpc4h5qYRAxPIcdGph72j9z95MsPPvvm48+//eSzbz7+w9t9f3zv397+8M2PPv/zm+/2PRy5OT59//a9rxZQA4vz93VqajZuLKXN+YSuXbJttf3bncDFbv7vP67/8+e95yf1l4/avzxffXpUff2k9+uLtcfH1Z+fr/+f/7z4r1+PXj9be/V0/ecftn79aff5o95Pz9Z/fLL89KxzflhdboazcWM6rMvHTU+OG726t5qz7m+kzvaLu2uJbtm12Q7tdGIrNW+v5Flr+DcaoZWad6sV6ZZdKZ8mG9Y2Mvbz3UIlARVi+krKGHKLfVa+RoJlk8d5jFn80uBg/9cLiPsY9NDwyNX+wW9mEPeRSwPIxYeTM7eIhMnpqZuLCw8J+AnU4iAaM3r7zpdff/PeyNjtyekHFMbS78yisrGLuFkcZR5HQizhpqbmBqRKRjAGhROQzswzWASgiSuUEYi0WRoL9XvCUqgFGlDWp/Fx8NIponyGppnXh8ViG5Ukm2MCS0jG8MPFaw/mLt+Z+ooknhObKGITha7CMDUEgmSRZ6CrXGKlR4KVLZKUGAnMUXgEVAArhKg40dQ8/aHCRudplwYRl2V6sgQk6u1cvZ3tCcuMdobRznAHhXoLmSUYVYOYUEyeL5uyRUMwqgjHVTDMcrlYVhvdYCTaHUzQSNCZiHoLORiXJ4s6kQppdDKURhzk4yhMBCGAcgTFkJMHQnSODEFmjdj8QouLG86CnrDMFZFaXBxHUGSGWZEc6AlLcy27O6NxF4BwUV/u2fMVXbmiazeM+xuuR/uBbgXoVXXrPevWuqta1mZzKn+EH04rLH6uLcgP5TSOoCCa18J+oT+mcAbE/piyUHVcPO80O0F/SB0IaeVKCo9DCAccqbhPwCPxOHgHrNHp+XPz98n06YHRr1Gkh0vUh4CDESoZSJJJR1wWr5q9SbnSiDO6aPWeLVXUrG96c3l1JiVd7lhaVWO7bFiuQjs9d69oPFz3r/Zsq2t22ElMZySNpj4UZtvshPUNVzwhcsAkmXyKzRkAdYugHqXSIMSScSuEj0cFuazUCeMCfmo+K4wGqbkY+3zHtbdsNirGWkXVwab78aP06rr78CS6uWFdXTasbVhgH8kX5wEwUe2ha4I8hgnHd7NIZoooLOUHxEQbXRJVcIMiQ8PEDfP5EQHHx6UYiaqwgmui48UL86wpnGj+g2tvIdiT8/yZIdL9IdL9eeGkwsMzheV6lyCcAqMR5aOj3D9e9v52Ufmf543/+7r9r8e5zax0qyA9X9Y/3YCebpgPqvKtPH8jxd3Ni06qqtOaeicr6UbZ5x3T42XL03X45+PIP38s/fY0+/I48vI0/ngnfNBzHq96nu6Fn+6GLra8p2vugxa0UzMtZ9UbJcNu1dpJqMs+cS0oq4YUVgAPKtAeG7eSs8ajOicsT6RsxVIgmnCk8wGpkjWPmYwkXA63nkRbUGkFvggMwQbQrPaGnWq9nMIiIJam+0fuXrn17ddXPr/df/Xt9/9w7c63N+599+5Hb/a90Xfpo3fe/OBP317/5utrX3zwl3cHR+5cufbZnbtfIREPBvu/VkmJLquolnMUU6ZUQF1NQ/srqZfn3b/9uH22XXx6WP/1x63z/Uq36nt22jreLjw77Tw965wd1H56tv7kpPvff3/868v9X18dvHqxfXHSOj1onOxXt1azjbK3kLKWMvb1bjwR0iZC2mbZvb2a3OhEo15VIWFu5lypEGhW0SIeZcoPJoPafMQUcsn1MpKMt2DTsvwOidPA0ytJVh1TLcVqJFhQSVZLiHIRns1ALswP3Ln92eDQ95Mz9xaxI3jy7AxqYGzqDgL1cHaun0yZnV8YwuImCcSZJew4njQzMHTl8y/fnZrpJ1CQKOwkhjDLFZIZHNwMcmh2fhiNn8aR5vhiEo29oADo7gAQTVkyRbc/YjBaJVIlgyskieVMroBqsmj6CLJpiZ0yzxmc5ww686ArB2o8XDR//Is77/zl5p8Q1Ido1tgcqZ8qQQpAAkOJwgpmiVIUQYLimhjmhI6hp8ywJsgAQeTgUQD8JG1wnHgPL5pVwyyBHk+XIUmCKapgWqTGCFSLIETRWaiekCiR00bTSoOVpNFhAT1OoUGpQYzNyYml1PGkwhfgO90sm5ORLRrMDrrWRFDo0HYf1xuXyXRohQmnthDNfr7ezVZAZKEKDUJ0b0SpNdMw5AEFiHMFJQ6fsNpx+6IKg41hcXEAE2ltN75/VvAnVZawONGwRov6cFqVTKvqVWMpq2yWNFtda6eszUVF1ayqWtDGw0K3k262kPxxmT0kMrrZzqjYn1Tp7HRPWApClHAKaK74e5ux1a3Exk52bSvd6kWZnAUqfSkUcbq9kNUOuL3GcMy2sVOPZ+y+sJ4rQ2PoIzwN2pPRcAEUSTIJhYSAjaoAsWoDIZJSnT0u5ovaSESUjEvyaWU0wIn5uOmgMB+StHO6WlxVTastZozTQ1ZrZyAb5uJpulBWudzUi8eZdtMU9LNadYPfQ8+lFGfHsfPj5GrPtrPurlfAzTXHyrLZ5yWnEpyDHfhw27HTNb5+nGxkZDEvIxUVpjOKSFLqC/MyOXG5qqg2gHBaEMkrhDqk1E605zVkEMV3MpkOBhmiioISW8Ohzeoju3FlWiGNi9geurlssJQNhqRG5hQQJItyO4+pIdye/o6iXGIAOARz+N7iFQRz2J3RRkpmtYmaSOvOT/L/+Hn15Un2P55W/r+fu/98knu57T1qAKdd8MW2da+pXM/ztguC7SxvK8PdKwhPaspHTe1FS/+oqXux7ni+7ni2Br/aD/ztIvXXs9iLPf8Ph6Hn+5HjFefxivPxtu/Rpud8zXG2Ah92zIdty27duJYDtkrGo5Zjo2BshmTNmCrtE4lZY6AM1Wv4Tg7KWxv5Wj0aCEMunzGR8a1sNdLFcCLjS+eDxWq8u1rOluOJXMTmNktUAiR6ZnD8wVfff/bhZ+99/u0nb7zT98Xljz//9qMb97778LNLfX/q63uz7633//Rv777xyVcff3fz8qUP3r55/+rdB1dv3PpqDjE4OnJ1aOAyDvWQQ51VibBy/qIL4hcSlr217F+fbj0/6/70ZOOnJ2uPj9r7m/nHR+2zg9rhVvlkt7azmjvcqRxtV56cLR/t1rY3ip16pJT3rHVTq51ENmHNxC0hL+CFZX6nHNKxUhFDOWtLhkG/UwpDAp2KopHgFSIMhzIFKslOsyAeBH12qdXA4VKnMfP3eLQZjYwgZCJwiw8YpHE6eVTEXZAJsXzWAo+9KBTgOFw0iTw3PfdgYubezOLgJLJ/AvFgEtk/PHUbsTBIoiKIpFkqY4FERWDwk0vY8Tv3v75y7S9jE3eRqFECBYknI1k8ApY4N4McQmGn5pfG5xZGOAIiV0gQyckqkGm0Cj1BMBA1xjNwOu9z+00anYhMQwslzD6+CUtTI3CiCbp6fok3tsAY5GpxV4Y+vvLwk6uDn07h7hJ502IdyRqUC7RYqgQpt7AIYuQsbRQlQHBNDIGVx4HYTIhF0hAn6OMI3gxJjV3iT5OkSLmDwQOxMhNZaaIAEF2kWRLIkSLlAgQzvEFBrWXzh0VWmG5zMnQmvBpcMtqoTj8/nlZlioDZRrG6GP6o2BsVgRaSyoRXmYgaK0VjpahtVDgmswRFRi8PcDDUJqoEIIg1eMgtcAakagMZcvLyNUcsa8hVraCJAjnYsFeYyOpTeWM0A3riandMAXm44aSyUjOvLjubVWOnbqxklJmI0GHEpSKSatFQyAA+N8/l5ts8fDgsNbm5oIOuczA5cmQgpYE8vEBSC7kF7og6U7KXm35/FKw0QzozX6UVQDatTMnzBCCdRW6GVUodT6gmAxa+zs5XWZjhosno5y+xBkUGrMSAk4JYd1Dsi8hcAUGhYgyGBTrdUjatqBbBsI/TLhs6JUM5Ju/kdRtVay2jAXXzoHlBBy0qtNN2J6FYUS+vWDttY7MG1sqa3Q1XIsiO+zm//lD++Vnp1ZPCD4+y1YLG56YkY9yQnxbwkVa7+sNtRyHK+fEsulLXdapgLCTI5jWwj2N2Uhxeqt6CkgKTrjDLEmAq7QSRhcAyYqjgksjD4cGsIdqALg3Y6laSiWwsGhRxsTTC47mo0iBP5OFIPVypk2sIK7RescTCJMsW+SCJCxDIEgSC+pAhnw9mtDoL1ekVvH69/NtfV355Xv/1SeWfP9T+52Xth23PUVN31jUct4En66btmmynIj6uSU5r0tOq/KQiO64qzuqap13Tj2u2v+77fzkM/vUg8B/n8f9+kfvbeezlru+ng+CLHd9RFzrqQmer9qMudNA0HLZMe3XdXl2/V9f30vJOQn7QsJx0nKtZbS0si8PslFfYKlrbFbiQslaKvmotlkx7vQGbHBB6w45kPpzMh8NJdygGx9PecNKrt6hZAso8Zvp2/9XL17/44vLHE3ND1+58e+XW1xNzQ/cGb3z53Sd9f+z746W+vrf6/vzpe3/68O33v/jw8u3v/vDOv33yxUd37l/74suPHjy4NjP14PrVv8xO3aHip3h0JAU7KhdgtXJKPKAvJeFK1tWuhOIBfdijLWbgbi2y2kmkolAuaY8G9OGAPhWFgj7Q5VAZDQIbJIUdSo9TYzbw+RyUTExwWKUmA1cuwgk580GPKhYEjVoGoCCpZSQ2bZZJmmJSpvGLD6mEcQ51ViMnq8QEUEXjUGcnR76fHPoOuzhAxY1R8CMkwgidOingobicBQJ+DLU0jCdME8izPAEJS5xdxEzMLY2OTN8bmr47Mf9wAjGARI2isJMEEoJInceR5igMFIGCHJm4MzB4bWDwWv/DqyTKPIW2yObiMbhpPBEhkNCYXDwKO8Xk4vhiEluAYfFRfAnObJe4/IA/YkrnfeV6Il+OypQ8HHG+zxjkY0VjSNqDRebDUfT1kcWrs8QH9ye/XqSOoBnjXMUSaOcojFRHQGp28RVGst4nEpnpBOk8RY0DQkqsHHMX/WCYMjZCnbyLfoAUzZMBgtjO5ZuofBMZzRlF0QfJvEmODMFXLvCkc1L1gtvPi6dVuZI+ndcWq6ZYSmlx0Kww3RMSxbPqeF6VreoMdnK2akgUADjMFwOLBhcjUtCZ/XwoIDD5+L4MADgYGgfLFpZpLEy+CiPVkXxJMFW25upwJGvQWhieqCoQ1+it9FTRFMvq3CGpLyw3w2wjzDU4ODa/MJRQuXz8TA6oVAz5rDrgYVuMOIuRkI4rWnW4VrbGQsp02ri6k8y3XOmavbEezjWdgTQQSIOhrL62HIC84nDGWGj5tVYuijwKBzRaSCjVcLhi6uD4HYGcvkic5iuoMpCFpU9JDQwMc8Lsk1RWw6UVP443KjHg+eqFWFaXzBnMdlYgplheD3SXXSoVwgoRwn6uxYDJxaQJHy/ooGcDwk5eH/NxlapplW7WH2JK5KMy+ZhOj9zd8az2zPWS5vw41Cgq1aKhkw3X64v0k73Aq0epV08Kh5u+Sl7ZqGqKOWnQTy5lBMtNwG1BHazDvaruYNtfKmif/dhY24umqvpkQQX76WoTSg8TGfJJPH+YrJjhGrFE9TxRgyKoF8eYD3kwi2El08xkd9tuLWslfhZePTfF7h+l3aMb8HKPwJE3iq1MkZkug5giPUmoJQi1BKEGo7MznF5BqWTa34n/6x87//Fz728vGv/5svn//LX7YiewVVRtFuQnbd1RS/N4zXjWAy9WwEdt5UVLftFUn9eVJzXlSU153gAftw2POqbna/ZXO56/nUb/+Tj1as991tGfd0yPlq37NfCoqTvvmQ8b4E5ZtV1SrhVk60X5ekG5lle2E5JOUnrahR+v+Vdy2lJIUk+oS3HAb+N5HdJU3BoKW2xOMJrwm+w6o1Vvc5sh2CBV84VSukorkAN8Jp88MTd0Z+Ba/8htNBE5szA2MTeERE8NTdwfGL1z8/73f/n6g743+i59+Mc/vf/GH957o+9PfW9/fOmjrz/547tvvPvxpbsDt7+7+vWVq19NTT188ODKg3uXyYQZPGYMNd/PZSBVEopJyzMB3KjfGHKDoIoOyOlWs8jrUEeCBpOWZ4PEFpPY5VCEA3q7TW7QCTlcrN2qDAXMgJrDZi1SyDNs1rxCSlLIyXTKDGrhAZc9L5NghZx5sXCJw0KyGHMiAZrHWcBjh1ELDxCzt/HYYRplSikniYWYxfn7w4PfjI18h1p4wKDN4HCDOMIwmTpFpc8QSdMY/PgSdnx+aQSNn0bjpxFL40uEWRofh2csjCMHHk7eHp/rH5++jyXOkumLDA5WLGfgyYgHg1fHJu7evX/55u2vCCQEk41lcXAo9AQGNy0QM5gc4uTswDTiIZGKoHMWqSwEiT4jUZJtLoXNpTLZpCar0u03aUAJX0TvA5wMNrBAkUzTZLMCECcxEAncKSx9nK/EmVxihZ5idglBK9Pk4MB+icnJU9kYVMXiAmcCyZniQsxRytg1xO0B0ugAcQyrJkv9SgJAXBAiFgSzs6xRvGgWzRzmyBfEABqwUBUgVqKaN1nJTi8nGpeks6pOzxFLSG1ORjSpiGfViQKQrukqyzZXVJiuGdJVkzMq1juZJh8v24btEanezTF4Be4UALq4GgfHEVP70nqhliACifGKPZI3exNaPcwzuYXxEuSLayC3IJoz+hNAqmxtrgQtHqHGTJOBBA1E8UZksI8XiEmiaWU6r3X5uGaIkkqDubyxWoGrFTge1UVihlQZztY9rY3kyn42XrKmqrZAWh+v2LMNl9RAYUuXDG6pACBThSjAJkTTZxhCAuTWUriYifl+MgfFEuMWKZNo+hSaMamysJMVe7oGh3MGwMGQ6nASEGuwsYx2plKLi6aB3cNUvWnVahfVyjmzHiPlj2mVcy6IWMsAv/8OxP08K4SVKcfDEQ5kQZtN8zYI1ahqqkVZ0EtZbmhTIYYLWmzlZesN8GTd/vw49OQoutVzlLLyjRXL8YE/leD4Ydx6x9DIK1Yb+v019/5WIJ8Hy01bqeN0RcQWHwMOcyJ5ZaFjrW/5ASdjgT3I0i2R1QsP8Tf6sdeIwMIsdxSjQvBgBpTTCGEyBUAOk28Mk25eQ3z5kHiTBCxRQYwEZtE1aJp8gSVHSXUkrZnmDSmSKXB3I/KPn1d/e9n97cfWP18v/+9f1/77Ved/v25vlrTVEHuzID9qap+tQz9sWZ+sGo8biuOa5KQqOqnIzmqK86bmvKk5qWoOS8qDouq8oX/WM/+07fx1z/usZzwsyU9r6pOG9qCiuugaX27BF8umg5p6t6xYz4nXc+KtomK3Bq7lle2kdL9pfnkQ+/Ewedh1nqz5D5b9mZDaDDKddnk4Ynd6zMlMNBjz6yw6voxHoGH4UqZKK5hfGifSUUukuQX8tEIn1EJylog8gxodmro3NjeIIiJGZx9+8vX7v8vgJ19/+PaHb/a93df3x773PnnvD+/84dJHl956/60rN7+/e//W5e+/npwaQSAnrl79Ym5uaHa6f2zkBpkww+dgGdR5FmXe59bZTTKjjq9RssQiAmxTOWGVDuBpAbZaybJAEsgs1oJctYaDxc9wuHilikVnLGKwE2jMOIE4RachBCIsgz6HRNydmryOx43wuYsC/hKFNoMnjtMYcyTKFBY/Oou4Ozl9E4MbwRHGWJwFDg9Fpc+iscPjk9cfDHw1OPzt1NwNJOoeGj9Mok0xOSg6Z5FIRWDIc3jqAoaEmEIOTSIGsdR5EguNpsyhSDNLhNlJxCASPYFET5DpKKmSjSXOPhi8OjJx58adr27c+nIOOURjLlLo88jFoYmp+7PIURRmZmru4eRsPwo7jiVN8sRYtY4VTkDhBKQ18qUqmkzF1ptlSo1QIuf0eVIqiQkvBDGWoEisJzDESJ4CK1ThQSs3kbMK5WjASI9nDN6QwuERgBAVdHJw/AmybJ6pI0/QRt6+/u7nI5enBahFBXGKv/jd7I2PBv5yc/EWw0AdowxOUR5SxAiDkwva6BYvD4JZegvZ4qA53Cy3l2WxkQIhfigi9AT4ngDf4qSbYKo9zEk29DqYYvKzTB6WL6sK5LQmH09uJhm9PHNArHVyBCABz5tiKZcMXpFATxToiXwdwRZTQUGZzi2gSedFepIQxEkMRImBaPDwA2kwXoLiJShRtuhsLKkWTxfMmN3ceNHgTyrMbla6arL6uCBE8UUVdrcwHANzBdjrB6QKshxkKI0swMKDPFKLV2YPK11xQO8SeJKgPaxmyjByM4erJtFleLGeJQLZfAWVLsAKlDQkboTIQsp0jAXyGFdFIPHnJFqyP6WLFqB4CWJLkDIdTmEgeCPKUFKbypvLDXhtK6ozES02Sigk6LSspRzghWn5lOJsL3ayFT7ZCq+1bOsrDreLVMjKwgGmgHM3k+A3q6pEkN4oyp+cBlMheiJAjvspu8uGelbw9ND/+iLbLAC9un5z1Rr0Upy2pXpB1iwpjrfcjbxqq+dY6Tj8QYEOIiXL5vKyO1UzxMugNcCxR0X2mNQWl1IUc3IHTeFiYSTTs6zBecHYNOshVY/GyGYQvCGUYHCEcGWBO8g0LC2KxjCKWZoeJ3FzOBCZolxcYo+haMM0/jTsFe/v55+e1/71euM/njd/e1L710/df7xo/vNl639+br86iq1k5Z2k6LhlPKgCZx39WUt73gbPm6qzuux3JTyrKU7rqqOyYicrWU/wT6ra8wZ43gAfNbWP27rjsvygIHnc0p5WladV5cs1y9+OvK+3HBc93WkTOKgpVzK8zYJ0rSBbLSjWiqpOVrHfsf3Hi8rjrdDxsvfxduJgJeaDZT63ttXKJdIhnRkEDBqRUkTlUB4M3RuauI9cnLg/dJ3ERGWqkUASVhslclAgBXhkNgZDQSIwU/1jdz67/NHHX/35/c/efePdvvc+feftD9/84/tv9l36t4+//Ljvjb5LH11649IbH3328d2Bex9/+tHQyACJjB0cujs5OYDBTA8O3sCiJ4n4WQZlcWFuiMPAqOVsEOCxGCg2c0kmoYqFJD4Xx+Ng2cwluYIhlpBkSoZYSsfiZ8Ym7i6gxjg8AouNxuImF1Eji6ghOmOexphDY4dHhi9jMUMC/hKVPkOhz04j784g7s4u3F/CDg9PXH3w8Otp5F0sYYxAnaLQZ+mceToLiUD1Dwx92z/8zdj0dSSuH0+ZIDJn6JxFEgtJZCzSeTgMCYHCz+Ao8zjK/AJ+Gk1GYGnIOcwYjYNbwE6Nzw70j9xE42ekSjaDg0Xjp8en79+489U3lz+8efurufmHRMockTK3hJmcnhueRY4jFsaXcNMECnIBM8wT4/WQoNIMJ3OwTE0XSImAXuRw65QaIZGC6ouX9WoblcAekRsIbNk8iT0p11HdQbXewg1GdbBH7g9r3D4paKD6Q3LAQJIY8CoHc545cmv6u2vTV6Y5c/ewQ5+PX/1m5tYEf2GQNjXFRYrcYqGDdwd1Y4zcTxLOuqJKwEJVGgkGK83p5/vDokBImMtpolFxMCwoVfSpHODycUMJWSglV0JorZtMk45bo3yFhaCykw0+rs7D1nk4gJPJkM9TxAimEoPlTpNESKIQYQwpxBCDb6CYwkqFg20ISu1xtdLOYipQS8xRmZmic/OMXoHRKxBosTwNWgISrV6R3EBSGIl6N1tlpTCVCKOfp7JTxXocR77AV6D1EN/qlGtADoGV12k+AAAgAElEQVQ6ozHxxQBVZeIE05A/A8mMdBAWADDf4JUE8hBDhmEq8Qw5gammCnVsjU2qMgo4YiKRMS/R0LUWkQbiochjRPYsQ7Qg11GtXklzLWrxCFGE+0LFAghRHT6xDCTorcxyy3n+rG5xMNxeTqtlf/q48I+/r7frUDGtrmQ02ai0V7V2q+aLw9j2ir1X1yeCbJ1yIuAkNory3VXLSgN4cR453nXkEoywF98qi1tl8VoLWC4Dtawq6KKY9QiNYizkI++uWStZcSOv6FV1JzvBi9NMuWpK5sFAGnAlFGID2h4VQUGewccliSZUDrrSyTJFpFBCIXUyuWbiHHsII50kaZAkNYKknuMaUOO470jKKaZhiaRBcqyEMWY/Xo1EiadxMgRFiiQLZvmyhXLN+e+/7v7nz9s/7mX++1nrvx7Xfz0t/P2i8vcn5V/OMsdd20ZRvVPVnnWhgyqwV1Ls5SWHRdmLZeOjhuqio7poa84ayoOSdDsj3EqLtjPio7LqpKo5LCj2cuKdjHAtzFgN0Y8KouOi+KQkebls+vc9+Kd1y5Ou9lEXPOto13KC9Zy4lxGt5OWrJXUrK18uah9vB348TB50XMcrwb/9sNatBkAl02CQSRX8/5+H92pyHMGyND11ZmWllqGVR7iW1FoDBCEJAgQJggQJaq2F0+l0p0vStdbhoXVERkZkZlXXdHX1VO1O9/TM2vbuPO3P2YdcW7Nr9yd8duw71y7DOWE76gv76q2JXDkTSvi8fro4kdw5Xi424o2FwsruHO1D1RaxDpTLdKM9I1cvdn/37cUvvrnw+cdffvD5959euPHj1+e/+PDz9z764v3Pvv1j1/tdH/3xww8//eizr74clYx9/e1Xw6MDGAFL5GMjo70IZpLKh3Q6EUUCkZDLSVkNunGORcNBp5MC3SzCelDaaSUdJtJhgmxKnDTAmIZhIZICEMI4MHJtXNqDkSaCNNtQtUY/MjR6Sa0b1OgH9KbhgaEfleoeGyLVGQYIWqexDKsNA2L1Tb1lZEB0sbvvmyHJZQCWIJQGp7QIpUHsKh04qtL3662jY4prOmgYxGUWXArZ1RCpIT02IcnSXgx2mAFMZ4CUWrMUQLQgppXrRsyIBsAMGpNMrh23M1AowbE+gnLZYFwvVw9d6/7mVt+PckWfgzK73BDjhmkXqtJKhsduyVRDMK4HYBlBG6yoLJKkm3PpXDkQitMuDvXwhMtDEA5rVzCPBfOYPwnFS5Q3AhYnvFNz0XyZTeXo1ny8PiWUqmy14QtErKm83Rc2w26pFh+6If1+2NR9VXYBi6FySvPl8PcXldfPya5I7EpLwEplaD2rQyMQHUeFPLV/r1Vu8nwcTOSJ1lJ4oRObafFL7cjKWqxYJuYXA4vL0Zn5wMZePlPBs0060SA9aVOiQdFRnZkaCRaxaNXhSYJMDIA5NZtAM82AK4nzBSebxqMNb7DmRgJGdwYP1hi+5IhMso4IgPA6LGBINjirWwEwslwrkJnms00+knfkJr3RApmoMdGqg0tDZMSQaLpTM978rMBEoFjZkyx7vWHCH3L4o3SyxMfyXDjLpKt8ssqn6/58MyRkHdGSK17hTLjMHcU8cRLlQMIL8wl3NMPZMA2EKc2ILJx21mbirGCL5Z2VhtBaSBWr3Hw7XW34GE4bjNncPr3DrfFHkFyFPTqbef5qfaYVqFTp/f3C0lLwf/z7w4f3mnvb2ZWF4PK8cHZY2+hE37xc/I///XRjWbhzkJuZwNeXPHvrwtF2aGYCfvag+PJZZXfLt7fN//y89vJxaXmeak872zPudEw/O03NTDuCIXmnzT1/NrXa8bfnfYvzvv39wvJ6cmEjlahRkYo9UrEXZj2ZptudtARLRKCAFZdCmVk+tyiYObmRlbIlnEyBFl5OpizOLAj6xBqyD/SJIUEJ+BVYzKCkRqCgVkePWZxib9JWm/bNLUbf/LTxr//l9Lcny//2Zvv//svBf/5573/8svXf3qz+5UnrTw8bL46zj3bjT3bjT3cirw9Tb49Tvx6lHnXYt/uR55ven/eDvxzFXu+Fnq75nqzyP+/F/nKW//9M1kHs593wq3X+3pz9zjT2rON61nE+6zh/Owj/7W7mz0fRn3eFX45ib0/iL/fDj7eEx7uRR7uxu9vhR4epp0e507XQ3193/vNfjv719fq//+X04XFL8EBuxobbAYvNrDJoornkxv5GZ7O9uDobS/qbs6WF1cbiRjNTjRhhZe/YVZF6oHf0Wt/YdTOi6Rm5er3/0q3ha99e/OrSzfN9Y7cu3Pjxmwtffn/5m8+/++yDP77f9X7XOx+++97H7/cM9l7vviZTiDmf22jRyhVjOGFVqseGR29CgAZHTKGAS68Rm41Sh93CspjFooBhHQRpLIAcQXVGs9QCKiBY42IRggJIp1Uk6xsauzEqvilTDWJ2vQmQ9A78KFXckshv6k3DA8PnRNJrJnDUYB6xO/U2UgVgihHZVYmmd1B8aVB8RartMcFSwmUgXCYroTAjMo1lWKbrl+v7FKYBMyY1oRItOG6EpQCutrNQOOPFGSvDEygNaCxSjUmiNUvVJpEekAOYgeJwCDcZQBXjxf0Rl4vD3F48GHU5GKtcPWAwi8yg1M3BhMOI4ga/QFthvVI7KlEMGCxSCyR3eSEbropn2KnZTKESzlXDwajLyWEuD8H6qS49IcK8WsSt8sWhfN1TmeLKNXex6swU7PE0Um96p+YC4RRcaLCt1YQjoL0w+PFn17p+GPqkV3v+ivibW9rLWNhqT6DDYH/XV129uptoyEaEYD2l0pIKnV1mwMSBJJGtebM1T60pLCyn9o8a9x4uTDb5ZkvorKZb8+GTO82Dk/qjF51S04Pz8lTLJVQxVFCggsqbsWWmPdGa05+3R+ucv0iXO+nopB8NAI4Exuap4KTbkYTkxDCVsvkqlFB3AT6t1asVQ/1k1OrJEM44bHLKU9MBoey2B8yYR8cnECYEYF6tIwJgQSMSMvoqlLdMkxGbjTMyYUzIsLEsn8z6kwUhnPeWW8n0RDA9EWgsZpZ3J7eOWtNL2c56dXOvmcyxlWZ042C2tVx28Wi2KLAeVK0cIB0GXwBjeYhkDMEokUhRs7OJRj1Qq3hXOrnNzcrCQrJa5+eWUnPt/Np2ozWXPjyc2dmq7W1VjvZquTQ2UXOf3p68d3+2WnOV89TctPDi0cr0pO/gsPLsVXt2ltvejE/W8KeP6tsboYkK1JzC19e8O9vCzrbw4G7x7Cg7P0nWi9DOeqTZcBQrcLFOhDOmWBGqzbk7u6nZ5WB+ggomgfwEVWiyc1tpTxrE/MrkFBOrU86oyRE15uYDU1uZ1DQfKFG+IqmhRWQKItM2JAGI7AMSehjPWFTMsC2s5qoYkTAZPeLUrE9PjbniIJ9GPIIhX6aOjqqvX7T/8mbtb79u/te3a//znzb/1193/tdfd/7tl85vDyafHmUeH6SenWRubwgvjjOPdiOPdsKPt4QXe6G/Piz99V7h1Y7wakd4uSW83Aq92Am/2ou/Pkj+fJh6ssr/dpz+03Hyp+3gTxv+V2vc87brxTLzYB57vGR/seJ6vcX/shf85SD6y2H8zVHyxV7kyXb41WHyp5Pc4734g73Y47342VrgT3er/88/Tv7nn7f/9eXKz/fmGwW3mzK43LCdQQmWjBWz5ZlGPJt0eihfwFUoJxqzFYrFTJDKBKkoFvEG6UDMRboh0g2JVQNK/bgJUknVo4Pjty53n794/cevz331yZcff/zFR+/94d13Pux696N33vmw6/KNi8Nj/SZAh9lttAtXayRWyACAuu6blzRKkUmvsGMgTcJmg1KjFAkCa7XqQVCHIGalclwmG0EQs9Wq1xsUThdqAZU0YwNh9YioW6YaFMl6daZxmap/TNLdO3Sub/i8zjwqU9/qGfxeoe01WcdBRG7DVTJVv9owpDON6y1jcvWAVNWj1A5hDh3rQwnaQDotJqtYYxhVGka0oFgLyS2YBsC1aot4VNErUg1qAZkF1lAs4uQwhDSDqA62m1C7yQAqjDYNgJkoDkcokOJwd4DyBBy0B6U8sEcg2QCOELpg1AnCSgMwjtn1JAVAsMYMyGWKgRFRN2BTuTgYIXShpCdfi/mjjMODcALFhRghxjE82cUkMAuthFlNMEPk6550gUxmsXjC6vWpWZ+KdktRahxlJOEcFi4SIvPVP17t+uRK15e3um6pvx8yXTG6xCCngXw6jV0yoL1upJSOMExHcaHEmZ16lU0EOlRWUhFI4OmKJ1v2rO/Wn7/avv9oub2Syxbo2qRv96A+2eR39qube+VEyY4HVFRcT0a17gzoSVldcQufw9wJayBPeTJEZMLryVKJZpiIopAfCDf83rKDKxE6RmL1ay1eFZ2GQw1OQ0uMjNzsVsqRUbNL7U7bHVFYTylQv9lEiA3YKOCQEAEDFYWIMICGLUQcZnIOb8mF+EHcB5pwlc1hZP2kEHdzMSpVDwoZV3oi2N6uz7TztalIfTrWnE1u7DRW1icKZf9ip1KbimeKvMtjcztBEteHQ2Qi7fKHccptDISRiUbg0YPl7a3y6eH06eH04f7U7EKiWOWW1orrO1P16Xh1IthsRqYnhWwcn58WttfzB4e1zd3i0xerhyeNdju1upLd3ay2l5Ibe8W1vVy96dncTJ0cFVaXAzNNensr3Jp17h/GHzyqLLW51rRzdopebLh2ViKtaWehbAslDRPzLO6T5FoMl7KEy1ix5a0vCvVFIVYi/BlbsIjweSjVckUmqUAFFyp2e1gfqtGBMgmySkcE0FGSYeCWhhEbvUqzoNX7FSLHIJIykXkrmjLBUZ0E73Vn4dx8wOaWM4I+lLRNzwkP78388nr51+eL//Ry8R+/rv33v2z+11dz//J06k/3Kq9P8y9Pcs9Pcs9Ps89Psydr/ns7obsbgWcH0Z+OY6+PYn99WPrb48pvx8m3B7FX2+HnG8KzrfBP+4lfT3N/uVd+tR3+5TD5dj/607bwao17OO+404Qfzdtfb7I/bbhfrrqfr7perHpfbPCvtsMvdyMPVviHa4EH68F768H7m8LdjcDtVd+dNf5o3v2Pl3P/26vFvz6d+6enSyszoVSEmKjHljfnC41SqlqMFjKFyUq+kuuszm3tdoQwZ4J0qAMMJXzxbID1k+EUF8vyGG3RWiRas3RU2nut58LNgSuD472Xbpz75vzX737yzkeff9j1QVfXB10f/OG9rne7frj4nc6o0BkVctU4aDOoNRKNVmqDTWPj/QrpmFGnVMrG7Rjk8zhBs85OwIzTzjjtBr1Kp1VYzDq5bFw0PqTRys0WDQTrbYjOBCrk6iGldqR38NKIqFuhGbRAcpHs1rmrn98c+lFtHhGpuoelV5TGIY1h1AhIlNohvVkkVfbJVP0KzaBM1a8zjVsRFem0sD6UdlttmMYESi2IUgvI9FaFBdVCdiOA6TQWqUw3KtEM6wG5FdPbGcgCa0yQys5AOA1iFABgBhA3Zipxf8yDMzZfxG1nIDdv54IOjLY4vTDlgTwCwQbwXClYqITNoBRCVAazSKkZ1BpFWqMIsKk4v93lIxgvTnsxyG60EiYrYfJF3IQL7pJY+q0uDZfEYKc8XnAsLCfmliLVmmumxcfTNggdRBxjsQKRm3QTPtW1sc/6VT/ckH09ZLiop0YAVsZmYJBVG2kZEQRJAYxWvXQYBmhteT4dLvGw2+iN29kQHIjb+Shengzsn84en87vHjR29ieTGUcqS1br3qnZUGsxlik6mIA21WC8WZAMae1BjdUlBpzjVNBIBvRqeNiTQKdW8myCYCI4IdhsnNmbd+JREA2bjKwSDpqMrFLlEFExREtKZfCIzWek4xjo0bMZBxGCCMFKCiDO6b0JJFZmhKLDlUSZFEpEbWaPFgmCaMjqTNhTk6HMZBSmDB6BDCbY2fV6shbiYqQvQYUyzlwtUKwFnB5zJGGvNYK1eqjWCK+sT9QmI43pxOJSeW4mWykKtWpwYioy0Ywub1amF+KZIt1shaaafDKBNRr+1Y1CcyGSqboqrWB9NhFOOCYmw8mko5x35dNkyG/qtBO7e5W5xejtu3Od1WwiQUxPheaasdmZ6P7J5G//fNBejS8uCp2lQLNOHe6nt7fCjSn7/lFqey+WLYDVMtKokTsrkbsn5aUFXyoDxHOgK6jgYvrMFJVq0IUWu7idEVJQtcXV53mSk7lC2nyLjdQILKh2pUBfFoU5JROzRmsuRxCwhwA8ZBHBA1jEbBV0o8gta0QPhnUmQeEoQHjSYgvpxpEeNKizC3qAGnMJ+vlO/MHD2d/erL9+tvDLk9a/vG7/45fVf/zcfrmffrQZvrPM317mH25Fnh+lX55kX55k728F724E7q77fzpN/el+7u1p8s93sn+5l397EHt7EHuzH32zH/35MPH2OPXraea329nfjfvrndCrrcDLVc/tKWSvZDibsr3Z5l5vsi/W3M9WmKcd9vEy+2SVf7zuv9vmHq0Ld5b54yXud2CdrfGPdyNrNfT5bvLNSem3B1P/9qfdR8eNat491UxtH67Ory8I6Wgwk5icny7WCrGk4PHRDicqxHysn2K89sZsKZ4NUB44lPT4o4zTi2IUoNCNKfXiEUnf78D64fL3H33+4fufvtf1Ydcnn3/06ZeffPrlJzd6rxnMKo1eplCOE3YIxQCxZMhgVA6P9GiUEqcDM+lVRp0y4HO7nXa1SopjEIZaDXqVXqe0gkaDXjU2OiASD5vMasCqQTADQhjl6mG5elii6B+X9oyIumFcbwQk/WNXrvf9IFb1idU9A6LLavOIWj+i0AyK5T16s0gkuyVR9Co0g+PSm0ZAYrCIrYjKH3KwPtROm3/nF2w3gajOBKmMViWI6iDcYLQqFboxpVGkNIoATCfRDIvVQ1bCYEY0CGUhWRjAdKzgADDdiKzX7rYRLsgbdgpxt81uIBjQ6UUJBuSCjspUujqZMINSnDSYrTKFZlClGx2X9oyKb5qtCpwGYbuJZNHfaaW3qmgvgVBgFyVYIUYTytOYW5UqODvruenZoD9gSKXRfJlMZrFCzZmrOu0ehQrolpiuSsEbg5pzw7oLBnLYn8etbpkEuGUPmLmU3cbqfBnKxup1mIyNk54ETfqhWIljAtZczZ+r+YUYlimx1UlhYSk7NRMulNnJZtAfBlc2C+U6ly6QqQoVLuLeNOCKmeigzuoUmezDmFtBeHV2j94TQ3wJMlxkMc5CBmxUEHGEYUcM0tASNSXWOqV6l7zPcK1bfhENWPSUnIohQsUzqL+pQMfxoJVNkVaXBnIqjfgYHbIECiQumJGA0ZUiqCSmdsgU6DjoNvAZpr5UTFeCEzOZiZlMc7lSnEklq8FExR9K0e6ALZxwTEyH59vZw9O5u/eXN7cbL14frm9P3r63fHK73V4oLM3nq5VAsepLltz+OII6ZYk8ka3QU3MBIQqG4pA3aklPuoQCtnO/dfp4pb1VmZlPTs2E2+3U/t5EKo0JQXM8hZYm3Md3WsvrxWTGsbpaOtptzjTD80uxjb3iwUl9b6+4sRo/2ssdHeT29lPtFX97Xfj9Mc7iEj9RJR7emXh0b/LkqDA1zdRbLj6h37lT7Rxml48Kc9vJzeNqqcH4IoZEAY3nkWjBBjoGhrTf5md9ze2sJ2WjwiY2CfvzdnvAzERtZBiE/Tp3BjVzcoNHSuchBT00jt1CYkaDRyonh9TUqBIbsDJSd8gYy6Knt6dePe+8frbw5sncv75Z/vvbzq/3688P0mcd352276zju7vif7gRerwTe7qXeHoQf7ofe7wberwbens78+d7ubenyZ/2I8+3hZdbwqvt4M97kbcHsTdHyTdHyZ8PE68P4m/2428PYj9tC6/W+Zernrsz6GHVfDppfdImn3Qcz1aYZ2uep6vc4xXuQdtzt82eLXnudrwni56Deffpivdsjb+7EXi8F92fcx/Pe24vC0/3c39/s/H2SWemLpSKvD/kjBXirqB3qj07szzbaNWTmSgvuP1BVoj5ljfnJ6aLnEB5Ao50KdRcKMeyvBlWaUwSiWoIQPTD4t4bfVeu3Lzw5Q9ffPH9513vd73/6Xtffvf5R3/8oLvvulgxLpYNK9Qig1EJI2YYMY+O9SmU4yMjPXqNPOBzc25KJRdZLfqg36NSSiCrCbZZSDtig8ywzeIgUbVK2tt3QyYfB0Cd1abD7IDOJNEapCZQIVcPi2S9BosUsKkgQi9R9/cMXxwUXRsSX1fohw0WsVw9MCq+YQKlSu2QSHZrTNI9JunWmcb1ZpEJlDIem4fHHAxgRVSkEyScVtRhARCtAVQAiBajANhu0gNyE6zWWxVmRCNSDY7IejUWqdosMSMavVWBUBaUBtRmybW+80OSWyZYTbigcIrzhWm3n/AI5O/bH3HFsjwfJB1OC+4wona93iyRqQYliv5R8c3fL7wAzGBGdDhjM9o0WkChA5VdQpbWoyJXGHIGTPWZUKMVDMcgb0BvgwfcXnUwCuQqVCJPoIzEAPcZkH47r4Y9MiqkV0A3CV5L8Npk3UPwRjtvYWMYHbSpbWMQo49X/a4IDlAaJginKr6FtXI87w4nHO21yspGZWY+2V4tdtYK03OxYpVrtIILq+lyw8vHQV/KysbMroiJDZtov95CjGqAPsAuCqbsgSSBMrpklWeCKBuz00EEcuvIiE3PKHVOhRQdNbvUWlJ6fvgbPaUQKh4lJhqz9F+TnKciWLjK2zizyaHokZ4bVFywuZVk0KR3SPCQxRGFB3Q31IREiYmsrD5W88UqfLERjee5+lyu0Ew0OuXW2sTkUn5+tby212yvVaZasdX1SrMVaUyHsnl3rsB6vJZokmQ588xMLJ93J9JkaZJL11z5Bhst4pVZ38RCYGknHS/ba/N+GyuxsKLolHPrSWvjbCo14YnlKT4Czi7FHzxeiibgQpUh3Uqa07SWkp2NYqMZ2dqcPDtaWJhLHZ1O75/W945qrRY/M8XNNj2dpcDsnGdyij46K08vcom8dWk11JxxNxvO+Vluok4Wy6hXUBYnydqcpzrnSdXI9IRjasFfnmQ6a4m1rVQwaoznwFDK1C/9fNx4OdcKRGsuxKuxudVmh9RESlCvHubUBkoshwfkWL+WGaWywCh8XeMaYUs4FrMY3DKrVy223NBjQ4EkVGmwz54t/fJ69Z/frP3j141//LL6y93ai73Un+5Vnu/En2xGHq4F760G7q/5H24Ij7dCj3bCT7bDz3bDrw7jr49ib0+Tv91Ov9oOPmi7X2zwz9d9T9d8T1a9T9d8LzYDv/eDLzYDb/ajP20Lz1e4V2vcs47zfgu7O217tEA+WnI86TCPl12POu57i8ydeeZkjjmade01qb0Zerfl3Jqh9hfct1d9pyvee+uhzSnH3ix7thp5eVr7+cHc6kIym3ZRLghnEANsipcy3igvRP35Urpcy1br+VqztLq96AnQLh+Rr8bTpdD0YiWYYNUmkQFUyDQjRqv61uDVL7779INP3/nwsw+++P7z9z997w9fffL1D192vd91s/eKRD4yLhnUm5QOCoERM0lBIKQ1GGQy2YhWJXUQsM/jBExayfiQ04FRDozzOAncBtssNsiMIiCKgFbQqFRJhoZ7x0UDAKhzOFGdUSaRj4A2ncGskKmGxPJ+hWYEwg0Gq3xYcvPm4MWrPT8Mim6YYZXaJBoSdxshhRFSiJT9vSNXRqS3xKoBrUVisMpNNiXlgRGHyYKoIUIP4waCAggKQAgjQpoJpxUhzWabmnBBhAtCKIsBUirMYhUg1cMqE6bVglITotJDcgum0YLSa/3npNoRhwfxBulw0usLOb1Bmg8zjBe3M7AQYyMJjxGQADaFk4UskFKuHlIZRFL1sMYkMYAKtVkG4kbCBTs8mN6qMUDaLiZkU4JDXAQOpuyFGpfMkQyrcXnUXr/BwUhtxHAwDlab3lSR9AgGxCnmE1bMLYvkcUbQ+5Mwxqkyk14tOuxL4o4AqIHHPXHCn2HSkyFfik5OCPmpcKkZyVb90SzTnEstLBdzJW+pxhcq3oVObqoVmW2n/BFbazmZr7mDKTRcJPg0RAf1mFtGejUYI1dbejVAH+7SeIKwN4oLKcopIIjLaCaUIK2lYijoM5hYjZ5RYgLAJHEVLh6z9Fs5A+Q1shmHxi7FA1CiEWJTFMholNCgza30pbHYhDtScTvjsJlRyeARf8EFeQxMFK0tphe365un8812but4YfVwfvVoae1oYWa1UmqEQynKJ0DpvDOTd042g/mSO5pAswVmfasyt5TK5J2CYC2VXOU6V2pyc1uZhb1cou5INsjGatjo6HPHjVzeekn6x6+G372k/rIfuOQrYQt7+aW9kidiXlxLpYrksOTb/KS7tZyMFqhmJ7m0WV7oFHb3Z24fL+1sNeaXUkdnzVLZuTAfXl9JTVToTie81AkJEcP8ipCtEig9GEkB1UlnIKCJRIz5PCyE1CDSna1igZQ5WcWzk3S8iNWabCRh2dhK7R3kpqZds0u+7aMsYO/r+mPXoOZSoEAaHSKVbcjuN8VrHsilcggmgJFJgG6bTzEKXLH4xGp6IDrj8lVIVw4zu+VD2suXBz8dln9fn/H98uv2X37b/vtf9v6Pvx39n/96+LcXc892Ej8dpP/958X/8mDi9WHm/krgdMFzp809WA883go93hLuLnsebfheHUSe7Qiv9sK/nCRfbAYedth7C/SDJeZB2/1o2fN4hXu8wj1e8T1e8T1a9vy0E3q1zj9uO1+tsa83uKdL5L1Z5MWa+8kqc3+Ruj1HnszYD6bthzPUwQx1uuDZnab251xHi57tFn2wyN5e9R0ueZ4dpndbzOGC995G9Olh6e2jue122k1pcdKA05DcqFCYVCabaVg0ZDBrghGvN+jOV9Pt9VmXj4ykfNMLVS7oYHwYgGrsLivhtA1iLy4AACAASURBVMq1owgJyDRj31/8+ptzX3zx/effnP/6UvfF7y5+e/7Kjx/84b1zF78ZFfXrTUoEB2gnZoUMDtrmoG1q9bhY3G/UKQnUylC4HYPEY4NGnTIc4sMhnnJgJqPGoFcZDWqdVgHbLAgKSqSjl6+cM5pUJI2oddKbvVfUOqnRolaoxwaGbwyMXBMrB/WAXKEbu9T97Zc/fHRz8KIFUatNoltDlxT6URDTGqzyQdGNW0OX+kavynUjRkihNIxBhN6K6yBCb0HUCGEkKMBOg6jdBOMGG2HEKACnQdhhJlwQSgMQZTZhWj2sMuM6E6YFCZ2dhQi3dVzVr7aINYBErh/TgXKXj/BHXMG4xxdycoITpyGHGw0nvd4AaQKlerPIiqg0hnGpckCuHZVrR8XKwYGxGz0j12W6cYlmFKWtRptOYZB2Of3gmOq6L4rUWpFMyZXIk4GI1enR/H7HEE0hyRyRK9OhpC2UtCUL9kTJXmi440U7aB9xcBrMreCikDeB+GIoLVhlpgE+6WBj9kjJGyp4omVfvMx74/ZMzV+bTWSr/tpMrL1WWVwpFWq+fNWbr3pzE1y8QDeW4nwMdgYMbAJwxcxc0uaKWLwJREjjmEtjxkRMwAo5lE6/lQlATgHRI1I9JrP7IU+WAn1G0KMHWB0mgI4o4sk6YR6g44TNZ3HGCDwAURHMHoTZFMWlyHSDXzme3Lwz29oqze1UVk6anaPm0nGzuV6c3a4ePl1bPmzObVYqc/HMZKDQjMTKAZJHC81ErhHBnLpwml7fnljbqkxMCbUpfmo2lK84j85m9k+mJpr+0oSnNR+tT/nWdov795ubdyfKy3y0YU/PO/1V+MeRd2wBCShIPu7t+mig63v1p98pPu0xnjv5ubN5b6q+HKm0+HPd7372Y5cK6l3cKS/tVxd3qpvHrbl2fnOneXy0tDCfrdb5h89Wdndrs63gZJVd7SQqZWdA0DvckmQRcQe1wQwQzdr8EaM/oFtdjdXrFO+XW2zX/THd7Fq4s5uaXhZCKUulTmfzyOKisLoaWVuLtuY8y6shd0DeL/+hW/yDN4XzGfu47oYSHMg2/IEMiXk0kbLTGTazSRBwjevpQQV2MzrltPqUgFtl86iUUL8KuGWG+5fasWePF/78euUfv23/X38//s+/7v7L46lXu8kX2/HXB8nfTouvdpP3O/6jWdfRrPOs7X64zj/dDtzruO8vs6/2ws+2/c/W+RebgftLrkfLnuMmdjZLPmi7n675nq3zj1e4O0vM6Tz1sMM+WfU+XnI9WqJfrbEvVlwPZtG7LfhJh36wRN+Zc5y0iKMmvt8kDqYdBzPU2ZL3dIk77fhuL/Mny77jjve44zlc8jw9SN1eCZ4s8/c3Y8+Oi396tnh7t+yiVDZYoTGILt083z3QHUwEXV7GBOggxMIJLrNNb2dgANHjNOjkMIIB3X6CDdiTBQEhzTLNiAFUDYt7u/uv3hq8fq336qXui71Dt3689P2lG+c++eKD85e+HZcMWgAtAOqU6jGZYtholBsMMpGoz2CQ/U4rhsJRm8WoU+o1cidN8D53UPA6SBQEDHqd8nf1bgH0KrV0eKRPJB5WaqQQYhkVDfYOXBdJh8ygdlTU391z8ebAFaV+XKYZudZz7tKN7270XRiV9ch1I4OiGyJlv9IwZoZVct3Ijf7z1/vODYm7dYBUD8rUJpEV1zlYG0ToHQxEkBYUN9owPQhrIFSHUQDjxc2IBsT1mBvC3BBEmc12vcam0CEq2o+jbgsXoxCXGSINGkBy+dYPo/K+3wV8qhARYlwkJTjcuD/C1ZqFXDXq4tHf0ak2iXSAVGeRSdXDMs3YiKRvRNY/rhwakQ1aCYsWUInVY10S3S0h5ShNCemKpzmfyFc9GCVPFhx8BFxazcwsRBNZPF0g8xVnYcKVrzGLa8mJGV9rMZKrOo1Qvx7qR2i5M2CK5p2pikcLj7nDaHYqEip4HAGbxaH2pWg2QoRybH4yGMo4+ShRaUY7WxPZKs/4LbkJX3bCV5+PNzrJUN4RLtHRmpNJWhOT7sJcIDHB+rME4TXgnJ4WrDZGwycdQsbJRgg7b/XESZg1IX6LzqkkIzDMm8kIDHmN/pJHqHhHzQOgxwh7LYgPiE4EqAiWaITmd+vrZ635ndLWvfn1s1ZpPjq9UVg+nk41AvnpMJ92OAKgnbd4Yli8wk4tZzZOZw8ereem4ks7U/t32zPt3OJG6fBs9uhsZnWrOD0farQCiTzRakfvPV1a2y12NrM7h7XVnfzOncnqkt8R09zUfTkI/IAllBp33/tXu7CkSsn2dXV3XbZ+/7H4na/Vf7ii/dqZBSe3EtO7aT0x+NEPXe9/0/Vj30e+vH31Tquxmt88m6/NJuYW8/furs9MJyMJfL6T3NqtdjrpudlQrerOFxwYOUa6pExAbaWG64t+LmLwhvWLy9GFJaFUQEplFKcGAzHdwlpk67SUrhHJIlKp08vLkfXVyM5W8uSosL2TXF4JpIq2aJnCfAabWz21mk3WuNSEd7KdipZcDr9RyOHBPIF65Tq8XwZdA1zDSvyWGh0a1d8AaCnOKnGnJJaCnz1eePty+Z9etP/xdv0//rT+z48aT9bDj9eFZ+vBkxn6Xpt/uCI8XBHOFtm9aWJ/Br/Xcb/YCT7bCjxYZV/th57vBB4te+4uOA8a6P0l1505x50F6t4i86Dtfthh7y+z95fZex334xXu/pLrbJZ8uEi9WPM8WiBPJ4GzJnwwCR024ZMWcTLnOJ13Hs/TR7POgxnqYJa53fYeL3FHi57TFf5gkd2ctm+36JPVwP2dxMlq4HCJO1kNvn04/cvTdqvB57IsH3B4g0y6lOpstjf2N1qL09V6sTpVdPkoPuwOxr2+kNPJYf4oE0p6yo0UF3ToATntQXUWRd/IDROkG5EM9Azfutpz5dzlHz798pPfP2Rdv3lRLBsWiQdVavGYqBeC9SRptVhUer2U52nOTTkI2OnAzAa104HZQKNaJQ34Pb+HLBQBERgAAQMIGGywBbQa9Qa1SDwyNNqH4FalRto/dGtcMmwwq4wW9Y1bly53/yhRjYxK+0WKAZVBdOHaN59/94FEPWiwyuW6ket95yTqQT0oG5X1XO35oXvggtokstkNYtWAzW7ggg7cCRAUAKN6GNXjdjPusMC4AbabSJfNShishIEN086AnfAiKAspQakOUZlx7f8PLIwBojleC8j6xq6PygdwxhZK+Fw+MlWIUSzhj3BznanFtSmnF9YBUoNVrgOkJpvSBKlEigGxclhtlCqNkiFJr0g1qgPVA6Le3tGbXe4ANNGKT7TiuQnf2v7k5lEzXfHE8lR9LlJvCfmau1j3tBZj1YZvcsYfTtj4sEmIAa2FUGcjTTIyjJa6fEYAH4dppcrSb6VVVAC084CRkEGM3uYy8CmXI2CjBDha9EYKXDBNJ8vecJYJZ5lQnhGydLzmmV7PTy6nfRl7appns1hw0h2uu70Fe3pGSE/5mTDsiePuKOaKoNEyl2oIfIZxCDDiMVtZI+IHrZxJTcgUqJjLMZgAaQk56DaIgWHEB4BunQaXJBpCcSF59GzjyZ9P7/6886d/f3L6cqMwG+YSBBvD2BhO+kFvgsg2BJI3EV6DMwhW5sKzW7np9WxxOlqbzyysT+TqQmM+tbI70V4vLKymq01vvcVv7JeCaVtjMXj8sLV+WC5Pc+3t7NGj6dOXC7BfckHy8btXuj680XXN8IUpOPbZUBcYl7HTyOfyD7/S//Fj+fsfSd/9RvaR1NFz8HYp1nJ/dKHrw/NdH1zo+uxGFxIyUikk0RRWT1vlVjySpOuT8anpRLbsNlj7MLu40fCvr+VnpoOTk3w8gwlxK8HKULckUSGFFFif9a7tZGdmvcm4sVpGcHsf6R6ZnGNbHX8gbgzGTYkUODfHd5YCD+5Nri4HV9fCu3vJeA4cUp3vVV1iE2i04i7PRua3ymwI4iKwOwSY7KMQI7UH1BZ6VIPecoSUBseADOixMkohjUOkKBS1bm3mXz9b+tuvW//8qv2vr5b+2+v2k83o6Rz7oO3dq+P3l7jDaeeDVeHRavDBCv9kI3B/mb2/5Hqx5b+35Hy67nm2wT1cZu4u0ncX6eNpYqsCblXA3Qnb8TSxMwkfzpCP1vj7y9ydDnt/mX3YYe+3mbvz5NkMdjIFnTSA44b1aBo5mSfPFp1ni86TOfpo1nm64LmzzN9fDd5dDhwvcQfz7r151+4cszfv3F10by+4D1cCxyv+rVlmf557fWfyl8fz+xuFhblUczq9vD5TaRQKE/nSZDGeiRZr+Xg2HM+G+bDbF3J5Ag7SZYtleZpDMNriEUhOoIQY6wnQ0XQAwi0KneTKzQtXbl64NXi9d7j7wuXvrt+8OCYeGB7rvXHzvEjSL5EM4LgFw8wgqHE6kVjMFw3xYcEb9Hs0SgnLkDSJGg1q2GYRAlwum3DShMWsQxEQsppAq9EGW6yQWatTjomGdQa1QiWVq8RSxfiYeAjBAZlyrLv/at/IDZFiyARpAETfM3Tl02/fk+lH1BaxyiwaU/aNKnpH5D0WTKMwjl3t+1GkHiA9NqVpHCR0MGViA3aEMBKkxYboDCapFdGyPoL1kxgF0F5Mb1XYaAvhgR1+HHaBhBfRISqchawOI+oCAbueEexCmgsmOS5EEy5YZZJqARUrMNFsSEjwQtQfSQmBOOsKEKjTogWlcv2YBdWaEc2wtGdUPiDVjpkgnR5Qm236672XP/vmk8vd57vmVoqpEpet8rmaP5qjYwUmVmDCWSqcpWwOKRsEqk0+ksbKda6znmnOBSemuFrDU6w659vRucUoyciUhuswJfOEIMSpcoVhJmQTGXpV0Kg3SQULHm+KiZT9vrTLFSXcUcKXouNVf6TkCRXcgayTjWHRKhef8BUXY3TMxqRQKo1aeDWdhsNTnspKKj8fIcOQK4YGi257AORSZLDo9qRp0G1AfICRUgOsAeYBnUNJRlAqhisxCeIDTLRGDAzDXhOfZybXilsPOmt3Fs5+2t150F67PTO1nnFGIKtLRfjMhNcUSNO+BElyJpTVS4y39OgIF4dnNjIzm6mT553CdLg+n6J8wKD0ksrcV5+LnD6Yn19JVJvc4mZ6Za/QaIcWdrKpulOP9ffJvtHjvVNrkd1nM73G774ZffePg12fDnV9Nt6l8g9+q/hA7L4F5TXmnOZD6bsfyN79VPXRVev3V/RfheYYlWvwg8td717o+vh6V5/p6ijcPwz2JGfD6/cW2vtTiYJHCBOsDyzVfSZk6PsLXRbrQCpFzMyEqnUvzaphSoK6pBAjpgRtcdpdaDDNeX8ya0vG9X6fRK371op2V5vU1AKXq+HRNJjNIxMT9Nw0u7eV6iz5z07Lt88q2QqKedXdsnOXh78aM3Rnm4Fsw1+ZCUfzTi4KMYKZTyN0UI96ZKESmpykhAJK+nXRAhXJEgynnm0Jb16u/sffb//zTyv//U+bf3ncfLIVu9P2PVoN3l/i9ieJ3QZxMON8uBZ8sR1/uRt5fRB9usU/6LierLH32/TDZebhMnN30XF7jjydtR9OYTs1aLMMbE1AhzPEbhM/nqUebwYervMP1/nDWcfhDHEwjR820cMGcjIFn80gd1ro6az9ZM5xe4G+02HvLfvur/B3lvmzju/+avBsJXDa8R0vcYdLnqM2d7LMHa/ymwuunSXvXpvbmKG3W87HB7mf7jXP9irpOFEo8blSmBOclUYhmBD4kJdkCLVRPiIZGJH0jcsHfy/OKA/sYG2MDzPZlEr9OOqwhBK+zf1ljUkxMNYzLO4XK0fVRrlCJxHLhnVGxbhkcHisV6EaFUsHrFatRiPq67uiVo+zLMHzdFjwREN8PhOHAIPVoo8EfQG/xwoaCdyWTkWDgpfAbR6WJu2IUiXRG1QKpQRBrSBk1upVOoNaZ1DLVeJr3ZfGJYMmQDMqHbxy88LA2E0LrLMRZolq5OMv3+kbv6YwjlkwjcosUhjHJNohnVU2KOnuG78mUg9oAInaIgZwrQXTuHgctZvMgALBDBhp1pkkFkhFsQjpsuGM1Rt2MgIJkkaKxy2kwYhrcQ6m/bgZ1+phpRnX2mgz7cf5qCs/kUiVolbCpAVUhAtlBSaY9KcLyUQh6g07IdKgtogVxjGZblSqHZFohseVA0OSXoVBDOEWPaDWmpU3+q78ePnbYXF/1/xyrrmUWlyvVFsxPk6wUdSXtIfyDMlb3BFbrEhzYWsoiQhxWyyNzi1GO8uJuflQKGxpryZ39qsTTZ/bb4hkScZvsVEKIy7h4nis4s3NRBJ1f246lp6Ox+ohPAATAhIseP1ZFx1CUc5iD4Cxut9fcGECgPjNydkwncLVtASNABa/jkqjgQl3aNKHB0ElOuaMo4jPjPkB2GuxMDo2RdmDcKDMudMUGrCSEZSMoHyRTU+HS4upzEykuJCc3qp2Tlpze5ONjWJ1KZWbCQsFxpMkcMGM+vXuOOLL2NOTgWiJLTUjqYpvdbeRqwdQRi1k7dWFUGnen51mdx5ML+9OTC9l9dbRQcl5PTSYKFKzq4nV/eLJo9n2bsaTMPlzkCdtGTGc+37g/e/633v3hy46ZVy6X+0Bf/xq/L1v5B98JXv/K9n7X0rf67rVpQuLL1i+6WNuabLqjzWfdI12dQ10DdivonnTOeVnH1zr6rrY9eXwxxcU333a99GPku/RGDSxWZzeKE3MJfIVHqc0RnjYF4cM1r6B0a8RXJzO0eUJH81pKK8WdUkdAW2iRvFJy+JmcmrOy/KyShlKxlScdwzBu9mApNwgF1aDwZi+VMEXF/27m8n97fTeTnptJZTLQ6U65YqZv+v/5PzQZ8O6K0wEipRd6bqvPBuJ5B2ER0PxOsKn0iK94RKabTKeuMUXh1y83iuYGVa1MBv46enir88X/+X18t9ftX89qx7MML8Da2sC3ZuyH7Xoux3+2W789WHmzUnql5Pkq/3QkzX22Sb7cIW+s0iczuInLWx/Gt1p2HYm4b0p9HCGPJx1nLXdR/PMybzr/pr/zrL33ip/NM8czjp+B9bRNHY6g91u4WezxMmc43DWcTjruL3IPlwLPNoM318NnrX5O6vC2UrgtMOfLPOnK/zZWuDepnBvJ7LX4bc7vr02tz3n2pll7m7Ffro7+er+7FTVO1kPpzL+Uj1TnMjyIS8f8unMGolqTGWQ/a7V5dpRpX58XNEn1QwpDWMwaWT9JIQbihPpSMr/5fd/7Bm6YbbplXqpRDU2Kh1U66Q6o2Jg6LoFVCOYCbBqnE7EaJTr9WK73SL4KY8Lj4a8AZ87l475PE6LUcO5KT/POmnCCho9LB0K+pw04WFpt8thMKoB0KDTq9QaOYrbHDQBQma5UqIzqnr6b1y/eVGtk6oMsluD16/eOm8AVU6O0JrlX537w7lrXw+Iuo021e8j14+NKweu918YkfXKdKOD4pvjygEA08EOM0YBEKrTmSQwbnAwkAlUqI1iK6ZHHRbMCTI8QXsxA6I2YVoDogbsht8DF8XjVodJbhIpLRJ/0sMnOFeQjudDdjci14skmlETrCdcKBdyR7OCy2+3EDq5aVxhFol1I90jV7oHr4hUwwOiW1LtmM6iGhzvHRzvvdZz6Wb/DZVe0bW+W19YL7ZWCtES6wrD4aI7OcEHiy7MZ/JnqGzDzwhmyquNpLFU3p4tOBaXoosLkVKZPjisHRxPbuyWKpPeQAJ2cDoLLnb4gVwzFKv5QiU2VvPFJ4PFxVygKhhdBpA1u5I0GcIQnxX2Whxh1BFFHFFESysAr4HJkWQSHYb6sbhNxyrIJIxFABUpMdAKiNN7kgThB1TwmBoWu6JEuhHm8+7yUjZS8/tLnsJims3Q6VasfTyz9aAzs13LzcZmtmu5uag3R2EBS7TKLe5PFudi8YYvUKHxkCk26Q0VndESy0XQRMFTqAfTZe9MJxMv0Nk6m6jRoRK+cW+iuR7nolBjIdHZrna2y+2twtJWdm4tcfx45uz5/OpJKdNkcgscHlJdlX32w+jHn1zv+rS7S5ii1l7OdlvPf6f64znDF18qP/5opOv9wa7Ppe9jFfM4N/j++DuSqNRQNpvKZllYfAO9IGYHPhl6p+tc1x/63/t89NOuy11d19/5fOizbsP16mZhYjWnR0W1qUih5hMbr1GCgY9BfaNfXbz6gUx1lfWb4wU6krdnGh6hgHnillAOaW8m+bAunjRtbwjloikRV3l8Y4GoIlUE0yVbPAOsrEWeP59/9qRVqxClApLPww56uDzlDBSwHvWFK+Nf/zjwKeBUZKb8Dr+5thCfXk7xCQSwiwD7mNrWw4QNqbqT9CkpjzJTdGxsF5c7iZ2N1OOz+tPj8i8Pp96cVV7up/ea1J22796yf72KnsyzT7eiPx1mfz7JvT3JvzlJvT1O/HQQfLXre7Xre7hCn8wie5PWnYZ1q25dq5g3a9aDFnE8Tx/NM/dW+bMOd9bh7m+E7q8JT3diT7ajDzeE+6ve+8vs3bbrzgJ1Mo3vN+CDaftuE99pEHtN8mjefbvtPWvzZ23+pO07XvIetb3HHd/pCn93I/hgO/RwP36yHT3cCB2u+Q+XvQeL7Nma8PruxN/erO+s5uZaiWSKC8e8Vsxsw60kY1doZb4gly0n5zpToYTPH3H5Qk7cCZBuKJL2BmKu+kwBp0HShdgIs8tHEU7k6q2Lcq1YoZOcv/p9T/+13oHrPX2XUdxMUhCKmy0WldmsRFEDguhpB0jZrQEfQ6BWpwPjOcZFEzgCIjAQCftpCkdggHVTXo6xE7CdgDEcAkCDBTCMjg0azTo+wBEkKpGPGS1anVF1/ebFUVG/XCsWKYb6Rm5oTDKHG9VZFN2Dl3648uWVnh9lulHIbsScoMYiHVcO9I5eG5b2KI2iUXnfjYGLAKZzB0gzogEQLQhrLJDKhulxGrRiep1FZrQqIbvRjGh+LwqVFokeVuGsDbAbUJfVjOtsNEj7CcwNQxRgo8Fgxi8kvDhjs5EWLaDoG+sWqYZtJIhQIMXjdg62OowmTCM3ia4OXLh088dR+YBINSxWj4zJhn68/O2Vmxd6hm6IFeMAbO5qb1UyVa7QCIbyjJlUoF5ToOgWSqyNM9IxhM/YoyWnER6MZvByna3WPQuLkaWl8PxcaHYueHy7ObMQrk8HsjW3P44E02RtIVlvZ+ITvCftiE7w8akQlaI8RS8etSMCSiednoyLDONKu8yZduhdWjWlFGNjGkZp8hvNAdNVzeUR20C46TexGshvgnmzlpCGyx6rUzOi6ZaY+ke1PZ44uXo81z6YWdxrNlZKteVcfb0YnwxEJ3h30u5JO1xJnElg2dkIEQRRr5HPkqkGn2+FJlcypaUo7NfxJcfEaiZSdgVzznCWmWnny/VQoeoPJHAzOmpEh8b1F0f151o7cSqkMeNDXNDcmAvVW/5wFnUJOk/URAdU6SnnzHZsYj2Mx7TfDn3Q9W3X18MffDX64U3zBXaSyO3Fe/GrN/Er3+q/+FT24cfidz4ae0fmG6meZbNHyavwpXdG33Uve9p/WU4cRu1TyLfaL7uudb3f1/VB/zsfDXzQdb7rw76PTRELXaJyK6nqcqpXdr6xkIBIyU3xN2LLNT6N+OJQ3+hXvSNfyrXXYUrW7MSrC6FYjaKDOgPal62STk4qhNSNum1qAioXjez/y9VbNce1bW2aadqGbWbZkiymZObMlbnWysWQzMyozBQzM7NkyTLztrc3nfOdc6q+OhXdFVHREX3R/6gvVF0XHTF/wLx6Yswxn/GOADdd1I/MOHxRZboALizFhobsExP+XM5SLpOVHjqeNm88r2aGnAq667Hg2u2Wc3JLW6RizQz4oiXb7HrP6EKW8enEulqIEXoT5uKIpzzqIe2Sar9zdibx/s3U1/dTn1+O/Ovrwo/TwS8H3a9XYlvD7OGU+8NG8v1m8sNW6ttB6feXfb+d9vxx2vPHafdvx7lfDxPf98JftrxvlqyHE8jmELg5BK8PwCt94MYQejBt3xyhN8dsL5bDr9ZibzeTnw+L348r//F++Oth8cte5tNO6vNO4qxhfzRBrw/A26PU1iizMUytDRKrA+TmsHV/xnuyFD6YDRzMBvbnfAfz/udLwdO16Jut+Nu9zMv9/NF26nAtcrQSOpj3HS74Px2V//3n+l+/bKTjuAWRQ6jGhOjbea1SjTRXyU7OjfcOl/OVZDTtHxjrHpqo9I8VB8ZL20dLM8vDdi8hVnY6/UxlIB+Iedr5zZ3CVolK0NJef+P2ZZG0o62znidoxgjAguoBsxIAZDhusEAq0CSHQSVDgjYGJTGIQEEbg8cjfo+TJQlLOOR1OVkToEUspjMnC8cgp4slSItGq4BgAAB1rJ20uxiUgABQB6PG9q5GsYwrkHXINAIDpDKjGhDTak3SZm7t/We3atsfCdSdhMtiC1JnUoIakgk1XVKDwICpmwX1elRlD9GkA7Z5cIwxaU1SE6K2ujHSBpkQNUIZTZiGdMDuMOuL2SmnBSL1FtrI+gmQBgy4DnfhmBNhfYw1QLtjjngpEkh709VEujvmClkh0qgCxCpACqBqW5CkfChiM6N2EKQNXEXbs67aLnm7CpCqTTKVQVbXXNPU3iCSC0wWI+ukOf0TiXyfzxXH6IDZn7cyUUTHyukYwsRRNoHa42i0bLUFjcEUki0zMwup58cjx8dDW5uV3j7n3Hy60u/q7nX1joXKI8HyWLg8niiMRiszWWeasviMaBj2Vrzx0ZSz6EbCGBrB2YyNSdJauxYOgnSGUtmUQlKk9WjkDrmAEijscpVVmhgJDax0+0o2PSMnA+ZUrz9R9lTHU+OL5ZHZ7rGlnuH5cv90oTKWdiUoV4bGgmYyBDFRhI2hgW57pMfdv1SM9noC3VZbDB5bK2eHAs9Et6VQCxbQeUp4qJfNjASXj0ZXDycTBefsUs/K0FqEZwAAIABJREFU5nD/SCLb7ewe9EfyGBNUx3rx7feDZntnvs/WO+Lzx0zpEjm7ni/0W0vDjtyQLTvMVhcCgT5CSjffF12+1MK5K73yUHOz3vSok20x5QyOCeszqv6q8qcLYs5V5U8PTLd9s46lHzODb3qZYaoGqZElVZU3PZnDTGwzbMzprogvcZo51yU/X+L+xGk7J3JKwYxF6pRBUXPfcp706wanEmqo5UHb+Vb1fbNVFMhhtFvVKbnXxL0pMzY6Yqa5nWqil20U/pysEKGUMV/F+geokQGkUtIO9oPZvDpd0k4vexN5YzwHsE4+a+NmMlAybR4d984vJ/tGnGNL8cp8mEjob7adv/iEc7WWg/u142vlsdXuhd3BuY3e0pBfj3YZ8S7cKfdn0ZH5xMhUuFJlRwbdXz7M/O378j++Lfznr4t/vh56u5Y4ngvsTzj3p1yfdjK/nfZ8OSh+P678eNHz7Xn3ny97//6m548Xhe9HiY+bvtM56nSOOgPW+oBpbRBcHYQ3R/HdadvWhHVn0vl6Pf5uJ/1hL/f1efePl73/+W36437+/Xb67Wby007q617q81b05YJ7f5zeHWf2Ju27E7bNEXa1n1ofZHYmXceLof8fsF6sRl5vxl7vpl/s5w42EzuL/p05z860Y3OcPV2L/e3TzJ+fV3IJkiI1BAUQNMw6aXfIvbqzsrq13DdS8Ued/qizf7Q0MtUzuTDQP1acXhrKV2N2L2EhDShtLvVmcuWU3cu4g3ahnPvTVc6tu1cJGjSalUq1AIQ1Wr1Eq5eAoNJkkuOozu+lYFAZ9FlZyhL0OaMhb9DnDAfcDiuJoSBFIgG/62w658wa1WrkGA7RDGYwaggSMUF6jIRpK+70WBHcJFcJhZJOgbiNK25V6sWARQXhOgjXSTTcmw8vX757vqblfiOvVocoEZvZROoQmxl3wmpI1iVvhVlAZhRKDQIjrvElnaGU24xqFDoBYFHBhN6MajDG5PRTFtpo9eJWL+6PO/xxB+W0aMxSkDAEUn4jYVTDaiWoJJw47aEcYWsw43NF7a6oPVtJFPsy3qjN5iMYN6pHVZQH0aIKOSAyU/r/7w7tPGWnVCtQm2Rm1NAlamvjtvAlXAA2sE6akyjauodCzhhqYuT2JIH4AaGFZ83Q1gxpcqpzY9HMkDeUp1Ld7NBkuGfIPTuTWFlMLy/lenodvX2uofFQukBHsnii2+qMQdFuZ2E06ivY0IDJmsS9ZReVYl3VAJlksBiJxymtw6BiVYDPhERRMkXJbQpzBHL2OkVWicQuS82lFk6n559P9C+WEr2+gbnC0t7Y1Frf+uHk2HxlbK48NFUYnMxXh5MWRqODRbQPEpva2RjKxCyZkXCsz8vGkcmdgcGVIubVRcp2MmAcWy8Vx0MP2n66cJ9zp/X8E9H1etntVtWTQIFZOZhY3584fbt28nLZ7Yesbn1pwJeuslRAHuyG+5cCzpRmeDacKuDeiKHUZw+moWDaPL9dKI47whWkuhSMj9uJjO6x+ualTs4T432xh9dGNrezLXwP17vkvQ3cviC9cE58jtPOkYXFw+/6U2vR3uPu3E4WyAOisNw24wqth0qnBWIIr0We3NXeuci/dFl47Yby3hXRDU77RU4tR0QJpvYHhhazwRTWKbvfqr7frL7L09cgTkl1LMj6tQpTM8xKSqN+b9rSOx2m/EpHRNM/7g5E1eUKUsppJobglSVXJCaCyZpiHzQ+5+0dsUZTBsrWFQipszl0cMidzqOBhDFUtBgcfHNQdq2Zc72JUye+abaL2TDQPR4O5ujicGhsMRcrMoRLZQ3oot306HxiZCKUyVi21ovfP81+fjnyP/6+/Y+PU7+/HDia8Z3M+U+XQqdLoffbmc+Hxfc7+e8nvb+e9nw5Kv56UvnrVeXXo/SXvcjbVdfehOX5FHo0ieyMQRuD5rVBcHMU252ktyfZ48Xg86XQx/38p6PSh4PSh4PSl+PqP79O/vKi+nE/92Yj8WEr8ctB7sfz/Ne9xPuN0ItF7+lS4GQpdLIUer4QPJzzn6HqeCn6fDHyfCl09iR8uR57u514s5c5Pcgf7qa3lvybM66dacfGGLM/5/v6ov/725mRPr/XA5XKsXDMmy4kywPlw5cHpZ5CLBM6A1YiFwglXMlCwBth06WQGVNTdpi0QaTN4o86Y5mQK2AzmFRSBf9J3d2HNTdlSh5OmU2gCoQ1EKQxmZQAIOPxGkCT3OsmLJAqFna57GQ6EU7FQ8VcMhENsBSq1chBsz4eCwYDboedRhGzXCbkcdtkcqHBqHY4GY1WLpELEBykWMTqIFg7rtJKpApuJ6+RL20/E8d1ZhnOmrWg7EHdzQs3OQ8abt+tu9EuadKjKhOpM5E61k9YrCaesl2PqrQWBV/VoTCJfUmnPUQbEZVEw1WbJEZEZURUKGtyhZizWT+MMfkiNn/U7o/aQUwrUfEcITvuIi02VAVp5EaZBlKbSRPrY0AagBgT6UY8cXs06wsmXVYfZrECFqtJCUnFBr7aIjfiGiOu0cBKqUGkBVVaUAViRp6ko7WruVPQrjdrGQfFyff5EIeKDpjpEKhABQabGo8iZo9JzSq8Rcfnf72e3R2yR6Boge4ZDRartsEh70C/e3QkGAga0jkqXaARSgxgPMqto3wG2K6mz7rjYcjs0OBRBIngRj/caugQIGIiQQMes4pVYVHMU/boHBqDR88U2PhkjCpQ+eV833bv0Fp1ZKXSM5WZWOmZXe9PlVyeCJouOMt94WCEyJe8Q6Pp6YUKbdfrzTzMrvFmaSZmwQKAt0C7skRiwHvwZdWRRixedbTP5u8m+1bS/golw1tutnMu1HF+auL81MS51sR52Pkz6tJNLFUWVvvXt0b9ISycoGJ52hrQmNjO9CDdPe3wF4B0hUwUkGwPO7uezfexbEBBB2X2pBaPypMTtsAQRRaB66KLNYa7UNZA9iB0LyEPyW4bbvP8/HZXB4fPOS85f01zje/pKh8XQ0v+ntNybC1s6YW1OR0+SrgWnf4Vb3wnLotJa6Caq7Krt9T3LgqunONePt91+b7igdwmHVivJPs8BpTfKrlfJ731THVHCNYLgXrEKauOBX1JhHKpSwMeiBIY0LbN5wPFPjaZh6NJoK+fXF/29ZcNCHxfIuF4Al09/cj4lGtiyts3wKJ4q9UpiSahYNzkCetTFQbzyq80cq53cG51nu8AapvVDx50XFFhnQq4Qw61D85l5zf7esZirgjM+oy0R4/bFc9fTpRK5PJ8/I+vC59Phv7xdf7b6cD7nfzetO9oPnCyFH21Fv+4m3uzlXq5Hv98WPzrzeCXg8IvB7lvh9lPW+GPm4H3q66DccvhmOX5FHY4gW0MQuuDlt1Jenea3RhnjxYDR4vB9/v5L8flT0flT0flb6d9//3H3L++TPx42fNhJ/NxO/n9qPDXq8pfL8u/nxQ/bSU/bCU+bqc/7+e/HBQ/7GRPlsI70+5X66mX6/HTtdjpWuzleuzNVvL9burdfvbdcfnlYWF/JbQz59mfc29P2vbnvJ+Oqt9ejb88HC0V3MVSKF+KB2Ke/rG+4zfPs91Jp58Jxt2pQiSS8qA0gLNm0gadHa1J2iVpph0WlAXFSm6HoKm581k7v/lJw/2rty5cvsZR64WAWe7z0SwLEZjeaUcskArQiY1aEWxSYbDOaSOiIS+Fw9lUtLdSiEf8CrnIBGhhyGiBgVDQY7OSYhFXJhXoDSq9QRWNBcQSXn3jE41e4XDTJGOxO0iChkXSLqGknS9qVehESr34zGxg3LgKkN6pvVnT8vDG4yvPumoBQos7YT2qor0Y5UHlgEhqEMgBEU/ZrrUoaC9mxDUmUifRcIXKDpgyoKzJhGkIO3Q2psM4kWDcGYw7U4WQ3Y3pzAotrMFdJO1jDTjAU/G0iFYDqfWYFmbNakhhxDWUB2X9BOsnaLcFIDQmWm9mDCZaLzeLhZouA6a2WEEVKLf5GJgymzBDl6S9nd8sUHBhHHQGbZzckM+XJWVQpxjsBBxawK7XszrUj2ABzGQz9i9WS2OpQIYt9AeLA4Fyv6+n31up2vv6vJE4Wip7+oYipZ5ANGu1+kFPgoTtGiXCZyMWMgTZYigRtviqPrVN1wF0qVgNlaSsaZaMEXgEgzxGvVVFJwk2TYT7faN7gyO7A+nxWN9cbnSpuzgQGphIe4IWu9vg9YOBADQ2lhwYCMdiaCpFFrod4Thqd+sgSmSgBJBbnRryR3sdsEsxsprrnolo6M5AlQwNML0bqcyc1ztIwillA3T/puzCFRGH08i50ML5uZWjJQSrRxPz6wN9w6lsyRfP2KI5Rg21dCrvDS6EbHEF33CHDspsUVWkYKmMuVNV0pMGcsP24qzPVjR7BghTUlljvF1juAtmdN5xG1G1CJ28K+LLF3jnryuvddjbOB0cjoBz03C9xdEUWvcFVj2R7SA9henLKqBHi46AxLjFOk245m1QL/AUe1KDPL6uvnnf8LDGVHtdfOuB7IGckcUHQr6so0Vc1yKtrZHdq9Xcb9Q+lGEdoEOGuVTdg/54mlRp6yXyx6Ew4PNrUzmk3GvNd5Pjk975GddAD5RNqjJJ1eSYbX0lNj3uGR91TU8ECkXC5dXYfdpInvCmUEcCkaKdtzov/tTEaTPX2grYY9FNzi1Oh7buZv0FBdRlphWxgiNedOJ2gztCuCOExsz1Rc0DI77DnZ6/vi7+85el//g0/8vp0NFaemchujkdPJpPftqt/Hje82k7+2I5fDTv/3Fc/v24+8+T0o/DzJf10MsZ68k4+WIMPxnHj0awvSFsbwTfn2QOpu1bE9aVYXp/zvdiPfl+v/jluPr7q8G3W9mTlci/Po3/59epH8flf74f/te7wT9fVP487f71IPvnafevh4Vvh8Wv+/lPO5m3m8lXa7EXq5GTlfDujGd/0b8z7dqecj5fCLxYDp+uRN7vZj4+L707yL/aTp6shI/m/YdzvsOFwOFS5J+/LP3t69rseCIeoTxegmJhwoosbS4WqinSZqHsSLY7TtgtapPMYFE7Agxf3iFUdohUnQZM7QoxrijLk7c0C+obefWPGh9eu3vp/DXOrQeXuwTPjCapBVFbGTMCKj1WhMWMEm5za/1DGjGV0lHQoCpmYtGAC4MM2VTYxqAycRcC6RHIKBPzztrtGrXMoFdRJMLntTMsbnfQgEnb3tEEQgaKRh122utzSGUCkbSrpb1epOCZED1f3gWg+jNfvL7t6dPmx0+aHtytvSM1iDCHRQ5IIMYEs2aIMcoBEVfV3qloVcFSE62TGgRKs0QDy1WgVGEQqk0SC210BCjCCjJOxOrGKDscjjvdfoqxwyhtNtNm2m8FrRBst1jDNsgGK0G5zCyVm6RaVKnDVGbGYGb0sA3AnZAOUxoIjcUGsQHaYoNEOgHImHSoRg0rjbgOsUGIDRJqeLUtj7iKDgsNIjaI48lithisJkUaUmKNEwartknepKE0mA8HHWZnwhrr9qeqgcHZQqbqHZpOF8rOUo/TEzDRNnU674ilWavXTLoMUl27EuTDdp0tgtjjmDNJ0CHI4jEYHHqtXYuGMDJGoH7YmiRhj7le9FhNSE12dazXlxgMDq/3zB2N9a2W+5aKiaonXnYVB0KJgiORYQolV2+vr1xyJmJYNGwJ+I2pFB6JW4pVhz8CRHMEEzKmhrxjm+Wp3d78qG//y0KwQjpyoLuM2ormzJzb1gN5xwlZoEPgbelyNd4yXLko5fzE47QAj4mQoX8u0zuaTJW8/ePZYl+IcusQp8yfhQtjdtjViXi4oKML84ki3Wi0jCUrhD2mJUMqwCuU0K2NcE2t6QHP3gakNcaUWuzidtLNV0UXz3dwLvIvXJdfva68dkHAuaG9VoM9arLV2+dYcgLxrjqoScTcp5FnhGC/3lRWO2ZIZhxVZ2QPwLvtzrYHwL2b6psteLPQKpJZpXJKqqVV3eN5iVFQL3rSoH76TF9Tr3oAeVXuFII5FOE4OjeXtbIyp1XRV3GUC0xvj2NiMjQ3n5hfjC8thNaWw8WMYWLYtr+eXpoKLE6HesuUxylzuhQuv9YRNMTLjuxQINbn1dkVDYYn92U3NB4ZljBxHnOut5y/9ITTqWvoUNWfu8URaFqiRTfIaCMFz8hsjzOEKYxNhSr77uXExxfDX54P/ng1/vH5wNZCfGcptTwZXBnx7U1FThfjr5ajb9ZiH7eT3w/yfxwX/3qe/3Uv8WnJ92bGcTpOnQzjp+PUXj+y2QtvD6AbQ/hCHzJXRRb6ib354NFy9P1+8fe3w//ly/TXo8q7rfT/+dvC//F95tfn3X+clP/2suevl+W/v67+epD9tpf+46T82/Pyt8Pip53M6/X4i+Xw4YJ/f867NmHbnHauj1lXR5jdKdf+jOdg1nu6Enm/m/14WPz6vPRhL3u6EjmY9e7Nevfmg//5ffmvT4v93fZ0jOwfSFb60v2j1b0X21sHK9XBHGVHLCSgMIjlepHSKENZ2B/3BBLudDVRHSsGMx6A0DQL6mRGgQyQ1HXWPWy896Du5t3H17j8ZyAkA02SVNzhoAHMpGARg07apRS0o0ZNJuq34pCNQkJeu51GPU7aZFDKJVynjfC5bTq1zARoA34XhoIwZCRw2ARoNVp5IOgGTNqm5jrEYiIJC0lYKuU8CBn0BpVYxudLuHqzli/jGVCjhUVIOyHXyRo66toEzc38pg5JO0DojbgOIPQm0mCxmgBC2yJuaBTUifRcDSKXGgRqSKaB5TKjUKrlnQGL9WBncoPNg5M2KBCxBaN2f9jKODHchVvDNjMLwnaLPepAXYgaUUlNErGBLzbwVbAMtplA1gCyBswFaVGFkdDDVhBizUpQzldzYSsIkAY9phXrBGpIYcC0ckDSJm7ukLaqIQXMmjlsBISdKjoEWuOYO2t1ZWxmu0lDqC0O0J/1uBM2i92Y6Q1NLleLfcF02ekKAIGYxeYxhJNEJEk7gzDtMsKMErNrG/kPhPoWa9jiSOD+POvLMcGyw5ok3SVHsOxzZBgiCFvjmCvD2mKoO03lx2Mz+8PPv21V5rIDq0U8CsUGPN4s6U6g1dFoKE1G09TQWGJ6OrOyUllb65mcTI2PxzY2eiZnUlPzmVKPc2Ayuvt2NtJjTw15CxPhkY3C9H4P5JEaHHyVtZPKGULjjD4qZvtBZZhryEr5vuZG29N6quau6qrc0UUnAGcSdUcxwqnvHopm+vyYRxsoEj1zQcwvFpju4UGR0dqpxpqyA/ZoN+FKAI6E0Zkyc6Hax7LrjdATvqNDE1cCWX0H03xN+NPFTs5t5c8XeBxOK+ci/xyHy3kMPmii6xqZ+g53M9QLwH0mxxytSIsE4fZn9GNpjGcdRbBeoz6rIAdhSYgv9PFq4RqZT8ylOtotbTqXulFVLzRxi8MpM6Vrl9c/5F6HAipr0myNGFm/1u7TOhyqfJqcGYv3Vxwj/d7pscjqQnZ6IjI7G1tfz01NeIo500AVrxYRj51vIzuSYe3kqLeUx212KWWTUB5VuGT1l1gqCstpAY9s7SAa4zMBKKG/3HqOc59zrfkCF2z++dmFy084lx5wImUXHYDdSTo/mPCnmUzFMTQWON7re3/Y/8vJ8LcXQy82ckcb+fXZ6OpEcHsidLKYfL+R+7CZPstj+LyT+P157s+j3OeN0NtZ51m08eEg8mrSuttn2eyFt4fxjSF8pgLO96A70+7X29nTjcyHg/If78b+9Xnqy2H5zUby399m/vsvUz+Oy7+ddP9xWvnjRemvl+Xvh+lP2/Ff9rJfd3OfdjIftlJvNhL/u8LamnTszrg3J+wb47b9Gc/+jGdv2n2yFDpaDJ6uxd7tpD/sZd9tpU5XIgfz/q1p73/9tvTHh/meAttT8mxtjk/P9m9sL2zsrQyOV7v7soQVNsJqq5dOdydi2WgsF17ZWRya6s32poIZjw5Rdsqaa9sfdspaFGZZp7yzVdT0tPn+jXuXntbdEokbRYJnOKIiLSrMJLMTAGPRk6DGpBKDOhmNmAxqKY2BGGTQqsRyCRcE1AiktzE4AhktMEDgMAwZTYDW6WBgyCiTC2kGM4N6iZSvUctAsx40650OhmFxC2IymDQd/Da1QSlSCs0kiDsI2kmZMRNX2tElaRcqee3CFpGWb7GCBkyrRzWoHSRclhZxw5P2h62SBrGBZ8Q1MAuYKb3MKBQo2hUGIYCqQULnDjLesDWcdDt8ZCBiiybdyazf7qWsftYetoMMaLFBrpiD9pEAaVDBMh2i1KMqxGZyRdlQ1pPvT0YLfoG6Q2GWQawZZEwCDa9J0KCGlQBpQOywHtUozTKJXijWCfiqrjZxs0QvxJ0Ix2yTY16DN8tUptJTO2Phit/ihpkIDVoBW4RhgwTqAGJ5lzOMgIRUB/GSJXum4orkmFTZaQuA9iBkD8KE2+iOEyqIZyClpA+wuLRqjKdCuSarjAiCZAjCA2bCb7LF0EjZ2T+bWzgYnd8fGVoq5MbC669n0KAhPRGkU5bseNhfYiPdtqn16vbJ1Nx6z87RRP9QaHQisb7Vv7DcPTQaHh6L9A0H8lV7qkhbAzp3BmXjYHLQE67att5Ph3tYBdmGRtXRUWt1Ix4YpZC8Filq+M7GLuezVtvTWuphI/vkruaKxN4B+pWQW8kEQcJj0GJCyKH2l+jkkINKaGpE5+tlP+lsLUqskW+s8ecRJqiRAHVmm8CVBp+p7tziX9aFlZYC2GnreGC4f0lwkfOMw2ngXJX8xOngXBKcv6O9UYvUcF0dXHdbh6O5Br7L97bpswpiAFInJeJgRwtdCxfVcF5jHbBQPWZ2ADVndVDeKHLyhLYuhVNq8KqwCNgorRHq2wZmumN5D243RLptE5ul5cOB/qloZdA7OZPK5+iAW9NTYDeXikvTqcGKc2Mxv76UHx3yzE2HD3ZKvWW8WkCzcaPPISHgZrOuNhU1RSMmX9DgjZgQm8SdQhxpTMkIW4FnnWSLOiS19pI8pp3ziHOhkdNmangqu3+r7epD/u0Ljzgdusbuqaw3b7cnKX+WZb2amYXUu9PxzyfDrzYLn/bLh8vJjZng0qh3cybyaq3w/aDvz5PBH0flj9vJN2uhd+vBH0fp3w5SbxadLyaoV9Psywl6vx8+GEA3K+b1KrgxgK32YYs9ls0x2+la7O1u/uVm9s1O4eNh5cdp/+eD7ndb6f94P/Kfn8f/9rr3H+8G/v6m57fjwq9HmV+PMl/3Uu/XY+/XE+82Eu82Em82Eq/X46824q824rsz7sMF/+6Me3vKeTjn25/x7E65jub9L1ajL1ajrzbiX46Kf3s7+Pd3Q78cl19tZf54O/HXp/nFqcTkaHxlub9ciY9P9VcGiolcyBu2VwcL86uTAxO9MyuTy1tL3f2lYCKQLMacYYce1bSJm3nK9i55K1/VoYIUBlSvh1UKnUgobW1pe9zVUWPQ8nBIweI6nw22Yjo7AdAWLYPoIL3UZydgQKNXSQgLgMIGo07udTEgoNaqpBQOUyRiNKi7OlukEr7LyYJmvd6gUmtkao3MYFSLRVwcg1gGNwFagrRYEBOEAC2dTXKNVKaVwoyFctMmFNCBWrle0iZo5su7+PKuRl79WZGlRzW4E6Y8qBQQ1nXVPOM96ZA361EVagctVpPCJBaru3SQHGEAlDUFYg53kAnGna4AfZbaHkt57F6C9RC2IAOzZtQOO8JWxkdiDghijLgN1MByDSgh3ZbuwfTz97t7p2uk2yLUcc+KLLFeWNf5lKfq0mNaMw2wfgqkAYleKNTwRFp+h7RVpOXjToRDeI2OGEr4TeFu59zuRGEkFcz7rGEatpstDtBE62wh3B5AvHHCHye8cbw6Gq9OJEN5KxMw4y6DP83Yw4gnRUlN7dYwTPlNFqdKi/M1WJcW50J2mT1ukZjb9ZQk2evumU72zaYn1yrTW73pfq87g6aHfeNbFV83Heq3JUZ9xbl4djzsKzKZQf/Bh6X147Gl3f5omgjHUZfP6PQanD5dqkhHMxhMCwGsS4d3Bkt0dS6ZGfFnRvyzh33hHpZNAb4ewtENJaddcFJhyWksBbUi1MV1NTSzNc/Yx8/Ymsfm23Iv1+CTmNxSImSwRiGuoaFeeheL6k1+Wavh/h0u54n4Qov2Rp3k51bFXaWlVQG3CA11REATqjIitOXnzktteEsD1viT6AqnjcNp4HDqORe7LpzncjhdnMfgg3rsqaVsNhd0kgCvhaitgx50MA3KoEAVEmoiYr69qRV7SpaB7HKQ7QaBsBTPA0TBJHNwG4CaWs39Gtk9KcFFAwBP1+RL0VNLvbNLfdWB6OBMcnguObmcKfc5h0aDY6OhbAKJePURr74Qt6zPZVbnMmP93o3F/NpibqTftTwb684iQbe8kIKCbiWFtLttMkD3TKOtpe1ybwzE3ApPFjO7FY+EN663X5S5hVQvCueMN8WXOc0cNGNSeaQXGjmXm87Vqx/faLuiscrWXs/bUgQTR6VgB1/xaHUt/x+/rr8/6H2+GNuf8b9YT88OsquTvr2F2Nut4i/7le/75a+7uXcbsZcr3lfLnq+7kV+2wy9m6cNhy4sJ4sUYud8PrxT0q0XDSjew0G2aK5mXerGtccfzpdDefPBwKfZqPfNmM/ftuOdv70Z/O+3929uh//pl4h8fh/71Yegf7/p+Oy78eJ79/ST/ZTf+cTPxcTP1fj3xdj3+ai12uhI5WQkfL4d2pl3/G1gHs96dSefWqHV7wnG6FjteDp+uRD7uZv983f+PDyN/vBn4clx9t1v++5fF9ycTM2PJancgGrNVelKhqGtwvDfbncyVU9nupDvkwljUQln0kK5L3KmHNTwFt1nQ0CVvB2mDNUBG8v5cX9qX8MIUoDMrlFp+e+dTkeAZSxnslB6HZHZSR8Jys4ZvVHbZCYOTARNBO4EYVDIuQ5ijITeFg24HRWJms1FUjUH3AAAgAElEQVSFWYwmQOv12FtbnvG4bWfzOnYHTZAWtUamUktVSonDTjvsNIaCFsRkQUygxdjc0SiSC8QqEYCbUBtmtBi0Zo3SKOPLuyQaIVfaUd9WI9HwTaTBgGlROwgxRsJl6ZS1NPKetgjrQdpgC1L2EA0QWrleoDFLzbgWIvVnMX5nHw6MHT7bPu/w4BhjOtt7dmalnqXQWL14JO2Gab3KKIQoXSBuH1/oH5utmgmNSMtVgnKQMalhZZukpUPWpgTlQi0fsUEWK6hD1FKDSKDmtggb+aou1A5zQgVbsscL2tUKWOBKsu6UNVzyK2GZM27zZ1zepJX2QbTbXB6Ojc+XQhmGDphdKSJacTmTOOY1ulIkGTBjboMC6vJlSYtTZY+B3gwWq7AAI+Bpn5B+nTMB984kFvYHqhNRTwr2pbFEj83Eim1x08bbyZXXI4ObBW8PGRyyp6YDpfmEs0jF+tzT231Tm5VQnkJYqRHlMk61PwqX+lyza6XykC+cw50RYHK9OLPb2zOfKk1F9z7PD65m6YSBzZo8PXhy2pWa8wJRicTdog7zFKEubUokCXfwgq2NtifN1FNTWmUMyUx+GZkAHAXUlkMb9Y+6LPWPlTfuiy/dE52/K+A8llySIA1CoF4GNpmtIsQlj1SYWL+93VR/sYXzU9dFThuH08I513We08bhNHOuiC9fV177WXGlFqm5rryK9YDRRa9/2g7ndW147VPjHZG1hUc1dGD1QrbVVkGG94vdy9HsrD8+7rQWQJ1L2GqqaTbW3O663KJ7oiB4FpdWiwpWdkZml3pW1ocGR5OVAX93vztTpOwuZb5A9XTb+sr21bnMzGjYZ1dUMsTmUmFmNDw3Hp0bjy5NJ6dHQkNVZzVPO2mxz67MJVGWFIPmNoIQJrJEpmKjA1rQpagR3/qpnlMjv0WUIKRgascbLrZzNEF5F9XKqedcbj//VP3oqeJBg/opFoN6lktkHJEiPKGxCbOLt7fLf/6yeLKa+bxXXh1iPh52b8/5t2eDJ+vpj3vdX/fKX3fzX3ayH7fjb9YDp0uODxveD2vuo0l8ZxA8HLYcjWD7g5bNinmzF97oRVZ6kOUebGOY2Zl07c94d6cDh0uxN5u51xvZ7ye9/+3b3D8+jP522vPv75P//DT858vyny/Lv5/kfz/J/36Se7Xsfb0cer0ceb0cebMSfb0afbUWe7kee7URP1kJv95MnK5Fj5dDL1ejzxcCe5POg2n3wazvaDF4uhJ5vR5/u5l8v53+dFD4dFQ+Wc389Wn+jy9rSzPZdJLNZbxDQ8V40heJ+/KVtD/q1oNqhLZgLIrQCG7FJWqxSCl82lqrAOTOsCOcC0Tywd6JSmWk7I26NICstaPuWeN9LveZWtml13CV4kYpv04razFruaLOGpOmw8UYfQ6Li4FdNowlQZNe5nUxkaDLxqAobKAJSCLsEAo6vR67VMJvbHgqlfBhyGi1kTY7ZQb1ao0MMGpYBqdIxAIDCGomKcRo1rZxWzr4bV3iTjWoASmItBO4FRMqeRqzEkD1bYLmFt6zNkGjEddpLSoTqdNaFO6YTWESt0sam/i1Ii3XYjXZghRiM2tBmQ6So6zJ6sURyqgH5RbSQFhBxg6bLSqMMjJ22ILrcNaMEP9LkYdwndWJ2L0EaQdRxgjimrMEG0+YCSZsUh23VdQgAySow2KxQRKD6Bm3jqfq4io7FSYpQOjNlFFmFDdw62paHgo1PNpLcPpn8xsvZrMDEToAlydyqNtsYvVUAPMk7eGCr3sknSj7qiOp8fnu0amcO4qabSrEa0z0B8IVt8VjMFqVkEunRPhGRsaEzdaYmY0aCb+SCWtsMb0nA46spCfWi93jQXcKtkaM3izsz2HuDMQmTM48vPp+vLwSc5RRZy/u6qdyy9HwsNteIvIz0cp8cnyrUhgLDi9kR+YzC5uVrecjq3v9B2+mn7+fW30+xAR1sEOaHw3QUVOoyiyeDOUmA8487CjC1bVEasZtLUNKT6cq2KUKcestd5qoR+2OuhZn3RPi3jPskTYqUXkFZAZIT/lS077iUlzrl9Tp79+RX70pPH+hhXNfdkFMPlNSba3q+1KoweKWejJQvJe1Zcz3+FcutnDOd3A4nZxzvHMXBBc4XA6nk/OT8MIl0flL0vN39Nc5nRyht7Owk+g5yIcnnd5BGk5ogIBUaesUEy0KtpNI6CNDtvSIqzwb7p4JhXppWwbylUk8Blyt57SqHptsErGhyUSIeobCc0vVian82ES60O3I5Ol0jqj2OFaW88tLueEBz+iAe3kuubqQzsbBUhZbmc8szaaqRWZtMWfFBRGvfmEyFQ+YnYy8WrAFvUAoBBXLzvnV8sB0QkfwHnZd5jzg3Gq/0GR46OjBFS5+K1z7SHnzjvjaz9yLj+S3LrdyniruPRDduMv9uQtsHlivmF0aMdShtHRaKN7mWu7PL/NvNnM/nvfsTjjebqfXp5zrU87j1fjH3cKn7fynrfSXnfSXvdSH7fDpku31iu3VAnM4gWwPmLf6TbuDlr0hZHcQPQPWzghzMOk6nPYezvmPF0PHS/GDufDhfGR/NvRuO/fPT5P//Dj215uBf34a/vv7ge9Hue9Hua8Hya8HyV8Ok4fT1qNp1/G092TO/3Ix9GYt9nYz+W4n/X4383E/98tx95eDwsfd7Of9/JuNxMlC4HQpdDjnP12Jvt9Of9jJvN9JfthNfX1e+vVV3+vt/I+3k//4vvn13fJIf6yU9w0N5EqlhAUDMAZOZGOBqA+34rgVdwVdOlAnVon1kA6i4e6h0sjccKI7yvopW5DRQWotqBLKuQ3Nj5taHkkkbXJpW2fbI17bQ2FnjbDjIb/tfkPNZY20wc0aUhHWQYGRgD0Wchq1EpaCMsmAz82isCHkd6gVQgBQORzkmdmgVkn1OuXZexAwaY2AxgIDNivpdllhyIhiIGsl5CpxB7+tse1Zh7BdZ9ETTtIZcLgDzg5Rq1QrgikzX94lUHS28J6dTfmpIZnCJLaHaAOmFmo6G7hPWkUNBkxtD9GUB9WCMqmWB6Bqxo2iNIDSAOtCWRfq9BIwprXgOsoK4rQRp40grDTBCqNJajBLcdKA00aCAexuFKMMar1AqeWRrIl1wFxJ08PGOzJAQrgx0oMDpOFxy8MmQYPCLFOYpDpEDTEmDaxs4NY9arovUHMJF8rpmykMzJUCOTvlh/pmu70ZOxsmPWkHGyRCeXe06A1kbJGMNd3tsbqMICWzxjEmjpIR2OzSAg61ihRb45gjTXgyhBrvwv1qwMqPVsjypHdyM5sZtMb7GB3VqcJarTGDPQGgXjnkFBvtAtArNbhFa58mYlNuPt0MJFTGhMrai9MlxN1nnX4xPPNi+PDb6s6H+YMPC3PbvdOb3duvJha2q3M71b6ZmJHmq5C2UDdlTUCQWzmyUZjYq0jQpvios7gYzs0HAyMMVTKqQ1x1mMe119fBt+uxe430oybrkwam5gl0l2ttaLXUEDlgYL+QWQj17uYNUeXFTs5t5bVH+pvXBBw+/QyMSDR2rhCq09EdBrYrUiVdGTPPXHu+nnOpg3Ohi3NBcO6C4Bynk8Np55zr4lwQnLsoOcfhcs7xORf4HK6tubAdZyuWOt1djYtv9ImfSK+3aO4HqqSvTEoszQab0B4zlScDvbORYAnHfKriVGhwJa8iuDx9HWSXIQ5V92Bwcr5QKLvjSWZmJl/t8/UN+nt7Pd1la75Azs4lR0a8Xq9ydMizspieHAtMjQcrJWp6IrK+Uhjp95i1jeUs42ZU2Tgx3BsopK3Dg1GHQ6fWNvMkDx80nL/yiHOn9fwj/mUx3izCmwVo42PZ9XvCy1dbObe4ly40cq53nK9V3a1XPXgiu3Oj9dJP9RxXjlaTok51vT+Du4Pao73q378s/O3d+J8veo9m3Qt9yEgRWBgit2c8zxeCR9Pe59OuN8uBT9vRz7vhl0vsiwXqZIY4GLdsD5g3eo3b/dDBCLFWMU+nVTN54/YIczzvP5rxnaHkeCm6MmSd66Fmq/j+bOCPNwP//jb9P35f+HFa/utt36/P878cZN6sB16t+j7uRPan2dN538v54MvF0Kul8KuVyFmR9Wojfgasr4fFT3u5M2Adz/tPFgI7k67DOf/pSuTdVurzQfbbcfHX0+qvr/q+HPd+PR3514/t/+f/+r67PpiOWnMpX6kUszlxgaxLohRhNOKNeLVmLV/Gbxe0y3VyhEZwBxFMhxwhO+7AYNZswLR8eZdMJ27lNtbU3qt7dv/+/Su3bpxrrLvDb6/parnPa31Q/+jS4zuch7c4GmlDwA0FvRSFARisQ0CNlYYp3EThII4AVhpRK4QGgwJBjDSFyqQCHreNx23TG1RancIM6nV6JUUiLicb8LtQxIygZtZKcAXtHfy2+ubaTlEHRMO+hN/mZj1BV5uguaGjzojo9LBGphN2iJrFap5A0SkzChUmMe6EAUIrMwoauE8eNNyW6PlnQX1aUCZSdRosSkeA0pqkFtJwpo+6fCTBmHAaYOyw1Q4TlNEASPRGsVYv1OqFkEUFmGVuP2lzITCmgTENwQAka9IYhLceXL5Xf1sGSEyUEbHDjJ+q76qt76rVWFR6VKO1qFA7TLhQiV7YyKvvkrcrzTJOaSQdLnisIdxEa0i/xUirdYTCn3N6klZP0uqOM8mKH7dpCbuOtutcEcRXsJFxBItAoM+gYqQqRiowtxntylifuzQV7Z4MjaxmhpYSoRJCBRV0RGXPmOi4zujgIwG5humQoI0KstXoEUnpVhnbvv3bQmUvK3FzjSm1Oi4Hcwa2h/AN2xPTgb6tfGk+Nriem9mtzmxX+ucSY6v54cV0eSIUKpIaojNQJBKDTjZhGljJ7Hyec+YRKdYcG3HYSrCzF7dWYV1E1E7WCByNYm+L1N/2DL/7ALhWY7lVi957oP+Za22oM9wR21qj087YvM8zZm3G665KL93R3rirvn5LcbWdqIMTKjAgkRGNoEfoLoDuAgg4ee3A45td564JznOaOBw+h8PncFo550XnflZcvSK9dE11+YKEc894867ueoPlEd/afE9y5YH4Cps1g15pnfimiuzE/eqh5dzgUrY8EUp0M8VBT3HQ405C/hzWMxvrnoxkhrzWmNmbwfpnkv0TsXiWGRpLFEquRIoOx5BoAsnk6f4hX7ZIpnLY2FQoU0Cq/da5pcT0bHh3vzI66slkLP39jqX5NAFzjcqGZBgLuIDBaiDiR6JhXCat7+i6zxU/EiifwDYZ6JCwCSMTN7TrH95o5nDucW61nrvwlPNQcO2R8OfrbReadDX3uFfvca/qrBKuoYEMGH05Sk8KKY+m3Gv/+Hrsr4/T//4292LWvzlMLFTBxUFkcZjYnXEfz/v3xh2bg+TOCPV81v5y2Xm6yLxeol7MEgfjlpWqbrFbvVjSrlZNa1VwdwjfGCBW+7DtMduHrdTulOtkKfzloHiyFF4eYKa74eUB6tVa7D/eD//Pv5b//X3yy2Hux2npv30b++t19+e9+KtV3+Yo/mLOuzvKrvXjG4PkxjC1PkTuTNlfrAQ/7KXfbie+HRd/nJbfbcReLPpfLgdfLAb3Jlz7k+7TlciXg8K34+KXw9wvx92/vx38/rL/2+uRNwcD//O/v//lw+boQKKU8WXTfn/ITlgRxkGxTloP6YUK4dOmp5wLnNrmWj2kV4ManUXPeGkjZmgVNT3rqu2StPNknSqDrLHl6Z17Vy5e5Px8ldPR8lglaRF1PZHwajtb7jTVXe1oviUXPUEgsd9NhP02KwXZaJhAjXJJp0YpQGEdCKjVCqFCIcBxM8MgFAXX1T0QizvNoF6rU+gNKoNRTeCwy8lSJAJDRpNZx7C4WifnijplaolQIUBtGOuz0naStpN8aWcbr8kAaSAcUJtkbYLG+rYahDGfLfU6a2NpLXK+qv1p20Oesl0DyykPijCAWN0l1wtUgFgPyhHKCBN6mNDbXKjTS1BWEMa0JlBuMIotiJphzTRrZqyg1Q6TNAAiKpsLwWmjCVYYYSWIaRU6we3HV+/W3RJoeHpMi7tQLaKWARKBhtcpb8ccFg2sNFPGM9+iTdz8uPmBQM3lJCpBZ4ym/QhkN5itOjqI0kGU9FvKE7ncYDRSctM+yBPDC73BZNFZGomWptNkEjW6NGav3pohJRjflaNL06mR9fLswUD3ZGhiKz+6ms4MWh1JLRNVOrJmOqE3OPh4RM0kDc6SxZozo3GNKSjT+kQDh8XZz2O2IRKtQmDJZMoZLHlAHZDpAnIyB5kDSmsWzox6y1PhdL8zWmYCeRx2SDNDbkcS9BQwdx4lwrrKXGzzw7Q1DcqoNiJpQOIac1yBFnSqEL+VeNxpreu01vKdDU3UgwbiQQPxsA550E7V1uhv1GhuuAcJ9wgl83FbiPp7hts3VNduqn++rbn+xPSAy7Zq/CKdm6egGvGwLNpP2NIGk0fAg5/eEV38WXz+PI9zUXKBw+dwOjgXxOd/El+4ID5/WXmJw+XcUF+5Ijn/1HSXRzVcbeW0m2sSww5nFjIw/GeCGzKwpXcmMblRHpxLj8wmp1cKgzPxSIlKVK0D88mp7Wr3ZCTWYx9cyESKTCRPFXu8I1PppbXepbXeQMiSLVjHp1Ijk7HRqWgwCeR7yFjOVOwj13bzlUFmYNQxNRNIZyGfT9FTto4NBKNecy5BhzxmO60ZGUqAJh6364Fc2YgQEtSqCOfwQA4LdxNsTNcku/nTQ86NWk6r4v69lvNCsKFJdf9268UawY1HvJ+F5iYqYmbC5kSPK9Ztlxib3RFTb6/t7fHA56O+X4/Ku0P0er9lsde8OozO98Mb4+z+lGNriFqrwlv9yP4E9XyOPZ7Gnk9bDsbh3RHzRj+w0Q9s9sM7Q+hSybg5iG+PUnvjtsMZ18ft5POFwMfd7OlKZG/avdCLD6d1Ixn91rj9j1d9//c/N/5623eyHHi9Ef7rbc+fL8vfjtJf9lKvVgJH066tIWq1D1vrx9cGidUBfGOMOZz3HMx7Pu5nvp+Uvh7lv+5nXy4HN0fojWFqY4jdHLYezHrfbaW+HOa+HOa+nZR/fzfw6bjy7z/Xf303+1//PPj2fr2n4PPZ4FjIlitEM6VEsZoPxvxas5Yr4bYL2utb6x/WPbz96Na9uvstgmauvKtd0sJXdWlgpdqkkGiEmVLC5qEBUHXt+rm7d680Nz7QKLrUina1tLWj9X5z/c+tzTcFvEdmI8/BQpGA3eeinFaUQI0GrQQElLBZbQF1ZqOqo6Ohvf2Z0ag0GBQtLbVtbfVyhQhBzSgGSqR8rUZuZQmSsIBmPQQbaQZT6+Rdwg6+hKs1ayg3bfXbPEGXJ+gCMaMeVP+v6Bu9CEC1XZJWhUEsUnUCqNpM6TEHBDEGDSxrFtQL1J1ai4L1E4Qdkmp5Ui1PaRTpzDKZhkc7LDYPjpIGgjFhlJG2QQZAcgYsjNDDiBrBtIwVpG0gZTU7vTjrsEjV3Nqm+ypArDaKudKWR033eaouJSjHnAjImCQGEVfZabFBIA2YKSNig0ykgfGRakhR3/m0VdTEYUKEidUzISJWCZF+i8VjpiN4ajAWKnviVX/PVI70AKmqb3F7eGSu0DOZmjkYcRYYOSm0BIHSdKo6n1t/M9+/XIr0OJODnupMdGQtnRyw2pN61CuUQE9Ar8TgForxJjAgYzKAt4rbC7AloiYzgLOXGH5eGTipBGbcSBlCe1B6gNDGFMqAmChBnkFGTLW2m57IiXbAIW6S3uHpn1pjQKibGlktZIa8ZNjoyRP2hLl/Ob35YdqWgZRsJxd5pnLzRdYWY1wq9XY0Yw9bqZpG7H4z/biJetDpqG9n6h5orzcjNfflV5rA++FJqy4iuqW8dFl87pri0jXV1Vv6m7XIkzaymWftULj4Rp9Y7+LZc0BqzE7HNaBPJCIa7ksvX+Gfuyy5eFn+E4fH4Qg5V9VXL8t/uqK4fMv4//L0ns1tJMqWIGQpR1GidyAJwntTVUChUAWUQTkUvPceBEHQeydaiaS8oShRrmW6W6323de8O+/OezMvdiZmImZjP+w/2g+anYj8kn/gxMnMc0629dDdLZbzN+GrCs+Q0S+zR3S+MVd0nI5USTYOqW3dWrg/2xBCebyxnKxM+goNdnm3UF8K+7OOxBh98HKlshitLsUKs0E+6YiW6DuPFw8eL27fnppZzNWb0cXV0vb+RH0qFM4i2TGiuewP54DpNf/ug9L8RnBlKzo1zwdCGpaVpBPWSo5aX8xO1UMrcxmzrjccdGys1ghch7nUTlINIiOFcb485QtlkWjZ6UmCNnIUdEkMDnH78BmNvd8VNDm8OjU6qHWOxMf48nws2/Rnxr2LWxU+AhfG2LXl2IcX85+eTHy6X362JByv8g+W3Q83uXvrzPFu4HQvcrzhe7LEnawLr/aCbw4Cr3bYk1vE01XXgwXkwQJ2fx69O48fzjrvL1DHG743d+LfPsx/epj//LT88UHht1eTP5zU393PPVwPbE06NxqO+2vC5+dj//yy/svryUeb/idbwR9O6r+8nvzyYuyHk/rnp9V3B+nTnejJrdDJVvj5dvh4K/R8L/r6KP3idvzj49LXLdXnp9Xn2+HbU8TtKeL+kvf+kvfZrfD7e4UfTuo/v2r+9m7mj09LP3+z+D/++ew///noX/84/scvL+Ya8YjHUc2H1zZmZ5aalUYhlgl5QjztdcMuWK6TjyiH+yV9rT3Xr/e2ipWDeljjYGAmRISyftqHN+dq0bTfaFGbARUEaUeG2iXDHWbjqMOmNeqHNMpupaJdp+1hGbBajGYS3kjAnY4L8YhH4Fw0aUdsBhcKEE5Ir5erVCMEYQdBHYZBVqsBhIyYE2Y50oUjFIn9H8DieMrrYy2QwQQZdGYN5SETpWQwHQongqyX9oY5twe3uyBfhM9VEvFsEMYBPaTSWKQuFnYyNjaA+xMM5XXITSNKyyiEm4IZIZjkbS4TiOpRN+QgALvLXJ8qRFKCEZA7SZCgbYwH9XidTtxidxgQ1Ii5LKyA+UIULWCsz+UJksG4B8JMXeIbpM/l9rpIn0sNKU2oAeWQYNbvT3upAGHGjA7WTvpc/pQgxDmUtYeyfsqPy4ySIfWAiI1TmYlErBqqLVeSE1E2RaUn44W51PqDxVBFSE8E6QiSa4RW9pvLO/XJ9eL4RqG0lqqt5dYezu29WJ/Zr9c3CpnZUGMzO7mTu32yUJzz+YuIM6jCQ0oj0ecIabC4AQ6pqSwI+5WgT0HnbZklv9knFyaI7ferxf3M8pv56r0SN8dzcyw9ifsWufqD0sS9EhTVDkDXu7QtQ5Y2Iz4kZJHNh83tJ9MrR+PLh/XqSmJsLTW7W9g9md8+nhWqGJmF4Kg2vebzz7vhvF4fk45wnVKhe4C5McR3iLkbcl+vzNPX42jtQ1oHHW3WmNo37dIFR9psF9rRazdd1686rnaSnZqYBkhZzDEjnARcKQudt8Yn6cycJ1hzMlkIiekU7ODXBdZl2+VzlvMXoZZOqquL6uogOkaCI8O+oQGm9yZ8VcYNQlEtkQEDNVdlMZxtenJNjw7pG9K2ijXXlGA3SEp8CciftM7fyhw8n2PjULRGLdyupqd82ZlAZIwJFMjGamZ8KVWbj0+t5JsL2fml4ngzPr2QLTf9kZyjOuupzLC4TzK94ZvZ8K3txe4+qS4sC+mMeayKTTe5Qhqbn4zOT0aTEcyg7kAR+WQzsbpSMQPiwaGLw9IrQhhIl/BshYjm7bECyvqNjNekg3oN9gErJTfjkiFjG8xpk+NCeT5WW0xUF+JsFJ5Zy6fKbLpAbG9mvn219N2T5vuD3OlG4O1O8OEyeX+FfLjJHO/5T/dCJ+vC8Qr38pb39X7g7Z3Ah0P/6Y77ZJN6vOw82WSerjNP17mHS/Trvejbg8R3jwq/nTZ+PW18eV7+9lHh5xf1Ly/Gfn3T/PFl/cXt6M60c2vSebwb+UqFHm36H274Pj8f+/3dzE+nE19OJn58Xv/mMPPuTurt7eTr/cTr/cTpfvzlncSrw9S3TytPtoLHu5H3DwvPt8O7k66dBnZ7ini44n+0Gjjeirw7yn1/XPvpVfO3dzO/fVj49cPif/zl/v/85+m//Xn8X/7yenuxOJb2NGuJza2F5c35idmxQi2Tq2YT+TjO4mqTymI3wzhkxSE27BbiHMracMFBeFGUtZM+VzApEKzjZk9rOOb1+miJpOfatbMyWS8C66w2tcUkGZG0iYeuuXBDNEz7eGfIR2aTvliYD/rc0RAXDjCkywpDOpvNSNNYIMCCoI5lXQRhxwmHWiOzAHqccLAMEQ55A36eIjHe42Y50mDW2FAIQgC3QBUnSkLMS7I4wbjy1XQw7gXsRk+QyVUSgRiPum1muw5E9RhthXEz6XEIUYoUkFG9eEDRrQKkXIQKJnkHBX7VjoYSPIJb/FEGZ2DApnaSIGBTI06TN0i4KNDuMNgxo+v/HxtBVK+xyJXGUYNVLTNKxKp+OkThXvwrPCksMjttC+UCbIT2Jj0Y79Da1Ha31ZvgI/kgHSQDaS8uYBpIOaQeEI2v1Rduz0eqoWAlwKbdAGNKTkbCY77kZETIUclxf6wmpMf99aXM4m595U5z5d7k7oulye0Sn3X6S5QzBLBp1F+iJjYyR69WVu/W3TFzpObiM4Ana+HSFqtXbg+obT6lUHIwaQiLGNGwgUhBgKAMTtBPfj4q72Qn7tVK+3lhRvDNCZF1f3DF419g6QZmDir17MgA2DpqvalGeu0e1dhKbOF2ee94YeF2tbmVLy5EVu/WNx5PZmcFPGWhCzBegLK3gu5xBEip1KFhMX1zROgaYG4MMNc7XS19xLU+pFXvHZUTvf22q2hK7226rAnVIHmzj+4UC/09bE8f22dImhwl1J6BHSmbLaL3VNDsvNdbRkN1Co2ayDzMjRNXTC0i/adk9S4AACAASURBVNnrWEebq+sa2i72jo4GFAOceMg3LBbEfe6eDuQ6lgOxFEBlbIEaUVuOZpuescVIepwFiJFL3SKQGqUjltqML5JDKjPCyp3S0p3S9HYm0eSIBOApOGvrqfRMcP3hHB6E6BgyvVlZ229OzeZq47HJuUymys+spqbX48UZxiEMTazwU2v81DK7uO69tRWen6NnJqmZCfdYiWJIZb3CpeNY2GcTeFCv611braaSlFp9U65s8wYsuSJRa/KxjC2ZRylO4wlaozmyOBHwZ1x80gFQCiUy5Cu6Y+PeykKyMBWhgta5jXKpEQrHHUf7lR/frv3wdOJ0M3q6Jrzd8d9bwA4WHEcrxOMN7uk692iRejRPHq+wL295Tra4k03q8RL6eNl5fx55ueM52fK8uR1+sRP4/nHx4/3s5yeFP981/+XT7G+v67+cjv30ovrb6/FfTse+f1p4uR86XKJ2Z1y358m7K+zeLDmTMy6WrE9uhd8/KH1zv/juXvHjg9Kr3djb3fib/cTpbuzlTvRkJ/J0O/T4VuDDo+LRMndngX606T+Yc69VbbfGkNtTxPFm5MV2/GvU36cn5S+n9V/fTv/6fv7708n//OvB//vfP/37X57/17++Odwcny6HFyazK2uTq1vzXzNFU6W4J8xaMUhlVKaKSU+Y9caFxe25fCNjIy1MiHB57P6Mx5/iHQwMokYEt4aigtmiae+4ev6CqO3GpeHhLo1uGARVMkWveKQNw41eDxYQ8HiYDflIjkHCQXc64Y+Feb9AOmAjCGpIEuZ5AgC0FosGhk1fh0GFUiKTD9us5mDA4/dxtNv1lXMhmBWAzTYU8kaE4kSJ8rkpjnDzZKoQSxfj/qjH7cFR0koLLqvTDKJGjLa6WBijrRhtJQWECTjVoKxX2jGiHXAwVjaAw7jZaFPZCYsNMwohiuIdw/IehWbQSYKI02THjE4SxCiI5h0U78AZhOBRhIQUZumQStw50nm56/JN8U0loLTRsJ1BqZDbJWAWpwlhYCHBw24rRAAGRCc1SqSGEQcDJyuxbD2VrMQoP+5gYINdK1q9u8JluGg9KuQ9eASz8oDVB/iqHixkDVS4SE2or+RW7jTXj6bXDiY37k0t3K4GK5SVV8cbfGE+6k7Y2TTq8JvyM4HD09XSfFDIwkzSggXUREQL0GIspPPk7XQKZJOglZUjgprPIakpT7zpGdvKPvx+f+HRVG410TisJVdixpAOSBt0cZUmINX4R21xvXfMhcYMTNYqZBFfHvXl0fJCaGanGK5Q0Tq7cDC2fFjbejaTaDJUFsKSRltcF5xzQxmdNiKR+/r63G1DfEcPeaWbuNyGnO1EWrqhq0hUD4e1XaYWMCDzNDAorhzlenqo9l6mZ8g7pIppwKzNmrHDaTtZwNGENTbjrW6muRzqK1NaSuqIQ9HlSA/W2wK29tAjYp+yh5WMBDWKqHE0oFLGNbKw7Lzx7ADZnbsVF+pEeIKZ2MqES7g/h7p8uvpSdHw55uBVdBSIVXAmbAhm4aX9wuxOZnwtRiUsaNjgHyOHbV1kGikspzIzETQIusLW+Jg3VhKq9XixFKqMRTJFvtz0jy8G6wsCFZQt7UW376fWdoPNadetTf+tdd/iFNEoISvz4Xwai4ehWokpF1kbNKRRd1GkYbwezmbdJlNvLGaPxW0EOZIvYNmiC7IP6Sy9OG9gQ9ZYmWHidrvXhPgtdq8p3vBVltOhEsPGHDOb5WCa8Aahh0fjP32z+vlJ4/4s/XSeer3J3Z2FjxaQB2vEk032K2A9naderHOn2/zzW+zjRezujPXREnY4DT+/xT9ZY1/th1/sBH54Wv70IPf5WfGPtxP/6bu5v32Y+ufnhd/fjP38svrrq7Efjosv9gJbk8hMTjuZ1szk9NtTrpWabbPhfLQRfH2Ye3WQPb2TeXMn+3Ir9s1+8puD9NvbyVd78Zd7safboftrwt0V/miZ255ybU6gt2fInaZzs2bfa7qebYRf76e/uZt/d5R5dz/33fPKr2+nf/+4+MPr6b9+v/X//Mc3/+3vp//tH+/3lyuluHttvjw1U641C5VGLldJBBJe0uNCCDvgMKVK8enlRrGZ8yU5nU2ptEiYEG4lTKt3FpurdQtmhHBLpVl0e/C29qut1y9da20RnRGJzohudlzSGaQmUKEzSQgKSsY9YT8V9lOc2+4mrT7BJXAuhkJ4BuMZzGrV6XSjFovGaFRKpQMYBlFuJ0lhRpNmRDKA2MGvIqxgwMNyJOKAOMGt0isMgC6WjSZKScpDhhNBJ4W6PXg0HYymg3yAdnucvghrtutMsNbJ2AgeYfwuO2FxuIFAknUwVolucEQ7YHJoUTcEOHRy/ZDGIsUoiOSQYXlPR99VM6S0OfRGQG6xqhDcguAWBwFYnUYQNToY2O62KgG51CgdUA+evXGuU9JjdoJKm06Hmm0s6kkK4XzQHSSFBM+E3QgDq0BFv6K3X96js6k9MTZZicVLEU+MjRXDgbRXFKnFrLw1XAuTSYrOuOOTMasPwKIImydLS+mZvbHD11u7T5drS+lMI1BbTESqbiGLMAkoWqOELBqvs5XFqJBFp7cL9dWkN+fwFxwW95AzqInUMDysCZaw1AQXKDr9OdTlN7ojYKxKV+Yj5fnY0tHE40+3Vx/PeytMci5S2sx5Gqwta9Yn1FDaAKX0YERNZAHQp6AzUGzMPbYSC1eIYMnFJGx8GomMMUtH4+WF0OztklBA7GGt2Ss1+KSeaRzK6EY9vUN8Zw/Z2k+3tSFnv5aYuqFhxHTeFhgnjNwIHFE5M0YgKjdEpSOe/h66e8Q/YspZrHm7NQUjGZQqku4CHp0KFJZTXIEUyrSGksNhKLwQFZOSa3BXHyeTxc3yqEUZB9VxyJCF8Rm6x913Cbik8ErT65HCRoxMgvn5gCcFM1HAgA7AjHzn0dTRi6Wth5OFKQ/GywtNemm/sHi7kJ0ViITZHtKHJ9kWiajLcD27lLDwOgOt1uFyiDeRQXu+GBa8zkiUXFwt1aZDiYorU3fRYdnMhrBwS9jcC09OY82GfbJmW246p2toNglNTQjpuD0eti0tpDMpksL1Bm0vRegO70xXy8JYjS/k8WDQUKtR/oBRa+zs6j8H46pRY9eoqRugVHQKs/pMvhKdaAYyM5F4w5eeCJRmYjJzj9tjuHun/NPblZ+eTd6fdp8sMd/seB8sOB6uup7coo+3+Gcb/JNl+mSFfnVLeLPnfbHNv931nN5iPh6FX9xiP96Lv9oLfv84//3j/Jfj6pfj6i+nY7+/afztw9Sf78b/45eVv7yv/+Pb6d/fjH3/NPv2KPJsS9idcozHFQm6K4y3x6iuLD80HtMulpFbTer2vOfeSuDlVuzDnfSne/n3h5m3d1Kv7ySfboeOlrnNCXRnGl+vwStlaG8KvzNL7U449yfxu/P8i+34u6Pc6zvJl3cS7x/nf307/ZfvVv72w8aPb+f/x7+++J//fP3f/vHu2cHsRM47M56sjiVThVB5PFtrFkIpLxsgg0lfPB+ZWprwxTiDXWt3g4QX1dkUctOwGdWOL1XHl6oWzIgLWDQb0lu0N9pbu3s7Bof6Wq6cE50VnbsoGpJ0AzY1YFPbHHqWtrMULLAoQ9oYN8yzDtJlFTgXhpg9rJMgbHq9VCLpUSrFUumAxaIBQIPJrNXplRqt3IFADI0zNJ6Ih/wB3umyf/USqg1KPsgFUkFPiI+mwgxPcn53ICZglN3pRsJJbyDG210A5DCSHgdGW2mfEyEBO2nmw4QQZ3Q2pdQwpAKkIKoHHDqpdlCmE1tgDYjo+oZvtvdeUemGzJDSCMhlqn6zTauHVGqzbFQ/LDfKbIQVY1EDYlCBmhG99EL7pSGDzOiCZJB2yCgfMclhxu5LCXba5ksJ6bFkKBcg/bgJNYxoxQqz1GDXwhTERWhvgi9N5rP1lMgVIqpr464oYWYAM2tBw47oRCQ+FZk7mt5/ubn5aLG4kPCkXamGv76UiVVZf9ZRnQ/NbOWcPl24QsTrLJtGQFZ5/PkgNs6RccAZNto4WaCIxsdJbxaOVchomeASsJBFEUELMAoyZktMeNMzweZO6dkPR4fvt2tbebZMkDnUN8W4qrA2LDUlVOaYUkb3AgGFLaiONelojfIXMCYBYX4DGQH8JaK8Em9sZ1JTXHMnFarjwhgWnCLcNZiZxPrwm33UzQG6o5u41kNeu2wWXQVEnWiL2j/gLljzi8Gp/VxiimWLMBiSu/IWvGo1xdTqoFQdVuniBnPK6hxzU+O8NeVwZnEij/MVhilSgQnBEbeRBSK2nOh3jbTBvb20TJWwmYu4Me/UZexYk0XqeBvS1qK/yDbp4la6eafsr5CuoMnOqa1uKcIpQVKCCZqpjfT0ZsaXs6ca7qnt1Px+IVh13f+4EWlQdM4OBTQdxsudpiueGmkLGSRIvwQesPB6JonHC95QzJ3McNPzmY3taqZM5BsEG1Zt3csubwX27iRXV4SpcWc2ph0v2RYn6UIGHitRc1PBZNQeCsBzs5lMmrHDipHhq+WSb2W5FIth2SxZrwsG4w2V9noo7hLLryvNfR3DLTeHL6lhCUDrjZSGy1LeIhuuerOT4YnVwsJuXWbuwRnN/lb+p7crf75ZfLrm+7Ab/nIv/myNerZBP1ghH625Hy6T9+ecj+bxk3X6xS32eN39asdzus1/fpB6vR/48Vnx4/3UX99N/v3jzC8vx/94M/n3jzO/vZ347XX9hxfl//rz8h9v63/5pvHH2/rvb8b+eNv46UXlxV5wuQrmvUM5QVwJyitBRckvG4toZ7LgchnbrhPPlv1vdmIf7qRf78VPd6IvtiMPV4W9KXyniS/kzQt583oN3hiz70057y7SB3Pu7XH08brvzUHm+V706Xbo7f3cr2+n//7D+r//vvf51cz/+reX//0fJ//22/Fff3j8cKuZCROVajwc574+8opk/GyIiWSCyWKM8VOo245zDoNdq7MpccHh5GGYBmY2plK1hAZUQy5QY1Zfbb/a1d95oeVsV0/75asXz188c/aCqKe/w4aYMdyGYBaCsNGUjcJtdpuWo9F4xINjIAzpXCiAIWaKsiOISSzuGB7uEou7WlpEo5LB1uuXevs6RiWD0lExhkAhPx+JCIl4iGEJtUZmgQxakxpALELMG0mHOR9DCwTBYnyAdntwtwf3RzmCRykew2iYCxKgy4jRVgdjtbtBuxsMZgSTQys1DMmMwyaHFsJNKpNEaRwBHLr2/qtnWkS9QzeMkNqKGkxWjVja0zFwfVjZrwLkctOoVD9qdpjstN3oMDp4VIforw3eVNsNZsoGMogC1g0ZJHqHwUqCSkAezPrD+SDhc/nTXiHBS3RDUsNIn6x7WDOIC5g3waeqcV+SE1lYa3llLFyP83nBVw7kFwur91f2X+xUVvKxhn/5aFrIUQ7BNLFemN+rCWlHZUrYORybWAz7MnC47LT7NFpCHJ1gDt9vWDwKVxTgciga1EdrlJB25Ca8sSLJRSCX36zFJTJMLCNH3BUqtZGML0USy9GD73ZWT+cad8ul22kwoVf5h/WREWNi1JSU6iMjGv+Q0T9qC6uxiJ5L2dwRECClRBAIFMjySrKxW5rYy8cmyfKakFx0u7I6KKZwFIxARj3EdQ9xvf3uzuvwxU70SpfjyhWjaNh9MzDpFIr2/IxQnPOFajhXQkzCqCttZsp2ru5UcRKdXwvnHMakFSoTyCRvyDnwBg+mYHMUHKFGZYzUM8lHlqL2rGOUVQzRCn0choqkOe+yjzP4jGCr4XKfSiQW3QRuuMt4eMqLJ+Fow5Oe8CXGeCpoAV0SKyFBaDlCS4U4mJviFx+OlbfiwQm6sBLJzvuFEpZbDmgZcaf5woirw5ZQsWMIVbACPpUtoOdLRKDCzu7Udo5mm1OxcpFdWU3Fs0goY13bzx89Gt/cSk2Mk/vb6YkxolLBJie5iRpbL7pLGSIUsAYDSL0RXVoec6C6vv5rFkC+sTlZqkam5vOM39bWJ1JZ+jXAkNWlMyNqlAZHtAODqn4raXUJLpRDmLCbi1Auj90XJypTMSHiaEyF5yYDD3fyz+9k767wzzb4013fyZb3waL7wTJ9f8n9aM39aIV4tISd3mI+3Q6+3vKebvlOtrzvj+LfPcp+vJ/+8aTyj08L//rd0t/ez/77zxv/8dvWf/qy8tvbyR9fjf/yeuKn07E/3jZ+Ox378rz01/dTv79r/viy/nBDWKvbi8JIgR9ZzENFbjSK9o77tRsl50LCclh3HtQdz+b5V5vh5yuBxwvC4TS9VrRt1Z2bNcdKGVopQzvTzidb3tOD6Ivb4SebnqfbvtdHyW+fVr4/rn14XPn0tPb5tPndi8ZP7+b+08+7//e/v/jnz/f+yx/Hj7fHxnN8o5bK5MKLK9PxbDhWiLqDDOVzCzGvHYfNsMnmtCr0cgti9CW8LgFzelDcSwazYZRzDmtGu0d6h+USsXS45dol0VmR6MKZM+dEojOi1rZrZsBkd8CSUbFOL8dcIOVGbXYD5rTyPOFwABaLBgQ1ZrPSARsRm0GtEPd2XZOO9Fy7fPaMSHThvOj8OdH5M6ILZ0XSoV4vS0QCDEM4NMoRsbjLZFbLNdKuwU4DbGR8dDjpJznU6YbZABnJ+B2U1eo0O3kHRsOA02QlAJRDYAoyILqvFhkHa7c4TVKjZEDZB7jMGO9QmKVfRRsWzGgnrBqL3ATrdaBSZZLrIZXKJBXLe28OXodwC4RblBbZqGFEB2sMqB7h7IAbVCMagIZQv9NEWobNEollVAHKB9T9Lp8zPZ7xJAUuyjk9TitphQhIa1UNKvs0kBwXHFyQiOa8IjLFujN8tJHcOt45endv/mhhfKPOZejsbMIZtnuypL/I5KbC1cXUxHpubCHWmA0srieXNjMTS5FEnXJFDKBHsfVivrGfZ4qO8ATnKxP+givd8HgzTn/GFc2RXNhmIWRqQoIk4BFqVO5ReRcD0fWYf9G3/3lr4mEluubL7kXQCqiLjqoCvUp/lzrcb4hLLAmZOSy3+OWAV+7waqgwgLBqdwTMT4e2judXnsw29rNcGeAqJr4OoVmNITgEpBTGhLwDu9pDtbej127Cl69Zzl1Qi3rtV+xJHVeBUb8qPcGUFwJsxkpnIDRmgEMaJd5n5GVoApS7Rx15zFElXdNe66RHW8Ic46whAUl4xUXD5WuWq/YC7B4n1T61jFdBaYezxoE5l7VMYE1Wl7WOBlSXdJfOjYpUjAyOWKg0pkCG0ACQnw7RUVuyxiK0Ehe0nhgAusRM2JBoUMXNeGTBG2xyqYUgX3IJJayyGRPDrd3AhVF3uzUpxwp6R0aHJo14GnKlrKnFyPy9iduPFqbnU/WaN5VEZxaj+XGmuRRe3c5t3srNz/jXlmPT097qOF2sUsWM08doIHOv1wMgqALBNJWx2Nh4OhSi9XpJsRw7vL+ZKvoRxmLB1Q7eArtNXAinfU6TQ0/5SDbE1WbqdIDVgNq2vusKg0RhGDbDCn+c2NxtFkp8Ne/eX00+3ImvNxw7k/ajefzRMnMwS9ydZ47mqfvLxL0l9Gje/nyD+mbHe7rOPVpmHq2yL3YC7+8mPz3Kfnle/uXl+E8nY7+/m/rrx7l/+2Xjb98t/PXT4r9+Wf/rp8W/f7vw88vaj8elH45LX56Xv7wY+/i48HwverTMzecsIUe7x3It6x7KusRpbKDOK2fDhqO6c69k3a8g9yaIR3P843nPYdO9UYBXC7bVkm25AKyUgd0Z17Md/5t78Tf34g83mUe3+JP90DcPsh+fVD89rf14OvmXj0u/fDP3+kHhj29X/te/H79/Ov37h91vj9fWphK1QiQWE8qVDOuj2BCHe0kbidhIxI7bFXqFCTKCdgBzo76Enw7RmOC0kQjhdRsRy6hePqpVyA1qtVHb3tt57tL5sy3nzl88d6Hl/JlzZ89dOC8WizHMoTUoNXqZBdIhGMhyOOVGAUALQXqWxTAMgCxqs0Gu10i62i93t1++eknUcl50RiQ6JxJduiA6LxJduSgC9fIAhwM6GWBUIDYTQSKA1TgkHRyUDoyoxATroHgsnPaxARLnHCZYqwYVgNME4RaDXWt06PV2rdamtlEQzNjkgExv19ooyEqCCovM4jQRPpcJNaghpUQ7orNqYdKmBlRqQKWzakEnYEKMdgLUQ6peaZfSItNASjWokJlGjQ49SJqVkEwJKwC3xUJbTJQJYACQBfs0/TpML7NIIQoMFyPBfIiPCbiX9Kf9bIR1Bwg1qOiTdephFeV1eCKkaP7uyvaL2zsne5O708mptK/iLy0WA2VvcjKSaIaxAOSOo5npcGU5nZ4IhPJkLOu4fb+xeVDNTrCetNWTt3N55MVv9xJzXq6MMXmUy6GIR59ueOMVlglC2RqXKLudPoMKH9J5VBfUFy4br+DjVHQ9FloJTj9tVA6y3jmam3bhdRjKqfVRsdRzc4htk/t6NYFBGd076uySYd1MAhDSdtyv5xLW8bXUnTcrM4e1zLKPLpls0SGioCUqJn142JSUGVPKG+jVbqKjzX61FWxp0YlumC8afBIsZTLxEldQl6hT8Tpl9ciN9LDWLVa4envNV3pN1/C0zejTggkrkEVc0x7HjGAZI12Tgi4GSAXFdVubSC66Zrnch/UMuAYUvBop4ESNRyuMbzFGzwj97Eir9foVXYs1amKqeLDJoVFQiYo7lZf5FOpJoYXpgD+DhYuuQA5x8Ipo2dnYiDnTIN8gQ5N8eJL3lMn0jH/+3piS7Ou2toy6283xUXNcqg9J8JLV08DRtJWuEI298vrdye07zWKRaTYD6RI+v5meWo2v3y7d2i/VxhifV59IwuVxJlfCAWM7DHSbDF2pFOHx2ygODMXcK2vNzc1ZlnU0JrIra81cKYgxgMWpMqBylAMJrwNwGhRmqdwo6xzpHFCKb4o7LrZfkplkFsx47roIQNWhNJ0qeSp1f63E7K+njg9zR+vC4TK5P4PuT6F7k9jBDHV7Bj+Yx+7M2m5PQ4+XnafrzJNF8u4c8WiVfbYpnO6FPjxIf/s49+lh/vsnpR9Oat89K//lw+xPp+O/vG3+86e1X99O//HN9B9vJ/580/jHt3N/fT/1149z3z4tvT5KP74VWCpCZa/UB7VVvYoKI0sgvQl7T9bZfysL3Kna7zbw+03yqEltlezzceNMRLecA9fK8EYV3mogR8vMq8PYp6e5T09zL+4ETm4HX96JvLmbenu/8O5B8fNJ488Pi398Wnq8G339sPTPX/ffPmr+8m7r13f7d9Yq9VIsl4vkigm3l0AZzCUQFgwy2M0AAhitRtrjDidCfJDjwjwbYe0sYnZCEGmXm1QaSG+ATWpAa7BZBiTilmuXRBfOiM6KROdELZcvic6euXTpkkQybLRoFeoRrU4GWQ1Ol80Gm4wmFUEiDINiGGDUSY06qQM2DvS2XWkRXbogOn9GdPGcqOWs6MoFUYtIdOPyGUAjZVwQT8IMaSNdVqcT5D0kH6ANVm3PcKceULpoe3EsTfGYBdFDmOmrzdiMGhRmqcw0qrDIlIAcdlsxAVXbVCbU4BIwd5A0Y0aNVQURAOy2ohxixSGxcnBA3i8zSA2wXgtprDhkQc20Dyd4VA9rZEaJ0iIzIjqZaVRjVZmceolxSItqrCykdWrNbjMVp6g4BdKQzCIdUPdrYLU7TCdqyWgx7hIIPsYzYSaY8eECpjBLlJZRG2lmw4TowbdP7354cPTu3vT+LJVy2wNIajIergWIGJqaitoFsytkc4Vs4RqfaviX74wXG569u/XKtDdWwb05O5uxpuZ8b/76mCtjkE+NhkxEFIRZDROxeaJ2h1sdy7gCaRQPmGRo/zDW1410GqJG75IvthFNbsV882zjYSmy5tFHRm0FPVo1wQWV0t81SLcOs+0SpkPsbJMRXSZeEh3DhYzN5dP488jERmLlYT2/Ekwt8kLDBkXEjqySrJoNUYkmPKIKj7Zjbb1UVy/RJZKJOqzXUquB4KRb5uxxRg1sEgxXXHwOxiJ60KfQusVwSEPnbWjUNIr2jOJDQMxiK2C2GmFrMPAEi4xR5oxNG9V1oO1n1aJLxnOX9OdFMpGMVQBxK5REHHnc3eDIOm1OW6TccC98Mz7vDTTchbW4p+Bk08iopYtL2XOTvtJsoDDt8+eR9DjdWIvmprjEJO0Zc+Y2Yr5x2hYyoCFLoEo19wtEFhglOwaJ63Jvj8LfL+V7bTmDZ4qiKqgwxaVWYhuPZld2xwoVbnYxFclikyux6c3UzHpyfi25ciszsxDOlwl/DFDorqRTDsGj83hMgZCdZE2Zojccp2uNdLma2NqazxdCU9PFWiOJs5CV1GmsI1bSwISdGGfrlraLLotEV0SiCyLRtbOiC6KrPVd1sObMNZHJoQmm3NEclysLS3Pxe7erpw+q756Wnu369mfQtRpwewbfm8K3p7D9GWR32ro9YT6atz9dou7PuB6t0M+3fM82hWebwuuD6Lu7iff3Mj8+r/3yeuLnV41/+W7x1zfNX942//bdwk+vmr+8nvjxpPLzSeXPd80/3zX/fD/z+Xn13f3c8W5kY8wxmzGVPJLpuKnp16WxgbJ7dKuIHo5hR3V0u2DdzAK7VXQjb50KaZoB1XRMt5C1rJagjTHb/pzr6bbv9DByehh5fTdyehh5dRh7dz/z5l7+zb38t8/Gfn07+/cf1p/sxR7vxf/y/cbrB41X95ovDiabBb6cDVar6UI5xYcYyGV1enALBplR0EFjjI/xhb28nwMdgNlhwb241W2TmpR6xGxELO4ASwiUGtBKdcrL7a1foUp0ViQ6K7p4qeVCy0WRSCQSiW52tg5Jes0WDWQ1wHaz1WY0WzROlw0ENSaTQqsa1qqGUbtJOtJz8/qFG63nW6+c6+641t7acv3Kmc7WC6MDNy3qEa2016qXEYjJIEFabgAAFfJJREFUjUM2UEtQsDfAWGCDXCtRG6V2FxBKCJDDqAOVCAmRPhcdJL+Ob0Oawa95CYTPhQmoHJCZUIMB0VmcJr1dO6wVDyj7VKDCwdph0qa36eRG2YC8v3e0p3OoQwtpzA4TiBrdXhcdJL8eRnEB+0rZ1DaFyioH3BaIAVUOFcRBXIZjEjTqcShA+ahJIrNIIcoaKoQjhRgfE4LZIBfluAjtDhB2Nyg3jUgNYjroEp38cnr0/n52oRCoh/zVgDPqcsWcpZViohmOjgcQL4h4LXgY9hcZLo0XpkOFCU9txldbCI6vRt1JwB5QTx+UP/zzJNRgDYwMj4EgLU+NeQBs1OFWc35LsoCXp3z5Ka+Zl/fZbg4Svc4q5l/xxTcjwRXBVYUXXk1E1ji50GtMSK15tb2o1kUG5b5edWhQGxRrvWIkofXXsantRHnel6gRzbXYymF5/rCYXuBTy1xg1uHIK6C0zJZXa8JDg0xnD9XejrV1uzraHTd7sU4gYhjfLy4/mgzXGSoBEjFLpE6yORtTgIk0AIe1bNEeGCcCdUrHSEyCxpVHrRkEKjmxSQ9cpzRxiyqsU4dV3a6OFsOZFsOZCxrReaXosvbSED5sDJqdBRxO2+m6O7udcBWsKvegf5wIN92BGhGdYDx5h5BFE+NMZoJP1pnqQjg/I8zv5Sc241hAHarjU3dLc48b8Tm/PWKyefWOoDExI/A1FC9ZxNSNLuzSINsuZrvUESlSgqxZwJwwgXEgOeufvpUvTfhKE76lnWIghzJRIFzEik1+Zi1RbfI252AgY4vmHbGkPRwB5xZThZoAojIXa6E8sBDAIzFuaqo0MZ65tTU7u1CmeRhjzIBLrbVJYdocLQVuDLW2ia9f7r8iuiYSXRKdbb/QOnBdCSmuD1xGedugqh3ENWzANtUMH+yWHt7OvHyYPVyh9uedq2PgwaJ7d4bYnnHuzTm2p623JkwHc/DjJfJoGnu2wR/fEh4sux+u0K9vR94dxl8fRN/fT315Xv7zXfPv3y78/m7qy4ux/1PfPy189yj74UHqy/PST6djf76f+vVN8+dXzbuL/FbDuVK0TcZ083FzjZdVGdlGzr5bsO+V4NWkeSVh2qk4tsvISgZYzYKLGctGFdlruvanXQeL5ONbwvGe/9mu73jPe7znPz2Ivn+Ye/+o/P5R+fNJ4/dv5v/8dvnRTuTkKPtf/jz85snU8ztjH54sz9UCQY8zHvcGwjwl4GaHxSUQAG4zoyDkspE86cARGLNpLZoRjUQFqkYMErlFbUQBG4kwId5GIsOa0SHVyNWu1jMt576ilei86Ku+4X+3Z0RtNy7JFUMyuVijlZotGp1ebjKrFYpBmaxfqRRLJD0q1dDwcJdY3CEWd6gV4hFxZ0fbxaGeVr1sQDPaM9J9rfWCSNx1BTJKaQKygiqzWW4GVHKVWG2UWmAd5DDCTovWLP/6r9TqNOtApQZSwhQE4haJflhqlCAMjPEOjVVlcZok+mGxeuArbKkh5VcnDeK2o4zDRliH1UPtgzfPXBXd6G+TGaQqQE4HyWQlRvpcLg/qDhAWp0kFKtQ2hRKSaRxqM2ky4gYdpgXcFmcAgygL6rHrEG2HpN2CA+FihItyvpTPl/K5BJeTd9BBkotQgNMg0Q2YUa2oulFPz2fJtNudZZgs66v4k9OJtcer9Y1ypO73FzkTqXEGYTblcsdRKgLjfn0wY59Yj+dnBNirdET1U4fll38+qG/nLKwC4lQwr57eKHhjSCiBJXJEtemdWIr48sgA0DaEdutCKmfVQU+T4TWfa8zOTGIzJ1XfAg5mFOaUTBcdNiclxviwOSWz5tVQWmmOSJCEmivZyove8ZVgZYaf20nM7MQbW5HUAkNXzJFlnJ0CHWWtNa/WxiXd5M3r9qvdRGe74+Z1sNWRg6mSy5VEFg6bCwcTFloZazCTe9n0gtdbc3JlR2yGS8zyQhVzxi3peX9wgg1Oe8GE1VmnqdmAueBQxQwyv0LuH+103jijEolGRCKp6AZwWTQsuiA7KyNG+TGWrVGROd/E3SJfQ60BFZ2Byqvh6DiVaHJUAkxNcIlxxptB/AVHczO58bA+d1AI151kwpBb9gamabbmInMImYbtfqOJloUadGjKnVzzKH3912xnbuKX+7h2sbd3RBD3uXuGeYkhakQTYH0zk2540nV+aj1Lhc1dsnMDmstyoJ0M6scXQvGyc2wxGC87aY/GFwSSeZLymmFSowGGDDaZ1jjCC06TSTY5kdtYm9zYnCxVQzCuVZkHR/R9Q/reUNE3CoyoEVWvpv/aYFuHvKdb0Xdl4KoUHL050jqg6brYIZLoexi/FccVK4uxp3fLJ/eyB2v0423h9jy+N0/cXqD3F8jbS87defutSfBgwfFohT6cdT5aZe4vUQezzgfL7q+Adbzte7DKvD6Ifnle/vW08ePL+qcnxY+PCz+c1H48qXx5VvzhaeHDg9TPL6s/v6r/y3fzf76f+eOb6V9eTrw5yDxeDSzlodvj1HbF2fRpq8xonR6e9MgmvfIpn2I6pJ4KqpoB5VRIvT9BPFjin28Fnm8Hj3cDL+9ETg8jJ7eDLw+CLw/Cb+4mPjzKv39U/uZh6dtnY7+8mfnwrHZvM3C47v/bD7d+/7j13cnyXz4dHW7UONLKcU6cQgjeiTIYHxMcnMuCQVYctuN2vUWnMWtGlMM3BtulRilAgCBhAwnYStiNiKVPNtgz2i8zKAYVQ1duXPvKsM5cPCs6Kzp34eyFr+uoM6IrV8/dbL9yrfVCV/f14ZHeru7rHZ3XuruvdXdfU6uHJZKeoaHOgYGbQ0Odg4PtNlCrUQwMdF7RKfophwmxyOUDbTdbRKqhdptxlMFBygVgDqPJJBsZ7Roc7jSAKpNVY4TUZpuW4FHAYVCbZSOqASOiczAwwsBys7Rf0au1qREGBlxmpwfVWFU90i41pCT9OBdl2AhNBQg64LYRVtAJqCxKLaTpHOo4c1V0uePSiFYMU9BXbTrGIaTPRfhcIG7RwEqVVT5iEEvBUYNLL7fKhk1DOkxLR0h3mNAh2jbxdTmgoEJuOkTHSjE6RNsoG+F18lHGE6PZMGFE1L3SdpFQ8dE51pUgmDwTaoSC48HweKh+a2ztwXKw4iOiTo1TjgVs7rjTHXfSMYRPWLk4wCVBPgejYQOZthbXY4cfNxu7BTbrMJIyNm6vz8XLzWCxKvjDtlyVmtlIBMtou/Z8j7VVE5A5a3Z21u1uutCKlZ/BM7vBxC0P2QChnMqQGNZEBgyJYTCrhItaOKexREcNgtjADVjc/e6IhgooU+NYsoGVl9ixLT9Z1PkWEM+CnZoEkZpRl5R2EDcu2y51E50daOcwNezKO/EMSqWdyYmgL0PiQSg2zhWWQtEpBkuY0Lgxs+SPTbPxGU4oYel5v7dKZlfi3ASPj9PWsksTtxhTZmPaKPOPnNOLRFJRi1F0SSe6oBbdMF2+IBVJnQPuAuqpEuFJNrPsS86xrpgB5Eezc57KUiA2RiYbdKJORas4Hbdkp/jlw8rsnXx+0VdaD2aXBDii6oPb2vQtPZY2PS010QqJtYvJI4WNiHcWN8RHO4krrc6LHcz1bq7jBn79HHBukB8a4SXmiAFLgOEaGyxSzfXc/G4ZpGR4yJgYo2tLoeWD8vRWurEWjZQwNmTkg2ZvDHZyejut75Vd75fe6Bm6bjTLzGY57jQ3G9mpZnZldSwQxTXg4IihRwGPMElSj+v6dH2D5qEuZY/YIulUdF8RX5HDchk0Ktb1DBv6zrSJbvSfbe8U1ar0hzcLb46rzw7CT/b999bZjSZyd407WKMP1+n9FWxnDj5aIZ6s83cXyIcr9L1F8tEq82zTc3xLONn2Pd/yPlpl3h3Gv3uS/+31+E8vql+el397Pf7rq/rvbxrfPsx8/yTz/dP8l+elz8/Ln5+Xv31a+vSk+PvrqZOdyGbNMZsyruWsi0nzhFdV5+WbaWjGp6yzIxMe6UxYs56DbpXs63nrbgN7sMS/2Am92A0f7wae7wWf7wee7ng/Pkm/e5B8ey/57n7m9d3cq6Ps17jkb55UnuzFtueZL2/m/vLd7sdnCz+8vLU8EY34iECA5gTSG+X5mMDHvQ7OZUQsSrNaB+isDgilUK1F0yvrVwJKkIQMDrPZCWIeQmMzdI30DmtGh9WSa93Xz189f+XmlRtdN6/euNZy+eLFSxfOXTgrOiO6cFF0rfVC6/WL5y+IWq9f7Oq+frFFJDojunRF1HJZNCrrk0h7hyXdvf1tfX1tg4PtZqMUMEpVo90W3QjrAhnUZNdL1OI2SVeLQd5N2HVhr9PDOaw2tUzR2959qX+kU6mXgIgBchhZHwHY9XL9COAwMCHKYNcqLbJhzWDH8E2NVeUSMBNqAHGLGTP2yXsGVf0gbsF4hztI0iHKRlgtqJn0EnqbDnQCoBPoELefvXamtfdKz2inzqY2IjqYgpgQlamnvEmP2ak3OfVibX+3rENtUxhQrdQ8MmoaZqMUGXCiHKIE5H3yPhWoIv1kpp4J58NclONjLO51Yh47HcYB3NCnaBfRORaNor6az1P2eMqe+HQ8O58hk4Qnx/JZhs8y7gSBhxEhR7Mpwp93J8bYRJ0iI8ZAxWmkJbaAtrGfP/y4ObFXnD8cw4IWkFLwEVgI2eJJ3BuEUkXX4k62OO8ddXRI8B6kAHrmaKKJ2fJmehIjx23MpH3yOO+egqC8Ai6pVaE+XUxsScvhohYrGx05rSUg0RBdgLufCMpRfig1hqQaaOOWd+tFNbaAuepaV9PgmrDANYMsIr6GXD5nPtsKt3ZhvQpexdU5dw5nM2S2GQ1kaHfYnp0JhMfd8RmOylmRqD7UdBNpoLQeCY6RfMERGWeT8wFhgkMKmCEBKcIGXdygjatl/qGr0LkzalGLUXTNJOpDWq+oRT1AK562sQWHOwt7igiTA/JLQrjuVNpvevNwcsLtyyPVpZA3C/MpiE2C42uxtUf1iZ1UbtmbW/XhGcN1reiyStSqO9djabN4VGQClsI9Vr+usBExx+SmpGzY39OKX7hKtLSzbVfxKyLLmato2zlTyzA9JKeGrX6DHh9Njgvzu1Wn36xFB7GgKTpOV1dj8wel+f3CymFlfCGig3opn8WXxiFKM6jpUAGjMu0ARcOC4PIwSMCLhYLO6ZlcJs9TAnht4LzY3IsFEU+Rt/lgLOwy0Raj2wzyVqPbDDAWA6FXIbIexc2WblFr3xnReVEqiXz+tPnquPLsKLK76Lq9Qq1O2O/f8h5tcne3uDvr5O6S4+469fSWcH+JebzGPtv0vD2Ivr4dvrdI3lskX+2H3t9NfHOUeHsQ++l55ePDzPeP83+8nfj8pPDlWfHLcf7Lcf7nl9VvH2c/Pcm/f5j5+VXjj2+mPz4o/HraPNmK7k7gi0nzet62mraOcbI6PVJy9Y8xI18Z1noOuj2O79XR3Qb2cIV7tR99dSfy4nb45Z3Iizuh4z3/h8epN/fipwfR04P4y4P067u5zyeNv3278sOryRdHmRd3c//X3+//y5c73z5f+pfPD5YakVxCSKeD8VQwno94k36Ud5kwUAFoZAbFqE4GIABCIGpAIzcrtXadHFDoEZPZCVJBVmMzdEv65CZVj6RPdF50tf1q50BnZ19XW+eNG+1tl678b+H7V8vOtdYLX9vunrbOrtb2jquXrohEZ0Wd3Vd7+9vEw53dva29/W1qtVinGYLMcr1ywKwVO0EVYh61agYtil61uE09ctOsHKBdZs4NUwTowi0qzeCV1rPD8j67CzBCarsLUOolA9Ju0oMRXqcGUuphzaCyT3RRNKjq52Ms7LbKTKM2CtJYVQqLTAdrlIDc4jSRfhxygVL9KCHgNsKKMg5CwEd1kg5xe7u47Xrf1UFln9Iis2BGJ+9I1RLuIOkUEJsbEGv7OyQ31DaF1Q3oHRqpeQQkTEyEZCM0iFvUkFpv19tpOxNmqADliXN8jMV9KBejhCQDkQY9ohCRWQqNO9gCTaZxR8TBFTk2x0ACaPNZjbQBCyLOkCNSC/AZOlTxBQscl4DdURMdB6PjtJYQu7Pw6rOZWy8X5+7Wi0tRNoHAtNofd6KEhvOAkbgjWyGX97I7zybZsh3JmOCChZpy/X8lnWlT2ggAQPFYK4ggyH0IBAIEwZCQhBAIEAlHuAQBGxBBi7qK1aqjHcdR19qutmrV7WjVabvdo+5aZ/bjzuzP2w/+iTfv03uxlWhkMUjNoHQLDT2D+f2Mr27DG3ZyFvJWLdC4Dqs70BroGTflXtD5NsVNo9V2ODvpjeaA6WVm483T3fPm69uF2tYo+9xLzjuDC3BgAQGK+r6gsJfoFfvFEkIGphz5pVymxfHtcmu1zs/kuQpdW87lZ6OxOp5uhfILTHklObYQbe2UuWYgOeWvr+cbWxWmSeNVHK35LRnQWXKiU/AI7zRxat2oRBUWqUPCociAOaJ0xPRYHgoUPeU2m52hmNIwN4kUnpHRoiPFI9k6npkkJuaZyhyTrhH8Ynxph9+/Wlk9bCanCVtE0e8UiCFBDyjotgrUiCRURrlGRO+VApQmuxAlam5y2g03HIYxhbag0o9rhVFhJ9ktQDu7fU8kfqmKHARogy2gw+Ou1trTylzaSmj6zB0KqBeOW/Kz4fpqZm6zOLdayEyQdHoknEVDacRFWgKsL5wkxopsqZSsVrhSgWGiI9lc8MX61Pp2y44PKZxSphKKVUfRFBIoBj1xGOF8njjsicP+HOlPE744bIS1amhQZesXSgQ8H/rz9+2vn55fvq8e7SRebUQPNpmT3ey7Xe79QfZohz3eTXw4yJ+8TP68ypxtJc6349cHuY+vsicvmePN6KNqXb8au/op9/mw/Pmw/Ntb/u688e20fv9h+vtl8+6i+sdZ9dvF5Peb2a9ntYeb+Yeb+buLmX9ulr4c1g+WmO2G/91y4nwts1byNGndVFDFk/JWzNjOgaul4f056u3y6OlG6nJv7ON+8XHR+st+9nwvffWm8Om4/OWU//W09mhYjyXlv64W767btyeN84OJf+/3/ns4ur/d/vt6d32+MDNV/HGxUW9OVKbGo9lRKkljDOmhEBfm1lr1SoMSgACjY2iE8sK0F0BBh9/todFwhrH7IBWgMbsBrVUv0w8OqAfkWrnOpDUCBsmgVCTt6+zu6JeKbKBJJhd1/yDo6hb0PBGYzBqtTi6Ti8SSro4ugUjcIZX1SGU9SrVYqx8wWRQjbjPmtVGY3ecxgXopNmxAQLXbPAAZ+91WuUUjJFGACcMJFo+xBO6Hhiwqo1lpAtRGs9Js1wFOA+Ay4rQXCbgdMEDGcDyK9mtEfapeJ2b3hkYegUUlSJzxgYhVaRkEEWsoRWFhnwuDIlwYCXrxCIZHMLsXdGGQGlBobSq9XWNyGbSg2jRsxBkflSCJGEqnA0PDukGz1OTWB1N+KklABOihIDodYPI0HBomWcJNuhw+B83R+Vo2Mc6SLBHiSLYYYYuRWCFExpH/AWKgfLDcx0trAAAAAElFTkSuQmCC&quot; width=&quot;320&quot; /&gt;&lt;span style=&quot;font-size: 13pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;O corte de árvore ou poda para fins de estética ou eliminação de risco constitui interesse e dever de muitos. Contudo para que a árvore seja cortada ou podada dentro dos princípios da legalidade é necessário que o interessado primeiramente procure a regional da prefeitura mais próxima de sua residência para solicitar uma vistoria de liberação de corte ou poda de árvore. Não vale a pena agir de forma inconsequente! Os resultados podem ser desastrosos: Quando o técnico da Prefeitura visita o teu imóvel para fazer a vistoria, ele emite um laudo que contem não somente a autorização, mas a forma correta de se cortar ou podar a árvore. Além disso interferir nas árvores sem o devido respaldo legal constitui crime contra ao meio ambiente. “Qualquer
 intervenção na arborização urbana, sem a prévia autorização das 
autoridades competentes, constitui, segundo a legislação ambiental, 
crime contra o meio ambiente. Os responsáveis serão autuados e 
penalizados conforme previsto em lei”. Vale lembrar que o processo de autorização não é algo difícil e complicado. Basta levar os documentos do imóvel e do responsável pelo mesmo. No formulário próprio você explica os motivos pelos quais quer cortar a árvore. Em cerca de 15 dias um técnico da prefeitura vai à tua residência e faz a vistoria. De posse da autorização é hora de procurar uma equipe ou empresa especializada em corte de árvore. Não contrate amadores ou curiosos. Esta atividade&amp;nbsp; requer técnica apurada e experiência de anos a fio em trabalhos que envolvem altura. Profissionais em corte e poda de árvore possuem equipamentos autorizados pelos Órgãos Ambientais competentes, EPI&#39;s adequados. Lembre-se que o valor do orçamento não contempla apenas o esforço físico pelo corte ou poda. É também pelo risco e pela responsabilidade de se cortar uma árvore próximo de edificações, fiação elétrica, tubulações de agua, muros, passeio publico com transeuntes, etc. Pense nisso. Chame especialistas em corte e poda de árvores. Contrate a BH CORTE E PODA. &lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijqu55tIAq8OKOICeNDgOOo9yvixL1LbsZGW1SmjrNCcfsalr64BkeRGG8LIsswVtcW-b8toDpoNa4gmQi6wiaPPI5VdSveLOX6ZJh92GWl7LA_k4vUVePk7SbdGsxks5unv6DR7oxuCc/s1600/w0516x.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijqu55tIAq8OKOICeNDgOOo9yvixL1LbsZGW1SmjrNCcfsalr64BkeRGG8LIsswVtcW-b8toDpoNa4gmQi6wiaPPI5VdSveLOX6ZJh92GWl7LA_k4vUVePk7SbdGsxks5unv6DR7oxuCc/s320/w0516x.jpg&quot; width=&quot;240&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/6898009841393402931'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/6898009841393402931'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2011/07/corte-de-arvore-da-forma-correta.html' title='CORTE DE ARVORE DA FORMA CORRETA'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijqu55tIAq8OKOICeNDgOOo9yvixL1LbsZGW1SmjrNCcfsalr64BkeRGG8LIsswVtcW-b8toDpoNa4gmQi6wiaPPI5VdSveLOX6ZJh92GWl7LA_k4vUVePk7SbdGsxks5unv6DR7oxuCc/s72-c/w0516x.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-1746641546071751463</id><published>2011-06-02T19:55:00.000-07:00</published><updated>2016-04-11T12:52:15.186-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CORTAR E PODAR ARVORES NA FORMA ADEQUADA"/><title type='text'>CORTAR E PODAR ARVORES É COM A BH CORTE E PODA</title><content type='html'>&lt;div style=&quot;background-color: #d9ead3;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h6 style=&quot;background-color: #d9ead3;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;; font-size: 10pt;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;background-color: #d9ead3; color: red;&quot;&gt; OBJETIVOS DA PODA&lt;/span&gt;&lt;/span&gt;&lt;/h6&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6E_QwEx1Mlr9JHg04KBZK73i5fj6DHpYtzKfHx6YF6BwsiDunkhmJfc85uZUvi608xP97RCtgR9DG4_dfmy2IJNvB2qHMWV9V8XeJkPXw_xQeIxQz_tSU_M3-19VE73vnnhbgbUKULQI/s1600/%25C3%2581RVORE+PODA+sospinda_011K.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6E_QwEx1Mlr9JHg04KBZK73i5fj6DHpYtzKfHx6YF6BwsiDunkhmJfc85uZUvi608xP97RCtgR9DG4_dfmy2IJNvB2qHMWV9V8XeJkPXw_xQeIxQz_tSU_M3-19VE73vnnhbgbUKULQI/s320/%25C3%2581RVORE+PODA+sospinda_011K.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=1746641546071751463&quot; name=&quot;_OBJETIVOS_DA_PODA&quot;&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;; font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/h6&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;; font-size: 10pt; line-height: 150%;&quot;&gt;Segundo Inglez de Souza, 1986, os sete objetivos principais da poda são:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;; font-size: 10pt; line-height: 150%;&quot;&gt;1º- Modificar o vigor da planta;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;; font-size: 10pt; line-height: 150%;&quot;&gt;2º- Produzir mais e melhor fruta;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;; font-size: 10pt; line-height: 150%;&quot;&gt;3º- Manter a planta com um porte conveniente ao seu trato e manuseio;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoBodyTextIndent2&quot; style=&quot;background-color: #d9ead3; color: #0c343d;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;; font-size: 10pt;&quot;&gt;4º- Modificar a tendência da planta em produzir mais ramos vegetativos que frutíferos ou vice-versa;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;; font-size: 10pt; line-height: 150%;&quot;&gt;5º- Conduzir a planta a uma forma desejada;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;; font-size: 10pt; line-height: 150%;&quot;&gt;6º- Suprimir ramos supérfluos, inconvenientes, doentes e mortos;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;; font-size: 10pt;&quot;&gt;7º- Regular a alternância das safras, de modo a obter anualmente colheitas médias com regularidade.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;; font-size: 10pt; line-height: 150%;&quot;&gt;Por que é necessário o recurso da poda? Não é verdade que, no seu estado selvagem, as plantas não são podadas e, apesar disso, se desenvolvem em perfeitas condições? Esta pergunta é formulada muitas vezes, mas, de fato, a natureza tem o seu próprio método de poda. Os ramos pequenos desprendem-se naturalmente e os galhos finos, as folhas e as flores morrem e caem. Vagarosa mas continuamente, todas as plantas sofrem um processo de renovação natural. Pela poda não fazemos mais do que acelerar, embora parcialmente esse processo normal (Brickell, 1979).&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;; font-size: 10pt;&quot;&gt;Fonte: http://www.fruticultura.iciag.ufu.br/poda.html#_DEFINI%C3%87%C3%95ES_de_PODA&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/1746641546071751463'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/1746641546071751463'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2011/06/cortar-e-podar-arvores-e-com-bhpodas.html' title='CORTAR E PODAR ARVORES É COM A BH CORTE E PODA'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6E_QwEx1Mlr9JHg04KBZK73i5fj6DHpYtzKfHx6YF6BwsiDunkhmJfc85uZUvi608xP97RCtgR9DG4_dfmy2IJNvB2qHMWV9V8XeJkPXw_xQeIxQz_tSU_M3-19VE73vnnhbgbUKULQI/s72-c/%25C3%2581RVORE+PODA+sospinda_011K.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-4446602138073190158</id><published>2011-05-19T20:39:00.000-07:00</published><updated>2016-04-11T12:52:44.816-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CORTAR ARVORE OU PODAR POR NECESSIDADE"/><title type='text'>CORTAR ARVORE OU PODAR POR NECESSIDADE</title><content type='html'>&lt;div class=&quot;posttitle&quot;&gt;
&lt;h2 style=&quot;color: #cc0000;&quot;&gt;
Árvores susceptíveis à queda e que devem ser evitadas na arborização&amp;nbsp;urbana&lt;/h2&gt;
&lt;div class=&quot;post-info&quot;&gt;
14/12/2010 por &lt;a href=&quot;http://dendrolab.wordpress.com/author/phig/&quot; title=&quot;Posts de Pedro&quot;&gt;Pedro (fonte: /dendrolab.wordpress.com)&lt;/a&gt;  &lt;/div&gt;
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As árvores nas cidades trazem vários benefícios à sociedade e ao  meio ambiente. Porém, uma arborização com a utilização de espécies  inadequadas ao espaço urbano, como as de porte muito grande ou  susceptível aos ventos, pode trazer problemas, como a queda de árvores  ou de grandes galhos, que causam prejuízos materiais e acidentes. &lt;br /&gt;
São vários os fatores que podem explicar a maior susceptibilidade à  queda de uma árvore, como: a idade, a dimensão, a densidade da folhagem,  a largura do fuste e a densidade da madeira das árvores, além de  fatores como a construção de edifícios e pavimentos que causam a  diminuição da camada superficial e a compactação do solo, diminuindo o  volume de solo disponível para o crescimento das raízes&lt;sup&gt;1&lt;/sup&gt;. O estado fitossanitário da árvore certamente também é de grande influência.&lt;span style=&quot;background-color: orange;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;http://farm3.static.flickr.com/2566/4118540074_c02394445e.jpg&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;http://farm3.static.flickr.com/2566/4118540074_c02394445e.jpg&quot; height=&quot;500&quot; title=&quot;Foto de Marcelo Träsel&quot; width=&quot;375&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
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Foto de Marcelo Träsel&lt;/div&gt;
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Um &lt;a href=&quot;http://www.revsbau.esalq.usp.br/artigos_cientificos/artigo133-publicacao.pdf&quot;&gt;estudo&lt;/a&gt;&lt;sup&gt;2&lt;/sup&gt; foi publicado recentemente na &lt;b&gt;Revista da Sociedade Brasileira de Arborização Urbana&lt;/b&gt;  com o objetivo  de avaliar os danos causados na arborização do Campus  da Universidade do Estado de Santa Catarina, em Lages, após a ocorrência  de uma tempestade severa.&lt;br /&gt;
As espécies que tiverem o número de árvores danificadas maior do que o  esperado para uma distribuição aleatória e, portanto, consideradas  susceptíveis à tempestade ocorrida foram: &lt;i&gt;Cupressus lusitanica&lt;/i&gt; (Cipreste Portugues),  &lt;i&gt;Mimosa scabrella&lt;/i&gt; Benth. (Bracatinga),&lt;i&gt; Tipuana tipu&lt;/i&gt; (Benth.) Kuntze (Tipuana), &lt;i&gt;Araucaria angustifolia&lt;/i&gt; (Bertol.) Kuntze (Araucária),  P&lt;i&gt;aulownia tomentosa&lt;/i&gt; (Thunb.) Steud. (Kiri) e &lt;i&gt;Senna pendula &lt;/i&gt;(Willd.) H.S.Irwin &amp;amp; Barneby. &lt;br /&gt;
Como destacados pelos autores, o estudo considerou apenas a  ocorrência de um evento de ventos fortes, o que limita a generalização  dos resultados, de forma que serão necessárias avaliações futuras após  outros eventos climáticos semelhantes para que se possa refinar o  conhecimento sobre a suscetibilidade de espécies da arborização urbana.  De qualquer forma, até a existência de estudos mais conclusivos, não é  recomendado o uso das espécies supracitadas na arborização urbana.&lt;br /&gt;
Referências:&lt;br /&gt;
&lt;sup&gt;1&lt;/sup&gt;OLIVEIRA, S.; LOPES A. Metodologia de avaliação do risco  de queda de árvores devido a ventos fortes, o caso de Lisboa. In:   CONGRESSO DA GEOGRAFIA PORTUGUESA, 6., 2007, Lisboa. Anais… Lisboa,  2007. p. 1-21. &lt;br /&gt;
&lt;sup&gt;2&lt;/sup&gt;MOSER, P. ; SILVA, Ana Carolina da ; HIGUCHI, Pedro ;  SANTOS, E. M. ; SCHMITZ, V. . Avaliação pós-tempestade da arborização do  campus da Universidade do Estado de Santa Catarina em Lages, SC.  Revista da Sociedade Brasileira de Arborização Urbana, v. 5, p. 36-46,  2010.&lt;br /&gt;
fonte: dendrolab.wordpress.com</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/4446602138073190158'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/4446602138073190158'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2011/05/importancia-do-correto-corte-de-arvore.html' title='CORTAR ARVORE OU PODAR POR NECESSIDADE'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://farm3.static.flickr.com/2566/4118540074_c02394445e_t.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-3721055310861991789</id><published>2011-04-18T20:38:00.000-07:00</published><updated>2016-04-11T12:53:08.640-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cortar e podar corretamente sua arvore"/><title type='text'>cortar e podar corretamente a arvore em seu jardim</title><content type='html'>&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;color: red;&quot;&gt;Importante contratar profissionais&lt;/span&gt;&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
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Antes  de fazer uma poda, informe-se sobre as normas da sua cidade. Para   árvores de grande porte, o melhor é contratar um serviço especializado,   com experiência, ferramentas e estrutura adequadas. &lt;br /&gt;
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&lt;h1&gt;
Resumo&lt;/h1&gt;
Podar  as árvores do jardim para que elas cresçam frondosas, não  fiquem  presas na rede elétrica, não interfiram na circulação nem  destruam  telhados exige técnicas apropriadas. E há uma época adequada  para não  afetar o crescimento. A poda de árvores nas calçadas e em  outros  espaços públicos é responsabilidade da administração pública, não  dos  moradores, que podem ser multados se decidirem cortá-las sem   autorização. Saiba quais são as recomendações para podar as árvores do   seu jardim. &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h1&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=40174681294822689&quot; name=&quot;Quandoecomopodarárvores?-Passos&quot;&gt;&lt;/a&gt;Passos&lt;/h1&gt;
&lt;br /&gt;
&lt;table class=&quot;confluenceTable&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td class=&quot;confluenceTd&quot;&gt;&lt;h1&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=40174681294822689&quot; name=&quot;Quandoecomopodarárvores?-1&quot;&gt;&lt;/a&gt;1&lt;/h1&gt;
Saiba qual é a espécie da árvore que você pretende podar. &lt;br /&gt;
Cada espécie tem um ciclo de vida e uma função específicos. &lt;br /&gt;
Identifique se é uma árvore ornamental ou frutífera. &lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td class=&quot;confluenceTd&quot;&gt;&lt;h1&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=40174681294822689&quot; name=&quot;Quandoecomopodarárvores?-2&quot;&gt;&lt;/a&gt;2&lt;/h1&gt;
Defina o tipo de poda de que a árvore precisa.&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Poda de formação: é realizada quando a árvore é jovem para a copa atingir cerca de dois metros de altura. &lt;br clear=&quot;all&quot; /&gt; Mantenha os três galhos mais fortes e eqüidistantes que partem do tronco principal e retire os restantes. &lt;br clear=&quot;all&quot; /&gt; Imagine que a árvore deve ficar como uma mão que sustenta uma bandeja na ponta dos dedos.&lt;/li&gt;
&lt;li&gt;Poda sanitária: é uma tarefa de manutenção. &lt;br clear=&quot;all&quot; /&gt; Extraia  todo material vegetal morto ou danificado, como galhos secos,  podres,  quebrados ou mal desenvolvidos, raízes deformadas, etc. &lt;br clear=&quot;all&quot; /&gt;  Lembre-se de que a estrutura principal da árvore será composta pelos   três galhos escolhidos anteriormente. Você deve conservar apenas os   galhos que crescerem deles na direção exterior da árvore. Isso   favorecerá a entrada de ar e sol, necessários para a fotossíntese.&lt;/li&gt;
&lt;li&gt;Poda incentivadora da floração e frutificação: quando a árvore já   tiver com forma (de mão sustentando uma bandeja), selecione as gemas   (olhos) que você acha que terão uma boa floração. &lt;br clear=&quot;all&quot; /&gt;  Retire os brotos ou vergônteas menos fortes. Assim, toda a produção da   planta se concentrará nas gemas escolhidas, aumentando o tamanho das   flores ou dos frutos. &lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td class=&quot;confluenceTd&quot;&gt;&lt;h1&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=40174681294822689&quot; name=&quot;Quandoecomopodarárvores?-3&quot;&gt;&lt;/a&gt;3&lt;/h1&gt;
Muitas árvores devem ser podadas no final do inverno, antes da brotação. &lt;br /&gt;
Nesta época, a árvore tem suas reservas de alimentos altas, o que é   essencial para gerar um sistema de defesa. Mas o melhor é se informar   sobre qual é o período ideal de poda para cada tipo de árvore. &lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td class=&quot;confluenceTd&quot;&gt;&lt;h1&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=40174681294822689&quot; name=&quot;Quandoecomopodarárvores?-4&quot;&gt;&lt;/a&gt;4&lt;/h1&gt;
Não se deve podar mais de 30% do volume total da copa da árvore de uma vez. &lt;br /&gt;
Uma poda exagerada pode prejudicar a árvore e fazer com que ela morra.   Tudo o que for feito na copa pode interferir nas raízes e vice-versa.&lt;br /&gt;
fonte: http://comunidade.bemsimples.com/bem-verde/w/bem-verde/Quando-e-como-podar-arvores.aspx&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/3721055310861991789'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/3721055310861991789'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2011/04/cortar-e-podar-corretamente-arvore-em_18.html' title='cortar e podar corretamente a arvore em seu jardim'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPreYR1T67IldaC4a-hGDdPF-wbf0nRGLlxqtL0Z4vCYQGf01jpztUhL0jZt2BXV6hpZ8l-hXpZyS2pv7bFRgophnJT4vlK6TGIB9R5Y09iSrs6g9Gg7jlKyQ4JVtJ93IjXoBEY_PA-Ig/s72-c/timthumb.php.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-40174681294822689</id><published>2011-04-01T19:50:00.000-07:00</published><updated>2016-04-11T12:53:35.606-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="corte e poda de arvores em toda a BH e região"/><title type='text'>Cortar e podar corretamente a árvore em seu jardim.</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/AVvXsEhPreYR1T67IldaC4a-hGDdPF-wbf0nRGLlxqtL0Z4vCYQGf01jpztUhL0jZt2BXV6hpZ8l-hXpZyS2pv7bFRgophnJT4vlK6TGIB9R5Y09iSrs6g9Gg7jlKyQ4JVtJ93IjXoBEY_PA-Ig/s1600/timthumb.php.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;214&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPreYR1T67IldaC4a-hGDdPF-wbf0nRGLlxqtL0Z4vCYQGf01jpztUhL0jZt2BXV6hpZ8l-hXpZyS2pv7bFRgophnJT4vlK6TGIB9R5Y09iSrs6g9Gg7jlKyQ4JVtJ93IjXoBEY_PA-Ig/s320/timthumb.php.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Antes de fazer uma poda, informe-se sobre as normas da sua cidade. Para  árvores de grande porte, o melhor é contratar um serviço especializado,  com experiência, ferramentas e estrutura adequadas. &lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSaVWClBLksOeFGUnx_WLNHJd1-fYWc1Vani5PVRRs6Rv2WNLraYE281knNgKFMMJXU3Is9G_TQDMLTZ3hnYYL9bJGrzFcJk8eFI2rP458AR1GmnKG-vY1CP7qLDhZtn5YQ5HsotJnuaE/s1600/collage.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;
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&lt;h1&gt;
Resumo&lt;/h1&gt;
Podar as árvores do jardim para que elas cresçam frondosas, não  fiquem presas na rede elétrica, não interfiram na circulação nem  destruam telhados exige técnicas apropriadas. E há uma época adequada  para não afetar o crescimento. A poda de árvores nas calçadas e em  outros espaços públicos é responsabilidade da administração pública, não  dos moradores, que podem ser multados se decidirem cortá-las sem  autorização. Saiba quais são as recomendações para podar as árvores do  seu jardim. &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h1&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=40174681294822689&quot; name=&quot;Quandoecomopodarárvores?-Passos&quot;&gt;&lt;/a&gt;Passos&lt;/h1&gt;
&lt;br /&gt;
&lt;table class=&quot;confluenceTable&quot;&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td class=&quot;confluenceTd&quot;&gt;&lt;h1&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=40174681294822689&quot; name=&quot;Quandoecomopodarárvores?-1&quot;&gt;&lt;/a&gt;1&lt;/h1&gt;
Saiba qual é a espécie da árvore que você pretende podar. &lt;br /&gt;
Cada espécie tem um ciclo de vida e uma função específicos. &lt;br /&gt;
Identifique se é uma árvore ornamental ou frutífera. &lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td class=&quot;confluenceTd&quot;&gt;&lt;h1&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=40174681294822689&quot; name=&quot;Quandoecomopodarárvores?-2&quot;&gt;&lt;/a&gt;2&lt;/h1&gt;
Defina o tipo de poda de que a árvore precisa.&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Poda de formação: é realizada quando a árvore é jovem para a copa atingir cerca de dois metros de altura. &lt;br clear=&quot;all&quot; /&gt; Mantenha os três galhos mais fortes e eqüidistantes que partem do tronco principal e retire os restantes. &lt;br clear=&quot;all&quot; /&gt; Imagine que a árvore deve ficar como uma mão que sustenta uma bandeja na ponta dos dedos.&lt;/li&gt;
&lt;li&gt;Poda sanitária: é uma tarefa de manutenção. &lt;br clear=&quot;all&quot; /&gt; Extraia todo material vegetal morto ou danificado, como galhos secos,  podres, quebrados ou mal desenvolvidos, raízes deformadas, etc. &lt;br clear=&quot;all&quot; /&gt; Lembre-se de que a estrutura principal da árvore será composta pelos  três galhos escolhidos anteriormente. Você deve conservar apenas os  galhos que crescerem deles na direção exterior da árvore. Isso  favorecerá a entrada de ar e sol, necessários para a fotossíntese.&lt;/li&gt;
&lt;li&gt;Poda incentivadora da floração e frutificação: quando a árvore já  tiver com forma (de mão sustentando uma bandeja), selecione as gemas  (olhos) que você acha que terão uma boa floração. &lt;br clear=&quot;all&quot; /&gt; Retire os brotos ou vergônteas menos fortes. Assim, toda a produção da  planta se concentrará nas gemas escolhidas, aumentando o tamanho das  flores ou dos frutos. &lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td class=&quot;confluenceTd&quot;&gt;&lt;h1&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=40174681294822689&quot; name=&quot;Quandoecomopodarárvores?-3&quot;&gt;&lt;/a&gt;3&lt;/h1&gt;
Muitas árvores devem ser podadas no final do inverno, antes da brotação. &lt;br /&gt;
Nesta época, a árvore tem suas reservas de alimentos altas, o que é  essencial para gerar um sistema de defesa. Mas o melhor é se informar  sobre qual é o período ideal de poda para cada tipo de árvore. &lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td class=&quot;confluenceTd&quot;&gt;&lt;h1&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=40174681294822689&quot; name=&quot;Quandoecomopodarárvores?-4&quot;&gt;&lt;/a&gt;4&lt;/h1&gt;
Não se deve podar mais de 30% do volume total da copa da árvore de uma vez. &lt;br /&gt;
Uma poda exagerada pode prejudicar a árvore e fazer com que ela morra.  Tudo o que for feito na copa pode interferir nas raízes e vice-versa.&lt;br /&gt;
fonte: http://comunidade.bemsimples.com/bem-verde/w/bem-verde/Quando-e-como-podar-arvores.aspx&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/40174681294822689'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/40174681294822689'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2011/04/cortar-e-podar-corretamente-arvore-em.html' title='Cortar e podar corretamente a árvore em seu jardim.'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPreYR1T67IldaC4a-hGDdPF-wbf0nRGLlxqtL0Z4vCYQGf01jpztUhL0jZt2BXV6hpZ8l-hXpZyS2pv7bFRgophnJT4vlK6TGIB9R5Y09iSrs6g9Gg7jlKyQ4JVtJ93IjXoBEY_PA-Ig/s72-c/timthumb.php.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-75069287943257863</id><published>2011-03-26T06:44:00.000-07:00</published><updated>2016-04-11T12:54:13.569-07:00</updated><title type='text'>Cortar e podar arvore de forma sustentável e racional</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/AVvXsEjD-O6rNutxc-bajJmwk-qui-2XR9I7y7nW14HnKcZXm0S-Yr67NBQPG9nrw3PHu3_rfeyJyqP3UG1O2zN83GhWUwB8PHEbpqOe7_0AvHaAnVv15McgePOlyooDwq_u1Z-MOtH9kiYQGKI/s1600/arvore+para+blog.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD-O6rNutxc-bajJmwk-qui-2XR9I7y7nW14HnKcZXm0S-Yr67NBQPG9nrw3PHu3_rfeyJyqP3UG1O2zN83GhWUwB8PHEbpqOe7_0AvHaAnVv15McgePOlyooDwq_u1Z-MOtH9kiYQGKI/s320/arvore+para+blog.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;&lt;span style=&quot;color: #660000;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;div id=&quot;Titulo&quot;&gt;
&lt;b&gt;Podas incorretas colocam em risco a vida de pessoas&lt;/b&gt;&lt;/div&gt;
&lt;div id=&quot;Sutia&quot;&gt;
Intervenções  malfeitas tiram equilíbrio natural das árvores, dexando-as mais  suscetíveis a quedas durante ventos e chuvas; além disso, estética é  prejudicada&lt;/div&gt;
&lt;div id=&quot;Assinatura&quot;&gt;
DAYSE RESENDE&lt;/div&gt;
&lt;div id=&quot;Assinatura&quot;&gt;
cidades@otempobetim.com.br&lt;/div&gt;
&lt;div id=&quot;Materia&quot;&gt;
Os  ventos e as chuvas que atingiram boa parte de Minas nessas primeiras  semanas do ano deixaram diversos moradores em estado de alerta. No  entanto, não é só o grande volume de água que preocupa. &lt;br /&gt;
Uma matéria veiculada na edição de 16 de janeiro no jornal &quot;Folha de  S. Paulo&quot; mostra que a poda equivocada de árvores urbanas na capital  paulista também coloca em risco a vida de muitas pessoas, além de  condenar as plantas à morte. &lt;br /&gt;
Na cidade, ocorre o mesmo problema. O Tempo Betim percorreu  diversos bairros e constatou que a poda também é feita de forma  equivocada pelas autoridades do município. &lt;br /&gt;
Cuidados&lt;br /&gt;
Mas o que fazer para que o manejo dessas árvores não ofereça riscos à  população? Para o especialista no assunto e cabo do Corpo de Bombeiros  Giuliano Saraiva Rodrigues, a ordem é fiscalizar. &quot;Uma poda malfeita  pode tirar o equilíbrio da árvore e deixá-la mais suscetível a quedas  durante ventos e chuvas. Por isso, as prefeituras devem contratar  empresas especializadas para que a poda seja executada periodicamente,  de maneira correta. Além disso, elas devem estar legalizadas pelas leis  em vigor na União, Estados e municípios&quot;. &lt;br /&gt;
Rodrigues ainda ressalta que as podas devem ser executadas conforme o  objetivo, todos sendo direcionados para o melhor desempenho da planta.  &quot;Existem quatros tipos básicos de poda. São elas a poda de afastamento,  em que são retirados os galhos que ficam acima de um imóvel, entupindo  calhas ou prejudicando a rede elétrica; poda de rebaixamento de copa,  que diminui o tamanho da planta; poda de arredondamento de copa,  utilizado apenas para estética, e poda drástica, utilizada para a  retirada de galhos secos e galhos que se encontram infestados por pragas  e outras doenças&quot;. &lt;br /&gt;
Sobre a alternativa para galhos próximos à fiação elétrica, o  especialista afirma que essa é uma responsabilidade da Cemig e que, se a  companhia de energia optar por uma poda de afastamento, deverá ser  feita uma reavaliação, observando sempre o ponto de equilíbrio para que  seja detectada a necessidade de outra interferência no desenvolvimento  da árvore. &lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqywWz_VWwsse53GtQL-VbFMT6JFOzSvMYoeYlQqyjgjqhSoZLJdMN6Lm1Y5L9iDhhTzR1CbmUP2IkZV2qge0cj2RTbCpETgmQrKUGO1UDtfiw4SmvFdZlguqkcljw_VSjnzFk67QPs3o/s1600/arvore-tombada.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqywWz_VWwsse53GtQL-VbFMT6JFOzSvMYoeYlQqyjgjqhSoZLJdMN6Lm1Y5L9iDhhTzR1CbmUP2IkZV2qge0cj2RTbCpETgmQrKUGO1UDtfiw4SmvFdZlguqkcljw_VSjnzFk67QPs3o/s320/arvore-tombada.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Preocupada, a dona de casa Rosimeire Alves, 45, conta que mora na  região Central há 13 anos e que viu árvores crescerem e serem podadas de  forma incorreta. &quot;Muitos cortam galhos que atrapalham o tráfego de  pedestres e automóveis nas vias por conta própria. Mas não imaginam que  isso pode acarretar danos&quot;, opina. &lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/75069287943257863'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/75069287943257863'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2011/03/cortar-e-podar-arvore-de-forma.html' title='Cortar e podar arvore de forma sustentável e racional'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD-O6rNutxc-bajJmwk-qui-2XR9I7y7nW14HnKcZXm0S-Yr67NBQPG9nrw3PHu3_rfeyJyqP3UG1O2zN83GhWUwB8PHEbpqOe7_0AvHaAnVv15McgePOlyooDwq_u1Z-MOtH9kiYQGKI/s72-c/arvore+para+blog.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-7907043317039115170</id><published>2011-03-08T17:37:00.000-08:00</published><updated>2016-04-11T12:54:35.449-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="PORQUE PODAR UMA ÁRVORE?"/><title type='text'>Porque podar uma arvore?</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;color: #660000; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;;&quot;&gt;Árvores na zona urbana e poda é uma relação tão arraigada na mente das pessoas, que muitas vezes se cometem grandes erros sob a ilusão de estar realizando a prática mais acertada. A poda de árvores é uma agressão a um organismo vivo - a árvore - que possui estrutura e funções bem definidas e alguns mecanismos e processos de defesa contra seus inimigos naturais. Contra a poda e suas consequências danosas não existe defesa, a não ser&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: #660000; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;;&quot;&gt;a tentativa de recompor a estrutura original, definida geneticamente. Isto, no entanto não significa que a poda deva ser totalmente suprimida. Nas áreas&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: #660000; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;;&quot;&gt;urbanas é uma prática permanente, que visa garantir um conjunto de árvores vitais, seguras e de aspecto visual agradável. Para a correta utilização da poda, é necessário reconhecer os três tipos básicos de poda em árvores urbanas e utilizar a que for mais recomendada para cada caso. Desde a fase inicial da produção de mudas de espécies arbóreas em viveiros, até o momento em que a árvore possa desenvolver livremente seu modelo arquitetônico de copa,&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: #660000; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;;&quot;&gt;utilizamos a poda de formação ou educação. Esta poda é aplicada para direcionar o desenvolvimento da copa contra a tendência natural do modelo arquitetônico da espécie, compatibilizando assim a árvore com os espaços e equipamentos urbanos. Mesmo com a copa formada, as árvores necessitam de cuidados, com podas de manutenção ou limpeza, que visam evitar problemas futuros com galhos secos que possam cair, e a eliminação de focos de fungos e plantas parasitas, que enfraquecem os galhos. Quando as podas anteriores foram executadas incorretamente, ou alterações do ambiente urbano incompatibilizam a copa das árvores com seu meio, aplica-se a poda de segurança. A finalidade desta poda é previnir acidentes iminentes. Quanto maiores e mais velhas as árvores, mais delicadas se tornam as podas. Por&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: #660000; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;;&quot;&gt;isso o arboricultor deve conhecer as regras fundamentais que regem sua atividade:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: #660000;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;;&quot;&gt;- a arquitetura da copa das árvores;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: #660000;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;;&quot;&gt;- a fisiologia da compartimentalização;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;color: #660000;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;;&quot;&gt;- as técnicas de poda;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;; font-size: 12pt;&quot;&gt;&lt;b style=&quot;color: #660000;&quot;&gt;- as ferramentas e equipamentos mais apropriados para cada atividade&lt;/b&gt;&lt;/span&gt;&lt;/div&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/AVvXsEjdmyfzwDc7ULfliTT9djAEUaG6Xo0lCNlwIpqBIjikpfbOIo_3Tf0Eew5T9feaGKysnxDlY9bUZTyAr6J8IOb-xezGuE-yTO0Qv1LJWNoQgU5jNAf6loo5krI5lqnr5qTT7JHTh_hqK1I/s1600/flamboyant.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdmyfzwDc7ULfliTT9djAEUaG6Xo0lCNlwIpqBIjikpfbOIo_3Tf0Eew5T9feaGKysnxDlY9bUZTyAr6J8IOb-xezGuE-yTO0Qv1LJWNoQgU5jNAf6loo5krI5lqnr5qTT7JHTh_hqK1I/s320/flamboyant.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;color: black; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot;; font-size: 12pt;&quot;&gt;&lt;b&gt;fonte: portaldoSãoFrancisco.com.br &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/7907043317039115170'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/7907043317039115170'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2011/03/porque-podar-uma-arvore.html' title='Porque podar uma arvore?'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdmyfzwDc7ULfliTT9djAEUaG6Xo0lCNlwIpqBIjikpfbOIo_3Tf0Eew5T9feaGKysnxDlY9bUZTyAr6J8IOb-xezGuE-yTO0Qv1LJWNoQgU5jNAf6loo5krI5lqnr5qTT7JHTh_hqK1I/s72-c/flamboyant.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-4381179987939377117</id><published>2011-03-08T12:30:00.000-08:00</published><updated>2016-04-11T12:54:57.593-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CORTE E PODA COM A BH CORTE E PODA"/><title type='text'>Corte de Árvore em Belo Horizonte é com a BH CORTE E PODA.</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/AVvXsEhjU3khcSHbnBk9L13D0np-fp4O0NSpnUtBDYJ2WpMqjfbvsXhyphenhyphenA0TLThBNCuzbFPXU4Hol-COzYTfK0soslYhKy2mzqAKK0t2tc9ScJfr6R_xdqRd1x3XGzHFW0AKRR_nVVw7i6KMmSdU/s1600/sitio+sete+lagoas+eucapilitos+parte+2+034.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjU3khcSHbnBk9L13D0np-fp4O0NSpnUtBDYJ2WpMqjfbvsXhyphenhyphenA0TLThBNCuzbFPXU4Hol-COzYTfK0soslYhKy2mzqAKK0t2tc9ScJfr6R_xdqRd1x3XGzHFW0AKRR_nVVw7i6KMmSdU/s1600/sitio+sete+lagoas+eucapilitos+parte+2+034.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&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/AVvXsEjphKJBCGPMgqTKA06zd2a2-D9mTp-JWYlIsApn691kt-lWXMOZojpDO1bIxYArGG8NtoQ7va0Sv3RlnWsI6uCfX008ftk_dsMaNC6jlQlqmis0ACg2ioZGasgB-20kt0i3InLxBdZaS6k/s1600/Praca_7_BH.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjphKJBCGPMgqTKA06zd2a2-D9mTp-JWYlIsApn691kt-lWXMOZojpDO1bIxYArGG8NtoQ7va0Sv3RlnWsI6uCfX008ftk_dsMaNC6jlQlqmis0ACg2ioZGasgB-20kt0i3InLxBdZaS6k/s320/Praca_7_BH.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: red; font-size: large;&quot;&gt;Realizamos trabalhos em toda a BH e Região Metropolitana. Serviços nossos foram recentemente efetuados na região da Pampulha, Belvedere, Cristiano Machado, Serra, Abílio Machado, Nova Suiça, etc.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/4381179987939377117'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/4381179987939377117'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2011/03/corte-de-arvore-em-belo-horizonte-e-com.html' title='Corte de Árvore em Belo Horizonte é com a BH CORTE E PODA.'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjU3khcSHbnBk9L13D0np-fp4O0NSpnUtBDYJ2WpMqjfbvsXhyphenhyphenA0TLThBNCuzbFPXU4Hol-COzYTfK0soslYhKy2mzqAKK0t2tc9ScJfr6R_xdqRd1x3XGzHFW0AKRR_nVVw7i6KMmSdU/s72-c/sitio+sete+lagoas+eucapilitos+parte+2+034.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-4053495412355898345</id><published>2011-03-05T17:03:00.000-08:00</published><updated>2016-04-11T12:55:22.720-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="AUTORIZAÇÃO"/><title type='text'>COMO PEDIR AUTORIZAÇÃO PARA CORTE OU PODA DE ÁRVORE</title><content type='html'>&lt;div style=&quot;color: #660000;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;/div&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/AVvXsEhfwPsLPpqzRp1_MyCBbOgOIA9FxWlS4oTq2xpAuzmwZkfa4_1edFucjUH3Uphz1am6YOL7GWkwQYgkzGoArVEnnKECcEWS5FW3d5FQZZ_zdUvzjW8RN9zbCIecjGDQkhsSXsyZfp0LYBY/s1600/arvore-cortada-e-pequena-folha-e4bfb.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfwPsLPpqzRp1_MyCBbOgOIA9FxWlS4oTq2xpAuzmwZkfa4_1edFucjUH3Uphz1am6YOL7GWkwQYgkzGoArVEnnKECcEWS5FW3d5FQZZ_zdUvzjW8RN9zbCIecjGDQkhsSXsyZfp0LYBY/s320/arvore-cortada-e-pequena-folha-e4bfb.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;Toda vez que voce quiser realizar uma poda ou corte de uma arvore você precisa, antes de tudo, procurar a sua&amp;nbsp; regional da Prefeitura de Belo Horizonte ou Prefeitura Municipal de sua cidade para fazer o pedido. O processo é muito simples: Você vai até o posto de atendimento levando consigo a copia dos seguintes documentos:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;ol&gt;
&lt;li&gt;&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt; Identidade;&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;CPF;&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;Comprovante de endereço e&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;Cópia da escritura do imóvel.&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;A partir desse momento você explica os motivos do corte ou poda e você terá protocolado o teu pedido de corte ou poda de árvore. Dentro de alguns dias a equipe da Prefeitura visitará a sua casa ou imóvel para avaliar a situação de saúde da árvore, danos ou risco de danos que a mesma oferece naquela localidade. Sendo constada a necessidade de corte ou poda, a Prefeitura emitirá uma autorização para o respectivo trabalho. Aí é só contratar uma equipe especializada para realizar a tarefa. Lembre-se que possivelmente será exigida uma medida compensatória como por exemplo, o plantio ou doação de mudas para reparar o dano causado ao meio ambiente. Nada mais justo. Agora, mãos à obra!&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;A BH CORTE E PODA te dá consultoria em todas as etapas deste processo.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/4053495412355898345'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/4053495412355898345'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2011/03/pedindo-autorizacao-para-corte-de.html' title='COMO PEDIR AUTORIZAÇÃO PARA CORTE OU PODA DE ÁRVORE'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfwPsLPpqzRp1_MyCBbOgOIA9FxWlS4oTq2xpAuzmwZkfa4_1edFucjUH3Uphz1am6YOL7GWkwQYgkzGoArVEnnKECcEWS5FW3d5FQZZ_zdUvzjW8RN9zbCIecjGDQkhsSXsyZfp0LYBY/s72-c/arvore-cortada-e-pequena-folha-e4bfb.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-9136677167211552199</id><published>2011-03-02T16:08:00.000-08:00</published><updated>2016-04-11T12:56:02.451-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CORTE DE ARVORE: CONHEÇA UM POUCO DO NOSSO TRABALHO"/><title type='text'>CORTE DE ARVORE: CONHEÇA UM POUCO DO NOSSO TRABALHO</title><content type='html'>&lt;span style=&quot;font-size: large;&quot;&gt;&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_1.gif&quot; /&gt;&lt;br /&gt;
CORTE DAS ÁRVORES&lt;br /&gt;
&lt;/span&gt; &lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;como&quot;&gt;&lt;/a&gt; &lt;b&gt;APRESENTAÇÃO&lt;/b&gt; &lt;br /&gt;
As técnicas de corte de árvores aplicadas na exploração madeireira  manejada buscam evitar erros, tais como o corte acima da altura ideal e o  destopo abaixo do ponto recomendado. Esses erros causam desperdícios  excessivos de madeira, danos desnecessários à floresta e uma maior  incidência de acidentes de trabalho. O corte das árvores na exploração  manejada também considera o direcionamento de queda das árvores para  proteger a regeneração de árvores de valor comercial e facilitar o  arraste das toras. &lt;br /&gt;
A equipe de corte é composta por um ou dois motosserristas e um  ajudante. O ajudante localiza a árvore a ser derrubada, limpa o local e  prepara o caminho de fuga. Um dos motosserristas faz o corte da árvore,  enquanto o outro separa o tronco da copa, divide o tronco em toras e  elimina obstáculos ao arraste.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;precorte&quot;&gt;&lt;/a&gt; &lt;b&gt;PRÉ-CORTE&lt;/b&gt; &lt;br /&gt;
As árvores devem ser preparadas para o corte observando os seguintes casos:&lt;br /&gt;
&lt;br /&gt;
1. Verificar se a direção de queda recomendada é possível e se existe  riscos de acidentes, por exemplo, galhos quebrados pendurados na copa.&lt;br /&gt;
2. Limpar o tronco a ser cortado. Cortar cipós e arvoretas e remover  eventuais casas de cupins, galhos quebrados ou outros obstáculos  situados próximos à árvore.&lt;br /&gt;
3. Fazer o teste do oco. Para certificar se a árvore está oca, o  motosserrista introduz o sabre da motosserra no tronco no sentido  vertical. Conforme a resistência de entrada, pode-se avaliar a presença e  o tamanho do oco.&lt;br /&gt;
&lt;img align=&quot;right&quot; src=&quot;http://www.manejoflorestal.org/guia/cap7_2.gif&quot; /&gt;&lt;br /&gt;
4. Retirar os pregos e plaquetas de alumínio que tenham sido colocados  nas árvores durante o censo e transferi-los para a base da árvore  (abaixo da linha de corte). A remoção é importante, uma vez que os  pregos podem causar danos à serra fita durante o processamento da  madeira.&lt;br /&gt;
5. Preparar os caminhos de fuga, por onde a equipe deve se afastar no  momento da queda da árvore. Os caminhos devem ser construídos no sentido  contrário à tendência de queda da árvore (Figura 1).&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Para árvores com tronco de boa qualidade (pouco inclinado, sem  sapopemas) e direção natural de queda favorável à operação de arraste,  utiliza-se a técnica padrão de corte. As outras técnicas, classificadas  como &quot;cortes especiais&quot;, são utilizadas para as árvores que apresentam  pelo menos uma das seguintes características: diâmetro grande,  inclinação excessiva, tendência à rachadura, presença de sapopemas,  existência de ocos grandes e direção de queda desfavorável ao arraste. &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;tec_padrao&quot;&gt;&lt;/a&gt; &lt;b&gt;TÉCNICA PADRÃO DE CORTE&lt;/b&gt; &lt;br /&gt;
A técnica padrão consiste em uma seqüência de três entalhes: abertura da  &quot;boca&quot;, corte diagonal e corte de abate ou direcional (Figura 2).&lt;br /&gt;
&lt;br /&gt;
&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_3.gif&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
1. A abertura da &lt;b&gt;&quot;boca&quot;&lt;/b&gt; é um corte horizontal no tronco (sempre  no lado de queda da árvore) a uma altura de 20 cm do solo. Esse corte  deve penetrar no tronco até atingir  cerca de um terço do diâmetro da  árvore.&lt;br /&gt;
2. Em seguida, faz-se um outro corte, em diagonal, até atingir a linha  de corte horizontal, formando com esta um ângulo de 45 graus.&lt;br /&gt;
3. Por último, é feito o corte de &lt;b&gt;abate&lt;/b&gt; de forma horizontal, no  lado oposto à &quot;boca&quot;. A altura desse corte em relação ao solo é 30 cm, e  a profundidade atinge metade do tronco.&lt;br /&gt;
&lt;br /&gt;
A parte não cortada do tronco (entre a linha de abate e a &quot;boca&quot;),  denominada dobradiça, serve para apoiar a árvore durante a queda,  permitindo que esta caia na direção da abertura da &quot;boca&quot;. A largura da  dobradiça deve equivaler a 10% do diâmetro da árvore.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;tec_especiais&quot;&gt;&lt;/a&gt; &lt;b&gt;TÉCNICAS ESPECIAIS DE CORTE&lt;/b&gt; &lt;br /&gt;
As técnicas especiais de corte têm como base a técnica padrão, sendo empregadas para as seguintes situações.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;dir_alterada&quot;&gt;&lt;/a&gt; &lt;b&gt;Árvores cuja direção de queda precisa ser alterada&lt;/b&gt; &lt;br /&gt;
Para facilitar o arraste e proteger árvores remanescentes, em algumas  situações é preciso orientar a queda da árvore a ser extraída para uma  direção diferente da sua tendência natural. &lt;br /&gt;
O ajudante introduz a cunha na fenda do corte de abate direcionando a  queda da árvore. A cunha, inserida no lado de inclinação natural da  árvore, funciona como um suporte, dificultando a queda nesta direção  (Figura 3). &lt;br /&gt;
&lt;br /&gt;
&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_4.gif&quot; /&gt;&lt;br /&gt;
&lt;img align=&quot;right&quot; src=&quot;http://www.manejoflorestal.org/guia/cap7_5.gif&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
O controle da direção de queda pode ser reforçado deixando uma dobradiça  mais estreita no lado de queda natural. Essa parte rompe primeiro,  causando uma torção e direcionando a queda da árvore para o lado  desejado (Figura 4).&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;rachadura&quot;&gt;&lt;/a&gt; &lt;b&gt;Árvores com tendência à rachadura&lt;/b&gt; &lt;br /&gt;
Algumas espécies como maçaranduba (Manilkara huberi) e jarana  (Lecythislurido) são mais propensas a racharem durante o corte. Para  reduzir a tensão e, conseqüentemente, as chances de rachadura durante a  operação de derrubada, deve-se cortar as bordas da dobradiça como  ilustra a Figura 5.&lt;br /&gt;
&lt;br /&gt;
&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_6.gif&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;oco&quot;&gt;&lt;/a&gt; &lt;b&gt;Árvores com oco&lt;/b&gt; &lt;br /&gt;
A maior parte dos acidentes graves no corte são provocados pela  derrubada de árvores ocadas, pois estas tendem a cair rapidamente e em  uma direção imprevisível. Se a árvore está ocada apenas na base do  tronco (um metro de altura), o corte acima do oco resolve o problema. No  entanto, se o oco se estende além da base do tronco, é necessário  adotar um corte especial como indica a Figura 6.&lt;br /&gt;
&lt;br /&gt;
&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_7.gif&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;grandes&quot;&gt;&lt;/a&gt; &lt;b&gt;Árvores grandes&lt;/b&gt; &lt;br /&gt;
As árvores grandes precisam ser cortadas em etapas, facilitando o  manuseio da motosserra e evitando que o sabre fique preso à árvore. A  Figura 7 apresenta uma seqüência de três entalhes.&lt;br /&gt;
&lt;br /&gt;
&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_8.gif&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;inclinado&quot;&gt;&lt;/a&gt; &lt;b&gt;Árvores com tronco muito inclinado&lt;/b&gt; &lt;br /&gt;
As árvores com inclinação acentuada oferecem maiores riscos de acidentes  durante o corte por causa da rapidez com que elas tendem a cair. Além  disso, as rachaduras provocadas por erros no corte são mais comuns  nessas árvores. Para reduzir tais problemas, são utilizadas as seguintes  técnicas de corte como mostra a Figura 8.&lt;br /&gt;
&lt;br /&gt;
&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_9.gif&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;sapopemas&quot;&gt;&lt;/a&gt; &lt;b&gt;Árvores com sapopemas&lt;/b&gt; &lt;br /&gt;
Na Floresta Amazônica é relativamente comum espécies de valor madeireiro  com sapopemas (raízes laterais situadas na base da árvore). O tronco de  algumas das espécies segue maciço até a base do solo. A adoção das  técnicas de corte apresentadas na Figura 9 permite um melhor  aproveitamento da madeira dessas espécies (em torno de 0,12 m3 por  hectare).&lt;br /&gt;
&lt;br /&gt;
&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_10.gif&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;inclinacao&quot;&gt;&lt;/a&gt; &lt;b&gt;Como cortar árvores com inclinação acentuada e sapopemas&lt;/b&gt; &lt;br /&gt;
Para as árvores com inclinação acentuada e sapopemas, o corte deve seguir as etapas descritas na Figura 10.&lt;br /&gt;
&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_11.gif&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;img align=&quot;right&quot; src=&quot;http://www.manejoflorestal.org/guia/cap7_12.gif&quot; /&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;errostipicos&quot;&gt;&lt;/a&gt; &lt;b&gt;ERROS TÍPICOS NO CORTE&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Erro na altura do corte. Ao invés de fazer o corte de abate na altura  recomendada (30 cm), o motosserrista, por falta de treinamento e também  por comodidade, o faz na altura da cintura (60-70 cm). Esse erro  ocasiona um desperdício de 0,25 m3 por hectare (Figura 11).&lt;br /&gt;
&lt;br /&gt;
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&lt;table border=&quot;1&quot; cellpadding=&quot;5&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td&gt;&lt;img align=&quot;right&quot; src=&quot;http://www.manejoflorestal.org/guia/cap7_13.gif&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Solução&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
O motosserrista alivia o peso da motosserra dobrando os joelhos, ou  apoiando a motosserra sobre a árvore durante o corte (Figura 12).&lt;br /&gt;
&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;b&gt;ERROS TÍPICOS NO CORTE&lt;/b&gt; &lt;br /&gt;
Erro no corte da &quot;boca&quot; (profundidade e ângulo). Se o corte diagonal for  menor que 45 graus e não interceptar o corte horizontal, as chances da  árvore rachar durante a queda são maiores. Esse erro representa uma  perda média de 1,2 m3 por hectare (Figura 13).&lt;br /&gt;
&lt;br /&gt;
&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_14.gif&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;poscorte&quot;&gt;&lt;/a&gt; &lt;b&gt;PÓS-CORTE&lt;/b&gt; &lt;br /&gt;
As atividades pós-corte consistem inicialmente em fazer o desponte  (separar a copa do tronco) e dividir a tora em toras menores  (traçamento). O número de toras depende do comprimento inicial do  tronco, da densidade da madeira (toras pesadas são difíceis de  transportar), das especificações do mercado, do tipo de veículo de  transporte e da posição da queda em relação ao ramal de arraste. Em  seguida, o motosserrista deve observar se existem potenciais obstáculos  ao guinchamento da tora como, por exemplo, arvoretas ou tocos no  caminho. Caso existam, ele deve eliminá-los (Figura 14). A equipe de  derrubada deve traçar as árvores caídas naturalmente cruzando as trilhas  de arraste. Essas árvores estão indicadas no mapa de planejamento e  marcadas no campo com fitas coloridas.&lt;br /&gt;
&lt;br /&gt;
&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_15.gif&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;erros_pos&quot;&gt;&lt;/a&gt; &lt;b&gt;Erros comuns no pós-corte&lt;/b&gt; &lt;br /&gt;
&lt;img align=&quot;right&quot; src=&quot;http://www.manejoflorestal.org/guia/cap7_16.gif&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Erro no Destopamento&lt;/i&gt; &lt;br /&gt;
Erro no destopamento: corte feito abaixo do recomendado (Figura 15).  Esse tipo de erro provoca o desperdício médio de 0,83 m3 por hectare.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Erro na estimativa do oco&lt;/i&gt; A superestimativa do comprimento do oco (Figura 16a) ocasiona um desperdício médio de 0,03 m3 por hectare.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;6&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td&gt;&lt;br /&gt;
&lt;i&gt;Teste da vara. &lt;/i&gt;Consiste em introduzir uma vara no oco para  definir a sua extensão. Em geral, o traçamento é feito 30 cm além do  oco, para retirar a madeira apodrecida (Figura 16b). Entretanto, no caso  de espécies de alto valor, mesmo essa parte oca pode ser aproveitada,  desde que o oco tenha um diâmetro pequeno.&lt;br /&gt;
&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_17.gif&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;acidentes&quot;&gt;&lt;/a&gt; &lt;b&gt;PREVENÇÃO DE ACIDENTES NO CORTE&lt;/b&gt; &lt;br /&gt;
A maioria dos acidentes na exploração madeireira (alguns fatais) ocorre  na etapa de corte das árvores. Para evitar tais acidentes, além das  técnicas adequadas de corte, deve-se adotar as seguintes medidas  preventivas:&lt;br /&gt;
&lt;br /&gt;
Figura 17. Usando o caminho de fuga sem obstáculos e com a motosserra desligada.&lt;br /&gt;
&lt;br /&gt;
&lt;img align=&quot;right&quot; src=&quot;http://www.manejoflorestal.org/guia/cap7_18.gif&quot; /&gt;&lt;br /&gt;
&lt;i&gt;Corte de cipós.&lt;/i&gt; É comum as árvores estarem entrelaçadas por  cipós. Desta maneira, basta que uma árvore seja derrubada para que  outras árvores também caiam. O corte de cipós reduz expressivamente o  número de riscos de acidentes para as equipes de exploração (Capítulo  3).&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Construir caminho de fuga.&lt;/i&gt; A equipe de corte limpa a área em  torno da árvore a ser extraída, removendo os eventuais obstáculos como  arvoretas e galhos quebrados. Em seguida, define e abre o caminho de  fuga, fora do raio provável de queda da árvore (Figura 17).&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Manter uma distância mínima entre as equipes. &lt;/i&gt;Quando duas ou mais  equipes estão trabalhando em uma mesma área de exploração, é necessário  que mantenham uma distância mínima entre si de 100 metros (Figura 18).  Além disso, o gerente da exploração pode usar as informações do mapa do  planejamento para indicar onde as equipes devem estar posicionadas na  floresta. &lt;br /&gt;
&lt;br /&gt;
&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_19.gif&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Uso dos equipamentos de segurança.&lt;/i&gt; A equipe de corte deve usar  roupas apropriadas para o trabalho florestal como botas antiderrapantes  com bico de aço, capacetes e luvas. No caso do motosserrista, capacete  com proteção para os olhos e ouvidos e calça de nylon (Anexo 1).&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Uso correto da motosserra.&lt;/i&gt; As várias situações de risco durante o  corte são derivadas do uso inadequado da motosserra. Ver Anexo 2 para  uma revisão das regras de segurança quanto ao uso da motosserra.&lt;br /&gt;
&lt;b&gt;CONCLUSÃO&lt;/b&gt; As recomendações técnicas para o corte das árvores apresentadas neste  capítulo foram testadas com êxito no Projeto Piloto de Manejo Florestal.  A utilização dessas técnicas trouxe três grandes benefícios. Primeiro,  evitou que 1,8 m3 de madeira por hectare fossem desperdiçados e  contribuiu para a redução dos danos ecológicos. Segundo, aumentou a  segurança do trabalho, reduzindo em até 18 vezes os riscos de acidentes.  E, por último, aumentou a produtividade da equipe de corte se comparado  ao sistema convencional.&lt;br /&gt;
&lt;br /&gt;
&lt;hr noshade=&quot;noshade&quot; size=&quot;1&quot; /&gt;
&lt;b&gt;ANEXO 1&lt;/b&gt; &lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;equipamentos&quot;&gt;&lt;/a&gt; &lt;b&gt;Equipamentos e materiais usados pela equipe de corte&lt;/b&gt; &lt;br /&gt;
&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_20.gif&quot; /&gt;&lt;br /&gt;
&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_21.gif&quot; /&gt;&lt;br /&gt;
&lt;b&gt;ANEXO 2&lt;/b&gt; &lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=9136677167211552199&quot; name=&quot;regras_seg&quot;&gt;&lt;/a&gt; &lt;b&gt;Regras de segurança quanto ao uso da motosserra &lt;/b&gt;&lt;br /&gt;
&lt;i&gt;(Ver também manual de instrução das motosserras)&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Para ligar a motosserra. &lt;/i&gt;Uma maneira correta é colocar a  motosserra no solo tendo o pé direito do motosserrista fixo ao protetor e  a mão esquerda segurando firme a alça. O arranque é acionado com a mão  direita (Figura 1a). A outra forma é apoiar a motosserra entre as  pernas. O motosserrista segura a alça com a mão esquerda e, em seguida,  aciona o arranque com a mão direita (Figura 1b). Nos dois casos, o sabre  deve ficar livre de qualquer obstáculo e com a ponta voltada para a  direção oposta ao corpo do motosserrista.&lt;br /&gt;
&lt;img src=&quot;http://www.manejoflorestal.org/guia/cap7_22.gif&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Para abastecer a motosserra. &lt;/i&gt;Abastecer a motosserra com o motor  desligado. Manter o reservatório de combustível distante no mínimo 3  metros do local de operação da motosserra. Isso evita riscos de  incêndio.&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Para transportar a motosserra.&lt;/i&gt; A motosserra deve estar desligada  sempre que o motosserrista for se deslocar dentro da floresta,  principalmente durante a fuga. O motosserrista pode manter a motosserra  ligada apenas enquanto se movimenta em torno da árvore para o corte.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: right;&quot;&gt;
Fonte: http://www.manejoflorestal.org/&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/9136677167211552199'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/9136677167211552199'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2011/03/corte-das-arvores.html' title='CORTE DE ARVORE: CONHEÇA UM POUCO DO NOSSO TRABALHO'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-68496832262780639</id><published>2011-01-25T18:46:00.000-08:00</published><updated>2016-04-11T12:56:26.717-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="NOTÍCIAS"/><title type='text'>CORTE DE ARVORE NO PARQUE MUNICIPAL DE BH</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/AVvXsEhArt4fOkRXGNrA8qhuMfEKOzXMOACJeTvBkeo9eK4cbs7WkSSzjAeR1hW4Z7kO_QjinHgSFCfvE8MxC0yQ4vUf_q8eJwKAx-fOprYO6GoJd3OTeRSWvneS5Jsukn5ET_w3tfbAY0QKgEg/s1600/arvore+parque+municipal.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhArt4fOkRXGNrA8qhuMfEKOzXMOACJeTvBkeo9eK4cbs7WkSSzjAeR1hW4Z7kO_QjinHgSFCfvE8MxC0yQ4vUf_q8eJwKAx-fOprYO6GoJd3OTeRSWvneS5Jsukn5ET_w3tfbAY0QKgEg/s320/arvore+parque+municipal.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;color: #741b47; font-family: Arial,Helvetica,sans-serif; font-size: 12px; margin-bottom: 10px;&quot;&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;Parque Municipal.&lt;/span&gt;&lt;span style=&quot;margin-left: 5px;&quot;&gt;Primeiras árvores condenadas foram retiradas ontem; total deve passar de 510&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: red; font-family: Arial,Helvetica,sans-serif; font-size: 24px; font-weight: bold; margin-bottom: 20px;&quot;&gt;
Cortes superam o esperado&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: Arial,Helvetica,sans-serif; font-size: 14px; margin-bottom: 20px;&quot;&gt;
&lt;b&gt;Corpo de Bombeiros reforça equipe a partir desta semana para nova avaliação&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
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&amp;nbsp; &lt;/div&gt;
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&lt;/div&gt;
&lt;/div&gt;
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&lt;/div&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div id=&quot;div_materia&quot; style=&quot;color: black; font-family: Arial,Helvetica,sans-serif; font-size: 12px; line-height: 20px; margin-bottom: 30px;&quot;&gt;
A  mais antiga área verde de Belo Horizonte pode perder mais de 510  árvores nas próximas semanas. Até ontem, a força-tarefa montada pela  prefeitura para vistoriar o Parque Municipal Renné Gianetti, no centro  da capital, já havia condenado 236 exemplares da área, o equivalente a  14% do total avaliado. O índice, entretanto, pode ser ainda maior,  devido a uma nova análise à qual alguns dos vegetais serão submetidos a  partir dos próximos dias.&lt;br /&gt;
&lt;br /&gt;
Nesta semana, os 24 técnicos, engenheiros e biólogos ganharão o  reforço do Corpo de Bombeiros. Junto com os militares, a equipe testará a  estabilidade de troncos e raízes das 3.700 árvores do parque -  inclusive as já vistoriadas pela força-tarefa. Com isso, mesmo aquelas  plantas que já foram consideradas saudáveis correm o risco de ser  suprimidas.Para o diretor da Fundação Municipal de Parques, Luiz Gustavo  Fortini, a previsão do número de cortes surpreendeu os envolvidos no  trabalho. &quot;É importante dizer, porém, que nem todas essas árvores  condenadas estão com risco iminente de queda. Algumas delas apresentavam  má formação, outras estavam ocas ou, ainda, em local inapropriado&quot;,  ressaltou.&lt;br /&gt;
&lt;br /&gt;
O teste de estabilidade que será aplicado em parceria com os  bombeiros é conhecido como &quot;puxôme-tro&quot;. Com um cabo e uma manivela, os  técnicos irão submeter as árvores a uma determinada força e, se elas  mexerem, é um sinal de que a base está com problemas. &quot;A vistoria que  estávamos fazendo até agora é um trabalho visual e, com essa técnica,  vamos ter um diagnóstico mais preciso&quot;, explicou.&lt;br /&gt;
&lt;br /&gt;
Segundo Fortini, o trabalho da força-tarefa deve durar mais duas  semanas e a reabertura do parque ao público será discutida em uma  reunião a ser realizada nos próximos dias. O espaço está fechado desde  14 de janeiro, após a queda de um jatobá ter provocado a morte de uma  aposentada de 57 anos.&lt;br /&gt;
&lt;br /&gt;
Balanço. Técnicos da força-tarefa da prefeitura realizaram ontem o  corte das sete primeiras árvores condenadas no Parque Municipal, entre  elas ipês e angicos. Até o momento, cerca de 1.700 exemplares já foram  avaliados - 46% do total.&lt;br /&gt;
&lt;br /&gt;
Faixas verdes foram colocadas em 1.007 árvores, indicando bom  estado de conservação, e fitas brancas, nas 363 que serão podadas.  Outras 98 receberam a cor amarela e precisarão passar por uma nova  avaliação.&lt;br /&gt;
&lt;br /&gt;
A Secretaria de Meio Ambiente informou que assinará, até o dia 1º  de fevereiro, o convênio que permitirá a realização do inventário  completo das 310 mil árvores existentes na capital.&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/68496832262780639'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/68496832262780639'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2011/01/corte-de-arvore-no-parque-municipal-de.html' title='CORTE DE ARVORE NO PARQUE MUNICIPAL DE BH'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhArt4fOkRXGNrA8qhuMfEKOzXMOACJeTvBkeo9eK4cbs7WkSSzjAeR1hW4Z7kO_QjinHgSFCfvE8MxC0yQ4vUf_q8eJwKAx-fOprYO6GoJd3OTeRSWvneS5Jsukn5ET_w3tfbAY0QKgEg/s72-c/arvore+parque+municipal.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-3334434281937440409</id><published>2011-01-07T17:23:00.000-08:00</published><updated>2016-04-11T12:56:47.044-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CORTE E PODA COM A BH CORTE E PODA"/><title type='text'>Corte e poda de arvores em BH e região metropolitana é com a BH podas.</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqRblTaM70-VLHoYvGOBKCnhvkAt_mMvHgri3-IoNHYZBaIWApZBjCSpNwCaCw-G8fVoKJ9_67nEMop0pouFZwMw0EmXzKbZb3xy9GL5y4bOyZUYh0_h7rWj1ZdWvFifS66ZcnRDAa0fs/s1600/araucaria+excelsior+de+500+anos.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqRblTaM70-VLHoYvGOBKCnhvkAt_mMvHgri3-IoNHYZBaIWApZBjCSpNwCaCw-G8fVoKJ9_67nEMop0pouFZwMw0EmXzKbZb3xy9GL5y4bOyZUYh0_h7rWj1ZdWvFifS66ZcnRDAa0fs/s320/araucaria+excelsior+de+500+anos.JPG&quot; style=&quot;color: #274e13;&quot; width=&quot;240&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #cc0000; font-size: x-large;&quot;&gt;Contate-nos hoje mesmo para agendarmos o teu orçamento de corte de arvore. Importante lembrar de solicitar a autorização de corte junto à respectiva Regional da PBH ou Prefeitura de sua cidade.&lt;/span&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/3334434281937440409'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/3334434281937440409'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2011/01/corte-e-poda-de-arvores-em-bh-e-regiao.html' title='Corte e poda de arvores em BH e região metropolitana é com a BH podas.'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqRblTaM70-VLHoYvGOBKCnhvkAt_mMvHgri3-IoNHYZBaIWApZBjCSpNwCaCw-G8fVoKJ9_67nEMop0pouFZwMw0EmXzKbZb3xy9GL5y4bOyZUYh0_h7rWj1ZdWvFifS66ZcnRDAa0fs/s72-c/araucaria+excelsior+de+500+anos.JPG" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-8255354394796281529</id><published>2010-11-07T05:01:00.000-08:00</published><updated>2016-04-11T12:57:21.029-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CORTE DE ARVORE"/><category scheme="http://www.blogger.com/atom/ns#" term="PODA E LIMPEZA DE PALMEIRA"/><title type='text'>AQUI VOCE ENCONTRA CORTE DE ARVORE, PODA E LIMPEZA DE PALMEIRA.</title><content type='html'>&lt;h2 class=&quot;date-header&quot;&gt;
domingo, 07 de novembro de 2010&lt;/h2&gt;
&lt;h2 class=&quot;date-header&quot;&gt;
TRABALHAMOS COM SEGURANÇA, FERRAMENTAS ADEQUADAS, E EQUIPAMENTOS DE PROTEÇÃO INDIVIDUAL. &lt;/h2&gt;
&lt;a href=&quot;http://www.blogger.com/post-edit.g?blogID=3761969781280393380&amp;amp;postID=8255354394796281529&quot; name=&quot;5100801381165532477&quot;&gt;&lt;/a&gt;   &lt;br /&gt;
&lt;blockquote&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3C6lXEhV2Uryu-uuaUUzMSfgrZj_be4jiaQvzqtcUX6vqw6jevQMuOKmZVF6GuutxPEV8ylEKQ1evT_O2LY_8T0A2jvSuOXAyH_YlARJ8P1LUXlEeqFYVmOg7HepZhr1l83JlpsLdbXs/s1600/sitio+sete+lagoas+eucapilitos+parte+2+035.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3C6lXEhV2Uryu-uuaUUzMSfgrZj_be4jiaQvzqtcUX6vqw6jevQMuOKmZVF6GuutxPEV8ylEKQ1evT_O2LY_8T0A2jvSuOXAyH_YlARJ8P1LUXlEeqFYVmOg7HepZhr1l83JlpsLdbXs/s320/sitio+sete+lagoas+eucapilitos+parte+2+035.jpg&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGsOCHLYr56eA0aUPPqAIWekQoCsOg1dbizCE6qJG-Hwya3HVnH80_Q6pmT2ggRtezsNvTL7AN-iR6KOhjr04uA03jFaxFzEJAE2bCNcnjzIbIysyP8veKwLE6z0uCXwP-U_fWNXKoLpY/s1600/sitio+sete+lagoas+eucapilitos+parte+2+034.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGsOCHLYr56eA0aUPPqAIWekQoCsOg1dbizCE6qJG-Hwya3HVnH80_Q6pmT2ggRtezsNvTL7AN-iR6KOhjr04uA03jFaxFzEJAE2bCNcnjzIbIysyP8veKwLE6z0uCXwP-U_fWNXKoLpY/s320/sitio+sete+lagoas+eucapilitos+parte+2+034.jpg&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJS2AlVv9Ymq0lAkaXha6W9mQfoO2L1wBhAHjQCReo3gvkelsHJ4aWpOj99MRcua5DTLtwhyphenhyphent5sdWJv5WPjywUW5XZhOrog76SW52IGyDSkXQXWMKxHzJc-ocgeFaJmzQ_MhDQxjdzgqY/s1600/sitio+sete+lagoas+eucapilitos+parte+2+037.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJS2AlVv9Ymq0lAkaXha6W9mQfoO2L1wBhAHjQCReo3gvkelsHJ4aWpOj99MRcua5DTLtwhyphenhyphent5sdWJv5WPjywUW5XZhOrog76SW52IGyDSkXQXWMKxHzJc-ocgeFaJmzQ_MhDQxjdzgqY/s320/sitio+sete+lagoas+eucapilitos+parte+2+037.jpg&quot; /&gt;&lt;/a&gt;&lt;/blockquote&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/8255354394796281529'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/8255354394796281529'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2010/11/aqui-voce-encontra-corte-de-arvore-poda.html' title='AQUI VOCE ENCONTRA CORTE DE ARVORE, PODA E LIMPEZA DE PALMEIRA.'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3C6lXEhV2Uryu-uuaUUzMSfgrZj_be4jiaQvzqtcUX6vqw6jevQMuOKmZVF6GuutxPEV8ylEKQ1evT_O2LY_8T0A2jvSuOXAyH_YlARJ8P1LUXlEeqFYVmOg7HepZhr1l83JlpsLdbXs/s72-c/sitio+sete+lagoas+eucapilitos+parte+2+035.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-5100801381165532477</id><published>2010-08-01T16:16:00.000-07:00</published><updated>2016-04-11T12:57:41.912-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="TRABALHO EM AGOSTO DE 2010"/><title type='text'>MAIS UM SERVIÇO EXECUTADO PELA BH CORTE E PODA</title><content type='html'>&lt;blockquote&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3C6lXEhV2Uryu-uuaUUzMSfgrZj_be4jiaQvzqtcUX6vqw6jevQMuOKmZVF6GuutxPEV8ylEKQ1evT_O2LY_8T0A2jvSuOXAyH_YlARJ8P1LUXlEeqFYVmOg7HepZhr1l83JlpsLdbXs/s1600/sitio+sete+lagoas+eucapilitos+parte+2+035.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3C6lXEhV2Uryu-uuaUUzMSfgrZj_be4jiaQvzqtcUX6vqw6jevQMuOKmZVF6GuutxPEV8ylEKQ1evT_O2LY_8T0A2jvSuOXAyH_YlARJ8P1LUXlEeqFYVmOg7HepZhr1l83JlpsLdbXs/s320/sitio+sete+lagoas+eucapilitos+parte+2+035.jpg&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGsOCHLYr56eA0aUPPqAIWekQoCsOg1dbizCE6qJG-Hwya3HVnH80_Q6pmT2ggRtezsNvTL7AN-iR6KOhjr04uA03jFaxFzEJAE2bCNcnjzIbIysyP8veKwLE6z0uCXwP-U_fWNXKoLpY/s1600/sitio+sete+lagoas+eucapilitos+parte+2+034.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGsOCHLYr56eA0aUPPqAIWekQoCsOg1dbizCE6qJG-Hwya3HVnH80_Q6pmT2ggRtezsNvTL7AN-iR6KOhjr04uA03jFaxFzEJAE2bCNcnjzIbIysyP8veKwLE6z0uCXwP-U_fWNXKoLpY/s320/sitio+sete+lagoas+eucapilitos+parte+2+034.jpg&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJS2AlVv9Ymq0lAkaXha6W9mQfoO2L1wBhAHjQCReo3gvkelsHJ4aWpOj99MRcua5DTLtwhyphenhyphent5sdWJv5WPjywUW5XZhOrog76SW52IGyDSkXQXWMKxHzJc-ocgeFaJmzQ_MhDQxjdzgqY/s1600/sitio+sete+lagoas+eucapilitos+parte+2+037.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJS2AlVv9Ymq0lAkaXha6W9mQfoO2L1wBhAHjQCReo3gvkelsHJ4aWpOj99MRcua5DTLtwhyphenhyphent5sdWJv5WPjywUW5XZhOrog76SW52IGyDSkXQXWMKxHzJc-ocgeFaJmzQ_MhDQxjdzgqY/s320/sitio+sete+lagoas+eucapilitos+parte+2+037.jpg&quot; /&gt;&lt;/a&gt;&lt;/blockquote&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/5100801381165532477'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/5100801381165532477'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2010/08/blog-post.html' title='MAIS UM SERVIÇO EXECUTADO PELA BH CORTE E PODA'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3C6lXEhV2Uryu-uuaUUzMSfgrZj_be4jiaQvzqtcUX6vqw6jevQMuOKmZVF6GuutxPEV8ylEKQ1evT_O2LY_8T0A2jvSuOXAyH_YlARJ8P1LUXlEeqFYVmOg7HepZhr1l83JlpsLdbXs/s72-c/sitio+sete+lagoas+eucapilitos+parte+2+035.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-3761969781280393380.post-3551723994121656528</id><published>2010-07-29T19:23:00.000-07:00</published><updated>2016-04-11T12:58:05.077-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="SERVIÇOS EFETUADOS"/><title type='text'>CORTE DE EUCALIPTOS SETE LAGOAS, ANO DE 2010</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/3551723994121656528'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3761969781280393380/posts/default/3551723994121656528'/><link rel='alternate' type='text/html' href='http://bhpodas.blogspot.com/2010/07/corte-de-eucaliptos-em-julho-de-2010.html' title='CORTE DE EUCALIPTOS SETE LAGOAS, ANO DE 2010'/><author><name>BH CORTE E PODA. CORTE DE ARVORES e Jardinagem</name><uri>http://www.blogger.com/profile/18304860991235508164</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNQxRTSwfYFdqqYcD_G1cnde68K_wZV7E5lVPMUJNLiW88SVJoCqxfWpK_coT7f1g2svp9Vg4DTLrLjwUgamAWglJb2XwUmSqt6Yh_6Femxh754QdAVz_SNsJJrSy_Tm5WqCho6xMogVY/s72-c/sitio+sete+lagoas+eucapilitos+031.jpg" height="72" width="72"/></entry></feed>