tag:blogger.com,1999:blog-49693872054343255402023-07-10T21:11:02.159-07:00AJC SISTEMAS NEWSAJC SISTEMAS NEWS -[ AJC Consultoria e Sistemas Ltda - Desenvolvimento de Software e Soluções em TI ]
Unknownnoreply@blogger.comBlogger9125tag:blogger.com,1999:blog-4969387205434325540.post-23732832311503390712017-11-22T08:51:00.002-08:002017-11-22T08:51:43.406-08:00AJC SISTEMAS NEWS - Número: 006/2017 - [ NATUREZA DA OPERAÇÃO NÃO É CFOP ]<br />
<br />
<header style="background-color: #fdfdfd; border-bottom: 1px solid rgb(204, 204, 204); box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 20px;"><h1 class="post-title" style="box-sizing: border-box; color: inherit; font-family: "Open Sans Regular", sans-serif; font-size: 36px; line-height: 1.1; margin: 0px 0px 10px;">
Natureza da Operação não é CFOP</h1>
<div class="post-excerpt" style="box-sizing: border-box; font-size: 1.1em; font-weight: 600; margin-bottom: 1.5em;">
Você sabia que Natureza da Operação não é CFOP? Saiba como preencher corretamente esses campos para emitir corretamente a sua nota fiscal.<br />
<span style="font-family: "open sans light" , sans-serif; font-size: 13.6px; font-weight: 300;">Autor: Francisco Santos - Sefaz Nacioanl | Leia em 3 minutos</span></div>
</header><br />
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
Ao emitir sua nota fiscal você passa pelo preenchimento de alguns campos. Uns são simples, outros nos fazem ficar com algumas dúvidas.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
Dois desses campos que nos trazem algumas incertezas são a natureza da operação e CFOP – Código Fiscal de Operações e Prestações.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
Há quem afirme com toda convicção que natureza da operação é a mesma coisa que CFOP. É preciso tomar cuidado: <span style="box-sizing: border-box; font-weight: 700;">natureza da operação não é CFOP.</span></div>
<h2 id="o-que-e-natureza-da-operacao-" style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Regular", sans-serif; font-weight: 300; line-height: 1.1; margin-bottom: 10px; margin-top: 50px;">
<a class="anchor-link-button" href="http://www.asseinfo.com.br/blog/natureza-da-operacao-nao-e-cfop/#o-que-e-natureza-da-operacao-" style="background-color: transparent; box-sizing: border-box; text-decoration-line: none;" target="_blank">O que é natureza da operação?</a></h2>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
A natureza da operação é o campo que você deve descrever o que está fazendo com o produto.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
Por exemplo: se você está vendendo, a sua natureza da operação deve ser venda. Se é produto em consignação, a natureza da operação deve ser remessa em consignação.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
Esse campo serve para descrever todas as operações que envolvem o seu produto: compra, amostra grátis, conserto, transferência, devolução, etc.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
Mas só é permitido ter uma natureza da operação por nota fiscal.</div>
<h2 id="o-que-e-cfop-" style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Regular", sans-serif; font-weight: 300; line-height: 1.1; margin-bottom: 10px; margin-top: 50px;">
<a class="anchor-link-button" href="http://www.asseinfo.com.br/blog/natureza-da-operacao-nao-e-cfop/#o-que-e-cfop-" style="background-color: transparent; box-sizing: border-box; text-decoration-line: none;" target="_blank">O que é CFOP?</a></h2>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
CFOP ou Código Fiscal de Operações e Prestações é o código que identifica as entradas e saídas de produto. Mostra também se o produto vai circular dentro do mesmo estado ou em estados diferentes entre origem e destino.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
O CFOP define também a arrecadação de impostos.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
Esse código é formado por quatro números. O primeiro define o tipo de operação: entrada ou saída. Os outros se referem ao tipo e finalidade do produto: se o produto foi produzido pelo seu estabelecimento, se é matéria prima, se vai ser consumido, vendido ou até mesmo se é uma venda simples.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
As possibilidades são muitas, é possível ver a lista de todos os CFOPs no site da <a href="http://www.nfe.fazenda.gov.br/portal/exibirArquivo.aspx?conteudo=q45CSx9EjV8=" style="background-color: transparent; box-sizing: border-box; color: #337ab7; text-decoration-line: none;">SEFAZ</a>.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
<a class="anchor-link-button" href="http://www.asseinfo.com.br/blog/natureza-da-operacao-nao-e-cfop/#pode-ter-mais-de-um-cfop-na-mesma-nota-" style="background-color: transparent; box-sizing: border-box; font-family: "Open Sans Regular", sans-serif; text-decoration-line: none;" target="_blank">Pode ter mais de um CFOP na mesma nota?</a></div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
Pode. Para cada item de NF-e é possível ter um CFOP próprio desde que os CFOPs sejam de natureza igual ou semelhante. Como assim?</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
Se você fosse emitir uma nota fiscal para venda, a natureza da operação seria venda. E se fosse emitir para brinde, a natureza da operação seria bonificação. São duas naturezas da operação diferentes mas que não se contradizem. São semelhantes.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
Então, é possível você fazer uma nota fiscal com a natureza da operação venda e alguns itens serem bonificados.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
Nesse caso você terá CFOPs de venda e de bonificação. Desde que a principal operação da nota seja realmente venda.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
Essa forma é válida também para venda e consignação e quaisquer outras operações semelhantes.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
Um outro exemplo é quando você faz um venda com produtos com características diferentes. É possível emitir na mesma nota CFOPs da mesma natureza da operação: 5101, 5102, 5401 e 5405.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
Nesse caso você estaria emitindo uma nota com natureza da operação semelhante: venda, mas os CFOPs diferentes.<br />
CFOP 5101 – venda de produção do estabelecimento<br />
CFOP 5102 – venda de mercadoria adquirida ou recebida de terceiros<br />
CFOP 5401 – venda de produção do estabelecimento em operação com produto sujeito ao regime de substituição tributária, na condição de contribuinte substituto<br />
e CFOP 5405 – venda de mercadoria adquirida ou recebida de terceiros em operação com mercadoria sujeita ao regime de substituição tributária, na condição de contribuinte substituído.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
O que não é permitido é você emitir uma nota com a natureza da operação venda e ter CFOPs de devolução ou remessa para conserto, por exemplo. Essas naturezas da operação não são semelhantes e portanto devem estar em notas fiscais distintas.</div>
<div style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px; margin-bottom: 1.5em;">
Uma forma de ver se as naturezas da operação são distintas é analisar se elas se contradizem. Usar o bom senso é fundamental! Venda e devolução são parecidas? Não, portanto não podem ficar na mesma nota fiscal.</div>
<br />
<article style="background-color: #fdfdfd; box-sizing: border-box; color: #111111; font-family: "Open Sans Light", sans-serif; font-size: 16px;">
</article>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4969387205434325540.post-83899455556907862862017-11-09T08:35:00.000-08:002017-11-09T08:35:54.062-08:00AJC SISTEMAS NEWS - Número: 005/2017 - [ NOVAS MUDANÇAS DO CTE VERSÃO 3.0 ]<div style="border: 0px; font-family: Lato, sans-serif; margin-bottom: 24px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;">
<span style="color: red;">O CT-eOS, Modelo 67 substituirá a Nota Fiscal de Serviço de Transporte, Modelo 7, quando utilizado:</span></div>
<ul style="border: 0px; color: #2b2b2b; font-family: Lato, sans-serif; font-size: 13px; list-style-image: initial; list-style-position: initial; margin: 0px 0px 24px 20px; outline: 0px; padding: 0px; vertical-align: baseline;">
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Por agência de viagem ou por transportador, sempre que executar, em veículo próprio ou afretado, serviço de transporte intermunicipal, interestadual ou internacional, de pessoas;</li>
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Por transportador de valores para englobar, em relação a cada tomador de serviço, as prestações realizadas, desde que dentro do período de apuração do imposto;</li>
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Por transportador de passageiro para englobar, no final do período de apuração do imposto, os documentos de excesso de bagagem emitidos durante o mês.</li>
</ul>
<div>
<span style="color: #2b2b2b; font-family: "lato" , sans-serif;"><span style="font-size: 13px;"><br /></span></span></div>
<div>
<div style="border: 0px; font-family: Lato, sans-serif; margin-bottom: 24px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;">
<span style="color: red;">O CT-e, Modelo 57 quando utilizado:</span></div>
<ul style="border: 0px; color: #2b2b2b; font-family: Lato, sans-serif; font-size: 13px; list-style-image: initial; list-style-position: initial; margin: 0px 0px 24px 20px; outline: 0px; padding: 0px; vertical-align: baseline;">
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><div style="border: 0px; margin-bottom: 24px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;">
O CT-e substitui os seguintes documentos fiscais:</div>
</li>
<ul style="border: 0px; list-style: disc; margin: 0px 0px 24px 20px; outline: 0px; padding: 0px; vertical-align: baseline;">
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Conhecimento de Transporte Rodoviário de Cargas – Modelo 8</li>
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Conhecimento de Transporte Aquaviário de Cargas – Modelo 9 </li>
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Conhecimento Aéreo – Modelo 10</li>
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Conhecimento de Transporte Ferroviário de Cargas – Modelo 11</li>
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Nota Fiscal de Serviço de Transporte Ferroviário de Cargas – Modelo 27</li>
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"> Nota Fiscal de Serviço de Transporte (quando utilizada em transporte de carga – “excesso de bagagem”) – Modelo 07</li>
<li style="border: 0px; font-family: inherit; font-style: inherit; font-weight: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Transporte Dutoviário</li>
</ul>
</ul>
<div>
<span style="color: #2b2b2b; font-family: "lato" , sans-serif;"><span style="font-size: 13px;"><br /></span></span></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4969387205434325540.post-65058819871918582262017-05-15T12:03:00.000-07:002017-05-15T12:03:45.595-07:00AJC SISTEMAS NEWS - Número: 004/2017 - [ MUDANÇAS no MDF-e na versão 3.0 ]A AJC CONSULTORIA INFORMA:<br />
<br />
A partir do dia 2 de de outubro passa a ser obrigatória a utilização do Manifesto Eletrônico de Documentos Fiscais (MDF-e) na versão 3.0, em substituição a versão 1.00a.<br />
<br />
Para realizar a emissão as transportadores devem a vinculação da placa do veículo ao CNPJ do Transportador; verificação da validade do RNTRC; averbação do seguro obrigatório e a validação do Código Identificador da Operação de Transportes (CIOT). A falta das informações, após a data informada, pode gerar multas por cada documento emitido pelas empresas.<br />
<br />
Como consequência algumas informações relacionadas à prestação do serviço de transportes serão exigidas, e a sua falta impedirá a emissão do MDF-e, sendo elas: vinculação da placa do veículo ao CNPJ do Transportador; verificação da validade do RNTRC; averbação do seguro obrigatório e a validação do CIOT (código identificador da operação de transportes). Essas exigências têm como base a Res. ANTT nº 4.799, de 27 de julho de 2015 da ANTT – Agência Nacional do Transporte Terrestres, entidade que também compõe o mencionado Grupo de Trabalho.<br />
<br />
A falta dessas informações, após a data informada, será verificada de forma digital pela ANTT podendo ser imputada ao transportador penalidades de multas por cada documento emitido, que variam entre R$ 550,00 a R$ 1.500,00 dependendo da infração.<br />
<br />
<h3 align="left" id="sites-page-title-header" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-bottom: none; color: #5064ae; font-family: "Trebuchet MS", arial, sans-serif; font-size: 1.8em; font-stretch: normal; line-height: normal; margin: 0px; padding-left: 10px; padding-right: 10px;" xmlns="http://www.w3.org/1999/xhtml">
<span dir="ltr" id="sites-page-title" style="outline: none;" tabindex="-1">Obrigatoriedade de Gerar o CIOT - Pagamento Eletrônico de Frete</span></h3>
<br />
<div class="sites-canvas-main" id="sites-canvas-main" style="min-height: 150px; overflow: hidden; padding-bottom: 5px; padding-top: 15px;">
<div id="sites-canvas-main-content">
<table cellspacing="0" class="sites-layout-name-one-column sites-layout-hbox" style="margin: 0px; table-layout: fixed; width: 1016px;" xmlns="http://www.w3.org/1999/xhtml"><tbody>
<tr><td class="sites-layout-tile sites-tile-name-content-1" style="padding: 10px; vertical-align: top;"><div dir="ltr">
<div style="line-height: normal;">
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">A Lei Federal nº 11.442/2007 e a Resolução da ANTT nº 3.658/2011 que regulamenta o pagamento de frete </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">realizado por transportador autônomo de cargas e pequenas transportadoras que possuem até três veículos </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">em sua frota cadastrada na ANTT, determina que só há duas formas de se efetuar o pagamento a estes </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">transportadores:</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">- Por meio de depósito em conta corrente ou poupança de titularidade do transportador.</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">- Por meio de pagamento eletrônico de frete. Nesse caso será creditado este valor no cartão frete</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">do transportador.</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">Na prática, para o pagamento do frete aos transportadores que se enquadrarem nessa regra, o contratante </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">deverá escolher uma das empresas administradoras habilitadas pela ANTT, efetuar o cadastro, e a cada </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">operação gerar no site desta administradora o número do CIOT, que deverá ser informado no MDF-e no campo</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">próprio. A opção por uma das duas formas de pagamento é feita no próprio site da operadora no momento da </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">geração do número do CIOT. Verifiquem os custos de cada operadora.</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">Portanto, para transportadoras com a até três veículos e transportadores autônomos, é vedada qualquer outra </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">forma de pagamento que não seja as citadas acima.</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">Para transportadoras com mais de três veículos não existem regras para forma de pagamento, é livre e vale </span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;">o combinado entre as partes.</span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "arial" , sans-serif; font-size: x-small;"><br /></span></div>
</div>
</div>
</td></tr>
</tbody></table>
</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4969387205434325540.post-73755303162382132702017-05-14T08:27:00.000-07:002017-05-14T08:27:32.145-07:00AJC SISTEMAS NEWS - Número: 003/2017 - [ Nova Adesão ao nosso grupo de trabalho ]<div class="gmail_quote">
<div dir="ltr">
<div class="gmail_quote">
<br />
A AJC SISTEMAS apresenta aos nossos clientes mais um parceiro no trabalho de aprimoramento</div>
<div class="gmail_quote">
e soluções para o crescimento empresarial no mercado.</div>
<div class="gmail_quote">
<br />
<br />
<div dir="ltr">
<img height="472" shrinktofit="true" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAU4AAAHYCAYAAAAibAE3AAAgAElEQVR4nOy9d5Qc132gW9U9wABgEiWSIkVKTEgzHaordldX556cc+gcJg9yBgGQAMUEEJFUtGSZEmVJtCRbwZZsS5beWtq19jms7bV9zq7f27V31/vWz+fIG2yLZsD3/qiangBgQAqE6OedP77T3XUr3Nt966vfDVUtCK5OXMIA64ReBKETQexlndBB5JEWCpqfKb9GSVHJagoZTacghykHwpRkjYIqkdMUcrqHnLHdftUC5DSZnO4la3jI6pKN4bM/Gx6yhtf+rPvJ6dI1KSgaecUgp+pkNY2srpDVVHKaRl5d41pkVY0OLcGtQgui2Ing6kAQBnEJ9m8tCp2IQs8aa6zxUyJcT5xVSaOgaIzrChlNo6gYVAIGJVmjqGgUAgkKcpiCEqQgWxQCSWeZRUG2yMkxhyh5xVqGvU7smhQVg6KqkFdVcqpmo2mOONV3XVD/VFkT5xpr3FxWFWde81OSbWGNGQpZTaGoyFRkhaJiLy8pKiXVT0n1UFIClGTDRpEpKRJFRV2CQlEJUFQliqqfkiKtSkHzkdN85FXZlrSiU1A0cqpCTveTV5V3XVL/FFkT5xpr3FxWFWdO91NQVbKazpiukdUDlFQfJUUip+qMa2Hyqk5ek8hrfvvEVSzyiulITXIiRX0Jmt2U1wLkVdlZ7+qMGwHGjAA5TaGg6JTkIEVFI78mzjVxrrHGu8h1xOkjp0lkNc3u31QDFAPbKRsq40acAb2Jccti3AoyHjHIWBGGjQhDWpBczGDE9JGLhxgLhxg1TTJWlPFwhHErbG9jBRm3QsvILGEklmDITDBmWOQCQSqy7vStKuQ0mbXm+po411jj3eAtiNNPVtPJqkGKaoCS6qFo6EQfUnl/fQP31ge5t17j3nqFe+sN7lmvc98GlQ/e4qPcN88HNni4vz7AvfUKH9hgcl99iPvqde6rV7mvXnW21bjvKty90ccHNm3Bd+cWsqpFUVaoKAGKikpO1d91Qf1TZU2ca6xxc1ldnIaXguYlrxoU5DBFRaGi+xjTgxgPWdwiKLiFKG7RxC0GnVeTunUKd77Hz9//BN57p4LL1UB9XZA6waROiFAnWNQJIerEUG2bKxBM3K4o9S6ND27azrgRp6D4qSg+SopKTgm/64L6p8qaONdY4+ay+uCQ7qOoeskrBgXZpCyrVA2FMd1EfyTOesFCEJMIrjiCK4LgiiDWJxDEALffrfC3r8Ht92i41vkQ15m41qUQXAkEMYEgxhBc10FsxSUkeeB2hWEjSlHxU1G8lBSFnBIhpxrvmpwWRvkXPheW8E7sf+W+clc55po411jj3eG64iwpClk1SFa3R8irUpisKhPcauAWIgiChSAkEMQwgktHECKIQoQ77vTxD69d5n13SYiiH1GMIQhpBCGOIFoIQtjZNrIKMUQhyn2bGhkJ2tOfKrJGUfWR1YJkFJVxWV4UhmwPFuU0jbyuk1GU2vSlcVkmE5Ap6gYlI8iYFCAfNBiXZbJSgLzkvCoq5bDJkN/HWCBATtNqrzlFpahqlFWdrKyQDRlkVZW8rFBSNKqqQV6SKSgqWSlA0ZFfJiBT0JyuBUWloKiUNcNez8nTQt4XqOhBSopGUdPtfOoa47pGVtfIXmce65o411jj5vIWxKk64vQ74rQcceq4hQiiEHbEaS4RZ5T33OnlJ69d5q67/IiC3xFn6qcUZwMjQdURp14TZ07TGfH7Gfb5KOoGBU0nq9oT5Je+ZhSFYjBIXrflNS4FGA8EGNMURiSJrKKSU1SGGz32dkGDf/PlX2JMV8nqGuOqLeBRSSIjK+RkhXIwxJgik1UUiopKRTMoyio5WWE8EGBckckbOjldswWuqmRlhYKq2UJ1BFoNmYx47fwvE6CsMGVadv41Ox9Z3Y44rxfVrolzjTVuLjdZnG864vQiuiLOehE7Or2uNK8vzoyiktd1SqEQXZs3k9d1cprGkNdbk+a4LNeixlFJYiwQIK/rjCsyvT4Pw3KAMVWxBaepDMsSv/Vzn2Ag4GdYV+lq3M6gLDESkBj0eRkJSJRMk2HJT16zo8msFCDvRIzFYJAxXaXH28igLNHduJ0RWWJcUcgqKuVgiExAZtjnI+dIvGQEySnLZwhUjCAZKUDZNMk4d0vlVDvqLsury3NNnGuscXO5+eK824soNiK6TEeapo1gIQjRGxbnuCyT0VS+ceEcvd5GcobO2YkJCppek+eoJDGfTnN2apIxRWauKc0fvPIlfveVL/In3/ga53fMMShLDKsyBwb62N3dyZAmcyQ7yo++/EX+zy99gT/65a/wg5c+w+6uDvr8XkZUmeFGD3taWtnf3mE32Q2DAcnHiew4v/uVV/jOz/8cv/PFz/PtFy+RNwwyilKLgD99+BADfh8Fw6Cg6+SWNNVzqkZe0yiFQpTCJvu7u2q3mZZku7tiTZxrrPHucVPF+ff/+Ab3PxBAELYgCH5EdxjBtSDOyA2LM6/Z/ZhDAYn//C++T5/fS84M8u1LF8k5ze+FJvt8cxNfOHWSYSXAk8U8Z2amGFbtqHNXbxefffIJ+mQ/T1ZLHBoaYMRQ+fiJo4yGdPr9XsYUmZyhs6+3m3/37V9jQPJRCZk8NjDA4f4+xnSVPr+Xf/nyZ5luTjOoBhjUZPolHzlDJxOw+2KzmkY2ZPAHv/JV9vX3kg8a5DWdgtN/WltHs5vmE4kYJzJjjOsqWUUh45MoBBTysmJfHBR1sf90TZxrrPEz4eZGnK+/yXvu3MynP/PrPPn0NxFEDcEVRBCDjjTfGXEOyhJ/+dvfp9vvIWsG+dbFC2RlpSbPBXF+5thRRjSFpycqPDszSc4MkjOD9Pg9/Otf+iKjIZ1nJioc6O9lUJb4hQ8/wahpkA8Z5DSNiUiEghmix9vItz7+EQZ9Xvb1dnNgoI/RoMZTE2V2draTD4fIhgzGNLt5Xg2GKAQUSrrBmCzzwr7dzHS28huf/gT9fq8dSSqac1fUojTHDY1KIsbxzBhdjdvp9XnIahqDHk+tyb+yib8mzjXWuPncVHG++sZlbn/Pw0TjRSKxeQS3Zq9TE2fshsRZ0OzR7UFZ4i9+8H26JA9jpsG3Ll4gdxVxvnTiGINqgJPlAk9PVclq9sBLt6eBP/r6LzOoyXy4XORQXy9jmsJLT50kawYZVxRKRpBRj9ceIAoZ/Ifvf5duTwN7+3vY1d9Nr+LnL377+3Rs3cxkLEZe1yloOhVVpyQpVJ2HoowEJL73C5+mXWrkOy99mqwZpBwKkQ8oy8SZWSLOo7kxBnSZb37sBQ6MDvInv/p1CoZRuzisiXONNX62LBFnzwpxttoP+biuOBcGfSw7mhTCiEKM97xH4tU3LnPP+z243I/grmtEEA0EUXea6lG7n1M0ncGiiCPS5TJ9O+Ls9DcyZhr82oXztWhsqTh/4fhjDGkyj5fyHC9k6di6ma5tW/nKmec4WS4waqg8XS1zbHCQfNDg008cI2s6x5EC9iCQrpMJGXzl3BnaG7exf2SAPYO9jJg6v/3ySxTCpj1IpGpM6EEqAZVKQGVSC5KXVYpWmE8eO0KfIbNzoJuLu3cyFrCnLl2tqb4gzmFT56WnTvLZp07S4dnOuGxPY1prqq+xxs8eQRA7cAl9rBO6EYV2R5xdhB9tI6fL1xFnDFGIIQjmkqhTQxTivOc9Kq++/jp3vdfDgw9aPPRQjHViFLcYZFN9mttuSyEIDYhuGUGQcLvjCELS3o8Qq8l0NXEWFVucAz4vf/G979KvSHZT/cVLdp+kolLUDTKyws7WFj7/5El6fR5OFLL8zpd+ka+cf54/+fY3+djRg/SqEiOmzpPlAkcHB8gYGp85dYJMUCerqJScKUSjcoBuv4df/9TH6fA1sHuwl92DveQSEb71sRcphuwR8gk9SFXRKSnOQI6hMyRLvPzkSXpkH62NW4k+9AC/8amP0yd5yTjzMxcmuJcCKmXdoBKxODA8wFBI46VTj9tdAM7MgNq0KyfqXCrfNXGuscbN4yaL81Xuumsb4+N76equsGGdypYtXQjCdh54sIlTT73Cvfe1ILqCiGLcnuP5NsSZUewR88GAn7/87e/T5WtkNKTzjYvn7TmYzgh2VlOZbUrzycMHGQlqPFHK83gpx6imMmKonN+zk0PjwwwFVU6WCxweWhTneFAno6rkNY0xv0RW18hYIf7qRz+kY/tW9g/1s3ugh2zE5I9+5asMyxKlUIiMM5k+p2rkdJ1RVWZElfm9L7/Cb37qE3znMz/Hb376E/zJN7/GdFOKUUVeJs6crNhTrWIR9g71MWAofOaJ4/T5PJSMoD3x35nkvzB5fk2ca6zxs+GmivMnr/2Ee9/fQCazh57eEqLrEb7+qz+is2eG585+Hnd9A6IoIQgKbncMlyvpyDPiTJBfXZy5UIhMUGdICfDn3/0NBtQAI0GNf/PVL9Mv+ciGDEYVmXFD4+joME9Xy4wENY4Xs5ysFMjpOhldY8zQ+PxTp+jX7P7PQ0MDjAd1fv7UCUZDOmO6Sk7XmIhGGVICtHu38/UXLzLk87G/t5vHRocZCPj546/9Mp3bt9YGhxbu9hk3NMZ0lWPjo1zcOc+A5CMTMhjRVbJmkJdPPs6Q5K+JM6fazfQhJUC1JcWeoT5GrSCfOn6UYSVQuzsqoyi1Sf1r4lxjjZ8d1xSn9Q6I8+//8R94/z0+hob20NKaw+V6mF985de4+OIriOs+hKuuAdEVQhBCCIKJ251a0sd5dXGWAzpFzUdGNRhWFYaUAD3eRn70yhfok/0MqAF+6zOfYkgJMKLKjGoK3Z4GfutTn2RQk21xFrI8M1Vl3C9RDpn0bN/GDz77C/TLEk9WihweHmTMiThHghrDqsy4pjIg+RgzNP7qX/2A5i2PUlA1jvT0cnxoiHzQYCgg8cdf+2W6GrczoimM6mrtdUiW+PaLlxjTVcY0hWElQDZkMKLK/O4XftG+O2hhoruiMqZr9KsBfvG5p+hR/AzoMi+feoJBn7d2F9T1muq3CS2IYseaONdY4x3mSnEKPdQJnbY4jZ9CnG4dQYg64nyVe+4KMDL0GO3tk7jEzXzpy79GLD6K4GpAEAIs3nq5MMq+dHBo+ah6WdMpBzRKukRGNXj51Emem5nkD77yS/T5vQzLEgXLJGPo/O4rX+RThw9ybm6G3//yK1QSMcYMjSFZ4pmpKk8W83ZTWlEZVxS+euY5ppvTPJHL8NjIEHkzxEcO7OMLTz3JR/ft4VOHD/I7n/8cn338OO0NW8mFDCrBEI/19PL40DAlI8hMIsGoKvOn3/w6X3rmKc7OzfCRvbv57ic+Tili8Y1zZ8moKkN+H8VQkDFFphAMcm56imODg2RVu3thPm13K3zy8EG+9Nwz9Pi99CsSL598nDFFtrsnPB7+9o//mFFJqg0OrRTnHUIbgtiO4Op8x8XpEntr/DTp79Sxb8b+11jjelxTnKGHW8gZytsWp1hnIAixWsR5z90SI0PHaG+bxiVu4atf+x633u6nri7E4m2XC9JcObdzuThLqm431TU/WS3IkCIzoikMyxIT0UgtWisYBu2PPsK4qtDvaaRz62byoSBjqkIpbNLvabRvY3Ru2cxqGgN+L+O6SiFoMC4FyGs647pK97atjMkyA14PvQ3bGQlIjGkKhVCQvKox5vUx3NBIzpngPhYIMCD57LuYdI0hn5dBr30P/JDXS0ZRKJsmo5JE0QgyFgjUBnsKzt1Fo5JERlMZDQSYjMUYVxXKYZPRgMSoHKBgGBSDwcU7kZxjLxVnl57iDqHdiTjXxLnGGu8kV22q1wmd6B9Kk3/b4gwhOOJ87506P3nt77n7rq2MDB+io2MSt+thvvjlb3PbHRKiaOJaeOhHTZqRFSJdLs6CrFJVDAqKl5weohiNUAibDPt8VIwgRcWWa0YK2LcxqipFI2jLRbYlk9fsUe6ic9dNRlHIBw1yhk7RDDEmSRQVjaoWpBq2yCoK4wH7fvfxgMyYJJFVVYqGYctPN8j5A5QUexJ7LiBTCYcZ9fupGkGqIZOhRs/yKUOaRsGZSrTweUwKLPZZ6rr9xCS/PQUqG7Cf7FQw7HyOKjIZRaESDtui9fmvEGe7GudWoQVBaEdw31xxXo93utKuiXONdxtBEHtxCT2sEzpwCR0IQh/1QgfK/Smyhmk/F1JRyGk+sqpGUQ6RVVTMzSHqFia/C1HsJx8lEcU4ohDl7vdp/MOrr3LHnVsYGTlAV3eJOtcWvvjKb3DbbQpuMcHySfBhxNpj6hab7ouPlbP7OCfUIHmlgZweZLa5iecnq7w4P0dGsh97N+LxUg7ZAizoOuOBAFknMlv4nHf+JTOna4zJATKaQkZTeK5cIq9pTJhhxn1+KqbJiN/PkNdLXtfI6xoFw2DML5FTVZ4u5Bnx+yioKuM+PwXnyUnjikzRMMj4JR4fHKSo6xQ0W5BZRSEjy+Q1zX5ikqKQURSezGbIqAo5TWVE8rOnpZWSbnC6UGQibFHUDYb9foYlPxlDY1xTyRoKw/5G+yKhGOSUIAVNI6sFSPqa2SQkEYQWRHcXgjCAKHQjCn3O641XngVp1a8foK6uD5e4kNaNS+xCFLpwCb2IwlK5dSMKXQ4Ly/qWpHU6dF8T+7jdS7bpcY7R7/Dun1hr/PNGEIRRXGIXdWITbqETl9DPJqGdh28NMRTsIKsGqSqNFFUvw0aQMT1ETjaIPRylTtCdqUMRBDGOILTgdrfiFlUe/pDKj3/8PxDrHqZ/YA+9/VnWu/x86Qu/za2bTFyihculUlcXxu0KU+eOIgghRCHsYDnijHPfJg8jQY2qEaIcUClqDWQ1nc8cOcyAt4FhyUs+qDEZj3BmosyH8xlyhko1Gub8zCSnqyUymkw+qHFxbpq5piTDkpejg32Myn72d3cwEvBxYXaKcTXA08UcF+emyeoKu9qa+XA+w6nsGPmgxkTM4rlKkWHJy7HhAUZlPxlN5sLsFIf6uhkJ+CiE9Nrxjgz0UgjpTMQsZtMJDvR0UrZCZHWFC7NTlMJBdre3UI2GGZX9PFXIcnFumh0tzQxLfp4q5BlTZMpWmNPVCidGRxjweng8N86Z2Qp9nkcpBg2ycoicEqZg6IzqPqSHutkoRnELKdyuHgSh35FnH653oOK4XX0IQidudzcez0G2bt1tdwsIbbjEDkSh1Ylwe3ELAw69uIUeXGKXQ48TAdv5smXaiVhLX6B7OUIXgtCBW1h43+VU5l7qhBGWi3qNNd55BEEYdsTZgkvoQRAGWSd0c7ug0an0klEtqoqXkuJjTAuRVU0KAZPIwwncQnDxVkuX/V4UNUTxEdo7BvijP/lT3Ou2MDJ6kLaOEdaJjY44Q7hEk7p1Mhs36WzYYFJXZ+ES44hOlGnfyrlcnEVFpRzQqJo+RgMy52emyBkq42qAAW8DZybKdG/bzM7WJmbTCSZiFvu62tnX1c5EzCIf1PjIrnnyQY2MJtdkeGJ0iFHZzws7ZsloMvPNKYqmwUjAx8snHmNU9nNueoKe7Vs40NNJb8NWxhSJF3fOMSx5yeoKx0cG+cozHyajyYwpEmOKVFue0WR2tTWzp6OV4yOD5AyVjCbX0vZ0tDIZjzCTijOdjNHbsJU9He2MKTKfO36MIb+Pl08cZ1xVyGj24NLhoV4+eWg/Wd0go8jkNT8ZzUtOV8kYcT5wa5L1QpI6oR2X0IcgDDji7OFGI07B2d4l9iCKXdx/f5VI5BQPPTzBne8dor6+E5fQRp2rC5fQjVvod8TZj1voxSU4zWyhf4k4F+TZgyis3vR3C93cdssI99yVo359Fy6xjfXuXtziYt7WWONmIgjCEG6hmzrB7usUxBFEoYf1QhTP/S0M6wnnf859jDtTYAqyQeThGG7BsJvZYtjBZNOmCOvWbeeXvvIbnL3wSVzrttHTu5vxzBxuYSuvvPJD7rgtjNsdZnD4GN/81h9Rt07B7Q4jCHFEIYktzzCCEGWpOPMBmUktSFFvZMjn5/zMNHs7WtnV2sxowMfRwT4O9nZxaW6GMVliNhVnb0crezvbmE0lKIR05puSPFsuMOz3cHaqyq7WZs5USwz7vZybqjIq+5lvTrGnvYUx2c+FmSmqEZOP79lFTleYb0pRMg0qlskL87MMeBp4bLCfiajFzx86wGjAR1ZTGFcCVCNhTldK5HSFkmnwVCHLx/bsZCJmkdMVjg70kVFtcU4loowG/JybmuD48AC7WlsYkSQ+snMHGVXh3PQUc+k0O5qbyGgqL+yZ5elyhawcoRoyyQc3kw09zLhm0N3YxiZHmm6hB7v5OsiimLpuuOK4Xb121Ofu5tZbB4glTpJMP048+RiysotbNvXgEtucqLMHt9Dn0O8I05amSxhkuTj7EJeuIy6lD5fYhyC0cPddGRKJJzGMgyjKHh55eIIN67twiQvN/Hf/5Frjny+CIPQ7FbsbUehHcA0jiL2IYgu3rQvTLjeR1TSKmp8xLUDB8FOUJcIPa850IgtRjCIIJnVuE0HwoihD/Pf/8Sp3vq8RV50fI5jhxBMv4nZtYe/e82zYoCIIKh7fMDPzT+GqCzjN9DS1v9dYJk4vI0H77ySqik5B28648yzOyahFJRwiowQY8XvZ0ZSiYGhkFPv/2McCfjJKgLyuklVldjanGZclsqpM2QwyHY+SUQJkVZlSyKBgaIxKPmaTcbKqzLDPw76ONsYC/to2eV2t7XNU8pHXVXa3NpPXVYpBnbGAn5ymMBEJMxWLkFVlxmWJqViEshlkXJZq+cmqMsWgTk5TavufSdgPCRn2+ZiIRGrvd7e2OrMAVMoxg2okSVFNMeqRyAUfZdzcwqCewn9XmnVCuxPdDVzRHBZuUJyC0O001bsRhA5crnYC8h6i8SMkmw8TSxzmgftzrFvXwvp1HbjFdtxiNy6hx+nzdOQoDtTkKAh9CM5yO6/9uMRBXGIfblc/S/s469zt3HXXMKnU46TSx0gkj5BMnuDuu4cRhSbeiQvDGmushiA4/UFup0ILrgEEdx+Cq4t1QhMPvs9gNNzCUEAmGw6S1xspqQ3oH2qk0dfHxk0eBHEb69Y1Ul+/ha7uCX78319jNLObuvqt1NUHueM9QX7zO39M/fpG1q3bisulIIgG7joN0e1FFBVHlAlEIYUoxLH7OO0R9w/c4mV06X8OOX2cOU0jqwTIyFJNPEvJacoyVqa/XVbu722xcl+r5C+jBMip6rI/aMs5dwstPAm+EFLIqQZlLUkmYDCiehixIgQfbeJ2IelEdoO4HVzOoIkgdCGINzqqvnSwpgtRbOfO9w2iBXcTTx8kkTpELHaUUOgAhrGfe+4Z4c47htlQ34codOAWe3C7ehDFTlyuTtyuTlxiJy6xC0HoRBTsfk1BaMcldrF+fSd1dR3UrevgzjtHePjhMpq2m3jiEInUfhKp/TQ1H2fzo1VEsZk1ca5xsxEEsceZjtSPS+hFcHUjuLsQxB6nmWfhvy/OSLCdASXMWMBLRfcif2Az//r3/5I//8u/5ju/9Xt8/3u/z5//+d/wL377d4nE+nCve5h19TJ166K43ArbG7r57Gf/FfnCh1lfbyK6ws7IuelgT4QXnbuF7GlOieuIUyWvKTVyC0JyWJp2tfS3y8r9vR2ut78r05c/Lm7pfxIVNJ2MIlFQVfKyQVaxGDGaiW5r5Va3hVvsRhDtPk2X0O9ItAdR6HbEeaNiWRj97mJRns28/74h4qlDxFMHSKQOEU8epKnlGLH4YZLJJ2jYvoM6dweC0Mod7xni/fdm8Hjn8fp3cMtt3bjcTdTVtVO3rgN3XTvvuXOIRzdPYQQP4fHO8eDDeeLJ46TTJ0g3PUYitY9k017iyX3E4od573sHEYRW1prqa9xsHHEOsE4YwC302LfnuTuc5vsQgjvHLYKF9L4wY2YfRd0i6/cR2xqkbn0DH3woSDCYRVezPPrBJurER3CJDaxfH8ftakYU47hcBps2aWzaJKEoGerrbWG63R32dBkhiShYuETTIYJLSGA/Lena4rTnZS6K50bE9m5zhUxXiLOg6bUnvmdlhZwsU1QliqpMVo2S3tLCHWKIOrEbQRxCcPUjuHpxiT3UCd24HdEJQheC60bFuTBlqAtR6EUQunG5OnjfXYMkUkeJJvaRajpAsmkfseRuUk0HSaWPEQodtvs+XU3Iyl6S6ROkm4+Taj6GYe5FD+5H0fah6Yfw+XcSCh8h1fQEqaYTNLWcIJ46TCJ9mFj8EMn0QZJN+0g17yHdfIBt2yuIYvM7MmNgjTWuhyAIvQhCHy6hD1HoRRC7l0QkgwhCgXqhjzuEBB+sj9C0pYuMOYD5sMk64T42rnuIja7NbBK2Uy88wkbhUTYIDWwUZeoFnfWCygaXxAbRQ72wjY0uDxuEABtFlXrBYIOgsUGQ2Sj42Sh42CB42CB42SAEWC942Chs4cHbH2U4HGFU052HD/vseYyqVrtNMbfk/Y2hvAP8FMdd+JsPpyxFJURRClJWNEpygN3JKEc72zjU1syuRJJcUGXcDNEViOC9y+AOwaReaLP7EcVep7tlAGFhXqMzVUhw9Tj9iT3XoXcVuuxbOYUu+7PYg8vdice/m1TLE47g9pNockjtJ5k+QqrpGI9uLvLBB8eJJY6QSB0lljxEPHWIdMsxkk3HSDadINV0nET6KPHkEeKpI8SSB4mnDpJsOkQifZBE+hDplqMk0vtJNu8nnjrIe9/XgyAkcbk630L+11jjBlmcjGwjrMTVi+DqwyV2s05sZYMY44H3JpA2t2D62miRu2hXe2jXbFrkziV00CK31WhV2mlTO2q0K510KF3XpD3QSZfSSUcgzbDZxLARY0y3yGomOdUio8cYNxYZ06PLWJp2tfQxI7ac66SP6lFGjUVW3X5l2tX2vxpGE8NKktFghPGwwaGxPk5Vs5wojHM0M06pc4Sot5V774izsa4De7rRsN2vKfawadMAotiJ6MeesekAACAASURBVO7FVdfJug0t3Hn3ILfePoTL1YsgdiAIq7GkDogOtc8dCGIrgtDurNtO/YYO9OB+4mlbmsn03kWa7NdEao+zbB9NLYdIpvcTT+4lmd6/gn3Lt19BqmnfMuLJ/YTMPdz1vj5cYorFaHiVer0aK8v7Fll5zHebm13md7t8N1TeGyyz4BKceXVXQRR6EOo6Edw9dtNP7Mfl6kUUWhCFOPWuKPe4o9xbF+e+ugT3rktwb318CVHu3RBapN7kvvXhGh9Yb3L/Kty7PsH765u4b0OKu9eHuL/e5IH6IA/UB/ngepN76kPcVR+ucfeG5dTSNpjctcG8Mt1Zvpi+HHt5qMZqaSu3X7nvqx1/Ne7aGOPODRHu3Gjw0PsjdKWr9LRW6UyX6UxX6WqeJx2fJxLfj1fZzf1bprjtnlHcG1t5cHMJyzrGPXdlueu9GbZvnaWxcYpk8jhezy5cQoczwr0a164XNp24hG7nfRe3buzDCh8mkThEKn2AdHKRVHI/6dQBmtIHSacOkE4eJBm3X5tSh0knD63g4LLtV9KUOriMlqajNKeOk4ie4PZbepbka401bg6CPb/v6riEAdxitzP/bog6YcxhlDphCJfQj+jqRHR32a9ihzM6enVEsdO+b9rdaQ9AuboQxWtj31rXiyj2Itb1IbqW30EiuvoQXH1OVNyLIPYsZ2H5ddN7bMTu5SwsX5ruWspV0q+6rXOMlcdfBbfQT53QS53QxoP3Z2lJH6cpfYh06iDN6SOko3tJxfaQTu0n1XSAVMsBkum9GPoEqeguWlqeIBp5nHjsFKnUSdJNJ0gkj/Lgg0VEsY3FaT/X4tr1YuV6LqEPt6sdv7SDZPoIydQhkskjJJNHSCWPkE4dJZU8QiJ+iGTiMOnUUdKpY6RTx0gmjpJKHCWVeGwRZ7trYW97tEYifpSm1El05QCb6rvfQv5/drh+BrzbZfzfscyC4OrkWohiB/VCK/VCO+uFTtYL3awXuqgTOqkTWnGLbc6J3rsKfaswiCCMXhVRGMWey9dnW17sRxQHagjiEHXCAoMOKz+/VQYclr6/EVbu5+3mZ4g6YZh1wiD1rj4823bSnD5Jc/oY6dQRmtJHaE4cpzn+GMn4fhKJvSQT+2iOH6Itfpy22Ali6d3EmvcTaz5ItGkv0eYdJNr2sM2fp25jGsHdhuBqX4Vr14srcLciuKJ88NEhku17iaTnSDTvrRFv2kMsvZtE0x4STXuIO8TSu4n/FCSa9jnY+4skdpJsPkQwvIdNt6Tffv7XWOPtIop9XJt+W3C1yK7Hjhbr2hDWNSHUtSxJWxTi8n0MXBtXL6Krx6H3CurEziXC7qFO6HNEZN+FIrr6cK2C+P8zluZdcPUiuHsR67q47b1DPNo4iRTcSazlKNHmQ1jNh7CaD2K17MNq2UukaT+x1BHiiSdIJk6RaDpAoukQifRREunDxJv2EU3tIRw9yJ3vG0YUuxHFnmUsRryrXeyW0o8o9ju/Xwubt1dJthwhljpALHWoRjx1iETaHhFPpG6cZPoxEukjJFKHiScPkW55DCt2gFTTE9x9z7BTntXq9SJvvazXqt/Xo385wuos3DG16nor9/k28vPTlPdmlvktlfddKPN197le6OPaLBTMHnEXhW5EVxf2lKU2BHc7i7fJXQWxE9HVdE0EVwuCq/WaiGIbdn9cl9O3sJCfXlyC0wx2/zNF7MHl6sUtduF2tSGIUTbc0sZd9/QRiuwjlj5AvPkAiZYDJJsPkGw+SLL5CKn0cdLp47QkD9OaeIzW+HFa48doSx2lJX6EtsST3H3raO1itF7oYd0V9K5C35L3/awT+lkv9HPP7VnS0VOko0dpjj9Ga/zYtUk8tjqrbRs/Rmv8cVrjx2mJPUZz7AjN0aN0NT9JInSEu2/td8q1Wr3uc8qxktXKfCXXO8bCObQa9W+B6+3jreXjf78yX6sMb6fM19q3cN+tMtfiA7cofHCjwoc2ynxoo8KHNio8sFHlgY16jftvkZegLGeTyv2bNO7fuIC+nE0aH9ikX5P7bg1w760B7rtF4b5bDO7fFLSPu0nlgU0yD2yU7dd/hjx4q86290Z46FaNR27XeOj2AI/c4efe+odpD/Yy3JJhtNmhKcNoepzRphFGmocYaRlgoHWIwZZRBltyDLaMM9AyzHDbON2JDJvvMbnvVmkVAqsgL3mvct+tGvfeovLQ+wwSWh9DHUWGO3IMtIzVGGwZZ7B1KWMMto4xdE3GV2WwOcNgS4ahtgzD7eOMduZIGW1s+4DEfbdtccpw7Xp9bVYr80+LclU+8FNwrX3dWP7WyvzTlFkoRUyWUomFa1RjYSaskE04zEQ4zFQk4hBjKhJbTHeYjJiLWBEmwvEak+E4k+HEIlaMCSviEL2CasSkGglRjYSpRiwqlp2HhWNNR8xlTIVDy5iOhJfxdtOnIhbTDrOWxYwZtgmFmTbDTEaiTEUsez1r4fhBB5PpcNTGjDJtRpYxGbaYiFhMRCJMWDGq4SgTYYupSIRpK8zhrmbOlEd4tjjImfIwz5SGODHWxZ6OGE8XB3iuOsjpSj+nK4OcrgxwptLPmUofp6s9nK728MxED89M9PHMRD/PTPTzdLWXZyf7OTLSQjWhUo6HKMdNynGLYsSiEo/ZJCJUEmHKkTDlSJBqxKAaVZmIakxEDCrREJWoSTlqUo6GqcQilCImRctgImmyrzfNgYE0j+faeHbSPvazkwO1fDwz0c9zEz2crnZzutrNcxPdPDvRw7MTvTw70cezE308V+3l9BKem+jmuYmuGs9U+3mm2sezE72cnu7n6GgTxYiXalyjEFYpR0OUo+Eaq9XxSixMKRJahv29mFTiJpWYubg8EqIcscu8iEUpEq5RjoapxBcpR0OUllCOhijHFr6/KynFTEoxawnhJVgUo2FKS6jEIlTii5RWpJfjkRqVWITykryWnLIsTV/2PURDy7+rqH0+Vha+i6hpl9GhGgkzYS1n0rJqlCNRitEopUiUUiRCOWpRiVhUIiYTEZOJSIxKJEYlEnF+u4XvxaIctZzvZpFiNLQEk0o0TjUSZzISYTK6xF1WmKoVoRKNUo1G7fRIZDGf4YidftV6YdeZcnR5vRHmwn6WMm9Jy7iR9LmwxGw4sIw5S15C4Ir9rcaVx/ItYy7sXcaNlGU27GcmIjMTWZJfM8CcGWA+ZL/OWjJzEYm52rY+By9zYR/zYbnGXDhQ237ODDBn+ZiNNDIb8TIb8TNnScyaXuYjXnZGvHx4KMqlaifnS632a6WdC9UOTuebuFDp5GKlnYuVtrfF+VILpwZN9jV5mI00Mh1uZDLoZcaUmbVUB/t3mQ2rzIYlpzyNzEc8zFle5iw/c1ZgyXflZdb0MGd5mA5tZyq4jTlrG0c7Zc4VmzlfauF8qWVFXlq4WGl2aOVipZULlfYal8oLtHKp3GqvV7W5UGnmXLGVS9V2zhWbOFtoYn+zj+nQFnZEfcxb8g3WYS9zkUUW65WPOXNhe7nGXDiwAj9zEV+NWct7BUvTVzIbkVZnxfm0NC/zlnyd882pw0vyO78yfbXvKuxn3lx+ji3m22evHwrU2GEG2GHKNWbCCtM1nDxYklOn/MybKvOmZte/iJ9ZZ7+zlnTlsoiPGcu7BB9zlsZ8WGPekthh+Zg3vTahAPMhhbna9ySxIywxH/I7BJgPrV5nVn4X1xXnrCORBeyCLrIyfSkzlp+pVZixrszc28LyLWM27F3G9fK6Wvp02M9kVKoxHZGYsuzl07XtF44tMWst3bfEbNjHbNhzTebCjewwPewwvbaMTZk5U2YuLLEvqfN8ro0LlQ7OFm2pnCu11uR3odzGhcpyzldal7Ey/WypmfPlVs6XWzhXauVwm85UcDs7IgFmzaUnpJ3/qbDBVFhjypKZsiQHmSlLZdqSbVmGvcyYDRxo1nmiL8YTfTFO9sd5ZizF8/k0l6rtXCi3cq7YzIVya41zlTbOVjs4W+3g3ArOVzu4UFnOOWfd56sdnJno4Gyp1fkeWjnaqTJrbWbO2uZcLK88+X9qcVpep175lv22y+qMtbLeL6+Tcyvq5PW59vk0G/bb8l7CfFhaxts9X1emrx4I+a9yji2Wdcby1c6PazFl+a7pg2lLZTqiMB2RmI56mYp4bCwvU9aVx17JjCXZRHzMRLxMWx6mLS/T4QDT4YC93JKYidhMW34HL9PWlWV9W+Jcyaz11pkJ+5YxHfYyFVmC5VnGdNjLrOl7WyzPm+86vL38LyuL5Wcq4mUysqIMDtPW4lV3NuytbTMdlpi2AkyHfcyEPcuYtRaZMxuZMxuZDfmYNSVmQjLToQAzIYnDHVHOVbo5W2nnvMOCdC5VWrhUbeVCtW0ZV4jzKunnyi0OrTwzmmJnxMtsqJG5kM+JhP3MmXZ0NR1WmQprTFoKk5EAE5bEVNhmxvQ6kWUDc1Yjz461cLHcbVPp5GKlgwtlW/SXqnZkfC1xnq+2c77axoVKKxeqLYtUnHwvSHOig+cnOjkzYUff54rNfHg4wqy1mVlrG3NWoxMdS6vWmbdC7QJneZm1fPbvuvDbhqWrRpE1FqLTa2DnyXtN5kK+ValFUddgZatrJbYkbFbm2877tb+XGcvHVMTHtOUQti8qc6bN7HXO9xnLw6zVyIzzfjrsYSrsYyrsZzLsZzKqMh2VmY74bfGFGx3s9WZDXuaWYvqW4HV+Mw/TloepqCPdyKKo7d/VLvtUxO9gC9o+n996HbmuOBetbDNpepkK+5g0vexIqMvTw75FLL/TjHV+FNPDrOlhJtTIjBOtzFv+GxLnZLBx2fEXKrj9Y/iWLZ+NSLXlK9Onr7Ld7MIVbiHPoUanSeplR0xiLuJjKtTAfNTPXMTPVMjjXMkCTJp+JoI+Zkz/NZmNNjAT28p0dAtT1lZmYtuZjm1jMraFx4ZCnKnYgnu+2MTZUjMXK22czsW5WG3hfLmJc5VWzlZbOVtp4flKC2crrcup2jzvpD9faeH5srNuuZXn8y0caTeYDm1nR8TPDkuym6WWh7mwh52mj9lQI1OhBmZjfruJaXmYDzcwb21jf5PMjmgjx7vDPJ9v4Xypg/Olds6X2u2I2BHngjQXmuvnSy2cySc5V0pzvtzE2WKCi+U0l6pNXKqmeaGS4mIlyYVSiovlNOeLSc5XmjlXaeZ8tYXz1RbO5NNcKLeyO9nAbHgrc1aDE8U74rtBcdYuiE7dqQYbmU/qVE0fu9IGk+FGJsONlI2tzMclZmN+JsON7EgEqBrbmY8GmI8GmLX8VPXt7IjJzFp+pk0vUyEP89EAcxGJyWAjU0EPuxMa06bXJuhh3pLYk9CYNX3siim1MuyKKUzq22rn0o6In51RiSlj+6IYQ43MR/3MR+3fbCbsYT7io6pvtZvUcYmZmJ9M4CFmIj6mTXv9HRE/k/q264pzIupnMupnMuxjPiYzoTcwE/KyO6YwG7KPtXCu7I7LzIW9TOjbmAk1Mm952WE2ssNsZC7sYVLdTlVtYG8yyKTmoxoKMGkGmA75mVC3MB9sZGfYFuS8JbMzKrMrpjAT8jJlNNZ+a7sbwcduy8dcqJH5iI+psJeJkIe5iMSM6WOn5Wcu2MAOywnsInZLasbyMRf2ML+k/tywOGevIs6JkKcmz/m4wkxEYjYaqLEgn0nTy4zprUUAdmE9zITsqGB+WT/ZT0dJ2cZEyMeOhE5Ja2BqIdqzAnbfZExmNhqoheYrxbmSpevORpzmj+lnLuRjNuhlJmT3m+5KqOxOalRNDyWjkUnTz46EaovbbGQmbP9gOyztmsxaGtNhnemwzpRpMGVqzEY0Zi2JDw/bzeqzhSQXqy1cmmjl2WyCc+UWThdSdrN7sn0Zp0tNnCk31yR5pty87PNKzlfaeTbTxN4mmaq+hfmon31NGoc7QhzpMNgbaWQuvJX5aCMT1jYOdRl8eDjGiU6Nj0328NHpPi6UO5zosn1ZRLlUmgviXGi2P5+3hfl8Ic6ZfIxzpSSXJlq4OGFHnOcnWnlxrouLE62cKzdxOp/gxalWLlWauFBOcLGU4Hy5mWfHE8xHtzEbbmDubVb6tyZO+8I/FfaRV7dRDnmZT5tMWvbFsaBsYVfKYDYqMxHyMhMJUA16mI9rzEQVSnqD815mMuxnNmb/V1ZZb2Q+rrEjoZMLbGFnKsiOhE42sIVJ0w4G9jeHai24hddp08uOmGwHC6afqZCPmbDEzrhGRW+gqjcyE5aYiQaYjgaYDPvZ1RSkqG2zo62YTFHfTlbbwkTUz2xcZk+LyVTYx4xzgdkRWf2ctFthAaYiAaajdv9/WW9kNhxgR1Rl3pLZlwoya9rjGzujCrOmn7K8jemg17mg+JmPSM6xAuyMquyK6EzpfsohhS+deozvXnyWPQmDsrSVmaCPHVGV2ajGnNOHuyuuM2l42RnT2BFVmTElu3825GPa8DAZ8rMzHWTS9LMzKjMhb+ZQUmU21MDOaICJkMRsLMhEUGZ/2mRa3cJO8yaLsxpsZDYaqEn0iuhuSf/BlBVgylKYjqjMxnRmYwazMYNKULKvLsEbq+AVtYGZiMy0FWBXKliT5kKTckHwC/m6XsS5HImpsMy0pTIb1ZmLG5RNiamYxkRMZTJuMOB9lFJYYiahMWX5mI542RnzszPqYWfEw66Ifxm7lzAXUplWTeY0kx16mL3BEActg726hw83G3y0mOQTU828UE5ytpDg2WyCZ3JpzlTaOD/VzfPl1itkuBBlnptou644T5ebeb7awTP5Nk6ONvPkeCunSz2cq/ZxrtrN4XaDmbiXI4MJnpkc4Pz8KKerPbw42cOFcrszcLUoxguV5iUsHwx6YaKDc8VmzhaaeHGyk/PVdp4tt3J6ooPTk108NdHNk9UeTlb7OFnt55m5YZ6ZHuC5mX7OTPVwcaaHF2a6eXGykwuVZi5NtPLUSIzZ8NZlkeYy6d0ACxHerCVRDXnJKVvJ6x4GfY8w4t/McMNDTFsKWWkrRdXDtKUyacrMWCpFw0PFkpiMKWTUrWTVbRRDHkb8jzDkfYgdTSFKppepmMK4vIWC0UjZ9FE2fYxKjzIdlZiPK2T8D7MjoTIR8jDtnFMVo4FMYCs5pZFMYDsj3s3klEZGfVsYanyESihAOSwz6H2EId9mRgNbGZO3MZMMUrZkCiE/pbDEdNIgo2wnJ29ndzpMRfWww9KYD6vX+W6kWnAyE5GZMH2Ugx4qIS87UwazcY1i0M9MIshERKUSlimFApRNmfl0mHJMo5hQKcVVKnGVkcAWJqMqe1uilHUvr5x7mv/5V/+BUcPHiLSVqZhORmlkVG0kZylMxzTmExpFbTszUYWZqMx0RGY+oVPSGpmI6eQMP2NGgJylUIqoTMdk5i0fk9oWppMSuWADY0E/hahBPqQwGVbZFZWZDza+s+Jc2YFbMraTV7cw4nuQMelhMoFHGZceYcz/MKP+h8gqmxkPPEJO3ULO8DCsexk3A+SjGsW4wVxHkj19rZzID7GvI3FDFXxn0qCoN1LUG8gqWykZHgpaAzl1Gxl5C1llMxn5UcYlO285dcsyssrmZYz5HyITeISsspmctp1x3Us+FKAY1Skngsx3pHi8PMrHju3hV148ze9/+Rd5bKyXyZjKdFRiOuJlJrSV+dAj7DQfYd54gHnjg0t4oMac8V7mtFvYod/CHn0jx6K38lT6Vp5v3cilrk18bibER0oWl4oxLlWauDjZztP5Jp4pd/BkoZ1TmQSnsjFOZqKcHI/y4XyCJ3NxTmXsZU/m4pzKxnhiPMLjYxZPjEeWcWIswvGxKE9k0pzKtnBitImTmRaezLXwZK6Zk7kOLuwq8Jmn9vOFS6f4vW9+nv/4g69zdmaIi9M9tdHyc6VmzhbTnK80cb6S5kIlzYVKkzNa7gxclVu5VO3gbLGZM/k0p3LNvHCgxK998ln+7W++wn/9wx/w3/7s9/iv/+4P+S9/+gf8xz/8AX/4/a/z6y9/jM88fYDTc6M8Ve7iyVwLz5c7eL7UxOls2hkQWhDnQrR04+KcN+2BgBlTohry8V+/+zU+99geXjq2h5/bP8vnj+5n3L+dH37u03zt6SfIK16mLJ1qSOHbF59lXN9GKeLn/FyO/+PT5zk22s6Lu8v86ddfphTxM5lUyRjb+dHnP8bPHZphd2eU3/rk83zzwikmYxJjyqP8l+/9ChdmxpmI+ikY2ymZjfzw58/Tt/0hPnfsAJ87doCvPvMEv/PSJ/nkvnleOrqPQjDAv/3qF/jciYO8/PghfvCZj/G9T15i0L+VYljhY3tn+ZcvfYJTmUE+Mj/JX3/v15kMqexPx5nUAszoMrOmM3Bk+u2+wyUDY3NhP9MhP7PhANOmxPGBFv7vb/0S3/3oacbkLfzw85/kj371l5jpSJCNqhSTQX74xc/wB9/4Evm4zrc+93F++Ktf4l9+84v8zjd+ke+8/FGOFfoYVrcx3WTwo+98g8999BzDyRCfe/Y4P/rK5/jdr3+BH3z1Zb74wmkO9TczFtjMVEzh2GArf/a1z/Prl56mGPRQCHoppCN89+Wf5+//8t/zX/7N73Dp8A6GtK3sbFapmFvIpSVeOvMY//hX/57/90/+gF9+8QK5sMyM0/x/W+K8/oCPPWiwM+RlzpQYkbbyD3/9n7n8xk+4/Pqr8NqbXH79dS6/8Rq88Sq8bnP5zVe5zGtcfvN1eO1NeA0uvwmvvfkGb15+ncuvv8pLTz62rO/n7Q7glFSZP/vub3D5zde4fPlNeO0y/OQNePUf4Y2/g9dft3njNXj9H2t54/VX7by+8Q+r8BN7uwXefBUu21y+/BqXL/8ELv8dLx7cTykkUYlKlKMhdlkefn2nh//n4nb++uJ2/uZcA39zroG/Pt/Af7uwjb8+v5Ufn93M317Ywo8/cj8//thd/PgjD/LfL27nf71wP/9w8U5+cu4B/tPHJF7MPMgL1T4uTLVytmzw1Egrr/9f/4nLr/0dl9981c7TFXleKNvfw5t/t8gbfwevL+GN/+Xwd1cv/8L+L7/GZd50fsf/ycU9Oc6Um7hYTnGh3Mz5cjtnKx2crXRwrtrKuWqKC+UE5/NRLlXbeDrfyv9H3nuHR3Ff7d/u6eXJk544roDaFpXtu+pdAkQHte2rLowBA6aLorKrXUlgbAOG2LHj2Ma9mzjuvSQuuMeNYHpV290pn/ePGQmwiR3HfpK8+XFd38vIWqGZ3ZnPnO8597nPGt8UFnumcufWPqIHP0KWhpClOEhxEIXjSxJAHllxdUWV1wuDDB/aw0N33szq1hoWzshlfpGeJstFNFoTFRWHVfeVCoIjFfLWkQKTTYvLmMRLN2ykOiMJr1lHc5aRgEFDTUYKd/V08LsVl+Myp+MzKzur27ramG7SsnRWBTcum4vbkIDfkkydQ8fMtIu5oW0h0zKSeeX23+FUc3BNFi31Nj2Xjs/h8mnlVFl0PP37TTyyeR1Tky/Cb02l0pDIQxuDzNJfTJ09nYA9nYUVxWya24TPlobfmorLmMSDV4eYZUgkYE/HadSwvtXPSuc0Lp2Qz8ZLG/EZdIxIkaZrxrD3iUdxW0w0Osw0GNMIGAy4s1PxmVJZkGnEl/4bGvJM1Fm0NBvH4jdpqTNpaDGns6RmJnJ8gPdefpEKvYZ9H3yALAjMnlBAnUNPbZaV+NFjMDzMJFMqn7zzOoJwFGH4AMKhT5DlfmR5iDUNAaab9SDAsV0fMz7lYp574H5kUUIUjhEf3IcsDoB4jPu2bqE6LZFwcyVy/Bivbr8PtyGFudMnweAQUnSI/v27iA0eQhw+yuP33Mo0SyqTDMkc7D+MHB9m+MB+hg4fQhgeQCbKeKOWusyMz9+FWE++Tj4XnHU2LX67XpUNpVBv1TElNYHo0X3EhShRAAlkQARkWfkaWflPDBBQvymCIMMgMCyLIMYItdadlMf5shd5ZYaOT3a8yrAsMiCDJANxQJCQiCOj/pFPsQAZGVmWkWXpFOvEl0vqiSlLRkJGRBaj1BeX0mhLUyrwjgzmWH7Nc/N+wbHuM4iFTkfoOotY5zkMBc9hoPtsBrrPYTj4TYY7v8dQ6EyGuk9juOschju/R6zrdMTQacgd57A7fC4bZ/yGDZ7pROpKCQfMrJxZAgeGEIgjIv/98/v0n09/X0I5x5EP6+/+kUZ/PB6TkaLHWOkup9udR8SdMwrOsLuUbrcqefLmEvbm0OXJo91TQkfTTD587k8wfARZHEYUhpCQEUYulZFrRj2Uz56KhCQJyLKIKAtIsgixw/z1ibuYna+l0XwhjdZEVdGg/8wF/s+As8WqFBTqbFpqjIm8dKMCzpqMZFozjdRlpOC1p3H/lWEmpyXz5OYrcRt1VKWO4+7eDiala3hsyxV4zFrqLSlKMdShpyYjgd5WP9NNGu5Z14nbqqHJqmO2TckRTk8dQ/S1F5hh1PDKvTeTee6P+fNNv8Vj0uPLyeCR69ZRpb9QSYXZ01RwNuK3phKwanEbE7j/6iDVZg2ujGS8ljSunNtIy4R8XrnjRlzmVJrtBhrNWprtOjxWPbeG2qmxGnAbkmm2amnOSaEh6zs0p36XJaaLaDSdR41VizcrnTrLOOosWuotycwxp7HYORNJGuCvL7/AZL2GfR9+gCzEuXR8Dk02Da4s8yg4pxq07H7zdSQpimdKGeNTNTz+p/uRxChvPvAQ/txMZEnm2O4PqNCcz/MP3IssSqxe0EJu0q9Z2RRAiB1Fjoq0VU1jVWAKsjjEG089ycQxv+G9l54HQSCyZAHjdeOYZtBw7OP3EY8cZIbDyBuPPYQgC2y/8XpmaFMoHHsBD9z2e4aO7uHtJ7ZTnfH5EeeXBqfXrsevlu59dh1TjEnEhw4yHO9HRARRRJJl4gpKTgJnXAXnyM0hyTICEtH4AMQGWFQ5iTpLilL5+ifAOVmfiHh4D3Fi9MsiogxIMjISUQRkb7hEogAAIABJREFUBecq6D57U4pfYkmfupmRRYShONN0acy2pjLbnkSrI5nLTN/n7ZXnMxg6HSF4GvHO04l3nkGs6zQGQ+oKnslw53eJd30DIXgaYteZxNvPQug4jXjXacQ7zuHAOi2/nZXM+sophDyldPltXD6rGOIiUWKIyjv7GciMHvGnIHoCM0981UnndSpojfxsLCYQHzzIkqoCul05Si7TfVyfqWzbcwl5cmj3F7HUV879v+2G6AGkoSMQH0aWRWRZJA5E1etD+tSxCeo68fgkZARJRBTjyHIc4sfY9+7LeOyJNNkTaLQmK8oJVbD/VaPORpuOOquGgF1LjSmJ9x68hdW1UwgFqujxVdExYwKVhiTu2RCkInUcfc1+2p3TcVo03BJcwRSjlse2rKfWkESTXU/AmKQEH1np+DINNBRn0TPbi8+hbI1bLal4TSk4bTr2PfsIE7XjePrmrUzNSGTDJXW0FmYSKLCx/dp1VKaq4HSksrCikE1zG/DblKKs2ziOJ264mjbnNIKeSq6+tJm7ezso047lxZuvp9qgo86kFFEarCl4rDpaxucxr6KQ1mwds03nccX4n/Paih9x9IpEPuzQ8eySJMJlP2W2cQwN5lTqHDoC9mSazRoW1U4F8RgfvPQsU/QJ7PvgXYhHmTs+hya7Bk+WEeHIQRg8ykxDCjtfexVZFlncVMclkyax8903kMUo6+ZcisduQkLk6N6/Ml73K1544A6IR1m3sAmvORGnQc8jD92DNBDj4Y0bWNvqRBDivPzIo9RaM5COHESODeEtzaEuI4F5xhRaMvRMTRpHXuKFHNr9PrIQpakkj9k2RdVQqrsYYseIHdzH9OQxXy84fTY9fpuS3/TZtcwya5AG9sHwEZCV7a8sx4ghKDGePBI5yCeDU5bVbe8wcryf+MFdtEzIP675tKR86Qt8ekYyxI8gS/0IQr+ytZMEFZzi6BFISCfBQlaR8/eAcSrACif8rPIUkIge6mdGqoZWq4Zm0zjmOFKYb/ohH/dmcShyHofDv+Bw9684Gvopg6FvEg2dRix0GkPBsxjq+jbRrm8Q7zoNofN0xOA5xELfYaD7xxwOXshf1qTRMyWFcOUkur3ltHszWVpVDLFBZLkf5GF1Gy2Onps88riSY6c8kU8DanSXgMxIiH2qwHXkJQO73mNlTSE9vgK6PUVE3IX0uAroceUrHT3eQta6c1kWmMC7rz6BLB1FjPcjCFHi8TiyrDw8o5I8uhuR1E9CVh+8I5H0ie97VFRfJ4sgxxGj/Tx77804HSk0ZSo6xDqbXgGnRfOVo85Guw6/VZHeVJuTeOGmTUzRX0yVKZmajCS8Bg21Nh33XtXF5IxxVJuSeXrrFczISODeDV2M143hyWuvxGlMoc6qVHzrLTr8Fi21hhQaixx01VfjsesImBQNbYMjg1qrlk8ef4iJ2jG8fOfvmWZIosqYxM7td7CkeiIPXbf+FOCsx2/TjYLzznXtTEtLoCo1mXnlhdzevZbxunHsuPt2XBYDdZZU5X6zp+DPTGWtbyatpVYC5vNoy/kJBzuSiPb9mPeW/YxXF/+MQ5HvEF0/hkjmz5lttVHrSKU6SymSXuaeBeIA77/0HJNSk9j74TsQjzJ7YiG+zHRqsy3EjxyAwaPMMGj525tvEZNE5NgQ8uHDyq6zfRUzLSZmGlIQkDi676+Ua8/l+QfvhIGjXLNiHnXWZFwGHXdu+z3isMT2zRtZ2lhLXJb581PPUGkzIg8cg1iU6nwbDeYkFth1NJu0OM0GytK0HN6zE2GwH39BFvWGBJocGiYbEyDeT/zAAabpv6Bg+GXAObJ1GelSaLBq8dvTCDd76Zpdz5pLGri6fTnDgwcR5DgCsgpJkGUl3huIRpWINDqIED3KU3dv43JvFdMy03E5Ur/SBT4rNZFIq491i2azstnP3ddtRo4OI0siMVEAYsjEkZAQgJgoIUgisiQiSzHkWAwECUQZROmkJcdF4sNRJFEmJslEBU7YXoogxjn0wXtU2lPwm8fQaEml2WpgjvkCNk67mJuc53FFxXe5avL3eHLeBRzo/g3DnWcidZ1GvPNshkLfoL/7TIZCpxMNns5w9/c4GLqQVy5Poq/gbOZmncHiSSmEfdPocJcRqSthTW0Jt4VWsW19Oxs7l/DkQ3cgCcNIsqiCcORxFUUURERBAllGisfUh1YMOTao5EAlSc0txkAYRo4OgCggi6KSvjiBmjKAIPLe84/Q6S2lz19AyFNMxF1InyuPPk8+HdXZdPlKWVtfwf73X0JmGBkBAQWScRlEWbk+RFFElgQkMYosDoE0pORdpWGQYshCHFmUiMdlBPk45JVIXwApxnWRtdQVZFBnS1LBmfoPg3PkYf15eXWvJRmvQ0ulMYEXb9lMtVVLY6GVQGYGAYueaksKd12xhmnpY/BnprJgYj5bFs/m1u4VzDIn89CVQZryLNTb0/Gr0KzWX8TjVwWZlPIbXvjDZqqNyXhNWupNin5xsvZCdj/yALNMWl66YyuT086nLkfH+pZq7uxdwaN/uJKqtAtozNLhMSexsCKfzfPqCdh1NDi0eIxjuf+qENUmLfUOIzXpGh7ZtI5Z1jQe33o1ddlWAvZ0vKZk6uwpeGxaHrmmF19WCu60n3JHi56BK77D4/N/TpNhLM2G89mx4n8Y7vsut/guornQQXTXh7z/5ycYn55Cc+0skOJ8+PLLjNcn88m7byILcQIV5VRm2pie4yB+9BAMDjA1PZ1PPviQmCyxfG4LC6pmIsYHkKUhJqRpceaakGWZY3t2UqG9iGfvvRtpcIiepfNw5Rgo1yXxwTuvIfTH2LhoAW0tXoZFkZcee4LpGSkM7fsEohItM6cxxZzIVMtYnrz9Ol555EHGGwzsefsdpLjAkjoPtXYtldYUGqeXIw71c2z/ASYbv8YcZ4NVS7Pl+GoyK72v9dYM/LYMAtlmZpq13LJ5HZI8RFyKj4ITWckfSjKIUgzEIbYEVzPdoMFjT8fpSMP/FcHZnG3ElZ5Egy2NOoeBSfpEjr73NgwPI0syICAjIKo5tWhcQJZExGg/O99+jRfuu4tHbr6Be3+7mXu2buK+azfz2LYbefPxh/n4rdeIH9kPYhxZFBEk+XjEqoLz+YfuZqrlPLz2sdRbzbQ6smmyapltvpj6tF/TaBtDo+085hrO4qOglqHObyJ3nkas42z6u8/iaPgMBkNnMRQ6nUPB7/HWKg3zdGfTZPgF3pxfcnmlmU5fBZ2uUjqd+US8pXTVlBFyVbDaM4E5s0qQju4hFh0a3eJKiEAUSRaRJBFZjCHHB9n91x28/sQD/OWh23j+3ht5+t6bee6+m9nxyF18/NKf2L/zTcSBgyBEkQTx5PwpgCzyx5uuodNTTK8nl6CnmIi7gD5XHr2uPLq9ZSyuLeWt57aDNICsHsnItjwqioiiRHxoEFkYInZoF39752VeeugmHvjdOv5445W8cP/N7H7vFeL9B5CHjiGLcaIx8YSdggyyiBzrZ81sL0tm5NNkT1S7QXT/8FZ9BJyNdt2p4WlV5Gt+h45aawov/mEjM9PH4bbpCdjT8Rm11JpTuKevjWm682nMTsdvT+WW9sU8vLGbGmMi88pzeKCnncq0JAKODNzmFHoaqmirLMfn0HLd8rmsdk2nSp9Igzmdens6D2zowmdLpSp9LG/ctYVAfjLtNUWsrizk+T+s5+lbrsJpHIPPkkidQ8fCinyumd+A36bBb03EYxrL/Vd2UJmeQKMtnYBJz11dbXiyjHgzjTy1+QpqTUl4LclU6S9i3oQ87gyvwW1JZG7OWLbPS2MwfDp3tp5HwJJDQD+Od9b+ioPh7/AHzwUEsjOQ+o8gDB/kMm8Nd15/LVIszgv33MdEXSJ/fvKPyLEoD910E/6Kidyx9RoY6mfP669QMi6B3e9/QEwaorFyEtPS9ex9fweScIxlnipmOXQQFTi2aycztGN56f4HkAWJ+2+9gb5Vl/HGM08gDx9iz1vvUpuRRvBSH7FYlNcff5wpyefz8C3Xw5DEq089Se2kAjZuWIskHubogV1MNxvZMG8ucjRG7NAeZldPYq57OtGDeyA2TPeyJUyzfp3gVC+i0d5zq56mrAz8Fu3x3mZbGst9VcjSEJIsngROZAlZlJFlAXHoEJ5CBwGTjmaLHp9FQ53jK1ZBHXpabDpmW1JoNqdQZUji4Zt+B4KAJCqbvxFoioAkycixYXa98zplGUlUm1KoMaZQa9LgsuiU/1p1zEpLYEZGAjOz03n3pSeRY8NIoji6fZRkGQSR33V2UO04n4B9DA1mE40WK3XWZBrsWuosGfgsRrwWHbNNP+TlxRcz1PUtpM7TGOw8h/7usxkMnUm085sMB0/nSOT7PNjwK2Ybfo7HrqWhNJU1rgKCrmLCzhJ6PKWjkp/u2gK6nQWscZWy69WnkCVBiahB3bjHkWQRUYyBPMQHO55nXu1E2rwVdHjKaXeVsMpTxmpXCaudhaxyFnF5ZSErGqrY/dcdxIf61ezmieAUuKbzcrp9JURqM4+D051Hj7uQta5yft+7BlkcQohF1QKUAvOYJCGIceJDR5Fi/Tx9542s9k9jeW0pXYHxtLsL6fKXsaKmiKWVxbTVzWTnGy8gDhxWIuAT0ySyRLR/L5dVlhLyTuDSnOR/qjhUZ0k5dV5dlSM1WLV4zcn4HKm8dutv+eP6Lu4NtbE9vIYHO1fRmG1g66IGag0X4zcm0JyZgT/TwOvbfovPlEzAomdeaS4v3LCFW9uXsX1DJ+vnuGnI1uHMGMPM9LFcPb+JP22IcGfbEt7c9juaiiz4zRoaM7U8urGNUKCEPr/SLtvpK+fNR2/Gb0sgYEsiYNcytyyLducU6jN1+K2J+C0JXLOoAZ81hWarngaTlmWTi2mrnoTXrOPSQgePbwlze8cCnrmmlzs625iVoRSa6tJ+zZZJv0IM/oB3Vv+csO0M/jLnQvYH/5f3u8ayyPQ/NJrT2NreRrR/FwzuR+4/wKEP3mVeSTENmen4xmeyc8dLMHAEhgdg6DD733+N+VPLcRoy+OQvLyMPH2JORTHeDB0PXrcJeeAAz11/LVVWDfJgP/0fvUmV5jxeuud2xMFB5P79SId3Etu/hx1PP0SgIJ96o47e1lrE6ACvbn+AgHEssywaXt6+HenIARg4ANHD7PnwLRqnlOG3p+I1jOO2Devo3/MR9O+BocP0793NwzdcR4V2LD7b53eYfWlw1tlGejr1+NTVmJ2mdCNYUqhPS+LSSSUQ61cinNEEmVKdRgBZFhjY/zFVVj3NRh3NqYm02nUErF9egnTiCtgVh6Q51hSazUl4HKncds16ZDFOXBjJm51QbIgJEBvmuQfvZGpGguLsYkmiwZxIgyWRZlsK9eYEGi1JNDk0+ArTmWrXIQweAel4nlSSZYhLrPUGCOQkUGe+iFaTiSZjKo32MfjsCdRZ02kwZeDLSKYl43u8vPh8hoPnIARP40jXWfSHziHW+Q3E9m8T7zqdgd7vcmPVd5lt+w3O7DQWzyqkx1NOb20h611Kd04okEvQ6yDkziFcZaezpoAPn1Oe8iPRnVIGE4jLAoI4DNIAT937e5a7xxPylhGpzWO9M4+QM5ewW21v9OQTrhvPKv8UepfOQRo8gijLJ4NTitN+iYdOVz597hwVnPn0ufIIu4pY5ZlE7OAuBCGOJMmjlR1Zfb8kIQrCIHf9biPLnBWEPOMJe4oJu7Pp9WQTrs0iVJNLt7OE7oZpzJ6Sy/ChXQwfPvgpcMoc2fsei2tKCXtKWF1hptk6TjVmGQHn53sYNDn0zC0w05yppzU77eTvWzU0GhVt6KUFZtZUV7CoIg+PRYszPYEazcX4UpOps2lxGsfS6FD6xwOGZPz2dDwmpU3Xb9TQlGWiOkPDFO0YaqxaKi2J1Dk0BGzJuGwaXLY0ag1apl58Pm6jBk+mjrl5RkI1ZXS5iwi6c+j15hJx5dLpLmL+dAeXlZmptycTsKfgtWlwW5Kps2uosyVTb0+m1jiWgDmRZlMSrVYdjXYdVakX05xtoCkzHY9Dy6z0i6hMHYvbnIE/y0ZTlplF2UmsNHyTI5Ffc2j9d4l2/wih4zxenH8+C/J+js+WhNcwjhqbjpkF6awKTGdR5URqrOk0G7U0mcbhzUlhUsZYLplSylLXTOZNK2aGcQzNuRlKYSnbhrvQTp0llXnmDGakp+AtzmX5pAk4jSnUluXSVGQkYLoAX56V6qJ83Pl26vMtOB0WKtIuxmsx0pKRREO2lqqyfLw5VurTzsefnUpZehLegkyCdR4WTJrIzDQ9AbuBVnsCTcbfUKlPwpNjYmHNFC6tmoa3qAC3xcAlDh2tpov+7yLOzzirWBWpRevkciU/Jo0UGxSpizRSc5DiHNz5LlWmFJrNGlrMKTSc2BP+T646m5YGq0Y1N9DgNGu565oNIMWJj+Tp5JHIE0RJBiHOE3feQo0hUblJPs8UwZLEJM1F9B/YBXJc3Q7LSmQdH2DutCKqjGNocuiYbUuj2axVjA5sGnwODQGbnmZLOs3Gn/Hy0vOJBc9mOPgt+oNnK3nO4DnEus4k3nUGg8EfsGnKz2jJPJ/mbC3drrLRnu/RyrW7YHT1unNZ6yrhzWceBimullRGaubKJyBKcZCGefSmTax1KW2LPe4CIu5iety5as97gQJOdz5B/wQW1E4kduwgsqh8fqIMkiyA1M9S93gi7lx6XZmE3UX0uXLpc+fS6S1j09qFSuFPEkCWQBJBPr5dlyQ49Nc3aKspp9tdokDTU0J4xLzEVUCfq4D1zkLWOfNor87lD5FlIPcTRyQ2slWX4uz76/MsdRYR8pUSqs1nZYWZOTla6swpNNjTaMnUsqDYxOVlVloytcwryGBhiZnLioy0Zmlpm5JL2DmBHncFbVNyacnU0GBNotmRQsA0liZbMs0ODaGacsLucsKuUjqr81kzM5NV0+ysnpZF+6w8lkyw0JKZonYv6WiwqCJ8td9/xFWp3qqjfkRnalWNLqxKy2S9RU+9RUujXcsleWlEXGVE3Or74skn4lEeTBF3OZ01pbRk6mmyaWn8zL054g6m3uwjDkonvUaH35qBx6EnYE+g2Wim3p6C35JCKPeHfLIkmVj36cTWfJ9jHT9jQ+lZuNPPxW9PJTRhLJsm/IzLLT+hxabFY0vCY08nYDXQZLuIFss4Gix66q3HzVCUc9aOHlODVaemVJSovt6qU+3ldGqzjV5JoajSx4BNP/r6eqte/bdG8tga9fU69fUa6mwjv/dkty/lfk6mQf2e8jq9+qDVqcY2X644/YXg/HwFvWIi0DKlXCmofBqcI0l9WWDv+zuYZUiiyaKhxTJyol8DOG1amtQL5mRwSieAU1AqyZIMosgjN9+A05h0/CL7O6vJlsbU1EQO7/kbkiQyLCtFDkkGKT6IOy+V+jylLa7RrKFZ3eIFbFq8jhQCNh0tlgyajL/gpaUXEAuexXDwu/R3nY3YeQ6DwbOJdp1BtOtMBkM/5IqJP6Pedi5LK+yEXaWf6f8+vgrpdeex2l3Km8/+SRGSj9bKj4NTkkQQo2y/fgPtrkL6PLlE3IWEPaUKOD0FhDxFhD0F9HjyCXpLmTezhOGj+5FFGVHtKZCQIX6U+dXFdPuK6fPm0+0uplc14ljlKuWFP96hND2oOljUNXJUsijx3H23s6aqmLC7kJC3gJC3kJC3kG5PEd3uIsXIw13AOmcOEU8Ja5tngTyAgKSmIWSQRD549j6W1hYSCpQR8Rax3lPE2unZzMlNpTUnnWUVdsKuMnrc5bTPzCdUW0KPu5yIq5xgdbH69zJ6vROIuMpYOzOP5ZPsLB5vZl5BGq1ZOvzGi2mbkq324h9vK+3xjsivFKOUxeUWWrNGfEt1arvmyMP3xO3fiPBcuYlHXq9YmGlYXpFFZ1Wh2vdfMvr7wu585WtXOWtnFNBs//u2Z1+8UmiwJShGHXYNTUYrTcYLWF3+bfZuuph9Hd/jo1XfIr7mp4ihX3BV7jeYnZ7CXPM4Xlx0Eft6U7ixwUqj6WI8tjH4HXrqrWk02S5Qzsn8+XnC/+T1ZZUY//fglBVwfvzWn5mZnvDvB6ckcv81V+EyJX8uOBusOgK2dKZl6DmyZzeIIjFBRBCVKrw41M8s01jqslOV47BoRpUHdf8AOIXOs08A51kMh39MuPiHXJI/hqCzlIi77KuBU5aRJRGEYe65JnIKcOYR9hSq1nUF9HoLCHlKWDCziOGje0CII4kScVFGEOIwdIj5tRPo9JURdBcR8pTQ4y4k5MpnpbucQx+/iRSPqgKFkQtBUlW0IAtxnrv/NjqdpYRdBYS8eYS8eQS9eQS9+QR9BXT4CunwFdHnLSDsKWWJuwIkRS8cGzkzSebZO7bQ5iqmy1tM2JNPxJlDj7uAruo8Qs5StYe+lLCraNSEJOwqHv3/J36tmCKPwFH5etXUXObk6phfmEqfb/wJJiaFRNwFag++knfu805kYYmZeksizXYt9ebkU4DzeLfOZ6+zZOYXphN2ldDjKfkMOLtdeaPgXDbRoRor/7OASKbRdrGSv7Xr8dtSmaP9Je91/pL9kdP4MHIxfuM3ebDpPA70nMtfg1rmp/+Iyy3fY2fvb9h15XnMyf4BDY6L8WclUmdPpsmaQqPtYiUitBj+7QD8LwKnDLLA+6+/wMyMxH8vOGVAFLltfQS3OeULwKklYEllqi6Bgb274NhhBvbv4eDOnex65y0++MsLzEy7kLpMpbOqyaodBWe9TYv/C8F5FgOhsxhWwRnv/Rkded9h2eR0Qu6yrxxxirKELEkQH+KOq7o+A86IO49uTyFBTwndnkJ63PmEvcW0OcuIH90JAweIHt7D4T0fc2Dne+x7988sri0l6C8l5Cki6Ckj4iki6CqkzVeBePgTZFlCkE/Uhx5XmMpinEPvvcpadzndI2kHTz5hTy5hTy4hbz6dvkLafcV0uwro9pSy3DsZYodBjin4lZUH3wObO1ntLqbLU6hEgZ4cer159PoKCHsKiXgK6XblE/EUEnYXqB1OBYRdSkoiov6cEkEe/3u3K08R8jtL6KzKp6MyTwVw8WhvftilmJgoDlBl9PkmEKwuYX6hgQZrIk22kYjy86LOEYAmMzc/TY00i5Vj/hQ4Q85c5RicZSwsMdN4goftl488UxTzbHMa3swUPFljaDOMRbziQuLhH7Eh7/u05FiZo/sB77ZfxKGeH7Njzs/4c/0PGAj/gleW/ZqA+UfUO5LVjkINTdYEGm1jVQ/aLzIJ+c9d/xZwtk4dr4BT/iw445JSWHjrpaf+BVt1HfduvQpEVVP6KXCKMiAIXB9cg0fV+/39c9PQYEygzpxCa7EDX56F2kwjVfYMKi2pVJk0qmu19qR/Z+QD8DtS8Fu1NJvTaTb9kheXnH8SOONdZ9LffSbDwTMY7jqHWM/P6S75HzqdWYob+ims2j4NzjWeMj74y9NK7/0pwClJInJ8kN8Fl9LlLaHXnaOA011CxJNHyFNEl7dUEbO7cgk5cwkGJtA9u4r2+im0+Sez1DORJc7xtLlKaXcXqKArIOQpV0yRPcWs9FYgHt6NJEvEJFntaQJkEWQBWfUmQOjngc3drKoqotcznl5PMT3OXPpcufS6cwm7Cwl6igk5C1g1K5s1/kkQP6DAMz4AUaVSe/2qVtpdhXQ48xRLOm8uvaMGI3mfcmr6kst94nb5uLfoiR1SPR4Fon2+UiJuZQWri1g6wcq8gjQWlZppn1nEiknZNDs0ag5UgWjDqIFIErOzdYRqR36HCvBPgbPHW6hEya5yLisy8NVMTD4LzhXpY4j1nUc0+EM2532PJoOW1lQTnTnf52D3+Qirvo+05n852nEhvY6zuNT6K5qsKdSZLTRaM2iyjqPRmqCaG//7AfhfA04RpTi04+mHqfx3gxNAFNjctvQfAGcKrdYkWuwa6s2JNNhUR3vriGnzCcdyKnDavxicx7rPYCh4BkPBbzDY/VOunHIuQW8OQW8x3Z6vB5wIQ2xZu/BT4Cwl4skn6Cmmw1tG0FNC2JlDryePbl8JHb4yQt4iurzFdHmK6XIV0e0pIezJp8eTTdiTq4y5cOUT9haxwlVG/yfvIUSHEOVPgRPFJESURMShfuTBA2yLrGJlZRlh7wQizkLWOfNZ58qj112oRlf5dLuLWFVdyLbQIn67eh7rL2+ms8XJ6vpZBH3ldHuL6XYXEnTmqTOMCtUW0MLPed+++gq7CkfNpPt8Sjqg21mkbv9LCNUWqdvucoI1Rayamk3blGwWFBtptCXSZNNQb06mJVPLqqlZnwHzp8E5AtPu2lIuzUv7iuD89FZdz8KMC/go/BsO9p7G38I/Y1neaVxm+QWXm87iqbnf50jnD+kPfpM9kZ9wc9X/0Jn9A9oKEmg0GGmwGGi0JdBo0aiFoK/bF/X/VXCOqFLEGC9sv4sqY/K/FZwjW/XIZZfgtWq/uDhk19Jo1ShO9eYkxbrfoqXZqjvJ9PUzb7pVHbvxueA8g2PdZzAYPJPBrm9xrOunbKkeS8iXR9Bb9JXBKckykqgUhzYsu+QU4Cwg6Cmhw1tOl7eEHk8ePa4sQq5cOt2FdLty1G2tkgPs8ZQS8SoFnJCngLCnhB5nDn3eAtqcJex4ZjuyGFWi3E+BU0JmWI1EhegQxAd48YHbWFw7nk5vORFPET2ePCLufMKuIjbUlRF259PjK6PbW0bQO56wbwLdPqUiH/EeHw8SchWq+UYFOD2uE6PFf2adCKwvAmfxSeNBejwjkWMhYXchYZdSROrzldNZlce8Qj1zcvUsKjWzZnrWCXlTdY7U3zmOsKuYUE0Jl+alfkVwqsUhu1ocMlloMl5A36yfcHDrWA53f5f94XPY2/YbjgZ/yZF1P+XjrnP5qOPH9Pd9h0NdP2B3t54/LjDSYhxHoy2Nets4Gs3pNJotHNvrAAAgAElEQVTT+PoNpf8fBac4ImcRojx19y1UmVJosmho/leBc6SDSRXCxyUZRIGOlnp8qszh08OvTmwv9VpS8VlTCVjTqLepLtNWdbiZRXWHH/Ev/FT0+cXgPJNj3acrEWfXNzga+hlbahLo8uYR8hYr2+nPAWfPF0WckjQKzt5FTXR6lYLQ6FbdrWzVO72lBL1F9Lhz6HNn0+PJV+3higl7CpUBb64Sul0lBL2ldHpL6PKWEPEW0+PMZr0vn7XuEm66oh2kYSRJUFQHJ4BTlEWiksywBHFJRogNgdjP0b3vcffGdla5S1jrzKPLXUC3t0QZEeLOo9edR8SZR5+nkHWeAta581nnzqfPW0ifX4k4I+pwtx5PGT2uUiKu0n8Ajv8oOD8Lz5PA6S+m11dEn79kdCxI2F1AtzuXiFuJhLvdhWoxrZhuVxEdNcWEfZPochYT8Zao73EhYXexktd2laiOU2pu1lVAyF1Kl6uceQUGRTpj0Y5Kb0bkTo3qwL0RCNSNyG5GB+0p8p6A1YDXnkadPYEmkwmfLYnq9IvpzPsRLzYn8c6KRPYvT2TP8h/xp0t+wLKin3KJ6QfcNPMHvLngJ7y36n/ZVvcTZlvPpc6aRL0tgUaTkSaTUS2MjnRwqaC2poxKsUaO48TjarDqaDLrTtLhNllUieGoZOn4uY5MGz0u81JkT/9x4PzcZU2hzpLEnBkVpwbnSHFIEHjk99fiNGtHdVoNX4OLzamKQ/dftwkkBZwj1jtxZKJICFIMWRhgha8GtzVV1YWpUwxtGmUImTkZvykJrymJaoOGaQYdk9K1TEkbh9eSSIM5CV/aOHU8wN//IL4InLHObzIQOlPpHgqewYHwL9ns1tIVKCXsLibiOnn42smrkIgrjxW1JXz46vPIknSCjlMVnUsgxmMgDNB5qY813gq6VN1k2F2kbLc9OYTcuYTcuXRUO+isyaK9KpO2yixWOMvp9paw3pdHrzubsBqhhjxFBNVtfNidT48rjx5PCctqypCP7kEWRWIyDEsgCIJS2BGH1QLPiJ2cPCpXQhQ4tvcT/nTztbT5prDWVUbYXcQ6bwHrPXlEqh301mbR684n4ikh6CpVzJHVGUanjArdn/fefcV1it834nLf6y1RUgieQvpcBURcRax0lbPtitU89Nsw269q445N7dy6OcQj1/Zw88rZBH3lbFns4ZEtbaz2FrHOVUbIW0jQl82G2nx6a8pZ6p/KbVtChPxVNBoSmG1Lo2/5pVy9Yh7Xr5jPDSsuo7e2FqfZQqMlHbdFy1LnZDavms+mlfPZ1LaAK9ouo7FqIjMzdDSbUmm26Vnimsq13W1ctXgB161ewJa1c7h2dSt3rbkEr/Z/qTP+ilkZ57HSP5mnbt7I87f9lpB/OtWmsQTsykyqVouGZls61QYNXXP8LKurxmlJpcWeRqM1Ab99HE6blk2XL+LqtkVc1b6Qa1YuoLPRzaxiG1UmLZcZDQQcaVy9fCF+h4HZGYnM1o+hyaqjypLGhsvnctnMifhsWhrNSVxiTqHOrKG5NJ+ORi9eWxpN5uSvbin4LwOn7fPBKYwWZOLcv+UqXBbdvwWcSveQjCBGkeOD/OGKCOsun0f3ohaCC5vpvKyR9vn1dFzWwMb2y7n9mh7+dPNWnn/wHl558jHeeflFPn7tRdw2LX7jWFodadSZP/8J9o+AczB4JoPBs4h2ncm+8K/Z5NbR6VequF8MznwVnC+o4OQkcIoSSsQZG+COrVdwy7rV3Nq3gtt6lrItspStoSVc37eae65bz5N3Xs9f/nQXbz7zR95/5Rk+2vE8n7z2JCsqc+mqshNxZ6tD4UoIeQrp9hTS6S1W9J9qFNvuHs/WjqUgDiOJgqp3VSVRsiqKP/6RjHZ1ibLM4MAx5Ngxhg+8z6M3X8lKVzkhfwWdtYX0+krodY8I9wvVLXnR54Pz/wqapwDniXPj+3ylRHyKobMCzmKWO8sR9r3DnZuD3L5+GbddtYzbr1zK9qvauGV5E0H/JO7c0Ebs4LvccnUnYVe5onH15XCFM4+uylKuXnMZDO/h4c19uKxJOO16hgZ3saFrCZvaL+e6yDIevuEaDn78LpdVlFBt1XPX1SFeeuAWrlo2n+tWLeHGjhW8/+wjvLz9bpwGHbUZiTx9+3U8cN1Grl2+nGsWz2PLykvZtOxS/rBiPp7UsfiNSbx4yxYe33YtCysnsbRmBq88/AB3b+6l0jiOgDmRRouGOkcGtblmdr/xPP1/e5sqg+IU7zddjD8zEWemDnnPJ2xeuYjNqxdwQ9tinrjxWvbt3IG/MJOGdD01eQaGju5lYspFtFpSmG1MwmvVUl9RSHT/R+x46iGqjEk0WFJoNSVTZ9bSUe/huXvvwGnS0mxJ+e8BpwjERCAW45beEG6r/l8KTlnt+Rs5LlmSkEVRscIThlQ3nmHVom0YURhAEgdBGlJce4QoiKJCoegANQ49AWsyjTYdrVmfr1n7cuA8i72hX3N1rY5O39cDTkGUkSUZYXgQOdoP0qCyxAEQB5GEYWQxpnQdiXGl00cacYaKwdB+Fs8qJOguoKMqk5CneFS61O0pOAmcva58gu5SltWW8ditW0EcQJJiiJJ4kr/mcR8DxQhaQCYKDMbjCGIUQTiKLB4mfvQTXrzvFpa6J9PmKiPkKSPiLqDHnUOPK5sed+F/HDhHB9L5S4n4SlingnNZbRly/04Weyez1juBNe4cQp4cep35RGqKaKstY9uGLv549y0MHT3EGud4utx5hL3KazprJ7Dzz4/zzIO3cd/VPbiy9FQaNAwe+IgKow6XRU+lLQVPZgadi2ez47H7mWzRcOfmMDd0Lsdp0FKXoafBkMp0zTje2fEia5t8uDPT+eMNV7Gm0UuD2cQcuxGvNQmvVUPAqKXenMHsglz2vPUqE3Tj8DkMeOwZzLToOfjOS8yblIvPlkK9VY/bYaBjTiN3XHslj991M2vdlTTY0wlYxhHITKI2K43Y3z7EadLhMyTSbEqlWp/M5U1ujux8h9pULVPzTQwd28PkjETqzMk02TTUOlK5fct6uhbNoX/n23hyjNTbdTSakqi36mmvc/LcfbdTmaE0FPxXgTMqSBCLcX3Xajy21H8pOCVEtf1PuXPluKyO75CIy2oLkCif4Fgsn7TikkRcUgBEPMoMkzoW1aHHZ/r8JP0Xg/MbKjjPJtp1DnuC53J1rZ5OX9nXF3FKSseOLCkGwoIsEVWX4l0aBUmBp7KUVkk5HmN4z/ssd01gTU0e3e58Qp4SpfruKSDsKVDF54UqOPPo9RbT7R/PKm85D13fhzi0H1EcUq4BWWm7PO72LiguR8iI6veikoQgCwjSEPHYMAhxosf288hN17Ckpoy1rkIinnwlD/sfBM4TARpxFxHxl9LjL2W9u5CIq5iV7gnEDr3P8rrprPVNpNNbSNhbQJ+rkHBtCV3+KdxyRQcP3HI9Q/v3sdI5gaC7gB5vPmFPEWu9FRze/S4bu9r44/UbqbOlc4nNSmz33wgYzcwxZNBo0tJiSaN+fC5H3n+TSVY9t22MsLVrGVVGDS2ZRhrMqVSbNDzzpwe4sXM1M9OTeOyWLXS01tFgMdFiTaU5L5W6LC1ekw6/zca8yZP55I3XKNGOw5uZQZ0jA489g7XemcwpddCak4HfpGVWhpZXHt3OpbMmE2r28tztN1Fr0lJv1+AyjaHakYqw5yOcZiUt1mpVRo2UmDSwbxcunZ6qYgdDhz5hcmoCzQ49fmMSlRY9Bz9+l4m2dH4XWcutve14bDrqzMl4zVrW+Gt49r7bqDZpqDf//wycDbYU5ldNhVj8MwL4ERYhxNm4YvG/JOJ88PprID6s+r+rThMjdZO4cnxRWWZYtbwbTbWJxyNTNfAiLsNgXEIUZPa++zY1menUOzT4LUnK+GEVkqcSIgccKXgtGhpNaTQafzEKzmjwewwEzyHW9Q0Gg2cwGPoGsa5vs7vrPDa7M+jwlik34ReB013AitoSxY1GPjU4FVGBau+H4p40pC7ppDEhIyNElGeJLEq89ewjLKktp9NVRMRbeAI4Cwl7lMr/yHH0uNRChqeAoLeQNncxWzsXETv8N5CixOMC8biIJKhvrKBG8aI86qI0MqoEWfHglFQFBLF+9r75PO1NM+gKlNPpyqPbrWgoezzFdDtPUcD5N4BzZIU8RXR7irjCW0yvu4SlNaWIRz/icu9kVrnLWFqVzypXKW0z8uh2j2e1ezy3rVvJ03dcy33XrOOlO7fQ6SxRCkb1E7ghuJDn776JP1wR4sk7rmdV5QTm5WYR27+bKq2eVoNh1Ax5RV0l7z3zKNMseu7eup6N7YuYadcz05JMbVYaBZrz2PfXd1k4cQI+SxqP3LSZ9jkNVGfomK67kJnWMbgdydSaNMxM11OVaWdw14fcfnUPs6xaqjOSacyy4rOm4bdoabLoaLZmcElRHrte/wvTzGlMy0hh4KP38OZYcJuSacjUUmPTIez9iEkZY6m2JNDgyGC6dhw9y+bx7vb7qU9JxZNnY+jQbqanJtBqT6fJmsrSyqnseGQ7E1I1LJo6gY93vMzUjETq7Do8Vi1rAlU8fe82qs3a40Pm/rvAKXDF4sv+JRHnKcGpRjqSICPGlchYlCUEJOKIDEsxBuLDxJFGl4CkDGWTZOShYZ647SaqTcnU2xJosCtjh0+E5uhIWbWrw2dLImDT0WxOp8n0S15Y/Ju/A85vEuv6Drs7LmCTy0CHp/RrAqesWOtJyqA1SR1oJ8kQFxW74xNXTFZWXH2Y3HftBtZ4JtIbKCGsVuBHcpxhT95oX/mJlf6I2gkU8pew2l3O6sBUXnn4DqT4UYT+Q8hiXDFVltQBVMdnY5y0RJlReCpDAAeRBvdyY88KVvonEfaW0VWdy/pA+fFI7z8UnEuqS5CPfsTu159g7xuPseeNR9m74wn2vfMMW+a7West494rl/Pi7VezaEY+xD5h4bQc+vwTWe0vY2jXX1jhq+TOqyI8fPNGVngn0lqexbEDH9I8fRKLZ05msXMy166YT//et1ntnEmlVc+tGzr5+JUnef6u63nlwW08c/f1HHjnJdY01uFNS6XJbuDRGzfxt1ee5ePXXuZvLz7Kx395iJ07nubRq7txGrRUmfVMt6fy2LbfIhzayb43/8K2VauoytAQsCuu9r6MFO5e182WjjZmWNOZlpHCk7feSN+C2XhU5YrLqid6YBfP3/cHXrr3d7xx1x/Y+fh2brlmHZM145hvMON2GBg6uJtZqSk0mVPxpKXw1v330Dy5gmq7lZp0HR++8jzNk4vwO/T47DpWj4JTMUv5V0HzXwrOyPxL8DnS/6XglNU7cyS1FosLiLEYxKMwPIgsqrnM+ICy1K9lYRBJGARhEDkeQx4eYt28FrzmRJps42iwj8NvPT6HeWS0aJ0pmXpzyig46xx6WqwGZtvO5fnLPw+c32VX+/lcXWOg/WsCpzQSPkpxEIZAGIS4uoQosjh4fAnDEBtUHOIFxfj4urULaHcVKbZm7my6R6vqhYpjjydH2ba7FemU4nZUSMSTS8RTQGdNPl3OIoL+Cay7zMPRT95Gjh0DWUSSJUVnKsvqHKIRUxAl7JRGDLDVot7w8DBidABZ6Oep+7axfEYW6wPlhGrzWR8o/48G50r3eKS9b9M5x0WkeQbBpqkEGydzRfM0Qt4yOuvKuan7Up699UrW+CbRv+ctNsxvJOKZxDLfeI4eeIuFVRXcdUWQx27bSId/PJdPLeDYgfe5/6bruH/r1Tx840ZubF9GVYEVvy2DmYZk7roqyB2bwiycNZH5U8tY6prO3jdfov2SRhpsRjyGZB69cRMb25fhyc6kdXwe9ROzuGRCPi1ZGcxxpNJkSaE+O50ZxiSmpiczb2oFf37wfj586WmmGZKoz8mgMm0ce159ll07nuejFx7j41eeY/97r/P6E9txmXU0mrQ0Zpvp//BtmqeXsrB2EotnTOCm0Bp2f/w6k/TjmG1Ix5tnZOjgLqamJeM16QlkmZH7D/PGY4/y0QvPsPPpx9j/wdvcvXkdNeYUPHYNq+sqefrebVSZFbej/xpwCqNypBihuc34MzNGrdz+NeBUQs2RrqFYPMpw/1HCixexsGoWs8uLCOQ5cNlNuB0mPJkWvFlW/Dl2fLkOZmUZaZ5cRtOEImotWvzmBFrsCTQ6EmjJ1bG8IpuOylKWT8pl6YRslk/MYVGplbl5GbTk6Vk2JZ9w5SS6ppl4bVUCseCZRIPfZiB0DtHg2QwFz2I4+C2iXd/h4/YLuarWQLu7hG53ARFX4ReAM08F5wvHwal6aMooEZssSRzd8zG/61nLusWzCc0JsLqhlrZAJW2ectb4ymkPTKCzbjIddZPpbppO7yVVrL/UyUpnOV3uYoKVViK1DmUb7ilSI04lslTE8CPjgUei0VxldHB1Ln3uAtb5imivzWd1oIJre9oYOrYPiRhxBDW6V+YMjfooyXG1TVMe/dzisowgqFGzNMwjv+1mVWWOIlsKlB6XIP1fS5H+AXB2j4DTU0Kvq4yVrvHED/2VtoaZtHsnEvSX0eHKV9tVS+gIlHH3lct5+Z6tLHWOJ7ikhd0vPMKq2gnctmkV2zauZWXtFO6IrObx266mu7aYSE0F8SO7GJ+upcaUQSDTRIvFgNuSis+qpcqUxP0bu7mufSlOazpuUxoecxotpbnEdr+H05pKtSGJp7dtJTS/FZ/Dhs+agcuejsesp96oYY4lBY/mXLwZY6nLTMdnN1JjNVNuSuO1J//I1o6lVGelM3dqCW89/RCTstNx5lvx5duZlm3m0MfvUJdrw2fS47UbED/5iJnWVKqsOvwOE9MzUhg88hE1uSaaHCam2FMYOryLMt1YnJnpdDb7eO6ebUzNseHKd1Cfb8NdUcqed19jhiEJj0OvRpw3U2XWEVAt4o4v7WfXfxo4F9RMh/hn/TiViqpiNLGq3oXfqlcErNYU6m2KGcbXCk6Ljse23YAsxkZn8IyQRInCRIYP76HKlk7AqPg31o+2XqpvtkVPvVlHwKzFa9JQb06i0TiG1qwUFox3sGJWMe2VBURcBYoO0qMYUoQ85XR7ypTcmzuPLlceYU8Rvc4C+mrMvL4qhVjwLIZCZ9AfOofB0OlEO7+F2P5tBrvP5u2OcVxZnUHQXUiXW8njfRE4V7qK+dsbL6oif0ZNh0eHsQlDHN75Jsuqigg6FeOLbneRMgPdVXjycp64igi5R/rlFQOQiDtP3aLnqedcSNCraDqDHuWYQ55cIv5cer159LnzuaquhHWefHo8BYRcBXS6S1hZXcS2vlXEj+0nPjSIKCvFI0FGgWbsiGpaMvrRjXopj0gkooP7CV0WoN1brHiMeosIqcL8Lu8Xw+3/Fqz59LkL6XOW0OupYK2rAunge6xwTSTkm0qPr4IuVzFrqwvorZ9CpH4a94QX8/yN64k0zmTJ1FyI7qF6goP4sY+4fFYRQfdE7rny/2PvvaMjKc9137Fx2N4n3bvOvXedc/be3g6EGam7laVOyuqgOIGBSZK6QgfFmSHnyUHqKGmGIUebvLEBAwZnMGCDsQkmDuAhzgCTR7G7q+p3//iqJU0gbcD2PutorWd1S92q+qq666k3Pu9mHr33JqLKfLYqC9D2vY7scaG4y+l2lAjVelc+4WoL7RVzeejKJD/YtIYVjhKCbmGwyCWnMrH3Lc50FNHuKOGR668k2h9ErSkn5CxCLpxLb0URZ3vcnFF8Km8+9iBbupbTXmGh21lMt7uM5e4y7rnmch684SrOqLRz3zU7uHndRajOIsLlhfS6HSwttvK7O29mZM35BLzVrKh2or/7JkqZhT6XFdVlYYXLwp/uv4V1Xe0ovio66xyMH9zNfFcxZ7iLOfzyHzlvgY+gs5BQmYVuZxGLii188MIfuSywhPbKMhJ9Kk/ccxtLy/OI1JbTV1VBl6MEuTifc+td9DiK6HEU0mviiyTPvw5xZidZF+wg5Cr62xKnrjGxfzcdlaX0uUrodR2tbTjzXIig9lUVsa7NRfT0KmLLPUQDbcSDi8ysdx2pYB1JM/uZkEVnSELykJDqiMkekqqP4UDDCYjzm8cR5ysDp7KjvYS47CWmNJBQPgtxchxxZkziPPDWC6zr8JMyR10kZR8xebbaz0yGejZy+xJE4zHd8wbxXPYwLJ04s5yUhb5mTPKRUnxsCzeyPdJEUvES7fSSCrWxudPPpSt83Dq0gcyRDzGmxs34a859n6HK438MslNjvP38E2yUm83aTj8JpUkIhJjdTn8r4ozLDSRV0QmUCM5nTaAZY98rnLfcw0VnNnDZcg8XnlnJJUtr2KK2EO1axP3Dl/DkndvYqLYw3LWY5++7gdsv38SB13/PxkAzCamZB3ds4JG7rmRju4+tUgva3lfpaa5GdZfS7Syi15FPt2se4SoLK0pP4+Er4ly37kJWVBQSchXT7bASKDqZvW8+z2JnAVJ1OY/eeg2b+mUaC77HAtvJLLHNpaPUxkLLyYT9VVzQvpBDb7/M6aX5nFGcx/IyK8sqbGQPvc/5KxYje6rRPnibrlqnECR2FBGpKCRSVcG5ixrZ/8KTtFeXI9U7Md7cSbjcSq8p9N3hyOfatWfx8HXDtFeV0llZzuS7r7OsspTF5RYO7HqRM2zfp6emVFzvDhudVaVcs/Y8/vDze1jiKmRTaAWP330zTZbvstRuZZHtFBZavs8iy/dRXEUEXcWiW8pV+IW78l86cWZM4rxUWkbEXfw3JU7D0Bl9/y2WOQrpqig4KrEzG7l2sYuanAx3NnGF7GdEaiQutxBXW83e6joSwfppIjk6SeIhHvR/JuJ8eeupXL6imLjsI656PjdxZgFdm+TD159hbbvPjEU2kJC8RE9AekfDQ1IRFmZc8RJT/SYp+UnKPoYkL9skDyMBDyOST8Rj5UZicjNbAo1sVlvZGlnIhoCHVLiFhNTAsOpnW6iF4WAbl4ea2LrUQUL1sV5q5MdXRUkf2Us6nWbKjHF+3I+hG2RH97Omo4Wk5GdY8ZOSmxCjOD5Z5OPLJM6o6iEW8hJX/MRDrWwItpLe/yKZg6+S2fsymb0vkDmyk8yRnbz5xL9x0bIaHtx+Cc/+aDuXLK9m87IaYpH5MPk2IxcoRM0+90eu3cjjd2wnoTQxoDSSfe9ZVrVVEnIJRfRepyBOueI0QpWFPLw9yp0D6wg4csRpQy49jcd+dC3XrD+HxcVz+e0PryJz5F2m9u5i6uB7pA+8x9SBPUzuew+5xsEZpVaGz+1D++AtDv/lJcZ3Pkd231tslJbQWVlCvE/m1d8+hOoQ3ltPhYUeewFS6Tw67BY+eOVpzl7oRa0uw3j9BfocBfSZZUOK00qnuwBj39ucWTyP7joXk+/vYkH+9/jFVUl+e22KkMuKXDZX8IzTQp/PSZfPRWbXnwlUl7JOWYI++gFT+98R69//Ful9bzJ14E2uOL8HpbIQ1Rz3E3J/fr756xOnNsnFnWcSqSz5GxOnxpE9u1juLKLXWXxcCVGvy0qvy0qf20Z/pY1ou5/tSiPDnULHMhpsY2uwjWiomUHVy9ZQIzHVT0r1in5qWaj0JBQfg8rfljjTBujaBB++9gwbAk0MqU0Mqz5Sip+E2nSchXk0vMTVWqGPGWpmc6iNrcEFDKitxBTREjokzypBUhrZLDexIbiQxLkhrt58AXdfHeXxOy9nMNRKXPaRCNQzojSRDPgZkn0MSzUMS9UkpVq2r1xE38Jqdj79mKjv/BjiNICpDDA5yQ3rzyE2izhTciNDn0CaXzZxxlQPiaCPlORnWG1mq+zngqVVrOnwcvHiGta1+7h0eQOXLKtlfaeHAbWRdcuqWLPEyVCkmXhAKE+du9DFFrWFZLCJbUEvly2qYH2Hl+FQM4lQM+cuctLlKSLisggxYXMkR9iVT9BhobMsD8leiOoqJmz2sIcc81junItcaUV1WFlaOpfTy/JosX2fNsv3WVqST2vByZxRMg/ZXkTEXUZfnZOFhadyusNCi+07LC88GdVVQKSmhPby02gvOYWVtSUIyTqLEMRx2Yi4CzjD9l1kh5Wwq4jltlPEtFy76DXvchUi2S20nvJPRKrLkMosnJn3r6gVFgIlpyKVigRsb6WNLmcefVU2+quLCDutnD73n4lUlRKsLGNB3ndZXmrhzJJ5LCg6hUXFpzDf+l06HRaC7kLCbtvn1sT4Uoizy5nPxdIyQZwnaLnMGjpoU5y3fNGX7qpLzkIevfvWjyZOPcuHb+9khauYLvuxtZcWup15dDvz6HHNY818N0mpkctVP0Od9QxIPi5Y6uUydTHrw6cTW72c6zat5ub1faxfWsX2kJ8RSSj8xBUfg8FGRIyzgZFOQZxT0ZOYTHyVI7FvMBH/CpMD/yCIM/kNXtx8MjvaS4Sb+2lcdamO9ZKf917+46wayFnEqYOhT7L71adZZ1qcOVc9/rHKSyJGuHZFJRcsq+W8FY1s6OskcX4Xt8Uv4daNq9jYUU9M9QjV9pCXTWoj9161EaY+MIWHxyB7CMbfI9q7mKhk1nuaKkBxWUjZiSmZtaIjKNLKBUvqeP6hO0BPo2kamUwGXdePI86MDmQ0fnpNnEEz1DCsNjMSbCEV+NsSZ1IRFvnlAR87JD/b1CYGJR9RuYkhZT5DahsJtZWk0kJKEfOFUrKPIdkjbkaKiI3HlRZTnb+BlFnBEJebhOq+7OWixU5U91x6XRZWOi30uix0u62IGfM200UtFgLDLtNNdVqIuIXAcr/DRo+jkFBlCcGqEiLOUrqdxaiV+URc+fQ68um359PnyCdSaUGqzENyi46diKuAsNtK2G0h7BbG08xIkHyxH5dlWqOz2xRw7nXMTBCNuEyhktz6nIUz3p7bSo95LN0uCxG3WFO/3SLgsNFnL6THUWyilIiz1HTNiwm7C+nKzRsy95njiP9YxA+m0OgAACAASURBVJmd5JwlCwj/HRDnB2++yjKHiMccPcpAEGd/lYVLWx0Mqy2klCbiHbUMh5pYJzWjH34HY+IAZEcFMYx9yNj7O1m73MuQ7Pu7Is4Mgjjffempz0yccdlPtH8ZxvgeyI5iZNOQHoPMIQ7vfpnNoVZiagODwQa2Bn2sU33cc10UMgdIZyfMm+UkTO0n2r+cWLCRpFJPSmkgofiJKs1EZxFDrKOaaEcVV65ayGVnOHnzxT+haRq6rqNp2nHEqRlAJs0vbxpic0c1CbmBoWATQ2rLNBH9LYkzJXnZ0enlyk4vI531DKkiBr5NaWUo0MiQPBvHrE2tN7fRIpSSlAYSqiDOlNTEcIeXaHsDfQ35hByn0uvIY2WFhT6HjS7XsdnkWRlml216OkG/3caqCvEYdloIu2z0OW2sdNjocc6j1zGPfsc8Vjrm0e/Mo9s1j67KPCJuGxF7IRG70KaNuC1iuqYrny6XlS6XxXxuoctlVs44bfQ4Cuh1FJqW5tEQ17IpsuOy0W3OvO922cxtWk0CttJvF2vuc+Rgpc9uo89uo9deQI+jcBZMpbNZwxf/gxGnAZkJzj6z7Ut31T+JOHU9y56/vMySCjGI7egxBhb6q6xsOL2aEXU+iYCfgU6RDY4Hm9l2UQ/G5GEmJsdFnbahkclM8d7Lf+KydjHq9u+JOLMmcb7959+xdoX3MxFnTG7mhuhamDxMZipN1hC972iTPPPre1irtpKSxYz3mOJjo9LEQ7fsAE0IGU9kzATP1BG2XRAiqgriTCoNxFQhEpKUzTig0khCbSIVbmZLRy1DIT+xtReKciRdP6HFaRhAdpI7ExcyKNeSUGpIBH0kgi2k1BaOFwf+a7rqfmKKjxHZww6pgZRUS0yuJxluZuuKehKSh5QqkFSPrU5oJGYS51BADJRLqh7ioToSqpdhqZnhDh/n+4qIuE6m2zWXfns+qyps9FQUEnIUmVMbTfm1WchdLyG3sMT6zAmYkUqraTXmsdJuoc8+SyrRaaPbXUC3q8BUEiui11VBj7uELlMZLeLKJ+yyCsk4txDwDrussyZS5rLaRUScItYYdgl0TZOmSbSVhaa1fLQ1GjETPAIFs4hXTBjtNi3dXkeOPE25PZeViMtiWsb5f+UYp3kCu0zzOuyafeAWuu15XBJYgpFJm4SS+2braIYh6jjTE5y1uIWuypLpD2V69OfnWLz4wGbGokqOouOIM1fOIogzze43XmJpuZV+Z5EYzeosNDX9LFza6mZIbiPeKbQRk5IYaLZJauKBG0bQJkfRDEP0XpvZ39/ccxsDkcWkFL/Qj5RFbWPUlBcbCngY6azg+U15TMS+xlT8a4xFv85Y/CtMDnwTbeAbjCe/xoubTmXHilJThUjESXM1iQnFvLBU7zRScg0bA17efelpkZGG6d5FA9EZpGlp3nz+iVnJIaELGVUbSSiNR4kliw4ckVgZkJt5/KH7RKePYTCaNjuKMhP8YHg9W7sWMSR5GJZFcmyz3MRv7r4JIzOFpjGjjDQ1ys3xS9mkNBJVxYwhcVMQ8dGE7CeuNDGg+IkHmxmQvCSCfi5Z1UU2Lbq2MlPpWf2YuRpVA0MbZ/sFKkNhvyiRUv0k1SZSweZjjunEoYiPxecgzrjqI2663dsUD9tCDUSlagYVL1eevZwbzl1KMthAPNRAPOQlqork26DqZyDUSEwVicahQKOwOFUfCbWBpOJlWG5m3XwnobJ/ZWVVHr2OfPpcxUTsJcj2EjocRQQdxUScRfQ5rPTbxfz3kNN04d35hFwFRFxWepyFRNyldNSV0eV3Erbn0e+20WMXbnXEWUTYWUTIZSPsLiLoKKKnoZpQfTUhexE9LhtdrtxIEBthVwHBSiuqOTe+22kRJX6OIoL2YlRnKZ3OYhRXoSA6Rx5drhIkRzEBZyGK20pXVSErym2E693Ijpz1WUiXo4geRwGqq4CQu9AkaSvhyjzC7rl0mfvrdgiS73Hki5uAw0LYlY9aZSHkyhdWrGnR9syyzv89RtynJs6IOec46Coi6BItTxGXjZWOfC6TzsDQxqdVcHIKOLqhm8Q5yTmL5xNxFtPrEOKjQVcxIdfnKxEIm7EPIZZaSLu9gCfuuxsjPSGIY5aFIpaU4d1Xn2V5yTzOctiIuIqmxVWD9nlc2lZJQmohFWgm2eFluN1FQvZy8YpG9r7+AmiiXdAQPZuQTXPjpguIK362KbWIAWg+05LyEFcbiEt+tneU8tymkzmS/EcyW/8LU9GvMxY/iano19EG5zCemsOf1+VzZUe50MdUmsSoCtlH0sxmC+L0MBhsYDBYx4hUyaZAPe+++KRQFgJxmzCEgEbGEOVXf3n+CdZ3NIpyJHNtA2ojg0qrGApnJnq2BX0kA/UMKX42SS28/947aFPjZLNZU20JjMwYiVXtRJVGYpKfIbmeIaWBDZKfP/zyXnQtLTq0DIO0YYAxxW9/ciuXBJpJdbcx2FHD5WE/0YCXQXNkR0LxCbHeQAM7ehexYWk1yTXnCxUrTYesKT5izNwANUNn4sgHXBZoJSU3MyQLMeOU6icVbGAk2DgtAHKiUqsv05VPtFdzdchPol2o2Q8sdTEi1zMSaSW1chk/3rpK1Oh2tzAQ9JEKNhJrryMR8BA1Rw8PzcKwIpJpSbMnf7WnUJBm+Sn0uopYUV7K9Vu28vbzT7Pn5ae5+9odLG9wECzJ42xnCVJtKUp1MX0VeXTbT2GV20rQlU+Ps5RwXb2Q/Rsbo73Aglw2l3N9pcjFp9JdUcTKylLOaiijo+I05Bo7+tQY2bHDhFxldFfkEXTOo7s8n1XlNrqrbCyvOBnVnU9vpZXu8tPoddlQXcX8+rYbeeiOW/j5XXfS3+JhtWMeZzvy6PPU8dNb/o0Hb72dX95+LYvy/4lf3HITxkSGR64bYXVlPkp5Hl2OEs5zFdBTXUDIbqHfVUrEnkfYfRpq1amEnVb6nOX0OgqQXXl0uSycUzKXs0rnEXFbUFwWVrqLUOx59FYX019dilqaR272esT12RNIn0ic00w8W/TXRI/TQr+7iM29EoY+OdNieSxxTo1zwfJFRFxF9Dqs9JgK8F2fM+bQ48yj15EnWsOchUjuEl77/aMY2UkmdW2aOHMXnZaZ5MO3drKk1EKfo4BeRx5dFafS586jx3EqlzSViAytJNSHhsNNRCPzuUBaiDZxCLSsaH03TWtjcowNkSUk1EaGpBpSygxxJhUxMzwu+bm8s4TnNn+PI4lvmcT5DZM4T5omzufXWbiio4KYXCfcVxPCCvIiVIkaTJe3jhGlnnXtXsb2/AXdEMcqJKCE9mVW0zEyE7z9whNsbPcyongYkWtISrXEJVElIBISptK61EBS8RMLNrMpuAgtM4WRmZwmTl0Hbeowa6RWkuEW4nKjWRjfwHq5iZ1/fARDz2BgkNUNsjoY6QkOvf0Ka+UFxJQWRoLNjHTUM2Iey5Bcz5BcR7yjmiHVSyLUyMb2BnY9/wfEoDfdzLJPyw2Y4koT7PrTb9goNTGiNjMkN5JSmkiaxJmSvQyrjULmTfb9VYlzSPUSlxvY0F5HqnsBMdVLMuRjs+Jj+8Vhfhw9jy0dHlJ9C9koNbCtewGxDi+bltcSi7SSUkWVQA450hySfcTb67mopoBVjpPpr7WyuOI0Xnzi1zA1yb533mb/X3aiTe3njZcfJ1RTQld5AWdWWIm4yji/pICzKywoFRaWVswj5Cily+9HmxqH0SMsOuU79LithCtOIeIqJGgvRrEX0VGeR6CqhPb6SoypcSb3fYDiKCXssCFXFdBZbiNYVsSZZfNQa0qEJVc+j7MqCwnbrSx3FjJ1cA9aZgxdy3D1lnWEa2wo9rncNRSHKaGlMHlkN/Pz/icjF57H7l1vEeuTiVRaUKsrWOEoo8tdTHtlAUpNBUss8+hylyI7TiNca0F2WwlUFBIpK2JpRT7LnKKyIOSy0V5dyLKyPFa57QRrSpBNbzdULizinFv/hSvAi4yXiJn0Oiz0OvLNRyFtHyiz8uBNV2HoU8Kdm2710NFNKTOyE1wWXIHqstHjFJm6Pkf+dOzl34t+ex4rHfPoc1iIOAs5o6yA0Xd3YegZJnWd6bRCzs0zNMYPvM/SynJCrmJ6HHM5p7aAC/wlXNRcyuYlNaTURuKKh6jiZX2olZVLfcIdzk6BZkyrKZE1yE4e4YIVjcQkkR1OThOnd4Y4ZR87Oor486bvMpb4Jtmt/9kkTjEWOBudw2hqDs+ts3F5p4OY0mC2L84QZ8okuCG5XiiuS/XEZR+XSa3oY/vJGroZz82pX+oYhgbaJAffep71HWbSQmkQ8bWgGSc1C9oTio+tciOblDYuleYzuec1UxREtD5mNXEC02N7ubTdR0IVlvCQ3EBC9rBOaeXg269gZKfMPnSTaCenIDPOwzduZ31HC0m1lVTAx7BUT0oR2fSUUkdS9RINtnDxsgZ+smMjaOMY5kjg3HRScWQGWcNAn9pH6pwAWzvqGQk0MCL7SCpNJFS/iB3OsjJnzwP6axBnTPGyWfIw2L2IW7au4i8/v5FfXXMZr/78Zq7deg4/3Hw20dACtp29nHcfvZ1HrlrHU9cPsPtXt7Ou8/hSsdnhhkSnh9TiWmJn1rKqqYizpVYy6YMc+GAPDcVlzC8u4YXHf4kxvpsbLuhnSGnnnmu3M3xWP71lRQTLLdw2uIGf3LidXk8NvW2tpKdGYfQAKywn01uZz6oqG5LDyuJSG9dddgGv/PIB/vzLB7hsVTeTE0fIjh5iWWkBoZpyJJ+L+6/ZwWu//hW/e+BuLuhcjFxWQFdFAX3OQoLOQpa4ikiP7WMiO4Gua+x6/mlOt+ezsOw0Dr75GrqmMz4xytTkPhZa/oXkOWdxw8jlbO6RaXfmcd91O7jn+utQvTU8dv9tvPHko9w9kqKzvJigy4Zcmc+m7uX87id38penHuW+W66ms9ZOn70ctbiAy0IrePIX9/Hes09y944YSn0FsrtIjBlx5MZ0fKnEaaHfJLxeu5WuChtdzhKW2Is4snsXmpYWiaCcaWCIr/2ULgQltq+7kA53EWGXzYxHCOLscRdMxx0+y8K7nFZ67XmscovAdcBRxFlLTsdIT6Jnp0gbxkzYwJQdz2anMPQ0yUvOp6PKzoULPWxob2Ndewsbpfmsl9pYE2hhjdTEushCLt9yPpNj76NNHBLivvrRxJk+8iEXrfCzdUU1Q7mSETN5IxIhHuKyjys7inhp078ykfg62a3/icnoN03i/DrZ6Fc4nPoqz6wr5PJOp2hnlP1HEeewVM+QVMeI5GVI9pMI+NnQ2cw1Wy4SNyxNaEFh5OhFkI2hZyE7ynVbz2e90saaDh/rAn7WBZpZ1+lnXcDPBrmFDaFFrI0s4wfDW5k88D5MTTA5OW5aexqZrIahG4y++xqXrcjNLG8kJYn5ROtDizBG92NomphmaU661DQDIzMB2VF+eetVbIqcyUa5jQ0BL5skDxslHxukRtbIrWzqa+dPv7pfZPGNKXQjQ9oUQs4YBllDxzCyYtT0I/exdkUdI0oD22UxHTOhNJlxThFnzhFOTn7uWOKc3TX1xSaPGomH2th+VifP3H0VmwJeBhU/Fy6p5tmf3sqdgxexrqOR3b+7h7WdHmJqCyORxVxyRh1jLz/Kls4GkrLoQEtKXhKShyFVyMyJkSE+RkJNbFhWy1mLG2DsIMZUmsT6DbS5HCyvKCXsryZsL+HBxABkRvnZ3bexvKKQxRXz2PPSc5A9zIXLlyD5PGj6OIwfYHn+d+l2zqXD+m0C1WX8+q5bYHKUsfff4rU/PMHY/g8wjAyZg/tod5ajeFwcef8vZMeP8PpzL3Bk327IjhJb1YXsLiXsLCTkKqKzqpzJg3sZO3KIvXveh8wUiyvLaS2zkRk7zB8eewIMnYmxQyywfJufXn8t2cPj3H/DFSyqmAfjB0kfPMT7r73Eq3/+HUcO7IHRI/xkx3bOLDyNf4uvgam97N/9Om+99Bza2D7ee/lZOuzlxLsiGBMHOLJ/Ny8+/ijG4Q/Y/+ozNJ/2L3Sb3m+/w0JfTtnsiyXO4mni7HHms7q2DKXCiuQoYZmjjN//5B4yk6NoWla46aY/JebLaGSNLBhTvPXSs5xRXcHpFVY6K4sJuIpQHVYiDgs97oJpMvzYtZgu/rSrXlWMYi9kWamNvkWtHH73LbSJcTQ9a1phRxOnbmhoWhrSE2j79rL7xT/x1rNP8toffsurTz3KOy88zYG3XyWz/23IHjLVgyYw9Ax6VpvJ0OuApnHojee5ZIWXhNxASq41RS/8pltdT1TxkJB9XN1u47Wt32EycRLa1m8xGf2mmDU0+DWy0a9yIPFVnlpTyLZOFwnVSywgtpMwhYNTsod4Zx0JpYlBpY21Hc3suHQ1+uG9GNkMGX1aDgPQpsuRMrqOrmUgM8rE3rfZ/cqf+MuzT/Dq04/xxjOP8c4Lf+DgWy8ztf89yAiLQDetO2M6P29mtbUsr/7ul2yUvCQCtQwHm0lIDcTVZtZHlkB2jExmajpsMIXQ/9TQMUhj6KOQ3sue157m9z+7k9/efytPPnQXO//4G9IH3hXScVqGrKaTNdJkyc7oS+sahjZFZnwfe15/jnVKC4OdDVyuNjAiCbGPmNpEXPGJuerHDFk7EVnmCPNEFujnJc6Bjkae+9H1bO9fQVwSI4QH5SauubiHuwYuZsc5ErdHz2FLsJGo0khCaSEWPp1Hb93GpnaRVU/I3uP0ChKKj02qh3hYWJ/hinye/rc7McbHITOJkT7Ea797lP72RSwtL+RHiRhkJ/np7bcglRazrDSP3TtfAX2MCzuWIfsbxOcytp8Vlu/R7ZzLquoillWVQ3aC9JGDdNZWsqisiLOUTgx9Cm30EGdUlPDL267HyI5yRSJGra2I4NLFGJnDHHr3DU63W1HdNrori2gvLyCzfy+MTfKre34C6TT9Zyyma0ELxtQEa1etgnSGqbFR2vK+zYM33gAZnXuv28Eih0XcGDSdkY1r8ZXlcdmqLkhP8NofnmK+bR5/vP8udv7pUZbO91KXl8cH77wB+hidTQ387Lab0DOHefCuW/Fbbdy8LcXPb7mBYJ2DoN1CrzOffkc+Pf+OsRufTJzOGYuzy2llRclcNoY6eeCmG2F8AtJTGLrGZCaDlhtvaBKnhpjtrWWnIJvm8Pu7eeflP/PBzhfJfrCbp++9g2D5vE9tcUYclqMItrOqnCvXX8JLjz2CfuQIxuQEWiaNpmUwDM3MNM9c/5lsFs3Q0LNptIkJjOyUkFHTM9PQtbSwbIwshq4J4jF0MXjM/NENA7Q0L/zyHtZ1+BkKinG60/HNXKlOUFys13ZY2RX9DlPxr6BvyRHnV5kaPImpwa9wYOjrPHJhPiOBKtGyJ3lImu2NSbM7Z3vvIhJ9y/jpzdvZ88qfID2KNjGObsD4VNp00admiNMQEyU1XSOTnsTQTdUhTRPhQy0rtC6zkxjZKbLZNJpukAYmtRMQp67zwM1XsEX2kpJqSKlCKGRQbSZ1fgQjk+s319H0LBrGdOAgbWjoaGiZcXRtDEOfEGRqpNGmxkhPHhH7ByYNyBhZdMQ2dEMnOzEKmUPs2fk0myOLiYbmMxxqIdlRzbCp0DSoNpvEWXcccebc9WMz7R+Zdf88xCk3MtjZxCv33kBUWcDl3QsZkr0MdvoYWrmCuwYu5EexC7j2UoXNsodtkVZSShODahu3xs4n1bOAwc56UkE/0UDDtNqS+G75iEYaGZTrGQ542bS4nhWlNjb3dfHcb3/God070TKHyWgHuTgicfPgIOgZfnPHXfQUFCHln8qeXW9A5gjnLz8DpdGDro/D2H6W53+fiGMefa5Czg0swdAm2f/WG5xRUoTsKGd5jVPMhTq4j9Ptpex+8Y9o6cO898brfPjKTna/8oLwFtKHCbXUEKy0EbbPRXEWkt73PkxMco6swpExrhmIcveVV0J6nFpbHkxNMjU6Skvet3ngphsgq3PvdZdzhssGYwfJjo6itPpZUVXMeYq4Sb/+3B+ZXyrCc1cPrOPPf3yC93a+SGZ8L6QPc05rExctWUx6fB+6NsrY++/y0L/dxVntS+msKqOnqoheZz69zjy6naIO9QslzpmRoxZCrgKWOQrRxw9DViczkQZNZ2JigrRuCNXx2RanLoqY0+kMmq7PqKtnhAr4Yz++E7nkVPqriz+VxdlluvYRh4WIw8La3hD61AT61CTpqbRwEXVT8VxLzxCnKZirGTppQ2dKy6JrOllDQzNtIh3DXKP4/2w6g64b6LqBlp3Oz0Mu8qZP8fD1w2xVW0kpQthDiP36RY2jXE9U9ZIMNHBDoID3kt8nE58zTZxjsa+SHvwaU4NfZf/QN3hw1fcZkWuIKh7ikne6fCgpC/d/INzGA9fFMbQjGEYafXICLaszmdFFiIQMGFPm7QqyGRGj1PQMmpFhKpPOCa4LdXtdSP7puibOlZY2E3oGGU07AXFm2Lb2HKLBRkaUWhKSIJ4BpYlrNp0v4pu6gaZnxWgMPWNuTxD4ZFYnq4vazKxhiidrWaHHqWdEqEfXTLLU0I2sKGnSMhjpUXY+9hDrO1uISU3E1flEJT8jIT9xqYFBtYmBYI44a09InDmMBJum3fcvw1WPK342dfr58wM3kug9gwHZSyroZYvs4epLwtw1eAFXn69yy+ZeokGPaArobGCoexEPXzfAZkmUo8VN1am46puB4mOb7Gc4UE8i0MA150tccUk/Zy9byJIyK8tL83jqFz9DT4/yyI/v5vqBKJlsmkfv+zHBkkI6Ck/l/Tdew9BGuWDZYhS/ByM7BqP7WZ53ChGHhVC5hQ2ruzHIcOCdXSwvLqC7ogilshRjYj/p0UMsspey+6VnwJjg7htv4LbBOD/YupGrt67nh4kBlJoyM9F0GkqljfTB3RhamuriIkb37uXF3/+eD3a+SvrQB3hL82HqCFNHDtKU/x3uv+kmyBrcd93lLCo7FcYPoI+Nsryqgr7qYi4OnA7aKK+99AxNpTbefOpxjNED/OaBe1m3upt9e16H8b1c0OJnRamNZY3V/PjWa3nvlRcw0hk4tJ9AZRkra0vpdebT45pH2J1P2GX5Yomzx5yRHHFZUSoLCTbVYkyMoRvCOjEMyGj6jGK3iZyK99RUGt2AdO4i14VI7VRa5+b4AD0uIRDQV1lEV85k/hgNvZxbH6rI46rUIFktg2YYpA2Y0g0yhk5GywgLx1yfoZmzyMi9R5BGxhCWWdZ0T2eIZUYLMidSnjWTTTl9SLRJbty4mlioxbxQc1Mg/WJGuVRJUmkgKvn4gWrlQPK7aNE5ZAb+gcnBbzEWE+76WHwOHw79P9wdyWdI8jKo+Ego3qMu4pjayObIAn734G1o6UMi5qflSEmQUE46elrgQ9fRMmnhOhs6WcTxiqaEmTSSputmQkdD07PiOcZMBtsAQ9NhcpR1XcuJqk0MBz0i8aV42Sz7SJ4T4PA7L6FnRkGfFFasljbHcuSsTuG6p3XxOGV+Fhom2YrAsUhI6WnQJkAb58BbL3Nnaj2XLRNSd5eHWolJjcTlRuIBD0nVT1RpZFAVpU0pc+rmUURoJoty5DnbPf+iXfWY6mcw1MxN67v4+bUb2Sh5GQg2sk7y8tvbhrkjej5rljfw1qN3sK6jlniwiajcyNrl9UzsfIwNy6pJBv3EZA8JkyxzSCg+trU3cHWohS0r6vn5zTGY3M1bLz1NqMXLmfZSHr3nHpga5+Ef/pCrN25E1yZ46bknaXMWsMRbwZHD72Nkj3DhijORm71o2mGMqYMsKM6ns9xKqLKA02vK0DJHyE4cIdjiZ0FRPsnz+0AbZfLwPlqd5fzszlsgO8H1Qymaykrpbz+DfW+8xF9+/yiyu4SII5/eShsrHPlMHdpNWhulyWXn9T8+hZEeJzN2gF//+A68RfmQGWVy4jC+/O9x/w9vAC3NT67bwVJnEfqh3WRG9yPVOAm5rFzcuRD0Q+z881MsbqiEqTEYO8z8Rg9LPXUcev9N9Kn9hNrqeey+29n53BNElp1O2Xe/y4G334X0BOcubkUunzfdIhp2ie6pL9jitJkF6zaUyiIukZdBdhzd0JnIZEDTMHQdXdPQshq6JjAzUVLU4xlZAT2dQZsSlupAf9e0evqJ5vZ8XNwhVJHHb+6/2xxvYbrZmUkMbUpMWNQm0fUp4aKaExwNTcPQs2LOtz4pnuvaDLSsGDNhWkKaoQnrR8/OQMuKUED6CMne0xkKNzFsKqHHlGZiip8huYbLJTfbVC9RuYGfrLQwGfuf6ANzmIh+g8nBf2Ay9o+MJr/KgeQcdkVP5cbOcuKBFgZyQ9CUmTKauNrI5tB8PnjpCYzMETRDJ5PV0DRz3dmM2aKYO/85q28Ghgldz6BrGfFeXWxDy2bF/+XOg5kUyp0TsmnIHOYyeT6Dkp+E7CGmNpjwsFX1s0Ft4bbUJez802/IjH6Ilh0nkxbTLnU9i6Zlyeo6aTOMoBkidin2nTEnbk6JVs2JA7z67OPcMbyGTVIj0U5RLjWk+EkG/J9IXscR4Szi/KSM+ucmTslLVPERDTbyq5sHeOymQe4YPJtHb07wwJUbuW3jSuLhBVx3scprv/ght2xdye0Dq9nz2N0MyM1mG+pHhQF8bFPMEEN4PusCrex+6UnIHkYb20d64hD65AH27nqVkN9Dd2sjE3vfhcwBDnz4F8YOvM2RQ2/D2D7WSu2cWetEyx4gPfEhLz3yMwLOUiTHXE4vOZVH/u0WmBpj4uA+3nrjFQ7v2YUxcYDMkX0srnIi+RrY+9orMHGYPbteYWL0Q8b2v8fWVRFWVNjodhUhFZ+GXFlM5tAejMxhlle6uOKiCyB7BEM7Qv+ZC1lWUQbjh5mc2EubLY+Hb70esof41c3XcWZZMYzvQ5/Yh+J2olSXcUlgIUx9wK6X/oCvxMKuZ5/G1AFKSgAAIABJREFUSI+zd+97HNzzHhP7PoDJQ0QWeomd20vm4B7ITPLsk79HHxtj6sPdLK2w0V9fRrdZwN/l/Oyyc5+6jrPLZSPkKuDai1dz5M1X2PXc0/zhkV/w2/vu5Be3XsePrkhyS3Iz129Zw1XrL+LK9RdyzcZLuHlgPbfGN3PXcJR7rxjigWu38/APruE3d97MuQt801Jun4Y4czHOnKt+8Pk/MrH7bd578Tle+f1jPPWzB3n8gXv55e0/5IHrr+JHOxLcMTLID2IbuX7LGq7ZeDG3DW3k3msGuO/aQe6/PsVDN23nF7dcya9uu5rHf3QTv7/vFp68/zaeevgunvvNfbzw2IO88uTP2fn0r3jr+cd576Xf88HOp9nz8u9Y1y5q9JJyLXGlgQG1iUG1ZVqbM6o2kuos4ZnL8pga/L9IR09iLP5NpqJfJTM4h6nkHA6l/gtPXTyPHe3lxFQ/A6EGsz2yabpoPan6Wb+iDg68xvjunby/6xV2Pfc4O5/6Fc898gBP/uxHPPbjH/DIXTfw81uv5qc37+Dea+Lce01sGvddG+f+65L89MZhHrp5hN/ceR2/vftGnrj3h/z+/lv50y9+zPOP/ISXnniYV576FW88+wS7XvgD77zyDHt2PsM7z/yaNR0+orKXwfYq08o2ofgYCPgYUOeztqOZzZHl3DSwhifvv5N3/vwUk3veRD/4IUwcgcyEOcpjDNKH0Ec/JPPhLna/8jRP/+LH3L5tMxv7A1zU2compZVBxcuQ4pmWxEtMj+n47MT5aUjzc8c4VR+pkJ/NHbUMyl5S3fPZcc4yopEFDHYtYnPAz0Cnj62yn7XtdVx+9jKuOm8Fa5ZUMxRZ8PHHJvsYUjwMBxuJyn4GQ21cFmjhluglPPXg7fzugTu4/5oUZ7d5CNqLCTvL6G+q575rh3nolus4a/lCtp4V4oZLzqW/xo1aWc7A6hD3XTfMzWsvpKu8kFWVhfS4S1leWsDQWSv51W0/5EfDMbqb67n20nPYcd5KOuwlhCrt9DVU84O1F/HInTdx+8gAfW1eOisK6XYX0+Ow0mO3EKqwct2FZ3HtmosIV5TTXeVg24X9XLfpQgIVRYQrSrhlzYXsWH8uHSU2NinLuXrd+WxuX0KwvJhr15zHVZeeQ6SihHB5IX0eFzetO4+Rs7sJuMqQ3A5+sj3Fwz+4lg1dIbZ2B7nx0nM4u6UW2VXIBYvbuHskwcM3Xc+dw3GkWjt9XgfdlVbT4vySiHO6p9Qksp6qUlaUWVhSbuP0orl0lJ1KoHwuUsU8pIp5KM58FGc+qstC0GVFtuchVcwjUD6XQNlpqI58VEc+UvlcUVLkKiBSkU+vq2CWFuZHW5y5LHzEYSFSVY7iLCZQUcCyojxWlFhoL7XSWW4jUFFAoDyPQPk8pIo8ZHsesmMu57XZiaqNQhau08PWTu80BiU/g5KfrZ1eBiQ/G9o9bGj3sL69gfXtDWzo8LBxGj5ioQUMh3wk5EoG5Cq2BpvYqs4nLs1nUF7IlqCPm4KnsGfrt8kMfoOJ2Dc4Ev8H0rE56INzSMdP4sP4yfwoPI9tciUDoToGg3UkA02k5GZR0K0Kqbqk7Ofy3jPYGjydtdIi1nX42NjhZWOnj00BP1ukRjZLjWwO+NkU8DMg+xmQfTNQxO9bTWyRvWyRfdPY0FHPhs56NnbWs6HDw/p2P2s6mlnT2cKaQDOblBbi4SYGOqpISLWkJC/DkodhSUy5HJJ9JCQfKaWJmNTCoNzGls5WNnW0sFlaSDS8lG2rVXacG+HyCyJsuzDE0NkBBnvOZIPcwroOPxukRrYEWxgItxENthCTfaRU0ZefzI0oDjWblQufnjhnxzM/KiH0hXUOSR4Scj0joUYGA3WiM0j1M6j4iapNRGVxI9y8vIahrhbiQT9R2Usq2Ej8U+x7SPUSl+pJqX5iaiPxYAuDagsbOv2s7/CzKdDE6tpiznEV0ltuodtdTEeZBamigHBVOcvK5tHtLGK1vZgeRxFddeW0V+QTLM3nXEcpfSVz6S0voL/STrC8GKm8kGBFAWrpPJTSuXS7i+mrLKW7vICuMhvhchuB8nwCDishZyH9zmL6XYV02efS57bS5y5ELc4nVFrI2fYS+h2F9NSW0lk+jx67jdX2QsJl+QScFiLlNrpcJYTcJajFFrrKC1HsBaiOQla6yugrL6TbWYRUYSHkLCBcZuO8OhdyqQXJbkN1lhJ2FhOxW+mx59FdkU+owoJqL0JyFLOs3ILqKiBon0u4/FQR4/wyiHOm4V6QmJBnKqDXWUioIl+UB9nn0e3ImyUpZcKRR5cjb7oBv8eZT4/LMv138XxmNvmnJc6uWbWf3S4bXQ4rPe5Cusx++q5Z8dGe3EgMh41uh4Vu5zzWLnCSUrwk5TpSgQaGAg0MSQLDkocR2cuw7GFE8U7X0uXq6RKSqS6u+EmqzcTVFuJSLclgFbFQHVuDjWxV2hiS20gE5zMoVfDIed9mPPZfyQx+hYnYtxhLfIvJ6Byy8TmMJf47L6wt5oplBSSCtQyEa4iq9aQCzSRMYV7RgudhKOAh2d7ANqWVeGezsGrNkpUTISk3HIWU4jkKyWOQkBumkZQbGArUk5Q85qgNP3HVz2Cg1lTvqTPjbkKwI2F2Ag2rXpJSPUOK2feu+IQSuuwXMUmpkbjSTMIsHYrLXpKqTxCB4plOqg0pXhKBBrapXoakWobMnvi4Gcv8NMR5bLnRX4s4U4qHZKCW1PS59JBUvCIWG5g518NBH/FAnWlJ14tHueETtx+XRNOCqNzISfV5SQXE86js4+LmUs52nsZKx1wiznl0VRUQcljpctjoriqg12llpd1KV0UeEZeVkMtCn6uA3rJ8VtptdFdY6XUVEy63Eq6wEKmYJ5pWnBa6HPl02/PpqRDoc9mIOPLorioQTTJ2CxHHPCJV+QTd8+hy5dNrt7GyvJBVpfn0VeQRts+lv7pA9NqXzaU/J3dXaTNH2Yja7C5XwVE95T2OAiKOAkKVBXS5C1jpKKCvLE80wLgsdFcWEbEL7um1z6OnYi59brHNkMNK0JFHt9tCn9vCykrrl02clhlNPUcBvQ4b/WbhaG9u6NrHoOs4HE1wx7rnnzbGKdZn+ViIXtQiE4V0OSyc5ysjHvAxpPpJyV6GJK/ZYikg+oN9pjiuGDkhCpJzmW6/KP5Wm8x4VD1JpYao2sAWxUcy2MxQRy3bOp3c3pfP+4l/YWLwK2TjX2di4JuMD3yN8cRJHIh9i/fiFu5QLAwHKomZ1mZc8ZGSG4nL/lmdQ15GJA/bAh62BXyMBAQhxZWPxscLWQjCi38EkoqHEamOEan+KMFi0fLZQFxtYDDoYyDoZyDoZzBoCviqdSSVGsQEzPoTQGxnSKlnRGmYgVx3FIZyGp2yOfhNESIXMXO2e+KTCGwWOX4WF/2LqeP0kjJbUVNmDW5S9prwme2zXlOpfgbTf//E7funvxOiZbZB9MJLon01qjYQD9SzcYGDy1rLuXihi1WNpXRXCcOh2yXIL1wxj173jHpQZFoKzkLEaRMwrzFh/AgjKGK+ZzYiLkF8XabEXKgyH7UqD6Uqn2BlPl1OIf/W6zDVjMz3dbvyp38Pu/NRqsQaepwWgm4LauXMPoKVgoeCbhtKlZVgTlfULurLhWanzTwOIeqc209kmsNmNENnYDNFfj6b4NAnu+pusdOISUIzWnc5jbvCj4QQPf1odDmPj2t+NuK0fixmNAlz67FxdkMZ0Y5GknLzcYSSOtYtCjYzFGwWNYuyn6TSeBQEyYmMekJuYijcSqKzkuvUcm6TvsuuLacwkfrPjMXmcCT6dbKD/4i2+WscTvwX3h6ay719eWwLOIiH6xlUqwQpB1pNtR+PqZBkkrUsBHKHJEGcCbMt86Nw7FqPW/vsMpdjofhmLnZlNvwkFb/Q1FRFDHcg2MhgUKhBxRWPKAdSaqdJ9ngIYZBh2Wsid1wzyPXjz/yPl8+kXjSr5fLTWJhfbB3nxyNnwSdlPynJz5AkHnM3wk/efiOpaeRuCjmCbjBVqHzCCFCbGOqez2CoiQ1Lq7mkuYKVVYV0OfPprrIRdMyb1s4MuwVZ5YyOrqNgnSVMbJ0WxRC8MGMI5fQ4w+58Qu58gm4rIbd1WmZOqJmJ7XU7xbbC7ty1akWqFvtbaRdrUaos9NlFe7dUPbNGpXqGVPscVrqcFrGdaaWjGQ7ocllniPE4w87Gx1XwfA7itJiMbTU18UqEqrSzkMgscVThCp8AsySbToTPa3F2HTUO9FjY6HblQggWk+ytrK4pIrqiUWgdKjnxDIGUKn5PyB7TzfIxpDQypDYypOQUhmYs0Lhilr5ITSSl+UQ7vFwRdHOTcipvDJQyNfh/kx6cw+HUVziU+E/oW7+FseGr7I//vzx0zncZaS8hFvSzSa0iEapmuLOV4Y5FxINVJNSaaRm4uFnmNFPb+WkgZMlOCLlx2sU+EeKKKGzPKRhNE7LcbCoqNTIk+UhKjcTlJmJKCwm5iZTkZ8QMeeSsq9RxEPHQlCIUjZJKk3kTE49xudmUzmswHwVZz9bY/CTynG1l/rWJUxSqz5yzhHmzSZqfX0zxm1az+CyGzM8kblrTcfXjt5+SmkhJzeI7JzeSkM3/Vf3EVBFSSUo+hgM+huQmBmUP8XAjw8EmtnX6GTjdx+qaEiIuK72VYl5Rj0OQW8htnbY6j0bOKis6Go4iuk2IiZJWUzLOYm5XGC5CWa2AsFs877UX0GcXZBZ2i8c+ewFylZU+h5Wzy6yEXFaClVZWl1tZVWFFrhKiyWF3PmqlhZBb7KPPXkC3Q2w/t45uh1hft+NoRJzHIjdS2JSm/CzEGXLlMxsRt3UWhI5d0JVP0GVFddkIugsIum0E3RZR/+TMn4WjXeWwy8Kx2z8W4Y+F5SiEjtlerv5qGk7rUYi484VKtVvMQAk58umqtHDJgkqSastxGpfxoE/ArFGcdpeVRpJqI0m1iaTaZFp7XqJqHTG1lrjqIak2EV9u5/7VNt6Nf4cj0f/M5Javk00I9aODyZM4lPhvfBD7Hg/2f5vLAxaSaj3RoJ/BcAPxYC0pkzxioVoSqkfsRz0xcupJ/26ovo9EXG1kMNjMYLCZmNok2hmn0XzMtnJ/E+cl9an3P7O92YipzcTURmJBEyc63ul1ziBm6pgmg36S0+/3/7vOzUed80+P3LGZv88i0ph64mOKf8Tfj0fTNOKK2E9MbTrqfCXU3DnwEw/6iQXF+RpSGhlW5hMLtHBhm4ugfS4h+zy6K20EnRZCLut0Mfi0dem2EKm0EKkUpHX0NTaTAxFhvRkuiDjzhUq8eW0KzhCEGHEIhJxW1Fl/U93i/3rs4vpW3fl0OwQUt+CEkDufYKWwPHP7CTstqG7rrHWYRO20mRDrDVUWHA2X9Sgems19YffxXDP79TldjkI+C2ZihgJHve78hNc/776cn2EtDlOg2FFEl6OELkcp3c4Sul0lrK4rY3BFC0mp+Sik5JajIbUehSG5bfp5Up5PQmolIYuxCCm5iR3tDl4brGIs9l/Rk3OYjJ/E+OBXGIv/I4dH/oVn1pzCHWEbQ8vcDMstouToI9F63P7/D0wc+znJzSQlUYkwpPwdrO/v6twcjaTUwrCygCF5IRsXe1hdU0q43EJPzkJzFZjXUwndzlJx/ThtdJkt1x93/R17DX7S9fuFcs+n4YMvEHP6HHl8FvQeg8/6+l93X6eZyKPPbqW3QsRM+p15bF1cy4hUbyZBBLbJ9TOQGo7DSKCOkYB4bbvkZ3ugjW2BRoYlP6mAl2sVN79YfTL7Y/+dsfgcDidO4sjI/2Dnxu9xf+Q7XN9pY3ugjqjUwpDazDa57qMhNbBN8n4KeD4Hjj/Gz4/Ps55Pc7zemX3JDebn1cB2E5+8jv+Ix/wZtjf7O3wCjATq2S43cGWomavCLSSW13GJr5izKufRXfF9eh2n0mvPo9duoddupc9uNa+lufQ55n3sNfhlcsFfm3s+CXMilSX874liIlVWIlU28byyhK7KMsKuElRHIf0N5Wb8cFZLm+r/WOTeF1N8xORGYup8Ekor8WAbUbWNmFLPldJpPDdgY1fKwjMbbfyo+2Su6MhnW6iOrbKXzeEmNkWa2aJ6zTk5H+0yf9J6/g8EksFGUqEmkqFG4n8H6/nb4uO+T2KeVUxpICp7iMlehrtaSQabWH9mNX21FnHNVBYQcZcQcZfOoLKESGXR38F1/feBOaX/VM9slByDL/r1z4LPt686Sv7ZTck/V1LyT7XiPf+rjpL/VUfR/6ik4l9r6fAsIzxfpmuBQrClk3CbdBQi8+WjEGztnIbS2klwYSeR+RKR+UGCC7pQF4TpbjuT89t8XNrWylm+pfT4lxNq60Sa34m8qJPggnYi85cRaesgPF/6eLQpnwLyp0JkvnLUsYi/f/SxhtuOXssJXz8hPt16ToxPc7wKwRaJYItEqFUcV/fCIF0LVMJtMsGWwCfs42OO5dMc6wlf/7KP+TNsb37gKESOQbBtBaHWdoKt7QRbO4kskOlZFGblmT0sb1iG8/vVFP0vJ2X/XIPt/6ui7J89lP5Tw/S183HX4JfJBX8Nbvosr8/52pwm/veFl6/N8fC1OX6+NqeJr87xcdIcL1+dU8c3T2qgyCrTUH02dVVn0VB9Dp6ac4+Ct+6co1Bfs3oatTX91NQFqa/ppr5qFbU151HfcDG11efgr1xNs/tc6isvorbmHKrr+qip7+X/Z+894+Moz77t2ZVtIIQbEggEsA3uRbZkuchquztti7plg61e3K2yfSWt5EINpieBxAX3gqnutrBpTwiEBFJIu5MQCCWE0A3YKtvmeD/MqhkDBgL2e8cfjp9WO0Uzo7n+c15nG1VuIMfioSCzkRxzAKvk/cY4/ly+ynKr/M0d94lQev5nXuxyALscwCYHsEl+rOInj/0/fa6n07X4JJ5+2GRvP/rew4roRjI7UUQ3hXlLyXG0YjEFGHzpVQw0KJxldJAg2EkQHAwUsjEK9tNgTJ8eCIKQjY7jGyb7K5JzEuvY48R/NzowDHJw7gUFjElahMUaIEv2YLH6Mak+TIq3Dx6yFHc/zFZPDyabiwx7HaLagKS4sKhushxeLLlNSNYWzHKATJubLHsDJnsdJms9ZsWFJAWQLC2IUiMmxf2Ncfy5/KeXf6OoXsyqD9EWQHI0kaV4yFK8mNQ4/03Xoh8uTIoTk9pLltIf/f719mCxepGzG1Fzm5GzG7EVLMMx4zpGJs5DEEwIRgVhoANBUBAGfJpOfNVxfDJj+fP4pvVLyOfLkxfnq+yj4GtkRj+MhgLOPXcmaekt2LNvxGpvRZQCWO0tKNZmLJK/H6Ls64ek+JFUHVFtxGxtQZFasUrNKLIbk60OKceL4giiqM1Iqg9ZbkKWW5HEpZjFZjIUH2lWJ5mKC4vk+wJ0H9cX2aaX48/FInn78fnLvZ+5/NP5csf76eesf6daW7DaWhGlRswWfz/6r//JYzq5c+1e77O3t5zwWvynz/mL4OlH77noSEpzHxqxSH7s2UtRrE3I1gDZBcvJK7wBUV7OkKFVCIIVozGPXgPkVI3lT+MU6ZdBKKQ/BV8zx/+9L8qME3By6wlCLkZDAeecfRXnnz+bMWPmIytLkZUgFtGvC6PSiKQ0IytBJLn5UxHlZixyM5LUjCw1Iss+JNWHaPUjqwEUaxOKtRFZakKWmpHkIJLchEX1Y7J6ERUfkhL4DBpPks/ax6cgNyHKSxHlJkTVjai6EBUvouJHVLqvw5flSxzPSZyzYm1GlP2IcgDVFkSxBpGVJizScdvJn3dNvur5fXPn/OX+x599rLLShCgHEKUAoqwbDVZ7C7Kqfy+rTchKkMIZK7FYlnLxxXMYP66OcWPrOOfswh6h0cdUUZwZX3J8n+xYPlm+bu3qPT/hm/ljpw+9T40cjEaFyy6bQ+p0N7IaQFZ7bzxZbTqJm/m4mzK+j26s9mZUW1O//Z4eBJDkViQ5gKS6kFQ3Uo+Q++OfT/UxfhJR9qFYG/td056ZwBm+0HXsvm727BYUa2PPMlnVBTU7dwWiFESUWigsvBVJWsEFFxRhMGRjEPLi46mv2OXHOfVj/BvRkVN9AN+saOpPS6OhkAEJM0gwZiMIMgMGSIwbX4Nibe4jHF98QB4vnKqtCau9ud+NeXrRfY66FSrJ+vTt1B/XiQd698Oo70PujHB+uWspKX5UWxP27Ja4WPriy73IagBHTis2+zJU6zIc2ddSULiSIUPKMRod8al7AUZDt7V5Rjj/T9Pft5GLQchh0IB8DILEyJHVKGpr/OZxIyouegX00+h/U/YVze6btFtATy/x9CGpTiTF2yuYclPvstNMPLsHtc0R/MR1PCOcX4xuH61ibfzEQ0hS/EiqB0nR/aP6+j5EuZH8ghuYlFKPMcFOQoLuGzQazlic/5UkCIUkCAUIgspll5UhSUux2luRrV4k1d3z9O2+4cyiB8XaiCj7PncK3tdKUm1NPeLZ3x0Q+OSN+43gQ7E2IIoezOZGFKUJR3YTJkst2TktKErwlA7ubjHsvi593R5nhPLLXc9ei1K/d7Nzl37KfddrGHQLrGJtJDt3KekZXgYOcmAw6JF0o6HbT/lN+RdPH/6rhdMgFGIUChiUUMiI4YtRlOuQlVbMogeL7MYi+en2aXZ/7vZ95uZfc1KC13fartqaTrjsVAinrLiQZT+qGkRSGpCsc0nLKkGSnZiyTh+fbLdl1G1pnhHOL07fh7ik6H7Nk3kI9RVbR04rktzCt8/Lx2C0IQjZ9FqYZ4TzvwpByMMoFCAIOZw1sJALzp/JyJFVTE2txSx6UK2tSHIQUWrCIjaROr2B712cz/cvLURWgl9I8Lqf3n2nm6dOOP0osh+b0oJk8VBS2kIoFuPZ5/6GKWshqrICST71A15S/D1+4r5+uDN8MbqvW/f99+nWpp/jg6Dd0XY9s2EpF3ynEINBxWjMQegJEp0Rzv8ycjEIuRiFPIxCLkaDHYNBZMBAM+edrzB4yGwmTFzIlcPKOOtsGcGQgWBIZdz4udjsy09qqv4JwYpbUN1T/S8snLLOV00dsipBZDGIxVTH7r3P0B7u4pfP/wlT1nxMmcHPEc7PCJ6dhOCKygmOv892FsmLpPSKZt8MBlk99UL0/yf6uj2677vjl/X//zX1IMpNmEVdNC2SH1lt4dv/k4cxQcVo7Btd/+/jv1w4jycPQzxoZBAcGAQJgyBjEFQMgsqggXbOOkvhpIInsh9ZDiDL/uMIIMuNKGpTj7+0v8g2Iit9UqHiN7Es6/miiqxbixbVh9nqw6L6ENV4KpHcGF8vyPHpUscnfZskP5K0jPTpc3n99bfRNA2n6xYyTU4schOy0honqFsdSgBR9cfx6mlMshdZbkSW9L8p9+S0Bvqcuw9Z6Y9ZaSRTaSJL9GO1tiJJfiwmfX+KzU+WxYVF8pCd24JF8mKzr0BWlmIRG/sE7U69KJ2O9BXD4x/ejpzWL7y/vg93UWzm29/OY0CCDUFQMAo5JBjySRAKMAj5JAj5GOPTd6NQFGcGRqEAo5DH/6Xg0Rnh/FRyMQgKBsFGt5AaDVaGDClBtZ5E8ORTBFOOi6CiNscTubtTgHr9p5LSqFtkqq83Ub6PEEmKLy6cHkRVR1J8ukjJPmT503NMewaTvQm7/VqqKm8gEtaIRmNIlgXYspchWhuRlWZktTFOAEnRBVonLpyKp4+VEkCSfUiKF1n2nuCB0UumxYdoa9GT7uVaRMs8SkqCXHPdBu7Z1MaP7t7J9TdswmZbgM3RgCj6MFsaUaxBzPIZ4fw8oTteNFVbEzl5y7A5vnjQr69wZpn8fPe7M7jkktl865wcvn1uIZdfVs2F3yklwZDLAKM+czMIetWeUZh5Rjj/+8jDKGTrU/g4BsHGlCkeJLkFs/h5g7dbxPxxwWyOW2QtyFILoqSnAVltS7HZl6GoLcjxMjhRDiAqujBaVA+i6o1blX2sCbVXyPTvPciKG1lxIp/AKjt++mvNDiJJPu6/7xeEwjGeeeYFbNY6bI5liNYAsupBtnqQVV98etznbyu+ON1T7kCPJSqqLiTFfYIHRh8UPxa5AVldwMqb1/HBB52EwxCKQlcYQqEox45FiMU0tm5pIy29AtXWhEn0IdtOn8DV6cjxyew2R5CcvGVfuhCjvzupEVFqxpFzLWlpHrKymrHbb2DaND/f+U4Rgwbq/SEGGPRySINQ1E88T/2YPiOc3wgJgj4N0dOW8jjn7EIsFr2iQo+yfwHh7BHNYLwEswlJ0cVTUVtRVL30UxdOHxbFj1n1Y1Z7p+Oi6qd/WWH8s9wYt0i9yHEBPV44+6ZG2RxBbPZm0jJqeO2194lGobnlDlS1HkkJoNiCyKoXWY0PHKVZLx2NC58k6SWnotJNY/x4fZhVD6Li7XPucTeD3Bzf3o+q1jGjqIFXXjlCOKzR1RXl2LEunnzyNwSbbqPj6FFikY+ALsJhjebgT5DkBkySh9Ss+lMuTqczfYNoVntzT2VQd03+VxFOWQ1gsrjjD199DJgtAWSlBVFuJjm5gXPOySfBkNtTltkrnDNO6Vg+I5zfKIXxf7g+BRk6pAaLZRmiFOxTZXRiRNkX9wEGkKRGJDGIorSgKE3Isg/F6kOU9amuKDWjWpdhtS1DtbUgKQFEpRmz0oJZ8mOS3FiU7oYNfkQpgMXiwWYLIor6vlVlKaKlCVFsxCx6TtigxJ7d0lMpIoseqquXE4lBRyfk5tVhc/gQZT+27BUotmYsYhOS3IqqLEeWWrHKLShiAEXW6+9lpUmveZYakaxBzEozFlUfUH2FU1VbsFj06yFKTorneDj6kW5lhsPw21//mZmFi5GyahAzFtHVHkaLHSUWbScSjbH/wG+wSLVI1kYs1qYvPPj/L/PJUmH9c99czf9c9oZPT5BXPUiKF0nxxR/L0/UUAAAgAElEQVSucZRWpkzx8D/nzSDBoAdeBxpnYhAKGWDQhVPP/TzV4/qMcH7NFGEUCjEIOQww5pCU5MJkDqKorSdlcSqKD0Vp1IVTakIUvciKG8Vaj1maj2xbgqQ69Q47YiOyEsTmWKpPSy0BzGIjkuLFlu3FluNEtS7BIi4iK2sBJlMNJtM87LYAssWPxdyELLUgyUFs9mX9Ivei7MPmCPZO12Q/ssXNgw89SUSDZ559iYzMBfHpeQBJaUW1L0dSlmIRWxAtLditrUjmBiTLYsyZ1WRlzCMjvQaTaSGS6iJLdGFRmrDILUhKcz/hlKQANnsjolRLboGHt946QjQaIxyO8stfvYTZVIUiObHLQcS0AC/++W20mEYsBqEwVNesQFY8KLYWVHvLKRer04njK9X61vN3F1z8R4XzOPoKpyj7UNQWUlO9XHJxMXpcIA+jkB93deWfEc7/BoxCEXqkPYezBmWTnt6I2dKIamvGLHo+8yYTZR+S5O2NoisBrHYfaZmVqI75zF20ggV1N5Jd4EK2uuOWpD59t9qbkRUfVpsXWVnI/AUr2LJtH0/9/AVefvld/vbXt3j++b+x/d79LFhwLapSh9XWiKo2Y3csxWoPYrU361NyRxB7dgs2h553apG8SLIf8/Ql/PP1twnFovj8dyLFW6iZZS+KdTmKrRWrYxmS3Iii+EhPr6aivJnNm/by7DN/5M9/fJXnfvln1q/fQ1V1EFGah6S4kK26u6Gfm0LxI8r1ZFmqeOKpPxGOgBbTePPNI5jM1UiyD5PJj8O2HMUcQDQv4YEHfsYvnv0L11y3gfSMuYiyH6ttKYrt1FY1ne50u2L6llP+Z/OF+++j//59mEUXqrWF9IwAF110NYMG5pFgyMUo5OgiekY4/+/TM003ZHPO2dlkZjbGxc2Pavu8lCQ99UaSPJgtDZjNtZSUrmDr9id4850O2iPQHoGW5Wsxy3XxG7KpJ5rtyHZTVhbk2V/+hY4uiEYhpuloGkRjUUIxjUgMfvXcy8yesxSL2IAjp4Xucrm+OXy65dltFTRSMfsGOjpjRDQNu2MxihpEsvoxSR7Moh48sue2IMpORHkR+w/8mlhMIxrT0GIxtFiUSCRKNKrR0QVth54jJ9eJWWzAInp6hFOS/YiSG9VeT2VNK8dCEI1BNBJj3rxWVKsHWW1FsS7FbHajWt04HMuwiD5S0+YiKrXIqm7JiFIzJrP7lIvT6UR37bneyrDxhN2O/qPC2ZPn2ZsJ0o2keJCt7vjDOUhmZpAJiQ2MGLGQC86fRYIxD6OhgC8eXT/96uDPCOdnCufMXue2IZeLLykhPTOARW7EovjIyHQjxXMue9N29GmLRfZikutRs6u5/gc/4o9/eolICCIRCMW6CEeixDRoab2b9IwGFLsfi+pEUZdht7cyu7iejs4uItEY4RBsvGc/82tuo77uDpavuJsdDz7BsU44dqwTLQZv//sjbLZ6FGszmWIQUQ6i+6T0tnFmyYeoBDGJfjIti9m2bTfhCDz1i5fIMC+MpzW59SCU3IyoLMXqaMKRU8t774WJRqGjI8KHR0Lcefv9LFj4A26/YxvvvH2EaDREONTFv9/8iIL8eORcjeeoKl5kq4/0zBoefezXRKJRolqIl/7xBiaxHLPswqw2YVH0Jrw2RxMO+3XYbCuwyF5ku7e3x6niw6o08N+ejnT8Q7G7qKLHf30KS3n7FkfIfSqQMrLcJCXVc965RRiFHAb01LkXkSDMwijM7BFHo6GIBMMsepqHGHKOa2d36jkjnJ8rnLMwGor0J6Uhm3POzeGCC/O44LvZnPMtmcsHX83UafWYzAFktRlJadI7yigBMsVanv31S3RFNEJdQBTefuso4ViIWCxCLApLl61CVZYiW5tQ7F5ktZURI6/in69/RFdnmDfffItxY9MZYEjkwvOy+c55doZdkU965kIcOYt4972P0TSIhGDfnufJMjVgUVriwunVuyCpbmS1EZPYiGxrJi1rLq+8+gbhKPibf4qouHvyQUXFjyQHMYvNTJtWxe//8DrRGLx/5AM6u8I4HAsxmZbo/lqplvzceXzw/sfEtAhdXSF+89tXyDLNQ1EDyNYAZtmLZPVhtszlyJEuwpEwsSj85Mf7MGW6sNmvRZRbMcs+ZKsf1RpAFRtx2FtQ48nwohpEUpYiK82oX7Ll3/8Fjg8CdfsyP82fear7wHZH8bt/5uX/gLFjF5GQYNOn7kIeCUJ3c+Q8DIZcDD0d2bs7L+XTW5hy+lidZ4Tzs4TTUNSHGejvRrFjTLAhCCIGQSXBqJKQoPCtbzm46HszmJSyBFnRp54ZZid1rtvpCMEvnvkrzrqbqa+9Rp+qxiJoWoz6+psYPXIB37u4iEsuz+N/LrCSmHQV0bBGqDPM66+/yoH9jzJmVB5GQcQgZCMICueeV8S552WxcFGQUDhCNBzj3bc6kMTFiJI/3lvTH29S7NVzQ+UAouKiouZawpEYHV1gz6lHsnp680KVRiQpiFVuZNmydcRioBGloytMrfM6feoutSLLKxDNzahiAwvmthKNaoSjYcLRCLf/cBuZpsXIVj2v0CI6WbR4JeEIRKMRol0aFbNvwGFtIn16Ldm5fpY03MItt+3guus2s2ThrWTbajGb5qLaPUhKK5J8LZKyHOkUd276pjn+FR/dQb/ufNy+LQu7p+yni3D2FVDF2ogjZzmy0kJSci2XXlrKBefP5FtnFzAgwY7BoCAIKoJgRy84KaC3S/zp5xc9I5yfKZyF/cRT/64AoyEfgyEPoyE33l5Lf5mV0agyaJCNyy8vIWWyE1v2CkSljqqaG5ClWjKmz6NkTmPcXxlBI0pRkZMBBgcGo5WEgSYEYTo181cSi0Co6yiapltzr732EQZDerwpSS7GhKs462w7NsdcorEYkXCIrg6YVeRHVb19cj31tBFJCiArftKzatjxwJNEY/D0M/+LRV6IRfb0llMqTUhSkKnJZRz7uAtNixGji64oTM8sx5ZzLbJ6PYqyDFW5BqvUQlZGDS+++BbRWJRIrJNXXn+XtMxqJMWLYm3GLNZzxw8fIBqDSLiLWETDoRYzf14zT/zst3zYGSGkRQlrGpEIaFF49512tm49iMlShaz4kZRlWJSlWNT/PuHsm3/b3SmqbyVY3/VPJ+Hs+yYEmyOI1FOs0YRqXY6sLCclpYEJExczcmQlF18ym+98dxbnnFOA0ainM+ljsdv6PPWa0COcujic4UR8ppAKM0kQZsQpIEHII8GQQ4LBQYLBzjnn5DMpxcXU6XWkTJ1P4oQavnWOiexsJ9EoaFqYWCxMYYGTBCFP9+MYLRgTRErLbyTcBZrWQST6LiHtKJ1RMCZMRRBUDAl5CMIMvn1eHlb7PNrbO+nq7CTUCVfNCqAobt1yVPzoifgBPZ9SdpNlKuelf7yFpkEgcDsWqRbZ2oikNukJ9moTktTI7CI/0YhGJNpOVAuxYfNucgqCmJUVmKSl8el/EFVdhiy5+elPdxGLQjgcIRqDyurlSLIbWW4my7SYBx/6mW69xiJ8dOQ9Nm/eTFc4QldM4+NQmFfe/Bev/fMdOtpjRMLQfkz37778yr8RxSpk1Y3J4sGifvPT9BNNgb8puvMx7dkt8YYnp8dxHS/Kvf79QE8mR/cxd6fBWWQ3kupBVv2othZkpSX+bq9GRLkRkyWIKC9nWmqAUaMXceGFxSQkdAeUTi/OCOdnCmf3U073sRgN+b3iKRTFK4qK4uJZGBfQ7mYHuQwalMfAs1QGDNJfzyEIGeTlenXhjIWJxWIUFrh00TUWYjBaMRocnHOOiSPvt9N+LEw01kVIi/L/nv4rxoR0jEYVQRAZdJaDcYkVLFq8jFgsRiyq8e7b7SjKYiTVi6g0xiuN4knoUhNW2UlpqZ9wWCMSgvy8OhTVgyg3xssmfUhqAIvo5sc/fIBINIamdRLTYlRUBLHZW5DU5ZjVABZ1MRZFDziJsptFS24kFgEtpmcArFqzG9FSj8XcSJZpEY898SvC4TBaLEQ4HELTNN77IMqNK7eSnV+HRalBUhZhVd3ccut2QuEo0ZhGZ1cXv3vhRZJTZiDHXyp3qq3AbxKrvRlHTmu/INDxDbFPJX2Po2/nr77H2O1mkK0+JNUdD2I1IUpNevGE0hgX1mYschCL3IJiW45FXMaQodUYjXbdsDidfJynWpxOZwzxdCSDkIvBkI3R2JuLZhQKe0RSF81uES0iQZjZkwMqGG0YBtgRBBuCYMbhcBHTNNCixKJQWOAhQcjFaMgjISEXgzCDswblcumlOfzkx/v47W/f5cc/3sm3zjWTYMjhnLOKMAgSw0ZcjaLO5513PiQaiREJxdhx7+NkWRYj2Rr7CGcjshRElZpRxFo2rN9DLAq//MX/kpVZpQdx1NZ4UxEvouohy7yYRx97gVAsikYYTQObXIsqB/UcVqUei9qARQlgVpqQrC7yZixBiwExjUg4yqFHf4EoNqAqy5Dlen7+9G+IxSIQCxENx/jjH18lI6uGLLMbs9yI1dGiNzSRGpmeNh+3/046wxGi0TCxmEZ97fVIlrr420i/OdE4vgLrm6b7GBw5rT2Wm9Xe3GN9ng7H10237/VELoRul4NF8uLIWYZFasQiNiNKzXHxDCCpQd1VpDZhkRsxSwEU63KGXFHBgIF2Tq+ouqEQg6Ewbk31Id4iqv/3+nRV6MMntvtMCo7ji2z7n8dgyMNgyEf4BHkIhnx636WSi8HgwGjMxmjM67k+CfHIoN79JT9uec7qwWgowpCQj2DIxWDIx2BQsDucxLRYT1S9sMBLgiEboyGfAQPyMQhXkWCcwcCEPAYOUBGEdAQhnQQhV7dkDRJnDTRxx527eP9IOx0dESJhjUMHf0V6WhWZZieiLahbkIpf93VKLUiiH1NmDS/9/V9EIhpLW36CzeqMC1Gwj3C6yTQt4Ne/e42wphHVIkQjoIoNZNtWoNi8KPYG9A5OrViUZkRrPdkFNUQ1jVi0E02L8NQzvyczfSGKtBSzuZannv4NMS1CLNJJNAq5efMxW5ag2FpRbSvibgI3FrkBUWrEZFnMG/86SiSin9/f//YusqUeVV4e999+nYLpwyYvwSYvxirXokqLsEqLsUq18Z/9UeUlWKVF2KQFWKVFqHLtl0aRa1HlxdikhfF9LUGSalGUWhz2BmzKEqzSYuxKHXkOD6pUjyrVYxXrsIr6saryYlRpSfx4u495EVa5e5+LUeQlKH3+ns4ilJ7Pn0Rfv04/VmkJqrgIVVyMTanDbnViV+tRpEXIlkUo8eui03udZEst2TYPkrkWq+TEJjVgFetRxSWoihNJrEOWlyCLC7FbGxBNS1AlN4Mvy2eQYGGQIDNQUBgoqAwSrAwSVAYJCoMEhQGC3I+BgsygPvRdNugTKAz4AggDEvIZkJDHgAEOBgywMcCoMMioMshg5SzBxkCDjUHdCDYGGhwYE7IRBuQiDMjlLGN2PwYZHP0Rsj8dwwnW/wp83rH0X+5g0EArCUYVY0JO3G+YjWCwx6N7Ct2NjrvRo+o6CYKVgYLIgIRZutgaFYxCLgOE2T2J84IwSxdhYy6CIQ+j0U5Ojp+IpkeqozGYUbCCBKMdg1CE0dCdcjFT396QF0/L0AVzXs1t/OEPf+Pjox8S0fTk9WeeeZ75c5tJm1qObPYjy0vJyPKjyN540+PuhhwNlFU1E45CZ2cUR04gbgHobet0i0B/y6HJXMvTP/+7HgWPhYiEQZFqUdQWzLIHi9yAVQqiSsuR5WVIqpucgnlEgJgWQiPKU0//jsyMJSjSdWRk1rO/7RdEtRgxLcLHH4FNXUy2tZnCvJXYlOU9Nfx6BVMAVXVz3/afQUyf/re3h8gwzcWiLEOUv756dVEJoFhdBCsrWVEyh2BVNb6qWbSUziFYUkljeRnN5cW0lM2hpayExrIyAhUVNJVfxYpSB8vL8mgqv/pLE6gup6Xyaq4ty+baEgfNpUX4q0ppnFtGy9zZBCsKaS0rYFlpEcvKSwiWV9NcXkNrSTlLS66mqaKA5vIZBMuuoqV0Nq2ls2ktK6K1PI/WCget5TkEywsJVMzCV3k1/sqraaqYSUt5AS3leQQqimgsL6K5vJCWskJay2bQXD6DpooZ+CuvxltRTqB8DsGymSwt1Ze3Vs6huaqM5orZNJfPpLl8Vi9ls2gpm0lrWRHB8jm0VJawtHoOrZUzaSmPb19WREvZLAJlpQTKSmkum0Nr6VW0Fs+iteQqllaU4J89m0qLyoyUdAqTsyhIslCYJFE4UaRoopkZSSbyktP7kZ+cRkFSKoXJ0yhMnkbupDRyJ6WRl5xGfnIqBUlpcdLJT8ogL8l00ggTL5zKxAunMeHC6Uy4MI3EizJIvCgz/jONSRdOIeXCKUz+7hSmfSeFad+ZxNTvTiLlwmQmXTSZxAvT+jHhovQ+ZH6SC7P6kPEJJn4FJnw3vR893/eQzoQL00m8ML78/DQmXGBi7PkKQ89WGHK2jaFn2xh6jsrQcxQGf8vcn3P68K1MLvsfCwmCHSGhEMHoiFudxXFLNVvPRzNkIxhz9NcSG+3k5LqJahoa7URjMWYULo0L50y9q3ZPom9uH+Es5OxBuYhmF0eOQEzT6IhAR1jj6NF2/vXG29x375Oo6hJUmwez1IAsu+KVO3r3IpO0kO33H6YrAk899RvSMxf1vIiru/qkxx8lOnnwvqdp7wijaSFiGthti5CkACYpgKh6sSoeFDmILC9FUrwUzXISjkIsqlcX7drzM7Ky6hDNy5BkD6vWPkyMGNFYF10hDUWtwaq4sduWoijN8ch5vHmEHCTb3ozPfSuRLj2g1NUVYXpGJSYx+LUKp6T4yZYWcdO8Um6tKODayplcO8/BTVX5rKy4muuri7ixupCVVQWsrJzBjdUzuXHuTH68uJB7PXk84LLwoDvtEzx0kuxwW7jfZeZhVxa7nensqZ/OHmc6e9xp7Pakcb/LxAOuDB52T+Nh31TuD6SyvXEa2xpT2OafxP3eDB50m3jQbeZBl8gDTjMPuEw84MrkIWc6exvS2ONMZ5czg52uLHY2ZLKzIZ3dDWnsbkjjIVcWO12Z7GnIZF99OnvrprOnfjq7GqbzkCuN+7yZPODJ4EF3Og950njIm85D3kwe8GbykDudnc50djozdFyZ7HRlscups9NpYrfbwh6viV3udHa6U9npStPXc5r0a+BJZZd7CntcKex1J7PHk8JDrkns9KVyvyeddfOSuat0PD8tTWJV2SRWl05iddlE1pRNYFVF8glI+gSry5NYXT6J1WWT+1OefNIIG0tHsbFkHBtKkthQPJl1xZNZW5LCmtKJrC5LZHXZRNaWTmB9yQQ2zklk45zxbJ4zls1zRrOxZCRrK0ZxT5y1FaNYUz6yh7Vlo06CkSfJ5+/rnvLR/Th+H/eUj+rDaH5akchd1VNZPiOZ6tQrqc6cQFXWxDjJlGemU56Z0UNFVmYPpVkiMy0lnCVkkSDEXRZCEUahOO4DsWEw5OjCKeQjCEUYDQ5ycl1EtSgaHxGNRZhRsJQEQw4GYbZucRocGAQHBoMdwZCDIBTGLdBszh4k4/WswmadR3PL7Tz40ON6/mQkysdHO3nvg6OUVjViy6nT+3LGhVNSvKSbK3j51XcIR2HFiruQVW9PF6VPvLpY9hDw300sBhHtGDHCBBpvQ1Y8WKQgiq0V2dqArOid4kXRS1PjT4iG9Rp0LQbX37gOUXRhsQSRFDcu301E0IjGuohoGo78+VjtTkwWd3za70G0epCsPmRxOQ5bkGtXrCIajaFpYTpCYdIyqzBLQb1p8tclnLKPPEslKyvz+VGZjZtr8rm+xsStFWZuK7NxU6XCLZU2bq1Qua1C5ZYKG7eWS6ydb2KPK52DdUkcqkvk8JfkoGscezzJcQFJpc01kcddo3nUPYb97gm0NZh5pC6TR+sm83hDIo85x3LINYF9zinsbZjKwYbxtDlHctA1ggPu4Rx0j+SAezQHXeM44JrAbtcU9jons8+ZzH7nRA44k9nvSmGPayq73VPZ5ZrCLtcU9jZMYX/DZA44U9jvSma/K4k2ZyKH68fxSH0iBxqSOOBM4YArhUecyRysT2SfM5Hd7ok6riR2uZPZ5ZrMw+4pPOSewi5XCns9k9njTWG3N4mH3Uk87J7Ew+7J+t91T2KXZyK73Ynsdo9jl2sMe/yJ7PSN42HveA76JrHfPZEt5UPYUjKYbSVD2FYyhHtLLmd7yWC2llzZjy3Fw9hcPIxNJSPYVDyce4uHsr3kSraVXMnWkmFsKR7Oljkj2TJnJFuLh7O9ZEgvxUPYVjy4h+3FQ/otF9ZXXsSGikvYVHY5W0qHsKXkcraUXMzmsgvYVPE/rKm8hDWVg1lbMYS15VeytvxK1sRZWzGEjWWD+7HhJDl+u2+aTWVD2FI6nA0l47kpexz1qSNZlDqRhamTWZA6hQWpKcxLncTcPsybntJDdVoKJRYb5wopnJMwU7cohZkYheK4pemIT9dzEYQiBOEqEgx55Ob44sJ5VLc4868hQcjHIJT2TPF114AunIa4cBqFmQw05GI0mBk+fA6ZWQuR5YUoagVvvPE+kWiMUCzG+x93YlGqkJUGPQ1JCiIrLkoqA3SE9TrxnJwlyPG0HrPo+UTDEln1k55ewdH2GFE6idLBL579PYq6BKttBRapFYvVj6S0IMutyKKL+7Y/SiwC0VAXoS4NR3YtqjWAJLcgKm5URw0ft4cJRUOEohr+5jsRldp4X0e9n6eo+hGtTUjiNVglPwcPPAtEiGohPjzaRXpWNaLc/x1EX4d/M89czm01M/hJlZ1b5+bxg/lmbq+2cEeljZtrFG6rtnF7tcIdVQq3VcncWWNm06LpHHRN4pA7iQPuqV+anzsv50nnFexxT+Ih51T2OZN5pH4sexsSeaBhEtvrk7jXNZEHveM5GBjF477hPOkaxWMNKbTVZ9DmTuGAZwL7vePY4x/FLv8Y9njHs8czib3uKRzwTKTNM55H3aN53D2cx5wjOOQazQHPePZ7JtDmGUebZxyH3Ik6rrEcco3mkHsEh93DOOwdxkHvSPb5xrPbl8geXyL7fWM56B3JI56RHOphOI+6R3HIPYY2TyIHPBM47BrD455RPOodQ5t3FAd9o2jzjqHNM45HPOM45JzUh2Qe9UzigDORg55EDrgnsNc7hT3uKeysS2Zz6XA2lwxnc8kINpWOYGPpCNaVjmJ9ySg2loxgY8kINhSP4J7ikawuGcOakpFsLvsum8ouYmPZxawr/z73lF3KutJL4lzK+pLh/VhXPKyX45YJq8rHsKZsDOtLxrBpzmg2zryCbcVXsqn4MjYWf5+tFYPZVDKEDaUjWFcymvWliayePZpNVRNZWzyCTWVDeykdysbSIWwq+RRKh7I5Tu/3Q08ZW4qHsKFkND/IHc/i6aOYN30SNdOnU5M6nbmpU1mQmsTC6RNPyNz0iZRaMviOkEKCUIhBKIpH4a/Sm7ga9EauBkMhgpDPAMNsjEIuNtUTz4/sIBqNMSP/urhQFsf9p93lZt2+VV04BWEGgpDLgAQHmRlLEaVmFKUR0bKYJYtWEIlqcb8nbN/xM0ziEsyiH1kOYjbP554NOwlr8Itfvkhm5kI+u2zRx7SpVfz95Y8IR8O0d31EVyhCSkoedkcQm+NaUk1+snNvRJICqPIC2o91EY2EiUU7ef75v5KeMS+ejhJEUr2kZZXz6BO/JBSJ0RmJ8dxvXkaUl2AyeXq6Qtmyl2ESm1ClpaRPryYcjtLRdZSP27toO/QCaRnzMFk+uyvVV7c4/eRKc1k5dyY/rMjhxnkFXLdA5JZqhZurcvjBXDs3VWdzS5WNm6vt/KDGzi01IusXp3HAPYmD3jHs9vey53PY6x/L3kAvuxZcykFPMjtbczn21wN88Nu9fPTHRzj296c49tovaX/9EB++tItft61kVZOJB5uSOdyYyCH3eNrcKbR5prHfO5nd7gkcbJ3Cw95EdnmTaPNPY78rhb2eiRzwTuCAewz7nSM45BvPIf9E9nrGs9czngOe0RzwjuNQYBL73Uns9yax3zeBg77xtPnG82ggmf3uRPa4k9jtTmancwIHvZM45EumzTuB/c5xHHCO5hHnKJ7wjOOQcxyHvcm0+VI45ErksGscbe7xHPQk8ohvIo94J/KIezyHXeM55JzII85k3YJ1pXDAOYnD3skcqBvHQed49vkmsNebyH5XIg/MHcam4u9zz+zvc0/pENaUDmFtxRDWlV/OujnfY2PJ99hQ8j02VQ5mXcUQ1lVcwfo5l7G5ajjrKoeztnw4a8qGs6lyGGuuvoRN5ZezpmLwSSOsLRvJPWXD2VA6lI2lg1lXPJgfzbyEH88ZweqKsdwz+7vcVfBtVhVdxJbyK7m3chjris7nocqL2XLV+WyeM4LNc0awpXgkW4pH9vze+/3wHrYWj2Br8XC2zBnG5tnD2Dx7OFuLR7G1eBTbSkaztXhkj+n8aWztZvaons+ft82JGcGmkiu4p3Qc1+cnMj9tLFVpU6lKS6dqejrVaVOZl5bI/B7G96M6Yzyl5iwuEKZhFIoQhEIEQU8n0l8bMIMBwtX6lFuwIAgSgxIUch0eOtqjRKNhojHIz2tBEMzxdCULBkMORmFWH8uzoGefgpBLQkIuZvMNWG3LMWUFUMRmzOnVRKMaMaJ0RmL87aU3STctRFaCWJUgmRnlvPjyvwjFYlxz7Tok6SQsNtmL2VJFKBIjEosQjkb45XN/YXp6CfkzlpNm8pNfeC0pKbPZtv0gMS2GpsXo6IxSXdOK3mLMi6Q2YZK8SFYneQW1dHbqPtCuCLS0rMJsWoxkcSKLLuyOZhzZy5g6uYL1G/YT0TQiWpSucJSsrLnIsg+L+PV3R8qW53HTvFncUZnLjXOLWDFfYWWVjZWV+dxYnc1NVdmsrHJwU/9qiSoAACAASURBVFUON1TncdNchbWLM9nnSeGQeyxtnl4e+RwOecf14/76iexwpdJ2cwWdr/wSTYvQrmlENA3CH0HHR2hdMSIhjfDHR9h9m4cdzgz2e5Jp8ybxqDeJfQ3jafOlsM87ibbAZA57J3K4YTSPO0dz0DeRnQ3j2BeYym7/NHb7prLHm8xBXzIHfRN4LDCO/e5x7PUks8+Xyk7vVHZ6p7DLO4nd3qnsdabziCeNxz3TOdwwiSfcKexfMoEDtckcDGSwv8lEW9N09jUkcqBhLIfdSRxwTWa/N5X9nqkc8Exhr2cqu73T2BdIY79vCgfdSTzmSeKgbwL7fRPY553AXu8E2pomcdA3jkd8Y9lXdwWHnON5tCGRx+sTeWxJIg+XD2dbyXDWzR7B+rKxbKocz/o5V7K1eCg7ii/lgdLL2Xr1JWyZM5hNc65g/azhbCmbwObKFNaVTGBTeSJri4ayo2wYm2ZewsbSIXHD7/ONLmFN2SjWlA9ndcVQ7qoeyvUlV3Ls1Tbe+vPjHHn9D3T861lCH7zAB3/cz6Nr/Fxz9Vg21U/mzhnnce/CK1hdOZhVlYNZVXE5qyouZ3Xl4P5UXdbDqsq+XM7qqsGsrhzC6sohrKoYzKqKIT2/fy4VQ09+3ROwpmIIm0ovZV3pCG4oGM3CtGHUpE+kKiOFuWnJLJg+iXmpacxLTT+ONOalplE9fTrFZoXzhQw9em7MQUhQ4w0LCjEKMxlknIkgZGEwTsaYkILROIG83IXxLkmdRKIaBYVuBGE8gjAFIWEKgmDi7IFXx3NJe1PADEI+guDAODCHKalBLIpb77epLEXKXMj774WJxsJEtBiv/PMDppvmIUpNqHITZaUtehu6qIbdsQjJ0vo5fsIAJosX1ebipz/dSUzTCEdDHO2MsHb9w0yaOotMcTGJSQXsuO8RNE0jHO6gMxLjgQefITNrsb5/tRFRacIiN6Hag2RmzedHP3qIzlAnUS1EOKSx6u69TE8tIW16CabMajLS57Jx/UE6u6J8cOxdwprGjT/YijnTjSQ269P/r7XJh498qYKV82bwowoHN80t4Pr5CrdV2bmtooCbq7K5rcrOrVV2VlbncGNNLjfVWLlncSb7PbpV9Ygr5aQ55JrMIXcvh5tSeCIwlkfdo1m/ZDpa6N9oWpjwx6+wyWNng8/Ks7tXo8UihLs6Ofr689zrymC/bxwHfKPY6RrPjroJ3OdKZVvdNO5rmMoB72TaXKN4zDWMww0j2Vs/lnsXJXJvwxS216bwUO1EDnsSeaxhOI87h/GIcxQ7l4zmvsWJ7KhNYUfdJHbUJbG1YTJr6qewpX48+7zjeKxxDE8Gx7PbOZId9WPYWJfEVnc697om82BdIrvqxrKnfjx7nMlsXzCWHUuS2VE3mW31U9haP4X1C8dz7+JxtHmSOFg3lh21o9lWP5ZtDYlsa0hky6KxPNiQyP0LruSQO5GDrvEcdk/gsDOJQ/UpHHKls3XuJG4pGsXKWeNZWZTIT0tSuKd4PJvmjGTz1VewtWQkG4tHc9esK7lzzpXcPGsod5aN49aSEdxY8D1WlQ1mc+UlbKu8jE3FI04a4YGrhnL/1Zezvfj7bCi9nB8Wj2a19yro+JBoR5Rfte3l1V8+Du1vQ/hDYv/6MzcWjube8uFsLbmMrWVXsqZ0ND8pGcNP5oxkY8mV3Fv8fTaXDGF16RjWFg9nbcmVrC4ezeo5Y1hVPJL1pUPZVnI520quYEPpSH5SOp675oxh3ZxhbC0ezLY5Q9hcfCVbioeyNc7m4ivYVBJ39JZcwbbioWwpvoLNJV+OLcVXsG3O0N6peupY5k1PYf70FBamJrMoNZn505OZn3ZiqtOTKTapnCdYdOEckI1gtGIQsjEIei/PAQYHFZW30hWFYyEIR3UfYzgcAsJE0egMa7RH4GgXtIdg8pSFnHv2TD2x3pCjp0sZVQTBimDMxjgwB4tyLRZHPaLqIjPDjWKqo6sjhkaUrkg7/3jtTVKzFiApjUhmN5s37EfT4GfPPEdGVgUmc/PnBlhktQmzpQG7bQl79j5NFOiIaBzt0ghp0B6GsAad4SixWIRQNML+A88zcUIxNttSJLkRi+xHsjYiW1vJsnix2QOkTa/grrvXo2kRohGNWBhiUehoh2PtEIlCeyd0RjTCaFxzww/JypxHTvb1KHIrsuj52oWzUCrjtrl53FWhcnNNHjfWyNxebuOOsjxurbRxe6XK7RUqt1baWVmVzS3VCusWZ3DAPYk2z1j2+SZ8Ifb7J/bwsH8iB9yjOOQayVZnCoTeAi1C+KM/s23ROB5rGsUa5yTeePFJ0Noh9Bpt189gn3s8j3gT2RKYxkcvPgSdf4auP/HSE3dxvzuL3e4k9vnGs3+ZFT54Go7+hdj7f4fwK/Dhr9jmyeJgq8SewHTudaXBPx+H9hch/CqEXoauFyH0GkTfgmN/5NU9K9jpmsL9rnQeuq6Yj//aBqFXIPYGRF6Ho3/jhV03sak1h+jHv4Ujf4COv0DXyxD+p75u11+g438h8r/cWWuCo7+Hzpch/C+d0OvQ8Rp8+CK/eehHbHRPYY9/DPv849gdSGZPIIn19RN4/8/boev3EP4rf2i7nZtLR7Kq7HLWllzMPdVXctOc4WxpmYH2xm+g858Q+ieE3oSO19l1XQl3Fw9nffkw1lYMZW35YNaVD9Y/VwxlbflQ1sW/64uwrmwY68uuYFPpUDaVDmZ9xShWlk0l8tEbEGlnTVkKW8uG8cPSEXQce4d3QvDGo6u4f/aFbCy5nDVXf5/Da4P87dk9dLzyC26ZPY4ds77FtoVJdL32K974+Rb+8ehdvPn8Yf7x5AFef34vr7Rdw8Y532dz8TBW15n40893ceQfv2Lf9SU8UDmUbbMvYX35GH4yawj3Vo9kzcyL+GnRxawtG8XqsrGsKxvGtpLvs7F0KBtLr/jSbCq5gnvKr+CGgpEsmpZETWoaNen6VHxh6hTmT5/8qcxNS6LMZObbgqhbmcZcPYATT5g3CoUMECRqKn9IOALtXRChD1p/jh6Drg5Im9LAIMGGIKTy/554i4+Pwg/vOojBYNKLD4Qczv/eLFJM9Vjzl5KZWcesgkYIQ6hTI6ppPPXs75iatgSrPYDJVMyrL/+bWBhaW+/GotQiHh9FP4F4SLIbm72JnNxWTJbFVNZcxztH4OOQRlf8+DvDMaIavPNuB4sX3cT0aeXYVQ9W9cT77S69U2QXuTlO3n23na4whGMQBUIx/U2XR9rhf186Rsq0YiTVo79K2dqK1d7yifSp/3jpoewnT5rHzfMK+GGlqluc8+zcVungtso8bqqxcnO1PW51Ori5Optbq2XWLc5gv2cSbZ5xHPRM+AySaPMmf4KDniQOepLYFxjLk54p7PVOZ5svkVj7W9AepvP9P7BjyVieqhvLQ95MXv3tAYiGIfQmB27J5ZB/BI81jGX3zVdB6D39fxQ7Am89zYP1Mo80pNLmHcuOhkT+3x1ziYbeI6rBu+/+hRfWLuCh+lE86p/M7trBHHSOp+2OWo51HeUIMaLR93n/pad477XfczQaAe19fr3RxR73JB6/ewnRjnfRtBidH71K12tPQecRurrgVw/ezPaWLI5++BfC4U4++uOjRDvf4SNNQ+t6n85//By094Ej3F6rsuuOOt5788+ECRHteo+Xnn6Yznf+AtoxiLTz5u8O8+DiZNpcU9jlzuJxZyJP3zSDWMcbdKL3Sfjw9T+wsmIiW8q/x/Y557K2ciS/P7AOOj+G9n/T+dZf+fe/fosWi0EnbPIXsab4u9xdeBF3zU3hp+WjWDXnMjZWDGNt2QjWlQ5nU8kQNpcM7qcdceG8kk2lg9lachnrS4dza9lUwh+8DOGj3FE5nVVXX8HmiuEc3nAj7VENLfQ6txZdzk8qxnLHjDFw9DVinR9C+/v8uGEO6+aM4kflGRA+wu+e2M47L/0KLdzJ4zvvpePIK7zy3H3cOms0d84exx8eXokWeZtox1v85dBafnT1cO4pG8Ud5SnsvLWO2+eZWVU+li0lg9ky5/tsKhnK+tIr2VA6jA1fQTS/buEUhCK+PahMT6oXMjEazBiEDAxCFgZBxCBkYjBMwWBMwWBMQTBMQhCSGDTIRILBwt9feo+O8DEidBDSYvgb7+GsQQ4EQeTb581AlH9AlqkFybyYA7t/hhaKoGlRjh6NsGjJDzDLfiySk4rKFrQodHVozJhRj0VuwHQSlTeq2ozDsRyrukwPAFl9mCwLSc0o5qpiF/XOG5i3YBk2+0KSk6/CqrpQZR8OaxBR/GS5Xd8SvSyTi9zsIKmpFSjqXGYXu1lcu4JFS64hv3AJKamzSM0swyTW6ttJzfrbQK3NPV2CVJuey9lXRP8jQnoC4by2xsot5TZuKc/hxiqFmyqt3FJh5eYKGysr7V9ZOB/xTeKgJ4kD7onsaRzPk54UDnimcb93LHT8m9jRMMfee5F7aifTtmwC64LTeO+1ZyGk0fXWG2zySOzzJrFzcQp/eew+CHfy+9/+gUg0BNE32XJtMQ80TWW3Zxh7m6ayscFCuPPfRKMav39+N/cumcRjzcnsa0hhv38ae+suZXtgCrT/HTo/5Og/f8H2RWN4qG4MfzuwEu3YHzh4Syn3+bL46OUnCYc+5MNXX+BOZwYbGkby2I8XQOR9Dt7t4t6gCu2v8uc997JmocLHb/+JiBaj680XuLUmHe2tX8HHf2S728RWZwbH3vgNnaFjfPz2C2xclMaaRRm88lwb0ViI2NEXeMCXwkHfePY4k9hXm8yrj62DUCf/+8yzaJEQhN7hzlqZNeVXsKHkIlZeNRzt49eIREK8cHgLN5dk0VwwnFee2wHt73DrzKncVDqePz3zMJr2MeF3nuO22SPZWDqYzSWXsankxMaZcE+PcF6uT70rh/PDyinEPvoHhN/jtspJrKsax/arLmGLO59YLEqs411urk7hzrKR3FQxBa39b6y+2QORd/j1wXu4u3Icdy2YStd7z/1/zJ13WFRn2v+Hokk27+6772+zSVSkihSliXQRpjJDE6XODDAFRKx0e0xTgRnAbkQ6tpjELpaYnry7ye4m2SSbbJoxscTeAanz+f1xBsSSspvd99o/PteZOczMeeZw8eV+nue+vzelKV58/fY+uHWZ1SXTeGPLM1x4q4HnUhypSBtP1+k/8cdju7h48nN6zn/CynQf1meP40iVAXpOws3PKU8eS23ib9mR/nu2ZoykQePMZu0YGjTO/9HCaWOTiI1oKna2KdiIUrAVpWMrUmMr0mIrSsPOZhp2NlOxs0nCRiRY09nYRmJrF87Fq+30WS7RZTlHe3c733zTg51NOMNt43nQfgo+3vMQTyqhumIr/b299PVdw2Lp5eDB9wkJzUciX8CkqFls2XKU/l7403tfMClCh0xRhli25CcFRCpdhEK+DIX8KWIUzyCVLEUmXYxUVopYUogspgxZjND4LSxiLlHiMpSqpwgPL7a2Pr5XOAeELWJSMUrl04glpajiFiCWzkYsnU2UeDZyRQkSeQHR0nnEqBYxOapMaMccLbT+EEtvNyMbcD2/28j3Xy2cy3OVVOtUVOsSqDAqMBmUVOuVVOlVmP7FEefe+eN5vSiQw0UTeLHIFTpOQi/cPH+c+sVTWDc3irdffBZ6TmPpus67rRXsKApgf5kvzxdE0XPxayxXP2HjUh2W9gvQc4PXdq7k+bKJvFI4hgMlPjTkh9HTeRr6evjg9Qb2zhrHsRIPjhRP5GCZP0dmj2BnYQBc/zuWnmtcO/EOrfkTaCsL5vniydQVythWNIldi6T0nv8LvX3d9Pd38Md9NWwtC6VtmYq3a4vZtziao8si6PhiF29UTWfHrFBufv9nLP2ddB9/gz3zo/hu75N0fLObVxYEsXO6K93fvI3F0sONM39gi9GdF2cF8cVrO7D0d9Jz/SO2lUXSVuDNsQIvXiqcRO/Fz+lvv4ApL5HejsvQc5k9a0tYneVFvdaRDcYALDe/pbOniz7LNfY8MYvyJCeal8byZtVsahNcqNJ4Yuk7zw2LBUvX96zK8qNF7cC2jEdpUY+iSeN0j9aI6rSudwhnS6YL1Ro/LNePY+k8Q73RjeZMN3amO9MyS0VHRxcWSwcrMsayMcuNy1+8xq2rn5ObFAy3znDz0mdUq93ZpHXhqXQ3TLqxfPXKTmg/Q2OphJoMT9YluNGa4cK2JzTQdQHT/Jn8/a/vQtcFaufFsDnbgz2LYui++EeOH1nHxkwvGtMdaM24/R9AOP7nTtVFNnGI7CTCbrlNgrAOOphWlIDIJgmRKBWRKAORSItIlIbIdgoiWxkim1C+Pn6Zvn7ot5ZWrlr1PMPtA3jAfhIP2EcyxlnOgb3/i6UX+vv66e3p5P0P/k5YeKbgOiMtQ6ooJi19KS++8CeWLm1EoShi0uTCnyGcJYglRURHlyCRLCA6aiExiqeRSpaijHkKqWwp0ZIliGVLiIxegFi2kMniUqIkZURGlyD9iRa+kyYXEy1djES+UOhxJClCLC8V1kRli5gcXUSUuASZfAnR4kVCkr1kgVV874wuB/rsKJSLftI16H7GFD9HOJ8xyDFlxQgRp17YYTdl//MR5wBDBXPg+d75PrxWOIEjBX7sLXTB0ikIp8XSCV2fQfsl6DhD/80v+NteM1vm+XB4yWh2lbry+toZWHq/5+RHdWyY48+lv78Ftzr45v197CoI5s+zPTgwz4PmWRH0dJ6Czhu8d8DMq0U+HJjtxOEFQewtcuK1ua60zgjFcvMc1y09dHdd5PLn73D983foO/0HXlqqZH+hLy8V+PHu9kVYes7TYemn3QKWzjP8fXcNTXPEHCrxYd/cUdTPdmf34olszfOm48yf6O/v4OpH+9g9248D88PZWRTKa6U+HC7yhFN/pLenh+uXPuG5QjEvPjsdOs5i6T3L5wc2sKNAxqvzAnhlzlgOV+fQ3XeNb/7+FpUGP05+/Vfou8HHb7/ISrU3jZqR1Gld+P6TfdB7lU5LP3S3w82P2WnKY+UUP7ZrRtGQ+lv+uv0pbl35igvv7aAycRSNGQ40a0YLGnMfrRmyxilM1evSHanOCsJy/QSWG6do1j7CpmkOtGr82PnMLHr6e7l14SOe0zixeqoj9PVz9ZvPOFC7EsvNS/TdvMxabRDb1S48p3WlPMOR0+8egluX2DgrnA0adxrVXqxPHcOHR7fRc/08r+/YwMlP3oWuS7xWW0Z9xmg2ZTiyPG4Eq1OcqVW70Jw9hjrtGOq07jRpHNme8Xua1aP/g4XTWm5p3WW/LZgqQRxt5dbKoAEBTROE1SYBkW0MTk7xXDjbTm+PsJ747akrvPLaX/jTX45z+SpCL6Lefno64drlDlbVbGPChCnExpcSEVlgNSUuIFoyhyjxTCTSeQjljPOtbTV+XDgl0rlIpIVIpMXWxmtlSCQLkckWIlcsQRn3NLKYZdb+S6WI5SWI5UWI5YWIZT9u/SYYilgd52XFVkqsxiRlQkmlZCFiySIrCxCS3ksQyjLv/LyhbSQGnIPuF4EOvO5HzX7/7WucPncI5d3sKvHi9aJADs7zZVehC5au09BroafjEufea+XSezv5dF8F25bGs3V2GEeLvWkrfIytBV6c+tMebvb28v7rjRzeOIMLf32d/n4LXdePs3NhNG/NcuJoiRctsyfRc+s0dN/kDy89w6sF49hX4M3Wggh2lkzg2Fw3XpwbguXat9y0QE/XNdrPfcDNcx9w47t32Fs8kddKPDla5kdLrgdvrp9Bx8XP6O7tpL/7Cpae83DzS158agq7i/3ZW+zDkRJvds704eaZ9+mhn+/f38v+ggAOFAayuyiUI4Xj2FfsTe8379LfZ8FiuQaW0/Td6sDSfoM3dzzL9nmhHCgJ5vV5Yzg4y4Nv/rSHqz09vP/OAV6pLeLrj9+hr+cm/e2nMelDaUh9hJ2ZI1ie6MSrreXcunYcOi/Q13kKeq7R/eX7mLSj2ZTyEFvTPVipfIQNUx+nVetMk9aVzVp36rVu1nzze9Y4ne/YHGrM9qQyO5yey9/RfeM867WubMoO4pl4H85+8iYWy1XeailhfdKj7F6aSX9fB1++8wJfHTRz8Yt3sFjaOVydQ2vaIzRoHqUxZwzHX22G9rPU50ewLduZ5tRH2JDhRf+101w+8QlftW3iq3cOYum7xZWPD/NchjvrUt3Y93QKmw0BNGZ7UKd2ok7jRr1mDM1qR7ZnPEqzxuE/VzhFyVZBTLFGmtOsFUSJg5VFIhuFVTwTrQIqYGObiK1tGPZ2gWza9Aqffn6Kc5eucflGOxeudnLhyk1OnbnAm2//jZkzTMgkc4iMnIlUXoAspsQ6pb0tFhK54JQULS21CtBPTWdLkEgLkEiLhlCMWHIbiWI+ctUiZMoFyFULboumvACx7CdaJ0tLhBJLaRHR0mLr86GUDemmOFQ0799vaKj4RUtKBqfuA2J6d/uJ/2Th3FPqydHZ49k/15+dRWOxdJyBnn6ufv8Za/MnsnuJH9tKnHmpzJeDc0J5ZfYEjpT60bpAATcv0dlvob/9Elz7O33XTtDZ10OP5Qa71mRzsHQMR0u8aZ4TTc+tc9DbycvN8zk8dxxb5vpy5q1m+k69xZ45Y9ld4AnXPoXePs59+Cot+T5sneXBptkR7F84iSMLA9lXEsDe+eEcflLJltlhvLohj2un36LHcp1r3dc59ckr7ChRcHiOP6/O9uaFGb7cPPtXbmHh7IdtHCoK4HChH7uLQjlc5Mvzc8fQd/JD+rrhyuXP2Va/hP72dvpu9HCgcTF75nuzt9CVY8VO7C4Lx9J5jq6ePiw3TmO58hn9V7+mp/Mi/b1XaHxCy6r437JdO4KGmeGsKUzkmamjObZpMT3tZ+jt6aXzymXeeH4h64yurJ/mzcY0NxrSnWhVO1Kf7kS9Zgz1GjeaNQ40a0bdKZwNWkfrJosjzZrRbFSPZdfKPOht51ZfL89XFdOyZDrfv7MXbp3h/f9txpT2O9aljOHWye/Aco2syJGsNQZQV72ADvq5evwNNmS5s17jhindnRvH36K/9xZbFudQm+nOevVjvN30BP29PbSaF7AybTwlahntnZ303rpEXUEih8zz4OYJuPRXatQ+NGuc2Jr+OK3qkYMVR79ENP9P1jgHm02prMRZzyVbK40GktzjrcnzCdiKpmArmspw+0TsbBXY2UkZNiyM4Q/4YzfcB/thQdiIQrGxCWP4cDHD7GX4+c1hcnQp8pgFREYVIpUttkZsC5gsXsBk8UKipQutrvA/r9mZRDzfGmWWChGntAixpAixpFDA2pJDKi9FoZyPRFaCRFpqNev46XXE28y3MvC8RDgOinvJ4LV+ztiHTsUHjHXvNtf9TxbO3cVjODzTm0Ol4dTmjcbScwm6+7l+8k80z/DiULEHB0tcaCvxYH++J68W+7KzaBxv7HgGevq59PU7NBRMpXWWlKalqfR1nqavt5NPX2tmR+E4jhR70VIoo6frIvR2c6hpAW2FAayfEQAdx+m98gUt0/3ZMTsIrn6Gpb+Dix8d5IU542ib68b+5VOh6zOOv7aaxll+XPv0BTrP/ZnmOWHsnjmeNbOVXLt+nva+btq//QMvzA7i9bkeHJjny/Z8P9rPfkB7fz/f/2U/R+aN45XCcewrCaat0IddBW5c/+yP0GfhwldtbJrny5nXX6C/vZueW6d4aclk9pROZE/BeN7bspB+bnH2iz/yfFksjQVKNi1Io+fGt2C5yV+PNrMxezyrkx3pv/QXTnx4kI3ZI2k0TGZJViy3+rqBXj546RkqMlzYVT4Xy8UvOHG0ljXTnNmicaZFLUzVG63cIZyNaicaNC7Ua1yo07ixbXYEXaff5OqJ97l25iu6Ln5O39mPuf71WxytXcwTmeNZn/EIb1fruHHqK64cf49rX79MXf5kOs99zMXT33Lj5Ad8vuNpTNqJtJ98jetn3ufq2RO0n/qINzcXsiovkBun/si177+k/dSb7FkSz7XPDnH99Gdc/e4Dbpx4naYl2fRe+IxT7+xkTVYgdemObEl/nNYMBxrVLtRp3KnXONKoHf1P06RxZLPWlWcTPckNHo8+JBhduB+GMB+MIYHkhEz4QfShAagjJTwsEiOySURkG4eNaBp2okSrn+cU67RcIUzLbeVDDD+mWY07pjLgMC/4eg70j56CnSgNO1GqNRpVMtxuQJATEIlSB0s8hw9LZNgDMUK3zZA5hIQWEhpWTFT0AsSSRURLFiKRLRKMjQeF6KfErQyxeKE14iuzCtmAMBYLyIqIlhQjlZehil2MRFYs8HMiWkmp9XOHRJUD1xlgcKz34ydEf4jz+NCe4wNT+R/dSJKUEh+dQ2VO0hDhVAwRThkmq2hW6GOp0MVi1slomBHO/mJ/DhV5W8XxhxhY0xzYFLqTAwVjODh7PLvKomlbnYmlvx1Lbz+3Ln3F7uVqji2N5ciCMPbMcedgwVgOlHixfXEEV0+9S19PL39/dTVbCifz/Nxw6oqlXD/7Ef23OuH6GV56KoUdJaE8/6yOvu6rWHq7+PS9XbSZc/jwyEbovUz7t++wPl9KU1ka9J7HYrnOxZN/5MCauRxdPZuzn76CpfcKr29fSX1hFO3fvU1Pz3U+ONJKW80cPjyyA0tXJ3Sc4/1tizhS5M2RAnd2lkXw/FNqOq+eoLu/l0ufv8WLZdEcLA1hb2kwBwrGs6U4BK59T1dnP9fO/C87SoN5qWwqlusX6e6/wdVv3qZlSQatZXFcP/EWFks7fznWyJbSSLbMl7CuNJWbZ7+Cvi7oPINphoRVMyX0Xv0Geq/z0moDLz0zm+N/OEJf7zXoPUdDoYJnpzhi6TjOlc5uuHWW9cYw6tNGsTXjcVrVDjRqnKnXOlOvdRxE1KxxoknjQoPGjTqtOxsyxmKe5kJNuiflU90xp4yjJnkMQl4s/AAAIABJREFUG1PdqFM70ZTlwnNqZ9Zp3SifNorlCSNYn+VJVaoLFUkOmJIdMSc7sUbtzhqNO6vV7phTnFiV7kZVirP1/Fiq01ypSnXBnOJEdaoLqzPGUJ3mKpxPcWaNZizrUp1ZP82BBq07DVp36q1T9QEatE4MlEndF63AoFhqbtOkGU2jZiSbNR48E+9NbvBY9GETyA4LRBfujz7M3yqe90cfNoGMSBkPiaTCuqSdSnBAEgnGxSKbJEFQf4ifdJmeZjVIVmErUgoOTKIUwUjEJnGw17utrRxbOykikRT7YTEMGy5l+INiPL0MKJRPWIWkBIm8GIms1MovNQIuJlo6z5oatFRYCpDNJVo2z7ok8J/R1mGokN7dx2doW92hlnoSSSnx0blDhDOeZ4wyzNkKzFkqKvQSzNkxlOtjWKGPY4UugepsOY0zwtlb4k9bseePC2exD4eLfQe5++fHijzZX+TLq2sMQtJ570X6b12G7ovQfZZzb9TwYkkwh0oD2D/Hk5fmBXDunVos7V9i6b6I5cZX3Pr2VbYtToKOT6HrPP1d16DjLFz6iOZlaVjaP4f20/Tf/B5L11noPg9dl6DzHF0f7qK2LBWufigkvnefhM4z0Hkebl2G7svQdYL91blsXajixt9egKufYum+TG//Zbr7ztHx/ad8vKOcF+b60zbfmx1zfDi9t1JI5r91Sbhe5wno/pw/1s/lxZJgds/zgOsfYOk6S3/Hebh1ks4zb7JpVhSfH3kOS89Z+nsv03f5My58fBA6vsLSfhK6znDz+MvsWZYEHV9D10XovAwd30H7ByyfKePmmY+wdFzDYjkP/Zeh4zxXTrzHtqe0PJ08lhVJLtz4+jB9/dfpOPsBK9R+NOs9hHQkjYM1sHSziqeAaFvGo2zLeJQt6sdo1YygWT2K5kxH6tWjadQ6U69xpSXTmS3akbSm/Y7tmY/SqhXcRJqynWjOdKRJO5q69BG0ZDnRoB5Fk3Y09RkjrIykNduJzWmP05LpSF3a4zRkjKQly5EG9UiataOpS3+cJs0omjSjaNGOFs6lPUazdiQtmSOpT/89zZkjac4cQZP2Ns1qZ2sl0T+Dq/WmeLAyzpOZwW5MD/ER3I9C/cgN8SEn1PcH0Yf5op0k5deiaMGcw1aBnSiR4aJYbEVKwejjLiPkO/mp/ilThwhnrLUlR5rVgSle6PcuSrZa2SVhY5Nk7X6pRGQjZvhwOQET5iCVL0EiLRsimgK/RIgGorgY5ZPI5MuIihaWAKJlJVbT5IW/6PP/3cI5cO7uKFQsLSVaXEyCeLognDoZFTkJPJsjF0ous2OpNEgx61RU6pWsNMRSro+jJltKU54QcbYVe3DovngOcrjEk8MlXhwu8brj/KFiT44WedJWPJ59CyfTtiKZHU8ksWPZNJ5fGMuuRSr2l0VwbGEwbbPcebXYi/1zx9C2NIKdT8XQ+mQcu5YncvCJyewr8eXY8hheeHoqrU+lsn1xLAefkLB7fiBHl8fz0tIpbF82lW1PJrJ9WTwvPp3MyxVa3nwmlq1zJnLMlMzzT6rYsSyB7YsT2bkoiecXT2V3eToHVySws8iPPSU+bJnlyQuLxLRVZ/Lyej07n1TyfEE0L+UHcmiuO20FDrSV+nJ0aRwHliWx98kp7Fwcy0tPxNG2fAo7C4N4dWkEu2e6cmy5iheeTmLH8gy2L47hyJII2kr8aMwfzysbpnN03UyOVKTzYlkke5bF0rpkKg3zYznytIqjZQEceFbFC09OZfuyVLYuktM014faXHfKk93ZkCejaUkiW59IY/0MKSunebBBM4bNGieaM53ZpBnDgWojm/LDqM1yp0njQKt6BM0aB+q1LjSox9CSfhtRS8ZIbuNAc/ooWjIcaNE40pA+ikatE40Zo2jJeJxtmhG0pj9Kc/pImjTOtGS60ap2pCltJK3q0bRkjKZV7UhLxmhaMhxoTB3BFo0j9cmPs1XrTHP6KJrSrKSPYovWiWbrsSFFeG1zuoP1/QNR4WiaMh1pUI+iQe1Ag2YIaifqrcsMP4cGjesdNGrcqNP6sDJ+PLOD3ckL9mF6SAB5wf7kBfvdJZY+d2AM9UE7ScJvRGLBOs4mBntRIg+IYrEbLLuMu4v4QX5aOAe6bApCK7TjSBXac9gosbWJESJOURK2omnY26RY69ljsbWJRSSS8fDDCYwZYyBiUikS6XyraJYMWsr9EuGUKeYTo1yGWLLE2sqiWECy8HZP9/8QfmhNc2iL3YFePkrlYhIleZhyp7JGJ6ciJ+GeiLNSp6Rcr2ClPoaK7BhWZUtoyovgQHEgbcVeHCz2pG2AEi8O/QhtQ19b7Mn+ed4cKgngcKk/R8omcLBwPIeKxnFwngdHirw5VhzI0Xm+vFLowytFXhyaN4b9BW4cWjCePSVe7Cvz5ViZBy/PG8XLxe7sL/FjV0kAh0p9OFrgxKtlYzha4sXuWd7smjeeA2U+HCgbx6ESPw7OGc/BWW4cLvRmf6E3+4p9OFDqz6HSCRwunEBboR8HS7w4WDyWQ0WuHC12pa3Ihf0FbsL5IjeOlbhzdK4Xr8wbz9F5bhwucORwiTeHikN5uWg8RwrcOFbmY/18X47Mn8AL0515fdEEDs5zo63Uh93FfhwqHc+xAidenvU4ry0YzwtFfuwuDGDfnLEcK/bkUNF4XiqeyMHFk9g/ZyyvFzhxuMiNg2V+7C8N5EDROF4udmV3zmPsNAjWcA3ZTtSqnWnJ8qQhw5ltWQ7syB7JlrTf05Q6guYsR+oyhACwLn2EdW3TiQbrHlCLetQgojWpftzGl/Xpfqya5s26VB/WpfqwJt2PNenjWZs6jnWp49iQ6su61ADWZQSzKmUCa1J8WZPsw4b0ANYk+7AuzY+1KT6sTfFlfZr/ncdUP9al+LIuxY8108azIc2ftck+rE/1Y2NaAGuTfVib7MOGVD/WJfuyIc2f9WkBrEv1Z12qP2tT/Ibgz+p0L1ZlePxsatLHDsGD1am+VKdN5AlVADNCvMgJCcAYMpGckCByQiaSG3z3plDgIMbQCagj5fxKJBPWIW1jrZtDiVYBm2ZNQ5pyx475wPOfbAYlmmJNZRKiUztRMvaiZKtgTsJ2mC92wwOxs4/E1kaCra0Ee7sY7G3jrZtMcdjZxiISRePhMR2JdClS2QIk8tI7dr0HdprvJ45Dj3dSTJR0LvKYBcSolhAtLmBydB6To6cTFT3H2v6i5J6qnrs/e0C87r7WD+Va/qw8zJ8p/D9YsikpHRTOtQYFlbmJd0Sc5UYZlfpYKg1KKowxmPVKVmVJacqLZn/xJPYXB7GveCJ7iwLZVzSR/SVBHCgJHkT4+Z3sLw5if3Ew+4uD2V0Szr7SMI6UBQsVRQXegr9miT/7SyawvyCQtqIQDhaF0FYSzsGiUA4WTqStIIDDRRPYUxjIgUJ/Xi7x51CBL/sKA2krC+Vw8QReK/PjUNF42goDOVoWyeGycNqKJ3Co0JfD8wI4UjCRw6WB7Jrtzf4ifw4vCGFfoR8H5vlxaJ6wA360zJ+2Yl/aSgLYV+BDW0kAbSW+HCjw5ljZOA4VeXGoeCL7CyYK/pml/hwo8edQcSiHi/w4VOzN/oJx7C8OYF9JIPuKJ9BWEsj+Al9eLvXnQJEvB0omcKDQl8MF3rxSPJ6DRQHsLQvjQHEgh+aN4/BcLw4VBbC3JIzdxSG0lQRyrNiHl4vGs7/Ah/0lEzlY5M9rJf68VujHgVn+vDRjAlsNrtSlOdKk9aJB7UZt2iiaslxpyvKkJWscdRkOtBi82JTlSW32eDZlelOv9aRJM4YGrQt1WY6DiHKCvRHwJCfIk9wgT6YHjR3EGDKGnAGCx5ATPJacYG8MwePJCRp3x2v/MTx+khkTPckP9PoBvMkLcicvaMw/iRvTgxzJDXElN9QTQ4gP+pAJ6EKC0IUEowsJIjf4TnKCJg6iDwkkPVLBr0RyYT3TfmDTZ4o13Sh5iHBOsSa8W482gnAKrke3xXJoh01hLTReWC8VJWBnM40Hhify4ANiYmJK2XPoDU6caef4d13sa/uIiMkz+PVvIrC3V2BrI6yP2tnEIxLF8N+/mUZo6HzrZlEJ0ZLiH+xUOFTQxNLSe9zhhfcUMUk8A7mqlLCIfHbt+YiTZ25x8lQHf/rzScLDjfeI4k8J2P06Ow4I+r+0pPKnkJSSIJ4uCKdeToUxgRXTFVQbVFTr46nIkVOpV1FhUFBhkFOpU2DSStmgF9OcN4nmvFCa8yJomh5ufR5B0xBaZkyiZUbkbfLupGHmJBpmhtOSH0xrfhCt+RNpnBnK5llRPDdbQtPMMJryw2jMj6QxX0LTDCkt02VsyRWzJSea+hlR1M+IpGFGBA0zwmnMj6AxP4KmGaE05QVRPzOE+vxJNORF0zAjkqb8MOFaeeG0zIigYVbwHTTOCqZlZhCt+UG05AfTnB9KY34EDTOjqM8X05AfRWP+JOH8zDA2z4qgdlYUtbOi2TxrMvUzw2nOD2XrTOHntTPDqZ0ZzuaZ4dTPCqdxZhjN+SG05AfRnB9OU/4kmvIjhWNeOI0zJlGfP5n6/Gia8oNoyQ+kJX8iTTNDqZ8VTv3MCBpmhdE0M4TWvDCaZkyifmYkjfmRbM2LYNv0SFryommcIaYlP4w6YyjrM0NYpZ7AsjgXFsU4skjhwVLVeJYq3Vis9GChyptFSm+WKj15WuHKCvlonlE4sVTpPojIGDoBgQBuPxae54QGoA/ztxIgEDoBfWgg+tCJGEMDMYb6/4sJGCQnxJ/pP0JucDC5waH/JMFMD/chN2wcxtBxGMN8MIb5YgzzwxgmjCU3+E6mhwQMkhPqh3ZSFP8lihQavNnJsBfFM1ykxM4mBlvbeOxsVHdgK4oRHg9pM/zTwhmPSJTAcPskhtnLUaeV094ODS0H8ByXhK+/mnLTi1zv7CNdu4hhwyTY2yRb10fjB8Xz0d9nIJYsQyxdOBgJDojQ/SLOocI3dEorCFoR0phSJPL5SOUlJE1bQIa6kK5u+PKLM0yK0N9X/IYK4N1pQ0PHcPfr7s7D/HcL59DNoZWGOJbnyqnSK6nSxVGRI8dsjMNkVFBplFFhUGI2JFCTraQmO5JVusnUZItZpZOwWi9hlU7CqmzxIKt1ElbrpYPUZIvvoEoXTZV+MtW6ydToJlOti8ask1Chj2GlXklFdiRm3WSq9WJq9FJqdHJqsmOozlJSlaWiKkuFKTuWSn0sZp2KGqOSqmwZpiwpJp2cSoMUk16JSReHWReDWSfGrI+mOluBOVtJpV6KSS+2IqHGIKXGIGWVQUq1XopZL8ask2LWKazvV2DWyTDrxVQY5Kw0xLDSIKfcIMWkl1CVLaVGJ2GVXozJIKfCEEOFXj54HbM+CrM+kmr9JEw6GWadjKpsKVXZwnhNuhhMegXVejk12VHU6MRUGeRUGRSYdRKqdDJMeiFFrCZLjlknpcIgEcaeJWN1ppwqnZRKvZganZjVhhhWGWKp0it4Vh1OSZwfhmB3csN8yAn1whDmjSHUm5xQb6aHeDEzeCyzg12ZGexxhxaIZgSNJS/Yg+lBnuQGeZEbfJucYC9ygz2ExyF3khvsacXj30bO0Gj3fgR73jHef5ScYC9yQ7yYHjyWnCA3pge7MT3YhdxgN3KCx5AbMpbcEI/bBI8dxBjihi4sgP8nCsBeFIm9XTi/EkXza1EkD4kiGC4S86Bo8h08IIq0Mhl7keIfEM547O1isbWJ5osvbnH9RgfDh0Uw3F6FjSiKYQ8E8NdPT/PpF6extQlmmG2a1ZU+blA87e1U/OY3Cfj5z0RiLWucNLlAcCu6j1tSlLh4UGAHjoOCJptPZNQCZIqnkCuWIpHNQa7Q09MNn392mkkROiZHFxEZVTj4OQOfK5RT3jmFjxIX33M+WlIy2Nbjnuv/HwnnGp2McsNdu+oGKdXGOKpyFJhyFVTkxFFuSKJCN4VKnZJKvYIKfQyVBiXluhgq9Mo7KNfF/Dh6BeV6wWW+XBdLZXYs5iwV1VkqqrKUlOtUmIxxVOfEUmOUY9JLKNfLWG6I4Rl9DJVZMip0SlYa4qk0xGLSy6nSSyjXy1luULAyR0y5UUG5QUmlQUGFIZoKQxTlBjnlehUrDTLK9Qoq9AoqdAoqrVRYx7bCEEOFLkbou5StwJQt/GyFQcgyKNfFUqmTYc6WUJWlwJwVR3l2IuWGKZj0CZh1cZiyVVRmDXxfJSsMSp41KFmuj2elLhZztnDtcl0cK/RxVOqVVOtkVOsVmPQqyg1xggt/thxztoxynZIVugThWvoYlhvlrNTLMWXHYM5SUm6QssIYjUmnpDI7EXN2ImZdLBU6OeXZCgpkQeRaA8ZcKzkhEzCGTMQQEow+JBRDSDA5oRMGEa1J8WZ1ijerU8YPwWeQtSnjWJvixZoUb2pSfTGnBWBOC6Qq1Z/Vqd6sTxnLqjQfqtP8WZ06nvUpHmxIcWdtqherU8azNtmbtcnerLGyNtmb9dO82JA8lnXJ3qxO8WVViv8ga1J8WJs8nnXJ3qxPcWdtqjs1qV7UpHqzOsWD9SlubEofw3Pp7qxLHs+aZD9WpwSyKiWQ1ckTWDfNl43TvHluqgcbkt1Zk+pJddp4qtLGsSrVkzWpHqxN8WBtihcbpvqzbmoAa6dNYG3yBNYk+7Fumg/rp3mzPtmLmpRx1KQOZfxt0rypTg8j2SucOP9Y4gJlJPjJSfJRkuirIMEvhkRfOfF+McT7KUj0k5PoIyPeT0lsQBIjfqPA1ibROrVPsoqoCjt7BfbDxIhsgvAcl0FoWDHDhwt+nA8NS+TkSQvnLl7DxmYc9nZTGG6fwbBhYeze/zpfnjiH/bBw7G0TGWajwN8vk4cfDuNBu2nY2yRjbx+Gk5uEZ8q307z1TVav28GUpBmIowsQi59AplhEVNQsJNEziI2dQblpJ5saXmVe8TpCwjTI5HOJlpUhViwhJvYpYpTPIpEtQiqZj0yaT18/HP/6eyZOnEJ2zlOs23gYc/WLxCcUII4uIlo8H6mikJmzV7Fg4UaeXdGMIiaf+MR5rH9uD8+ubCA4JAOZfBYTg1MpLltNc8trrN9wlNL5GwgLMyAVD5SL3p3T+fPzPH9cOEuIFxsxGaeyLiuGSkMiK3PEVOkUVGXHU2kQIjOzLgazUSlEn4YpmA1TMBkSqNCrBMEyxlNp/QOv0Mf+g8RZScCsT6RaF0dNdiyrdEpM+kSqcqZg1scJwqFXUGlQsNKgpNygokofi9kQjzknCZMhHpNOhVmvpFIvZAAIEZ9KWKfVq4ToUx9jvW4CJn2cgG4o8VTq4qnUx1JhGDA2UVKlEzDpVVQYVFTq4zHpY6nWKayoMGfHCx1BDUlUGxNZZUigRh+PWR+LaeB7GuIoNyQMXr9Kp7QWFwj3o8YYx2qjimpjPBWGRMr1iVQYrGPVxVKhi2elPpFqXbx1LDGYDEqqdCqqdCpMBgWVBhmVulgqs+MxZcdh0ikx6RSYspU8mSzFEOhNbnAAucEBTLeSExI4RDiDyAnxHUTUqHbkx2hSO9KiHklLxiga1Y5s1rhSq3GjXu1Ec8ZIWtUj2awdw0atJ3UaN1rUo9iiHkGDxpkGjSutGQ60qB1u285nONKcMZqWjFE0WXfJ6zSO1Gmc2Kx1ok7rRL3GkXrNaBrVDtSrndikcec5zVjqM91o0jhSnzqCRq0zzWonmjOcaVQL/ZDq1WNozHCmNX0029JGsDVtFM0ZzmzWjKFW40aDxomWDAda00fTnOHM1rSRbEl3oDnDiQa1Mw1qJ5rUo2nJeJwW9eP33ItmrfMgTRonNqaPZeaEseSEBKMPHy+E90ETmB48gdyQ8UwP9sUYEoAh1J/cEB+mB43DEBxIdoQYh1+HYWubYBXOqQyzn4qtbQx2wyejzqzkjTc/orO7n9feOINI5M/wYXEMt00n11hNb7+Fpu17efChCIbbx+DqpqSr18KqtXuxtY3C1laKOuMpbvX08Yd3P2W4bQz2NtOYV1jD95dvsrnpAGs27OLbby/TfqOXubNNSKVLiIpegEw6m/nFZjpv9vDBR9/SsO0wnb3w0cdfExGhIVJciEz1FDLlQiTyxYLYRC1CpSymp7+Pv39+nNVrt3P+ahcffHyS9lv9nDpzhXjVQmSSpUgVs/nzX05w4pvzdPVYmDP3Kf743hdcvt5BZ28fS57cSMSkTP722bec/r6dDRtfYsPGXbz82v/y+VfnUCmtZZ//LuGUlhAn0WE2TGVdpiBUK4zRVGXLMGfFU66PwZwtCEa1XmUllmp9LDWGOKoNsZgNsZiszkmVOiWVuphfgJKKbOGxSS+ss64yJmLOjr0PKsyGOKqMcYNj+GXX/sfHWqlT/SBVxh8fmzn7bpSYs5WsMsazOjeBSoOKcr2Scr1SEPCcOCqNsVQaYzEZ44R/GtlKwZAl697PE8YRY42iZZj0wrkVGiXTw8aRFxLwwwQHkBc8YRDRj5UkChnzrjRpnGjRONCqHsUWtQPb1CPYrn6M7erHBi3eNmvHUKdxs77PiXqNG3UaVxo1DtYczZE0akdTp3VmU6Y7G7I92JzpTIvmMVo1j9GieYwWzQgatQ7UZTrzXOYY6jLH0KAdQ712DA1aVxq1rtSqnanN9GBjtg91WQ40Zv2euszfU5f1KJuzHqPW2pbjuezRNGpcadC4Ua91oXGwHt9xMOG/IfNxGjMfpSHzMeqzHhU+I/tRarMfY3PWyB8t12zUOLFJ7cGsQE9yQ0MwhPuQEzaOvOBA8kICmR7qQ16IHzmhEzCGBTA91Je84PHkhAShmyTB4Teh2NrGWXfQp2Jnm4SNjQKvcfkc/xb0xmXc6Ozljbe+x9Z2EnY2U3nAJoeHH4xi44Y9dPXDd2eu8PTyVZw9f4nqmq089ICcYTapiGyUaLOepb27jw8/OcnwYdE4O6Vz+bqFF/cd4L//x4+HHpQSOmEGxz8/z6XL7YjlRiZFFhMfW0pney/Hv75EUHg6IdE6pmUUcqsT3n7jK6KiZhEtW0C0rJQoq6+nVLIYmXQuffTT3nGLjz85hUw5i9BwNRue20Z3L1RX7WXypDJkihIiJmWxfPlz9PbDN9+2EzhxKucu3aCr30Jh8Tr27PmYnj7w8Y1FqShlcuQM3nznE7r74YWX3kAsLeR2zf39+OXCWWmYyrpMFSb9FFYaJVRnyzFnJ1BuUArrblbM+oHHCqoMKmpy4jAbVFRkC1Nckz7mX4LZoBSm5znxmPUqa8SkxKxXYdYNeW5QUmWMpSJbgdmg/Jdd/+ehwqSPvYdK3YCgx1JlVA2OS/hnMATdnVRmC2ucVQYl1cZYzEbVnRiE72s2qqjKiaUmN45qowqz7t7PEtZKB+6HHJNBKhz1SsqzlORH+pBr7QBxX4IDhCwbKz8hnE40aF1p0LrQpHFii3oUW9IfY0v6Y7RkjKJB7Wh1SHZgS4ZQR96kdqRe40yDNf+pLtOJBq0DLZoRg8K4OdOFDVkebNZ60JLhxpYMZ7anj2Z7+mi2ZLjQpB7LZs146tWubEl/nB1pv+P5tN+yNe13tGid2ajxwJzmxQatK7Xa0TRkOtCUOdIquo5synJjQ9ZY6jXuNKtdaFWPZKv6MVo0I632UK40WlMMGrROQvmltW1xXaYzm7Lc2JTldo9R8t0R6Ca1J7MmeGAMCUIXNo4ca427EHH6kBfiS05oAIbQAKZbI05j8ER0EWIcfh2Mra3KWqc+heHDUrCzU2JrK+XBXyn41cM+3LzVzRtvn+bhh1U8/EAmD9rpsLediJ2tDwcO/IHu3l5udV3l/IUzBAYk8usHpmJnk4qtbQLDh8cSFl7IyJGpDBsmJyzcSC+9dPa2k5+/kgcfUOE6Ss3el/5Edy/EJeUhiymjvv51enoszJxtQqIoJFpRSlCYhksXuujt6kcumy2sS0pLiJYuQCwtQSJegFJRSFevhY6OHlJTlhAlLiIqeiaG3DJ6+izs3v0uEWGFTI4qRSyeRVXVFrp6LWzd/gqhoXqmTCuhdMEGoqLm8cabX9Le1cvsecsICclGIp7Nsqc38t2pG2g1z1hr2xcglg5dm50/xBTklwqnnkrjtEHhXGEQY86WY8qKZ6UhZsgf/v3FsXLI2uC/gops+eB1anLjBwVnIHoaENYqYyxmg/KOcf2rx/LjDER1txkQzypj/OD4/pFxmQ3Kwe9fZVBSY1RRkxNLlcE61dYpMOtjqDaqhCWHbPkg99xHnYIKvYwKvcSKTOhUmhVDXuS4HxfOkIA7UhN/dKrepHakWe1Ao1qoIGpSO9GQNpLNGleWxTryVIofy1O8WZ/iQFPqo6xPehRTijvPTPVgVYYX69NcqNW40ZrlRlPK42zPeIwtqb9ju2YkTWkjqNWOYbXGg1qdJ7VqRxo0DtRnjKYx04X6LHdqs72pU7uwRTOSreoR1KtdKU/x4IVnsjn78QE254RRq/FmS6YXrWlObE0bTWvqaJpSnGjJcKdJ7cqWjJG8qH2ErWm/pUX9uFCmqXaiOcWB1nR3WtLGsFXtTkuqM61pY2hOG0ND2lhaM73vK5Z3CKfGk1mBHndM1QeEU4g4BeE0hgYwPdSH6cHjMYZMRBchYfRvgrG1jcHGZqAFcCL2dlOxs41DZKPg4V8F0d7Vy5vvnMHWViyUcoqk+Pkn8tVXV/j7327g46lCpy3G0gvt13rJ1FbyqwdV2NmqsLFRYWuvRCSKwc5mCg89GMGq1c/z+uvHGT0qBXv7UH7z6/Gc/u4CH/31e0LCDURE5/C3z76nrw8ksnwiosuQqp4hSjKLPbveor8HZuabkMcssLoYLUAsLUIiLkMhn0tPn4Xjx78nIjyPaPFipJIy9MYF9PRb2LXnDSInFSAWL0EcXUx5xVZ6LFBZtY3oqAIUMWVERs0kKno+Mco8Onp6uHS9g2++vcSu3X9GnzOf8HAt4sgniIpaZK2jytZCAAAgAElEQVRWmj8odmJpmTX5fvEvjDpLUEkMVBiTWZMVS6V+CiuNQrM2c3YiKw33/tEPRD4Df7h3i9a/Mqqrzom9Q0yGjqE6J3bwukOP/3co7xttVhnjByPOocI59L7djyqjiiqj6vZ31Cmo0sdQpRd2803ZcqqtYlp91+/g7u9fqbNueBlkVBiEnfdKo5wKvYLlWjm5EV7kBPvfIZQ5wf5DuEs4f9Q9SDOabRmP0qR2YrNWsFhqNXiyQefP9e/e5vLpT7l5/ku6ThxlVZo77zcv4Pqpv3Dl5MfcPPMXThyqoUEzlroMNxrSXWlOd2G7xoWW5MfYnvYYWzOFfsi1mlHUax1o1I5kW/Yotmp+x9aM3/Kc2oX6bE8aUx+nWePIi2VyLn99DDq/5vQHB2iZFU6LzpPNKQ40ZQgVTFs1o9iqHklL6mM0pDvwvNaBbWm/ZZt2BBs1LqzXjqVe7cyW1N+zJWMUrRon6tMcachwpinDhcbU0WxNH8nz2tGDAtmS6XLf+7NJbRXO0HuF856I8x7hDMXWVmVNS0qyuiYJnS1tbGJ56IFwOrr6eP2tk9YEdyUPPRTOxas3uHS5i189JEYkmsyvh8UyxjGVE19f4/qNWzg6yXhwWBI2NjEMG5bIMPtk7G2TeeiBROzsIrCzleDhWsBzta9x5uwldmzfw4hHxTzy+3iGP+jJ8e9O0d1tQSabQWTUAsIin0Chms/m2hex9EFZ2UYmTS64bf8mLUAiKUUhn0t3L3z15feEhUxHIl6KVLKInJxl9AG79rxKZOQcJOIniI4qo7xiG9398PSKBiInFyKxOjdJZUuQikuIis5kzfotfPH1Vdo7oavPwp8/+IrJk+Yiky0hWjwfibyUKEkBEtlA1dJ8a9XSPyacd1cWqSRGKowprMmMo1I/lRU5Mqp0MVTqEllpEMoth2IyqDAbY28//1mo/gluT0uF6CmGSismo4qq3LghAvZT/CNi+I98p3un6tU5CYMCOnSd02wYOFrXPO9i4HWD91V3J2a9SshwMMRi0imp0MUMvrYqJ45KgxKzdYpfqY+l3KCk3BBDuUFhzSwQUrye1soxhnlhDPYXSq5DAgZ31wd32UMDMIbc5keFs0kzmq0Zj9GgcaFW60G91oXnpj7KJp0Pa0vTsXRfpaPzOhXT5ZhT3Vk1Q8Y7R3fR03uLs1/+mRXp/jSkj6Y+25s1Wj+WJ49nZaoP5hQPaqY6s13jzF7taGrjH2HtFEdWJ7mxbpobtdMcaU4exXadO9u1o9gx7b/YqR3BJoM/m+enUpjow5IkL1oN7jRkOrBe68yKqQ6sTHPn2WQXKlOdqU5zpFbtRrNGqJ9fMWUky9L9WJLqy5p0d1rVI3gu/XHWap0xaT15KsWdlenurEl3YqtuNFvSH7kdeWucqE+/1/vzlwlnuFU0E+8jnHE8NDyC9q4+XnvzW2xEUuxsYgkJ09Nt6WbZk+sZPjweezurBZ1NLPFxM+nu72XWnBXY2cQxzD5B2F23n8Jw+yTs7aZgYxODnX0MY8fmUN/wJtu2HuLyxRu88+Zn/L//kWD3gA+vvv4RfT0Qp5yOTLaU2Lga5Ir5vPveF/T1w7SUBUjkCwXhlJUgls5FIikmRjGHnj74+quzhIfmIJYsQCpejNH4DL0W2LXnFSIjZ1ojzgWUm7bTZYGnlm8WUp6i5yOWlRIlLkUmL6W29mWkMiMS8Syksjxad+zmVn8ff3r/a6KiC4T3SOYyWZxPtGwWYtk8xNISosT/eJR5t3AqpTlUGFNZnRVPuWEqK3Lk1lSWJFYY4qjUDyUekyEBkyF+8NydO9L/YgxxmHPihSR83W2RMRliqcpJ+Pde+ye5UzDNhrhB4azIVlKZLaRXmXRxmPXx93DnfY3DbEzEZEi45/wAFbpYTPp4zIaEIb+DeMqzY6nUx1OVM4WqnETMxgTMxgQqjPFUGGOpMCqpyFGy0qBipT6OpzUqDOHjMIb4k2PNXxeE0v8ufrZwOtKidqDW2l2ySTOabWm/oy7dgercKOg6h6X3IisSnXhe8xgbMsZyrNUEXef5+pVmNmjHsjVrFFVpLhxeW8CFb/6X62c/5tLJd3l720pq1N6sSnyMb9pMXPrsFS599xEXjn/IlZMf8tGRZjblhVOfNpKdWaOp07iwdqaU039/g+tn3mfnk1qata48l+LIvmcyuPT1G5z/5i9cPPkxl05+yNmPjnJg2TTWprlSnxfIleOHOfvNH7j47Xu8sW4WmzOcqMjw5r1tT3Ph2z9w/fynXDjxLgerZrFW7cWm5BE0qh2pSxs1uKP+LxXOX08a7Jl+P+F8cHgY7V29vPbmcWxECobZTiEicgbXOjp5bsMxbOzjsbFVYD98CnY2CpKSCunFwvS8p3nIJpVHHpGzd//HqLUrsbWbhI1NPCKRRkh9GhaNjU00//1wJAqpju4eaGx9E5FNEEZDOX09sLC0EvHkEiZFLiM4ZDrXb/Zz4XI74dE5RCmW3BZO2RwkkmIU8tl09cJXX5wlLEyHWFqIVLwIo3HFEOHMRyxZxOSo+ayo3MYt4OmVtUKuZvQCxLJiJkUX8LcvL3K1vYPnX3iHBNVKxJFL8PVL4MrNW3x/4Sqh4dOZGJzHkid3UDy/jknRuUTLZiOWFd9h4vxLhLPcmMrqrATKDVN5NkdhjWiSWGGMx2RIHMIUTIYpVOoTqNQnYNInYtIl/Nuo0AmCYjYmUKGLvS3WBkEo/p3X/mnuvzFUnZMgPNfFY9IlYtYnYtbfHqtZn0jVkHs4gNmYdMe9Lf8BKgyJmHKSqMqZSlXOVEyGRKpykqjOnWr9/Qi/p0pjEpU5iVTmJFhJpMI4heVZCeRG+N8hnLlhE+5D4CCiJo0DP0az2pGWDBeaMjxoULvSlPE/NGb+joqcUOi7An1nMUqcWZ4yhqVJ7ryyYxX0nefUsfXUpj7O+jQnPn25HrpP8snLm9hZlcfVb/8A/Zf526vbMGd4UJ7py9Vzn9Hfc5FtlXl8eGA9tzovc+O7v7FaM5HmtNFs0Izjy7dewtJ3Hcut77ny5ZuYtUHUTxvBumRn3trVTH93J+9tr+LlqnzoPE3vjas0FySxNd2Zg8sN9HW3c+L9Y6yd6sKGZFdOf3gE+r7nnV3rOFCziN6r32Hpv0zbxmI2J4/lRVMBn+yqYq0ukM1ad5rVjkK3zQxHmtTOPJcxnvyJLhitlVQ5IQPpCv7khfiSG+Jn9e8UhNMYMk6ouoqIZvSvw7G1SRgUz+HDpmFrF8PwBxX8128U/Pd/T+RGew9Hj73Hrx725aHhk7G1nciNG9DV1U+6+mlEtmN46FfjSJo6j6vXOvn226s88j8ShotieWLJJm71wLlL3TwwXIm9bRoiUQw2tgpsbdKwtc3CXpTCMNsAzp+7wvUb8MAD4djZRXDy9FU6b/XhP0FFUFgqbYc/pKcfVlY0M2lyLmERc5DLFxE5eR4y2VwUirn8f/LeMrytK1/7lmQ7aQoznZm2gYaZwY5RsFlgSJzEKMnssBkkU5ykYWYmp0maNmWGmXam7ZSnjOkpMyQNs+Pf82HLjh3q9HTOe57nej/cl6S19oK9bd1a8F/37YqdxOFjjXy4/wvCo8bgcE5EVXPJzqng9Dm4/6G/YrWmoqiTsNg8LF+1i1ONTcycswqzxY0kT0VWS7EJZTz48CucO99EwpgczDGpREYkUV6xmHNN0HD7o0hyMdm5CzjVCEdPnWdMYhUWSwmavUZXqv9dIUnluNQC0ly5eJxZpLtySI/PxBOXjSc2j/S4HLxxubhjs/HE5ZI5Jh9PXC6euBw8cbl4Y/PxuiaRFpdLyhg3aWMnkD42kfQxSaQmeEhLcJMe7w7UmYknPl1HnAdPbJaedhW4YzPITszHE5dFuisDb1w26U4vmQm5ZI7JxRObgyc2N4CcSxGXcRG8V8DF12X8at88sVl4YrPxxGbjdmWR7szEG5dDZkJeID2rDbxx2XhiM/HGZZE9Np/02Ay88Vmkubx44rPITszDHZeJJz4r8HoxsvC25GXhdmWROWYi2WMnkT12Et6Wv0sOnrg83K5svPE5ZI3NIzsxn4yEPNIcuaRoufT502j6/cnaCrYAxMvCoO8yXx7b3Lpo5660bjSkDmBren+2p93EDu9NLMmzQuNpGk8f5MdPX+PAZ89y8IvnOH7wK842nuK9xzeyPq0PG6dINJ37haM/fsSccb1Zl9yFXTXJNJ05zPkzh9iYF8Wq5D4c/+5dzp/8geWTJWa5Izl15Fs4/RWrxnfl7vS/sGzsrZz++S0e2bWKM8c+o+nU18xO6M/tSTexLa0nz9yxFs6f4N4FU1iYMpQvX32MsyePcGe9hz3uW7l7tpum82d5/5ldrEvryf1z3TSdOsQXH/ydmYn92ZY8hCfW1nDs/BHOHv6IFYmDOXXgIzj1Mbsr42nIHkJDuh6TuiO9O9vcvdmYNoyp4V3Iix5JVlQUeRERTAofxeSIwJHQyJHkR4QyKULfVc+NGkJ2dCg5ZpEeN0S3maobDC6Cgp107Z7Gjwea+P6HRn78CQ4fbeLgwbM89fhBQgwSnW6OZe3aBzh5qonDh89w4OApTpyCu+56me5dEzAarbQ3xDN8WCZffHWchYv3ck27BIJNichaMZOmrSA42E5Qu/G0CxnDjX+M5vDhM7z3zjd0aC9iCtK4/s8i993/EsdOnuP7H09w5hwsXLSHyEgvqlyKplRis5Tg0HzEROexYcOjHDjYyNHjcODQeQ4fbWT16gd5/8Mf+eXweb774TQHDzVy5Oh55s7bzU8/n+Png+c5dAR+OdzIkaNNFBSswuWowq7MYHSYh713PsfPB8/y48+H+OngYY4ca+L2XX/DYsnA5aphfHIVB46c5+PPDyDKBchSDbJUjayU/G7iVOWSNlCk4lYoQRH1V6e9ArtSdlF+IbJchKCU6Ouv8nRUaRqqWIQsViLKBUjKNCS5CFkqQpGnoiiT9FepGEUuRJGnXxlSMbEOH5pSiiwWtbTrtFdgVy/uy8UouqQ+VS5AlQuu3mYbFLaBqhShyjoUqQhZ0KHK+vNxahVoShmyWIQsFaK0gioXIYsFKFIhDq0Ul6McVSnC5SwnLtaHw17a0o4sFehtBN5L4nRkqeCi/BIcWjlOeyUOrfyS+1eVYr2vSgGKXESs04/T7scaU8z116gYDRpGg4bJoGEyOAJwXRaGbe4+XAlb3X3YmNGdHe5ubEvvxxb3QBpSOrEnrTOrswQ4c5am86d5/u41vNFQwSs7a3jnlb9z5nwjL92zhrXuIdw9byrnG0/z/Sf/Ys24TtyTdD1r04dw9uC3NJ0+yt7yeDZO6MmJL16Hc6dZWJLD03tX03T6O169awZbM7uwxdOZHVVj4dz3lGclsv/5x+DsaTZljmBvemfWpvXl+X3LaDp7kPu2LGRt/SQaT33HwU+eZHlaHzal38ruuVnAMd772ybmJ3XjpQdWcv5cI689sZNtSbeyL+4GNk9VOdV4nPNNh1iUEsmXz2yh8f19LE/qwd7c/jS4u9Dg7s5WTy82e/qzMW0I0yI6khc9jOzICPIiw8mPGBVYYP5txGk0JhAUFM81HeLpcJ2D62+II6SdlaDgUXS4VuTGP6RhMDhoF+Lixj8rdLhW4A9/UPnjH1U6dLARFGTWPdc7pBJsGktw0BiCgmMIDg4nJCiR6zsk8MvRRo6dbUJ1TeKGGyMxGgeye/eznD8PXs8MDAYrBkM8xnYaRmMEN9xgxe4owypMRlGLsdoKcTrrkSQ/qurDaivC7qjAbJmMIE0mypxBZIwHWS1AEIuJjMrFbM3DJuYTFu4hMioXVavAaitElAqIseRhEycRbc5DlEqQpWoUaQYuVx1WWyExlnysQj5RMVmYrXmYLVMQhBIcjplo9jJkew6imo0oFSFLNUii/z9AnK1U7mUdLV5Lkv4qCCXISjl2h/9CegCCWoDFPhWbUoEk1KFZZuOwzMZuqUe11iJJgfP3UjWiVI0kVSDJxbqrqOTTP18Nog9NrUOVa5HEKiSxCk2tw2mfiarUtOnL5fEr9V8VlUiS7wJEH6J4IU2WK7Hb/bhcNTgcVdjtfhSlAknSDf/051h6EcqQlXIUtQKnsw6nsx67VovTOQNNrUHTalCUahSlClHU21GUKlS1GperHqezHqdzBoriD5gKXsDF9y4r5a08tEpQ1QpUtYqRIyYTHCS2IsY4TIbYq+rpGra7e3El6HGYXWlwd2KHuyebPf3ZntqFXem3sjrbBmeOwZkfmZ88hDvTbmJHejf+cccyms4d4429C9mUdCsPzcvj7Onj/PzV+6xO6cG+5OtZldKPcwe+gMZD7CoWWTuhN8e/fAdOnIAzBzl/5DMe2reWmgm9WJHWhTmZw/l6/z/h/HFOfP8Rp77dz8mz8O6eGWxJ7swa70BevG89nDsEp3Ur0a8++hezHLeyJ2sA2yZ05d5ZmXDuEO89up7VE3rz1v0rON/UxDtP7mbb2Ju4b/wf2VSocfTMLzSd+JrlnlBmJg1hRcZwNnr6sD29E7vSO9Hg7hKQz+/DxrRBAeIcSnZUaMu0PDdqBNnRv0acUa2Is9nEzdWyq96srWkwaAQFxdOhvRuDIYkOHdIwGs2YguyYTE4MBo3g4AkYDPGYjEmYjOMDdblp1z4Rk0ni2muSubZDHI88+RInzzYxa+5m5i/ezVdfH+fMaXCn1WI0htK+fXJAzUn3eB82uBBZqkOWfURHTycubgZmcymCUInFWoislCOKZcTG1iFJ5QhiCZrm149WajPQnLVYhGJsUimy5sMmVGC1+dHUmUhiNaJYiar6cDj9qKofi6UMWarF7piF1VaJTSxHUSuJS5iB2VpCdEwJrtg5SGIdLlcdkjIVmzgZRSlHFP3Isl/3RvqdxCnIAUgBy2LF1wJR8SGpfjRnDYpWhSBXtsm3ahVYHLpsnyZVo4l1yHKNroFqn4akliDL1UjyTER5JqJSi6hWBqxNahCVGj2kqjWUCxDlWlStHs0xC0mpQ1bq0OwzUe0zkdU6JMXfpj+Xom19klqLrNWhOurRnDMvzb8KRFmHotWhOWbiiK3H4apDtVcjq/6W5yU2PyM1gOZnGUhvvlbVanXraakaRa3D7piJ0zUbRa1DkKrR7PVojgsQ5WpktRaHcxaSUo0oVyLIFRfauxhqJZJagaRVIGuVSKofxV7L0OFTMRhEXVe3Bc1ODYmXx7+zxrkn7RYa0rux0dOP9Sld2ZHZiwW5MdB0iKaTXzE3sSf7Um5gR/JfeHb3PDh/jFfvnM9ubzf2TAmn8dwhjh/7iRnpo9mcPZg10xSajn8D373G8pSeLMsYzaEvPoCjP1KRZObID2/QeO5bVuSEsiOjP7eljuLsiW/4fv9LPLKyiKc2+mg6/TNnDr7P/LgurMsYxgO3r+Xc+bOsqEjn7UfX0dR4lL+tLmKDdwTbU3vxwCwPnDvOGw/vYH1yH15Ykknj+ZOc/PZdFo7tx7r0/my6LYfG84c48sHjrEntxc46L6/urGZd1khuz+4fODmly+lvd/dgo2c4UyM6M9E8nOzI5pHmCLKjfyNxGsYFPIjGY2zR7Ay4YrZYbUzQLYSNiRhMLgym2IAFcSDdkBpw1GzW8ZygexwZXRdsOEyR9Ow1hvSUhaSlzGHwoPF0uCacIKOVIEMcBuN4HaZEggxj6d+3EFW9DVmpRlJ0OTqpRYSjtSCHD0nyB0ZR+pdJkKsRZN3fXVCarX/9iEq1/oWTdEM5UW6uqyzQRnmgXBWC7EdQygPlfYG0aiSxLkCSZbpxnFTeMuL5/WucFYG2Lg9B1r9wjtgZ2KQKJNXfJt+qVCPINYFpfgEWpQhbXBWh0nSszgJEZSo2oQBJrSXG5seq+bFqpQhq2VXbbQ1J9aM6atCctThiZ6DYqwP90om89XW/VpfmrEWxVyNrVS11XlrOj6T6W9Il1Y8gV2KTKgLl9H444+pRHTVYxXJk7UJfBLky0L/qgGmgP1BnNaLiR5B92KTW17a+1+Z+1WF31aHYaxAVHzapAptUgd1Vh+qoaelTMy53r7bAD6GglCOqFYE+VjN0+DQMRvmCqI4xITD4aNbSHRdAK+LcnN6LKyKtD9uSB7IzuQcb03qz0jOUtd7hLJnQk6d2VANH4PQvLCkYx+1TY1iTMYJDn7zK8dNn+fClJ7i/QmNjUnc+fP4BaDrJd//1Apvrc/nuw39w7pdPuG9eNqvT+rN0ejxHDn5P06HPWJpj4cltc+D0Dxx/+zHWeW38c8s8OHOEJZVTWJInsSDLDI0/0NR4gr1Vycxy9eTjd1/n3PlGHpg/maUpw+DsERoP72dR+TiWZg3j0XUFNHKKZ568i6UZQ1iV3pufPn8Fzh7ik2fuYfPsPI798gGNh79gZZ7A8jGdOHfoEzi6n7tnZbM5azSb0vqzLbUP21N7sSW1P6vdEUyK7EF+9CjyosPJjxxJXtQwsqNHBM6n/4apuiExYMCmE6jBOBaD6XKIb4WEgCnchAvCycY43XLY5MBg0jAaYjEaJmAwJOlCH8bxhBiSMRriaBcsExwk66NVQ4peV1ACBlMiRkM8/fpOQbPP0glFLb6AS7zNfRdiKOUa3T5DrQigvBUCaW3iLMt1YeVW9es+61cuL0tVyHJVwIWz2YnzAn4Paf4acYqKD1mrwu6qu/wXVK5DlmpwiMUoSgGRcgVRrjnEiPU4bH7kmGwc9snYpEJEuw+LWobVXoygFelWyZf4zbeFoJRhk0sRlFJkewWaq4rYMTOIHVOHI64m8APla0N0F1CBqJa2geLQ0wSlBFEtRXP5cMRVI9vLsUpF2OTiljxJK0fS9L4pjgrssVVoLj+yvQJBKUVUK9CctW1+ZNr+6PhafhQltRqbpP8YylqNTqiX3GtpoF79c3PbzWmKo7KlfUmrCIxoL3ffF/5uklapHxdWdHJX7DMYGVqI0aS2Is74Fl+wK444610DuDIGMdM+nDmO3tTF9sYfN4Ja+1D2Fo2DQx/z/VefcGD/+xz/fD+eiP58/ugOjnz8Hp/u/4JD33zN23tXMtM5iAwhlL0r5sAvn8GJn/n8tReoSnXi04ZQKfbk+9ce58g3n3Luy7c48tqDZAnhfPvqP+HwAb548WlOffUx3773Pud++YXbcidw+sB+fvnkI3768mvOfPoiTy4u4MwP33P4ux84//7T1Cp92LFgJo0nv+PkoS9YXDCWcz+8xpcfv8PxHz7h8eUFVGjdybEP4IW798Avh+DUD/zr8dvxRg1hTqKFKrUvnz77BHz9IdXjrMxMCKXeOYhZzgHMcg6g3tmfavtA8iMHkBUVSnbk6MBuum6tkRM14urEeX3zrrqOC3YZARI1xrdodupIwGS6OG2M/tkUHziBFHfBcthox2h0Bj6Pw2RICoxKUwJ//HQMBhWjSSU42I3BkKaPYoNcmAzjMRqcdOyYiiTX6B5FamlAOb55NHelIPMruVJelNZS38XWv1dytLyQJivlAZL0BdA27fcS56+h2W74sur2ih9F8uEQi1GlcizqDKxKNeOkiWSNElhSMpM4ezaaMg1RLdOJUytFUEt1p8+rPsdyFK3ZP0r3THK4qrE7q1qskK/o3nmFeu3OKmS1omXEL6sVqHYfdmcVDlc1msOP5vBjd1a1pDljay4pp8fQlqE5qrA7q6+g/K//yCpaFYpWhcNVh6JVtZpat+2b7o2lv2/djqJVojn8uOJqUe1Xtry+vGVKeYvvliCVoWq1DByUi9Eo69+hNt+j+Cs7NFxZUHgEOVG6cPHE6D7kxfQhK2YkOcMHUho6iKTBA4kPjyJrRD+ybVZyokeTNbgreaMHMW5UKEmhoeRFjyZx2BCyzZHkhfWmIKY/iSOGMHZ0JPkRQ5kUNpBp5pG4R/ZifOQwksIHkBw2lIQREUweFU5S2CiSIgaRPqwT6aMHkDJ6BBMjB5MzrCeZ4WG4rTGkDO9GbkQfxkeMZHx0BBNjhjIpqj/Jo4fhHtydMSNG4QkLwzOoO95RI8gaOYQpw/uQFzqYzLC/kBkVjnNIOOMihjB+8E0URY1gclQU3phIEoYPIj1yOLkxw5kcPZiJUQPJixpCdvQwcqMGMzmqN7lRw8iOiWRijJlJEaOYHDFMN327EnFG6cTZ/XozRmPCBRjiA1NsfZpgMsQTZIjXPYYMiQQZEgKfxxJkSLrgP2SIbxFJ1he1xwYM3cYEXsfr/kZBYwJrN/bAGmYqBqOKIUgMEGmKrs5kjCXIkIzR6OCmm5NR7DMCU5vygIOlLzDV8umjm5YRUgmiVoSoFSIpJa1GgL5WqAyMCEv169XACKulzoDR2xXLVgZIskhf4G9JDyz6yxXI/42TQ5duDpVfFU5XNYpacWHDI+D9LstliIH3DrEMTfThcFQhRo/hNk8Mn64WWT19HEpMEqo8FUWrxKb6EBR9FK6INXp0gFx1RQhCJapag9NZj8MxA02r1e9Z8mO316KolXrflPKWjZcWyOWB0XpgPViqwumsR1VrkCS/bgktVQU2/2pwOmfics1saaN5c0ZHZWB5RH8vioENJLms5flIcnkbKEoFmubH6azF4ajGbq/Cbq9CVX36/4UcmLlIF7XT/D+g+JFlH4riR1WriY2tR1GrUBQ/klSJolSgapVodh8OZ1XAzlqHolbgcFYF4A+sq/twOGvp0mUCQUHyRZtDl/qEtYYhLzqUvOhQcgPICQRsNyM3enSr/NHkhI8if/RIcsLDyIwIZ2LkKHKiwsmLDGtRR9cFQMPJjRxNdlQkOVGjAyQyImBPEUFehH4WNDdyBLmRw8kKbKhkR4eSHRVOfmQoOVFhZEfraut5USPJjQglN6DAnBcRSnbkSHIjh5MbOZzsyJFkRV2oLztyJPnhI8mOCCc7Ipz8cF1fb2JEGJMiQnWb36gh5ETp7entDGNi5Ejd/jcqjOzIULIjQ/QntGsAACAASURBVMmJHEVO5AWF/JyoMF3QNHIUuZGh5ESNJjciPNC/UeRGjCInciQ5kXqf8yJGkhc5jJzIwWRFhpETLdH1evNFU4O20L3VxxBkiCXIEBv4g+nTeYNhbCszt4RWv47xtDV6a31dfGDq0exjNPbC6DQw0jUYYgOj11gMBgv9+uWgqHUXjVSupED0W7zPL3fNb1E3ulob/1lrjYvV6AWlDCW2EknR13Rtsg+rVoagFaEoRYj2CqK1SlTJjyM6i1LVyoezrRxe0Z0v1oSRG2tHUYqQLrcWK19e7UmUKwNrwZVojho0Rw2qvbplpKbnV2J31lzo52WV8iuJMZchKgVYhOnExs0lLn4uslqB5qhBlm/DJlQhy7NQ1DqioouxCX5sYlnAAaASu7MWi1CGrFXpDgB2H0LzD4bqwyqUo9rr0Bz1yGotolyFaq/FJlYgqUVojlo0dSF2VwVR5jxEsR5HrJ+IyGIsQimS6kdW6rAJVViEUhS7D1H2Icq1yGoNglKEbK9AlOpR1Dk4XLVYhCIkpRbNMRtFq8ERV0vcGN3tIH7sPCxCCXEJM0hMnIvDUY3VWo7dMRNHYLml3TUawcH65mxI8LjA64TA7O8KI84c81Cuiphh/2EMb4VhV2n3oraj25bPjRkeuKYVLqlj+KXttcav3vuvlL/avZmHkWMeRm70SPKih5MXM4is6P5kxYwgy2Kl5w0xhBjGXRFBhnFtXC5NAa91fR301xwy/x00k2xigDR1Ug0OHsPQoWX07ZvL6PCiVo6V/wmty//3YdMqscVWoarFxMqFOOVyRKWKaKWKKLUSyTkDLSabPE3kTp+Nb1eO5PyiP3F0+TXcUeLAZZv43yZvzVHVxsq4efrZrI6vOaqwiaVX9HIS5QoEqZLcSYuYWrgazT6DaHMhojoNq1iA0zkHRa1BUeuINhehOWoQxGZ7lVJUew2i5EdS/MiqD81Rjd1ZjcVWjMVWjN1ZjU0sw+6sxe6YgdVWgd1Rx7gJ87GJZZjFXKxiMVbLbFzxZVRWb8HhmItFmIKiVpMwdhYx5gI0ey2S7A84j/oDJ8t8en8t+YhKAYpajyTNwO6sQNZKSExcjN0xA1EuxyoW4oqrRVIqsQnlWIVS7E4fMVGTUKRSYl0zsVl9xCXUM2iIF6PJTPt2cVx3XTIGgyMQoTIu8F0be9nvjyE/fBS/BRMjQtvgN5W9TPk2+I1t/1b8T99r62vzAhp+k8JHMyk8lEkRw8kNH0JuZBi5UQK9r4skxBB7RehqSGMDhDYm4IwZOJZ5lbWX/z5x6qeYDAYnAwYUoqqzUdV6RNkX+IL+/5s4m72XFHsdsn0mmlKEXZqIpk7XrT1UP3ZHKUnRSWzMtrB/9XAOrurG2aUhNC0z8NWKAeSpKtp/c/NK0XzYndUX/N8v4wwqq5Ut64s2sRRZrUS1+1uhClX1s2jJvcyYtR2bUERsnB9JyyFuTDmq6icyKg+HqwJFLSM6Zhqu2BpEsUyfksvlWMVSRKUch6u6Zd1RkIqxSYXYnZXYHZU4nD5i4/zYhOk4XT6iY6YQEZnP/k9/QnMUI4kz8WTWs3bDo5hjypHUScQn1BAXX42qFGG3l6KpxTjsZUhiAaIwHUUuxhJdgSBOQZQmoshliEIRopSHJE/F5ZiJTZiCZi9EUacjK0WYLVOJja1B08oJHeXh22/OEBOVg8tRjUPzIwiFdOykYTAMx2iKJqSdrioWZGo2Uky8MnF6LdG0RoY1pg28lsg28FwErzXqEmRcAV5L1EX1RbVt2xJzEaLawGuOvAjRV8dFfb+4vovv9dfu/XL32gZtnlMEHksEXnMMGeZoMq0ReK2heGxReEWVzjeaMZjirgxjc7jRuEBo0XgMxgSafYT+08TZvAFlNMZxTYd4omN0pSKb2HZhXv8i/w87Tf5fiGZicmizcMpzUOylCPHlWF2zUdWZTDAncduEkbw1K4xTK7txYqmBs4v/yMkF1/HTCiNP1dhJMk9Akab/5nYVzYdq97chSkmpuMSjSVIqWkiyeXRqd1a3Qg2a3c/CpfuoqluPVZhMzYwdSHY3G7c+wnPPH2LthoeIiElCcxSzctVjREZnoWn62me0eTKz5t6F5ioiIiYLX+02nnnuW+6851+MS67CKk7EYS8kLbWeffv+xT//+T3Tpy/HYsmjvGwT3/10hGWr7iEleRl210SmFc3Hai2muHwZDlcxe3a/xmuvHKLKt5HoKC9bN/+NV146iL9yHZKYh2z1ExOVTV7eLP765Cc8+vAH5OfPwGrJQjQXM2/edlyuyWzd/AwvvXCADesew2rOxaEWMau+gW++OcaqpfdijpiCZJtC0oRa1q/9O088/iXFpWvp0EHghj+MxWh0YTDEtnw3LkeehoGdomiDWyJbIYKBnUe3Rcewtmid1+m35o9mYMcoBnWKZlCnKAZ1jNJfO+lpen6r6ztd1Jdbwtv2t+PFuEpfOo/W7691+TbPIuLXy1/1XkPp3ymUAR0jGHRLBIM6hjGw8yj6dRxF/1ut3NBewmSMuzwMcQQF6T5DevxYaiDsSN8tb9kEMraFvrGUgNH47xOnyTguEICfoK99GuMwBdkZPmIysqqPNgWpFMUecLfUfAhSRSC97Apraf950pKUC7uk/58Zt7Vqv/k+nfF+lNhynHGLsNtX4pKryVRUHq2xcnRtb84uM3B+UXsaF1zL+YXBnFzegc82dqUyVmCs2Yci/Xah5eYd84uJ80rPoJk0L5cvS+XMmXs7tTPWYLVm8+57R3nr3e+IT5iK1TKF5Svu5sVX9hMVlcVXX57BJmSgSGXEOupRtCm8t/9bRoUnsvfu57h9798YFZ5AfOJkPv3qMOPGlyEIE/n88yO4YqdisXp55dX9TJmyGJeriK++O0Cau5J410ySU4t57InXkYQidt/xNJ9/cQKbeRKiLY8ffjjCvfe+QuKYUqIiMnn1la8pKFiIYqtg9sydPPvsG1jMbmQphxde/C9KipdhjprCCy++zYcf/oAnfSbm6GxWrXyYxx97G0WaQuKYMg4cOM6EMZUo1mKmTlnMZ598z3UdLASbRpHqruP9j37BaLJiMikYDS4uhAhehjizwofSGt7QQRcQNpCsiLbwhvVrg9Z5meHN+f3xhvUnY3T/y+T3b5U/kIywwWSEDW7bbuggMsIG4Q0b0Or6AWSGDyIrohmD9fxWZTJHD2mFwW3a8ob1b1U2UD50YJvybZ9Fc/nL3+vFz+Lie/VGDMAdNgBv6FAyRg0lM3QgmREDSA/vjztqFErf0cR0l66I4b3juDZEDJxjT8EYPB6DQcZg0AIbRZeSZrNTpuHfWgO9mDj1NJMpHqNJIzxy+gUPdqUEWStrFfTua1lL+zXv9P/X0UzSzVNkZ+IMpFgfaU4/+eYE7iyS+WTdQH5Y1p4zC6/jzPIQjq5sx5l53eC2P3BiUQjPz7Ux3paOpNyGTa75zX1onoLbndWXJdB/G3IlykXE+dbbh6msWoKi5iNaixk5ajxHTpwmIjyT8rLN3L77KVSlGEtMMfWzNrJo+S6S0ot4871PGTpKw5mQg+rykj+1lj13PYNqL+D1t74nxuZFtucxZlwJJeXrGRXm5vOvf8QmepBsFaS5K7j/wVcQbSXs2vM35s3bg8teiSpPZfbsjTz55HvI4iQcajGFBct49NHXcKjFfPnlccyWcchSLk7HNBISJvLKy58SGZbDCy++yfz5O5FsU3GoJYSOGs9PP57EHJNDZLibA4dOYo2ZRMToPI4eP43B0IvrOrgwGiwYjINYs/Fpxo6fiylICWygXoU4d6YOojV2pAy4gOSB7EwdzM7UIS3YkTyoDfT8C2id15AyqE3ZhpTBF5W9gF3pQ/T2kwewI7l/4HUgDcmDWrAzZUjb+pIHBjCAhuQB3J42uA1al21IbtuXnalD2t5rygAueRa/515TB7I9ZSANScNpmDCSnclDuT19ENvTBrLdMwK/NIi86BFtkB89sgUp0nj+3D6KIIMzENwejylYJSTYcVniDA4a1/I+yHTl3cArEWeQKZHgoERMpniuvS4Bq6Bb9opKCZJaiiAXI8plgZHmhThCQSr7lbjB34+LR7b/0+1drv3mdmNVH6nmNFZnh/HZqp4cXd2OowuNnFr6R47Mu5Zjy9pzeKWJE4v+QuO8v3B4RX/mJsWiyD4i1CIE7eLDA79O3JJSgd1ZjcNV0xKreTXivOJMQK5EFSqYO2c3dXVrsFly+eC9E9jtuQjWiQjRPmyWfI6fPEvk6Hw0uZjvf/yF0aFeJGsRb779NYqaQ3XNBt5970sWL2lg2YpdrFi1m3Ub9vHaG98yfJSXu+79J6+/8w21szbgTChEkKcSbZnM/k9+wG7PRxNqSEv189ij7yBbK9i9+xm8nhnIQiXmmDxm3baJdRseQrBNQbAWMXHiYh569GVSUv18/MlPLFy8lRUr7mX5svtYvuIOfvjxPNFRuTz/4utkZtYj2spQpDKiojx88+1RBNtEoqNz+Pr7Y8RETicsNI9DJ85z7Q3DCQlOwGgYh8kUjVnK5f6HvyC4nUJw0JirE+dWb09aY7O7eyv0YKu3dxtsdvdshYvze7XJ3+Lu2SZ/i6cXm9N7tmCrt7fuP5Tek7XpvVmb1pO1qd3YkNadTel6+5vdra739Gart08LNru7Bxwy9Wu3eHqy1dOTrZ4ebPXo/duS3oMt6T3Zkt62L9u8vdns7nYBnm5szWj9LHoF2u/Rcj96uV5s8/a66F57tOQ3P4ct3p5s9PRgc3o/tqQNYEt6H7YG0jZ4+1IuDyA3OvyKSLXFc0u7UVxn1H/5TEFxBIUI/OUvEwg26rvsegD8mEAAfQIhweNpF6IHz18INWoO5k24CHEB4kwMkO1Y2oUkYjBodOyYjqToU3RZK0PWdKUfRask2lKA3VmNrJZjthWi2K+0cXS5APiKK7z/d8KY9KUCm1iCVSgOjHjLLlPf5dpuld5qc0a8BBfKiEoFghI4nieVoall2NVplKam8trcKL5dNpATS2/k1IJgzixux6llHTi5oj2n57Wjce6fObEkmKNrDLy+YCQTrEnEOKsRlEIU+bcRp00sbSHO5nXOi0n1N404hUrmztlNbd06rJY8/uvjEzjsk3FqFcQq87BZpnD8xBnCR+ZjM0/jqb++THpqPRPG1fLqqx8RE51Nbe1WHn/8PTIyZpGTM4fMzJlkZc9iXFIdZmE60dZ8XGNLWLr6Qb758RhZ+YsYFZ7LJ5//iKbmo9qqSUut4aEH30YTq7j77peYmLcATa7F7iynzLec1esfwu6oQFGqyJu0lPsfeZnE5ELefP9TvDmVZGQuxO1eTFbuHCak+Igx5/OPF97Ck3kbDvtMVLWG8CgPX39/GIstj8ioHH48dBrBVskfb7Tx45GzGNsNICQolfZBeZiCRCIsadyx7wOMJuuvT9WbTdX+N7BmQm/euaue95+7nX/9/WE+fOVBvnx1J/fVJLAlvSubvLeyOaMHO7yd2JnRiW2Z3diQ2ZNN2X3ZkNGLHZ5b2OO5iYb0m9ni7sYmT2+2u7uz29udhrQubMvoyG5vZ/amdGFXWlc2ZXVndUYXtrq7siutK9u8HdmR0ZHNqX9ih7cjuzK7sc3dlc3pPdjq7cXOzI5sS7+Fnd5ebE/vw7a03gGXzM5sd3dhk6cvW93d2Zbelc3ubmzK6MVmb3caPLfQ4O7EVndPtrt7tohCb3V3Z3PAhqTM1oeJUaPJjQglP2q0HlfaCpkWB38KHoUpaAwhpngG93Pz9LM/M3/Z49x359t07pyMwSBiNNppf62A0aQxdGglTz/3HYOGZtC3fwbujJXMX/w3OnYej8mkEhwcR1CQQnCwnWuvS8BkSCI4OI7gEJU/3jiBO+76jMzc5XTpmoYrrg6bWIItsGMqa0UIylRWrX+E+x95n7vuf41Z825HcU5GUCbrRyXlCgTRjyCVozoqEeQSRLlEF6pQywJfdj20RZQrsYml2KQiBLkQzVmBqBQjSCVYhaJAeEsVNrEEQSpBUouwyZPZsOVp1m58hgVLHkF1lCBreh2iXIoo6yebbNI0RKUIxa4vNchyc1B7aUA1pwZR9iMoFdhUHzalGptSiagWIanTkUQ/Nmc1YY4yzLGVqNZspto1HqmO4rs1fTi98A+cXXAdjQs6cH5BexoXtKdxQTsaF7ajaX4HTi0zcWhpMCeW9mFdqoCmTCbGMQW7rRpVqPtNZNe8TOCKq7uEOH87ylHUMmbNuRNfzXoizem888FR7M4ifWdcKMZqzeXYsbNEReaiKoWkpVfxwoufsGrNHUycNAu7Wk7iWD/vvPMVkVHJqFoOiprL1KlLWL/+SQqL1lNduxmLzYsgZzFuQikvvPgNoWFePv38R1S7B7t9Ml5vPffe+xZWaw777n6Z7NxaNLkaRSqmrHwpS5buC0jlVTMxfykPPvIyiprLN9+eRLPn44qdjsMxlaSkah577H2iIjP550tvMXHiUhxKPS57HbI8iW++PUJsbCEx0bkcPHaaAYPjMRoH8+XXJ7n++kiuuUbkmvYOjKYYdux5BotYhMEoYjLGYzRMQA8BvAxxXl0B/n8W65P68vpOP0e/fRUaz3D+zPd8/voutk+xsDX1Vn2E5u5Dg7cHmyfcxI60zmxPv5UdqbewO+1mtqV3Zmd6J+7wdmZnemd2eAOk7OnFJndv1np7sia1J1s9/dmc3ptN3h5syerOtnRdHm6lpxdrMnqzIaMnOzJ6sCuzB9vSu7LR3Zu1ab3Y4unCNm83trp7sCWtD1vT+7HZ3ZfNGf3YltGXHend2J3WiT3ujjR4urLZ24PN3u5s93SiwaN7y+8IWBI3uLuz3R0Y/Xr6UW7rw8SoMPIiRjExKqyNEVR+ZCjZZgd/Cg7FGDSW4CAnH78HXXrImK4ZzNNPvE9Wxhquv95JQvxSIqPzaddOISQ4llXr72P4qEyuvU6grGI3mrOCv9ykEhxs5c9/GkN83GIiI4sxGKIINiYSZJK58U8aYxMXE5vgp7BsBf0HePBkzKXS14AgFiJKxShaEROnLOGlV/cTFpGM3VnITwfOEhGdwfikair924lLqMLu8FFYvAGHq5Sqml244spISlpA3sTlpLnnk5W9lMlTV6Nq5XgzFlLh24asTcPtvY1JU1aSkbmI8sqtSHIBVts0kpJnU1WzG81RRIw1g+nFy6ifvYusnHnI2lSsQj7+6u2kuWdjtuYzIbkOX/VWklLqULRiRKm4RZhECgiGWLQyBPs0VGUyTnE6LlsZDls1qliDJFWjaTXYxSkk2fLxjhS5M380P6/qy6l5N9C45E8cWmm4Ik4uuYaTC0M4sTqITxabybeNRVFKEexTEaRKJLn6NxNn69jN30ucglzErDl3U1O/A7OQzWdfncAiTNEjBlzVREZmcuiXs4SFZuG0lyMKk/n8i6O8/e632GxZiLZiRGEad931Eus3PMS48aXk58/jzTe/IS3lNhS5kI8++oXcvDm4YqeybdvjLF36ADbrVN7/4HuKiheiaRNJmlDDww99hKZO5469L+Px1iDZfEhCMdU161m58kFinVW47HXk5i7hiSdfxWrNYsWKe3nyyfdJSanG45nJiy9+QkX5VhR5Gi+89DYe91w0uRZNriImOpNvvzuKJE3GapnCwaOnCY9IITgkDKttOq+8+j0jRmbSpUs8Eyet4f6HX8dgisRgkAMbrP+XEudO70DmjO3J+3+/naYzxzl//DNqUwex0TuczRNuYW96R/Ykd2Znak+2pA9kWdJA9pTHc//sTO6e4WV1TjTLkvvR4OnB3vSONKR1YV3GIOanDmFHuZN7Z3u4Y7aH9ZXxrJkczSZ3X3a5e7LT25M1nt6sLIpjS3UKd89OZY17ANs9Pdnu6cF6T392lTnZVD6O7RWx3F3lZGNGfzZ5erLF04fN7n5sTe9Hg7sru9NuZk/qn9mZ1pGtnh5s9vZkm6cb2z1dfxdxZpod3NhCnHYSnGX8cgIWr93LmNgcgkxD2LdvPyNH5vPAQ+9y881xBJlE1my4mxEjPVRUbKOwaBOLluzBFVeByRTO3/76OeHhk1iy9H5SUm/DZJQICorh+X9+xsiRmeze+3cKShaiaAXsvetpZCWb/R8dxWqehqoU89e/fkZJ2SI0ey6KVMbc2x4gOamOd9/9kbi4It5662tcrkL23vkM9z/wJoVFS3n2uQ9QlOm8/sYXFBatpLJyIxs2PExp6UZ27HiWuPhC/vGP9xDEbH45dJLCwlXceefLFBUvIS5uOu+88x2aNpnvfziD3ZHPa//6lrGJxez/+ACSnM2bb33FmLHTefChV0lJLeOtt3/AYk3lnXcP4HAU4HBWICllAZUmHzalCrMyG0GpQpOKcQnFOIRyFMmHRfUR4yhB0iYyJiqZFel2Pl40mmNLunJ2/k2cW2CicYmBU0tCdCy+DOZ34PyC6zm46ho2FFiZ4KxFU/VputlVhlX7bdNrUS7H4frtG0pXI88JKbeRlDoTQZ6Kv+Z2VIce96loPqLNeSxc9BhWaxGyUoGqVjBp8iomT1uBVZiKovixCYXYxCnMmLWL+x54hR07n8MVW4mqlSNKxYxPmsHtu//OPfe/QHVtAzHmyVisBUxIrqFh19OkpM9CVkqYMmUjklxM3sTlJIytxGqpRFEqSU6rIzt3MYpSiSj6SU6Zw+RpSxDlaZitkygoWs/d9z7Pnr3PkZp+G5q9HFEqpLB0GbHxPmS5Bkn0IUhTqZnRgKKVYLUVMXZCFUuW30tISBTtr7HSu+94Fi7azZp1j5Gbt4n2HQSMRpvuPmsY+38xcbp7szylN+/8bTucPcnRL19loXcIm1P7sdPdjb3uTuxI6caqtOE0VHk4/fUbcOYnOP0LNB6n6fhXvHTnUhaN789udze2eXqzpXIsv3z2PJzaDyc+hbNfcv7Mf3Ho08dYM6E3e1N6sN3bly3lEpz4Rq/v+CesyI1hk7sP29K783C1gzPfPM+5M6fh7M+cP/gSKzP6sjm9M7d7bmV7SjfWj+/JivSBbEjvSUN6Fxo8XVvWVre7u7Hd/XuJ08Ufg0djCE4kOMhOnz5O2v9hCN6J9bz84vvMmtlA374OUlPreOHl/YwYnkb7EDPrN97JsGFJ3HKzQFJSFQ8/8joZmTPp0cPOU0+9T0jIQIYMieXRR94mJMhMu+DRvPvuKUKChxIVk0xB0SwaGp5j2Yqt1NdvZM+uJxg1NBvBXMDdd73OwoUNuFx5qHIhmjKVhQt2sW7tw1jMHtau2ceMum1s3HQ3RUULSEiYxBtvfI3VnMWsWZvYsuVh9u59jvj4KTz913fZ2fAMGzY8ysMPv0hk5AR+/OEoVouHurp1zJm7iR07niArqwZZymLjhkdZueJu6mdsRVGy2br1EerqNvDppz+wZs3d7Lz9YXz+Jaxes4vXXvmUFcv2YLNmISuFAeL0YVOrsKp+ZKUIUS3GqpViVmuJUWZjVuqxauXYlVxKnQpPzY/iq3WdObrsT5yafyMnFrfn8KoQfl4awunF7a6IxkUhNM4N5rNVQ0iPVXBos4m312BVK4jWyhHU/x5x6uvKv39TzCbqkRFmWwGCXNQSZiZI+pFOh9OHJJWhabpeqiBUoCg+XfNUKkMQdB0BRS1DEKcTY5lIjHkKilqOolSiqn4UtQKLdSpWYRqCVIhm9yEIZchKMRbbFKy2QjTNj6L4EYQyRKkMVStHVep0MWRHGapWhiT5EGx+NM2Hw1WKw+lHlEqR5BJswnSstmlo9grMlkJkuRyrmIekFKMqtShKNaJUgqKVIsnl3HxzPAZDJAaDhfbtXRgMAsHBVq67QcZkisFgMGM02QkJScBkigscOBl/5TXO/03ivD29OyuTu/Lu0zvg7CkOf/oCy9P7sT21LzvdPdji6cGa7DAWFyZy9tgXcPJr7l9Xw6rSCbz5wGqaGg9D43HuW1rGuvQB7C5R4NTXnDr2PU80zGNNYQoPbp0PTV/z+et7WTehN3ek9GCteyAv3zef86cPcOLIzzSdPsju2bmsTR/ATm9vVqb05c45k2g83wRnD3FbZgxrM/uy2d2Frd7erEjuz+f/2MqXr97L4szRrEnvy8Y0XRl+u7sHO9NvZWf6rb9vqm51cWNwOIagREwmJ999DbHjKzGE9EcWvDz80Bs8/cxbhI0ezz33/42RI5Op8e9j3cY7GDRwDIsX309qWjVz520nN28WFRUbefHFT+nQYQDJKaUsWng3RkMMwUFhfPTRL/zlTwLVNZuYPLWeoqJ1TCuYQbv2/ait2UVIUBQd/xJP6KgMfj5wisRx01GUHJ584j0qKpbz1FOvMzpsPI8+8iZZGXPZsOE+iooW4HTm8tZbXxMxOh1FyeCtt77lzjtfwGJx07D9GWprNjJieDxbtz7OsKGxfPvNMcwxHsrKlrNwYQMzZqzngQdeJDx8HKtXPcCUyfO5957niYpM4cUXPycluZzPPvuR0aMT8HjLmDxlBn/96xtEho/hycdfxeuZhaIUIwX0PG1qFYLiwy4VIqhlRNprGO2YiaCVkyiOZ7I0kvvLRI4uGcrxRbfSuDiYpsUGWGigacG1nFl4I6cXd+DsIhNnFxk5tziIxiVBgc86GhcbOLrsD9xRrqDZMkiwVzEu1o8QPwNFm4ldqW5zDLI5iL11bGrro5Q2sfSycZnN7y9X/uobRH4dgdGnrkBUgaz6Aw6hgT4ofmSlNoBqZKUKSakKlG3eECxDVpvVhioDcb/+wPvmupr7dJGKkezTly3kQJ2yTzfsU/RIDUXTVZREKaBCpZa1OqMfaFsra9V2JaJSpCs2SVXISi2i5GfQkGyuv8GO0WgjyOTAZEzAYBgXEMNxYjIqmAz2wGZQAm0UygzjrhwA/79JnLvTu7IyqQvvPtMAZ89w8IO/syKlF7en9WNrWne2JN3Iz873cQAAIABJREFU6rTufP78djj7Jae+eo7FWaGsyRzEovFdaTr2DY1NTRz+5n0WpIVy8F/7aGo8wf73XmNG0gjW5kSxMF+G4+/y3v3z2JTSg+0p3ZmfMpRTP7zBF+89y6P37qKp8RivPriZ5amD2JralW2Zg7h3VgacPQRHPmJJ2lC2ZfRhs7sXG/LD2TM7h6bjn8HJz7l3YS5rPIPZntmX7e4eNDuD7kz/fSPObJuLP4SEYQjRQ5G6dU6kfu7DLN/0ChvXPsyfbxQoq9jOuvXPEmNNZu+d75E4ZgnrNz/CrFkPMH5CPbfvehNZncruO17C7vBhsRaydv3TLFvxIH/+s0Kw0UlwkA1N87N+3SukpM1hw6a/ce21VpYsv4PNW1/G6ZxJcJBCu2ANgyEcVSvhgYde5bHHXyUzcyZms4dVqx9g3743WbpkH/FxVdx33+ts2/YMs2bv4uGH/0Vp8RbM5gw2rH+Y8vJ1iEI+gm0qe/c+z0MPfUB2zmwqKzfwwAMvUV29g713vsjeO18mJiad3Xue5v33j1BTsw1ZmsyGDU9x111vsGTJPiRpItMLlvHEEx+zc+fTxJg9LFlyD9u2/Z3t259HFKbqKj2KruokBKbriliHVZ5JlDYTm1rBBNXNuokJfLHKwU9Le3FwdVd+XtWdA2u78f2qmziw5s8cWflnTiztyPFlnTi85hYOr+nIoVU3c3DlzRxadTOHV9/ModU3c2BVVz5aZ2WiKx6HUEKCWkScswIxrpY4xzziHbNQNF/LccgrEVxzSFHr61ofpWwmSUXztcTT/lujTtkf0B/w0XwCrDlet3UdunCID1mpasEFdfkL17UlTH8r4mzdn4tl45r70qzheoE8m0VLFK0K1V6NLnISkKSTq3E4Z7QQd7M83IU++LAKpahaLVHRpXTpkoLRaMVoEDAaJF1G0TiGIGMKwaYUnSgDbgs6STYT5Rja6kFcSp7/y8R5KyuTO/POM7vg7Hl+eOuvrE7uyc6UPmzz9GdH6k0sG9+Zo9+9CGe+5ZPn97AodQDbMvuwzdOdz195gKamRk4d/Z6yuCFw5EOaGs/w3H0NbE/tRoO7E1uyhrAqbQRrkvuzw9udjd7e7LktG07/xONba1lWP5WmxsOc/fl9lqUN5XZ3dxq8fXl4jlcnzkMf6UsFKT24K6sfmzIGszArgpNfPcvJL/7ByqxQtnt7szO1MzvTu+n3lt5sPfI7pupWOze2C8MQPAGDYSzBRhtBITIGg8A1QTLtgmJp185JkMnOtdfHYDBIBBsnYAoajcmoYTSqXNNeIzjYRnCwSJBJIzgoluAgjaAgG8FBCiGmVAwGByEhGiajQnCwFVNQOMFBcRgMMVzTwYHJpHHddYkYjS5CQhyYgmQMBjMGg75OdOutY4mInEx0zFTd71wsxWKbgtkyBYt1GtHmiQiCD81ejtVaREzMdOyOShTFh8U6naiYScSYJ2KxTcVqKyAyagqCWER0zCScseU440rYd887iPI0omP0aZ7VNh2rMB1ZKcUmFGK2TMNiKUBRy3WvIvNUzObp2O1VgTPWzRsrZUhKCaI6HUGbjqgWYZeKSLNPxzc+l9kJArPjIqmMS8Y3IR5fqouypDjKEhPwjXFSM0aiaqxMyTgHpeOdlCQ6KE60UzLOQXGinlY+TmTqWBexliycQgmiXIlF8yEpJaj2ahyx9S0xmc7Y2hZtz2Y0x2o2H5t0xdW1nD8X5XJUu7+FUGMshZcQ6a+jrZ2EXk4XxlC0S0fA+ohSR/MotTUh6kTpu0T78vJEfiW9VZ2MRaVUD4FTq3C4AlqbauDgheRDlKrR7LVoDt2R4MKIswJZ1fOjY0ro3TeNDtcqGAwCRoOG0ahhNEhc08GB0eggyDQek0k/Wmk0No80m6flF4R1dCRciTiv7HL5P43d6V1YmXwrbz+zB8418uUrD7EmpQd7vP3Z4OnP2/fOZfcyHwd/+prjZ8/w4cuPsy5rJPvcHbkn5Y+89cAqzp89wskj31CaMIKmU1/QdP4M/7p3A/vGXcc97mvZ4+7OlvH92Px/2Dvv8KjqtP2fOTOTBLC3VQRp0pESQpKpp07JpPdk0kMSSALpPRA6KhYsiIB0bNi76Np770hRVBQptrW71s/vjzMTgqu77676utf1e/+4rymnzMyZa+55nu/zPPedeQbrC09nWc4gdj5yFXzzKS9sXcDdmxbz4/ef8NP3h1jX4GdLwWA25Q7m9iUlfPnDD/z0+X4uLojl6rxhrE09iQ25A1kbHMzywlEszZvAyrwhbMk+nq35J7Al7zTWB4dyRXAka4OHI9CNwcFsDA42fNrzh7C24Exa3MP/KXEG7QonRMWGJOTSibT4EExeTOZkrEICZlMmVms2URG5iGYdqyULs1hARIQfizkTqyUXQUhEFJMwi2lEWHMQhRys5ixEMRWrJRWzKc9ogBcDRFizsFgDiGYds5iNaE5ENKcSEWnIbZnEkNydKQWTKRnRlE6kJZ1BpxchKz2htKsV3duJpNQbPjJqmyFJps5DUlpwS22oehey0oqqdaF7u9A87b3ivJqn3VDkUVrx+DpxuOrIKzgbSa3D7qoJqeV0GgK0XqPtSVZb0fQuJLkDt2RIkmmeTmS1DU031HwM3c6WkElXPbLWhKI1oquN6EorqtKFU+nA5m3C4a3HI7WT6GtDVquQPNVIniac3lYc/npc/lloWj2aNhuvtw6ftw6frx6vtw63uxKnqxRd7SKgNZOoNhCvLyLOOwfNXYVTm4XL24buacef0I3H24HX14nX12Xc+jvQfYdJyOvvJCllPgmJc9E8rUeQp9NVx4qV95GUvACXuyEUef4r0mz9h1Tb5qwlMbmLmbWXkZkzD5c822gj05tDiu9NKJ5GFI8xCCFrhoScHI4i9daQ8nrIz0dv7cVhrdW2w7qtWtPP0NzbQ6v7DSV5Q5m9C9XbiqQbjqGy1omiGRYhvoSekHdQE4oeeo96G7Hxsxk4KBWz1YbJ7EQwaQiC1xD1Nqv4A3OZGlODIHgwmXwhsW9fb09zr9SiKRCKRAOhHuhfJM7B/CYUDPx1BE//p8denXsql2YM47WHb4TvP2Xfs1u5PDiYFXl/4Zzpk+H7Q2y9aA4f7bmfH777kIPvb+eCvBFcl96PLdmnsv3Ru+CrD/h01yO05qvwzSf88M1n7H/pTi5JH8y6vFO5JPcsXtt6DttvX8BFeYNZVW7jp7/t5rsv9vHtgVf4+s2H+eHLQ3z+A9x79cVcFTyVq3KO44alJfzwwxf8/YNdbMw6hTXJR/PuU7fy7Rv3cUXOEC4qmMz5JdGszD+DK/NO5LrCE9mcfwprC4awuvBM1hQMD/1BDApdh9PZEBzEurzBbMgfTqtr2D8lzhKXh+MsdgRzFmZzIlYh2RD7EBOx9n7JfTU5w8/92rhl6hFfvqHtmYhg8iKIfkxiKmYhg0hzFmZTIhFR2Vgj8hEEBZMpA7MlHcEUQBQLMAlJRFqyOeWEQjS1A8nVjcvViq51I7vnoKotuFxNvdGIYefQEuqbNJrL/50q8O+nzBRWFg9FRZoBI9ppRdINaJ52vP6Qz1Lohy2FoRqeOXZ3FZevvoOnnt7Dvfe+zLZ7nuaV1z9m5bprjahWacftbkZWO7C7ZnPnPS/TPW8LutaFV+vA7+3Cq3WiyZ3oSge62owi1yBrVdidRoO/w11NUtLZyEoXqqfe+MMJCQSrSh2PPbaD1IRz0dV24zmtA0VtRpYb8XgN/yWPtx1Na0OSmo11P7ULWW9E9Vej+Wfw0KM7ueGGR1l27lVcf8MDvPDCWzhdZaSkzsMXWIDLbYgE+70t6EojqtKIpjWgKz0oUju63ozL0YLkbsIfaEH1zMXhasWtNCN7ZiNrPbil+YZYs9KKpnbj887H6WhFljrw+eaiqoYIsap3kJzeg+5vQ/PMQ/V04QnUofhmISmGg6cszUKXFhHwzUdTm/BoHUhSDZMmVDB8hIfVq+/DbLZjMknG+qVJQTTpmEwaDfUbSEmtJ0LMxCSoiCY/EeZMIq2ZREYlEWFJINKSiklIwHxEYSj5H35XwrrgcH4bhv0L/Pqxm/NHsCx1PK89dA8//f17Dr30OPMDYzknaxrP37QBvv2CVZ1lvHDtOfzw3d/47vtvWF6TyCWZZ9LkHcX333zGT1/vZ9v5M1icM5lX7tnMT99+wndfvMfKjkLm54zl4rps+OZ93nvlBubmj+PGZbPhu0+4+46rWZBnY2nGeF649Qp+/PF7/rb7SS5P/wub8gdz1ZIZfPvDV3z4wXt0BQazNHsU3/39Yz7e/iDLcs7iy71P8s2B57houo1V+cNZnzvIcAUtGMEVIWtlw2b5yGtxRd6ZrMsfS6vzzP8BcTpCxBkgQkhBELL7EOdvg6HvGUAQ/QimJERzOhYxDasYwCzICIKKWUzGHOFGEDQio3yIFjdmMYAourGYZWKmzkb3zkJRWpHkRlS1HV3rQVHrcEs1uKU63HITvW6HWgtuPayS/ltJ8D/Hz1PKIzUrm//pWKOsGp/DJVexfuO9NDcvxxZfjNtditNZzn0Pv8SMmmVIch12x0zcUi1eXyOarxSnVIbbVYsq1+NR23HZG/FqbShyHYo8C4/eiEsuwx/oQvM24ZQr8Xp78Pq7kbQZxNln4k9sweOtJzo6l2ef301G8lIUuRZZrcHunElyaieap45pccV4/IaHe0JiC6rWgCQ3Iisd6L4mouNyef6VvZRXLkVWZxDvKERRS5k5cyGvvvYeDlclLnkW8Y6ZaHoDyUnNaGotsjQDr7cGyWn4utvsRSQndhIINGJz5RMbV0lKWg+6rwGbK2hcQ6UTWash3lFEcmorurcep6sGTW/F6WxEVTtITl6Czz8HSa3BG2g2vKuUdiStEpdaiSR3oSnNqFoxqSltuFxlJPg6cMS2c+qpMmbzGPz+Wk471UNkhI5VNIS/RSETUcjFJGTRM+dmEhNrEIUkIqwykZE6/fv7OPmUDATTNCKsCmbRi8UcLhJlhKLNsFh435HL4Ej+YxT8CwRHsj7/13Fp3pk8vXUh33zzIV//+BM/ff8ln77zPF8e2MmP337H918d5KIZKufkRnPwtSfhh+/57qPd7H3sGj45sJuffvicx7cuY3naQK4pP5MLCyfxyZuP8uM3h/j+m4McevtBvvpoDz99+zGvPXMt5zX5+GL/8/DVB2x/6X5uWJzHjXMSObT9Tn746Ut++uEgO2+Zz7KyKby/51F++O5Dvv3xO9577a989PYj/P3LQ7x49wZWNybC39+Hz/dy7eJKLio4i9XBUaHPPIIN+UNYHxzG2uCo0HU600BwJGvyRrM2fzytzpH/BcQZdvRLx2RKxyIGWLBgG8vPv4+y0tWkJJ/HJSseZNGibSxcfAuXXX4vK1Y8yfkX3sWKFX/lkhUPsPXGx1l9xQO4pRp0TyuK3IFTms7K1XeRX7DQICClHVntCJmF1SP/g9nbn0ucP0fYT+iXK9XtIfOymaxZezetLSvRlUZ0tQGnvZ7FZ2/i4ktvZNWqu1m//iGeeWYf5WVLuOa6h6iuOYerrnqStrZVSM4mErw9qEot8+dvYvHia4mdOoMnn9nBbXe8yroN97JrzyE83hYSAm1IWgnPv/g+t9zxMldd+zCPPLKHe+9/jLSkbjS9ktq6C3h1x+dcse4ebrvzJZ569l00XwVOqYi9+76gsHgJqt6AR+tCkmupb7qUhx7djeKpQVJnI6mz0Tz1KO4q9rz1LTZnMQ65mOtufobnX/yIK9bcyZOPv8cll9yKzZGF11PH88/v5+qtD7Jx4zZefGkf556/hrXr7mHzpod5/Il32HL17bhcpXg99bS0XsSevV9w+drruWPb8zz93NvExpfg9baja3NwOTtwuGvZ8cYHTI0L4nQ3oOrtFJQs4La7XsHuaKa29kKef/lNVq66kede2EtBwQIG/iWVESM8vPDCfhYtXcl1NzzKisvuxGyOxSzqIbuZdEQhhfbW68nKbuCofqkI4kTu2vYam696mnkLN7F995fk5p6PRXQTGZGE2fQviHNdcCi/CQVn/Co2BIewKW/or+LS7EG8edcSnrl7JXdeewkP3Xgxj209m6dvvIBntm1m5/2Xc3nRSNYXjWZR5hRuXtbCjtsuZf/jm3jwlsu4qDmDFWWT2ZxzAldlDmB9wTDOKZrK9efVsv2eK3jzwct56Y413HhxO8tqHFw918fz1yzg0U2LeO6WZdy+OI8HlxXw7NazeejGtTx+w6U8s6md6+dl89rdq3n6mvk8cNPl3H/NMp6+/lxev28dWzuTWR4cw55HNrHrr2s4v3Ayl+UNZ2PhCNYHh7A+OJhN+aexKX9gKMoccviaBIewNm8Y6/NH0ur652ucfzxxGvPrhmxdDhZrPoLg5sSTnHz+2beccmISUZFuHn3kEH85WeeEE2L4+JOvOfHEOE48KZpnn/+c6Gl5vHvwMySlGkmuRdNaUeQuklPrefr5t7jj7hdwOKvRtJAVsNaCrNf91xHnkZqVnb3RZlg6r++xktKKx9+BU6pk3fp7aKhfjstehSJVM3VqKQ889CrV1Wez9or7ePCBV4mdFsTtmMkdt79E9cxleH3T2f76Z6hyI5rcgt1eyP6Dn+BwFLKg507WrNuG3VmOWymlc+7FLDn7RqbFF/DEs3uYXnUudlcFLmkGqWkNfP3tj6QkdpKZ2cSONz7A5irDLVchKZU0NC/nvodexeEuIiGxHkmpRve0oLpacNoreOLJ95lZuwzVUxeyqDCWIHS1HberBkWvYOmyTazbdBfxjiCSuwqHYzr3P/AyjS3nIcsV7Hv/B6pre3C7i5HkQt559wPmzLkCXanFFlfI7jcOkJoyi8SE2by37wvccgFOuQhJK6V61nm8+MohHM5qXK5GnI5WHFIl7x36jFhHMBTdt1BcsZB7HniDabEz2bn7I04ZOIqoyKkMG6bx/At7sFrHc8OND+Ny1GEWxxMZMZEnn9rN0KHZmE2+kEdXGqKQRGf7dSSlVGAS3Nx7/w50XwPWiBgEYQoRUZN5+50fOPZYHYtZx2ru25b0C8S5sWAQffEPvuoFg9jwH2JTcBBb8n8dV+cOYnPmYFZljmBlzjjW5I1mXc4QrsgezMrswVyadzrrg6dwdfAvbMwfzqrcUazJGcrK3CGcVziaywvHsDH/DK7JO5lr8k5mY8FQVheOZlX+SNbmnMFluWdwSc4EVuRNYE3RYNYGT2ZtzjDW5Izk8tzBrMsdyfrsYazKGsWF2ZNZkTOBLdnD2Jw9hCsyh7MheyDL8ydyQXASl+aP4dKsYWzK+QtXFw3mopzhXJo/grX5p7MleApbCk41CkAFg9kUPI1NwdPYWHBG6LoOZGPBQDYEB7I293Q2BofR7h7+q6T5v0GcZiHZkKAzZYT0PrOwWDxYrGfx8Ud/56hIBYvgZttdbyGaJiIIw/jow2846QQHV171JEnJcxkzNpN9hz4nNr4Mt1yLrrciuds5e9mVZOdV8+aeL/D5Go01LL0DzdOOWwn77fzvEqXxQzwyJQ+rqv/ranCfVF1pR/N24VJmsGrNHTzzzHs8/NAuHnhgB6/vPMiWq+/Faa9gw7pHWLrkShSpGsXZxB23bWdWzXJstjy273gXn7cBTZ2FP2EmL71yEEkqJS1lHk5XAdFT8vEnzKBzzgWsXn0fHm8le/d9hNNVjKI14/V14HJVsH3H26QEurnwwhu4fM023Eo1mt6MqtVjc5Sxe8/f8Afq0fS6kLlcOx65HVmqZtfuD8nOb8fjN4oxNmcTktKF096BprURMzXIu+99h+6pQNNr0PQWJKmeYLCbhx55BZutlHf2/oSk5KNrNdhsxby6/W3S05rwKM044mfw9NO7yM1pYf26B7nooquR3bVIUiNeXwvT4or49PNvmTqtCEVtQpLacMuVHPjoU2yuAmS5GVlpZnrVYrbdt4MzhqRy861PUF07D9E0CYt5PMcdF0u/yDhOH6hiMcdzVD8XJxzv5P6HXmHsuHQsFgcmkwOLRcJstdHVdTWpGdOxWFx89uV3mC1TMJsVTEIAs0WmrGIxZ59zDxaLFgos/glxri0cRV+sKxp9BP7d7UfsWziK9QVHYkPh6F5sDI5kU96ZbM47ky35w9kUHMbGwqFsKhzMlqKBbCgaxvqCEWzKH8qW/GFsCQ5nS3AomwuGsb7wTDYVjGJLwSg2F4xmQ8EEVhdMZE3wLLbkn8kNeYPYHBzO5vyJbM4bx5b807iycBBb8sZyVe54thQMYWXxCFaVDGVN8VBWlwxjTdEQNhYNYnPRaWwOnsY1OUPYmDeGDcExbMwfxZV5I7g67wyuzB/KpoJRrC8axeaCIWzJG8yG4FCuKBzHmsLxrC0czfqCUawtHBO6FiNZVzSKdUVjWFc0jnWFE2iTR//JxBnS8TSlIQhZmMQMTIKGIIzji8+/xWqxYxWd3HXnHgb0cyAIo/nbp39nyqRStt39LgP66wwenMo7731NdEwxql7L9Irl2B01vLL9M5YsXccjj73KvHlXoiizUdRGZKUl5CXzW8UqfhvcciO6t/0XSfNf9kOqnbiVVlzKDNas3UZ392WoynQSAhVIahGyVoKutLJp48P0zNuArtUhu1q5/fbXqa1ZjqrW0t29gfMvuAbdU8GVVz1BScl8AoEGJKmC3W+8xwP37+fCC2/kmuv+yiWX3EFyyiz2vPM+DkcJstyOqnbidFTy2BMvkhKYy1VX3UfPgi1GA7jaiqY3ExtfxrMvvEVWzhxkZTaa1oEidyHLbaj6LB5/ei/Vs89G8cwy/kT0ObjcbchKB7FxVTid5Xz+2bc47aV49EYcjgZkuYXc3HZ27NzP5Ml5vPnmNzicQXyeFuzxM3n1tfcIJMxGlzpx2xp7ifO+v+6mof4CFLkNVZ6P02lEwAc++BqboxxZqcfj6ULz1HLwo8+Ijc9Dkgwrj7LKhVx30zNYrNM4/liZOXNX8cbur7nnntcYPDAFq8nD5Mn57NxxkMtXPEl52UJ2vLmPMeN9+AIt9My/lQsu2sagoT6am9aTnFaGaLLz0d9+xGSeZqzlC/mIpkQmRWdyz737EQQZsymFwy1KYaWxPsQ5zz+GvujxjT4CP98+1zf6CMzzj/1H+ELwjz3y3P4jj+1IGEtH4ljmJ45gQWAYcxJG0hEYT2dgPPMDI1noH0uPbwJzPaOZ7xvBAt9Q5vtGMd87hoWeMcz3jGK+ZyTzPaPo8Y6mxz+euf7xxvv2jGBBwpnM18axUB3NksAQ5vqG0u2ZzFxPND2+EbQmj6QteQRdSUOYmzSEzsThtCWNpjNxJHMCI5jvm8hS70jO9oxgsW8Ei7yj6PGPods7hgX+MczxT2C+bxQLfKOY5x9Hl38SXf5JzPeNDT03lnn+0SGMYo5nJPN84+jxTmCWbfyfSJxGBV00pSKIyQimNEymNARBx2Kx88lH39C/fwyiGM1zL/6No482hF4//PgroqKcDByYQITFS//+TvYd/JzomAJ0XyWPP72dYFEn6zfdTUrybKZPX8j21w8weUoOutcoHmnq3D6TK/87+HmkqWiHZdrCPZH/44gzVBxySpVs2PhXujpXocmz8Wiz8HqbcbqrcLla2LjlSeYtWodLmoHb1cKtd2ynetY5KFITDvsM9u3/nIlTND7++Avstmpippbw7PP7ycluwWWvJS2liVmzF3DZim0kJc7i/f0fYYsrRtU60bUuHPZydr2xl+RAB5dccj2XrboTh7sSTW9FUeuJsxXz1t5P8SbUoGi1uNyNqIpRcHEp1dQ2LOPBx98gJi6I19eOpnTg0TqYZivlg4//zpgxAQ4d/AlFqsTjMf70vL42MrMbeOTxl7Dbi9m58xtc7gI0pRl73GxeeW0fiUmz8KjduOzNPPX0LgqLW1m9ZhvnLtuIqjQjy+34EloYd1YKn375LdHT8gxfI6kTyT2Dg4c+Jy6uEE3uRHG3kJXTxJYrHyQqMppjj1aIippAREQMLmc5r7z0If0jNHbv/pyTTnQiCir9oxzc/9CLjBmbjcmkIAqpWExJmExOWhqvISmlHLNo49MvvkMQxmMx65iFXATBQ1ZOO0uWbjOq8EIyxqx6Ood7OvsQZ5VtPH1RGT/uCPyr7ZW2s3pRFUa8gUrbBCpt449En2NLHZMosU+kKnYk1dNGUjVtIuWxsVRMi6dmajQzpk6iNHYSJfGTKbWNpcw2llLbJErjo6mInUxF/EQqbOOYET+amfGjqIwbTZltHEWOKRQ4YiixjWd6/GQq4iZSZjuTQsc4gnYbRXYb5fZJzIibzMzYydTETGDW1PHMjJlCaYyd8mk2KmPjCNrjqYwbR820UVTFjaY0bgJBewxFzhhK4idQ6JhGmW0KZfGTDDtgewzTbZOZGT+O6vixVNkmhK7bOKpsYymPGUNl3ARm2CYzPW4y5XFTqOi1Gj4SxS4vx1tiEcxpmM3JmAXDsE0Qw97pfVslEjFGxgK9X7AYgvAzhIlTFNKN8TMxCUE0vN1FIYAoyrS3Xcetd7/Jpmu2c+7ymxCECVx/8x7+9vlPXL7qJUQxlqioNC5f/RIfffYjN932Mg88+gYvvnaIt/d9yWNPvYUiV3PhBbfx6aewecvjyEotXm8XkttQIPrfTtXDvj19m8z7rmX+j4lTa0HxNOKSq1i3/l5aW1fj0VpR3E1o6hwcrjrccjNrNz5EZ88qFE81LqmOW+58lZl1S9G0Llz22Tz25C4qZrSzccMjKO42XM5qPvvia2JjM7HHVSK7p/Pcc/tYv/ZhZHcpu3Z9THnp2TictTictaSmt/DFNz+Qnt5GUtIMPvzoW2LjcpGlamzOMuqaLuKe+1/CpRTjkspxybOQ1FYktQ3ZM4vJsWns/+hTps84G1t8OR6tBadjBovO2cR1Nz2Fy13IwvnruO3W15g0KQePv4HJU/MxWNV5AAAgAElEQVR45IkdVFZ3o2jlvLHnaxyuIKpaj9MxmxdeeY/E1NloWiuxsdU88cwucgua0P0VvHfgG2Lji5GUamJt+dTWn8tTz+1DUitRtWbcrnYc9ko+/+I7nM4SFKmBY45y8MCDO9iw8QFOON7N23s+I8I6EYtoxyxO5rXXvuW00xR27f4EURyPyRTDgKOncOCjrxgzPg2zWUEUkrGYUjCZvMzpug2Pt4zISBe337Udm6uCiEg3gqBgNjs58MHXHH2MjklQQ+16/4Q4S+On8Gejr497aXw0pfHRlIVQ2ou+xxz53OFjf2n7rx9b1vs64XP0fb2++/U9/8/P/a/2/zUceVxZfDRltsPIdydwcsRZWAVvqICTgiB6EEwJCEIWopCJVcjAKiRjFvyIgopoUjGF7E2jhFQiQ6QqiAEES8AgyfA8rikFQUg0muTNaZjE1F4I5iQGHJPA0cf6EUQ7gtXNiSenERWlcMyAVAQhAcGcQeQxiUT2j2fAUTFMjSlDURtxuWtwumux2Q043XUkJvfg8XXgD3TjS+jGl9CFL6HrF/2Dfi8/oTABhg3LwtM44XHHvuue/170atxKSgOr1z5IZ/eVSOosZC3kKulrQdJqWLvhERYuuQFJq8XhruLaG16hvmkNitqG19tGQXEPH3zyI053BW5pNpqnjoqZS/jkb19x/XXP8O7ej6mpOoe779iJ3RbE66/i1R0f8+LL+3j8yTe5656d3HLnMySmNqJrFcyYvoB9b33OYw+/zY43DvHA4ztxawW4XAUcPPg1JVXnEafVIquNeH3N2J1leBJm8vhT77N958fcefcu3tv/CVde+SSx04pI8Dei67VceeVD7H3vI+6461ne/+BTlp63FZurGJdSwY43vsWtzsAbaMDhruLJZ98nMbUFSavG7q7k0ad2kBOchzdQz/QZy3jvwOfcdvcL7HjjIA8/tgfNOxNVr0HV6lG1RjzeRmbWXsBHn37F7fc8w4433qN0+mKuu/55oiJUAgkLePudv3H1dY/z4isHqJpxORazgyVLb+Wl1w5w5danuO+RN7nm+pexO2cjmhVEMSEk9p2Irrdy8NAXDByYSv/+Lu5/4AMeffx9brj5Ofbs/ZQ4ew0Djg6EfkOJHO7jDIuB9yHOmvgY+qL6D8bPX68Xcf8L+JXX/m/8zEVSFsdbpiEKCUaKLqRiMvlCxJmBYPEjmBNCa5S5CEIwdJthPGfKQAgJGUQKKlGCYpCwKRHBnIogpGE2ZWAWM0KRaFofZBAl5BIppCMKXgTBjiA4OSoixZj3FTyYBBtmIZEIIZcoUwZxU5tIDixAcXegSMbUj6q34g90o2gtvSOEhu5jVy+RGo3mv3+EGX7tsKVuX6L8H61l/pO03/g8rbjkWcTElaN6GlE0Q0RZ87SgeZuwu6qZFl+B6mlC97Vgc84k1laFohpiGqqnlnET0/AmNPb6OvkSG4iJLcTuKMfpqsYtzSI+fia+QDuqZzaTovPQ5Qpc9hLi4ktwKDNxaDVI/tm4vTVMiM7B5ajEpcxkqqMUyVODy1WFR6vHodTj9DSjaq24pXr8gWY0zyymxRVhc5ThdFdgd1Zii6siKdCFKjciuepQ5NlMiynA7S7DKU0nzl5JvKMK3deEwz0Lt2w06/sCXURPK8cpVaN5G5DUWTilapxSNS7ZEJaOjgnidFfgdFcSG1+GojWgqs2oaiuq2o7dXofH28rJpyj06zeFfgNiiYx0YjY7ibQmEmlJol+UwtHHOIiKiueofkmYTT6OPTqRyKg4+vV30P9oDYvVjcWqI4oBw05GyAxZzbjoF+VBEJxYRQ+CYOPEE5Lo18+OxTIFS4SKyaRjtaRyeHb9V4izwC7xXw3bf4A/+z3/Dp81JS6f4ywyopAaIsR0TEJCyDbYKOgIpmQEswfBlIQg5GISChGFDEyiB8HqQxBTEYUCooTp9BfKQ2SYzABLIiNG1mGOSDXOZ0kJpexh+Imyug1B11C7kiBkIQgBhAEJCKKTKMEV8kPKRDBncOa4WSQGlpCqzyNB6eolx7ACkKQ09c5Vhx+H02bd2/5vzlv/a+IMF3/6vv6vEey/e35fQhc2Ry2K3ojua0HRG3tnqt2yMW/t9Rumanbn7F41e0lpwiW3oegduNRZaD6DND2eTjStHZdjFgmBLtIyFjIlpprEtKV4khYie+dgV5pwKA34PG14NENKzeZuwOlrJ0apw5XUTpw6G0VqxePrRvJ3Euuuw+fvxuPpxCW1IHvmIMtt6HonLncdmt6MzT4Tf0IbklyHz99h7OtqRNc7UZR2XK5mFKUZXW/D7W7AH5iD3VmPw9mAxzsHWenA5W7DLbWjeTrQPC2oejOS0oDTPRvVY/yZSEoDitqEojSFzteBorSjKp2oSheq0oXd0cKIESUIgpMIqw9BkDj26Bys5hRjdFJIxywGOOaYZESTRqQ1E1HIIsKcjklQ6NcvHUFIoH+/HPpFZSEKGSHSNDI0k8mHIHjpH5nNMQMKEAQfxwzIJcIawGL2YTJpIZJMx2rO4cjZ9Z8RZ4Qg83/482EVpCMQKdiIEnREIQNByMYkZGAOVfcEUzIRQgKRQhJWIRuzkINZSMNi8mEx6UQIOkcJHvoJPkNb0JqEyeojyqowQJjKccJYpg6V0SalMPrEaI4RTuMEYXAvjhUGYzEPx2IeT2SEQaCRlnTMotEQbI7IRBASsfZLRxASsQgZjBragqLMw+2vQEuagaIZyj1Od31vxBkWkOhLoOE+yrDKz+9BnrLaTELinH9QTv8l+bb/RFldVpvwJXTilhtCZNmAqreE5NDaQ7YgzWgeQ4XILTfjcBmCH3rCPGRPF86Q1bLbWYdXbiXdvwD7pGoCWicORz2S2o4/42xsnk7itHa0wFxsUiO6rwe30oFTakP1zEHTuw0CUjvQ1Xa8zg48nm7cvi7itVYkrR1ND70npcWY65daUZR2ZLkFXTeEUDStHa+3C1luQpab0PV2JKkZt7upd39d70LV2nG5m9E8nahaJ26pFY93Dk5XM/5AD7LajEtqCC1nNOEPdPd+13Hxs/D75+LzzcXpbEKRw6TZjap0c8pf0rBaNQRBwyIaIsJWMRurORWzKQVBSMcspGIyBTCLKVjFTCLEICYhDYuYgiAkYzXnYjIlYzZn9RoR9hoamlIQBH8voZoEIyvrH5nLUf1yiYzICi1lZSIcMXKZ9I/EKZgyOQJi1pH4rdt/T/zR7/W3bP/5tt94LaxCMhYhyUi9xUyDsMLTPmIiEZZkhN5oNAvBrGKKUhBMaUQIVViFAP0EiQHCZE4UTmfaXwbSFpjGTa3JvLI8j3cv8/DuCoV9KzU+XBfgwGovB1Z72bdSY++lPnYtL+H+9iwuSFXIGDKGUcIZnCSMYYAQjShoCBGlCOYs+gmJHCXojD1jOrpvAdHeRmJ9/16Dezg6DKftYYLtmxqHI8O+Tel99wsTdXg9M0yIv7918T+bm29G0YxJKU3vQtU6jampPpD0DlxaO5LcRoKnG5+jnmRnAzlSO7YhRQRs9STprSQEunBqTcQpTbi9rWjeVryeFiTPHNxqF5rSQaLaSbbeQ0pcI8mTZ5ExrZFspYMEtRW7Uo/d04zba7wvVTOM9/z+LjyeTjyebjS1uzfaU5UuVLUjZM7XB72ybb/UCdFXRyDsBHpYXi6swKTqRjQqy83GTL3agqK04HY34fF043A0csopSQgmG4YEnEFuZiELcyhgMJv8oWb2lNA0UDJmIR2zkIk59NswosvMUOEzFdGUZKTrIZhN4eNSQ8ekh5AaKgZl/Ax9C7A/I05RSKAvzELgCPzW7b8vEo6ARQhg+R3f63/TtbAIKUaabk5GMCchCilYhRREIRlBTESwJCL0DyBYZATBS0RUKWYhhePNNk62nk7W8DPZUJrAjksyOXSFnfdXDmPvimG8ddlEdl/m5tmLknj2olSevCCJh5d6ePKCJB5d5ueRc3w8c46Pd852ceDSWPauHMbbVwzmnfUT2b3Kz001TprjxzC5/zBOEsZxvDmBiEgfU2wNSForHrULTfn32o36Rp7h1D1MpJqn7YgINdy4Ho5Qw+TYt1r+S+1HfwhxhiXr1LBGZTOy2oKqdeL1zUX3dIe0LDvR9ND0lN6K4ulEcbWTJHcw+fQA7iGJpI8rxnF0MnEnJ6FPKCVZaTbUzj0tSEodXmk2SXI9frmVZKWNDKkZ35hibMf5iI9SibdI2C0y7sEZJLtmk5jcicvfhEtvNkQ9tHoUrQ5fQgs+fwe6HooglU4DakhFSmsNkaXhbqrqDb3k+cvXIby+22AQdEgXM6zRaQgTtyApzUhyA3IoZdf1NjyeTqbFzOa4YxMQhHgEkwvBpIQUi8IOrEZhRxT9BhGakkNICT1O6vP4sOur8XzAOC6MI44/EodFjMNCOKn8XBjnCOI0GPswjDD2MH7r9n/c/18h81dhEbKOwK9vz8RyxLZfO7fx/O/1WX9t+3/ymUUhA8GUimBJQDAnYBaSiRTSMQspCGIipqhkBMFJ//5eBgg2hltjSB0yjptaZN7Z4OCtS8/gnRXjef1CiYfmpbKxJo/zK2cxr3IOM/I6qCg/h2D+fAqCCyguWkx52TmUFC8x7hcvpSp3ITPSG6kJZLO0IMDGWgePLJzGjovPYu+KcXy0WuepxenMdEwhZtAUPK5SNGUmHm8dkjL7P0h/DwtshBEm0r7tRB5fxxFV+XDEGibNsJ1u33P+scQZEuLtlWprxuPrxOPr7I28wqK8Hl8niqcFRW/DJ3eT7m4n9lQPk6xnYbfEIAkuJgk25EHZZDiaSNLbCfi7SNI7SJda8E+qQB2ej+PkROIHSMSbY5HM03ALU5GEqShiPDGRDuzDMvHrzbi0ZpxqC4rWiqq2ICt1tHeuJTHZsL6Q5ZbDhKm2Gtql2hwUrbOPTFyLcV/rNNxK1a4+4sNtfeyWw5nBYfQVY1b1Vry+dvwJxnquorQzdEg+VrOOSVAwCZpRdDT5MJkSQ4SWGkIfMhTSDv/meokzJRRlpvwqMYqmZGOfsPr7PxDnr1lqp/Qh0iNS9USOwBFFgiR+8/bfE6afQUwO4efb/6DP8u9sF//VtUj+2ftPPAImU0qo+BNAMPuwCAEiQ0ovgpiGKORykuBjVL9T6Uk8k9dXKrx5WTQ7z7Px8tIAFzbmUZWXTn5GKTl5HWTkLyKveBl5RYspKl3E9OkLKSmeS1FBN8WFcygrnUdZ6Twqpi9ketVC8qo6yCmbS2rGHPJzl5CX1k1h+myCKUEaczzc0RXHrkt9vL3czjsrFK6sj6XM58QlT8fhnYtT60RVO0Prb814lEY8ikEshh5mCGpzr9q4AaOY43TX45IaUPVWklPn91bhwyl4+LZv5T5Mmkcqmf+RxNnex4risCq5x9eBorcgqUbDvOFu2YKqN+IJNBt6pbZZeMaVEDMgnmmmsSiWybiFaOIt8eROnk5G7Az8E8uQxxZw1mkJjDnWzfj+NiaKU7Fb4pHFWGRhMi7TBBzm8TjNE4k3TWJqPzspjgq8ag1u92zcroZefU1JaWL9xsfIzVuCJNeHLJ0bkOUmJGk2ilqHpvWgqF1ISgOq3oRbDkeRrYamqlwf8ihqNohTaUdRWw1oRqSqqIZak6zUonuN52PjZzF+fCmTJ1UzdmwRJ53kx7BucSCaZCxmBdHkNTo8QpGiSVQxiR5EUeuNQM2mgNFvbPIjihqiqCCaPCHiTArdTzlMkEKSsa+QjpH6JyGKIXFjUwCTkIZoyggRokGewhFrmsn8oqzcbx3d+z/8ZxBMqSEYX5goJCGG/u0M8k9AFNKIEDKxCImYzBqiKZn+ljQiBYkJ/UawOCWat65ws+fCQbxxkZObuwqZnT+d1Ow60jPbyMrqIDe3m/z8uRQUzKOwcH4viosXHoHS0sUUFy+krGwJZWVLKClZRH7+XLKzO8nJ6SI7u5Ps7E5yc7vJyZ9DXn4X0wPVnJuTwQNz7Lx20Uh2Xe7gns4MKpxevO5KFFe9UT2VG/HJTWiuRnStFUVt6hUD1tQGI9JRukIKSs3/IDsXJsK+UWc4VQ+n9X8cUf576O0U8LUjaW3YXW14fPORpHrmL9hEQfE87rhzF0/d/waFznJizdE4xGimmcfSkjWLV69/gjtX3YY8xI33BBtKvyn4xqncs/ZuHlt/D0nj/MSYJ6KZYpFNU7H1m0wwLoek8QlsnruRJ657lZrqLiQ1k/UX3s6L9x+gqe0inAkzcTjrmdu9kQRvN26pHrtcRFPbxWzbto87bnuNrMx6FKkeTWli2Xmbycxq4K/3HMDpnI4klzJ/wXoee3oPV177ELn5c3G6qkPtRC1oWitO9yyczkqWLN7Io4++xebN9yG5Z3DqaamIohtRdBNp9TPoDC+atwaXu5Ibbnme9RueYNgIHUGwcfzRVVgsbs6aVMA1NzzLuo1PM35iGoLgY0BkLpFRscTEFLF2/WNs2PQEU2PyyS+cy1EDUomKUElK7iTSkoLZlIrVlMTIkSWMHptBpCWRfhYfk84q4sprnmL9xkcZMy7IgP4BoypvSsVkSkIQUjGLWUcOmPSKGv8fcf7pEIQUBJNxK/Yi+fCUj5iJIGQTJeQQKRQahaBj7JxqEZlvG8pHl7vYe6mbZy4sZ8Xsaioyq8nIbCY52EZKSSeZuQbJBYM9FBTMo7x8aS8hFhcvpKhoASUliygpWURR0YJehLcXFs7vJd3sbMPDurh4oXFM8SKKgovIzl1KRl4PmRnlNAd93NoucfBiJwfPi+OG2ngKFTs+TyXxcguxCZ3E+evxuNvxueeE1gUNJfbDiuKtvbqdPydOl9TQm7r3TcPD66DhgtHv4QT5WxDuE/UmdODxd6Hq3Xg83aSldrL3na+57bqXCMgzSdUrOLT7YzyDvcRHxbCl/QpuvugaRppPJ35YPN8c/IZRwmCkE6ey75V9jDxuNDEnTuDAq/tJGeJHs8Tjtdqx9Z/CZU0Xc/Cp/fiHeog9wcnO59/g+ivvYm7ZMpSRaTz3+GvMrjsPnzSbxx95i8ryC3A6pnPl1vtYv+Fe7LHTSfTWcfD9r/H7Gpk8KcgXX33LTbc8iSzV4HKX8OJL77L07OuIiQuSmd3Ojt2fUTPrYmR1NrqnFbe7Aae7gocfeZ3zlt2ILa6YgmA3Bw/+neNPcGGxqIiiwnHHpqB6p7PtvpdpbbuSY45zcuqpabzx1keMGV1ElCWVjKx27r3/GSL7j+OoATLPPPc+0ZNnYbWoFBT3cNfdL9N/gB2zZSprrniCN976iIEDUzj99ETuvW87oklFNCViFr3k5Z1HUWk3FkssefmtPHj/XszmGI4+diqv79nLuMl+RNFhuByYdASTH5MpAbPY193yF6rqfzaB/P8LI/wXQxU9MeSqJwhpCEIaopBn/ANaApiEIMcLKThPGsHDZ/vZvXIUT1wWz8qmREoDFeTlLCWzdB4JuVUUFHZTmHEuedk95OXN6Y02wyQZJsbS0sVHIBxplpcvpaRkEQUF88jPn0sw2NNLvuGotSS4kOm5CykpmkNOficZ2QsIZs6jLL2Q2pzJ3LhoInsum8DOi5JZmJ5KgrsYp3cGUkITLrUVt9qNpHYjae1IejOS3hDS6WxGUTr6eAQdGUWGbXL7NrT3bXf5s6NNA8YfgKQ24dab0f3dePU28rI6+PbLHwlMySd5SjHaxFTObbmYhZWLGWsawxPrH+LMyNOZ0G84Q/sNY9cjb2I7bgo545K5a/1dDD36TCYdO5bMmFRqHZVI4lScpsk4jormsuZL2NyzgUnmccRGTWVBdQ93brmTSf2imRIZQ9BbwpbLbsQ/tZhnntpNceE8NL2Kdw98zZToVGTXLFIDnaSn1HHXXbuZMjmPDz/5iuhpichSNfUN53P7Xc8SH1+KorTg9TUhqVW8+voB4u0lqFojktRCfcuFbL3xXpy2KiR7A5paybnnbSZYPBfRbJCZ1exB8ebx0uuHOPpoQ8ItwpzICSfZ+eTTLzn+uHje3fcpkRGTiDCrWEQ/Q4e5eeCh5znm2Bj27P0SiyWa/lEeRJODY4+VeHf/V5w2UGfocB/33P8yoihhNvkRBIWS0osJFrdgEsdy6MPP6d/fhijK9O/vQBAHcuhvIAhxmMVETCYHJpOM1ZpoEKmQwuGhkJ+tcf5vkoUgJIf6pP5s0vpvQDg9D8+dpyMKWYR7yyKFRMxCMmJkgP7W0cxPiOHbVSnsPM/B5mVlZGfmkZlTR26wm+z8TvKKmsjLq6Mkt4eS9HMJ5s7vJbxwal5SsqiXHKdPP/uI++GItKxsCUVFC3pT+mCwpzcCDZNoYXABRdnzKM6rpyR/NvkZ7eRknUtK1hJSilrJyEtjXrGTpxYHePcSN7c32pnu9JDgrsbua8ThaUNWu3GpXTj1Vlze2UieGmNsUen8VeIMr2eGDcw0T9sRafsfUwz6N6EakPUWJE8LqqcdRa4jK7mOFx/bziTrZOItNiYOmERFoIpzZ53LlAGTGG0aSpVWyM1nb+GO1Xfww4EfmGIZSXzkGN58ejd3bdpGqTvImKPOJNoyAc0Sh2qKxRY1hUubljMvOJepEZORImOYW9zE6gUrmGaejCsqlrSJfq69dCuxA2WeemIHweAcehZdyWVrb8Yhl+KW2pDlVjS9BqdzOlOji9l/8DOip6YjuerYuvVJqmuX4NGbUORuFKURWa1i/wffo+iVyMps3O4Wtlz7ANffeg9zOjewYM4NLJy/gSVnr2b5pbdiscpYTDmYxQS8iaUsv/R6DOfJVPpZCoiMjOaLr/7OwIGxvP3uAYJ5cwhmLSc76RKysxvZ9cZ+xk9I5ra7H+eoARqiyU+kORWTyc69D7zIGUN8DBykcfe9L2E2eTAJSUSYA+Tnn0fFzPmceprG8y/vJjV1FlnZ88gvmIsnsZyvvoP+x8SwaOkdzJl3MxlZyxEEN2ZzEodV4MOCxn8gcR6uhP2CF/H/EefPiDMRQ4k9A4uYgyAkh0QJkhggJNFf9DDk2MHcPjeafRefyK4VPhaVVZKV3EBOVjv5ud0U5vZQkNtDQd4cgsE5BIM95AXnU1Awv5c0wyn4L0WYYVRUnENZ2ZLeND58G77f93GwcBG5hUvJLuwhu7CT7GAXublzKcieT1FmDwVZ88jJbqc8NZutdXbev2ACu8930JJgx++agaY2omsNqFoXsqcLl7cRyVODotWjKZ2oyj9vSg9XaT2+DgJJc//09PznEaeqtRltRJ4WFL2VBG8riXI5L9z/MjbTFFQhnmjTaJpTazh35iImWkfz+i0vsq5tOa5jJzI24kzef+JdpppH4O43jrGRI0iZlMhty7ay7+V3kU6JR7PGoYjTiLWcxWXNl9BT0E2sdQqyJZrFpe2s6r4Euzkatzmaorg0blpxLWOjxvPgthcoKVjIosXXs/GaB4mXp+NQOpA93Uh6LQ57FTHRFRz64DPiYguQnM1cf92LVNcsI+DvxO1qRZJnI2uVvP3el2jemWieRtyuVjZf8xAr1lxJeen5zChfRV5uN7KSy6AhquGQGpryUb0VLLvgBgRBwyxk0s9SSP/+Lj797O+cPtDN7j17cTozcTlqiJ/aid0WZOLEJCZOyuXe+5/FJNiJikjFaklBNDl54OHt/OVUH4MGJbHtr9sRTRpmU4BIq5/pFSuZXrWIgQOTePGVA0yZVIIs92CLbyQmvpDhoxOwRkj075/GUcf4OOroAFZrALM5zFN9Ry//JOIMb//zSeu/AaEpICE1JOJhtBpFmBLob9KJEmOIPWUwry1PYtclI3lsRRZNBTMoyV1EUeFcSvOXUpCzgGBwDnnBHnLzFlCYv4jSgi7KCpooLurpjTJLSxcfsbbZd30zTKTh7eFjfl4o6rtPYfEi8kvOJli8gIKiToqKWikuaKU4dy6FmUvJyVxCdv58cvLmUpxay5JclZ3L3ey+1MPibB8ZUhoJWgm60oRb6sKttyF5ZqFodWhK+/+IOPvKw/Wd/vnzSfRI4vT4ukjQWpk2MomdD+8kVpiAR4gn3jKOlsQqzp+xgDGmM/jxwx8Ybj0N5zGTGN9/NF/t/JwpEcNYlNFA+uQAZx0zjvh+Z1GRUMotS7Yim2NQxGlEm8ZyRcdqFubPI8Y8Gdk6jUXFHazpWolDjEUSYyiOTePmy7Yy3jKGx255lnxvE2ne2bz99t9wKSVIWjMxthnkFMzh0kvuwx5fzcFDn6IoVciuVmbVXsydd72AolQbghyeGpJS63nxlfexOUvRdMNXqHPOeq65/j5kqRxVmsmY0X7Ky+eTmtYTGt9NwWJKxK1U8uzz+7FaJAb0S8As+hk02Muetz/gmGMcHPzwUyIiJtE/yonVLHPGUDvr1v+V44/X2b3nY046yY/VLBNhVTnxRC/v7f+cv/wliZNPTuDRJ/bSL1LDIipERrq55trnySvoxGSK45NPvyIyMg5R0LBaXUT2G8ejTx5EEHREMQ3R7DXWOQU/Vktm6Hf6K2ZtfyRx/hLMYtr/kaeQgiCEWqdCxGloZCZwbEQCEUIc2eMHsfuyADtWqGxdPIPywnYqK1cws/w8ysvmUF6+nPKK8ygsbiOY30xhTg/FOUspDc6ntLCNkuL5RxBnuGpeWrqY6dPPZsaM86iqWkZl5blUVp5LVdUyysuX9hJk+Lifp/bh4lBZ8ULKi+dSWtRJceFcigoXECxcSG7BPDLzO8nM7SAnZw7Zed0U5LVSm5rEtnl+3r1U5qIKB8lKMgGlHtU9F0ntRNLrkfUQcar/nDj79geG+zf/k9HJPwKGY2OYOFtxSS0k6p0k2SrZdf9OpgmTcJliiYsaT2dmDRfXL2WEaRBfvvcFOXoO6hlOLqy7gAM7DjKl/0gyx3p454m3kMao6Ge4uGfjnTT4qpEjpiGL0dj7TWF160oWFywgzjoVuxjN0unzuKx7BXHmaYQCtwIAACAASURBVNiEaEpsmdy04mrGiSN55YanSR6bjfvMAI/e+zjrV20lK72NYH4nn38F8bYCXM6ZHPrwU+LictHkZtzucl5+9R2Wnr2BhKQaCkvm8vRzbzOj5gIkuQZZaUJTu3C6anj6mb3MnbuKpKQq/P4qnnryHY4/PgFR9GMVvVjNOl5/Aw88tJdZs1cyeKhCTEwJBz/8ntMGu4m0eqirX8PFl97FkOEBJkws4o5tz+B0NhFh1WlouoCbbnmZMWMzGDM2lfMvvIVXdx7k9EGpRFjjuO/BV8kPLmbI0FSKipdw+127KCmfR4T1/3H33nFy1fUe9++UmS3pgVClJdlstu9O773vbG/Zvtm+m74lCQkgPb3QsevF7gWvIEpR0KsICCqCICCKICBFBNLLJu/njzMzWUDh6n28z33uH9/XzJw958xJXq9977d+vj4uu+yzfPZzd3PR4gBL8qP85OEXsNqGEMKFqlYjiZjWiiRNXwn8T1XVa1LKPI0ZLUhtK2I8VQWuQYhEqj+qedo52jy1Jo5by0wR4Dx9GefPrUGo9UhyAjUz4pT+rg9S/cMJ2f9LJpTKVGO79n+hKJXIUpA5ip3eUhO/3xHnN7c2s2N8GctbB+nv3UX34I30Du1iZdeVDA5cycpVO+nvuZrlrZfR1345vd1X0dWzhY6e7XR2Xf2+nGbaexwc3M7KlXtZu/ZGVq++npUr97JixR5GR3czPLyTwcHtDA5uz4Tty5dfQ1/fFvr7t566T/fV9HdeSU/XFXR0XUl75xbaO7bR0XkFnZ3jtHeO0dS2keZll9LSsona5jU0LVvFcH0Dd05GeenWZdwyGiDpqSIa3EggsCHTD+gJrP0vbcFM5zPT8EwLhfwtMY8PXTv9c+CUBdL5yeBH28fDU/M8vYGNeIKbCAc3EjMPcmnrVdhlMw7JhF1fTu3CCO2ltThmm4gvDvP9m+/mgZvvZ33tOD32TkIL7JiUfPodndz36Xv44Y33MZlcg1VXhle24JPMuPRmBs09NOfV4VTMeFQr9Uur6Ld141Ss2IWB+Cc8TCZHMapFXF6znsA8L2a1DNvsUj616VM8+M2f8Z2vP0o4spxkzXostl627bwDt28Ar38doegaHN7lbNv1be6+5xd8498fYVn75bh9w4SjE9qK5cB6/IFJfIE13Hzz/Xzjmw+zbdsdzJkTRpGjaNqwflTFhz+0iiuv+So9fTv4t6/8iJtv+SHz5gfQ6cKocj2K4qO24Sq+8o2fcN2NP6CouBNVqUGvJlEUC8mqK/jCF3/Cpz79AEsLqvne/Y9y7idiKEqIGbPc7Nx1N1/80kP09t/MRQubKS7tTq0IdlNbdxVfuO3HfOnLP2Lp0iFmzmhG692Mo0iNCFGJotSnUorTG+P/4ap67SmpslQztizF0IlaslINpZJUiSRr56qiEkWOI8t1KKKK0/QVNFWcy92fbKNgvguhtKDIYfSiGkk0fgCQ6Yf76HGn/wsmpEoUOcEMUY1e1CGJBKrqpKkkj9f2Ovn1pzvYtqKdoaZROjuuoqX7StqWX0JP52WMdu2gf/lWBge3MzS0g9HR3QwMbGN4eCcDA9vo69uSAeDQ0I6MDQ/vZOXKvaxbdxPj47cwPn4LY2M3MzZ2M2vX3siKFXsYGtpBf/9W+vu30tl5BX19WzLgTBeRepdfS0/XVSzvvpqerqsy1t15JZ3tl9PetpllrRfT3LaZxrZLaWq7jKamCTqaVtHbMMS3J5r5880ebh42EvO24fWuI+Qfxxe8Al9kHb7Q2v8SOL3+scyE0XRR4n8GnMFp9t8Bpy+oaXZGgpsJBi/FE9yMzz9J0rICi96NW7Lhlsy4hAmnMOIURjyyBYcwYBcVOGUjNqkUv2LCLxkJyCa8sgGnVI5dLscpjLglMx7ZgkuYcEtmHMKAQxi048KEWxhxCwNuYcQlGXCIchyiDKdsxCqbcQsTQWEmLEy4ZDMFSgWG8yuprdyY2s8+jtu7mkB4XFvnHF6PJ7gBp3cMl2cVbu+ajLDJ+2f3NxAIbcLlGWfe/ChCONAmgqqQRSOKnERRfIQi67lm6x1IspmsrAiSiCGJylMz5nIlshxFkoNIUgRJiiFJWk1AkTSNWVlKoKohVJ2DHzz4HOeeF0aRtCZ4SQ4jSaHUVFCt9ipXolPrECKBqiYQwo+QQkhSPKVLW837t1qmJ4iqOFVZ/y+DsxJFeFFFBG24viE1zliPImrQiRp0ogqhehF6D5JUR7ZoY4Fo4DSpBMd5F3HHWiu/v+Uibl1RQq5chirVki2SyEoModakQtXaTJ5P62OsTOlOJj8WQP9/NZ1oQREtyFIdQpdEKBFihYU8f72Jxz8V4JLhBvpbh1nefhUtrVtp6rySZd0X09a1md6eLQz0b8+E28PDO99nIyO7Mu8/eM7o6G5WrbqO1auvZ9Wq6zIe58qVexkZ2cXg4Hb6+7cyMLAtA840NKdbf+8WlndfTVfHFXS2X56BaHfnlXR1XEZ72yaaWzbTuOxS6po20bJsEy11a+hbNkZPQy+3b6jk9Rud3Ly8koSvn2B8FKdnI5HwJk1+7GOgmX4/fUTzn8lv/jMe5UfeLzROIDxJwDtBwLOeSHAT1cGNNJlH8eZ4M7BMQ88jW7TPkgmPbMGtmPEoRlyiDK9UgUeU41dMuGUDXp12fhq8bsn8PginwemTLPgkCx5hnAZSEx5hwSmseIQVvzATEGa8qg2Tzk5Zrptq6yj+gCbYEQyN4Q+uIhBanSrmTRAKpUWg1xMMp6elTpkv1Ze7tLADRXVpS8+kaAZAWbo6JBEmENjM5Vfchar6kUQMnVyLJJKpdF5VCpwxFDWBJMU0RSM5mVI3Smb6nhU5il4X5j++8yznnNuAJFVrPZhqGJ0+pt0nPdMuJzTRbjmJoiSQlSiyHE+BM5HyMD8o6pHmzz8MTk2JRCeq0YsGskUTetGCImqR5BhCjaKpjGjD80I0kSNqWTojn5ubi3l1bwmHd5/JW3uLMM2bi07nYYYUJVs0IfRxhC5dHGlIaT42peCZRMhRxAfyCv+XTC+akEULir4aIZspOnsBv9lr4blbfeyZHKGtfYye/q10de+ls3sv7V1X0t69idbOzXR0XcPy5VsyIBwd3c3g4PYM5NJ5yw8CL+1Jps9J5y0/2MeZzml2dFye+Zw+lrnn8msz1tujhe9peC7v/CQ97ZfQ2f5J2jqupK3zKtraL6etZRNtDZOEg934LU7+fcTGW9ucfLLVgdXTQdg7QSy0OaOy/nHgTL+mVZHSnuc/BroJvCnzpOy/A05vcAxfcIxQYIJkcCPVvkmipb2454U1OKYgpoHMjFMY8AgzXtmCRzLjEka8sgmfbMKbmkH3SkbckhGX9P5rvbIFjzB/wIx4hRmvSEFUWPALW8a8wo5X2PAIKx5hwSHMuFQHVtlG8Jw6bQAhoI1O+gJrCAbXEgisIeBfR8CveZU+/3q8vkltlDSlgOQPrsfjX00ouo7zzm/QRiFFPAM5SVSiVxvR6+pR1Qg6NYwsoql0XzWKqEt5h6fm07Xf/ySKnN5WkMxoUMiiHp1ShywlmJFTi6Jo45qKnB6pDKVm27Wd6rKkwVsIbZxZC8+rUsdOvf/b4fk/2MepQWw5smhFEXWoqZ5DIWo18VspiSq60Mst6EWQ+fIFjAYX85s9Nt697gKOXTuL49fM5c5RDzNlB6rUwCzRjCw3I3QxrUtfrkWS6lGU1hRAaxGiBlWfVl7+/x5y/wqTRQhFH0BkJVg4YzFPXuvixVtM3HTxCO11l7Cs6xqauq+mvXMrXe1X07lsE8s7LqG743KWd++gvf1y6uomaWjYQEvL5gzY0uF0ur0onaP8YIP7B99PLwh1d19Fb++1tLd/MgPVrq4rWbbsEkZGdjHQv5XenmsYHtzByNBORoZ2MtC3lf5eDaj93VfS2Xwx9VVjxGOr8XgGcLn6cNi78bp6cRprKbfU41pq4oE1S3n5OgMrYn583hXE45cQSM09/7185d9TPwqG1xONb3rfHPvH9XWmwekOjOENjuOPrCcQnDhl03KgGfuY+7n9a4lFNhB1rKLsjAQV2W6cqhW/ZMSX8gI9woRXmPHLVtzTjnmEEZ9kwi0M+GQzbmHAmwKuVzJloJgG4/TP6WOn7q95n2lo+oQVn7DhEmbckhW3bMMmjIR0LgLCjkV1E4lcpqk4+cc1ZfrAOB7/GOHYZjy+Sbw+TR7PH9xIIJhSsw+tx+sfxxdYRyA4ydlnNyFEBFVqQBFNKXhpAx6q3IQqJ9GrmrybTmpGFU0IEc+Ey0I0IIkmtFReA0JUoyqN6JR6VLle8xxFrXZc1gCqiHpECr5CRDQPVW5EiHpk0YQiNyBEDVLq3rJoQRJNWhpS1KIqtSnPsxIhYihy2vP8O2z8eHC2I+RqhBpEyBGtbC/aUKV2hKgmW04yR5QSXXIuP768mLdvmMe+rRIHds7n8I6ZvLP3PIKLFiGUmlSY3oJQ6pDlanQihiSHUNUYqpJAkpLo1Hpkoc2NKnIdH9Xe9HEV/A/af/f6f+TefxOW089Tggg1gk62csdokPe2F/H1S9ppbNlIfdNm6ls30NC2nta2jXS1bKSnaQMd9etpTE7icwxhqGihtLSe/PxKTKZlBAKD1NZO0N191fvykdM9yg96nekcaDqUT4fxa9feyMqVezP9ncPDO2lv/yTNzZvo7b2WmppxouFRIqERKuOriUdXEg2PEg2PEousIOjrx+/qxu9ajtvRjcXUjsXUgcnQis3SSdC1HKuhHoOrnmpnIS9e6eDZa/zUVyZwOkfw+05Jzf1Xij3Tvc+0etJ02bkPWWgSf1r9PTSJL6jNWgeCExm9yI+0j1js5guO4w2OEwqOEbWNYl0Qx5zKa3pEBb5pHuHfMr8w4UtBb7r5Msf//rUfNhNeRfNqfTorHsWER7XgUaw4hAm3YsWjWPGpFtyinOSZSar9m0l41hP1TpCMbcLvH8Ptn8DpX48vvFmDZiDtZU7iC4wRCE+kdi6tx+4YZ/bsSrL1tShSDbJUj15pPuVZyjVIQstrKqIWvdqELNUiiTiKoglsKHIzsliGTmlHEk2oSoOW45SqkEQCnZJElqIp8Q4NbopoQJYakERKg1PSlNwVqQVVaUYTNK5GlupSwGxGkbVVM4pcjyxruU9NJDmd4/z7v9cfE6pXIckJhBpA6LwIJY5eaUUv6pkpAszTFVKyYC5fX2vl7esLOHi1nqlrczm6cxbvbtPz9h6JB664kBzJgFC6kCUXshRAKPUooon5uUkuWljL+RdWsnBxNaVlXVx0YTuKFNfk3qT/e+DMtGWJBFlyJb0eF6/dbObHV3lYFm0kUL2eClsLSwujlJZXYbM147G34rK04bJ0EnD34XP3YDYvw2xupaSkDqu1HZutA6u1PQPQ6d5mGn4rVuzJAHJkZBcjI7tYu/bGTEW9oWED4fAIweAQHk8vHk8vLlcPJtMyrNZ2jMYWnM5uQqFh4tGVhIPDBP2DhAJDBP2DBHwDBP2DeFw9uJ3deN3LcTu7sBhbsJnbsBhaqChrwGPtw2vrpNyfoNiSZJXZwh93Wvj65nLqgh2azNk/CM3pFgyvz4xi/k14hifxhzXwBYOTBHxjBD3rCHvGiAYmCfjH32fTC0cfC87AhKa56Ruj1jtGclErPtWFX5hxiHLcwohPmP+uBdK5R2HGnTLvtJ991LWaWTLQdElG/DlmDCIfd3YFzuwy3FkW3KoJt2zCKSrw6WzY5DKc2eXYcoy4zkjiP78e23nVhCp6SAbWEg1pOqPe4GRKyUorCvkCawmE1+HxryAcG8MXWI/VOkFOThhF8aHXR9GpcVQljk5JphSJAuTkxJDlAEKEUeR6VKkGIfxkZQfIyo6j12sFGlmqR5arkeU42TmVqEplShEpRFZWWEsHyCFkqRJVrkWSouj1lSg6P6ougiRVpsBcQ3Z2DZISJCu7OjVOqa3F0Otq0eljCMmHrARThaNYalZ9WkvSP9bHWaVtUZTimteZWtFwmuTgHCWHLa0G/nB1Cfuuv5B3tqhM7cjl2NZZHNqaxcFdMq/uPJc+0yJthYNo1PIWShi93IQqVbNh05c4fATeO3CCA4dPcugI7Np5O6pwoxPpvMf/e3D7n7SPAqeq1KHoqqmYexov7Anw7Q1mKgoWYzDXUrA0zOKlEZYuraa0tBGTuRWTtQOTtQeboxd/qA+XvwWPpxuzuRWbrQObrYPy8kas1vaM+f0DRCKjxGIrCYWGiUZXUFMzTmvrpXR1XcnQ0A66u6+iqeliotEV2O2d2O2dOBxdOJ3d2O2dGAzNFBZWc9FFYcrKGigsrMZiacNkWkYkNEIitopwcJhwcJhQYChjPm8fDmcXLmcXbmcHVmMTdnMzFkMD5SXVeO29WO1d2IPNlBobseQl2dm8iBduzWN7fzOx4Nr/coV8urc5/XPa8wxFPiyq7JsGznBgkqh3goR3kqRngrh7nHBw8u9aMPjRq4Q1Gbn1hMMbqHSswT0vhltY8QkLVtmIS/5o8AWngzNV/PGmjgWFGf/HgNMvrPiEGbdkwimXY5KXYs8toUKXR/BMC5bsUsyiCJ/egl8xUy6W4JppJHCei8XiXPxyOXapCGtOOWUzjYTLmom5BogF1xAKp3PL2nI5j38ldtcAseQYbv8gXv84RcWDyIqFrGwrklzG/NNC5M4IoShuFMXDvPlxsnM85OTE0OsSCBFHpybJyoqQO9PJgjOjCGFFp4sjy1FUXRBF9ZCd62LWrCTZ2TFU1cWs2UFmz4mgKG5kOUh2VjWqLoRO72bBWQn0OR6yciJaC5QaQ5LcnHZmlFlzQihKEEUJo+oSCOFg7vwQc+eHkdIiylJlKuc5HZwfXJ0hx9GJOLmilizRjCzqkdQkQkRTJ9Wm1jk0kKWrZJ50IascF/G7nRb2XzePYztkDl0zi3f25vLujmymtigc3a2yb89pPH5lhDP1TrKkOFJ6sZdUpeVKpThZOQEGB67m5MkTHJ86Tk/vJWTNcCKEH71UhyySqXxHG4pUjyRCCGFBkazoU8ni3Bkt6JQosmRGJ5WjKhXIsgUhfMjCjyz8KFIIWfKhUyJIIoxOiiCEE0V1I4QdvRJGkVKFKqkeWUqgU+LIIoEkuZAkE5Lwole1ZVCKrgohYmSpLUjCh15nQZFMyMKNLCLopWpkJYkk1aGIFoSURBYJskS1tv9HamaeXMwPJ4z8YbuJsGEp55ZFKDfUEHa0UFpeTVFxA2UlTZgtHVisXbi9g1jtPfgDfYSifYSCA9htHbidPbidPVgt7TjsnRQX1WKoaMLl6sHn6yccHsFu78RsbsVgaMZu79Rga2nHZGzBam6jvLQBp6Mbl7MHh70Lm6Uds3EZCy+KsDS/ksWLYuQtimE2LWNpfpKyknrCwWFikRVUxlcT8A0QCgwR8A0QDg7jdvbgsHXi9fTicnRjMTVjNbdQWlxFeWktZmMzbm83NnsLZmsHxaXteAsL+Nn2AM9sC3BV9wpall2OKz6A3zNJLDCJ2zeBK7yaYHCjlgNNSZn5/eOpSrDWRhMIjmsN2f4xoqH1xCIbCEc2aOf7x4n41+ONbsQTWEfEv5Yq12pChR3YT4/jP7Maz4IklaXLCRV3ETcN0BKcoNIyRLi0h8CSVmIlfVQ5VlMTmCDuHyfgG8MTHMMWGsMancQT3YjfO07Sv55E6QBmnQuvsOEXlkwu86PC6zQAvdMKPtN/9nHheUCY8QsLHsmCSS7l23u+ybbBK3jy24/ztatv48+/eoX+WB+mnFLKpKX84NYf8Pi3HuO2Kz/PX373Jr6zDTiyi2i11PP6L17jyzu+wAuPvszqtsto9K/D7ZkgFLoYj3+QFauv4Ve//hNf/er9PPLI7/nUp7/L+ecnkZVivv/DX/Olr/6IHbu+w5NPvkNt3Wq+eNt9bN1xBw89/BbrL/40iuJECAN/fPkoX//6w3zuSw9w063f5/EnXuXMs0PIsoOO7quY3HwzDz/2Z+pq9zBjpoUvfvEnfOObj3DdDbfz88f+yFlnB9CrHsKxNfzk0WfZsvPzPPrLFykt60NVAsycY+eXT/6ZnXvv4Gvf+glf/cYvmDW7ClUNcsd3fsXnvnQvX7jtPr53368RspmcnEqkVGFKY2ANH6qqZ4kkiqjTJnrUKiS5DkU0kS1qUCU/SnY9qkgwV5gIn38hd2208uoNF3JwdxaHtggO7RIc2jqHd3er7Nul4/gWleN7VN7YeQGrHIsQIoJeX6OpOsvvl65XpUqa6jZx4sQUx49NUVjYiFC1aros6jXXXtSjiFZUJcB1e7/PD3/4OI89/gznnp5E1dUhRIAVo1/gwfsf5zu3P8B99z7K7bf/hKLiHh784S/4j+88wj33Ps7A8FbWjt3APff8kvvvf4x773uMB3/2BN+79zEunvwsM7OiSFIDQm5J5UwCeLyrufv7P+dnDz/FVVf+O5IIkZ3Vqrn6aiVz5kTZu/cufvbwUzz55O949OHfsmfnfWTpI0hyAklq0BLfUhWqqEMnRRFSkhxdFV1FF/Hy9R5uXm7A56si31iLtbSOgKONotI6ysubMBuX4bB1YjW34ff2Ew2P4nEtz0DK6+7Fae/KnFdR1khRQTVOexeBwCB+/0AGnGnvMRQaxuvtw2RowWZpp6KskYqyRnyePkKBIezWDkyGFkqL61iyOE7eohiFS6tYuqQSY0Uz+XkJCvKT+Dx9hINayB4JjRD0D+L39mfu43J043X34nEtx2nvwmJqpSA/SUVZIxZLK05nGx7nMuyOHooqujEVhWktmcMre118Z6KeFQNX0LtuGy01lxHyrsPhHycQXpNptPb7x/H5xlJ5x/EP2BgR3zgx/wSh4ASB2AaCyc0Ewuvxe8cIBCdIhNZT71tDKK8JY5YNm2zBJSy4JSt21YlZ58A1P0zkgjrMM72Ys11YZBuOLC+W2UF859dTZRyixjtGNDiBJziOLTiGLzhOVXCSZf5JqvLasauuVPuPiYAw/hN5yn/MAsJEQFjwSlaMUinf2f0tnrz7l5TlFmHKKqV43iL+8tLb5OsWEr8oyBP3P0XZnGLMuUX4CwN87wvfxT6rnL88/hbFc/Ipm7EQ0ydMvP6LNwgsbiQeuwSfewPJ5Di/fe4VAv4+Au61OM2D/Oynz+HzDqOoJbzw8l8x2ZrIzvYyZ46FF//4Nr7QIIpqQUhGXnptHzm5blRdEYcOQ1lZE4pqR1GdlJQ38cQTfyJL56Sz53J+8uhzKKqNnGwf27Z9hZHhG8hSvCiSi0BgjDvu+Ck6xcojj73AeRc6mZnr5+xzEvzql/vRqwF+/J/PY7GsQJE8KLoC/vin/cyb7+cT59XygweeR1FKkZVS9l5/F23te5AlXypHmq6sf7inXOhFt7ZnOzuI0EXIFnVkixpkpQpJX818fZQC/Wl8c9TAOzcWcmD7LI7snslfd+v5614dR7dLvLtzNgd36Nm/W3B4Zy5Hr9bzwk4DZyuno6pVWtOpUo0sT98XUo0korQ0bmbq+HFOTp3kwgtrtR07olqbRpIjCJEgS59E0RXy5ttHOHz8BEeOHeWSjZ9Gp48gywEKCtp55y9w5PAJ/vz6W5SX1zFnbphlraMcZ4o//ul1LloUIi8/wX0PPMzhqUM88+zzbLvuM/x13yGmpuCnP30ZfU4QRdeIJBpRpRgPP/YMB44eY//hoxw4cJIsvRdVaURRWph/RpJX33iTQwfh3u//nO9/7ydMnYCnn30VWbGnBE3qkKQIQqpBEe3IUgRJ18T58nn84soifnKtE0dZGQ53GwFrH7aiZuy2ZSxeUktZaQtOexcOWyclRbXYLO0kE2sI+gfxunsJB4fxe/sxVjRTUdaIobyJpUsqKS9t0OAVGiYQGMyAMz+/kuLiWmKxlQQCgxlYLl4YpbiwBq+7l2h4FGNFM0uXVFKQnyQ/L8GSxXGWLqmkqKCaspJ68vMSFBVUZzzOeHQlVZVrM96mz9OH29mD39uPx7Ucn6ePgG+AwqVVFBVUYzW3YXd0Y7O14rI143Eup6S8E5OhjsqyJXxzwscLNwS4ZHCYweEbWTu0leXDt1C37FpijjW4/OvwBiYJhTZonqd/IrX2IW0ThIMTRPwThPzjeALjOGKTOKs24k1o3medZy2hwnb859dgzrZhVy24JDNuYcEnbPgkK25hwaXYsas2bJIFj2LHJ9nwSjYcigOL4sSc7cWxIEGtcZhlvvU0+Capd68hUtCGc0EUR7Ybp2RNeYvTiz7/WnD6poHz+zd+l/G61RiySjAoheTJZ/HKs69gmV2MY04ZxjOMLJHPwzO7lEhhgOceegGjvpBHvvIzblq9hxLpAvKyl2A8x4PpzChe1yrC/vVcfvkX2Lbz85jNTbjso9isA6xatYNtW7+KLFfw/B/2MWuul2xdFYps4emn/8gZZ8ZRFD+S8PDsC68zc2YIWSnl2FHQKVYkKYkq1SLLRp55+hCnz0vQ27+FjZu/hKJEyc318NvfvYGilKEqdhTZgSJX8PgTLzNzpo/77nuSwaHtSMKNXufi9Pm1KFKACy6sQ1U85GQFmXuakcefeJMFZ3jIzqngvf0we44VVTWRlW1l5owIspwgW9/MqUb4D/eTCyE1I0lV6KUIWaISnahFURIInZ15M5dyTdzGE1tsvHPrLA7tFJzYLpjaMZf91+RwYLueY9v07N+Rw4EdevbvERzdnc3Rreezsz4fnepINZxqDyBEnPfvEonS1HQxU8ePc/QwnH1WNULWGuG1fq06tNW4IUZW7ODAIdi69QYOHT7Gm68eR9X5yMpOMCM3QHvbRvbtO8Krr79FVlYxOtVDNDzMgcMn2L7jK2Sr1ahKhNu+ch9Hpqa49ZbbUVQTRUURTpw8wcFjR1lcEkXJ8iOJKubMqOGd/Uf46jfu4vW/vMexKTjtNBs6NYwQXj79pSOM9QAAIABJREFUxR8xdfIvvPTi6yhSIVlKGc/+9gAP/uczCMmBXm3UxsxUL0KqRRJtWpgvhxizXcibN1/Aquh5LClrwGnpJmoewGpupbS8juKCNqymLjyu5VpIbWjBYmrF6+7NQCrtfaZ/VpCfZOmSSiymVq1YExzKeJ1lZQ0sXhyjtLSeaHQFkcgoFWWNmAwt5C2KEQ2PEvQPUhlfjdvZQ1FBdQacS5dUsnRJJcWFNRQX1lBUUE1FWSOhwBDh4DCR0Ajx6EpikRVEQiOEAkO4nT34PH14XMszxaP0dYbyJkzmDsymVsylVdgMzdgdA5SWNGEssOHJP5tXbjFy51XNjLRtZc3oFrpW3ET/0F7G+66npuEqguGNeDxrtXxjYP2HLThBMDhB0K8VNByRSWzhMSKJjVQHJwidU41Zb8cqmXDKqQkbYcAn2QhIdkLCRFhYUi1AWqHFL4yEpuUfPcKKU7JilWx4Z4WpubCF8Nm1OGb5MSkmnDobXsWKT5j+RqX8XwVOU+r7zHglKyaplLtu+A7ttiaMumKcOiNl+gt57alXMc9aSol6IXd9+j94+ts/58uTN7J3/U4e+d7DVKh5WHJK+cqln2Xfk3/l4e8+QsW5boznRPA5Rgn7xvn8F+7huT+8xn8+8gyPPfEmP37kOR5/8kWuueobCGHgqd8eQ1bcqcq2iyd+9TJz58YQohJVifPc798gN9eNPsvIX98GveJhdu4AkmgkK8vOnd/5NTbLEL39V9M7sBdZruWMM2O8feAw37vvKe5/4Pfc/8AfufcHv+dnP/8DZ55Zyby5EbbtvI3nfvcu377zVyxYkECvBikqi/PYL1/gc5/7Fes33cKrrx/htNPizJ4VorikjoceeYUnn3qFsbEvoipO9GoNOrn+o8GZJafXbTYgyU0oWY1kyyUsq7iIn2+1cOC6mezfOYv9O+ZzYFc2B3cKjuyQmLp2BlNXn8nhbbkc3ybz3i6Vd/foOLhF4bVdXs7Pno9QU66upL2mG1u111pkOUpD4wZOnoQjB+H005JIcj1CipOr1qFL7diRhYPfv/gmx6cgJ/sc9u87zMljoKgutD0lHhYs8DI1BfsOTHHmmS50coBbb76Tw0dPcMEFQfTSMrJ19Xzpy9/j8NRhrtv7ZSThwmHr4MjhE+w/cJI5c43IqgdZ8jOx7jaOHYdFi5w8+eTLHD8J7R0bUFUvkmRn+947OHT4ECeOnuA/vvE0Z58e5qwzI8ydV4mkxLUeNqlS60gQSWS5AVmp43RlET+/3M5PLi3Anl9CeVkrIVMnLksXRc5qSktrcRn6sZs6cdq7MJQ3ZaCZBmZV5Vp8nj4M5U2UlzZkAFe4tApjRbMGsJTH6fX2sWRJgry8OOXljcRiK6mqWofJ0ELh0iryFsXwefqwWdoJB4cJ+AYoKarNeJ0F+UmKCqopLqyhtLguAz+Xo5tYZAXR8CiJ2Cri0ZWZyno6leD39hP0DxL0ax5uWUk9xopmDMYODOUtlC2NY62ox+3oJ39pI3n5UfKXWLit9xyevr6CSztX0z+ylYGRG1kxvIPhkS0MD36Gvr6bqG+4KrWCYwKfbzy1AGwSr28Cd3gcT2rjpC+g7RSP+MZp8k9QVdiNN9uNM9Ur6RXleEX5tBDaij8VUnuEEY+Uhp0xFQa/H4BuyYxLtuCUrDhkGy7JhFcY8AsDflFBIHXd9LzlvxKcXmFMgdqCRSrn+zd8lzZDI64cK27FwiL5DP78/GvYF5Rx69guPrnyk5TNWUKhdC75cxfy/M+exJqTR7m6hHL9Ysy5ecSNcV579i2ipjaigVUEveu49pqvseeGb2KyteN0j+ELjVFQGuOss9zIiolfPnkYWfWhV1qQhIOnn3mZOXMSWrVcRHn6+TfIneFGyAUcOwbZOhd6pRm9UouQC/ndCwfIyS5jeMU1DIzsQpaqmDvPx7MvvoGiq0CW3ciyG53OyfkLA+iyXOh0FhRdEVl6FwZTB79/8V10unJee/M9zjw7SpZShySZePyX77FgQYJ58+IIUYZOCTBrVoLPfeke1o19ESHcqMr0pW1/Y3IoR+5BUpoRumoUyYTl3E9w17iVA3tKOL71NI7sEBzaquPgtadz4Np5HN6p4/BuwZGdMod35HJwey5TWwXv7pJ5b/scDuw8jc/2upkhBxBKDe/fJldzCpqSFsbW1o0zdeIkB/fD3DkxZKUKWQ6hkxzMyokhCz9nnOlg36HDfOYzX0eI2by3769MTU1RXtGJqsTRy/VkqT7eeBOOn4S6+nHmzozy1htH+MWvnkWRC1BEDYoc4ItfvoOjJw/w9DN/YOfef+PPr+/j4HsQC0yiSo1k69sRwsSzv32FA0eOkp19HhPj13LiJDz86MtaY6/cQE6uk4d/9iLHjpzk5Ek4dOg49//gl+j0Js2zFC1IUiJVGKpEEkFm6hN0lBfwyqf9rIuWUrAwgbekmqixDZu/h7PLHBjK6vEYu3BaO3A5ujFWNGMytOD39mcKL8nEGiKhEcpK6ilcWsXihVEK8pMULq3CUN6k9VhGRgkEBjGZlrFoUZT8/Eqs1nYikVGSybV43b3k5yXIz0sQDg7jsHUS9A8SDY9SUlSb8WDT4CwvbaC0uA6Xo5tQYAinvStTUQ/6BzPwTIfwkdAIfm8/fm8/ocAQXnevBs3yJoyGdspKGigrqsRiqMNl66awoIkLFyVZXJgkfsFMXvpUCbdf2k5H23pWDVzHqqGtdK29ghX9n2Zo4CaGR26iZ/kuklWXEAiO4fGsIRTSti66wuO4guP4/JME/BuJ+DdQ7R7Df14jJtmBRbZhly14VAsuoY01et/XX2nCLZlwTTN3CqBuMf34qcq3K2UaYA0pYBoz4PxbxZ5/CTglYwqgFqxSOfftvotecxs2qQK3ZKZczeeV37xCyaw8fvHNh4ha4hTNyKNYuYCbN+3l+R89ToXuPA78YT8LlQsxnlaC25zgxecPELV3EQmtI+TbSH3DZTzz3BvYnUM4XRsoKlnO1771AMmqDciykV88eRhZ50bVNZCTHeHJp/7E3LlhdHI1OjXB8394g5kzPZy2wMmx47DwoiS5uTFk2cWivCjP/PYlZKmYnr7LGF69A0kKo9f5+eJXfkB94xYk4UGni1BRsYL7H3iW3NwYL754mBkzS5kxw4eiK+S5373B3Ll23n7vGDp9BbIUQJLyeOudI5xxVoj+gRuZWP95JKkcSTJisMb5t9seR1Ec5GRXc2pWPb1jfRo4FX2ELMXLJ/TncEtPMe/e9Ammtqmc3DGLg1fP4cDumRzcOYtj22dzfPsMju/Qc3SX4OAewYE9Ekd2ZnFot8Lhndkc3TaXt26xsWTmfCSpKrVhbvrO4xQ0RZ1W/FFi1DZuYOoEHNgH8+fFkeQgQpTx8E9/z0svHkeWy7l6y60cOLqfA/sP8/ab73D8+FHgEPfc+zSScCNENTOyqtm+65scOnaSb/37g5QUNXLiOExM3EiWGkIWNWTpgnz28//B0akTvPzym7z46qtMnTzBpskd6IQPSSxHEV1cdFE1h44c5ejUUf7yxru8/cYh9h14l2PHQJUSqQknO3pdAW5XK88+/wrHTxzg2Mn9PPnMS+h0PlSpIQXNBlRRg04X4myxhDtX+XloixVzXgkVZa0EyitxGdsw2tspKInjcXbgtrZisyyjuLCGvEUxraBiasVp78oUYRKxVVSUNZK3KMbSJZWZQk5BfhKXoxufrx+ns5u8vDgLF0bIz6/Ebu8kGBzSoOobyOQvY5EVOGyd+Dx9xKMrKSqozkC1ID9JcWENFlMrxopmbJZ2bJZ2LKbWDMzT3mU4OEw0PJopEKWLRmkgp/8ddmsnhopmDMY6zOYG3PYO8hcmWLQwQX5BDabFXu4YL+FXNzi5dHAFa/uvY2RkO51rr2HlwA2sWnEDA0O7GBrZy+DwHpb37iJZtRmvbw3B0ASe0Li2YdK3gYB/E0HfeuLONZTPD2PMdmOaHcJ1WgyL3o5TZ8GtmPBIqWkbSWvlcX8Amh885poGS/f7oJhuVjf/D4XnHwSn4X3gvGfHnfQb2vCpVoLCgUkU8Odf/hnXXAPW2cW89+p73L37dl7/8WuMVa1k/0vv4sgppdbQxtsvvcvdX3uYP7z8V3buvp2Ia5RAYBPh8BXYXUNsvuImXn1zH9++69f85vnXGV51NVl6H0Jy8uvfTiHpvShyI4oc5OFHX2XuXK39KEffwCOP/YU5M2sQUilvvAkP/uhl7rzrT9x515947vl3mDPLgyoi9Pdfx8o1NyFLYWQpyey5Vv7zoT9w1z2/4N+/8yseevRF5p3uJUffREPjFn734l/51Ofu4clnXqJ/4HpU1cOWHV/lmedf54u3PcBvX/gLt3zmHpbmdyPLZh565E/c++Cv+dy/3cdzL7zHjBl+9LrK1Lhn1TSP8wPFobN181jpO483Puvk7Wv0HN+ew+Fts3h3p8rbuwX7dqns2y3Yv1twYKfg4PYcDm2bwaHt2RzbJnF0m+C167OYunYGJ67R883VRejkAhSlITXD/sFG8/Ru4wYkEaGh5WKOHT/Jvn0wd04QVe9FzS7g9dff4xtfe0xrV3jpLfYdBJ9zAHv5AJsmt8HJk7x74AhCMpClNCFEGIenk2Oc5NdPP8Pll1/HO389xFmnh9CJShSpElm2cNuX7+X4FGzYsJPy8iaOHz3J1JETLLwgiirHkeQwu/d8i6mTR7nkku2U5rdgLK7j6NH9HDl+ksWLWxDCzIrx7bz6l/eQhJFsKUBf95UcPHSUg0dOMGeOg+ysGoRUiyqa0ItGdGoQ79nn8treKr60yojF4sZiSWIzNWB09GMoasa9tBuLZRlGWwNmowbO6blGs3FZppJdVbkWv7c/A8vFC6OZXKTT3kU0ugK3ezmLF8dYvDjGkiUJbLaOjCeaiK2icGkVhUurSCbWYDK04Hb2EPQPZr4zDeV06O529uB19+KwdWKztOP39mdynOlJolhkRcbDDPgGCPgGcDt7CAeHKSupx2puw2Zuw2RqobiilnJTHTZjI2VLEhQujFJaWEVBUTs1C0/ntzefyadXNrCm/3p6V+6md8UeRod20t9/LYMj2xka2cXQyB56+3cyskLzQKOx9QQD4wR8E/h9G/EENuMOXUwwMkHQ0keNuZ8651paPRNEFjZhzrbiyLLilIxac7psxiMseIUF3zTzpszzAfNmGs5P5T5dwpYyrciU9jL/9cUhE55p4LSLcsqzllIh5eNTrMQkN35hwKSW4pAKceqLWKQ7H/OMpcRyTJSKPMrVfNy5TvxFHQScIyRiY+QZWrAHVhMNrsfl20QgeDXh6GYc7l78gZWcd24tM2YYUXUGVDmBLCVQdAZ0OWEUeRmKXImq2hDCg16pQ5EamDEjgk6qRZKsvPQSLFhgJSfXQm6ui/nzKpFEHJ1YjiJVISsmcnMbEKKR3BlR9Fl+Zs7ykpPjQpflQ1ad6NVWdGqcrCwnM2ZE0et9COFFJ+rJ1keYkd1Abm4Unc7F7FlJZug7EKIKnRxhzuw4ubkhZNmFTqpGL7Whl9tTwJwesk8D52dWjnL7xh5uXx3ke2Nh7l5XyV1jSe4cj3LnRJDvjsf47kSY706E+O5EhO+OJ7l7LMn3xir53niYOze4+MamMN9aX82XJ5uw5eUjyabUbvAP5AWEFq4rcuq4VMHuPZ9h//4DnDwBa1ZfRnVVJw8++CgnT8LWaz5LVdUQU1MneeihJ1DEIiRRyMzcRXASjk0do7Z2BdlKGCH8nH5GgOMnT3J06jhHj03x4INPkKX4yFKqyFLCKMoS7v3BQxw9dpKrr74JRcrnm9/6ASem4KmnXmb27EJk5QL++Kc3meIY8+cvIje7FElayBtv7efoiSl++rOnEeI8vnTbAxw6fpLO7jXk53v5zGfv4NAheOrJV9HJFrIlbbxMZIWQpBgzRICtsYW8sMvO8nofJZYYJlM9JmMLZnsX5SVNWEpbsds6MJtbMFY0k7coxpLFcfLzEpSXNmC3dmSmc9IALC9v5MILQyxZkqBgaRUGQzMORxex6EpCgSGWLI6zeGGU0uI6bJZ2goFBLTcZXUFFRRMFBVU4Uu1KdnsnLlcPS5YkWLwwmqmgFxfWUFJUm8ltpqv9Ad8APk8fkdBIpsCULjKl34cCQ3hcyzOwLS6swWHr1IpaljbKKxqwmlswljVQUlBNwZJKivISlJ1n4ZkbLDx6nYfh7ksZHbiRoRXbGOjfyeDwLgaHdzIwtCvlee5hcHg3g8N7GBzeS1f3TkKhcYKhCaLxzQRCG4lXXkbQN0HUN0nUs4GYdwOVvglqPWvx5zVTke3AplixiHLMohyvYiEgTESEJdN47hWah+lMeZnTJ338KYi6hRV3SkBjuvjGqRzkvxqcxsx3uFPTQy5JS0P4hZlgJg9agVdU4JQrcAmj5k3LKY/1rKTWyhW5mLB3AyHferyhCfyh9Xj9GwgEN+P1jxGMTOByj5GbE0eVQ0ginBmc0eTgUm2FogpZiqcGQxo0kxIochIhnBw5CkIyICtBZDmBJFWmxIOatUWGcjy1m6sBbXd6MjWCmTK5ElnUp6LbtLBHKtIVtSmhkYYUCNO707U96xmHTlRn0onaM9ZPa35Ph+zTWJYrmZkhWcgRJnKF9v59Jmx/1+YKC2cJI2cII/OEmZnCjk740Ek1CNGIJFr+JjhlSZtFv+aa2zl6FI4e0WzqOJyYgsOH4NBBWLVyC+++e5SDh+DYca2AdN5Z1Rw/CvsOwNRJOH4Mzj+nkyxdParq4ee/eJ3jJ2HqBNTWXYEkQuiVBlQ5wn33Ps3BI3D0OBw4ABs2fIqzz3Vz8Ci8ewCOTsHvfv9XDh2Do8CR43DOuTFe+/N72jVHtePfuv03fOWrT3HkBBw9CfsOw/7D8Ozzb5Od5UavxsiWGlCkJELnRdInWCAZeegSDw9fbcXr9lFsqaG8vBGTaVmmQb2srAGLpQ27vZOS4jry8xIULq2iID9JSVEtTntXJn8YiYwSja7AZutg0aIoeXlxlixJZEYwve5e/N5+Sopqyc9LYKxozoC3Mr6acHgEh6OLJUsSmEzLKC9vxO8fwGptJz+/kkUXRSgurKGspJ6SolrKSxsoyE9m7mM1t+F192bGLYP+Qe25QiOZvKff258J49M9pxVljdgs7Zmw32Rooby0geLCGuzWDkqL68i/0MuiM51sbz6H5z9VweTyUVb2XUf/6NUMDO1OQfKUnQKn9n549AZGV2oeaCisiXX4/Vrjtt+/gUBgM4HgZgLBDYSCE9SEJqhzrCSe30rl4mbsM+xYUx5oULx/msclmbHLHwZnulDk/oAH+r/OpFNz72lzCzNO2YxLNuMQRkJF7YQi63EG1hP2XkzMs4FgYAJPcBKff0NKUm6cYHiSxXkdyLIfbf78w6I874s2Rb02QSjq0NTUYshKhInJu1F0gRQI/+em+f47I9RCqEmEnEDoqjRVcjX5fpMTf99S6kmSaEtRukarnotqsuRG/tZiNm2IvxYhKsnNiSPJZQipFCFKUJRyVMWIJCpQZSNCGLTxK70JIcoRwoEQYYRwoMsqR1YL0amelFJKPTpdJTkzfQhRgqpakBUXqlqVerYkQrKg6ksRYjGSZEAIJzNnhZEUA6ctiCHJDmTZrj2LzoCQTAjhIisrgRBGhFiEoi9j9uwEQri1ilyWDUVnQYhSZMXNrBmaqr32lzau/QVVkhTOu4A/fSrMZ0eNmCuCGG3NGI2a12WxtGXGJh2OLg2cRbUZT2/pksqMx5ipVqdylS5XD4sWRVmyJEFhYXUGnOmwO52nLCqoxmZpz+RJQ6FhwuERFi2KEggMEgwO4fP1Yza3smRJIuPlTn+OkqJa7NYOPK7lBHwDREIjpzzg1HuXozvzjD5PX6bS7nb2YLd2YDYuy8DSWNFMeWlDpiOgtLhO83QXxbAsrSRRvoA/3lDErSvaGendQvfotQyNXvchcE634VEt7zmy4nr6BnaxYuUtNLdcTTgyicu9mlBkA97QBtzh9bjD63GFJ/D41xEKrKMqME6dZx2NZb2EzklilW14ZVsqXNc8OpdkwimfKgylgeTO5EP/F8Dx75hbmHHJ2nN6JJOmtiQZcMsGnIoBu2LCNcdHjXcl3sgE7shGAv6NRL0bCAbG8YUmCIQuxuPTVJNcnrXMn59EloJIIpoR3PhocDZkBIvTOptCBJGk2AcKyP/LwSmLRGrbYhJVpAo6mQ2MlalWpb9tkkgi1EqEGkMoEYQSRqePIkQYSUTJUus+BE3N20y50XISIcLo1CQ5WbUochQhIkgiiiInNBEApRJJ8iLLcVS5URthFJXMnFVFVnaEWbOaUOVmJCm1h1yE0OmSKEo1QomlGtE1iSpZjqDXh5AkH4ocRdUlEVKMnNxaFF0V+qx6JCU9LhlCl1WLEFGEaCBnZgPZM6MI4dL6UZUmNAk8LZGsz67VGmdzlqFJYSVTeZp6FCVJj/MiXrihlIlmO05rCxZLCyUldZhMyzAaW3C7l2eEOkymZZkqdlFBNUUF1ZgMLZgMLZkQORDQ4Ofx9JKXFycvL05xcS2lpfWYTMtw2rvwefooXFrFksVxLKZW+pZfS1fHFdqMeVhrWSoursXl6sFu78TvH6CiokkD8eJ4ph3JUN6EyaA15Cdiq0gm1mTAHPQP4vP0ZRrebZb2jEfqcnRnCkNp5aR4dCV+bz9OexdWcxsmgzb2mZ+X4ILzAiy8MExRSTOGhVHOu2AxL+4o5pFP1jK0fCMdK7cyvOL6D8EyHbKnwbli9XUs79vK6MrrWd63naGR6xgavoHWtmvxB1bhDazDExzHGZ7AGZ3EGV6PMziBL7QBv2cd9c41WM5KUp7tpkJYsSlWnJLlVEFI1sJ1p2TFlWqW14pCp8Lk/62WLmSdKmIZ8AoDbrkcp2yiQrYRKu4iEtBEnQP+9QT9k/iC43iCE/gDGwiENhAIbuDCi5Yhy160RWzxD4WzH4aT1k0z3bTfnyhZ+sb/FhT/5z1O0cg/b/UIKYqQokgirfScTOUHWlKe3sf8R4q6v2tCqkdINQi5CiH9P+S9dXxch5n9fWFGMoTsxI4ZZMmyLJaGmcUjZma0ZJFlySgzU5yGOWnaBoq7W9gUtm3aprBpt5QtpGnKccAo1vf9486M7VDTbfvur9s/no+lO3dmrmY8Zx44zzl+BLEQRey4EEHKRhAVyfuQerzoRxBzEESFOC9I2QhSHoJYHLhfXiAbzEMSChXhEjFPOV/MD/ycF3jewsCxwkDkXpNt5wb+/lIEoeSac4NRgCBmI8sZzBMrmCPYuL8tju8dXU+h14lRU40xtRyttpzY2NxQf9FsriUxsZDY2NwQ8TzYY9RrK0hJKsagU8pwj6cttI8eE5NDVFQGiYmFJCQUoNcrmWVSQiFrV3tYstjMksVm1qxyo9OUMzx0PwZDFU5nM+npXaSklJCcXIzP10FMTA4xMTmhLDBYVmtTy0hNLsHrbguJe/g87VjNdaGMMgiIqcklIc5mkCgf3CIKrmOaDNUhilJSQmHo74zbmMvGuFL08bnEWsr4j4Fofr3PTG9bNw19x2hoOf4OwAxGR9cZpWxvP3Y1rgPZk7S0nqK0aBSHoxuHuw+bp1/xdvdsxezaiss7gtewCW1kGenxDaTc7MVwiwfdPBupKh2pogaryohJNmEQTegFI2bRgF3Q4hJScAjJ/+vg+H7hFDS4BR0uQYtH0Ab0QVOxqTSYRA0GwYRhQTpl3hEcxi48bkV6z+obwOIbxO3dit05iMncx/z5PiTRGRAk/ku1c3NRKD4F18Q/jlWOEDJXe9fIRJAy3juEbOYIxYQLRaiFAqSA9LwQinc+4XujfN47QhD9CmhKfgWsQseCxxWnyODkSxJyArp/AbCTcq8Bx4JAqRDkZAWM5cTcq8AXesw8BLHoGiAMgPe1IeZdA6qFAbDMC4B1NoKYiSRkIAi53C7H8/zuFJ7bm4BR50WbUoVFU4lWW05SUhFabTmpqYq+ZkSEj4gIH1GR6aHhTEJcfojPGZx+Wyx1WK31eDxtIQGPxMRC4uLylAGRoZrYGD+REWksX2pj2RIr69b60GnK2Tb8ICZTDQZDFRZLXSjT1ekq2LjRT0xMDvGxeWhSSkO9SL22ApulHp2mPERN0qaWhbLKIBgGs8ggfSq4Ux8s1R22xlDmrNOUhzLUIJA67U0YTfU4zVWkuNvYl76Ui0e0jHTV0dyzn4bmdy/P2ztP09Zx6rp+57tFa+sJulrP0Np0kvy87Ticm7E6e5XBh2crLvcw6Z4hMt1bKPBtJc+2mWJrD4WGTvwpTeQl1JOxugjzbZm4VxZjXZSLca4bi8qCKwBI/9vg+H6h9Gs1uAQ9dkGPWTZgmmshbaUf/Q1OHDdlkRLuwhZZSZ5nGI97AJt3EEvaIFbfoGKK595KqqYLWXYiCV6UqvW9RX+vRnD3O3ju28HzHwg4lezr/cL/niELeaiFAtQhdfgsRDENQXIjSE4EyfuOJ7weLIOTrHcPQQyCkD8AXtnXuGjmEvQnutpSCNKcCgLg6keQspWpnJQZ8E3yB9oQ6YFpXT5SQBVKEjORpDTluoTia/oxgd5LMBsWc5DELELN7AAvVQH8wJRPzEIlZyPIGSTcsI7fnTTzWJ+eVE0uOk0FVq0CnMnJxaHyOiGhgMjIdCIifKFsMylBoSYFqUZ6bQU6TTkaTRlOZ3NotdJiqQtJwplMNRj1Vaxb62PVCifLl9pYsczO+sgMUpNL2Ln9EaUPaq3HbK7Fbm8MXUdSUhGJiUr/Ua+tCA1tPK5WEuMLQn3W1OSS0J588DqDJb1BV3kdLzS4/WQMkPqDZXpGWhfJiUWh0j4oOJKUmEdySj6J+gqcK+YycSaVQwOVtLVvo6X5DC1tp0KDoGC0d56msflooGQ/+S5xDXi2nKCl+Tidmz5KgjPTAAAgAElEQVREU/MpcvN2YnP04PYOYrH1KKuczl7SfUNkeobw2HtIc/SS6ezH7xog39lLrnsLeZ4Rcu1bKDb2kh1ZgV7WYZX/3x4OOQQNTkmPSdSRIhkw3ZZBZmIDpb6t+B29FFkHyNF14U5tIc3Zi9Pbh907gNOjqN87XP04XUNsjG1GFBzK50jIUsTHPzBwXgueQQD9xwFNJeO8LkN8ewRL3/cKJbNSSubsQIZ5FXTfvqb0DuAUcpWNnveIEN0g5EWSjSSlB47lI4SGUdmohLyrBmiCUiqHzpddyJILSfAiC2moRC8qyY0sZiILhchChSIqIiq75AoIFwciP3A9eYFzC5XfxczA/XMC5xQiCwUBcM5CJeQqU/U5HtJXreP8KQs7ixOIT/STkpyPMaWUlJSSkGpRfHx+iKy+bl0aifEFJMYXXMflTEkqxmSoxmapp6hoK0ZjNUND9+FytWA0VrNmjYdFi4xERWVg1FeRnFhEZEQaS2+3sGqFk6h16STE5bN752MYDFVYrfUkJxeHsk+TqQatVmkhpCQVs3FDTiibHOi7i96esxj1VditDZQWj7BurS80PQ9mm0Z9FTfMS2TNKjeJ8QX4PO001h+gtnoPmpRSpRTfkMOKZXaKC7dSkDdIuq8Ti6mWhLh85TF0RSTrirEYS3EnpnDxZCL37ayks3mQtpazNLeevC7T7Og6E+pxXktLUuJ6AG1uO0ljxwnq249T33KMxrYTtHadpbbpBBn+rXjTB7E7NmN39ir+QR5F+NgRUIq3u/ux+fqxpg9h8gxhdQ2R4dhCgXEThoUujLL+r9wQej/K0p+nM72TAnX9bRYxFUuYnlS1EceqfAodfWR5h/BmbsOeuRWrpx+Xr5903xbSMoawe/twegbwugLCKb5hHM6trIusRZauZpvSO0R/3y7+e61zpFIlCsK1CkTvdv67/f5ej/1OseHr473O+XP3e0/g9PPXRTbXu1Hm8rez9337N9M7U33lTcvk6pDr6vROJWayankh2tRyKiuGOLD3CdyOLYiCE7UqeK3BMiH/mucI3nbtmx3kcl2rzfduf7fyZghCJqKYj0pIoyN5Ob++w8BAjQeHoxKzrpKU+MLQnnlwch0EldTkEiymWrIze6iv3Udt9R7SvB2UFo+g05TT3XWanKzN2Cz15Pn7Q0pJPk97qMdo0FWGJOGWLbGyfKmNqHXpxMfmsWPbwyHCemP9AbIze9BrKyjM34LH1Up+7gCalFLy/P1sH3kIvbaCqopdrFrhJDIiDYOuku0jD2EyVFOYv4X83AHSfZ34s3upqRpFk1JKdmYPyYlFJMTl43G1Uly4layMblYud7B6pYvbFurZuCEnxPNM93WGCPe1tfsordpOmrGNmPXx/PyORL48UkBX3XaaO4/R2HokQDv686X5u0Xz+0RL2wmyc4axOzbh8vQFvIuGcLmHsdkGcTi3KC6crj7s7i3YXNvwOndSYBkmK6IanWTGLFiwihacohlXgAca3HN/u6zc24WI7VIKTlExaVPoTkbcoh6bkIxH1mEPmLtZBSN2wYhH1OMWUvFKZmyiBZOYiklSwirqsAt6XIIej6DYAXskHUYpjuT5dnJNm8n2duNyDWGxbMPl3U5m1gEczj68np340rbjTt+M1daP27MNm32Q1NQBli+vIEwdtPS9hmIk5Ae2Bb1Ioi9QmQZvS0OSnQhCupJgyelIam8AQwoQBA+CaEWSFaK7KAcNGxVPIEG2IYY+5+koRnA5gc97NqLoQ5IciGIxglCJKBcGkr8iBZ/ENASVB0G6ugmk+Bx5EQRFhe0vAs7/7ZT3r49Aj1PM4HqGfy433+zjjTdhchomJuHNNyfJy9uBSuUIvFFZgXh7Fq0cv760eLtCyvt/KQhiBqJcwHwhg52utfz8jJaGXBOpqblYtNXYjXVER2WyYpk9tPlz6wIdty7QERvjJz42j5yszSTGF6BNLQuV3JqUUrYNPxgSGw6WxXn+fg4ffJrhofvJzenjyKFnSE0uITbGz8rlDlatcIZoTaO7Hqe8dDt5/n4qynZQVDCEJqWUnKzNVJbvJCOt67o1y9UrXaxa4QzRizZ1nmLfnifJydoc2klP83aEhknJiUW4nS2hEl2TUorH1RpSUYqOygw9VnfXaQy6ShbcoiE5sYiINV7iEoro7D5DrX8PNns63z8Vz3d35NBdt5OmrsO0dBz/H4PmB4m2jjuorT9CesYgFmsXDkdfQL5uKw6Hov/pdvUruqDuEVyOrfitAxhuTcMgKoLFaZIFZ0BZySYoU3iDfJX/+V7hUenRixtxzNWiDd+IRZWMUUjCIWkDYJqCQrQ3YxeMOIUU7EI8VkmDVW3CISbgEBKwCynYVcoGk1nUYwwwAZyCBpMUR3yYBUNUBWnuFpzOXjzu3Xg8QzisA3h8PTjsW/H6RvBmdONNG8FoGWLx0hwk2YIgGREkM4LoDHieZyjK6YJScSoq6ukBgCpBGRKnIwhpyGIFKrEukISkIQslKMph6cyZk4VKLFeAU/QiSi4Uw7YyFGHha5OZoE5mfuBYBoLoQRbKEYQ8ZJVPscMQ/YqPmSpTqY6D5m1CLoJgRxCuAfN/FuAUxGsz32BrIQh8mdx0Ux6lpSexWDtYszqbG+Z5EYUMVHIpolgaOC8jEJnXAGlWYOh0bXaZx7uppLz3taUjSNnMF7ycLErg52d0FLtTMZuq0CVWUJizhcT4Ajasz8LtbKGj7ThtLUdpbjwUstzVpJSSnFgUAr3IiDRslnoi1nhxO1soKhhi44Yc7NYGSoqG2brlPraPPIRBV0ln+wnKS7cTG+MnYo2X1StdREdlhkr10uIRXI5mCvIGyc7sYcN6hfTucbVSVDDE0OC9bNyQw8JbtKESvDB/C1sG7qFv850hAZK2lqMhonuQv5mSVExm+qZQz3P5UhuxMX5Mhmr2jn44RJMy6qtwO1vI8/ez9HYLy5fauHWBjuUr3SSllhC5yIvRnMHz+2L4rwN+NtfvoLXrGO1dV0Hz+hL9bxVKWd/WcQd19cfIyBzC4dysGLm5B3A5B3A7FUFlu6cfm7OTDHsz+uV2klSx2MIVeo9TrcUmpGATNFhEHSZJH6ICvVe4RR02VSopqg0YFiVS76igx9eKRozDIRkJrlPaBZPCy5QTMIZvJDUshtTwRExyDGYxFrOYgFFKxixpMUo6jLIWk6TDJehwzjdiuS0XfUQpuZmt5PqVBQG3dxOZWd3kF/Tg9QxgsXZSWDKI2drDjTdmIUpmBNGCINmQVC4E0R3wEUpDFIJAWXg1mRHyUNwqCxGFHGS5CEEoQS1WI4tpiKIeWfCgEjJQq+yopHRkqQhRyEdWKRa/CnDWIgqlytA3mIEKeVfZNILStguZvcnZzJ1vJHJjLrJsRRSVClChJZYhC4WoRB+r1xSyNqIEQfQhSkX/RMAZegELr39RxWwEUXHNE0U7ssqMJOqRRS9zwgqQVAEqUsCKWBCCmWZ2AIQVQv076RIFgf8M7/Qgece1SekIUiY3CE7uq9Px7dFITNEruH2Jjei1OVj1ypRZpyknO7OH0V2Ps3f0wxzc/zGOHn6WQweeYtGtBlKSikMDoZKiYQrzt2A1K9lqb89ZbJb6kLycUV/F6K7HyfP3U1m+E4uplvWRGaHyONh33D7yEB5XK2Ul29i141E62o6HSO4ZaV04bI2UlWxDm1qG1VxHuq+TirId9G2+k3VrfaT7OkODnqyMbjyu1lB7we1sUVY7nS2sWeVmzSo3EWu8xERns3K5A4etkfWRGSEKks/TzmD/3aT7OrFZ6mmo209F9W586d2kROVjMOXx3PYN/PR4Bn2NI7R3naS96/pNob81cDa3HaW1Xfm5sfkYLW2nKa/Yjy+tD4ezB5dzAI9zK07XIA5fN/uOPcHpE49ydvRDHBs6ypaGIXKSsoiRIrCGJ+MQUvAKWtICSvBWMQXrNV7p14WQjGu+Hk+khdnxWWYnZnn9l6+TKMbiUjsCwKsILlvEFHxLjJzuO8jxvoMc7TvCoZ4DnOg7yolNxyiK8mOWFEtit5CKW9DgkHQ4b7ZSax7Cl9zE5NgMl69AXEIZuQWbmZyBP7w2hia1muFtD3NlEh58+GtIkhNBsBDcDlIytODnIB8ls7yWgnit9USAxSKmEx6eiyTZ6Os/y+CWA/T3HWNw82nqa0eIT6xEEEzMnaPwsZWyPDjwDc5d8t72Oc8OAKcCfLKQjSA4OHjsSc6PQ27+XuSAHY4y7C1CEjJRSRompmFsCpTFmr80aft/AAD/krhuuCQp3sqynIck5yHL+YhiAaKYGxgclSLLBUiSB5XsDhhA5SDKWUjqHEShGFksUZz2VMo2g2JJXIgk5qNWKUOp4DfaVcpE8Bv1/V5YpQczTzDzRLuZn53WUJnm4pZbLJi09bhtLcTH5uGwNeLP7mX/3o+wc/sj7N/7EQ7s+yhnTv0LmembaKw/EOol5ub0ERmRhja1DLu1gW3DD1JRtoOkhEJamg4zNHgvRQVD2K0NrFvrIymhELu1gcL8LVSW7yQ6KhOdppwd2x6mIG+QTZ2nOHzwaUa2PoDZWENB3iBuZwsVZTuwmuvwedqxWxvISOuitfkI7a3HMBtrcNqbqKkaxWlvwmquoyBvEIOukrqavVRX7qaibEdok6i4cCvRUZmsXe1h1Qon8bF5IT5ouq+Tjrbj9Pd+iIa6/bQ0HWZz9x1s7j9Lb/+9OLTVGK2VfKx9Jb8462GgaYj2aybk1xLf/6YR4oBe5YG2tp+itf0UFVX7Sc8YxmXfgts9iNXdwh/PTzM5OcvkmxNMvzXFzDhweZaTfUdICovGPC8Bi5yAR9ZikhIwquPRq+IxhSeTIsaQEhZLohSDfm4SJjEZjXojn7n/GWZnZnj26afQRKSSHJaERTRhEbU4BD0uwYBZTiIz2gGXZ2EcJl4fZ/rNaSZfn4TXYVvhEFopDpOcgF2VhEWOxzgnmfg58WTGNlPg6GZibJrJGUhMLiG/uJuxyVneOH8Fs7mejo4j/PTnv2HL1gcID3ME/LccSFI6spyFLCt9yzB1Fmq5GLWqCJWchSz7kGQHksqBJDtRqTKRJb+ifCbaEaVUXjt3ganpMc6/Oc7YRWV1+sok/MvnXmT+DRbmqnNRS4WEyVmK2rucgihbkVQZSHIWgqg8tyrMhyBmoZJKCFflo1Y5Uats9A7cwQ9/9jI2Ww8qoRi1yos63ItK5WV+uAtJXM0UMD4DgpAcGFT9kwCnIHhQqbzIkp2wcDdhardisyHlESZXohIbEIUiZDEdteRCFn0BmpNS2s8JK0KtykYlpSOKNiTZrnDTRDei4Aq44SlN43B1aQA4/R8QOJVh0nzBxGOtWl69x8KRLf0kJFWT7uvGYqyhomwHxYVbcdqbKCvZxvDQ/QwP3c/orsc5dOApkhOLMBmqqSjbQXJiEQN9dxEdlYk/u5d0XydOexPa1DIctkaaGg7S0XYct7OF7SMPkZpcEhLTaG89xrbhB0NCHVsG7qGl6TDNjYcYHrqfooIhqip24XW3kZvTF7LAsFsbOHLoGfJzB4iOysSgqyQ+Ng+ToZqSomHSvB30bDpDb89ZnPYm6mr2cusCHTfekERh/hYW32Zk44YcFt9m5KYbkkOAGVRO8rrbsJhqyc3pIyOti+0jD9FYf4CunlNs6r0bt7EGnbGOj3VE8au7rfTX99LRfIL2AAXp79HffEf22Xo8RHNq6zhFc/sJmtvOUFxwEK9rCzZXPX96a4yZyRlyTFkYV6eyrbEPXp+BC5C6KI7DXfs5uOkQhjVmPn7qKUri/WhujCdno4/H9j3Ev93zGU5tOYF+uQb9/CQcS4z897d/wuz0DPfddQ+dpW1o5iZiEXSYJUWk2CPosEiJZMV5YAJ+/dKviF26Ad2SROzLtdiXGjDcnEzK/HhsqyycHT7Ls/c8w+mBI2iXaXHF1eMzNTM2McXkLCQnl5JftJmpWXjt9Ss47a1UVW9nYHg3aVktqFVmmprP0tS2j9Vrs9ix8xHue+Dz9PQdZ+GtFsLDHYo9xVwzdbVnuP+BL3L4yEfQ6etQyWbmh/sD5XIWomDitdcuMjsLSxYlsnSRk/T0Xl7+9R+ZnIVnnvkmKtFBuJRNakoDx44/yoOPfJr+obMsX5nNnLluGpvupLP7DqKiSwkL86CS/Pjcw3RvOonPvQWXu4Wu3i1ERRYyV1WMSk4lPXsTd975r5w4+nES4h1MTI8xMQOCEI/4f304dC1wLlqUwwMPfoG77/0kJ09/lA/d/RnUKj0qKQ1ZKEAUbBQX7+TU6Q9z9NhD3HfvZ8jx70CWHYiyl/AwOzfdaKW27gCPPPYFPv/vL/Lcl3/EU89+ldE9D7Mhpg5ZpUzgFSP7YKn+54FTFPxIQi43ChaeaNfy4v4N5FnM2OzdZGb0kOZpCXEaG+sPsG34QfTaCjZ1nmKg7y687raQg2TQR6isZBsdbccpLtxKa/MR8nMHsJhqcdqbKMzfQkfbcbSpZZSXbg+5X2pTy2htPsJA311YTLUkxheQldGNz9NOVcUumhoOErUunUW3Gli1wonNUk9GWlfIFC7d1xniY/qze7l9kSlEWt+65T5Gdz1Of++HcNgaqSjbETKN82f3Uly4lZjo7JCGZ231nhAHNM3bgTa1LESYT4wvCA3AFi7S0tx2huaaXaToG/n0QCo/O5vESFs/3S1n6PyAZPe/tscZojC1nqCpRVFjamo/SmP7Mdrb76W16U4KCjfz5oVxZsdm8MV6SbgploRF0Uy/NgFvzWJYr+XiaxeZuDzLj3/yS2avQFNGLUOVvUy9McXkaxO88Ny3mTk/A+chO8ZHnbOCiXMTTF2a4txvzvGDL7xIgrAej2zELCvWGD5Bh1VKJDPex+zkLC+/9CvW3LiSjeFriFNHkBQeTeLcDeQmZnHxtxe58sYYL3z120xdmmDyjSkS1uSS7mrhyuSEApxJZRQW9jM9A2+8foXkhAqOH3+K8elpPvnpb6KWdbz6G7g8Mc33f/Ay3/jGT3j5lT9weXyGb37rJ9w0z8y8ual873s/Y2Icvv61H3Hu3EUmJqC0eDtzJCchHy7Bybk/XmJmCgQhCknwIggeli61cmUM3nxrHLUqHodlE1euwB//dInnn/8RV6bgez/4LXPnJvLgw59jbBJOnnmGOeFWJMHFD37wa8YnZ7BZWvnok19lcmaWmqr9hIlu7r7vWd66MsGvXpnii//+fS5fmmV6Rsm2JVEXWIz5JwHOJben8ZGPfJapWRifVCbn2tRSwkUPYUIu8+ca+OEPf8fU5AzT07N85tNfR69rD2SeGei0Zbz8yz8xMQlvXZjiFy//jvMXx5iamWFyZpbyqiPIKgeynI5KlYcY2Iz6QMAp+pGFQuYLJh5qTOTHR5MwrV+PztCI0VSJ0aDso9fX7sNubaC2eg8GXSWtzUfYuuW+ECCuj8xg9UpXaFDkz+6lb/OdxMb4qa7cTXvrMYz6KjZuyAnZWkStSyc1uSS0dhncK09OLMJmqSchLh+jvgqnvYlbbk7FZKhmxTI7K5bZWb7UxtLbLWSkdVFUMITT3sTypTZuW6hn/twEbl2gu47W1NJ0mIK8QYz6KvzZvZQWj+B1t5GfO8DO7Y9gs9SHVj+Dhm1BU7lVK5zcOD+JlcsdIb7pgps1LLwthZr6I9SUDbMxqZLPDRn477OJbGnqZlPLWbq6ztLeefrvCJynQtHceiKgyBQA0I6jNHUdpanpLB3NH6Kz9QBvvn6ZqQuTHOs5QX/VCM8+/ilmL81y7uVzrF64kgt/Og8TM3z24/+CIVLDuvkrefO3bzB7YQZ7vI11C9bRXbeZmcsznP/FG6ySl/Kljz8HV2Bb2zYSb4jFIMdjF5IxygpNKV3QYZWS8MS4mJmcZerKFC998yV+9p2f89Ov/5SXvvxTEm+K5fuf/09mz09TnlbA0nkLObRvF7NTM3zxsz/Haqnk8tR4ADgrKCoYZmYWzr02htnQyv59j3F5cpKnP/4VwlQ6Xv21UlKfPPo4Yapoli1J5hc//z2TY1BZdJQdQw8yOQEnj91HuHoRUZFxvPnGZS69CbfdrOhXCGImomDm3GsXuXBhAlmKVcr+uSXMnetgfBwuXZlmyZIUnn3mBb77n/+N0ZxJWFg0P37pl0xOg1ZbiNFYwuQU/NcPXyVMlcy61aVcmZjmd3/6EzfdoOGJx59nYnqa2pqdrF5ZwOXxaS5NTrF8hQGVmEBj7Q6mphWlNLXsCAyO/g8D53UXL/hQq3VcHptldmaWmZlp7r/346gEP5KYQfT6HGanZ5mcuMCVS7MsWuxDEL2EhWUSsbaQP/z+dSYm4Z4HPs1ti9JRqz3ceKOVb37zJ0xPzxAVXR6Y7mVfs/h/7brY+11bDoJUxDzBxt3l8bx0xIgnKZmWtlG6+45hdzYSE6PoZ5aUjJCdvZnFi00kJBSwZo3y7Ws0VlNcPIwsR3HjjclI0noiInwhIY6bb05lxQoH69alsWKFg5iYHMzmWqqrRyku3Eqev5+mhoOUl27HZKgmYo03xPdM83YwPHQ//uxeCvO3oNOUsz4yI0RzslrriYnJwelsJiGhgISEApYutbJxo5+4uDw0mrLQjrvBUIXRWI3X205GxiZy/X0YdJU01O0PTdqLCoaI25jL4kUG5s9LQJajkaT1qNUxrFjhYMkSC4sXm5S/J8JAUeE2NLoWwhdG882h9bx03EVvYw+tHXfR1PJOAnywrG5tP/n36322naC5/SjNHcdoar6Ltua7aW0e5cL5S4oe4iTMjsPsFfjDd39Ds7WcqJtXcf7188yOzZK+wYI+LJ68mExmL88w/tolNHM3YJVTSVBHM3lxAi7D2rAl/MenvgBXYF/DLgzqFEWBXkhBq9ZiETSkC3psUjLeeC/TU7NcuTDOt/71eb73xe/wvc9+hxc/8z0Sb93I5T9dYnJskm995Zt8+0vf5Nvffp7pSbj8FlhNRYxPTDM1M4vZVElp8XbGxuCtN8aw6lvYvf0hZmbhU5/4FmFyKq/8UklO4uMrCVflIEl2Dh1/mLGpGQ4deILP/ssLTE1N8p/f/TFf+dK3eO65L3Px0hjTU5AYVxWgMGUgCg7OnbvI9OwUspiiDHbVucybq2FqAsYuz7BkUQrzwmJpqBnlySc+xZe//C3efPM8k5MzeJw9yIKJ73zvFcYnQJNQTkfrXianJ9mz60lUgo2PfuRrTM1AZfkw7W1HmZiBz3zhBebN9TAvvARR1DEOXJkFQUgKDKD+aYAzi/BwE9MzcO5PbzI9Nckrv/o9ouBGkl10bDrM5MQk42PnmRyDFSvzEOQ0JNnKo498ianJWV759evMuyGVsHAfKlU2asnFxz78La5chOUr85ADPu8qOfjCBieF709LEoRsBDGfcMHFvox1/OyEhrbcTAoLunG460hILGT9+szQymNubj8GQxXl5TtCxxyOJjIyNuF2t7JkiYWbb05Fqy2nuHiY2NhcYmJyqKvbR2vrUerr95OW1onFUkdJyQgFeYMhs7SgnXBN1ShedxtmYw35uQO0tx4jJ2tzaL1z2RIri28zkpO1merqURobD9LffxdebztlZdsZHX0Cj6eNgoItlJSMKG6ZAXEQq7We224zkJxcjMfThl5bQVZGN6O7HsdhayQ1uYSCvEHs1gZuX2xm/vwERDGSefMSWLBAy7p1aSxYoMXpbMZiKmTdmjSWr87h5oUx/GhfFN87mEZPQz/NHadpbg8ObK72Oju6ztDeefrvBphXgfMILR1HaGo5S2vLnbS27OHSpUkmp6Y4dfx+dg6fpK24B8dSE4b5sUTMW8HFNy/C5Vkcy1KwyMnkRKczOzbL5PkxosMjsN1gJEJcxeSVcbgEq8OW8e/PfhbGYbRplMSwRCw3GNGok4hXJWBVacmRzdjlJLxxbmam4Le/+C0RYcuID48kWRWNLjweza0JjL8+xszEDPceu5tHzjzE4489zkP3P82dZz6B2ZjP+YuTTE6DXl9ESfEQE5MznDs3hs1Yx8F9DzMzC5/+1POEq+J59ZUxxqbG2bAxG5WUiVqVxf4jDzE2M82B/ffyuc9+jcmJCZ545HMcGH2YY4c/zM4d97B71z0sus2FIDoRhEJEIYtzr11idhZEIR61VIQgWImP9zA1Ca+/dok56gg+9uRXmR6Hr33lB3R2bOfll19menoWl2MTaslBU/NeJqdgoPc4n/z455manSZ2Qzlq0c5HPvoVpmahrGwLA/1nmJiB577y3wiCCZWQj0o2Mj4L47MgCubQVP6fAjhFwc+8eRYmpqChtpvp6VkuXppkyaIcZLWWF777Ci+88B2+9h9fYXJ8lpjYCkTJw403Ozn3+hTTUzPcd+/HCVObUMmZiKKXcJWT9WuKiF6Xj0qlRVanBZrawef8oMCp7NOHCZl0Glfzyt1JlBujWbvcxvoNmaRoKqip2YPN1hDaT4+Ly2No6D602nIMhipycnoxmWpwu1upqtrN0NB9bN58lurqUXJyetFqyykpGSEnp5fCwiFKS7eRldVDYmJhCCxjY/ykJBWHCOgpScUMDd5Leen2kC97YnwBmpRSoqMySU4sUlSOzLXYbA0cPPgUshxFZGQ6BkMVy5fbaWw8SFvbMdzuVjIyNuHzdVBVtZvBwXtIS+ukpnoPsTF+0n2dnDz+KRLjCyjIG2Rk6wNsH3mIXH8/K1Y4WL7czi23aFi1ysXKlU4iInysXevlpnnxhKliEMI3Eibcyqtno3ludyZdjdtpaj9CS/v14BgEy9b2kyGFpL9XGd/cfoTW9iM0t5yipfUMTa17ef2tSSamYHDgEL1t++gtGaZJU0dDcjm6pSlc+OMFGAfncj0GIZ5E9Ube/P2bzEzNYt3oZJ0qit6yHmYmpzn/izdZq17Jlz/5JRiH3W17iZ2XgHWFnW88+zz7GrSWyu4AACAASURBVPdgVCfhFbWYpDjSY5Xh0B9/+geS5m7AKG7AJqVglFOID4/lpRdegjHI9xSii9KzZ/QoP/rByzzzsW9hMBQxNjHFlQlITvFTXDLA1OwMr5+/ROzGdNrbR5kGPv3pb6BWxfCrX51jZuY8hw/fhygmceutbn72q9eZmJ4hJ6uTI4ceYnZ2ltFddzJnTjRLlqTylf/4IV/96o9ZuCANUfIGaH5eXnvtEjMzM6yP8BCxqojikh28/tZFLo9NsXfvwyxYkMjEBLzx1gQLb43hllsS+N3v/sDUNDjsnahkB4tuN3PujTG++52f8PvfneNfP/s84SozsmjmIx/7EhMz0NC4g6TkQq5MzvLmxSkWL7ahkvSUV4wwBUzMgCQYkf65gDObxbf7GJ+C1Su0jF2GqekZtg49wKq1DiZmYOvWg3zuX59jcnwWg7EZdVgaMRuLmZyeZmpymkP7H0Ule5CkDG5bnEdkZB7rVmUQtSqXiMhyBNGJJF0LlB8cOCU5F1n049+4il/ek0CrbTkb13pYG5GBxdpCT88dVFbuor//LjZtOk1v753s2/cRenruULI2fSWZmd34/X0hxXensxmdrgKvt520tE7a248rGWbBFrq7z1Baug2TSckoK8p2kJXRjcPWSJ6/n6qKXaR5Oziw76O0tx5joO8uqip2hSx9U5KKqa3ew0DfXSGtz7y8gVApHheXh8PRRGZmN05nM1u23Mu+fR+hpeUIsbG55OT0EhHhY+lSKzHR2SGvoSWLzayPzMDtbGHb8IOM7n6cxsaD6HQVLFtm44YbkrjlFg1Ll1qVtsNiJ+GqaObemsxKYQF/ejCaj20roqPhIC2dh2huO/KOzPJaebmgUtK1oPq3i6O0dRyhqfU4ze0naWo/wGvnZxibgF077qanYT+bc4Zo17fSnFJLhaGYsT9dgYtgX2bELqegD0tgsGELExdnuPzaON/7wn8yc3EGJiF3YwbxYRv45rNfhTdgR90OosNiONJ9BN6C333/tySKUbhUqVjVyeRuTIOL8NqP/kiSFINHSsEpGrDMt+Nck01v3XYunRvnzT9c4Pvf+iljY9NcugjZ2T2YzOW8cWGK8Wl48Ye/xuqsYXx6lrGpWe6++/PU1u1icgY+9envo1Il8MorFxgbu8Srr57j68//kJ/+7PdMzMzyyU++QJjoYNntWfziF39gYhL+/ctf51e//R1j01DfcABJdCOIPgQxHVEw89q5i8zOTjN+ZZaZccX14fLEFGfu+CRqWc+ccD0//NEfGJ+Gl372O178z1f5wx8vMD4OGek7kCUXssrAkx/9IlfGYGoa/P6thMnpSKKVjz7zdcamobJ6F7KcyOef+xFTs/DLl1/ji198kVd/+xqXxi8xPQsqMRn1n+Fl/8MD5/V0pAwMpkbGpmZYcIuWB+79DDOz0zz/jR9RXtnB6xcmWbZEwxOPfoKZacjM7kOlyiA2tpyZ2RkmxqY4vP/DirCH5OXBR7/Fxctw8QJcvgBPPftTRMmNKAbXvf4S4MxGJfsR5Xw0S9fx0p1G7mxMwLDRS1ZaHxUVe8nPH8ThaMJma8BqrQ+JC6eldWI215KfP8jIyIMYjdV4PG0hFaOICB9VVbux2xvRasuJiclBoylj9+7HGRq6j9ravfRsOhPSxCwpGiYhLh+dppz83AHaWo6GnC0T4vIpLtxKY/0BKst3srn7DkqKhhkdfYLOzpPs2PEIo6NP4HK1YDLV0Nh4kOzszfh8HeTm9lNRsZOmpkN4ve1s2JBNXFwe2oDm545tD7Nl4B5iorPRppaRmb4Jo76KgoIt9PbeycqVTtau9bJypZN169JYudLJ6tVu1ixLx5hSzKJIG2lLFvHbeyK5c6Ca9pYzNLTsoaXtyPuCW7D3Gex/Bifwwf7ntapKf3lmeozWtqM0t52gqf04zR2Hefjx53jiiS/S23mU9qIRGo0ttKS00KZtos5Uwf377uahPfdSllxI5k0WzGI88fNiyNH5eeDgA/z7A//GXUOnSNtgJVXYQKqwnoHMds50HaMsroDU8DhMi1N59o4n6fd3kChHYpYSsalTsS/QcqL7MAdqRtHICbhELUbZjG9dJYWuXtzWWmpqhnnk0X/jU595gTs/9An8/n7cng6c7nY2D9zJo08+x90PfBGNoYqO7sMcOvYQFZXHiI6uoKvnCLl5o4SHW3j55TEmx2dwOWo4dPAx7nvwM1TW7uCG+U7mSEWoxQyWLM6kr+8O7r7vUxw79Rhmex2SZCJMKkIQclGrChEFF92bzrK55yDdXUfp6z5JTdUQcfHFCIKZuXIxKjGNBQvN7N7/Ie594F8oKBjFbm+gb/PdxMd1I0s5iEIm0Ruq6ek5Se/m08ybm4Us5aJWZZKRNUJ712k2xtYjSy7Cwi20dxzgwQe/wIH9D7NqtYGh4eNs3343omBG+gtx6B8aOEUhg4LSrVycUJrMqSkVTM9Mc/nSBD/+yct844WfoJLiuOPEY0xNQ1XtLlSqbFYuK2JifIbJiRk+9fGvExZmQZY9xMRW43BW8fobF5iemSF6QxmC4ECW/EjitRzOPw+cQdUVQZXNIvUavn84h68eclPoycJhbsLvH6SiYie9vXdSXDxMf/9dVFbuQqerCEnE5ecP0tNzB2vXeklMLGTdujS83na83nZOnfoM1dWjZGX1kJXVg9vdSk3NHlpbj5Kb2x+yDA6uQzpsjUStS8egq6S6cjelxSPk+fvJzuyhtfkIx49+gm3DD3LsyMcpzN/C6OgTdHefYXT0CXbufBS9vpLq6lGiojKoq9tHYeEQubn9DA3dR2XlLjo6TqDXV2KzNWA0VpOd2YPJUE1N1SgNdftpaznKjm0Pc3D/x8jL7Sc2NpeICF/IOiQuLo+VK51s3Ohn6W0O4iK8LIlxc0dBIq/eGcuujiaaWz5Ec9shWtqOfiCQCwJjR9eZUFx7/H8EnK2Kpmdz2wma24/T1nmC+vp9dDYepL/pEBXWJuq1dbRom2jW1FOvL6fSUEClrohWUwObNHVUR+ZivlFLUngs2rkJpEjrMc2JwzQnnrQwI045FYMcizk8CbtKj03UYJYTSFVFopsThy1Mg1MyYBVSMKsT0Kg2YlSnYlRpsEpaEsMsOJNacLv6sbu7cKd1YrY3YbQ1Y7V14E3rx+HahNvXi8nSgdW5CZurhxsW2BCEFEQpDkGwIooeBEGHKDoJC/Px8ivTTE/NErexlLlh6YiinfDwDGQpD7UqH5WYiUrMIEzORCXlIAt+wlSFyFKx8nkRyxGECmShBLWcgyg4CZN8SIKLMNmDJPiYoypDEIpRS0WoVG5klQZR0iKr7KgkE+FqP7KUo0g3SkVIYjYqlR5ZMKOWi5CkvMBtHtRqHypVFmFhfmQ5HUl0IUkO1CofKpULxc3Bi1ouRhLK/nmAUyVls233A7x1ZRyVYGHhTW4uXR5j7MoMM9PQvflu1LKRvTvvY3p2lt6B06ikfGTRxbe/+WNmZ6a5fHmKZcucqNReJNlLeJiWV3/zJyamxli2Ioew8ExEIQu1KtgD+aDAma14IYWlM0feyKfacvna3mQyTXE4THVsHXmA2tq97NjxCGVl29mx4xEqKnYSFZVBUlIRDkcTg4P3kJnZjd3eyKZNp9m06TRabTmtrUfZvPlsaKCUkFCAKK5j3rwEkpOLycrqCVF8gvvnVnMdMdHZrF3tIWpdOtmZPRQVDJGR1kVTw0GOHn6WhLj8EC2qpmYPaWmd5OcPYrXW09t7J4cPP8Pw8AMcPPgU3d1nOHLkWQ4depojR57l4MGn8Pk6qK3di15XgcPWyIb1WZSVbKOt5SjlpdspyBtUyPvpXaEhV1PTIez2RtatSyMuLo/IyHRWLXMRt8bJnKU67vbP4ZUzOvpau2hsu5vWdsXh8n37kO8yVQ9qdv71wHmS1pY7AsB5jJbWo3S1nmSw5RS9FaPUWOpoNFTRqK2hWVdDs6GCZlMpraYqGpKqadZU06KvoVFTT1lkEa75eozSRmxSMk6VDpuQikPUYg1LxSym4FPbcAsmXJIGW3gCZjkRh2TALVhwCHocUgp2ORWLpMEo6jDKGpwRRWR6R7D5RnB4B/F4+klLG8Lu7Mfj2YrN0YvL04/V3ofHtxO3bxeLl+cjqG2KypDKiuIH5EeS0pkzp4DwOVm88hvFVDF2fTuikIGkykaSC5CkCkRB0Z9VdHoVzrMsliEKFYhiIaKUgyQWIkslof1yWSxGDKgqiUIBarlc+T2QFEmSH1HMQKXKRCVnoRLTEIV8RDELUZWGKJYjCnnIshO1mIssFSBL2ahUWahU+ajlIsLDipW2megPnJuHKOagkkuQxdKQzoVy+z8JcAqChac/+Q3OXbiMJJpRy3oefvQppibhrTcmuHmBjTDZyqb2A0zNzHDP/Z9EEJzMlbOoLh9iamqCyakpPvuFF5l/ox1JdHDTfAd/+N1bTExOs2R5DqLkRLE7zeKqOssHkczLZk5YEYLsIkxlYK/DyEun9VS6Y7GZq+gbOENb6xF27XwYf04vO7Y9Ql3dAQwGxaI3KamIwsKhEBjt2fNhmpsPo9dXsmFDNosXm1i+3E5UVAbx8fnYbA0sW2YjJaUEvb4yRGIvL91OXc1e4jbmkubtwKCrJCEun8T4AqLWpTN/XgKrVjhDghsuRzObu+9gz54Pc/DgU6GMc8eOR+joOEF6eheHDj1NV9cp9u59koMHn+LQoac5fPgZPJ42HI4mTEbFFyk/dwC9rpylt1tYt9bH7YtMJMTls3aNJ+SsmZPTS1fXKXJz+7nlFg1z58azcGEKN0mRCOIKfnE4gRcPWGhtGqC+9Sxt7af+/ADnGtC8lp4UzDr/WuBsaTlLc9vJAHAeZ1PLKfrrj9GeM0i1oZJ6fRlN+mqa9NU0Gypo1BbTZqylJaWBJlM91dpKmnSNdGhb6EisJftGGzZBg0004lFZscgajGIKVpUOp2DBJhjwqEyYpDhskhaXZMYlmPEIRpxiKjYxFaOoxXdLBjlr8ym29ZDh24bFPYzdOYTXOYjXsQWPexiXawS7cwCnewCbcwhf+n5Wr2tQVI+EIGDaEIU81HJJQHVMsftdcKuLWxe6UUnZSFImguxQDB6F8oBIRj6CkI1apWziiZIDQXQjq7MQRC8qdbqiqCQ5EeWMAGUv4LogKBoRspyNKHkQRR+yWIgsViKKxUhCPrKYgyyUIYhpCCovoliGJBUgST4koQBZlYMgehCldCQ5XxlESfnI6lzEoJiPlKEImKsCNjlCFoKchiB4/g8Dp6jwI0VRAdCdu+5lfHKW8YkZHnvsKyxbakSrLWB8Al588b+R5VSMxkZeeeU1pqanuXDhIneceZrwMD2ybOHI4YeZnoSZ6VleO/cWv/zlrzl37jyzMzA5NUtEZDmiZEWlykYU/VwV+vgg15ujvFGyB0nOwBa5hN9/KIVTRSZMzhJa+w7SULODgc0nyMvqoqfzDlobT+LP3kJOXh/1dftI93WSnzuAyVBNa/MRaqv30LPpDF53GxpNGcXFwwwPP0Br61G6u88wOHgPDQ0HyMzsJidrMw11+8lM3xSapmdldIfk4IIeP3n+ftJ9nSFFd01KKdtHHuLIoWfYO/phjh/9BKXFI1SU7aCmapTRXY+zb8+T7N75GIcPPs3e0Q+zY9vDHNj3UXJz+sjK6GbD+iwMukoS4wu4baGem29MIUwVw6JbDSy+zciSJVaWL3cSFZVJUlIRUVFprF7tZO7cGG5ZkEREjB1jaiU5Og3n70jm8f48GpoP0tZ+jKb2QyHdzP9JdG66Q1mdfN+h0bspyAeFkI/T3HZ1j72p7Tit7SfY1HCQGkcbNboaGvU11GqraDQ1UK+vpV5bS7OugXZdM+3aRhriK8ldmo59jh6TnIxJSsYkpWCSUrAIGmyCJuCJrgn5uJslLWZJg1lUFJbcQgpeIRG7mIhGSkWz0EuuuZsM7xa83kHSMkZwuBSAdLr7cbp7cbr7cLlHsNkHcHu34vaMsCGmAbXajSC4URSO3k0kOPjv9aLDihZvDu+0yXnnue8WV4VC3k+U+O0JSm7gvu91je8nVvy3EzP+hwJOQchBrSpAELIJDyviyY/9gBOnn2XfgY9w+vQXUKm03HCDlV++DK1tdyJJNurq7uSBB77MseMf5uDBRxne+jAqlQNRSGfeXCNR6/w89MBX+M53/sh//dcbfPKT32Voy13ExhYgy1blW1LwBpra165c/hl1pIDikiTkohZzWSwt578OWfl4u44sXyEGVy0uZyt2Ww12Ww0GXSUWUz12ezP79n2Mrs6T3L7IxKJbDURGpIUU102GasW7PMCt7O4+g9/fh05XERosFRYO0dZyNCScUVM1isPWSGJ8QYiaFPT8iYnODqnDmwzVpCQVU1Wxi4qyHQwN3kt97T4splrWrHLT3nqMA/s+yuGDT3P08LPs2PYwqcklbNyQg9VcF1qt1GsrSEooxKCrJGKNh/lzE7hxfhI33ZDM0tstqFUbuflmLYsXm1m4UIckrWPhQg1rI5wsW24ixVCE29bBqcYkfnsymX2N1TS0HaG75TjNgcHM3xc43yebDQJncJsokLVubj1OV/4IDYY62rVVtGgqadVV0WGoo1VTQ210IXm3uXCqNAGpuRRcghanoGhkBiMobnyt0LEzEA5Bi03Q4xA0uIVUXEIyNpWG1DkmPHG1+D1bcbj6cHu3kJYxgtMdsLpwB2MAp2sEX9oO3J4RIqOqmTPHjSDYkEQfgpDxv/4Z/0eJfyjgDEaoVBetgQavgxvn56OSs1GpfIiiG1nyIKlyEKUM5s31IUpG1CoromgNTLxLUMt5hKlyFFEP0YFa5SJM7UGt8iEJacyd60cQvIowiJDD1b5mUBH+/V7YbATJj1ooYb5QzE2ikQ9VpvLSUQvrb5qH1lyDw7kJg6kOT1obVnsNVms1FnMtw0MPsj4yE6e9iUMHniI+No+SomE2bsjBZqknNsZPVdVuoqOzMBiq8Pk6qKvbR3n5DvT6ShyOJvL8/Qz2383unY/Rs+lMKKtMSihk44ackEq7P7sXs7GGVSucrFvrY31kBpqUUiLWeImMSGPNKjd2awMrltlprD/A4YNPc+TQMxw59AyHDz5NfGweOk05sTH+0Mqn2ah4HpmNNdgs9cREZ4fWLm9fZGLNag+rVnnYsCGHJUssiOI6Fi82EBuXjc1eg8XRisdQzIuH1vGD0y76GoZp6jhGV9Mpmpv/fwDOa10y3xbN7ceuA86mtlM0t51gU8txtjUdZ5Ozkx5tDf8fe+8dJ0d61/k/VdU9M8rSSBppQvfknHPsVNV5pqcnp+4ZaTRRM9JIk2eUVtrVBq20yjlu9tqYu/vZ2GcwcIDvAMP5bIP9M14MtgEb/+4MBh9gAz/ufX9UT6/Wu9rA4hc2+I/Pq2M9VR3qU8/zDZ/PZGkfPalePNsasRjLaRBF2KRSVFGFI6Ju5JIa0UT9m9Ak9M6gtZmnGjFYc0aN1mojhFuFVaqk2lhDk6mNgG0Op7qEXZ3H6V7G7V3B7V1Bcy2iOtewREPjLCZzF9vim5FlC0LYMRp8COHFKLf/WM7Xf4v4qSJO3YO5hTWZe12AuBmDsQsh2pCVLozGXhQl4tcsBTDGdiFLfiS5GUVuQZE7ECKArHTzhshqW6Stcs0KRNfplCQ/QvgwGjpQ5Idmm9J7Ic5mhOInRnSyWfQRK/npLMznW7camXPtotU7QUXlXkpKQ9Q17aW0qg2bFqaqsovx4XMU5bdTXNiG1z2N5hhn4/pSSorao7WRPt9BKit7iYsrwmIZxmYboaCglawsL4WFQezWES6e/zgXnvsYB6cvRsWIW1tmKcxvpatjmbbWeaxNwzx2/EWOHXlARVk39bVhvXModJId8bXs2tlAVoaHrAwPPV2rHF29z4GpC9FyJnOKg6TdFjLSXG8i0I0bSikv7YqKJ+dm+8nN9rNpQxk11SFUdZLGxj1MT18gPd2JzTZMk2UQf/MUbR2nqU/cyN/dMnP/VAcHJp5mbOwCI+PXmR4/z8S7JIc+OHE++0iM7T/H6P5IrHPiEiOTl5k8cJ3piUvM7TtPZ+kg1g1N1BirqYmtQdvpxrLZRqVcTY1UQ7lUTaXSQG2MhWpjE9XGJmoeQnVcI9VxjdTGNlIf00idXEejpCu5Wx5Cg1xDtaGOup0eAg0HcaqL2Jwr2NT56PLc7V3B41vF7T2C5lxF1VaI396MJDcgpAYMBi2ie9kSObf+9c/xnxb8VBHnWw9+Lb6yJm66hjWf9ZaHVOIfVo1e0+vUBVb18d7JJqPtze97T8TpRyhODMJPjOjCIDeTbMjg1x+v4lPHi/BXWXA7Jygv62dXkoP4XdXkFTupquqgqWaYimK9/vL04x9i394ncWmTeFxT2K0jHFm5x9jYGZzOSUpKOqKzzkBglt7eo1RW6ra+Lf5DVFf2kWbWSE60kpPlIyvDw6aNZcQY8slIc5GZ7qa3+wiWxr1kZXiigshjI8/gsI0yGDrJ4vxN6mvDbN5YzrYtVWxcX4o5xYEkMti0oYz4rdWkmlRKizvIyfKxLraIrZsrSdptISXJRmF+K9u2VEWN5yyWfQSDi9TUDOD1HqCqqhebbRhzqhWXe4wW9yHu7MviuxfzOXhwlMn9T3Bg5BqDU7eYHj/L5MT7I861BNHUgctMH7zyrgmhscmzjO8/x+jEs+wbe4bRiWeZnNaf3zt6htHJC0xNX2Ni4iqDw+cJdp/C51sioB2iPr2D8s1O8jfY8RTuJeRYprN2BjV7CDUjTEvFBK7yEbzVE7TUTdNSN0WH9TC+6kmaa6dobZymtX6K1uoJAmUjONK70cxd1G/zUhpjocLQSE2cjfqtLup2teCrGCfoWsVim8PqWsWuLb0R13TOYrUfxuM9jkM9wvbtrSiKFVles4xwRny6Ag8ZLP7rn9c/DfgpJ863s89Ysw1+w5tE7xtviRDtWuD6IRM2yfcjWHttzTrjYeJc2/6dg8lCakaSXCjCjSQFUWQvG+RGVlpK+fptC0e7aynNrSdGzmL9umraO1ewaYOo6h6sdXvZvrmWhrpBsjI8bN1cyZ7Bx2ltmWVk+Cmc6gQu1/6o02UgMMv58x9j797TdHev0tGxhCJlExdTyO6ERuK3Vke9jcpKOklJsrEjvpbkRCtZGR5qqvpp9s2Qk+WjML+V6so+jh99nuE9p9m390lGhp+iqqKXVJNK4q4mSos7SE91krTbQlxsIRvXl5KR5iI700tFWTfWpmFys/2kmTXWxRVGrT/ycpqxW0fweg9SVzdEd/cqcXFF1NT0EQgcorKqk9bgDNWmdP7sVj2/fSrAyNQTjE4/zqF9V9g7dZnxieeYmHz/8cm1jqL3Qpyj4+feknVfe27y4BXCe5+mre0YLm0Oi/0wFuc8Nscsze4l2tRlgvZlgs4jBFxHcduX8Kkr+Owr+GwruBwL2B2zegLHu4KqzmF3zKI5F1DVORzWQ2iOOdyOebz2eVq1ZYL2RdqsC7jKJ2mtOUBb/Qwd1nna1CX8jgVc2iI2dRGbaxm7thwhzlkczlkc2jw2+yLm1H7dzEw4kIQzYnjWEiHNNyy//7XP6Z8W/FQT55vxozPGlogDXjBCnBEvIdEc/cO81cHynTJva1izQX03szbdw12RWxExzRgkL7FyC1kbs/jD81Zu7DOxXihsUNJI3OGksmqIvEIfzS1TFOe2kZvhJyfLx474WuZnr1NW0klmupuerlVc2iSTk+cYGXmaUOgxHI4xysq6iIkpoKqqj5qagcjssJJtW6qIMeRH5eDyc1ui2W1zioOykk6KCoKUFOmhgeLCNmqrB9iyqYL4rdVkprvp7lxh9tDVqHGcomRRVBBkXWwRXR3LDO85zfCe04QHHmN+9jpzh6+Rk+WjqWEP1qZhVPsYs4euUlzYRma6m2DrPOnpHqqq+rHZRmhqGiIQOESw7RA9vUscb03jq89kc3V6kgMTFxk8eIYDY+eYGX2GoekLjP4zSPPhpfq7lyBdZGziIpNTV9g/fZXR8QuEBp8kEFzG4TpIk2MKm+0gTnUeh3MJq3sZq7aAZpvDZZvFpc7rLpjOeSyuBSyuBWzuZezakm437FxAcy3h9q7i8R3B6z8aTeTY3SvY3as4nCs4tBUcjmVU2yIexyo+51Fc9kU0u+4RZLPPY7Edxq7OozoXdVM59WHiPITVcYjK6mkMBhuS0BDCgxSZZSpRK+/WyDnx/lTQ/z3jp5o45Tf98Gs/fkv0sSI6IsW1gTc5V8oRn3T5Teh4CO+0bGnjzXbCj/hiRRsG0YUityNivRikAIqhl/VyBXf6c/mDOyq5WyU2SLvYvqGGNFMzGaluNG0vZSVdJCbouphGJS/qTvnkE69RVdHL0sItkpKs7N7dRFFRGy7XfpKTbZSUdNDff5xgcJ6SonYG+o7T2jKLxzXF9m017NrZQFxMITGGfOK3VrM7oTEae3Q792NtGibQfBi7dQTVPobNso+qil4mxp7l5ImXkKR0DHIuG9aVEBdTSH5uCy3+Q7QHF2j2zWBtGiY88Bgt/kNs3FBCTVU/Q+FTUZX6lCQbO7fXUV7aS2FJFxnZbqyWfdjVceob+qgpDmKvc/N71xx87YqduaFlZscvEZp5jumJp1gZfpKh6Uvsew+1nG9HnGOT5zgwc/VdiXNy/zXGJ67Q23car28Rq+0gDvUwDvUwdu0wDvcsDsdhVMc8NnWRRnUBm3MJVV3E5VzA6pihyTGDzTOHxTNPg2sOi3seq3sBu7aIw7GI3b6A07mC230Er/cYXu8xVHUJm7qM3X1Eh7aC1bGE5jyCzb6Cw76Kw3UMm/MoVtdRrNoqNucyDm0Ru2MOzTGPXV3Bri5h12axO2dR3YsUFI2iGLSI+dnDXkAPraSk5shK61//vP7xoCXqhLs2y9YJsAUhr3HDZCt21wAAIABJREFUvxPi/EmGHk9tRShuhOxFltqRhZd4Qw25ial88bybX39So7q0hNzMelLjHVRlDuB0jNI7dJrFpbvR5fmaF8/ovqeZn73O0dX7NNYPRb2HCvICUSGPhbkbTI6fpaiojR076ujrO8aFCx9nbu468fE1mM0qO3bU4ffPYLEM4/UeQFXHaW9fJD3dRVlZF+fPf4zqyr5oV1F44DGmJp9jR3wtNss+NMc4bud+yku7yM9tITnRSkVZN0m7LVGlpYMHLxEKPcapU6+QluZk165Gysu7qazspaSgm8y8ABkFLsoLe6is6MGcWk9WXBaL3kRev2vjwYyXubFT7Jm8wOjUaQ6OPcOhfVeYHr3MxMQlxicfxo/WW741Qz468SyjE88wOX2e6YNXGRk7x+j4c0zsv8j45AUOHrrOyNg5OruP4fQcxqYexK7NvJGR1nRvdYe2EpnRPQoPlf5Ey4H0+xbbIezqAh7vCby+x2gJPEFH5xn8zadQtVWdIB0L2Bxz2NX56K1dXcSuLuLQlnCoRx7CKjb7Ik73ij7j1OaxOJaxaItYtDkszjlU71HSc/YiFBdC9r0zIu6u/zbRjJBdSMKPQQSJER26S4TUrPutG7SfEedPAqJWxYoLoXgRopM4OUyscLJFlPBMoJhvXrBy+UQ7wf4DDHY9xtTEOeqrh9kzdJyW5in6eo7S33uMQPNhNMd41E/oxLEXODh9kYmxZykr6WTLpgp8ngPsnzjHUPgU1qZhWloO09JymJqaASoqesjM9JCT46egoBW3eyra4un1HkDTJqivH8RuHyUry0swOB/tLKqvDVNZ3kNeTjPtwQUOTl+kuLCNgrwAmzeWk5xopSAvQG31AA11g9GSppwcP4HALPn5Afz+GWprQ9TXD6Kq43QHDlFb6KekrJes0hbycxx4bTM0ZGfzp9dt/OaZFo4Ohdg/cYG9h24yPH2O/ePnmRy/yOjUmfdQjvRcBG9OEI1PXmD/9GXGJy8xOXWV8cnLDO09Q0fXCRzqAZqsEzjUGTT3AppbJ0C7Ohct5VGdSzp5vSfifINArfbZ6Gse31ECradRtVWaLPO43Mdwe47j8Z7A7TmO6lzWSTCy/Fadi2iuFVTnMjbHAk71ME515g1oB1Ht02iOaTT1EE7nMez2FVRtGZt9nsbGeXbt6kISLr0rSLS+A350FfZvB5LoQIgBhOhDRFaiRhEkVrQTJ7qJ/fclK/eTDb2lzK0Tp9yJJPrZoOwhRvjIlVP48tNN/MKqiaLcDLSWg2j2UYoyvQz0LBNsPUxH2yKpJhUh0tmyqYKsDA+V5T2EBx4jGJiLEltryywubZKKsu6oTUYgMIumTVBXF6awMIjJ5CA/P0BSkpXsbB+ZmR7S0pzs3FnPpk3lGI35bN5cjsnkICGhgTSzRk6Wj/it1STtttDsmyHNrLFtSxVlJZ2Ul3ahOcaZ3n+enq5V+nqOUpjfyvjoGZr9M1RX95Ob20x5eXdU1b6oqI3y8m4Ksmw0FPpQ60exBkbp23MKe5bKa/NV/OnFCs7s7eHg+FPsmbzEnpmr7Nt/icnxa4xNXmTPzOO6mHCUHN9Kkm+4VK4ley4wuf8a+6ducuDgHcKDZ2luOYKqzUaW4LM4XfM4XfOoEbK02mexOeYeqoFcQHW+E2E+mkSt9sO4vau4PCu0BJ7A3/wE9Q1zbN3mxWZfwd/8BJrzGE7XcerqD+PxnsCuLuL2HqW55SRe/3Gc7lVsjjnc9nk8toexiNexis9+jMbKGVJ29rJjS5Dd29vYusHLeoMLg9AwCB8xIohRdP+7hCK6EFK73t5pcCKMKsLg0pfpovPfl3XGTzYiVzmpObIUakUx9CBEBzFyL5skJ/tqUvnO5VJeW7SgecLUVXSTn2EnOyuIz3MY1T7G1ORz5Oe2kJJko7y0i/raMFUVvSTsqEeRM6MJG7t1hL1DT9BYP0Rb6zzl5d34fAc5dOgK2dk+Nm0qJzvbR2xsITk5fjZvriAmpoD160tYv76EhIQGcnOb8fkOUlsbItB8mD2Dj1NV0UtFWTdpZg1L4156u49QXxtmoO84fu9Baqr68bim2Lf3STyuKdpa53FqE1it+6iq6iM+voZAYJb29kWCQf24QoOrdHUsE/TPUmMZJi+/jccChXz9bDL/8WiAQ6OnGZm8yPjCRQZGH2d84hL7R68zNnme4QNPMDb1TKSD6OxbbHz1vvRzETK9wNjEBUbHLhMePEeg9TE8nlXc7hXc7lU8nlU0bQmbbRaHYx5NW8TpXMbmWMShPmp2uRiF3tL4xmObfR6LdR6HuhLddo1s3d5jlJVPUFq2n+qaWSoqDrJzZzupqSFycvaxbVsrCQkdmFP7sViXqaubxeU+gc//OG7PMVRtFbu6TJNzkSbXAhbXPI3OOayeJfLLx4jb4kZe50AYGxFxTQilBhFbj4htRBitCNmGiHHpfdkfGN4PCJ+OtwsXrL32gcZ/m2OWmlkvuogR7XrCWGqJ7MeNUJwIyfMz4vzJQDuS6Ios2SPkqTTrVzi5GWEIslmq5rXxBr5zvoJA6jp27igmK8dLU90EGWk+GuoGaWrYQ0PdYLQ+0pRsp6ggiMM2Sl5OMw7bKB7XFA11g2iOcQryApSVdOL3zzAwcILz5z/GwsJNGhqGsNtHSU62UVXVR1VVH7W1IZzOSQoLg6SlOenuXiUvr4WKih7s1hEK81spLmzTnSe3VtPbfYRQ/wnGR8/Q33uM7s4VwgOPMTL8FH09R+lsXyLQfBirZR8VFT0UF7eTm9tMZWUvgcAsdvuo7mFU2UVqfpCEVCeW2nHcaRl84Ww2X7hUw8LEPMMTtxjdf5ax6eN6DefoBaZHLzM5oSd4hkefYmzyjK6UtP85xibOMzKmxysnpy4zdeAqwyNn6eo+ide3jOacx26fiyZkVHUJl2sVj+cofv8JnM4VNG0Zh2MRTVtG1VZQtRXs6mJUEOMNglzGalumoXGequqD1NXP4VCPUF4xRfz2ZrZs8ZFfMEZD4zwe7zFq6w+QYmpn164gkmTR7adlB0ajS291lFVkSUUIO0LYEMKGwaBhNGrs2NGB2TyAObWP3LxhamoP02hdwqauYHEsorpXsGnL5BWuiXTYdAEMyRu59SCE76HGkUDk/tsgWnXi/wB4xNg/VrzXY/NhkBwYJI/uSSY6iRFdxIgg64Ufo3D9jDh/MrDmitlGVF1J9kSC9G5ETBuy3EqKlMbrTzr46pM1ZGzbQXpGLWUFrRTmtWGz7KO0uIO8nGZMyXYSdtRTXdlHRVl31DXS7z2I27kfh22UspJOVPsYvd1H8PkORgWQq6r6aGzcg9d7gOLidnJy/KSk2GloGGL9+hJMJgdJSVZkOZN164pITrZRVBCkurKPqoreaPukz3OAkeGnyMtpZtfOBlJNKkUFwegxZqa7SdptobNjiXD4JDk5foqL26mu7qeiooeqqj6s1n2Y0rwkmFRK67qoSi3j15c1Xr9WxqnpLg4dvs7IxA3G9z/N9P5jHBg7w/TYJaYmnmVy8gyT41ci8nDnIqLEeoJodOwiQ3vO0dn1OJpzXl+Cr9VHavOo6gKquojDsYCqLqFpS2jaMh7PEVyuFWy2+ejraySpxzWXsauLaK5VHOoqDY0L7NrVQ1ycB0myIYSF9eu9xMa6EcKComgI4WDr1gAW6zLNLU9QVDxOYmKv3soreZCE3tIrS943QZF9yMKHJNwoshdJOBFijVTtSJKNDeucpCR3UpAfxmY/hN1xmJ07vRiNTRhkOwYpgEG0YhDBCNoj6Igg+C4IvA+0/gtgbb//EmM9+lglOYgwBhFKqy4SJFqJUzpZZ+iKXlR+Rpw/EfAjCR96vWenLnslAiiiWe99l3xISiubjAH8Wcn8wbUafulkE9kbYqmtD1JYHKDZN4PDpved9/ceY6DveFRN3WbZx8jwUwyGTuJxTeF27ifUfwK/9yBVFb1YLMNUV/ejquPs2fMEdvsodvso+fkBUlM1tm2rjs44c3ObSU3VMBjy2LGjjuRkW9QuuK4mxNTkcxw/+jx26wi52X6ESGfj+lLSzFrUHbOoIEheTjPlpV2Mjz3Lvn1PUVzcTnq6K5qYSkqysmtXI0m7XdRV9RP2tXF9pJyvXGvilYUgixNPMDL8BBMTV5icOMv0+BmmRm8yNnGDkQOPMzp9ionxG4yO6YXpo+PPMRB+imDbcVRtHqv1EDbbbIQkdTgcOmnqM845NG0Rh2Meh2MOVVvA5z+K5lzEoc7jUPUYp8Op93trLn25brEuUFI6gcncx/btbcjyGqGpKLIbSTiRhIZeJ+lEkXxIQmXz5hbS0sJs3dqKoriRhDcy89FL5x5uxFgrpYtR2iMzQ1+kq8eHEG6E0DBIdvK3mandnUBTYgKu9CTcmUlYk3bQuGsn1kQT1t0mLLtNWHanRpAWwdr9jHdA2j8L1g8AWwQfZAzrezrOdKy7c7HvTkVN3IU1KRk1r4l1oigyc+35GXH+ZMCPJHnQC+l1sVZFtKOIILJoR8geDIqXGOHCKBVx2JPBdy8W8axnN26Hner6Lnz+Gcpr9+D0zNNUs4eG8m4qitvYbbJQVNzG0SP3WZy/yWDoJFWVvWRlemls2IPDPorNNkJdXRinc5K2tgUqKnrIzvaRkeHGYhlGVccZHn6SJ0+/xrZtug5mbGwh27ZWYTTkUVLczvZtNZQUtbOydEfvYNpSRU6WD0XOQZFz2Lm9jpwsH1s3V5Kb7Sc5yUZWpoe8zCCm3Q4ysu1s31lFQkIDseuLkWMKkZRcjLGV7Gs/wOXuSr5xrYJfeNbL4vARpvc9xeTUCcYmzzMxcYHJ8YuMjd1hdPI6+w4+zciBJxned4X+0DMEgqvYHTNYbTM41DnUtfikfR7NqS+7HeoimnMZVVvQoS7gUOdwaDo01yI+/xG8viP4/Ef02ahzCZtjjpq6KTKzB9id1E7cOieSZEUIK5KkF5HLwo8QXl2bMnKRFMKLLPmQhA+DaMYgPEjCFtlWi3S6tem3sg9Z8qOIAMZI5ldEesbXapPXlqOKFMAgtxAjLLw6lMt3rzby1zcb+N7NSv7yRil/caOU792u5i9uVvO9W6X81a0S/upm2SNQwV/drHwHlL8LKj4A3mXsW2X81a3SR+Ndtv/erZIISt8eN3P53s0s/uetPL5xy8GXnl8hQWzAKFwIsef9EufDLYU/w78cgrxdN9PDvfCy5EQyOBGGThJEGQ+6ivnWxXrODWaj1muUlgfQ/IfJye8n6JulwzlCY3UfqYXNlFb0cPLkyzidk9TXD9LffxybbYTa2hCtrXN0di7j988wOvpM1A+9rKyLxsY9uj1Hwx6aGvYwvOc0DXWD0XKi3u4jlBS1k5npobKyl+bmQ1RV9bFpUzlxcUVs21bNtm3VxMYWkpqqkZPjx2xWMZtV0tNdbN1aRW35ILlmP9u2lmJKs5BX0KrPYM02au2jtAcPsthSwNcvl/A/nnOxNHyA0enbjMxcZmL6aSamnmV08iz7xs8xMnGevSPP0d13Gl/zarRUZ60+8uH7axnwH33+rZjD4ZzDoc1Hyn2WcXuP4fYexaGukpjcjTHGgRANSLIa8Z1yIUlu/YL4LieVLFqRpRZkyR+ZLbr05IPkR8htCEM7IsaHpPiJEQHiIjWFa9oKjxpXER76ystYdpZx3FvCMU8ux9xZHPVksuLJZMWTxaoziyPO7HfF6nvEm7bTsjmi5b5nHP1ROHM46sx+F2Q9Avpr7/iZXBmsujJZeQuyWHVmctSTyXFPKsc86Sy5i5kPdhEv5yOEB/EuDS1vQ5xr7YM/w788Hv3FrxNdGEUXwtCJMPYhyS1sl1O4Mm7hG+fKOBcuwlpSRmWZg6aGVtT6IfzaFKWlrWRnBykp6WRk5GkaGoZIT3dhsQzT0DCEz3cQr/dA1KHy8OGrNDbuwec7SEvLYVpb5ygp6aC4sA27dQRzioPEXU0k7bZQVtJJwo56LI17KS5up6FhiOLidjZvrmDTpnIMhlwkKRtZzmHdumKSkqxs2lTOxo2lxMfXsGtXI01Ne/H4Jygv66a2eJiaigEqK7pZnb5At9pPU62PowELX7pUyq9fK+PI3iH2j99k79QVxvffZmHiRfZPXGXv6Fk6e07i9s3RZJvG4ZyL1FQuvYkYNdcSmmvpTaT5MN7uuTcXqS9iV1fw+U9RVz9HiqkXIdveIEzZqa8cJE+08+SdT6ouZNH1RsmL3IoQAxhEFxuEk42KBz2E044s9yOLTowigCya35U4hWhFUYIIyYskuTAqGrJk02Otkg0hOVAkFYP4cUHDIJz/DLgi0N4Fze8Sv3Q+9N4fPTbnQ733a2iJQie7HoTUiixpxEhNGCQLMYYAuvBP5/slzn/tJe2/ZTx6RmoULUhSF0IJIUmdCDmIiPGzUUnmY6ON/M8LJVwfySPXnEGSuRGjXERKosaWrSWUFepCHCUlHWRmeqKJl+rqfg4dusLhw1cJBGZpa1sgGJzHat1HWVkXZWVd9PYeZXj4SRy20WjnT2lxBxlpLro7V9i6pZJNG8rYubOe9etLECKNhIQGNm4sQ4h0DIY8hEhHUXKxWIZJTGwiLc1JfHwNFRU9utFc7QBubZzs7DbKikK41HHa22YYcPVx3JPDn1ys43fPNrM8HGJ+5nEOTpxjbPQKA0PnCQaexus7iuZewK7OYlfnIh00Czhdq3h9x/H4juDyrODyrOBrPoav+Rhe/1E8viO4vatRIn3nGku9G0jvvlkhPSNMXJwLISxIshshufR4pfKwnsG7C1jLkZNclny6O6rUjiR6UUQXRinAOlFOvMHGOnkAIUKR+kEvsvAiov+PRxOnXhvc+kYmXPjeyIhLAV2V68eGD9pZ1PwBx3+n7ZsjoZBgBBH1NEkXFJekILLoQRYdkd/Qhyw0DMJPXOQ3e5/E+Whp+5/hg+CdiVPIboShGSH1EitaMAoNYWxDiQ2QIvL58P4Kvn2/kas9FWRuKGCLuYrtGeVs31xLSW4r6WlOMjLcmM0qKSl2OjuXaW9fpKtrhZwcP1VVfWRn+1DVcTRtArd7ip6eI7S1LdDTcwS7dYTqyj5qqvopKWonP7eF7Ewvudl+JJFJXFwB27fXsnNnPdu317JhQynr15ewa1cjiYkWduyoIz3dFc2U19aGmJo6z+TkOUpLWygu8GJK8pKa1kF57QAluVWc7rfwnStN/Pcz9Zwan+XAyCvs6T7OkH8fPucENa5p6tyHsDsXImK8q7g8uo6k03UUr+8xNNcRNNdKNHmz1mGjuZZwupdxeVZwe1dxupejLYtvJdElHNoyTZZFysqn2bmzA0ly6ILWwhUp4fEjS3rM8b3aKggRiAjLBJCFH1lqwyCFiJV6WS9Z2RSTRofFj72gjVjhQ4gehNSBkJ1IwoMkupGlzkis862ZXr20rQ2htOnF3FJQ3z6KTv35qKzijwMdj4boQIg2hNwZ2f/DUo/vAXIzQva/AWmttnPtcfBttnvo88otOhRdC1eHDyF7kRQfG4WbdcKDYa1fX2pBSF59piu9b1/1d4rD/QwfDG9eustSWxSSaEERLRhFEEW0RDLtXQi5G2FoI17O5kxbLd+8aOG/PlWBrzKFhIRSSsu7KSrpori4ncrKXjo7l2loGGJ29hozM5ejJUBdXSsMDp7C45lG0yYYGDhBQUErGRlu3cc83U1muhtTsj3aJrmmjlRRpnu3S1ImKSl2srK85OT4qakZoKCgNeqFvmNHHWazSjA4T3GxHhft6TlCT+8RUpJs7NpRjympjsytO7k6msbrtyv4leN+5vpHCHStYnM+jrvpFD7bfizuCeo8S9i0GTRtHtW5jNO9ist9NNqS6HIfixSXv/NsUnMt4Ws+Fp2Vur2r0c4dp3sVzXkUm32F3YmdKIoDSahIwhUhL99Dv9/aifKwvOCjQzC6H1Y7styBiOlGiHZkuZPtohJPynY+sVrOp6/Mk7gulU2xzjeIUNIViyShbyNJrcTG6GUyb91PC4oUjLQRtkeFaZQI5Egi8r3jUW2Kb/9+5aF9/Shk0YFB0oXBlTeN0fGeoEgdKFJ7FPpFSD8e5T18FkV06YiMI4kWjFIrMUobkvCiCN07TO8gakcowQi5OiN97O+DOGU5wM/wY4L0aCiinfWig3VrSy+lG0mEMIpOhNHJesnJBlHNgKOAL10r5WvPVDNRayY7NYvMrEaKClsJBGYZGDhBc/Mh9ux5AlUdx2Yboa/vGD09Rygv72bnzvroDHHXrka2b68lMdESlYzbndBIWUkntdW6pW9BXoD0VCepqRqKkktysg2rdR8FBa1YrfuoqRnAYhmmvX2RxsY91NWFSUmxYzI5aGk5zMGDlxjoPEHCphrWG3ZgNcfxm6fz+aMbqdybqSRQvwebtoqjeQGP/xSa63EaPUepdz+G1XESt+0wLnVtVriEXV1Cda5EFczt6rv1iuvw+I5El+5O9/JDWMHjPUle/jAGwxppOpEi5T+KCPDWGPV7i1vLUhAh+5EMLcQaOthgtFMQn8KVveX86eUa/vc5EzN1mWyPq0SIBt1pUawRRGv04qoobchyEEX+0f0FiBE+jMKDIny666MUwCBaiBE+YoQXo2j+sSJGejTilFYU4SVGbiFGtES28b/3sUU7MaI7Cr1dUs8FxIgujNEx3w4BYkVXBJ3EinbWKe3EimaMooX1MW2RGW0AIbUhi04MopuYyPtj3iFE8gjibOFn+HGg+R0hFD+yrIsMGCQvUsTiNEb06T+25MEQ28y6GCs1OxL53ONWvn2tlt8410Zlahw+zx76+o7R1bXC3r2n2bPnCUZGnmZy8hxzc9fp6TkSiUtmYjTmExtbSHx8Ddu31+pEl2wnO9NLVoaH3Gxd+7OhbpAd8bVkprvJy2th8+YKiovbqajoobS0E1Udx+c7iMczTVqak4GBE+zapRuurXUjpaU52bW9gqSYTUxZEvijy4189dlKznXW0Vo7SJNzmQbvHKp9iWbHUVzNi1gCS7jcp/A5TmLTlrBpDxPnwo+0Nr47aa5l3tce2xxzb1IastpWiI9v1QvWZb2+8o0YZuvbkOS767TKUhBFbtPtUgwOUo3ZPO4q42tnivmLK1v4znPb+PrpUko3mFGEC8UQSfaIboyiF0UEEbJTL0eSg/rFVXkrcSpSsx47ldesdQMI2RdJXrkjsc93ixP+c7CmMOR/NCQPhpgWol1La8vtKNbisI/AWlddBLIhoI8hfFHpt3f6bLLUjCz7kGUPsuwiJtZLbt4469a7EcLKmqykUbQQK1qJFe0YI7Nk+T2710aIs95UzDujlHpTGXWmCmpMldSYq6hKKqPeXEG9qQyruRhHUgmW3SXUpVRTnlpPlbkGa3Ip9qQS6kyV1JhqqDHVUGuqpN5URr2pjFpzObXmMmrNZVSbK6k2V1FrLo/ur9ZcTo25inpTOfWmssgYtTSmFGNJKaLGVEu52UqVuZZ6UxH1piJqTFVUmuuoNVXRYCqmMrWCanMlDSkVWJLLsSaX05Ci76sytZI6cwWN5grqkkuoTSmlNr2KClMFNaYqqlMqqTRXUxvZf13ktt5UTJ25lEpzNeWptVSlFlFvKsOSUkSjOZs6UzmV5lqqzeU0pLwZlpQKmpLLsaZUUJpcSl5SDSUJjZQl1FC2qyJyX6U8wUbhriYKzU5iJBcGOUC8SOa5YBV/dMXBF6/XsLc5k83yOsKt+9nTfZLhoafZM/w4wbbDDA+dpqNjldaWeWwN+7BUD9FQEaI4L0ht5QCpZidbN5WzbVM59TX99HatsCd8Eo9zktLCIJs3FmNKrqa8oJktscW0eWZRm8bo6ztCsGOGrv55ahr7ae1YIDnFidFQytaNFeSY6vFbWjnU1sB/edLGH9/q4P9ZdjDisOCzTONQj9LkXqZJW8TpWMFlm8euzmB3z+J3r9DiOYrNu0pTRFxDJ83591hi9AbWtltTN4qOoS6hOo+guR4jxRRCkrRI3eXDNrYtSNG6zEgbobT2WjNRDQLhRhIedN3XIEahXyy3yYXsKTPxP05o/O8L+fz1cwb+4TmJ759P5mRbKRskG4roQQg/BkVfzsaIPiTRhix5iTF6WVy5z8knPozR4HwoQ9yuE6Zw4fOewmp9BlnqRLfK1WN/scZ2YpRudDPCTj3mKjcjRC+KGEISrcQY+xCiE1l0YzDoMUKDvFePtwrdXsag9EfGDCCLXoToxyB1EWNswah0IEutxMZ5iInxoYhu9EqCIImJvVy48KtIUgOKsQUhulCUNoxyJ4roIFZeKzJvQzH0IsQQuklcF4a1ciDJj0FqJzmlj8Wlu8TFdmGI+n0FMCjtCOHHaOiKJN46kCRdwjE6thRElh0UFo3ysU98BVl2IEkqkvAjCw+xkheDcBAntyKLboTSilDe51L9xmA1Nwaruf42uBGu4naoklvhKm6Ga7gZruZ6qIq7QzXcH6riXriUO6FC7g2WcHuwlCuD1VweauTKUC13wiU8CBVxb6CCW6FaboTruBWu5G6ohLuhEm4NlnEnXMLtcBnXBmu5MVjF3XAJd8Ml3A6Xcztcxu1wJfdCZdwLlXEjXMvNcA3PDxTyYn8ht0J1XA5rXA/Xcy9cwN1wHjfDVVwPN3I7VMP9UDF3QhXcHajgbqice6Fy7oTKuROq5HaomtuhKm4NlvL83gpuDxRxfbCYq/vKubynnBuDldwbquXaUDW3Bsu4Gyrlbqicu6FS7oeKuB0u5fpgFTfDVdwayuN2qJbboWruDOZGxq7h1lAhNwYrWft+b4SruD1Yw+1QFXcHqzniLWOksYqRhhpGGhoYaWiMoIGRhjomG2oZVjU2GhsRxl5iDJ3sVhppTtvIL69W8edXa/jMsRJeWGlnqLWTuuoQufkhhobP0eTYS0fXIhXVPeSXtpGc6SSrKEBdoy6S7HFMkpRoITVVpbzTHky5AAAgAElEQVS8i+qqPsrLOsnL9aOpYzjVMdzOcQoKgmzZ3ojmnyfQdRTVrfsDuTwTlFZ3k1cQZPt2Gwa5iLzkUoL5u/j0ahN/dt3C587U81RPA+2WIKprknrvDI3uBeyOEzgcR3+E6HRiW4tHrkmxvXtm/FF4yHdHWyPQeeyOZRzqUXLzxzHGuCM1lv7oCbd2K0QkvhgVvtVje3q23I+Q1yTYAihSEEX42CQqaUo083MHa/nu5TK+//R2/uZMHN+7bOBvzyl873wlJTszEVJ7JF7nQ47IvAnRjiI60W1e6vjL78PXv/UXCFGpuwiIVj1mKHsxKA7sjoM01C9ikH0okgVFdrA+pgeDrKFIKuvj/BgUH4rBjiGmCUVqI1YOExersXGDH4PcgkHxIEQTG9Z3IUQv62LDGGPcbNocRAgXkqQiyzYMcgeKGCBWbiEuthFZUlkX4+fJZ16jqnovRkMQRW4l1uhiefHDtLUeo9GyH4PBRaxhDIPSiiLrykwxkh9ZsrNxQyuy5EWIMWSlDiFcxMg+jMJJbIzGhnVdbItXGZt4JtI95UGRPCiyhiJrGI0eDIovYq6oX9wUQwuy7GBdTJf+vSj1JCV7+fmP/QZGgweDrLfIGiQPBtlCjNyAUWohTh7RL4Sy+v6I805vJo9GBnd7zdzrNXG/N4X7vUm8EjbzasjEy/1JvNSfyu2BfG6EU7kW3s2dgSQe9Jh40JPKrf4Ubg4k8qA3mXu9Ju72mbjXl8y9viTu9iVzuz+FB727udtr4upALnf7Uni5J567fSlcH8jifm8Sz/fs5n5vsn4MfSbu9ybzoDeZ+73J+uOedO72mrnTn8Sd/kTu9aZwvyeVu72p3O018WpnEi93J3GnL5lroRSuhlO41W/i+R4TL3Wl8uJQAbfazNxrN/FiKJsbPWZu9Zh5NZzLK93p3OlP5m5fCvd7U3jQk8L93mTu9KVwp1+//0pXAs/3JnCzt5BrfaXcGMjgbk8WL3WZeKE3npsDu7g5sJubA4ncHEjkdiiFG/3J3AqnsurOZKSulJHackZqqxipqdFRW81IbSWTNRXsszWy2ViAiHEjx3RjlPrYLtVglvOZKdnB75+284dXq/mtc9VcGW8kbHfQVOahvNhFbXUzu3YUsykmk907qtm2uYz4HVUkmhspqgzib5uhybEXh2ec0uouKuv7yMzzoHkn8LUcxudbIiVFozU4y8i+k/T0zGNzjJCR1YLdup/0RCcbYgvYoqwjkGrkk1OpfPO5Sv7gYiO3JivZ67TS1tSHV1uiUV2m0T2LzTmD5phHdbyVENdmk2t2Eh7fkUjL4wcnzrVZp+bUxThi13kQkgNJ8qHIgTcRpxBBPUknupFEL7LoxSC69HZZyY3ebunEaNBnZnGKD9OGFC4NFPCXzxbz/bPb+e7ZDfzd01v5h3Mb+MG5GL5/aT13QwVsEjXIUm8kceKLdB81Y5S7kUQLscYA5UUHOX78JeaXz+PzHY90m7WhSF5kuZm4GB92+yEaGuYwKjYOz96jtm6Cn/vIF/jUL34R1XGIzKx2XnvtC3zq01+ho/cYBoOGJJw8d+EjpKSqfOjDn+WTn/ojbtz5FAZDLRvWB5EklcRkLzfu/gq/9Mt/xIc/+hlKyvqQ5XpiFC+Lsz9HTm6An//5z9PsP8XnvvinPP/yf6Gr8wIGxUFuXjevvPKbfPwXvsLTz77Mlm0aQrixOQ5RURXiyOqH+NVf+hof/9jnyMhqJybOgdHYiZDyuHTh03zyY6/z0f/wGTKzmok1eti1283s/H0U2YnBUE1P33E+8Ynf5+Mf+z3Gxm6hKCqKolc+SMKHMdbF9oQ6zl/4j3zqU6/zoQ//BjX1YT700V8mxuDDqLho63iMT37y9/iFj3+JsbGzyKIBRXSjKG3vnzhf7DfxKDzfb+Z2OIPboXTuhlK5EzZzK5TGc50pXArl8Xh7JtdGm7jcZuLnhzL4cG8CL/cl83x/Ks/3p3N/IJ07ITP3wincCydzN2zmVjiNG4MZXB/K4F44mVvhDC4PFXE/lMyr/fHcDGdxYaiUuyEzzw/s5nY4lVvhdO6FkrkfSubGYCbXB7O4GzbxUn8i90Nmrg+l6+OF0ni+38zdUAbXB7O5F07mfiiJu2Ezd8Jp3A5ncCucro85mMal3mw+utLON37lRV5+Zp7bp8b57u++zN1wAS93JXI/lMSNwUxuhjO5F0rlTjida4N53BjM5H7IzIP+DO6HTNwNZXF3IIs74VTuDmRztz+HeyEzD0LJPAil6BhI4UEolbsDadwLZ3HUlc1obSGjNSWM1pQxWl2ho6aM0ZpSJiob2dfgYZtchmTUELHtCDGMkLsxyGGMipUdhgzGGkv5teNNfPtqCV86ncZH9hexqJaRFm9mnbKb7TH5bJVLiBNFJGyuI81kp6Ghn4b6AYKBQ3hcE+zYXkXS7gZyczzEx1ewfUc1gfZFJibPsrRwhdGhYxwaP01PyzTDAytYS5y0FqbwVHsqv7qcyp9cLeFLF23cmnCy1+HHZx3Eph3Gpj6G1fEUFvUENuc8DucBNPUQquOty+2Hu3+c7mV8zceis88PSpyqU49zOtQVkpK7EMKGJDkjHSMPm/JF3EmNVoTUjiTC+lJOuBCKHWHwIhkCKJKLWMlKYmw2w3WpfPHZKv72UgL/eFrih89I/PA5iX84E8cPnjbyT89u4M8v5lCdvIsYuRNF9ETabpv1kqVIzDQuphUh6vnKl/+WLZusbN5Wxlf/8C9RJL9OnLKmZ5clFwcOXmZk5DoGQz2f/MXf4+r1T7N9u0pmjpfPf/6b3Lj9KVJMQZLNHj7///4xyaYWJKmGL3/1m7z60f9GRlY7W7bZ8Adn+M3Pvk5sXCMbN1n5X3/1f6ip72PT5iZyC9v53S/8GWXlIQxKPb/7O3/Ntev/mfT0TrZudXL/pU/S2XeItNQetm3z8LnPf4f8gnY2b2lgYeUCJx5/GVmpY3z6aT77ua/R2bVIfLyd0tIB/vDr3yMmrgKD0cnv/8G30LQlNq5zk5Ht5Vvf+XvWxbnJzOrgN/7b1zAa7DjdU3zyF7/Arl0OkpM9fOzjn6O8fAJZcqLIfgwGH+s3WPjiV/4Mf8s0GzY2UljUzi/98pd58UOfRJbc1NbM858+8TskJjmJj6/ns7/zx+Tl9GGQgnrpmfF9ysq90J/C22IghecHzNwM53ArnM3tUDbXBwv47ZsH+fv/77N8/89/nx9+7yv8w599nOe82/jkYCofDSVwO7SD23uSedCXxEu9KTwIm3ilP4GXerbwQn+CTp6hNO4MmHgxlMydnmRu9aXykVACP9ezmTsDGVwOF/JyKIX7Xdt50J/Iq4NJvBJK4PlQEnf3ZHM7nM6H9pr4SPdWXu1P4PmhVG4NmLjfk8gr3Um8NpTGnZCJ+0M7eWEwgRd6d/NybyovdJt4oS+F++Hd3BpK5PahBn7wvz7D3//JZ/k/f/tN/vHvv85/uDLJpYE0PhTazSu927g5kMH9Pfm82p/MC31mbg4VcSeUxku927nba+a1oTQ+FNrJq31beaFzMy/37+ZebwovhHJ40J/Ng95MXuzL5MXeTF7sz+FBXx73B4o57sxnvLaA8ZpixmvKGK8pj6BUf67awXBTB9vlJoxyS6ToOaTXfhraEYqOdUIlRSkkkJPOC/vr+cYNH9++UsdnThdwrmcrLVkSJkMMW+QtpCQUkZpaTUmZG5PJTlVVH2azSlKSlfQMF5s2lbN+fQnJyU24XUN4tL2U57ooTi6ltaKIm7NePvWMnd86V8U3rlbxrev1fOZUHSdDDficHTRoMzicR7BpK9S7jtKoncDqOIFdXUHvD5/Frq3ZQLyVNB9O5ugalnoZ0cOK6O8lxvl2xOnQFtCcR0gx9SArLiTJgyyv1Wi+2XtHrCVZ5GaE5EAoDQijB6EMICt9bBLZBDN28fnHa/jLCwl8/5yBv3vWyD+cNfCPzxr5hzMSP3xa4odnjfzw6Xh+4UAT62JKUGLaozFROSLsoZcWBVi3zs/6DTa+/ef/iCwXoMRm8PrXv4tisEaK4x0YpD4MssbhucuMjl1Gliv55C9+gYqqPciSDUWp5KWXP4G/5TCy3IBsrOX0uZdRXTNIchlffv0bJJk8CGFHUVwYYsr5tc/8MZkZXl588bfwBw4Qt0EXLxFSPRm5Pv7rb76OwVDOb3/22+Tm+lGEE1monL/0ERqtezEodtLMg3i8h1AMFchyJcmpVv7Tx7+MLDcyMXWeK9c/jaI0IssNSHItn/u9b7Frtw2rdYEbd34RxVCLEBqKbMVqnWco9AJp6R4++99fR5GtaNocKSY/RkM5xphCxsZPER48gyI7UGQvRqOLAzN3WVi6gixXExfjxmhsxOc/wsf/82eJjfHi9z3OzoRqDMYKjIZi9g6fwO2cxai0IkWsxN8Xcd4bSOVRuD+Qygt9Zl7qS+blviTu92dyeaiaX7r3JPz/fwP/+D0uDRRwZ7iAZwLxXOhM4Up/Nvf2FXGtN4Xz7Umc783jajCBe507eRDK4FxHJme7crnUkc7FjnQudWbwoNfMyz27eb4vnUt9hTzXU8j5QArnu3O50W3mtYHdXO9M5OnObM50ZXO5K4Ozrcnc707llcFM7g2Yea4lgSvtWVzrzOFqh4lXhjN5vs/M8+FsLnSmc6Yrm6c7Mrjam8kL/Wnc707i6ngjnzgzyhF3Fmf7q3l53seFvlyudZp4tc/EjcBmnukt5cn2Im62m7jemcXprlKu9+fzUucWXh3K5EJrMjeHc3giuJNLvZnc7kvitdAu7nXs5mpXCi8MZvDCgIkXepN4acDMg/40HoSyOe7K1omz9u2Is4R9dRUM2lS2yXXEibZIrV4PsuxAlt3EiBYMogVZ0utBNyp+NkvFFMSbGbQW8NGpIl6/ZOcbt2r58uVsfvVkIq/OmDgZSGS4ahv27DhcxVvpt2dxqKeekxPNTLRW4CreSlOqwqmOLO4fqOClyTR+7Vg+X73SwNdv2vmDK3Z+41QD18YaGHPX02rrwGOfQHMcwOrcT513P3WeA9icMzi0g7qdgzqDquqkadGOYI1a2D4quaOT45oTpNu7GiXTfw5xRu0vtFUSdrUjy249+yq1ROpq2yPQ6wYNol8nUKEhpHYMUhiDaGWzbCVzUzrP77fyrctl/OCskX86Y+QHZzbz/bOb+JtzCj94Jo5/enYjf/es4G/OxfHXV/8vdecdH1WV/v9zzi0zSejI0iH0HgiB9DY9vddJIAQQCy4KCEhR3MUCSJPeQrcrtl11betawa5rBQsWLCgC0uv798e9E4KLurjt+/vj85rMzdwz58zM/dznPOXzxFLeMwrhCCAMt21B5qKJHDQRyv3MxDDSKKv8Ix/u3M19973I/Q+9wCtv7eKKK5djGAFMPQ8hitGVi6smLGTk6AUobQiPP/ke7dsXook8lEinbv2DDI2tRYoMlEplxh+34MuYgFLRvPfhLho38WHIIEqUo2Qi10xdR3XwevbuBU3rhhQ5KFmO0yikUZNkvti9DyF6sX3794SFDbaDODksuvUhkpIvw6Fno6SXTp3yWHjrX7j/4Xd45Mk3uO+BF1FyEJeNnceoMfMR0oVSAaRw88L2r2jbxs/SJc8Tm1CF0hKtgI8qopGzEE1kEdnFz9PP7kBTSUiRgN87i3VrXubhh9/k5Vd2MWLEHKu8VOWgZAqbbnuKpKTLCXdYgSJdZhEZWc099z+HFGno2hAyciZy7z3buP/ed3n1tW/JyZ6EoeUgRTlSXmDJ5dqqLvwc1gU7c1tFG+4sb8ndZc25vbw1dTX9uXPWSDi5j5PffkRdyQBuqRjIj18+yw87XmDfuy8xMzuOZcPjOfTpE+zbuY0fP3maB2aWM7N0KK/ev4r9u17l+JfbOfTZq+x4Yj2Ly3oxr3wASydV8enLf+Lw7m0c//YN9u/+kB0P3crqiq7s3/kEe774kP2fbOPw58+w99OX2XbXrfyxIprZpT058Oad7P/0VfZ/8hZfvXIPc4o7siAYx8Nzx7Fnx1859P07HPz+LfZ9+lf+essYlpb25aaqPry8dQ4HP3uDI99/yb7d7/L0lpksrOzCmtJWfP/iGvZ8/Do/fPE++3Y+yb6Pn+XA7g94pm4myyq7sfr3fva89SQHvniBI/vfY98Xb3HbdSUsC3ZjWWk3lgzryqrhnVhX3ZZN1a3ZVPU71gfbUDesEzP8XRkd34/RcVGMjo1mdGyMhbhoRscNYlRiH4a54mmuhmBKy0oxRRmm8GGKfNvvlocSAYTyIbRMKxdQluMQpbQRA4ly9iK9Qyuu8LZl1dhePDs7gU9WZfHV6iw+XTKITxZH8cWKwXy6JIrPlw/m41sHsHvlED5fFsNXK5N4f3Esby5P46Ebk1lxVToTC1OoTfdSmJCNz19DcsZY4v0TSfVPwue6kkD6eDzp1+BOn4LHPQ6vZ6wF95W43RNJ90wm1TOF9AvYdoeS2S8kqn4+4nR5rCZp3bvXoJTlL1QyrwFphojTimIbRj66VoIpqmglCumud2R2WRQfLo5h/7xmHF7Ugh/nhnFktpPjNzfm+OxGHJqvcXiuk6M3h3F4geC72Y15elo6F2m9rLJa6UeT2ecQpyYK0LUsNG0on3yxj5YtE2nbNoO2bXPpFJnCR599j1Kx6LIIIbJt4lxkE2cMTzz9Hm3bWQniuvSzbv1DDBk6BiWKUTKL6dfficdvE+eOz2ja3I+uKpCiAk2mMnPmFnKzr+Lb3eA0ByBlLqaqQcpcGjVJ5qNPv8dwDOT5576lcaOkc4gzNe0ylHQxNGYizz3/ET16VtLyonw6dfXw4INvYMgExl6xlKKiWZh6GdI+94Xt39C2TYDlS58hzT0GhzMdQy/D1PIxVADTyCSyi5+/vfAhppHKjBl3MnvOA7Rvm0+TRnFcPvZmRo2chxJeS6JPprNu46N4vBOQ0ocpy9BFNgP6XcY99z+LUvHMueURZs+9jw7tKokIT+PiMTeSk3Mlhu5FiuILJ871wc40xLoGqAt2YWV1D+qqOrGpsjUbg21YXtWdu24cAcd3c2DXNhZkN2J5zSDmjc2FE99x9Ph37HjtIeYGB7D4UjecPsDrDy7hj+XRvPLAIs4c+YLtf97MhuvHcOCzN3n/6Y2sKOvAnVNzOL7/Yw598QoPz7+M+9f8gROnTvDa3TezprQNy6fVcPjUKQ7s2samSXl89+lrcOQr/rJyAnWXDuTmygFw5CuO/vg9U6uSWDmsI4+tngSHdvL1+y+w4qYpvP3k3XDkAx68eTg3VfRl58t3wrFdPHf/BtbOu56D3++A4x+x/Y6ZLBw2kD8Gozl25DtOHf2BNZPKuf2msXBqH3fNuZwlw/ty5tDnHDvwPStuGcef77wFDn7Gikl5zB8ew9ub/8Bzi0czr7Qbq4Pd2VAdycZgZ+oqI6mr6sk0fy9GxQ9gVNwgRsXF2EGhIYyKG8youGjGxMVQk+qjuUpGVwVWKZkoRpMZ6KLcThex0lCkKEbJQkJq34aWhynzCNMLcYhMGkkPjUUMXZsOwj0gifLUVK7KTGV6kY9rSwJcV5rJrGAuUwu8TC/yMTnfT607g8q0bIpTiyj1jcKfMpqA6yq87omkp0/C5b4Gr2cSrrTxJKdNINU9lVTPNFyeKbjd00l3XWu1qvVMtlDf7/v3uDzj/2niTHdPrC+/DFmdvyWq7vZOwuOdRseOFSiVZVub+Xb30aKzxClzECKAppciRAYtI/pRkdyOtxcnsW/hRRy9RWP/bMGJ+WEcu1nnxDzJ4XmSI7donJgdxqk5JgfmKg4uNNm/pBPDB7TC1IYg7YRrza4Us2BVIukqk6bN03n5zS/RRCqmlkWYWYhSQ9n+5qe0bpuBFHlouh9deblq/BJGjlqI0gfxl6fepm27DKTwo2QKa+vuJ2bIGKTdQ2fGH+7GExiPVFG8u2MX/aOLkNKHknnoWjwf7viBi5oPZfqUdUy4ajmaloAQmZhGBgNjSnnwz6+iZE9eefkw4WEJdrmij0VL7iXVVYOuxzN79r0Mr52JbibgcGSRmDKSRx95G00M4vLLb6G0fKadFmW11X5h+27at/YzdEgFjzzyIUIMRIp8lIpn/Ph1ZPrnEhmZyYvbd9CoURrv7ziCEdYFh0zBaQxh/rzbqK2Zhyb8GLIYTaYzcvTNzJm/GdNIQQo/uvRy6aV13HHfoxjmED786FuaNEtHU2kYKoHVax8hJ/dSDDMZKXOQ6gIT4H9KnA2xNtiFJcMGsLK6Gxsr27K58nesCnbj3huHw8lv2P33p1hd1ZZ1le2YX9iBM8c+5NSZHzlx7Gv+NKeG+aMGwpmdPLt5FkuK+3L6vUfg2B4euXM51xb04W/LxvHoTVUsKe3Bd++9wJkTJ9kwYxh1I3owo6QLP37/Ps/dUsPW4t+x4OIcTp06xvdv3s2CYFcWTR8Gp7/k+2cWsza7CUuCA+D4Vxz5dhvzSzuxbPggTh/by5n97zC3uCeLapNYfnU57HmRjVelc/u0TDi5h73vbGdRQTTLS7pyx6xaOHYY9n7OvIp+zC3pwYkfP+HMsW+ZnNWdOUXd+euy37O4egDrf5/CyTMHOHZ4Lzde6mZOZVe+fmI2t47oxdabquDYxxz96gXmBKNYFezOuopObAxGsr6iCxuC3Znh68Go+P42cQ7+CaIZEzuU2hQfzVUShiqwEoRFia0gbuXoWSi2iFMUWCVlIhMhAxhGEULkYagCHFoBLZuVEzf0atyeaaS5JuJ2j8frnYDHPQGPZ2KDx/F4PBNJS5+CyzUVj/saXOmTcLsm43JZNd7p7im4XdfgdV2Nz2Upq6d5ppDinUyadwLpnqtJd039CXGGyGwCDdvn/tJWPfR3mmvCOVbnP0eckwklzLu9k3F7puH2zKBz5HCEmW+VOSofQtptc0XA8rPJHBxaFWGyF64OjXl8ZjyfL+nKvlvDObxAcGSh5PC8cI7P1Tk5V+f4XI3D8zQO32JwfI6T47PDOHiLwd6FLXjtehddtQ5ohgehZdglgcW2Yo+l9q7JHJRys3nLThKSa+3jdqqT8uANTGT5ym04HPkIaemBjh+/llGjVyLVYJ54agft2udi6lkI4Wbl2oeIjR2HJnPQdDd/vOFBAoFrcYbH8sb7n/Ds9p0MGFTGRa083HX361wzdR1SDsLU4vl4J4wdN5/W7VwEMsfz2RcHaNEyHU2L5YXnD+BwpNhpRClcd/16Zly7mTatPZSWzGDb9o9o2z6dwUNq2Xzbdp58ahdORxyXXbac8rJZ6JrPLiHN4rXXv6F16yyE6McLz+9l2tRNdOrspSw4gb+/ux8hkujTt5IXt32Mkgls3PQi181aSfOWcYy57BaeePpjLh+7Gk14rXQx6cPhTOLFlz9g4uRlXNQmgbLgVNZtfIJ7738J04zl/gc+ZPykhTRrGc/lVyxi4+ZnGFZzE1ImIkUGmvzlqrALJs5l1X1ZW9WVzZVt2FLRmtVV3bn3xhFwcg+fvfk0K4JdWBXsxpxgNJz8mvvuuQNOHOTYvo+YVpsLx/by1IZ53FrWhxdWT+T06f0cPfED+77czsPLxnNzcVeWVw/izN5POXPyBKvGuLmnvCVbajowq6ona4Z1YWt1J1Zc7OfMsb18/c7jLJ5QyKHdH3LqxDcsHpPMxsLfMbdyKKc5xqHvX+emws6snVLFmdMn2ffx8ywr6UJdZRdWBruzMtiN5dW9eW7NeI4e/5qdzz/EqsJI7gxGMPfigRw9/AOc+o7lI3szv6ADJ374nBOnT7Ln3WfZ+8EjPL1kHIvKe7E62IOTX77CiaMHOHPwG7547VGWXpnP0uq+1I1JY8/rf2LblpnMLenG5mGRbCxvzcaqTqyr7MKGqu5c6+vB6Pj+jI4baG/PB9uIZnTcQMbEDaY2xU1zlYAhCxCyACkqUSKDX6uZliIPQxVjaoU4zQIGDZyIx/MHXO7puNxT8GdMw+ufTFq9+tD4+i6Obu9E3L5/1rL77yDdPbG+7jy0Xf8lAnV7ptS32Q0l0nt9M8jNu5lePcbgkIWYIgOH8KGpgK2uk4uUAZqJVDqLRmwc6+eT+f05tqgFp+eGcXpOY07Na8Tx+eGcmN/oHByfF1GP03MMjt5i8PWi9lyT1p2mIhah5SIMj90iosTS67Sj6kJkIISHpKSpKBVjuxDy7QqzAA5nJtGDJyCVF9ORjaa8dOhQRYsWuYSFpdOv/yU4HBkomYWS2fTrP5zGjXOR0ofT6SYyspqLWgYxHLG8s/Mz2kemMPrS2cy68UH69a9GSis302Fm4nSmk1d0NTfN3UpJ+QyaNLEk60wjg0GDxmEYAQy9GMNwE9HIxYgRC4kdcgWmkUhy0qVMnbqJqmE307RZMtGDx6BpyXTsWMXvWpWipN9qHyMDxMZOwOFwoSkXpummsuIWpkxeQ07+WMLDUwh35hMWnkbffrUIkUaLFoVUVF3L9JmbiEsaRYuLXHTqVGbnwebbNyIvEY3SKCr5AzP/sBWXZxwRjZIZHDOORhEFOB1+KqpnMHPW7SSlXkLT5um0bl2EaWThNIrsPNp/E3HWBSNZVdWD9cHObK5ox8aKjiyv7svtN10Kpw/w8auPs764GcuDXbl2hAdO/Mjqmyfz7l/Wcvr4d3z71R44eoTH62awYERnri3pwtzxlex7929w6DM4s4cP/7qSuZV94Ie34dheFl/s4/aStjxU1Yllw7uytLod64Z1YdllATj8FWdO/cjp4z9yYv9hpo3IYdnwftxT3YrZZb05dfIIP+7ZwZzSHqwan8npYwc49O1ObiyJYkN5W24vbUFdeUfmV0Xx3OZZHD1zmI/feppbS7uzORjO7JHdOH7oEzi2i1tH9eOW/I4cP/gNRw8f4P75V/LKhqncMMLFouFD2Ty8G1M97Xl51TT47gPOHD/BkUOHuG1CLr2jRc4AACAASURBVHdU9GBhUR8W1QxmVWUX7qnpxOayVmys6szaym6srerFdP9/ljhlSKVHZtGxQy1xsVNIT7+Wfv1H075DEUNiL8cXuIY010Q7Yn31OeT5vybL81mggcxp5wgZ/xx5Nmzn6/Za5+fm3UD04LHohguh0q0cTlGGLmppLIbTXKTRUXRkclo8n8zvzzeLW7B/nuL0PMGZOYIzc8I4MbcRh+c7ObRA+1mcmi04eqPBu/Oj6RXWBIcsRKgypPLhEHkYotgWpchHiXwMrRgh/PWRc6tyyRKBkfIssTodxQjhw9AzrXQq4UHTvHayuhchMnEYRUiZYo9nkacSPjSZg24m8c6HX9CkaRqakY5u+NA0H5rKxdBDbp4AYRGZCJWCEKnoejaNwqsRIg/TLETXcpGyDGdYCUr5kTLDFmv2oKQH3XAjVTJCpiJEElK6MM08rIqrDGs9Mg2heTDNbBpFBO1qpRzLYpZJVjK8XonDLLLOEYUolYfhcKPrXrvJXTK6FrA/xzLLnyvy0FSuXVVUgJSZCJFHuLMaIewSVt2DVC403YdhZNrVX1YBQpij8t9HnCFf54bKDmyubE9dMJJF1VFsvnksnDrIzpcfY21hY9ZVdebGMRlwaj9brhvOqopunNm9nZNnjsPpL3h42SjmVbTn478s44UVN7CwdCjLxhdy5vRBTv6wg1nDYtj30VMcP7aXe+oWMDuYyB9cHdm/42n2P7uSFWU9mXdFKWdOH+aJB1YzcXg6nDnIoa/e4IaMlmwJhrFwWHc4+SMHdn/AosKOrLm4L6dPHOLU8aMsmVDJkoo+LK8Zwunv3ubh5ddy7w0jOHnqCEf2fMWcag9Lq/qzekoRZ45+xw87XmJR5QBml/blxKFvOHPwS1YE+7Agvy0HXn+Ab55Zy9yybhz/8TVuymvD7PxObH/uTxw/fZh3757GitIOvHf7DB6dXcWy8kjWlbXmjuGdWR/swppgD+qqezLjP0ycljpMrr19D6CUB6cjAymTESIJp9NNXPxVeLzT8Pqn/IQ4//dkeT7ibCjWEUqOPx95nl3HBPtxEkOGjqVZ8yyLFBwpCDMbIUpRooQIEUNR7ADevy3IzmW9OLikO4eWtWf/4macXB3J4WU9ObSsLwdWdOfHFZ05uCyyHoeWRXJ4eZd6HFrcmz3LfUwrjKapEY2mRqJEGbrw22lIJbYakCV4bGplSGF1owwzyzibUxoq88y0CSaTMEc5SuTYZBr6rgvtLXA+uiy2CTDX/g3ko0urlFHTPLzz3lc0alyC6SxCiAykKrWJqwillVnnqWKLfByFSFmEwzECIcrt1xUT0ehiQi09lFZq+d1VCbqWi6ZZc5OyIenno7RSlFZs15QH0B15CJGBbljv2bTRSMs3r1tlnro+DClLkLIcISrQtHKkDKCLEoTIwKEX2DeHYis7QBSjhNXHS4gspMpDN0owzHKkKrKsdy0fq6y01J53IZYsndW223RU/PuIc32wMxuCHdhU2Y4Nle1ZHezOrTUxfLP9Hjj5Hce+28nGaSXcUt6L+269Gs4c48Gl01lZ3ZelV2RwhoOcOvIlf547lsXlMRz/5DWO7N3FQ2un8tbLd3Pm9CF2Pn03NxT04L7ZNZw+9RWnTh1g22O38822Bznz425e3TyX2YV92bpkOhz/nqMfPcHsUYM5+PlfOXPkG954YDE3V3Vl/jgXnD7Jke+/ZX55P5aM6MH2P2/izKnDnPhuJ6/du5i9O1+CkwdZe90YlpX14Pv3n4VDe/hy+xM8MGcyh3e9Doe+YPX4IrZU92dhbQKnTx7i9Jnj3HfrJF68az4c/JIHFk1k5dhUzpz5nreeu4s7V1zH/h8+4cyx97n9yoHcOWc0Z07u59SeF5lT1pvVVd1ZV92VuqrurAl2Z0OwG9f6uv1HiTOkuGPlCmZb2xrpQ0oPUrjRlJeOHavwB2bi9l7zEyvtt1bs/GcR2npn5VxbL17s9U+pJ9CzJZqhSLrlhkhOvYomTf1We17pRbdTuTS7Nt3QfbRplEifsA5EOZrQw9GermZbujja09HRiU6OTkQ6W9MlvBFdnRF0c7T8WfQ1G9Pb2ZSmxgBMswxDDCdC5KMJlxUcsYlJiBJ0UYEuC9BVLpb+pq3VWt/O16qNV/XBv1wMrYBQmaipytFkCZaMWzGatGXlZDa6XRZq1dVnW9VOpg+pcuznBTZ55KHrpVjlp36UqrDfO9MOPpZYvnWtxHJpCOu3KEQeUhVj6EE0rdC28LJtDc5Cu/qqoD6AWR/MlLlYPZfyMJz5KJWBEFYxguEotPOVc+y5FaBUodWhUhZgqCCazLeCdyrD/n0XWT5hmW1llwi/NY7MtmIAMgdlZGKJUgctIlcV9joKaSh4/G8kzk5nk+ErO7E22J0PNk7gzN/v4ZuX7uSzl7ay751HmZXdjtM7t7Jr+4Mcefcxbrt0KMsre/PyXbfAkd385cZLWFXSg8eXXcquDx6A/S+w/92/8tSt17K2uAdbStqwNtiZVRO87H7zXvjhNY5+8DDvPTiXOaMTuXHUUE5/eA/fPV/Hd89s4KlF41hcMwQ+287p3a9y700VnN6xla/e+RtfvvgwB/66gBszI1he0pa7rq9iz45tcHQ3+/7+OE8uvZpNY4Zyd7AdK6p78vy68Rz//G+c2vU87z22gutHD2V5bVfW5oZz9MvH+ejFrXzw4sMcfPcxvt52Dz+89yQbppWyfHQsr/9pLcc//zunvnyfdx6/i1WXpbKlsBHrL01n70dv8uo9t3B9UU+WVvZgZWU31lT3ZG2wG5uCXZjp6/qftThFvo08NJFLqGNiCEJkoGt+oqPH4fNPryclC7+cZ/m/IsyGcHmurvd7ev1T/kENye2dZEfhJ9Gnby1SJtvVNxkYoghT5KAJuwe5ykHIYpwinwiRhUPkYIp8O5hTgS7KCRNFNBY5hItci6R+BlLkW0LDqgghynCIIsJFAKduXcjKsK0tWYYQ+UjhIywsQJgzRJ6WqrtVtx5oQKKZKJVjH/fbFmgRpp5PuKPUrkAqwKGXI4Qbh8ONaRQjRRG6ykMKP0IEbKIK2Nagzya8dJTmxenMw9TLMfQChHBhdfLMtAVDApZwh63GJEIdO7V8lPTRt98IKqvWWkSsWf5CTRXZ1m/oZpBHSIDYIvAkhByCEFEIMdR2M8TSpLnlnrDmmY7DmWkbA0XoMhchUjDNNDTltdK7ZDaazEKIgP1e+bYgdD6aLK63zq30s3xC/dgtFbMslMqwBVT+jRbn+mCns8Giqq4sK+/CorLuzCvrxfzgABZV9eH+0d1YnRvB/IL2/DHQmrtG9mJTUUtWFP+OBcP6Mz/Yky3VLamrasq8ynYsLmjL2syu3Fc1gNuKW3BXZWvWl7Tg9lE9mF/cnpuKOzI/2IPFJW1YfUl/bh7Rg1n5jVhR1p5bK6NZUZvGxqreLCrpyK3DB7KqvAt1xS1YVtOXVSOjWJ4dxj21Xbi3shmrh3dl9uUZHNzzd2ZUxrGyshsbiluypbIttw1rx6rRPfhjSSQLKvowr7wzi8d0YsWwi9hU0ZaZeZGsqu7GyqKLWFvWjhXFv2NJfgvWjejF2lFRLCvvyaKcSDYVR7K8pBerhw/m3oo2bC1qxYLcLvyhoBvrRvZnU0036io7s7a6B6uDPeoT4P87xJlvbxHzONuDJddSuDHyad68gLT0KeeQpvtXEtT/18QZkogLZE4jI2v6OUEjy/qcTFr6JAIZ1zE09vdERPiRIh1lb+WEmYnQM+1MhTKEqEGI4RiiHKfIRtM8aMpvRaaFpS0ZJnIJF4WYouifUEkvRmkFGCoDJXy2MEgOYRFlaJrH9q9l2sSURFLKOHQjBUPl11t+lvUXsvxcmI4sDDOAFFk2oaTRunURffqOQtd9GJplYTqMQgZGX8ycW7Zi6pa2qBAeTCMLXRZg6AE05SfU3lgKN17vDTz99AmESLVJxYOmeZAilXCnRZq6shL1rbQiP4Zu+S2FSEOIWFyeS5k3/wEMPRtN82Ma2WgqA9PIxuoP78ISTClCiiKUyMQZls7xk/DZ5/Dtt3D0GHz3wxFatUlBacn063sJt9/xBlLGook8dFWIaQSIi7+S9RueQdPS0WSm/T3l2m4Ly0VhqHzCzPL6lhm6KEOIFHQt5Ce2z5M5aDIL9U804bsg4qyr6kJdsAt1VZHW1r0qkjWl7dgQ7MzqkjZsqO7MxqqOrClty5rKzqwe1otbS7pTV9OPe6s6cE9pS5aPHMiKirasKWzJyoo+rB/Wh3VVrVhe1piVw9qzcnR/llR05a7anmwpb09daQdWlkeyubwnG0vas7HqdywtbcKG4ZGsr+zIsoImrKy8iNVlESws6sBd1X25r6QVdcM6cevwTqwZFsmKqkEsqx3A0mAnVlwyhE1zr4Af32PJ6FhWVHRmRUU3tlT2YNWw7qyq7Mb9lb3YUtCCuuGtubWsAxtHxLN+ZH825Tu4o7IV88q7s7KmH5uKm7ClpDF3junNquGdWTuyL1vKWrKlqg23DuvOqpruLCvtwJLSSNaXteaeqtbcP6w1WyrasK6qG6uCPVlT3Ydp/p7/ZeL8qcJ3EUrmIqWbbt2rcHv+/yHOkLWZkTXD9s9OarBVn1Sv8J6SOpnmLbKRMh0pfLbLIh8hylEiH4fIxBAZ9pYuz2q5oGdbrR9Usa0Sno3Q/ba2ZAlCltg5oOdDNobmR1MxXBSWQNPwWISRjHAWIbRidJFO0zAXjRpnIaUXQ89Eqih2fvo1jRrHWdJn0mXla+pZREQUIoQPIVJxOt2ERXjQVK51oaskKoKzmH7tPWh6okWuWiFORyb5RdNo2nwoSqZjqHxM04eUaYQ5ymnSKBunw4sQKTQKy8WhB5AiHqXiaNY0nwizFCk9hIcFCAvzo2QmpsqzdymWKEmYWYgQGUSE5RMe5sc0hhAIjGLBgq1IkYIm09BUKo0jcmgUno2muZEiHU35rG4HtsiJrhLY9wMI0R9dJKNkEq3aJPDlNz/QsqWf6IFjWbFyOw5Hin3DyEbXfAyOuYQNm55E09LsSqx8NFGIobIRIoXwMA8RES4cZhq6spLkDZmHFIOJCPfSKCwHWe+yCV0fF7pVr+rMLyIYaaHBsQ3BEDqyPtiBdVWdLNGLqk6sr4q0yLaqCxuDHdhc0Y41tkjI+mAn6oJdqavqTF11+3rhj9XVXVhT1YX1wU5sqOzI+mAnOyjVmc2VHdkYbG8LZlh/bwy2tZ+3t4Q9gpFsDnZkfXVn1lZ3pq4qkrVVPagb1oulwd6c3vsCe1+/n13bbmN2aTfWDevCxipLxGRdsBPrg53YXGEFwDZUtWddVWfWBbuxvqozm4Nt2RDsyJrqbqyu7saGYGg+namr6sTaqkjWBzuwIdietVWdbUTa82rPxsp2bKxsZ31WVZ1tX2dXrvP3tkmyIWmexb8eVf/liLsVTLCSryMisklJvYaU1En4AtNITh2P2zMVl2eKve21/IYuz0Rc7rP5kf8dnE1iT3ONt5WOJhHIuBaXewouj6UO7/JMxuufSlLKeIbEXUGP3jW0bJWPYfosYVsZqhSyWk7Iegvc3gqHBHHr9S1DCG2hc+qPSWGLCYtMO9/SkmIz9QBt27h49+9f8Pwz7/PxR3uYdt1KlB6Loafyh2s388EHP/D8S1/ztxc+wnRGs27Dyxw5dYbPvjpMZvZ4uvfM4fpZt7Fv33HW132MpvVi6cp7+WDnXv724oe8+/evcJjRDOw/igM/HmfvDye4/76XMfUh9O5VzKefH+fxpz5i1+4fqR19M6bhR4pU2nUI8NHH+3j8yc/4fNd+CgvHsfvrwxhaMp27lLJ83eMI5cY0B/PGOz/wwrYvee+DfWzY9AS6noiuWWIYUhRgGi68/ins/eEof/rzF3z97REuu2IaN83ehGG4MYw41m16hg8+PMgzf/uevfuP079/AbrmRYpcdFlhW7bJ7P4adD0eTXhwyCxMM4q9e49j6sn07VPKqlVPo0QSSuShqwKkTCZm6Cg2bH7Ccr/IDDu3NIk33vqM31+xiDffPsBz277hq+9O06xVfwzNRZiZylPPfch7H/zI3575hjff3IeUfW1LsxIpyi+MOJdVRvHbMYDlFT+PZRUDWFYR9S/gV8b/pblVRLF+2BAWVcRybUkq1wV9zCgYysLKGJaX92NVeS+Wl/f/5bn/yvjLy38e511PZRTLgwNZVhnFVF/UeQnzv0OcIfK0/GhORxaDBv0ej3cGaa5J+DOmk5Y+mXT3JDy+SaS5r8TlHU/Dlrr/beK0CHMCXv9kApkzyM693uo/5L4Gt2c6cfFX0rFTGY0a+xAywU5tSUMI97l16RfYP/sfYQsay1DnSysQp6kADjOF7du/oXtkCVK4kCKBLRsfIyd7HF06ZfPaKz+giQR0LZ2Jk+oYd+UKpIzio11fExYWjxQ5dO6SwYHDYOipSOEnIzCNZcu3oYQHTUvk0otvZmTtHCJMNyUlk5k+fTUOLZVmTeP5avcRmjTyWVafPpg/P/oaKUnTMYwkdny8h1atYpEqCiWHcO116/h41w+YKo3OkeUsW/cYQrpYuvopsnNnWr5gmcqTT79Lm7aZRDiDaLICpzOfmCG1PPvihzjDEpEyEaUG85cnXufGm2/H4Uhjbd1TXDb2jyg1BE0lERZuVe60bpONaVo+SEPLQzeS2P0NSNmfxo0yUCqWXr39vPLyLqRIZkD/SjZveR4pogl3eCxRDyOW6JhS1m9+zCZOS2FKiDS2v7KD6667DSGiUUYMGVmTWbVuK1KkM3n8A/z+yjqkTEXJeNaueY7ogcMJc4SCVxdYOTR6SFcsdPlNuHho13Nw7v+7/sP/LwRn5/Zb0IVLB3di1JBuDB/aj5q4KEbF9OCS6I6MjenMJdGdGPOLc7/wtf/aWkbZn8moIV0YPbTv/5Q4LYe5VWnUKKKA9PQ/4PfPIin5auITrsLrm06ay86D9FyFy3slVqlkw57k/z001OvMzb8ef8Z0AhnXkZg0kc6RlZimGyFSrW2h5kIqD0J6ESKjAWkWoS4w0fm8xFlPmvmEqraUSsPtGcemzY8TZrhwahkYeiI9euRwz93badwoji++PE7nyGx0LRml+uJ0uhAilfc+/I4mTXxIacmpPfTn99BUGkoGaN7Ch6YPxHQk07y5h/z88cyceSdKpDCs6gYmT9qIQ/NSUfFHbrhhNbrZF9NIxRkei89/GfMX3kfNyBuYPnMpUsYildViw3TE8c23xzFlBl06V7Oy7nGEyMAR5kaqKCLCfLRskcaauq3Exo9GigxMswClJbFkxQNk5V2J0+HHoSpwGjnk5U3ilnn3ImUMu744QeMmyTQKy8NQRTjNTMaNX8CoS+YjZBpSZmCafoQ2iKOn4OVXD/LKK0f55LOjPLf9PTSzF04jg169yvnuhxO89+FhXnvjMK+/eZT3dx7mvY8OsHbDnyzitLMOhAjw+utf0LvHMHSVhZQeWrQo5m/Pf4kuAvyuRS6a3oPmzX20aJ7OsOEzKMifYgfBctGN0gu7fmrjY/hlDP5lxA6iNja6HiPjB59F3GBqYqMvEIPrURsXw8h/wJB61MaH8DNzjx3I8NhoahPiGDY4ikvjorgiPoqRMYMYGZ94zrxrY6Pt8a15j/y1dccP/ofzG2LET9cVF82I+BhqE4YwIj6GkT+zRf9vWpyW+ngmppHDRS3LaNGiGF130aJFPqlpoZ4/E2yL88qfkOd/Y3ve8Nhk0lzWo8c3BY9vKkNjr6B5iyzbh+ZG2r3QreBJoN4np2QobaXk30CcOTZx5iBFEVKUWT1rZCoVwRl89e0h/v7Obt5+62teefUr3nzza+687U10lUTMkBJee3Mn775/hBGjrrd8cDLA+x/uITw8BoeZRs9epaxd/zxSJOIwsjEd/Zm38A7efPtT7r3/TZ752wdcc00dSqQTrLiZadfchSZcXDOljs++2M/rf/+Mt9/5ljf//i1vvfsVN85Zy+z5G6gZNQNNeWnSrBpTL8MwUvhy91EcMpOunapZVfcoUgRo0TKLO+59kVfe2ME9W//KOx9+ypDYGlQooCTjeebFHQyMycPQ/WiiikaOCtLTR3HT7Nto39HF9td3EeZMtdKiRBBTlpCUVsniFY8i9TQMMwPT9GA6h/DRZ2fQzQEoGY+mRfH8yzvoNyCfMEeAPn0qWLvhKTQ9CimjkHIwUu/P4NgS6jY+YhNnPspuZfLW21/QrKkfh1GArhVimNk889xnKJlCyxapbLnnMV5/axdbbnuRN97ejc8/GiGSrd/IP/R3+lXijOZfwahfwL869sh/cfyahGiGJwxlWOIQRsYP4pLYvlwS25/auFiqE1KpjY/5l+b+r8ztf02cqh6huumAHQH2oqSbQdFj8fqm4/JMIjntCmur7h3/PyLOyaS7puD2TCXdNYU019X06j0chzMdKZOtOYsMQhqXZxuvWQ5/S8ij2MaFNeU6L3GKs8Rp9eTJxdDdZGVfyYq1d6CZvS09TBmHwxlDhw4FNGmUQ5jTh6YlYBgJrN/0PGOvWIaSCXy061siGqXQ2FlB7z7l3HbnSwgxBFPlsWnTm5SU3oySHjThweUdyTXT16IrN8GqG5g0eTOm7uXiS+dzzbRFCBltfw5emjVLplXrVMZNmM2kaQuQIhWlBTAcJehmHN99fwJdpdO1Uxmr6x5GyngOnjxN2w5pOIwAmoxlwaLbiBky2rLaVS5SpXL7Pc+SmDYMTU8hTC9Hky7yCkZzy4ItOMJ78d7O7wkPT8Wh52HIUkwtn8rhV3PV1csRMt0WGfFiOJLYsxeEiMJQPsLC8hkcW8WGza8gVSJ9+hez4bbnkTIeXeWiZCa6kcygmGrWb3oCqVLsgF82QiTxzvuf07Klz0qd0nJo3DSX57Z/iqYNYdtLH5OUcgW69GEqF2PGLCAzYyKG4bNcOXr2hRHnqPi+/FaMju9nR4Z/BvH9f/PY1vj9uTju/BgTN+BXzu9HbcJAahIsAh0ZP4BL4npzSVwfauMHU52QwKj4qPrxzjf/846bYGF0/K/jF9cWN/D/EHHm/CTP009kZA0+3x9wua+xq3T+m1v0hu81mbT0yTZpTiUldTKdOpejaclImYwUbpTwE1JTV+d8LlZC+VnZuFBP+3+FOBuSZx5SFFqJ59JLq1YB3nrnWxo3ScY00tG0OOYteJDLLp9PdfVCbpl/J7rZD00fSIfIZB58aAdSxvLRrm8JCxuIptLo3aeC5SufxOlwI4SHnR+fpFXrNEzDRZjTxcIl9zJpylqkSKVmxBwmTVmP0+EjsksGz2/bRVhYLEq6CXd62bT5GcrKZtLyd0l8vecYTZt50Y1UhEhj7LjlfPXNCXSVSrfIClavfwQpY9l75BhS64BSMTidg/n8i+MMHDgS0yhBqTwcjmxy86dx/8Mvo9QQnKaHMGcc6zY+yC0LbkPK7tx+11PkF1yHrqViaF7Cw7289tZuOnbOtfNI89FkLlIm8/0P4HR4kSILh6qhQ8dSXnvjWwwjld79Cqnb+BKaykKTVViKTwEGx1zCxs1PIWUqmsxEST9CxvP2u5/QsqUX08xGyHTCmvjZ9uYupIxhx85vad4iEaWSCDPcbHtpH4UFM9CUDyly0M0L+w2IUfH9+a0YHT+Ai+OifhG/Ps6An4U1xsDzYkzcwF88d3TcAMbEWrJtI+KHUBsfzZi4flwS15tR8VHUJMQwOm7gb5776J8h9Hoi/pU1/98hzvOTqMPMpmvXkaSnz7CDMLbikNvGf5k4Xe5ppKVPpWOncpRKs/2ZXqTwNbA2Q9UyDRTdRZ4tF5dn97T/V0nTbh1sR9Wtlr0F6CoPXXpxeyfxwrYvuWriCtZseJJVdX/B6UxC0xK47Z6nWLB0IxOnLOKlVz6hW7dKTCPAkuWPsGbdo3TrkUeXyDLWrn0dIVJwGjm4vBfz7o5vuHLCAjZsfppLxy5l4eK/opSPoXGjeeudvVQFlyPkEIbX/pFnXniXiZOWcuc9L3HznNvRpBsh4igqnsaLL+3hinHLWbrkb1w8Zhaf7z5EhCODbl2HM3/Jn1Eqm2kz7+ahx15g3ITZbH3gRaZMm0tB4Y2EO4uQMgMpfWhaKrNuuI9HHv2UCRNXsPX+Vxk3bjGzZt2BabgID/eydev7LFr0FyZMXMMrr37DsOFz0LRUq3RSlSJENlKm8dHHBxEiCYdeghDFOMNcvPveAZQM0Kv3MOrWP48UfhzacJSowNByiR58OYuXPGq1zghpm2punnvxY1q2tJLtlZ5FRNM8nnh2J4buZ+SoRbzw2gdMuHoBjz7yCcNrruPyy5YiRDq6KkWqC2wP/K9upc/ne2zok7Re29A3GH2eY/8Iy0caY2tUnh/n+FN/irjBXDZ0AGNioxkRF0tt3FBGxw3ikth+jInrx8j4gbY/86dzP7uGX5/fz8D+bH7p/JB83D9Kylm4OC6GEalemqt4izhFAUJUoERmA+L8ab/vX+79/cvE2TDHM88u0fTTrl0l6enT6yPYLvcUOw3oP02cE+qJ0+2ZSlr6NfToOcLya2leO3nbi2ywRf954sy1kWM39/pXiNMeW2YhpdWT3Wpfm4+pFeFwpuAIjyZq4CU0aZqJkPEYWhYOw0p3adWykh7dLsHQk4kIs6LLSg6iVcsCK69WuDD1dAyZjxKl6CqVsPAUogdOJMzMwjDdSJFCmKMETY/HdCbStHElhuFF11No0thL754X07KlD4eRhiFL6dH1copKp2A4etG7TymNwlMJc/bjvQ++QxduNM2H0AbhcAbRtDguuqiAXl0nokkXuj4Aw0i2gmzKshidZh6alk7Tpi569y0mLDwWh5GKobsxVSHhzjKkiKPlRT769q9ANwfgsMsehXChqQIcegFSpqNpKYQ7sxDC+o50ZwK66ULJEqQKILREwsLyESIHUyuz9Gj1Ff4t7gAAIABJREFUZCIa+axUJFGMJkrRVS4RES6E8KFkGVIrRKoMGjVNxFQlaMpDy1ZeunSuRcpUmjRKI8LpQlf5hIRGLog4a5IGYiHKxsAGGERNgo3EKGoSoxiRNPAsEqOpSRpsI4aapCE2QseiLSTGUZMYT03iUGqSB1pIHGI9/4fzYxocG8yIxCGMSIxlREIcIxLiz0FNYoI9dqx9Xgw1SUOt90pIoDZxMLWJg+v/NyJxMCOSohmRZM87cTA1iTHW+QnxNkLjDf4VxDRYqz1GYoL1mGx/fomxv4iz60pgRELi2bUlxlGRlEJxejFtwlPRRSb1NcP1rWRDxGn3AZcZNgLWYz155jTAhW1HlchBE1loKkCfPmNwe66xGp+5zydEPJmf6mBemHU5sQFhTiIkRmwltk9hUPRl6LrL6pEtsn6yrn82efnCkpx/7fMJvbdl0Rag7ERqS+U9y6pqEbloosguyQyVwBbYj/l2F8sc+3X59fJwlvJPKUoUoGt5VmmjyrXrsnPtUsGALcqcb52jAmfHlhloMoChZxIe7mLnp/sZGJOLIyyRZi3SefCRN0j3XYwyhqK0dMvPZ/dHtwJpRdYNSXmsViO28IjVHTSAlQtbbKsr5WBoxWfnZqsRnVMcIKx+S/XP6+dv59iKPMsHLfPsnFv7cxWh3UIocb6EkCJSvfUvrP7q9WlnouDs9yGz7LGyrb9FnuXSqb+Z5v8m942Iau0lqrWXqDY2WnuJau2z4Wdgmwwbfga28Tf4n4+oNh6i2iYR1TaZqLYpP0GSjUSi2qQT1cZNVJsUotrGW2iTaqFt0nnOTT57vE0KUW3SfgGp9usTbCSePeecefwcQuO77Dmm2vNM/uXz2qTY720/1q8x9R/XeF6E5p9uvXdrt4U2LqLauOjbOpG+7QI01b121UOR1c9b5qKJPKyE3UqkqLD/LmuAUvvH9Nu382crjrKRwk+TJnm2OPEEXN6f0+v8dxDnRFx2QzcrBWkSiUkTaNQogBCpSOH5DTeB/yysi8+GKGxAhjk2kRXbx2zxlXPadTRo2yHzGxCGJdhh6EXoer7dAynXrvjKb0BKofFswlGZDQgpB0MvRMosuvcYxe13v8DWR17jz0+8RmHJLCz/cEiarYKzEm3Ftj841yajbDv/tZCQ8Iglpl2ApmWjaRmWtagV1btD6m8m512nTaoq216DTbYhyb3QGKLwPHM5+xlIGUAqr03kuQ3ODxGzTcCi0Cbc833u1pwumDgNkYmFbBu5NrIsyFwbVtmSLnLrYZyDnJ8g1x4vE0PkY4hC65gMYMhMDJFnH/+5c3MxRAaG9GNIL4b0nAeZNkKvCyHjJ2v5NYTm0nA+F3p+3tk1ywx73T9dVwPUz9lnw2vDhyH9OEQ6DuFFF5ZeoFB5Vl8hmYlWb3HlNbjrFvwE5zv2W4jTyvXUNB/9+o3B7bU0PP/TSfCp6ePxBaYRFz+OZs2zLZ+mssQp/r2W47+bOM/nBrEtp5D6UX1Ne8gFE0LhT8giG6lcmA4PUmahqcJz36u+9cdZArBEOLLtElFLaETTKlFaAUr3IPVBaEYSup6HFGUoUYXVuM0iXmkTZH1grR5WpwHrxhxq3ZJOWLgPTXOh61Zu69l5nRXVqCdQO4+2ngjrbxIN1/yT19ajsIFlWmQFAWUGUjYkzpClXGh/1qFrILSmIhvW+hqS54VeH0LotuCBlm0pVWs5dn1uBkIPWDAy7ba0OQg91360/1YlZ+t6VT5C2cowqsSu9c21/1/a4Hm+Xfdbar+uyD6/wH4sPndcLR+h5Z2dm5ZrPa9/v/yfoKDBPH4JhT+Df+b80HqL7XUU2fPKtkiufoyfQ2icgrPnadn2ugptPc0CpCi1PistB6EF0GQmushDCS9KeuyIcigaHurVncW5KTkNSTS0zfy1H0cuVivbXKu9gwwQEZ5NXLzVn/y3b81/amWGjk06ZzyP7xoGDhpDkyaZ9bXmlkjE/y3S/EfizLX9rSHCCaV7WdtEKfLt30euBZlji43k28RZYG/t89GUD9NM4Km/foEQyRiqqEGXzELbki2wb3KhRPBKhCitJ2fdKLH8d5qHxs2ziYjIISKsCF1ZmppnG8dl23XkDYOEhWii1O4FX2S/h5UPK4WPnr0rWLn6OXTdFkSRuQ0s7ez6Ma33KLDnXGT/3bBhXZEFmWUfC62tsH5tZ5+XoIlKNFHGWfV3y0K3zg2pWpXZro4i+zvJtr+Ps99RQ3eJulDiPLsYux+KLMLQ8q2LT/pRehaanoOmFyC1AkxHJULkoml5hIdZXet0lYOuLKvE6tiXhaHlo6ksDMOHoVsXtK6ykdKFUl40aV2YQmRZuVgygFI+lMxAiiw0mYcuS3DolYRSTAzN0iTUpXU30qWlTahrVhmcbm8BrKTnHKTMsC56YUVAdZWFpnIslReZhcPMQVd+NOVH1zJRKsNOb8i015SFUpn1epaazEbKDHSVg6YykdJDKJqrqQyUlorSUjB067WadnY8TZ2VdFMiE12WYshK6/NWeegq2/rhqSJ0WW7dBWUBIS1DqWfjDMtEigwMUYhVJ52DoYrQZQmmflab0dSKME3LGW9tb0KW6T9PnOdaS5bfTggvbdtWkJQUSg+ajMd3Danp59tu/zJ5hjpPujyW/me6KxQ9v4Y01yR69qpGN9IQIs2+OWTbP/h/RzrRfxIhMrJk5nSVjaalYxoelAqg67lW0EN6MUy/VRYq/Wh6LlJlIYULh5lrKRIZHkznYHZ8egTdiMdQuUiRhq6yECLf+t6NXJT0YRhZGFouSstHadko3Y/SvEg9A6E8KC2Rq6fewbyFf2Hp8hfR9Hg0LR1DtyTqTL0YTRagpJ+wsCyUdNs3z1JMVYlDL0TXPTgcfgwtF01PpM+AXLY++AZCZKDJAjQtx76WPBiG31KYt69nKXNRIgtDy0HXsnCYlqydrrKs60nkoGQqTkcumirEkCVoKhtN82IaWRapaj5L5UnLwmFmo+seqqoW4HbPQskADqMETeXgdFhRdiXTrPGkLfSsWddhRFg+mvIghZcwZyEOowRDXWDrDFMUYYpiTFGCKYoI14uJcOTSPbKG7p2DdGhbgqGlo6SLCD0fXQSI0PPp3KEWpx7AEIXWB6IyMGUGSnhwSGvra2o5NAnPQhMZOFU+hsrEkH40GUAXuZiyCKcsRhPZGCIDh8rAqWVj2KolYSobh3LTuUMJvbpX0a1LGX2619K762h0YambOGyzPUyWEybL7bUUYooCHFouUgQwRDamvUXWRBZhKh9T5uLQ/BTmzqFXF2s8U2ZiyjwMWYApCnFIa+vtVHloIgtT5Nh/Z6KLAEq4rN7mIg+HzKJ1q2wuGbXeWossxKHyUSI0Zs4523tNZGHIDMJ0Dx3a5dK9azFdI4vp2W0YfbqNQamApWgt85AyD6n8dO40HEN5iXDm0b1bLV271tK168V073YZLVtUoMkATqePQYPG4fVPpUmzDJTmwukMRdovlDhDVlO+7Z/LRNcyaNIkj6Tkq3F7ploE6p50NrDjHd8gIn5+nBUOuZo019WkpVuk6fNfR0LiBDp0LEXTU+264nNJ89w8zf+LCFlNIUPES/celTjDkikpuZVmzXIxzDTatitmWM1iCotmY5hua7urZWI6E2l5UQaVFWupra2jcbPBfPjpYXRHNM2bF9C7Ty2GHsDQLJJo3bqCFhdloOkpGIaX37UOUF0zl5KymTRv6UGpdAwjgJSpDIoew8iLb8Djuwop4zF0L0r5Mc1U4hIu4eJLlpGXNxchBmOYyRhaDkqUoKsSdM2PYcYwaPAwakdswO2ZyIDBAbY+9JpFaiqLiAg/Obk3MXLUatp3KEHKRHTdi66y0WUBpp6FplJp07aI6uoVlJYuxDCsyHpYWICExCstQ0sVIUUu4eEZdOlahmEkYxpektPGcvEli+nVpwLdMYRmLeNZuGQrv79qOe07FqDLCnQ9i4HRwxheO5PSyqk4nPE49GI0VYZSSaS7rmHY8MX06zca0/SjawG7LPeCLc6QaR2KoLqoqJjH5tue4+rJy7l25mqeeeZLBkePxGGmoKlk2rUrZPyVW3CYqbYFkI0mMzA0Dw4jA6dZgKkV07JFFY89+iVKujD13P/H3nvHSVWe/f93O+fMzBYWEERFRUBB6W17353dmd2Z2b5LFVQQRVER7L2gxt4VG4otSlDBErCAgNIRe6LGrliQgEpv798f9xkWTJ4kPvk+v+T5fvPH9WJ1Z2fOnJnzOfd9XZ+C58ZQogyjq3B1HUbW4ZhaXF2DFmUYVWZPrqjCVQ0oVYDWfXnn3R85c8odTJp8NxMn3sXpp81AiCwCvtef8eWDnmnA0TUE3VqMrMTIKI6M710tOqrVDT3gJlAqj8svn0lOzmSMKrYWVDqGoxvtlFBWof28FKOqMNJ6EXqmxn9sCVpUEXKGonUpXY6oY8aMNRhViZZ1OKoWI+3WZO/U0S8jKzGmEG0Gsei195ly7p1MmnIHp0y8nTPPfIhgKGozXZKgJUv46UeQqh9jjruOK658lDMm3cPEidM4/fR7yco6BS+QzfSHljB2/LXUNp7PCy++Q+8+Y20+zN4sm38MeFqBM9kzqiGpbVeynKN6jKai8hJKSs/xpZD7Auc/Ev9rtedlYasIKig8mx49jyO9jU1RFKLor4Bmwu+5/qvB8W+UjPpT9Wa74jSFzH5+GfdNf52Jp91GepsyqqLn8/zzb5KoOY/RY67grTfXEXAL8HQZOfkjePf9DTTUX08ifhUvL/icDz7ZiHF70Kf3cbzyyjtIkYcScYyo5qTxt3Dc8b/B9QZSWjqFVxd+SKJmMsNGXMLCRR/QrVsLrlPIpZf8lnumzaO6+gKuuWYW1127ANctRKkh/O6pFVx/0wxKwydw5pl38/a760hNy0arEqRIEDBNGFPA1b95kmn3zqW87GqmTJnOozNf5JlnlyNFMYceWsOSpd8yfvztVFWdy6JFn1AZORutCjAyQtBpRKsiysvP5sWX/kgsfg7DR1zBJ59sJaNtKcFgHmu/3YwQmbgqgRQR+vQ5joceXo5x+nLppTO58ebfURk5g9lzVjLy2IvpdmQl815Zw/QZL1NTdw6OU8DVVz/D/Q+8QqRqEuPG38Bbb39Ply5NKJXDffe/yNSrH6Gq6kxefOlDGhquxTHluKbmV3+vhJBJY9Z6a0/vVdE8/EYiNZNQgV64of6kpmezYNH3aCeXw7q0cMnlv+ekCfehTA5SR5CqkK49jmPyuU9z3In3k962isOPOJ5AKExO0SS8lHL6DDiF9HYRxk98hLEnP0L7DjVox0aaduk2isnnPsXIMXcQSinDeBGEqEDIMoTMZe4rPyPkILRXhNTFvoV/jFB6OSef/jCnT5nFAQfWIFUJyhRw0KENnHzao5wwfgZtO9QgdAFSF3FM35OYcNqTDBt1FyZQiDCDufCKJ8jMHcfQ0Tdy+pSZ9DhmPFJZZ2xp8mgecTuTzp5NOHI5QhfhhMIIkc1RvU7gpNMeZPwpT5KeUYNyc+h8RAX3PrwSbQoRsoTBWedx4EGj0E4V2olbO39Z5f9b4+eg5LN4+Wekty1EmCykLkGbapTyWxh+n0eKQv78ZwikHMOo486hT59RGG1TCKUoxdEl9Op1HHdPexHH64cJ9qVL1xgzHn3dN6VNAmcyz+bXrDhbeaM286acAzrEKS45n8KiZG8yCZxn/F3gLAuf5Sdrnk1u/hl0P3IkGW2jPkG6ECGKsQFgVfutNJO9qX85OP5N4EyuOFvQoh4pc3j62SXUN5+FNoMJBnL47JOfSE8dTNDrT8AbQCQ8mWuufIGQm8fWXeAGehMKVODoUjp2KuKb9T+iTFf69B3NS6+swXWKcFQNUpRxyqm3MXb8VaSk9WX1G9/SsX0trirEMdmUl07h0YeXYVR/lrz+BWlp/XCcbITozffrN+GlHEPL8It49PHluKYELUsJBHIoDZ/EnOdXYEw+jrTem1lZJ/Hi/LfRZhCeSaBVJpPOnsqsZ15HqyHcc988orGTMG4/gikDyWibzZtvfU8oVIarI3ZxpTP5+pufSE0bjBcYiBcczKAho3lm9oekpWfy/fpNSJmJUTGUrKB3nxHcdc88Qql9+OLLbSg9AMfJ56BOTUybthRjcrjoohkMH349rptDblEDL83/AwGvBCUqcXUVvXodxxtvf4UOHMza7zYSSulDKHUAWvdi3rw/4bmluDqGa37lVl2KemTSq1A0IWUpI469iljNJDwvEzeQiTLdWL5yCwcdVMbzc5fRu1cd4TKL2kL0JRqbxAMPvsJRR42isOg0Fiz6jBPG3URG22JWrvwc1+TywIMvM/2hV+jffzR5eSezaNHHSDWA3n1HM3PmEnofM4xw+BQembECxyknFKi1qzyTzfxXv8OYwXiBXBxTYhvtKpOPPt3AgEEjGDR4NB9+sh6jC+l8WILfz/uSXr2OIydnPK8tWUsg1JPy8HhuvvklevceRnX8VJ6c9ToBt4gpU+5l9rMryS8YxzHHNDN37h8oD5+MVv14fu4KGpom061bgnFjr2fGjNdx3KOpqTmTBx9cSM+eQ8nPn8CypRtp134Ihx8e5aEZS1FiCOHKSdw/43UCwbBPHrY8PCktTULKOK5Ti1JZLF36IW0zchAiC6OSYVsNuK61fbM0kCz+/BNorx+jxp1Nr2PG2N6SaMCVDTimjC5HVLPyjY9JSe+HUnkYU0haWhTHRHzwS3Lfqv8h8Pyvq5rU1ATFxRdTVGx9O/ftbyZpRNYkxMbzFpdOobziXErKziIn7wwGDj6VI7qNIjW9CqGKEbLE3ihF2Pd9/MeI/P9+leQKDrd8W5XFnBde58geCaQIk5t7ErNnr6TXMU0cc/QoBvQ7kZ5HDWXjxt0c0KE/S5avRYhiXGmD1FKClXzyxWaU7kXvviOYv2A1Ia8EoxJ4upzTJt7A+JOuZPCQBL+d+ZLlucoYSlpOZMeOzTiBfJTuzeHdqhkz5npOn3gvG37cTig4gLff/IGO7a1k1ZFxtGgkJSWPb9b9iNL98Jw4RkS45PIHGHbsuX6iZgSlChk4aBhznllGqjeETz7cTO/eVQwaPIJ+A1roflSMVas/5sijhuOYYrQM06dfE7OeWYHn5SFFKUbWoEQlHTpUEkwdwPcbN6FUHlLE0LqEvgOGc/tdC5B6ALfcNpdHHpvH0T2G4eghaJWFK6u47MKnGDn8WhydxV13PUXL0HMxKnmzT6BVNZ98+j0dOg7koYcX8dhvF9Gz5zAcx3oGBNwytCqzDve/BjiV8FPgZAItGjG6nOZhl3DxZdMpKZlMScn5zH52JdHo+fTuPYpu3UtwnKMRohc//gium82nn/+M6w7BMxW0SY8wfOQlnDj+dtq2LeKN1Z+iRDYPPriAzKxheKYQR2czffpcunVvok/fMRx5ZAJXD0arnrw072tCXhwhojiyHiVz+eCjjdxx1wvcevts7r77BWrjd5EailBQNB6p+mKcgbyy6I9olc/vnvqAjh3LrHmpGUZZ0flkZtWz4NU/EgwUEjJxPCeP6657mD69RnD5FTMYPuJigk45AR2hfbt8Vq1aS2ZWC1ddPR3PySZoYhhVxOLFf8INHMG2bSBEf0KmGily6Nd3DNOnz+eww8Lc/8ArFOSPYcaji5E6i0AgZl27dcKuonQRQhbimAbr4GLyefXVd7n9jme49bYXuOOu57l86hw8J4HnRv34gzhCZLHhJ9DuYI4dez5PzHqFO6Y9x213Pcedd79Em/QIUuRRVn4mry7+E3PmrKSx8Rq0SWbtxLFUjP8zwOmYavr1nURZ2aX+qnPKL4AzSVk6m7Ly8ygoPIueR4+hbbsogWApxin2ByPF/s4iTGsWzq8zXPj3qiRwDrVTYJPL08++TrfuNWgZIRY/l4WL3+PMyTdw3rm3ce45d3HhBfdw0slX0rtfmKefXYMURRhZTcA0YkweX3//E1L1pl+/45m/4A20LMITQ1EizBkTb+P4426gKnoW9z8wD2OsHZ2S1WhlByhKD+Lue5/n9rueJRY7h5ycsXy3bjMpof588vEm0lJz6NBmGFKUEzB1OG5/vv1hM1INwNF2h3Hf9Fcoj07AqCa0GI6WlfTsMYznZ68m1cvnm893ct45t3Pe+Q9w3gXTOPe8u7ngggfpcEANSpYQchupqDyXW26bh5GlhJxmK7HUTUhZRCCQy/c/bMJzKnBkM0aFOfroodxxxyq0KiAUKqK66gwee3g5b675jtzcUWiRxaUX/ZaRI65DywIefWQB8cQkG+shK/G8BFKU8Ic/ruXQzmGMLqKu4UIeeuxZ3nrvc4ZknoBREdqERtkB7K8DzgbLj5IxOwnU5TQOvZArr36McHgylRVTOeywBoKBMMZkM23aczw8YxUXXziL9eut7f3nX262bi4mRtCLkpt3Cqecej9tMnJZufpjlMzlnnsX0a59EQGvCkcXc+e0eRx5VAPBUDbX3/A7Hrh3FVde/juWL91EwInhmXp/Qj6Iha+to9PBFXQ9soFOnerISG9ByMFMOetBHnn0PW686RU+/OxHHJPJO+9tQcj+hAIRPMducdu2H8KHn27ioUdf5aGHV/DA9NW8Mv878guO5+LL7icn92Qc2UCqNxIpM/nDR2s576I7KSgcR9Cp8akNlUw5Zxpp7Y7ky7WgZDZJF5p2GQmWLPuELt2irH77a15+9X2U6YFxitC6Cs9rRMoo55w7lxtuWkZtw7XYJMI6pMxlydKP6datgs6dKzikc4wjujchRTHBYLGVvalqhBjExh/BmExGH38JWTnHcliXKId0ruLww0bg6jpcORQtE3hOJYceGueqq2dyxVWPIWUBlshez97M7n8SILSMkZZax+DBk6mMXOKDZOtE3Sp+ziY37wyOPuZ42razzjpSltikTVXu+2WGfT5ekkL1z4L6v7qStLBGy4PVOTzz3BK692jE6Co6d25m0eJv8bxspByElEPIyChn7AnTSE8Ps27jToQcjHEKECKb9DbZfPn9TzjeYHr1PoHXl7+N1tk4qhrPLea2255l1LE30qVLLa8t+RNK9cd181EynwPa1zBm9N2UlE7id0+tQJkjcdwBuO4gvlm3iYy2OTz5u7coKBqHkgU4TgFCDCElbTCfff2D3bXIepSsYsLEm7ni6icxJoJj6nFMCZUVk5gzezkBdxCrVn7BoYcVo8xAHGcQXiCHM898grTUuDX0EDV06Bjngz9txXHy0boUx0QQopRx42aQklrKho2bUWIQAR0j4BTS1HAed9y2mA7tY1SUn4MxmQS8Erp0DfPuB2uR+hguvmQGI0ZejZalnHXWvZx7wd1ImYd2CpAqGymz+Ob7zaSmDSEaOwsv2J9AykAOPLiYDT+BELm2Lfhr6UhKNO4PnCrM8FFXkKg9E6MLMbrWH9KU8/hjb1EaPhEle6JEHzZtBmX6sn7jFlw3G9dUo2UpVdVTOP2M+2nbPpeVaz7F6DzuuXeJNWWVVQTcMu65bw5dulZxyx2/p6ZuIp4zEK16sHjRtwTcKqSIIFUeJtCXVxdtxNFW4qZVAqOjFJWPZdLk2zHOEFxvAIuWv4txB7By9QaU7ofrlOI6UQ7q1EKHA6IsW74ONzCAUMpgUlIK6N59GBntCrjo0umUlZ+Ba+IE3Tq0GcKb72ykpmEKLUMvIiVUgWdiBAOlPDnrHbQ5jB83gVIDMLIS1y2jY8cYs599l0MPr+TF+WsYfdzF3HXvUzhuIVKGcUwtRscQohDjlhIIhBGyFG0iSJXF0iUf0r5tOZ4T9m8W1hj33Xe+Iejl4qpipOjFTz+CazI57rhL6dfvRLSI4YgRGDEcLeIMH3ovB3YYSihQQyCYSSilP0uW/4BUeViNe5Ib+s8BpxBxAm49QoQJBqMcfcwJ+wFnsn85JPMU0ttUolSupaHJCmyGeIW/3fOd1GVsP8L0vx78/lngrPJ70zGkzOOZZ5fTrXsTSkZRKpcVK/9EQdGJKH0kjteHZ597g+zsCUiRy9vv/0jz0GsRshdC9GXSWdP4bO0mlMrkgAPq+fbPm8hoPxilB3N0r1o+/Hgzxx1/La43kOfnrmTsCTcg5dEEAoN59OGFDG36DTnZJ7FkyRc4Tg+k6s+J4+5h09Y9hFIyade+kC+++hHHFKL1QJxAJq8t/ZTc/FORssTe3EU1nQ6q4tv1Wzi8ewSpBxFKHcAzz6/gmTlLcEwfTjr5cu66Zw5K9cXxsqhrmMqjj63AmFJfClqH4+ay6s1PCEcnIFVPpO7Fyjc+ZcDgMRgziO/X76TXMdUE3UzatxvCmjXfcdcdL9MmJYe1X2+hQ8cSjCnkoIPLWLH6M4TowxVTH2XM8dcgZTYZ7UpY9cZajuhaj3YGIWR/pj+0kGPHXI1U/fji681ktC/CC2XjBQfy02YQYgBKxdDyV0ZntAJnfC9wDh0+lZq6c9G6HC1r7PZSFPHCC9/Q9cgIQh1DVvaJbNsOjtuXu++by/CRV6FVEZ5XyNLl3zNu/M1ktBvC8jf+hFQ53DltPhntynFNAinzuO/B5zm8a4yHf7uAorKxeG5/Kiom8PEnu9GqDMeptC44sjcLF29BiChG1duWgozRPOxSxo2/AdfLom37Qn74aQtS9iJSfRrX3/gcUmThuAUsXfEdKekDueTyGdTUXoNS2bQ7IJvlaz4mGMrnwksfYdac5WiTgxco5tobZlPXdBGBYDZvvvsdKal98VL70ungMJ9/uQsh+nLZ1Eepb74AbbLQZgDP//4TevSq5YiucWY8tgzHHcjFlz/M2efNwDhFvn682teQ26hTKWMoU46Qg1iw8AMyMooxuhghShCqAilz+d3MlRx+eBQtcxjQfygPPbQEowYzYcINdOtei5SDkaIIo4vRehC5BaOZ/dxShOiGNr0Zkjma+x98BW2KfHJzq6Ttl1/G/zTpAAAgAElEQVSEv1Sk7F9aWdeZ5L9SVBHwqjmk8zAGDzmV4tLWaXlp+VnkF0ym/QExlCrESvsq907I98ZP7NfH/CVJ/39rJYnftRY4RSGXXT6HTgc14rkJUkJxMjLKuOe+pSx87XMWvfZnGpt+Y706VTmBUDZ33LWIBYvW8uqitUTj53DHtHloXYrWFQzObOD1Zd/y6qIvuO7GuSTqzqE6dimOk0damxxuv30ey5Z+waJFa2lpuozUYBmuk8+UM+/njTXf8OJL3xCtuorHnlhNKFREeptSuhwR5aWXfmbx618w5/nPaWyZilKFKBHD1S1olUCIPPoOHMrLCz9g8dLPmPPCR2RmN3PZ5b/zV6s5jBt/E68tXceri75m6lVzSE2rRKsytKy058QUkt4ml3vuX8iylZ8zf+E6ErUX4wUKUCqLI7oVsfDVT5n7whfMnPkW/fs3cOF5M3F1Hn37tPDi/I+YP/8r5s37gu5HjsQ1VfToMZpFS75i0uQZBEKlHNgpxuNPvMei177i5fnfcOJJt6F0HkoXc0zPybyyYAMvL/qA5158my7d6nB0te8B8auBs943CrCNYSmj9B9wIv37j0eIagJeM27AOmtnZNRx57SFzJr1KYnENVx08eMoNRCpujPx9FuYO3cdt9y6gJzcRsaOuxEvkMkZk+9HiFJGHnsTKakllrGvIgwdfg1tD6gkPaOIO+5exPPPfktTw5WMG3cb6ekNSB22y2dZximnzcBmPxejdQxHDUeIAq64YhbPPvsdJxw/jWjsZDy3FMcdQn3DJcyZ8z3TH36No/vU43jZeF4BE069l6fnfMz1tzzNgQflIGUlVbGLyMwdyYxH3+aZOd9QHb/Q0oRUOR06lnDHPfOYO/9Drr72aVJCVbhOBCH6MXzUpcx57itmPf0pAwaOIzWtkAPa1zFi5K0oVYrj5jL2pNvo02+i76KT9HCsQYpGK7HTVWgnn9PPuJurfzOHq699jiuufZorbphF2/YVhFKyuOGGl1i4YB1XXDELpfqiZQn9+h3Hddf/nmuum8WV1zzC9TfNoaXlOqTMoqBwIg8/uoLZs9dy1lmPEwjmo1Spz8NMGjH8pTHG3wPO5EpTCDvgOrDjUAYOPIOy8ov8QdCUvbG9peXncdjhI9C65BegafXHfwmOv5SH/qvB75+p+F7DDi3iaFVpHZ1UBUYlCHot6GTErlOO50WRohLpb++VyiElNYYxWRi3BG1KEHIAQlQRDDYQCISRspK0lBaUKsR1w3YQIhtwnUoCgXyemPkuo0ZPRevBeMYS8h0dxnHycJxSK9ZQ2dbnUoVx3RKEKCEYKsELFaO0zVMPeM3+51Ft+4WqAKUz7c5SlREMVfgsghEoWYPnRdBOHo6bj+uVWJaLqvD181VIWYlWMYSsJBiswfPiCFHh7zjqkLIAI6MEnXq0LsLx2SBKNhBwI0jZ3xfUVOI4ET8zvRzHy7KxIKYCz61BysG4bgmBQBnG5KF1DONVkpIaQ8p8vFApSg9BmSKMn3cvf6XB9S+AsxkhYjhOCZ4TQYpmpGzxL/waHFOL55WS0aYBT8cxysZ+rnlrB8btQyCQhdY9mXbfXI7oWo9jSgl4Vn3geRVIWUjAGY6ScVy3HNerJhiKo3QJWlbSJjWO0aUIEcdx6tFqBMFgHVIV2A9BlyFFHFePJi2tBSGycXQZSoaRMhtPtZCWUoPRuUhRhOOUoVUUI4YiRQOBQBzPK0OIMhw1nKAzEscpsStHVW6VRKbCqj1UrSVgq0L7OqYSLasJuLXWhksUkZYaQ8pCXKcax4ngmSakqEDLOoyOYpwKPK8W17F5z609vDpsnncC40RxnBIctwQh8pFOEUINQekytC4gLbUWpaJImYdShaQGRiBEEVIUIUUeWuehZDGuTlj7LFmNqysxuhytSnBMhb9VSkZH1KLUrwdO4T9eiBihUAN5+ZawXlg8mbLwWXu36GXhc+jXfwJGhxGiBKWscqRVGteqg/7Xg9z/TLXKC2vwTB1S+ACjagh4dWgVsZZqqsymUMpSpCy27ShZihA1uK5VuDmmyf9diwUfUUla8DikaMDoCEJUosUwXD0Sx1TiuqUYZzAvzPsSpbKQfhyyoxrRstyql0SDrz6qt9easZpxKcsQohTXaUD4JjFCVPrDY3vz1DKGp0chRdxX4tRg1EikqMUYX32nq/a2/1pbMAlCoWH2eyctvS3gtey9LrRs9Cf2dbhmuDUOUVUo2YKrR+OYBJ4bQat6tKy2hHzVjFYxjA5jVIM9Tt2EVIUYGUeKMK5XgRD1uCE7YHWdGoRoxNUjMLoG17XUv19tK6dE3T7A2YRrGjC6DCkqcfQIpBiKkJU4usl+eNLe4VICx1r5oKqibdtK3nlvCzNnfcai175n+MipaJ3rDzUSSDESqeI+b7MOo4f5y/8GtGpBSrsN90ytlWWKFrRu9lecJUhVjJb1aNmAq0fY1ZrIJRiIEnIbcVSjBSxxnP8hVGNkFXsdUVQlUpUhZSmOU0syK0aL4ShdjjH2QzC6gYDbTDIWQatqjByJFM24ZhhK1uK6vm+gbMGYOv9OWoOWjQhRh9ZxtGzG0U1ImfxyNKBlPa2xsnGUakGIRrSutQ7ioh4lhiLESIQ4FlePtFtiGUepJv91InhmjC+ttKs3I4YhRSOufyxaRS35Xtuc6aBXZ3XEosECl6zGmjnEScbkWuDc13knaQnW6nRjP0ebUHjAAcMpKpniE9jPJr/wNBvqVjqZAQNPxPPK7EpLVPqS1xhJd/ZWTugvv4z/HZu4f8eq8SXMvs5a1iBENUbWEXCaUdL6R0pZj915WOceKRMo2YAQEYwcjlZ1SFmPlsN9UKu3vXKTwNHNdvUvS5CqFClq0bIOIYo56OCR1DVeTyitBOOUIUUjSoxGiiY7r5BRe/5lHCmaEaIJG33chFZxAl4TQtQhRANG1+O6CbsqFFb+q0QtQjRjZB1CFOEFbJ/a9aK+zNdKJo1uRO5n0lGPEFUYU4WUUYSIkgzSkzKC1tUIFWnd1ThhhArjuMPs8ckKjGlAiuGWhmfK7QJA2puw1sda7wfRjJQVaFGPoy0uCDEM7TQgZQNaJexwUkZxHbvzM7r+VzM5hP3B+joqUY1rEhhjs5iVLCMQiGO8QrSO4JhG3wXFmn9KXezTR+JIXUpG+2EEAhUIFUGqep9qUorjtSDlKJ9uEsYNxLEuNy0oMZQDOiYwbj6OE0PLBrQYinGsvt1+qBE8xxK39xonyHIctwklWvzhSXjvl0CrelxZhl2VlSJEEVoXI2URoVAcKSP2CyqacZ1SjGhEyygpIUuJcVQVUpSSGmhAiaEYWYMQZQgRRcoSHF2GELFWgBHNKDHcrsxVHp6xXzz7BaxByARCxgl4vuGC79ZitLX9so8NI1UJWjZZ4DV1fm+xBqWqESKC6zRZLbtpQIqhaNGIDSRL+nUOta8pq3wQTNLMWjC6FuMUYEy+lYnKOEIMQ8qYPW6ZixRDkTKOcaIIkWO3TroSz6lDyghBtxEh4gwccDbllVZvXhY+h7Ly88jLn0z37qMJhSIIUcavMVX+f6tif6f+1t/Gf/HzvhZu/g1vr51azO9lJ9sgSWegX/P6f+8z3Pd3/8hn/beMt//ac/3y/f7t4xL/5WP3/d0/eqx/FziTJ8uSRrWK2Ulpz+NZs+Yn3nhrKy8t+ATXy7EmAiKGEiPw5Di0qMExjXjOcKQsJRQcRkqoiWRwvdG1aFOHY4bhmOP9CzyK69UhRNTPHSnihpufJq9wAtYBp5agMwbpA4KRvoGqqNx757ISwDjpGSMQopzaxEXEoldip7XFuF4dI4Zexx//+DNr3tzEilWbeOvtTbQ034NjGgmY4xCiBaOquOXWFzm6xwQ6H1LLO+9v5I01m1i5ehNvvfMzjz/+LlIWkZFRyrvvb2D58m2894efCaUORoowrSatjSjRRFpaLbOe+piMdL+HKWotaIoqf8tajtZVCBH24xbskMURI/CcGoQoRckagl6D/VmVkhKqRYgSpCgn6NVbADU1uI41GXEdeye3iqSof8duYP+hXxOOqeKq38zlrrtfxEoaK1GyEa0riMWv5PVl3+LoOMaUEQwV8vKC75i/cD1vv7uFs875La5XiBCZhFLC5OUnPTPPZkjmqRx6WAtpadbFSIhilKz8p76U/6l/vPZvqfiGv8ov+WuB+T/1j5ZoDZ2y0alaVpOWVsXCxesJpPTHuJl07lLGU09/gutU+RddHQE9GiXDODqMlPkI0YeMtFoy2kRxTDZSFpGeEkOpEgKez9GTWVYZIHNwnFYt8pVXPU9W7skIkUsoxTbTlRmMEEMIBWvtkl7U7z3G5HTYuDUEgtVEoydRXXWOPTZdgjIVnHD8FWRljcFx+mNMJo5jXYvS04Zj9FCMHIaShTz+xMt07lxLn74jueKqh9DaDpI8Lx9j8pFyIJ98uZ7Utj0Roj9eIIs/b9zuG1AknamtE47rFbFqzdcoUYQWDbaHpOIIaVsFQuQQDIb9XO0wjinG6DDWFDaKECU4KoHSRWiTT7t2cYTIRMpctC5FiDwCXhQhCjC6nNS0MNrJRMjB2BuND9gySmsLpsragakiHpgxn5VvrCUlpdC+vq5HiAHMfelDlqz+DGOyEeIYvl23lYy2BTheJkoNoHnoVUw8fQahlFIcp4QjjxxDr95j6XRQvd8DLkKIEtvGkZVYN6p//Zf737P+mk/qf38w9pf96Fpa85X8gaSM+lX1f/z1/18tYU9mAmtq2kLQa6RjxwaeeXYVbqAnjqlEmSFkZZ3JmDEPMmz4dQhRhONU4AUHsvZrGDKkmetunMHMJ/7IvHkfceLJl/DSi19xw/Xz+OKrDQRT+tO2fRHzXnmT5+d+xI03P8sfPlzHqadOR6typl7zFIMGj0GIIVx86dO8uug7Hnp0JQ8/ugKpslAighBR9vcKtJZyXiBCVfWJ1CTORaowQocRqpyxY68kP3eyBTFt9c9aldvtsAlbiyq3gEefeIFDOzfSt+8JXHLpDKSowtO2aS5FNY4O88OGLaS3HYAWFWhRSXbWGQQD8X2A0yYdBgIlrHrzM1w3D9f4AyG//3PsmDtZtPg7pj/4Fr+f+x5CDGTl6q84oIOdqmpdwcSJTxCLXcxLCz7i0cffY9o9b6DUQP744SZuu2MZq1bD2HEPIMQQwuHzeOPNLdz30CLmL/wSKcNIUW+BU1Xai8h3AtcigdKFPPLEPE6f8htq6s5HCivbC6bkcvOdT7F41fso3Y/b715A96OaCHp1uI6NXRUim23b8LXzCbRIIESRPwAqQ/qeoDbSYl+T5f/UX9b/JHAmoyUa9y4u9nfEiv2d1/4PcP6jJZITMyWa/am6XfE99tsVLFvxNb17nYyUx5CSUojnFfH2OzuQIpeAV84ZZ97L0Ue2MHhwPbPnLCPFLcRz+rFlyx7atsnFMzmUl53G6affQnr6INb9sJO01Gxcpx+O04uZs5ZydO86LrvqQQZnjqBtuzAzZ75DSiiMknk898JbHH5Erb+iKScttQ4bIJ9PWopdXWldRTxxMvV1FyGETy1QMcafeBUD+p+A0fn+xV/oewCWolQFnhdFqxIef/JlOh/SwDG9hnHFVTOQIhetCnFMsf93EU6Z8Ag/rIeszDMQYjBCZNEmdZQPnEmycw1esIgVq7/0wT5GwGtGiBI6dWpm0eKPEaIX6W2GcMttjzNg4CgmnHo7zUMvxug8pMhi+fLPadOmmFdf/4juR9UQChWRSFzK6DHXkd6mACGO5uuvt+A4OXz21Y9I3YOU1DxOGHs7R/UYjZD5hEK20W103IKbqcTIGhynlBmPz6X70QU8/sRqXKcYoyNcdvmzDBjUxJJVH6FNJqvXrCU1rQAp6tAi7q9wc/wqwoh6HGmb7lJE/Eqa6/q5Of8GX+x/3/przuOt9ffYDX+7atHStsoc04KUdfsAqQ+mv4iN+OXrt7In7JDm17z+X3u//9z7+f+vfj1wJnNL/O2m59ZZkPFyCASHMOGUaXz65SYKi08kLb2AF1/6lNRUm1a3cQOkugmyMscyatRUtIijVAFr1vyEo4pwdYJBA0/nwgtncsABEV56+X0cXYF18ynj+BNuZ8TIa7hi6hNkZo9DiH4Eg/2JRM7lwot+xzt/WMeBBxbZbWmokS6HH8+oY+9k7Lj7EaKQ5CSwFTgt1UDKWsafeBVTr3qCU0+7i1MmTuf0M37HAe2HIYSVjGlVh5FRHn38RQ45pJaeveLM/v3rjDv5Gs678B4mTrqBo3vVYFPzwgSD+dQ1nsu6jT8xavSVtk+pE1b9IhJIUYMXKGLF6q+QMhsjE0gZResoXqCMtPRicvNP5Nzzp7Ny1ZdkZZ6M6w1m1jNv4riD6dCxjKlTn0KrISxZ8RFt2xXhucUEAvl06FjOKRPv5KJLfstXX29FiF5MnnQfz8z5gK5HRkhJzUaKHDynBmOqyc+/jBEjHyBSdZW/xY+gZBGPz1xIl675zH52CYcdFsM1YRYu+gLH7cuKN9ai1RA++PAbMtoWIUQFqakxZj/7NU8+9S4PP7YaIQbguVX+6r96n0o6byfjNv63q3/+Z2tfio4dfrbWPwcAcYQoQ6kIjpPcrtf6q88mv+8d36/+GpthXyD5vwk4/9ax/TeAM3lXsVuw1FATGRn1BNxyQsEyjCogEOjNF5+vp016Hl27VjB50nTSUoq55aaXMbKarJyxjBg1FSnqCbiVrFqz0Xe8jtO33zguvOQJ2mQU8NL8P6BVhKDbgFERThh7B6NGXsclFz9J9pCTaZtezrvvfE+Xw2Io2YvHn1zFYV1q8Zw4STK86xURSiknGPApFDpGvGYc9fXnI0TCB84axo+fSn7+eIQYhFL5/qq1lJEjp3PIIaMxJorR+Tzxu5c46OAYvfo0ceEld5KWVoZSeaSnR5ByEKFgNQd2aECKXKQoRIij+dOnO5Eyx49LrdrLT/QCJaxY/bXt0Ypq0lKaUaqcTgfW8P4fNtOjZy1Sd+fGm55gyOCJOKqAxx57ia5dY9x2yyscfdRIpMhm0eJPyMgowZXlFOZNYcEr35KaMgQlj+bDD7bQJi0PrYeQkV7A+RdO58OPfsB1wgTdZpSIYEwxXiBMMKUMKYsxqh5HV/HQIy/RpWs5FZVnMenM6+jVcwQTT70OrXqzdNlaHJ3H4kUfcNBBpWhZh5LlCNEH7R3DT1vA8XIQothPCIjtV/sD578enP5tKxlS5pdVlLVW6/X436lqpB5MWkYZbdpV4TilfmhbMrDMz+35m69vVWJJMPm/CTh/7bH/HeBMvjnbPzQ6yojh9zFx4jSCgXJSg1Gk7Mt7b28g4OUi5ZF89vlWLrjgAZTTDSHyGDBkOE3DL8LoKqTK5e0//IiQgxCigD79j+f8S2aQ0qY/n63djBcqQJsCjJvNI4+/Ru/eMa6++rcMGnwsJ469i5bmS9E6C0cWsWzFn+h4YNQndbegVRwpStHKWrUJUY8xEaoS46mpP9cOWGQtUlUx7qSpZGdPQMk8pCxAiEKkzGXS5PsIV56F4w5Aqt68OH81GW1L6N17FJdd/iTCN0Z2VT2ujtO503CeeuodAl4BjqhFiTLe/+N2HK8vXsCP+xAJjLTigBWrvkbKLLQsxZhCAoFi6huu4tLLHkWbYzCmJ7NmLSYzczKOriA3ZxzDh13G0099jNa5BEw5S5d+TNs2FQhRwMplP3NwpwoCXj8Cgb5s3LCFUHAwy5d9h+cNIOBmU1x8Gi3NN1uSvCxHqwjGVPptjVKUTGB0mKeeWcGhh8cRciDPzl3NAw8upPtRcYTozZJl35OaWk6PnnU8/OgylIwiRCHaGUJO/jg2bwNtCtCyCrHXXHjf2j+g7F8OUP+u5Scwtm2X4JDOMQ45pIqDD47SqVMl7TLCvkTVbueTvWK9N/ExuZWvR/lJpskkRylqUbqc0868ha27YPN2KKs4H6XLaI3WTSZIlnHQwbUc0jnBgQdG6dQpxkEHVdPpoBgHdmrxCex+v1Qmub61SFmLkDUkWwpyv5RNu+1Phs4lQ9EsKMWQMoG1NWx9X9I/Jvt89dh0Vuv+nox7sa9jI4Dt8Vu+qxLN++CWjdJJPl755H07HLMhc0pFcN0yPKcS22aKtd5M/PqVwBnf580nrK5a5fL4k69x132LOX7sVJYt/5I+vcdZ5Y9XzOQpj/DhR9sw7mCEGERuwWRGjbkbqXKRKotlK37AuIU4bgl9+ozjssuepU3GIF5b9hmzZr/BcSdcyVPPLOekk+9Cq3zGj7+Xu+56lTYZ+bz/xx8Zc9y13HvvCmY9/TFHdB+OF6hA+FSlVoefhE9cLaS65jzidVegVAWOaUDIUsadfAvPzHmfafct5O5pS7n//reorb2Sdu1KWfzaOiacejszHlnBhFNvw/Oy6d5tKPPnf8O0e5bZv7nnVW66YTGuyeL88x5n5sy3OeGEa3n88TWcespttG9fyJKlm3GdcgJOHVJESA1V8f77P3HvfUu49/7Xmf7QCm67Yz6dD6vkzbfXc9wJ13Lb7a/w0MMrCZdPtTlEahAr3/iS5papSFmEcYqYv/A92qSX0bFtjKL801ix9Cdami7i989/wqoV65CiLxMmXs/d977M6DHXsObNb0lNDaOlvaE4MmnKGturkVeqhLvvWczhR4xE6hwuuPRxZr/wAUpnImQuK1Z9i9R5eKF8jj/xDpYuX8/Jp97CDTc/z8kTbuWrr39GiiEIUYJr/jNE+O+WEDb35u5p89ixewvbt26FXbBnz05+3LCL626aYVVGMoFjygi6NgdIijieU0tKsA7HieGaZoyqwQsU4zo26bT/wBHs3rWHLVu2cdY5t9D50ARK2rx0LZowogEhajAmm6++Wc/uPbBrN+zevYcdu2HbLvjw4024XgFSRHxgrCQU9PndPlHccYfiuAmkLMJzqnFNrZ+tVUXAa0DrOqRoxnNbkCqMMqUIUYaWTRZnVClpaY0Y3YCjGwkGmhAiiiuGo2SUYLCaUChuKVU6gZBVpKSO9N3ECnF1HUq04DkJpIiQ4o7Gc+rxvDhKlaNUDY5TbSNJVCOeOZaMtiVs2bSb778H42ZjTIT9kzR/rTvSvsAp6nCcOMaJoJ0CvGA+bdqWolU2aaEYoWAlaall5OWdRiRyPkrl4zhVCFFiT4yJoE2EQDCGEMWWoS/KkbKQAzpEmffiuxhnEIceWoPRBUhRiufGcEwYrQtJCVWiZC7t2iYs+dop8VeLJf6dK3knS77Jely3xt+K5+E49k7sOFamabfpeUhRiBQlODqMlsVImUfHDjVImWMdoFQ5SpYiZSFSFiBlttW+yhJCgSo8rxyt8khNLScQKCajTZR4/HKi0QsxKmzzVFQdnhP1qUOZaJ2DUnkIYalQUuRyYMdaXKcQrXItZ1LXkZIaxXELMLqCoNuElBWkppZjVCVKhkkNxTG6kAMOsNZySuaTnhrDmDwcJ5sDO9ZhdCmeieFpe/d2ZBNyb9SFr1aSYdLS69CmDKlKMW4hSufjOBW+pLMKqSqRshRtihAii4MPrseYXITIRoh8UoK1OPIfj9/4T/21akGIKm6742l2sY0Z019gZMMVnH3mjezYtoutO3fRp9d4Oh9SS5cuZaSkFNCr17EU5J2NlINJSc2l65ERwpWn07tvCwd0LCQ1JYGjotQ1TGDPnu0sXbaKLl3zcb1cqxP3UzONSGA50X35+tv17N4Nk067ijEjLqOx/jxaWi6hsfEKPDefww5rpOsRLRgzgP4DhlNYPJ4DO1VgTCWOiXHoYUM57PAKUlKy6dljFKVlp3JE1wSeW4CjywgFonhuEd261ROJnkmPno14JkJKMIFWeRx2WJzu3VtQagiDBh1Pds4Y2rcvIxjM4qge9eQXjKPzobWkpETRuhLHqSYQKKR3v2rKKk7kmGNGkpKST4oXwzVVHHxIlC5HVBBKGcigQSdRUHQSXbuVEAqVkBKsonefKjZv3sWPP+3hoIOLCARK9/oQK1/d9k8Ap13uChElEKy2YUamEtexSZGeFyY751Teeec7q8QRlQgRIxhotj1SVetTcGIon7ju6DqUjJCREWPu3A+QsoBQMIaWMVxjZZRG1SNEJUbX+IASw9W1KBVBqXI8twHHNCH2qh+sNZoSTQiRwPPiuG4Co5qwGvA6u91QYTvc8d1qXN3gA0kES9IOo3UM19TiqAafbB9FSRvdoVSt37SvRutqf7lvXdlzcy5CyiwcXY0jmzCyEUsqD2Mt1MJIWW2TPnUcrWKEgvUoGSHg2nPtGesD4DpVvpa5BVcPxdFx/1jjOP658dxqXLfa3plNLVJUImUYz7VSTuHnSkuR/Bz3bfzbqGClqtE65ve2bOJiwGuyx+IORatGjK7HcxtxVC1KRggFbYZT0Gv0L7qElQj+ywHof2cJ0YyWNdx4yxNs37mdKRNvJUWWEDBHs2D+2+wCLrv0CV586R127IbLL3+YnTtg8cLPSUnpxZznF/Lz1t1s+Gk7W7fDxh93EQ2fQ9u0CJu37mLHzvVs37Gbbduhf/9T9/Y3tYhhhOX1StmPL776gR3boX2bTIKygJCOoEUhSmQR8LLYsQP+vHEbs55+lXXrN/PTZti0FSKR89Aqj2XLvmX7Lrh/+rNs2LCDTZthx849nD7xZhzVn4w2WSxf/ik7dsKGDVvYvgNef+0rOrSvRMkerPthC9t2wIsvvc3X32xm2y7Y8OMWautP4s8bt/PzZti+AxKJc3F0Dt26NvHpp5vZsXs336/fzLZte/jgw2/o1LGCgMlnydJ32b57DzNnvcK673ew4UfYsWcPEyb8hj7HjGDbjj3s2rOD7bv2sHUnlFVcYPFFxmzf91dyj/dTDu0FJZlAK3/yJmoImGFIEcN1IrS03IrWBf4yuQ6jGxAi4WuyWzlqQiT8bPAqC0KynE4HDkOpCui3PvAAACAASURBVIxOsFfTKxusTlzW++CTwDNNOLreN0yt96kR9fsAZwIbS2xXVkrF/OdMGpXU4Dg2u1n5McRGNmJUA65uRok4RsUxqsYfKCWdg+p8fmjM1xjH0KbJ79vEEKIG7dRj3AaEjiJEsd/fsxNLLWvtNF3E0NKP9fUpHZ5uthGq/v830oK+FtVoFcHTzThqKJbkn2AvJ1NUE0odhuPVox0/H0rUYmQjjmyiNYe73j/uZKbQvsCZvGjjvgFJAq0SVg8tEkjRgJYtaNm0F3iNbPJXKnX+e7cTYM9Yqee/GoD+91YNWkS4+ZbZ7NwNl188jR5dq+nVu5D1G7eycw9EK8/gxZeXsmXnVjZv3snll/6WkqKTueCCm9i6A+YvWE7bNpnU1kxi2449rF27jbbphTQ0nMQeNrFs+dt0PaKGoFfni1rqUSKGI2p9mW5/vvrmB3bt3s3NN9/DRRfczPnn38KVU2eQOeAUQoEstu+A7bt2M/3B2bhOd267/TF27YEX563G0QNZtvQTtu7cxasL3yItZQgnnngRu3bD559sImT68cC9z7FrF1w19WYc3ZHfPv4smzbBjdc/iTFdWfvtz+zYDRMnXkO7dn3Z+PMWdu7ZwwcffI1jjuKmm2ewbQesWP4BoUAf3n7rK3bugCsuvx2junL3HTPZtWsPc19Yiqd6s3TJm2zftYvFr79D2zb5jBlzIdt372LzZgh5WQwaFGPnzm1s2bGHDp3ycQPl+/R+f32W1T7AmWzA+oYTss5vEFtivOWARVGqFCXL/CGAv4L7i2pd6VjZX9S3l0oqS5JOObX7/Os3v0UyzTCpS281CtjfwTxpVJHciiYnkj4NQ+1vLLFv1G3riUoea1LTm6zkyYnbEjW2ZA1CJRAqhlBRrETU2sS15vkkaG2CJzCqjmQ+uf2dPSbLeaz2DTiSU+k631nHHo8QcZSp84de1a2199zU7/O+fDmsTJ7zX05n9/ls9w4Jkuer1i+/2b63LVLDX2qJ7Tn6d5pw/u+qCpQo49ZbX2THbti9G3bsgi27drFlF6xa/SlSDOT53y9m+57tzHjoNZQcSNDN4eu129m+aw/FhWNRIoqReby2dDU7dkFz48WEy8axe88uXl3wJkrk+juoGmvFaGr9IdNQpBjC19/+wO4929mw4c/8sP4n1m/Ywoaf9nD8sXeSEsxiy3b4edsWDuyYiREFFBWMZceuPSxf9g5G9Gb5so/ZsWc3o0ZdgBL5HNq5kh07YMM6CLkD+PLTDWzbvpOzp1zOlDOu4qorb2b7zj2sW7cLz+vC9+t/ZtvOPSjREyMG8cILq9m5B84+6360yGLgwATbd8E7b33I4YdmsXs3fPftj6QHs3FFhIMPKmXHru1s3QoHdchh6ZK32L4LmhrPxhElpKfm8POW7WzfDm1TwnTqUMS2bbvYugO0GWDdl4Q/ZBL1v3qgKX55N2y9iPzaC152JWS99SLYbVvdfwGcrWWXwlV7/06pKK12U7F9ft734km689Tsc7En83L+cgvaanjQqtH9688Zb9XxqipfhuZTMf6KlndvImVyxSVrLJDuBc4o+w+sks/jb5mVzU7SOrEX2O22OimFTBLHWwEzGdVs9e2tNwVL7m+t/W4S+1Ws9dztrV98prKm9XF7z9c+/61az+l/ZQbxH+D871YEJcq59dYX2LFnN8//fjFTr76fS664k7qm8xCiPwETZcHi99i+Zw8nHH8jUhSQGgrz/XrYunM3A/oPJ6RGIkUhs597kW079zBu7A2ESyeyZxcsWvAeWuSjRZWNKBFFOKYaVzb60+OBtse5E7p3KSUtUER6sJq26XFck0somM323bBx81Zck40jmsjNPo2d7GbZ8nfQoj/Lln/KTnaTX3Acnqyn8yH1bN8FP26AdqmFfPv1VrZt38b7733MW6s+Zc3qD1n95tusWv1HXPdIftjwM9t2gRaDcWU5Dz+8mO17YPSomzGiggH9G9m5B95Y8yeOPLKQXXv28Nln3+PJXIyo44A2RWz48c9s2wZHdq3itdffZMfuPeTnj8MRCdqnV/LT5u3s3AVpoTAHHxhh+47dbNkGbiAXKSv8nWITSeOgfwI4kxdjsuJ+H6Bm71bWuulEaZVv/ZJAu//qpHULXNP6nHsvkgRJBx+1d7Vbtw/QJVdD9rH7g2Wy6kiu+PaupERSetbwi+fcH2j+coWc8N9TnV/V+7zP+n3eyz46YP+GY1e+FZaVIBJYz80IxiR8InzcbpF13Lfqj6OFDchLZnDb/45ZAJUJH8CqrBXW3uNLAtc+K8a9K/ZfriprfnGuWzXMfwm0+9d/bQrRSpL+D3D+d6oeJaLcesdMdrCVs8+6GSMLMLoMpaK4TuL/Y+8946Sqsnf/nc45VdWBJEhQFAyACWigc66u6oqdA8mICcSIOuasiJjDjCgGzFkMqAgqKkFFEFHB7DjmGcMYyOH7f7FP0S3jzPy8938/c8fri/WpDqf2qbPrnLXXXutZz4PRrcx+Yilrt27lwIOuxtN1SFnOgsXvsX7LVg478ny0qCYYLOXDT75i7Saoqjqa6qrD2LIZXljwJkrmY3QlVTUnEU2cbEl9ddKvHufZiHMz9N4hnxynDCWrEKKCrFAY18vnp43wzU/rEaIUKQ6gtOw41rOJJS+9hRIFLHnpL2xkC6UVh6BlA/13bWTNpq18+w3kBIpY9dZnbN66kb33rsRz8thl52JOO+sijjhyGq6Tx6df/cCGraBlIVqEufPuRazbuoUDDrkCz9QxbHgr67fAG29+SI8eI/j+p3X8uHYzO/WLEjK15Bc0s37zBr78ch2hQCGLXn6NDVu3UlxyGEY2k5NVzd/X/MSGrVvJya6id68ImzZv5YefQOv9CAR8GJNsQMkESsZ+rePMbL86HhKlw0hdZglXVaXvDNK+/kgCrVPbbgL7vrifg7T5sI7WrTRKNvr4S6t5Y3TaRl8Zx6Z8ujhZ7/NMNnaMK60Tc90UjkqhRS1aZLgh7atWzb7jHIMUdTimGiUrUCKOEhazpWWcQCBOTlYLWtTRe8dxdussG5CycRtObFu6QrUgRZOfo23b5hyVGGMlX/28pvbzqkbXo/3r2ha9SjtfSqbJyk6TTE7DdeqsBIKpRIoKlKzByEY7lkgiZSVKRFAihhRVOKaWMe0zkaKSzCJki1cpn2g5YgHOugop4hgx3ufdrPU1yqvQOmKdsqxH6zK0KUeqMoyO21VX2lyv0bVoU4GUYZTMFJc6Ixma/O/V73BRtbZDysT8HFoareMYY1EURlviZy3rUaoKrW2KxpLO2sKelmmUKkXKYpS0bPE2R/xbNqs9dOV197F26yamnHQdQoQxqtFyvopGpEwy/8X3WLMFxoyfjuWUrKGyZjLrNsMXf/2B446/nIdnv8y6jfDk3NcxejiRyFFs2gQvPL8KV4+kR48avvveFnXyhk/AiJifBhrB519+w8YtW3j3/Q95971Peee9L3nn3W9ZvPgrPC+P9Zvgm+83IMUojE5SUnIUG7bAiwvfxFGFvPTSp2zYAqXlVilyp53rWLsRfvxxK1nBAk495Xo2bN7Mq6+9w+GHncfKNz5l3UYYv/80pBzFR5+sYd0WEGI/XFPD7XctZh1w2MQrUKqSfYeOZt1mWLHyQ6QawtSp97BuIyxb/mcmT57Gm6v+zNqNWzj1lBtQcigvLn6dNZuhvGISUqTo0iXC39duZP3WreTkVpCdVcWPP21gwyb4w2lXEcqqIMNB2xEM/grHaStKVlFSiwYc3cQ+++3PZVc+zLSpzzJt+tNcMn0+6dRlCFHtA6trEaIRR43H8kFWIkUjjmkmGLSOw+hWtLIEpVnZlUyaPAPHNJCTkyAQrPaLFI1oHcdxIkye/DBK1uIYS8OmVdIWfVQ9k4+6nuxgmoCp8R1zgkCgCSVttTrojcYzY3F1ilEF+3PZZQ8x7aInuGT600y/dC6RyCnUN05hwoQ/EQpGeOrpj3GdWrRuwDgN9tXY7bE2FlSsTYNPttyGY1I+63s9rtPoV+utw/VcO/FaZRjWm/xIPekXUxoYf8B0Ro46GmPC9NoxyqVXPMas21dy8SUP0rVrFQEnyZC9x3L5VY9y0UVzuGT6U1x88VNoXcmMG1bSpWs1rra9+VJFcEw9nlfHWefcxy23L+W6G2fTf5c6tGijS1aSKSdey023LGLmTUvYZ9+xBN1mlIiRXzieq695hlm3rWT8+GkEgxW+HkyaUKicU8+4luHDj8CS6/rRvh9pa9Vs50enCAYTjBh5GFOn34oUJRjZjOfUsvfeh3DtdfO4+dbFHH3sFShZiRIxBu5eyx9nzGXmzBWcedbt5GTX4JkmBu1xBJdfOZuLL5nNtIuf5OKLn8Fza/2I/rcZgRrVjlQ1HHvS9cx9fjnt48/3t9M2hWOZ0Mu59OpHeeq5ZdQmT0eIGhzThJTVRKITeXbBa7z73g+8vvJTrrzyPrp1K8UzpeTnHc2zC1Zw1ZWP45piPLeIuXPf4pWlH9NzhwhBJ4Wr0gTdGu64YyHzn3uVeQteYd5zS5n37HLmPbOCOU8sJxjcjwULVvHUUyvx3JFoPYK8oYfxzPw3ufHGJ1ByJDfe8Dzz5q1g6NADcVWEfjs2Mv+Z13jqqTfIClTimlImH3U1y1a8z58/+TuLl6yibfRZKFWMksU89sRynnn+dVzXylefddZs5s5fTlPzOShZwuDBBzL/2VXMuPEptCoi4CY48aQZLF/xIe998A1LX/2QSUdeg9b5uE4h1/9pLvOeW87w4YchRYKsYJwn5q7g6WdfJxCswJUJbrtlLh98+Ffe+/ArduxTjRZJlBhjC67bWqf/x44z1clx2i6F9jEX0D7uZAJeBYFgJdnZCQJegkAghhCFhLJqcEwNjklhVBvKF1dz3RqEyMNGeaMxOoHjVJGTW0xT61loXcmRk/5IInkKrhtFqVK0GcHe++3PqIJJKFWMYyp9EGsVypSgVD5tbRfSJbuegBshO9hMKFSNExhFdnYM143imDSObkGJCO1jTyMen0TIqyA7O0woVEUgUEG6/ngmHHo1Wo/k2RfeRamReF4UxwmTlZVE6zCOU4Pr1qB1FVpXWilU2YwQJQRClQQDSZQuo/sOFsrkGFsA0qrJr8y3+kU0G/5rVYuSYa754wsIOQrXDfPYnA/ov0sSxxlB25jTueqauShVylln38eIgla6da8gJ7eYbt1qyAqm6dEjRUPTebaIJJvRxhJHX3/Dy5RWHIGUQ+m/ezFLX/sYIUo4atLVnPyHq5Eyj9wulSx55UOys6Ls1LeNhx9ZattodSW33/kcZeWHE/DClBadx3PPfcC5F84iGjsGrRKdtvN+jlQlCXhNGFPDtOkvcukVd/HKsm9xtS3S9ekbZ8lLn5GVVY5xhnLOBTOYMGEGjhPh+UXv0K9/PsYZSmv7GVx25b1oPYKzzppNQeHBdOuSIiernl696lDC10f6jTpOq27QiBD5CDkUbcL+Nbb40XwLrtuIEKMQYihK1yL93Vwo2GzpDFWxfVbcUowpx2hLuOI59WhTgGOsgoNrrLaQUvl4xioDeGY0nmnEMRErraFG+laElMV4XhWeW41WlRhd7VsEKapRshytS9AyhpRlaFOEo2swKo1r4j5tZCmOavCfCytGaEye/znKcU09RqcwugTHLULJMK5qwnLVFiNlJa5uwKgYUpZaPLSswTNtSFGBlIV4XglaleKaGEYl8Uw9WoVRqsDuaGQDSsTRqsyXlolg0UERPF2MY4ZbVU/RhBLtfs3i13HIig7JBCvqZFQdo8efS7rxCBynBCkjaFmHa9J065bm/ofe5qo/PsET81bgeHlIWcrk467nplte5brrF3DhJTNx3HxGjTqBAw+awexHvqTPTlX8aeZcdt65mWdf+JTHnnyXouLjCYYKuPb6OcyYuZAbb36F0864DTeQT9fu1Zx/4ZPcfNsyhuwzjptumU9Odg1GlXDJ1DnccOMy/njji1x7/VMIkYdSVbi6BVfHaGieQk3N4bi6FCPjGBlHyxip9JkcdOANOE4FT817H8cpwXVGccUVT3D1VQu46853aGw4nWCghHvveR3PK0SIMqSoYsYNC8nJLae07BjufWA1U6c/zM23LvHzPwmESOOaTHXOL8AoG4n33KGZiy55HO0U0SW3maMmz/AFpCrovkMljz36HkbVcOutL9GnTy1KleC6pTimCilq0aaEJ+Z+jmPiKNmAELUE3DFMvWQOShcTcNrJyinjvY++wnFHccOMp9m5bz2uU4Ux+dw06zH6928hEb+Q6vAxBNwkjo7S1Ho8hx95PsFAmKF7/4Hs7ArG7H8yqfrjMCZs8z6depq1TiFEBC+QorziVLzgXqx44ydck8AzjQwZMpq6+tNxdAVGV1DfcBrnXzCb3NwIC15YhdEjcXSE7JwRPP3MOzjOCGbd/hK77laFUiNQqhhjigiadjokPH6LjtNvK5QxjIn76SgL5bPSFm3YdFGGeaoBKcZgMctxtGpEy2aUqkerNI5ThxT1aJVpj6z1YXBtSNGEUnEcN+5jkm0xRPrqBFI22TSVTPvbVYsicRw/EJB1GGO5Yu0xaT9NV48U8W2NE1r5uy6dQMgUUo5GiQOQogWVIfKWNqDQwuK2XacOJSM4/k7NpoFq8YzN+TuyHS0TVpfJWJYnIZrQut7OjUz5nUdjkT6M0agGMvBH7ef+pahDyyYc2YYSLRjRQMitxwhL8K1EC0LFETryax1nXSfHaWUqxh5wHmMOmEK3bjV03yFB125JHFPOtOnPM2ivJgKhYQwfeQCTj53JPsMauPSquxFyP6QYyiGHn0f72HOJxo9l9mOvolUJO/Sq5MVFbyNEPkcdczXx5NFIVcC06Y/Q2HQKjilAqXyOn3IdY8afRk7X4bz/53Vk5VQgZTkvvfIxXXKLOOmkG2hrvQwh8giGakikTmHapU8iZRGOqUfKSsbtfw6x2FF07xqje7cE3bsn0aqcVHoKhxzyJxxdzrznPkLJQi6eehetLSfgOvvguUOZN3clfXpXMffJlfTrG/HVLstYtmwNWufz0cfrEGJ3AqGhnD/1AXbZrQ1twhhT51ejaxEy4suLxFAyxi79D+akU+7COBU2tydrCHh1DB50ODfd+iKj8sfgmCIeengV0y97guuvX8aTc99iwK7tuCqNNuW8/OoatIpaVicdQ4pGC2B3Kui30xjOvuAuDj70PFwnTN7w0cye/Tp5Iw5kzNgLuPb6R3GdCEanUaoQo6qQsoAHH1nEoMH1mIw+i6nkwEPOpSZ6pN9NlLSAfhX3UzMVuG4Cbay4mFIjeGPVDyhRYfGrugqjqsnNqWPkqIncfvcz7NinEtctZOr0m5l41BWMGHkY19/4NFXVR+A4ZTz9zDtMvfR2Zt32GnOfXsXe+7ZgmxVafsOO02KXpUijVb1fG7COw943GUdoc/5KjEbJdiyKpQapWhG+ExHS6hlJZaFr9vd6rITMaKRsQ/ltkvbvzb5KQMp3Nm2+tfiIkXqsFlY9QrYgZLPFEvvY4QyW2qaMfJyybPRVDtI+XK7OH3MMUrZ3el8rWmRUM38uXaH8HLpRFo3iqLF+DrwB5RdojfI/p7DXLGQdSjX712p76K0DTqJk1C9wtqHEOHs/iTpcNZ4MhFJ3KipLkUL8+hznzyNOz2mkofkU7nv4RaZOfZSpl8zmiqueYOf+zZSUHcf9Dy5i5KjDME4JQoxgwYt/JhjaG8/Y/tqgV8PO/ZuprpnEuAPOwVFRuveo4cVF76BVBUdOvJr6ppMxuoQli38kFKrEUREcVUMgUMS8594ju8sQ7nlgsW2FFGleXvoJXbsN489/+SuhUDG5uWmESOGGivnrt2uRqgAp47g6Sn3jFO6440Uunz6Xiy+ew2WXP0nvPgnS9Udz8CFXIUUh8xd8hBAjWbjwLxQWjqa4+EDyR+3PtItnU1kxgeKiA5k08TI8r5LKyimMHXMFjlNGMJRPReXRHDzhSm6+/UWG7NeMNCVonaBbt9HUN1xBqu4SHDdme2VVIwMHHsmxx92BlJVIkcIxCbrmjuX88x5h7jNvUVZ1AMYZylNPv8vO/aMYU0iPHQpZ/fb3uG4Y4xSx6p2fsOxOCT/H2YRWTQSDlZx93r3c/8jzHHTwhSiZoLrqKO5/aD5HTryEy664l+lX3I0UUTw1GseUoVQRZ5x5A1NOvBGlCnBEI0aORosw+x90AZHoMSgR9/OZCTwvRVPzn2hpuZaePdswJm7lZWWElW/9gBSFOKoRKeJokWTQ7pO54sqHePSpxey8SxgvMIqpl97E5Vffw4RDr+L+hxZTVjERqUYyd/5qdtujHiHK6NGjkvc//obs7Gq/ceG36ji3h3Zlrq8TKkPGfceSQXjU+9C5cCdonH3YhYwhVK01GfMdS2OnYq1/bMaxqWqEivh/yxyb9qF3Cf/3DFlHnW9p3zJyMBmJFr85RUU74Yzj/mdMd7K6bY7bXlfMv25fwFDE+bk8b2cC5g7ki3XoCf98tZ3mImFVFjLjyQiWULsZG3nX++fcHl5X55/nf5WPs1OOU4k04w6YRn3TsTi6AiFKCQbiSGnzC4OGtHDUsdNZsvQb+g9IsmrVFhwnj5BpwxFjUCKCp6OEq46nrf1cXBmnR/coixa+ixSlnHjiDOobTsDRxSx95UeEGIaranFVDK3zmTf/A3K77sOs2xZhVC2ObmDJy38hO2dfPvnsa7KzS9E6TFZoLKHsYv723TqEGOVXcCOMGXcWtbWTcHQxjqpGSVvBTqVP5+CDZuLqKE/P/xQly1jy8ufUN06hrv4U2tsvpC59Jv361RIIjmDZsi/IDhXz2orPycmuxKhinn/+LUa3X8x++x3Iyaf+iSHD6nz0QT1ZWW3kF5zMyFEn4LoJH4FQT69e+3Pu+Y8iZBG9ex1Ebm4Kx8TwnBhdupbywsKvcN1KtC4iKxTD0bUoWcDKN79gxx1TCLEvLy7+AVdnupwq0TpBr17jbOQn6gkEi3n9ze8IBiK8seIbHDOMQKAMpffj4ktnUlV5hm3jdIs46eQZTDnpOgJeBVqGbRpGjUHLKus4I8ej/Mq5MXUYk6Ko+GzyC04jK8vyfdrcZ4fjVCLOHrsdhlbVFlYjSymvmMQts56hselszrvgNhwdxjV15OTmsXzFpwSCI/BC+2BMMY4Yjdb5vPjyG/TqVW2Z5n+zjnN7CFxG1iKDxojRocrgO1qZ8P/WSVtq22tnS/j3SKZRItXJ8aX891g1hQzp9zYu0G2OM8n2HKEd5ke0Kuwf1+o7znDH/2XMOjUZ63SOzHnsAitV2HeObfbat/3eGSJYR0dDipX/sA4+jlA1CBnp5KDjCBmlA66Ysc5YZP/aZUZHvTO08dez3/9DVV2KBsaOu4RE+jiMCqNkLUYn0CrGNdc8SyinGBPYDzc0jKef+ZzTT7+VaHQiUuTjykryRx1MffpsYrUn0NZ6Dp6sZYfuNSxa+A5aFHPM0dfQ2Hg8SuTx8MOvsscecTynDK0qqSw7gUun3012zlBm3bIUIcowJsqilz4mO3skTz/9Jn37NqB0GYFQkj47RViy9DMcpxwp4zgqTvuY06msnICrS1AijOck0bKGRPIPHHTQtWhdyNPPrUaI/Zj9+MvsOrCWQDAfbQo497w72G33MSiTxxVXPsGeeya46ZYn6NalkgH9W7n55gVIMQzXFDNj5lz2GtaCVDX+tqIFbRIIWYNSGUquelwnwZXXPIsyI2hsvJyTTp6FNkUEvAjaDGXxS39FqZEsXvR3AoFqQl49So3gk8+/JisrD6H24bwLHseiFxpwvVqCwSiLX/4Exy3FMc1oM4zlb3xBbtdCVq/+DKOH4Zo0rlvCWedfSSJ5IlqWcsKJV3L6GXegzVCruy7ieKoVJerRqpj9DzqbSPRYlLDtmEomfQxqFK2j2/rbjU6iZDEr3/wJKSowKsKpp99IYdGhuI4tLBQWT+CmW55l/PjLOPWMPxIKhm23i7svb7z5LcHQSF5Y/DaOM4yg24LjFPHen/9Gbq7dRv12HWdmi5qhW4tbZynqsPnPDB46s6W1gn725+ZOD3xmnAzmOAMZy7wn7r9motbMuVvpoG/LRFuZVulfcuydcdl+VKiq/f+Nte+VNf452uloBEn642Y6/ur98yb89zchxTjfcVZ3HCM7O84M1VyDPweZ68jIs1gdsm14cpnwf271j41vg1LKTGQtMqqy/rm2YdJ/3X0mOt6UATanaBt9OQ8+8gZTL57HhRfN5dLLXmD/A6+lqORo7rp3OZHaE7j/ocUkUmcgxD68suzvHHv8TUw86jpeWPQ3jBlKLH4i48Zfg5Jxunev48WFH6BUIWPHnc/9D73ErgPa2H1QAwteWMWhh13LscfeyRNPrKZr10q6dK3izjvesvpAOszLSz8lO7uC7Jwilry0hsMnXsukY2awbOU3dOseRekKjE4iZRUtbedw7/2vcvZ5DzF9+rNceNFcmpunUlk1iYdnLycru5gXFn1AdfhY9tp3NM++8C6jx03jomlzuOa6ZzFOGUqX0q17imWvfcrA3evJyq7EmFLe/3AtY8ZN4+RTbmP6FY8QiZ+KkGG24T+lvflEhjdRRXCcCKedeR+53cIYt5AHZr/OmefcybjxlzL36fcJ1xyL65QwcdI1zJy5kNFjLuKRxxbT2HIqXqCY5rbp9OnXbJ2YSPlbuVoumPoQt9w+n/axl3DTLQuZOPlyhBzKIYdezqOPLqW9/TLOP/8hHpz9GsYMY/Lka1m2/CumXvw40y6Zw7RpiygqOtOvoKdRqpr9D7qGdP3ZCL+V1N5oSTLqpLZjqQ4rr1LA6nfWoXUNxqlhx94Rnl/0EZOPvYlDD7+Gp599k379GgmFojwx903OOOcmxu5/IQ8/upK29ktQqozjp1zHnfcsoanlXO68ZyHt/ge6nwAAIABJREFUYy4iJ5TJg/2nHdz/adveUdX5TuaXHG1nTO32Y3Ru2Mj8v3M01dkpZs6RaQlu2G6czOf5Z7LAvqPdlkpo8cfPOKyWTuOkO43b4N9PNj+pTYMfrbYjRArHWE5Xsc3B+fLjGTmRbTjzzPNlI2Bb0OpYPISu8Z1iq93O62o/wmxCyIZtKQwtmvx0UxIhGv386f8WyUcdnldPKBRm4O6j2WNwGwN3a2O33UczYGAbXqCEnXZuoCr8Bwbs1o5UBeTk1uG4leQXTqa4/FgcrwDjlBLKipOb63exqCR9+41H6XJyukTZd+hEunWvw/Wq6NItTEHhZEaOOpJQVpjsbKtd3qtXm79FSbHLrocjZTVeKEJ2lzCjCg5nVNERBEMRHLcWKaM4bhqpomRlR9l1QCv7DD2AAQMb2HPPdnbeuQnPK2XIkIMJBCro17eVPr1bcb0KuvVIUFo5hb32PRjtlGKciB9Zpdh55zG2wqyiOG6M3C5xCgonkVdwKFldywkEq/ECGceSWSEb/S83TiDQgFJR9hx0OEcfez9SFxHMKmdkwZEUFE6kZ886PFOLqxOEAlEGDRpDcckR7LJrCuOUImUpjzz2LVJW+O2qGYhQHcaUMXjIaAqKJjJo8IEoVek76hg792+jouJYhg47BM8tx+gKdtyxiQED2th991b2HDyagbsfSPfuDR0tsCpFdnYjwWAc18us0v/kxpEJtFPDzv0PQakoUkbxAjGCWdUUlkymoOgwcnKrMcYyObluFfnFB1FSPoEBA1twnBhKJXAD1QzYrZHS8iPYZUADWdkxC6z/jzu13+3/hCnZ4JP2xHHcRoSvWyVEjW1YUWmkShMINNrFWWQ67BqssoBsxCICMhFjhm/Wz5eqGDbabLM/qwiZlIB1nA0o2YoQ1XheEZ4bsZV12eTnSP/n17Kd47RSvMaJI6TfZSIjKBFFyVr/IYlgdByrxRNF+hFIKJRGyAqUrkbKGFql8NxWn/GnEcepQ+uov5WtxTGNaJXA6KhVnHSSGJXw8VdpXN2Aa1oRot6nq0uiVBxjEjhuBKnCPhA9juvYaptd1WJoHUeqSrSuRKlq28WiomhVazFoImohDiqFVnGEjCBVDVKGfTB7I0o22SqnjNquJtWIMQ0Yk0DICoQoxzgRhKiynUMqs1XyczLCwjeUbECrenJzm/C8Ov8cYfv5VAxXt2BkK46uR+swrhPFMZYQxXWThEJx/3NktieZlstahKjEc6M4phaj6jC6HqPqLH5UVRDwrIKm1WJPoWQMrWrQqhovkIHDdMr5yASOk0AqS5z7T28aP/9pW0EbfDhKg/2MKozj2rk0ugkpmwi4jbhuFVIVI0QNjm7C6GZcN41UEbSpQchKlEziuRmWrf/8g/67/f9rjm5BqTRaV9CjZ5g+O9fSv38DUpTjqDocXUd2TpRu3Uvp2buGgQMPIuhZtjMritiEEm1IMQYhxmDJh/y2SVG3rRNIiTEoMbaDXyNDtajqkCJOKFTFoiVv8swz7xEMWgpJqSp/1bX8I62ctMllx0mhVBRXW7oy+7CmMKoRI5twdKNP5WYhC67TYAlHTYPvfDKl/iaMbvX/VufjvhpxtI9XEylcY/vCrc6NDcu1qvcnu51t+Rsf9uB5zf5YNiHt6HaEn9cQohkpbaJZ+Ql1LW0LqBYWt2ZUi39u+x7rKGM+BCeN545ByUY7D6YDiiFFI1nBMf522RKXGG3nq2NLkt7m5OwcNPiOt8kuJKbBAudlLZ7TjBStKDEWIVoIOK02pyga/S1yFMc0IERma9TZcdbhqhY8Y/v9A247Wrb5VH12QbDj20XAUW2ozMotkrbIo+x3L0QDRjejZNpWJLdtxf7JTSMsCbP9DluRsh2jRiNFGtdpxcKXkmjRjlajcXQLrkmTyac7qg2jmyyMSVngt9HNSNnwq7dMv9t/j1ndsBhV4WP4ft1Wvl+7me9/3IKU+WhZhxTVPPboan5cv4Wvf9jEk0+9g5ENaF2P1JVIUWkDOZnyIUZtPidDwm+aiaJUhrnNQo+ULrcmUxgd8wOOfflx7WbWbwQhR+J6Vv32V13LP/JxZpLGNsehfS2RDH1ZJl+RIZYQotF3MhnijAwNW2OnyME6E7EtyV2/7VwZ0LjO6IQIq1ljK/z1fjT0cy3qTKXQqvql/PNkgLTNZCAVGYo66dOw/Yw2z8/1CD9K7CARqet0TusAO66n0V/9Grcdlzk2E/Fuo7kTCX/B8SdbZrRabD5G+QuUXUEtD2eGozQDUpaiyW4jOs+j70C1aMOIZjJKkx2EKvZzq20kK5lrzbx2zElHHiqjD9Pof3//Ypvuv9c69jrsVigzj/4WSqT982fkaTMLYyYPVuffCxmISqv/aoHVP5u33+03Y0I0YkyMcO0RbNy6mY1bf2LjRsgbfgBChMn1avjpR1i35Sc2bt3MnDnv4uoYWkXQJo9dBoYZNqKF7Nx8AoFyHFNLyEuRnRUhGCrC9UaxU/8o/fo1IEUE161ix34FDBvZRJeuYZQsscgPNZy16zexaSsIMdwu9PJXsyN1fkj+UZx+ezXD7e3nFG/bV+QyVcNOJhKdjsmIe6U7jZns5AySnY7fnhUp1akC1zGetX9NifaPx/pjbPuMnX/ffuzO7+9ckazv9P8MHVysY7yf8YVmnHJnWrrMFj/D+JRZwBq2G99+Zsum1GC7K2TMn7sML2fmGn7JAWbmpY7tF6T/Oaat8/e9/Q1nx9/+u7SWWcCSfiW5g3mqY9GppaNY8rv9lkyIBoyJEo0ezpatm/nww5WsWbOR666ZixQV5Gbls2UzvLx8Mes2r2fO42+QFSyjd59a3nzrc35at4n1m+GHtZt45LEleF4eWuXxytK/8v2PmzjzrJv5/sfNTDnxcqQcwrPPvcY3P2zg2x838d3fN3HN1XPx3GIcPYx12xxnHh1QqV9xLf/ugH/vODNO6p9BGP4VX2fnsbZXTfz37/1HGrvtnWOn47eTQf13PKIdjueXuCn/VUTWyYHKeCcMXoayzXeeKulXyjMOK1MxT/DLzqvz3xo6HKeft7VzmCGD/oVF5mf27yLKf2ed5+OX5j6zGCZQohYlYv7PmXsmMyedv8dOC87/9uf73f5vNJtWixKNHMXWzbBk4UK2boavv9qMlnm0t5/AmnVbOPSIY1m/cSuPP7IMz92Td1d/z4/fwwXn3UmfvsOZdfvDbNwEs259HM8Zwhtv/oX1m2DD+i2cd+4sdhtYzf33P8fGLXDWOdPp03cvlrz8Nhs2wYSDL0SKPVi3frPvOEeQAfP/qmv5+QP5jw/YL0m/dljniKszJOKXYBKdrYNZ3DKyZ6yzXGfnYktn6+woO2RI//G4X2Iv/1cOcvv3dsbGdYZu/CNT/M+t83Vvx03aiVTYttRl0gs+/u5njrMzpKQzcbBNkWjR6uczk2iZoIODtAX1D/P2jwzu//w7/5/cOB3b+1+eiwx3qS1iWceZuZeSncbofP7OkJvfi0O/RRMijaOixMInwAZY8fIqXlr4Jls2ghB78vKr7/PFX/9OKn0IGzfCU3NeZ58hFWzeAB+88xWOrMLRxQwaFObHn7by5Rdb8NzdeOe9T9m0dSutzX/AUQV47jC++349P67dSHv7MbQ0n8AJU85n45Y1fPjBD2R5e/HTj5mIc5ifdvq1EaeM+RGYzYcJkbT66DJs5UmDFngdcPdHiJg/Ac04Tj1ClJDpNFAqjZFjMfIgP9LKYKpSvohaPUaNQYoxaDXaFmt0E0L5eCxhRclsN0yjr8nTiKPrkdKSDhjRhhZ1frEmYXMTKmr7akU9Wu+Pcdtt7tB0gHYdY/NvlrCiASGrEKIcresQYjRKtmCj3xZfAjWGkePowLzVo4QtQGVnNSJEOUI04qo2XN3qc4RG/Cg5Ey1lHF8dUjRiVAuOrsPRCRwnguNWEgzWY6QlMHadKI6KY0STXwyqITuYwjEVeKaWrqGD0DKKEMNxpO1bFqLS9smLZhw5Ble34ukGv3Je76MbbFrA8+r9vGICrevwnAa0H3m7pp5QsBEpIhidRIiwlYTVVoDOak4diG1fa/TnotHHyCXJ5JWNHI0QMZSsJuA1kSGncL2Uxdo6UbSuQogatEnguFEslKsRY5IIUYqUlf53m0SIGNnZKYSoRogGtBj3e8X9v9i0sIQh0ehENm2B15b+hUTNEaz9CfYeXMSmrVtY8NyHtLUdy5oNG3nqybfJG9bMT2s28OYbH2BEjBynhR171bB2Lfy0Bvr0LmHV25+xcetahg4bh2uS9OyRZsOmrWzaspYN62DDT7B1I2zauplv/wZK7c26jZvYvNXygTqiAedXdw75QNAMc4kQtRgTRakCCgonsve++2OccoKBJBZvZaOwnOA4hIjgqjaEiNCju3WGnh5Pz15p7r73Q4xsRog0Aa8ZIaJ4bgsBdwyWgs1CVYRKWpMtSB0hp0stQkQwqtGvuqbICozHczPA2Cq65RyELb6UoZ1KenQ/xFbFZLsPr4mz+x7jmXD4TIwTRepKKwrnWNCuEDGEqEXrJEK0EHDbECKK61e1hajAMwd0RHkq5m+NxyPECAYObCEnMBpX1fvEKDV4ToNPLJBxnJm8XobEoNEn7g0z4dCZlFecjuumcZwIAwa2UROdglJ5ZHsJugb2R4gSduiRomu3KqQooe8OkxCiiAcfXoUQYaRowtEWqhHwGgl4MXK71FJVdRKOU4gSDWSHxuIFKum6QxHR+Al06x5DiVoCzniCbh1CjGLUqCPJyzsKJauxsKUoSo1ixMhD2XvIJKQcSc+ePkGDTPkLYgPb+oal7TNWcjRKNBIKJtFmFD13zBTZUggxii5da/ACYbKzEzjaYvgcJ59+/ZpIpS/GdQsQqpjswFhCwRpyc2rJzonSvWclyhnhLxRphKjg9xzof6fZXGKCWGoSG4Fly75Aiz1hMzxw7+NsYRMHjL+Q9vbj2bhlIw/ct4xddomxia189sUacoKl5AaqGT68mXUb4PPPf8Qxe7F69RdsZAN779uGkSkCgQiffbmWzaynR4++ZHkDyAn1J55qIFxxMq7K59sffmATW8nyigiIOr8u8Gsc5zZ9nkYrGKYiZGVFWb0a9t5nNMm6M/jqGwiGChAiiastP6XrWMYVI9pRogHXjWBJCGro2m0ky1Z+hmNq7QPixhCiFC9YizYWqmKrxR2sLFK0IUQVzz73Br16tVtROBHzMaNxpCjBUWmMCSNEKcbUIEQZJ534ADv1ORApShEiQcCNYnQl+w0dx2ln30f3ngmWr/wrrpvEDWQevihSJjFONQF3NFLVYkw5jpNEyFKsjrjfUSNTKF2zLdLV7gg+/wqEKMGoKrICSaSo6RRxdnRqdIjSWSkLLZMYXc01172EUjUEA/Xc9+AyknWnM3D3ej7+7O/svkcCIWp4Zv5XnDDlFo448loOnXAj+49+ACEqOeucuxEin4CegCMPsFG3GMZpZ81k2mWz2W2PJHPnvUM0fipKhpk0+UbuuGc+O/dv44/XL+Csc2fiujV4XjFvrV7LsLzRNDSeyaefguOU4rpl/PVva9lzUBu10bP5cd0WhBhi1QB0BKkq/Dms3xZxZhypkSm0ruCCi+/kpllzMaYKIfJ5Yu6HTDz6jxx++CwmTryPUXkX4pg4D81ewVnn3Ubf/jXMe+5TYvHTyPLGMXLkEdx44zLGjr2eycfM4vgT7keINFmBA+0C+XvV/b/S7L1SS7LuODZuhTff+oGswAi++RtsWA/rNm4mJ7uI5uYprN0E9927Aq1GcPf9c1m/CVa88QEtbUfz1tufsmYDnH/hLYRCI1m2/EvWbYK99x3vP4dV3DprAZuAJ+cuJlw1hi8//5o16yEdP5cu2VX8tGETm4Apx99KQGXI2H+N4+yk9aNFHY6JcfU1TzA8b3+69yhDiGKOnHQj0dqT7RYsUMrJp93KGefcSTBYhhAxcnMaCIbyOWHK/Zx/wTx26DuCZW98gnHKkLKcffY9lGnT51PXeCZKDSfgxX2oUTNCZtqq2pCijKefeYO+fRsYnncIgUAEo2z1uaTsaDwvTDCrnD796jj8iJl0zU0zYvjBhLwqhNiH3ju2csnU5zhswjWMGNnC6Wc8jufGGbBbK55XQ26XInbbfQwXXPQ4LW3TCGVXoVQUrUsZM246F01dwNDhhyDESOs4M1pJKooWdXimBSH24KNPtmJMEbH4Key+xzgmTLgNo+PbIDiZnt6fO856jInRt18bx0+ZidKFFJecxCmnzULrcgKBMLHEcUw58SqUGs77H/2NQGgIyuyLEMMxIk3QjdOrdwWNjRciRRJj0njBCN13qOHZ59/CDYzC80rpt1OSJ559AaWHs2jJGqQuRIoWjC7hlZUf4uUM4byL7qSwcBJGV6B1HjfNeoZBe1Uw6/Yl7NSvCUfV4qgo0fgJtLZPJaMCaCFnPvXYthspjeemCXhRUqlzuPSKR7j59rkIMQInMII77l2MMkPwApU4ThVGV+MGSnlxyddoZz+ycysQcjDLXt+IUtWcevpt9O4dx+hahCj1F+BGHHkQRv1SW+Lv9t9gwn+GovE/8PX3a3htxVqEGMFll83m+7+v5aOPv0OIUYwZcwnf/LCWRx99E9cJk52bzx13v8i3P67nuzUb+dt36zj1jJvw3BF4bhkvL/2cL79ex6DB++M6KQJuGq0KuP2uV/ju7+v58YdN/PDDOsYfcD5ClBNwo7zz/pd8v2YDn3++AS3iBMyvvJZtgmbSqiwGAjHGH3A1F1w4Cy84HKMrkKIEKYpw3KF89sX3ON5QnMAQvvthA6FgNVlZpfztmzX02CGCMcXc+8ArLHnlY4Qs5NDDr+Hscx9BiEGkGk5kxsxHUKoIoxr83Fadn+NsROswc+e9Qc+eER6b8xoDBrShZQIpa7n/4ZX07dtI735xVr8H3brH8HQF3329joAzguLC/Xly9ocETDE79YmxatV3TJlyPznZdby4+EOEGM6EI6dy+ZXzEWoQ+QVHcs99L6FUNXfctYiqyFE4XgGzH1vB0GFjESKClPUE3LEEAnV+h08zQgzirbfXo9Qo/vbNVo47/jY8L4zRKX8x8IlmZRIhImhfe0gLy4hdGzuH2sQpCJ2H60UIBuqRwrLhX3/9UkpLJqLUEJau+Au77VnLpKOuZ9/9xqNFBEdFCAb34+ZbXsV1qwgEEygdJeAlbGeUrsYxJcRiZ3DOBXfgmDAPPPQKA3Yvx+gqunSp5PnFbyFlMTv2juGoiF+sKWL+gpX03304i15+h149kwRMHY6KkN11FPfc/7ZPANNEMNiG9HkPHdOEa5pQIoFWFfTpk+aZZ99ilwFhZt32NI5TQd++SaZffi/FJUdwyMEz6L1jLUqNxDj78caqv9CjRxlaF7LrwAS33fEyWhdy70ML2GHHURw84XrKK49D6TyEqLQ7Dxlme+nj/7RD+N3+p5ZhRKpBmREoFUGLBEYXo5Vle7dChTG0ybf4TdFkc/amGGWGo8xQlM5HyWqMSqFVFKmKEDLfbx+u24Y4UbIGpQpQOg+lR6J1pR1PpNGmCKVHomS1HxT82hxnJ0VELZJoXYXnlXH0MTfz0cff8Oict9hl1zSOM4Lb736efjsVI+UocrNr6btTmJNOuYkLLrqPfv2rcd1yQl6SfjtVsGzFp+R2CbN85Qe43jAcbwSOty9zn1lNTm7Y1xZK4noWO+nINoQo5en5K+jVq5I5Ty5j112bcFQDQtRw9wNL6N0nTs/eUWbPeQvjlBPywnz++TqMGcz7H6xHimIcWU5WoIJY/FBOPuUWglmFLFr6NoHgUJa/8R1CFKKUlUs9fsoddOtWRyJ1GsodRFZuMQ3Np9HQ/AcckyTojbZbUJPp5mlAiGG8uXojWhXz/U8bkHI/pCxB+uxFtnspQSBQT3ZWHZ6XsgJ1IoWSUUaPvpqKyuNxA5UIkSJgxlJZeRof/eUHJh9zFa4uIytQyVdfr6c2dgqeV8b1NzzPQQf+CS0ryMouZN78z5GiCq1a8JzxSNmCq1rYccc2XlvxA/OeXUEgUIrRUfrsVMp7H3/OCwu/4uNPNtC7T9R2HKnRGFmL1oUkEqdx1VXz8bwCzjjrFuLpI/G8cpTK46TTL+OOexchRZRAoB6livG8MJ6X9jWZ4rhOHGPyeW7Bp3iBYQwYEOO2257BqCpKSo7jvffWMmTIgXTJTfDCwvcoKZmMUsPZc68of/70J5546iNWv7uWUPYIjAqz6p0fuOCiBxGilLqGc3ll+d+RchQ5Oa1+8el3x/nfaY1YUcU0UlYjM7rmKso2GXHRZhEZqsZvoRzvH2N716XI4HxtoTnT5itlHCVa6ZAUH4cULbYTTlUiRa3/v3aLPJG2AC794uYvE6z8K8fZSXdcyyRK+bo7qhDjFKDUnqx8/c8MHdrMypWfs2jhV8x78u88O/c7npv/HWeddSuvr1hPbk4pRtSiRJJePatZ+son9N8lyTffb+Sxxz9k4cLveG7Bt6x++2t2GzgaV1ldnlBWGMeJ+itEGU/OtY7zyaeWs+uADC6xljvue47+u7SxQ69apl56P0KUoHUpX/x1LcGsvfjki29QogajYihZQd7IcZx+1u0EQ/vy/OLX6bdzBbMfX4yS1X41uRmtRhEK1DJixIEsXPIpD89+l5de+YJkagpa1SJlFZ6XIifHEhE4qhkhBrP63S0oVcRfv16HEHkoWUOmg8kxzRiToiZyEQ8++CVXX/WmT8tnHWe67mJqIqeidCWOSRMKNmGcYqTenSuveYpJE/+IlIUMHtKCoyME3SRSD2HDRmxuMzCKO+9+DcsmYzt2bD42ijHluG4e8dRxPPbYYkKBfF5//Ruys/PQchT9+iR4bfnXhNwqtGhDyWIKi9t5fM57GG05ArQexYKF73DLLSu4596VJJsP4pY7XsDR9mbfc/B4Hn70Kx544GNCwQa0TCNECRdccDfFpYfQr281eSOauPnmeXTJDbNDtzh9eqfJDdbRLbuBgQNTPPzg63TJLWXpq3/FmMFoNZQ+fap48YUvCJgaRuUfblU6RRohylnw4nfs0KsRrVpRYhy/bWmN37KlsCQc9UgZwTLFj0boBEI2+lC7jPpt3Hek46ypOB20eymkGIcQbWxTehWjsR14Mb+5YrQdexsHaQY+1xkymUG+dKTXfoXj7NAZ1yKFkhHOOfsZK7qkq8kOxthjj0ZOP/1Gnp3/Z/r0rkSb3QgG8wgE8unZs5T7732XXj1s1Swo2+nbp4blr31Mjx1GsuTVNxFiLzy3AtctZNDgNowuJGCaUKKWW297gT0HHUDQbUKKYhYsWMWOvcI8PHs5gwaPxjWtSFHNolffp0/fFN26R7nokvsssYWp4qNP1+JlDebdP68hA61ydJryymM59dTZ5GTX8MKit8ntms/CJe+gVL4v85Bi770PJODV8OqyH3ECQ5BqXw46+GJaWk9FiipC2WGEKOT9j9bhmAhS1KKc/Xj9zTUoVcTX36wnECgnGEjj6jYfzpVCyjBaV6B0CUKUYDWbLWv6oMGHMeHQGxCygAsvepLd9xhNMBAnFIzTt1+ERx9bxs79YiSTZxAwTWgVJ6fLSDZsgoBXQffu1Rx6+JUEPEtAok01NZHTqI2fgTbFhAJxHCfMa69/Rt6IJDNveByjynBUBTlZFdxx+3MMHlJLMBCmuPRgHnxkMY6bR9BN48gmasLnkpVVQHYojpT51CYnUVx6DEYcgBJjfEhRCVKWolUcJWN0yUlz3nmPMH36I0yb9ih/mvEIb739CQcccBGR6j9QUnAijkrQJdhEnz4RHp79Ei2tJ7L//mcQ8sJoGcXoIt579xt69qzg2uueQqoiHJPADeRz/yMv0XunapSqwtGtPhb2d8f5X2cySgajLGTEl+ZoReiYZS9SdX6xuAGhIz5NXCtCjPF/brDs9SrsBwx1CF2O0FGEOADLilSF1BYuKESrT16cwFLY1XViqk9bFnwVp6Nt+1c5zk7Ac1mH58W49LLHGT3mYrJzC+nSrZhbZi2isOgQRo46lFtnLSSUPZKuPQp45rmP6bdTgkGDGnlh4Vfk5BbSs1eYE0++gZde/hhj9uO+B19lVMH+BIIjyBtxAHPmvGWr8iaFUpUceOCVnDDlJoKhfPr0C/PEUx9inOGcdvo9TDhsGllZIxk0uJFPvlhD795V9NihkkumP4ljynCcIv7yyXqE2JtJk6/k6GOuJzuniB17V/HEU6s45dS7CWWV8sqrHyDkYGbMnMO48WcTyspj4G71zJ//Od27h3l63rvkdBlOtx6FPD3/LRoaT/XHD6N0MS+//D4DBtaS27WQaOwoJk2+Ftct5C+frScQqkKZSkbl/wFtLHmGVpaV2grdp/0++DjG1GLcMqZf8QzK5BGJ/IGrr3mM3NxicrsUc9HFD9HSdgquV8DHn6yjd58KsnMKicQmccmlj6PNSNraLsYLFOM5jRhdjxeI0rd/miWvfkSPXkVkd8snmT6eP82YTZduRbz2+t/YqX8tgdBwdtu9ntdXfovn7UdRyYE89Mhy+uxUzo59qujdJ4ExhdTXX8g5595NbvcSevYN8+5H3yJV4TbI2raC2c9aSC3zkpK1KBljwMAx3DLrCYwzjH33G8cDDy6mW49Kuvco4/KrHiNdfxIDd0uz+KXP6LFDBYHgKAbv1cqLC7/AcYazdPkH7L1PHcHQfvTeqYpV73yBUPkoGSXT4/4fdwK/2/+CdYbrZbhCM80ev3Rs58665HZ/r/PHynSgZaLIzO+dx86gXTLv/2ct1P9zEx3dKHb74zhxpK5iwuEzuPv+1dx9zyqqwyfjmDI8t4rKilO5//43uPOu1QwaNAalSgkGywnXTGH2I29x510rGT78UM44fQ5aleJ5RZx77hzuu/9dpl40j6xQBE8nECJOwKQJeFVMmnQrc+a8y3V/XExllJfnAAAgAElEQVTXrlVW3ydQwymnPMSDD73H+RfMYfz46XTrXk337nGSiQtxTQ1alXLWGU+jVBFaFzJx4g3MmbOaG2e+wm67NRGrPQfPreS4Y+/F88pQaiQXT3uMu+95i8sue47s7CieW0k0ejoPz17NjBlL2WOPsYSrz0TJcrRIEHBr8bwiZt70Kg89vJopU+4iEKhA61LOPHsujhdG6ypunPk2wWAdwWC97zgzTjNDCpKydG2qnNPOfJD+u7SiVRnR6NnMeXwVd939Fk1NF+E6FQTcKDvvXM8ddyznwYfe5dhjb8OYUQgxgjmPfYfWFWjZgmvarLKgKGC3Pdu55Y7XeeCRd5h83C0oWUIoFGbnnRu57falPPTw21x77UJ27FWHYyo57bT7uPKq57j00me47tolzLj+NQYOHIfRJYwbdy233fU6s+5cieMWIkSx5QPdRtv1863y9ta9WztHHnEjjinHdUoYPuxwHn54FQ8+tJpY7BQcpxjHlDN8+OHccecbPPDge0yf/iyeW4FWJShdwNRpc7nvwdXcdc8KPK8cY6w0gvjZQ/C7/W7/GRMd/dOWuccxjRiTQOkqjFOB50WRogKtYpYn06lDighKVmJMDXYLWms1x1UFxtTguTGf1qwex8Qx2jKhS1mJ61gZT+Wr/SmRIBiow/NsTtEWPWoJeS0YlUTJKqSsIBRME/CSftQRw+g0rlNv+TFFDUJU4XlJi8eSlQSDSbSKY3Qco6O4JoljYihVaR9CWYXn1uPoFFKELZO5CeO6tTgmhWsacHQjudmjEaLK11+Po6TlIdUqbrk6dQQvYLGhWqf8jqo4Wtd1OE5/NVQygdK15HaJs9++U3B0va98GbHzJyMYHfO5QmM+iXIY19jr8Nw6Bg+abPONohUj2/3UQC1aR7B6RNVW0E3XEXQbLRepjuC6UbSu8b+XJiuHoapxTC2OqUXKMAGvHiGqMTqKEMVIVYkQ5Sgd4+f3ScO/dJxaWXkNx6RwTBzbkRRBymq0riLo1fvfYRzHVNtqp67BdVK+pnYSKSrx3DhKluOaBFb9soPN6j/94Pxu/2+b2MYA7lejpGj4GSfn/8feecdHVaV9fGYSEMuurrurr+uqqCjYlS5SpCO9u6IoIAICgqggNgQVC1aQItJFUKo0wdBEivQOISGEhAAhvUy75ZTv+8e9Mykgyq51l5PP85nJLXPPOfee33364/U0oYzP8dkrE9MRJ7vNA8T6WlGubDvKxf6LGJ/DMl9UroPjKO2y4bHeDpSJbU2Mp5W7L5Ihp7Ub9dKeGE87Yn1tnYUW09r1hWxN2Vgnl+WfL+mCk2auDTGetm7USXPK+Dq4oY7NKBPTnhhPGy4q15FYbzsuLNsZn68tZWOcvJuxPke8vCC2vWsYeoAYbxvK+DoS62tLjLcNsTEtnev7WlCubGcuiH3Q8W31tSHGrQ3thCk6NdQjYZ8RoPT5nExOPq+TELhITG/jOr93JCbGyUd44YVtifW1dcI1va25INYpWeoUeHNfKi5AOCVTnfR5Xk9rNwChJTFuLWmfrzVlYlvj9TTnkkvc6B5PG8r4OuH1tKJMTFu3X825qFwnYt1SrxeV6+RGOrWmTIzjVuT1tqZsTHvnPvmaUya2jZsPtJkLipGXQeuzA6fXMeqVLdOBMjHtnPvta4fP25IYX0s8nhbE+jq6Bi7HT9fh0J2qjD5PR8p4O+FxE6N4PA+4z00bt7TueeA8T78teYrSqLXGWbQdilE714m7dTQJh+MH1dYFsjbF/i+eSak1kXydkX0xnpZOgl1PS8ePytPa3RehVsWoDTHRc9u63yPUxj23NEUShUT0cBGLfFsiSURiTqPI77cpdu3Wxa7ZhuJj9bmgVkRFSUlO9wMrnr6tdK5TZ35iIvVPSvSpXbHt7YvNQ2S/M97SmZ+KIsAiwNvuR8YW+f3ic9DaPa6t6xbSmaJ8msWLh/14yGPJ+1e8/6Xn/kx96+BSO/e5al6CzmdPOk+/NXlKKkcjoFMEDKVTxRVxHa2KcR+RJMalU5e5IYu+CDUvRpHF3rLUMS1Lbo8CQnGuptUZji2e5iwywJKZf0r2O0Klrl+iTy0oElFL5sN0MjsVvWROz59ZerLPkOvUG6HS8xmhtmc4pmWUqy2e57So78XvyQ+Nrbgf5Bnmwtva8YmLji8iHv904DzzXJ9l3ov3LwqqzgvX53kAJz2dQ+dDLs/Tb02e0mnBSi7S4geXBp/SC680sJwNrIotnhILvtR2XwsXvCKcVJH1/3QAaENpoDwdOIuDb+Q3ztTHUv0qzVV6I1yeoxf2eYun0jsbeLYuMUclwbK4KHwmanPWsZ4+dz82tjP9fmvOLIa3PsN8/tSxnUm0b3X2+x6VShwqmeT6PMd5nn578hSvzBhNthsFrEiG7qL6y8XBwueN1L+OgEfp/IzFFkuJXJvFAbB1yWNKAFuE44uUhYjkm4yoEYo4ojOLyxGKxMMX5fp0LMOlFrSnuNGjVbF+O9cucpJt4eoxiwDtzDk8z5738ofn5Qy6w+j+4hxukfhfdF6Em2v142MrleMzUmbDmZuS3PfpiarP9mAVu+aZ5t0Tub9nuu9O3s7iqoui34mUb/ntF855+r1T6Vy8P+/L1nO6ov1cLlaUwKIoSW3xrN6tiRQL83odMPEUo5I1gP5o9Efu+08d33/7GM/TH4l+ODG6w7B43NpVHm9bvL6WrqN7c5daOM71vgi1juJTSebxJwPnf4q+xR1MS2d+b4WT+7JZVBcX+f88nafzdJ7OhU6rX1aqlpkTwukkQI/mjPW0w4kyao/H1ypKp0tR58xx/meg6YQstcLhIDu6VITekTIbEZea4nTmukHn6Tydp/P075BT3rvo/0g13c54PZ2LqbDc9IjeSEHGpnjPsSz1f8xxOqjeHk/UObmVk5Ekpg4+332UianPxeWackm5plx0QRMucb9fUq4pF1/QlIsvaPK7oot+Bvqtx3B+zOfH/N845j9d2OyH6aImXHhhbS6+uC7lytV2w4Tr4vM0wucmH4rxtHDdISN+0q6LnVvO+xcFzpJGhXZceOEjeL3tKVu2HTEx9SlTthYPPfI6c+ZvYH98GifSC8jKCZGdGyYz2/n8IcrKCZ2n83SeztMZ6azY4VJmTohTWUGOHM3hu/V7ee21mVx3XVNiffdwQZlGeD1NKePtQKyvEzGef+HzdMTrbYvH2+rXBc4yvgdxSlFUZ+DAsRxJzsK0NJbQGJZAaVWC5O+e5M9Av/UYzo/5/Jj/98ZsSwtbWgglEFIilMYWEAopvlq4liv+2ogyMXXweRpzQWxnFzg74/G2x+M9Nxz8D4GzJbG+RlxwQVW2bI3HtEEqQTBYCBpsS6IVaAVKghQaJTkrRY4/T+fpPJ2n4nRW7FAaKW00NlKZSGUglYVSCqVA2JrsrBANG/Qi1lsLj6eJ6+rWzjEYec/NQHROwOkU6IokeWhFjLcxZWJuI+14LpatsUUQKQuxrSBaaLTUKGWjdTFSNloJtJJoLUruOyOJIlJ2SfrRc/+bSRb7bpWi83N0nn4pksXoTPvP8Cz+KiTQ2mHOtNbu/xKlFFI6ZNkSJeHhh16lTEwdYjzN8Xlb44l5AI+v2c8LnI5FvGXUcu7xdHQs6N6GeL23sWnTFpTSKKUAXUTRrxq0BG27JEACAlCUPKcUCTQWYLs/gw3OBg3qh8/7n6BS86uF5TwoWjn3QrrzqzWRP+c8l37r/p+nPx790K5okziL1MZZ4PJX7uPZmkJjIqSFaWjuvr0zf720k5txqzEe3zmWB/6xA2KiwNkSjzfiH9WMshc04r0PvgbAMIwf6CpYaCwkJjYmNjY2EhuNjUZH1/EZCYlyj5cIpBaOLgNFCIX8kan6r24a5+WhFRqNpZx3iqU1UstiwAlK66LH6qc8Y+fb+XbGpnEeqgjpM2wrxUD9bprGsIIIaaCkJi87hM9bHY+nKb7Ytnh8P7Oo7isBnG3wxrZxiiPF3IOQIIRwuqUjXGfxrmo0yoU/jYnGQiAw0YRBW2d/gUgbpAnaRGkLgYWFwERioyh5tf+xphUoAVqggDAQ0qAxQGWDbYBULnCq88B5vv0MrTRHGaHigPn7bcVFeDMMA58aT4yvPh5Pczzn6AT/04HT2xKP16nZ4YupxfDXP0OoSGcckrIUD6i0s3gjRh8NUjvTL11ILRLhTyetHD0pUoNyrqFQaKVc+f23mP7fvjnYp4noPARgao1UhRQe+Yb0dR9AOBukFeVIi4AzwiGcb+fbubbIM3cGrvJcJeffoGmlUcrCtgNIKTFMRWxsDRc4z7HK5Y8DZ0sXOCPO7k3x+iqTdDRA2LTP2lGlNYZto5SDltphkBASDAWGVFjC/kEqVBq/BNsGZUqCoRC21mgFmPzPrn+NI5ZLNGiJBgQSxAlyV73KoXeqoXMOgTLRSjgSffRkhcMlnG/n27m10qpxx1PGIVWMOXKOdRid31XTuM+/YzlRCv7+99pcULYNHk+nnxM4nVReXrcKnMfTjlhfSzyeOwibAqXPrmUMocnUNqYKosPZEMqEYAaEc9BGATrsh2DhD5I2c9FmNgSywZ+JtvMImbmYWlMYtH6Xb7Vfo2kiBjMNrjVRaAV2KoG4QeS8XR5y9oAOorX9A8D5Pzp559u/3bR2H5/SXKV2RHWNjdImSpsUifC/o+cs2m8F2GgNffuNwuNp6IaM/6zA6WSI97hZRHyellx+WQOE7fA5Z2sWEFISslNY/UovtvRpRkKvRhzq1YR9fVqyq1dLdvRs4dDjDu0sRlt6N2B3r3okdmvE3u4t+XZwD1ToBKbhx1T693RLftUWFdWlDcoR1YNKg52Ff+UQct68FnJ3gQ6cATgjLg3/q7P34624+ul3xzX9iq30PERIqQhAhtE6iNYBNIVo/EAATRBNGO3KRb+bplUJG5aQ8NWiXXg89fH+vKJ6SycQPlp+swNeTzPKX9va8ZdS1ln7qTRgSsg7yZaH6+LvdCt0uAXa34LqdAd259uQnSoiO1VCdaqE7lgJOt4cJd3xeuhwI7S9DdpWI/XhxsiNS6EwB0P8Ly99V05SJkjlACeANilYM5xT79zkAmfwdFEdxU9/mItbSotd+zQravG9P6ZD/Tnu2pmv/VNaREunS20rzkApNLYG01Gto1AIVJGI6ho8JQrtUuSYyP8Rr+3IbOhiF3I+3OOKeexoXex8SnXqp+oOdckxFr9uZF9pXaTzIXA8XSIHOEYUraQ7CRboQiADSRpKx2Mb2wkUfE9u3mYyc9eSF1yLIbYCe4AUIIDAeT71T+n7L9pcSavY4yskLF+xH4+nNp5zAM1z0HG2JpI01+N5gPLXt8aW4AiMP9y085RBQQ67H6uF1e56eLQOunczgk81IzyoJdbTzTH6NcPu9wC67wPoPs2gTxPo3Qj6NsMa0BxjUGvo0wZ6tWXXoIfAzCVXgaU0tu30IcIZCCGwLCtq4bdtG6XUfxfn4K4MjY3UELV0CpOCdS+SNeoayN0JKuT42OrIYrRdeeunXcLhTE33PNw3oUQrEyUN0BZaC4SQaB2BZAsdeUCjiyUCcq4VtsR2l/uNbhNFfSzRT+eJj44jatk9N/CUgBE5SwvQEqkjXocapQUGsD7e4unRyzmUnIVBGD+me5BGIzAQ2AgHcJSNVDYhbGwsJJbrEeI435nOjDhdVpER2whsCGnHzdkEoYV7tO0Ar+sKqXBVMfJH1FMa0M4MmUTMAMoxElgaZYGM3CgbVFhhWyA0SIJoAhgWYEkgiBB+0Nkgc1CBLWQdnULSgTc5GP8WmekvoPJHQOF4CM1H2h8TMF4kJ6s/x/e14eTeAUhzBxZhwvA7sEmWeiHhvNTiVh1wKsP+vDrOnwM4NRRksfuxmphtyyMeqw3PdEKPeBR7RHfs13phvdmf/Nf7kfXmADLeGUT6qIGcfHcgwbcHEHp7AMG3+2M/35XCfq1Z3eN+rJQtYIXQwokMiABlKBSKukXZto0QAiEEhmGcB85zAs4IK+Ja8yIMrsL9PZBKY0vHS1dr2+WUtMu12C4HI93PCBX3340ca7nHRbiwsLs9wn3JUucWB8x/j+N0FrEAGQRlgJZYSqO1RGiD3VnHeXjkVJ6csooMv0JrC6FtcN4VzpREmMrijiDulEWm2cYBKq0cg6aFRmiwNGgtsJBoGfnfdRuTAi1E9BoKZ7+pFcLVZ599dM7Flbv0pJRoTLQOIgmgdACt/WhloJVCaBOB37m5FmAUoEUOyj6KGdhESvJIjiT2JTfjeYT5AVpMBXsZKjSTYPgTrNA0dM44yH4VnTkSnTkanTuU/MPNOLG7E9r4HgwBynnB/HbtDwWcrim98BS7ulUn3OF6xOP1YXAX9Hv90J8MQ0x6i/wp7yBWzYPDOyBlNxzbC8f3QvJedPJedPIOOLgWdiwmf8dCQln7UdKPUoKmTZty5ZVX0qpVKyzLQmuHC23YsCHXXXcdffr0QSkV9Tf9r2i/OHAqFyGclas0WEKTmRPkeHoe2XkBgmELocEQFgoLiYHSwgFXrYuCFpBIrUuRw91JlztzkjTgHEuoRIiEjXa3S/c3bRfAiV7r3OdPgTRABkCGsCwTS2ts7cyVqWHiusM8NnExAQ1aSSdYTWrCKEytMZUmoDW21NjKecxDGmddWI6Y78fpo5aOW11QK6TUCAUWNgF3nFo5XnthbTv8pnbGHUYT1hotFVgCLVxO9GwPRhRxHeTUSmNqC0OHMbSFKUBKhyxtYZBDWGeBEQaRj7DXkpIxkYOpI8jMegnEKJTxGipvGKH0IfhP9EIc60Dh0RZknKpK+vFLCR6NxTpyOYVHruPUkepkpbQl73gTju5sgMxdDkGBrVxO/DdrfzTgVAIK09nVvSqh9tdhP9EQ9XxXzPeeQk1/G71kCsEVs5GJO8DMA9sPIgDC74gYpoUWYbQKoWUhSptk+QswNAipqVGjBh6Ph7vvvtsN6Hc40HvuuQefz0fnzp2xbfsHFd0RTrT09+LbinOrP2Q0ONtv/9D+H7pW6UCCM0zsLwycAq1Djt+bhNzCICPenEiTFo/RrtMA3v1wAQ898iJfr9iJ0BC0TGxtEwibhII2wZBNyLIJWwJTaAIhm5AhCIQsDEtiSo0/bOE3LEylMYQmYNj4DYuQbROSitxgmJDUWBryA2FCpsBWYCtNYcBACO0AwL9hJNRao6XluGtpSVhpjgUUH89eyrHsEAj4aP42unw8j3wXHENaYymFXxsYwkKaNiEtsIWNsgU6LLCFwK8V0taEpSKkJUrY2NpC2gZCmWhLgq0Q2iKkLcIopNDYQmFL5+WDFAhp4UdQoMNoOwxWGFsbRYv/B54Lx8AtQYbR2sTWmoCG4wUhVm1IYcQbi3m810i6dnuHAUNmsGjNbjLy87HCezly6F1Gj+/AmEWv8/G8j5g4ujtZ+/viT61NIO0mNq+8mvET7mXipHpMGftPUvb9mZwTMWScuIHU+DqsXFabt167nWd73sKAh6/l+f5VWLJgBsezCsnXDkP720l+ZwdO3y8NnF5vc64/J+BU4M9gV/eqGJ3KYz/RAPn8o4TfH0R4+lsYSydjblpG8OAWcpP2k5ucQMHhQ/gP7sO/dRPpSxdy4MsZmGmJaCuEFlGFFFprqlWrhsfjoVq1am5Av0RrTZUqVfB4PHTp0iUKqFprLMtCSomUMsqJRs6JOPFHjoucJ6XENM0fBTXTNLEsi3A4HP1tIQSBQCB6fa014XAYrTWGYUTVCpH9xftylon95YFTBTGCmry8MI/0eJl2Dz7FE/1fYd3Gw0z7bA3PDp7IQw8PY9yEhQQtCFqCyjWaUq3aI9x1dwdmz1tJ6/a9+WDMZ/R68jX69Hubmyo1pEr11uzal821FWpT8Y4G9Og9jNHjvuL6mxpzZ5UWzF+yjup1O3Jr5VY8/fwYXh05g1vuaMottzUmGJZ0fex5bry5NrXrtScQMrFseboq9KzPpKvTkwrbloQ1ZGpYtD+TJ96dTXyhICxhwNjlPDhhEdkahNIoS5OfkIguPIWReQpxMovco0noQCGFhxKwU04SPHyUglAu4WMnsFJOED50hIL4w4i8LPSpUxRs3kF20lHs9HxCOw8Q2p+AkZmFsk0oDFKwaRd2xinIycafmowdyKIgKR47MQX/9gPkJcQ76+ksg7MtHIZDBwhbfk74Qzz6zFhuqdqLa8o/SOMHBjJx6nzWrT/Cm28v4B/X1adatc4sW/oG+YUjqHTXvXQftZcbGg/jsUfvJvH7awin/41A8t/YsbI2d9Rty7X3vsh9Df7KgfUVOXbiAfq9V4N76rWm3t3dqH3DHYzs2oRRPR9g2MCnuKNaC26t2YlRo+c63PfvDDhXrYnH56uPz9P59wOcCvcNWJjNnm7VsTqWx+5ZH/l8V4wPnsb8fBTG19MQ2+MQyXsxTiQj04+hjyQgdmzG+mYW9twPOPHpcOwjm9Aiz40kckBDa3lOwBkBM8MwKCgoYOvWrYwZM4bBgwfz8ssvM2nSJA4ePEgoFIrqTKWUZGZmsmjRIhYsWIDf748Ca4mxKkU4HGbhwoUsW7aM1NRUhBCYpkkoFCI7O5t169YxceJEBg8ezODBg3nxxReZNWsW8fHxBIPBEqD5WwOnUmGU1Ax6bgI16nRj3+FsCkzwByAcVuTkhRk4cAwdOw0hOS1AXhjqNn2E51+aw5jx6zEUPD14DNVqPUJ+AB57/C2mz1pBt97DGT95JQ2aPUlC6imur9CY8ZPW0+GhEbz1/kJO5gUpf+sDPPfqTA6nZfPkwLF07jKcxUsPsXV7OvXrP0HYgpeHT2T02BmErQjHeSaD0pmnzlIOeAoNO46c4t35m3h6ylq6fxzH64v38u6STXT56Gu6TP2GD+fHsW3XAcg3efnam8kaPZp5XR8n8/UxvHVvXfLWf8/EWo1Z3elxPr+vOWRlMPbWGux/ciifVb6fiTdWYWLj5iS/9h5jK9zDoGr3kjFjCWOvuoPZ11Rn7yujID+PLx7pzfQKtRhZ8U7UpFmMuv42zMTDvHn7Pay4txXTbq3Huy3aOabgs905Wzt6UmWTkhPizhb9qfvwe1x8RQvmz9mHkAqtw4jwLrKyx3AoYRw3/L0Sz/apz+Gj99PyX7fRcvgO/q/5YGbOa0Iww0fB8VhC6TFkH6tBww7NueL2uqzbfC/5SQ3p8OC9VO78Ev+4oS6DulTg2PoqZG25gsNxtTBzd2ELuP6GWgzp/46j/TkPnPDTgTOXvY9VR3Yoj+x5P+r5RzDffxpz+ijE8tmIbauxUw6gCzMg/xSkHIQdG1FxM+Dzt8gb/zLiyCak8CO0kxjExEBocU7AaZomgUCAsWPHctFFF3HxxRdzww03UKtWLWrWrMk///lPLrjgAi699FJWr15NIBCIgtjVV1+N1+ulXr16PyiqjxkzBq/XS/ny5aOGqtzcXHr27InX6+VPf/oTlSpVomrVqtSoUYOKFStSrlw5vF4vlSpVIjk5Ocql/rbAqVDaJjklm9vvfphRY74h14StuxPZvDWBJYvXk58fJDvTT+cHn+e5F96jwJLcU7cd85cnsvzb46TnhajXpCf31e/Jt5sO03vAB7Tu/BSjxswgNVNyW9WO1Lj/UT6duYEJU9fTs98EvvkujbScABNnb+bzRQf5y9X1WboqkZXrTnLzrW35fuspbrmtHTv2pNC0xZMsXLqeoBmJw1c/CTjBTXricpKLv9vFkE+W8PjYOHpN2kCfyd/x1ITlPPHxeh78eBlDxn3G5vhDiMxc3r/8KhIf6cKE2vdR8P4E5rdrS/rsmWzp/ChLajdiRbX6hNatYPL/XUvKsOF8ctcdsGEro+66ja29nyBxwscQTOfUhEms6P049vjJrHziSQhl0f/aGyD5KC9f/lfyew1k4t+uwli9gsUPdWTszXdB0lGUyHakuLPcN6GCWGYQW0HDB0fQoM/nXFa1L4PfmIawbbTMwM77kuN7uhM61YT8U/WY8v49TP34erIyr2XSJ/dS9fFxXNX0JV5/tRlGeiyFGReSn/EPvvi0PjfdcD8vP1eD7JQ7eOHZ22n85Hgur/sCbRpWJWN5TQo2/pXMbRWwsz+GsB9laZYu+YYvPl/oRhb9jwLnueg4i4Azj93damJ2KI/oWQ899CGs9/tizXgba8nn2N+vwjpygPCJo1gnU1CHD2Jv20Qgbj7W7E9I/3Ak5qGdjrXR1GCAoQ3EOXKctm3Tu3dvvF4vV155JevXry8hoiulmDJlCuXKlcPj8RAXFxcVo/fu3YvX6yUmJobjx4878+8+BBGu1OPxUK5cORYsWBC16g8YMIAyZcpwxRVXkJiYWELkV0qRkJDAVVddRZkyZejWrRuWZf24IetXAE7DCjF52gJurNSMHv3eocCAfk+/zKCBr3LoYDK2NigM2Ax/7TO+WbuPfEsy5LXRdOs3im593mLOwvV89sVqtu85yvCRkxk/eQkbtu8nrOF4lsnQV8ZRGILe/d5iedwhBgz6kF5932Dxis2MeHsGHR4Zwldf72PW/PV06vI8b7w9hbAFa789xEMPP88nk5ZgC4drVK6eU0pHJyuUa4CK2EhUZNgCsBzDkLJQwiYsNRkaBk39lqc+XUWagsRC6PXRCpamKAolBLTGPJrMlKuu49t77mJG5bvIemUE+154jsQPXyOxT1+mXl+BDdVqk/rKUD6/5HLs4cOZUf46NtxelYR+/VjRoT1x7duTs+kbEoYOY0OfXsR1fIiMz2dCYhIf3FoF9u3lk1srsaduI+ZVuJHC5waRPLAvn11ZgfjBr0DGMThLtJ5GIXQh2rY5fjTE9TUH0mLoai4q34mdCSlolURe1kcci2+OyGxB4Mi9GDk3cCr57+QeL09umo/9W2pyZdXG1O65gCaNH6Ag9f/Izoph6/ZG3FXxburUuYXE7VXJTKzJbTXr0HTkXsrV6K4B3IwAACAASURBVMsHw2uR+d01nNxUGyt3AloeA2UjVQESP6ZU2AK3EkQ0yWHUy8GhyFos5j74s+HsmYFz5eqDro7zdwSc2l3gFBSwp1ttwu1vxOrZEDW0C+YHT2JOH4m1dAb25uXItHjMnDTMvExETiYy/SQFaYcxUg4SOrgLM/8ENjba1mhTUSgDCK1+EnBGgHHDhg1ceOGF+Hw+Nm7cePrUumD23nvv4fP5uPjii6Piutaapk2bEhMTw7XXXltCTyql5IknnsDr9XLvvfcipcS2bWzbZuvWrcyaNYvdu3dHOcnIeYZh4Pf7qV+/Pj6fj5o1a0b7cPaJ5Rf34zRNk0BIMPz10ezcl0rQhEHPvMa8uctQSlMgQixctoGqNbvSuHlvElOzeP3d8SxfvZNtO48wZuxXzPriW3r2fokevV9kzYYEuvd+lR59R7JlxxFOnMqlT9/h9OrzKklHcvh6xTbeHjWVfL/kqafeISEpg44dXkQAI0d+weYde9m2LZFHHn2WV18bTXJKDo8+9hJ9+4/kg9EzGP7aaNas28H3Ww/xzuhpHM/Op/8zr9O95xD27EtGSIWUBlqHUTKEUE6awoJAkMMBQbeP4xj+5WaOBwWrDuTx6MQFxKWGyc+yCBoh/Lt2sLpyPb65qxrLbr2dlIFPkTduDHP7P0rOy68y57Y72XxfPdbVqMWS++5FvTKCr2tU52Svfuxs34l5teqROGQYwfit7HzoMVbeVYup198CweOIxStY1LYz4otZrOrciRlX30DGiKEsvOlGQu+P5IvrbmH/uE9QwYKz6jidtDkmKmCza+sRLr/9XzQZ/DWX3NKNk6dSyEh6g7wjTdHp9xNOuZLgsT+Tc8xDKLcM/qNlsdIuoPBEDf521VU0GLCCf97XkqPJ7dix/U6aPFCZm6+vzPI595AffwGHN9SifKW6tByyiiuqtmHyh/XJSHgUM7wMLXIRJgStIIJsbJ2PbWiU0tgyhEZg2oYDoiikklguoxHxyxZC/GQJ4qe1swPn78qqrrRGKA3+HHZ3r4nR4Qbsxxshh3TH+uB51LSPkAunk7d8DtaJBJQsIKz9hAhgEEBLE2WY2MoiLENIFUTZhWglCAiN+onGoQhYvfHGG3i9XmJjY6lfvz4NGjQoQffffz8NGjSgRo0aeL1eypYty7Fjx6IGJcuyiI2NxePxsHHjxig4pqam4vF4uPDCCzl48GCUq7RtG8uyCIVC7Nq1i4ULF/LOO+8waNAgOnfuTJUqVbjooovw+Xx4PB5q1Kjx+wBODVYYpK15pOszPNF3GNl+k/ygIGRJ8oMBAjZ8MX8zzz0/hdXfJRJW0Llrf+6p1pGZX3zPY30+os+g8bw9Zilzl+1jzeYUmrQdxKJVh6jTpBdt/zWYyTNXM3fRVu6u3oVps7/n/66rx6gxX1Hx9o5s3p3JZX9vTFBD54ffZOXGg1xz4wOs25LMJ9OXE3/0FPc16M38JfF8v+sEbf81iFsrt+OzL9fRs99IHur+Ih+Onc/Xcbu49762FAYsbCkRWhHUkAfkanhp9DT6jvuah6fs5uGP19D7g7k8Pn4tPaduYtAnqxj46jj8WpA0ZSp7ejzFty3as+auOixv2Qbmfc3U+xsSeu1D1tZvyaq6Tdjf+hGmV6nFyYGvsKV7Dw4OfZHvW3ZmwR214bstkJ3MzFq1CK5Zy5ir/onOPEzGx+M40H8AmUOfJ/X1Nxh5yf9hff0Nn/z5SoIfj2Vp7Rbo1GMY4ZyzW9VRSJGPpQQn/CaX39iAux6cytV1X2X5ykmED3VCHmmPOHoVRrIXI+0vZCVUZe/qG5HZVxA65sE8WYGuPS7jzofe4cbWI5j05TAuu/gCKv6tNuNeuJeczTdSuP0CsvfU4c67K3Fn81Hc3fgFJo75AIwDaJGOUia2VBgScgoU+/YfIehXSGUjZBCpDZQ2sUQYqSyEtjCskMtQOA+nbf/c7oN/IOC0UYS1hGA6u3vcg9XhKuRj98GzXdCjBsHY1xET3qZg0vvYaxdj79mIuW8z1r7vsfdtQu3cgN65DbF7J6FtawhvnEvw6085uegzcPWP5wKcgwcPJjY2lssuu4yXXnqJF154oQS99NJLvPjiizz33HO8/PLLPPvss2RlZUVFiGAwyJtvvonH4+Giiy6KRilFOMa2bdtGxWzLsrBtm2XLlnHNNdfg8/m48sorqVq1Kk2bNqVHjx68+eabrFy5kjp16uD1eqlevfrvAzjRSClQWvPtd7vp1GUAr7w+ie17k0nLCBGfnM/EySt4ovdbDH99GqaCoA0dHuzFuAkruP7mdjzx7FT6DZ1OnyETGTl6Eau/P8KtVTvRuPXTzFu2k2r1HmPVxiMcPl5A+Vva8OHElbzz8dfcUqU9j/b6kG+3ZnDR5fU55beo/8BgvtmYxD8rtOBohsHGXQnsT87krpqP8uaHi1mz+QhN2w1k0udbuOHWjvR9+iOatxnA8lV7SEjKpXK1FuQWGhi2wtYaUyuCQJ6EeWu28P7S3XQZ9x1vLDvEtO/28fjU3XQft54pa1P4fPV2Alqy6LXXODx2MluHjySuyxPsff8j3r61KvMe6s7Rj6eypvfTzHusO6GPZzK+bnM29B3K2Dtq8WnV+gSWxPHS7ZV57677WPvRGJ6rUx/jYAJvVr6P8LE0xOrNvHzT3Xxe+X5ITqP/1RURCSmMr1CF3LFTGFe+Os9Wrs3J+IOc3elfgQpjWAJLwpSpi7nwiobc3PBlGrXqwoYlQzmc8Ajxh+uxf18npk5uSudWd9CwahmyUu4kkOqj8MBfObi9CuX+rzy1u0ymcu1eXFymEgM63U/epoqI7Zdg7LiZDXPr065VXcpd3pDbq71OnXrPMXtmHDk5BgcOH2XJyg0sWLqPps2G8Y9/1GfajLkEgwaJCceYMP5zlixew6n0QqSANat38O6oSWzcsA0lHf3zj66Bc25/IOCMxrdlF7D/oZrotjeiuzWAZ7pgvfYE5sjeWG/2IPxmL/wj+5I9vA/+Ef0ID38Ke1h//CO7UfDm4/hf70/BS13JfqIGuQ9XZlnrGlCYh1ani+oRn83I9q5du0aBc86cOcTExHDBBReQmJgY1TVGgFEIgVKK9PR0tmzZQmJiIkII/H5/ibDNyy67DI/Hw8SJE9m+fTsej4e//vWvBIPB6G8opYiPj8fj8RAbG0uvXr2ibknF3Zy01tSsWROPx0PlypXPaLE/rf0KVnXwOzWk0CxcvJp2nZ7h8Sff4+khU2n/4Mv07TuSV4aNpyCgCFoCSwm6P9GfnbuPMOrDLxn44gSeHzGZ+5t1p0bdTkz7fCWPdHsWU0LAhE07EqlRuz3V7+vAspU7GTNhHuMnLabAgMf7vMbGbSkMfflT7mvUiiYtn8DQ8N6YL6lSszWNWj7E1t2p3Fm1Fc3b9GHA4Lfp9MgAdu0/zpujZjHg2ffZujuRGvd1oNq9rZg9bxWWBFM5Ri9kEKkkWiuk1mw7VkCv0YtINmyCGoZMWU/vjxeToyCkNH4RgEAeFIQhZKFzM9DhQjh1Ah0sgNxMtD8fGcqFwkLIysHOPoXOyoGcPHRBLoTy4NQJVMBG59vIkAWZ+YiQRJmaUEYOOtup10XQj2X40SePo8J+OJGDzs53Im9+xGZoSenEWgaAgGbH1q1Ur12LihWrUvmW6tS87zJq1/ond9/6D+6vdTUD+v6DbeuqUZBwFcbBchTs/gvGgUp0bnYpf/vzPdzw90b8uczfWTiuDda+a8hadyVz3r2dildcwfiPJnFLpc7cXPFprrj2AXzlbqfCTZ255sbGlLn4Lm6943EuvbQ115VvQ7fuz3Ng/3Euu/Qe3n1rGnff2Yp+T75DSnIBZcvcxEfvzaJzxx4ucGqUKhFt/zO0PxJwKo0OacguYHe3eoQ7VEB0r416sjGBAQ0IDmyE8VQjjKcaY/ZvhtXvAeSTzdF9mqN7P4AxoAG5zzQmf2ArdK8HoGdDkjtVwfxuHpZyuIeaNWvi9XqpW7duCdCqUqUKPp+Prl27Rg08BQUF3H333cTGxlK5cmWSk5OjoBqh9PR0KlSogM/no0KFClExvbhRZ/369cTExHDJJZdQsWJFPB4PH3zwAVprTNOMguzq1auJjY3F6/USFxcXPT/iOxoOh5k0aRKxsbH4fD7uvPPOEs76P9h+BY7TiZd2YtClhhPpAWbNXcWYiQuZPW89u3YdxrI1hm0itUnAyEMoiS3BtCFoSgxLISTYQiOFQNg2huGIZLaw3CJaYFkaITRCRnRdjo+lbTupNKR0Sr86umONkBa2bTl9kxrLtjEtE9O0kAIs12hkK6fvttQI7UQeKW2ACrtJOpwIncVbE3js7S9It51rrd64j8V74p3cr7ZAySCmNrClo76wZJDwiRMofy5GYSaFeelkHUkkP/sUVtDPvm9WkX80hWBeDtoIcXLvQcjI5kTiAURhAOEPY/tzyT2ejJmVSSg/n8yUZMJpyaQd2E/BkRQCGRn4wwEKsEEIsMWPAqfCyU2klQmWRAhQKpm03c9xOK4Na6fW5+sJd/Hd5IZsn1ud5A3VOb7/anIOXUzB5quxdl5NOP5mxKZb8O+5n+/nPMa2ZUP4W1kPcz9pQer3tcg5PIYqlf7JxInTMG1Bm1Z9mPzp13y5cAN3VnmI+MNBPhy7jLuqdCZow6WX38323UkYQlGn7oO8/NJkQkF4+OFn6ddvJMdSA3i9/2Ta1CVooTHCGiWdipVFdYt+jvYHAk6NiRC5EDzBxserk9fxBoId70K0uwO7w42I9jdht7sJ0db5tNrdhNGhAoFOFSjoXAHV6hbMdreT3+kOVIs7CDa7g4MDW6HNQwRULrayo0AYiRyKuPPcfffdlC1blo4dO0Yz02utSU9Pp0mTJpQpU4a//OUvtG3blmHDhvHaa6/RpUsXLrzwQsqWLUujRo3IzMyMgm7EsBOpr3TXXXfh8/koW7Ys119/fQluN2L8CQaDNGzYkDJlynDppZfSo0cPxowZw/jx4+nXrx+VKlXi0ksvjYr6l156KYFAIBo6epaJ/cWNQ245o2hqHykUSivC0sZSAlsohBIoTIQKorEwrTBCCmzbcPTTykbYNkpKhB1GSQOlwggRQCkDpSyksFFSIKWNsEOAiRTCCTPUAsMoQGsDrQyEHUJrGykDSGkibenEW4sQUvoRIowSjp7MMm3nPmjp6NGkidYWSltoFAaOMBQCPlq4gUdGzSfN5XbQgiBuqKSQaBnG0pYTfmlqVE4Buyd/wcp3R5MwfxGb58wjPe47jsxfwbGtu9g3/yt2T/2S8NFTbF38DfmJR9k5ZzF5uw6Ru2I9yXMXsvGDUawc8xapc+dgJh9lwSvDUaeOkfLVMo7NWsq2SV8gQiZh3CoItkTLs6cEU0AYjSQHgR8/IPQpsg50I39DWaztHkI7L8Laeg3m5huxdtahYG91ChPvxjxcFzO5CoGk8uj9d5K19VaSt93K0d0t+Us5L6tXTAZ7JVawkGuuvp9pny8lKCzuu/cRJk9ZxKLFG6latQumASPfmE6nToMJh+Evl1fgcHIaQcOiYqU6vPnWDGwJ9Ru2pe9TLxAyYc23W6l3fycqV74fYYFWGiEiZRp/Ll3nHwk4te0sllAhO997ntShXUl+oT9pzz9J6ktdSXmxG8kv9iTlhR4cG9qdtKGPkfrioyS9/CiHhj3Kied7cmxoD5Je6cLxF7qQ9FIf7D3r0XYOUoawbYuhQ4fStWtXhg0bFhV/pZQMGzaMxx57jHHjxkUNNVLKqF5y3bp1DBkyhAYNGlCzZk2qVKlCs2bNGDhwICtWrIg6rpeOIIoA2okTJ3jooYfo0aMH69evLxH9E7meYRjYts2sWbPo0qUL1atXp0qVKtx777107dqVqVOnkpOTQ2ZmJt26daNLly4cOnSoxHXOPLH8osCp0Ug3MYeTukehLRtp22jtjhFQ2sIWIUw77MytlEglkNJwgVI4cdjScTGRKKQW2C6oOuVbnbhp23JKzgphICzhhmQrtJJIZWALB/CEsLFt09GDSQfQpTCxRQCNQAqFVgLbDIOyndBKNwsSSjpcmzIio8NCM3LyQp4a60QJKRnCxsIGtO1wcEo7ceKmliAU4Zxc9n7zDeJgAocWLmTHkq/Y+MUcdsxeSMbK70j9djXb5s8nOz6RI1t3sX31t+xdt4Gd85dyfNl3JC76mry1a9i9ahEkJnFq3VbWj52Bzs3Fyk5n02efs+vLxUjTjqa2Q2osrLPfOgfz3Xj/QoTQYNsoYz0Z+//F8Y3Xc3JLeYK7rsfefgP2rvKE9t1F5rYqHN98E8e33UzSd3eQsb4D6QeHUpD7Iaaxlj9dfA3vvrOS5UuXs2bjFjo/OISHu7zEzJlruPKK5gx65n1WrdpE+X/UYdvGBK6/riZfL/4eYcDll91ESmoGppA8NfBtqlZ9kDVr93JzpXrUrNWa/QdzWPDVt6xes5e/XHYjSmhCQRPbNigBnP+xxP6HAk5HVDJtIBxC+fNRIYOjB/eTn5OGtoJo28YOBDDzC9DhEIRDTqEx20AZYcxAPtLIQYsChOFHK+3oq2zcKAgdFaUjInCE+zNNk4SEBAoKCkpkUYqI01JKAoFANEQy4kMZoeL+nxEfTHD8NnNzc9mxY0c081JElC8urkfAWimF3++P/h9xV4pcPz8/P6rbtCwrep0fnlh+FeCUboYjtO0mxXAATWgcMRYboTUB5UTjaCVQSiC0QiqFVNpNxEG0CmdIKSdmGSfOPJIrVAOmZbs+fpEclw4QK+2k+hDSRmmHixRSREtaOeOzHa4SGQX7SD0HHU1l5KKQitRdca6clplLUkY+hnLmUuAaKCxNGDcVm3D9D5XGlDaGstDSREsTqQyEth0uKWSiLRMlLYRtooRCCe182hIlBbYyUMKPqUMoMwwhCWGQhkZq03GZssLYysbGBU4duY8/8lyIyHxYuNlEUNJA6zSMwrUUnPyYjCNPknWoK1kHu5B9cBAFh98imD4KK28qhL8H4whaZyFEAZZh8Mxzr/PUgNH06zuE10e+Q2ZmHs8MHMGQIW9y8GAGk6csQNiat0eOoc8Tg1m25BukrREWPD9kONnZea77nWbYKxMYOGAkubkGL734LsnJmfTvN4JHHn6GrVv2IGUkck7xPyuqR+9nMYfvuLg43n33XWbMmEFaWhqzZs0iKSmJmTNnkpSUxLZt2zh48CBz587l+PHjDB06lK1bt/Ldd9+xZMkSEhMTWbBgAeFwGMuy+Oabb4iLiyM+Pp5FixaxcuVKNm3ahNaamTNnMnv2bKZNm8axY8dYtGgRKSkpzJkzh40bNxIfH89XX31FcnIys2bNIiUlhQULFnD48GFWrFjBmjVrME0TKSUPP/wwy5cvj0Yfvf/++2zatInNmzezaNEi4uLi2L59O/PmzSM1NZVFixaxe/dutm7dytGjR5k5cyYffPABq1evZunSpezevZu4uDjmzZtHfHw8S5YsYceOHVGg/a1FdbeUnvPYaumkX1MWTpIy3BLEfqQMYyGR2gRZiNYmIrLII+ClnIS4Sjs5jpwEdJyFHOj+YbIoSj0XOUdRlHbuP7PInp7Ozk3qq7Wb+cn5E1o4gKmdRB62dlznbCWi5Bwjo2QphakkphJYykYoCyltpJAoO5KNSmIpiaFkUa7+KPj/eO+LSLlcvY3SFkqZoPygMoDjQDroXFAhh2QIJVWUpHBVIa6kYVvSkR6Ew+lbpnJ8My2BFDqascphYDRSSCeBiS0RtqO31spJzmLbAinBMJwco8IuCZA/f4TRHxQ4I/T999+zceNGXnjhBUaMGEF+fj6vvPIK06dPZ86cObzyyiv079+fvLw8hgwZQkZGBs899xz/+te/ePfdd4mLi2P69Ons2LGDgoICunTpwvDhw5k4cSJJSUksXryY/v37o5RixYoVbNu2jVdeeYUBAwbw2WefMWHCBBYtWsT06dMZPnw4Y8eO5dlnn8Xv9zNs2DDS0tLo378/Y8aMoX///gSDQWbPns2yZcto0qQJUkqys7OZO3duNDZ99OjRTJo0ibFjx5KSksKYMWN46623eO+99xg6dCiff/45Y8aMYdasWUycOJGNGzcyYsQIBg4cyLp165gxYwazZs2iT58+UY70twVOCdpAU1T8QLtcmIVjtLWUkypMyyCIQtBhB0BQbliscgBXOv1ChJ2sV6oQJwEyP0qR9X/6Pl30XRWj6In/WZNRjttCE3IpjMYgkmRYKwdUtHSs81oKlIiQdLYrdRopN6WbVJHircoBNW2htOnk83SLn0ldxBc7IaXn+kJwgTPy+8p2Ao+0DdqPVn60tNBCu5oMdRppDUIoh4FXTmo921II2wFQYeuiom1SoLXDgTufYaQMI5WTqUlIR69tWiFAIKWJbYcdXbcyUeonMA3/dvsDAmekaa3Jy8sjLi6OPXv2cOrUKdasWUN6ejrp6emsXbuWDRs2kJaWRvfu3cnKymLNmjUcO3aMHTt2sHnzZo4fP05cXFw0jnzDhg1s3ryZkydPkpeXR1ZWFnv37kVKSVpaGqtWrWLnzp2cOHGCb7/9ltTUVNLT0wkEAiQlJXH06FFOnjzJ448/TmZmJitWrCA5OZlNmzaxceNGpJRkZGSwbNkyNm3ahG3bhMNhNm7cyLfffkthYSEbNmxgy5YtpKWlUVhYSFJSEt999x0JCQns2rWL9evXc/z4cVJTU9m/fz8bNmzg0KFDJCYmkpmZSXJyMps3b2bLli1RdcJvneQDHUQjiZTdcqRF5aZ51AhpUggYaIQyCGtFLhDUClvbWNotJBsBUaWcFIPKpmQm4DMRP51UMYps+09aRJqPArTDOeuozjeCasVIuSgoXD2GLEZKl+qjRGsbrSPJnWWR3lipIulUlb5VP01SKDkHyrEzuKCplMMJKm0gdR5C52PLAEJZKG2gCaN0IEpSB7BFAUoHkSqAkH4suxDTLsQSfpRyg1J0CKVDCBnAtAudeHnhR+kwllWIVEFs4UeqMKYVQGkTIUOYlt9xhLcDWHbQ4bx/jGn4t9sfGDiB0zIAlU7VFtFB5uTkRLcXz1lZ3ABTvI57cct5cXee4qJvcUAqvs00TbKzs6PXK3188WueqS+lge5Mx0Z0pj/0u8XH+tu7I0nAdIVi93BhgHT0z7ZtM3HJWh7/dCX95m5n0OxNPP3lZl7+agfzN+1FKBuhbKTWWFJhiCIdp4WjM1QqYnhyjEIRZJHCsbRrVz952vdSIKuk7ehWpfN7/zHX4s5tBOiite3cbUo5agmpTWzl5Ni0lYnUNtIV3SVOOGeJ/6M64zBKFaJ10JkNJRxwjSa2l0gRxkklZEU2Rjnvn9J/rd3wYe2oLoSwMAzTEY+VRmoDqQtRBLBEEKEMTFGIIXKQuhChCtAE0ARQ+KPbpPYjVdAlB0ilChb7DLlGP+F4VAjTVRMInBIrTv5T6R7jGANNQCKlFb13EXvBz9v+4MD5Y614TspfupUG8D9M+8WBM6JldLWF2gYzH0QQrWwKFewxocmYzfgemcafes3mz4+M57ae77P7RC5K+FF2LsgAWpiOiKo0wnZKSluW5YiuusiH1knj5+QpVdJ23YZspDLR2sa2wziuSCZSOhZ5W4TRru5OKstdoDL6Ev23AFRL0CFHVaEFRthASu1GHTlqiqCGgITjOZodBwpYu/k4S1clMHfpHuYs2c38r/fx1TcHWbLqEKs3prJpVxZ7D4c5luX40BvCKetjSSck2bRBuaU7TBnCUgGU9qO0Hxzz1DkCpyZSidIWBidOnCT5SBpJiWkkJWZyOPEER5LSSExMIynxFClHcok/kMrhxGMkHjpGYkIahxPSOJJ0ksOJaUWUkEbioeNROpxwgqTEIko+coKkpBQSE5NJPpJKYsIRDicmcyQpxaEjqRxJSiH5SCpH3P1JSUdJTEgm6XAyCQmJJCUlRd3/ft72BwbO0kB1pof6Dwlkv3b7xYGzlK5RWaBN8g2LDAWfbkqjwpNT+GvPqVzUcw5/6jOX25/+jO+zQviFImyHMJAEtcLUbpijJZ1iY5YflMAQCktKQqZ04pptRzdq2MoBFK0whUNB03L2CYUpnf220oQty7Fw2xamFJgyol89h2z6pzWJxCAsLMJSENaQEdKs2JzGWxO/oevTn1GnzXRur/cRt9UdzW21x3BLrTHcUutjbq8zgTvqfsJttcdya+2x3Hrfx9xWeyy31xnnfK8zjjvvf4+aD7xHkwfH0/PZL3h34res2XaS7LAmqCGkteNfKgWWMHB4dMfg9dNWhHY4Pm2gtIGQFrNnzePL2UuYPXMFMybFMe3TpXw2ZSmfT41j9rQNLJi1nS9mrGPKJ0uZMWU5n01dwWdTVzD5k8XR7w59w4wpK0rQ9MlFtHzZBg7FJxJ/MJGDBxJJOHSYQ/FJxB9MYs/ugxw8kMiB/QkcPBDZf4S9e+JJOpxM/MHD7Nu3n/fffz/6Mv152x8cOIuHHJ4Hx3+z/QrAGdXJSQXaJmAJTkhFx4++5qIuY7no0Snc0PtTmr27lgqPj2VvvkEgHEJZftIteG9NPKO/TWDSukQ+X3+IfA0BGyzLxJaSlPRstu4+gN9SfL9zH1kFIQKWU8/nQFIauw8cxW84sHEo+RSZ+SZpGYWEpeJg0kkOHD6JpaEgbBOwbOKTT5Cans+x9EKSj6b+29VNJRBQsP+oyfAPltHkoY+5s9G73FjnA25u8Ak3Nf6Umxp9wo0NxnNTw0+p1GQaNzeaRqXGM7m16WwqNZ7JTQ2nUrHRdCo2nkHFRtOp5H7e1GAqNzaeyo3NplGhyWRuvH8cFe8fzS313uaO+iN44JEJjPhwGYnp/8/ee8dXXeX5/7Oz3993f7O709adHccddXRsqNjGUewgil1EUcQuY8XuKHZFRKVKF5ASSIHQQkISQkggISGFNEgPIaT35Ca3Vq6jqAAAIABJREFUfuo55/n943PvTUAUHWSW3fXN43BvPvfeTzmf83md93mX1xs0BZZydP9gFTXUQH3Ob70ChRm0O+oIYZGyNYOdaQUsWbiBLXFZ7N61l+zMYvKzq7j68ns445SryNxeTu6uSvJyytidtZddGUXkZJeSO6jlZJeSk70v3HZn7WX3roFWU92AZdpYlu0UqFMqWAFV4XZ7BqUcO9tDy3Ing8xhC1u/fr1zFf/jgVMN2KPFYQ0J6DbCEuE1jikVvQh8SmAp2+k0WwYfUsJGfkXI7BO84HCd6lAHyIFy90FDesjjK0Mnc0y4LHFyS4ww2ITCAx3niQ7SdhzHOANciACgo9RxruZ3vIFTguUR2CpYQMzupQe48u0ETn16LZc8OoMVu5qp0wTLkvPZ4wnQosCtBJYUlPcKfvWXCH7z1zROeSmBIRMW0W1CR6+PHr9BbXMHRRUHaHZ5WLNlO+0eH1t3lzB59lLa3DbpuQc40O4jJjmXhn5YEb+HmK0VfLUhh9pujXWJ2dS0dJO5t4Y5kZup7A6ws6yenWXNRG7Jp8vlxrItxGDClEOcSoP6QClM3URgEQBen5rIOaOmcdbwzzn72jmce+MiTh/+FUPvSeDMUTGcfmMkZ45Yw6V3bObkkfM4eeRXnDUqhpOHz+c/b1rNkFsiOW9UNENuieacG5fyx5tXc87w1Zw+/EvOHxXNOTfGcuoNEZx90ybOHhnFRbetZ+gtK7lweAQXXh/BhTdM549Xv8uwuxYw66u9WEphmh6ktDGdCNOjDg6lZHipbtsm27alU5BfiqEJWlvb2JGejbQdBqwzTruAkuIKNM0gOnoN8+YsDJpRLAIBF7ruRgjNKYFsm1imhmUGsCwfQnjRdRdSak7JaOkkfdi2jcvlCjOI1dXVMXfuXFpbW8PKU29vD42NjWzcuB6QWJaBbcOaNeuDJpzvX/r5aIP6hAVOeVizlcRUEl1JfELQY5nM2BzDx1uiWJKVRH2gDyO4pDJs50ENhaEYBIs7hUBTHgacUoafgcFeSEkQ3MIBcH+rKMe2R9BAH9q5dA6qhIWynUFgKSdeL3SeSjgxbcdNjjdwKgm2hakkPttPt1Jc8/oa/u3hVTz1VR4HvDpevxtTKDo9OqM/ieDmWZu4e0EKTy3JJMsDv3x+PT97s4CfPpXM6U+tpMeEzl4XPZpBWV0jTT19eIVi9ZZUehXkVjWRXnSA6C3Z7Kvz0thvM3tVHNNXJbAyqYjZUVlEbiulwaezYVs+fZZgZcIOFm9IZXFcOkVN3ZR3eFgRt4tetwchJXbQ2RDuMxW8NiXCDw9KgQBdamzNr+P3l33C+Tev4vYn1jHp8528OjWFEY8u4PSrPuKSkau4bOQa7nw8mpFjPuOs4XM598aljHl6BSdf/i5nXxvFreOWcd2YGM67ejEjRn/GB7OzefiZzZx73SL+NGoRdz8Zw5nDZnHZLWu4+bEIRj0Sx+l/fpM7n57HW1/kct/TsZxy+VsMuWkFZ181m73V/ShlYtmCUNj+0cZG2DkknVTWpKQk9paU4+p1U15eRnNzq+PoEopJkyY5tbJ0iF6dSHujn+1JxSRuzsDtMvD2+5j/xUpaG7xkbi8jN7OW/RWdZO0sJiOtGGVLNq5NJy52F51t/UgpKSsrIy8vj+zsbHp7e4mOjsbtdlNeXuGkw5pOavLq1RG43X3Yto5l69gWrInZEIz1FN/lar+HnGDAOfgZPDzezkLhx8ZSBp34eWPzQrZ2VPPJ+uVEF2SyoXA3fsNAmQpbOYHVSuCQdKuQMzP0mQouVoKVuA/RIBjQWIVz7DAIH1tfB3diAX6U9GFLX5BT0MnRNlU99e4d9FqV2CrgZDTZP8Cxv02O+1LdxtK7EDKAXymGv7Gef7j1S2ald3JQwR6lqFCKGhNKew1OeWotv3k7l395MZEzJ0ay2w8nvbSO//taJj95fAOnPr+aNhs6Xd30aX40IUjckUvCzlxafBqrtqRTUNvOvnoXXQFJk8tm78Eu+qSizbBYvD6d0ladbYUHSMwtIT6zmPiMEgoPdtEvoaKth7XJO9ldUsPOnGLSdmZgBjXO8FJ9MHASIssIDRawlM3GHVUMuXo+F49YwfQvi+i3BXHbynEJRUldF+ecN5nHJ8ThthQur8H1t33GnaNXY9mQkNnImee9S1xcJYvjSnjhkzjavZLsAkFzD6zPaePWh6filpCY3cxZlzxNTmUHK2I7+GR+Ln1KkZDdi8+CeasrOW/EfC65dRlbdzehcILMQ4kDRxsbg4HTtm3S0nZQsKeYstIa8vIK0HUdV18XmtGHbfupKK9B6Ipf/ewKslO7Of+M0dwx8kXKCtxcfdlDzJ4aT/zaGk77zQgmPPIWb702i+iIeN6bNIe5M6KZM20t11w+jv4eg0DAR3t7K3FxG+nu7iQiYgX9/X3BVFmHrNjv91Nbu5+UlGSENBDSQNO9/7uAM2yJOBzIVHBytxXKNGn0NDMlfTkLd29k+548Hnv2NQ729eH2ecFw0vMcQgNAH6QY2OGxPRBPGFJCCVoAgq8hjdDAIao9Zr9cWMOUgA+lWunXi6jr2kq7uYu8tqVEZjzCuj0PsDb7IbYUfIRb1WBIN0IexxrSxx04JUgTS0kmJ1bw60cXEbuvH5+C+2es5ddvxPFP727j508tY34F/OPTqfzDK8X8dEIcl078kj0eOPmFNfzDhDh+MmETJz8fRaOAdpcLj+bBVILouG0sjomjrlcjMnEHa7dlsz2/Ar+CVRtS2ZK5hz0HGkgpKGXPgU4i4jNJ21PB4phYlm/eQdq+RhatSyW1sIYWj59un45m2pimFWRpsjEs8xuAM3RvggxQwYk7PrOBi0au4KK7VvHytFRq+jTOvvQ9zrnyJboVTHgxhi6P5J3JkezMaiVxRw1jRy+g36Vo0Gw2bS8lOiKdDQnpNHVY3P/YEoZeu5KLLn2b+k4/Uz9bhD+g6O232JbaQnZuG3PmZNHjNhl5x2ucdeGjXH/tBPpNOOf66Zx/82K25nc4Di8blG3yXcBkwJfgENNs2hhPQnwKm+O20dTQxd7iKrKz9iCFov5gE/O+iKC/C4Zf9Rfefm0+uRkNnHvG9aQkFDN+zGtsS9hHfmYlTz70HsqCu259hM4WHzM+Xc6Ia8aSm1nGs09MxtQcDbe9vZXs7F2kp2+nq6uDhoaDREWtRtMC5ObmsnZtDMuXf4Xf76VkbwFz580iLz/7fw9wqiBwhpbXSFCm5dTjDmZJKEOCkDT6OpiVsYbE2mImvjeZaZ8vY+2W7QSUwpYCvxL0ITGEAEs43InB+DZDSicQO7RcDsYcK5ycaa80HWA1nPxcC4U7mDJ4LKKCx3PA2019dwrrsp5lTe59fJZwCe9uPpvY8tvYVDGSNSVXEVU4kqTSt7BoC8anHSc5jsAZ5iZVii6l+P2js5maXo/Ch1AGd83N4P+8lsNPJubyT0/EMPcA/Mub6fzk6VR+8vQWznsphrx+OOOFDfz00fX89JG1nPHCGhps6PFq9Lj6KC6roL7HjVcqopJ24laKvfWdLItNprqxj7jthZQ3ukkrrCGrooEtu8oobwiwM68av5A0B0w+i0gicnsxsTv3kZhTyrbswmCqpzq0ps13AE4EQeBsYsj1XzHkrqW8OTePim6Tcy5awoXXfs7eDhcLo1No6TP47Sl3ccfYj2ntU4y/ZzK9LskFt79IkwC/ZZO5O58+Lwy9dz4nP5jKeTctIKewhnUbt+LX4KobxuHxmrjcfqLXbqLH049Ht/BoAsNn4bXg9Csnc9FdESTkdmIGFz3K/m52v8ERBZYl2JqcRmrKLrZtzcbbb/PYQ2+yIaaI5gOKX/7z+fg9OtOmfsULz73H0CFX4u33c82wkezOLGLokGEsWbiGN175hMz0Ivwek5tHjObJR1+iu83H+Wdfy5MPv8HH7y3C0h2bcl5eHtXV1RQU7MHv99HU1ERGRgaFhcUUFhZTXl5OdHQ0JSVF7N9fza5dO8nO3kV5WQ2rImLCjqX/PcAZbLZtYxEMHwkobEugIYnJTmFbZTHrt6bz/ruz8PYZTqqaZSJsE03zo6QNUiJ0HWwniNqHRCO47LIVSkgCBAkcbIHw+cEWCH8ALMspoWqKbwWIo4uNVE6JXBQYqo34vLeJLR1NdO3VjF/yE+5d+FPWVo1mXfEoYkuvIqpsGKt2P4zbaPjhuAmOJMcZOG2lcKH4LLWO65+Z5/Di9vfhBa7/IIKfTVjPvz+WyOkTvuLLKh+/fGkZP5mwmn96ej2nPRtNvgd+N24Jv3xwNb95dCV/eHgebSZ0ugL4AiYt7S5yyg5S1+tj0doEOjWDyIR0skpqSd9dSsSGLKKSckktqCU2rYAtu2qoajIpr+2hprGTzPImYtJLSCo8yLLNmaTuqWHb7iLcmuEQvzAwHA/pszBwhsbGYcCZ0cKF167ggusW8NbUVFp7dC48/z2uuPIN+g1FUsouhxrTBI8At4A5ny6nrRsufXg146aspReD6M151Pfa3DMrmpNeXcPZ4z5if0c/0+ZtoU2DP496i1c+WIMfxfzF8bj9Fldd9zSnnfoKZ//hAc4c+hBnXjuDc0YsdYATwsHx3xVMBghnTNK278LrFugBsAzJb/79Ct6YGMPJv7iLPw99HMMv8fQH/RU2uF0SYYAVjMO3AuDvB90rMAICI2AjLfD22SDA73byI/SAM7bKy6pYviwCFAT8BgG/waqIKPaWlBO3KRHLtKisqCE2dj1r164DIC0tDSVhw/p4bIsg0c3/EuAMzRQW0Gtp9AF9SoJU6NKkTRkUNtbQ1NKKVzkxebrbjYHA1DWUL4AlbQJIbM3hXvTJAH5MAobPoUTSLJTPSwAbnxJ4dR9KCAJGgF5MerExbQN0eYzgJZEygJI2Cj8mFcQWPsnMrEuYV3k5o5f/hPHRv2Z1+T2sLbiV9WUjiCobSVTuM/TrDQNKzfGQ4w6cAheK296PZEnifoTpdGWHDQkNJjdP3c5lz67gjqkb2OmDiCYvf351GTe8uowPY0s4YMOTX+7l6jc2ceXEJbwTnUufrejo9dDv0zEV1Pf6Odhn0Cehos1Fj27Sb4LPhnYdmgOSej+02dAaUHikE+PQ1e+jvd+DXzisTD0a+CV49aADxfAzmPzjkD47vIWZnwYB5zUR/PnGVcxaVEKvW7A1pQ3dgsg1xexIr2PNmnzOG/YSv7v2SfZ0a6zbWkxFAH736mbOfGsTuzr6iUlu5L0v8mgG1tb1Uu2H5HybB/6ylDZg6Ng5/G7Yq1R0uVkYtYvkrHJ8QOLOA/gMSM6B069eyB+uWkRSTqcT9GfDoJSEow+RIHBapiI5aSdpqXkkJmSyPnYrmWn7yd3Zx7b4FvKzOkmK38OOtD2kpuSQkVrJhphd7NxWQeKmPJI372HbliJSEgpJittD0qYi0pOrSE2oYlt8NQnr9pGVVk/ixmJKixuxLUKkVBi6QNiga85EZQaxUNcUphGcw4ImvT6XB8skrHH6/b7vfK3fTU5A4JSDgNNWjq2yX0mejZrOLcv/Spf0kNlewZ8+nsDGgwXkHCxm+KePs74pn7z+Zq6a+hzzchLowObp6NmMXPwOu/UWRs18mSsWv8zVy15n+OwX2OvrolFpRDRkceWSVxg56xVasOlRJskNe7llwVvcOO8NqkU/UjeOUePEIXJQGr2+UrbtfZ8Fmdczes5PuW3+zzh70j9wx9J/ZnHRdcRXjGDN3iuJKLmZmPwX0KkG6eMQveeIb1X4X2irQ6ZxFM/WcQZOqRQBBaOe+ZTNDTo9AKoVS5k8OzudOyatp8kSvLR0DemtAa544jMiU6upanfz1uxI9nX6OP3uD5i76yAZbX6Wphbityy6+130eL0UV9SSuqeCtanZNPtMIhN3UFLXSlrOPvp1gy9WJVDlspmzLp7tZftJKagkeksGpXVNWEoQ8PeilImwbEzDclh6bIEecMhGjgqcYdt1EDhlyMbZzJDrVnLWDSu5fcJqJi/M4M1pKZx1xWTOvXI219w8i+vvWcZZ9yZzxrOJ/OG5CC5+ahFnvrWMf5ybzKnr2jntw0hO+WA1V6zK4U8fLOW5qH1c+n4cP3trBWdN2cIfn47hP++N4PwxW7j4tpVcPmIF51wyiQeeXMqKdQ3cfv8yTr38Iy68fSNnXr2ElN3tjulBgI34zkM6BJy6ZpKwOZWYqASiV8ezZHEE69ZsI3LlVjas3UFSwm4ilscRszqNNat3si46lbWR21izeitRKxOJjUph84Y0oldtJmHTdlavXEds9BY2xqawMTaVNZEJxMYkEL8pmajVsURHbmTThq2sXL6WdWu3EB21ieTEnXy1JIqIFeuIjtxM1Oo457PITURHbWDZV5FER20gOmoDG9bHI4XEsr6bPfe7ywkEnKGMBjOYS+vYHxVK2DRZXs6Y/jC/njuWd3dFsKW9mn+fMp6Yuhx27s/lDx/dzaoDGSyuyuBX8x/ipBljSfNUMz72I4ZMe5Rcu4tbF73OL2fdz2/nPMJNs54n29/OTbEfcNLn93L6wkd5ZPn7NKt+Ju5ays/njueUuU9w/Rev0GL7sLVjW6oLqfDZFl1aIWt3jqek4xPi9z5NVOntLNt7E8tq7+T+lf/BfQt/yvz8YSwtuokleaMp7oxHs/xYuhfb9iOV7dRRsSTKdAKDPbqFTzj5vAFlYGCBMpBSo095ENLhvhRSBgk1BpG5htpxdA4JqegX8Pznq1mV10IAwGhGKoP7P41j9CdJGErRa0vK+gyufvhtNufW4VbgsQVeCbktfka9HcPpD01nWWEzXbagu78Xt7cPXSo2JRcQm5BD9MZM2lw+corrWRaZgstn8+WmHF6ZHcXmPQfpBNoMQVZFM1uyi/AoghONPPQ6gg/D0R62ENtn2ISmLKQKYChFSm43F46cxx9u38jpI6I4+8a1nDVyFRfcsJBRV33EO9e+xvOXTmTYXYs588V4fj5zDyfF1PO7TQcYklrDLTtreXhHNY/uqmd8Xi3j8sq5I6uSK1Kr+H1cNT9fUcMvPq3kPyflcMmdc5hw6Su8c9VH3HjVTIbcFMNl10YxdOQWzhixhrNGLGfIDVNJ2tWCHbwsZZvfPqEy2DEUIt+WREXF0NnRQ2dHL3vyylm0YBVVFU0sW7qWjjYfS76M5mBtL+PGPkVXp5sZ0+fR0dZHYUEp8+ctpf5gG7Nmzqe7q48nn3iGg3VNSKHw+3Q2bkggIX4r62I3sSUhBUO3aWxoYc4XC0jZup34zclsSUghMyOH7amZrInZwMoVMRysa+Hzz76gv8/Pvr2VLFm8Alevh/nzFx6S+fXDZRGdwMDpxFQqlG1Rb3s4ee5D/HTxGH7/xcPM7yzln2Y+yMr6HDY25PCv0+8k4uBOImp38f/NGsMvvxzHA+mfcXfiFM775EFqpJt6/Fyw6GmuXfYqXfjZI5s5eep93Bn3IXm+RioDjVRZrfz75/dx3uJnOKBcmNJxEOnHaOK0lI1GH5uy32VD7hgqXbNJ2fcim0vHEl14D9EVtzCvYARvrPs1L0X8luT6WcRXJjNm4gt4hEHAcmHaBn7dwhJO3R0pFW7LJi6viOLKGlRAw1ISf8CP5dWxbUm/lAgTDL/hxCGGNNDQDf87AKeUEk0p9nXbXDz2FTqEc4QA8NH6PVz01BxK+3Uuf/RjFhf0cNFT8/hsayWbq9sZOuZVyrp83Dj+DTbv9/DRtlKGjptEjw2dPd24/V5K6ptYsCmRr5LSiNuzl0XxW9mYW0R+cydz18ezs7yBFr+g5GA3iyM3E7EmgZ25JURv3ILb+K6ph0cWh2dUDAJOG6l86EpS3So47+rXOGP4dIaMWMqQG2M4/cYYzr09iqtvmMUjf3qbuX96gbWXjOWdm/7KmFfXc8XCfYxI6eWxnF4+LmwloqKDqL1trN7XzeKSfqbk9/P8rl5u3drMWauKufK95bx1yzMkDB3P4ste5KYr3+eC4XO48KalnDpqJUPuWM8Fo5Zz+hXvcsOYD2l1g+VQNaHE0TOHQnn/IcAxTZPq6mp27NiBphlkZOxm395KvB6Nnm43WsDC1etB2JJtKTvQAiblZdVYpk1xUSkHahvwuP0crGuko70Hj9vPgdoGlHS02T35RVRV7udAbQMV5dVomkF3dy+7d+dSV1dPQUER3d29ZGfnUH+wiZ7uPvaWlKHrzv79PoO83ELKSqtwufrJz88Pk5CHytWExuSxyQkInHYIOCHIkm1x0PZwyqxxnLv5RU6ZcR9XJLzHz6bdx9oDmaxryuKfZ95BZF06UZU7+NXsB7g+9UN+Nf9ezt78CudOeYBGu492fJyz4EmuXPYSHfiZU5/KT5aM5f9f9AB/nvcYF00cRZHRwSlT72Pmvo1YZh9Kmo730T46QHybWCpAS2Anm/L+QnrlCxQ1zGNT7uNEZ97DrtopRGbfS3L5RDYWPUT0npupl7sZN2kxL8zeyoKk3bQEbDp9BunFtWQWlZO6r4lOzeLL5O2cevd4tuaX0GPZ7GltZdnmFPY2tNICJFU2Eb2jlE63D83Qg7Rsf1/gVNJhs3ErxdS1O7j1tTlU+XTqDGiyJJ/EpDPhk5XMjC+iQcGuDoOX5m7iySnL2V7djktC3M4SHvlwMU/NjGZnTRtey6bH1Uu3O4ClFD5Nw6vrBAwDw7KwpKTX7Ua3LLw+DZ9XcyiVbInSLSxfACUsLDPAsdxYBzitsInTMdIb2MrGb0sCEmLjyxl52wcMvfYjTh0+m9PuXs0Zt0ZwyXVLuWXYF7zwp9dYcdnTbB9yC+mXXknqmNvZN+1T+rbsRC+sJFBVQ19NHU17yqhNzKJoRiRbx7xC3IVjyP7jvcRd8jBPXfkIV173JpeNWs1ZV0Vz9o0rOPOW6Vw44m3ufnwOGSW9+BUYqCAjvRXMTDuKRq0cJq5QymkIhKSUaFoA09TDgfGGEUDT/Ph8HtyePqR0Krrato2maViWRSAQIFQdwTBMNE0LVlxwiu0539Xxen1BohY/lmXi9XqCZB0WlmVimkY45dK2HW24v9+DrjvRJ6ZpEwgEwixiIaKf0HvLOtZsvBMQOEWQQ1EAhlJIZdFoeThjxoNct/E13imM4OfT7+GkOQ+SVJNBUv0ufjXtDqIOpBNZu4OfT72brzpyOGf5BP7pq3EMmfUoDWYnbnxc+uVzXP7F0xjSR2Hffn7z+VhGx0+mkHrK6CTfaufn0+9lWORrNMg+egjgVzpKHhtwCuWhtO0rYnePpbD5MzRVTOzOhyjvmobXLmFv8xzK6xfTE0hl7e57ye3bzGUPT+XN2HyeXZHJ+A/jmJtSxJ+feJf0Ax2cfOtTlHR7iSyo4uIXP6bOho8StzFq8nRKDZsh9z7Nq5vTueqFD1lX3s74518NZ7+Elyp/N43TRikTT0CnT0i213m4480FPD0tknU7Ciirb6O23UVtUwdun4au6w6jkbAxDBNLSAIK3Aq6LdCUQyPn6nXRHzDxt/Vit3Zh1jXjqW0gUF2HVn0Qs9NFoGI/StfwtTWjdbThOnAAb3s79aV76Wqsc0p4HIPt60jAKQ09uGSXGIbCdP6krUPyRVQhVz/5FafcMovThs/nvOHLuej6Ffz56hk8cs37zP3TRHaeN5byM2+g9Myh5J72R/L/849UnvxH6k46i4P/cTFlp40g7bx7WXXuON4a8gZ3XzaboSO/5NSbZnPG8FkMHb6IOx9excbUavwmBEznObKVwlIOE70lDKQ6emSyEIL6+noqKyvJycmhtraW2tpaKisrqa2tITMzndoD1RQW5ZOVvRPD8LMlMY6amgqSt25B0/xkZu6kpqaK0tK9lJXto7KynP5+F7W1NdTUVIW3ZWbupKSkiLKyfZSUFFFQkEdxyR7y8rPJ3JVOZVUpJXsLKC0rpqy8hI6ONjIydiCERXJyIvX1dWRlZVJQkE9+fi4dHR3k5uaSnp5ORUUF+fn5+Hy+8CRwbHICAqdSjgfbBnSlELZOm+XhrM/GMyruXbbrVfx6xlj+dc79bDm4i621uzhp2mi+OrCdFZVp/GbKvaQ05DO7eCMnffEgf/x8PLVmOwHl508zJnDl3IkYKoBP6dwT+zGnTnuASyNf4rn4L2hUXp7KWMTPPxnNZbOf4sHlH9KHjW6axwScigAlDcvYkDOeuN2v4qOMyO2PkFo8CZtmdhZ/Rrs3nhZXNuuynyWrextn3vM2BQoeiYjjrqkbuPLtBby8KYcNtZ2c+/Q0mhVM2bSbe6evp0XAJc98xKRNu3nkw6Vsyj/I9S++T0xGOX0SPKYT3yoG15n5e2mcOFlfShogDAyl6AM6JLR5TZq6XLS7dTTbAURl64RKayhpB8tLgI1TOcg5rnNsS4HW5yHQ0obV2Y2/uRWzowv3wUb8za1oLe0oXUfr7sLV2IjW2UVfQyOe9nYMnycYBH4s91U6vJhhmzxhW6fjtzdRSoRTZy0JPgWtGkQnHeC5N2O59s4vGHLjDM4duZBzh81m+GWf8/hF7/HOha8y54KnWTHkIVYOfZCFF97Pxxc/zBMXP8mNV7zO0Osnc/718xh68xyuuW8670xJJC/Hg08LsZ86ESgh0melnLjNQbf86NenFHV1dWRlZZGUlERJSQlpaWlkZmZSU1NDYmIi+fn5pKfvICsrC5fLRUxMDJWVVURGRiKlyYaNa6msKiV/z27y8rOJjlnFvtIiyiv2UnewhtKyYhoaD5CYtJmCwlxycneRsi2RfaVFZO/OICt7J9tSkygsyiMpOZ7dOZkUFuVRWJTHlsQ4ApqH5K0JFJfsYVtqEjt2prJ+wxoKCgrCJWsyMzNJTk6msrIS4AegmTsBgdPJbXbGn185LN89Zj/jVn3IxE2zcOFnRlkiNyx5jbK+gxTV7+WWuS+S3FhE3ME93DLvNfYdLMUtNR6LncaEDTPpRqNHaYxfM5VH188jdDoeAAAgAElEQVTEKw2EFqBNefiyOIk7lr/JnYvfxhA6HuFjbc0uHlg1mbsWv0Ob9IeoZf5mURh0+nNYmzGB/OZP6GUXpd1fELn9MbwUE5P6Cp1mNjtL5rOr7h2K+7Yy/Ln3qZCS4W9/xJd5VVz77hfMyqtlSmIeD8yMZcOeat5avIkFKQWsTK1gxGvTialpoTpg0OjVuH/SxyQXVeAKGPT0eR0AUkdKG+S4A6cBDnDafU4tISkwlcJQoCsIKDBUMJsrFHCt1KDyWsHjhVgH1ACnpFRBMmNwHGAoRDBo3ZYSYQZjcW0ZTBlzvMqh/IdjDJY49AEK7VCF8tAM55FSFkgThOHQ4dk2yhZIw2Fltg1JeY2b2KQyZi5J540P1/HU80t4fPwsnhw7myfGzeOZvyzjxVdX8sG09XwZlUH6ngb295j4LAm2wpTgVgpNKZSlBetPWEFW+WAbuN3fGTgHO4cGl7YWQjg1y22FFCpY9kIFQ4ic9z6fB6UEluXwnlqWEUzdNLFtM7xdBQmoNS3E3O600Pds20IIG13XcDhSbUxTx7ZNDEMLf1/XA8EVzgABdagAYmiJ/sPQTJ7AwKlwNE5sC9MO0Kp0fMJCmAZ+YeAVJn5TQzc1PLaOriz6lUUXGrq00ISFS9r0CB1d2XhsjYASeISNrgRKszANgw6l0YVFl7RAE1jCwqdsdMvAg8RvW07hq2MCToGmuojPeZvNJQ9R41/M1qrXiM1/kBYtgoj0+yjtXUpN32LiMl8hoKpZlhDLlGVrWL0ti06h2F7TwGOTZ7GxoIKJny9kb0ML2wsreG3aUvb3B9hWXs2Ts+YwJXINzX6dKreH52fPZOaylfgDuuMcUoPyk/9OwDnge5aO1qMssP2gDEeHVEFgIVjiVzlVepz9h8rxyoHvIBx8cozgIFUwpTb4Giwv4fztONFCNd3VoMI7kh+AuyUsocJvg+oXQfCaQ+9DcZ4G2DpKGphK4MWJPFDSwJBufPixlO3EDpsCSzrcoIZU6DYIoRx6PjNAQHbhw4elQCiJZRsOKYxwqORk8D4PnINzN0S4F79dBjuGQsB56HaJYZhBog0QImhmE9KhgwsCbwhsBwNZCMRCVWAHO6JCnzm/FYNeD614YNu2Y9oJ2l9Dr6HjDbZvDgbN/3FL9TB7UZA3wVAKbBvbDOBSAWwp8VsWtiVRhsKDxKUkllAoQyAsG+W38EqFyxZOXeyAjaHpeJSN9JlggkcpDFshLeV4zr1+p5hUQBJQEt22wIY+aWFIHJXoGPvalAZt3q2sy7+VVVmjWZ07jnX77mZV7s1sLB9JZN4w1qaPp6O7AtM0qa2vJGBYeDwG/a4eNL8Pr27Q7vbg1XU8uobb0Gnu60cTNgfLy+jxufCZOqZmYOgWTaaJ129gBIxB6YN/X40zRJtn4/AAaBA0xwRQUncccEJHKolNSE8LaUSCsHqonJo6IY4pCSCdUhcOODjnEkqccOruqIGywaHPbYEMOQuOWfMI9l+wgqUIxiILHGKZ0BJeEVJ2naqMIuio0aXp9INy+l4IUJZCSIkfiV9KhB2cDJSFUgYSK3i08FyCtCXKtkBpWPRi0odSA8vykBVBBG2yTuG4o2fThDS1wUB0KAeuCDuHbNtECKeks6P1fb1EzOBy24eXgDmcwT804cngRBC6tyEFWoiva8GDjzG4rM6hIVU/REWIEwg4v5Y5pBSWkvhsgxZ/Hxn797K/v5v97m72ttdT19dFeXcb7cpk94FK6tydHOjvoKKjnjpvN9WeDpo0F/X9ndS628ncX8KB3ja6rQBrM7ayv7eDg55uqnuaaezvpKT9AEUdB6h0d1DcVcfB/g4a+jrRLB1pWd8BII7W1wJJF93aTpIL3yE253HWFtzDmsLbWJs3hm25H9PtyUEpLz5fgMyMbLZtSyM3bzcZGamkpm4jJSWF7dvTycjIIC0tjf21tSQmJ9Pa1kpqcjIZGTtIT08jPS2d7alpbNm6la1bU0hKTAoPUNM8zK533IFThgfWobkq8pA2+CH/tiX0YLz/YRbbP4Q4Zz44WP4QzZ5Dzzu8qlcKVFBTHfSlENAKBu9Ifv0Yh+8UQagE8eCePvRrg/v9R/nb5AQGThTYQqAjqXd3Mzc+hgXZiczJ3MyS/G18khjF7B2b2NpWxYzt6/kgfgUpripm7trA7OyNLNiTyMKCRD5OWcW8vASmJq3m86RI9gTaiNy7g6kJESzNTWbhrnhmpcYyO2M9s3dtYHLKKqalr2HOro3MTo6iTu+hV2rHlnEZfBIc5cmLSSMt7gwqOjZQ3rWWhv6tGKIOIbsxTA+2ZbMjfTc93S4yMjKoqqqgvb2dpqYmGhoayMzMDFfYbGlpobCwkLq6Opqbm6murqa+vj4885qmeUi1y68FAB934PxRfpT/aXKCAycKLCHQlMBQCl0IdCXRpUSTNpoU6NIhNzaVE2ZhCxNLGVjSxJIGhhWgtbMZzdYxhIUpbQxpYSmB1/Tjt3UMbDRMfCJAvauFdl8PmjLRhYYQpmPQPxaAcBQLkCClQigTW2nBqoYmlgzWwVY2Uir8PoPCgr00N3VSWVFLdfV+KisrqaiooL+/n/3793Pw4EGqqqqorq6mqqqKgoIC8vPzaWpqorS0NLwMGmzbOaI38Ufg/FF+lO8pJzJwSscIrqTCFgJbOLYp+7BgVodyTqJZBrqyHceQNNGlhS4sNGHiNQMIKTCCAbdSSmzDxDZNpBAIy0IJp/SoJS38loYpTIQSSGGjxLGyIymkNFEqRKFsEAqpcWw3ThPBjCCntKljWzINEayrMhDMGwpKDm0b/HcIHAfXYhpc7fNr9p0fgfNH+VG+p5zIwHlYGwjw+HpzClIM8t4eoVmocC3uIzULJ91Tx6GdCwRfdWQoqOSYOto5U21QMwhTkYWNXoO/G6pKeDw55fgROH+UH+V7ywkEnIeUzjgSeIbiR76pyW/4XaiJo/w+1MQ3tGMFiG86r5A3IAyaIb9xqP3QhaaOcF4/AueP8qN8DznBgDMkR8QY9e0tDK7f0r7TPr6tHYsM2s/gWD8HkxUDcayHXfQPcvCjnNePwPmj/CjfQ0404BwEJqHQlVA7ksIowtsHskxswo/+EZVI+7D9H77fkHL5dcw8ljAOQWh57pgkBBKJxMbGDhoSLCdRbtAEEMqMOVzpHlCuB511MHsmdK4DEZuhWeEb5O8BnN8yAR1ipQhuGRRteohiHtp4pG3/feWwcfUNffV3mEKPIOERdOzH/yGVkG/Y9RGP9U0/OCY50YCTgcQ6AUhLYPl1lGljWzZCKUzlhADLYLkLlEASDIANgs1ggAznESvHBipDFy2lk4GhHNvmN632B6IMLVCH2Qa+6w1QNggvSMdaGl75qxDoOefpB3QUCBNTd+NTFj4FJg5g+RR0AwGp0KTCVi4kfSADIE0CwWtGmggVrPSpTJDfkpt7vIHzG7T30E9tHGuuQBGqxSyxEcH7FIaU0GTCIOPFoYGh//1EBa9ZBaf5wVrDwHwYHreS4EQa3KaO+eIHAPvruKYIhYI4T5gMG44G4PQol3ekHX+fdrSdH6ZohY93NLPd/0TgDGmMApyC9ErRbxu4LA3NMjGEkywmhQymZwQHlVLhh/GQOTzcWQMM6Sr05ErnvQNMR+vowXv9vj0vQZqg5AAPRGh76M6bQS05WPsoYFtsr64npbqDzKpOiiraya3sJ22/m6yqXtL29tDSayAshbIdEgeNIABJHaEUOqBUMPvmm+Q4A+fggX245j/YPP31+8QhADtYCz8kOPy/NXASXvY4pGAq6Ir0IHAh8TmgqjSnyeAkKIPbjrn26uErKDVI0xiwbangdB9WOr5vvx9n4BxctfaIwHmkczkmOdGAUw2CJ6Xo9/sY89wTvLh4OjubqjGVwrRtkAoZzIU1UfhRBIIAKFDBfGX19RtxuN1zUMd/40w1SNP5W/tcMWA6cPZx2PJMCrA1bEwMBZqEvT1efnHXe/zusVWc9Oh6fjlhC79+Ygu/+ksMv3tyOb9/aD6Jle3YWCANlBJBkgwLpIZAMkCa9i1nfZyBEwiHW4UVrOBrWIWy1Tc65aQK6p0hgFEDk6v6W2/ICSIKE4nH0bCD3eAkRGoYBDCwgnEVyklTDYWWQXis/zAS7FxpDWr2oPEf/EyYQeKQkNJy1AsMv/yNuPjNbRBwHrLCPMoxfpghcwICZ+hklFL4hEVaTTn/evcwfv7AdZz/+J0kVxfiUYKAZSKUs+KWwskDNnFIIhDCYcQRwSV52GDIoSvtwdrMIO3ma0v90GehCfl7iiLIEITEIa5wQpHCZRuEDF6+QkmBtKHVFGxr7yW+3cuWLi8bu3xs7vQT1+UlrtPH1nY/7bbCNr1OCUFsZ7/SD9KplWOHjvlfCZwK534MZulRwWu2pcPiI03nugfdHyUc7dvAwgqFbQUf1gEN42/R/k8gkYCpQPpAdYMdcAIpgjF2Ug0EpDlX6aRUiuCy+ViV7YGeE6DsoEYbYiuSTgyzbYFtgm0EPzeD9+w7xDargcscPB9+l5X04b85YpCLOvT7h//mEJAc9N1jD5I5EYFT4SyhlcInLeqMAP8yehj/OG4YPx37J/7zvmuYumYxte4OfFKiWRa6R8Pb78ateR12HSnQNT/StpDCwhYWhrCQQiJ1AYZDIqCHiC90J4heKImpJH2aH58wHXuqFOim4ZBH2AJLMxwzwffoeYXzzFu6B4QPpUyHVg0cqjfbhxJ9WLIbzezBLWDi8l38x4tr+M3LqZw6cSunPpfIac8mcdrzkZwxMYab39tEkwJTOoH6lrCwtV4QAUwpgiTQ0imR8F+wVA/X4lY2nbKPVtFDF1668dFLgD403CqAR3nwKy9uGaBPGQ77myXQpUk3PlpFLz7pwxa6kxAhVHhi+z6VGkNyOEvOYLadH6YezXcTh4tB4BIBAkqhW+D3WUGSDAtbKYcRSBiIINOTUhq2dCNlAGHZWKY8hIDj+5JXqND/wUJzhubDNHQsqfAaznkIaeMzdDzmQNZeQNhYg5IrjpjKO3CAAX0l6MAMkayE6mDJ4HuFwrKdiOxwjSwpwlyyMqxqDHYfMoAZciDRwxB2uOKBkgphWAjbxrJtzCBTWOg+fH/SjxMROCFIB+aAWJulcfaDt/Dq6tlsK9zOp3OmsHzdCl6Y9R5jP3+dL7I28+7qhbwz51N8QiOgTNzCwKUCeJRBn/DhUzpuZdFpeNBtA0OY+JSgX9n0Gl6nfrqpo5SNaWvoQnf0HGk4S19hgmWgTIPt8ZvJz85yNFl12Kz2LWLZOqgAuu7BKxWNAloU+IIDqleT+JWNJTV8tmJjtYv5Dd3MO+BiYWkPX9b3MuuAi5mVvXxZ4SKlvJc+5TCie6Wix7Dw+vvxK0WHUvSoIN+U5XfsnN8kxxk4/crgpsnjueajsVz+wRiGvn83l02+lz9/dB9XfHAvV793N7d/PJZXIj+iAQ/dlh9T2SQVpXHFi7dzw+ujqe2pxcZACfvQlYKyv31S+IbzCmVcAWE6slBJiL+XOMAZQKMdobpRsh1Xw24aiuMxOypRmobSBcpUGBZ4JfRjEMBPwAggAsqh+RwEmH87cNqgHJ5MzRJ4bCioqWPS22/S7urjpSnzuWT0c1w1/k1uffpdduyro1e3MC3rmzPSBg7gAKdy+GAREnQLbMfcFja7CRkGPxXMGJRSomtOBQYrmOUXYrmSCEI8ngiBMi3QDZQQKGE70BZ0ACtLODyspo0UIgzAfztL0gkInM7kEeRSVJLugJd3F8+mrLqUZ669jruHDOHxsXewrnArv37oGv7Pg1fyi/uvIr29goTs7byx8FOue+5+9ukuRrz6CFtq8hj++D1c+sQdLNi5nknzpnAw0Mmwx+9keUEytz07Dk0EmPz6q9x13TV88Mar+Ps6ufbKS3G1NxEXsZwHbhzBQzcP58Xx93HXdVfy3CPjgwZ69Z1Vf6FsTEtHU4r1hQ1cNnEuFz81nSlR26jVBX98M56LJy3lmuc/Ylezzai3VjPsvXXc8nYMCQUNrNy9n0teWcZV7y/jlk8iqHKbtCrF6xuz+PPEmRR2uHEDf12SwCUvfslNf13AOzMWYQobqb4FEI4zcPqUzjVTR3P51Du4dMbdXDjzLs6beSdDZt7JBdPuYOi02xg6/SYunXIno6c9S1V/Cz50EmrSuXjKXVz+4V3U+hrot/v5enzW0YFzsFYUAk2lFIFAAJfLhWEY9PX1HQIAh9Ohfdv+/lZRSjlGTb0bu3UltL9BQ/xw9i+9h9SXbmPN+FvxbFsPnfWguVGWC6nqUVRDoI7W7ek0FZWFqdj+lnNxfiEd4ERi2hKPUMyM2MQFI+4lJ7+Q1ZvTOf+u1znvkXmcOX4+l0+Yz8WjX2HKomhs4Uw44es58gHCPgslFRg2eHRkv9/hR7WCJhhborm9+Fz9QaCTWIZjrzhQXYOyHPLnMAerks7qUgXNcgEdPH4slxs0YwB8DQtvRw8Y0gFPGWTqCmrI/2M0ToUzO6lgDrpX13jtk/dZvmwhL4+4nrfuvIPhfzqP4r4afjbmYn77yPW8uGgKvZhEZSYybuqrnPrwjVz9wQQufnksFzx5O1sPlJHiruW6dx/l3HE3MDdjLR+mLOf0R4dz7Qv30Wh2MXbE9VjuftwdbeyK38DHr7zAhy8+z9rZs5jz+mtkxa7i5QdG8+mrE1k+a5pjJFfyOwKnxLZ1JIo2Hc4Y8yYL6zUWHTCZllxOXIWHM55dS45uUxYwyOr0ccpji0gw4IoP0/ggdg8PL87n7pVlLO8UnPb4EopbDTIb/Vzx6jpumLyTNXsbaAQufmUZn5d2kq3ZNGkGbmtgWXJEOc7AqSmNx+b+hdHTx3PvggncsfBJRn7xEDd/8RCjZo5n+Ix7OeeT67lk1t1c9P6dvLL0A7z4iK9L54wpI/nTjDGUumow0IPLLgYZq4IP0reIMwE7NXccPkzF/spyKvbl0NNTy1NPPsTtt93KI+MfITVjR/BhVI5JIHR9g01Ih7VDvLnBh2iwN1ENeu/0C85CUwkkPUiZhas1mkDnKpZPOhe63kHun4Be+zQ5U08j5amfE/v0r4j/6EyKIq/FqnyDhInnM//K32PUVhyyTP4+ADBwSgqUQxAdkIrYtD2Mfe1zXpoZhVcXLIzezqgXlzHinXRGfpLPPZ9m8tTnSbw2dTUJiduw7ZDmN7ACC8sgB6ySCqXpeJta6Sgqo3z7TqTHC7oBhonZ0UVVTi6uuoPOCtAwET4/LTX76apvRBk2mLYDtKZAGQbCNJCGAbpGoLmVvE1b6CmrBN1EWRZoBq2lFXRX7Ud4AjQW78Xo6UGZJso08PV0I00TaX9f2sgTEDjDoSpKYSlFo7uLax68k5gNqxl3xh/YNOktbhzyR3a3lPKzB6/gDxNG0a25sZRg1fYEHv5sErdNfoEXVszmnAdv5qZJE5iSFMmHG5fw1ML3mRjxKf9216Uk9JTy23v+zFnjrufRGX9l6NmnozXWEzt/LvddNYz7rhrGrRdeQORnn7JpwTw6ywp5cdxo9u7YSt3eArAMkHLwM/Eto1SC5UcJA7+C1yKyOP/1DZz61HISW+DFlTn84pmNnPn4Im77eB0Lil38+rk1/PqxrxizMI9yAZe8sZHfPbeG376wipnFGvuBO9/+kg37mhk1v4JJmxqoEPAfL0dx0subOf+Bjyhp6HWYwP+LgFMIgWkZGMqHLv1oSsOrNHRloksTU+q4TQ/ZDYVc9sYozp17F9d8cjdtRhPxB9I4d/LNXDj5Vsr6D6AsC1s6zhIndlcOJAt8a9cLhJT06Rp+qVgVs4aeljKsru1UJr2K7dnLlphohl1wJUOuuZjxj9+Lu8+D8IJfCnTLqV9vaDr4deeh1m0sw0RIiRcbSymUHtQgVZBBIUhSY+IPeiuCyoAKxazaSNVKQF+H5UpmwVNjsNqakKod7FRs8Qmm9Sim9yb0/quwvDeg9MfxNE6ivWQVot+N0uxDzA7fR5Rzls5qRPoRyqDNVHwcm8X76wv5IqWSHt2kvL6dyV/GMzlqD5PXVzB9YyXL4yvZlFzBohUb6OvzoYQVVCRU2DEDDPICKWd1oGt4a6rozsulcuM6DiTFUbdpPW1b4qmMXk198maa05JpSU2iPn4zdfFbKFuzFtfuXLpzC9ifnkluQiIioKMaO9i/Ixs74EX4PTTm5mDvr6Midj32/mr2Raykft16Orcm05u5g5pN62lN3cr+TRvo372L9swMKpMTKduRBoYWVoK+W6TGCQic4UghpQhYJo393Zw07HwK2yoZcuq/8fbECfx10kQ++mo6Z91zLSXdjRhSooRNZUMtm3LTWJq2iU5l8+WWNbRYfmasX8GsyMW4hEaz6WL+5lWsyUmhwd9Lr9CZsWwedXVVvP7y8zQdrGHN6uXYmpfC7AxWLVnIgYp9IPxsXreK5YvnsnzxgvBA+S5iA31C4VGwals+T3yxhSxbcc7rcbyZ2Mqwl1bwWVof7ULSLBUTvtzNfZE1bO4zOfOZJcTWwjkPzmJbh+ShhVmMXZTDjII2fvPwV/zh8RX8asJGHpq3m221bZzz7EwyhKLDlgjhMC39V9g4gUPYuS3LCmp+ElsJbGXhs7x4hZ92y0V0eTznfnI7F39wFxvytpBcv5vzPr6LC6eOoaz/AFjO+VnggE4IOI9yC3QLlFDszdlN0sYVmD356N27Ef257H3japq3fYXSPLi62rhh6On8/hf/wH/88//l48mfYFs6UgUwpQdLGRhSR1M6mvRjKj+28qKUG8sOOHGzhh3uG6UUQtnY+AeC2aVDN+NotR40bQW+tiksfmIYZm0DZkDitxRKkxhCYksNqVpRqgGl6kG1Ah5sS2IajnP7WJbpTkiXAqljKZvydjfrCxuJL3ORVt1PY5cLXSmKqrtJyNpP0p56dpW1s6eslfKqLipbPBTvq8EKBMKmq8HAqVTIw62Q0kbzuDB6O8HvQauvxepuQ7Q04SksoLNoD7K9EdHVjGhvwmpuRDQ1IZqaUX19BBqb8DY3o7l6HBB2B/C3dODVvNjKQuvpwl9Vg/R6kLoX2d3J3g0bkO4+zIP7EZ2tWK2NyK42rIYDiJYWzJYmjJ5OJ2JgMBD+twPO0HkEl0WmadKqefj9XVdz+v3XE5WfwP5AK/G5qazYGIXH1PFrOrYdNP7aAo/fg4HEZ2mOEV0JAraJJi00JQgohUdJPCi6LD9uYaApgVsECChBu8+FjsMB6hUafmUQUBaNvW3B7RYew4+t7MOWaN8+SIUQGAoya3sZ+uR0hrywiieW59Os4Jon3+b3L6/knJcj/h975x0eVZn+/QEFxUIRRVQU17XLYt3ib4trVxBQFHV1Xfva2+raUOlpM0loKkVREBVEkN57R3pvCZCeTJLpM6c85fP+cc5MEoSAsqz4Xvtwfckk087Tvud+7sqbU/Po3HcUv/n3OC5+Zgx9v9vDor1+/vzOKDYBz3z4Na+MnMed73/INzv9FCjoPnknt3f/lozpG7joja/59ZuT+fPzuRSHEtiWWb8e8CgSp9baKX0QcwwZ8YSJpW1i2qCSMJXEqCBOiQ6SHy/g0rdu5aIP7uLRgf9iVt4qLvvgHi7p3ZWNgd1oy/pJxGkCdiKGbSYw93xP3qdPs3zgM6ji78l/oR27J2SirVKktZfw0qFE1g4itGo4oZI5lCwZRvz7jyhanAvlCxDB5ZQu/Rwrshhj9xi2Tu9F+eopaB0kriVx3HupcuqXGwgkhuv+5hhCJGG0DqLUZsKVfdC7lzD7mVfRxREiCUlUg2lLEsoxHEZw/JQTWhOzFbZWxGWIqC7HUrGfbNBKDZ2WaGVhasWSzbvYXGGyJ6opjEj8wTiBkIWSEIkKKqsDhGIRoqYgaGoqJOwpD7hpEJ3SN46fg2NHd1zilJt5TGJrC8uKI4wY0oghEjGIx6nasQurqgotTLQ0UVYCbZpg2S4spGlgWwZKS0xto0yFtBQJraiyE44bomVgx8MYdhSruppocQmR8jKUbaKEiRULg5VARMMQj0M8jpYWwk5Qo2JRNZLyQdsxRpwpUVmBFo5uqhqbfwx4n1Pu+T2n3H0tf3isM1uL8tAo4qZB3LQQwvFZ3FFZTMfn/kGPUR/xaI83ePy91/lXbj96jR7Ka75+DJs4jvteeZb1VSX847036PLCU2SMHM4Hg3L428vP8OnkcTz40j/p/XF/vs/fzltZfckYNphl2zcyYcUi/pWdxr8y+/BGn54Y7iKpowOrZ6AdE6gJIoEhNTEgjBNumAD80immWW4qhizcysDvAwxZEeDzFSUMnLuLwd8LhiyrZsTCPawtMYgq5/WmIQgDYQ0giStFQIJlW2BU4xRG++8SZ20JSLvOiLFYgjgmny35mr++0ZlrX72da/7dgSvfvIvfv9KBNz7tzj/Gvs3l/e/nT+kPsKhiDZe8cRtX9LmPjYFdP504tUaQIATY5XvY0+t+5jxzD3bJDhbffwp5o9+DSAGR5WNZ++6NlHn/QmGvv2BPeoP8jBspefMSmPwMxe/8icIxz5L37k34v32avHfaY4x5BHYugEQpMemEvGpZMzSpEFgN6IQ7DXHQW8Eeg1XenQ/vu45Rf/s7hAxiholJnChBhB1FWzFsHUFqk2RIsTMIJtqMghZ1x/rHSJ7avVgtHDIC5q9cSxwImpqQAYGwoLg4QnFRCCUhGvJTHihlb8xmQxWsKYoSsBW2shHScEMzQSerR7khykkCjVpxhHbc9i2lSCR11K6nRNKFNaEUQuk6WysVcaY1tnLUJ0ooqo0ECSCmHP6IWyamlm6dJsdrQmrnhmNJR98vpUQJRy9rSwtTWqSCUrSocf4/aDsWidO5DncwNVEk0/at54Q7r+LGvs9TjaM4xpYYOPHdAmf8I9omiCIA+JVBDE0QSTWaShyCCQEh9/cQUCFNIjgF3MZVXXgAACAASURBVIpjYaJaE1A2Ua2IoYkoSRxNqbLxa0UIKI1FagqKHZZoL1zH9Dgox6+yxqAkcOpvxwnIKhYVVnBa13SaPzGWRk9N5KTHpnDiIzPwPDaBU1+exfH39WdOsYkJoEzHWq9BKAXSQihFBEdaSeqL65VJjrLEqd3IoISOM2L511zz5s1c2e8OLul9K5f17chVmffyxz73ceu/u/B54RTOz7yDX/e8keGbvqBz/8dp170TGwO7QYhknMBhE6fWGmFGQcedeY/asHYGbFiFXVrMmofasP6FG9nx2mP4X/o7+sMnKHjyYkKv3kL+YzcS/PhZtj1yAYUPXYY1vju7Hrqe4PAXqHj+Rpj9HkVv/pVFHzwP4VLiRgJL6TrJFpxILmdMNRHX/99EqwUEi97D2NaDvBndMUp3kyg23SN9AJNyNi9dQvHSDdhmDCliKJVwxjzpFJmMS/7JTZO0pruzyaRpM9i8cw+7i0IsWJ3HsrV7WbiqgBkLd5K3rxqJYsmmTUzfHeCLTVGmrdnD5r0lmKaBFAZSCZcm3buHFK6zvCvJ1fpqAUSVxLSFE8CicCs7aGKWwDBl0uOPpCpb13p/DUfUDbnU7uPahqnajvHJz6gdC+P8vRZxJnPkHrQdY8S5v44TrYnaCSqlyZ+euo9topqwEUVbzmY0cP0gcSRUbWtUsm62cI6H2nKr5SWtoELWOMUKlTpO2lpjao3lGqWE1hhCIrTGlJKoEkS0IiqFK8UcprDpTorWTvajJNnHqSmppaWFtqOEDCi1JBsNm+WGzVxDsMYQrI0J1hk2Swyb1TGbMBbIalDVmNpCqhhaVIMdBzuG5ZK+xnDcL+q7wP8CcWpl4aeamz64l2u9nbk4/RY6jnyWtFWfk7nsMzIWf8KwxWNYG99O+153cUn2HXT56O9kLRvGtW+5xGmLWsahwydOrWyIRbG15vvdhUTtAPvK9mH4K1ny8J/Z/PzVVPS4H//LXbE+f47C9++kKvtlVr70CPb6iax5tSNVQ96isN9zLHm6M5Fhvdn+7iNseKML8569hYLpY8GIIuImplHjWkOtUsRgonUEpRWWXUpVxTCq9w1i1egMlFGEoRNga3ZNX0/Z6u0oGWPtN19StX4rytQoYSG1gUUcAwvDXUfyx6s26068q25yCESRn7+bEaPG8Mn4xXw0ZRPe0cvoM2o17w5ZgnfkPKptTUEkwfuj5vHWmA281m8wQcN09OjC+Sm0I2OC67OZjN5LMaB2VBbKkVSVZaESjmVdGo7xTcYSWKEI0hYkXf5Spa33I83aG7AOsbr8kYy0T8mvruSuqMU1KdQUw6u/HWvEqWpupiLpyyltolacDbu34g9VYSnbKUJvuzFpKZ86Z3BN7RSnsFzCcEqxutEGrqFEC7vmsetK4UQnaDe6QSPcVSlEssiZ5biQKCcaqdZUHMqw6yaVq1WQVdugHd2jCUS1JmzFCWp4NOMrmj49hNOe+JTTHh/H2Y99xplPjuXcJz7j0icG0/lfwwgCQoAWTpQUWmLglE7FCKBlGImNJu7cBOq7uKNNnFoTSoQo1WGueacDl/e9gyvev41tuoSEdiJTwphEtEXUjPPiyJ60Tbuda9I7M7ViBde+2okN1bvQlmNV/7ES57ZtO1i2eClTJk1iyKfDGDdjIp9/+w2Tx33D3GGDmPa5jzkTx/PtV98yeuhARn3sJeOD3rzTvR+PP/csj/3tIbrcdgf339aRLrfcyWOd7uPlp57B16MPY0Z+xuypE1i3fCXxYBwptZsm0HJu/NKdfQVax1HaJGEuBTWbSN4K1o0Zhy01frsCHS8hsaeAGYNHoUrDbPrqW4LbtyGCcbYuXkWsKpS6wVtaY2on0u1I/EqTYbkCjdY2WpgM/Pgz/tnrM/6WPoO7e03i5ncmc8O/J3HbC4PYEzAImoLH3vRx4xP9mL96B6GIAcJyiFNqlzjr8FuNCs71w9VSooWFEjFkLMLuJUuIFhRSvnkzhCJsnj2Psq3bEK7u0kY6eSqS5YGF48Cg0CmH+DpSqau2chKTSAQS6f7uLHaZIlb2e3+dhCEHbccacepUoiDnmGm5BKcEyrLQwil+GhfCmYhkNi5Nyr8vmTNC1xpJCSQsC4mTkk5oZ0AljoVXuoeL/SVIIRxdhxJORhptm85PWXMAPqyTOsolylruS9qNLdc22tVV+aVmZXGM+X6YXQaT/TCvVDGjDCZVw6Jq2FAWp0pJomgsbBQGGuEYEHCkbUs7BgWlpesyVR+7cHSNQ1phas0y/xaue7czV/TuyB+6dyGo445yNwS2pbATGpkQLCvcTPvMbrR992b6rx5Dt8wX2FSZhxQWUjkbEzf8TiUlmNRGqCtJSA0xAVXxBAqT5559hLs73snHuQN4+pmn6frk43R75GF6Zg3iL/f9nbdefYOH7u/KQ/fcQ1W1H5kIEDNCCGy0TKAxsGNBikv3sHDBbDJzMuj2yENc8ZurGP35l0glsLAxk3kIlHOtzs09htIGhpiJik6ieOpUCmbPJgZUCwMdr4Z4Cd/1+DdlK5cS3r6VbZPGsPXrj7F3b4BYABFy/B61SqCVo/t01nMydDQlUHGIWXdWZS3/VpTANuMIrXnT+wW/6fY+V/wjhwsfHsiv7/dx+wu5FIQsxk6Yyu/+2oWRE5cTSmhHmLQNtLKd2ljuHtTUlLWR1JwgtRTOXd9OoCMVzB3xMYnCPHZMn0Js5zbiu3ez4euxEI8iRAJbGUhpIi0LSwgMKTEtG6kdGwiKVAh0qpa9rkkhmUxSmCRP5dj4SRmCXP9TkmuGXyJxHnj7uRujlrhfc6NwoeuK7T9gs0OayX7W5jipWAgshLYQ2kZox21FaYl0Ex470gYu8VvoZLUlDU4hONN9bDvHdI1DygcdW44qcQJIpTC1ZH18D7/t3pl2vTvQ/q3bKNZBpCWQMU3Y1pBQaMOi0Kzkt2/fyzV9uvLg0BcYuuALthblk1CulK9qvlMCWqkaR3h3XUidlDcc67bQzs9O93Thuj9cxzXXXc1fb/orV159Jd26dePss8+mT58+dOjQgVtuuYXrr7+eKVOmHJYElwzXTLpc7T+2zrqMoXQYpQxsexk6PpXYvg0ULJyJIW1spYlrhVIG+d9OYnb33hCPsnn8eJYN/ZCJuelsWjSVVUM/gZJypDaxbBMh4lgyQdyIIZVy0ssm+38Yd/Rk4T8hBJZlIYRIuTdt3ZnHcz0+5t7n+/H31/qwdOs+Vm7ZjnfAEKpCESJxp8+WZdVxwt9/aSUlQC0V2AptKXTMhGiYiolj2TflW9YM/xAzbzs6bxcbvv6aREEhgdVriReXEty5i+iGLUTXbca/cRM6FqJi93bscBgtNVbcREtHTYcC27TQuiaP60EThBxR+6UQ5wGHIXnISIrgqkb0Pkw58Fhpji5OHgTKURFoxyKo3EiY2pobp7uuUttRmpIyJLgTe/Av56gSp3J1WRWEuea1W7km8y7Oe+t6eq8ayupIPlvDxeyMFVAUL6HEKGG3VcTrE/vxuw/u4voeHZi6bxEb9+wgrkw3aYmqQ5yONJOcduX4Eyaz+GgbZAK0Y5SLhqswEhESZgJTSsdX0iWOJIkkk33Ytp0KJzzU3CU/40CuQc7wO9VSlTIJx6aBXMT2cRNhTyXYJjJmEQaiysCuKqV0wxoSOoGwE2gjgo4GiBftZduwL6iYMY94pApDJNizdAmFCxcRKy/HSsQQSqcEcCwOiziT1VGDwSDjxo3jgw8+4N1332X4JyMorIwStgSG1kRtQTyRYPq0aQwfMpThQ4YwYsQIBg4cyNChQ4lGowfse4o4XSu4HU1gx00im7eyNjuX3V+NQW7ZyrqPh7Fr/CSMdVtY9/Gn7PxkFMWjx+GfuYiNAz/G3LKVqqmzWD1oGOEVq4hVVjgJQKRC2hJp15wALVUr4d7+wlRt/cFPbscYcdb0JSlH1u6rdiQqbFeCql02IvkKWQfU6dwx3FQtMUG5ynTlKnOUcBMXuH/TIiV9p6RuRc375H6PU+eXg7SjTJzazbIf1hEyZwzm4teu5w8DunJ+979w0Xu3c+lbt/H7t27juu538Nv3OvDn3vfwZfF02r95M1f16kjWohFUm1FsLbFFUq/tfHbN7TO5QV2XL5WoUYEoA23HwM0SJaXjnG6aNkKqVIYkpRSWZaUkrsONyDmUfjF531LS8eEMGWPQegKrv8tmz+zRlK1ZD2URwvGYozayY0iRIIEgIRWGaSITMcq3bmb7J6OIrt/M9iULkNWVbP9qLNu+GE1g03q0HSOhTBI4unp16PNmivBDoRA33HADV199Nbfeeit/+ctfuOyyyxk25BM+HT6CWCSKMON89+3XrFyygGvbXco1v7mc9u1/w29/+1t+9atf4ff7D9x394FWGtu02L5xM8EyP3YwTMX3aymat4Dg+o3YO3ZTsnAR/lWrsTdupmLVCmIL57FyYH+MXZvYuXoBwT3bKV60EKMwH9OMUlRRxqYtG0nEo2gl8ZeVI4TAFCLFjz8gzKT89f8TcdYsU01SH6hw/BWT3hcyqUPRjqVcSe1wjLupFQKlbZdga7Kp/Bgl+oGTO9Q8lzRG1f75Y1vtjDZORhjXGCYkSgnXeOW6Dys3CkgaaB1DKwO0I13YyompdrLJaCd1nvszGU+dJIYD9u2oE6cGSyO0JKgi+KZ/yB/f6sg173Wgfc/OXN2zM9d+cAdX9OnIJX06cnX3u+i/ahS39XyYK9/ryj1pLxC3DUxpIlXNfCYvvW7e1Bq/RBtHhWoJx4hk2RpT6NR9RFhWSqKHmixJtWvRH+5RPfm6Ax9XNbgErogQlbOJJT7F8g/Av+4tRjz2KEveTQNTom2JEpZjvLQUCI0VTaDMGISrGf/vfzHl/bexSwso+moMG4d8zKIPB2CVFDB79AisaBBTGCTQRFz1RH19EEJgGAarV6/m8ssvp3379syYMYNt27bx8EMPMX3SREYM+5hQlR9lm4wcMZyVyxZz/e+u5fHH/o7Wzs3GMIz6x83dI5ZpOetSKkTCRNmOQUpKCyUMtDRQZsTJSxrys37KeEq3ryMeKcXWESwdwxIxjHgYUxh07HgnsXAAHY+yZ+1airdtZ/WS5VimRZIBkqnl0DVqniNJzuLO+rFDnHXrqkvXgq0QWrN5dyFrt+1m1frdrNm0m7Ubd7Nm3U7Wb8xjzZrtrF+3g3UbtrBh205srRDaQirHCm5ZrtFJ6lQmmeSCT+qmDmeTKKURtkRKhRAK23IMR5Yl6xXo6v9M5xpsW6YygCeEo8c0FMQVxJQmIiEhwdYCoUNIFcO0JYbQmBriUpAQEsu9wZhKYwhFXFgYUiFVLZL+LxMnmlSJeMuysbApFX5mbl/CdzsWMmHbfMZvncnY/Pl8lbeA8RvmsHzbKrYU72Rh4RYW528iYRuYVgKtVR0dZ+pckrwJ4YyhBUQlhBWYuqaivaFrnWC1dKTTQ/pEHElTOL4UcdBuejQVBL0bbX5JuOxNKNvA8IceRpsJhOuobSsnGkJbimBZKVNGDKVozBgqvhjJ1lHDWDkgk6LvvqV6wVx2TfqOFUOHU75gGbosAJEEWkhirqGmvnWdPKpHIhH+/Oc/c9VVV9GuXTuuuOIKOnTowMSJExg1chSvv/4Gr7z6L/oPHMzy79dw1XXX8ccbbqBr167cf//99O/f/wc3nf2bkzhFpSDdvW1rJw++qZzKX1IaRIIV7Ji3AP+6jUgr4dxIbJuEFo4B1IZZU6Yy4asvEOEgZmkJO2bPQodj+PP24kv3YmqFoZ0QX0c4UamQ32QK8SOb12OGOEVd4lQCpTS2htffT+Ovdz3MzZ2f5sa7Hue2Lk9wx91PcOPtf+O2Dg/z0qs9eeq5N3n4iRcxNRjCwhIGhhFzBkxohKhJVCuE46ATjUZTR7JDRWAIWyFsiW1J101KY1uOo6xt/3hP5NrSyeSps5gwexVfT17EqO8WMuLbBXw6YSHDvl3IkHELGDJuJYNGL2bSouUktE1CCYJRk/FTlvBW7xymLF7BvioT35Cx9B/xBePnLKUyYRHR8Om4GeTtK0sdP3/Q/gvEqQVoW6MFfPLxJ6SnpdGjT08MZTF+2gQ6de3EXzvewoyFs8lMT+eNf77AyMHD6XbfA2zdsQPbMtBaIsQB9OBuEl73ipxwAttE6wTIIFrFQBlIZbvGouRJTYD+T+RRr68ptEPZzjVKx63RNjTo7VSWp4G9lpGvPYFMRIhgE0cSxtFna6lIxENMHv4hFRNnsO7Nd/i+fxYli2ax8tsv2TB5Iis+G8nUXmkszOhP4dgpzBkwHBW1kQnlGvQPPkHJG3ckEiEYDDJ+/Hief/55brjhBtq1a8ew4cMY/eVXXHPt77n4svb4cgezZOVqrrjmaq7+/W9p37491113HS+++GKdfVRfOr5k4mLtRgzV6OCVM5fSQhlxRFUQbUpMIbBsgZKahHYDXiR8mJPNjtUrWfndOBZ9NoJlo0YS3roNbMm/XnkjdTJNqsC07exbicY8LF/NQ83rMUScqUgL98glhMRU8OoH6dza7WnuePBV7vzbK9x67z+57Z4nSMsdTkFFmPnL1vNen4E881IP4hL2FBUzYPBAli5d7CQuFdohvlqT+8knn/Dll18yefLkH0zwgXIzClsRCcfxefsjhWL2rPmsXbMBKRwS/bGt9gL7bupcxszewWeTNzJ4zGq8I5fTa+gi3uo/lxfTp/Bkj8k8+u44Hn0rm2oJYQFPPJfGky9kMmXRevp9PJavZmzkrkd6Mmb2Uh5+yctjr35IpYTrbnuC/MKqOqqBuhfC0SVOHEOWLRzr64W/upjLL/sNLU87Hb+/kiYnnUyHjl3oeGcnLrngUh669yGuuKQdPd/rxTlntWHDho0oabu6yQNkOXeL0SXtIbYUYFRi7V1ExeKhiH3z0eGtIMrADqJ1zTFOoFJHuSPNr3ng5ujdHYJIqhDc5Ni6kEDlYLCW8NmTd6PKSrG1hZA2UYTjo2lphLDQZpSdI75k1+gv0ZFKpBFzkve6juPaMCBYhTYNIgVFrJ232BG1Vf19SkqcAwYM4A9/+AM333wz1dXVGIbBTTfdyKcjhjNy1Ods3LSFXbvy+WTESBYsXsQ1v7uGBx5+gMLCQnbt2sXevXudMMZ6iBNq1I2a2kSarKLpugtpgZIWtpLYSjs5P7VTrcHWzunJ0pLZs6bx7+f+iVGyF6Mwn9jmjcSLC5g3ayYjvvwaZUlI2KhQArs6hgqbyHAcYdkIdaTzfiwSZ0pEEdi2jSHh9Z5Z3HzvU9ze7QVuvvtx3unjo3vvDGK2ZPaCJewrq6Rzt6d5+sWemMCuvfv49LPP2bEjDyXBtjVFRWUopUkkLPbuLWD9+k0IW2KaViqwQQiNbQsKi8qoqgo5foMCiorLCEViRGJx3uvRhwkTp9Enzcv6TduIJSzK/IEfEO4Pl4xM9s6x/EnT6bOwKK6M0uvjxbw3eAGvZs3gub7TeLT7ZB58fQJdXviaW5/5ij/8/TP+cHc/9gYVUxZu4sZOb1AWhWrbiXl/tec4MofOp1LCim0Jrr75nxQmNO1uegF/2HQXtULrGpkrdTGHRZwJR5+skrZ8cZjEqbCkgWk7R+3WZ53Fo48+zmmntWT16jW0OK0lTz7/Iq/869907Xo/993/ABe1u4J3evXktNat2LB5Y0rnK4R9AOLUrmrHqcNjA9quhq3fsLHn9Wzt+zu2Z99K2djniW74BKpWgl2AIoqhDceMqGpvIkeCRRmgXPVA8mvqdDc5eIdompQ/p8ZEUI3U1WhdQDw4FGUOYGP/l9naLx3MBFI4zu1CSbAcXbWwDErXbiBaXIhpRtFaY7sOk0o5crQlE1jKIBYPO54Y4lDEqZHSRimb3bt3cMUVl3Llle34yw1/omPHO7j0sosYPuwjvhj1GdFIGCkFY77+mtXfr+TKK6/giScfxZICW0qX5CRSyZpSHgdInl2HOEm6pztJQGwUphbYrrelqR0jFxKUdvwxtZvRPdnnhx+4jyWzpxP2l6DNGEvmzOTW227FRKPNBOa+AnbOX8SyCZPIX7+hJkmy1ChpobWNLU3H9Q/XpfGwrO7HFHHaNQW4tI1WjouIpeH1Hl7uvP8ZOt3/LGO/m4WUilCwinlzZ1NcWsH4qQu4s+vTPP7Ce8QV7C0qYt6CxUQigomT5jJpyhxWr97IN2MnoKQmHIoxaeJ0tNLEoglGfzGGxYu/Z+qMhUyZPp8Fi79nyvQFzF2wkoSlGPTRCLbszMcfijF85JfMX7qStZu2M3vhMr6bNpvZC5ayZMlSdx8faLEmD5I6tfmEk2sJqQ3Cps2Dr37EI29/RbfXx3DXi19zy1Nf8MeHP+Waez7i8rszufQuL+1uGsiCLX7eGfQNr2R8S0RLLBXHFIq7HvAyY/E+ggKmzttLx4deZ+Vui6tuf52gCaZtO9Jiqja8qtnUhyTO9SCNlBGuhjgPtcCclvT1i8VinHbaaYwdO5ZmzZqRkZFB8+bNuf/++1m1ahWzZ8/mnnvu4eKLL6ZXr160bduWtWvX1pFm9rd0O/pKRbKWfAycuO5NI6nsfRFW77Mw+5xDsFcbSnteyNYeV7J98L2UTu1JYud3ENgJiQq0HUEII1W/yZIWlraR2tGLS+USbJ05PZzyvLU2mMYl4gRKB5DiW+KhB4nuGsWH7a+BYABDOfpt2w3gTvZZCJFyHToYGdb2EDi0R4BGSCdyy7IMNmxajy8ni9f+9Qovv/IiGVnpbN2+nYRpIpTCtGwi0RiTp04jy5vNp59/jqkkhhTYaCwliVsmUiksYR/xYfhQTUhJdSBAdm4OS5Yt5Znnn+OlV1+hvNJPJB4juG8HFauXsm7MaBIF+WBGkGaU9cuWoqMmKhZCGGGEEcay4yjc0OTDcvY8xogzFWzvSpxJ4nyrt48uf/sn2/IKnWqWpsXMGdMor/ATMeHRZ9/mzvue5akX38fQUBGoIi9/D4YhmDVrAXsLi9m8ZQuLFi2lqKgUYQtWrVzN2DHfMnPmHBYvWsbmLTvJ21vIwiWr2LhlJ+s2bmfhklVYUrF42WqWrPiemGEye95CbKnZU1DEuo1bmDVvId+v2cCmzZvrKfilSEW3JwU97WSD0FoQsQS/vfs9bntyKH/8+3B+0/VjLu4ykIvuznXQNY12d3u58Ka3mb8rnzc+/oSH3v2CSgEFhZVURxVX3vw66wsTbKkIcsO97zB6/lq8Xy7kqV5fEREgpJMvUiVvq0kG/y8QZ9JRetu2bbRt25arrrqKc845h65du9KqVSseffRRunbtynnnncdDDz3E1VdfzXvvvcd5553H+PHjicViKQLZnzRSenHl5v0EtAzAhk+p6nUR8V4XEe99GYkPfoXocT6i568wevya4HsXUPXB5ezq8ycKhzxEYEY/zF0zILIHIWPElSSGRkoTrSxSiR9SX19r89Szwag177jGGqVNFBG0WkFV2RsQWsTIfzwJoTBCOclMlHZOXsmTTHJt1VeU7ceGXwqlicYNxn83he8mTWPm7PnMmD2PeQuWMHnqLMZNnsHClWuZv3w10+cvYdLMeUyYPpuxE6cxYdosJs2Yzvgpk1i9YR3fTBjP19+MJRaPI6REyMO5qfz0JpXClgLTtjAtCyEd1ypczxSMCFu/+4bYzq0UzZqGKNjNmvFfEtu0Hv+cuawZ9SUbp84guGMXWDVRfQoOw9h7TBJn3aO60PDau73p6xuE0JpoLMbcuXPxV1ZhKc13M5ZwY6cnueuBV3nqxe4YCiQC04o7i05JTBFHKstJQiCSujIHyd+FkiRMJ5TLEgrTFiRMC9MWjk5EKSzTQti2k6pKSsfSXsvfL0maPyRPhzh1nQ1kuxsSSqtsLro5m8s75nBRx0wu6pzLhZ0Gc1GnwVzcOZsLOw/iso7deejNJ6g29rAlv4zr73yDG+/uQ5dHerJ6T4Crbn+RGx54mT/e/xjeL2ZQYCie/eBD/u+el/jzLd1YtWoLSoFt15WA/hvEmawsOWzYMNq0acPmzZu54IILuO666+jZsyeXXXYZ7dq1Iycnh0ceeYT27dvTvXt3Lr74Ytq2bcuKFSsOqgZJeetqR3WgAEQQvelr9vT7A+UfXEiw94XEe7cl0fMsrJ6tMXqeSaLnWcR7nIP5XkuM91tR9cEF5PW4kk39bmLfyOcJLhwAe2cgoyUgomiRcDL91Orz4RGnE90FNRvSCWgwgAIC/i9B7mDPkhVQFUKpiJuoRiPdoJCUPvAwjJiH2zRg2BJbQ1llAH8ggj8QpjIYoToco9RfTZE/gD8cp6QqRHUsQUlVkLJAhPJgjMpwjKLyMvzBAIFImIrKSqoC1Vi2jS3sAxsi/4NNupn9tdYoKZG2QJgW5QVF2KEYVXm7yV+2BOmvYOWI4WwZ9xXRFYtYketl67ChlEydw67p8ylcugqrOghKpW5zNoda1scQcdb4cSZ3snIISmk+HTWWYCyOLRLMnDkNv7+SQCjGph0F3P/4G9z+wCvcfu+LPPVid0ylENpky9b1lJcXk5e/g5KyvQSC5ZRXFFFWVoi/sgR/ZQlbt22gwl9CMOinrKIUW9rY0jmeKa0cxbX72LHqOi5O4PzuuEwJ93F9d3nHvzRFnMolTq2QGuav2cd5d/bgwk4DuLDDUC688yPadRrI1Z1yuebO/lx/07u8/+YDFO/rjjI2Y4U1wRgUlQlitsA0Lfx+m1jCScll2mAJTSSgCFcL4hGBFArLzRSVmvB6idPYjzjNI5I4k5E4SekxEolgGE4dIdM0SSQSTrJn08QwDCzLSj1OSloHi8zRtaQz291UdvE6yubkEpzXj+C8PgTm9CI4txeBuX2pmtcP//xMyhb4SMzpQ2zG+0Rn9iI8sy/heT6q52VTPtNL2ZyBbFs+jVDZHrBjTlTSTyZOVYs4k7rJOFruRYpCTKEgYaN1CC0l/N81aAAAIABJREFUSmosao7lB5Ikj5Q4BQpLSSdXpZKYSjp/0xIbJyemZTu6RltKLOFY+4VSzu/KgUjlDqghdyWPpreCa3bTrs0gmfksboIhiFWFCJVXgmGjY3ECu/Mw9uZDeSn+qROpmDUNq6gMq7TSKexmmuB+1uGFZR5jxJkKvne1s1o7VrXiUj/ReJyp08ZTHfBj2IKN2/O5+8FnueO+Z7mt20t0vP9FnnrhbUyliBsh8vK2smnjWtZvWM3O3ZvYsnUdO3ZuZuGiOWzfsYnlKxZRUJjHqu+XsnHTGpYuW+JKAi4RouqgxjpwENTTnAyFtSVOhVIWAsfF8c5H3qJtl578qouPCzsM5bI7R9L+jo+56vY3+fO9/yDzwxfZuu4Zinf1AFlAVVUla4u24ZcxIiqAIUMkbEnACBO0TOLKwtYGdlwgo4bjjqH2u9TDkTgXvENFxjkQ2ADqpxNnvWOz3/HyR5OBrjmhaO04/yQ0KGWDHXAyiivHCKKVBcpEKxOlLJR065enbpAmShouEo5UaEdAxkFbTkz8jyLO2lvxh691XI5MpAwS0QpsjVIJpLbdRORHU0+oa5llHEisOkBbzs2idhhrCk6C4NROSc6fSroaHV0dZ+pYTVJVo0k5Q9uOD6upnAARLSRGZYDKdRvYMHUKRINOdiYpHWnVDdFMfdYv6ajubNi6Jq2UbkdIVqxYTlWgAlsrTAm5H43k9s6PcdcDz3HXAy/QsdszPPn8v7FRWCKKlAmUFJiGk13FFgkMM8refbuIRgNIabg/TcAmkYi5+qTkXb4ukoN6QM48jIFW1C21IbUkJCUbCqu4utOzXNK1Hxd36c9FnQZzaRcf1z3yNs8N7oF35tu8Pf5u/jnwJvKqt2KIGCt3LGFm/lL6zfyK3rMn8NnKeeRMH87QFd+QPftbhiz5lmHzviKoJFFtuE7Atfe8EwZ5MOKUygQrQWjhO1TWkjjdZEv/UeI84uZa1R3Lek0WcUuDdP2AbccY60jbqc1lg+0mhHCtwM4JwpWwtPMZSjrlHLQUdZzvD0/HCXXXUd0mwImksWOY2Ejp6O4MEk4e0R/vHvwjmnbVRweGM7/1QZK8heq6H/tfWRc/3KF1f5HaEUoMwNaa0vx9bF66ApVIYFkJTJw0OW584Q/eX//1H7PE6bSkbgylMQyDcCLKus3b6NGvP93+/iIPPvYvHnjsNe595CW6PfICr77VA1tJJwuNGXMVxcq5sygLIQ2UshwrmrKw7UStv6t63IkOPFGHv0aSxiHnxRow3Gzytz3+Mtfd9xy/f+R1/u/pt/jD86/xf288xZ0ZT3FH1oPc6f0bt6c9zMg1M6l0TArMWreQ0Stnkj72K8atWUTWVx/z1cpvWFa5kQ++/pSJWxfwxYLxRJVCKOH6XuLKBoe2qivtEueCd6jIbANV60AatbK3HTvEWROTrCGpu06GmUrt+AVq2/0p3dy6znFTKDeqSmkc73Th+Ee6yTKcnMQylUS3bncP06r+A1apOVUJnGMmhoEmhlRODuQwEaQ03KzNR7Gp+lH7ZntY6//HbYojavt/Vd0MSBrc5Dg2ToIcnTDBFigl8SfCqaoRB5CRfg6JswsHR2caeO7A4+mIx9MZj+duPJ5bOf+CTo44nUrz60Dr5OwlDTkSoWwMy8K0JZYEU2oM4UgHQjtxyVK56l0tavzYkklAtEAqm1SSU9enUWtR53tT3137ekhmIzrwv0OtwlS+d+08FtiYSIJCE9IQVJoQBtUEqKSKCkKUE6eUBH4tiGuFoR1fV1MrYlpiao3CqcRoEiWh4xgoTG04xz2hXVEreaCqlcw1JXU6pKGx3UWkQBsg/RQuyWRp/5uwQ3mgLUcar02+yXR/h9qBRxE1eSeT/al1XVrhRAc5mSG16yXo+A66+Q9SJwdd531JZ/uUuib5t9R3J/1h67Ya9Y5b8bKWhHrANaW1kwgY0+FvBSYmSiclzqM4fodgw/pWdc2NuPbn7YejeO37q9KSSP5LnkJSdKoE2rZRSri64+SdQf+E666RUpNrTwOz5+zkuONudYmzPi7sQgPP3Sl4PJ67qB9dXMK8D4/nATyeu2h7wb1Y0lmg9V+vPgwc3XX203GAa02WFThc1P68ZCalZDiZm+ijLmpeUv9a0I6RyqVDx7iiUCKCSuzDCm9GGRHndY6fzC9o3I/CvP1gHqlRYdZ+X3JT/ux9+B9Q/GDPHOnn1ewpBcoJb507aw+NG9zOcZ77DsGDnVzh0cXxno7Uh8aeu2jk6cTxnns43nM3jTy3cnHbTkhLA07hsfph1YK9Hw713p8b1hGg/s92khXXg0O9Hws3ANFJ1SZwpFVbgWmitYXQ5gHG/Jcw7keKA/W5NkwXP37e/odfKmykTiB1Aq1jSGJIrZg5dwsNj7+Bhp7O9fKgg7tS8DTw3MvBcQ8NPZ1oUAsNPTdxwQUdEFLjFILQh8D+dsDaONR7f27Ud+2HQv2fXZPO+cAQh7guJ8O8iY3p/u/UeDEsjRS4medVCr+scT/a8yYP+HenZMPPfe3/w9FbEzJVkkM4PghMn5OP5/hb8TToVg8P3ksDz33ucd6Bx9PwTg6KBh1cwqwRUY8/7jbOOedWpHRihJNqiYND1wPqNwIe2khYF0f6/P5Q+2H/66/3+UN8v0qdGA6IQ46NUjhVOBNIojhpJkwU0jVaH+paD9HfH/NcfTiS+f2p2L+vP+i7cNKeaRCGVWO1T6qBD2esjpUxONB3/ZhrO1Rff+wY/Bzzfbh9Tuq1XGgTls4r4zjPzRzvuffgPOhyoadBx1po0ImDozMNPV1d3OuiI+0u+QfCdCQboeUhYNcDcRjvPzhsLergP/+8ja2tFPa//rrP7f98/X3TWuIW7T4g1CH6jo3rp+3oXrWyXN9H1x1Mi4Neq3O9P32sDtS3+t7738b+81YXNgltYWnpVF+VzrwpbbsBDvaPHIv61+XR7+vR3gO/pHmvry8KofcTTBRMnrSRBp7/o+FxnevhwSS6pODxHNeZg6MTnuNvc9DodjzHd6BB41tp3aYjCTuZ2V3Wg6RbSd2FWYNkBM9PBPtZ6I7w+f2vf3+9o9L7H3hr6yTtOn11+nvwa5facbs4GNQh+p7kWCEddxiha7jUcRITdcf6BzrU/ft6qLGoO46Hev5nRX26YySW0pjSKQjnZFlycslq1+H+iPv63xyLI17jP37ef7a+/sixqNMPLZ1TmtKkaoNpWLhgCyc0vhaP54Z6eLAznuO64Gl4dw0evPxUDo6m3H95M+6/ohndrmhGt8tb8sClTXnpr63Q+0bC7oGQN/KH2F0bn9WDz/d77Y/Ers/r4j/5fF7y2kfUIO+zuqj9XPL5w+3bgcat3nHcD/lDIG8I7P4Udo2CnSNh5+ew+xPYPQzyRtQd610j6qK+sdj9+QGu5fP9UN/7j2BO/xPYdYD+pjAKsW0sattYrA2fo/PHwq4vYVfyfcm5q4X95+NQff1vjsVPXeMHm9f919/+6+KYnvdDjEVqT3wKec4e2TGhJ3df1JRul59VDw86XPjg5c1S8FT7zqI+VPnOocrXxsV5VPnaEPCdSbWvBdXZLaj0tToEzqiDqlrw+86mNKcNQV9zopmnE85qTaT3+VT0uQwzpz3RvmdT4TuH0v7NCPU9ieoB5+P3nUdFVhMCvlZE0loTTmtKYEAzKvs0JpR2DuGsNoT6NKR4YFNKfc0IeX9N2NeYeNrJxNJaUelrQ8mg4wj5Tqcq+yQqvG2IZJ5GOPN4KrMa4884g/KstpTntqYiuwXRtJMIZ59MubcZFYNPx++9lFDfkwjltP5B3+qiZgyqDoBq76FRVd/zvtOo9rUg4G1JwHtGCtW+06n2tXTHuFWd8a5B/XNWlnMO23LOxU5riOzXggrf6SSym+Hv04riwRfiT2tOuHcrirwXkZ97Loms5sg+DYmmtaQ6ow1VmS2pyGpFJKcZlZknUZ57NqUZZxDxnUEk62QCWc0J+M4llnEOZRmnEPK1JuZtS6Dfuezr/2sqMs6kuO/lBLKbU5x1AiUZZ1Dma8m+nF9jZrQgntaE8gHNiGY0J5DThkSf5gR8p1Ax4GSK+reiIv0sAhmtqcxqTllOU/b6mlGUezbl6efiz7iMgm8fRvu/JpDzO4KZrSnJaUQi80Tyc86iot8FlGafSSy7OcUZTfD3P5UK72mE05tR5m1BILcRJVmnUeY9l6qMthh9TyWS3pxiXxsKfedRkXUOlZmnEcptRiirKeHMMwj4WlKRcxoVvjb4vefUXQuHmOcq74HXz+GgstbPo4Gfel319bnqCPt8sP46n39GDXwtqfaegd/bmipvWwe+s36Ag/Gix/A24khgZR0BMpsQz2xOwtsIy+fBzPAQ6d+I4i/ak599EjrXg+nzEBzkIdb3ePKzr2Jv7u8oybmUIu81FObezJasX7M320NswMmojNOx0puxu+8F7Mi4nsIvHmHPJ/ezc0AbKr1nojOPQ2V48Oc0puLDP1Pd/3SMtCaQ2YQy3+lsyr6IgmF/pmRkR7Z9dANb068g1rsNKr0h0ZzTiA3wQN/GkOvB6H/CkfX9GIaR1ZhA3+OJv98Io2cbirzNqU5vQKhPE4IZHvB50FkNCWefTCDbg923AZVpLSjOOouYtzF2ugeZ2ZhQZhP29jmJwozWVKWfSXVaSwr7tqDYex5h3+mQdRKR9BOo7nMS1VnHEcnwEMryUJ7hQfiaQq9GaG9rIr1OxEo/kdL+p1PVsyGlWc3Y1vMMYt7mxAeciux3PKH+zYn0bomVfTL0PZHwBw0p7tuI0rQTifRtjEpvjMpqTMjbguqxD7Ap4zzi3jPQWWdS3O9E7H6NiPX3QN9GxPs3JZZ2MgVpzQn2P5FQbgsq3j+F0syWaK8HMhtieBsS8Hko6ethe/oJ7PCdRnWmB5HTACurCTLDg8z0YGU2xM5qiJ11HEZWE8ysE3/2+f0ffggz68fx3s9KnCqjITKjESFfcyK+xhjeVmz/5K9gLYOST6hIawnZxxHofyqF3vORgSUQXQbmPDCXg7kdjKWUfnkbld7WqMwTqPS2gZJvIbYcKmZCcAKoqcSX5lKYfgGkn0hp1lngn0bl+PtIZJxE8IOTKRv3JMRmg/UdlAyH+DyIzSE89mWq+55FddYZxLI84D2VcM6pxLJ//sk+WjCyGuEfdC6UTED4V6OtRRCagS6ZTPHoB9jX82RCAzxEvB60z0Mw+1L03i+Jr+lFSfapBLNPoMR7MfHFz0PkGwhPhYqpUDoFqqZDZD7s6sGegRegS0ZC5fcQWAahBVAxGXYMYeeQm0jkNsb2etCDPJT1O4/Q4uegYjkE1kB0OfG5fdmUez6J3JMp73sCZJ1EoFcTima9CIkVIPIhuBgWvUi1rylGtofKjCaILR+TN/pqSgc2wf7sNihaQNHQjkQzPajskwhnnUAguz3s/ZCCrDPZm3su5KeT+OYBpO8UgtlN2DroMirnPA+heWDkQeVqWN6TwuxfE8g6A53RjFjWiVT1P5l4VhN02vGIzIaYWcf97PP7P/wQvzDibIDMbEAwuxmJzKZUZJxNZP3n7FkyDDu0hLJPO2D4GhLJPomyzNNQlXPwf/c0Jf1+TbjX2Wx/+2TU1JdRe5ew1ftHtvsuhPLJJDb3Jy+zNWVpp5KfdjprB9+IKFpBdNEAIr1OpzzjTPDPpWTckwSzWhAd8ScIzqJs8mus7n02Zd427PX9ln1fdEAbSyj6+kFivqZE+zWkvP/17OpzEVZG4599so8WElmN2Tf4QjDX8v1H97Fv8EXsGnwt0W+eh8j3VEx/m1JvE3RuUxK9TqDii6eJ+9dDZAW7fNdB7qmo9JMR2S2pyLmQ7QP+SsnC/hg7RrPro5vZMewqyke14fuMc7CDc9k15knyB13KniG/o2TAbRgLXkbrjWz4+C9EfadT4LsECr7HLB3LuuG3s9v3R3YO+x1y7whU8QD2eK8gmns+BWmXIraPx678jvxPb2df3wspGHIPiX2ziFbMYe3Q31Poa4reNYl9sx8kL/sEImMeJxAR6OLZ7MtuyZ6sU4n7PJTk/AUdWsrOPuew1Xs+xKdSPek1VPaZ7Mk9l8T2UajS6eSN6Mq23EvZPewvmOuHQ/kEyodeTyKjFWVZZ5A3+FdUZ7dE92uAldnQOV0dA3P8P9TFL4o4ZdZxJDKPJ+47CZnWiKKcduBfQPlHt2NsHIBclk0goxViYGsK01oiAwspm/E4hZnNsLKbUO3zsDr3KgiuY2e/Cymc2BU7uI1Nab8nltUU3c+D7uUh6DuZnRP+AcGVlGVfSLn3DHTZavxjH6TQ25rwjgEkVmVTktaWRHZDyPQg0k+kPLcFsbWZEJxDeWYTEgPPgdh49vRog8j6/5M4bW9j7KyTqfT9DkLbKUm7Bp19POag5kRy2lA9/11E9TjCOWdjpjWjLKMNFI1j3/iX0PlfYc54H7NfC8w0D9rbgGjWqRRnX4Z/xSDE7pGUZp2LkdES3acpVf0uQftnUDmqA9GMc6jMaEPU15KSvq2QleuIL32Vgj5tqV6ShgxOYZu3FUa/pvBeA8q9bdiWex26dDyx5bkEck9h37Tn0LGF7PReRDjrVExvYyI5rdnrbYde8QKxjy6mLPMMrIrZlH9zBxHfKcS++yf+TXOxir+hZMbLlOecSszrYU/GNejoOvL6tGJ3/zZgzKN84mvEep9PyZgX0JEZrPO2JZrdFLOHByP3LNYMvJLgjoHITZmUZ7WmZMClkN+bQl9rdHYDEt6TiPtO+dnn+H/4IX5RxCkyGxL3nkI0vREi4ziqJzyL2jOaRPr5FAy5A2IL2Jl+IbHMEwj6WiGDc8gf/zdKs5pjZjdlX/p5rF/wDjo4ibVp51Gy0UeicArlGc2hT0OC3lMR2S0QXg87Bl8AiZ1Uf3Ezhdktwb+CwJhbKMo+F6NqNnu/e5lY+knEfQ2wsjzEMk8ikn4q4bEPgNzFzpw2FGadRfEXfyXWx0Mg2/OzT/bRgO1tTNzbjH25t0JkD1W+a1G5pxAb0IKSjNMpX9oPEfqGcPrxJDJPIe/zP6HjE9jZtymV33SGfeOozDiHuK8RQe8JVOecjj+9JZFlPWHXIPxZLQnmNMHIaEV5r6uhdDJFY/5MUdapBLxNsTMasqnneajKPRhju1Ka2RLEekLzX8bu58FI9yD6eygfeDohXxuKZ72IXTqbop5nIraNILi2O2W+FsR9J2FmnkAiuxHVWcdTmd4IO60Z5T3OxaieS9nXf8NMb0V00uNQOIHdg/+ENtaSN7AdwezGlHqvRMfXUNCvBYXZZ4KxAP+kF6jOaAZlWQS3ZlKdeybxrBOxck4gnuXB3/8Edn/VDUKzKB58MRUDL0Ouf5PywW2J+jzEs08lmvk/4jwW8YsiTpnRkEhmU+I5p1Gc1Ry7cCR5s55lp681y3POJh4YRumUGwgP9FCU1gLhX44qXAp5X8HmbyF/GdpaRHR8F0oyTyOyMYPErmFUDG6MmXkiZYPOoDKnBSLteMoGXglV+VSM7sQe7xkQnIX/m9sp7XMGqnoxO799nmjmSYS9TYh6j8Of04J4Riuqh3cEaxfbs9oQ9bWiKvt0yPFQ1b/hzz7ZRwO2tzGGrxGFgy9Cy2LWj36CbcPuYN3nXckf9yQ6tpDSbztgZnqI57Qmsm0A4Q2DKMs9i50D26ODcykZfSeh7CaEck4hkt0MK60JiSUfwK6PqMw8nUj2ccS8TSnOuAjtn0PJ8kz2Te9O+ZS3CEz/AFWyAlE2iypvM/LSPBAvofKrx7BzmlI8oBEx33GYWR50+tns/fJmVGgeO9Ovxd71GZWLXiOc2QLbexwJn4eEz4OV2QCddSJGLw8VaS0wqxawc/yL+H3nEZ34D+ySuaxPb4214kMo+JKC7AsozbgUbaxgX7/TKM88C2KLqZr4DIGMc6B0JlUzM9DpzbAzjiPhbQQZHkhvSPnQOyCxnIKBVxPIPJ2K9NMJ9j+DSHZj55ju/Z9x6FjEL4s40xuQ8B5PVXYrCkd2A3MzqmgdlK2EwmmIcBkUz6Uy+1xKPmiLCi2lbGEmwXG3U/7lHVQO70LxwKZE0ptg5p5BcH5f7MKN5PdtTizrZGS/xtjeBoiMJpQMugbi2yj47BYKMy6Gypnsm/AQ8b6tMfPGUTTn3wTTTkKmnwDpHiK+hoS9TYnNfBFiq6jMPAnST0H7zkKnt/p/7ZxZkCTVdYZvVWXtVd093T09wwgJGESgJSSjxUKbJSOFeQAkPVgKBw6bsC1H2HL4wWE/CHkLabqrMvPezKruGQYJEMyA2RkYdgRaB8mgHQwMiGlm6Z7eu/bMrKwlKz8/1Fi2n7Hc4fE8/C8ZWZEZeSq/8597zk26s2enc+ipBB0rxuINFxIO6ngLD9JduZnO4n68pVtYvusLbChBX0WpyPdC/TU2j9xF7dCfsfjgF3Hmn6D16q2sWJN0ZZRwWjCYjlN/bi/9+UNUzO0MTEHXTDOv3kGw/jMa/3aA5nP/QPMHf02w8jN6P7+FN6zzCYuTvL5/HLxXqN77RzTtCUIp6M7kGRQETT3NqcNfoFf5Pifl2+DoTVT+dR8NM09HpnBkHkeN4KkEnhWhN5fgtD5GsPwEK/dfxersOJ3DfwALj7Nqa5z86nsJ1x/HeehPODl9KQP/x5w03sK6vhuaz7H5yF+ypiZg9RbWfjpDy4zhqTQtNUmnkKBlTnDiwOfAfY6l8kfpGUlCKXDMOC05SkdG6cmzs1L5v67/dXC+KejaCXoyxXHjUpyX7sD9sWRl70dYuPHjNPe/k9UbPwbeK8wf+H1enb6EoPFLNg//IXW5k87+cdbtXXTNGGFRULHO48e3XUfYfpGTN11JezpL18gQ6hEq9hiL35mh88bTrFmXcbJwMVSfYvXw1VT0cdrf/hv6K8/w0r5P0y9qhAXBSmk7J/bspr/4ILXn91CTUQaGoKXnqZbyuLNiy57bb0IdK/GfUikqX/9twmCBn8/9FpVCijV7hIqdoCpH6CiBu2+UE3dfz6DyXXovfJXOi/+Mc0zSOHo/1F/kqP0hmlaadknQMgStH9rwyu0sWjk292doyQQb5gUMNp5n/vbPU53bSaW0jRM3XA7tH3HshksYGCmOG5cQvH4fwStlFlWGoBglKGYILcF8IUP1hRtxX7ufzeIUne9fR3XtGU7ZO/HNJH0jS10fY1HtxLn7Q1SsC1ifvoTBypMsPPrnrBdHaDz2efrzT1NTCcI9k6zsfw84z/LM9FUM3O/ymn4hm4VxcB9j89AXWbOmWPrJV+i/cYgl/Tzc4iSd4sW4dowNa4TVx/cQnnyMyvQuAiNGvxyjbwpQgrqdpmFltzzW5/TmtaXgdFWcvpVkyX4X1B5n9baraBjbWC/tpGXEqczk8E/cQff5L/MrfTf9ynfwDl9D29qBJwV1O0NPCtAFgRFhoXwpzpEvE1Ye4MQdf8zLB36P+X2fpPrY3zNwjzB/76epWYJVuRuWj7B5/7W0rUlO6zvpnb4L58QDLB28moW97+Hogc/QfeUgweJ9nC6/F1/mOF1+D81nZzhuXEJYPIvBKdNU594P/aPMly8mVBquNRwN8s0cbTvKMfMCWHmO9aevZ1FeyJp5EcduvJhXypcRLjxA9cnraRW30TEitOwJKj/4Brx8P2vWFOv7RumU0lQLE1D7Put3Xo0rU7SlxqnpbTRfuhdW7qcmx/HNDEdv+jRh8ByvP/a3LE9fREWfZLFwPsuHvkTY+hELt14NexI0Zz/AoHaU5vP/xILajq/HWTZ2cvKhv4DmYTZv/yA1XSNce4D5Q39K05qi8vBnCI9/i7qVIdQnWC3voPfSzayd/C5h75e8/o/bWDanIPgFS09cT3dasDl3Kaw+zcaTX2beegfVQpJVK8Gxg9dA7VnqD16La4yzLqdYuu1yVuwpgqJgIDXaKrnlsT6nN68tBadnJ/D0CMHdHyZ4eZpl6+10zTg1exRfJXCNPKfvupLwta9w7GuT9I7q9O/9GM3yBO2iwLEjeLagfwae/T2Cqr6DzQeuwzn1EMHGYXqLj+D94hscu/kTLNlJekqwbu6if1THve136JVi1G3BS/vfzcaRAsHxR2DxUfqn7qX97N9xdPadNEp5+kaa1f2X0z+5n/niRYQzZy84uyqJu/fd4HyHRfttBEUNX+XoKY2OMYlj5akdvAIq3+KFvR/EsUcI9Bx1KfBnY7gPfw5OfZ2WcR5dI0NNTlD/4Qy8tJcNc5JaaYSOjNAs5GHlThp3fpKeTNApCry9u3jdeh/h+lMsP3wdNTWJZybZvOcK2DgCK4/Se+M+OP09BkvPsHDoWhZnx8AUBF9L4h64kv7ms/Qbv6A5/yQsfw9OPYRz+2epyRHWZBSWbmTtoS9QMzJ0n7oGjt/NqhEnNCep2qO8pi6H3k+h9T1aX8uzXJ6C7k9YeeSv6CnB6t4sv7r743SrjzLY/AH9V+8hPPUkvdoRlr/9JU5Ox+mUstQPXg7OnZy+6aP0VB4Kgp4Z2/JYn9Ob19Y6TiuOr6I0jFEW1MU0zVFQgpaM07GS9FSOZTtPdXqK5twuTtm7qclx1swUAyXoSEHdTlEpjeBYKUJdEBoRWtZ23rDeybzxLuaLl7JR3o2nsjCjERbGqFvjvGGn8Avn4clxmuUc1fIo68XtrM+8lUXjIk6au2jpUdbnYjg3xOnOROgUBOtGlLqVoWtktjx4/5P67+CM45gTnLr1GlbkCEFB4MsUbaXR1cfomGmC2bdQ+eaHWdo3im8Kgpk0nkrQKgnW5kap/sv7qahJGvY2HEtj7RsXUbt5N1UzTVVm6OpROnqKUweupDp7IQMjQq8o8EujVObyVPddhrv/MjpqgoGh4U9nOF78AL+6/WoWDn2ejTuvYNHMUZ8V1MsJ6vb51M3zqRoZ1maSuDd9EP+ea2ncchUb8gI29TjV2QwLcztKrjt6AAAF80lEQVRY+uZHOD37djxTY/2Gt3L64GepqRhhIY0rE7ilHRy99X1Ubvgwg+kstb05lm/7FOvWJXTtGL7M4dgRVvRdVG77XeqHrqJ28Bo21UVs2GkapQR9KahbO2gc+ARL5oX4Zh5fZmir1JbH+pzevLYYnBq+ErRlioYap2tqhKagrWJ0ZJyuGce3BUFhFE9maVh52ipOrZQkMKP0jDiezFK3tlG3xnBViq4cbnULzrjQnhK0VZygmIHpBAM9SlvFcC2NgRS4VpyWGiEw4lAUhIb49bXDooavIsMmx0yCsDh0uG0rRtc4e9eqOlKjLROs2RfQKGmEhsBXMVwrStdI05URBkaEeilBfU4MG3DFMVpyG7VSkko5yWY5jWOlcFSWrorilARuadgY8c00gTl0X0vlC2iqMUJjuIbclnFW5kaGSzB7hvFo2Bl8fYqBnhzehxyjaWXwbDH8nR7DtRJszMXY2Cto2ElaVp6WGp7XKMVoliLDJpEcoWKP48ocfVPgqTRr9tvwbAGFGH0zQmgI6rOCQSHDoJClVo7RMdIEehLHStI2pnBUjpacwJV52iqGb6ZpqzhNO46nkoS6YKBr+OYIHTNNR0bP3Ne5Uv1s0NaW6pb2a0j6MklXRugpQUdG6ZpJfKnRVYKwkKVvavhSw7cELStOz0jRMzIM9DgUIwz0KK5KUC+laZZieLYgMGN4doRqOUnDGsNTSTq2oGdGCWYm6cgEXSPDoDhKoGdxrASbc1HqcwKvLHBVCsdK48ksbZmjaSeozQqapeG1tjp4vzkNE0ZbpnBswcAU+JbAsaP0zRieFcW14tTKGvVZQduK0jVy+MYwsbWsLE01RqALBsU4/WKelsrhWhoUYgyKyTMla5SGnaEt0wRGgp6h4SsNR+bxZQxPjlCdjbK5V+DJHANTEOoxmlaaeknDNzOwZwfh9ASBESEwBWEhSVhI05ZJmuUIvi2Go0IzQzB2jSyeNYRtzxQMjBieStG2BRTEsKFjxqiVh0miY2bYnE3Slhl6RhrHihKYAl8JfBknLCZhJklfT1MtZ2iUhsk51KMEeoKumaQnI/Tk8Bm21blS/WzQloKzrTTaKo4v43SlhmdpuFYMX2r0jAyeFce1EvSLo6BH6BkJnLKgIzU6xiieHLqfUBeEuqBrJmipLA07S8POUFc7adop6rOCymyMhp2hIxP0zDhtmcJVKQJzCAbHSrJhT7JRmqRh5WjZMRqzAsdK0VIjNOwEjbKgVYrg2BEc++x9AdoqTlsmoShwrRh9Y3isYccJjAiOFadp5WnaaZrW0Fl25HAvdteM4Js5PHOMvinoGxp+cQrXnMBTCQbFBIGexjdTeFaUrjoznmNkacsMnqXRNfJ4Zo66naFpx2nZMepn3Fpfz+LJHIGuwYxGUBjDkZM07NxwGN3I0lI5mqUorbKgVRY4tkZLpWnZcZySwLMEoa7RsjIM9AQ9KWiWYgyKKTpGlrbMUi3lcaw0rhWjWho6Z9/M4MksXSPHoDBCWMjTlwJvVuCUBa7M09czDPQovkzhqjTemf95R0bpmTG6prbl8T2nN68tBaevhl3GtkzhS20IuVIGXybp6xlcK07dGh9u0StGhi/FrCAwNNrGJE07QaOUoG5naakRfDNH30gy0DUGehRPaUOXYojh15dkgqA4QltpbO4VdIpT9M0YbllQmRP4UoOZKBSieCpJsywICxnYk6FvaDgqh6/vgOn8WddV/69yVQrPHIUZgaPS9IwcbTlMSAN9mOz6eppAj9PV87gyi2dF8JWgZQ03H3TlEFy1chzHHGdgxOlZwwTlyhFcmaVlxwjOgLNtjOHKURwrfiYRRukpQb+YZzAzSV8Ol0gclRnOm5oazVKEtX2CRlkw0KMExTQNe+hsA12D6QxBYYyWnKBSGj3zIZlhUzHQM1Ts7fT0HD0p2Czn6BojeOYEvpkbQk4JWv8BWlMQ6hHaMkFjVuDaMRxjFw01QW02SlsmCGeShMUonkxTt7M07TidMxWUq/I45nba8uxd4vn/pH8H53/x8lnWPlIAAAAASUVORK5CYII=" width="334" /><br />
<div>
Prezados, boa tarde!</div>
<div>
<span class=""><br /><span style="font-size: 12pt; line-height: 115%; text-align: justify;">EJES é uma oportunidade ímpar para
líderes empresariais, gestores e demais profissionais potencializarem
conhecimentos, gerarem negócios e ampliarem relacionamentos.</span><span style="font-size: 12pt; line-height: 115%; text-align: justify;"> </span><span style="font-size: 12pt; line-height: 115%; text-align: justify;">O evento tem o valor de R$25,00 e as inscrições poderão ser feitas no
escritório da Jurídica Jr, Campus Universitário-UFLA, localizada no prédio da
Inova Café, no espaço CIM(Centro de Inteligência em Mercados) ou no escritório
da Elleva, na Rua Álvaro Botelho, nº 150, sala 5 ou pelo site do sympla <a href="https://www.sympla.com.br/i-ejesencontro-juridico--empresarial-do-sul-de-minas__140536" target="_blank">https://www.sympla.com.<wbr></wbr>br/i-ejesencontro-juridico--em<wbr></wbr>presarial-do-sul-de-minas__140<wbr></wbr>536</a>.</span>
</span><br />
<div class="MsoNormal" style="background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span class=""><br /></span></div>
<span class="">
<div class="MsoNormal" style="background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: 12pt;">Público
alvo – Empresários, líderes, gestores e demais interessados nos assuntos.</span></div>
<div class="MsoNormal" style="background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: 12pt;"><br /></span></div>
</span><span class=""><div class="MsoNormal" style="background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: 12pt;">Essa é uma ótima oportunidade para quem quer sair por
cima da crise, diminuir custos e sair na frente de seus concorrentes.</span></div>
<div class="MsoNormal" style="background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
</span><br />
<div class="MsoNormal" style="background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: 12pt;">Participe
do EJES 2017!!! Curta nossa página no facebook e acompanhe maiores informações sobre o evento.</span></div>
<div class="MsoNormal" style="background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-size: 12pt;">Se
você deseja saber mais sobre o evento, solicite informações para o email <a href="mailto:juridicajunior@gmail.com" target="_blank">juridicajunior@gmail.com</a><wbr></wbr> ou <a href="mailto:contatoelleva@gmail.com" target="_blank">contatoelleva@gmail.com</a>.</span></div>
<span class="">
</span><br />
<div class="MsoNormal" style="background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 13.5pt; margin-bottom: 0.0001pt; vertical-align: baseline;">
<span class=""><span style="font-size: 12pt;"> </span></span></div>
<span class="">
<div class="MsoNormal" style="background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 13.5pt; margin-bottom: 0.0001pt; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 13.5pt; margin-bottom: 0.0001pt; vertical-align: baseline;">
<span style="font-size: 12pt;">Será um prazer
tê-los conosco!!!</span></div>
<div class="MsoNormal" style="background: rgb(243,246,248); line-height: normal; margin-bottom: 0.0001pt; vertical-align: baseline;">
<span style="font-family: "helvetica" , sans-serif; font-size: 13pt;"><a href="https://www.linkedin.com/feed/update/urn:li:activity:6266604379726508032/" target="_blank"><span style="border: 1pt none; color: blue; font-family: "times new roman" , serif; padding: 0cm;"></span></a></span></div>
<div class="MsoNormal" style="background: rgb(243,246,248); line-height: normal; margin-bottom: 0.0001pt; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: normal; margin: 0cm 12pt 0.0001pt; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal">
<br /></div>
</span></div>
</div>
</div>
</div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4969387205434325540.post-68215740901578287052017-02-15T14:27:00.000-08:002017-02-15T14:27:06.216-08:00AJC SISTEMAS NEWS Número:001/2017 [Publicada versão 3.00 para CTe e MDFe]<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: #333333; font-family: "gotham-book" , "serif"; font-size: 11.5pt;">No dia
8 de Setembro, foi publicada<span class="apple-converted-space"> </span><strong><span style="border: 1pt none windowtext; padding: 0cm;">novas versões para Conhecimento
de Transporte</span></strong><span class="apple-converted-space"> </span>(CTe)
e<span class="apple-converted-space"> </span><strong><span style="border: 1pt none windowtext; padding: 0cm;">Manifesto de Documentos Fiscais</span></strong><span class="apple-converted-space"> </span>(MDFe). A versão 3.00, para ambos,
traz atualizações das especificações e critérios técnicos dos documentos. Ambos
A previsão para início de vigência em produção é dia<span class="apple-converted-space"> </span><strong><span style="border: 1pt none windowtext; padding: 0cm;">12
de Dezembro de 2016, podendo ser prorrogada conforme Norma Técnica</span></strong>.<o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: #333333; font-family: "gotham-book" , "serif"; font-size: 11.5pt;">Ambos
documentos passam a contar com novos pacotes de liberação (schemas). Por
isso, os sistemas de faturamento devem ser atualizados para o novo
layout. Contudo, a versão 2.00 do CTe e a versão 1.00 do MDFe poderão ser
emitidos até o dia<span class="apple-converted-space"> </span><strong><span style="border: 1pt none windowtext; padding: 0cm;">5 de Junho de 2017</span></strong>,
respectivamente.<o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<br /></div>
<h2 style="background: white; margin-bottom: 7.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt; mso-line-height-alt: 12.0pt;">
<span style="color: #333333; font-family: "gotham-bold" , "serif"; font-size: 19.0pt; font-weight: normal;">Novidades
do CTe<o:p></o:p></span></h2>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: #333333; font-family: "gotham-book" , "serif"; font-size: 11.5pt;">A versão
3.00 de CTe trouxe algumas alterações nos campos já existentes. Dentre as
alterações estão incluir timezone nos campos de data, aumentar número
máximo de caracteres em tags e revisar opções de campos.<o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: #333333; font-family: "gotham-book" , "serif"; font-size: 11.5pt;">Foi
incluído também campos específicos para<span class="apple-converted-space"> </span><strong><span style="border: 1pt none windowtext; padding: 0cm;">CTe Globalizado.</span></strong> A
versão traz regras de validação quando este tipo de conhecimento de
transporte não for emitido em operações internas ou conter menos de 5
CNPJs diferentes para remetentes.<o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: #333333; font-family: "gotham-book" , "serif"; font-size: 11.5pt;">Também
houve a adição da tag de<span class="apple-converted-space"> </span><strong><span style="border: 1pt none windowtext; padding: 0cm;">Alteração de Tomador</span></strong>,
entretanto o efeito e utilização desta ficou aguardando legislação
complementar. Nesta edição do manual não se deve utilizar este campo antes
de NT específica tratar desse procedimento.<o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<br /></div>
<h2 style="background: white; margin-bottom: 7.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt; mso-line-height-alt: 12.0pt;">
<span style="color: #333333; font-family: "gotham-bold" , "serif"; font-size: 19.0pt; font-weight: normal;">Um novo
CTe: Conhecimento de Transporte Eletrônico Outros Serviços – modelo 67<o:p></o:p></span></h2>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: #333333; font-family: "gotham-book" , "serif"; font-size: 11.5pt;">A nova
versão do Manual também trouxe um novo tipo de documento, o<span class="apple-converted-space"> </span><strong><span style="border: 1pt none windowtext; padding: 0cm;">CTe
OS</span></strong>. Este conhecimento de transporte, que possui o identificador
de modelo 67, serve para registrar operações de<span class="apple-converted-space"> </span><strong><span style="border: 1pt none windowtext; padding: 0cm;">transporte
de pessoas</span></strong>,<span class="apple-converted-space"> </span><strong><span style="border: 1pt none windowtext; padding: 0cm;">transporte de valores</span></strong> ou<span class="apple-converted-space"> </span><strong><span style="border: 1pt none windowtext; padding: 0cm;">excesso
de bagagem</span></strong>. Nele devem ser informados dados como número de
passageiros, quando se tratar de transporte de pessoas e informações sobre o
percurso. Para excesso de bagagem e transporte de valores, deve-se indicar o
número de volumes/malotes.<o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: #333333; font-family: "gotham-book" , "serif"; font-size: 11.5pt;">O novo
documento cobre apenas o modal rodoviário. Ele possui alguns dados
complementares para fins operacionais ou comerciais, como características
adicionais do transporte e do serviço e nome do funcionário emissor do CTe.<o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<br /></div>
<h2 style="background: white; margin-bottom: 7.5pt; margin-left: 0cm; margin-right: 0cm; margin-top: 7.5pt; mso-line-height-alt: 12.0pt;">
<span style="color: #333333; font-family: "gotham-bold" , "serif"; font-size: 19.0pt; font-weight: normal;">Novidades
do MDFe<o:p></o:p></span></h2>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: #333333; font-family: "gotham-book" , "serif"; font-size: 11.5pt;">Para o
Manifesto de Carga foram publicados, além do novo pacote de liberação, outros
documentos de especificação. Foi divulgada uma atualização da Cartilha Nacional
do MDFe e a Nota Técnica 2016.002. Esta NT trata da Minuta do Manual
de Orientações do Contribuinte (MOC).<o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: #333333; font-family: "gotham-book" , "serif"; font-size: 11.5pt;">A
principal mudança foi a inclusão do campo que determina o<span class="apple-converted-space"> </span><strong><span style="border: 1pt none windowtext; padding: 0cm;">Tipo
do Transportador</span></strong><span class="apple-converted-space"> </span>do
MDFe. Os tipos podem ser ETC (Empresas de Transporte Rodoviário de
Cargas), TAC (Transportadores Autônomos de Cargas) ou CTC
(Cooperativas de Transporte Rodoviário de Cargas).<o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<span style="color: #333333; font-family: "gotham-book" , "serif"; font-size: 11.5pt;">A nova
versão ainda traz o campo de<span class="apple-converted-space"> </span><strong><span style="border: 1pt none windowtext; padding: 0cm;">Indicador de Reentrega</span></strong>.
Podem ser informados dados de <strong><span style="border: 1pt none windowtext; padding: 0cm;">Seguro
da Carga</span></strong>. Houve a inclusão de tags que devem ser preenchidas
quando se tratar de transporte de produtos classificados pela ONU como
perigosos.<o:p></o:p></span></div>
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<br /></div>
<br />
<div style="background: white; margin-bottom: .0001pt; margin: 0cm;">
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4969387205434325540.post-83389650512610881142016-10-23T10:51:00.000-07:002016-10-23T10:51:22.270-07:00AJC SISTEMAS NEWS Número:007/2016 [RNTRC - Obrigatório ou não]<h2>
<span style="background-color: white; color: blue;">RNTRC é, ou não obrigatório?</span></h2>
<br />
<span style="font-family: "georgia" , "times new roman" , serif;">Para exercer a atividade de transportador rodoviário de cargas, mediante remuneração (veículos de categoria “aluguel” – placa de fundo vermelho e letras brancas), com capacidade de carga útil igual ou superior a 500 Kg, todos os transportadores devem ter o Registro Nacional de Transportadores Rodoviário de Carga, concedido junto a ANTT, sendo obrigatória a sua informação quando da emissão do CT-e ou MDF-E, mesmo quando a transportadora não tenha frota própria, conforme previsto na Resolução nº 3056/09 da ANTT.</span><br />
<span style="font-family: "georgia" , "times new roman" , serif;"><br /></span>
<span style="font-family: "georgia" , "times new roman" , serif;">Fonte: </span><span style="background-color: white; color: #006621; font-family: "arial" , sans-serif; font-size: 14px; white-space: nowrap;">www.</span><b style="background-color: white; color: #006621; font-family: arial, sans-serif; font-size: 14px; white-space: nowrap;">antt</b><span style="background-color: white; color: #006621; font-family: "arial" , sans-serif; font-size: 14px; white-space: nowrap;">.gov.br/</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4969387205434325540.post-56273995959620164992016-09-28T10:56:00.000-07:002016-09-28T10:56:17.551-07:00AJC SISTEMAS NEWS Número:006/2016 [Rejeição 663 - Percurso no MDF-e saiba como proceder]<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 1;">
<span style="color: #666666; font-family: "inherit" , "serif"; font-size: 14.0pt;">Rejeição 663: Percurso informado inválido - Como resolver?<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="color: #3366ff; font-family: "arial" , "sans-serif"; font-size: 18.0pt;">Rejeição</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<b><span style="font-family: "arial" , sans-serif; font-size: 6pt;">663 - Percurso informado inválido</span></b><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="color: #3366ff; font-family: "arial" , "sans-serif"; font-size: 18.0pt;">Causa</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 6pt;">Há duas situações que podem ocasionar a rejeição "663 -
Percurso informado inválido":</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<b><span style="font-family: "arial" , sans-serif; font-size: 6pt;">Primeira situação:</span></b><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 6pt;">Quando for emitido um MDF-e e os Estados de Início (UFIni) e Fim (UFFim)
fazerem fronteira e o percurso for informado, será retornado a rejeição<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">"663 - Percurso informado inválido"</span>.</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 6pt;">Exemplo hipotético:</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 6pt;">Foi emitido um MDF-e onde o transporte será iniciado no Estado
do Rio Grande do Sul (RS) e será concluído no Estado de Santa
Catarina (SC). <b>O Estados de RS e SC
são fronteiriços e os mesmos foram informados no percurso</b>. </span><b><span style="color: red; font-family: "arial" , "sans-serif"; font-size: 8.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Nessa situação, o MDF-e será rejeitado pelo motivo
663</span></b><span style="font-family: "arial" , sans-serif; font-size: 6pt;">.</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<b><span style="font-family: "arial" , sans-serif; font-size: 6pt;">Segunda situação:</span></b><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: "arial" , sans-serif; font-size: 6pt;">Quando for emitido um MDF-e e os Estados de Início
(UFIni) e Fim (UFFim) não fazerem fronteira e o percurso não for informado,
será retornado a rejeição</span><span style="font-family: "arial" , sans-serif; font-size: 6pt;"> </span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: "arial" , sans-serif; font-size: 6pt;">"663 - Percurso
informado inválido".</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 6pt;">Exemplo hipotético:</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 6pt;">Foi emitido um MDF-e onde o transporte será iniciado no Estado
do Rio Grande do Sul (RS) e será concluído no Estado de São Paulo
(SP). O Estados de RS e SP não são fronteiriços e não foram informados os
Estados por onde o transporte passará, que são os Estados de Santa
Catarina (SC) e Parará (PR). Nessa situação, o MDF-e será rejeitado pelo motivo
663.</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 6pt;">Veja a regra de validação da Sefaz:</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="color: #333333; font-family: "arial" , sans-serif; margin-left: 1em; margin-right: 1em;"><!--[if gte vml 1]><v:shapetype id="_x0000_t75"
coordsize="21600,21600" o:spt="75" o:preferrelative="t" path="m@4@5l@4@11@9@11@9@5xe"
filled="f" stroked="f">
<v:stroke joinstyle="miter"/>
<v:formulas>
<v:f eqn="if lineDrawn pixelLineWidth 0"/>
<v:f eqn="sum @0 1 0"/>
<v:f eqn="sum 0 0 @1"/>
<v:f eqn="prod @2 1 2"/>
<v:f eqn="prod @3 21600 pixelWidth"/>
<v:f eqn="prod @3 21600 pixelHeight"/>
<v:f eqn="sum @0 0 1"/>
<v:f eqn="prod @6 1 2"/>
<v:f eqn="prod @7 21600 pixelWidth"/>
<v:f eqn="sum @8 21600 0"/>
<v:f eqn="prod @7 21600 pixelHeight"/>
<v:f eqn="sum @10 21600 0"/>
</v:formulas>
<v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/>
<o:lock v:ext="edit" aspectratio="t"/>
</v:shapetype><v:shape id="Imagem_x0020_1" o:spid="_x0000_i1025" type="#_x0000_t75"
alt="http://www.oobj.com.br/bc/assets/Articles/93/Rej663_MDFE.png" style='width:455.25pt;
height:74.25pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\ANTONI~1\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif"
o:title="Rej663_MDFE"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="color: #3366ff; font-family: "arial" , "sans-serif"; font-size: 18.0pt;">Como Resolver</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 6pt;">Para corrigir essa rejeição, siga os passos:</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<b><span style="font-family: "arial" , sans-serif; font-size: 6pt;">Primeiro caso:</span></b><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 6pt;">Quando os Estados forem fronteiriços, não deve-se informar o percurso,
pois todos os Estados por onde o transporte se deslocará, já foram informados.
Logo para corrigir a rejeição, deve-se remover o Grupo do Percurso.</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<b><span style="font-family: "arial" , sans-serif; font-size: 6pt;">Segundo caso:</span></b><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 6pt;">1 - Verifique a UF onde se iniciou o transporte (UFIni) e a UF onde será
concluído o transporte (UFFim):</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: #DFF2C5; line-height: 16.8pt; margin-bottom: .0001pt; margin-bottom: 0cm; vertical-align: middle;">
<b><span style="color: #336600; font-family: "arial" , "sans-serif"; font-size: 5.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Observação<o:p></o:p></span></b></div>
<div class="MsoNormal" style="background: #DFF2C5; line-height: 16.8pt; margin-bottom: 7.9pt;">
<span style="font-family: "arial" , sans-serif; font-size: 5.5pt;">Não é deve-se informar os Estados de início e fim do transporte no
percurso, pois já foram informados anteriormente no campos UFIni e UFFim.</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 5.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="font-family: "arial" , sans-serif; font-size: 6pt;">3 - Informado o percurso correto, basta realizar o reenvio do MDF-e.</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184; width: 564px;">
<tbody>
<tr>
<td style="padding: 0cm 0cm 0cm 0cm;"></td>
<td style="padding: 0cm 0cm 0cm 0cm; width: 405.5pt;" width="541"></td>
</tr>
</tbody></table>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 4.65pt; text-align: justify;">
<span style="color: #3366ff; font-family: "arial" , "sans-serif"; font-size: 18.0pt;">Referência</span><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<ul type="disc">
<li class="MsoNormal" style="background: white; color: #333333; line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt; text-align: justify;"><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 6.0pt;">Nota Técnica 2016/002 -</span><span style="font-family: "arial" , "sans-serif"; font-size: 6.0pt;"> <a href="https://mdfe-portal.sefaz.rs.gov.br/Site/Documentos"><span style="color: #0196d8; text-decoration: none;">https://mdfe-portal.sefaz.rs.gov.br/Site/Documentos#</span></a><o:p></o:p></span></li>
</ul>
<br />
<div class="MsoNormal">
<br /></div>
Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-4969387205434325540.post-15065845970386919422016-09-14T11:52:00.000-07:002016-09-14T11:52:54.408-07:00AJC SISTEMAS NEWS Número:005/2016 [Cancelamento Extemporâneo de CT-e: Conheça o que é e como fazer]<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">No dia a dia das
operações de uma transportadora, acontecem alguns erros comuns na emissão de
documentos fiscais que podem acarretar</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt;"> <span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;"><a href="http://blog.hivecloud.com.br/2014/10/fiz-emissao-de-um-cte-errado-o-que-fazer_30.html"><span style="border: none; color: black;"><span style="border: none;">na necessidade de
cancelamento de um documento parareemissão de outro</span></span></a>.</span><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;"><br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">Após o prazo fixado
para cancelamento do CT-e (<b>7 dias na maior parte dos estados</b>) , o contribuinte
só poderá efetuar o que se chama de</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt;"> <span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">Cancelamento extemporâneo</span> <span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">do CT-e, ou seja, o cancelamento que é realizado após os prazos
determinados pela Secretaria da Fazenda.</span></span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;"><br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">É importante
entender que não se trata somente de situações em que houve erro e a atividade
já se iniciou. O CT-e que foi emitido, por exemplo, para acobertar prestação de
serviço de transporte, cuja execução ainda não tenha sido iniciada, poderá ser
objeto de cancelamento extemporâneo, exclusivamente, por se imaginar que terá
um erro não sanável por Carta de Correção, identificado antes do início da execução
da prestação de serviço.</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 9.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 10.7pt; mso-outline-level: 3; text-align: justify; vertical-align: baseline;">
<b><span style="border: none 1.0pt; color: #666666; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">Como fazer?</span></b><b><span style="color: #666666; font-family: "arial" , "sans-serif"; font-size: 9.5pt;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 9.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">O pedido de
cancelamento extemporâneo de CT-e será prestado mediante o pagamento da Taxa de
Serviços Estaduais – TSE que pode ter um valor específico por documento,
calculado com base na legislação vigente do estado em que a operação estiver
sendo realizada.</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;"><br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">Além do emitente do
CT-e, objeto de cancelamento, poderão apresentar o respectivo pedido o
representante legal, o preposto do estabelecimento ou, ainda, o contador
credenciado junto à SEFAZ como responsável pela correspondente escrituração
fiscal da transportadora.</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;"><br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">É válido lembrar
que fica vedado o cancelamento extemporâneo para fins de anulação de
valores e complementação de valores no documento, hipótese que deve adotar os
procedimentos específicos para estes casos (anulação e substituição / carta de
correção).</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 9.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 10.7pt; mso-outline-level: 3; text-align: justify; vertical-align: baseline;">
<b><span style="border: none 1.0pt; color: #666666; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">Até quando posso
solicitar?</span></b><b><span style="color: #666666; font-family: "arial" , "sans-serif"; font-size: 9.5pt;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 9.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">O contribuinte
emitente, interessado, poderá protocolizar o respectivo pedido de cancelamento
de CT-e, até o 10° (décimo) dia do mês subsequente àquele em que foi concedida
a Autorização de Uso do CT-e, mediante abertura de protocolo na Secretaria da
Fazenda ou acessando ao site da SEFAZ, para alguns estados, encontrando no menu
principal, a opção 'Conhecimento de Transporte Eletrônico', seguida da opção
'Pedido de Cancelamento Extemporâneo'.</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 9.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">Em cada pedido de
cancelamento extemporâneo, poderá ser solicitado o cancelamento de até 5
(cinco) Conhecimentos de Transporte Eletrônicos, desde que a Autorização de Uso
tenha sido permitida no mesmo período de referência (mesmos mês e ano).</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">Formalizado o
pedido, serão, automaticamente, disponibilizados ao interessado o número do
protocolo do pedido e o Documento de Arrecadação – DAR-1/AUT, para pagamento da
correspondente TSE.</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;"><br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">A TSE poderá ser
paga até o 13° (décimo terceiro) dia do mês subsequente àquele em que foi
concedida a Autorização de Uso do CT-e, objeto de cancelamento.</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">Quando o DAR-1/AUT
for gerado no mesmo mês em que foi concedida a Autorização de Uso do CT-e como
objeto de cancelamento, o pagamento deverá ser efetuado até o último dia do
referido mês.</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 9.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 10.7pt; mso-outline-level: 3; text-align: justify; vertical-align: baseline;">
<b><span style="border: none 1.0pt; color: #666666; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">E depois?</span></b><b><span style="color: #666666; font-family: "arial" , "sans-serif"; font-size: 9.5pt;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;"><br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">Realizado o pedido,
o emitente terá até o 14° (décimo quarto) dia do mês àquele em que foi
concedida a Autorização de Uso do CT-e, com o documento que foi objeto do
pedido, para efetivação do cancelamento, mediante transmissão dos arquivos
correspondentes, utilizando a funcionalidade disponível no sistema emissor de
CT-e por ele adotado.</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 9.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 10.7pt; mso-outline-level: 3; text-align: justify; vertical-align: baseline;">
<b><span style="border: none 1.0pt; color: #666666; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">Atenção!</span></b><b><span style="color: #666666; font-family: "arial" , "sans-serif"; font-size: 9.5pt;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;"><br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">Não será realizado
o pedido de cancelamento extemporâneo do CT-e quando, alternativamente:</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 9.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">– tiver sido
autorizado no Sistema SVC (Sefaz Virtual de Contingência);</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">– houver registro
de passagem do veículo utilizado na prestação de serviço de transporte à qual
corresponde o CT-e objeto do pedido de cancelamento;</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 9.75pt; text-align: justify; vertical-align: baseline;">
<span style="border: none 1.0pt; color: #444444; font-family: "arial" , "sans-serif"; font-size: 12.0pt; padding: 0cm;">- o pedido não
estiver de acordo com as regras de validação do MOC (Manual de Orientações do
Contribuinte) do CT-e.</span><span style="color: #444444; font-family: "arial" , "sans-serif"; font-size: 6.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 9.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 9.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; vertical-align: baseline;">
<br /></div>
<br />
<div class="MsoNormal">
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-4969387205434325540.post-26481936045787822202016-09-01T17:49:00.002-07:002016-09-01T17:49:51.672-07:00AJC SISTEMAS NEW - Número:004/2016 [ 5 Maiores erros cometidos na emissão do Manifesto Eletrônico ]<div class="MsoNormal" style="line-height: 27.0pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2; vertical-align: baseline;">
<b><span style="color: #666666; font-family: "Arial","sans-serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><a href="http://blog.hivecloud.com.br/2015/01/5-erros-emissao-manifesto-eletronico-mdfe.html"><span style="color: #666666; font-weight: normal; mso-bidi-font-size: 11.0pt;">5 Maiores
erros cometidos na emissão do Manifesto Eletrônico</span></a><o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; vertical-align: baseline;">
<span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<span style="background: #F1F1F1;">Muitas transportadoras cometem erros no
preenchimento ou deixam o cadastro incompleto por não terem todas as
informações para a emissão do Manifesto Eletrônico. Porém, muitas transportadoras ainda estão em
processo de adaptação com este novo documento fiscal. Selecionamos os erros
mais comuns durante a emissão de MDFe, confira:</span><br />
<br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: #F1F1F1; line-height: 17.25pt; margin-bottom: 18.75pt; mso-outline-level: 3; vertical-align: baseline;">
<b><span style="color: #666666; font-family: "Arial","sans-serif"; font-size: 15.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">#1 Erro no preenchimento do cadastro
de veículos<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; vertical-align: baseline;">
<span style="background: #F1F1F1; color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Para o Manifesto Eletrônico esta é uma etapa de
preenchimento essencial para autorização do documento, afinal esta é uma
informação obrigatória exigida nos Postos Fiscais. Para cadastro do veículo é
necessário ter como informação: Placa; UF do veículo; RENAVAM; Tara (kg);
Capacidade (kg); Informar o tipo do veículo (Reboque ou Tração); Informar o
tipo de carroceria (Aberta, Fechada Baú, Graneleira, etc); Tipo de rodado
(Truck, Cavalo Mecânico, Van, etc); Tipo de propriedade (Próprio ou Terceiro),
caso o veículo pertença a terceiros é necessário ter os dados do proprietário.
Além disto, é necessário ter os dados do motorista (Nome e CPF).</span><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: #F1F1F1; line-height: 17.25pt; margin-bottom: 18.75pt; mso-outline-level: 3; vertical-align: baseline;">
<b><span style="color: #666666; font-family: "Arial","sans-serif"; font-size: 15.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">#2 Erro na quantidade de emissão de
MDFe<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; vertical-align: baseline;">
<span style="background: #F1F1F1; color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">1. A transportadora deve levar em consideração as
UF´s de descarregamento para quantificar o número de MDFe a ser emitido. O
conceito de Unidade Federada de descarregamento da carga não se confunde com
Unidade Federada de destino da carga, sendo esta (UF de destino) descrita na
NFe/CTe, enquanto aquela (UF de descarregamento) é descrita no MDFe. Na UF de
descarregamento ocorre a remoção física da carga.</span><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
<span style="background: #F1F1F1;">Não poderá existir mais de um MDFe para a
mesma UF de descarregamento, independente do número de descarregamentos
realizados naquela unidade (ainda que haja descarregamentos em mais de um
município na mesma UF de descarregamento).</span><br />
<br />
<span style="background: #F1F1F1;">2. Se no decorrer do transporte houver
qualquer tipo de alteração nas informações do MDFe (placa do veículo, carga,
documentação, etc.), este deverá ser encerrado e ser emitido um <span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">novo MDFe </span>com a nova configuração.</span><br />
<br />
<span style="background: #F1F1F1;">3. Na inclusão de mercadorias durante o trecho
percorrido, deve-se encerrar o Manifesto Eletrônico e emitir um</span></span><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><span style="background: #F1F1F1; border: none windowtext 1.0pt; color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-border-alt: none windowtext 0cm; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR; padding: 0cm;">novo MDFe</span><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><span style="background: #F1F1F1; color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">na UF em que esta
realizando a inclusão de mais uma carga.</span><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: #F1F1F1; line-height: 17.25pt; margin-bottom: 18.75pt; mso-outline-level: 3; vertical-align: baseline;">
<b><span style="color: #666666; font-family: "Arial","sans-serif"; font-size: 15.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">#3 Erro no preenchimento da UF
percurso<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; vertical-align: baseline;">
<span style="background: #F1F1F1; color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">No modal rodoviário, o MDFe deverá indicar as
Unidades Federadas (UF´s) que serão percorridas sempre que existir pelo menos
uma UF entre a UF de carregamento e a UF de descarregamento. A UF percurso
sempre deve estar na ordem do trajeto do motorista.</span><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
<span style="background: #F1F1F1;">Exemplo: O carregamento será em São Paulo (SP)
e o descarregamento em Rio Grande do Sul (RS), então, a UF Percurso será:
Paraná (PR) e Santa Catarina (SC).</span><br />
<br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: #F1F1F1; line-height: 17.25pt; margin-bottom: 18.75pt; mso-outline-level: 3; vertical-align: baseline;">
<b><span style="color: #666666; font-family: "Arial","sans-serif"; font-size: 15.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">#4 Esquecimento do encerramento do
MDFe<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; vertical-align: baseline;">
<span style="background: #F1F1F1; color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A transportadora deverá sempre encerrar o MDFe no
final de cada percurso. Enquanto houver MDFe pendente de encerramento, não será
possível autorizar novo MDFe para o mesmo par UF de carregamento e UF de
descarregamento, mesmo veículo de tração, em diferentes datas de emissão. O
MDFe deverá ser encerrado:</span><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 30.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #444444; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: PT-BR;">§<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Ao final do
percurso<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 30.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #444444; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: PT-BR;">§<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Transbordo<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 30.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #444444; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: PT-BR;">§<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Redespacho<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 30.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #444444; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: PT-BR;">§<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Subcontratação<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 30.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #444444; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: PT-BR;">§<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Substituição do
veículo, do motorista, de contêiner<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 30.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #444444; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: PT-BR;">§<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Retenção imprevista
de parte da carga transportada<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 30.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt; vertical-align: baseline;">
<!--[if !supportLists]--><span style="color: #444444; font-family: Wingdings; font-size: 10.0pt; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: PT-BR;">§<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Inclusão de
mercadorias<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; vertical-align: baseline;">
<span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
<!--[if !supportLineBreakNewLine]--><br />
<!--[endif]--></span><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: #F1F1F1; line-height: 17.25pt; margin-bottom: 18.75pt; mso-outline-level: 3; vertical-align: baseline;">
<b><span style="color: #666666; font-family: "Arial","sans-serif"; font-size: 15.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">#5 Erro ao informar os documentos
fiscais para inserir no MDFe<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; vertical-align: baseline;">
<span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Se o tipo emitente informado é um Prestador de
Serviço de Transporte, deverá incluir apenas chaves de acesso de CT-e
(Conhecimento de Transporte Eletrônico). <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; vertical-align: baseline;">
<span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Caso, o tipo emitente informado for Transportador
de Carga Própria, apenas serão aceitos incluir apenas NF ou chaves de acesso de
NF-e (Nota Fiscal Eletrônica).<o:p></o:p></span></div>
<div class="MsoNormal" style="background: #F1F1F1; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; vertical-align: baseline;">
<br /></div>
<div class="MsoNormal" style="background: #F1F1F1; line-height: 15.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; vertical-align: baseline;">
<span style="color: #444444; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Não esqueça de ficar atento para que
cada município de descarregamento relacionado no MDFe, devem estar vinculados
aos respectivos documentos que acobertam a carga a ser descarregada no
município informado. <o:p></o:p></span></div>
<br />
<div class="MsoNormal">
<br /></div>
Unknownnoreply@blogger.com4